<?xml version="1.0" encoding="utf-8"?>
<!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN"  "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd">
<html xml:lang="pl" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.7.5--><head><title>toya_Grupa_spr_dzial-2024-12-31-0-pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    bottom:0;
    right:0;
    overflow:auto;
  }
  .loading-indicator {
    display:none;
  }
  .loading-indicator.active {
    display:block;
    position:absolute;
    width:64px;
    height:64px;
    top:50%;
    left:50%;
    margin-top:-32px;
    margin-left:-32px;
  }
  .loading-indicator img {
    position:absolute;
    top:0;
    left:0;
    bottom:0;
    right:0;
  }
}
@media print { 
  @page { margin:0; }
  html { margin:0; }
  body { 
    margin:0; 
    -webkit-print-color-adjust:exact; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  position:absolute;
  border:0;
  margin:0;
  top:0;
  bottom:0;
  width:100%;
  height:100%;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
.bi { /* images that cover only a part of the page */
  position:absolute;
  border:0;
  margin:0;
  -ms-user-select:none;
  -moz-user-select:none;
  -webkit-user-select:none;
  user-select:none;
}
@media print {
  .pf {
    margin:0;
    box-shadow:none;
    page-break-after:always;
    page-break-inside:avoid;
  }
  @-moz-document url-prefix() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  position:absolute;
  white-space:pre;
  font-size:1px;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
  unicode-bidi:bidi-override;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</style><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Fancy styles for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
@keyframes fadein { from { opacity:0;} to { opacity:1;} }
@-webkit-keyframes fadein { from { opacity:0;} to { opacity:1;} }
@keyframes swing {
  0%  { transform: rotate(0deg); }
  10% { transform: rotate(0deg); }
  90% { transform: rotate(720deg); }
  100%{ transform: rotate(720deg); }
}
@-webkit-keyframes swing {
  0%  { -webkit-transform: rotate(0deg); }
  10% { -webkit-transform: rotate(0deg); }
  90% { -webkit-transform: rotate(720deg); }
  100%{ -webkit-transform: rotate(720deg); }
}
@media screen { 
  #sidebar {
    background-color:#2f3236;
    /* modified from http://philbit.com/svgpatterns/#crossstripes */
    background-image:url("data:image/svg+xml;base64,PHN2ZyB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMjAwMC9zdmciIHdpZHRoPSI0IiBoZWlnaHQ9IjQiPgo8cmVjdCB3aWR0aD0iNCIgaGVpZ2h0PSI0IiBmaWxsPSIjNDAzYzNmIj48L3JlY3Q+CjxwYXRoIGQ9Ik0wIDBMNCA0Wk00IDBMMCA0WiIgc3Ryb2tlLXdpZHRoPSIxIiBzdHJva2U9IiMxZTI5MmQiPjwvcGF0aD4KPC9zdmc+");
  }
  #outline {
    font-family:Georgia,Times,"Times New Roman",serif;
    font-size:13px;
    margin:2em 1em;
  }
  #outline ul {
    padding:0;
  }
  #outline li {
    list-style-type:none;
    margin:1em 0;
  }
  #outline li > ul {
    margin-left: 1em;
  }
  #outline a,
  #outline a:visited,
  #outline a:hover,
  #outline a:active {
    line-height:1.2;
    color:#e8e8e8;
    text-overflow:ellipsis;
    white-space:nowrap;
    text-decoration:none;
    display:block;
    overflow:hidden;
    outline:0;
  }
  #outline a:hover {
    color:rgb(0,204,255);
  }
  .pf {
    margin: 13px auto;
    box-shadow: 1px 1px 3px 1px #333;
    /* Needed by IE to make box-shadow works * https://developer.mozilla.org/en-US/docs/Web/CSS/box-shadow */
    border-collapse: separate;
  }
  .pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
    -webkit-animation: fadein 100ms;
    animation: fadein 100ms; 
  }
  .loading-indicator.active {
    /* 
     * use 0.01s instead of 0s,
     * since YUI Compressor will change 0s to 0,
     * which is not recognized by Firefox
     */
    -webkit-animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
    animation: swing 1.5s ease-in-out 0.01s infinite alternate none;
  }
  .checked {
    background: no-repeat url(data:image/png;base64,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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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eJ2qo7LlYZ3WabVwnpI0p31udJuxSlYGdzzvZtRi6haSSeUPtpd1gvFuvD6Fm3zP0RPSsIWCCdlJIDoOMcvj+mREMWzxv+Y+fYWKFz9Wjhgc2FjnVbCh2CbBLlfyXX0P+CdMv0NNKpQXQDQKycZJQ0IjIa5mtIADSVIUJBCMUXaKUt4gplLZSIWEMprTFnOGOm6PKsTMnQEqVJJbpfphLOeP3Nz/2GfIX2AQ2IgH86AYllq9d9E8Tmvn1KgZ4Xg9qniEcAmDtfYPBnABUkcJ5BlxhgmfvPKRYOWkpz/znNKuCApQTHCnLFqM+IrqI3dMlXgqsnC/QaYOwwz0QiHeh/bAnGt2yOoJFvjlgKavQIqRNKGUhoIYFvj+/3bu6Lbor+obuuh4uMCp2NUx63HGmuHX1up8hX0gdOfuDY13eGMgdO3nHsGzuD5b8wOke0yd0yGFPrE/3ZQGvMrhET937yrSe3bPzKXz71ibf545c23be7GFHnr/vygXtO7o2Y0gM73s/z6WEAyCdpA4iDKYGCBZk0BKVBKAlAqIbJ0ty3C1JEv0ISkiBUIh6cshtZVWnuZyfRRZVGXYK3FKSekZBCCVlaWYKRyYJojJ8cmlW6YxaJZOTc2cwsEpvxzRGwGaKZWgrGUBCG0GPqnoQfcAW3Q/o4vlm4zebN67Gke1wVgrVAFVLUOOTtmk+QKZ0Kv5NPili5dLZRImdFNDr7ww8NNpWIkMg5qKcVxoDDnzBKXpYqWHqHNWBgGEPAagsYWbL/IEurwn6jQy+XTFM0CUkxJ337ZdYY4Gm3DtHuaSR/7VBZoZ0cWWcqAqXNUJqHbKFUkcUC1JeI353K+NAL5J8ifgfYuTcEsWSR3LDhEtxzStWUdzrzS8nQnoIsoxfFR5V5XoTyJbi+RpZIukOdzyMpUuUT+AQmeBE9l88nEkpeUgGSLoiJrlkwODQoBfl3fDBmzJbNlYctZEwHUvCGbJzAklyRbhHPHN5OuTCDnkaGh5k16p1aqUhp0v5i2UhcpQu1h1s2Lo/LpDIJTYoY07KrbihMPLojZRy457pHYZlRcaK9tpCZlRiiHlfC59H9vufg+LDX1RI12X0OzppwGxwGldHnMWY23lLsOHLfVw58kjOFeN6tRrbjFOLdOtgh8O60pBcyPZDdUGXaBpgqEd8ryFaO+lcW/CtX+guk3PIU8RtkUv5zGn9BjiglMFGOSClffgauAS1ACrecUrWgl76xQtHGKkUbse73jUZLkCqonE66b1SPDYOeJ66+BNfUGwZ1PjGTV/L05VmprLD2fGQGuaVEIqFS5+cZbCnIKuNH41aQ/+Njmed21WaJeH/AmykCMzsCa2pZubIU+8U6O0me6r+zdG3XofXNaqmYVCqZ1MDOztxYi82zfE/vfpmao2lWxR1o3tDm1Ee649lNfRlOwkkoQiTVtm+5ubjlI9sz9ua1+e5rVgThzds+urNBY7UrtZaQLemzOCzmxLJQrJixivUBh82nlVjSvRFXS8Tk8DnFWr/d5NIrNX6vKTp600DLzuEmOSlpGJ7g/Yt37i3ydVoLwsg6/qGi4VpxHIojUGSFYiVE5kYkgyxvJFksCElE+7hLWSJ2TQcoCsSeIqRAP/dmQYZ+qLfEAzx1A4i60xSaZ6QEJ6YLrhFmNSI0ojQic2Y2cjaNTCZS4ERmJp1GVhPxnPcPmMmNAQVE4CMQgX4rDChhQA79MrjEkPiRXPEDBW5WnlL5h/gqikBdxSG1waoyV701tqx66IEu8nWd+iBnT/q9KRtbVsn1CgTBZAx8kDZGuhKZYkR7UGko7yHKX4Fr4aFMwxuMgkE4Q8G8ITYlAs6E360h/kkqk1I0q2Qv/DlF3Dn7NQFDbEU6+iQtB+3gVxUdpRsh3bDAsOZKBHcymA6m5baniLNIN38hcELQyeYS9E253XS92O+YjK6SluBVpzVGnjrGOmGfjZyfQS4ZyzuvbVjZsMjX6Zkm3AjDOVgZCW9F38NTFlrNeVUS3H+mpjk84FIhDXPxiiPyuFTtUHBtfcfOXNd6zZqcSkITlJSTMKFlW5c1j3d57YWdfc3jYZvJ4SYmpEqW1mnLWc9y/57P7muGn9vz+QOtCoNBoTb5zdaAkTFYDcaG4abkiqyZswWIdNDDmSP21sbyf1FEavw+HJOMIX78kPaqReSPAP7cxn/2oc8/5vWlC31+FtnUJOgCr1TxWPfct09jhnRDG7KnH5kCcjkoIS7Ng7KWEnHTaV+BJ1OhBINTTqe4npThgjQ8WqMiQgTiimGq0BADs7NYTfLINKV5cHYSPU5BIjH5fYFBVm3+3gUpvrlykSW83BOER0QERmEOIUAWp+o5lBMiqsoliq6YOgGzNZLPKmNDt0wdiazuSekZEgk6F+0YTo0dKrqJ+B1jux7YEGq+7sv7N3xwW6dPUX7bmCwmE90xvSbUlWjeRTw39KXPPHhtgVNrdUGvK6gXy9Xy1p3H+22Rxp0Pbtr22cNd4ZX77vp0eu8Da7yu1pFUw6oGswfz4gmE258iv4GwcQBYTgBtiSidZuwe0wCtKCIQ34FwWQYTazHiVC0Oa5+S4xC20cVxwlG++DOpDzd5FQpvUzjS7FUqvc2zxXAeX8iHwy342ILHY5h7i3oe2VI38IPXqrLhrbDAgz2pjYfHnMxjlAE9lOv9LONxM4DyQJXH78NMshdYwEE1yXEBm9fjsTMyPfC4jWK1bUS9muZtWgfyjU2qDPKNWH0z5pk0NCW2bDaeS2du+eDZs9B4FsFI/jSZApGIZeEYTuKT9/CsZCoSWe+zw0qITboq4W1j1WgaxB7SRZ3gRPqmVCZv56i1ZfMIJbM1ROJZrYiD94uUnvZMS09AJXoOnob7rvKGdTQpVcogNSvXsJTIEPZQR1U6liRZveaF2Z8gvSPBfQBQjchO2lEc1AQeq1LXQTx00szqdCwKET81GfVnkJ5NsmbkDcipVErsrSqAF5mvglS5KssrQLYEQ0gBxhaoGIqJZ9KJGR7qIZtlOfHu7pJMCQrkWmDMEAqwk5CHDCqsT5r5U6rRv2zz/ltXlr/oisVccPlhZLSM8WWR3OblwfJXjcm+tmMP5ZG2LLM3byh+6pncipwD3rl8/5r2oCYQpXZHA8FVR8cSo91ZJZMeuhr+PNAe0peftCQ6Zv8a602ayw8YYssEXzM0918US3tAHtwt0G/SCiLPEN8FcmCE24AL+Cvz9Jfg1knNKFWCG043JPnJJpGdnyxI5207fsPRIhIyy9Pv8vcRrRCIFgm6qOaNvajqjetCQl5JKRbBY33Hxuu773zlo8PrPv3TY407VndbGBFJMXKpIt430TN44+poYu2RwZ6dfQkZg9DTWZPHpDZ4XfqRz/7pM5+H4Osb1Da/RW31W+1hM+eJeDqu/8fd133hmgZX0CkxRrAOYzl7FsmZGjjAPoFKzwIN8UlEQDPxIJACY2WOyIjGC1L5KouxGgUj1zcvC5WUGlK+K/wFQW6IBXJD10nJs5u//tevlL/Py8jAV//w+TXl30fGH7nx2N17H96eIj4xOfvECkEcVj3+xmc3ffpQ54UHmg58kec7mhN5L5pTFHxdmBEWbeLBgkKqcWqcaE5mowwNyfwUDGEWnpLBQb9fZKpKvYkfuGxVDWjF5wMkQeojeL4JtQCckYWwnPo73FEQDuIiRUKwYNEpmhyjkM7egGlDHJfKMfSSS8tp+EGpAMOk5ZvgS/h8Fw55BTIxpoAdYQK2fJbFobDfwJQf4oNeRC+EibcjegXA6Qq9xJoS8XBBL7MBu00cVMBBsZGTwQExdrLip+BaoJn7/Sl0rtGYRMjxT6FviPjJyuGAqAQ3Thfcq0wVQBqpzA8nWxJnVXmeYAXV3++2NUmqp1PV5VUpiSbIIhqth/dJ5SzNnx/kHOmAP2OXISpuw1epz9hDRq78OcYYtNuDZrZsZ4XELks9Eg2wJpw765t7g/ok7QUd4McCraasVoURSdckCCjOEB8HWawAeORGHJ7J+OPvpzh8hIFptzufaD8DE4AGTEU4GDSxgjQ/quWFQ1uC45OFRBWrYKuhEtAKr2JnMb6vqtn/yFOq1FxgkhpzKj47iEwTT2OVAJlq+AiRBIEgWfPWY+u2fOya5parH9kQXeP7s1qLBROeVJo0jK5z6649DZ/885c3bH3yrx8fu2dXt4WjltvCJsYb9nYe/sLEvi9d16zVwmis0eo3sKzeoZ2dtcfMVi2z/kt//MTjsye2GFx+a0aQV+pWhDsS4FzVLyYEafFVpMZbObKVI1M5YpQ6jY4erkQ8NGnwsuiAQIEhPOLl6eI9A7eDAuAQdNHizwrOwREcAgwLIAKPDSKYcDBxfiatFEAC/mdBoPNd3qqq/rzQ1stvZW0CXaueUrfK7Gl/IGOTla2cXZBhmT3jD6TtHHxdZssE/Gm7zMsoGZEIvRHs7J+r59QL1bOyD75aPRdoCh9BNNWBUJWmgHj4ZIFRjghjhQkztu9T1c8LxlsdGXxEVh2PI43HMz+K+SfzNpqc+y1hQc8LgrV1z5u2yT0jKMTaWRdiTSwIsSAfuFkm3+Fr81K8MPCqjZSwuIZu22JvSXk5iYjAwa3UaA9aLCGLXGbL+v1phwzuXnff9qxUrpTJDW6zO2FhZXKZwteeIm+qhrsCzsDy2I7mkgHbqh40STyM8AFDPIQI6iZemIpGddIS8WJBXgC6wIiLUVpGlPNCkMeCxIfuM8rZNJ5fgV3qW/M0hwG4hIhUw3itSCyFdki1s47GUGfeJC7fdJGc3CzWOtOBYNbBqU3lx+AH9NIAq2JFDLrrztlP1Azf86zANXb2x4RfpmIovM6l8gbKidnTIQuo+dsxNH8z6KvyUofcBwukihEdzx9dCW6uc3kwcY6f5KV+vtAV1hQAm/ExTPbZb7hilYnI4KOYGe+zhywccnSPVoXs7f/DmkICb0QHkG9rBT+qZHtYWTJpSCSYuNFoLhE7pr0pjmPQyWngbVxl4ljjGRhDihuf+/200kMMpHDA6cRnBiV+lwnvBmSF4yJHcJVjdU2bcfCArQCKGtJpwTaoMkr8psq3JTIZVQZN+uTf9SELtNBTXdCEnnr/1wJxlAIzSDr4U53oAGtL+rxJK0eU76bUjqTbnXSoyfJHCdaeQNdtbGPsq/GupJODRgq6ZY5Qk++EJWCqU2bb268jYSBxeoeyvv3L2vXbM40KTz58YZaE4WavQo5+a15HSrQatFXXJE4FFExcoUBBbHbSHk+jwzSwN42EMCXUCj8xEArG3ZwSn3GsSFGCt5xGGAb7/zg6rwkLrxgoiMlHkAPLz1vkhEog9+R7v2WFxnzyMwCR6nnsUHcxgTV20pCJw3mBpUpKi0+z35OJBE3lZ6zNBoKiWEvc64mbmVzwPn825NVc0EeCfjUkSc4a97rjJmaTAbkPua8jTWxuvKWleP/A7Mbq6jL1oURCZm8IlAOR0dHhYM/HlhPjjJKjaY63qQQYnvsNbeTXzgLzWF5LPId+aEfvDDDN49FNSPlGPUYhSsbKR69ZAstf4S/UYYa6Va4FIQ1tHP70bz726L9/dAU6fvyhf390sPxb5+BtW7feMexyDty2DR+Jj/5D+cTmoc+89ZXH3n5yy8rP/OXUzi8c7uw78tmNV3/pxo7i0c/jeAXJEYn02QpC4P0VtOoVnUGGVgVsxHcKUqCqLcpFpkQizlOqJQNgZLqgW8VVAWQlz3R+poLh/6bfq0w5AhcjTao+iCG77/jWbddUfCKXCsJUfPTQ4bFoeSbZMxjaf0PH6kYreezaLx5sLW+v6dC9iYTY0D5+61Xd68Jsuc/dtroy70E070bQDT4pzHtaGVeFmDPEC4i/OeKTk6EOFUY11riyOnQlTmIWCoa26oU2FMKfKrhWGarWpDodPhlwfoaHgXmcDHhXN6mzRgEyTl5EHL3BTlZyAw7kn2AWr7pXaTUosTenw2kbRx3SBVOF8EiVbCgAHMp0WVbesjbuKmxptWViQc21Cqb8teYubSZ2w/GmsSarm1UwSLtUHHSlBjLmsqZGzUejAYpkG9ceHuzcO9aukQfzffE5v4fcUVinpkXlj1hS3dg+dcz9BoVVPtAHvln1YZ3Eoye9aW+as+BcC+Di2GbnAANjp1Q59NK3VinSWoKxAtdpoUOjtcWWdXUawi+q1a35nK9loC1Pg/jf567zOkgtSjVXEdDiVIOIvHfgjq9vX3ZwXYuZpVC4KM8M7+tLDjRYk4NX7b5qMLn8+sfXxzcNt2vFNEZILJvs2ZSLFCK6xNCO3TtWJuGdOz+xK6t3uM2puCNsZl1BlyHc7o92pCLJttWHVm2+b3NcbrRr5QaP2RY0c1aXRefL2iLCzw/yfoFDsecbSK7dYLSizUCEYs8po0qkrhJCzYd+tnkNTMPEWbxsbDlxuS/Nx4XzuLpqoXgs8QYfKj+NkQSGRuWnGSGUZsgHcPBMfcYWMnFvz9REScOZQjZ72MTiUBCN/d6531BfQ7gnAlYLY38aOIkH0LT0KKrgGP+IcqSW/NhUx7iOqoEtsJf+Tr1NncdA2sU4lvpaz13/644jzx3v5aNZBIj8vdvb2q/q9nF4WimE9P7j8NN3dLcd/eZRsqYVs9TggX6fv29vN8nWwXI0Jz2yM59Hc/KClZWcGTAhmDQ47TVxJgPOCrAFmckxYqTVlUBAjdCrKWHk8avyNfSGJnZ60RewYeCxCYUdqLDKISASdAZFYlJJK73t6UA+aFJJqfKtHG1qbYxnrSwNmyFsoDhbYyKe0Yi5OM6TQkrCqWTUzTiRSjFaxQUz+e8qHcdnUvEcInNviTVoDq1VD1GQJhgOtCaTHMIZgwWmlTMYZT6Ph3OXiEcK6oKRy42ER5IellyUCu6Yn5opkc+r80blef5cnRfsZEFxyd+szRnZQg9ZRWa12Wsymkr+uHqG6ED/TKQLd2Xyy4Nq+gfEWVodWJZrRh9E5Z9ICVM+k8hZGfKX8LeUzNEYTeYdcupPxC9JxppNRFN6UrrMaFPQtMJmJLMXXjTYlPw5tccb0tMkq9NccJH/pjHKaEpm1F4Ikj9VGmQ0rY/4MM2UiO9Gfl10oGr/DMQjkzLOiTPMYQvArGcKnG/EIlKPiGqcT5hn868Je78spxf9EIvwvO7VTd0ODZl2mKtNm/iYgOYdXPnTGtbQnovnnArxA7qQjtAENR+mFfZsJN9h4NTwv8r5qrzC7xLf8YWQBLBqefm5+M6mxp1x2KrUcBStC3vxnDIoLvkisi0hcHt1Tkri/znl1KMX8JeINyalblXVfqhKcHWBsaziakm6tfP5ynQHb3Tmt2BYTvwtv1kXz7RBfr21zhDpbfymOYjO0GhxYo8ORmjOoIL/XZZzKpZfKSe+HwrQMr2qrCZsGu1uW9DExKNRrcsdtJJW1hi02kMmJuxPWQK+gOXC/0nyuvxY+etEF/1B4ACWSaAzlYjoKcb0K4X5VxRIzODV0NnXziZTNF55rFmZylok75TtBNGlVpW/r7JqOU5rVcEGiVxKqVWPPoqP/zcdZLROvSitc+qkUp3bnAm8db9E7xbsyNry12GZf7YVr1rEClKlVKv8lUnxK1Hl4WfxdjG6GuYJe30WJJlgWYYeWv5nlZqWyiQf+5hwhI1oOLKy3qllgmmzWy+hDwQyZjceglMHeBzci3z5DeSPEP8LMFCxYlJDtkRsnAaBAGguEcsLShVpgH80QEOJy8ILWZjlN0XhbGQ2G+8Ml6CxYPmFG5K3uO9zEwX3sHurm1S4HW6Co9xuyoZXO+Uc4rbNqISDtrfi/RgeoUnCwbbXC9wgBYyJusVGfjfY+GY+yRbZfGBm8wG8vsmvbQpW5P/fwQjyiRe4YBucX/lsgYu2eFC8yxEL+EGP04LkDdpIOBZS5e5b03t4bbLtpunDa1WBzmTH9oGMks8nWHu27GvZ88jW6F+2tq1pNPV2NKyPO+RKsVgp723p8vVdU1x5cIW3MdwR1lrdVrnZb3B4bR67JrT6+KafqL0ZV1OhMSvw9f3I3wJ6P7JRbeDhCl8ZV+MZYivQgQhxJwL/OqaxwUXRyapuJktwRUHm77f0KAdqG576kXoOVv0szr/j/aF8GICZcepd3qLOYQd0F3tuwdhXwyKxyg551AuyV92/Mbayd7kXgQq7A2kxh2JzX9LGubu7i8Ht96wNlt9WhZdlTMlMo71hW0OqO6aFvz38zPGiyt8c2sbjXkbB0p5qmFjWoGhePnR86vr81SMpubsxWP637t708E5eL4tzb5BO8hXQUI0iJq0g8AxxiF8TcyB19c6v/TkmNf3UU7AIUngvDAsHU1F+/tES7JksSAcr2bZIbXEM7zrhF8fe040WrJJVkatIAK6i+iUyNBFabGzuXxvf+fg1uWU3fm5bcHBZg15Kk1qlyp8tpq/aZc4MZLIrmvwyKSemnjR7jAqDy6ws3DJ96Pjzt7UjcKpXGD2m5gQSvUcfLL6v3+fwOxhLWJC3FciOvEhfC/wgDx6qUIu15M8QW9CPE8R1BUbj6mHzAQslD1elBSlrX0Fq7K8tmfZNF+SD9EAFlAqiIgBAQfWl7/IWdbFWvc5mUJBVEzoyDutj8Bz5ImMM2Z1BE7v80U0771sfzFz14PiKI60sL3JW7q3G7Y2p3ohOHerOmlOZRqe7Kl7b+0eQRG3HYtfWAn9ZlbXZbHcxNTLR0HT1aFrhzgUFuvUjup1E9jcCspCsrJJoNK5oiVg2GclSJUw5FxnVRAlL9HkK2zqDDA4CSkkRA8PUVop4gnqSIijKmigJixz4WHCi7yRe9/cb/xvIlXJCRcqlRg4OSo3oC9K/FqwVKYrg/bwzFVO3+QDeOLllM45uX6ssnRSk/58+mjcLyMPWya1uoXQTukCjnzcK5MmQd/Y/LC2bC107+pIKKSchCUoia95wqOuGqRtb2m/40p79j+9M/oncOJ7oTZgI+FY8mt/c6dYYNGK1y6R36BVyo0HVeuSpWw4/e6yn6/ontjivvsnbNprgdd809xbxKH0jwsUHKlzRKwEKbsenkmEfU4K2qcZes780v6jtOFVIFp0DymI1zEdoBjnuzOzZzFk+P8Rc2e8sWlOywUwNZcwnL6sgoLqmRDxKSRiRWGVyGywBM/dZHJJpNZ/lrGkP3pW2X6Oh0aV93sEbVgV6ggiQUG/aPBqxWCJW+VoiI4whaMslZuPVVD3xUiJnCxqYFRvv3hiXKWSmAL/PwlJ+iPwM+TJoByvBOASVeGFIkRSTTZ7+TP/z/aSjH/b/+/c4iFjOfW8U2kehcRSO/uGcDhp0EOiUOkKh021tIv/aWgw7o11PdxGgC3ada+pXbIRKcuOLBedQdbdzx8zmzQgY864Xe2H0cfMr/IF3IJbC6voHs/3wnZ89/+jWrhe7CKoLKi73+C3zA1jw/M1VD4aYYq9sEfQH5OhM74BC1qYqsjm8HbsxF4dVe4OQK8z6a6gA7/bwJ6CcrHwiP6NX7tFrstvuHous1HGaTPzHA4dXRZoPfeP66/5hV0LlSjoiicaIJ5y76q6R8KALWlS68reG+3xNPvVwr7/Jp2kpdkyZHRrRxKb8yqSW3JqMG9tcK28ajejkMq/e5iMkpG/Zltau69ekvYX1Da7WXNpgGEq0bAt4rupbefPqGCONlv9aHDZF8o7uIWM4N7smliRojcdpV6azBn9CwKzvn3uLfAnhizTYW40XWGJ8Mh3WloitUyjwr8+JDRakhVi/t8c0IFjmShpMyKPhxPMVfX3hKhrv4cRLLOwIgZOOfImzpry+lJXTePP+5FUNVaxQPXZ+sG/jLYNud1Xo4Wxnf4OtZ9nsN6pX6nFCoaN194e2CzZ779xb8D56JQJSLrCsmjvWE88CK9AhfMUAB7z5ZMGk7BOG/4p5Zj5LfNGPllwb1NRXmBxZPHJN+9jqlrbVY621sZNHkN9BI0WzSA40N/UNtOQBMfdq+SH4OBqnFyTB5iqXfMSzkxEOhajj0yYTSMdL8OapoKNPW4LdCKcJ4t/xyowqk8EghR/11OW/Nz+DSjZNvzDtsmAy93r7ru0PNZsZiiAljIR2qM1+I8dZk15+Zm2rR1vbR1e3UHvuWB9jObXBZrD69Ayt9ORayYcunmRNFs8gWczOrymmEB/cgEPveuAhTk3FYnqmRJzGa4p6N0sH+6w9qpp0qfP5+jXF1/ls01Lfqs/ZXsGaInmGtaWDoYxLLS7/aDEToUSidaX8voyDUyjKb8M4x7pQQEtTeLfbK+XgxUJ44Q9wO6fmr7IKt6b8b+WY1laZPzyC5q8D7RWbrJDpIMKOLANlALIU4vZWvDzdI8xFWJ4Wqm4sU9WrSy9SXyR87osHVhmDSIJwzDD4UiU32aPB3tJuTyPCj08Otwdw7JEGyjo9n1zRX79/bhCxp7O/vSfW1BcbMNUTfn6xJX8e78LDW+mQMr2Xe72DNbmEebFV8zIVToskSHR9/qSNVXkafLFNjYhMXi8ik8rd6I1vqhkdxhxyOMMGpv+h4dy67rQqOLhiRWD9kRXOGjkJVWyR+bn4Cnm0erZreNgQafVF2gOa1l33DNbZZMSDNLi1woOwBhPdzptmYFfifS8oouBtLVe1tSyytWGTt69GJDVPospqT5XQf8MvXpGdrhLy0na6RrKPj76DnV5AFkSObchGF1H8SyFaLFrfu55f37t+4fqeuSBV9NeW66x14eol1vcu9wtXsL5HUa1HSjcffvJQU9uR0zff+OTBpvKsLj3a0TTWaNGnxtrzY41m+Jvrnr6rv+v9pRuu+9YH+zvfX7q9a99IPDS0rxcdY6GV+3CMX36EAmiO9TG+q5GpxvjHLhfj9ymH3muM/w63qI/xl2L/JWJ8FGZtCXS2tTprcmAKOXDGLrBi5WjiKhzjv6UKLUubUjjG35pNLY/q4MzhZ48XFY64o7yptgL8s6pQ7Am2hbSDxycP5/eMpBQ4xv/Jsr70qp1VnSGe4vNf76vojF+BrGWBA2YF42ASDCkjmUrxEIL9owWmEOn3K3TOPt2AkLrlhX4cx01nK9rCvOPXF4H8JdUD00dEPIViGkaiNdnVunAMKYl1oXK425uarDK708jSyKGu8MbNDAb13tbo7PmL1WNfutOvIMVShtMJ+/N+Q7yJ5t4Hfj2/jhevreN1F5AHpeIw/noOORLm16pcAduAnDNHkPzqm6IVtuL9AhZ+Be51vPrWr1fiVBzQQyWlf7MqE3jflrAEt5lfgxvfHFHObEb/LVjeKzj/Zx/2Llb9iDfzuz88mt5YTOo5SsJJ2UhhdaO7IaD1tQ2uGmzzpbd8cCw8VIhqJBRJijmJ1J9fkXSnnUp/+9CqoXY/tA8cWhlQGIy6WNTm0YlNdrPcHDTbI06rO1rY0FHYOxDm1DqFQucwWNxasc6ok5s9WkfYaXVFC+txrfPcb4kPUydAM/hIpQZIpZK1hIAnhr2qQRarqmUMhZNTnqJNVr0gw7kkQzFVgr2TBbFAG6SZ53ijlplNn02rqvsjY+/iHoKVp5YOSBeGrfpqME98mFV7EjnrivcV3Xs1WiySV7M2wfo/x/Ax6/PxFq3TpBKLWBF9JJrQIMTnH7pxBH5PiEi/i9SbppF6f1eIWcub+/rEUrFY50W0ugnnoMgXkP/bU9FlNiAkoBzEeEGhifUFWNrUV9lziFzYwlyRsLcMmXs+upRfwbeXyistWn9szM1nmF7EpswVMiKXNrLplkEXP3WkzGofcnzbctXMkrvem+2+eydRu1CW9PCuj1hVt6kOAs/cW/TLaN7LwUcrMmK1qePRqDJcIpYVWJuySa6kyOZmZWuJiBRkBVLZ2ZfpUyZZRbG5NPfDKXSMomNBjk+alaTB12cYkA5Ul+cikciCtT1+Pa+6uIcX+visPL7lEr9cWZwViauremRg/jRekxeDxpCrrfHVTumXRZLf0UpXWyrV7lFSHyWIeyiFtz2VbkOffiulEQF9wbSVJU8QxD+SMnPC54tbWHKSJL5M8JYyYWHIJ1in/cKP8ZonzemUhF0qnf2P6icyYHOxCHVTFKPiZg9wHHE/p2IonCyZvYatfKKkCgFfORG+uhfROQGOVdew3cQ9wAi8RLggjRvRCxhYrkRsK/AlPKSeTQCPh0UA+GRBDgpsqM/Dqmx9qnnAxK8Hm42vVQhrVL6G02I8hatbFSxL/x6WPX3FvbK1ZgdkbeHQMr9gTN4pgdbmZCznUFCf+zwlt2XD0awRSv/yuhSa86log11Of/rTJGeOBaINBsj+LKvSy2lSKmNgW/l5RiYlableBU/DT6lNchEpkjHlV2AYl6BScpO2vJdfCy8/Qk4j2njB9sqeNSiVyoEZ+ZGuaa+ZMRtLxMGCoiA3O/pMjKaPWUENgRVVUL5oVRzZJbxjocAt+V00cxcpaFtOg3d3+rN168RYnKBWTHzgGunwYDBpJMSHZTq6fE5mzCciaatc/BL5bZEmmovkLZLyWZNerDSqYERkkpNZj08nITmTYfYrxDazSiLR+0w835ejoH+G/DaIgCcq8RWj8EGlQgFVImWJ+OYphxa98Crptyalvvq1TluBMRUVtbVOG0JJKy6xSgr4ClTE7Nqt/5Y78eHcls0XL53OrxHWlk6RHZ7hNzY8ZbGRUgUHB8v/pDHgzheEU66ViSkJsjQn4bgUIaldtpBR6g3F1TaLVUVQyQZbwMCIlFZdSuuwWpWzsxJ9gK+F5PfTiT6u9iMJAEoxwcFz/HUeh9NH0fV2/joD1/I5FEP5IeplWgtaQAcYPxmJd2jbNLg5RRzIiF0FpgHE21z2dl2boUQcPmlva/V3tuOyNJlOZ/GPJDSW1U0vSdaCjpmOTIYvz0a+DMvQa3gvIpKi8+d/ipRHJVgnNHG6isc74BJVaRCXrCkgn8Frgbisl3RRLyObkA3Frdk17W6p1mXObrpkrRq8SyKWmE05ncrl79MqZu/FtWvlCzqbmlOISXWwPar2BaPmLDRcVMWm0779qNFld6Nfdqh0WhP1R1zURoDe8kPkFMJm/WAt2DOpdq0tERtPtqdSlvblJYTRWNYC2ledIZYDC8hCY8GhjMKO6FCUiEabOlTrXaUVK9YF3mrqH3tdP9j7PckQphR68ZTKZPiUu1ChpRJoV1ldFVrSwIo774ANnndc4VRpRQLlBMLVLXdOUciC2PsTuw5KNA5Dnsh9aN07rXvKFBGtsq2oVZRfnF8BRYS0qhmK41YNafzBkCG/pb378muhsycsIWVI51KELcTRunVRJI98nRsvp8aKnB6vyOkbpJOX07Qgp2BW2IuL+PBVWg56waangZLoQwLLETsLio6WiB25xYid1IJGX/oM8SDQAh8MTaVSKgQW4lPGVS1pdDypGut6ScxL6kxGYAC/wHJWaGKAexgohV5AlSKRxg74TlVNeqFxRFVc7QT5VeSj0oPpxtUtTk8wUd59+WonjZaQqBQDaqXTP8TIJFR5Vm9VswpOG2qP+FaE4ouLoBiDH/cDYcoPhdMmt9UoX6F1KnQ6Wm6urGEhGuE1rB4whGLtIeoMcR1oBVaisyBvas0aNXGNx6OJk629GI7oQWvv81knlaR+SP2CQv9y/a939htLsFiQ3yZ/QE7IpX/KDTq+F+Fldvb8ZkFsD+DWHq/NVKmG9FrYirrEelEdaXhK1Qv0glLlyy8miRWyCYPc6l2jViHqsv7BxN4bxEqLJq4Km6/5wnXN77TCZAtYdLKdBodcqzf69TY1iiS54WGdD9EiQVKtN50+utS6kw4Acheyi0nQdVLu9QJnBO/wA1pp8AzcANxADdcXpJwbvUTmkUgJbj4hGsOEUs/vmMycm0kjtU4IjZCEwgCxqEKAeXiaa6zIkVAssItm+WKB6FU6LSmVszurFV/P6jWkRME+Dz+Kl84rxQPw/g5ZqNXmt6rEnUS+hk+vuVEebrUGLGrxkfIIy7caQXPSohhbSu9H/rNrMgjEKHA5ZdWr1CINXYLd06GgNWRBJwVGE0Ivzt3DDYCO6oSQCeffKktpgolS1CVfl54ZIUVz4NbibJwfQeoxYU7rECj04+zcqF5LfocfZ25WUcu3jTXKKqPPwXIt9f9Egyws2A5+Xz5vOzwV2/Eqf11YC8G2o63i48b56/w+Wf77gcr3Vfx1Pu7mv99ZsTX/wl/ncQZ/vbdy/Qx/nd+bJboJXY/x1ztAue77K2vfbwWnML3n/gxfoijicaAAqkkgZr8JnQDvYoIYVPH6ImTjMdspSme6sNKs05nJSU7NiIimXCKRa0ow/JIfoAEoHyRfRfYP957Lg0GwEow9DWTwMWAAzfD7093dkpj4GfSRAE74fSABED5W0FCEzGLp8DSI7iVXqfo6xPcSSEZnf/baC+jtHAZ3WJVfmVHOvoDdD99eTuVS8f9X1JfnbcDfWGme4p93O42Vlm3k4kJ98tULQ+TyWS9xk6tlNEXDiM/g0EgkpMMu82WcihWDnsagmaYkIpKWiAONXZ7Vh/vdP2CMfK8jBh1tuA3E7HO0/K03afnba6nut58m/jO/rt0ruknGErRU8ljQrvOmrG0rZAoZLbcYzFaxRCVnwsVtsx83+3DfJJ/Z6sP38s22ILl3IXnp5mvvbpyPFx7m44XhAhM3JISQAQUMOyb1OEp4pKACbAFFDKERDPhHVAvKnkyJDAoVEEDmMXKeN4PzIcISv4FDhFoxfiVGQKhHCpcIEiAVULPGjqZEo0NO//FNkdyRi2XzWk4DG8u/UMsM7flEzikT/fI1kcyWiaWb9ayq/IvtnrBeREmVHHy5HOOUUkqkD3uIBkLjjejwQgZXHoNfxddpfdg7+3vsKxhc/0VFEUoMghUnjYYA55eViFWnDX50hfUjInzmJPD7bGEEcpXI0nFq24R6N70bCBWAVZx3voLzXqtivNpEE3AxvqOErgMRVqJvyaWarCzVWd7ZRmMkF0tpxCxcKVJ52zOhlpAZRXsvEB+BvnFPUEeTyAM8U5KrGBJNy01+XKlhKEiJORX3+fIAPxeEYfvRXDCG3XwqEsUYtuEMsQ4pnoa4uiAF0TaXE2FYPZrgSWcFwyoFDDuR0lh2N73GXL0IwyZqCPbs7Gt8hYEqX98qUEAIgSvEsP0UwgAKVzBuy47m7clQrG+pmbf3BTUiuFwqlhh0KbvB6Vypk8++iOlQvoCQAUOIkBrpIx2h6Fgg8sNFFEEQVn3hVqPb5tClbR41mhuVxORBFgMhK/L3lL/Sl2H1CX/mDHENYIGDeKzWmOGHBW2UNd8agIGf/zD1ixSxLwVTKbGvBMWTyh2ZEpScEO8CFeiK99/xmWmhD0PF/1+un4JuUT8F8veejjUT1/WUJ+2hkB2umvjIjkZdMO9NDLe4y0+p/bnkPQ8lsm5VWhfpbvnUVKI5pIfLWrcU0y65108+6Pfau3YWA8vzYU4S6FgDb7bFncoLOk+ifJUz49WU31S7U0jvN8z9F/khqgU0gLZJIwicIV4GHNDDhmmnDdrcJXj1pGonUYLqU4lUR4pIRUtw7wnxHiCAHfxW6Z3gW1Q5fKn2B+SHpLZMcWPD9d86Xhy8+9uHIqO9TVaOlsgknLd5JN++tdMd7Jtozw42BTgxIyI/F0rarEZF910vfvCulz7cJzfYram0zW9kLE5LasP7BzZ8YDRgspkk+pDg9/j50C8jP/PPvJ9h4TCP+xB/qWbEX9wPIYA7IXyW74RwK+6EAJOT8h3IradO0AL/qn1EL9fHoHnVI//7gfLPeN40f/jch/vL/+0qHtq6d++66wb9hPuRH97RIrChcPtzd/fcuD49uy269jYeY2BZi6GxREEb38Hg1tNSp8apAVJzCcpPKf2Q7zEAVZOyHciyqE6IalKFA6FztfYEl2groFvcViCGyTv7HB4q0YxOKQq9lW+Hy/F2X6R1kvIZ+AF0id5mQZ5BGLVU77davAbmdXRiMfv00nJZavAJGOk4wtC9aPxFMP406CL2ABlQESMFRbss2u5wtEdllA7ksQLdiiCiH08pDdNpNVIU1ZRpRzvSFNVJ9a7lr0murgs1DiyINRK1UEOAxJeMNhZPdhGmRuNEeNC5OZVc1ezyhiLlZ3gqtPAJIfRWvg324JljCpWfEqhAM2p5j0Ft8azRKcqzOgsyHJxMF+kIR5aHIpemjt5r0duMOtlyg1OjNlownRDWYiiMwDInaFWJeOy0FcfCVgvCkuoplcpAlWDDlHOHAXuMSriFOykk5qMF3SVbH+hJRqkq/wPsRkykaczEpzl72u9P2zk0QatKSX6nIV5Gbt6CmVq+gxG+xpBP+70xgY/r5t6g7FQrKIC+Kbsddzu4eRIEFc8QTyBz0AHVCFJ5oPSUiUavJFOC+cnmndoSbD2R3FMRyBqOxx0MVDhDv1SPgYaaYcDxIArCa+6h0mXAQktZkSqz8n0rVhxdn06uubHX0WU5Ixb4IoZH7C6d3jO2fkvs+P9+ZHjskz8+NnDThpyOJW93BAzYECQ33LZqzR3rojLZTxid12z26qRBV3mlySeW6ZXS4j3fv/0DLz04qLHatDEg8IXSI1+YANkTuGPAbULHgMemgSE8wZXgtQWp17vIl9e1BLjicn49Z8/4MEPKhxFr+DPMIh8u076bP8vYOQcjKCGDOx5Xz8lf1+Lh4/BI9bwydngPGrsOaHBl/WPTjHKCHyXE61JLbIq4B8VG/KNlNvxox/wDyd9IZVgmZFJkN43ovg/RX0R289fIboqIdqMgI2Dud/B19LwgsAjPs8k9EygC3n+C5oVAqNu/fE0+fN3Rc2DMmos7OTFFkGJWIlUbnAaTW8fw5etpGweHtt68NiFi5TKZ1mnwxc1SlmU4R6qJ+Gp1kBXbg3Tqp2g8TaDwTeAhXpqOxfRNmWeIm1G8yRK3AT1giJ/glHZwws2qrBOqGg/5Yny+Dj8hdHO7su0xyABJoZ0kfypzNAZDWadKXH7xIm4GxWpH0o+7SOMtMeU3YE7CiUme0qREKYN/KYux/vFU/0+poInS8gCc5BQSikYaLFHqLOryZ8pWhVEtr/gI4k9onkZMdw2WTbFsAilf/gS1S6D7uRmhu+/FxfTEnzTq2bI9JAzPwSG4JGeoiVwcGa9nquS8cJYxBgWaRpE/otCz4qDlhD2E9KGgE7tR+M6JJUG1nZI60IsyToRLMFd5ugDp+fbLmXP5qjcSXWn8TmlUs2VHoEenIiRypp+zp5Ddsske0KpJiYx5mHdM9ERTzOuH0SgXyFu8JpUoDs9Vx17+1w1csMniM6nEG8qnGL7FqyAb9PPI3jaB4nRUFwsgg7a+IHXLEkws5s4iuL4bxSzuhh0xPUva/Dtsu5UV4egQ9m4jBVfn2xL8ihFOS+TrFcpTDU6WKsLnS734HA79PGvBm2ysDFF+mWrqcMasCrL8IwJd9fsTFibu/0asEHdwP6Z+LnNEmgNfC0TnFTJ14Z9VCuyWyMYL/1K7OhmKKt354OxZIh9u9iiioaoN6+TxfPyES10iLJNWKokOSPStjRNs2IDdCrmrXvSr1ksUgW4/XtAKeLRCz5eLKt6hIRMn64oROyP+74WS6tdcBTskCCg1ht3umEka9/9Q7TDrpf/sW+YkIAGh1BR2eyIm6epQ1B+GL/R8pNPeU+y1l4n6yUg1Nm1509CDRc/wyLAXfrua7uPxGz8vHr/NVvDbSR6/rUa+6hjyVXiPTADvjvkCvzvmi3h3DHJMip0erBuCTVqA3y63t+VY7z3f/8Dt/3R8eR86Hn3+rmL5TUv7RN/Azg6LpX1HX/+ugpVwHX/5wYHWD/zrQ7f/8COD7R948RPDt21M5saPLl9958ZEbvw2NGZ+bHjMkKyM+RMC5kS26jSSRxuKKVIn/KIzyD6p8KAngQoBO9kUTXM+fNTt4OogwPlatHBxGTqutKbry6vJ0y0HPn/wat4iZWxcHGlMcMDbtbsYKP8hFdeETVdfn2kNaoifjd8/niw/U88HkZjNDl29JrdSQdPlk+Z4R3XMv0ZjziBU0PVNZEy/PJ1SRlTZEhq1v0WFnaU1okIhz1RLiyGPBn8SC5qgRjO19nP8TolX6mxsAi5RNl4LgISi8fnI59ecszkWyTrl5KDc5kv4+qvTQ1h7bOL+3c3mhpVZU9jnVq5mJOXvqPytjTe8L9MR1mnEDE1SjJL7ZTDvV5dvrU33W36vu7hvReOG3gYlY4+1BX5stRHftyY92vLvtL6sYD+Wzb1BhpGMrQCrvolw7dGT/qw/K7eViMcngTx5BuKsEoNCIU0evYwoPmZP2pbRkZ1GDNIF0at0mLi4IPwS7UIvXcMdbt/3ic0NVw3nNbiPjYRjuETv1nZfc9gQ7BpbN9YZbNl173B8TU9aKaZJ5FOlbLhtOOnKeNWhZavXr+4KwZaVt6xNKE02tULn0DuCRsbqtigdUas7FXAFM73bu/oPDYflOpNSbnCbzC6txGA2KK0BvTvpdwfSvdt4feRpwsu2XpBt8AueVhYkJ1uRnDiB4wSgEHia0isoJfIQU5YdDC/M1WJuuLgeoL5Ue6tKOYeBSSBlk81JZJhbMglJSDjkOL/TFLvwfI2DbUL2i+/4jZ5/J9K5ILJ/EeDF1dlH+ers204y/gnlhGXeFHQsNgWXK7kOth/+xnXXfu1wG2dL+3AzHXt+KB4fzFlZe9IfSthY+MT1n7ymObPzE7cTV1d90ewXRsdyFltu5QpiogZVePpQVjQ+N0hNAgPyRPlpt4Ex6ErE0QLDGmwTeroC3KoryvNl1r5LFhXjmtrv0wp3e6atx6+ky//E0rpcKtloY6m/En+hZLZsNJbWSNiIUsvgBTs1+TFPSIu7Uiou/JaUKTUsJdaFPEIttWgcja8VrFlQRT26sIr6sYLKyOUmwhNCKfQ8JK7VUF+qhPpvr5EepRWe9kxrj09Of5H8PK30FrINy3wquvzfUtLcnI1lLAz5HPG/KM6SjiRzdpb6HjFNstZMNIqDIWHKnElLXDt7v0bPLZi+SnFhlnhbpWUpitUoZ0niggqRgtaG+RppP5LlVxEtMmD108BLPA7MIIgJkTZl0mb0AvISsWfSiLsJfaagBJzfz8Um/JzGMaGpR5c457lkyrOuy2h1QwlOhs3vf6jtIuF3QHzHBK0dkVSTUy4qscw0Lbc1eGPtNsIAJX/gq6gTjQ6Z+Aty9glabk1FM3ktq3pzIulViSipSgYHrNbyFKdkKJHKE4Fn4ee8IY2Q4PyR3Q69cjX6iTbkLo/zesyiuT/P5zgTuDL8fZMyzlwi1k56jQADQSnnmDCK1BOiqqQm+LLw1/g0+FIl4HWCWnFKVln5rEambc3Fcw4Z/V3yWVpmy0Qam3WcGh4vf7wW/uwiOr1BxCyJgivfgMIWhYSktbystiN8ugrZmhBowJXefzjl1KIX3sPwp0nGiYxOfsq0g/GXYLOQwEnzxmd+u8KVbDTQk6sQDpfMbg2EKE6rgg+Xr9Vp+JWWO5VGpZhitcryIXhKpZ7AmfdIIKJ3Ob1mopjIWZFlZdQmRZveYfeYZk8nebvJj5m3m7mK3fxt3fUv1q63g1er9Ztiir4RXA8OTu0aX3U1LmpO5lYBK96YHgiMa58hxoEEeaVDYBxEoK3A7uvN/t/mjj+mdxRXn4FFMAB6YU+B2TAIrKR7QI63/g6eIPt5I4jFc/b8TEcGvwnoCLvq9M/O841hEC8rG5wvs6m8VnJILV20ubD4TW+o7ZciddRXuo73433R1d3Tan+TP7WtsfpRamWzfXG91ceISK1K6U4vT12125wZzGT7G7wyKSehSFqib+pbE9/1+DW5wtV3Lle65RZj48HJI7kNXWEVuU6oeJl97dL7rqm7CWgK5x3xloBC77E0J8wOs1AZavfZWXPEZfYYFHqXka8hPfatG/M0bSpEOw+uSdEMp1ZVeSSaQTw6DO6YWrOysB7zyOEv6A89Q2wFE4BDHNKDncSpU/v16LWSOUOcRr+XIg6dWjnB0nv7zHhrDLul1/N/Q/E/ukaL3ZhvLaAR9pzsG+Q3TCFTMs8nodZj5nwtzzKbfl1ZY9lS0et74NHiehDRDGvLBINZl1pUfmURoyz+eUZt2/M3MApKxbiOBLd3U8rLb8E4xy1ZR1JlVrjgfzfMunBhqeITnn/0K/QB8H5wdBoc3jNElohN08XckBy55/ECm2nLDKHXYa1/Q4k4VGAOD/xlZO2b/UeL12I+7QDjsGfqusGMEW88lbcVrXijaWxwWQlaT0h6hE0rGWR7qgzkk2I86/hmccoXEK4/yy+QxN9h66luqb2qNWh4ZbyFF0yG7O5P7Nrx4Hi8fruqUS0WMRKKVTnjefvA+4ruHcLe1u0aX97naQroDF4pTWiVSneyu6qF1TrralW2wNxjiLnkKVNntPPAaDKx4c41KyvbXA9srmxztUaTKjkn9g/duBOeFPbEZmPLo3p9IO+JtHsVBlyhXWOtUKHtqq/lRqxtEgn7NkxzvxEdRro3AW4E102HwzpvAlvGPLNpPy4PW6XT5XeWiDsLLOhuzzMH9m+i6L0luGJ6W/+aHjsuge3vjTcjzhWk3cXsgLeoHDhUgv0n6EHeQHbwTgNHMEJOg7ePiJl5Pg9Ql9as6wAguPQrr3utluFcomOA6HBm+/0bY4PFbi9X6RhAcWLGF4rqY60e+cMCDx/hbClvfZlscO2xLZb2pohRTqLoOxXyIjX1LlteDF4ldBgIdadNqXTO0bitIbU8ulSHAeq4SCQRk2pfa+iSxbWDG+7eGKPEUiknlSKOvlM7AoFfkmfoI0ANngCPTz/88L4nMJ9OHh0f71+/HZ/t0+zriLC4fEHa7+zfh15HEeI4dqrh+G1Hnyh+CrFs+t6e/duPYp6pjhdvGNgzsL64fKCDZSJUUo6rOJoHaczhZL+vZxR9/YSpl+flDM/FDoGpaSFVlqkYUV4T80LzRj5tJTB3ESsuxTLd3ywErkvKg9AyrarINiguqUKVZhDZqxqSiFVvt4V43uaiRhkFJZZUsNY94qoPrQ3W95fga06wtPiDvLQoHmHkKDJQf7RquMsn0ZmvXm58g9cPR3tMHEJfMoVYbXRpm9PwJ4tYSZiGNt7FM14iYy9i/PaqKF3F4l3JUiRK94jESJRU/pbQ6otF6WKx6tpw18Y4+l2ZKWBLBZEU9o32CvXs1M+R7GwDG6d7e92jXlw+EOf02EozY261Ww3ymbgEi8iG3tHiED7p6PHoE0hWTueLoQHrAFcE8wIgFLefxQKQ4bNgFZWep/57Yp1r/jL1c0RMlcmpa858Fv+JKp36c3UsWKS6S7JghX/w+lWRXhOrkFDUn5KIKKLi6LsmJs8+dH+5MSjQVdSHbOi1YMd0JpOb0GLLucFuX8ZiAl8by+HdToO9yyY0Jlw0N727f7wH79+dGu3NLcN6yAwW2wZiRVMFqsxbTQxUzmWEvA+mMV+scZnCundvO4Wvi/p4sibtrNqHoWSuSmXBZEYMC0zmItFfymR2fbBv09HLFu69azNZrcbm6S95AMn1I+CB6bvu2v7wDmwH94+Otg+uxb5s+yPbs7w9bOfat6PX/gjmh+PIof0PFx/AMn5bz461+zEfFEeKVw9sHhgsGsz5AR+uchucNverenqxGaSrZhDHa5cyghebwKUJfZmA4O9m+lzEn5eydJWad7wtjo8ZfAsqLhGjpZ7opa1d+gpUjVIsZd2uJJb4O5g53kfinqdHgAasBsMnloMzxFO4IB/p4upVTiwbjcnoquIg1sDWXmcUcX66MamAihK8+RTdWPQPmHg1PI8rxqo8nkm/hrDnDy5OfpNXwJn6hjw2HBTrKJL/a6hNLpnM1cT/dVTNZXzKwKEhfSxoZ8U0wSpFCp1V15CEb/n91D/7Mg6ZzJHxedNOudyZfjt7OXoJTkfCsHK9x5wMUCIamUCXt4Ir3hKt4Gl2FNwxPTwcuxFTajq6OXoNgg9Pn2Ki6JV3ID2aPLoJ150VpMva8jcWK3Sboullh7Aube/dVFyHT/p6Ys48dhzLipmBKklrjgOHyZurhK0GYj/gtUddjwsvS+XLEJxawpFczAXRCpkrFw7l8B/0yYXCORfiQkUPytPvIPXL/RWhN7m0eexfEJN0icA8k2zaxiR82x+4YiZdQsDl8os8z6V4WH6oIve7wMSJtRW5TyGB3+V279qexlzjil3tSe2e7XWMK45jTVjZm27HmlAsNg1ESrD7hGlIsHfpKrf4dhCYYXhlEinDC5dkUzX7DoVE8HtUDPvyg6v1sYCNQ5TFf3ZXYnAYdV6j7D0pinr7rRtSlJRlFXqbwRowSCVihTvXTvzX36I2As0renM/uGf6jju2fHgcO/29bkT9pxH1VyGFScdHMOkV92/p3NKZvn7f3uHMRz5cvAdryc094yN7Mdmvr/DjNH19cWJg3cAKvC26aSheDC+A4FWrhLWowo9zVfyFWbI4rppfolua3KolNxi8Gx27WJcufBnrhD4RsGF+cAqxXGfVNqawTjh6Do4ao0Ebv29BworFco1Zq/OYZAvVbilo7VvkaxZz9udLc+vCgaEaw+16zHCaphHHw8TcEjqIHke8XO9kZAt9jID50gjz7QM3THd3J9qLOI84xvd+EQEvQh2JvQlxiTh1SpVArzFPiTg9bdqybqwJ69qO3uIYH39tKa4caC+GB0Rezj7A9YGeatK7ggHr0AWPLWbTMzUOL9VtRLdE8updYELyIMZukMF/8sDnR/RV4axSguVwLxOcuxLP565IVsJ6oxHdQmSYvjiYbmsOV5Ahvf+SrUw4Vo6LLRelrf52iFjt3yW5CenmR8Fj3wTHiFMn7x8fb9nbihFAMRLR+/hMR8s1LQ+dQby7E7AYI+pv0regV5HvFMOBkYHinSx9T9/7exxYXa/r3VvchU/W9bQmipiF3Eixa6BhwFdU1cB7zclVusrUA0TEwIUQ8VIbZt41Clza9c0D0EUSI7mp0p9GI5rvT4N4yvgEnl4xCFyklwLyzAssNwvIE7e7cfK7s2QKBRYojnUtye93hQMXqOjghns2xjEC5bgqAr1E6xxBTsjfI10eBsumHQ5Pj9CsxuTBgpLPJFb0aLDSdvR6aoGwqUhX8UwNH56vKKbvPUdj5O8vr1xLhF3zysWHXe73oDpCN5+qjWtC+nMYvK8gHR1NJhwOVqDK1kSi9VqcZJo8PJ7EF3oKrdfxZJre2Tte3IhPBnqSnlY+uu0pNg7U0WxeP2qEE6JbRD6V+m8i4btWA1FTLeBhpIz37yHrKPCtzyf9HYV5iWRRhT+/pX7O527HTxT6eXQ34fGA7MQE17Mug9t7TemV3MoS7C0w44OFYqbY3KyPYd5Ye/sBh/Pt+qJoAFQ4gkjf0SH4HMSUs5gn6uqe2cvSeX6HxTyl3zEFD7+8mLbegRtWBVZ45BISNzIUqUwuA/4jKnBEyEnYau0hYq2VfLuYZjXuRKMV59uJP12id6GAn+tbHV66gYQ1mlTXuk1UaSz2Ix14AHxour3dvBK3fzwZ2LRJdo0cx0fmIfNNH8CU18mulZnRK3ArSEUCNxWvKR48mNqJab26d2URuQrbyVzPByzyAO74mCq6BrQDH0SMOSGuJMr5v05TiYw6hKxC3SLH4rTCfNeNK4ZqSzHpb+Od2I+pLXTuKH/j0jriHTy8KlT04vXn+oaUcIVv4IYRf08AM1jMIgYbXQiIoR+MLO7/gRmM+38wEupIPUcurzkFzG1Bc+q43Tu48e5NMZlcbgzarB4NMocipa81vPoyXUT4Xrblh8gXyR+BNuQVxifT9uESsWUa/93eHtyOVRa0gZGmvnT7sJ3ydOJ2eLF+hNiXFxjPAPPfWo1XQ2hKc784rdYVNca/0kO4riNyYKaaQ6801qtWXPuWAOFtcMFebsJQq1e9uElt501fv6Zlz2iDCrc/FXFiLlqcWNY81mjxdXYuD1T71gZ7e4oh1hR0OEJG5qLOtZH9n9oaZdVamdLg0Nn9OrHaoNanV+XXuNMOxcpjT267/uk7e5Xe5vB4rdDzZ929qVU7sk1Xr0or3I2BWv8xeIR8obqPeus0w/c5vPQ+6ks3l5vvWQRI8D7Ej3P0StAHVoNt4Lpvgn7i2cnh4KYS8czkGns71kXMnSy/4oi4s73d7unuGx9FIdX0+sF4Xx43CcbcefNy3HkljRw6rreqY9D5GeX5mXdg0kW7n+Y7vsC6zod03Tn5XOHwV65u3jWc0opJPq5lI8u3L2talTWa25etCG66ud9RbQ6jdDd4DfFUg42rtIeZ/UG1/SPRht5b2tAngYMqrUqhdeqtmIN6noNjtoRL3Txx1yCRrtJz9q/x/gabwpX2Ef21dFy80k+xr76vIt8/8j6+p4frBN8x8pTJBPxCD8gTNJ8iqBCrRqKlO0DC+7x971uy66Pghi/b7FGQrb6539Cfog+AB8FHnwVNRBw5vk1EN+gE+4ll096Q5uZjvCVWmBTXdk50ahQKTecENXg7GLy5iNC7tWC9vqdp09U9gV/HV/x6JI5eazOv+6/uX/tmz+AxBe5yZCrejW2ylLfJPLTLzO86xHV4PGY5X62lUQsrXsqf4Z2llQ0x/y9v7wHnRnXtj8+d0ajMjDQalVHv0qj3stJWbfEWr3ftXfey7r03wMaAIUAghWBTQkhIICEkVOPdtc0aOxiCIdUP8gs/XgohyXsvv7RHGo/kJcHa/70zknZdIXnv8/eCRnNXq7n33FO+595zz5FfeYMZvzgW0XjVTFTTwgiuoJDJh3C5kvUmkAHs8W3SGUmaVW3UB0sBX2OYt9hV0LVG6ahmTU9HdfVkVvn5WxsMXtZizm/63Po196xMXk4l271GteaipEy5eFecNwoFd7xozYUvk8eq5epZsDo39QZImaFTKG8fTkzf9Z6ulqVcWKQbYp612PLjw+3tmbVZcc4H7UIGy3jhj3rR4Nre5cvlWWEQTemi3gY4pSd6B2Kz7L08WkuR91QtLrK5yNqCpLSHBSfzXHUXC/nXF9lIcDUQevUQg9ocEg2BAWgBe4JoD0qpkit8Yd4esqinbWmJyL6ybVoCrCtnyyJenMrNLFo8teoKmZynA5yrpNNCcVSQvrIudJ4cfEOMo2oRY21EustSslEobG1jyXYt0rdRpzPKIo1A5KPtvdoowpNN+V6oGXrGAwMqEVe2nXsHVfaTkomjMnNo4YI3/jPE+0XEU8ccO6YRiNL5r0ggv/f9xy9PhrjxymSo8ZlS9nOoYkbgeBHWG4sOLkK8xqs71Hb4g+Wj87DB3vbe3t6mRRo0+rF8rw4FrwQGlk1BO5HNzmVEUHcWIep64IpIjQuQHH9J0MnlKPEBMI1U0npfosGGQHHllmmEIkiF1pu4PKnAwSkMJvpA00H29bGEQcNUqTWNiHYPz6o1VyLjX2qFZ/5yqSSL9FV8Fsrxp7A7xlbv7UT0XX5LELFVxzUdWisitEn4iDDUkRd4Xsh3DJHYxuXbD2w/sJESEyHd2XNL797ezqB1OSL8xt4eRPhFA3Aaeo43D4j51CUZl5B1W/VUHZJ1SXlPA9ZVvrwAC39oOf/QDOy59K1M8VmEhBFE5m2SIqjmbK/y+bZps0Dp/ZebVUoX+MA5BfcixRPoDbIq4oOyvk8XkhhfF5IPKTtTkz7le2FVvSJ/QdQr35f0CpmuyZn8SShnm7ENY67W2aITuzmzWbN5ZGSzhrANIsboSCPgMRawzUWurGbtQO+s1t50b7EYnY3Z0PQHemVI4IxVuy2Jm+jKSttL4oyLU50Ufdl/fMI+hM4CX56uteue0pVnBS9HvFMa7SKnVppp/L+u4Jteme5XVnkXurbQxyngp/F1pBOLY41Y65jC2DgBjhzD0ArCBHimrGfdbpvxk8kkZXsgtKvhfmovsQdrq2eQKiXFUOB60iiEbK9UDEeoOy/Ta+Hg64Ro3OdZ3JIYbPSEZl87O0+ZI+5QS9xF6Xht55Zy74Z21wt5b9qlDnndaQv+M42aYQVvyASxRro7brQZXUZKZ+RSEZPFyVvyw8VPKjmLzuG028XxLYHjOyVnMAFrwHJjlCt1ChxFB53AyTKH6V2UJnbEu8uyTbMne5TcWwUFUh7wd6ZSYVUDk+QX4XxpH19R3b03Sltd+ClPeVmTM5eK8f4UyjxC8YLdEeCVkfnZ9iUly3dUpoDdnvU7805bwEwT7/XuGY7RvM+c12hlSlpBaOWUnCDgS+WXPk9qeEu3sxC1uKMP+P2WSE6UlyL+NdxK2rEUlh8zY4EJcKKsoYxfeA1lFfgyu4t4LDYx+SLybGKhJxR7Rc/mgnwCUpKp2oRMOx4jl6oPiMPCrQSp9C4q3XVPfM7OTn0kGOBp6bCMUu1OO4qtzc2+gsCoVDJA5HUWjjbaP/OpOdcOCJDpWJoz6TR2Myu36gbmzOk3edQmt8RvjXA+PienoS+RxzJjKksezQeGxcGxspZzbbOoiNDT/K7MM8w0TptW+6UaWPThqrdA9vqcN2l2GRTxVc1dIyWrp7yyLTErgA6WOwRe9XVnwWULmWmVKWi3FX34v0szUIin0kNbm+G8RD0eYFRI06GozPQL1kjB5myI2LzR2lg+DmUngCWw9tEE1D9Hj9k4ziZMgKfLJsym0ahkdx0VXhRwQTCH73XvUj1o3juVbkAUnxooujiDFW+8YJKmUlThH7fZKo+zvmI43J71UGoVZRMK3fFHHo7M2TNz5pYu92kim7OFrBqc+IvL6Yg5WRVDmXx+hwbO3OEHe6+ZEw31rCqZii06V8Qq8pMdfwW8KrdiBSx5TKfDNBAij5a5iOBVfim13fsY/1hkh32PZodoTN+RFgfPZ85ObTEKNXPJX251uzC1AgVexUkFKffoOBMrX6phNeoRFR9wOAImVYcG3rZbckMNloyVkuPkiwaLmqSUOocp6YyEPZUNChohZloBHvSEI85EYW7RoVBSnFhPm8DM4E/4NaQVa8ZmYUuxfe00NgQ+gYUwHTiERbEZ4G4sjbWAQ2VKEU0rFOkoERiA0zWG2eYhPecOyB4o7QgN3W/sPcwmFEThKPMigzOMu3y4sGvhIfe19VmDduSdt98ptVXP5UtmRSv6fuLBjQ+sBVK4pBQI/F9xmVIgoHqHX6Ohm2mVr7ysaIpolJTDekd+dt4aGrxmcNaWGe540OYIOC3OQMeyBkeWP01rfh0LGZ0GKhY0ugyUS/CttnK5jDcCne5v+1yMjU30ZixKpZKjWQ4ncXO42R/uzjuMQt4T6LQyabu3xWRoSST7cja53PUZX0htdLA+gTHaKmt5HsiMdq3FROlMki+2BH8FfwTq1xSWHA3pkDDbMRqyD4vZuZBJMxrd5d1m2kPukXZKpjTrBcfGhKuX8MAfgRLrsEMuCUWteZcSsoxd4KkpxZpsGs7y+L/XOSRZLPi9lSdq99NVqtfrb51fknTRbMj3UaiLUP0O92mMB7+HncfA0eco1+8t2p1ip9++5MBrvXsN0+tZOFVGiZGheodXo0qdaC/Hk23t8al+4QYlpSAIBaV8Ph8OZXNhqfbT5A/Bn0AO9sML9YhwEvOB342FGQyyZ5kyxX4vOHYaHidFDhQ7c3Zab2Ti00Vdd4V+hfjscJMpb1PJCVolV2n0WrsDEc4e4FVMoix2MYa/mZ3X5JVTKtbOhxyEjPBFcN/l+irN92E43zmsCcpYGjyFcgPAWedht5+HKIICv0IZAlDVjJ32bVxt5qsTL+UImGZUicvMekN9d5IFeifAD6ssYZcLmh/yixdP/cdJmvc7HCEzxehv+rJaVaM1owSWyi8uM//Zf5Fy+tFQjuyfrrxvNUljAnY4Jmm9EipxSrtN7DdIXnbigf3ifkzN8dSz6vSScdBGdGPl0YIPqZxEMyeJSTd4tmygNKPtu9yjpV3NhXBmZ3iPaRrFqsetk+9IhS6uIjAX36Oplyor8LXdLhmnMqJpN6mCIUvGVWPXQNiaqUuUL5nyplblexeYLelkxtI8lDZeWaouvseNGvivmEpkImavifa3DJeq/PIwHH8Mi4/6uSn9oMHsmqPBXX6Te2dtyDpRq1aLTVxlsFODQ7rhYZQvxi5IusEJzYldGknSl1pTaJ6bMV0wggbY48cv6bHYVxwrQXt+GvZVDy269zRmACiNnhOiKxVleZjd5XtUQohXOgKvuOAIPATWsXn7B+deN+gPDx+YO/vaweA3aXvC50o6WdqW8DW1E+917xlOhGbt7OvePRQLzdoxy9cUs5iizYLQFDHNknTUEvAefgr2CeHXhjFXikIkNIr41YAZqVTSJSMRhLXt1F4zHcKaLg9hL2DlOhUvhbBtK1osESFgrHEGytya8iXXtpSXFq0ihLUVvM48pDWCsH17hmIqzsr9AS0Nog0f/JcKKAqQtolUcmhrD0Kw3vCn/QGEYCV5e1v0OYRxrxVjkaZjrNRLwV1e1ujcadyDVdkfJM+f1ZUudMsvwwlicjfwNk5SCgWl5tRqs9XJTedpPhjw6jQOg4IAsjNWD7ySMqXOxVe+diErNME/UMkUSp1blN1myA8k7GcbNuMkVgL3HHfH3DHGMgGePIYxkU+lUSk8HW/pTRcOWUpkYBd1iOMPkSLgFg+YIdx9mXPq09Z6C9A/kl20yFg9fCTDydCMlSVva9rFwP4q5SpnpMHniwWbZzSF/OXFBVcx5oBElitJuS2UdQieSEtvS5g4kOxJWWgNyzicerOGZDmN2W6yGk3h9kKsI25S0mra7tKb1DJGy9gNZquRD7WLGPA0eJV8GMtgsXHM5wqiOdHqWdq1I/iYhX5MvyP6pELi/nPinv3Z82d/MuVKtICLoN40OCh5eqgNvKpUm72CfsPKskat0bQhYUU6aJcG3u62eiwuklRA5elweNUqBblqzfsI6e2FrCRDeyN7EQ78WcDPkKylqltP44+QBmg146Mqn+RIOJBu4XwqIrzTtNM9Vncj6gf+LuNETNu54S/I1I8/4k2Z3TplYn1D83DGpDKJ2l4VjlganFAGRCei5jWUUil/69wSGEScT8CXyv9pKPq9YGHtvpo7Hn+V+Dvscyc2/zm3J80nk4Y4gtu0x6BrMigVLS2GNoRIOYWhsDPZYiBsoZ22Peo92M6pZCr1o+GXycCPQsKumGW/to94SZJ94kGHyPn3E7Q1KQRTNgafB/BZKLNKMJS0McQhhYwyBR2uoFmFj+BgFa4yQPvhM6jwjTi+CKdNAdKAK1Ra3lyJofPRKIs4cKnVlZ/X794wmbRQMxByRlW5n2HAFhVTdawO1+5E+ryC3ynmypx7GvOCX6EsmUgDT2XVB78+xtNJmpoAv4FWxEeHd/po0rGTq1sRkUKviLn0q1nk6zn0QTVTfhIoapnyg4JEFBeo4g4W4B+R43xc8EXNFD5/KYEq2AcTPC5/8C45MMYEX8RMEcPDBMUHXIGoEZC34b+loauHUoM++6wcIi1CqaaB5m8Uq5DhcpXiCw/LVSRs1NB/lta7wLv4XXCMHqwZ4Y0/jSuVlAkywTEPr+INE+C5MkPx9p1GFbtTtZu4Fmu7NJGBqE4k9m2bfth96qw7uEtebvaGeZyc+X2K0EcD3qCZke/C1+AqPuT1hg1AjnOcWgan5mkcNzm0clyl4ypnAehEhRBI1sajvubw7+ByUoMFsdRJTAveO+E0wB/MO4EHy7TKw33ZsoP1PUbuhkrvRfjf9KPhtRR/0tFw/VSdalS9G7KouMogh7KjrOzVGXFoO14+puZkcgje9hg5ij3zLaidScJotHNKq9Wt1ut0NGB9AXiv0Nv9No+x8q5ca5fsJEa8iOPkDdA08pjhOapsJG/W8r1Y29vWcyBpRakyqoRh6/lPFQBTGJwJTyJvwlVfV2otgsMX1hKqXeQ8WquSKVkD/SuUFluuNqifFZ8hE3A3+X3xGZYyDR9ykAToOWvF54xc+UFwXj0pXyJnlDOvKw22kBM+SEbtIR9XcxRBcTzzr9CRRw/SPImeQ2rwFvmD4nMcZU3tOS4t0PJDWNubI1d9Vlht8WUCiaye0rxNGZ0RlzfMyZhr5FtYHUUwerP6m6rqsw5LdAMHyEGMxhjMgHbrjx+Tqwh0xOvtc1X4O82bAAea5sxpbJ4zp1S5Xfb9nlJDF/y/8kT1e+6a/j1nrvo9d9X2rit7ZN+tbjZXnpJoDPvz+NT3fE/8nrUf3B8y3lMszID/V45JNAQH5Punvudl8XuGPsT3VNC4euH3fAd+z2uTvwY/kG2HcxEWfUT8S5gbM+JfOkFrI2TAtglr+8m/aM9ejAiJKYtyIUYEL1CmsNsTMamsKns+Gs06VIwzGxSk+GUhmHUyYL1KjZZuoTfzhkavlisYveb9XECKbA4IOXTNVeuQ8IRC9m+wb5bTsE8lOFgML41RWhJDuxziggRZ1XPVkE8F0BGsPeKOZKwyEvxBprFH3ZGshSDPIg2mYE0suQmdOJTDd+IzmsDdeBEfmcoh7bliDmm8CLX/SgvPW8AjDMeQ4C+NiWSpmJByoU1OYk24C37XOzoFcTtsOITaJt/DizIZQerk2GJsPQYm/1q5V4ZPDmBqjD2OKaj3ZCi84NKn8TJcz78/06TXm4gTvL7yh0w0ksnEImKft03qwH/JvoP5MM8ZTIvzmByz4mi9gsC3jBldtEid829KUyaHeF1nqlVQSRBitVaJWOB3nV3d7VDnJwR7yMri8faYwRiF7jJjDjkDcbNM9unPV44cP145+rCWh7peoZIvOnJ0fNmy8aPPLIKIjVCoDag/a2B/fiP2x3cSc+H8mJHFTuFbMB1G4sYx1kpJ0/XmO9o363k5RXHONRR0+RxeM1EmJwF+Y4h2xAm1FfYowcs7uro65aQ5HnAGzTQe64DW6I/w6UcWQasDZ5PXfgEMHT8Ohj8PVZgIFRc9c3RcpNE9kzZcL3sVs2G2MYwzTeDeE0r+LdryNppdNL/nEbwj6znwpnJKiYmkeFzPaSr/4QoGXcCuoNERVVpxww0a7lBS8AdIa9CjMLjNZo9B9fcnBfS8dZM28AvxefaTmA33llWMQse8ZaLrDzwrsmt9kpvA9HRGvBH8QnBW/l3DcZoDB5BdIJFD53AKDwX8QjItyBaoDB6z2W1QeIKI17ZU3sft5DuQr+TYCLxfBe914r1CvP/8JI13kP8B7xPi/cJJGlTE+yQ2AuV+P7EW/xF5nSj3LiRdcihdHlx+IkzahB5tDzTK5zLipF1O7KfWNwRpMRd/WWX0Wm0QMJkZW8ztjtmoylaVwWe1eY1KYAKosT1NfKq2hQPO1LZ1Ku0XthmNor0bnPy1bImsZSpn26iYs+2omLOtY4xd5psAnaPkin8oZ9uSztteueXjXz9Q7Lz9rHit/NHRsrzctKzN45Subty879yn5w3f8+3r0HXo3m/dOv+2Jcn4woNz59+6NBFbdLBaM7tRloL4xjVqoifwZ8YxjqEnwM3j9qXkcki58+fEnHnTY8EUmmrqhoZAdcECb6ym8dS8zjs4BYJPgIfQX3AFExaFB2kpVLWGUOyh5VxUsPpMWsWoTE4AQkmrRB6fDSX+CUijVqz3JNTcfzmRDcAfrHQK/yuczDBoGXe7S7YJsK+sKnI8IU8s05YmwHWj8hEx0Q1a6uWkOh0Xp7up1ZBpJS6qhSKvnWVnxQI7xBNymqPO+3m3XiVnrfrflmZGOX2wKdS4pCOmVqgpqCNU+qaRA30rDq1OW7uuWTIKfodmebMjZKWV5qjfl/Lb2ZcTs8olmyPtM9jcNpQg0ODgtZzbw4dm7+lLrVy/u/MTjFhkAWCdlUniITjmJdjGk1gW/0lZPWd+aE5HaM6cUAeB8q29N4ZpVKfAPsg5PeC6Ey16+GMuToBrxvrnJyaA4bjXS/YvM0+Aa0fJVVLateQ7Uu2FaZnXpN1UVLXk8lFxeTHjXH0bsNpyOUIpjE6CeKj1wKkbu/csbNCokK9LK+hU/7r2wtxGR6BnY9cWVo98CE69tXFJs5uPdibyS3sytBxqAYi5jS3L9vUuP7Q642haWGrbMhg7NHR4e7vR4dBoHXGPxa2T2912W2ZGNNqTsSl5weX0GxX2zIyItzlmcQfcCqPgMnl4zhDwWWJz9w00rZ9d0uDy1OwtSM6ck2pZhyyGRaCeKI0lPNoJfMexoEyGxSfwwHN8VOtZmrBBb/na49oRaqVsBKvGtotVrc+JIe21xJA1/74F1BioZpWNSKMCH/DIOnjdU4wzJaAQoPP/qbVoFSRj0ICH5fZUV7LUF2af0porKbxyN9izMZv/Vk01fEthjvndmUTMhn+X1tIQQ+vU77+Zxp84fyeSg0mMOCRDlZdmnMQacP/xUCYkVnZ8awxj3BNQDhobycIE2D8WWwJZYz/GYXx1+sVkObXUibV1jMAl6xjTp3e6tYDKvLqITxzqvW1iR+OmuUWekqkYJS20regsLiv7rC1r+hzQchsdFpcXH1YhFWeo9Dj7nJse2dLwwpav7G5ijWY+n7YJZspkN1nzQ8X0zCyEL4Q9iOeCPsYadTXlK7/FifTKT4q6cf3kr6GP7ccyWDfWMhpugRroGGO1MtkJ/AgcMeTy1vFikfRPgLYx/eKOCdBeU5RTI01O36OQVascXRArrbgo10hViRJ/b9t/ZPuSj63tCGm5xJybRveFhmak9RTSX1SwaXZ6zp4+PzA1dc+Orb9nebTyV0OsK+VobEgbLamZmXRf2gy+uvLL13WGB7Z//EtLZ33lkcPbykqNTi8EnSETxbB0y6Y7ZmrsBnVh/eEdxTk5M6WzaDbftcDnaxmCc52cVItz7cLCKJ/XT8flchM3gb89jplIbgJcP25dQq+sphCsO5Jinq4a5KhypzSF8LtQJu/lcr03H8o3O5Tg5fO/QPVfeD3+V87MKojn7DG/V/++D3oyMuhDccS7jC3ibG1QmKNoX24AzsWfyAC0UnlsBjZ4GkvgOzADFsJ3lCkn6xO9SapwCn8KzlwZf/oYlW0ioxNAP2ZZ3DkBjFMTMy1dUz3523SD1iBBt7paQan/hWoeH1MrQMn/gxpCWowi/tS2f3T3pieua/d1rW7LDje5ijse27r5obUZV+NwrmV1l7/y48Vzh5fx8e5U/wKPvThcSPSlLJs3rNoMli77+EgyPPem+Q2r5vZ57OWBpYVZN4/kE/P2zsgvm91pd/fOXY53dc4a6HIX0glLZMP5sUBLPmOzZAstvsHhIVTTC8rjW1BHp7AOrGnUkYZsKQYuN53Cn4GEKkP29HoVBcSeMaSJ20cVq6axZzUmuV4s6gI5bLgwZPxCE18g3tIn5958/Proov4GI5wvDcWEywsa5u0bEESWDG++dyTcum90z21PrQ1V/mrJ9GfSvUkzH5uRat4Cfjz41Jfu2V5mdLwx6HdHzCpOr23ZeEefxmpgCmvvXrz6sf2dS77085Vb74bc2Do3VZidsfjQujrkgTenY5VnRazyrIhVrpGwyrX/IFYh3sztGr/5Y0fXBbO7xw/Ca6jyF318oJTrT/G6xCx4TfM4v++790Os8p19+87dhzDLRxbfuigWnn/zAniNhuYjrHIfZNKjsizU7qmTWBh/psxyTo6GP5hZr/MtDXOI/FVA8BMIW2pRohdjAQhXL4UwnKj5jsqhb3W+AOVfTsJ3f3zd5ODkuFLDIDhjDrqEpFn5fRT+udYupeBEhWhofN0emuQigtkFXYtjUNuh2Avl+8/RKCMzwBbBfp+GNG3E2hG2+e8TSR/8wfIviNhGgPbdCYm77wSflEeWafPTYQ1amP4gUDOt0E61vtsUpjlNoqKBZt5tUMm1FsOfmqBZ6h8sLe1OqSFDydXW3rXXl1cfXpmydl83chy8R3GM/CI8kxpoLzkaZ9i9dlTAWIhY/W4+NLCzJ7tm0+72OpaZD7HMCTjGRdjqk1ga/2lZPThXGCwLg4NCmdBA+/VniGVmQJw73tTEFxCE6ZsbQxDG7Sb7lokg50JLVocyyauhmMI/CWJOzLxtYlvH3sVNHAQxWi2VnrW+vWFek8M3Y1PPTrWOgXCeY3Y1LmmBEKYrkVvWl2WUYlo3lbZt5MaZyw+vyTobF5a6tvaH7l316Q0Fg83J6Rxheypgc9lt6a5QvC9bBzC2TE/M04gAjEtuEFwWD89ygt82BWCo/Ox1UPas0B68U8UvxYvwiw/iF8qzNGiDFvHaYzIEYKBlyP7z8IV4x6jbwzjSARTOdn6ShZxLKNUq8KjMGutM5Hqj+j2subIJr3wGbL4QvlgSIXcy6NPhvxIXp2Db+69J8AXywcpJJKMX4ReEZSF+0TQi/AIxaxW/UKfAtVDRmD8EfrkEsEJrcUX4crTv9lO7m7cuKHAqEkcAhgp3ruxsXNHhd5bX9zWuiIjwZV0VvuR8M4RNj+5oPL3psd3NnMms0VkEKyqiZ3GYrbk5EMDkbIwjiGen4AuBp1d8SlrLnAf15esQv+SwXuzfahW5Z06++ByLD2AzQbRtAn/qGGO3M/nn8VswbPJnZQ36DaoowACWYBpr9UIbEdJJpUhhYvIPqBK5UPuFAG1LWaVf3CXWEe2aAOWxMtS/tdr1UUSxKEiuWD7yxki0joZGorbj8Pks8b/0AKjl4RMWXwSy5B8GZL3evPfJHUs+uro1oGGjgwee3ScMdCRY6A8QyKYJhb7U0M5uN+BLnYOx1Z9cHKlUdKGOpL2QSxnNyZ5kYkbCDI6u/ur+GdNhlkqjU2v1doMrbKLUWqZ5w52zRKC19lM7swN5GwJaW+6e5/O2zpX2coagbJ0Sc5CLWOvnEGsZIdb62ThmJHUIa5mvirVq6VKrSOuUTAGR1gKEtIL5VgeuBN8+/zOjkTcQQGfWXA5oNTQ350WYBXFWi8gzCGc1QL/OXuOavskXTyDe6AOpU5cBXsXnEfCCDERJDMQSWMcE/pFjVL6FnF5RXF9WWRbPEOcS6lvjBXNZhWao3PpF8AzyS7lP1QlUHUDVDpRlQMmAvAfIu4F8BpB3AXkDkBeAPA/kOSDPAlUCqOJAFQOqKFBFgNwDCDegYddZ4h/rjsRX2PKRi/4B8XXxB6HG2g7spbDx9Zbrju7Z/pWdRU/7KggbG50N2768dcuDq5OuIoSNKzt8lbcN0bbovGFjrDvVN9tpyc/JJ7oTpnVrV68CSxd9fEU6Nv/GIQk4tg8sKwweHMkk5l3Tk1w8p8chAscWXzFoQNAxlbBGV58/EWgpZKyWTAOCjvOQbuiAuvCMiB27sE4ROz4tYccJ/JZjAb3eXDgFylDbQxAJzaAiMh0/Ig7UVqN2r44hp1fHlF0Cvc5o47NvHL8+Or87Y1KiqhJ0vDyUnLe314snPjJvw6El4cbdT+5ccseq9gBb+bs51ZtKdsV5fbgj6Spk4uBHg09KMNJoijqcQQvFcmzL+jv6HNGG9YeXrXr0uo7I4PaPfSG95e4Ffk/zcLowJ29VcWZJNy6a/LXMPh1LPipiyUdFLFmQahUU/tFaBfbm65+/4SPHdmZarj95483Hd2Qrf3Y1zEkV5hTtzuLsTH6owY5bb/ve4f6eT3z3to9+71B/z8fPfWrjncOe2MLbFm342JA3tuhWtIc++TfcLkvW170+P+4R170OjtuldOTnxYKHl1/3aqsZU9yOCreg0ifP8VYtiSvU9NusxQFhUsKsdKvElK4sRWhXUzJ92G/xWTj5HSoUmquglVW9BBXCfFkz1ozsJY//YWrd612IDSNgW3Xda8eJLC9PrEeLXlukQliZapL9/8GiFw8fjVK3bzM5dQq51mp8MdshsJw370vPbgrTSlqJ9kQNrQu3lJbesThuad+z6FbwVYNxHQolURjDXk8q5Nefzgx3NVotURdncVogbvQaHEat3uM0RPo3tuRWbTs4fEODONaByd8Q3XCsi7BrEEZ87BKM+AOEEU8BHdaEqUCxzHB3Nz3chDdxTRyCjLqyFmLG32rdYIcbINi4np8AqXrBAVRqrrb2NXLZxS/wP4aN3V37v7yicfXMNEQWhFZDBVsWlJI9Gau1tLB1PVL2KJHo1nhvxsp6C0JqbjmmQmE2OElxDXO3lufcvChuzfTG0eIsaJh349ywxmjhdNaQPeoyWo0GX87lyfv1coPfafPp5MZA3gXJqrc4zdDSOIxOntM6HQZv57qu9HB7kiHk0fI8KGf+yb9DzBXFYlDTNI+lPOwEvulYkCSx5AT4t3E+aEtNAK5MyeIeiHQ96ygphznU/QgxTseO4IOxoxMXweNRA3sL7Uj50OHWSg9r0MhlqCr5DNqR6EjmZkS4WxRqlbyyFq+8DfygNZ16gZKKGlAvyM1xwRbyenlQ0VlZBQml5PyDKlMAV1eKkkysmPwt5BMBetxDJ7ESztcx5FfKBkzT+jut+6gb3+l+BF4IyAfFCdA0FlsLfYiMiCYllqihSbFo9gfVnxAuXQ5DYmSsli3t7r7+0eX5ZX0pjZTSSs4ESrPzDQM58/Ydtng4oLMarC7cWa9VdQPDmyzsyL3rC2DJwo8tT1OckdGY/HarRy9n9VpzpMnX0yOTy6we8JbPiYI1HEErfQ4QAIQG91Z152+Iw1BWMtB2zBgNQ5OxvbYutm0MY6A4aJ5LJPSky1X2TwDtmH59eQKoa8q0mpnjH10fq4Y215Hb4eYdDywZvnFZq1+rDffueGijr6c5plWhkAnaly4H20danECfbu70L7x5fuT9mf18Mh7WmiKtQrAxqAcrF31iZdbXvnTXbTPbPn7bviV56FxzXr8ryCuVlDLav6aBNrAq6AaN9A3I1VpqzuY2syXRKvJAYPJvRHIKr/24itfeQHgN+vnbx81r6Y0fGq8lUdRP5RG5zpsTcq0OQg4+WslweoMWP8IaNXLiBXvE5+Def1+jVRKk2sgSzmypMSM3RkS81gjn4kE4Fwiv9aN1sRS+SYRnG6fDs1P4AfjpDvxAmaOKHS35VEhORn9jWd/zm+qkiHF+/8y6mGT9piOc6vw82LzryxvWfn5byVpc2JSambEWNn127fp7VyTM6VnZxgWN9spvZw4FGwWdVmhPzuow6aN9hTQ09MZIZzzXHeaAvW/3YNgDfd7QrBltNlO+3J/o2DIQCXSvbgv3tRVNtsauAfBmqkXrDJn5kM9r8PdUnI5YSIBwIBLmbTE3x0vnK7ohjQ5CGuWwboh1XHnIpscwrRZrQ2/CRqO18RRQQ7+2A2iO+/2KxHrrBGDFCppXxTryK6+XyaZiOMXYe+IgG+rZ8dCWzMLOCPIu0GIoHW6ZnW5b3uoG+nxzh3vhLQsiTVseHJlzw9I2gXufj7YEIaMa+mfyqXgYb2u+8/b9yxoYnY5R662cSzAq1Kw6MnNtkRHZ9PrZwx9bXfC0Ldn1UdfA5rLdGm/xz5qlYDg0/gY4/o1w/GgPEmIdHv88ZAY3fjPGYDaQGePWByZA5vJYR3bFdbONybVf2D5w3eJWgUuu/fyOPZ8bCVbe1wmlYLjoZfWBRiFS8mhw/iP/cmiWr33V9ffOu/Vf7p41cOg7d2795LAnuujWRVukK5Sn/ZCRy7IEir9Da2c3PufkOMxM66Hvc9O4bx1aO9PWcAWCPmdFo3CVhbO2C4wCUSYpteL8/Ujro3cvP2e0QTwEFcUvlQZH1CnEzIrHlWoVucLmR3H3fptN4Cl8zxoK8IkA7+ZZ+SdJqFwJaC7ff4biBbQvPAf2eZ6sWSsnfjKJ7udCGs8S79+WI5rHoY44UF0vaZbWSzZX10vAW8juJSDNod2L/i/YPWnN5IBBu1JtT/v9KTtdWa/h1XICOoIgSdtinbnsjIhupYav3IpX3gUsiKZTT9WKejylMMWCrrjfxeG00cailEDM+UMJUKmk4Nysnm7vmnDT8UguItZbeky0d+9ovUe9+E7vI/BCeL1kI7J3ibXUKcCI9o77x+3d5fZ/JIMnraB0t+z+8sbmlT1RBrnpCkpBuRvmNqVn5e0m6ErZU5Ggzmq0OfFgrVRRZa85759/aHUOLJ53x8qsWqentWa/3eLVKTijTh9sDkM8ZJDJZBYP+BE0eWZk8iz0d3A8OHgNmssZVflB9q5lNNqEIAxaNoH2bh60d9DGa8YTCVKAV8nWMTVh+gA7d9ESxQUx1HU5K268b2T4xsVNXrVamLHtc1uE3lJIqtHIqJTeXGeoY2mjDfdfP3ve/kH/HzlfMZBZ4DGGkPoQdGD9wk+sLfjbl+26ta/1ztv3LS0o1Vqa0Vl17qBRQdFUfNbaAu+Pzb1upVAKGKwGaOes1kSLaOd6IA/Pm9oD+kF1D+jN6h7Q9nHrB9u5aVtA81DwbeWzpM6TDeZbHIQS3F5JoWU6HYePsUa1ombq3qPhe8nUMbawozEtGjsCK8J5WA/nwYelsXZk6yL4fEyH+fF5Zcqudtl18EeZOQUNIIY145vLnDLT3JD0R+RE8Dem9W2/Ja5u6+SXNXXyq+8Arf/ed1fcv6FgyQ+XEj0pS2b14ZWr71oSXrYiP1SwVd7t6uns1vqbIq0tRhRwEyj4uKE5/UMg+PlHXJ2b+yODM5ptfL6tP9G1dVZI6F7TPPfGuLXUMQt8J9PclDaF/V69q6/isyXCQaNOCKXspbYmEYMhWiyt8mTDqAOy4uYxDdZyCp8HoQA0ZGjnBzImMxZDpc80VWtW2/l5o/Th9n1kF51FIJZqQjN2PLw1NNgW11FoTVblL85Mdi1vdgBdstTuW3rTHH/D+vuWz71hSZNP/Vc+3CSEmwJa1tsQyi3Eyy133n79sgKl1Wk9ghvaMIZlErPW5GmDVhUZ3jc4/+NrEK/uvNU6BOGWLdni8RdDBks9ToUMIGiDbJgR/yx868IfhP66FcwbY+dCpDl/lFxwNX/deJlAldu/cdudL+4vdtz+jds/dmZ/sfJHd9vSpo7lLQ6PdLXjd3zur8+MLHryvx/+/N+eHVny5F++oL7j2LZEadeTu+E1Xtz9RC2/Hd5ImqHPbj+JefB7yioTRzO0fZicDyUE7ficy77zPwlU8dEsRUIXjiF+sxsFqgRsPhOrPEaQMoA0QT1OBdKoFetH/vp/TvnrvxP99Q0nuGJJctk3iS77XOSyLx6Vz5vusqPL/yhURdzW8dRCVX7eMRxlTbG2cGFRR5xBdVVxBaVvHbluxroH1qYt/bdvewD8F9ra2eIIW2mlKebzJAM+4x+696yY4/c0xSxOv4u2JX2828zphIA1u/TG3rab7n5y6+ek7R2xJuCviYfguBehWJU0/o1LfPdfSr77QtF3X36Cq3nt86WNHpm40TMXeuwLqhz0gbEq/3N3/aHmA6dv6tq9oIh2eVgtnZq5vh6oslmtR7mKOGZLPVBlSU9aoxDddSXfOnJN14p719QDVcC1Q4e2tRnsTlZnj3niPpvbZk3NiEa7M3YFH3Q5AgalLdMd8UJiugIupUFwmD0mrRinMm9/f9P6OUUNQabmVONU/iYLkAYRt7RIuOXa2j6Propb5h+TQdASnQDrxj3D1PxqVcx/FrjIAkbdU4wj4xdQqmxVPVblVhSrkmhEsSo6I4pVeRosAAeLqT+jakQoOdyfpWCVeNyGP8RwlEzO6JnzZBLfd/45iS9mQ744RGogdkHnbnCmjl3OQn5onQABtN8DleTascQQ9NBXi4hFYoHL7vd8eLwibvgQU/EqbVuG01qlnEAbPqpgx4r2q0SscG63R49iVsBXt3xlV7OW59WsJeSyCSbaZDNZc8PFVL8YtmIL4pkQ2vdxNhcq7+A4AJkVdyEsWo1b0cmJcyIdktCOIzpU7fi3qnb8m8iO69AsWofo+f+LsRyyhx3RgEf/fkAN/XG51sQRf0KxHC1FOGGof9VYDti/10Rb1jP5K+ItKL8ojiEyLq09h7EYVgah49CMxeZCCxYdVSy4wB/7/z1sAX959pOPHq6HLYTNlNagbdlwx0yNTV8NW9jXteTRn61E682+1nmp/Oys2Sft7/yNOCXS/yFpP+U5UgdIDtCeieq2igdAOfuOuI5wCv82JIpx8mdlGv3GCFgCrSpUNy0g7Fp3rCzOl7kN7VRkxN21aG3aRqJou8JW1lSfAL+ZJa7251N7HIsvs0TRil91TwmlU5N2lS6YcgWLpryh2Rm1M2jK0Zy34M/j75K/0Clk0FQR94ttDvwV8AD5U9hG1dta8e/gN4qfo+ttRfi3u8Q2pt7mw1/Bv03+ELap622d8HM7yDdgm6be1g/bjoh/y9bbEvBvd4qf09bbmuHnxsTPcfW2Amx7UGzT1duaCAx/iOyFbfp62wBeBjfLt8M2vt7WA9v2i20mqQ3yectkAH8XnyPuOYjnQn8pngv9JToXeoTd7ztC3jAdvgQugi+Ki9AL/m504W2LR24dDsDrouW3DgnfM/pzbn/WrTX48y5/1qP92orPbCqWNn56ZPkDm4ulTfevGVxd4m2NKzoG1xThdbmkJx2TKfAAPhNiFwfELuBkmRKxyx/s+8gD1d0GEbyQV9ltAA+o+JDTGTRR+zgjQ+JySvU0VOMui8Onkx2rnV3DWxuVuNpp0Vugwd+Iy3BAQM8a9aF1soDfCGlTwBpOYga8+XjcE/dgENYuKetUvid22m+243bTD0P7mdyzxPXSUoCUieRcVTtLId8fKviEx29UsxUrZ9bIYR/Z23wJiyqVcOXCLpWcUhAKQ6J9MNq1rsujSS7u7wURRndDxE9qnVazx27WfsRXTEcNQkJn1CkNHpvDY7DwrKs0J+mbMXddV6dfyq0C53oXHM8gtuAkFgd/LKu7+/zdRX93t79IaCwTeGPZjmlavpIvGyy9+dTT7TMjX3Q6yfb9qqMc/wxihKlAk/r5z6vGmRQuBiCFaWvHdfSBDucS+K780gPdif6iRwUdSZpROOLNgbZOXagl2kIzKKUqoyr3dqdynlLMpVRTOEEysdahZMfadndvf6graXWUR1qctJZVqfVui8uu4TSJOB+wMHLOwRutrDyb8Ee0vNYZhPaAYsxG1pGbGetZrcMJZ7IFyYJvMoV/G++aFg8LjtXWRz5ZZvmgOfFMdXFkH3XgSosjVwoo0V+AMYgs/m2WWUWZBPEkb+VVGppaCKQUfyF03qw/VPSwq2ht5QXwjW+aA8ItNWa9hdR5HSaf3aoGn0SJr0X3tRwEKyrfrOHOAL4Db4N4e+5JrAHcVdsLAP9ZpjBN42OHvI94cS/U8eOJbC+6ljmDqRfFmJyJX6d6Vm9+ujbPSHtHo7v+6egSYyEjnoLbkVp0oN/f2RBUy2U4OuyrMIebIr58QM/5i8FAs93A6i3gfnQSltVU/l0fM3Zs6BZy5XUzAkq1lmE4q95g4+QMq4aOt90SMNMKnQmssvFKvYuPBj+C20qLpP3Tfjj2I5C/E1gZy48GGybAiWOU2UwlURYhFqNyX4lESO/j3P7mx6ta7eK1kGnq7ZI1f+Nl10LwI9E5u7qW7+uy0Pbc3OuGLNmoS6NA+5Uqiy9hT3ZEDLZ5uY4VzY5vUqaAzVs0q20huz1ooXOta3uE0ro7Z0fXrF7cFYb4RW2zWRxaEmofZ25GgLN6ysu6HGGbWscW+qI6zoFqcSUgj+6E8+vCgujM4n9J6/zgz2UVZiR0Z6zX0Qc+eJW/akLxnQRJySt/k7HWsCucNhFyYKuc0ajRAhb4G4SvcvA7o8Nq0pw/h869o5OueKcQ5V0GJcm5pdw0zZDmY5DmLgzVhO47jQlgFNNibjBapqy0w6qFP8r4KYDgbwOYKDPKaIbwPWzc3/gIccNVwl8DtaWPwsUrH4CYWvkoXLDwgY89/mDP7qFo/6Az5dUF+3f0ztzW4+ls6xn+UTqVTjHWsGMBx7qSHqtgYRoamxqoPbtNmcGG8qogKySL3sycBqct25dsHvEEVoGs3ye4tQ6LWZOsvKB32W1arc3u4oIhQcwtBsf9IBw3wodZFKsAnhPX75smwPGyJlj+CopyfSK23/xVxQ2Xi28N1NfrC1fAiYoEMT3jwoOUIzfvuiFXUzrAQEGiNQp7uDGQ6ooacY0vlDB3rWx1QFbsGbmuy/wtoLEFbbaghaEtgtVV/HFs7arFXSEFw9KUxqBJuGmGcmVnCEoto/C0LS21rusJNq67M5Lvjeo5Z8hkD9k1OkmfNE1uwR8C43B+XaN22QS4q6wyMHaz4YtKCHyS2XPnz2XFLHR1vSe/6Mi8lMcAnap6SE+/FIglAi/ROlb99UAiFvi6Wnt30PWShmU1L7mCgvcMenfGK+59V54CN+M/xHyY9wzk80+hc27gMGI5MD5udNG3YW1nxYNub0qnhSEHXOGg2w35fCFLAs7vRjmDCF/Wq9V6M16c0rtNdr9eho/ufu/2j763FxKHRCmc2m6++dbOzltvOdhOkLCBks4K9sD+7Bf74z+JucCnxHNu4Bg65wY+Nc5aKalD6KBbDSfVD7q1QjII0w+67dd6sz6cNrh4t4+T5eA/mUzns5vdehWAv9G+3HnrzTe3ofV9kmaZvf91x+3v7UY573CSJNoP3nIr5L/k5O/xj+KfmcJtx0TcdkzK53HQ9wj5kQ+fzwOqsY/6Zu6ZM393l93bt2do8Z4O66uMOWSzQEHRQGlxCCYK9M0+uCSTWXxDf/+Ny7KFZdfPbBhI8cZkf6F1dpwzpfpr+5DgUfxelHUI4bbny4yJu5kGaNnpIHlLddlp5ErrTlPQ7VGlKeRyhiF00/GMDMhp5VEZrXNbnH49aVCoFOLpevAvRYjJbRbOrKPJNTh0N3FSLhP7kYJC2gnpU0D7NwZcOIGwWxyBt6aySmV6KnRQnfsSgSWlKjTTV5b+AcTWqWYqndDVQJXiNTehyOaY35kK2lWkSi5TsJGmgVgbxCTaSG/DEJCzbLfglnEem85qNKq320I+r94haHSsQucy2Sxao56xpbsjrub23nDZD8fgg3PcC8cwhF2L8NofyureAX9vo7+3199IMBCvhcoZjMnnw1hKm8INqQc6sTDgw/e4WNaAubQuvPQHFzjqAi4X2XnwjOE1A274jMgWIwi57Nq9fES0e8tH0P/iduLl8ZzsKitKhQsJNLWeBBFdb2Lu3u5wTzGkU9KUyhZujLhiNrXG2xBuo9QIzzDKrnJrJOPIRZ1KSDICEHI60jon0TLS5uK8WW+kLWx4MTOYt6s0nM7vchvUWjWjt7I6h4EiNRbolatlYZ8twHIsqTHrWaNGSRl1DB8th+yZkFMpswSzUFa0k3/Dt+F3ibiu7SJc94mygQ/aziReS+CJB6rg7ibqlilwN/LPoDtFFt+mYcoqcxXd/ZbSqtB5LsXrhM6TCUQKXnWZ0lZ+hn/x0Qmvd1UtrdIqknVZjU6zUQ36ZJAeMgU0z3c6gb0i8nQa8kMnfgdWRPg9DbGdP+aPMbYJ8NsyjTGv50DuvqNO4BTBXboXXct6k7UXQvjkI+Ebz/Cv8Tj/6SoD1NDdyAcffhIuQHe8BO6qiRQ7I3P29sd6si5GicsVcpUlWIw4Ym6uqT3cajOwBhO4Ta1Rayrv6RLa5lVd/tezc5vcSlrDOF1QbuSMhqaMbj4YUrBGEON1zmDIvQkHfKIf2dgIHO8yyP8IWQyMBrITYPwYxfMUnLZjZR9G/TQFUoePhl4MvR4iQiHyqPtFN+4+zB48U3ytiBfvr40UcflIbaCX4Dz8ijhPmA7zloX61rfO2jrD7Zl9+xpTOuJiZBA8KZS8K+KINvm11r5o6/yC5VVPxJQw0Ua3ERmbH2QWtnpDs68ZHPjomhKppGk9b7BqSEgoS6QBrYzmB0uphIZJtgmc2uKX/N6/4c1wjh0SvvtzNY5DQPiO1H3RfCN9y+XwHXGZKA74PTJK8VtCYw07oxkLQWKTlf/HaDVq8GNaS8nwDs7C85pKTkGhqG8NBX7kCkacMo0N4TonpP02SHu0r9WJrTqNRcBRzID5Ea5zsh4phiNzChxH+1oQXrup4/FX4v83TsQbyPHgy8HvB4ng3ZaDr7WD0+2g/bA0F9JklEYui/euENaBEF+wivhQwq8LYjoK+LZA/87+3m19gs6b89nibp1vxube3k2d7vaGcu/3A6l4MJFlrQaaQbBb5zSp0SGDbGQ80ZexGaOdcUsyLGjVTiHpDHakreZYq5CZaXPM/W+H122zBgxKzsBX3mAtvJGhjCarRm3S0V7EmzZInwFInwjkzdmjlihSKRjDYHnIpOWA5/VG0Hj4jP01+0/thN1O/igFxlMvp/DUvUJVEd9T5846e06P5bhY7V4YtnpJOq4B75zb19gKCY8ahYdZ/SlXpCmgBdaeaOuCgkWA9Ojf1OV+lYHQ3eAy0EqoQI0ZsHLojjUFOaVWGwwhu5JSWcJFF6u35ftT2YVtvtDgNaV0GRLH4jdZ/SZKI64hJfFr8Y+SLp1CZoZkuENsC+C3gEdJK2yz1NtS+B14p/g5a73NB/+2V2yz1du0+C34NtIA2+z1tjT8XCepgW2OelsEti0T/9ZZb3PAv20WP+eqtznh57aJn3PX22ywbUBs80htGJhMTL5NPE1mqvklwAmUXwKcuDC/REMt8UgtFYlCptLbQw5PkCNo4rMqnUN8D4WMYVHcupGV/R5JllLLQ2KRWPfkv5MNsi4xxqUFWvF12NLT8Cn/gVEYDX5xwkjBH/dwOwXehu76MvjaC6XsbYzHcuAnZc698KGBVQ91bio9ZEs+pA2shx1rO/sOcszfkFBdXYiqEnRJb8kPAH0fBArBbkpvD7q8IR1BEWspvSPk8gbh+/NPenu398/b1mb29mzrn7utbH1FbfboTV4jrTa5DRYvryIO+HrEj1ikj7RbX9FAeGv2VD/i4SkGEU3BGqAiRSXlFRo9/au29b3B2Mw1De0b+oKRmevbEi1eNedvioQbvBp9IH/+/Qs/sK6caPZquEBjJFz0oA9IPksOW0F8E85/EguMybHIBK48btY5I37nBBDGGLluym9Bl1oyn2n5r+u5GaayZ4lLzt+UM1pV5VuUOeR0hsx05dsqFpWr0qhAiZbaKNCoZGk53maHiLnyTK2+B5hLmQS7LQhR9DDFiftoVOUIZUJFZbTYemyJbKlsEFNgLGZCnj3seQPWhvVgs7GF2ApsA7YDuw47iL1Z3j5n49Z5W4v7bmi+IbRzb2yve+Va/1pl7yxmFlbuknVpUzlDbusNe9fO6srlumat3XvDVoV90TKzfebuawev7bj+pu6bMpu3F7Zblyx3LtcNL+AX4I2t8lYqktAkrr1p+/IFrYlE64Ll22+6ViGsX+0VsOS55Dmumk++WkDi6i8A/YXuH/kLRH6fN5/LZoLVq756NVWvtd8rLrq/+Hrx7xX8hfeBi76/9jzijVQul7oPvfwlm86m/ehdpSED/z2TTaez+DB6PW9FDfit9c+eP5LKZTJ+kM7l0uAb6JeVZej1L+jT96F3xKczCDKms5V/zWbTP4U34AH4ZgH6tgPwBXwtk8yf74Xv7k+lcri7+qGKAr75FfqzH+ZSuQR8A3WYGf8u/nfyVzq58oSo0/bhr+NfRzk9lBMiz8/DX8ZfJv+ElbDSeDSqdkyAMbTkNaZNjIW08MfsPpOfwCfHzGfICbxSDXqt7yS/cxZljtdXk/ZWy2wLwdoKhBgv2NAqpb2rObb4vOyqTy6aOeJkDbQMOTG02hXMuLIzk/yq5f6cYFfTOgWrk9EGlvXGG4NL7lqTkw0vfXBHi4dTsbzbknIrIb7SqQMdS/LX3KLWGZRypTtlcZtYlUrHqnLr75fGSfDiOJ+vj3uXeH9KHPc+/DV8iPwPzIYlRknNBHi2rDaoVJhB/RRJcrIj5ufhYDl8srofjFKxTKWkhkB+Kq/zdIiLD+k1//0uzXH0u8FSQ9htBjezOvL+qOc+b0gIVV7TsGoN/orV5pVy/8zHXyY05J9gn75W7eN38d+Lc/VC7R4Uxfsz4n0IPwseEO9frH/+TfH+pfoYu8T7r9d+L/OKY365dk9YyV/C+7PV53+dmCU+/9X69x0RP//N+v2PxXup5lsj5JVByCudWMeJ6FezzGM6HfIZDKbeLPIZNKy+N6vL6kzFr7RYSQGyy5jpScg1k9JeZ0linGj0wnhccdVl2rJ/3YmYXrVdtC0yfDDav6HF3daQUKOtOZpReXPdicbmdN+CvnRs1pqirTkXVMjkMqDQKF2JRq9TMKnSMxfOTBPPt460uKAWplRao9sm2A1mQ9zjjQaE0vz20vySXanRUXKGsxgEp1av1fAWxhv1+Qtzq9jgu/g9Ih2+Ld5vh3SjRDp/R6RLVcYg5i0+Z7KpVRhmAy+ApzEV5oMAwQb/vjKGyXXPQ0rIkQyJmeskK9wi5iuE1BD9QMRT03MTVgljAvc8Q6gMAXdakJO/l9GmsFdIWBnZH0gymPeGTEqC+CruVqmVBG0gTerzsxmNAscVrBo/ypjkRpV4Ckbkn+/K9ov9/m613+fwMdjvJDYf5RV8RswreE9ZnUj6aJNMzC7IU6fAEQydobynTPFJE23yEWTYcQpJB0aiqc22wRkvcdlp2NxUC0NzVtPxBel6Ljb9VGI+Wx1wEPiXacIQ8zsCJob46J2Emg/Y3CEdzhx/nCH0sF3gGdmN+wmG99ndYT3OPE6ojRYNOjSjBLbKL6C7i8vUFh4sAp28VU3gKIPieUBI7VZj5Yw4Xg6O97NwvH6sfBID4NnjJGk0KqynwD2wiQNPllUKuRFty7oYJP6EKP5ZyZ+vz1fWLDpPHDICXH0wLjhWU7YVtNXHBJ5bsepfGUIX8doDZrVsNmNjAG1RDxAqvcfqi/OAJt6r/MlqhSQaR30m5LTqa/Yur6fT/jUVoyAItZWHfbbh34PY9z8wD5YZ5ziFegKcHMPMEJGcPKawqY8YoZSNU84jMknMMqKH985Pzr5TrRaPFqWkXINTHp5DWtlH+qqXoyueDI6isxKVH7Icx4IXMyiWoPIGmEFzhMsXbShAmG/hwNNRXyCULnFm3qytLA4jX6bG936UoKFsCqg1Gl5gaJrwW4MB4bQ66GIYuQvxih4yvsgrtZ0vAAmZNZ/LQIYRX0RmqYp7EnhES4G6W8/JSWSD+B/r/J6qVOJQIgRXTSJCPigRNPnGV4YJfZ3nP/Xxukzgo6JMKDXqysB55KdW7SDETW6IsmeNG3UO4RT4MYTYZvDWuE5HeSbAT8tajDI6nr85cCiABwIK+/MapNSE5xVVpSbVLChVVwikEtQi1RUaEAWSXWgCkliL3qhoOQr62hv864VIbFvva2av1/zyPXcV4m3Dvyu0RXOlbKhjoDRQ6iDOtC1zOKxWJ/6Yw7p6U36uiVv+95hwJFt5K5d9KQznoGrnIIXdmIDWc3+KIfXz1rjKelqNems7La/1dtqa7vTemZxAIa7OcWKQLt+w9eENp1CXvrX5vmyu8CpfWNyZyjQvLNpk67d9dnVc6g2EF59cU1jY7K74rU3LqjZVtLGYF2seNbgmwFtlg8LMmllMYTh9s/OQE3c6ZfrTNOqV67TsAhpC/CehilrRh4vXjaoQAtIN8e0una6yDnURPKjV67WVd36l05EqtepXwKjTEc64R+qjKxl33+eKm5ycfNQjYfyqzcWasP5xmy3Jw14e82GYTzsBfSdd0nUKM2lNuMmUi5ReIOgf5FBn9T+MVDt7/sY3zKjgXXKkCn60U4J2Ie4pNOR99cR8YspDhXzKZ0JYidBI4EdIt/gLC1o912xwRzQ3sno9CxQmF0qNtnjN2s9tKTbt+MLqwV0iWiKXSdhHy/jKS4sHrlcq73HHoh6nrfISZ+TUCmthw33LV352a6NTRErSnIiYAnoHjaMmFRztGGuWo6nRYKz5hzsUBxW4QkHY9UhKGUnlZUWdNyJucGbqM4ImxDcN7qBRZatv8N+HiqXgX4LFUihUKsI3pWII/09RnYQr/4qu+E9QlrrKu0CNrlK/ELbB1JgJgh3wFibHqLrOnZ6MsvoIUESPCBVrXyx9oTSnVVwEJcAxqsZOwS+zQB+/Msb/sIY+pDqMU5Cjur9kQrm9C/VHPGAuzGs2hH1WGaXSaJVqBe3VW21oMMSRwsIWt1xFySi3kPcqZCQdaMABC/9VaQxxGBbDGkatDCIuqwvrbIEAheloq5V184i6JMZOURfqjLOZTDLLlS6o+4By/19A4dryMMIFKO//m2gZyh8yUbJvI3qgvp2V07zP6QryKo3xe++oFfhvlCg5tJJRgHLl61qO0+I/1sJ/lV8CO0rGT8AXldNe+WPlCwZdXW4hbsR0KGaGhSyCKUQhZX8gq9Pv3DsXCqY4/VASu6Ak3mP2Rgq5GJRBwpv0QdF7Cc3N+SfcEm0QBsWi0EKovJhbo/R4eDnStNCDBT9+jvcoWIIOWkU5I2jxeVkJU0yZ3KyEkaqkIRCoEKaTqgnU8ISobWVefzEvvKQIZjMR8qRQKASC7l3OqJNXffYLKqPNb9kb8la5iDn/Jx3Dsjh7/l3xftzro3m/uTIMnrH4TLTPW5UhhJuxPJYa96ksyVPgcfheDx4/bmHDfEZEQzKMr89ufV+66i1IaI4I8gbjxX3WOwmTkBdyNZoS1qhjwOR1WNmX5EqFXIYHcgVPyLHc4rfx6gcYTsMoAQjkc15C7RYPNIIttJZhlHzUVNms0ek0+PMul9LgNld+wbtsVq1Bp3XRYCuafynWoYr5MRZqBGgvtOBnsNkMfjau1P9Ashc/IC9jL+pVdy4qy0LMyqw6vPz0Sfi64rmvfXPeSGpGzDi8Ar3K1qz+3JbS2ddWPril9PX/e91Bf/viwo03+DuWiv2o+hrQ/nqx1KhLgaRWjTpSpjC167RcTjlPcwiFUdOdsGllUmp7xpdYMdGwHokM7RvMBxuLQb9jomFDpND2DauQ0CfSnU2y37Zt7Av9UpxuSCyOd2wYdkLpebtc6xf0eSAmyEEL4dd6qAnw8zEMi0yAt8c8aS2Sbo73p59/kX2d/RlLsKw+ddoqybde4gDxdBBCBahGbjaJ7MWUhCdBAkx3G6tdRwKOiuIAYmoMP5YbI36n36Aiuk2ZuB0Nxmt+wxnVrto9s6c10kGTv+MDKUu6qaFTknmUDOmZxnTl1+LYXnJYcVyzdWRgnTWw6kGLEZfZvXrFWETSmVWfBuMx9yhGwlEd19Iy5gd6RHKlRHKIJM+eP1vl4VqPp4wafo9e+xxSQCd08B8e1+rJ++L+80+ID1/oj6fcSP6rvhLmwAKomsxboti/NaaEehJJ/A+IKrNl68xWqygm6RjRltalg3r20YHr5yei+VxsVteMPqh1IjL6i48Lc/bPA2dFC9O2uH/WbPDtqnEANZ8H2vvesp1nfAk/TWHQv0kmaR+RKnqt8L2PzDvCF7o0WbHYMaqKmDFBDYRWpLLSfyhqgJju1FzgqVV9mtobyaE7QWpsMW8g5WJlG1cQWmfKL7pvp3BZIe8SIFa9cR9BmwSnO2SiiZtuIJTGgDselhH4+6yeJmQ0RAT3VrZp9DRJ0Hot/hilU8IPKlimQoE/Qk9YRqg4dUUN/ozyf6pMSgNTz/8NfkI+DoelwwzPcWUlczOpuyD/twizIcaWdq4AWEnqHSFrJqIcVLR2BpNmGVkJyUZotRI3WAFnMikYg6YygL47DWJ4m2wxxJ0+zHwGsxCdGEt0YB54JYkmUX1cKXpAXtt9aHO1r+uZuabZ4mxf19u/pslyr8YZd7Zl0WtHCn9lJQr43PTpZdXr2oW7OqwfO7RgZ4ftE9LaFWjD7bJhzImZRxnT1+DjacwGO0CIHci0ZacnSEZnKuXoTZtUA0YyX3ZKU7lerWbpj9yh11HqB2ivP2LcTavBPrfF4vaZceUwYxIcDmq9Uk5T56+1oueWQTuelC3HEphrTI3/f52dW2zb1hmAeZEsUiRFSiJFiRQlURdSskRdrCtlyZIlWbIdO7G92K6V1I7rabm02YbCLdIFadItg7ehA4q+dXvYHgdsK+Ctt2VIigEF+rRh2EM3YE9FtscN2MsGbIu6Q0lWHCct1r6IehHOf/7b9x+e/+gw74MhA2BwHIqDb8ho8L8No340ujHo8RbGwvhCn6OegJTQX2E4RvhWM5cvSWlFtOAkwRBKdiZc3ihL9vjS9D5cJGj4m7NCXCsKry31YkndAdYtYa+Pwjk74csvxpXOyk71WmAY4y04hCSAjRqQclgX30ObvwyFzLF7QEgdiMsNTJUfNxnpjxdIo3cyymC1MMhVhccn4Ro2YsJIQjt9uRqeSQcAuay4RYzl/J2lladLhN1uLc8tT1X8WVXCrFacJsOZWuzS11cXn95DhOr5mQBpd05gbtnjpx30bKlccwckvllKVJy80yn7fATutBPbu6cusSZrb+jbKpxDFkzLYF0cgYKHoHBAm+/4ggJYpQl3wOQshhXGq01jZg97jEb9/8XRKxfDD1Cjr3KBb8hKVOrfnyBxM0X8foIWJgNGniX/inx8H7FXDkibjTww0ZJb013wAeWwmlhnPybCv+l3DX2fgsNIxNQC5Aj/ynBE41+g4oa6w09Q96dre7xt/tiueURdfLaplqOCBcNxHPOEU/6FtYWnpLSbtanwWYqhbf1/8Sm+2K0HkXRlr6NgBGU2+0K8SFBEvTPdIlwe+IzmDYV8byOopG8MdFkAsVwGfhKDdENyDUiuqma/IbkdSJ4/FtOPSj7sbBnx65Gzn64T2+DlcHOnstLTWdyd6PTa2RIGqhbSzHhjUqaV4GB5J3tl59vF6UjDy/hTfr/msyF1Y9NG//J3V7Te7lYzSpkwl0/hLTgW75yfcikv3WjUeba5lXe51Pzwbho4ieRM86CmcN4F2agJsUZUDjzh4X43PD4Fkh8oGMmhE7j577iqeQO0Gcb7H0gS/BbrNJlZyc1TD+7wFEbZrchuuylAKMh7AWQG6MoDqVAWUt7l8Xg8EkGle6MEmBnkn7GZs0dV4ChgxqZ+rCXROIw5uhzPyI0zB7evHyxvdk7duFHr6uLc4trqG3m9UCSlZHAqTdU65UKtNl1FmOdf7j1X+4oW3W7sXhUzc/Hpnai2A89quXyCCwZ8dm+t/wNtLhRopbOlHDSytzqwdxzYWzkUikZmkCRLypiDOnJVC1o5kRlMgxUu/Bmby0f3TA4mUMYFbf5SW1u2EVaSMPOy5s22NQ4ObKX0lSk+1NiprPZ07ntIrSJrEpWtKW3kL1pvrzsXcxCYJIRcOIlPds5NgcVNeUOv9tqq3vtO8qUrfDTnnZnzGedGobcRDb38kEFJYIIaYFAS+Gv9/2OQJs3sNjvbuluq7rY6Ozr/qs07KVXTxmddQ+xrr3RT6e7NM6PnxuKFkuuFbywYnwOf24I+QEh0D9Q3wi8o0nUXjC9ABJDANJAAQOi3R81hYwqdhBBJkP3vU6SNuH4rbCVfs8rBKHuVIP8pcS6vxMF35tiqx409BWpi/MGfXMPc3oE+RPzoVUgzZu4A4wXAyHHwRI7N/CF80BN5Gz4OH8Tv6fdojnHfkOMCMVUQtbBgwQkrze3NFdeKIhObL30VjnqgT0quiJp0XQ/kNcWhZGgn7Q7wAsHIHq0WCVSbq7mLhmyL0JuICOxSh+KH1dB7aPItUTQnY+8D6YpASg48GWChKqi0gKDZLwwf+Bh8xPhirxwqa/4JbMKKWQQl42vNL23lCJrGS43FdFnKGEgFC3v+/NIzz51ub23Dt7Jn8qKVZswW1st6KZoqpqYKrOhx6ulIlnEyjOQWcFpeXa1t2U34+iB2UtBdpIjujLjjC4PZvYMGBYIwuFMDYVP/3Nwpumr+iAIW5MC+ZoL4cMLmUf3T0ZqV/DP80R/ha1P7VoKw7ptIN6ekWfgUSeOonel/zQ3f7L8x/G+rNxEW3TziTnLEnSTgzlDbA11/bu4AyUfcYZV2r64UVLcFw3AMcwc1qb3cWheTvMMWgVskTdn+69LY/EY1AL+ePVuRLVbCZPZILA9iuFiZ0jGHC/aqHkny/BBBPJn5YR6qgviNAj+JQcUhd5Ij7iQBd2qAOw/j+Atxp4BEg/Wuvnyh4MT4ydZuI53HaJIgzIyoiqnZGAv7z6V73Zu5Uqgm0L6ENF2Ef5TfrMrpjf2Wuv6lJT1ImCwOIcACpwpXTsedgYtXSgWnXV/SHO1RjQW9i0TQ7hFzkoA5NcCc+pOY4xwzJ2LcO3EfiyREP2Xq9//g9cI/djhR2e7mnGTf7iAnQCmPWMq6cQgLZOmfDvIcD/JcCjAH51RVllHx3ijhAcUB5hyZ2P4pzHE9ihzXSeJot15+4ZXFtcb8tRevXW60l0+/ni1kc9l6WqOqzWJ2ulKahl+88OzmufymKq8W17Y3F7KrsrIG2xUtoYSnJHex/zu17BfLk5PpxNC+h2P7As7kQawYnNEMuSMj17QcM/BnckZ5MmaiuDs+90wzvmCzgigxc4G4mG5OcrD/rHb1nFzrlpd2C+xtuKL7EyKZroSbSELZOLs8HaKtFp6XWODP4crypFPa282tV+XM+r56cYuVE+58eVDrQ580zALQOwXZfg1y6yxEoWHIMC2XH0aJsVVh+rfDhhPh85efr9z7mKMl2cLFQ9ygX+gn5p+ZmIksRELYIWmGBpe2GL87urYF/QfN+P/zEc0w9ERWUlpxjxAzfnfH8nOkjWWA9bFDI+2AtQwqc3IbefXBPpa5DUH/A5nOF6wAeJxjYGRgYGBz6t/36svUeH6brwzyHAwg8ISLvQlG/9f7V8yxj8MQyOVgYAKJAgB+JQxlAHicY2BkYOAw/DeZgYGT87/er2cc+xiAIshAiAUAisMFyAAAAHic7ZltTJVlGMf/577v56BIjlYBJ9TRkLJMiZUEBxAmyAERkQUL2cqXFlEW2rIEE5rNqKwzp6sPOVzwxVmjxVovmx96+8JcS9uyldn64FqtrbbWxDKp0/9+DkfA5xDHENnq+m3/3W/X2w3nnOdcoH5CBYh6HfAd59iD750vUKiewmZqox5Gt0pFuspGp34UysxFIfUS1UQ1UgupDVQDVUKtUMvQa04i3XQibIpQ5yQjrH+g+hF2Aqh2UhBmvLA6BG02cH8Twv6/eFZJtWKtWUG/Xdw/ilJ9FilOIV40R5CWVIrF5mak6s9xuzqAg9Td+gxCZjW6dBOqONYYP1apZxHQnyDT7vt+5z2SI6f0l+68y78LXXbfrHHtuxT3dR6q1SDrXY0O5yyyWWcW/dP0Eqx067G2vI+bi/exuex9bC69Hdep+bjW1u7WYWtmPOtr63TH4cgQfy7CFcK04oYJz0JITijGGDtTgG6+HpqtPHb70D12rfeOX8fD2vA11G160OSJ1zPqz/fdP8biecaF+YMj/k7URw1fVFcKbrWjv4p5B6Py5P4ajWPHSe/x52gMk3NRvi0ot/L4PInMcTn7sTuRXK7tMmT692CxZ9/gRv0p5nhy7cVyq9g80TzxSOpEVdIsVPnnoupSff0fIzB7NgLmGAIX5lsQSMj33cTsYvGsvb8WgVkve3PYMydtdC/pXm9sU4OaRPLFw/cbutwYQbSpOZFT/zbO5cA5geoJz/g8M28ifbIY1sYpQ3rSHmrR5PaJ2EwF9QHy1RCaVQUKOAb5zAr6PsM8PrMz1Hk0+3agzrc7clJ9yPkTaDYP0/YcNcTn+VD0s0uB6yCKfX/Q73x0z2QiS71GHeJzPog74uZupfhOVb3TecPpx3fafZ1Gx9MzXY0gCMLE8Hvd8emMr0uR5cn5GIqsbN/isR+OnIsXR63DI9R9ajv2U/fH+sdYn5ZwPU+j45IuMI2Yw1ijvmUv+St7vl9Qzl51gf4RdexPW/T7yDVlqOU8FKcnvn5MT1wf64vNNjSpNzBP96JeP4Na9ocL9R6s18fQpNcjR59AUH+DSv0q7qQ6qLXUXdQSahO1kgpRBVae+iomrK9e56JEOZiv3sZyNcDvDz8jW72FcvUdatRBLOW6mPN89sNFsfv7BlFLhabiq95BLn1z1FbcprbR73GkqoeQp3bgFrWRMV/AAtWGzITtvoosvRy/W2cnKu2oh+N/3xEEwYv5CC1TjaGvQYZORrtOQ4PejHb1HrWf651o1A+g3TfAtYNF6gxHrs0BntnzPjTaPTfGVTx7jj3QAD/z2tFmY5o++hxlL9SPq9U94//OIAiCIAiCIAiCIPw3sf2gOyaP9IsjfaY7n6TPdG36ov8Dt2durznSZ9oec6buJAiCIAiCIAiCIFwZ1PMzXYEgCBPhe2WmKxAEQRAEQRAEQRAEQRCE8aityKMaqDKqgrqJqqHyqeKR8/wp5WhBAbWOClGrqFyqniqhKqhCOx/rEzk8tXsJgiAIgiAIgiAIwv+LyJGZrkAQhET5Gw4jMGkAeJztwmFMkgkYAGA0IzP0OCLziMzUwIiIIyuO8zwiz+MIiRAKiZCIUPmIDME+OEVEpOYaY40xxhprrrnmGmusNeec64drrLHmD9eaY6051/zRWmuuueZcn2TMU7K567ZrvXseHA7HXOLAXcdNZFGzrmWNZk1mE7KjG8Q5jI1VG+fxY/gEfmJTeNNUrn8zZ/NYHivv0RY1oZgQz8flG/JfFlQWzP0wSKQSQz8KSTkkHSmxlbU1TuaQY+Q321iFlMKR7bLtr4uGf6qhiCjxHdQdfiqRKttJ3hkuJhRHdzF3LZQEdhN3j5XKSh+Wyco0Zcay9+UD5bHy0T3SPe9oWtoYbZyWpM3QZuk4OoFeRK+mJ79FFYZ/SKy2V53yjMFniNNuLHm70j7vvqdMWdq9lOQKM4v2szG3MZMfsaox9w+UHGCmOTDeDF4sYmuWzLBnP/m5coknowmOKu3ZQUaa56Afc3NtleZDksPMzzmSwy3lPvnFxwv+yl6tipRBoirxW7w6/HuUz/voaN7RkUWCoU+OydfkOuaqqapx/zt/eJarrazlrzL0Z7NQKzSt9BdjncKiHJFOFD/OPO4Ti8R3xK/qBHV36yYlKsk9yfsTesyQlCW9Jp2STp20nJyW8WS+ZR7KZusZ/zFJvaU+WD8MwNckz10nXppWbpRb0gLLJBU0hUYRVEQUA4qo4kEmp/BfhfxU6DTp9LCSqgw0kBpUDdMqtWrwDP4MqqaoO9SzZ+OagsbsRnfjuJas7Tt3+FxEV6K7pXt5Hj0/pxfq+/WD+tiFwgshA9mgNkw1qZoGm141N7cUtFhb3rTMGflGoXEI4SE1iARRIjrEhLQjLqQPCSAR5E5KDBkx5ZpEpthFwcXb5lJzwJy8pLyUaM1NkbaGWqcvV1zus7AsN9ry2jxtcavSOmF9bp2xvrXO2/A2oo1iK7exbFyb8cvaaRgn+D+64v+i0JVbKAElo1RUgxpQM9qOOlEv6kODaAQdQKOYB3aOnWcX2IP2iKPQ0eoYBQAAAL4/f1MxLsyjjiKMvyPZmd0p6OzvHHdynCFM0pnsqui62TXuIrp8AAAAwHdnBAAAAAAAAJDBQjev29c976519/fge7g94Z6FtXn4ng7P415ur7v3uZfvtXifXGWnSFNMAAAAAAAAAAAAWAcnAOBb8QGzO5aXAAAAAQAAG4UAoQAQAHgABQACABAALwBgAAANAgE/AAMAAXictVlPbxvHFR9bcmw5tlEUTROgbTKX1nJKUI4DOIB9KUVREhOKFEjKik/BcHdIjr3cXezsimG+Qz9Deytybj9FC/TQHHso+hmKnnpof+/NLLmkJMMNWstcvpl98/7/mRkKIT68EYsbgv/d2Ln5Iw/fELe36h6+Kba3fuXhLfH+VuHhbXFv63cevgX4zx5+R7y79Q8P3xbPt+ceviPe2/6bh3fED2697+G7N05v/9HD74pf7lgP3xPv7fzJw/dv33v/Xx5+IH7+0RCS3NjegXA/ZKkIviEebH3o4ZviztZTD2+J+lbLw9vig61fe/gW4D94+B3x462/evi2uNj6t4fviI+3f+/hHSG3/+nhuzd/e2vXw++KFzs/8fA98fHObzx8/8EHO3/38APx+Ud3xLdCiifiMT6fADoRRgQiE4mw+IxFjrkmoEyk/FSYMYBiUcebhojwJ0UfcxMxxTvLI41vDewLPENg3hd3xTHgEea0mAOnB3oaVIZiwZAUHdBegHLBPCNAE5ZF4pMAZ4G1JRe5lPqx+BTQL5ajz0SNJVCgkAJXgq8CH6IRiNce93OMppiltwUktEuNhpg3rEV0rTxjtoQU+xiP8IZmFdthXUdHJ/GaSuZS4G3A+pb2nWNtxjMFsEK2m8T8lOdORBsykXUMr4vZss95vWYMLWbgSXYO+Sm9RCWu5HnLXjWQpfTfSg96n0MKg5UWVhDfyiePn3wiT0yQJTYZ57KZZGmSqdwkcV02okj2zWSaW9nXVmcXOqzfv3usR5mey16q4+Ei1bKjFkmRyyiZmEAGSbrIaIkk0o8/lb+gr89qsq+idCqPVRwkwWvMfp5MY3lchJYYDafGyqhKZ5xkct+MIhOoSHqOwEnAVNqkyAItSd65yrQs4lBnMp9qedIeyo4JdGz1c2m1lno20mGoQxm5WRlqG2QmJf2YR6hzZSILUzTZs4a9ajBUkRllAPZhuwiWE/tJhOfltHnGiVNdLFeLlpZ9Jj1F6ehcu2Id7QVHiV168im89gRP8UJnlpR4Wn/ydJPaJq2rObqgVRyClO4hBxiF6GsO5vFacF4uFhMeFwi0EptSb4YxpaHhUKyv9IH3lMwzFeqZyl7LZOw8toy8SZYUKU0HySxVsdHklLcvUuLKGBZIpwIUdoFpxSOfAlIcMc0Eq0WnCHaVfYRIkEdZkuRvMtQMS1zeuixXnHnS10DDRhhjdsYZtsBoDijn6mQhyAhwxAI401EVMHhOfP1wVHN2hOMZc54HrGzsY4GqV5tNMcYMmaDgumKZrvYVynCmuwphuVZadq+r41THUj9fcpmBTsQGTb2UMWZmzNXRtFw/VhIQx5R1ce4oneFkj7iWUn2c+npOUrkACVh+wxrny2rvbOa4uOoWe71cgI0YcyVxVSOy2te8zmn9GuP6pdR8yNRmTGHBdih896rauwz72Nf3jMMn9162y8qt2dfSJ4HTxsk48TiUud946jm0cB66WHpJcYxQ0s3W9CqDPYAkivkHnv9mSs0SVD8URRVblLzMjOVYzUy0kHOTT6UtRnmkJXIrDk08QQUFaq5nWBmHSLUsRh2py3Yux1rlRaatzDRKrsnBI7A1aWcKXSBQKWBaMiui3KQgGRcznQHT6pwJWJlmCfKO0g7UoyiZyyk6gTRI5yCXJpY5NQZIhiUoyDF4Id1HZsKEHaNcf51jsXmt62XBfGjlTMULGRRoQE5uqhwxOkKmoEtmLJV/rWYSBQRsQHGCGWu+AXqeQKELUklJdIuZ40VlIpiqDILpDBal4Ms5IZ6JPfyFvImgQJ9dqkB1X+f2AC848CfsINqELDCrEAJuMyGmeZ7aZ3t7YRLY+qwsUHVUuL18kSaTTKXTxZ4aoe+tZHASRFy3KOzGnFIu7RxnpguyUREoO05iOAAkr66WloMz5RRwm4aSHiXHS5bUJcSCA9ltJPLl5qjELsM38CWGgrHG9ZTwUr+JqpaTlJMl9mHsqGg/Vr50aA58w5o76UYsR5mAmxuc3K9wJSG7NDNe6lB7qx7milfIts59kXTbWce3tuSzqYFL9jnbKeDSdpXN5l5TwxvTiLegbqN82fa0xhXAXeA/WtvwXU3dyfB9bVvdTromJH0bydlzwVo539RgVbw35XpeiQHSxOnimlrZtbNlgwy5RcTcKtS1mrrYU2tR5Qps4p9OKwcXnEduOx9yuTV+K+7oEGbEJfv6GHWHnth7ZkW9zBBTaX5Tbi/G29kdgugz9JYe837MNcPS0uuRXWPvKIbD5VZg82iwmQ27GzVD89Fmzs3PcASQZxXmyEoTYJTv9jzNrzaOG498Bq8qxqpxldL8Nwe6tzxAyZ9u0OiUNOTPlhH9CnPOV2XkuEYa+YPXKsLfdCgsI/P6g2HpvdNlBtnKBtz53UWD9vxc/Y+9/2usd+YPbeXO2LXxifd1Gc8uvlK/sXMcEt4mKta1jBYlVofjzbr2f/DH0kqKdSfbGV/zQ5+zgd8axixr9ahpePNoOT69jNf7F/Bg/XgMjz+q2CisbGirOfHW9MRqE15iX13lahtVrrT95uqIN7FmQ+9SrtXVxSpzVh2p9GFNlIcJOjSUY12JkJSPCxHH27TSaZ3UI5ZF+45VLH1ZrSfOh3ve45YzJVrKUOb2eiy9vVWrnd5pWe046zG9ssSc7Tj7nn4su0LBhyFnGV2RIOQn8VzZ5RUwgkoPyd9Qk10HCFmDsvM9u1TN3f7uguGrLqxi7hdlx6keKcqecVVdWV9luV44f4287lf3X3WNV7OlBSxHaszUXSZdPqx93yio9rpj0WKMnjjE6Bzds88zbcxJVNM+3rzA6ACzB5h5CIyBf/+QPXbOPekYeGfc7xyNPp5djF9yrTsUksc0+gL4XdCitS3xJfNogdqAMftM+wSzHXy3PB6taGLmDGOCj7gaOn5drHJXcG3fH52kQ8zLpYbrUrWZYynZCUZ90D/2bxug3WZ6JD/xP2S4u5Tz0EvaYBsRZaLZhEQdHtHsGb5PgTdg/g3W2UnbZR0O8d7p0mIJiHPd6+rwyD4v/BvyEcnXwd9Kqwbb4JilWdmvie9TSE70j/B2yJ2ih5UHrOmArdfyNiNtOzxaaeU81WRtyKpkgwPAJ/gcLW3X56eTpV+htm67c36/wnL6NfyzyZbr8ch5o8mjIfuK3ta8L/usxybXc47EFmM1WOPBMkIOOXqd9GV0Oh69iiSOH/m2KksZ1fINOeKolO/PvKcv24Ws3mCbkFyDJefrKLv8rNyN2SJNI6NDScfGunyZFDhcL2RhNQ7VxvI0nZmDTKtc12RobBqphTv7p5nB2wAoGt8KJ36dzUyeg9xowYfy8poVp+oZTvdZCYyJQ+3ypV+aJWER5DW6ubjA2hqtKRngKD+fmmBakWwOpiYOoiLU4Ur6JI4Wctc8cte9FXRQeJO07nbYxBOZaZtnJnB3FyUDvrIoaT1nC+wacMn1jO4XM7pkCZN5HCUqXLeecqbSGamTgBWeRZ4WuQw1qUk4Ux2l6xaty0a88OjkEMNXKlMzMjlfvN+/O4TQ44SuVkhob+yaHCkLaZN4eQdeumHXXxTouD43r02qQ6PqSTbZo9EeML/yt+WP4GAODL4wITJXX+9fdS3/F4/RIYzvyNCvEmhFxtEXOkpSZ/D1HwDImGs/AZB6p+Qgy9fa0B1m0Fg3yRSsE9bkONOa74enKptAa7Iz7AWvgoBMRrkyMZlF8Y8QZay9vR4kkrI2CYyiGAmToJjBK8r9VmAi2GaXKK7pKwf+V4jvHrFEIV+eOU9cicfXcjRdCbmaDzmSvnwdGcSq4020MvczDDhwIpGGNbr6M2P61myQtIBCdspJC9KjghLY0qSPE2i4B8Wtphu9JDXuAu5aUV3Sg6VLHG9pFmI+TWZv0JFSochiCKOZQJhIm7Asr3SQlyG2imQkQGg4+Z6VYa5GyYWu/JwUJzkljrv9Mz6ZXaz4V3ZKF4gjvZa/qqJqRgLYHOFk4KTlVeWbTOCy7rglB73D4Xmj35LtgTzt9160D1oH8mFjgPHDmjxvD497Z0MJjH6jO3wpe4ey0X0pv2h3D2qy9eVpvzUYyF5ftk9OO+0W5trdZufsoN09kvtY1+0NZaeNfATRYU8SQ0+q3RoQsZNWv3mMYWO/3WkPX9bkYXvYJZqHINqQp43+sN086zT68vSsf9obtMD+AGS77e5hH1xaJ63usA6umJOtFxjIwXGj02FWjTNI32f5mr3Tl/320fFQHvc6By1M7rcgWWO/03KsoFSz02if1ORB46Rx1OJVPVDpM5qX7vy4xVPg18D/5rDd65IazV532MewBi37w+XS8/agVZONfntABjns90CezIkVPSaCdd2Wo0KmlmseAQqNzwatlSwHrUYHtAa0uIoMf/4vL3vf7oJX/AfDe0fnAAAAeJxs1lO0JFkbtusVth2xynalM8u2bdt2ddm2bdu2bdu2q/Ye+/+/9ebB7oPOedA5n1hj9H1FJqAJ/98/f/mEoQn/P/94Q/7ffyEJaAKWgCfQCVwCnyAkSAlKgpqgJegJRoKZYCXYCU6Cl5CYkCwhbUK6hPQJGRIyJmRKyJyQJSFrQraE7Ak5EnIm+BL8CYGEUEI4IZIQTYgl5ErIk5A3IV9CgYQiCUUTiiUUTyiRUDKhVELphDIJZRPKJZRPqJBQMaFSQuWEqgnVEqon1EiolVA7oU5C3YTzCT0RFMES/iT8RXCESHiY8AghEQqhEQZhEQ7hEzYiAiIiEiIjCqIiGqIjBmIiFmIjDuIiHpKIJEOSIymQlEgqJDWSBkmLpEPSIxmQjEgmJDOSBcmKZEOyIzmQnIgP8SMBJIiEkDASQaJIDMmF5EbyIHmRfEh+pABSECmEFEaKIEWRYkhxpARSEimFlEbKIGWRckh5pAJSEamEVEaqIFWRakh1pAZSE6mF1EbqIHWRekh9pAHSEGmENEaaIE2RZkhzpAXSEmmFtEbaIG2Rdkh7pAPSEemEdEa6IF2Rbkh3pAfSE+mF9Eb6IH2R/5B+SH9kADIQGYQMRoYgQ5FhyHBkBDISGYWMRsYgY5FxyHhkAjIRmYRMRqYgU5FpyHRkBjITmYXMRuYgc5F5yHxkAbIQWYQsRpYgS5FlyHJkBbISWYWsRtYga5F1yHpkA7IR2YRsRrYgW5FtyHZkB7IT2YXsRvYge5F9yH7kAHIQOYQcRo4gR5FjyHHkBHISOYWcRs4gZ5FzyHnkAnIRuYRcRq4gV5FryHXkBnITuYXcRu4gd5F7yH3kAfIQeYQ8Rp4gT5FnyHPkBfISeYW8Rt4gb5F3yHvkA/IR+YR8Rr4gX5FvyHfkB/IT+YX8Rv4gf5F/aAKKoCiKoThKoCRKoTTKoCzKoTwqoCIqoTKqoCqqoTpqoCZqoTbqoC7qoYloMjQ5mgJNiaZCU6Np0LRoOjQ9mgHNiGZCM6NZ0KxoNjQ7mgPNifpQPxpAg2gIDaMRNIrG0FxobjQPmhfNh+ZHC6AF0UJoYbQIWhQthhZHS6Al0VJoabQMWhYth5ZHK6AV0UpoZbQKWhWthlZHa6A10VpobbQOWheth9ZHG6AN0UZoY7QJ2hRthjZHW6At0VZoa7QN2hZth7ZHO6Ad0U5oZ7QL2hXthnZHe6A90V5ob7QP2hf9D+2H9kcHoAPRQehgdAg6FB2GDkdHoCPRUehodAw6Fh2HjkcnoBPRSehkdAo6FZ2GTkdnoDPRWehsdA46F52HzkcXoAvRRehidAm6FF2GLkdXoCvRVehqdA26Fl2Hrkc3oBvRTehmdAu6Fd2Gbkd3oDvRXehudA+6F92H7kcPoAfRQ+hh9Ah6FD2GHkdPoCfRU+hp9Ax6Fj2HnkcvoBfRS+hl9Ap6Fb2GXkdvoDfRW+ht9A56F72H3kcfoA/RR+hj9An6FH2GPkdfoC/RV+hr9A36Fn2Hvkc/oB/RT+hn9Av6Ff2Gfkd/oD/RX+hv9A/6F/2HJWAIhmIYhmMERmIURmMMxmIcxmMCJmISJmMKpmIapmMGZmIWZmMO5mIeloglw5JjKbCUWCosNZYGS4ulw9JjGbCMWCYsM5YFy4plw7JjObCcmA/zYwEsiIWwMBbBolgMy4XlxvJgebF8WH6sAFYQK4QVxopgRbFiWHGsBFYSK4WVxspgZbFyWHmsAlYRq4RVxqpgVbFqWHWsBlYTq4XVxupgdbF6WH2sAdYQa4Q1xppgTbFmWHOsBdYSa4W1xtpgbbF2WHusA9YR64R1xrpgXbFuWHesB9YT64X1xvpgfbH/sH5Yf2wANhAbhA3GhmBDsWHYcGwENhIbhY3GxmBjsXHYeGwCNhGbhE3GpmBTsWnYdGwGNhObhc3G5mBzsXnYfGwBthBbhC3GlmBLsWXYcmwFthJbha3G1mBrsXXYemwDthHbhG3GtmBbsW3YdmwHthPbhe3G9mB7sX3YfuwAdhA7hB3GjmBHsWPYcewEdhI7hZ3GzmBnsXPYeewCdhG7hF3GrmBXsWvYdewGdhO7hd3G7mB3sXvYfewB9hB7hD3GnmBPsWfYc+wF9hJ7hb3G3mBvsXfYe+wD9hH7hH3GvmBfsW/Yd+wH9hP7hf3G/mB/sX94Ao7gKI7hOE7gJE7hNM7gLM7hPC7gIi7hMq7gKq7hOm7gJm7hNu7gLu7hiXgyPDmeAk+Jp8JT42nwtHg6PD2eAc+IZ8Iz41nwrHg2PDueA8+J+3A/HsCDeAgP4xE8isfwXHhuPA+eF8+H58cL4AXxQnhhvAheFC+GF8dL4CXxUnhpvAxeFi+Hl8cr4BXxSnhlvApeFa+GV8dr4DXxWnhtvA5eF6+H18cb4A3xRnhjvAneFG+GN8db4C3xVnhrvA3eFm+Ht8c74B3xTnhnvAveFe+Gd8d74D3xXnhvvA/eF/8P74f3xwfgA/FB+GB8CD4UH4YPx0fgI/FR+Gh8DD4WH4ePxyfgE/FJ+GR8Cj4Vn4ZPx2fgM/FZ+Gx8Dj4Xn4fPxxfgC/FF+GJ8Cb4UX4Yvx1fgK/FV+Gp8Db4WX4evxzfgG/FN+GZ8C74V34Zvx3fgO/Fd+G58D74X34fvxw/gB/FD+GH8CH4UP4Yfx0/gJ/FT+Gn8DH4WP4efxy/gF/FL+GX8Cn4Vv4Zfx2/gN/Fb+G38Dn4Xv4ffxx/gD/FH+GP8Cf4Uf4Y/x1/gL/FX+Gv8Df4Wf4e/xz/gH/FP+Gf8C/4V/4Z/x3/gP/Ff+G/8D/4X/0ckEAiBEhiBEwRBEhRBEwzBEhzBEwIhEhIhEwqhEhqhEwZhEhZhEw7hEh6RSCQjkhMpiJREKiI1kYZIS6Qj0hMZiIxEJiIzkYXISmQjshM5iJyEj/ATASJIhIgwESGiRIzIReQm8hB5iXxEfqIAUZAoRBQmihBFiWJEcaIEUZIoRZQmyhBliXJEeaICUZGoRFQmqhBViWpEdaIGUZOoRdQm6hB1iXpEfaIB0ZBoRDQmmhBNiWZEc6IF0ZJoRbQm2hBtiXZEe6ID0ZHoRHQmuhBdiW5Ed6IH0ZPoRfQm+hB9if+IfkR/YgAxkBhEDCaGEEOJYcRwYgQxkhhFjCbGEGOJccR4YgIxkZhETCamEFOJacR0YgYxk5hFzCbmEHOJecR8YgGxkFhELCaWEEuJZcRyYgWxklhFrCbWEGuJdcR6YgOxkdhEbCa2EFuJbcR2Ygexk9hF7Cb2EHuJfcR+4gBxkDhEHCaOEEeJY8Rx4gRxkjhFnCbOEGeJc8R54gJxkbhEXCauEFeJa8R14gZxk7hF3CbuEHeJe8R94gHxkHhEPCaeEE+JZ8Rz4gXxknhFvCbeEG+Jd8R74gPxkfhEfCa+EF+Jb8R34gfxk/hF/Cb+EH+Jf2QCiZAoiZE4SZAkSZE0yZAsyZE8KZAiKZEyqZAqqZE6aZAmaZE26ZAu6ZGJZDIyOZmCTEmmIlOTaci0ZDoyPZmBzEhmIjOTWcisZDYyO5mDzEn6SD8ZIINkiAyTETJKxshcZG4yD5mXzEfmJwuQBclCZGGyCFmULEYWJ0uQJclSZGmyDFmWLEeWJyuQFclKZGWyClmVrEZWJ2uQNclaZG2yDlmXrEfWJxuQDclGZGOyCdmUbEY2J1uQLclWZGuyDdmWbEe2JzuQHclOZGeyC9mV7EZ2J3uQPcleZG+yD9mX/I/sR/YnB5ADyUHkYHIIOZQcRg4nR5AjyVHkaHIMOZYcR44nJ5ATyUnkZHIKOZWcRk4nZ5AzyVnkbHIOOZecR84nF5ALyUXkYnIJuZRcRi4nV5AryVXkanINuZZcR64nN5AbyU3kZnILuZXcRm4nd5A7yV3kbnIPuZfcR+4nD5AHyUPkYfIIeZQ8Rh4nT5AnyVPkafIMeZY8R54nL5AXyUvkZfIKeZW8Rl4nb5A3yVvkbfIOeZe8R94nH5APyUfkY/IJ+ZR8Rj4nX5AvyVfka/IN+ZZ8R74nP5AfyU/kZ/IL+ZX8Rn4nf5A/yV/kb/IP+Zf8RyVQCIVSGIVTBEVSFEVTDMVSHMVTAiVSEiVTCqVSGqVTBmVSFmVTDuVSHpVIJaOSUymolFQqKjWVhkpLpaPSUxmojFQmKjOVhcpKZaOyUzmonJSP8lMBKkiFqDAVoaJUjMpF5abyUHmpfFR+qgBVkCpEFaaKUEWpYlRxqgRVkipFlabKUGWpclR5qgJVkapEVaaqUFWpalR1qgZVk6pF1abqUHWpelR9qgHVkGpENaaaUE2pZlRzqgXVkmpFtabaUG2pdlR7qgPVkepEdaa6UF2pblR3qgfVk+pF9ab6UH2p/6h+VH9qADWQGkQNpoZQQ6lh1HBqBDWSGkWNpsZQY6lx1HhqAjWRmkRNpqZQU6lp1HRqBjWTmkXNpuZQc6l51HxqAbWQWkQtppZQS6ll1HJqBbWSWkWtptZQa6l11HpqA7WR2kRtprZQW6lt1HZqB7WT2kXtpvZQe6l91H7qAHWQOkQdpo5QR6lj1HHqBHWSOkWdps5QZ6lz1HnqAnWRukRdpq5QV6lr1HXqBnWTukXdpu5Qd6l71H3qAfWQekQ9pp5QT6ln1HPqBfWSekW9pt5Qb6l31HvqA/WR+kR9pr5QX6lv1HfqB/WT+kX9pv5Qf6l/dAKN0CiN0ThN0CRN0TTN0CzN0Twt0CIt0TKt0Cqt0Tpt0CZt0Tbt0C7t0Yl0Mjo5nYJOSaeiU9Np6LR0Ojo9nYHOSGeiM9NZ6Kx0Njo7nYPOSftoPx2gg3SIDtMROkrH6Fx0bjoPnZfOR+enC9AF6UJ0YboIXZQuRhenS9Al6VJ0aboMXZYuR5enK9AV6Up0ZboKXZWuRlena9A16Vp0bboOXZeuR9enG9AN6UZ0Y7oJ3ZRuRjenW9At6VZ0a7oN3ZZuR7enO9Ad6U50Z7oL3ZXuRnene9A96V50b7oP3Zf+j+5H96cH0APpQfRgegg9lB5GD6dH0CPpUfRoegw9lh5Hj6cn0BPpSfRkego9lZ5GT6dn0DPpWfRseg49l55Hz6cX0AvpRfRiegm9lF5GL6dX0CvpVfRqeg29ll5Hr6c30BvpTfRmegu9ld5Gb6d30DvpXfRueg+9l95H76cP0AfpQ/Rh+gh9lD5GH6dP0CfpU/Rp+gx9lj5Hn6cv0BfpS/Rl+gp9lb5GX6dv0DfpW/Rt+g59l75H36cf0A/pR/Rj+gn9lH5GP6df0C/pV/Rr+g39ln5Hv6c/0B/pT/Rn+gv9lf5Gf6d/0D/pX/Rv+g/9l/7HJDAIgzIYgzMEQzIUQzMMwzIcwzMCIzISIzMKozIaozMGYzIWYzMO4zIek8gkY5IzKZiUTComNZOGScukY9IzGZiMTCYmM5OFycpkY7IzOZicjI/xMwEmyISYMBNhokyMycXkZvIweZl8TH6mAFOQKcQUZoowRZliTHGmBFOSKcWUZsowZZlyTHmmAlORqcRUZqowVZlqTHWmBlOTqcXUZuowdZl6TH2mAdOQacQ0ZpowTZlmTHOmBdOSacW0ZtowbZl2THumA9OR6cR0ZrowXZluTHemB9OT6cX0ZvowfZn/mH5Mf2YAM5AZxAxmhjBDmWHMcGYEM5IZxYxmxjBjmXHMeGYCM5GZxExmpjBTmWnMdGYGM5OZxcxm5jBzmXnMfGYBs5BZxCxmljBLmWXMcmYFs5JZxaxm1jBrmXXMemYDs5HZxGxmtjBbmW3MdmYHs5PZxexm9jB7mX3MfuYAc5A5xBxmjjBHmWPMceYEc5I5xZxmzjBnmXPMeeYCc5G5xFxmrjBXmWvMdeYGc5O5xdxm7jB3mXvMfeYB85B5xDxmnjBPmWfMc+YF85J5xbxm3jBvmXfMe+YD85H5xHxmvjBfmW/Md+YH85P5xfxm/jB/mX9sAouwKIuxOEuwJEuxNMuwLMuxPCuwIiuxMquwKquxOmuwJmuxNuuwLuuxiWwyNjmbgk3JpmJTs2nYtGw6Nj2bgc3IZmIzs1nYrGw2Njubg83J+lg/G2CDbIgNsxE2ysbYXGxuNg+bl83H5mcLsAXZQmxhtghblC3GFmdLsCXZUmxptgxbli3HlmcrsBXZSmxltgpbla3GVmdrsDXZWmxttg5bl63H1mcbsA3ZRmxjtgnblG3GNmdbsC3ZVmxrtg3blm3Htmc7sB3ZTmxntgvble3Gdmd7sD3ZXmxvtg/bl/2P7cf2ZwewA9lB7GB2CDuUHcYOZ0ewI9lR7Gh2DDuWHceOZyewE9lJ7GR2CjuVncZOZ2ewM9lZ7Gx2DjuXncfOZxewC9lF7GJ2CbuUXcYuZ1ewK9lV7Gp2DbuWXceuZzewG9lN7GZ2C7uV3cZuZ3ewO9ld7G52D7uX3cfuZw+wB9lD7GH2CHuUPcYeZ0+wJ9lT7Gn2DHuWPceeZy+wF9lL7GX2CnuVvcZeZ2+wN9lb7G32DnuXvcfeZx+wD9lH7GP2CfuUfcY+Z1+wL9lX7Gv2DfuWfce+Zz+wH9lP7Gf2C/uV/cZ+Z3+wP9lf7G/2D/uX/cclcAiHchiHcwRHchRHcwzHchzHcwInchIncwqnchqncwZnchZncw7nch6XyCXjknMpuJRcKi41l4ZLy6Xj0nMZuIxcJi4zl4XLymXjsnM5uJycj/NzAS7IhbgwF+GiXIzLxeXm8nB5uXxcfq4AV5ArxBXminBFuWJcca4EV5IrxZXmynBluXJcea4CV5GrxFXmqnBVuWpcda4GV5OrxdXm6nB1uXpcfa4B15BrxDXmmnBNuWZcc64F15JrxbXm2nBtuXZce64D15HrxHXmunBduW5cd64H15PrxfXm+nB9uf+4flx/bgA3kBvEDeaGcEO5YdxwbgQ3khvFjebGcGO5cdx4bgI3kZvETeamcFO5adx0bgY3k5vFzebmcHO5edx8bgG3kFvELeaWcEu5ZdxybgW3klvFrebWcGu5ddx6bgO3kdvEbea2cFu5bdx2bge3k9vF7eb2cHu5fdx+7gB3kDvEHeaOcEe5Y9xx7gR3kjvFnebOcGe5c9x57gJ3kbvEXeaucFe5a9x17gZ3k7vF3ebucHe5e9x97gH3kHvEPeaecE+5Z9xz7gX3knvFvebecG+5d9x77gP3kfvEfea+cF+5b9x37gf3k/vF/eb+cH+5f3wCj/Aoj/E4T/AkT/E0z/Asz/E8L/AiL/Eyr/Aqr/E6b/Amb/E27/Au7/GJfDI+OZ+CT8mn4lPzafi0fDo+PZ+Bz8hn4jPzWfisfDY+O5+Dz8n7eD8f4IN8iA/zET7Kx/hcfG4+D5+Xz8fn5wvwBflCfGG+CF+UL8YX50vwJflSfGm+DF+WL8eX5yvwFflKfGW+Cl+Vr8ZX52vwNflafG2+Dl+Xr8fX5xvwDflGfGO+Cd+Ub8Y351vwLflWfGu+Dd+Wb8e35zvwHflOfGe+C9+V78Z353vwPflefG++D9+X/4/vx/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/8b/4P/5f/JyQIiIAKmIALhEAKlEALjMAKnMALgiAKkiALiqAKmqALhmAKlmALjuAKnpAoJBOSCymElEIqIbWQRkgrpBPSCxmEjEImIbOQRcgqZBOyCzmEnIJP8AsBISiEhLAQEaJCTMgl5BbyCHmFfEJ+oYBQUCgkFBaKCEWFYkJxoYRQUigllBbKCGWFckJ5oYJQUagkVBaqCFWFakJ1oYZQU6gl1BbqCHWFekJ9oYHQUGgkNBaaCE2FZkJzoYXQUmgltBbaCG2FdkJ7oYPQUegkdBa6CF2FbkJ3oYfQU+gl9Bb6CH2F/4R+Qn9hgDBQGCQMFoYIQ4VhwnBhhDBSGCWMFsYIY4VxwnhhgjBRmCRMFqYIU4VpwnRhhjBTmCXMFuYIc4V5wnxhgbBQWCQsFpYIS4VlwnJhhbBSWCWsFtYIa4V1wnphg7BR2CRsFrYIW4VtwnZhh7BT2CXsFvYIe4V9wn7hgHBQOCQcFo4IR4VjwnHhhHBSOCWcFs4IZ4VzwnnhgnBRuCRcFq4IV4VrwnXhhnBTuCXcFu4Id4V7wn3hgfBQeCQ8Fp4IT4VnwnPhhfBSeCW8Ft4Ib4V3wnvhg/BR+CR8Fr4IX4Vvwnfhh/BT+CX8Fv4If4V/YoKIiKiIibhIiKRIibTIiKzIibwoiKIoibKoiKqoibpoiKZoibboiK7oiYliMjG5mEJMKaYSU4tpxLRiOjG9mEHMKGYSM4tZxKxiNjG7mEPMKfpEvxgQg2JIDIsRMSrGxFxibjGPmFfMJ+YXC4gFxUJiYbGIWFQsJhYXS4glxVJiabGMWFYsJ5YXK4gVxUpiZbGKWFWsJlYXa4g1xVpibbGOWFesJ9YXG4gNxUZiY7GJ2FRsJjYXW4gtxVZia7GN2FZsJ7YXO4gdxU5iZ7GL2FXsJnYXe4g9xV5ib7GP2Ff8T+wn9hcHiAPFQeJgcYg4VBwmDhdHiCPFUeJocYw4VhwnjhcniBPFSeJkcYo4VZwmThdniDPFWeJscY44V5wnzhcXiAvFReJicYm4VFwmLhdXiCvFVeJqcY24Vlwnrhc3iBvFTeJmcYu4Vdwmbhd3iDvFXeJucY+4V9wn7hcPiAfFQ+Jh8Yh4VDwmHhdPiCfFU+Jp8Yx4VjwnnhcviBfFS+Jl8Yp4VbwmXhdviDfFW+Jt8Y54V7wn3hcfiA/FR+Jj8Yn4VHwmPhdfiC/FV+Jr8Y34Vnwnvhc/iB/FT+Jn8Yv4Vfwmfhd/iD/FX+Jv8Y/4V/wnJUiIhEqYhEuEREqUREuMxEqcxEuCJEqSJEuKpEqapEuGZEqWZEuO5EqelCglk5JLKaSUUioptZRGSiulk9JLGaSMUiYps5RFyiplk7JLOaSckk/ySwEpKIWksBSRolJMyiXllvJIeaV8Un6pgFRQKiQVlopIRaViUnGphFRSKiWVlspIZaVyUnmpglRRqiRVlqpIVaVqUnWphlRTqiXVlupIdaV6Un2pgdRQaiQ1lppITaVmUnOphdRSaiW1ltpIbaV2Unupg9RR6iR1lrpIXaVuUneph9RT6iX1lvpIfaX/pH5Sf2mANFAaJA2WhkhDpWHScGmENFIaJY2WxkhjpXHSeGmCNFGaJE2WpkhTpWnSdGmGNFOaJc2W5khzpXnSfGmBtFBaJC2WlkhLpWXScmmFtFJaJa2W1khrpXXSemmDtFHaJG2WtkhbpW3SdmmHtFPaJe2W9kh7pX3SfumAdFA6JB2WjkhHpWPScemEdFI6JZ2WzkhnpXPSeemCdFG6JF2WrkhXpWvSdemGdFO6Jd2W7kh3pXvSfemB9FB6JD2WnkhPpWfSc+mF9FJ6Jb2W3khvpXfSe+mD9FH6JH2WvkhfpW/Sd+mH9FP6Jf2W/kh/pX9ygozIqIzJuEzIpEzJtMzIrMzJvCzIoizJsqzIqqzJumzIpmzJtuzIruzJiXIyObmcQk4pp5JTy2nktHI6Ob2cQc4oZ5Izy1nkrHI2ObucQ84p+2S/HJCDckgOyxE5KsfkXHJuOY+cV84n55cLyAXlQnJhuYhcVC4mF5dLyCXlUnJpuYxcVi4nl5cryBXlSnJluYpcVa4mV5dryDXlWnJtuY5cV64n15cbyA3lRnJjuYncVG4mN5dbyC3lVnJruY3cVm4nt5c7yB3lTnJnuYvcVe4md5d7yD3lXnJvuY/cV/5P7if3lwfIA+VB8mB5iDxUHiYPl0fII+VR8mh5jDxWHiePlyfIE+VJ8mR5ijxVniZPl2fIM+VZ8mx5jjxXnifPlxfIC+VF8mJ5ibxUXiYvl1fIK+VV8mp5jbxWXievlzfIG+VN8mZ5i7xV3iZvl3fIO+Vd8m55j7xX3ifvlw/IB+VD8mH5iHxUPiYfl0/IJ+VT8mn5jHxWPiefly/IF+VL8mX5inxVviZfl2/IN+Vb8m35jnxXvifflx/ID+VH8mP5ifxUfiY/l1/IL+VX8mv5jfxWfie/lz/IH+VP8mf5i/xV/iZ/l3/IP+Vf8m/5j/xX/qckKIiCKpiCK4RCKpRCK4zCKpzCK4IiKpIiK4qiKpqiK4ZiKpZiK47iKp6SqCRTkisplJRKKiW1kkZJq6RT0isZlIxKJiWzkkXJqmRTsis5lJyKT/ErASWohJSwElGiSkzJpeRW8ih5lXxKfqWAUlAppBRWiihFlWJKcaWEUlIppZRWyihllXJKeaWCUlGppFRWqihVlWpKdaWGUlOppdRW6ih1lXpKfaWB0lBppDRWmihNlWZKc6WF0lJppbRW2ihtlXZKe6WD0lHppHRWuihdlW5Kd6WH0lPppfRW+ih9lf+Ufkp/ZYAyUBmkDFaGKEOVYcpwZYQyUhmljFbGKGOVccp4ZYIyUZmkTFamKFOVacp0ZYYyU5mlzFbmKHOVecp8ZYGyUFmkLFaWKEuVZcpyZYWyUlmlrFbWKGuVdcp6ZYOyUdmkbFa2KFuVbcp2ZYeyU9ml7Fb2KHuVfcp+5YByUDmkHFaOKEeVY8px5YRyUjmlnFbOKGeVc8p55YJyUbmkXFauKFeVa8p15YZyU7ml3FbuKHeVe8p95YHyUHmkPFaeKE+VZ8pz5YXyUnmlvFbeKG+Vd8p75YPyUfmkfFa+KF+Vb8p35YfyU/ml/Fb+KH+Vf2qCiqioiqm4SqikSqm0yqisyqm8KqiiKqmyqqiqqqm6aqimaqm26qiu6qmJajI1uZpCTammUlOradS0ajo1vZpBzahmUjOrWdSsajY1u5pDzan6VL8aUINqSA2rETWqxtRcam41j5pXzafmVwuoBdVCamG1iFpULaYWV0uoJdVSamm1jFpWLaeWVyuoFdVKamW1ilpVraZWV2uoNdVaam21jlpXrafWVxuoDdVGamO1idpUbaY2V1uoLdVWamu1jdpWbae2VzuoHdVOame1i9pV7aZ2V3uoPdVeam+1j9pX/U/tp/ZXB6gD1UHqYHWIOlQdpg5XR6gj1VHqaHWMOlYdp45XJ6gT1UnqZHWKOlWdpk5XZ6gz1VnqbHWOOledp85XF6gL1UXqYnWJulRdpi5XV6gr1VXqanWNulZdp65XN6gb1U3qZnWLulXdpm5Xd6g71V3qbnWPulfdp+5XD6gH1UPqYfWIelQ9ph5XT6gn1VPqafWMelY9p55XL6gX1UvqZfWKelW9pl5Xb6g31VvqbfWOele9p95XH6gP1UfqY/WJ+lR9pj5XX6gv1Vfqa/WN+lZ9p75XP6gf1U/qZ/WL+lX9pn5Xf6g/1V/qb/WP+lf9pyVoiIZqmIZrhEZqlEZrjMZqnMZrgiZqkiZriqZqmqZrhmZqlmZrjuZqnpaoJdOSaym0lFoqLbWWRkurpdPSaxm0jFomLbOWRcuqZdOyazm0nJpP82sBLaiFtLAW0aJaTMul5dbyaHm1fFp+rYBWUCukFdaKaEW1YlpxrYRWUiulldbKaGW1clp5rYJWUaukVdaqaFW1alp1rYZWU6ul1dbqaHW1elp9rYHWUGukNdaaaE21ZlpzrYXWUmultdbaaG21dlp7rYPWUeukdda6aF21blp3rYfWU+ul9db6aH21/7R+Wn9tgDZQG6QN1oZoQ7Vh2nBthDZSG6WN1sZoY7Vx2nhtgjZRm6RN1qZoU7Vp2nRthjZTm6XN1uZoc7V52nxtgbZQW6Qt1pZoS7Vl2nJthbZSW6Wt1tZoa7V12nptg7ZR26Rt1rZoW7Vt2nZth7ZT26Xt1vZoe7V92n7tgHZQO6Qd1o5oR7Vj2nHthHZSO6Wd1s5oZ7Vz2nntgnZRu6Rd1q5oV7Vr2nXthnZTu6Xd1u5od7V72n3tgfZQe6Q91p5oT7Vn2nPthfZSe6W91t5ob7V32nvtg/ZR+6R91r5oX7Vv2nfth/ZT+6X91v5of7V/eoKO6KiO6bhO6KRO6bTO6KzO6bwu6KIu6bKu6Kqu6bpu6KZu6bbu6K7u6Yl6Mj25nkJPqafSU+tp9LR6Oj29nkHPqGfSM+tZ9Kx6Nj27nkPPqft0vx7Qg3pID+sRParH9Fx6bj2PnlfPp+fXC+gF9UJ6Yb2IXlQvphfXS+gl9VJ6ab2MXlYvp5fXK+gV9Up6Zb2KXlWvplfXa+g19Vp6bb2OXlevp9fXG+gN9UZ6Y72J3lRvpjfXW+gt9VZ6a72N3lZvp7fXO+gd9U56Z72L3lXvpnfXe+g99V56b72P3lf/T++n99cH6AP1QfpgfYg+VB+mD9dH6CP1UfpofYw+Vh+nj9cn6BP1SfpkfYo+VZ+mT9dn6DP1WfpsfY4+V5+nz9cX6Av1RfpifYm+VF+mL9dX6Cv1VfpqfY2+Vl+nr9c36Bv1TfpmfYu+Vd+mb9d36Dv1XfpufY++V9+n79cP6Af1Q/ph/Yh+VD+mH9dP6Cf1U/pp/Yx+Vj+nn9cv6Bf1S/pl/Yp+Vb+mX9dv6Df1W/pt/Y5+V7+n39cf6A/1R/pj/Yn+VH+mP9df6C/1V/pr/Y3+Vn+nv9c/6B/1T/pn/Yv+Vf+mf9d/6D/1X/pv/Y/+V/9nJBiIgRqYgRuEQRqUQRuMwRqcwRuCIRqSIRuKoRqaoRuGYRqWYRuO4RqekWgkM5IbKYyURiojtZHGSGukM9IbGYyMRiYjs5HFyGpkM7IbOYychs/wGwEjaISMsBExokbMyGXkNvIYeY18Rn6jgFHQKGQUNooYRY1iRnGjhFHSKGWUNsoYZY1yRnmjglHRqGRUNqoYVY1qRnWjhlHTqGXUNuoYdY16Rn2jgdHQaGQ0NpoYTY1mRnOjhdHSaGW0NtoYbY12Rnujg9HR6GR0NroYXY1uRnejh9HT6GX0NvoYfY3/jH5Gf2OAMdAYZAw2hhhDjWHGcGOEMdIYZYw2xhhjjXHGeGOCMdGYZEw2phhTjWnGdGOGMdOYZcw25hhzjXnGfGOBsdBYZCw2lhhLjWXGcmOFsdJYZaw21hhrjXXGemODsdHYZGw2thhbjW3GdmOHsdPYZew29hh7jX3GfuOAcdA4ZBw2jhhHjWPGceOEcdI4ZZw2zhhnjXPGeeOCcdG4ZFw2rhhXjWvGdeOGcdO4Zdw27hh3jXvGfeOB8dB4ZDw2nhhPjWfGc+OF8dJ4Zbw23hhvjXfGe+OD8dH4ZHw2vhhfjW/Gd+OH8dP4Zfw2/hh/jX9mgomYqImZuEmYpEmZtMmYrMmZvCmYoimZsqmYqqmZummYpmmZtumYrumZiWYyM7mZwkxppjJTm2nMtGY6M72ZwcxoZjIzm1nMrGY2M7uZw8xp+ky/GTCDZsgMmxEzasbMXGZuM4+Z18xn5jcLmAXNQmZhs4hZ1CxmFjdLmCXNUmZps4xZ1ixnljcrmBXNSmZls4pZ1axmVjdrmDXNWmZts45Z16xn1jcbmA3NRmZjs4nZ1GxmNjdbmC3NVmZrs43Z1mxntjc7mB3NTmZns4vZ1exmdjd7mD3NXmZvs4/Z1/zP7Gf2NweYA81B5mBziDnUHGYON0eYI81R5mhzjDnWHGeONyeYE81J5mRzijnVnGZON2eYM81Z5mxzjjnXnGfONxeYC81F5mJzibnUXGYuN1eYK81V5mpzjbnWXGeuNzeYG81N5mZzi7nV3GZuN3eYO81d5m5zj7nX3GfuNw+YB81D5mHziHnUPGYeN0+YJ81T5mnzjHnWPGeeNy+YF81L5mXzinnVvGZeN2+YN81b5m3zjnnXvGfeNx+YD81H5mPzifnUfGY+N1+YL81X5mvzjfnWfGe+Nz+YH81P5mfzi/nV/GZ+N3+YP81f5m/zj/nX/GclWIiFWpiFW4RFWpRFW4zFWpzFW4IlWpIlW4qlWpqlW4ZlWpZlW47lWp6VaCWzklsprJRWKiu1lcZKa6Wz0lsZrIxWJiuzlcXKamWzsls5rJyWz/JbAStohaywFbGiVszKZeW28lh5rXxWfquAVdAqZBW2ilhFrWJWcauEVdIqZZW2ylhlrXJWeauCVdGqZFW2qlhVrWpWdauGVdOqZdW26lh1rXpWfauB1dBqZDW2mlhNrWZWc6uF1dJqZbW22lhtrXZWe6uD1dHqZHW2ulhdrW5Wd6uH1dPqZfW2+lh9rf+sflZ/a4A10BpkDbaGWEOtYdZwa4Q10hpljbbGWGOtcdZ4a4I10ZpkTbamWFOtadZ0a4Y105plzbbmWHOtedZ8a4G10FpkLbaWWEutZdZya4W10lplrbbWWGutddZ6a4O10dpkbba2WFutbdZ2a4e109pl7bb2WHutfdZ+64B10DpkHbaOWEetY9Zx64R10jplnbbOWGetc9Z564J10bpkXbauWFeta9Z164Z107pl3bbuWHete9Z964H10HpkPbaeWE+tZ9Zz64X10nplvbbeWG+td9Z764P10fpkfba+WF+tb9Z364f10/pl/bb+WH+tf3aCjdiojdm4TdikTdm0zdiszdm8LdiiLdmyrdiqrdm6bdimbdm27diu7dmJdjI7uZ3CTmmnslPbaey0djo7vZ3BzmhnsjPbWeysdjY7u53Dzmn7bL8dsIN2yA7bETtqx+xcdm47j53XzmfntwvYBe1CdmG7iF3ULmYXt0vYJe1Sdmm7jF3WLmeXtyvYFe1KdmW7il3VrmZXt2vYNe1adm27jl3XrmfXtxvYDe1GdmO7id3UbmY3t1vYLe1Wdmu7jd3Wbme3tzvYHe1Odme7i93V7mZ3t3vYPe1edm+7j93X/s/uZ/e3B9gD7UH2YHuIPdQeZg+3R9gj7VH2aHuMPdYeZ4+3J9gT7Un2ZHuKPdWeZk+3Z9gz7Vn2bHuOPdeeZ8+3F9gL7UX2YnuJvdReZi+3V9gr7VX2anuNvdZeZ6+3N9gb7U32ZnuLvdXeZm+3d9g77V32bnuPvdfeZ++3D9gH7UP2YfuIfdQ+Zh+3T9gn7VP2afuMfdY+Z5+3L9gX7Uv2ZfuKfdW+Zl+3b9g37Vv2bfuOfde+Z9+3H9gP7Uf2Y/uJ/dR+Zj+3X9gv7Vf2a/uN/dZ+Z7+3P9gf7U/2Z/uL/dX+Zn+3f9g/7V/2b/uP/df+5yQ4iIM6mIM7hEM6lEM7jMM6nMM7giM6kiM7iqM6mqM7hmM6lmM7juM6npPoJHOSOymclE4qJ7WTxknrpHPSOxmcjE4mJ7OTxcnqZHOyOzmcnI7P8TsBJ+iEnLATcaJOzMnl5HbyOHmdfE5+p4BT0CnkFHaKOEWdYk5xp4RT0inllHbKOGWdck55p4JT0ankVHaqOFWdak51p4ZT06nl1HbqOHWdek59p4HT0GnkNHaaOE2dZk5zp4XT0mnltHbaOG2ddk57p4PT0enkdHa6OF2dbk53p4fT0+nl9Hb6OH2d/5x+Tn9ngDPQGeQMdoY4Q51hznBnhDPSGeWMdsY4Y51xznhngjPRmeRMdqY4U51pznRnhjPTmeXMduY4c515znxngbPQWeQsdpY4S51lznJnhbPSWeWsdtY4a511znpng7PR2eRsdrY4W51tznZnh7PT2eXsdvY4e519zn7ngHPQOeQcdo44R51jznHnhHPSOeWcds44Z51zznnngnPRueRcdq44V51rznXnhnPTueXcdu44d517zn3ngfPQeeQ8dp44T51nznPnhfPSeeW8dt44b513znvng/PR+eR8dr44X51vznfnh/PT+eX8dv44f51/boKLuKiLubhLuKRLubTLuKzLubwruKIrubKruKqrubpruKZrubbruK7ruYluMje5m8JN6aZyU7tp3LRuOje9m8HN6GZyM7tZ3KxuNje7m8PN6fpcvxtwg27IDbsRN+rG3FxubjePm9fN5+Z3C7gF3UJuYbeIW9Qt5hZ3S7gl3VJuabeMW9Yt55Z3K7gV3UpuZbeKW9Wt5lZ3a7g13VpubbeOW9et59Z3G7gN3UZuY7eJ29Rt5jZ3W7gt3VZua7eN29Zt57Z3O7gd3U5uZ7eL29Xt5nZ3e7g93V5ub7eP29f9z+3n9ncHuAPdQe5gd4g71B3mDndHuCPdUe5od4w71h3njncnuBPdSe5kd4o71Z3mTndnuDPdWe5sd447153nzncXuAvdRe5id4m71F3mLndXuCvdVe5qd4271l3nrnc3uBvdTe5md4u71d3mbnd3uDvdXe5ud4+7193n7ncPuAfdQ+5h94h71D3mHndPuCfdU+5p94x71j3nnncvuBfdS+5l94p71b3mXndvuDfdW+5t9457173n3ncfuA/dR+5j94n71H3mPndfuC/dV+5r94371n3nvnc/uB/dT+5n94v71f3mfnd/uD/dX+5v94/71/3nJXiIh3qYh3uER3qUR3uMx3qcx3uCJ3qSJ3uKp3qap3uGZ3qWZ3uO53qel+gl85J7KbyUXiovtZfGS+ul89J7GbyMXiYvs5fFy+pl87J7Obycns/zewEv6IW8sBfxol7My+Xl9vJ4eb18Xn6vgFfQK+QV9op4Rb1iXnGvhFfSK+WV9sp4Zb1yXnmvglfRq+RV9qp4Vb1qXnWvhlfTq+XV9up4db16Xn2vgdfQa+Q19pp4Tb1mXnOvhdfSa+W19tp4bb12Xnuvg9fR6+R19rp4Xb1uXnevh9fT6+X19vp4fb3/vH5ef2+AN9Ab5A32hnhDvWHecG+EN9Ib5Y32xnhjvXHeeG+CN9Gb5E32pnhTvWnedG+GN9Ob5c325nhzvXnefG+Bt9Bb5C32lnhLvWXecm+Ft9Jb5a321nhrvXXeem+Dt9Hb5G32tnhbvW3edm+Ht9Pb5e329nh7vX3efu+Ad9A75B32jnhHvWPece+Ed9I75Z32znhnvXPeee+Cd9G75F32rnhXvWvede+Gd9O75d327nh3vXvefe+B99B75D32nnhPvWfec++F99J75b323nhvvXfee++D99H75H32vnhfvW/ed++H99P75f32/nh/vX+JCYlIIpqIJeKJRCKZSCXSiUwim8gl8olCopgoJcqJSqKaqCXqiUaimWgl2olOopvoJSYmJktMnpgiMWViqsTUiWkS0yamS0yfmCExY2KmxMyJWRKzJmZLzJ6YIzFnoi/RnxhIDCaGEsOJEapg++bt2zVtTTX8v59F/+9n0//zSZZr2Lhrl6Zku//zUfn/fHT+Px+9/r8PtlaT9l0aNm7ctF0XtlfSkS7XsG3Tsk2z5/zfwfe/g/9/h9D/DuH/HSL/O0T/d4gx//t6zqSTL+nkTzoFkk6hpFP4fyd/0nf9Sd/1J33Xn/Rdf9J3/fDdSNIp6VkCSfcFku4LJN0XSLovEEw6Jd0cSLo5mHRLMOmWYNItwaRbgknfDcJ3o0mnpKcKJd0XSrovlHRfKOm+UNJThZJuDiXdHEr6e0NJN4eT7gsn3RJOuiWcdEs46buRpG9Ekp4gkvTdSNJ3I0m7kaS/KJK0G036i6JJ90WT7osm3RdNui+a9CzRpJujSTdHk26OJd0XS7ovlnRfLOm7saS/KJZ0SyzGJv0/6YOjH44BOIbgGIZjBI5ROMK9vpxwhAkfTPhgwheEI9zrg3t9cK8f7vXDvX64zA+X+eHR/fDofrjXD/cG4LIAPGQA7g3AvQG4NwD3BuDRAzARgIkgPHoQ1oKwFoS1IKwFYS0Ia0FYC8JaENZCsBaCtRCshWAtBGshWAvBWgjWQrAWgrUwrIVhLQxrYVgLw1oY1sKwFoa1MKyFYS0CaxFYi8BaBNYisBaBtQisRWAtAmsRWIvCWhTWorAWhbUorEVhLQprUViLwloU1mKwFoO1GKzFYC0GazFYi8FaDNZisAb5+3PmhKMPjn44BuAYhGMIjmE4RuAYhSOsAQp+QMEPKPgBBT+g4PfBmg/WgAo/UOEHKvxAhR+o8PthDdTwgxp+UMMPavj9sAaA+AEQfwDWwBI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/xgiR8s8YMlfrDED5b4wRI/WOIHS/wAiB8A8QMgfgDED4D4ARA/AOIHQPwAiB/U8IMafkDBDyj4AQU/oOAHFPyAgh9Q8AMKfpDADxL4QQI/5O+H/P2Qvx/y90P+fsjfD/n7IX8/hO6H0P0QegBCD0DoAQg9AKEHIPQAhB6A0AMQegBCD0DoAQg9AKEHIPQAhB6A0AMQegBCD0DoAQg9AKEHIPQAhB6A0AMQegBCD0DoAQg9AKEHIPQAhB6A0AMQegBCD0DoAQg9AKEHoO4A1B2AugNQdwDqDkDdAag7AHUHoO4AJB2ApAPQcQA6DkDHAeg4AB0HoOMAdByAjgOhuAn4KyDpAHQcgI4DEG8A4g3AKz8A8QYg3gC85wNQbACKDUCxASg2AMUG4N0dgEwDkGkAXtgBKDYAxQag2AAUG4BiA1BsADINwFs6AMUGoNgAFBuENoPQZhDaDEKbQWgzCG0Goc0gtBmEIIMQZBCCDEKQQQgyCEEGIcggBBmEIIMQZBCCDEKQQQgyCEEGIcggBBmEIIMQZBCCDEKQQQgyCEEGIcggBBmEIIPw5g1CkEEIMghBBiHIIAQZhCCDEGQQggzC6zYIbQahzSC0GYQ2g9BmENoMQoVBqDAYirsMHh3SC8J7MwjpBSG9ILw3g1BhECoMQoVB+OEdhCCD8MM7CO/YILxjg1BsEIoNQrFBKDYIxQbhHRuEeIPwug1Cx0HoOAgdB6HjIHQchI6D0HEQOg5Cx0F48wYh6SAkHYQf3kGoOwh1B6HuELyPQ/A+DkHzIWg+BM2HoPkQNB+C5kPQfAiaD8H7OAT5hyD/EOQfgvxDkH8I8g9B/iHIPwT5hyD/EOQfgvxDkH8I8g9B/iHIPwT5hyD/EOQfgvxDkH8I8g9B/iHIPwT5hyD/ELyaQyBBCCQIgQQhkCAEEoRAghBIEAIJQiBBCCQIgQQh+OEdAhRCgEIIUAgBCiF4YYfghR0CKkJARQioCAEVIXhhh+A3eAgACcG7OwSWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAktCYEkILAmBJSGwJASWhMCSEFgSAkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAyWhMGSMFgSBkvCYEkYLAmDJWGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUsiYEkELImAJRGwJAKWRMCSCFgSAUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULImCJVGwJAqWRMGSKFgSBUuiYEkULIkCIFEAJAqARAGQKAASBUCiAEgUAIkCIFEAJApqRMGHKPgQBR+i4EMUfIiCD1HwIQo+RMGHKPgQBR+i4EMUfIiCD1HwIQo+RMGHKPgQBR+igEIUUIgCClFAIQooRAGFKKAQBQmiIEEUJIiCBFGQIAoSREGCKEgQBQmiUHcU6o5B3TGoOwZ1x6DuGNQdg7pjUHcM6o5B3TGoOwZJxyDpGCQdg6RjkHQMko5B0jFIOgZJxyDpGCQdg6RjkHQMko5B0jFIOgZJxyDpGCQdg6RjkHQMko5B0jFIOgZJxyDpGCQdg6RjkHQMko5B0jH4eRCDumNQdwzqjkHdMag7BnXHoO4Y1B2DumNQdwx+HsQg9Bj8PIjBz4MY5B+D/GOQfwzyj0H+Mcg/BvnHIP8Y5B+D/GOQfwzyj0H+Mcg/BvnHIP8Y5B+D/GOQfwx+HsRAghhIEAMJYiBBDCSIgQQxkCAGPw9igEIMUIgBCjFAIQYoxACFGKAQAxRigEIMfh7E4OdBDH4exODnQQwAicVi3P89+nLmzBl39sWd/XHnAJx9cf+NLxh3DsWdw3HnSNw5GneOewZ/3DP44+73xz2DP+4Z/HG7/rhdf9yuP27XH7frj9sNxO0G4nYDcbuBuN1A3G4gbjcQtxuI2w3E7QbidoNxu8G43WDcbjBuNxi3G4zbDcbtBuN2g3G7wbjdUNxuKG43FLcbitsNxe2G4nZDcbuhuN1Q3G4objcctxuO2w3H7YbjdsNxu+G43XDcbjhuNxy3G47bjcTtRuJ2I3G7kbjdSNxuJG43ErcbiduNxO1G4najcbvRuK1o3FY0bisatxWN24rGbUXjtqJxW7G4rVjc3xiL243F7cbidmNxu7G43VjcbixuN84NX5wbvjg3fHFu+OLc+H//R4w7h+LO4bhzJO4cjTvH7friduMs8vnidn1xu3FG+eKM8sUZ5YszyhdnlC/OKF+cUb44o3xxRvnijPLFGeWLM8oXZ5QvzihfnFG+OKN8cUb54ozyxRnlizPKF2eUL84oX5xRvjijfHFG+eKM8sUZ5YszyhdnlC/OKF+cUb44o3xxRvnijPLFGeWLM8oXZ5QvzihfnFG+OKN8cUb54ozyxRnlizPKF2eUL84oX5xRvjijfHFG+eKM8sUZ5YszyhdnlC/OKF+cUb44o3xxRvnijPLFGeWLM8oXZ5QvzihfnFG+OKN8cUb54ozyxRnli8btxnnli/PKF+eVL84rX5xXvjivfHFe+eK88sV55YvzyhfnlS/OK1+cV744r3xxXvnivPLFeeWL88of55U/zqv/p0k7NLAsiGEgGNPakuf9/BO7g8XExBrV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0Ovhl4NvRp6NfRq6NXQq6FXQ6+GXg29Gno19Gro1dCroVdDr4ZeDb0aejX0aujV0KuhV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6tfRq6dXSq6VXS6+WXi29Wnq19Grp1dKrpVdLr5ZeLb1aerX0aunV0qulV0uvll4tvVp6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXoVehV6FXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVelV6VXpVenX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV0evjl4dvTp6dfTq6NXRq6NXR6+OXh29Onp19Oro1dGro1dHr45eHb06enX06ujV0aujV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjV49ePXr16NWjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evXRq49effTqo1cfvfro1UevPnr10auPXn306qNXH7366NVHrz569dGrj1599OqjVx+9+ujVR68+evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXP3r1o1c/evWjVz969aNXOPPBmQ/OfHDmgzP/v8Mu+9iP/bH5/eP3j98/fv/4/eP3j98/fv/4/eP3j9/hd/gdfoff4Xf4HX6H3+F3+F1+l9/ld/ldfpff5Xf5XX6X3/AbfsNv+A2/4Tf8ht/wG37Lb/ktv+W3/Jbf8lt+y2/5PX6P3+P3+D1+j9/j9/g9fo/fx+/j9/H7+H38Pn4fv4/fx+/j9+P34/fj9+P34/fj9+P34/fj9+P3x++P3x+/P35//P74/fH74/fHL73Ctw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx98++DbB98++PbBtw++ffDtg28ffPvg2wffPvj2wbcPvn3w7YNvH3z74NsH3z749sG3D7598O2Dbx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c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c8XPNwzcM1D9c83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PBww8MNDzc83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c83PJwy8MtD7c8XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XH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')format("woff");}.ff9{font-family:ff9;line-height:1.364258;font-style:normal;font-weight:normal;visibility:visible;}
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')format("woff");}.ffa{font-family:ffa;line-height:1.346191;font-style:normal;font-weight:normal;visibility:visible;}
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j4iIiIiercJsnrO4/KUAtEhWQB46gIMDKGABVgANLhFs0qaMh3r2fLOTb2L9pz/mRv37dnQrwKmIwokeII5HAhVFh0maIXBZECCiOSc3T3Gd2dNmIEYC0GCJ0GqQkaqi9gbIA7mik2XnXPlvnN+OMLjTy3+8Z999b5Hn+pplcrp49bU2nP0uqtUh/7J+REn8p6fOObXHfnjopeY+oiIiIjoXU99nhXJEQwR0rXuDFCFKnKGGWDQCDNURahbGS2VSDOhma/a6y674LOfvmHLWswBC900BWvhGXCIQqNBW8AiGmAAnIh579bezo4BIhJcxt1Z3CAKa6EooAqZU0wNcPbF05ef84mv3v3Unfc+cN8TL7ZeFZUuS8itQyP6MxgOIYqy11UMEUM3SV48q7gCLfu6EFMfEREREb3r1KGwbqdil8iAAAOgUIUnZKBdKsxDfbzw9uxNC1tXz16zZ/0N+87etKaYUhSAwlPX41KiQODetYYRtQj1U2YrvPu6MpxKFFeIj5uvSABE3IKEXmpgSTRO98LGW8792AfOferlg9989OWv3vPk068cXQayF2nouay8zWhaFCV0/BKlOxKZkiOfnEJBxNRHRERERO8eASI8dLEHDniCA2mE3IQqTk31eu1yGi2dsWr6tuuu+NQt52+dxQCoANQ2iIDbyHwYCgEKCYUUwbu9jiaWo+TYfREp3jsvWMbBT0V6J4cuTGJbEIM28FZNC+8N+sXMttUX7Fj9Cx/b8+BzuPu+h2//6teeOrLYG0yF/lSbUQ+HCAEGqCpEIA6IvcfCLhFTHxEREdH7U5ZoHn0c+QTeBmuLiJ7XaI/PmqyK01edt+HyS867dM/2hV4ehByyxNz2i4DgNjLVoCGESSvQrm2lioorJMMTkAB776S+wg0ijq4DKQCVyfk8hcMNDngPKnC455B8VkProee4cTuu3Lbnc9ed853v7//q1773xHMvLSU5kkIoVy225ihcFCglRGfkI6Y+XgIiIiKi9wKXwqVbmxlgwdNMTBge69uxvTs2fuanf+qmK9avAeBA9ipmwQjtMjSgCYgDKXswlFKXaIEAlI6QBbkrqUnQbsvoe2lynXgNBJGya7qSx3kPAVB3wHKILnEcBR1AkrbuFUVP0NTNtISNG3pbFrZ//urtzx7EHd9+/I+/ft9zB49pMbPskk0SBBohAmv5DUZMfURERET0ruvyjgOAm7qn4dKZ61d/4sbbPnbDti0z8IzSoAFuQ8k1tIG0CIJQwHTcrlIa2AgIEAj6AmQZ1/4UEERFfC+NMjC4QgxQ6xqwTAard3+boalbszoKQLKrAN4gpVIFUZEWF8rpBGyex+c/unP3Jef/1u0Pf+Mvn6izZuvaxXS1T6Y+YuojIiIior9l0+lQdkkePfZTqOABWkACmhZFgAhSC9R9Ga3W5a3z5a2Xbr1m1zVnb5zZvDATbCTZYBnFDAApB8DglKVcOHF0bQaYwZvf/B7NuVMnnmf/DX8lClQlUI7/2C1dC6AATrwViChzXQIDEbhuOiPe/HcvfHz/md954rmHnjl675MvvvD68Sb5sFxjJlr1c3JkgygEkKy5gWWIW28VPMMyPAdroyfAXTyJWJjM0sjcKkpMfURERETvW+6Ck8MBXCb1tRUW43xRlNCYmoTsEMPiQRTFVC9aWyO1/cLn++HSC87+xU9fsWsdYsJCRARgll1iqKCcP/CW0bE4ce1VvICce8bshjMu+uiNeGUJf3H3D554+ukv3fushapulpeThLKPctC0BhToD1Q1ta2kw+Lj7jICmAQHkgSoQnScEjMLhsTUR0RERPR+JTCFdUmv60/SDUE/5V3CXNskBIGrSFMqqgGqfLRYXl41KM49b9vVe7dfvnvb9o2DShAyeuoheQwKiIcyQZKjJ7zYb5Rl3AMGcHiOLn14ATXVmSpvv2VrvnHrz912xV33Pn7PQ88+f+Do0dHSseWo1awXA6sbc0EoSh+5qyM4QkZ0iS4CkfEt9cTrTEx9RERERO/73AdxdOUiuOjkjSsOqfWm0Y6ghuUlHx6JMU37aCHW//FnP/yZj1zQE5SGKYWYKzLUYYaggLmGBGkMorzObyEBKt0N6MZA5GAthqNQlv2yB0l1M7p++9zV2y878unL7n+6vvPe733ze0+/cOj4kaPHZGZNOTXTJqubaYgCARInbUQBtPBarQ5o1VHLLK82MfURERERvU+5aF4Z8MaZYfKWbsPn4f2QrCUwPLSqsA1zvesu3v3ZD3/gvI0oDdHRkxRyi5y7sAdReNfcRCESFdzf+VcF7lMZRMNUD+5oR1CpqhByrkIIAR/YWe0554p9F+344689cu8jzw6xqCkdObaEwbrxvETpIp/DE9yDpdJHpY/UrY5MfcTUR0RERPT+jX0KjRDAMtwnfThziAFAzo0AG6rDsHb1oH/ZFbtu3Ld947pV52wYLESUjkJM4eOMFxVwmAMC1e6MYNeGMvtbRBwKgHY1VjhcgQhkuEIEhQDqgphHsBgk9hBmIj568ZoP7L7h8ecuuufh5596bv/Tzx54aDR0CRLV4MhA6LKfGBRSmOWUm1MWzu6TPE/E1EdERET0fiAKKFKCClQUeVDFpSMH83ITyzAIoVdVW+vnfuaTn7j1xsvXz6IHCFABhUPd4Blwk2ChGM+mU4wHGYyHLphCIyPGW6a+cQ3UxjdC1FGdmANhAIBKWiCpewkrJfRcpyM2nrtw/bkLS83e5188/M/+7InHnnpm/+GX0ZtuiullFHlYoz/tqIbLSxismZqaxpHXRQSAu0NkHPyImPqIiIiI3h8ccBSqYt42Njq+dLxeMzcIFprl49vO2HjVlVf+ylUf2bh2thfhhkoRHAITPxFMxIA06SHZbevUcWnP4DZJNVy8vfnad1em+4N2095tEvnGqW88CNHhCbBgjmQJoSirQYk1OxZ+41ev+vo9W//tF/78yR+8uP+IlIO16M8P2yGm1iBOY7FeWm5QwL1r0yMAN9wSUx8RERHR+yt4JPW2FKBZ9np5psgzvXzm6sGVF1+4c/vqnedsWZgp1rXDSpO3uQwiBm9rKcruzF43VN1XBAmbPBBAJtMEeJn/6siNrkTqOOUyymTsvUspXRL0DHd4DlGCANaYqIgu1PlTe9d9cO8vvnq0vuN7T935yPOPv3jo+0dscTG7zng5haqP5WMnvuTJoh8RUx8RERHR+0EhOaZlbdu+NNMD7N627nMfvfGy89esHyA1kLaei0DsK1zE29FyEaOUcZJOuuCHOFmZ2cm8Nwkv48N99FYkjK/X5LrF8YMT2zyRJAaooDsZ6eaObAhwCRlBBbEAgFmR2bX9zT910YevuyiX+K0/fejf3v6tHx5/NcW5PNLcnzIzM2PYI6Y+IiIiovfhiirPlNh9zo7rL9+8Y/3qi89avbbClKPKTRESQov6aF2ts+yFhtibhmeYoZsINx72AHgSyxAJ3eQAGfco8S4ZYmW0oZP81IsiXUEPGd7tmTUApnNdelaJApcimosBJuPtoMhaFUCG51wFP6PAcpP/wUcv/MxNF37vqR984zvPPPnMc3cuz7h3TXe4vZOY+oiIiIjeM8JkX6QDLt08vTBuviIBkF6z6OJZsmvO6hBDMmgpHtSDWoHsU2H/yOMoB51ea0UfdYZlWFNK0/fl+anqkztn/v6tl+7YscPMYowppYgIAUIJlAAQUKHrDNlFkzcW7gSAxDcc22PG++uQN79BIrrrP1Ge+g4CBDm1eFqeWBqHLmTPVhHA7BTO2bv1Z/duBfCV+5/5vdu/eu+TLx+Nq5bD9DGdG+UeUKCokB0ihe93dxOVUGYoskMAd0GrboqssDps7raYToa/Z4GpA7Du+SblWEZi6iMiIiL6Udi4t35Xm3EBHAmugAIGCCQD3YkwAAJX6VUw9dpzNo1S9abaPBOKntTZlpdQOjwHNFOa52J92fnbb7nuqlt3Nmf1+yJiZgCUC/fT0WWXnH3WzrP/9M7Hfu8r33n+9cVKoxWx1ejBIRmi7VJGEVXL3GR4RtmDZwAOBRxQA2DtuNHMuEPPiaqhsn5ITH1EREREfxOTBTcAC3DAxH0y281xcn+gOBSugPiom5tXSvC2ze3iUakGXnuIlaCu7Mim+eLyczfuPXvV1edv27mhKoOIVTnnE3mPqe+0VBhWVfj8bbtuuW7X0/uPffvhl+59+PnHnntpOUksquSy1J92c4NKr+8O5ATpto0iixiyeAh2vPuG9O73ES4ukscbfSctW4mY+oiIiIh+BAKId7nPYMFygImbTnbWDUMFqEFMIhCAUE3N1MePwVsURdHTGONwuFSoldZumS9/5pbrPnn9lu1TGABFvayyiJTcQo4zIQQRcXd3Z/A7/QwCesBSnRfMrztr9pqzdy19ctd3Hz36B396x2NPPXPw2NJib4f0BiFoGi7CFVMzSAkSIAoPDnPBIB0FJIsYgkNN1CWcbNgjgDH1EVMfERER0Y8mTR64Q7Kqu4to1ylFBClGuMAjvIAHuDRLS9FTVXhujlmzODU7uGprf9/uc3aetebic7dsnpIp9TIl9axBICW0QAhBA4Au8onwRN5pKKecczsddbYUtzq1mIvFh3bNXX3OJw8cWvrLR5767YfrV1599cWXfujlAEV/8fgBKfuu3SHD2JXysqhDTMSgLsHHoxkFcCC/sTUNEVMfERER0dsKaMzFJ2PxHDGP19U+PlUVIlxhATkAKCwP1CKWiuFRseEFu7Z+5LZbPnn+zJrpIgAFTL2BO0QRoklcbpGBQUQBdHlPRFJKMXKVdbrRGIK65AaeRbxAhhWlVkUoVm2YOnvD3htuwetL+PIdj3/hz7/24uuvzs2uOT6qh95vtQ9UXQ+hOvQBwaRN6+Q3EjZOfXCO6CCmPiIiIqIfcaXurSBkcfcCKvAIVYQAM+RukS3IGUFiDBiNijyq0mhal3adte4DV+758E3nT/exGa5I8Axrxz1gtIRoArwAgAQUk8ndABj5TksZiBohBjMgQ7qmLG0VgkMDsACsmsL2n975oSt3/v6XvvmFr98nCN6mohdGUGsTQoSW44N7gym0LUZDFAVggIkngRtTHzH1EREREf1IglsWUWgGgAAJMMAFGqEKy7ChCsp2ZPVoNuquM9deeu72G/eddeHZq6cqVA4dl2BUAFWHp24mHGAR6oLM6sz7g6G714WIT3rAAlC4iUiALLTH3OFSzK2ptvzsBz5325WPPPP8Nx977a4Hn3vpyOs1qiDVshWIhbj6qIE7Ytn1+RS3AAuwmheamPqIiIiIfiTu4x4tEIULPMMBNGhaRJnqV9XoSBqN5vrxmqt3X3PJnpsvmV9bonL4KPdTKEL2pj5WDhQSRAvEQmwybC0rvHKBdHmSJ7JOc912TBcRqSYx8OQ3mgKQVkQEXqa8tujNrSnWTZ9z05XnHMHVX7rz1d/90y+/8IPvo7+hqd1C9Abo9WOvl5ou9UE1CDgAnpj6iIiIiH5ErfRcxq1bYFmsLYP11CQtVm29djB93d4tZ5256cpLztq2bqCp7WuOo7ZfhliKpZFbECnjpK2+AQnadepEF/+8axODNwxYp9Nw3ezmog6042imAoRxGjR4zm2QEFQDVILknuv6Spczeoqfv279hy76hdcOLX7le0/fefdDL752aLns1Z7aOgHBRSExO7d3ElMfERER0Y/OtD95mAWpr20xPKrt8XPWz3zslut/+qY9Z01BBcjeDyYhwUeI7nWG9LTowyOAKR9BAiCOYJAMERFAVaKwMvO+Id4IoknsGgEZxrMgS3TtWCz357t6oAKwJNZK3cz0e0Bomrx2vtg5P3P+xkv+4acuuevxw7/5R9944oUDB4ZLoziVRJOrQX3c04WIqY+IiIjoR9AVTxxu6vDUbF6/et+uy3/mlj37tpfBMd3FNk1oFxEMeYgiSFnCu96eXY1vGRKBIFKqFGmyt8+6cs+4ISOd/r9DwKS2a5MmsCfHMrq1AgfUUQmCKNy0CLCEPCo1wACz+V61nHHF+Qtn/qOPf+cR/6pOZecAACAASURBVK0vfO3RFw6YCFzcBVAIUx8x9RERERFNTKdD0JA91B499iX0ADUoso13XcLho0LaHurNg+ami7bddPHuy87etGF+Onoj6TjgFmcBFw+is4AhTE2OawmkRVRAsk8Khp7gSd8qDfz/JwiqERCH+OR4l47/qjtMCHgLCCQA2k0C8HGo/as+p8NMYN0zhyfAEaYmpxC7uNr1ojQgw7u+pgXQG7cvGQec7stFF80OE5SWJh/oK76+jt9T1Nzdx89OJu/g4yc8voQxvE1YzjBHDshihuzwAESoQgxaAy0wghUuRZbCEABRd/VWkeAOF4hC4JgRAZChDeCGmFACKLprnZHD8G1vUKuDAER4BQMkQ/LJtO/wPOUZ0s1bFxP1UCKUjvH0dQGg0IQ5wbynDWG05yJ8ZvcVj/3w8IMvHPridw/f9+zyocVgg4WcWpWs0lpzvAwG9+w5I0LVxiMfqu6WibeKLJPyYDf53UVWplEipj4iIiJ67xI/GaZc8OaF7KLMQBShgAFt9mYZlgAfTA8i8mhpMYitGuQdmzZcsfeyn7v5zE0DhBZzBRRo21yWPQANAMh4yyaCSiFvinPH3pEzez23vhtEZTK0G+NQseKhlMA4VwAnt5fKiifsK565Q0SDIigKPREdJXRxMa94zxNFSz0ZIhWIkBWp1lW65aMjacRk8Bx8kiJ9nPAcGIk0bxU+bEVGXPV21yRBG2iBIiqijD9/Fhi0e0NAsxTKDKTJZw6CiDJOwnD3xpnuFYjAI8QA1ZXXTfzYyZ3Af6UZIIy/LR2iipXbewVySkcfWXFTTom2sVY4MmBlcFmQePmWqd2bN3/6ejz1Gr54x7d+8/aHW/Ma5TJ6JtWomENRoGmAFAst0eSmho0zqrtCxBBMwqRrUYAIbMQfIMTUR0RERD8BdBI2HAIXwFxWhghBmEY2aEQVgSHa0dzC9OjI63HxaLS0rpD1a1d9+Orzf/aTF88rLKEHlMHFYJ5dgqPwSaCRkzUvrMwDPlnuvyOvd7yQhxgAeUNiki5evXUNR1Z8khOvaBL8xsO/DaqiK1+prdiqeuLDBRA5+Xm6Z9J91dB9OgccKZz8ujJ5rrIipFZA9VZP9Ueqi3bPsOuekgUiK/bWAgJklD2cPAzXTVSYdFgZz1pYGe8AgQeVlUVGg9jMX2NVHLqia/cUJtMa/OTdCStDrrzhFU8qoiLLQAEtkMou1xaG2QIZ2LcW2z9+wVW7L7z7vu/9wV98+1hYPZxddexoC5RAASC1TU615uFA3UQdkqTI48gXu9ovhFU+YuojIiKinyS+YrujvDkfYWoBwxGsQWokD3uhxpHD62R03pZV55+56Zq9Z+7aedb2aUSBmxXBg7vlNhYFIDmU3cD1yvPKTDB54OP6YhdxrH0nXq1El4iumjTOfjLJUt12VUkrMuo4aLmdjGKAeA5ugKhEF3WoifiK9xAgehaIimKSAGXFp5UVJTIbz6Qf1wAVEM+wDFhEb2XCEQDuk+vm492VJm9Kpr7i5gLF26xFS5+sVsc3w/VkABNxCKC+hK7rzviz+omnHEQDFNBurgJcgIiT308OMYhBPOalv0YuL0+9YVmgIl3RVU8U+ibPdGWg9lO/e9URT/x2IWe0KYkbUK+r4i07p27Yde3nPnLZ1x956cvf/cH9ealO7XGTnB0wjaVWVdMsdWHPpfBx3uuCZRMsi6f0hqdKTH28BERERPTelKV4U2bQFX9SHHsN4qFEqBd7aXHHuult6zZ+5kNXX3vx6p4gZgTDtC0htwjjNY8GQW4NaqomAiDko5CubtTt0BtPZeu6Mnanp3Jc9Q683i6VqUPhIga3k0FJTp7fOxH5ZHwYz04JFd7AGkgQD6KlozvtdkqFLYp0Ozr1ZGHTxyf6PAMZKCClCxKQVwQXF0xO6Hm04Xivqevkefp4kiESPLsGFCeqg7Ii9PiKit38//c1CdYGSxBAFdp9VJ48mwIe4HEUpxQoThbi1KB26ksuMQKiI46fR5dluyOLIgkiYeptb1DwNK6nTVIfkOHSDe3IkHDyHp3M4aeWkyFtHwLR5KF1oDGXEIvuW91La1GUKIDz1vV23HT2Z248+9Vl/OGXvnfng99/4LnX2jg18n57ZITpeehkPycUnuEtMKrysPJRYfXBcj1/gBBTHxEREf0kkALSrWgdwLjdiEx2EVq7Tl+H+azG83Zuvn7fpXvP37pl9WBtHz1AM8quyiWh6+cBMwCQcU0miiskOeAtXCExtTlWUwbNkzNq476K4mrpHXi5Q9FGVIFSRC0E95XbEMeVupxjUHEHMrxLfQ5ROCAC0YzSpHIRqNYWjgz9yOJSnfLicDSqGwdENVoqi6JXVTOD3vzsYFChJyKm6ilKhrXwDM0iGjUE0QzxE0cNJYzH1NmymaXsZW86uUDEulRtJogKExPxST2yCzwKgadRWxQFFMht1qyqKaWiKAC4u7xh2H2uYTU0Zo+uZVdDDG7iIqYOde++O0xO9KqRwjwgBGtTGaC5RU7owRFMuqpcl8XcPElZtJDjbV4V3v4WjyR2W0kV8IwSUiiQG6ibFskxuV+ndNhxV3OIjk/9SXKJnnPt0oh4UDd3Mw3WC94DpHGYWSFeeBqIrK78vE9d+Nmbd9/z7P5Hnj901yOvPvPD0aG2BgqJSC5whyoSYGoSTIo6tfzhQUx9RERE9BPCBLmFOxQSURVqqW6Gi7A01e+XRdw2euHyffs+9fEPnbdtuj/pmB8dsdseaRmOFHtdjtDgJ1oddmO1AyyIwnvQaCjbfjEEXh9Be8gAZFxSC0Bl78TLHU6iXZXQV0yHOGmteVKhDk+wBMtQhTugdWsaSw/RgUMWRoUeWsR9D77y7fu+94NXXjtwZLFJWKqbtk0AQgijJvXKOCjjVK/YsDA12y+uuWT3h6+/YN10aamcKaDD44XVKArxZHUOZSFadDW0DFENAMQrlIVDnj00KmZ6VkAE0n2B7ohbRjA4YJPK19JRzM8gVkUU1EP0y6rwJCIhhLeOfN290h5yGPV7L47QZEwPykpQOFzhXRMXQeFaogwoASSgVQjQL+LxI8O104pCuwqhYfwkxTK8lSAZOgIO1GaDt98SOXSIYGSwFmXGGX0tkCGAmzhytxt3HPXGu3NHo7rsDbJKBhrH0hA6kCPHUKde3WS3ds1sb8P0wK0pPQUdIeeYVEWhQL2MsoyhiLDtM3HLvq0f37f15Vvx3A+O/k+/e8cjTz293AgG86PQT1ainEI51TZFm9swuxHNUf78IKY+IiIi+kkQFLEAXKzxeml0fHl+ulwzVw2PLk5JvnrfFf/4I7etXT0/24MbgqOEB+3OuU321AnSyb2hoog67jF5YldkznHOFYuGY4bv78f/9v/80ctHRxmFi6gb4IrcSvVOvFxryrzc89Ganl1/+UUfv+mqtdNBpDuvZTKeeeDwDNVJgxU1iRKlBpYMR5dw3wvtn9z92MOPPv7KwaPamz621Eh/lUO9VKnEJYhI6tmiiCLrqH7ldfRjvu/3v/F///HXLjh726c+cv3FO+fW9KYX4KkeSkDoVW5JkLsNnt3ZQgcWRyKlHDf8zhfv+vajzy96b7GVrt2Oela4BGgoTDDuMOlinoug0o5yu7x5w9r/5r/8+D5xAKoKwMy6+HfqWrUE4nLEfsM/+dd37H/9qFtjy8cLy44io2ilf6QcFNb0bBSQM0Ij/dqDtc0Z81NTyz/81c99dOeOdRsHxzCZhyGCII7gIiEBS8A3Hnji//ris297g2aHP0QxcNX5QXnxOVt+9bPX9mx87DSlLDHIyn6nEEio+nFkWGqBEgeXcOhw/T/+5r0Pfe/hNGrTsC48r5vp7Tlrw8c/eO3lezbOhRyk6XmNEGAxIQTtdyXK1CZpMVvFuWns3DWz6x9/8s++9si373/kL59+6VCqRr01xzxY7mEwD4/52CIq/vggpj4iIiL6SSB5uQgaYDY6WvlwboC1A2zZMH3tx268ZPdZm8+YOiONiqKVjAAPCmtqKbrBBjo++yYnhx6Mx62P/04nx8NsOSMoRoIkOOi4+9lDh9qq1sLHJ7hcPJi+E4voylJZ1zNSD+rXzt19oQ5CCxRQGZceffJ6AiApWUKUQpcdRzLuf+LAV7795NPf/8Fjr6XXfE7DbO7Nuglm+zCsOIpmcCCErJLdgaa2jCZH7R+09pmHD331iT88b8eZ15678OFLtp63Y2EAoG37IQRYl/oMsUvVg6lilF2jXHfr9f/huy89d3i0LP3cDZboOq5KMu0KtTqeWOcKS4qABg8fObT70SOXXTiTcwYQQpgM9zuFudQBx4C7nlz8/XtebmQgCKVV0VtAG9FWkWOABfVCXE1K1z6kFKsf++GBj12ybdOOdYMB4EEk+KTJJ2KCtzn5clEsCf7wL56898Dbn+tb24QcJFvG8suHlvPPfeTK6akQbASVIooJxoMxYIC4qAHLreWoh2r/1r3PfuHPv/XUs889u+68dRvOXZhe25cqtNIuHrn7hee//s/+6Lyz5n76Q3uv2rfrknAYZk1KsT83cjFAHGUvxtwiLcGGsOYMWfhPbj7/52/Y/ejz+7/63ae/9fhLT7x25PU6LLcjVKt9dhb1Ef4AIaY+IiIi+glQ5SW0qZA0U+Tt6+d/6oo9t1130ZmrURjqxeG8WOz1FICn3NQG1zKuaGsSuhrfiUaT46l04wzYLf4dojOxBYoWaAFkpJRGuXQPkAhRuDs8tAffgdfboKwxb6HO2izLVNZxc5IAwWSOH7RwoMlARCtogadfT//r79z59QeePmp9iz0rZm2U7PgRhBLTs5MeLQJLcIMIVNC0ABAml8s9jVKaGuhg6mA7+tYT++998PEvf+eJK/fu/Jlbdl28oUCyaR2PTgiI3RyIfjpWxr55sX1t8cGbLvmff+sOm5lL2oPErrwaR6Oybl00STAoRGNQayRanipmUY8evvP5vHtXWZZmBkBVzUz1lMEDGnJAaBx/9vUnh6MK06vQppQLYAjpBg8WMjwQvS48CayVfqMtsvdKm9XDv3zTtedXNdpj0FkE8ZPDKlpIStAseOplPL1/FOq3H3D3Wp5HnJEqIsWnXhs9+vyBHRduQhZYlmBwfcNYigQstdoKbv/Wk//83/xeKqe2nbPvH33+hgvPnQndKAbgmOGl/Vd8+Y6HvvQXX3nkX33l8+3Mzuu3BkjtGRAx7wVp61bUIQ4PkD7ioAoF3ErBVedt3HfuxoMtvv3YoS/d9Zd/fv/Try8dTOV0rQV/gBBTHxEREf0E6EnatHHhgnPPvHbv+kvP3bRlGn1HmdHDaH6qgS/XWO3m4lJWA1gepxqXk5PGBWLDbvJBgE46Yap3kQ8AXJqXkWW6WpOlWlfYrIxGGpdD256clA4J78TEPtG+azGqX5/pz7baa4G8cq3mBkHjim5+neCp/YsPPrn/X//x1x5/dXi8WN2UC55Dubw4kFGcK5JZbg+ZBDMX8SBQN1iWZAVSdrgF0zJpYRCZKrI1lkxEtOzJYOvDR5tHv/Tdhx979Fc+cenNF2yZjtodMhSx8fi++kXNM/NxTZTBJ6457857nnjoxWM5mKEYjxYMyQfJRUU8ILh4aodhvkSTkyR1u+fRBx591Hfv3h1jNLO3OtQH2HK0xVdfHD1y393zC+cdObQo07NB6ughh9QqoB50Sqx0bw3q2oPOiBZtOnzjLR+84PzNGB2GDlHMr5ggnxytIGkxtQz8+//wjUNLkOrtb7EU8y6FN430Vh1tDtz/yA9uOnvtXAW0LbRasb1TTkwc6Q/wb373rv/z39++bc8VP/dLHz17a7x5eT8WD1vIKMQlNDrYdkb/il+48LZrtv36v/zab/6rr83v3/rR267bNBtLoJKR5DZoBiJkYEWogSzQ7EWIkqFtW0ZZA/vIhQs3X3DLf3Hkmm8++Pxd9z/9O08l/gAhpj4iIiL6mwt+ckFp3QJ3PB46TIYfSNW+ZqqGmKUABNm7DpNiKcLd0gwWPcTF5Kmc0sGcLdcoCljCcLGyZuu61avnZn/jp7ft27cPgJmpTrp9BAC9roZXAeN+kgB05VCHFf/V/ikL9zc+FK82i1vIy3OhstGxuugd1QUgwlvx7NJHmE6oxx1Ecwqe1A3SdQfRrAD+enOxw8Kb3uSAwSczxnXQHT8MzXLflvqAJUiEQSzlGBR5hPpVn9p0OJQPvOT/8J/+xYuvLaHa4JVnycAQ0ZpiqvHVQIbUCHX0upCkMHcxEZdoIjWmuyc/njInCveuDCgw8Rza4zlbg+m7jqy7658/8R99cPBrn90UFqszqjrmxTL2cyxemdo9595vD83q0b2D6jf+wac/9t/99uIhxdazcOTVvh5vRnUT++NXiQzPCJLbNkvVoILgqOGG316695+W5w2fR8Co3LSsxVTOlTTJihRj5X4Ag4dy+V//xr87aIPjh5+vpuYbNCkUSXrjFqbZBPBmWPbikmkq5mEYLD/59/ZN/7ef3DAb61ytXQb6gAERXqCBJzQFwqqh4huP44++/fCx/to3dM15a5ZjemUqHTOJTez97oOHfunzZZF8EDJUlwxJqwIo00Ecf3k42Pp8NXf7C/hf7nhhzwL+j1+5amkm/ve//oW/c2jd/KqFYulAf/hqm2z9efv2Xrj65t24ZfPMxX/vul/7zT//9a+8/JWX7v0X/9XVq70etb6/mp0OWJuOIL+iuh4Sp4Fxt9AAhAJAUQFAFXDh2v6Ft+z8z2/Z+WsHm7vve+D3v/j1p19vjqN/ROeH1ZosPfy/7L15tFzXdd757X3OubduVb0Z8wwQJAGQxMQBHMRRHC3JJDVZkSxLkd2223EnTvey01PslaSdjnutdNrLXu70stOWpzi2NdFURJoiJU7iPIETCJIgABLz+PBeTfeec/buP27VwwNBCbBismXl/hYWMfC9elX33qq1v7v3/j51UAUZGMP5biUmY8FOgkAVbABheFYhiFAz8tAgkEOhnhBJlUgG4fQIXIXCV6qvoqKioqKi4scROU3kkIoOTEfeWwJZBzBENEpgqtXqeSCbOHaKbk/kBJIE3WONlJtpft6iOZ/52G2b1pt10i2/O8bIzN/H4/G//OXAEEDl+B9LGXgNIQQGIgLUA36QjBfL10nKStBBfvrZQOGoAv1A7cFx4/6+nJAiGhWus3pG6AeKMxQwROwcVAGTNCYmgwSLu+97/tjk5NDQ+LQXmZGQpX4rn20pY5QisyorSIgVJDDlbKuWaXsziX2zpmODwiW1GBlFD73Ok089c/+q7I7LxjUYmCRCSmtTKudFwda5kWGzcvH8PQoc3g+HXh6ssfFMx2RqauqNHa3zl9fB0UJnEh4MIwKiJOCHHzneywsfYpY1eiqq777EiAjGFhFBFLEAdGyovmnThqGREYQuK1xp4joQoABgLEKM1rz8yusRBDaIZ3MOFYASCbGAp1qt1w9gyXwLY8tVxpkvQVJzzk0q7r9/F0Lvjo/+xMTo6KEW9h88fGAyHj92IGvtrbUPmDR7ff/kU88/t3XlyL/49MYLVs69YO3qr257Zs+ePe8ckHPnwibloipApkwFPMurbWIsuf3WLWs3bfiTux595LnXeq2eoV6bOBBgHFSgkV3KNhFBCBFswAYSoaz9vA2oCiT0rY90VgKislafg5Xqq6ioqKioqPjxRsn2IwZUGVImbpMEOhlL3f+6QYlKEAUUbChravDdXjDpUCcPbNRkmfNTw3pi9cqJy85dcMvm1RtXzhlJtNuLSZqEEIio3PXi96erIACDCc4DgWyEBRmoGg1OYoAEFULeT9nWfm8zgpUGKqKveM9QCTfi1OCrZymWfvg5AC3I5dBEela8lcIACYNEBMpsiiiqth3M4Zb/rS/f9a1ndnkz4YuusEX5TJQhADxpAdUyKzySBSwYqqafME4UpRh43vAgPVzLfxFVAw0CIkMEjbkbbuw/fOjf/f6f7Xzjkv/mYxcvGqoZCaQhJWuggIUqsRmv4R/cuvHl3/9Ox9VyMUgawedn1ii9zl0Pbb3pS1tcbCPGhoNlAkAkViUw7zrKf/SfvpIH7Qa4eibFTHijzlyEUYls3YvAGmg3ldb1l6y8/qoLhUDCrEhOHvWBnwvZXLDvePGt+78r5IiNxrPo9WkAEGE9XCB3vN25+75nLv/cJTUyGkNmrCllt1hKR72a7z58cOuzT61ZOu+Tt30oNQEGgVO2HFsHfuVnblzsenuOtf78uWNvHg0Pb3/nP97X+bV/+JGP37bpvlf2PvbC9vuf27HpxnNG0Ru2LgCRnKEE0LN8D1Ce2yxdMVH7n37+xl8sbnzy1QMPPrX7udd27tj7Nic1m2SdvCjqo/ACJXDS97UlA4jCBkQCsQYj0zNat7ytIIS+VVL/Yo7VR2Kl+ioqKioqKip+HOnvzilIRNkgsiprNIiAGhUAXZMpTIQpRQU7J0VAt6vOsmWTpj5vgeDIj3B+y4fWffGOy8+ZwCgwLIH8JHzMLCLGrbUAVDWEYIx5P3p9g/U+FiBQ4tlBHBCMqlXPEBYQ5QorYIETWC1nWQFQBM3OgfhBtOzEqYcR725aKZH0rHqDwIN+GkgAiEIMg9AFfu8rD9/9yFaMr+h0Qn1sxHe7BEANQFBrJTfIhSCwAqNkQQbgkxOwIMAPCveZXuVJ7SdgSupFiBABBEHEJEeEfu9rD46MT3zptvNGDJvuVJKNGgAmhRgRrjFu3TT/gfPGHn11z6HYVDc+aI3+QAw//PLb333jwhvWjCS+DQ0CCyVowYQuJfd8761jHSXr1Lnprre1TLwOGpNa/ldASikMUerM9DvL0qnP3vjRhkXbI+OEi5ydAVtQv1ULcBBG3Tz/3I6Dkx07vFDPMo9RA4BAznOq5CLVHtv62jsf2Tg+kUrRqhlT2sbCpODscMfde/8jvte++cr181ISETWY9iQxb7j8zmvPW+SCt7az/Mhv/e7DU7Xmtv1HssRKkF+845o33tr98MuHf/knzh2L3SHUpsHCqYGefe0+nKUAJIbC8/KM529YcMvGBUe7Wx56as+jTzz9zNZX8og9vt4YHimCFNMt2AQuhcig/WsVwtpz2i27xGUbXGZNcfdfrFSq7+8H1SRuRUVFRUVFxQ+lkwbCRYiFSp96HvyVA6WR3KCbBGgEBSTkjEj7uJ86PMdOjvr9ly2t/5t/8rlf/9LlGycwAQwhEsqwMkXhZ9LbSo/H90PyzS6GBIjEQg7kQDbSzLQnqB8qQAMdZUFmUB/LWao+cHbKL8pANXAGbsA0wE1QUk5gCmwkq4MXDkAJSvDAKwdx/xPbsollU17d8FAnFCDpB6ErQ5kAQmAFqepMgkUpjlSgEeoHiYXyLs/Jk+dUCT4QU81Aip4XTMUkNhfe/ehLbx1FECBJahCGghxMqiALjDJ++tYrR2Wypj30crjamY9JDAfaevcT21uAMqPX6g/BikBl/ySefPnN+tgcT05tDVGU7EC+annfYWDHakCJqtSlfemqsfVLxxjIA9gSCNAcmOXfSRxhCmDbzuOcNsjVIGc3sahegUhGyYCssNt3tP324ckANsYgbyPmQIRJIqUncj105JhFPGf+GBVTpMEmCOTEGEgwhMSoAcZHhjEyzNYVeY+BlHTDyrHF8+fsPNzuAog9xJYBPOhvNeFZ5LnEWLcYS6UOjBLGFMszfObaJb/xj+78b3/qtgsWNhpUtPa/VRzeY6wQRxSdwXJjaWCblLcdhMrLC9q3QZpZnK3GPP8+UfX6KioqKioqKv52kHoAM0YgChMJkZS0nPZUAsD1vkmJBtJoik5NipSVizxJdNP6i+5Yn61YtvjCVfPrTm0MGQIgBAIl0dTUDClgVTFY6ivz3N4P4cflXmK/8CcFl+V1oNKVkSMlIABGYEAOsICZCXmHhn7Tic5wM51lupxOpJMSkbRvyV9qSANKck67XM+5VgBKDEgIAc52A7btnvznf/D0/qKZp/WCxbJFrwNWlBoPDHCEVUpUy7YMAIHmrMIajEZGYIjACUjIlPnp/VKeZoYgCcRgwwzx3ZozgWs9TWPinn57/+/8+QP/6gvXLEi5RoUIq00EzGysFkNRr18z/L/+3Mf/2X/4dsjqvlec8eDXam4qt3e/sG/Ft3f/4+sXpCQiwsaQIog+9fqhZ17f17ajuVpHFmkSo5ZrlYNGHwDRGOAyEFHonTuR/I+fv3W+C4XapIYIGFbEHJwBpQcPKzhaHOrh+TcOnghs2IIFMZzFlR8UJhKDHIjZ1I5Nxe+9tPeq8+cMs7PahXiwCcRdwYGjk61uHoXPXTEfesgXBtwQk8AXYhrPbj+0h04c6sWvPrA38R3rT1xy3nIj3rFdUMd556x64rmpSQ9IjsjGDPcAJUfqSeMgjvIH4dJURQhCGlB0SKXmXKpOyDaa/KWPXfyZ2y6+++VDz764+/UdO9/cc7CdW2+zPKaRrVIKOIACu0g1Ld8UIPSvKAyu/JPxhxWV6quoqKioqKj48asecihHYoEDWZCDKNgoSDWCCIYRDSyIo/M58lYWWsPGD1tzw9WbP/uJqxaOYgmEIYQcWiYUEIhBLpLrAQGIwHj542y/XHm/en0KSCASCziO0ACNUADskfSbHqRQBnE/k40URQFHBG9Zg++xq8UzdT4SyyqRCMX0dNZsFEWBsk0KCxIogBrSLKDoStu74fK4GMAQ9QSHWv7//PdffvngEs/DXiwsQgiwBhIYChJSKAiuEToehskZhCI1gryVUMhQDNfMaCO1iEcKPnJsUkwSOVWX1ZrDU50iCKAKUVuvhyBwTrTriKJoQYSk4fOCauPffHTrlWvn/PSHN9R8m6zrBpRDuEajjd0RR7dftere5877T88eIZepgJklz+GcMaYMZD/lWmJA3Tu92h/c/b1PbLpj1XgqwXtKE9fYdyz/3//vP83dsjwauMwrgagfzgEZpf3/aQAAIABJREFUmIsIAaoKw5g6Njpm7rx+80VLxiE9x01BObJKUNUYyCqiwNgA0yNs34NXdh3mbKQXAObTZ1GZWWI01koICiRpGvN2LF1VyACIIm544qEX3/qFT25omMSK+E7XDWdBoIxOL48iQ80hR0DwSZb4DpjIsg068mv/5o9r3QMmGzqSLh8fnXv5+St+6c6rdOq4GZlngNXnrDIvvNzuAIlCAr27laxnVH2h3IMtJ3bBpBGSE4khNXCOuZ7g05vnfWLzvByXvrB98s/u+s6T23YfLVyBBM05PRiNUHIKQIA0AxG6XTgDKQdlA2lkICKtPhIr1VdRUVFRUVHx41g9SBSIwgqVli3Ul0MEsIUqggB5GqO0T4ymsmRhc8OKpdduXrFu+eKlc9KMYQSRIWVHCRbEfVMVJSZ1IPoAaxQfoiUl9QmnmXQbMn1cagSy2rUaPaWBDCMQQKqsRKoQNZaJKaqEGEm0bzHyAyncuLSm4QzqSVuFjO1PYPZHRmFETOxE37EMKdelCLHw5JJA+M7Tr7/4zmSvtlLIgMzAy6Qc2iy33AQQ8UBjDOINehSmJ6xcfsmqVYvmXH7hoqVzRzPLkHiwMPsOHnr65b2PPffa7kPH47FpZzM2WSEKl4Re3p/mAyKxEikMfI5apnnPJ0N3Pfbmlg9t2GxMiDAWQZGCIAINCN0sST5+/Ya/eeov28ncrqiEwGkqMUbvcZofT+y1kc5HTns1++qj2/77OzazhTCmxXzte9vadqwb6GQTtX+QdbCeN5BnzlExNTSMBXbqY9dcKEWLTX/zsm/eSQmM0ZiTIQUVipzw/37l/g7VOu2cxxso3iOivbzLICIKQMQXhSkzD2ChESrQ4NW8MxkeenH69g1DKTnbaIBMaXaUpTa1ZnK6HQioNcXHmoONPRs4Ct/yiZt3PLdj68vbas36Zeev+vUvrl1ge44aLUVB2H/oiJF2qgA7IC1jG0kjAAXTWYx59u10++8n9Luj5T6eChMRaNRPqbAYd/15Ixf80p3b9hx66s19L2w/8sKb+w+2jgsnarOCHJwlEZXS/BNAhAqrMIQRI1Wqr1J9FRUVFRUVFT+O9CcA+6VnmeVFkAKxAEmSJrXEYnIPfG/9ecs+det1l2+YWNZAHaAI9rGRGkg8AUMAwyTkbBkgXoaAa5EASb/u/iAKSnWGYBB878Th3qGDo8WhrgZSzaRHKgXVc607bTPEqBoRKoViNnzwWCsmTWoMa5qKnrkQl90vDi2cF3rtBCG1alQkSmkHWo5Zii8oFIj5vNFaPUwhILGIEoPSccF/fuL1I3aesoCob9AiBqqkgRVaLrlRBFnECAQuJhemxc9/4sYv3HZuCqSABBiGY7MMCAsX3rxx4ROXrf69P773lbf2GnAPrggRbBEVjggBgOcEMCBAchTeGi209viOY3/9IjZcWvMBBmACKcFHmBQmyTvFVReOf+7DG//kwVdiNr/IcxWBqjEmnqaNNRRsg7ihdoxff2r3Z26+eH4NXUGX8fWndh3ThpDtixgqV85mVihLXQMFMbSOziKa/o1f+Nyq8RpHAROVQ4oohRMTmShqmHpFkdtk7wl898kX/cgKZFYVMMB7DngSATDWioiKaF+iM6Qg5Awgre+fbv31Iy9dt+HKYSSwDVEYxDSGhUN11mDT4b3Hwto5VLOGPWzsxl50af2nbl//2or1+w8d3nnkyGuvv7Fr79p1SxSWVXDC4rUduyZMZ2ET0AzJRABqUGgBsmc55TyzckrERCmQnLqPqwQCebKGVW2UhVlaWzbvwvPm00fx6gH56n9++skXtu48fNTWRvOCYlBwws0hCQE6CNgAkRKo+kSsVF9FRUVFRUXFjyOBHQDBYG0MET40GmkKdKeOo9NRw5uXNW689oafuOb8hU04IHTEOs4ciLi/CIeBUwsQAUbp+xIGA58CyAej+spMwARoDjVuuPSi31+55rA6K6gJWJETcoYFrMIojIAAsTjSw5/f9fiDW988JoykhhDO6Fd5yVL9H/7pHSP1stspeWeqmWVCNFiugxjU6ig8QgfzhjDEQMyNMz2hfSfw+sFWL1sA8YBADdQADGUSMzApUZDAASFahDp6t1214RPXnpvkqDskFMHC7BRw3TxJ0iMdXH7e6PQnfuLLf3n3i7uPwHBiawEqzEyRJUYiIAEbqLJjmTrmRoa6haA2/M3HX/vHF61JE2AgrkJUax3YMSNVfPqmy+978tXJENgYCYGtVeD0jmhiTc930RxD1751PDz92v6PbVroBY9tD9sP551YKx2CoH2rTgDUdxzRGaFtiTifuvWadTesG4pF0KRWpliYMuaAADKhXLwkVWZn8MbbB0w21BKkQ828Nw3zHjmT0fsyxbFcKFUqxQ6XzUarnhWRKIrdvufQG/uweKGLfQ0sJN3xRrOeueNdevvgkdbYcK3GxSQaVsZGGr1OqxaxZQ22bl5z5Kmdx7rFV/7mezf8/BUpe58XO7rJ2/sPL2jUxh20ZwuwAKwe6kFWzm6Rzg3eXAOVTLPDGQGBBgjDWDABlJLMqdsC6AEbF/Dqn92yZ/+Wux987m8ef2H/4UnUhkytNlW0C+VBXKdVxEjVUl+l+ioqKioqKip+XFXfSTFGQLRSWI5m6lAN3U3LF1xz6ZZFc2vXrF0xZ8QlpNLzieG0pqQeQVWhqsy2gS7AABOsggKV0QGWwIQA+A/MJaIlIIYhZ/wJ63TtWLbSoKZSl4IAD9dlk2owUFZhhZLpkn2nh4a0NBYwI7BNhPYZVZ87sHXLfBrKpM5SM0SSkQaAFKKIShQEaigIyTCRhIYIpAslz9nd39n6zrTJ3ajBO4JEYVBmJaphMCtHVlAEK4rpxIA7x66+aNkvf+rKRUlociAUiApOFFx4qdNxxHRRvdlRd9WG4XNWfu7Xfusvn91xsDE+PBWIXGby40xFpBTsQA6aJ9qN1DUeROzNyLMvvHPPd6c+cstl/Qx0jeQSoaTw6mpWBRsX49brtrx27zZVNUmiMb5nT4hJjfSiFLCNg3nnD79+/5Ur7nh7Mv/tP/z28TCExhC6k6WxJA8C+qh0EaGZXHlSjReumPsrn7m2GTyRdmEJyCDQHDCRrOfSkMQoxLrUA08884ZJ6iEa9HJoQMhB2WkXerD1uohICP3lwP4wM4z6JBaqkocAl+06eOzr9z2x5acvFYsEcFIA3fGs9uFrrv7yt194fNu+T25cIPDweZ2KvJcPUWvEh8V1+5ErVt374s4D4r7x1KtfunXd1cvrztIf/NXrR6e7N21eVVcJXJsq3yfiITk4i2dXvpPkIGZYIZrRfmUWiAXKrUjPDUNcji5DxWieGZsoRdUh0KKFfO4nNn/m+rVPvvT6Q8/t3rH/6N5emJa04CQiiYTBjZvKybNSfRUVFRUVFRU/llDSr/Y0koqVgN7kpevP+cytV19z0dCYQ1TM15woQCNcRIyIBDYgJjakRkFWDwEWSIC6UhJBEf2BPEZCsIwPaHZMGQVQU5jg4YoGuQzGISdMQcWikaEJtPvrc6pAAmmMJSYlryJghs1gPGLvDGoZVtlaxyoUY3TMINNvwhADzNKi6CEWrg4EoABLMdnqZSNf+et7xa1BMkbFWwD3YxhgDIjLLS0oSEFKCE0m1e6nbt6waAhhcpLqAlZo2U1NwA5agGDgEuFhY9wobrvp4pd23wOVWMTa2Lj2oulLKgOyQN6bPj6nkXR7ncbI4lZwaM755rfv+fD1lyUOZCAxmiTzETZBBByhN9W95boL/vCpg5P79hnnilbLDA9D3h0U0ev1snra6nUwNtd1wrOvPvvss88+vHXHi28c9nOuQC9AIhGxAqRll09JCICS9kcdqZg+8Ymfu2XUocYSVIvZh1yhbAOQEIIXiiqWuoLXd+w+PtW243OLo0fc4jHf7bzHZZ6mjUbDe9/pdAD0vWTKS0bFwBMxM4urd44feuDhx47fvn5orB4BhRKi9Z2bb17/wOtTDzzywoHb1o+P0/BQ2ps+nhduzEyNW8wxvas2LFmxcsmBw2nnSOueJ7Zefs6Hdmx/7av3PDZ/rHnZhUsZPljbBbLSOFeLmTnXs7k5Ay0vDKuzbkgMXDgFGrs2K+1oHcAaSAVSWMB6jzRFpHmEobnZ8us33H7ThgM5vv7gkd/7s29EtdKXfKXxbF59Ilaqr6KioqKiouJHi7Qs/LipZBPASBcaC24eSeZHGxCn63E616XKUbQHG2GEEJkIhXCB1CQUaTqNxEhia1Snr1oz//r1CzesPvfCJWNjmdHQpigQgRsBBrrNnFZPA8Di2X89rSL54CbHlvRrohR28cnaiDKY2c2fNGpNLYy2KDTJhJxxDMNtDkiOoXXMyHA801M+XlvqiUcAQk8ozYkJLlEP6YGTSFZt3YC7YAOkFog9aJLPWX7PthN70qW+aCXF64WOD45aDkIEohk863IqlrP25L47L11989rFY9DeyJwOwQCpemhBqtbgkFk2psHFqYSTBkwGfP6SZfd/Q54+eADD5+bdDjhVzgAg9oAeANTnHVEgBXoROIFw4mGdeGbv9G3nDFFsGYNcErJwECs5ADucXdfUf3fryO/e/fqL7RomFlHnSIY8kPNmBGQhvXo83qnPAwDu4MQ2D+wfXf+5e2KMSzsjo+SPkDGqAjKRCJSCCFBGcBRDCGnW6E51qNH8lfNe+vz6MWYtKI0aayKWSxuXFAqrvgm0yTWsKnBUce9r7QcPmXx0ThYONIdjr3MCZkES9xZuBaIO997JtDuZzqHY/qe3rfvmfY890x6DlxGZaqWZxLYSe657rgPRhq7tHBmuy6Q0/vS1I1+4YlkC1OEQOXXxljr8T57zz/9g+8/8X/f9z79047Jh/PIXP9o64ROKRnTKJ0MWv3376jf37J3uLRpasvrBI/Z3vrZ3k7x87bqrPrRu0TFJmoyF3jtnYJqwwwCnQDibCp4bMzLP4DSfTUpAGD7lX+zJuyzllW9gKDQ1bxJBeXFiL7xlzs996EvPv7n7vqf3vLJz/xv7j7ULtOsr4At2RFKo7xomVUSwcKJkoQyk0EwRKbaM+MRTDbARkPI2EDNV6Q+V6quoqKioqKj4QKDB+g9BwLsMZ4pUCwsxKi6Sco1t0/d8S7S3LMss9NILz/viJ7dcMAfSw5waEsD73LAlw6fLvIqzQgHimQxsEIMTAK/vOGhtQlGjxDM2QDUUCyaGP3bbzcMpQTyTw6ldUyk33QaDeQQYYHTI3XT91a98/ckOqeY5mzPP7bXy8M7+w+GcIQMGEdMpie8EENFP3nTxUYy+9RePHZ8KrlEvPEvZqEQAJJA7/WFPHD8OZngPY8gYPekbNBNYz3lUZtedmhwdG0k0/9I//GKzXiufsCEOwVt277rJ4AAwF7nvGNz1rUeiEsjKyWctVkMhBbimriEC0pBofvH5i6W4cuvXX/HMp94FKB/YBO+zJIOJR4/u3bp9Mr1iWQ1QGCQjKiTANZsWfvbmLb/7R3/1f/zmrn/7r39p3aUXbqSiTLsMwZOma1YvW7ByeUyxdVfn13/zjw+3/M9++LrPf+7jzRQ1A42SODPoMX7wnwumnGgFABIHXtDgS9euXL9+pSE8vn3qa3c/9L0XXo02zfNkqmB1wyEZRogIAUTOIoaeSIuYmGDQM9QR1wpAtGIQFdQB8kFGS8X7SqWsKyoqKioq/uuVGKf8UQUIDImY8nqCjcKloCypj5nasPhet3tM4+TEHL157dxf/exN//Lnt2ycAy4wtwZEaIxKDE4UrpDqtvIPLb9nFWlqAFLg8OFpMo6I9SycQknC/LHhi9ZY0ggSOlW+6cDFf7AjVypAWODCNec2s4SgIGU+c4no4Q4cbQkAGIBPl6NMkIiP3nDO0mGC5rkiUqrkgAgtAA39UeF3CQ1jjIFzVOY09kdMQRpJI1RUDTglNgYhTh26/IKlq1atFFEoggpOyXU8+SoMBCRcy156Y/LlN3ZHOBBHmL4pkQarHhKhVHBawCEUIzUsm2huWru8zgHKoVR97xqxJBY2Aaw227HrIHU0KY2OuBGoBgABt199/tr5WWwd/Vf/2x88+sykkA1I8mi9SXuMwpBLsf84/uNfPbhr164Fcyc+/fHbJxqAqgFOz47/ILfotPR/KS1bFKyaT7XmOMwjjABbVg3/63/ysf/lZ25eVe9krb1zmknSbKCXg1OkDRgXo6cYLHqGWkQdcFc4F/YBCIgRUkAKoKje9h8I1YdyRUVFRUXFf90qg4QA1ggNRoMRT8PztBujgmOLoJxHG6aXz88u27j2vBXNjRede/VEnQALsVBySiGCiZkVrjSyjDPRCxV/yyp7lvJjwECMZxw5NiXCGqFKZ7xjn3LceP6KCYbxHuyZjJClU0WlLdXkbG0kcc3K5oXnLN31ynGQUcWZc8BtfdeBtgdq7FTfsxulTSKIfO66tXu/+tTRoolkGBoptqz6SFY4hZ6mamIsAx5UVVUBV+YqGPUEjeRECWld8hOjTmqdg1/68HILBFXLFAVEsKdI1sHRjD1fhE6S/dld950ooMaBbKSE+lmHPkHOVAg410TE1bV9xdpli+qaLaytmEi37pHcNCl0WKnvS0MMFRgXJHbINCYWvLX/2MsvvnD55ZsikQJCbBQjBumQ+X9+81f/6Bv3/9U9D/3Ob//2V5cs27Bhw8ScRq3mpqfzY8enX3t129tvv5M68+nbrv3knZcun2N8QJ3BotYZ8QVbMyP5PkjVJ4AQjJYWuwEaR+okocWC1NimtSD6wo0XfuTKdW8dnnzghT33Pbd7d2y3fN4VhgiYlBOQiSQgFnUW7JFFADAEbyE1iKm6UJXqq6ioqKioqHgfJQYAIghI1UDKdofTQjsL4JT0hBR752S6bunQzZeuv/3aixc3LSISQkO7AOBzEMAGzACJR2QoWyIYrjK8fjgNflJsKUCwYDPdwbHj0708kkk0nNk5IzW4/KJzE8BoBCLHQGwHapIwCM3gWROeFiDWkQRbNq6958XvUmPM5x2YM1SJntI9R04EIBIjhtNLdwZq5GuWfuq6Dfc88dpTh02HEsAbDU4LJRKqQVunfRsDYGMAEJHCiZSNpshQIQs2CJFIJ9L42VtvuGbVBAHOMAPMrCqGTWn3ApIZ1UfwhfD2fZOPv7I7NJZqMCCj5KQ0OtGIGI2LQgTUYP2cZOrOazc3Yl7Lapesnr91z94QuH9EtB9XB2KICNuoxOw6efeu+x9decGmsSZsGWgRC1ZpuNrScfzyF275xJ233Pvtx37v0YPPP/CytXZ8bOTw/j3am1o4nGy5ZPPn7rzuwpV1DkARU+bUUPQ52XIg1vz/+CmhNKM1BaSsMXEEBIgPna4bmregyfOa4xevHP+F29cf7+DLX3vioefffHs6+GSsXWj0CdwoAJGu17bGIQNYMRwNSDLEjLnSfZXqq6ioqKioqPi7ZKa4OtmZCYEIFD0juFhkRmvCNp9au7x57aYrLlg+smnV/FUjWabeFDmpg1ikABFcClWIgBhEZMgShDQqqVZLJD+0EFeimT4cRyAqJqfbvrAmyxDDGZs9maWVi2sWYCMQXxp56GmXQV9bUjnwqZA8hV29bL5lIpf4oncWGtUdn+qW3V3DRhTvEvsKABFFZ1G9/t997iP/6N9/t9PuUGItK0WVEGC/z1WiKnHgOkmmr3mIVFVFAG+tJnH6psvX/PRPXD7CXdGUiaNEy0bLYPV+kPusxxfRdOiJ7dta1Cy41m+bEUdY0mjgPQxJAacwCUVcsGR8y/kTNUyFiE2rJtx3d/kY1MycGoUKiKGqZCHSywORvW/7iUvfOHrrpgkXC9IugiAd6oQYrWkYrBnDOXdeeduNcujI9IGjR4Uoypp5E2OL5oxNDNGIQ11hOFpbNl8Laxmq5NxAnnP52wfW7isNQGnmLkRp2mksoBAFsxlKg8ISIJqqH2IsbvC/+Oxlb960/qFX377/uX07DxzbN6ndkAcBSciYbIQFOBKE+/pZFEl1n6hSfRUVFRUVFRXvby1gyQti4Vg55iTtG5cc+Zl/cOeGNXbUoGGRIbLkiAAMCGAJnPWLUAJxnOkaAjCIhsoVr0r2/RAIAIJVQABDLAA79PIClEQRYtYzpQLWEteslZlssWzG6mmlfLnKBjI601nUUDdYPNcZ1k5RnFVqhku7xYnySw0h9DuJZTgcKyAihhSG2XevuWDs2vXLvvL4jkY60m71avWacNYFv/eroVk/XUN5WIQsoKqAFtqdvGBJ4/M/efXSYXCRs0kBYSZA6PvkhgvZwvIj2w537HBeCBBnEuyUQBKkPqFFROhAa4xwy5YLF9aJJFqKFy4Zm9/Anm6BMvaPBipIBcZAtdx8U+BtLPjKY29cedHEOOWI07B1ANGaAmgAmeYZdzdm01jusGIMnEVykQwIBFgJBA/xoDoAZgZKDUuD8zbrtw/mJpHO6HcFCGwBLk/wzKmrIUIFJFCBAqRN6Nr59XMXrvnUdWsOHsFDz7/1Z3c/uP/Y9PDInKI92cBCA6gpbzg4sFWiSvNVqq+ioqKioqLifUD5pIdjCATKu20T6PJLNl2+ZuEvfmj5UN2mZfp2ANRA6ye1AvU3sajffTDmpAVo+ausBivV90Oem9n6TAm9HEUIMAyNZ5PW5pxJ7Myj8KzHfVdtzQDrTGGPyKLjw8REWgRYCz2DvARRCMEXZQqA8imPT33xJgqyUfIMuH7Twvsee146ATEEGCUDfxZRbxoBAVFAGS0gGQftHr7ygmvPnQ8LiJ6q81TfUxlFSqaBbbsP50gQIjlSiYDrr+eBvBsysed9F8BQDZesW5lqBJiIF44PLxmt7W91pN+cLPtt0hd+s+gkE09v37P3KFbMsyg8jGLQV2cAkkNysAMZEIHUIDIUCtIIDVAPDUD9lMMIYGBkSh+08CsDKvtBmtoPB+m/28vrI41tEAMG5MBWAbUgjzowZLBkHlZcv/zDV3zpq/c8+JW7v218TmEZAC3NXEE9kMepGRIVleqrqKioqKio+DvSFbPqRmtRxHXnn3vTxZtvWF9bkmK+HGN1iK68j1/ugamBN4iAxyl2+4PilwkDu0jVgVVkxd+WCCjBzYg/BfKIIBFMEDmp0b4/zNw32y/bUcQy63yXY4Kl0yXUCA10pApTGHKOmFEAzpxZ9UWP6DUARkGR++JLZ14JiAsxho3LEhW9ed3CJzYvuffJV6Uxv+VJJXAs5EwroBaeRDynMHWAoXkSJjeuHP2pa85pKIL3iWsMpBcBBFK8l9NpYPetxw+/dbSAGSYrSWgDknMDSMtFvV5RS+BrnHvwsrFk3WJD2lI4gVs4Qhevnr99z2vHaXjWsZRBpMHJHyeaHjhx/LnXd1+2YJkzQ4ABNO078yhAIDOVzpl10wQGsFpq5jh4CebUewCndPnoAzV00cHx7DczZ+xkyrtAirIZ60AsZPwgF8RaGA3wHWgYNm7JSPazn7r26msv/d7jT6dUBKCAOkgAF4Cv3veV6quoqKioqKh4X5hdFXe7zPVdu3Y+sm3/5KXnXXXB0sWbxhNAI+rlSFdZeDJ4YARSO1n2AifbSQNBQR9sXfpjhQBKM7KcRMHWgSzDRxijkDM2UUOQPCAmKNMUFKQDqUBAacrYl4RsB91DhgoTiggiwKVnlnwAxKeWswSWAQmG7Lu0fhAxLg1AjOq0tyQx/+wLt3Y6nbu3tVQd0tTqVAH3g3+IU08aPVJQCrZQHUb81HWXXLJs1ETfDTF3tQxhIJH0lF2+WUwG/tr9j3s3DG/glIrpxBpPNWECjBIj1gNaY1wE2A2rFteiQHvBjUTYjMN1m89/4uVdz7a4P89cRkRAymFPof4OoWrIGs3HX953x9XLFybjtmiBQwbKyAIEzoDMDyTTySqcSqVXL99SOhghnf0umvWqyivkg+ml84yanlF6g97+4APAjs30IZOB6hNBVGvsMIAu9Djorkd2/8Vd97ZarVuv3hwBA7aARUhAodIjleqrqKioqKioeJ84WVCmaeh4hna77W/f/zfPPdD53iXXfv7T154/FwpY6aacMwGwVmuWrFMQ8lIImn49WFpcsOIsggUqznBa5F1/dzVYa5FHWIezCOsuQvC+TOLjfioB3vP7aGZmb+Yfpk4ACqQpis6Zf1LwiTWZLYeFBRqJ7MzjCUDEWsaxA3VmaLFsOLnl+ise3P29btcieJICfAbVxxpNvx9pwA7CyxfNv+biC1zIgViv11tAfwrx+/WXFSDsPTC5c89BoWVgaOw5RKPKiDLzdkibXBzWImfm1ctGbMyBGEERSJkvPHd8+YLxZ9/szDTbuL+EKQBY+w1UNjH68Oaeg4dyDNd4iBxrhHqQAdUCWQEm1M+6Z1KKc6PgAghgnXVXZfarmtWg/+BuqeipM7vlXYP+zG35B0KLmm7QsUQMBgIRFSNp0gOOt/H4jt4ffuupF7bvFjsaOlbMqJZHLAIaGTEhA5tVb/5K9VVUVFRUVFT8neGBBArNGUkgE2Asp9a4xNpWXnTDSMdmbz575Fsvf+Wic+fctOW8NUvmnrvQz0uQCDLNgYKjb7tMAauwAEO4tHaPEWRm0gAiJ4OSdqZk1FOLXVOdjvcszLS/chcgPcu1BLaW1dEx0JhQKPQMUYhFt513gVEIDCNQ6DnXiEAAWbKskSVnwwBDjFVlCDhGtm3w3hNtlQKcoRzmnREYOnvbsC8FnOb1Wq10GeUYYbyqCTAgMmCjEUCRq0nUQlUpKkhx68ULH3167JtP72yFerCj0DPM9wVjgw8wBhQybdn2O5/50NXnzbMaizJ+giOiYep3NsvWJhQoPUVJBQgI8eG3Dh6cKrjeMbbmCwluKBAJDCQQlJWjTUmG2p3JlKZWr5zXsYalXm7AesVITT+8efk9bzwbFezSXrcQ68BMMOVIM0FIBYnpTudvH/DbtneXXZSRi9AeNFHlfj9wAAAgAElEQVRhZUQSQYHYGxzG8lnb8rmXvfJ46jjubNGlJ1tuf9e3fk7+FO1PaJ/8n2V7c7AuqSrl3CexEASg0AY7gAXsSQrVgvlowc9vm3zouTff2LX31f3toz6LGNVCGwnn0fWvqLJpChbl6rOgUn0VFRUVFRUVf5eEGdVHVmEiWWusamBVz1kvHW9ThGJK7N6t+7/97FvjDbP5nPmfv+2qG9c3Y1DOp+ophBIGgmrw3YSQWAMIMfVHzwSwLp5Ws3IZDvje1WbFQAmTKR0hGRHac2pTss1Gg7tWei2LWJyp5g8hvLN/8oKFo5Edq2fxCZADnpjBrIE0B1IlJhgXCSzQGG1zGubNgwdUCxQeQmAe2HYM9MCp+5p1K6MjQxGIxAwl8cppJNvf7FIPaCNNSLtABNeFEgLGDL541fJnv/fdg/VVB2kh9PgZXg67mCZgh0To+O6PbFx0x6UrUwSYNDKzokEoyPSHVgdPWAkhIrGQEJgVFB95s4hcs9JTVcTYTYb6r0kDqxII03s8FwmFc+ZnF61sqoEziYGHxkhuyODmjfMX3pPsOXAkxrpLG2LTGEm1tDURowqCjzmYOz1zzz3PXLf26iLppCTQYZIkAgYB6MKO4T3kFhzONO36HmLwvwh6j3cjgQiQQZeYlJjLlmZf7oHBIFP4GEHGcU3bABeFdpiLJM2Brzx8+Gv3P/HizgPBNsllPck8g0hZvUjXmkCl3DMAWYWLVKm+SvVVVFRUVFRUfPDKg4IGz8YYk037+NS2d1597ctfXjhy3cXr1q2au2714pVDOYFEArNaa4MPxqZKBkxBERnM/Qpj9ohaf3/spL6peO86fBCmzoCBILWYGBnKpop2zoWeeYC2UPvQ0y9ftflDDTIODlw6xJS1PEAW5Ao0I5Ay2JVjuc7DFIpXX95pAMvdoMUpY6FEekoLigBYyZfMGx44jfAsfdhn8C1lB6u/kSheNl20+idvu/FPHn4DsXdGCSMhGmujROPzpfPn/MxP3TJnLIUWSicbkXTS67L/t9LeJQIgQ0THj06++Mrb1iUFEGKECBmjUWa9InVh/7CLjXjwmjVb5ju4fNpwgBZQNTZrUrJ01C5auvTIVKenxqZJp92DSXCKgShBCbUaEB9/9oV9hy8eW1y3KMzJJBP50bI50lDqPBCXTdJBj49LY9QwOG0WbIhJg4SCIERkYjBgJnvMNHzEkXZ46sVXvvPU6zv2HXnneN7lRnBDOSUh0MlQ+4pK9VVUVFRUVFT86CB5y6Y1MBfRQrgXZcrWwnT9pXte9L324gXzfvWGifPOW73mnBVMIIV1aVnPRgEzmCD9tgYGW3+sswwAtVJ9P0j0zTg2EsiBHQNLF4xixy6oBK6dMmz5XuRwT29/Z880xoYoU0ek0OjIDkxBDXFaWrV4gqPI0ADngT2HsfOto1By1A52xglztqA6RXNaP71ycaOcRyUyM0+e8C711890KC1KMsuF4Od++rrXT5j9W08UZ9pUdMyqCsepxl/5xU9ftAysYUZICMFQZFiaeYYkAJjAFkGhxnQj7nt86+EjxyJxhBJbWKjKjGoUAismbA+9qTkNd9PVWzTCsoGEvp2RMtg6585fM/rEswWl9RAUeY5mDSKzHoQgjDTp+ekO6PGX3li9eINBj8HUX3idJVB/JBiErKgQmTKLT2d1eAmws88pWXYcQ2Rj2VIEWt3imzs7X/vGd7bv2DmdR0+1boRrzJ3yCMHApSAGPBCrN3el+ioqKioqKip+tGBSBoSYE0fsXJL0pqb2H5pG1jRJvT1J//Yvvrti+Zs3Xn/N1ZeuW9BEDYiAJViFVRBBgsL4Ug6AysFOJnA133kWso/5pGAySgbA0vmN2JuCZiCDflzi9xftbI+08m07dc16ElhDAYgEtn0/RoKamVJeUQSYCETg1dcmJ094EfKxBSRAMjhdVG7Qze7iAUikt2h8+GSqAJ0WKA6SGXlPCsAQGKJF3siyD126+VsvPXBG1QeFBs9GHMuV58ECGgRG+kH2feliZ0nT/twigaIiEg5O6SPPbxcaD6UJC8DOiUQQzboWCemQ937O8sWLzx8tGMeKeiOtOyACocytJCyeOy5gRDGqsPaUsD5lIMI4YgeidGTslR37C2xIUEtIB8uG+NG1O1IhgpmVDSKA0WBmBCDZCARwhxmECLy5d/rBR5770+dOvL1nTxBTq495NT2KrYLUpDarB2J0eogerjJ5qlRfRUVFRUVFxY8YLs18VIkRxEKIeYSrY6wJiVEkQreZC156K39gz5PL/2bbFWuXXXnBwg2rlywbxggjFrk1wv29oIH1YlnsEjNKZ8kPPGv674/iLvURlSOB7AQQxbqlYzU/lbtUYYEzqD5le3TqxD3fefTq868eTmGiQgNIDNmZiLUsACzELSD3yDzSEwX++t4n9h0tJK1FFsQAdQPjFh6se2FwWhXQcedXLZjTl4YCskyzR3jJnG6tyUC3faJWy3qCRRNZjULrzGoEiXU+FKmLpEgIlst4g5mJ0sgDldLPhieRqAGGDDqK53cfe/Cl3aE5V0jJWu99Wm/knQ7MyTB7BQ7mDVvL3ugN/8YfvjhiC+eLlFUlKpsIG8iA6NVjwaaZsvF5TkmiIjOTsygnWgNTwsHaaYRn39h7zMM5pCCm0vpSoeZH6cJ3M2cTUEh/GNjSIKBPOtAC5MCZAB1gCtj6TvvBrXtfefPgqzv3nWj3JnWI0oVsbc8HVXDqVEDGhCKHKCyzTURC9d6uVF9FRUVFRUXFjxa5sPY9EXngvikIYVBao0iXIpGW5K8cae948NW/vv+xURc/esWFn7zpyrVLm82yrO1NmTSFKkKEMSBFaWGoRFyO/LnqUJ8GlTHj/WgAsAK96eKiZeNzkyJH7J5Np4g4rTcff+aFl7efs3T9otgLjYyhERJhUoBiURi1QAu1dpDQg1PGcy8feGXngWCaPVU1Cu8H+1h9JYWiSEZHi6nJJEu16InK+uUTqxY0S40alBwYUHPKa5nJGpj5Q8gaNfiQONSIOeZA+oNfjQBQMohWi4zgBpEJSoPjhEiQmSlipjJxHnmv4HpyuIf/8PX72vUFQhaEqIDhPM9hzOw0BAUjGQ8adh7Odx7aTZJb9UYDACUOZAQWgFWvxKIMS4rB0OpJfcooRJIIFjSG902373lk32dvWNSLMNL5/9h702C7ruvO77/W2vucO7wBDwAxg5NIUBxFcRA1UJREarY8qe2WZcvVrk5SlS/5kFTnSyeVSj500qmuSlVXutOVOI478dCWZVsSJUotiRLneQaIGQQIgAAIYnrjvfecvfda+XDufe9hkAC3KIkm969QwJtwz73nHqD276y1158ZsNIi6B1z4QewIyYAcQCLo4tLkYAY4RyJIBYVylQWMxFP7Jz93//iOwen05uVT64TeSWgcDAzNcA5AKoKqKV6mPCuTZh9vsWTrS+TyWQymcw7DCMZrtKG8wkj1AhKo3zqxCVgsARIRZ0ZJ71U/8WT+7/3woEb3rf5no/ccvn6VR9Z1xmDYzISYjKBiSkRmSXSoClxka3vPMNpemGHtSNOBFWs6vjS8NXPffR/e2Ar/PhFHyRWlbR9NeBv/ODlW67esL41FlL0DlC1pGAH39LpEzzmEShyN8rkmYi/eXDbdIhWFtES2IOrUQVruBNNxsbq6VO+9PXc6U4pWldf/sxHJ9ywI5DZpaqWsiRLy0eDiC3tBrTFhHgoN0Mc7eL5gwpORDATi6MplwqwgobFPQUkNSVSG3WuErTdKmYUew+d3n5kfhqTiQRLHZnDM9yInw333FWwZlIlGflAHJaMlAABIakCpFgsai5TPiKYcVFq1QfSbF1xJT98fOsn7tiwZdxYYCmStY0dvZOut9oggLA3NYtBnBuOb2211Oh0omPRbd995ImXD+55/Y19x6ang8yrD8SkRqgNBlsMaRxV+E0B5dH/GAbSbBzZ+jKZTCaTybzzWJzobmTaBDIQUpPFTlAXTmhTWiFJkIo7tZ+YT/F4pbt3zN+/6yki++p1/Fu//sVbrut0GA5EiVrMLYKIwgJb3tx3QcOBNgU+UhArwIyCEoX06x+/5S8efnXARexXP/tByk73zJmTK1esenL76//2b5/5b752V3K+UJBa4YeWVE5OVKGe7pfF1NSrb+HBp3c+snVn7E5ZyYiEVEDj8oRumDFSqgetDjuOZaru+vBt9911i1M4BgNwPtloCIglkOh5oeLL3vLFzWMXNyBliSxsFRB5KFsGEl3+wKZGpiPrYzJogoCAF/YcOV45bU9pklE3oy4736PaKTHFaQDDYTB2rh3BEgxK7mf9qyEqgX6/h3FJGqk9+fKe4w/85I2rf3OjQQ2JSN5RNa9BDS8QgZEwt821I3CmHxJTu+OmK/ztM2994+n9u/e+piTiy7mqq+zES1vILEIrEPrWWnY+mwqoLo+wtzy5KVtfJpPJZDKZdyTDmh5GdacmjbnRAIO000AJCRKJAEFTs0kORYGyiHWFqnpo++EHX/63v/XFz3zty7euaqPFEEId0SZui08pSF6DXPC8DzVmOKNSAIReydg4MXb5upWvHVq46INUg3ps7aaZuela2//xmV2bN637/fuuSAxP1K/BAhBUyj6V0sKhefzld5//7sNPLnChpat1ACsQCMoQXWZlGgZ9ahWIdcdDYn3fPbePtzTUFRelKpggw57JpXa+ZWkPtKgFzWejV3pJQz4Skyk3Pz2qG7IujZa5QOxc0ti4xq4Dp9FeodJBauLg07n3N0Z/r7A+wGqMYfvo4nNTGSUBRrTOP9ZyJEaosjgNwfxEsPDci9t7X9g0WaqaEZDsHbT47hZQQ0oIauSoV5uUhDF/qoeHHj789AtbH9n91ptpIsYCxEhAOYEYzExDMo3OohMG+6V3YnQ3R5s6KvGyNyiTrS+TyWQymcw7anGg9cj8mn1LpBBbts2v4qasIwoHEhCDGBwQ+94GqjEiHqH1rTH50x++9N3HXrpm05qP3bz+I9dvvGrt6vWTookK38n3/y9ofcvmUY7Gk1iEhVXtsU9/7LZH9j+pUlzs/St6C0H9+ACd1+dn/903n9y5/9iNV0zd9f71l60Y954AHBQcOzqz4+DpBx459uLe12taHcqUUCEqeBIJIA9UyxTNSGPbM+oFtt4Hb9zysRuBNHBMMDUjBYSW5fKZNfvulic2NoGNBrGlmTCXsk1RQKwgo+XtoLwollCCJMAtzwVhogQcPrGwY9+BJGtBLSCBlvV4oommGDmqwYxBMJCSGHjU52wwHbU326gpdPTCbGS5ox2MTpNjUksAp6BJOnsOHDtw+NTaaxhMQd9Z1xvFwCRGpIKFhDdmBs/uPfLinlPP7Dqy/2RvIbKnlqeaRaKZAWSkVCpMSSFQQmRI6i1ucDSwDc8GnTvyNZOtL5PJZDKZzDsKQQKgIBg1RQ8jwaLggerhmptH2dwJGouSKQ7CwkzpaLJVnKJ1vdgHJt4c9Gf3Hd23e+e3bHbzqu7vfv6eL937ES4o7+q7oPWdt0pWOGDQK9rh7g9dvuEnB95489RFHoVF1SFYLNrwfGxh9nuPvfjww3N/5evNa1ZMjo9VVfVamDt1hmfmV9aypi+XRQzAC2AdTt0MJt4n1Msf1XsX6l6LEfuDz3zyujEBqpp8GULtipZakwmxOPJHzntpTYMwjyIcYdRUhC6qJs3Y17OD7hqlXAo4PMcrlIgAPP3MK7PzPYNivIt6AaMbGYsPvCy4gRKJQZQEEJBfFr9uZsksDf+6LX+P7Jxji0HEUqrRHkdf2BWzM9WOXXtvvfKKrmvP91C23kn/0smSRaLiyLETf/uDx3/0/O7dJ8OCTISJzfNxElyWvt+ujwf1QVoBFiLBt2EMcPM6U4ieFmy0oXLxAzRdAM3Z1oTc0Z2tL5PJZDKZzDuNitsX+nKExXNX18s+rWsADu1VfaCfAMwBCnEB3Rl052nVm7C9M/jJ1w//8x/M33Hb5v/qFr9u9aqr108UlKjqOU8wgzGoFSDRMQilxmggdgoYDY2hGW1JUJhGvsBKhpcKDYtDO94GIWNBAggt8JyhlQyBJAlDNwNV4gFdbDbJQFxFCEBBBlNZDO6Gh5WR4JqJlqMXVQIpmcjK1JoUlg/5wQNfmbr3r1ecOnpYvFHvzHiLY9UHUSJXUxm5BHyTVAdnSAFIFRUn3Bq4NQdhL50ETgIYY5saHgDzBhaiFAqgBRKA4VU5IiZG9M3IDjdWm6OyU1XH//C+O796w/q1g2m0VgDwReMPjTsVi0LlABAiIYK9lZLmO+QH1A7kvdXjFsd0Pori4nl9bWibVMnKBeAE0JXxElUHSiaIDtoFak79UhdgEWC48Xnubj+D//sHr/ai9zSD+UFwU7ABpVqsJqiSS1WksQmrqqJdaDVnFAlBFi9sg53nKt0QVesWq6kqudp1e9QBFyCBKWCnyghrU0q8EMlmeohVt/jWnvqjX1y/KWGqPUA9j3L1pcn/UJRHX1WQYlQ/jeRBy2qbgMDIEqyCRSD2eRUDolG0p7ESR0iWpF1ZK3lXEwLw0BF9cdeh7XtmX9lz6MRCiHSdTTgAiAYXgbCQsCDLnq0odGHx/4PmFlG44BRWMyAuK4vmJs9sfZlMJpPJZN6dnLWcV2uiz7gQd/r06R8+ePq5HxxdMdH59Idv/71fu+P61ZNdoACoHkCjd/CabFBRpyiYgWjGauDF8ksTZ0csS0v0JZb1ltHb1l1GPo2mVRCMzRxQWOWsVyugVYFA5+wZO/8xsJiDNpyqMpxNAv1pq2JmBkBEZtZqtW655Zb/bhz/6l/tHCTMwPrcHcDBjVzLFKiwNClluPetKakZ2EY56jrSzWZUDwBpRslYHNbfYvQCo7JKADnE6LhfVPO3b+7+F1/55NgYQOUlufJScY0BtqGoCBErBJAyDn72Q0SixFpqr6RBC2i81g3fXIYwgAUqvBSFdGABhprLUxHffGjPoTP1Aq8I0nGtcQxOOau91owEcHKUPLHWSrULAanf0w3nrpKLc5tp56e6Imlh9qSwproJshNYEu07C16rwOXQeahJkYiO094dW08cu2fLRkM9B7nk5Dq78DXUXDzOAqypfwqIFFCQkcNo3kwBpBhSCq5si2+nlOBbfWAABODRbSe/9d0fP3Ng5vRcL3LB7RUxsWlA4X76sTPZ+jKZTCaTyWR+ytJ1NFaRjCmlFFSdd45lrnvz8dnZvQ+88Oi2g7//hY98/kMbNo1jvGjxoHKxhoCKUSY4EVESNOUOhrGNBEsWHfDCC1V6u4oMBtJls0oIJoDXIFo7EraKoYkuslfx7OkmfLYh6wVrkjFGAM45IooxisgXr6Jnrl/zvUdfGF95+czpeazZiKAwhQ4YA7bETUly2FRJSsxQBQ+b7pZtQjOomRKMoWRNbARkZIPgYqAEdSjbSAsrpUpnDv3WR3/7ygkw0FOMX1p7JpamuwzjHIzYwEZsxGQXeRSixNZ3GHirCqAEimEqIA2bMBk9oGjKsVQaYQCc7OHFnfv7KFF2UXOsY6EVIzIM4ERSm4PzKRmx+Jbv92fGynObjuuqOk9BNWqNEDDWhRdXdGNdN32tZCoWA0olADKaB+Odb5+Zn9ux79CHN14O4r9f5Xn5XQsCjIexEQA0jh5KAWaSBNLRxsoETFgQJyo8P6iTMrdbcxHJ4bm98eGnXnj46Zdme4MzFbXGpzzcdKXsW5AiJTvrRorZ8p7YTLa+TCaTyWQymfNEadnvKSUR9qWzpEktpVDNAm6Kpsa3n5z9l//hkT//jr1/82WfueN9H33/xk1TnQ4rAcRMpqxKpMMsNXIAA46IEiCWzhaMRaVZys9+exatRHaOSRoAEySzIFqptINcJEyPK+bhABNaOkfU7KaLhAuMafHeq6qZEREzm9l6wz/78h3V6aOPHpjhyy7XQOBOk5BmqWJLgtgcJEGMh8N4hlVGWrYh0wwQUDLTNNSRof4xzExDYHCBsgNLZZpb58787u9+4it3XzNuGonTpciLKS8zYQM1TuLACUhgA1c0cZHHoIqoItRi0QHOwENBJiNOBGPIsvi8BETg4NFTew8cTDqKmk8xkgcciIy8UQFpoYpoedOFmbfe+vBdt9z7/nMbL/m8/mE2ZU+1yb5j9cNPvnCiV8NNQHwynzgEbSX2MAI3OwM9QPMUizJ9+7Gt9922acv4CluYdpe4+qYLid9onIxySTAyAAmWYElIiBjgpsgeQaqIJLHVnldsf33msa2vP73t8NbXjlaJknQSjRVtnRloIjXXTglIEUuDWIcDOS03Z2bry2QymUwmk7mY9QFkMIj3TiSGEHsLcF5EwAsgn5jNFdMRC7PYu/XEA8/svmbtxOfuvuPej92w7jKsYkx68SQF4Cgg1UAEmIyIzmlFGyles4mIZHGi49syLJRMiWQYWEisjbeQi+QjeaMIcrhYrc+ZytBHadmwkCad78LdoY3vpZRUVUSIaELnb93Y/Rf/9df++f/5/ftfPobuGigaa1NykS2ZoJnBA9LhIEpe1DAAQ/MaiUzzTJSSWuNQiWBgSiQQRpjH/Mktm9v/7T/+7d+4a1Mn1i72SUqDu4SqldFZhb5hrrpS8+LJiIwv9v6wM6eVFlG9Dt9jhkkzvhNgJUwNu1sDAKGiBr3y8r5q0CctkAKXpcaocM2FASpBBaiA1IC62DNd+K2PbPwvP3rluUc+77mMhRny3QW4bSfRf2PbD7efrKQEdUAFwIkJ1hi0gApwAQgsqnS37ju84+Dxq25a7ztTl6h7Z31uzTuli9/vgR3gCM4IFoAAiwwuyAtcBHrkjHBwOv3o6b3P7dj37K43TlVutgLaU0W3HaJaiCqRWi6GhGDotB1zrOtmMCmZDUvEmWx9mUwmk8lkMhexvtECNmpqand+bKLwftDvd2g21UjwKDqJyhAi3HixYmzffG/fNx99dMcb79+y5T//wpVXrUQBOMM4ed+sqhtvMeXF4tXycfzLjvp2bk6yKCQjM2MljkDNrURlpDIyHBTav9hq3rjZ8GXLMutGxRzGBSabhBCKonCj8lBKyeamebJcNyG/+clbnnh5l3H7dD0wbgEEcgnNSBUa1YWWQudgTSVMycwIo6LlaNAiGOTNNDV7xABoJKoK7U20B5+5/ZbP3rVpMECnYIvmKDlLwKVs7Vt8Bs3ewrMncZqS9S8mjgIua0o1VRFITdchuCkcUhNAmOaXYi9YQG7/wcOQwkkniSd2CMG5YOBkBmbAEGq0PC8cnwwnL1/rr+zQpM6e94adV+ayOaQoobxq9diWTauf23fihPYTCGTQyBbEklEzS0dhCSxgplBZ1Tt94uRgsLrVov+U8UJ0rofq6JeBiJYy8RZvdpwGdr02+A/f/uGjL++eqWlQrNTWCniB+LqOiJG77VD3iZyURVJCCPG8l0x5+Ga2vkwmk8lkMpmLW1+zticAFE0BkKFfVWB2sSfgQFYHMSrhWgDVSUFdaftXXj+z9fWnHnv8xzdde8WNV2+4++aNN22eXOldC8ymBFiKTGJOzEDWbA7TFKN4P9ojR2+z9aEYZZGJEZ+ahxXdwC1IG0pAr9Tez34MjwRtggACu0KtGX1J567tl1GcPVBERFJ3BYGLqL9228bV//0fPfbS7vsffenIHKpiIkgXcCAHYrDADGqwYWI2KIhF0gCNREUCGTmTAsMiWFN+E5hCE5CEUquevWWN/JMv3vu5j1xbAtJChJOijTQPG4DXXsI1oGi2FBoMpIpBRNdB1dqFg0VB9bMfQmlMqQNPIdYDoG8oGQIGEsEEwSAIAzBDxIJWBW07mnYcnTmt7eAmFGMIgs4qq44BxkiqNSgSoRhMT6TpDX5ubQwfvmIN4iWEiXCKNVmrGwyfuveev3pkB1ttJqQJod+iyM2lTq5GSlQDBfoDcdF7eu65rV/71M0RiVUBEBH91C1z5wwnQtLExGamZkxEzG1NYkYpgQDhaGUkqhWnBrZ138FnX9rz/VeOzvUGJ+arSlbZWLe20syDGMka2bfBgpG3iGEJlpohuqm5QcDQ/F9Ytr5MJpPJZDKZS7c+A3gx69tGuWs9GQM4kgwtBTba3hbEaofI0COhe3rnWz96bs+//5vqvjtv+tI9H7zpqtUr2ryyhBMkHbZzMkkMyQuJ98sO+vbuR2rCIxb3WtGKMbQKjxThFKEXHUVqX+Qh4kK3DWgiN9zcp8Aw/eySn25yYwqI1avEf+76qXuv//DdN2z+N3/5wAuHjsWx9bEYq1RTUsQIMxCDGQIoOCWxVLA5J9WgL+wSWUxmiE12HqTZBaetVmlVf9MEffT66//pZ2766NWTGhOAAATAQRwAC3/fM0iAZ/gCWtUgqhfmUc9HN3Gx64jR75FTgQlQJSR/VtcuqaJcAUDhTsVQF/Kdp17deypVtAJ+ClRAAXJJppoS8XBXplkVQk3FTC/+9mc/3Z1qX2wCa3OwjnpKRASs2cDrNl555OA0fBsGmB8ILNUYztFxQAE4jK8c9GeneeXDu09um8OqMbnqEtIqzv6EmEXVooGIo2qsqzGbhi8hzlAOyM8C24/iuR37v/fEK9sOvDlfJWpNJGtHNwHfhhSADG8BIMASIzJSXBrEaqPEecWyOnQu9GXry2QymUwmk7moJmHURqgAL2tCYwCRJxe3fMEUVgPKFrxFZ0FMCVarDxqptWpO9LsvHX5064FrN6y8/sqNH7/98puv2Tg1BhfhBaxoeTGjFGrnZdEx3k7IKVgBMYNFMXLJtesz5eB4wV3WWeXJOZ68iLAN5mOV0ApAijGi6dskgjYb1S5Npglk1vZisS8wL8W9N62/8p/9wY9eOPCDZ3cfPH7i9CBWcEasXCYuYiKkJkEhkSW1FNQYBihZNE1gFiKW1HWIVa9AfcXk2jtuvOazH77mxs2TG0qTOChEIgSj7ArjFv0nnfTzo5MAACAASURBVOA6oOXBpOJ4TFJX0jRfpE2UMSh0djzEon+iheHWNkVqssChDKVaKBmM4br+6Ex4+LEnGPA+KRZSmKcUOXFyEzAFxSUHNQmuQ5Mbbvr4h6cN43Jx7StTv4CQUpfdWsEt167b8+bMXKhRjMH7ZArnR/oEEIEIMUGKnnbeUvuLh974w9/YdJVd4r8dAGwwgMxMCdQUCJmd9xrbViOIvDGfHtq2/ycvH3rpwMljs9W8tah7hZawVBEPq6yIEWzDeUhIZAoYbLF/UxcDCjEM89Blqp7J1pfJZDKZTCZzMUk5KzyvWcYPP21Gw+uwAgNrgg0iuSi++Wkh9d3xOqaFXgVuzZieOpZeeGPvn//HJ9+/+bLf+Y0v/tadq8c6aAtqhRmXRbFsj9+Fd8r9J74MKiOgzWwYCwiV9NrXTOqHNrdi3W9169rNL/iLtAjefNVtmhSiUFVVWpwDujSE8uIUQIoVvJAwTAnaFr5yqvuffeGmP/zCTa/uX/jug4++vGPvW6dnTsxFa0/J2OpTcwNln8DGbMTM3GmXYIkxulgXjluiNJilM6eu2bT6937jc/d+9No1LXSAOqgY2LXMokNsJDVBaipNytYluDIWJ24CgJUeAjAlDHoe9fs2XnbZ4CJtsS71OqnfZpuaEO6jRVFjMMcGEvjmEhMaTVYlzL01PRHP3LxmVS3RbIYtlpSEMY3AULFmYyAHg3Z1Rdu9f+NV163xbYPQJSTpcQGoS9U4Owfcfbk/uj4dX5inFgOIoSJ2ZCoWnEUlVrgqmXhvVZgo3K6nfnj8g/8UG/9et06afEeCmRrBYEzMdMQmnt89+/QrrzzwxNYDZyrtrE7FeCondVBhboE6bUBNDWYwBZEQq2pz16BJzlAChvVNg1kje3TeLYbMuwayvEszk8lkMpn3DD2gozWsB+72yTNQAm/OxT/8l9946KhL1AYlXFKv20WpR6v9xd/p7E/7GCWeD1e4xAYBitE8THbhzbgwQDnGK9dpABbm0S4nWsT9Mzp3ouvsH93UuW7LtZ/95J0bp0qKViA5x8NYP7CePa3y5yFhuP+stCQ6B7PkpnaewsmIgnFZGylouJi5HTmzcOeVnVW0AEtVaMWiZELbgFSBfWK2S3q2AapDuSUGc1UnV7Sme3UEj3dcDRw8aa/ufu2h57a9cuDNI9NB26sqpX5EUoj33ruFM2e8Eya0BCvHy8mSb9i86vd+7ZPXbpB2TKva0k4zrD348eS6EWQptjjBAkDg9jx4AKy+uCtHkKsBgYkOlPyAnABlmIHWVXnZg7O4+qKNogXM4BJs/syWzVOEYAgKMxQCP4yo40pVmRjO9xPvOTaH7ngACCiBNhlpDMZiyhZBUDgVJyX15uOE1/VTRbFYoPuZ9IkLgDQwIagtaHGmj4VkImQK1jhgR4BT9ZYAS+Rci/sBnhF7FcLc+zatbl18X19YvE1iGF7JdYwiDoSYdGZ2/n/5yZlvfe/Hb033ilUbKjdeNxkVdR8IpVOK9YDbzVvgiJgMZmpmoETNXQYB0WKbLpmev5FPwbYs3fHnuvMDImK20NbeH33mlv/hD26dMnVWgVjhI3GR/2v+xZNrfZlMJpPJZH4RyDkZ3aNVdbO4NIYuW2aToUm15lHSngFK4v1UNyjp3DTYo1Mg1LPTNTO3xtbOpPpvtx2TV5/5/x7b+8Ebr/vknTfdumVstaMSXEQqKREFtjiQMRqNs2SNgJLpaM8bwSjxsEa3tGmvebbLTYDEDb9LoBJQ0nTVlFzBoGb/lhHTRSqLl091XYyQAkjeO148MSzNIMZLWl8bQAxqZm8SQEXhAFvZ9s0CnWPcstptWX3Nlz52zZkB3pqxN88sVNHmelVvUCU1InJMZeG77faK8faqFdItsKaLAigADxGNZgzXBbnmGE4czEDSnI9my9olwEvXATkC++b5S4loAtw+gXV6kZMWiSqlUiArplLVdwUTMYEJ3PStggFTZgYBlgpLN20aj6Mqs2vKs0pAHL6nBCCZKbFHuylx9ZEiePyir0cFEfDsYOosrnBxYgxMBBg0giyxI4wq2MOnzykm55y2E3NHB6fJT6L5meZSJzZQUgOLEZKhVc2hKAAxuJooEGpgDm7/G7r34JHHn3pu197XXqg2i5+y1WvmgiJWEIElMMjMUoSlYQBDE3ChSElZePhPDGcrrlnjeMO9t0vCmSt92foymUwmk8lkLm59P81amjVvcaFVpY3CxwAgwCPZaCdghVA1ixcF9RSgste9GszHeum5R/b92SM7rpgq7/7g9V/73E23rm/BhBcWirY0q/+YEkK/3SphCrKhBhqDOC3L+D7LUwmLg+tl8fUQg9qN0HSXP/FLsLZJYLSXb1moAgHkcOktnnRuHymd9Qdao5iHNjDZwpUtwtoxAMC4jRg6GTMuFE8AdjRSIF4UPPKAb47SAlqX9FR5dB0QyBPgh6+3hXbLAesAMF90qepk+AJd2V6yycVXLc1rHV127vyLj5pwuwucNAAkgL/Es99d/Nsk5ATAkrrL0pto5Gx0OAPEOUDZlYBxy0cTBsgMiAAs1uSdEwoxLAzqVrsDX0Bt0A/otAeMM8CTr8x/7/FXfvL8jvlIKMcjrlZHaoZYD1/JyJ2NuEYJKUc3U5CaV+vc2RX8tGzIbtNbnWe3ZOvLZDKZTCaTeWeapdYakhH5stRIb87Fbz30whNPP3/j5stuunbzPbdde82VE+ti3zmJKbBjmJkCXBpxBBJBlxvDouuNbMxGWer/oMOqFzXv/K7CRQkkyoWdtwFCaDzaIDYc5ol49hVUE5ocdw9PUBK1MLCUvJMVLQC9MzxGhGlJW7ceeOSF157ZceDw8Zked/vcSa6o1cEYnB0tk60vk8lkMpnMewNOFZmJK1WpCqjgUKeqnDh1OD6465U/+dH2TRvW/o9fXH/HbR9sFYUZGKO+TiAZmGAGxuJcx+GeQ1vWA2f/8K3vfKPTUV9llr2327B1dF6NwAbRUR6CLVt801KRkNUcmCFkLAmo6/jiPF548fg3v/PAsZMzgcvpfphctXlhoP0AwMO3IB5xPp/sTLa+TCaTyWQy7wk01gSBA8ShXRRlJxnmTp+aM0V7Zc9w/PDc//xnWz+y59TtH7j59uvXTvrhnrSm25ABpwoKQ+Ub1sSMiPAuLaYsH+PHzPkS+oVengSSJlFymfiVKYAAsBErKLIMTGoDAbMRP3xo67956I1+fzA9q/3UNfMyufp4LyoctTvsixQUC/Mo8+nNZOvLZDKZTCbz3sAXnTqmVCuJQqm2ABJ0V8B7aKqrCr7zxPzGJ37w+qonj1+7fsVHb7rinlsuv+WKiSmPUpMgwSKgIIJpU4NpxuUTVMBGi/ud/gHXxM4Z2G7WaO1ZX89Fv7fnVFOzdVFH04AChvtH2ZqeYQBxBiTgVpJWRZgzHDiD3UfeeviFwy/uOnT05JlpWpkCg1a4jk8xIjljD3FmlvoDMMl4J9W9fLYz2foymUwmk8m8J6jUg701kQ+uqVwlEEZzXwgWY+sKWDyeqhMH51/Z//TXv/Pju65Zc/cHb/zsXe+/YlXhUMhgloqiUZ/GigCFGRrnYyZcYIbKPyDOMboseL84QjOdxoBYCRmxoa5QeIDIDMQUI2QsBK257BHtOoJvPPjMQy/tOzYbprVMrRXgDTCDLwFEKESG0zQ1DfcJGlId8qnOZOvLZDKZTCbzXsGoGdbIwGLgO0YbqQBTIjU04yhJqehz90y0h19948Xdbzy7ff+vf/ruW29YfVU5wQQC6iowWVF4mEIjBDBFiqHX8xOX5bOduSiDBMfwxM6XZBEIKAskRV2hKMEMcaephTZ2Hel/88GXXty57/VTg2ktZiokBqICBOJl2wCbmHUFlMxAymaAJcoRd5lsfZlMJpPJZN4r2ueGK+PhtiklGCEREgGAsiKGk0ZkMBgiink3WfsVcxb/+uVTP9jzg/ddfeXvbKHLN2245cbLV415Apwaq2uLOEtQBeA7rXymM5eCFwCoE4yJjaGOiAIo+jFxNDvA3Hz/r/eefvzJ3XtfP3R6rheUonQSmEtmYmABhjDMxTCYDucKmZI1EZeWC7WZbH2ZTCaTyWTeawwz32nke434Ac34DFJCmeaVSeEivJFXuEECrKTuqtOOT+w8cfy1N3tzj29av+arX/7SXbeuXjtBKxhJySXX9Y40pMGC5BVT5lLuQiiEIQIDVeYCudleao1LDTy9Z+Yb337ktf0HXphZi8J3x6b6rqOhBjEThJLGilNwbMEt5kcaluUxKoCcnJ7J1pfJZDKZTOY9t47RJnTBjJp0NBhYCQYe5u4RDGzEBjY4kIAEZJwipV4roaL6YL2Ku5fNzaf/6Y+/uaLFd91w5ac/dPmtV67bsmG8D4g535rIpzpzKbQ4abJkZCKJMBfx+unZHz90+EfPvrb3rYXZ5EU2j7U1qvXnZogcpASTmqk5sEtiiUx00HieEcwWQyOHKffDD3NcXyZbXyaTyWQymfcIgoRRTWT0iw0MIhA3vxKVGEogA4oUxFHhoP25UPUmWsXpyRu0Nx/rBSmLlPqPvbznxWefXt9Jn7nrpnvu+uAdN1ylRO2ccZC5BBjKQgyeq+L9Dz759R88ceh0/xStmGuvW7AVihaoXDnYWZYtNkarrFRTZLgCoGaYkNa15z4AgzUbVg1NrAgPpw01Emgpn+1Mtr5MJpPJZDLvCaqf1nlpBkvAhVbGhJTQT4DrwnVPA5g/2qyJVK2PspLLTrVW7a/qZ5+q//UrWz/+8faXv7zudwyIoUR0kqA1YFABFyrtAdHAUJp5jWABLwX9cVOdMcACDFH8hcS1eVLDdO/cwvcLwpbe/7NGpSx+PJBz/A0CiEVYBa1gAdC+X08xtSTABrCEQR+tMXCnj2JAUGA/fA28fABf/86rz796vMYNqVSAkRRWCXoIerq1GgA8EOPwSFovvyAC2ssv16Vn3yRtZN/LZOvLZDKZTCaT+bm9AETkvPfeLfT6Dzzwo8cem7h/Y/WZe267duOaLes6UyKliBOFmtVV4XzJIEskBDKDxWTExKOsPwJADmR8tmjQWQv73LT3K6YY2hSByJo3DVASoEVSwAwwSkksaTINcK7Qdkfh5iJFj+k+Xt71+je3zRw9Nr1z34G5mpJraxg0GQyZTLa+TCaTyWQymXcW4ouq3wsIRCS+qGO6/3Dn7/71T4jq+27b8ke//omPbSku8ygF1lvwzpCaoAgHUyIqGADBCBAQGUFBAMn5frnkfrnK98uAfvqX2Ophm6UBYJAAHEGJRCFKANBFgriQuGJP3g0UibH3jP7Vd59+ftuuYyfOHO+haHdcazyKBSU/NhaqUbYeWRO8l8lk68tkMplMJpP5lWDLPqJqMBDnRVhVUwywEP0Upq4mrR/ZO7vj//jW+1YVn7j5qtuuW3vz5ZetLaggYyJiZk0MBRSqoGaOqG+2YyVARr15S6ZHdE7LYbaCX5L8La+3GgBEKgnGw25bbUI7hByRhNFPBUUkjsJngENvDl7ae+SpbUefefW1k/N14iLRqmLKp5h6tUEKYh8WBvC+6cwks1EfbyaTrS+TyWQymUzml60Adrb/UdlqhRAGvT5U4RxEoHMoS4XooDi6EN6arx7f9liL6rs/sOXTd99547XrrlqLVSU67ErAA0QDIAEGI4Iw8dluaUtHJjYwmqCJbH2/SNH72d9bIBbAAwWErAYCzAhJ4JmcggxYYJk3PPHyqfsffW7ngTcPTdenBmyuXYytjmpahZiSuFKVtA7w3JqaHMzPZ5/PZOvLZDKZTCaTeccxqAKIpN0VETMLVdWh2dCToAAV8GXkNvs2GI+/dubJnX933fuu/MrnP3rf7Ss2dDAACsUYFYIE08bmyEhAIG62h53tfgByDehXb4HaTMwEFJDhXktafJ8MUGDbm4Pv/PDZHz299dB0HfxEKFbYWAmSulbUNcoiqiUlsKDlkXQwMwORxb2cBs7lvky2vkwmk8lkMpl3BswAkmpSBQARF3uggtgHginBWFH2k5FMSru9/Y25//X/+db/+3fykVuu/dQdV1x52cr3rS67zG2okJmCkFSNvAeMG4PQFGN0RQFrekHJcjnol4haU1uFqhLAzC1VT4aUYGZOQK1BUPLuVEV7D731wqsHXnv90KMH5o6dmqndWN1aFeHU2iCBGkhRCGkwEjMgGchABFnyfAUEMOQMkEy2vkwmk8lkMplfvuJBddla3IDRWM2lL/ZkzMCJHOCGG/FMYdFZ8FaL6ULiPdN04Mfbvv7AoxtXjv/6J+/86q/dsarFq0uIQCNiHUsPELGRhVh4cUUWgF8iZ1s1EQMIKTYFvUFddTEL8WAP9gF+xpAKeXT77Lceeum5nQdPzPYTuYqK2l0G3wEXgIAYpkCCRTIVhIjO6HCLNT0dFXVZ85jWTLa+TCaTyWQymV+h+DXVmWVawCNLIACRJ5b5g8ICWxRL3oJYZDP27cpEfdHqTL4R6//re89/+5GXP3DNxns/dNW1l2+8ZuN4p+uqiIIhQKsoVJOG4AqHXOL7pYufAWamBBA3MzvFuap2Yq4i6aF8cucbj20/9uLuwzuPzp4OXovJVKwEi1kFaoq1CgKsaeJNZEpQMwItC9OzkeM1MRDDQIgsfplsfZlMJpPJZDK/emikfDRUQgDNXEdDs8RnA0FBFKgI1gJgZr4QklavX6ECtdcHolOvzf/w+R9K7H/izg986fP3feo6P9EGA1VCR8SV5WJFiPPWvl/2m9yMWE0wGBMJn2mv3HOsfuAnLz3x8u5XD5+2sbXqu5Vbo15SrwehdrvVX+jDDDFCmAEzGzpkM5KHQMM3tOnjBQAlwNho8Q5CFr9Mtr5MJpPJZDKZX5nq2YXS1IZNmKx9amb6D+s1ZCQJYijAAmLPVZg/Bev5yzaRL+vZXn96Ok50x1ZdaYPZJ3ceenX/n71yDX/qnrs/ftc1LUK/TgWbk+wAv1yW9XnGFA0m4gHMLsz+yUv+/h/8+KXdB6Wzgla9vx8Iyuj3YAvEUeo6nDxB7SkmU06lIzNNMYEoQQwEMIjZ+qPLSQEYmA22VPXLZLL1ZTKZTCaTyfwqUCyNahz9qSM50MVFPC19m5RYwaChAAKWUnKtjpILs2eggG9hajJU/TNVLa5duGK2qv5m28kHdn//igfWfOz2mz9x5w0bVqa1QoVRB2CryWIkV3PR5AcQjDURGcxgtpjsF9mPntJiB6rRsqeKxkDeRZpm5/p5E3lhWPIpHv3UMBLDQGZkTDp6hDLMwXmDi3BKGAADcUfO4MVdh3fs2vfiK9sen1kLEltxeTBCL0AcLKIQMudhwmIJsanugWNSU1MFSRO8MXwyOpr7aZBlFxWNdDPbXyZbXyaTyWQymcyvxCuILuoaiYoLbb9ToG5+UAGFgwFDC+ij7oMAxwnow8G5YzIm3h04Nnj4b57+d999ZlWb/+ALd3/t8+9bS9DZQZujdceag0StWZOIQANAgDQHgLi0TPlG4kejPIDl0ePvHs7yb8AAHm6Vw1C5wSPTVVgCjABiUbWUjESIASHUqQ+2FuaA7W9U33ti33cefu7w9IDLbsCaJB4AUhhZZGgOZkANB3ajAwDsYvMzvPwqUUCNJItdJltfJpPJZDKZzHuYup+iiBAXZa/uh37vj//yW7u3X/N7n//4PTevrAANA0rzIuKZiLnu94qiBXaAM0JUEI9KSMt0yIDUZE2c/fV3i/Itbn0kgHQkWAaiUVWzGioYBCwAkCxUWldSlC1fAIqYFmzMCiTG4Wk8+tyuBx59YdeR6RM9FGMrUXSqfsiXZyZbXyaTyWQymUzm50VYAUOiZKTUSlIoj31/2/FHtv/VtZvXXXfNVffdOPbhq1etmpqISZ0It8YTyMDJmo5PKNAebhjDYqmvqUvG0VEYZ5nhP3jMgIRh1gIxWEHDL50XeN8MViEDpLDSmbDW0VjqpK8s1Ftffe3x5197dc/BU/P9nvngxqqyDEEsKbkOdJAv0Uy2vkwmk8lkMpnMz+cvYeB9G94Hcybe2C/Utc3MnHFy8jg//eaBb//40AfW4d577r7v7js2rkBBKAEBhOAAMpiCuEJT5hoOGmUDNVsT36VTQO0sp4PJsIl2uPnSgI411T4CYOQiccVFD3CMvi+eeuHw9p27/vTZt+bmF6oE4q50VyfxvUqpaLc7Y1FRz8zl+PRMtr5MJpPJZDKZzM+LLzohwQYJzJZMEcAeU2uQUhUVhJPFFQ8en3v62zv+4olDV6yd+vjNG++9bcuqDtaWYFWKA5Ym/nsxUoIAJuKm+3Fpt9u7qMfTSACmpqnTGgNMBGu22TX6hzgNcqASXARgAXijjxf3HN9+aPqprYf3HT4+qMMcTyTzUhaWVCslYSNBHeLgDJjgHVK+QjPZ+jKZTCaTyWQyPx+1FcZNjU5GgpagCQBYAUQeQ3vljFZbTyzsOP7m4y/u/OM//87tWzb9wa996q4b14z7jgAe1WikJ5BSirW0SlIFu5Hqvat6PBPIQATWMBBLIkAKcA4wqA0VV8ZMuRc9le5oDw9vPfHv73942+HpBbS0NWWyDiUjDVAgwSAGpzacjGpoxq+k7HyZbH2ZTCaTyWQymZ8bI1nK6TYbxb434QJKBiOGOYCAIpL1eXzetR7ZfmTngb/8xIdu/tJ9d9101dhk8N4xE8xMnIlDDAPnPTRaXQEg34a8e6wvKhLgGc6XjARLYIMBIYIYzgF0LHRaJU7UePG5Y/c/9OzjW/fV5cqeFeZbZoS6BpaNwSGFNSVThSmRsgHQREW+RDPZ+jKZTCaTyWQyP6f2uZF1NJGARlBC4uHHZimqDmBmBDOquP1WLKTonKrqPY8dun/H/Ib1a//Rtbjx+mtu2LK6TSRKGlPbdTTWjph9MSyMvYsQhgHRoAZP3GzuU+YByqJwCjoxU33/SO+Zl/Y/99Ku6bne3CDUsjpGx4VnphgXmMDO1ybLIv6GMX6MRGaUr8xMtr5MJpPJZDKZzNuEAiBTDOdxKqA0mkNpIKe1YJAgkX2CM3Kp6KSgIEVRvL5gr+859cbOg/VfP/aBG6/7J//407dd2/GFGOCpKMwKi4g1SMW/e04ZNe2qBBAFUDLuJZgglTjcw9MvvHH/9x788esCUGvFFLmxPuZBLE40VlYNmNQLKFS1tJfegkUNJ8rxeplsfZlMJpPJZDKZt2/VpREAyKwpOhEUbIRhwDjBoNGSQRTOiAFGHcHgkgsKFkMd62NptZ/Y+Nj++Wf/xZ/f+r4N71s/9anbN33o/VesaVMK4qXt+d1V64Na0qRG4pUxAI7N9Z/ac/R7T+x/6cBbZ/oaeGx8TOsQY9VLRmBxRSfWAa4LbpvjSpNWA+G6yXQHyIhs2GrLS+Nvsv9lsvVlMplMJpPJZH5ugUlYljdggEFABDBIQEggmAEMamIEEkiBpIO5Qd1rOVrdbZ1wV4dqAQk1ycv739y9d/9jD/1445h95Yuf+vLn73EeIWkp7x7xI5gjdU76Kb2w7bWfPPXiD5/bfbQq59rrpmkqKcONT1a7266IZIH8AC5UFco2pIWqsgQTQdFhO26wpmhosOHMm2amTnO2LQ90yWTry2QymUwm8y5BYQ5pBQggBRgGJAcOkD60i9SFnMmn6RdBJRdadzUDXUzP++Ly9Vobrj0ABgGIx2GAIJqfxopZt+ItWXdgkJ777ok/eW373R+58ffv5BsADaFFQSjCAkBQBsqBtAcEYowjJSUjXr6nzTW9lKawpGBlOU/AFktjCgDGF3oxNgoOtAROJIZzDqHQGjYAEiz03TpSKxGIArQCEoKhHAeVC+AaOAk5w3Iq4hvfffPb3982WxncrbEAkhGSo0Ch95a7bOngUIgiziHODY+aACBQ+6ecfMu+l8nWl8lkMplMJpN5B7JMpsxIOITw/PPPb33lle//FT5+/eoP3nT1nVs2b550E67FKQkbKVqUPBAGNQp2LAaYQUFENBotCgKDmvrjot4NlY8u+Cx+ellRzBhp1Fc5NEwFgwtAmvA91+ghwRKgztgHVwwCB9hAsPvQ9MPb3nhq5+n9hw6/NdO3cozYxxghLjdkZjLZ+jKZTCaTyWTe7bo32opmoDpEgfmiZOKDdXvnc/P48U9WTchvfvzWr372A7dtKErAh8C9edfy4hUk0ERIAIQZRsOxKdSMl1myPj677rgsEvCsz8/6CeNRH2siVYBpuHeRQZKACE5gIySgXfd80TLwQp2UC3J+AMwDL+9Lf/a333l+266FJJHbcKVKWScyEXJitvikNF8RmUy2vkwmk8lkMpl3MQwoCK1WS1OKdVWlhAEwuZY2r5teOPnXj7y6dce+r3z6zluv2XTH1cWYn4QmaAI5s0SWwEAzYwYCMpgDjVxypHujaSd0jnv+1CIfLSqpALKs7dNgJuQUSBjOMPVFUYUE77nVroBTEdsOzP/p3zy047XD84F6mODCi/i5fqXOfKuoE5ASxA0bN8/y4Ewmk60vk8lkMplM5t3AWZKjIMeSFClE9qVvSUQRU99mFhK471ZsfWvh9a8/Pi7xg9ds+PRd199+/frNawoX0RIu2YtFQYQlkDbtlgQholGo3fLDNYNG2YYdmxe0PlqmhBSIlIgBZ0YWYREIsODIMbkEisCcOnU4uYADx04+9uqhp3cc3br/+GzgyCsSCzvHMNVQdFpKrlIG0VLeOtTy7M1MJltfJpPJZDKZzLsdSslEmIt2WRQxRtQzJWsyiZCkRXLjJ9VOVvWbexa+/8qDK7v/P3tv9uNZct35nXMi4t77W3Krpburuam5alokJZFaLHgAjw1DHmMGMOZBL34bYP4Y/wl+MWB7YI9fvAiwDUHLjCFpJNKURS2UOM2mms1qdnVVZWXl8lvuEhHn+CHuvfnbcqliZlZ11fmArK781S/vEjci7vnGWcL9xrd+9V/9s2+8O7zegAAAIABJREFU8ybczsCKHbAZWAEOAAIQEdCIaStbLtWY4V7obdZZ7T+mTREAACKABzAAiGjBgCSnIiMwgQggAfzUw+/92x/8H3/4Zw8OZ4dxMIWhd3s8yAEIyjICUWYIsmidbzxEBkNABDG0lTjPkp+KoqjqUxRFURRFeQVoPV2EQRgF5lUFABmy4yqiAywCIYgBMkBZyZGyW/uN/70//8H/+xd/9s5n3/yPf/lz//gbX/zmL+ztAObobAyGEARQmEHAGEREEYDIMZIxAALCcFqWczXjL7Rfg8iMRMQ8FEZmRAQUQVdFIWcnAT58NPv48ZPv/vX7f/T3+z97dDCXLLrbc8rYbYkgRAQRsAQS2TMTQWgAEIwBAOAU2ymCwIKook9RVPUpiqIoiqK8WvBpMRWArkImCFL6m8cikBXAiA7QtL8ijNI48ZYbA/GBH+9/ePLnP/jT/yH/49/+rV/+xpc/98//k6/cKtwIwQKEBkSiMyCCoWwshqLINqrOTu61V0LGBBYGQcQYgokzQxGQADOB4jhS5eDHj+B//3d/9Qff/btPDqfTOtJgp4zbmI/FOAEEyiAGEAYIINGCZ7TcbqzXpRqKdI4+EmRRX5+iqOpTFEVRFEV55YVf0l6CBAARcqCs21oPQRggokQnjRVvJRiIwhmOR1vj3XJ++H/9+d/94Z99/9//xTv/8nf++de/nI0NFBkwGwQwCNkwd5CnfRX6ky1cBoBQOnmrvgjTz9Zagw6ij8dz2LpT5/Tjp/K//P5ffv/HH33nhx/NzTYUt2GcE0TJGV0hgBC5dSdKAGBqjy+AvKo2T72MpIl9iqKqT1EURVEU5dXldJN1PC2z2e69l3Z+ZxTGdt88iGiYDAK4YhACHzUhgxFnQxH/b/9h+t3/5r+/M85+8+vv/JPf+OrXf+HNt3fIAGQAkcUKO4uLKlOWtF976iiCiFFAAFikZtfg7cfsv/udn/z+9/7h+x8+uX8SKnaw9TkyOdcNGcMxgCA3NXAEEQQrIgACCAwoYAWgSy+U5W0r+rKi6utTFFV9iqIoiqIorxAoSestuPsQuw33EBAAGsMeABAY200YSJAazAEyQAI0ML0P5KDYbvItCAjen9Ql771Vxeqnf/L+//nv//7bnx3+V//43V//1W9+6V5OhAZcJyMXVZ8s/NRKrzoGZywCNFH+5IPqX//Re9/5y799cFwP3/j8LLwZC4SmgbIEWxNEmNU42AUQgGAMEjJwzQACFIEAraAB8QhhWfWRpG0hsJN8ou4+RXmhqm9hD031viuKoijKi0cQA4JBQImWI6KNQKWF2gsxRQQwYnTn65dZ9SXzqhV+CV6QfEASCMJiDCQjAIBBBoxJO+XDYYgQYwPlCaAFRBi4cjItIWb59gzC9z46/OH/9Iej//VPfukrX/hPf/NXfv3rn//SXWuAcmaLJXJNSYkJAhqgTDAvARqAIzEfP2j+5Dt/+aff/Ysf7MNjfANwB3ZoVgVANgDgAKy10hgBseAlpDhUBAHmGCMZ2117TBtI4JKLD7poUl5wdSov8ZwDyEAClo1puAmY1iIisAc0TDYA2NdRt+OZn+LZ//zSqr5F7acDU1EURVFeAkODIoIhAIiOWYhLpMYCoC0wegsgDTeq+j4l5vQmeN3AE+g2Rffpg7L1EwpAA9AsfreKAGBn7q2T/BcswX/44fHv/u2/u7dt//Nf+0e/+Y0v/5e/dvsW2TCtRqMizKZ2vC00nHiYEdQG/s0f3P/Xv/tHHz46ynff8nRv5is0AK2nbokGEMACWoiLm/8ZQBN54T7ardjxjNtXn8KnAOMsiwBgNhzIbN4EAQBM2ZsIDBCXMzVfj7GL58zR16SZNMJTURRFUV4r1dfVfAQAQAEiBBKwsaJybnIbmawttKFec2LEqmQwBuy2x+Ink9n/+Iff/6O//NHffvjt3/kv3v2Fnb05gN0eH9dgcxAHf3V//t/+mz/+6w8eHsdBPR6VPgebUV4Y8dqYr/ucEypsSqEssJHZYQbeJNGOSfygLjLdDKr6FEVRFOV1evEzkAAACxhAYCAfIJTNnUJu08kwxEbAw7Y2lAJoMAIDRkGgaMk+PZn/z7/7+//37/3Br/zSV3/lG29/+yufPT46/O5f3f+bv3//Hx7sV5B7O/ahNpRlOQkChbnjShvyNSeLs4xCpIyDcDzegbkDIEmZmUY33ri5AS3XGUfbxnZqhKeiKIqivBwQp0r3IkgMEBAqD5jBJxOQHLIMcCXgT3ktcR4KBLIQAUK3PUIDUFcwKqAAQIA8AKYcUAQBiACHNQxz4PRNAFreX0J5TeccAACYRdgy0ADsCtxCKOIcJAJlJeYNwlheM4ef4Jl5fQh4PXl9N6j6dOAriqIoyovGcBBAQSMIESAiRAEGQAIW8AKOIJeoDfWaY2NluQIgBiuUCSKjIQRhSYYdEVkugYhjFCABiCE66wKgABgUQIpoBHXV/3WnYURDlQAgoIBjGKFYrgCR0dToPMJIozw/7aoPAJhZRIgoRM24VRRFUZQXjJNGxEQyAhQQuK2JCIhAEg1EFLBxrg2ltLYnGEDDQL1+I+HkqvDkOmsyfSIEjCJdIRYGVttPAcYsUhGRUrcwIha8kSiAEW2DNhAMIr/2ow37vyTh92mt4ZlWhbTfK4qiKMoLRmgx5yJVdkEAEjYSTKr0qP6Z156AeaACFvfIg66rACMwAMzJQueRIAFK1YGQCRhEEITIkwRtzNddzwBbCQgIkMq4pChzw0AChAJG4PWTCRsq0PauOLyeGfjaVZ8soP1eURRFUV6wNQ9GAEXavb4740JSpCeLIGBFW9pQrzkRkbswMxQgEBABEBTBfgM9scl6JQDpEnoY2l3kESBgLjjQxnzNMRKNMAkAeEEQoYhplQBEkEBMlNevpst5+44kzXTl0u/ad2lXyacoiqIoL5HqQwMAlPbFlt7yEECI4CIiANSk4TmvO1YkYwEAkoggJJHaui0MXeGNYf9tZFw29BAEAWp02pcUy2QBCJgkgoAACtjY+o3FSCSIATNtqE+9r29B/unTVBRFUZQXDLciTwhSPZdUcQ0YiIEYCQBIKyu89qBIF5wpAALCXac4Lcx5Gr0pqV8hnFbvS39H7UsKC3gEy21sgQhFBE5rTyIggSQKvW6q73xfn1yH8LuhCE/t8YqiKIryMhBTek2KIBJGYEEUIAYKRBFBBLaD7rGm/cR6dKfmHLZ/CgADph8H0QtAqvKSyr0IpPpAKACCkMcwiNqXXndqsh4sIKIYBGFEbnePSWsHAlo0eE3viVx9Ec8rquEpKfm7d+KTiACiCMTIgVkAUVPDFUVRFEVRFEV5vWHAlMpIXYx98qYjiEE0xhAhXbVy0mBrRVEURVEURVGUVxl7Y2fSOE9FURRFURRFUV5zJFXQApC+ntb1o74+RVEURVEURVGUVxn19SmKoiiKoiiKotyULOq8fL2v7wbKn6ivT1EURVEURVEU5VXmulTfomePmWPUkqyKoiiKoiiKoigbYGaODNe2S7v6+hRFURRFURRFUV5lNK9PURRFURRFURTlpmTRel7f9W9srqpPURRFURRFURTlxsBF1Yft/68XjfBUFEVRFEVRFEW5IWR5gz65kf367BVdOgIQQPJNCoAgJu8eMmBgECRSV5+iKIqiKIqiKKr7gJNQAgQBEgEAAohGAPFaPH9XpPpw8fJa1ScCgCCIgQENoao+RVEURVEURVFedxixU32AAiTCiATMDNel+jTCU1EURVEURVEU5YVxAwVQtJqLoiiKoiiKoijKzQkjABFo1ZGAtLlxkoDrqOipqk9RFEVRFEVRFOWFqT5IBV1E0h9yDXs5aISnoiiKoiiKoijKSyAHr81PZm/g0kVEmEl9fYqiKIqiKIqivOagpIBOwNazB/3GfdfGdfr6EKF1XoqGdyqKoiiKoiiKovT7860opF4x4TUk9mlen6IoiqIoiqIoyk1xka9PRPP6FEVRFEVRFEVRPr2c7eu7vhhJ9fUpiqIoiqIoiqLcpOxbreF5HVGdi6ivT1EURVEURVEU5YUKwXbbhk9HDU/u/sQ+MFUEYwQE4GvWr4qiKIqiKIqiKC85KIiCgiiAIMgIBggAWVAAGdFcg2xSX5+iKIqiKIqiKMqrjKo+RVEURVEURVEUVX2KoiiKoiiKoiiKqj5FURRFURRFURRFVZ+iKIqiKIqiKIpyc1z7fn0iwsyIqLv1KYqiKIqiKIryuiMr+/UBiyAiCIvgNe3dYLXZFUVRFEVRFEVRXpwMlFb/XRv2pm9GURRFURRFURTlNRZ5K74+XFZMInDlO52r6lMURVEURVEURbk5YQQiApIkn5z6+loWZOCVodVcFEVRFEVRFEVRbk70Lf937d+vwVmmqk9RFEVRFEVRFOWlkIPXFCB5NRGetEG8CoAIIgNEEIiREfVJKoqiKIqiKIryWoOU9JMkFSXAwkYEWAAAEekaHHPq61MURVEURVEURXmV0WouiqIoiqIoiqIoN410QZI3EBKpqk9RFEVRFEVRFOXFqb7rl30a4akoiqIoiqIoivIqc72+vrT7hDALoHr6FEVRFEVRFEVROq3Ul8FMm/TJ9UVHXpvqQ0wRqv1eg6A1PBVFURRFURRFUVbkX5JL1+kl07w+RVEURVEURVGUGxd7pzpPAFGk95ddvbdM8/oURVEURVEURVFeqAK8Zg+Z+voURVEURVEURVFuXOkt1/CUBfCqk+OsNreiKIqiKIqiKMoLk3/XFNZ55aqv8+IRAgBSunRGYIAoEFiAMKrCVBRFURRFURTl9QZBEAQAuMu2E0EGpshREJAENa9PURRFURRFURRFeRY0r09RFEVRFEVRFOXmhFGKlRS4OX2kvj5FURRFURRFUZRXGfX1KYqiKIqiKIqi3JwwWvH1IeJ1n1J9fYqiKIqiKIqiKK8y16X6EBEEEAARY4za0IqiKIqiKIqiKOswMyQPoAgRXkeEpPr6FEVRFEVRFEVRXhhtKtx1JsRpXp+iKIqiKIqiKMrNCaONNTyTr0/SP151op+qPkVRFEVRFEVRlBem+pLYw1bzXQsa4akoiqIoiqIoivJChWAn+K5J+anqUxRFURRFURRFeZW59ghPEYnMEoKg0+ZWFEVRFEVRFOV1BkVQRICYgBEBhJkRUQAZEADNNZxUfX2KoiiKoiiKoiivMlrNRVEURVEURVEU5eZkkYgIiLTlXG5CJanqUxRFURRFURRFeZVVn0Z4KoqiKIqiKIqivMpco69Puq0GmVkARBWmoiiKoiiKoiivN72vr9+wT4QZEK5zv76bqOEpzALqVlQURVEURVEURemEUvdfZmZAvM6EOJViiqIoiqIoiqIorzJazUVRFEVRFEVRFOXmZJHW8FQURVEURVEURVHVd5VohKeiKIqiKIqiKMqrzNX4+gQAARAEJLYfoCEkBghAtVhCx8za3IqiKIqiKIqivM6wWAQUDBGYUUAssmMwGFAigETECJBd7UnV16coiqIoiqIoivIqo3l9iqIoiqIoiqIoNwSKCICAALb5fXj9J1Vfn6IoiqIoiqIoyg3Ru8Ju0immvj5FURRFURRFUZSb00UAIJDKeMrNiD/19SmKoiiKoiiKorzKXJevT5gZKIlK5hg9IKI2t6IoiqIoiqIoypJ0EokxYmQAc02iSX19iqIoiqIoiqIoL179QbeH+5UfWvP6FEVRFEVRFEVRbk4XwXJen4gAYvrrNZ1TfX2KoiiKoiiKoigvVgler4dMfX2KoiiKoiiKoig3p4tgzdd3Gtx5PaJJfX2KoiiKoiiKoiivMlfj60Pg9r9ok3xlBAaIAMzMsUZjOJoLDiKgVT5XFwIA5EYahSRc+B3Gq+gteMGJiK0+wed6gtomr3i7KZ9+wssyBlEXfBVFUV6sLRQAEAAQwIAgNCC1sSZibHDcGCtgxy+n6gPAhV3mAQEIITIgwMCZW9tjIRKmCxtAVd+6fXwzjdLp9vMv5koMBb5I/JM+wed5gqJt8oq3m/KpB1nbQFEURQEABkp2NYJgqtvJwRgjzKNBbvFaojGv0q8igNjadIACxIAWhgNC2gYkQxdfv6q+DfbxzVgjN3YxF53pFbPCX6on+Lq1ySvWborySo5BRVGU13Me7uOe2rAjASKIESyBM3AdmX14JfmCDCAAlEyo7njM0glYiQD2ItX6UsV9vSwm6U35P/kSp7mZWDhGfYKveLu9VLHcrHOO8vqhgc2Koigv2PxYUD24ZB0JACCiCJirNlGuUvVhKg4jqS6NAAAIM4ggA4Ahp8/4ZTYDLvecf24uDODUIChFUV7faVZRFEV59VlUX7hiaUtnCeMVl7qw13UvMYJBQCERQUIEkHgJEbpymDVFimuy90o8oHgNC/7Pd/Er3xHZEItz4dVepk1WDnKpEM94Bedd6XLrv2L4atr2hkbtcz3B6+jVV9IAV9K1nnW2e+5ru/BiLjXi4GXpSy/Ru0heqTZ5jvnwJbr2K/PK4eJtCm9upWdqh8VfERFmNCYVIQfE/vMzmzr9Sp/6sfD55l9JR+6/33/tkte8ctjFi2QWETRm9bDMF5xOZMOEv/DJ6Q0uNsviYW/4ZXR9L4WzHvdzj6/nuJ3nMLGe6Uo2XgDiyheEORW6wL6Dnd1D+h8lRiRqj9Y35mKrnv/3lT7WH5a5HfiXufFutwDsv7zxt9ZvYWWcXrJHpXGX7rpzEgEinj06hBnOatjneILP/SuL9/hM80/fWzAVcUFAgrRpAwAKiwgiAqanyYB45arvmn19mF41vNnOi3H5IKuXYqy9lqnwBb3yY1gt4LZ+g7zcJoiIN1Ns7TJnkSvxwl14ovjMz+vGHvFzvEI+XYl9N9OSz9cmca1jGHMT7fZp1gxX1Ic/VS1wTTd4Jfbxy+PrO2syFwHmy46v1G69GLvMtNyaNwCI0MuhlT/Xbb50SSu/smjs9te8+GH//cvL2s7uTO9ick5iFGZMlmhvT2+8zo2f9/eFCIgSI8dojGFmIoLeyu/bqt2/a8HsvnwXPet6zvrC871b1z9ZPGxqwLN6jsiqdP/51eZ6Pzn/lte/c5aW6/9uzGkPXOztqeOlb/Z6flFirS8K9BdA1P7rusZj5hiRSFInQRRmQFxalUjfjBGMOXM9Ip0o/RbzqaJLbbJ4g/2pz3guwgzMiLj0ZFd+lzvF0g/Sc55y30/6NlwZNWeNsv4pMC/dzvmCbf1mL7mCsD6IFvvVRpW7OJX1fWN9Vav9cflK2mlZllQRFS+v6lvM62PvJakaQgYJzG7N1sOLRj4zX2Kiu4L36GVOdAVyZ+1S18+78h3Z1OdW3geXeYK4/j5YtcMvU2uHf95pGi7Oo5K1CE+5ihZYb/xr2gFzU6tcML9cyZXgVdzghU19JS0gZ82k193yl+iicomng+oMvERTr09uN9Nuz/G8nu8Rr/wWIl5iXqKf/3aupHEM8mZb6ixL66yFGKLksgOiDW8Z5mdemjnLUF7UEs/qK1txP/YfhxBCQERrrYjgyiJsOsvGu9jodeyNuUVTfv1aQkBrT03/V4zFpnhWwfmS31f/QGOMMRrnznQtLviyTiVipw8lxtZVlXpX35HO6dXMrdN4fYilI/fqtBd7aZUhud/Xpey6s/H8sd+fCM51G6YJ4Vm9cEm/JVm7IufOOtdzBCZcOMlca585Zx2w9bi0rjJuamYWYZdlnba84uS4q1F9rXdyoYZn+m8QYAQBiACZbPq95YM8xzvywskkxkuIohsy4/gSN7hsSfR/PMti3HM9wUv0lZuZXa/LKr14ofC6DOJPc7u9PA3yHKb5ZR66VrW4sN2ez9Unou12LRPXz2mQp2Oa9Y7fef+SSSpycXBHjExEiHhqpQn3o/Js0wL7mNCNo/ickc4sfZ2DRbNq7SBtiFTnOds8nxAZQIixC4ETIcLuLOmYggt+mwT1fp4ufh/bCCfpdP/iffVXIn3bdr8jp2bhYpTg1a13rOfMXM3a2RnrO+mbqQTF2oVJuyxyySDA51ztxQtfjBcbeyvPAhFEuHO7AYB0Tq2164F0myLgvXfOpcZBotYJlrTNwoFjZEQgIulOsTB8IMSIAJg+RZR+NuguT0RYgLqFhi44EHuPsTAbQ4v3IiybAkVlsUlXbq2VZN0pzm/I9BWklNUla/+0dHyR9uCEKCDMku4FAVgktbO1ZuNDX5kBLrI4nrnn95MA4mngbn/qdOWnk8/GeNflvrQ0A/TdBZD7xaJ03hjabiBdlIHJXlLVByDYBXSCQFlHIQKDksJWN2UQykX2F13ihecv2vbWvTSbfvMlbvBFWUo3t3PDy6GRbm6J8OWWUq92m7yG/U1RznkB9bbFugOubiIiGkOtKQZAhOeL2GSPxRSfhel1vGAqna1a++C41phei4FavbbaW2uTDU1ExvQmY+sMWE8JTBFt67Z+KwRFENFZTDeeZya1D6VF6gjMjIjGoAjEyDFGY0zmSAC85xgjtYDpWin9eogco6SWTBfmPTtLiBAZQojpAqw1yfoiQkPAi3Gv+Jwz5MZAs2ddQdiQln7R1aTrj1F6LbRsqLdtkp5CarQLLx4usaB/meBTQ8/89uGF/pyei6E2b6l/RiFw6orWUn9qZjEGk0vMdEGOPnDmaONgjFH6/p/s/L4NrcX1d1Pkdp2l78bJv47Ld7fyW1UdiIgI03BOt8B8KsDS570SiZEBWiHafeG0ZZLCFxFjzGJWbNJI1lI6QlocWZlA0knTGdthe4lenaaURdWXjnAaRnq2Fb04GyzFWl4+Fw+WPKm48Pj6/sDM3ApU2882XQRu25j9NNU0McsMAIQgIkKGFiNJEYAIbK8KhekanORXpfq4W9RqOxYDMELl4Xg2e3oyCRzt2rYMZvlxIQiuTlsXrwJeXGLkUnlx12L7rSyGIK4Hj+H5M12UNf/g2lBhvng1C9dGxsrP5hLdIF4YKHWpNpHzXzOGzXXIhPU2eY7hlMbwBWsXyy3JazGtG2II+QpiCC2s3+DVFHj5+Z/FShfl58sQXd/JUZ7Z17f+kbkoy2PTs1g7iPnUxC+t9+FNFy9rb2t45qa+rg554Q3Ga+j2l5nwVnvKhhnmeQoUX4G3LzkhUmE1Q2iMsWvp0zGEummqsmy8T887OSsWb2/lDkejkQhaa6w10+n8+PjYGHLOGmNiCGXVhBB6s3jFNjfG5Hme5Xk5n0tb2KU1ntavf2dnJ+kuQzSfz6ezkgitNYTIIt6HGGO6PGNaC4uZi6IYDgbGGBEJMc7n87SITohIJALWECAikrXmyZODpmmYOXNuNB4R4mxeOmsEoMhzl2V1XR8fn4xHQ+tcnufO2qquvY+DQWENpYrrzhlE9E0znc3KshJhABiPxycnkxDCYFAMh0MictaeTCZV1eS563ssxxhiciJBushn7QVXErK0ft5VM+as8yIRobXWGLO1tbXyygshBO/rug4hiAhfIpBelkPEN8WKXWy1XPyVtS+EyMa0+0tH5hhZBNKTFYFBkVvnBoMBx+hDqMqyqmsEHA4HzDwva0QYj0fHx5O9vd3hcCgCxmBdNzEyMxtjsswREbNU1VxEvPezWWmMGY8GgFjXPgQvHCOzczki5nk+Gg2stcwwnRy33vVUR4MoLwap/xORcza1vwhPp/OyLIs8s87GGKuqapqmW3GwhigVlYghRGZu01kpz7JiUABA8D4yhxABhBDb4SlgrS3yrCiKk5OTEIIPgVmIyFqDiDFGZ21RFCGExnu3HDLtnLPWeu8b72MIIcbZrHzzzTfH42Fd+xBCntm8GNR1U1VVCKF1+y0bC2QMiJRV3TRN+qfI6zlBrZo1nTp0zkF7C8IszHElAWH9tcjMRNgt7hAiNo2PMYqAtZQ555wz1qaFDEOEiN775F9lkV4H9jNb+mQ0GqVmSaNekDj10i7xEkFijAD4xt07uzu7WWbdVVsXV+MISxlfAhYFQABBDDUClp35wX747/63789w12K8+NUkeP4sJuIvGNWCeNHeAFeS5sF4BXPuhpDWlby+TQttKydieoYUlPTVFKmAAITUvsvpmVPj+kXT/s/Qav7TT85pNwQw2IYupEtK75sNtv1aG5yVMnQaOYDcreikyARAAJTTVxoiXjiUhM+qR3B6g37hRznVtdL35ciRJS7+yvpBLhPjdE5nbhuQuh+7KBJM623daxoZCcxG6+1ZBousBmYvBDCEEJgZM7v+vJZ6CxAArbfA4idx7ZPLN8Xp7Ca42Dc2D1KUdkQsdD+S06Nl5Ff6WBdxg6d+g7WIgtXgH96QddnfVzogY7ig2wMuDtN+e5924AAgYEBZubbF0zGzGCvLhdoubN6NX7gw2urCVRUUwU3xV/1VtQFL5y8oAEtrHKCIxMjGWO5stXRAH5v01BbWyGnJEQRIaBZPTUTpPb3QROGsOQfamB8GbK9/bb2v6znC/ZUsatT+cVgik1RJeyRBgPQnAQpEETHkVmKlNghdYTI2IsUogslzJcFXCDwq8tGwcBQDQjAQEVAgY4am+dl774Vq9uMP3nv89NGXv/oliUNn89FoPJnM5vP57u5uXVd5ngHG8Xg4n0/v3Xn3C1/4gkAsivwHf/fXDx58dHR0ePeNW01TFwP36MGDsiwLKZ0l5igxhBDywfjoeLqzd4ey0ee+8OXt3du7I/ze974nLE1T+rpBjgBAANRZA4j4rX/6O598dL+cTL7y+c9+70//eHZ0kBsmw8NR7jKczabThkPdAECeF85lWTHygQej3W9++zfnpQdbHB0f/+yjvxmPboFkw3zr7bc/czw7+vCjD7Z2d/buvjXevvv//PF333+876tybOM/+bV3eXZ08uAnt8YuIxwMx1/9xa8/3H/y/gcfvv3WG8OtvfHurdHtexXbf/jpR8Vo6+23345Nkzva2dluatPU8afv//VH7/1FmO3fGpu337rz5HDy8GnKleEdAAAgAElEQVS5d+8LX3r3W5OKd+7e/vM//1OIzTBzuaXDJ/vWUl1V0/ksc4XniGtv9Q1FAXC1E5rV5MO2g5xjnMjaQdb+ggsHMWl25G7EJT+LKUyMXORjYePc4O17X/jKl7+GSESWmUUioDeWP/jggwcPfjafTbxvONQAIMIgMXVmC7Jxwj99vfKG1cJ+omvnYeGNlskiTbwgPAwZEGBnexsATo6Oau9Tjzqazbf3bt95897bb39299aX/Ozg4MO/G/PJ5OCT3YG9fef2e/cfHMyD5Ft33v78n70/+a3f/I13PvPWydNHX/78vY8++PFsNgFy23u3b9/77GReM5D/6PuHhwcW5Sc//tGgyH7xq187mU4++eSTpgmeZTorzee/dvfum598/OS3f/ufWSJj5ScfvDeZPjGWiO3du5/ZHt/Ot8yPfvS+dbl12Z27bznncmcsmR/+4G8O9h9Zg9tDi4iz+eS9994bDAaR+Ytf+uK8bkZb2y4fPHj48MmTgy0/GYx3tnbvMA323vzsYLzlQ3j0yUehmaHUVTkdF1k1b8gMxuPbo62dW7e3P/zpe9PJfqhLEpCABl2AaG2WFcMvfPnLP/7gp0ImLwpEzHMnHFjCzmg7c0VdlSeHByIynU4PDw+/9e1fv/fZz91/8Mnx8fTdr38zz0beNz/8D39PCDE2ZVkOiyKyB2FgFog7e2+Utdz/4L1mdowcJJbIPgWEBmHPwoLbNbvMGUtopBgX+SAriqIqG2utRDk5mc5OpsZYIQyCDfPM+yoEBgKhviolGogs+XBssmEAunXn7v37Hx8eHeYuYwnf/tVfGQ8yR5jnOQDde+vt+Xxe17UPzfHx08jNZHI8Ho+2R2M/n8wOHopvCM2swa/98n+E+dbjJ4d7W9tGoodYSyO+Fl8JhzrGqg4iQnH+X/+L3/4X//Q/y69hPfkmwh+1+MFLSNJCV3i0xXjrc+zI0ySQhUXDK7mYi0t34DN2SFx1rJ5l/kqfD93KP+G2ZIksOmvPb5mbGVnXOhjPOXi69/V+st4mV95KzzEWNnjLNxlP51yqiFxSxl/+iWxcmcG1vy7okKU1hY0W1ad/cl66g8XVnz7erLeY+xZYyUQSabPKVzrkkkGJl7gOXFKtFyw3bC4dBIDtElJ/CxvXUDZm4JyzPrWulzEZN70pYMx8No/VZDQoBpmbT2fj8Va6gLIsvffW2unUA0gxcACQ5/nTp0+3tkdENJ/bg4ODp0+fGkPD4XBna1iWMyJMy9x1HQlbGRNCcM4ZY5AIgL2vQ7BZlsUQ67prsbTeubiSJpBlWdmFlrXpdgDB+yzPkxMmAkBk770IMJjINJ3v7+/v7915Eyg7OTmp63prjE3ji51iPB6fzI6MMU3TxBjquk5eCA4hIjdNgBBCCDFaIeO9n81m49FoOByGGLz3zJznOaEbjUaD8dg5hxwBxHvPLE3jpXMmiMhsNsvzfDSiLMuEpSzL29Y656IE6jK+qqriGJk5hOBjQBBaXv7csIZiaKV3rS6Grqm+DSXNcPPktvAJdlt+IIAAIhG2SYxAsBDhFmMEEI7R+zqVKWkjXRABMcZY12XT+frWu2qMceO4O/3xjFXYpdXDThYuxvE+64pqDBEBY4ym+13vfTZIB2zv1PuaALe3t2g6t9YOh8OYfHnM6R6NMUTEwqkbIWJaeUnPhYgMmrn3MUZjcHd31xDEGJumQURjbV3VIvLw4UPn8rIqAWAwGJBh772AxBgNuSLPjTEIOBqNjM0iy2CQDwajyfHh4XSSZdkXv/jF+z/9yaPHnxRFYa3Nsiw9qN29vXh45L1nIBEuigLDtJ9SnHNFUXBZpt7oTLvQaa1tfEgu9xSo3NHOn6m1jDFZljnnGCmEkOc5EfrAkWNZVtZk1trJZNI0TYyxruuqKpPbP8bj+Xy6Nd4rqxkAZFmGaJ1zhFJVgYhOJhOBOBwHZ9ygGFSTQ4jRkWH2AMDdsgALt745lNZ+Y4khICKH2DTee98ugAKyoI9RNsUepbW/9OCkXVwLROScMzYbj8eZgXo+M8a8+ea9NPQWFxattXmehxD6jp3ayjlbjMc+wtZwWJ4cRx9YIscoMYB0kQ7IVxbm8aJUH7Rvw0v4vi5tKp1lM62HCj9HUb6UtnozLbN2bbw+KV/o3rz4PLQUWUmtVxRaM+VyVZdWTOPTvPXOKupLEaUseNhkKsXOpdu671O482KoK17sE10P2m2v5TR/XtrVyJSR3y6091Hd7eeXMeOWF9AFkr4DQQABIUFOLSltGdSUgiydadZ5kTpTUk47qoh0f17CC3yGVllSLCuPePPY+Dk7tpx/SUQk50q+tjVg6ZMNawey2kqXmT5WO8/lEr37odE6+mDBWF9bAscFznHVXnjBpz2wHQhyzkrK0vUtXmqXao7tiMb+L10Fhd7664sL8vIcgpeZDy/sCXjRVLZudG7M6zjN0UphIxc9QII0ANuRT3Rq7RK1t5Zi/NKIXNR7C6atiHDrKW/f0Jz+1+UsXEr1kaHFDtDf7+mJZLWTLA6BdCXJwSjQOuikbajFPokrrtENtaBPC5CszqhtJCSgIJputjQAGZnp8dH8+GAwcluj0eTocFjcyTIzHBSDPEeB7fGWxNg0tSVTl1Vkj1yV5TzL3MnJ05OTwxgaS9ZA3NndmU4OBwNX12CDYw6EZBBMbr3noihEYmYxL+y8nEwPp943HEJdVXmWARhMfuDu1QICMcbxeHx8cOBDsNZGZjBWOFR1PdoqrLXWUCQO7EPkyCFKUzXB5uOnTw8H453Kl02MXZhWbTt2d3efHh8iQNPUXbAnOGvLshwSkTV1XRfOVlX18ccff+3dXxoNBhLCbDbNR1sSYx2ZORZZZhAb5rKc+aa+devtpubRcOicgzgYDOx8Xt66u+vKma/rGENu0VqTZ1npK2OoLqc+NL5prDUIwBKp6whr6wFLhG4jqJVVnvU39tlfAMHzJV+aS6ibptoYCABKZTdS7zHRiKAEAqBg5PjocD6bxsjWGmYGFOvIh2o6nZZl2TQ1SPRNBQAiMVm6IhEjn7M4Be2+c3KO5BMRe7r02k9Qq+M2XFSK3AAtzCHgjJnO59tmzxkrIhxjjD40dSYBOM6m07quyIwn0ykgZllWNYyI49FoUBTGUPLDF8Ph06dPIEpVVcHXmbU2y5pB8dH9Yw71MM/Go8FoPDw8PhoMBlXjZwdPax/NkEajUTkLlgwRHR89mc9nAhyaGnOTF0WM4Xj/aHd312XZ08OTqqqm06nEMBgMTo4OptOT8WjAdZY5l57+dDrd3dtDNAgYmTEGEEg9P4QQQrAOx+PhaDAsy5mI+OBRIiGmKB7vmZnH43GWm6Ry+1eBgLCwhEBEmcsAgDlEhuGoAJEQgkEwpo2RKYrCGDOdTpxzH374ocmKvbtvvPPOO3VdswTvfeYsCDe+MUTlfF5VM2coss/znEO9NR587Stf3B+76cnh0cEjNEaEAvuuEihmxhKSSEQQYsDIoW6MzcqympzMGu9BIHAURi8SWSK3ZgkkDzZIG4uEYIxBQ76JdVURIgFG9kbawOy7d24jGgQwRMy8s709L810elzXTQi+rmuLhn3olhojoTWIt/Zu7WzvZc59VE6ndYgcJcQYvMQQWJhbYwDhKjameiGqDxEJ6TKqb9N+p8+T73TxN9bSqGgtWgkvOqY8c034S17rWg3P59inATdl8eGpxwCxiwpDJABCFLzMYS/w4ZhuqePUdN/wBFtxiAjYtWJ3MT9PemVvOa18IpTeTF1yY/+sDVwY6LvxcfSvlJQsAwTIXaEmBjGGSCSAoHQ7tG9as1/XPM/h/1lyJrQe1F7VQy/qWwUlvdx9lnZeWYiBDUZkv8yMiMaYiGdeamo6bq+kNaY3eVQkdZPzW+lKvJEI3O5UlNqrayVcsMVXDKOu/sSpSIC1OgpyUa2qfh0G0zJEXwpraRbCjXMOdqY8QZsA1F+b7Vb3U6Tx0solEiPEVgosVim8iqnsUo2/qmGXKxEsqRq53HW0EZAi3foRMXNy7yXl1YdrLjpDVgrBIaLpona7f201M146QGB9LWC95yy65taDbBdl4cpqSHsha2PhLF9fv82XnBb+646TElEERVI2BqCIATAAFsHPy6Y8drkNACE0RZF733zmM5/x3iejTYDzPA+hMRYhUow+Mj85eFTNJ8OhBeCTk6cAdV1PdsYDZ+KjDx9Ya2P0VfRZlgVma9xsNssHo/FoMJ3tnxweOGu8sLNuUOTAUpUlgqRaENT59LZGY+dc0zQRJMQIYBExRuYQiyyfBTacJpak+/H27btPT2ZPD4/e+VphCkv7B2VVHx4eNjXM5/Pj4+PM2jyzBEKEmXMEIsELMwgcHR1l2wMBCjGm0MKDp/tNXQXfnBwfUT7IhltVWZYenLF5no9Go+Crg/0pDAdZZlg8gEynUydNiDSflrfuEIiUs6mvZuPhtgg7YysBBJlOp1VVOmMQUViMRWuss0aWCxZsdNOdFZm5ZkHgZmdgV1X8AuHXfmR64Zf8VUDdwR0BkKEMgAw5kfCj9/9ehEejERFWVZXnmXVmNp0aQ9ZaYDFFgSDMUYQJWESM4CV8fWdGeLaR22f97tmW2/oKHQcWYdMVkgTg5OEhUxskZywR5RkNIHtycjRwduuNN1xmPnn8yJgsJ8dVWde1MIbgvfdlWVZVlXxlPsQYGoNinbHOfjKf+KbODM7LaeZMZJ7NpiHEpokRpBgUx76J0SOAteScFZHG14Shqioi65tmcjwHG3d39wJHgzA5PmaOlqieT31dx6YUjsMiKwbD+Xye/Hhf+tJXkpsLQISjxCgsBByjB2ZE2d7aCsJ1VWVZ1lQm+Cqz4L3nCMPBaDAYDIdDl7U6sO0khAhoiATQOkIAH+rAUBSFRK6aRqLPR6OiGABw5AAA1hoRKYr84OBg/zvf+Uff+OZv/MZvnUynT548yZy5tbd3dPy0nM2yLBuNB7mjw6OD8Xg8GhSGBEJ5MjmuZhMQLopiOjmOMTYhRBZBImsMoggjJ2MMUECiIEqofF1VIkjGikAUDsyxr/TSew4ECZhRks+2GA7n9dF0ctL4OrKnCLt37rzzzjvTw4PtcSGM3ocq8mw6RZCqqiRykecxFJlz0ac6nAYEWNgYGo1GO9tjFiMxALA1Bkh8kMAxhOBjBLJy+vr41Kq+ztd34WLpM9sNZ3oWn/FEl3mjry0IPft51+Xn5WyaZ22UczJqSGAxDKlPZyLA52vY3jaVZXPtrJrZ0i3g48Kq8+JjWb8SuaS/SRaebZcVQcthb4RLbpwLPc8bgw+XlucBoVsXYhAClHazU+rCH4BPfS+wGP3VH+Tn2RFu0Uuw0rsRTtu5d7I961ku47NaCac5qzZI77UjQNnkH1uymOFUEz7/3IcLfQLP8BLLUmfoDP8NLr7zzfdnnUAANp/i4omr31C3W3hf/PUVVbD4Y+v4ApTTZXCEawv63SSw8cIJZaVhLzEzC0IqDnEaHIjYqsDIMTncV1IZV96oiHCWQlv48YKhgemJdN2ura4nCz75NYW9EgW67lIGkPWg4vUIz40BySsJuCvfR0BCIGinb0IgZgtgCY6PT7b2tnJDgBJjnEyOx+Ot4XAnhDAYDHyoe08mGohcixTl7CTGZjwaRW6aenZ8WMZQmYHb2R4+MSaVA3ImGxajsq7qqo7CVT2P0Qu3MWPCQkSh8QjAHPr9EKTdMJ2LohgMBilkLgL7GKwBAqzrejQapiUUAUyRW4Aym83S/cYYh+Ott95+syo/Luxohj6EMJlMrJMY42CQc/D52BChMQaFiKgsS9wZOudMZBYgIvZhNp0SymQ6yaJMp5Oj46MGsjwfxOhTLFlZzi1hVc2bphaJdV0Det84Bszy7O7du/NarKHCWWE2loxBa21sfPTBmQXnCbIArhb+wbMWyrHfDgBXZzdc8Z+vFMGHxTT7Tcmo3TJEN4GmlRGy7cTZLX5FTIGfBEBkMMZwdPQUEbPcZJmblyfHJz7PB1VVGUMohJhLjAIsQtjl9RHD+dnvwnE9Dj+9MhbKFnC/1nzWxoG8GlC2+h0GEeYYfYoJjByLLHNkUnkP68giSahn1eThw48HcbZVWNwdNk0jmWuapqnqyckxi0sFWokICfM8t3kWoXbOZJn1ofG+jt6fTI64qSzR3du3sywjIsHofSMiPoQqltOTyXxeee99U7fDv0vibapqOp2+ce/WZHKyv/9kMBwHjoOiEIjT6cRYZC+IjIiDIivnMwNIaLM839ranlf1rJzHGBE4d20pXmZGQeecr5oQQuZMnrk6krUUhcmanZ2dnZ0d55z3ZYxRWFJFGTBEYNAQAxpjAFgiGzRd3d3Y2QmxKIbB02w2C8EDQNM0LnMPHx/88Ic/fPPNe3u370yOj956663hqKjroikK6yiGIBBD8LkbG2NmJyf7kweTk8PgG46+Lucx+hhjE5hBjMuICVCEo0BAmxlhEgOAvm689yjt6i4Dhy4OW7rEnAVnRdpwhYFXt+iIMVprxoNhPT06ODgYDodb491Hjx7HGJLXGgCIkhHOjkyDZAADAAo4527d3svzfDovpyfHTV0bQo4CwMiMHFufiQC0+fmfTtW3sMR4sYm2GtCEz2dbXOQwpIvi1lBeVHX5Tc10QSTV+vtgvbwLn9pDp5EfeOqMveTq/oaadbLgpz2tcLMea7dyEOleHEvu1m5Pm4tU3lk+4d5Oan1s0KUidCXLT+v2wsX19JBWKwN1QWunHqpOUAGIEIAgcIwM0ivCNH+kQKuFZcilHr+hxPYzeouxT+7vHzR0eYlLIV79jjGCl93E5jJ7Iq10YDnHIdzHJC4EuK7+mfrwaXWcZ6ltc67oAzwjNe50EQQWI4WXQtPXXX+nfeDZvbULTs4Nxv0ZEySvuJ0Rqe3VAsk5KSSAvB7hCSBI0lVgQOn2292cb7biE9hU0gfWFkTWh8+F/WZTOq8k41WE8TLz0umjkFSdEbifIk6NwnWZtLIKwxy7z9tVmz4mFhHX6yRvNMFl2T+8ruqX9+taXTdZ7F2pztaiNd4HAV/G17ewcLVhBCOiYWyLcQgQiBWwiKEuC0MTjuKryLGaTUdFYdEdHRyMRuO7d9+8c+vW/fsfel8bIEvGhyjCWWYiNwgxz+nkuHQDNzk5QeSTWN29e+f2rb2DJ/tFnt+9c3d3d/fjBw+OP3loM3dydPT06X4IlfcNAnhfW4O+8dZgbp0IS2TmGDgCgEEcDgY729u+nPoQInNZVYPcOMTpZDIeDjNXxCDBc5QmhsgMddO4wVaW29lsmg/GztrRcHzn1lsPfvbYOQcgRLQ1Grzxxu2nx1PmkFvKHAUmg1iWpSAal1sDTYjDPC8Im7q+fevW7s5OzQCmmM9nDdR3d/amJ5Ot0RgRnDGGcHJ87OvSOkMGCWwUMWRRaDQoItShmtutbUAo8twXxXAwSIOUEITZWZNZG2IMwRNesA+DrK1AbYjwXM7rO6u42nlLD7CQ/CfCiMicAkfazJDkKCcECQAkgj4yMztnh7kbbw2OD8N8NmEWiQHJNk1jDaU8LBTmFEctkooobhR+XSEAWatevvorJLwS87l+y3EliWZtbVdSQUsBQjCWMKJxVkB83QCINYYMjAam8by3Mw6TkgwYa32IgqGqmJlD44GYkPM8HwzzLM9NZtPV5pk1wA8fPzg+OhkYfPdrX/F1TQh379yenBwbY6yIcW5n91bd+C3MEZE5CvN8Po+hyYypAxd5VmR5iN77ZlAUn3zy8KOf3n/361+fzaaZMcZZX5e397YOpkeGwBga5vknVVWWpc2K4WDUhGiMGxYDZp7hlKMXkcgRgAHEGHLWErYZeiR5ZrGOkQW3d7bv3bs3HG99/OBpjJGFbdqKA61B532JxiJLytnLcgcCxpBBV1VhPptaMjjGpqljDMaSQEw7Izhn9vcffee73/nFd9/NbBZiM5/NAKQYZBzatLftrTESzubT46ODhz+7X5Vl5lxdVxxjlmUhxhAjGZMZk2dZrJsYGkABZgNoGAShnM6aqk4Gb2DwLCFyHUMEYKIInecCkNrINyRDzKEqZ4bM9tbWZDr1jQneV2V5eHRwdHRYzSYg4OtACPfeuheiD75O5rYxlDlHxnBtQtcJc2uHg0FVzR4/fHTwZH86PRmMihAq9g1zAJAUK97Hdsil8rdeHtUnKXikzYmUKGRoZUivmmi0lka1Mdn9IhtgrXz2mitsPcKTLojolEtsBPMcHhu5yI+Fm3x9awXCN2/jvjiV2/4N0R2+zWLofrRkLvFIZaMjt6cWXrnmfuun/nfNaTgWthVpuQ3FTMXr5BLbqp4lA/otWXpvp1mrzdi9Mdtalyt+kuXXzFpHQOoTZXpn5ulCkQgKECEKRGFIVviG8D85L5Dm3JY/x8hzxvSX3ZqMafsXQOr0AQGefxDZtMfT4hNk2KxwFvOYz/JrLR0cBZd1a7cpq6R246XgT3m+JRJaCPrtEp3ajbb6B02td0bw1LmO2I0qxHaLsD6q06QtmZZvFlcNFLjIIANcix1dCTneMDV0WxS1earQLsZTNwz7zZfW57BUhKCblReabtNQusymJripou/5kzWurdYsSPsFjZRGrjFwiaxsEQGUNH2lLuSMgXYLqYjABinZeX2c56JF2JZ7aTcUPt1wLGnOfk+L9JeV4LG+S0AXKo8CEnlBueGKs3uxBRZ//fStgtTWkOheUinNj5BEhIUXV+sW5WW/W3ryBMYYUw4yEQm29XWtIeFARMYYI8QEhtoAYyuIMaDEupwNCye+ttZEiMNRMRxsPXp4cHx8tLe3JyJ5nntfp32oBSiyD0395Ml+4czh031CkCgS6rqem9Hw8cNya3xnOnEgPB6PQwiz6Xx7PD6ezQZ58dFPP7zz5hsGMfhGmKMPIgGiicAcIrAQSUrOzLKsmpfDwXDaVGhN4z2K5Dk554Iv55OpG9+NzvmmnhxOrXNksRiMyJH3DUEU9oipyLvcvn17d2svz7M33tz78Kfvh6Z5+uTxN7/5a+/98Md7u7uHT/brptzbHTVN4+uGxVNsBoMi1uHxwwef/4Uv/uj9HwVGLIY7Yr72jW+dlH44Koaj4uSozjKbOVfW0/HWeB6nLnPjYhyaaWbcfF7efmPn6Hg6nx5vb285vFPO548fPtz50hdu3d6bT101nyJiDL5pyDnH0VflnIiKouji6NZ0vsG2b1BfeBYXq0p0ixerL7jFg/CyA3zTi+m0mosgJY9fa9+lbTCIxBIIIhpEQ0hEJgRpfBmibxozLyfDQR68z7NMIA7yrPENIhgABqYu9MAsvEHOVH249IKWdsCezhok/Vpq+2eqHtSHI8YYydkVsbc4ew+HwzLUNncggoREuLU1BqEYvHPGGcMxSORyenjw8P5scjSy5JyZzeeDwfBw1jQNO+fqqrI7aAizzIUYy7K6s7slIk/2H+1ujQeO7v/Dj7a2tqaTo9l0GkO4e/fWZ96+9/99/y/ruq69b5omMAjSsChAorN2PB75pr69d+tDa5oGRGQ8Ho4Gg3roHZrMOYMwKoq6rqwh35SZM0Vmd7ZH1WxaN02oa5A4Hm9/8ctfIeueHh5vbY2bxjbV3AC4IpufMAqVs/lnv7BnERF4b3e3nBvws5NZqEPI84wwc84Nh8O6rtsdOFjIUZoT6tIjQt1U3tflfEbARZ5ZR7mzBweHRZ5lWUaEdV3GGPI8L6tZjKm8ORRFMSmP9vcff2byuc/d+8ywKA7294fDYv/hx9ZR5pyzBsB8fP/DqqoKi+NBZiCKCBUZokFEx8wciMgSYvACgQxaa50xhijPstls3tRNDGxcLkAxhigCZCy1FdctnqbFUJcNW9W+LksjuLW1CxLTVDkaDWPwD372cWZgOBg0dZln+RtvvMXMTRPqukaAzLmmxt2d3a1i50FTPz14bBCjsMvcbDrdP358cHhYzWbFwIXQSAghNLGpWUTQMjMZl2byGCESuKvO77teXx8uyYO2AAb2agfXwxmv4pQ34qa7knIvF26XIOe26jlKuAsrWk5plmWLczHV+9ndPuteHbsW3Med8SK9zDXYWvZtqWVYCcWky5XtWHcTL1U3aV30uOha7CvWpaTdzj5ej/6Xc8r5rEiRtAC/kOAFBBChS8cFuJIyQfgMEZl9Fn4r+fAZVyLOEmyXL6151hOU7pUsmzdfgm7fF+y3h+icpfB8o6137S7ayrgaz7kYw5T6Rr8XwlLKXG8ZrAfXrSfMXG4oP5uLN5XMk65qS5sZm7LZOlXL513A5obfkDL0PM0tz/F06NTnBn3xlU1D8py4jPSAOv96n/IInX5bLqJ7plt4OR/vrI0oVrYbWQoH7RYsfs7XirTbN0m7c0PfiTe57BY74eKWd7j5m9B7C6VfTW5zutlX1Ww6mc9OrGObEWJk5OAbb5sY6xjg6cEBIlZV7X3DIoiyvTve3t7KrZ1PJzQqdndG5WwikZEjcpDQINn5/NiaOJ9Vjx4+aPcfc8UwSsouHBSDo/g09W20iGwJAZhYAkcPjMnnX05nFkFERuPReGvMCJG5aRpPiADe+1xk4GwNcmt3t/H1aDzOi+FJWYV6nlnKjASL1mVN03DAEMOIBkeHhz/76CO0uL21K7HZf/TJfFo3dTlyhIhNiFVVR24w1tl0Oh4MfdOEprx753YTcbi9l23fQpSiyAJL8CH4BgUAYqgbb3F7a8TM8/ncSjSZLed1OZ8/efxwsLVt773l6yrP7XA4IERLhMKE6Kwt8sw6h2R89KkIJC4XHcC1QZr6aooOTb/SKz3m1Vq1iyN9JfZ7JX369JPunAKCwAKpBkCqkdb+awyh61MMBMIIgs7mH93/Wfb/U/dePZIkWbrYEWbm7qFSlOyq6mqxMzu72L3YAcV9uSCw5AsJ/l6+kAT4yBeS4JIrRs+0KF2ZGRnKhYlz+IMNmFAAACAASURBVGChI1JUT/fwbiCQqMzKjAh3NzO3cz7ljESI4gEogzagYpg0RVjmM8vupD66AujW5LhjddJdZqcxJhOIEICYCe8MEIPhsB+8V0gEjKoxhLpue8MRI6UUQZWZChaVMOiXAyOPH5y9+u6bLsaUc9uR0ZqLybVI6LrGOQeE//qrf/vu++9Phv3RaDC9vhz2C4nt+7dv2rapCleYR963MYSQ4nyxWLReyCSBWdSiqAhRUuqaNkUxTESYQtSUDPPp2UmKMfmQUyoHvapp6rPTAQ3LZjGt55PCmqLfm1yPr6/Gxlgievjw8fD0/OOHD13XxRAItV+WLaIxRjQiAjH1+/35fJbT5/LJd9bGCDkVsK5nXdeNRqOPH65PRyeWWLwWRdHUrcYUvO/a1lqb6cSz2XR5h1XJYt2qqtjk8Zmcc3XTxuhD6Jqmns0m9OJFkmANTsaXrjAI8Ob1q/6gGl9eXF5eGMNc2JSCMYzEOZ7HWZuilwiW0VlmQguGiTQGY421VkRm83kIQdFEhaQpJomgApDxTcnN7VXzN3cSiK1ztiydKcrhYGCce/36Lag28/nD89Ozs9N6Ni4LR8SFswhQusIZC5KaeqIpMcF4fBGKFHxYbk1VEAA0+q6NIYTQspCiJN9q8JoiIiLlFjMspz/+JBr7v4Sub9WM3OFxHdmA4n7hd6R9LHfxpg5qxyMo3Q27w7v3j1uPCJ+cT3Vsv3V37vmdtjE3mDHsuJtsd9FX8jnNWX253LpPDuQxHGg3OfDwFxR3e2+ghnApS1Fct9tX2z7SbOH2aZ9k++a0DezAli3H2oV5jXcx7ezjt9zeN1qy45aw66iG7NyJmEARgbPGSJUBlFZVDpKsC6cVePSDN9S3YIO0qTSXQG6+Oa+lX7Txbr2ZUngTrLo55Jxm9Ak0y2MbCz0GGeZWrq4YnmZlX3/E5+neLMrblFpZe8nr4mG1gBCsTIB2kah1etu6ob6BDbMBnR6WJDs152GFt/11X/R1dHVbmeXm+YK7gPYhr3KDa4HSkt+Jd65+P1EiyN7v5AGpW9U4HKQmHKlIDyhq2dZi6SAuuIbxdEk9QDxgUR5UTbC2+V6yOg8nvuhhBOIe1kd3RTXgXcSNzZ0R98S6uA6S2VrrcBtm334cvaa4HSeYYT4WBEQVAij6JRGoBCbDBhBBmVQjEwz6fREI3gMgE3HRA5TM4gltmHeTyWQGEiB2VWHER5UIIpoCCAVZ2AJNhyF0RCbFpMAno/Muhegl+GQIRCSp4DL+Rg1zzKEPCPkmFTo/B3HOjoa9k9NTIFSAkJKoFNaRQjufPnv2rJ1Pm9BB9OLbuW9aHxGxq6eNM48fP7m47DcLr4G7rjv7/GXrp0Vhp/PJo0ePq7JwhhDEMjKzCHSdny9qDI3VQCBno5PFfNrUi9OTs0Xne/0+ME/G1+XwFBRjCCqpKApD/GH8vm7cX3/5hTGmreuBwbpue0X1+NHjtut8TJq6X//6VyhydnIKKt778fiqLKwCGWZmypQHa8zx7Mf1YpJVVQqqKiHGGLNbPANmFIxXetUN1idr06C1mOLwJ+u+oS77KcvpQ+uGHK5llyAIwKygtIrFZkKTkqiIc8V8OiPGsixUhcFE1RgTLiHrldnZsirYK/pWDdtVgxhgyctYlXXL3vEBfWCn8FNVH0IOKHfOrTc8h3K+/BNSANUQOkZSwzGGrmujqIs9IiVAUE0pTsdXF++/l3bOveLk5OXv2zYppiSqmJJHJFBhohgDM7ddV9f13/3d371/+3qxmIx67suXz/7l//1nlbiYz86GT58+fTqZTESTSGyapg0JDSQBYIeo1tiysPVM2qaBTDRVQQTDzIUl1NB5ECWFk+HIt3W7WHTtonQ06FXeNwYVUuxXlalGRVEB4HA4+uabb0gURCWEyKQS2boUkzFMAEDofde2LSOqpK6rC+digKZuMmugKAprbb/X7/V6GlPTdLkYZuYYfeh8v98ryyKEEL2vysrQSjWAqirGmLJ0IjGllGW91tp8Y23b5uLj+7JwTQME+vr1ax/aYb9smkUIXiKMF9MYOkTOsaVEpBIlJqPRsR1aKpz1bCxS9NQrKk0ymUyaphE0SBRBuxi7JHkQJ1BBFdCllmfZYlYAiKHTZa2Q8zMRUQ2jCpauGAwGvp6mGIBBJWmKgtTvV6CnFxfvUoyE2CxqjG6ZYRKTiBLSyejk43XNDJpSUK8qMXQSAwIwYSKyZJHIsDIz0b/Pqg+OmeD9WFjZ/4+PQwdI/PQDSvgTnvP7oAlb4dT3SGnHA06X3nEGMjFpp0wCBFopsEW3aHjZI+wHDowDH7NVM37XlmPv25vCA27BtY5aZfA6rWbbEX9VFv5Yw/6edND9IMQ7zdk+aSDpD//w9wQMV3YqcifD856qr+28KSJe2/EDIBEeWipt22/AOmIE9nsEf06N9GeNAV1SajMnal3b5/9NcNx/aFPrfirC+BNQP3ZQuhvc9u55VpeRYboM4NC8cUUVWUL665XntkuGd2N9d45hXPnrbBxcDn5H7nF9V2W57mSHLBXKuF9qEm0zV29ZtbarvlU/UfO2HUEFckLcMnott0ZX6WQREY3hmCICZfBEl70PtNYaHhhjCKkoCkQRScsxKYqigFGFmIFRIUVQNGTPTk6uZvM2eMvOGBNjjEt/c0FRoI36cl3ZruddUZVJBFKApB0jG1LQwaj44sVzCf7Vq+/dsA+IBrmsKjXcLWbzxfzRw/Pln5clERdFMZ35GGPXtNfX4+Q7SSlT1ywqUVUUReoPCig4dQQpb0mvLy96w1G2+jAIKaVc/BBhWRQ6qAwSaDKEbMhaW8folXvWzWbzpml6ZUW+c8YAdMzUNGE6bQprq6oiVCJiw9balFIMsOJtpm2QeafuW7epVBSSQopJHBjdhIIsmctbglKFYz/Z601t3bOWDM/cNtq5l+17MCzD6IiIkFKC0ejEOScCxhjva4XMfAZDmNIGxMNbaRy7K4MewH2Hfyp7CCFRFuVKJsgT4UrXd0h8yFQTqesmhGAKx8wE0IZgjMuORMawqqQQppPLfq9yPesgtm27aBpX9AU0/wkys3LWLubL9/KrL1PbPnhw1ivKt29e9/tl6UzrjEjs9avhqP/6zfe5oPLeJwUSSQIoKjFqQma2zkrXAYCkmLPgrDHei7OZ3pgQgBmZaDK96ppm9PxxGxtGmM/nRGY0GplqdHp62h+MsgDaORd8Q0yFMzEmZyGlZIhjjIt2Pp/PQaK1xlobA6UUY4S2beu6DiFkS9KHDx86g22srbNdExCAGEWk6xrjShDJxqFFWWgMKaUsl+jaFhGrqooxzudzVTXGZA8YAOgVrldW/UE1nY2ZmRj7pudDW9eL0LUBAFIgANFIpIhYmjKlBBIBhFANJgscmUUSG8OW5vV8Op0qMhFFwpAkJk2SFDE7WkumCsuqbwuSl+7s+qxJco5iWuUiWWubpp5NJnk0Ztcfa21KcTab+dDGGGP01lFZOoscjQHVlBKoAogxxJzvI4qIkkRF8ocnIiASImZGTDmXSf9dY32H7oUH93X85I3DsS0v3p3D9hfqbd9jy/JDWFN7fWi5KVEadsQfO7tgXW4vtqLH5FMP+Ui+9jHy2J66ep19iQqKG7IcryVn92F4HnyyPVNNXWn5tndOuJ9pm3bgUNwhmN2SJbEfPZexRMC0hBhAQWnLFBs32XRww27wbqRZFbb8AI/PBNw66i2a4tZM/KFjeO+Qb2cD0g2y2I1fy/G7e25RbwF/uracQbjHRLixNbO1F18KP0SX4x9wD/TMf7IL2hw7lk8x8Lwd5NmMyXvIgDOBcRWGs1xD1iMfD2rYrWwMXXuT/BRL2Q84CSsqtuhqQ5mv+M6ydLgE6tFRoLAVF5rFftu/eXsfZ+/cH8fSV7p0OOYVgWtL+x86DG6/N+HqeNY0zb3cyDW3cwmQHvO438H6CDPYiqiYUfYkxjJZQlREMI6F0BrOeipnjYgaZsOc7W0UBAB7Vd9aduwIadDr+a5OUTO3XCUP1wiKoqnrWjEZn8ay6FchoTEpqXNuVa+qZUaStm2T9ykGJspi38JY13POWTLc7/dd4RyyBclIMAFCjPV85hhRQlG4LoaUYulcAom+vRhfS/jbEELX+XI0IsLJZNI1tWNmRmu4LIuqcP2qCF2Nee9uOCVpoy8JUojX1+OqsJPJ5HQ+F7IxhEFZejSiKYaUYgwhkgKSElK/XwXvHz58aBEfjUYf37xq2y603YPzs9/+7rcf32mKgyefPZaTwdWH9yH4rmmdMxJTSBGBBFRUGAkAUko3ybDX1z1f8ayDzTXGkpWgkFb2iXueLuv1/Kht3ZE7O6KCoLKCMqhkXtZ6YRYBpOUKo4hAX33x8uuvfj4ej0+H58+ef/ar3/zz5dX7lGI+tyIJNO3ew/QQ7FOVZRd4tYJtUL4bFt69zQas9Mw5NG+Zl30Xwcp7j4DGGGctMztrRZf3i1zMG8On56e1RQxtz9F8PieiEIKoGmuEkJ1Ldeb16XA4OB0NeqX5429/q6K9Xvn21Tcf3y4uLy8gxpNhfzQaLubzDx8+IHHTNDFGYBNznkDmmKj4rgPVXq9CUWO4qpxlQ4y9Xs+QOsuIWBZF6DrQRIBM0Nb1x3fvysIyQIze2ao3GGRTzbbryrJvML6bzZL3djjI5yqlAAiXl5fj6TSlWJalprYsS2sQRMAyM+c6zftQluV8OmvrtqsbVhtjIoiMrDEtFosKuem6uq5PTk4MUVjaWqKqBu9FonMuhzcAiKiG2DG7fr93dnZmnem6djGfpxROTk4gxcl07NtWRNiwAsWQFDDGBACGo3OWUAsAh4IxpOSjcwjSL4tF20wmkygpB0qFlHySoBJ12R5QVFnROgEAQWR160BkESHGsihUc9BiVFWJyXtf13OC1O9XWU+bE+djjHUzXyzmRWmI2LkKvOF1aqtC13XedwDQNjUAlM5NmnmKIZeYCAKqZhWvs8Ri9Mfvy/5Fqj640V36B1R1d/2/4t0MtB8BOsO7xDA/2M99/1U/vRDGu1AdPKjJST85ueEwT4yO+MrgHqSmGtct7Zxmvj9IPv3qbDcRcMu1cLMh2wi6NrWlrHKZD7fCa0+O+wNrWwIczXyxbdBxu3j7AVNYt10lb0Jxd2/VBEcyBm76yf0HJP5AfR3ePiMOQ/m2WHk3SnXxU959rWw5yOnevOtaxr1LQd8PP1j7cHyS3PHPwW83ZRKutu+0ZUi7zhs8miyqumMJdo+glzuP6AcmqeKhv7Ksw9yXW39cJrxmCuud5pkK27jEtuIO1mUSHou526upDp1a90GEJEejwLYYngh4h1vSfWa6wrYwKbOc1+PteDt1O8sh99QkybGTr1sd2FVCZK4iCSQtB3PdLLywLYxP1cnwFJVSQHIgIkCqIjkJEFTPT85E4Pp6Yq01Bi8vL09G/QiKwGsHUoXoil4KoJHLsmSDPuJgMBicndadn85nxpgQQtb8OOcMIROJtZkjBwAoyswng6EpLLFUVeVcUVmwmsC3KYbcyPn2T390he2XJRuylpNKAiE2w2F1PbkWCUVZvvrufQx00h9dXV0NB2WvV8EYDJOkaI2R7CjD1jlXuCpvSNlS9DqdTk6ePbtcfKzruuiPvPcq0oamV/SqsiyLIvqO1JSlOz8/e/HiRbuYn5yckMizp0/V+7evv3v16tXj8PDNm1fGvkxcMRuQGEKwlq21zBhDTDGqKq3CrHNRd5NyJC9lyziWlcUUM+ehTkSIpAJH7cpuH5877QzNeNyuERFA2lqBrTEASGiYDZNhsl98/tVnTz8bDoZ/DH96+vizJP63v4+TyTh4T4T3D2O6abW5/5Kboem85ltrETG7wt6jzaopRtVkjZnXNTEaMapgrR0MBs37N8F3laF+v/f7X/+26zo2GCMwpxA1gVc1ZVkiwsnJaDQYfP/tH5KklFJRFCrp+voKEZwzjx+9PD05uby4CCG4grM4k50LygjYhgAAXde9fvV6sZifnfdDCGyYibuu896fn52lrsl8y7IsJh+vmbksi8V88vbd63o6uQqtCzCeTJ+8+Or5Vz+PAG3Xzevm9Ox0UJoPb1/P20XnW2N4NZxkPL6c193J2Qmjfnw/9t4bxiRaVdVoNDLGFFXR+UWvf/rdt79BiQyYRMuiF713RRGTREmq2nVtr9d78PA8eu+7llYSCWONiMQYc6JDtuASkX6/+uyzp8NR/+LiYj6fn56cXE/GIYR6NkmSqqqKKagKEYNBYgZZlvHBe4boGBgIJQJokmSIrTNXH2eLthn1R/Omk5R8gpzpl3sKuiQZqx7bN2bgmJnLolBmH4NKcsY2ITx88ODZs2fzydXDh+dLU1sAZj49PX333mcTJoCUUpIQMOMcxkSRrm0ZyTmnKSEhM3sfVEQlkYoQCkTCErbvaD9BUfYjVX1qtja8AhDXVhYmqYOu0JnBYt1byjDTgQXCgYfnwfskvgvHO4Aa8r5hL8rzjqNB3UstP6zx5K5NKCqS3vVWescCJ4h6KNTRnb273FCKbH+1G1/y5etT9qlbhRsLKWxp3nAlXuKt7W/addCCg2KJbzrCLf5IobTm1CPsGOrn5iEflI7HrDLopt3k0ng93+pWaCavgINNOCECoTu61u9arshNXYPVB1/tt1bKdEJGUNiIbQQ0rWyMNpvsLEm4N1KkiDciRRs/nu1QgTWkuQ0XyDJLHnDJolpPmfzviPE4TLdSS6Ig66ZFIJCL501oR84nvHFybjbZe5NUELc5SArKW/2LmyqNcHtdQUA7lTDReku0Pjojm8j13FTOVolEq14Bpj3u3zbnatlFJtkemhubItxpwRzW3tufRCGuv906Ids3oRW3k5kRENcaWF2DfEaWg15AQSmBCJCIiCKgZWOPYLO4g2KpKu2alO4Z2MBK2XNwBXGPKb1bhuFBXywvMGv7TVluXnHDEEwied+WVilVa7fS1fDeoACqBESSVosJb0ykJSWJiQiXu2MQAiRCoqVvPuqGiUC7xdsSNDBmXVzpQQLn9lJ8S5+FxO9PXoBlYJ0qIhpe7Yl5XdKiIkQQQMjnyujmihyNo1BVZQYEEkxLzy5FSYiAEBGiITHQIRpAC8oEySqWRkh9YXQ6D5BYOqTZ24vp5Mnzl8PzR7GbldWoN6x8iF3nu9AB6Hh8+fTp056zjsGK9KtCu84oA2O9aLnfR9NHOA/t3ERvdIGtB3CCvVYjqRmdns1n85OT8xg/MnGvdKgxdi0BtL5OSQWJ2RpjF7OLn339jEC7tq6vrrGNXZc6VSayXCFifXn51RdfFlVFs8V8NovRp5SIiS1//JNWzOHqzYvHPyugmM0mxnq2/mJ8/fTFl20EpLKohkISYW4Lq3Iyu6b/8u9/0c2+c+hs7It9zASLti5GEEM6MWYw7EMzCdPaWDp99Fl9fZGiKpkExfnZi37xGNOAe+PJh2aO/b/7T//d+//lf7qYL86fPPrFz3/W1otTmA4hdKYE7i18G8CVDBw7heS7uhqM2FU+RIWIhpNGJoJlaDuhEihld8rtZlZeOkIIWyl2aYuuudMT0tWNchW+d4TFsF5ZiGidNARIQRICApFAQiUQSGIB0CAiM6H52c9+fnZ2Ui9mhPKzv3qZYjMaDXv94XhyzYZD7JAlxQgA2WlJFVQJIcDK50839mtbCryNC9gOOXMH+kPZe5GQEgAYx6oaJQAASSadZC8PUAAiE5PGBMa4EDmggqSzXlkMelzPVHHkbFGVYBQAHj14SETayezjOLKegvjpdZFCTGKw6LrWC/f6BfPZxbj+/MlTp93s45vKYA1YDoYJsLCM7TWFbtb5krln3D/9878Nqv7V5YQiGKSYIrHEJC8fPPyPv/zrP/7xT9/97n8fjkbP//q/nl8PLy4ik53Nm0WzePwUtJW2nhuG68m4P+ov5vHq4iq1c5MaGX+A0C1CfTo4tdI9Pn0wbWJquzff//7z5w9LYzHOnESbgGzVtJ6svbj82HTxwePHfQuL+ezRSf/d5CNootj5emHPzhOlD1fvT0ZDh76H1jB475HI+9oYrdvZ6Ox8VvvZYgpsTgf9oqy8D4LExGgG/eFjab7pJ8+xZkkBaQ4ObRnTLCU24CaTru2k1+97v7iefJjOLifX1ymGumlC8AikZAAMtYFCMAg9UKNx0K9CbMGU09gWpRtEHQzKy3dXftY625vVXSLqVFtIHUkCRdrdnOtBWBFAlIUxBWLyvjt/eN6v8M33r+v5AkEXk8vrj2+G/QEmMcb46I3DENv3b8ZNXTviUIfnz58/e/bs22+/nVwuUuosqZCgBoRwNiw/f/aonk0v378pDLQeMk2fVJAwSQRIMbSDgjGBYf3RtX0EP/Fjj+GJP/UD8JYP8MNf9QcevH7qE7PR/tbzlt+5/XXWX1eBj/jJ2MKBGcaffz6ZaPtJiIRIsPl638t8x3PrHXePfd0UsMTbT4PEgJ/6PLjgKzhlk3e0d8L1B4A8t8+srTbDzkVXEM1RC/m55AKvh8eSCbuqxfRefSXcOADdgjP/OavELYymT52VR/8Eb1V5rbVScKtQ6s71dO8j0sGTV/4662/vzGFbUqNX5x8P4lhgK3B8q3TRPZXU3mPb5oSWooIbZzoA7Nqgrjo+q79al3BHk+tuv1hr2aSsHjtV8W7S+s1w7sZoJzuhMRJh/jdml8NV30GXRICtY88nmZmXf7v6x5YJ6ua5Fb2+4dDu/cIe0Hr0fK6jF+B+N6O9LPtbEBLe7q0dLOMEK4ySlsR7Y0xVldba7GW3WNSX4/Fi0ahq2avKqnJF4crCOOtcwcxsCBkfPXrU+s44a13piqrrpD88q5twevbo2WcviBgUY0wpJSQKIcTkkwTnjCu4cK4oHBGtI0kkJslkvBzbp3G2mE9nEyVka2KMIcWYkqh0vmt8B6jM/O7dO1X5x3/8x+FwWBVlYR0TMfNisWia5je/+U3oupcvnw8GfSYWER9Cv99/8eIFIlpjMi6kKgh6dnb28OFDJu5XvV6v1+/3y7LMw3J8dRVj7Lr21fev2rYej6+auhaJWZ1YFu7s7Mw5V1VlRmCKsqhKdzoaTK6vou8IxDGWzrVNfX5+bqzJBNeXn38+OBkxETPFGMuizNiLIeJVJM/e6vrpm4sjz/sxadKWWZDkttjqkVTimqpDRL2qPD09RYLVagOIWBZuOBz2qx4bg6j54ua4tlUX5R7EqPsc8tJZ9LbnwZlcNqCzpwgi6io50LctERlDvV6vX/WqomDEZ8+enQxHVdU7f/T09OEj1x8pu4gGi16n1KptEv3i739Jhs/Pz7uu+/bbb1OKMUTrmDA3oYCZkWDQ7z198jT3kubzeQih9V1eOUMICPjLX/4XJyen/cHwxYsX1hbGmLquY4zMXBVlWZY5Aj6TZtu2NggEiqKg6fpqvFgs2rrJr+acOzk5qarq7du3zjlmbprm8vISEIwxqHkBB991VVXNZlNVres6dF32wASRmDwAfPz4sa4Xg8Fg2B8Y5iXBGDHHa8Kyh0X5jjAcjkIIhXNlWRpDRCgaNaWUUgghxOBTNMwppbIoDPNnz54UiiNXPBgM+mwdYA9tnM/9dEZd6CFWiCWqQ7EEzlJhiQnYcErJGKOqksSwOz8/XywWi8UipJR9R3P3fc0yu08dVayInbPZrK7rpqkR0TmLqG3bxhjLsgjBX11dphSLwoXgx+Ortm2sNcZwCH4+n4kkaywzS0opRgCp6xoBU0p5Ce46r5oIMIsb88WKPqQVjP/vz80F9+CIQynLwbz+8wiex19iz7QDP10/eMTS7R7cP/yzCbl3js+jG6oju9uttv0P4J7t+AocWEruNAbvcUSfynb7AUzg9V+sN9N5o7zNe7zdsOH+db1ucc1gk9mttDS6xi2h0dqnEAEEkXTLJ+0O+PmIcetGiH+0pDngoW0F78KWUSFuU2HxdjRaAQSWoWGr4xHYJNAfV1wckpSOeYVuPDyPys/uM5gO/kq2mHv5W9xzMd0yvN1EbG/By5/Q9MFD3u+tAYn7ae+71OvDcai75RxtB7Qg7p2D5VZelh79KwhJ6DBeRXa8LjOzZSflBXaRS83em/vmk1vKm5UL7m5UjOy75m0dKaCs4O+NTQVoDlSClfPT8vB1x3FHVgw0BUGgLban7GICaelHlZ2FUWl1DmmrO7PdVlq1gY+va7c3EY6uY0uUXLfgd1UCZFy6lZAecfU8uI/oncRp3aKS42agb0YUocraKhSRFFFBNUOgJKoxBlvYGIP3XdN1ZMt8Yoy1gJgD0ILETNnqDfpA+PTJZ6Lp/du3CvQ3f/sf3rx58+TpCyrLq/evusU0CWTQSEREogYfQ9sfVEmCMaYobIqdagJRJMjFtwIh5ZIbXFF03peFK3tF3dalNUiQQqAI1rJRiMm3bTMcDkejocTAzD56Y62AFmURfDefTfu9SpN0bVsbk9el0fB0Ol0AQK8oB71ebEBaTSGKiPddNIiSDBEhMldl/7SdqTN8Ohq9efv+wclZr6yaZqHArscpdFl6lIvnfr8/Go0ePTjv98qH5+ev/hBRPDME8ZJC1zS9smBmpqLX652cnS5ml8wMzCnT/JiDz9crU+N2uf4bHsqhSTAe2b/ccMekg1vPHlFIl0ZvCZByHNJyMceNMwCBwsrpjQ0VhduhTAMAsbPWGIMdrJmoCChLQS+oAIrfcHW2h/RdWN+u7+en9eQVN06hhshaq4IZcheRxWIRQ0DElLSqIhEpYVm5pmn6o1EKvl9V82bR+WjKXkADhlTN869ePv38K/2XN0D8+u3b6cf3X798Nh5fGTZtCCF0iFiWpbCmqMNhfz6bee+NLVLmgKqCaozSHxXn5+cpJWPdkydPv/v+1Wy2iDGCQjZTsYZFxFi7Ptc5PBNJCTAET0TGmZi6grksq8ViMZ8vqqp68uCR2BMUbgAAIABJREFUxEVuN0wn0y+ev+QPZExx0u8XhTs9P7mezmfzSdPUg7NRSqmu5wVjiJEIUdAYUxQuLmrvO42BFExp0RiJTUqxaRq2pbV2NBylFBGMsYZblOxfHmJOGYGUBHIWrk0+MrNzZtQfhPEkxggepWk4xpJp4IpOgAwYYlUMoAKoCVjQIBWMBoEYiMB7z8aenp4S0WKxyLh3UkEiWd57lqkj9xHvgAogGiIyxhqTk5jXHdVlMmpK3ntm9t5ba6uqyjV827bj8TiEkFsJzLxmFc+m04jdxcUFgWSaiWbMA5fS0xQSkDGZQ40/ieflXzC5ARA2+xs83LTpYdqUfkLNsN0Q2nsR3CLI3k9ud/cSQvfZkf7Zl+zwcPAgm+5I1Qcrj+VlnNyPAy4dbuJ/gKLp8HD2/n0f9PnOt82mEFtWcLub8rzHPxCsH1X33TUMFHBFCBRRwkw5o5wznoG1jK9lxc6OmZrcexjsDyY8codend7tiw5rC3jAG2rd4zEqt32UTR9B1/fOWyvy+7jI5Ku0Tr3PqcqfOFkOwLEtB6nDHHC8pcHxicX/zsZKd6/Ora9yy9sd/l2WOWXRGx00rdeiRFiNdwIQBBIAVF25ld6Uv7LHz4QD3drtM+IQFz18kTvr3sPZlzvf6xfZC0Zf8pNV1lWzQv4mgSApqCipRhBVydtHRQFZys54GYik69vUOutsj/KqqgSUp29+bnCzg7Vlkxp67Cd3NEDvJeXQda5DBl82G991F2rLNolWwa05/I5WjQMCzfzPVfi14JKgLblul6TMzGzzaXHOlWWPYmDmbOU3qy/6g/Kzxw/OHz74/jvXJQFVZPfg0cmLL352+uDZV19/PZvP333zzfvrS0KDwN57Y6oUQwzh3fv64fnZ/LomAMs8mdaQPBOqSAweiRVJU8LEXWivJ5OT04FxPUEgRskpOaiKkFRiCoUpLi8ufv2rX1VlOV5Glqfgha01TL1+P7R1M58VhmpJVVWJ6nQy7/V6/V6va2treHJ97TsttEwx+LaeTSazyymFyurIMBVl3Rv4uDD1YvbFly8n1+N53Xz9i78ToCB6VpRlYUvL1nBS6bxPyfuuWcxnp33z8sVn7/50WjnDEr599e0Ex4+fJ2Nw2B9MptdR0mw6rxdN3baVcURAiNZS14BIWhtxrkNvs7Ffgr/oY5PWoKKQt3O6Tspdjl/RJWoEu3zSlbRYVSyzMEvy6114vjP+xZyECWDT1NJNi4iZK1d0PiJIYUvLNJk11hpJEr0XSYPBkF3ZLOoPH977d69CW3/x/G9+/a9vgoIzxWzeih2cnj/9T//Nf2v7J643+L//6Z+GVn75iy8QoF8WUcS39WKaUgjWGKDClHwyGH7zp29SSmVlfAx5JouAiDx+/HR0+uDDhw9d58/OH/iQ8hLrnDPMqxZsMoZSCsRalsa3TdvMDQBBQk0MyxwL771ztizLkxNTjoaTekya5k3tnGu6xcePH1OKzOZsdLJo2qZphr1+kjAaDh+cnX33h980dR1Ams4jwuefP5/MW2OM6/XKsoh1SCmKxOyI4pwjon6/30VxzqYUq6pUkRg9ETmb40hANEbv/erS+7ZTkQfnZ4ZhNp+E0PXtQH2XFnXy7YkrOwUQIUBVjagJkoAaJkLkDG8qIFJK+vyzZ0+ffvanP3w7n89FlIyJIYqklIUooHjEvet4zyClxGydc2QsgMYYVSWlRIjOWiJMMVrm0XBojK0XNSI8evio69oUU3bfSTEykTVkCAWVGUHhenylrhc6XzgiRMOGQGlpBxpjwpgUGZh09Wl//MLvL5nXB+uW1dFevh5M/R+UFayHkVmwlfqCcKeHU66k7qwv9T6v8gNO104b/kj8oO6hEzdYse/m9S0JfrilW9t2bT7SC9y2xFy9lMCWK8CRVCj95AG3G6J1w+EcnEbh+4BAyzsNAeAyKxIQ8+Y4W3Id4mm45Rh2P09Z5Nylj6qILFlNoBv5ew6hkjVtHJd2fAi0FVNxt6kPAh6tcNaFHy6DlbbOGO58S7i6+yrgDoKwGUt4TGm6O+oRkFQ1bbI3ARUS7ORF3InWHq1w1qCTqlK6+0UO45oO7IVoC+HHtaMsHlh0HpYfG90d3qf4318VaOUFugpL1KNVYkZclqsT6mGm3G4Ry7AyvM1LKAHAEt7CbcFbBtZEkUgBCEQUFAhUEfnYWqa6bYy+HDkrqczGEOUgBHn7Hrl9SolwwyiGNcoqt1S82yrHvaovf5sBkPUgWS8aq6VsealzaayoKiu7f1AGyMUOLfsgwIgAQsSr6aBEyIxbHkKbA11aVqJs2JuIB4jx/mw6/AltLd1bOCcQgyrIylr2rm6UrH8mKluw3qYeRQHJBIH1x9sNJCEizcklCgxIBJrEsDHGGCYyRVlWSZIFcs5QvhAAIjF4n0RijKo6OhnOZtePH509f/5sev11XTfMXPSGDx8++Xg5GQxPQ6KqNxydPHirTEiK2DadHfW7tlbmD+8vLMXz4bn37eJaUMUwq0QCMIRsjCImVSLyKV5Pr8qeU0giQsaIJpBEiEDqfXfa7yUfhOj7774Z9gdLfZekzoeBtZPx9ejkBFPXL63GarGo/+qv/urV67dt2/b7feccAsYQNEUSJMTCuWF/MBwOCnbYOZahSlTyplDjTQqdQXz84Gzhg0FlFCUgFVcUzhIh5H6/YSMpXFx8ePZoNOiXZWEn11ePTvuL6TX2XbOYjC8+np2OmrYmsrKaYsaYwehEgVQsGwSRBLIU0iKgEumySsc/H+m7X7HHhKAkK9WCrpZeyqMaSFU5azcYmNkZS5TzLzd1KjOZDLUzG0afllWiqt5TZ3Svo1DZBwzXXzdLFuWQlWXsxqphwsxFUcQoGlOWn3Rd67ifQmA2oNrvlQ8fP2sXdb2YX37/+2GvKg0kvzg9GV5dT2NM7OAffvnL58+ejmvvXPX73//hxcP+2X/8B991Tx89ePfxg8Sua1PTzGfT6xi6F4+exNCNLy97vSpKiJKA2QCBdUHgyaMni6aezmdX44kx9tmzFxcXFwjkHOfhigCFc818EaMXSajim4WERmMTu8YQRFQQGY1GXVCiJQP/8vLy8fOHb1//8c23f+r3+z1bZkp9DGFRz9uIML4+PT8rrBsMR7PZdDadFtaNL98DMiE9++yz2e+/mc+mFSZQRVKJCUSMKYIIE0mK/V7PJHnw4Lys+orw4e1bEalKV1gyWdpApISkrBBCjCKiIi9fPIeUnKXxeOL9fDG9TpJK57rFzBqMbUoSiMgikMQciWGIJAkgJRFm2+/3Hz16fHl5dXl5KSKKmEQUIKYkumzGEu4kG9/6kGxfLBJjDDEkVSXUmKJILJyrqrJrau+9cw4Aer0eETZN9L7JCQ2ImmJSSSlFECXEFKOoJB+IIYbQ1HWe26CZLJ00b1dBCZVgKTj/0T08f3Jd3+2kl/88H3iP538Wn/Mvez5Jl08GXH/dft7nvNHu4weoDT9xfO/AO6T74Madoq87Xh93srBo1ZJFBMp3oH1CztruU3aq+9ufd2lBj1YmB0eHd46lvQt6+MQVKk9ZQ7jC5/CYlmlP1HTnc/eXf5THPd537zSu9JAb9ewnvds+1fOOsbQ93vKEyilnWTW6d/L3kEM83poQWFFwVzWRbNF69fCa7r0Xih7+wt58P7Ie5vo/z/ElZ/Ku1UBzcMDy694zn35YZTEvBcBbL0sr8vrusS+ljESEpJmUYzCniC1hUsTcLZClbwwu63Na5Z3QSn68flMm+jNX5k0PaOsAt4909e+7nzdVg/dvTubODa7WwzVOyozOGGZTFEWvV56fn52cDHtlZS2zwa7tri4uLj5+vL4az6cT3zanp6Ou66bXY2Z+/PhRhlCTaNHrW1ednJ0jG0Cy1kpSBQKAmCITee9Rta7n89mkKCwqtF0dowdQiUlhmW21RG81WWvKsqzrWlWLwnZdm1KKMaYURaTrWgadzSaq0nXdfDELnfdt13XdYrFo2/by4uN8cq0hVM4SKKqejU4QgNkWRZVt+lIMw16fiJrFvGtaROiVlVmpQ7Pepm3b0DWXHz++e/vaMp2dnBbWOMPOWJUowafoU4wAWpbu5GQ4Go2KwhWFBYXZbPbh4ztVKcuy36t8U7/+/vsQfKaDFkXJ1mTBXG5tZCvbdabFBnDbkCD0z3+iyh3P/L6kqzsdMHNuDeQuDBsCiYjLO7thZIPrkYcKpGCALHHOlsh6P6KsyEJmNggGiUBufyLIPY7ok/e+uEUMyRuSqir6vapXFAaJiUBVYkohEOBoOAAQx+bF47MHp/3YzuvpdWzr+WRcMBiSLz9/ghIrBh8jWTOdzd+9e8cIzhkGJRVQjT7M5/Pp9di3zWI275rGlUUIYdn6MmyszUPi44fL6/G0bTtEttbOZot1E1MkAoAxJiQfJImkFL1KQIkpdCm0hsiyyYJVZnbOhRC6rrPWnp6eeu/Pzs5+8YtfWGdTSsYQEXnvi8IZw1mbV1ZuNpsBwMnpEAGyMM9arpv5dDqpqqrfq6qitGwQMPtj5RkHICfD0dMnTx49fFBaF4InRGstqMbQiURDbIwpygIAUhJAAZTT4RBBrqZXja/ZMhium2Y8nQghMaNZ9jstoVU1oCZrRwmN5Wxr5sqCmd+8eZMTBZdkcsiKw+XYYEC8p+O0qIpqEgIwSMaYzH5H0RSjMWY0GiJiVv0VRfHgwQPnXPYeyx2cGKNo1CTLNQ1ANJ0MRxkAi8GrJsOYIwFV0pLIo7K1vOtP4eL5k2F9mQyOYIxZ4pjLzvEm5fPQLWpvD3PkcJnXGTVwI2PtGJq0jXocMOuOMZfwJkhqpRO7w7tc7yNTRLz9kyAg413I1w070x3636rpvgpX2FZc4iGyh1vblJ133ph/HPv899gj6wFpTQ9qSzjyOxu90H3AsaV+Z6vRnmUiWx5mmVO+rDy3PfHWTp735qyKqMDSYh5VVywzRIOgsmSXUd7ALN981e/P3dK7ztta745HreG3bUu3LnrGP3A7cHfLyxS3qKGHytu9ibDh7+nGIg1X0IKuqmu9IUnwiMfSgeAtx41lmCmmeBQcOwRn7+xT6Na+lhR2sGQ9wm/cO7fb83HjG7kPN8ESxcHNzF+jfKt1J62R3qUjriRQzPDOMqqAEWkTQMy0WusQmDgThDcXSySzXHCZz7Y0ZRWRVaQ3kC7Z6oLChkhg7fu3BtBEBFdZW6v/ou0D3EKrdpopijvCUefsntXnaoOyHj+y9mI9dIXZRmJ3VzuCXY/KvHfcJpQiymrsE6xMmlMSEAUVUEFmADGcPT2TWdq6ICEtAxwBeWniQtuU1dUSgSLqjI0xZl1N3vEeDoOl7zFRthDYDJuVyQ7t8JY3C3I2MWemG9yedBfBXqsW87+34tey2kTVsInZMIAou24QgCESBQJcWsDmbDUAAkXEonCSUkqxcBZBeuWAOQdbQz2f9AAHpTNl9f133/7ud7978uTJ2dnpdHz1/PnTrmkswmAwAJVF3bBxqsrGiqixhUgoqj4QgUB2lWjbdnCK1lnHRkXfvXl9cfFxPhkXliUGZmAiU5ACJhVCUFECDd73e1XbNKhgDVtDqIi5GGA3n88H/X70wZuudKYsyxhDr6ysM1VhFQeLxQL44/vX3/dHJ/1eRURPnjz9wx//9Pr166apVRKpPjg7u3z3TVUOFvPZbDqdz2cFt9JJGwBV0UjXtUPqTceX9Wz64tnToDQY9Gw1qLvYNothUUBKtkSfoqQYYzTWjkZDJJNAlWgwOKsGw8fPn3fJeHRdu3g6Gk5mc+tcr9fPTFqQmGJUSYWzTNiFaC1nT2BcEy3vWvluSpQ51FcfjuGDlxJNa9tlFUBGEMmosSAzIgmqakJURpQkMQRXOdRVNi2qIHS+URXD2HUhb8UVAJJo0pzXScei9rZ/gvdxX99aFrZfZK8PsobH88IXOu+KajQagShj5g2i7zom1JRQNElwzExUz+aK3KuKs/Ohqrz65reausVkVlpM4r/6/LOHo968naSQyDrjqiKXUwT1fF6VrnTWoH791RdfPj2djC8f9Abff/ets2Y8Ho8n0wDcJbUltk3b+TAYDH/xH/7h++++//7Nu6LqzeeLKFJYx8SG2BKX1kBKnfePHj2cTC5U/Pjyw2T8ob6+FO+lazFFUhHSkFBEer1eouLd1eWrV6/ymZlMJqBgjEGAFDwBhK599uKlD+HRw0fzyRg0/d3f/s2//PP/UxSua/3paHjx4WNXN27Q86H1Xde1DYB2Xe2wTwioenZ6spjPv/z6Z4g6HPSvr8eqUpaOifpV+fDBw3/9+KrruqqqlAvmrlfZyaIZVNX52cnF+3cL8Ne+fnryws+uxPGTx0+7ej4ZXyIaNpA9WQwjOcvGiKBxFpB7RArwxecvP7x/P766Xkm6KKpGkQTLlhMBimTFjQAepwTCJp8JQ/CiUhWFD50PkiQwEVhrrUm+e/v69aDXf/b0s8Fg8PDhw4uLi+vxOISQec4nw1Gv1zPWTj6+YabQJMNkiJkQFSRGy0aN7YJXRcK8cAsb45yT7NWLoEnUKOKPDM79ZFUfbjKXl3oJTbcz91Z0vP0laa8yzKmIt6hu7hM8dzc5U/dr2E1dpAAA6bA6wU/8GMcK2x8QYagoN9STGyrRqsbWA5AB7t9LWGUh3kjB53uUtXIXiRePJ3StuJcr4uvdH3Wds57n8AEwQqoMgCuaoB58vdf1Q1REQhQUXFLogFYEqy1DBdAlXVc3xQHgvajCS4LuboLCkXGi+xd9TYFb3dRz8u+K0oaa3fZ1MwxuErSuqZ+iAggMkG/WmQKx4qvdMlQPxjnRNg2amSGBrlVUkI4yET8Z615S8lZ0PJSjJ26LKHh0ytEtWqy9fTluCUUytTcjboS6N+NyYO4ewXg7wh6XDL3VXk+V2KzVqgCIshoVW2eXOHN3lwUvKUYRVAYAyXYMsmEk5qvGdBAEd6zE3i60N02A1W2Stj0219D62mcyi1C2/mwj9z6giR6+7RKC22qkrZNfZGcLnF0lMgVySStl5pzRkDmcoEwE65IPVxbxDGCYsxFctgGQJXt56TEYNeYknUwiXQkWdsyBcCWTWzPq17MVd5I2dmbW1rhak7L3ena7/cSDPUAu5td8ZlUFQSLaSh/eCXpBgDwgCZdCYAbQlKqqaAGRiIyJsbNIRjGFtlcNGeLH968fPH5yOuxF31x/fP/0wVm/rEigMCZ03dnpqLC2a5qqLHq9crGYusI+efK49T5KYsOszAZVqRHt94ai+ujhw+ibqR+3TQ0qIJBiR5RhSJAMuydQhF5ZDapeYVzX1G27YEBLvHWK1CLmvn7wXYrF58+fTafTtx/eWTJt2yrIfDYhGiwmV/1+n0C7rmO2RGY2W7TNPIWQYmwWcwJFFY2xMFYlBQkWHTCLRFUlBEhx2Cv/8Ntf//K/GiI5Q2BILUEHadSvRv1KUAtn6robjvpF5Uanp66qfJJf/P0/VBbB6NWsDnWrRd+MHpXWubKwzmWj7dXs0xg8Ii7NMhMgCOZ+hC57NAC4NGLRPeru1k92dlbHNfN5N3yELLr0DljRUrIdLCnpdiNMUQVAmc3af5s5k+hgrUdCWGZELRujuIyZIc3Fo2JukR7cgPPdah3DgCoIR/r1a+UOACiIwqZK3KHY7DXy1lzoVWcZdZn/1i7qk88/TzEWxkTvTW6sAfQKVy/mUTQl7XeNc+7pkyfX43GIMcxbNPzk8YM//v5XHy6vP3v+RVLyITahzYJ/Sd3440fS9OTxI6thMQ7RtyQyvrzw3osRAQVGBAwCIUZmO+gPk8DPf/E3/8f/+X8hsio8ffpZYdzFxUWMcTAY9Hu9FAMZKkr76MGD0DXv333fzSepqTEllOCQrLHlcPjFVz9XxK7r/vCHb6tBfzQavX3tr8djR6yqzCbFQGhFEqA5Oz27uLr89ptvBj334Ox8MbkyjCrcoYqkyfX1cNj/7MmT1M5818YYDJJlYwyhGooRQKP3TdMA8cnJ6Ww6VUm9sjKG+lUFKRBojD4EsqZSQlLqFSWCnJ0M2/lk2syrk8H78eWvfv+Hr7/48n/87/+Hb//0u9/95t/evf6+a2bGmAERxVSUPVcWSlgUPWK6vLzMfqHv3r7TELgoFUAAQQCYEBWJCXJjAVU1qkSV2/cSMYai6BEAGzoZjUKU10gx+pi8b7umaZzlZ8+eFkXx4cOHi4sPi8VCNcXoieDs7OTBg7OyLOfzuYostWsqIKmqyqITREgpiARJUYlAlfKmiNASiwKT5tjOf1dY3+4JJSJMchcCcNyMYW9nRMQ5X3vLVOK2wkk/HSK4Ywd7g9vhfog5/ghU0Pv8/U253wibm8Ht9MXbDAZvYKMd7wveg9DLcMfVQcLjYNdSdJc9Bu914tZeOOs8um123Hbq2tEo5/uNbc3iekICFckCGVWCXAcioKKug7zWFoefOjZw25Ln6NTAozuA7e3jKgAaYSdqbNfr74aTv3NlcR3pJqvww237bYL7Es/WnzaFqKqZ+w6IyCaK/vnzYwOdbPC320z/b/YWPj5ZdjAr3dqnb0GsR3meR+FEwv0Uyu3cbd1YXO6A8LjVPdgggctwZVBQAogq63pzD1Jbf7udzneTrdHhz2+ZNev8hlsCMI4awNzUFdpG/LYsXtbV6ybKXFEVlBBzsB5QbrHmXa8QEiEQg2W7jEtQzOaE+TWNMdv15wpczbFiG7kmHXM5hm0C6kF2xdE0jp13WTrZrg2a9JDHqcd6hZnLui6GY6eEKCtn1Pz519g+Z2h5xa/JxqHM1K96EwZSdkWRVFE6UhThyhKSqm8syqPT4dmg8p33zWx8cdHMZpZZYnfar0Bi8l3XzgtHp2cnRVUSpSSJSNnQbDKriqLqjwjdaDR6+Pjx6Wj0v/2v/3PbLaJvUTWrBwEh+pQvbRKIqqAYu65yxajfC74zSIZQYiDQbP6ICh5iSslWPUnJd11RFE+fPpnOJq3vmq6xzopqatv59Prhwyea0scPH3qj8y+//PL169c1Y1kUlmkxm2sSIkCEwhlQrRdzCwAJVEWpxrjoK4kk79vQdWCkrefvP1yMp7OExhVlUbre8LwNqVnMq141GIzaLoQEEez1orn0zdefvyhGD7T+LqSo0YvETKKMKTFbY61zzjCllKyKZQ5ECsJbNr+qiYBQIUfs7k0HuNWJ6tg0PO6itHkRXYesCihnjF+2rI7WVLRMaUFAzpMNNtAkrCDodUTwUv6QtcywrPH3yr69UMpVNufxg9okVe5ifYeHzAqSF2tRBRCV5KMWGkKIUbLwSlNCSUwMJEScOo8Iz58/X7R+Mp3Pff2H1+//9m/+Fop+/8FTHpxP/vStT/D85VcXk3nTdiGGRd0okLFmOBwSyGx2/eH9m6dPnzCApJRSGl9dXs/rtm6KqpqHmM/U0lxYhYkQqax6r9+8XSya2WKRnT+ttcv4eBEVjSHEFJPEsnLe16jJoIh4SFFTHspwenr68uXLf/n199bas7Ozadt89913TdOcnZ2Nev0P+m5+PWPmNvgYQq8aPH7ycDqddlCXZRnbRdvViJjDJwhBIT04P6+qYl5fxxghCTpWleA9gdckCGgMl846Y9q2WSxmzrmydCklSWE2bRDBOdfv9x8/e/Hdh2nbdTHGv/r6pSGcTcfzxeL87Gw+n3/xxZePHz3+9a9++/b1t7PrWWFcMRgxoRXwvml9LAZDVzggnM5rYLbWfvfNt4vpjJlzF0yIIUdbGPQhOz0DKYAoIZhj97hd9ooD0Ol0GoWr6oTY5tiS/4+6N+mSJDnSA0VEVW3zLbaMXGsvAFUogr2gOeTMXGbmzW1OM4d583Pn0v1ekyCbIBrdKKC2rMysjM0jPNzdVlUV4UHN3M2XiMgCG3xEHqIyoyJ8MVdTFZFvI8A4MkkcsfNlXrjGXl1eZlmWRDF7XwukSXJyfBybaLlYKKXYO5LQ2TEinBwdNUKR0o2rvffeeQHP4A0JdfkxXkRh4HjLn1/X18f6dt3pt9sz2X6HuxuXUsTM2LNH81uPK7tnoryD1kF2J7D3wAtrX8j7Xu1/JwHgPY3KutRA6TG1pD9d7goJeoeuD/Y+SO8icheZ1Q65H7bB3PkBLXf3k93Z5h5O+OD+a0YQJFo7bUhLB1tBCaQI1sJvWfVF73L5CZHD/RkeMWB+fu3SAcGjCboaFO5HTO/u+x5o3e9suXE9wJV+ldA6IvZGA7ivCOgBNt2lxZU7Tms+wV3WGoO8Yzhb/y8hFChYRIiI957I/IvsQA+lxeyPo9zb9d2H+PVwXWqJiaGgbktqQL+xILG/qPvLfAXqYqefXDmOyUZ5F4KSYLv3W7W4bYxBCG1D5G66TRSMQ3gFNHEXDdQnNdy1PXaTAtnhQvekNcEdJczmoHPpCwOddW0a6Dr40Fa2LcHdqms7tjIQBYAfRULwRtswExEQBcO3AJIoJCQxSisVukEkxDaBTAQRlVatAe/K+wo55Dj2a8q7Vs6uSHhlPbrrTNttld3XHbehPcfT7p6pVUfZbV9bsM0ABl4V8W2YBxF2FuQtFSK8f0SAyJgsy8R5pbVCLK7OauvLRubLpUelTFpX5cHR8XtPHxdFwbZsyjpVkdaoo1icOxiNri8v8+V8Ob95dHqcDFLnykUxr32tDVnXJGmstH7x5P2Tk0cnx6fjLE3jwbJeimfPVkzb1JNqBxQCooVExJAaZ4PD8Xi5uNVIGgiEEaRlagggoUYK/IU8z8/P33766afD4bCZ1UYrEIniyJCwtQg+TZLFYkFR9vjx85ubmypfIOLhZHKUT+qF58Y5QqXUydFRmTjNAwVjZr8si0VRq2iE7EfDga3LyXCsEMbj4fnF5e+++nq5zJM4Ho0PXVNWdWmdHU8mi/ksr6pl1fz/f/vv2ZaP/u+nzz/+7DKf+miYpAkhBRd+CKB0twn84yJOAAAgAElEQVQLs1YqiqOqzlGEFAn7TloSSiUOt+pdLd/+yHWRB+dmW2cEYj+4hQUIhEMiTFDGhnGfCAOziO8CcsOhw53tJ4iwgF+PJVZkS7jTrWK767s71u+elm+vOTDCagAKoU2NjFFKNY1DwDRN88Xi+PBQESmjmSGJIwQ5Pjqi22USZ4eHdkZfHDz/8Ntvv309q6IokuQgi5OjZx+UeD62WDleLssojiPdboRNWS5vb+DR8WI+R1eiACGKc3Gsa2/rOkSMKCKljPGioijR2jjnX79+Y6I4jpK6rpfL5WKxEObAE3FNoxDLqoyTODFHy/nlKEsKW6AhD4QgEbW6vl/96leVSyaTySxvMI7mpcRx7G2Z53lZlIholCrKOnAcRtkgiqLjg8Mkjm+Xt+y8bywza6UI6eTweDA58rZ+/Pg0jqP58gZQTJREcVLXjSLUGnX7RxV5Ya1N4oiIjFJFvlzObuuysFVtk0Sb6OTk5M3v/nB4ePR//u//x3AQX56dD8ZpTOajj98XJ1fnFxfTxfzqNr9ZAteaHCjyHufLKorNEEiTduwra0eDwWK5vLy8VAIKUIiY2XtvvWNARvQMKGFMFDYM3iLr7YZdOdsAqHSYeeem00ul4pXDGRECCHtf5LkxxiidxgkAjIej8XDkva+qCgE+/fiTV69eefZB9crOg4Bnx8yNrWzToAAAO8eE3qAyRJ7aiAsM/KA/TQvx3wnr2+eVujv/hrvUdNsP9aNYXnv5ag/Viv8S7/rhGNS9b/BHF7Z3svL28v32F77vbpf6jn4nd2aUyUNY392PvFYE/Zj5B20+JvVcFqXn+L4CwVZf362rCMxJ5M5KveNUbvBtZCMv8Y9Ysdst376r5O/+0PtKqs5tBTpHme0YZ9iLOG18QCuAdFX7ypriuMcdVeQd11Lf0fG//WbZevHvNB/5kbfAlqUI9VDTMBpqlbSbRi+4g1/1qUgPZooEwZ6I3DXF6olUkRCZmYIh8L7GaXdH3aXWb72S1kn+DvnQ7lvb/XzhjrT3Bz/i3Up35+Vt9GNEbQA5EYWwSUTUWlFnlomb4e+7b78X/7K2OQ2CzJ07bhWhxhs5ecArw6d7hg5bQkfoJdfvhQd3P5d+Ax/u0264s2dFYYfuIyOS+MYj4mg0slXVOCFAjdAAg3BZLBm1juDy/IzZa4LRINWalovlMEkJotFoqBSdnBxdXV149svl4vb2xiQRsxLxdV1rrUKpahvLzK++e1mV9snpIyLSpATYN461orBoeR37yOxFMNYmYHre2rqs2HtFHWm/k0q3lHWlCDFkXseRUUplWbbM81B1hbiwJBkxwHw+Pz191ibjWcvMWuuAA4UGTBs9Ho8zfThMHwPIxXVjz658Y00UO+fy5fL5B598++rNpz/7+eeff351c2uMQYRW0in85s2b45OT+XJxeHiASlvPAHp6u1QkID4yOo6jsDkQ0XA0uo2iTqtJSO3SpR4vWjpxeIvZyhYPc9/28tD4+Z5KpzfX6J2G4fhC7tpPJiTuCUrX3Jn2aVuL3SBNXKN2P36cjbK/TFmTOaV95D7tE+94rpYMIcG5t+36AEApFWtjrZ1MJucXb9khgFdKJ3EyGg0upzNm0FqrbDJd1l+/Pv/tb/+ZiJLB6L0PHjWiCgce1byoUatBlqC1RVEcxWkURWVZXl9fHx6MbDHX0kRRVKOgQNM03nsVRc46oZYpr5QyJrLWn54++e67l1rr+e0tEdW1ZZEkimJtiMh7b4yxjbPWVmGRs3fOAXsE0FpHUZwkycXV2aOnp+fn5zc3t5NHJ5Uv0iRpuLGNtc4mJi7bfc8FnyQTKXFQ1/VwOLBFUlVVpBERq6o6TNMsy6rCQ10Lr3lSQTy8UsSF1VuUhfceIagKU2ed0pSmaZIkcRxnWVrXtdb6iy8+f++992ZXPyil0jSLtfGVW9zO59NbcLaYL/PbBbtCgVcKEbUTzKIESVvHtbNRFAGpq+lVV7xxGPw5FifsWh+D4JIMzEICwd35nkEDACitrPVpmgJGAKAUMrP31vuQ/e5ZeL6YKaWssyF0NEkjALDWlpV3vlEamdk7770HZvZegJ1z3rqmaZx1SjjEFGOXwYhK1WG6QQLvbNn1P0LXhyAhKarDPoRJHD+c47Wj9Nut/FoH1rUOZxVl9iNiHnbGtNvxwXDnSKwLyNsbk4c/rrfc38L9C9A+94FCBLB2kmhPDlzx0QRBtg+JUPrsPMg9CWRrNK2z3YNentWKT9i/32SX7SZ3lu877dP+1bKhUN+MZ6GtZKyOLYnQZ3gGNmkrM7u/BWLpfNwJQVAjWGFCYPDhhA6UmFZH1ybSrkK1EO7S5vcsiPpcL9hJTtskEm583Ys8rD+//qUX6GMFdwxWpN81Y6DPCcraDBPu5jXfMd/pqhfrXHhyRCRFgOjl4Vvj4RhA3BBDAspeT5helbyBaq6SkXHdda8YUKvI0Y0QFOrqI4IOC+2G5Fu35EqFteZYssim8q2jOgEAKFISkonWKkoKeJqswjsQuQc8th8JtC0abJqmrHqbld3Z+vX4tf0srjPgNvR8oV/qfxZ9JREKBFPUbuG3VA4R6XrPFgbcuJuY++ec9BLbWwrZCl1mWcGYIIHd2F6asOl0WXyICMSsO7SNFBGRJlREIoyrAjEIJomc96FTEgFmH7YClg2qjbRc8+2AlA64o5BY1lMtds6juPF+wgZCRB1pNzg74XoBSGfGha19S0dxbV8CAhHhCgEKHjstjxcE0WsQBkYhAANCIA6RkZyAAiAlgsgEHgFR6cvZ8nAwrqqmrgvvrNIxeopS9I0HQM/uano5u50ppdI0fe+99xSbi8tp6KKts4g0GI9vb+eNtWdvL4bDSZYMh3GkEAU16th50Mx1Mf/h7KKqysePT5LhsFxeOue8t8xaobB1ihStUhRJicjs9uby4iJLY0AZjQYiIYCLg05cALxlYG64yaIoMbrIizevXgfnP6No0VSepDHoitkivx2loyRLzqY3eZWPJ0Nb57auinJ5c1uUjc0Me6mda0BUWTQnTyOGUuno6OT5P/3+q1QjNlZhvbw+g/K9s5dfZYPhJ5//4uOf/nxeNqUjJsXSGGPOzt5+8MH783mUJCkLeC9pnJRlHRtdM3CeD0m4ycEVwHY4HERJpkxs6/roYJIvCxQyyiTJYLm4BUXQqtoF0Hddk9qg8HfT0N5x97B7cOds1zs1epvPpmMYtVTMtgzgjunstTLCHnU43VgASGtvPZGGzqnI+8r7Ovjgt/cPdKJr4HbVwirUVrr9K9R7XdvbsQnWHl3rAXAgbeImS7R7E9IbjqNdIYcBvDHaaKVAvFZICIUmDzAcjhKTVq4SRUB08OgYFTTVcjFfDgcDzhfLxiXDEx8f3yyXT46PvErLxiZpMuJxVTcfnB7Nry/SSCOi0ZQY+PDZSbW4eHv1HbH9/CefHMaH//DdN5VratsAUlEUnsxskWsTMShtNKMDJYfHB01TVeVyPrs+GI+yxLgGk1jriHRMt/O5sID34J0vS1csoCpdWYiAVpqVgjj54bo0w+MXn366rHLL1c3N+dX0IjEKdewFhdl5K94SMgGLd5dX54qwaOqqyp8/PnnbNKSUB8vk6rIYmFg7SVXiqIniSGkF4Kty3syv02zALAhktAGBJI6vr6/Fe00Ya2WI6qasq2VeLBuWxnPT2KbKx7H515//zJblcp5PDo5BGaP0y2+/nl/f2Kqsi7zKF3VZsKsR2WjtyY4mB8koU5ryfKmQYqOX1zezy6km8tYRUe6FGZ0AA7F0PJngCYxh18Ctoms1aFqdSgqN89w0HMXKO4hHGYLSyhBCpKPExM5VzBZAjDFJkqRpVtd1URRlWTRNs1jcLvN5HKUhzgUVskcmDqdXQCJFrDinSClFSiMZFBEtXNcNagwjSgeo/0y6PhU6iuAPpoA9eNmxZ8A/Iu5tLdJt/6tWNdNqO3ioK+rPSnGvnwneX192bKV734786Rie+IAjym7gcm/wjP2asm1jBPoKrzbUTsJNQr0Ho/shkcBfWgmQcNNAMojrvPAKppCV2/uqYROBnUn2XpvWVe3TR4e2nAPX/iXdIUa9dog6eeCK8rSBx/RD9jYv7AYFvGv5WsILtJZEhBKK76Av76xTSURYOtbLqmzew5Xd0gsx7svL3tPYb/YVd35ebRNCO9XBdtO4tehCrEFX4CMiBg79jtnrAwOQHffXfpGMbb74OyCg92Ni0nPL2BIxboHPG/eqbFraBkB37YDShyJlNXVa0/na+rt1uw3FvuwMYsKkdtXmee+7UHmAvsYy9ByEhGRJViOb4AgJTL2ONtyBG9Bin+kkvfa1H0e+umtWjR9uzghk59H6UYm4wfxcX0UvncRQekMzaDljrSv99iSeV51y+4S03nrau3RlO4QtGRuDobKsSz5qn2Hd1msV7g4xbW4VK0QWMG3H61eBgd770MCJCHsKhA1u9UerKYKsBiobk4yVw3MIDdyQUGJHpkbsWeJ0I4QOQe2tQ9XqORlAkPpTOGHhsIWEhImO5wiIyKHAJfLgWudXEQQFoNsusu36NAKQCIFHFAJEpS9ubm0dnUwOmrJy7CuPaNI0SqSul8uiKnIBdJ49okZMjHn60Wdffvnl7HZ2cnpkvY1i/ZPPPv/yyy+zbFTk1eX5NYoejOJRNlQqFtSeWRFFxFlMTbVk8VGWhq4gSROlCMWzZ5aVypHC3eS8vb6ZfvjhizSN4yTSmqxr+pCRMjEzOxEH6JjF8w8//PD08cnxZHx7e/PocExEkqQNI7NjseNx9sPlJYA9OJy8ffMyyZI4iaNkrKMloPdsm6ZCNIRRlKi8XApk733wmfztPxXN5TBFo9Avb3hxNY7gV3//d6XDT3/+17/9/dfffP/6xfsfZlmaFzkinJ29VURGURbHRikCZOeX+fKLX/zFq9dvlQLkOjWQRkQIZCJt4sYWB+PRNL5xgsCUxFk+X7IHIoVtig+3jJL+HbcdQCpbbP0tpd8KoI60hru1zSt7onaiFY5m7L5ixxRWYQGBc7axVmld1Q2hbsmeREoapZiUaEOGjQRWinA7nxUvImurJ5bu+7AaLbW5m0B79rTePuRbrLuvbqC1+3T73l07MREEAO8lTSJjNItPkwgAmrnXSgNgEiVNbQWINWWH4+n8Jo7Vbbm4md/w8rKJxl40m3FN4vXg0bP3B8Px48enRVF8//rNABevL86Onh9HxjC7cjnTUufT1zfnZy+ePqamfPntt5fzGShVNLVJMtfYeJSNUek4dgImpijG45PDX//6101TGoWuLg9HT9TzJ29JgMRL03C9KOdpchgn2Wxxa5fLejaTqrRFzkg0GKkkLUVUcmiiSEz8yc8+PZrffvPNN6cnR9VywSZelNVkMq6qJYBHYIUwyJK6LJbLZV1Wn//8s4s3r5h9XhajcTwejgeDlKvGNmowzM6XuYgAsYAYg0kU5Y1z3jeNzUQIcTIcvZUfPnzxwjurEdjaSONomFSFUUmiopiZjycjDUCumV6c58vCejo9PL6ZXtimrquFqwtj5La5bVyFSKPReDAYeIR0NBhPRnWRa5DJILs8O7++vPR1YyIDBKCwciocwCvuw4Z8LGi0/QO8wqa0IuRZEHRR1EoV7IVAATvvPDAI+/FkeDA5qqqmrmvb+Pl8DgDDUTYYZJeXZ4vFrDYNs/XOorAAt0bWgdnJHsQpxCzNopjIABlwlSMWX5USR8LCgA7pz6Lr2ynv2pDohzGqXSLKO0BhnQir7V+2xYG7v0JKbSl97/dvuKu1/bEQ3Lvwl/6I37kLA9mt3Pvfh00GEsAeIxD4bwCX19UPyxpza6vAPSYQ6+Ztn7v01g8rgbVf4LoIbENXEZBbX+Y9yeZ73Tj2U92AcCdXelsoLxxwlLY/ECAEL0CI3LFhelhL8JZgab0z25d0R4PTD09H2u7hd3Fd3PpGJ3tqv963Tt6d67h6Bd3pGhrevjrjncLtt1HiDgjtrtK7LD3a0wXKHc/Vfgr4zkt3Z24CfdLg6qjgTX0d7KDhd6kB99Rhd7Mut9vUFpsO6drSfzFyt5Jn176onzfQf5DdF79LlH3QiAVhm00qm8OmBwn8q0FM4GcGlwjvfV/XvXt+4IoUtzIvWvUQqIIkQ5HSihhBqYC4hrAKQuzuXF71d6FiFlptXDuh2Kvbj2BNbYCd4BDsHIOpl0pJrf+MbEVq9kJloG38ehdw1U/urK71Tk4IHgRAFKqun0SkFhhtXRNJUNqUUfbsvfvmm9enf/0Xo9FQ2LGIYx8pdXJ0pBWdX1x656PIgICruVzefHw0fvbs9L/85tdPn58oRVWdj8fjKIqUUnGcEFISp8v5LUJ7nUUEKbDXDLPPl8vRYHhOlGXZIDbe1r72wUZ1m+8KUlXVcrk8PJjkea607sZMvFpsRES8BkGDFyuAIq2LvGyaOvKsTVblM51lbKvjg9Gr718eHh4OssHt7a1SOooiZhbCLEuLcklExpg8XybJsKrtZDJO0zhyOgiPR4cTZjYk5ezqH3/1d0mW/eT99y6upovZVfLkiVbq2bNnr169evr0qdY6SRJrLbInhGVZ3s7IOsfeT8bDZe28syCgCQFEax1F0dHx8SKvy5JNpNI0db6R4JmMsqIv7mXFbPOfH9L+WWv33ncbc5z1YRMmt9TWD6RC4+eci+PEeQvCzK6xZRSlcRJ7tt6z0mTrqqqqsixt07C3zjlnLQiDCIjvkGsnHeAn0t2AK3pokA6C7HZ9uyO8XWeOzUHt6u8tuTtN0yiKlnmuFFprFYEmTOIoiaOqUA34NI1iQ1///nepMmU+f/Xy5bMnxzqKXOUa55J0oLX55S9/2VSNVZTEaWTim9tZMHRSWpOCxjnPXsdJOhwdPHrigFSUHp0+1SZKRnkynNSNs4AqThjQeVZRZKv8q6++uplOifDNmzdpmlxdXd3c3MzntwysIuOsTZMkSYwRnIsQYZomVposy5SJkuHk008//f6Hs/c/+dhaVxTFxcXZ7e0iTVON9PbVy9iopqlMpKfTPOx7zlltVBRFVVkeHhxML6/evHk9n8+TNMkG2XA0UETMrLQsFvO6rsO8JlxJRfroaNxYR1oLc9i7FvPFRx9+eHlxFkdxWeTONVVVNU1TlyUhlWUpwp9++okmRKI0TZ48eWy9rcpKKUrSuLAFCtRVZZv65OTk2bOnw+HIA3sUo7FiPpocuKq+vLzM85yFWdg655umYbO1QnAb2dum/eweRh6YlIlNpLQibObzmQQaF7N31nsbRzEhlmWptUniUVXVaZJEcfTo0bHzze3tdVWVjTTe+5Upl4gIe++9eHbOauQsygaDQZyo2pVVXTgH3rFzjo1uheYi8C9N8vzTdn1tdHXYkP2DL523FCr7bAX2mo5gqwlum/sHsT7cWhOB0t3nkcpDzPN3CCVD+NOkqP8oTd1+N4uedCoUSduysR6ktvtod2N9++wNup6fWrKb9IVg3QHfkgNFAPdhfVu4BK1ITlug5cowtjVVX5fgiJ2vRj+6fd+76xNWEXZNC9d/EREF6AOEIijBCtC1QbQqKIFaQUNnpxMYaF3KFnQPcj/WB5uGgdCPEtnoLzZLwJ3vrKMieo6gtDUbvf9TXpNTgwfgRmUv9K6SSNzP7sYOAhX1DuTnh91oZdv+/h3lmntvltUi7Pterm6i/r3T76ygJ/PbO3RoBxlKMWx7aW69KrXiXK7CAPtP17URew+z1Vvwnvt41NYTbb3yvQ3q3nN0L5689Vt9qPxd9jcRCfdsG2cYuiDPLa1WusdsITjopHWCm6xKWFmhknSREoF/LuESsKwTMahzCabWFUAIgJBcv93dcctYUQXeXSDaX1H9gUJn2CirZIgV4ror68WubewDOOHXw9ZLSCGoUgQVggCFUHjoUOFAiEWQOIpDi/vq5cuf//QThVhdXiFDHJvxKCPkYjkviiIJ+A2KL/P57eXp6cFwEP/hy9/99S//8uYmr8tSE0U6ZmersiJQgdEX4tQjpRCRnQ8mO1VZAkiaptZaEW6aBrw3Wnvvt7o+o814NJjP58fHR8PhsKwb5ywF7CtISlABihJBTzrS2mjHPq/Kj599VFWlSaKmaQaxoiiJyTfL2/PX3+r0QKtoPBzktzOtdW3dfD6v6zrJMqPVbDZDgOBBl6Xp7HbKzHEca9GARCYdTI6Z1PHR4fHBdDq//O1/+Nv/6//5fyfvP6VYNVVlbZMk8fPnz5RSAU6O4yhWZOt6sbgdjZ7Wjmc3N8Uyz5JklGXs6tDfG2O0jsaTcVFdM7PSSilVN74rWuD+ONmN8YrsfGfnZ/ZOPDcPREGQQNRCXFnKCiARtowVZEEvgGyMZld//903CDQejwVYazWZjMs6L8vSey/swvxlrZTpPmJqhySymiGuP/5uiir3T2ABWi/ofVyhnV1uvREREQs75wCoqipNpAnTSGexyQlIoSJ4+uj41avvsygZJCZCwSgaHR3y4qpx1kQps3/+5Kktl4qAQC1u86qqADFNYqWUNoSIN7P5fL6wjlEneSPjR8/Tp/rs/PzJwTEg1o1jRDK6LGuTpAeHh9dX51fl9cnx8cnx0eXl5Ref/ezszQ9lWQZ+RBrFwEwIs+srVy6bcqkIBmmiYnU0mZA2jeDjx09fvjkbjobT6ZS9G4/HxsRnZ2fnV+fOOWD35PHjtz+8irRpALy3nqWpm6apy6JAlKuLi9Ojg+zp4zQxCK5sSiRM0yQvyrIskySyts7zPNKkksSDB2tD3IpRWiGWZaGI3r79AYVPHz36w1fX7Cxbx+LDwczixqPRZ5/9NEmyuq7ZW2a5ujwX8U1TI0ASxWUx14riQXb66GQ8HhljrHeDJJ5Nr997/jw20X/+1X8sy1JESGlmqK2z1jra/tB3tNC4E4K3Kylh9r5pGoYqS9NlUYXaNUxFiWg8ykDgzevv02T4/Pl7hHh6eoooWmnn6sjoQZaUhQ+JzcFgjADLqiyKom5K9t5EyhgTWDZFWdS21CphZqVUkiRtttOfoIf47+fm8g5Jg++QKEB7Gss+eou08/HtMeyUjbHobqOPD6eovVP+Acqf5no+UA+v3cw3vA1kE+qTnnOA9CRMCCC4tqDgVfe38yD4LlBJTwkjq8SLvmkK9jAY7hSGm93XRqOF/ZgukTXDRVZG0p0EonMcAQDVBYkT4IoAs3Xs7fYMe2HV/ov3IArRh7IyKKoQVNvltVefQ9vXrl3p+WF059Y9yRk7Sdl3DmXhgQQC2ur9uk64nxood3i99q8JwYrNurZQ5JWvAOCP8vDc296/I8z8Dvfgg/6cu+69eBfWt3dqDnfgpXuxvq1E75WgbuXa/+74f+foIKuWb1PSc2dttFv8bSae494X/6ApDu6NErljJLRiR8O9P4OI0JqPhiPcd7qMDuLvbR+CK7gveJ92UB+uZHstHZfawR4Ai5APb76V9XUnlWcfeNsCXgSpo2jfxVMAeKd1vzUs2O3M93XsgR++fl7a2H6DlUL32gIbtaUdhODQNiimu0wb5mqtm3Gw5Bfx3htSV1dX/OlH48nw7Po6idLxaEwi4mxEUIsDBqU0sG/K5WI5e/Hixenj49/+9jcifjBIlUZjoiSNtI61igaDAajxYnZNgXuqGVicb8R50FDXZWV9MKMvq7KpaxNisbs7YoX9aI2TySRkix2fnAoEYjkTSEfHcOEtIIFFMYQEXBbVkydPzs7eCopzNoEGtVIE1jfT87fPPhpXTYXisyytmhoRSTjSBgCZuSgK9t5aqwiVxuDwnyRJU8jR+CBWqvDoKfro0+dffv0yVgrFTi/PTp48S2JTuXo6vTp/+/bo5ESYg0/9Tz75FMVGsR6Px4IwOTiYzpaNrUXFSiMKKB3yuhQAxHEcbGao+yPC0BOjiAiGVMpu44WN8A/sVNJqfaz3wWHoHfebeT8rziSuNMsABMzh/BKBDckHADCZmIi8ZwCoqvL16++ZeTwex7Fh9m/PFCnM8xzYtcwdXiG0ncRh2yVYVnz/9euBdQmyJm1uY32Cvd/qc9GlV4esGr/wl7IssWO8Byce9jZQ60UcCubLRRqZw9EwU+YWfJYYnaRMqmwax55A0jRDRO98sSiSJPHOB3eT4WgYGaU1iQgSLYsqiczBo8dlVY2GkwrIvb00ZBpnmZm0QmYU1six0bYsCA8QMTKRMaZuamU0iyMiBo6TiBCBZXr5NjUUG6o11t4B2ygygAAOzs7OLi8uQyccR/H06qqq6/l8XpZ5lqQKJY5j19g4jpslMLOQ2Lqu69qze/Pmzc9+8pNRGpHYb77+ajyKRTAykXOuKIo0jWfz8zxfNraKdBqEaSjCLMjORBGzm8/njx6dvH79ejwcCPiwnJxztm6apiGq5rdzIjUcDJI0E/GRUXXdpFnsLC1nXmtKhxmhXybxcDAYjUYKu8UjjCJpnCyXy9ntbYtXEznhMM+jh1VCD0MyWmkR8t4r9pPJJIqSxe1toJForY3WZVmyWO99Xdd5vjw4OBwM0rquy7Ioyrwsi7quSWkAcM4p9iigDHnrmrKy1hKCUqRU2Hg5bHqB4ZEkyXA4NMa8+5z6f5iuT6And98TcPfg0HdPXh/s8XfpLAuko/nhQ6TQ7Un8djrwOyjy3iVN/UHU8Y9geO46nd7x/qC/oW8WowirFB5A6Ut09km57u009tBLtv/ZbewCspfudVdJfU/lSl01sM4k7FmK0KqLlZU2oH3TtK9PuMvnGuCBzqQ9t4JPOgIHNwXgdvgQnlVWWXtdYY5bce0IJPuWTq/1akMB1+fzOlR96zsb6qrVOpcNu43O5YP6QsZwuvP+lbOG47tKbJWTTSDS5tOvAFx+h3tn70pb5+fuGRLtLgx5p1sO779nkDeITP2/rILO1i6b0u/TeoQ67o3G+8tJYLMZu6stX13zLSLWnhuh1YeBQjo39WAAACAASURBVHTO9dsAQrSbW9na0qS7PiQbawwAwDMCIIf/hap3q+7esPfbse4bru23kmdm2Mdd2QMhhuUWKJiwao+3nWC6Fw2qVVFy58sL2OnfujgM0Yq0UgyilQqkVi8cithwx4YKl9rCl5GIvAisKsgNVLbjZ/bK5bWrp/SqjI6ILmtlcvtw0rnQCLtuKLkR6rC52Hu9+ZqjKyLMnVowkAFxRUNouea4CpHHdhW1imtAACbgqioMuD98+eVPf/rp0fEj9jYyenp5lueLYRqBNSISxSqgfTdX55NBQmIvz958+U+/+eSTT1OjbFXWKh6NDtkLCcRxFNxZiMJr47quyzIfp4M4igS9zzKlVOW91jpSBB3Q18f6vLVaKRZZLBaAyAwmShCYxCMySVgbgByyvEP8hl4W+fXs5rMvvvgPv/r3HpC4ZgfcFA3b73749uDopBHdFEtgXxWliaIsy7JB4ooKIdGIaEwxt8Lc1A0hlkXumip39PJyCcDx5ezstvj/Pv/F8PCgZhHg6c315OTxfD6PhmPvbFXlN1N58uSxd41CeO/9Z02Rp5H+V59/9tU//v3x6ePlcjG9vBwfn8Sa4kilcWy0RkQnrJTuM8mVUs7x2udpL7K353gSEb/J/4f+eAcAvN9meG6TzIMMFxHAS6DLSKvo6yLjQaAhImsdESK6+YKJaDiKR+Pxzc31N998rzQVRRlEqt5a772wxzB6kZXzp4OuTxMWDDMeaMMBWy+ozqIT7khlQJAdcO++CIdwba21trGqE/7o1gtAkIQAlFKj8WGZz7/5w5cJKc7Lk8MJR9F0djO9niIIsHt0dFjmy6rIl/M5ohIvzNY19emj4+EgjbRrmrqsijhN3/vgg4PTp/mb82cf//Tb16+z0dg7a7Qymqq6AsHRIC7LsioWg2xwOc/1yclokD19+th7f3FxZowRYeecVloTaYTZ9PLRx++5fOHryihAQfGMip4+ffb92zOjo+PjI+/9eDy6vLwYDkenpyeRUd41oyx5+8Nr763WpImExWhy3gL7JI5lMIyNSeKoWBQnh4ez26lO4rzIra0PDydJGv3Dr/8uL5ZRFEVRFMbvBNDYOiIcjbI0SeumGY9G3jZ1Rb//8svIGJPEzqZxZLIkiZMIgafTm/liNh6PokilWcTs0jS5mN0oRQC4mN02ZTEYZMfHh8Nh1jTWKFJa31xdHU0OX33/8vWrV1UL9CkPUFvbOOZNz41WRLMj+3oXExGlCIFB5PjosKqb16++984hcBLHUaSXyyVRPB4NDw+OB4OR0Xq5WEyn05ubKQArDcdHR3E0mKK70trXtbAjFlJgbQ3MxmitdZgxAXLLiGRWKkrS9PDgII7jd1XM/I/T9QlIqI4Cx3en/QbmzcHnnkRCv6UDUTvKRmbp1637ihLc/ys9S7bQcK8PcgIB3BqBP9iR7pnGP2hJKj8aDNyDSMl9kOCWTG/L3GXd4+6EmHfiEOxvnb3riff3wmFyrJTaAApFgG0YYYblvt6aO2mcR7kX3gz8q7bW6bhAsHm2dTxg7OBhBAHukrnCK+G+oUVf8rQ6Bamr5vvvr2Vad7MMEQohdeAFAb2I0ZqDk5mgiDAgEbQjKhBhNto450LjhwjMvrOB2TxrN0cdW90CbxrY7OMw9K5XqK5x1X+2l2UjWlpWOMielbNe9gyE5FHC7eGCTTmA7/h1bWD93RybvYBbmLwIs1IKiZxzBLQVvrS3Bb+L2Axr6P+hYc06Sw236oMVnbhHDqe9zKKNiy/rGMNV57xj0A+B2gGdRqtPHN1mSXS/onqjM/aevQ+MR9/dsNKZiIT7IpwitPkGfTdTDN2Ocy6EJfY1Y6GZhA0bmI2Lc2cuSy8/wJgoTNOUUiEMT3Ut1nrFbnaD2584osI1o5XWFIaW9rl6UmYOQwfurGMI1yPCKGrT2IGFlCIFBEgEWkfh03TMqu1/mRA9+/ae9Z6wDU7uWzt1Pisb7wXvDmFfn1+Kdnf+TT4tUUtPku7oBBFmYRXokcyK1NY6CZWr99777ropDBsEhwvroXOq5+CJQYHm2d7UXgEoaEOuUkM3s+t//M1/+fiLv2LXaIW3s2tx9uTwgHxjrctGwzhOWYS5uZlded9kWfLq1cuPPvogz+fs7Ww2TeLk6dMXs5vp5CTNsjiKjGvsYDw0Rh+MJ4qMR4giHacD7ZY3Nzf5fJYkCTe1IvLeB3YTkQFE773RajGff/DRh9qYq1fTp89fAPDF+RstOMoiZ2sBIgW2akZZwnXDzHlRDwaDX//mt7/8N//m4Oj48vLSaD2cjC0rX/kI4avf/fbf/C//W7GYz/Pi5PSp9xz2HyHSiubzeYy1MVoppRVWZVmWBQDUKj6/yVEZQjFj/U/fnT374OPp7NcAdHV9O14Uj7KJAnj8+KQsC1IqXy5ubqYkHpmJJIrM06eP3343SpO0ruvF/GZycHBydMCuzhJDhIrU0dHRzc1iuVwiYvAD1Fo7Z1cQ1sorf435d1+DSBVXTpxdYYS7I6dWUo5wr5tLZ0QlgArbaQG2DM9ubVt23jZZmoqAs1YTMWNdVs42IE4RlEWulGFnw5aFLXwd+j5aq/ZW90C451g6D7aWuQ2bwbO7GWvt4c7tjUkr2XPvukGbzSkiKCJJlk4mEwFgluCeL6JjZVa7vW3qn//rz2c307JYzhdLLqrHj04HWXZxdt3U1WQ0+Hf/8/86SoytcldXRtFkOCrynG19dDg8GA+enB7PfviD0WDrKhsMjo5PRUWLxs3K5vrmVoiQqKlKcVYpICS2tVYozgJIrLUhOhiPFVGaxuPDg/Fw8PLlyySOm7oUPzp/+5Z9+fbVy1Gij48mi6tiUS5JmVhH1rqzt+ef/OzzH968fvHeez+8Pf/ww48q28Rx+uXv/uknH39cFUu27mAy+eYPf4gVG03Ou0GWHRxM4jRbLBaj0YDABaZjkiQUmSiKDg8PvcD0+uL7V99mWRLp2FY1AZHRRVEQUpkXj45PijxnEFXTkyePi+USQfJ8WeVLEDFaa03O1mWRnxwfRIaupufT6fTVq1dN03ikYHp5e31bLG5BeJjGaRI5W4OAUmSbZjIc2rp6/fL7i4uLkAzomRvrmgA3k+4LtOROKsrGFtrYxhhjjHHOhf1nvlwk2UgrRYrOz87SdECIlW0QMY70ycnJeBhbVxtj3nvxoq7d1dXV7e0tEY2Gw6Ypo1gfTEYIZiqCCJHSjXcgPk0SYWbvktGIwIP4oihYmsoVqCRNovFofDA+jOK4KIo4xj/XvL676q2gzoJOoyL7ybUPMGdwH+PzIawP7sKpVolqveH4/tTpP8a75V+C77nXfH6/okY2RsRrH/Dd0fEduT17u9b7sb53h0vvBA3kXddSwPT2ioVk5zWg7HnXd3HPHoRn1z+GAsGwMSj0ECWQSFE4MM0QOXQOyNKF8BIgIyNQKGn5oUUagL6OyBa+Mq4JbiB3BC9twg4rhBA2ohNkM+z73rY+/IIObukIGpChtTNhWXFu95D9VjRsAtqD2nWTFpSQ+CIeBHFjXrv7R+1pdB+Ig9wX3MC4oTDpw3QbYRjY0sdDIlBbE2waoPfvtT5ZWvaSordiiHfJllsIc0jRpZUETdoE9P6DKiRsQxMp+GcG0GttLMItthQytoCFAx+pAwm7odh9r3O362tFCLCfNo9dCPVGk3Pv7bbhd7rSMYZ2RQA6H52NIRsSETjvZPPzZ9coY7TSQEwYWj5UgQgUTDJg7U3alpcSbt7OZD64SbZRLgjgV/47neMM427saaiZO89PBsbgbt3bi/ooKO4EOa6aOkQVCGdKKfCd+qm7CN618mG1MeYQAKEuBpvXSUf9vUIw+KQKEAEhsLeVZ1tYW5XT6+nT00fF/OZgNKqr4nZ2HWCY2TwnVZs48TezNE4OxqOD8Wi5XFRF8fRnn331+6+fPHn+6NGhUTAcpUkSO+vKIhfwzK4ui8Xitmrs8OBkOBgs8goR0zTVWjdNkxodkSqKIowJSCGRAgDbVLap8zwfjg9Qm8Pjk8ion376yZf//Oubi7MsNoxekfYE1lphbyKdRVkUJ6TgV//pHwaj8cvXr2c+X9TeOsmtNE1tl/Myn3/2xUf/8T//hr1ztinLoqkqEi6KfHrFj4/iOI6LfDGZHBxMxkkUZUkyXaqSMU4HZKIc4pdnV3/1k+dR9LtacHp9PbiYHj56yuJcUx8cjNM0/e1vf/vk9DhSZCIlopUC21RamyiKnpw+HgyHk9GoKMthlqZxrJCqqgJBo81wOLy+vhoOh7c314NkUJYFYEhCC9CuBPbmlgfvpk/SivaEq0FlvzzY/brFOwjklM5H10s7FAzCVmDhAPoprViccw1i4KUq7/3N7LpuyrLMEQNZjsMQytlG2IcDKxD2wk3G4lYz3fVuyIIAfqXO2vS+3R0phlk9UphW4wpI7wTaLK3pNhqjvZcwFPPeI1LTNEoZRHx0cprP5nleOucBwETRkydPvn75DQIw+4PJwUcfvP/bs7fl0irx//aXf/2vP/vJcnZdLm8PRkOtzdX0fDAcjLIo0jRKTVPMB4m2VX50OGoaPxqPr65vXnz0Cei4sa4sKkOsw7Dbe0ClSDnvrfMscjQ5SONEEw0GqVLq6Ojw7OwMQBDl5Pg4iSJf14bEaFnOr1++ecl1nkUxUuO9VBarsgSh4XAQR5Ft6rIsFnk+GPr3nr9g9nVdxUnUVPloPLTLqSKyjS+KvCrKyeGReLdcLCIlsTYKkdkTRAAQJ2axLM7Pz5xrBHyaZuC5KmtgMpFRxqQmyrLk/Or68mJ6cHiolRLxtnHAHgBms5nWmpAW+eL4+NjZZjq9zPP86urq4vISEVWcqdEwDAsiYwiYENg7osgYrQhq1xDS9dX0dnZtjPaOkYAFGBFIA4oQGaEtXZ/0OBcAEPw0+1u10VpY6qpuE0w9Z1kGCMPBQOnUGM3smRmECaRpmnK5ZLFVlU+vKmBMksx7+cu/+Msoimaz6fevvquq4uL83JgsX87ZWgRPhAIwu75pmoq6OTEzN41rbNFwNRilk8lkPJokcULYJvr0hx1/Hl1fRy8KcyG8q5joDj+/tztYUQ/2ptzKZuW363izp7C4g/W7IYOWdpR7d07iO3BA8R37lx8N993/IFsErXdp23gL61tZUOybW7+TcOsuNDBIT0Tu/kwfTm6g9YAfEXdfKZDssr9kRYQL/Rfc63mDW/Hbm7XUak2SABOACHlEFU5c9CIIqELeQgi1E6TOf621jG6Zm0woK0bCXR01AmyKeaDLgUPCtq4jemjBrMQ83fug/j97D3vPK1nFCogIiThEDDALAIl4EURUu59gFwR4D6uZEKmrY6gztFx9vWNAID/21th9dr6HctlLUOgvjD4Jqt29+1aZssEF2AJvt+I37oqd3MsLQOhpVEJGM63JLCRAAoEp0k8C3BLvhTlbv2VaAX3rH6OHJbu7VMytN1VV1RZW2d9AwtP5O/LHV0+haf1P6qcQIqqeH4OsjOw7FqX03CCEPYLWioL5YCgKCcMpDCxCIGEVMwTPCN/qVxEUdV2ZUswsPfdEbJNP1qI+2udws6LVh6Id7nLYapmWa0JHd5UYkZQi67ogwS7wQ0QCuOf92vSyBRWRZDUrEhSEcAB3UwNYX2lBEiaF4BlEiMiE9DTms7dnp8dHwHx4eFAt1XmxJKK6cfOyTtLRe09PzfjYVrXX+qMPPvjyy3/++g+/Gw2yOMJieSPulJLo1cuvx8cHRussTZIkIQDnXFCxONuwZ+9clmUnJyfL2fXVxRl6ajpM2FqrGE1EIhJpxd4Vy9w5V9WWlE7SZDQZP3nypLydGq28t2mSDLPMkFIAo2zgvf35z38eJfFicfveBx/88x9+f3G1qJsbUJp0XNes0dxMp7HRzA5BsjT59NNP//Dl7+dX0yQaRJFBBHZWpYlCKvI8z/O/+ZtfPjl/+Yc3V/OKb+YFRfH5xcXJv/358WTw5nLqKWPgsipjDaPRUEdR0zSnp4+IwLrKe9uUJWuq6/L58xeLImfmi/PzJ0+fsrPDLFEqStIYAEaTcZwOrm/mVVUwu4A/WGuFQOuVgJ37MPJekQJR8Aa6L++HkOBu1+J1SOnquVanB7ZR3ICkjfKOjUKlFIjSRBrV0dFRXiwTk8ZxdH0zJU0Q0pI8Iulg/4grjYSIBt2+Qmq3U3YeFayNPeGOMN+9p0lHoMBewCX0vLiE2VoXplF1XSdJOhgMJpNDpdS8WlgPDtBEsQBlg+Gj0yfffP9dNhhoz+8/ezEcDvj1uSurGOUvv/gcufHV8vyH/PEXPzeJOfvyjaAql7MXH31wNM5+85/+/unERCQRYTLKPv70k7/9D//lb37+V1fTm+EgW95eKwQk8OLEOQYR4Mp6ij3pCBU2VSEAaZpWVSkieZ6TosPDw0ePHp2/ee2cbcrlq4tXXJVcLQx71hSp1BhzMZ2WRZ3E6bNnT6+ursoid95pUrE2b66vI6PO3r42CIQQmwgj4+YLz6IQ54tZUVVFkQ8H6fPHz4gbJFgulpM4jSKTJNH1zc3NzeV4PCzy+uBgksbRzdXcqIgIbd2A9YvbW1s3zjdlURyfHApHrhHUNMzSLI4s+yg2SRIdHEzOzs5cU1tbe2+ZHRKmSqVp7JTURkGsUXxidJpEmkhAnGvYu7KoL87eVlUVRVHYKDygZ3YIDAQCap3r2FKCw8xxNXpG3D7imDlMcUWEu/QY651WSgDYu6IohV2o22xTzRfzyAAhOVvf3Fw/Pk0enTwixOXidjQaPj599NVXv3/y9HFVeqXU2ryT7dnbH/I81wpDtpmAKKUUq1jHg8Egy7JAvWlCmBD8GXZ9mwUB74OSpA8rbY9K95QX/MB0f3+ZvrkjqLs4n+0rEG7dQWhNKNgFIdXDiBvIn+iKPvjUK03RpqHFnu9v4HrS3zeV7PAb8a6EethgVj7cDe6DCzZ0Vvd+gtgbtO8NXOx/B9fR2+GYEmg5VAT77ArvudABkZYtSU/7wIKCQhgqsHZIDygQ0oRl5fPXBjz3pRTvYP13V6kN2ynq9/3WboxHT+UVzmDejPPYvfKEKz4wohJYA0ghEWyfrG9XwHk/iLr7Zv8ILvSPHaM8KF69J8th99Vt/bDse9g+f3Kvebrsa4raIiaQWbrine44GlaPvMYBNnezFWd1Fd2+u9ndRcrd+/Gt/qzIpaHSeleXmu0rz6v54UpUGdBOUrRi9bcsawBm2crdDIUlERAFS6fWzymsWWYW8cKr5B9Z70JChMGUbg+ptd/H3rU+38XxeG+9vur6VoAedtlTrR5yExnuE4y7EDPpMutBgBEV4M5Eq7c3ooD33lrrnPMKgJnZL5fL2fXNMFUGtMTxcDi0LAZdTHE6GGfjQ4zi2WwGKEmSRFG0XC5fvvx2NBrPZjdfff27JB68evXq/U8+ef70VJEKJGSjdJIkDI2zznubJMnNxWVd10hkjNGE1GkURYQ70VcAt5VSTWPruo7ihJmJ9MHBQVVVrAi1MsbExhilNFIURSLmh7dvq7oaHUyGo0mWDmF0cP3mjYCNMy0CSZIU+fLy8vzk8EgRIEhdVk3TIGIcx1EUEfq6aZTKlEYW7519/uKDqrg4/ItfzB189f1bZQtfzbQ0L54cnp2faUODxAA7zzaJUhG4uro6mEwWi4UmiU3EsckGidY6Ozm++eY2Tsz0+rqpqrppYqMZ2qi6pmmWy3I6nUZRNF8UT5488WzPz89AIQDpdXbODsMTkbp1ERq+Fbunv533vyPvVk9SGzQG/YOsG/MwsyChUqugEfng/Q8//PCj8/NzADbGFFVRNyV2Y32i1n9or5vL3prhXRlbAtIZ8rKId75nvhxwfREUay2SEpEoiiaTSdM4E5koirMss9bqOI7iGFABaSA8PD7WWnvvb2/nVDfD4fDq6rpcLopF+fj48Ufvvfj222+bKs/LhbMfkdGAQgrR2/EwQbYXZ2+GdKiIP3z/uSedJVGe55PDAzLJ1//4q3xxmxiMNSILi/cOPENjOREgbeIoVkhCmGVZ3VR5WTjfaKVGoxGyv7q4VIBlkd/eXCPbBDygREonSTLIBq/PrgEgTuJhmv3n16/rpnn86FRH5uZ6Np6M3r5+TQJJmpTL+XK5LG9nTdM0XmzTZFk2Gh9EkcnS2Ds7m10XRaE0jcfjNE2bprm6uprNbpI09i4yxrBzURRB66wMRFRVdRyb09PTQE62RACslDbaHB8fV00djobzs7M8z733RCTiqzL33j9+8nwwyHJ2SpEF8N5THCVJEvISUGkAmM+u67KIFLF14XNsWVVA0ilZ2sH0pnKnhwlvn2jBOsVaa601xqRpenB42Dg+PDyc3eYAUJUlMyMLagrKCNtUUaTTNE3TlBRY21xfXx0cHCwW8++++w4Ry7I8mBxP4ySUhwgAwIvFwjWWiJg9KmHPSpmYYjSRMaZpGsJaPJiO6ER/Zm4uPazvQYCoo7cg3F1w3EW23CVqPvyy7qg412vl4W3mXwTr++OL1D+unL2rjMMdrG+FV2yJbe5nbT74Urf8KnZ/YG+MwV78d8VvxB3nVt4kdkInfCK40zlzO7siiBjutafvu61Q+PEQ8wIom3TaFXMYCLxn5KC4oa4cl/tsMzurtP4PtJJZhF6SBN610vt2tf3LQivjkvVV2rZ02/NZYBsvJiCrNHWC1j9is5XcRvYBNiLmthiMIVegzYOQ1S15t1P5HhUc/FisD9dy4o12d+3F0pbUsoKHsX21AhjqiI3BYVuv90IddoYvsIpEDwK88L98D39b0Uc3VCuryl063YuAbF1vFhEWz0gkwsLcChelM5VBhk1L6/7pGGhXHuQuNsRdmw/3i/VAzyNaTVi3Qg5XR++DWOKawLaiyfYo+P2fIZFAYlREslnRRmg0EgkAiQp+nMKEKOIRWHhtBYgCXRMYHgDDaIk5DDNWjsHrRnqDe4+7S6u96m0QZasyhg0nprX4am3/Q7SudZk5pFiHJyXP2IUBIlI/SQIAtdLdBA55JewKsykKu4h087vWjSm4ucRJZLQmEEIKg626Kr97+c1HL56N0khrfXR8sixrneFhMtbJwFNUzfOmajQRRmqYZXESGU23N1Ot48X8pomrQWa+//7l86enIuy9FaEoSuM4apyzgSNNCgCcc1qpJEmaItd9TBhaxk1TV2mavHjxorDeMZDWRb4gooPJQRzHBrxFEeCmqRsWBVhSURblaDxwwsuq/Off/W4wHsX49M3F1NbOVzXpZDAcVlX1D7/6j3/xN/9T7dja5uX335X5QoFUVTWMFWUEABpJKXV4eJgmCSHoZlY7D5L89MMXl6+/Mdb/8z/8/YfPH/8jVFfTH67PHhOp4eBD9o7ZLW5v9OERMANwnETFUqqqvjw/e/rk9Pb29v33359eTadXl4vl8he/+AWQDrLPuq4X84W1djjM/MxrrX1jlWqTgEKUyN7jOCyPYGkYRVFwKboXxAsJR/fOvPp87DamLzSewt2N4GxjTBzwM6MHk/HBF1/8q+PjR1k2UkRJGi+Ws+9e/r6qmrAxto6Fwc5eWoanF7vawdq9nYXDjtRjBu2bp0uPmd86/QbExto6DAu6jYLDfIiZtdJKUfDHn83mY2PCVqy1Pjo4rZZlWTWWQVA/On2SDkdFVV9Or0Y6yrLs97/7cjGdlnn9V7/8dwbZVzm4OjEqTSMr1hhVVPXhODuejOpiMUyiJr/9r9S915NkZ3Ynds5nrk1b3rRBN7pn0BgQHEdpJHJXsRHUOx829A/qSRF6kCK0u+KDFAyGRErkLmcGYwAM0EDb8lVpr/vc0cM1edNUVwNLUst6qACqsrMyb373+845P3f6+qUu8o8++fTVq1elKavn+4IBEhmloNDWagAixpUBYhK4zJVFKKSUDLGkR2pd9Pr9QMpBv5skibFGcsHAxmFgClfMZ37gRVFoyTnnsjTzfR8RP//889DzB4NhuTwc2aIogiD4N//6T+ezyW9++cskmWfzuRdEyWT+6tXL+4+fAnBVFP1uJ03T169ej29GQRxKKSeTycnJyduT146cMXpnZycKRDqfW2udsZ7Hpce3trel5MTEcGtwdX2VpdlsOgGySMACPwzD8/Pzk7dve/0+kStUBmAZkrXW82QcD8IwFJwxcGEQcDIqc2EYSCmyLCcidHY+m45uRkZrwT3jTAWY1dnnROQIoPEoasClMvaU6rEn4grjr5Q0c86Pjo4ODw/7/b4jEsIXQXwzmvpCFEVennGcAUMmGCMmev1uGESDwXYUxbNpMh6PLy4uJtPR5eW55/Gt7WFzGnIgxpAh01oBOs/zEMnzpFZlfce5xFIAXxQFOJS+V5LSGPzj9xH/jMkNt7s+tvPhvtO4dKNUBu9ieN49t16uF1cIUd+763ufV/KP0gTeBpi8Jzlz6WlX9HKb7De/HyBzeyD13Z43i1pmYZpzi/vogvNKG+fr71pgayaWK4P5xm+//l9W9ydL7TOrfo6N4V6b5FZ7bL7LQ2X9pa4PU/A94h9WQD/8LhS+ps+itXTH9/+s3zGaaV8Txphzdy8htoGISN+PQb0engbvzNZb71dX/mQrDxNXbqP2GKtcD+UTtp2Ey4vQAHHNyVSbOzMA2JiFU7ZbDdTW2I0saIQtz5i607YrNoB3bly37eTtro/qHq18fmjFxC9e0jsnLxv2HCpFbouUwoae2uQuuJpy3HR9kiNjDJCAygcBL1PxHC9bfiwDo6GVklLzImuPFttYJ9bmZGyFP4YbA1sXa4BaJNRNNw5BLaRaysAsXfvbbi7LTTgDgMbgkSFKKRljRZEvaXfLaG0scb+WLrSS+SECOme1UUopDwWvZw3X19f9KAj2tgMpIj9SlvLcBVE36g0KBzHy0kAmDMOt7a2iyD3Pe/PmTZZluzsHOzu7xmpVUKfT6fV6QRBYa6zTIy1lgQAAIABJREFUzaiLiEbXN0EQJEmCiFLKghwXsly6jLGG+m6t6XU7Dx48+Prla2OM0WY4HE4mk0HHe/To0YuvvhBhAABpmoIjjwvOGBc8SZKwE2dZdnZx3ul0Xr95w7gXxn5WKGdMeXf86lf/8PjpD1H4nTj66KOPXr94+fqbb4uiCMIh58Q5j+O4zBjknA8HA3m898vnpyS6P//0v/m1mhp78cVn/+knP/iLvWH31fOLydVposzx/WPP96ezuVLK973hoJvNp7MJGGOCwCuD7I0x+/v7YRQm82QymZydng62d8rGw/M8IeRwODRG+b5/dXVlnQ7DkIGzVgPY26Zg5X1XwpVCCM5XE2s23V94N9mhWY2lWRTn1a9Y/R+ccc6QETgWRdH+/v729g5DcXhwVC7ge/ceXN+cVkvXWWMMY6ycQ5Wpm0RUJaoQIUMiYoCV3fAC2XZ3Yn5txkGJXZd7TnvHbvwFldJ5nidJkmXZYDAsiqIoCt/3417P88Nut9eLY3R2a2vbOppOZ1wIzrnS9uzszCkjAJ88+sDkeS+OL04UZ8SApBRxHFrhCYaDftfjLPDlydtvv/r8d/fv3+/3+1/+4UvpdYUQPkprNIEF5wicQCRA7Rwhk57HuJinaT6DwPO9KDDGhGG0u7s7Ho/jMFBKnZ+eooPLq6skmU+uLpg1gjQEHpFL56nSkCRpPNxTSnWFePz48W8//1ypfHd3/82bN9Px5Cc//iOli7/8y//dFyKKQlSRDGMuA8vEbDq1DrqdDhApVaiiCIJgb28vDMPr62ut2dnZmTEFcrp//5gjja5GRIQgiFyWFts7qJSyYPp9lFJORuPZbBYGnhMSAHzfD8PQanN+fn59fTVP5/v7+9bq8WTc7XWePXs2muTlvtrtdVknyOd+N46E4ES2XNvXl5daKQQwWgshC6W1sRaZQdSAipwj2u502xs1Is5ms/Jkqk6NNW1FuSkNBoNHjx7FcTydTj3f7/a6RJwxtr29labp9fV1Wc4JzqQUx/fuHRzujG7GaTpP0+zN6xOtdRRFSTL3PHH//r0syxjKosidtQ6dsbawljMmhEDg5LTv+0AOHDNWI6Dv+1HY0QoYcL/O66P/ghmepRKOlbp4ZLZk+5EF6VzIGLOObnH2a1XoHJA3n0pFbllANwib4h8aAveK3dy6VmTxAdvVpqjsqGvuE7ra83plQt+euzsyK5vpqqEIYplt+o7iiW4vQDcmO91y6VcLZIetimrpbS5GdyuUM3+Dnf4qgLJyhGxIkeYGVtXVvDILr/+5cu3UIAcEDFn7ORHdAoiAKrYYWgk8RCRRAABw5pBV0iDWIphhlUCw1N9gZTXZAMsemlpnV8VArzcrSKsVfGOgV7k8c7+99gARmWg9gMhW/WaJiTnAkvEJAM6ZqorH9ZnluqsnLNxOAUrBEzUyZYSGjsxaRjNlAkL17mgljH2T5SC0BxxVDd0cmc45xpYVhLUpRZ3ARgDgOGu5s5aOo66Kdm7hPEvrpBR7QgXFlPALInLOKs8RR87VNTtgiZkwNLfNEar2g91t54LAlwciq09Sqg1b3jm4EjhOjtDjzrnKewCq8ACiKjANERnTDVHRWSAELqUBawGIQFvdAG7tbAOs7UCrF+OofOeMlVNbanuolPukBAfkeLWfOYbLyQEAmthyw1yhqXUjAUJwVVuArjeKG2pNrForZ621zgI5BsAYEepyuopgySltSxYNLDR4hEjIsHWDO0QUC8df4sCXaGy4KNrqRW45thNKyDhb4plN2hlHzdAKVhrE2mrm7dBZIGKAkqFlYAkIiQkCVuqCqUynxlKlq5pttvKQtx7jzf0KjK9kwDSBQE3rbq0txQW3j0sIgZAqq4HyfRIBQ1Hi8OQIiWGTRda4z1cbGBKRs9oaYshLLjZh6b7EiTEODlBwFJwJDyy0QtcQuLVknMSgO8vzrd5WprLIGiScXV65wbBAO89yy7j0Me4K5xKndWF4f9gDp0nnu53oJpvGpGOw4/E49XwVRcCw292az+fGWi7FNJ1HUUQEnPuSh/1w++zNeKquBKL0vPHUOOkrzpRSvhQyDIiIA3qcG7CWDKDK01EoLAelc9vf2ZrOp1v79799fZprvcVDZdNAytFkFIXedDodbG1xF8goypTuBeHx8cPTt2fC47aYP3r0wcXJVw8+eJImV1k2efjk4y+eP9/19JvspuvLNM2l7O5uRynOBx7lk/NHx/vhdtd6/E1qLefoshjnP/3o/v/z9nfkb/3db15wb+DZs9GLr/v7Uzt5tHXvKMVgu3cUBVthxD2Prm9ex12RJtM0DqO9xwHpsxfPxdbD0+dfDjGNfU8HB4xgm81tOpuk2WR6eXRw+PLlCBEFZ77kSmmylgsOSM5ZYLjO8CQEBwgEloA3h8VKbgMt5MquesDiSZbnqli7yVZ8ZldOVaCspy0wwRjj0rMWEYBzzhh//PgJ5wKosqS3zg6HW1KExow4KwcshFTSlRWVoy4k0KUKqzw1SzcvrMkU7aNvg7nUYg7CkdCV78uSsWQYk4Su1oEQAYFVDIgceB73PJHlWbfXswhJoQygzot71rw1+sMf/XHc77/99//eBZ03r07nF1dvPv/q408+/er00va2Pb97FAThoG9dYUiB9A4ePtSiA4x1B8PrFy8+2OpHRm0FndfJbD4aRUFgtQ64f/P2anjQj0wIae7inTmMux1fCK6KfDoZleMAVAw0IbMi0Ft73bQoLm8u+4OtotBZlgWCRACMxpObr32mX41yZ3xbWJ8Y80RYcGW985enIupdjeeFcl4kLm8uozhm3Lu8GimNu3vHh8cfnL59OU+zxz/6aJaMgsBL87mUvipSMonEcDq9fPLk/h++fGUYe/DkB0WROWO7Xf7Ni9/5nofADg8/BBchgtWe5D73uLKJF8jJfLKP7vrmpjfoI2NXN9eDfj+Zz+K4e3h8dH5xcjm+KEyW53mWzZ1zQOhAkvWCYGs0Vl2BL77+w4MHx+TAWCNCnziT0leZ7kZxptLJzVwTKxyTQWCAJkppxgnBaOcc9XqDnZ0dHnR6vd5g0E/nCVmd57k7O5lPJ8JDVq0WY42qpgMEjDFngTE8Ojp8+MEH19fXWZ5zyS8vzz2vo5XqdTr9fl8wrlGXDp++72dJRgY5iiIrsixLkwkiponeHg6jKHLORX6QzyakcwHWqcKT3DhbqMIRT7KsEwbGgRcJa4wk3/d9zmOlnecJybHbF2HAdeECn8E/9tc/OcNzwXB7D5huvaMDXBysC/R/jVn0DizrOwFQC230LSqpd4Nd6yzz73PRmn9I7/ck61H2uJg7Y13NV5FQSzjU6l7/XWG6O78aNdEiYOB2KG89o3llKI5tMnAdvlxRJ2sXy/ei+H5frLU9aK/ZjBxuCSqsRvW8MgdqGi1t2kGIgLg5+3Ed2ftuIBatvkfGVv/URsCtKfHbTUiLFgsbbtLWs5WTmpW5QJuvuEIYLr+X9fESxNF6z6xeuCur+nvcgLc6ndJabAkAwpK96kZe9DIDcxMifQsqXinolqHCdy/Isv1uRpjfCcNsvnPg65/CygIu10Adi/JeF1sr7chZa03d8Asu64lEibLhhpAZfI+P5p2oMmOLo6Vetwuf45JlKhhxzrlgnGNL6FhGha18lHQ7sMzu3BVXeBalK0nzKb/PR7aU8fjdGR/Ln+OtinesojWXBPO+721tbZ2++ZZZQ+CMMQ6IMZbl+duTk+HOIIpjJqSzlgFIX+RKlWHipdZIcsG4nM+Sg4Oj3mA708YYg5x9+vHHO1s714PBdDqN45gxlqbpZDLvD2SnG4VhML5JOOcEJITgjMVRSERbw2GWpSXNbzqdCCFHo5u3b9/O5wmRE4wBEEMmhCCgOO7c3FwwxnzfB2c9zwOAfr9vtLHWceeCILTW/eCjZ998+83N1cXW9k6SJnEcX19f53k+mUyyrOh1+//bv/tfpRdqY4DEzt4uYTpPsldvZo+fPOGen6SZTFKVqyiKtYV+b9CPgjAM1Rgnk4kfBFEUzjKFQL//7W+tDZk3vHd8BByPjw4mEyBHWZZ1/HBv7wAZy/P897///Qd/8t+fPv/i8vJyPBqJYN7tdvOLCwYoBR8OBp7nhWE4nU4jXyJiw9Y2WgV+YJzduEqFEG0YfCPjY3GCM3yPDYQ1R0M9XKlzEBgiorMWAZlggovA9wPfLyXizZOEQdDtxdNZZLQGKGpyiyunOHWtRSunhnOOwNY3l6tjYmlFdbJy3zX/Ud77C2ZEq4qoBrJEzjlZp552O10iy5jIsiwMwvl8lubFw4cPwLlXL76dz2bdbicMw6IoDg8Px5n9+c9/PhwOtTFEFEVRHMeelNY5JAjDcGd7Kwi82XTirD442AObPnz4QKm8UDkAcQ7IsB/5B9v9Yb+zM+z7Ulyen11cXMyThBACQQKd0kYpdXV1g8Lf2t6bz+fdTmc+H5t0qpQWgl9dXcQcDHfo80EQ3j/Y2x0O3r49DSSmKgOlA0FXV1fdTn9/fz+O46LQ/X5/0OvNZ7Nyhz87O4uiaJ7cMMa01tY6Y4znyYPdoy+//NIaMxqNrNFh6BNRfzDYSvOXr94Mh1sHB/sMaDYeZWmmtA7IBYHvAIUQWmtVFOPxGJF/9NFH52dnURgOBoM0TYo8zdM5Oc0YSYGCC2eUJ7x+vxP4QuX5RKfT8eg69DqdwBMIUniCj0c3vidPT0/fvHptneEikAhJmhIrh9RojQuC4N69Bw/uP+z3+xc3UyEEGQ2ks3R+cX4OZHrdjjOawFlrjaYgCCpuufQKpSy4nf39x48fc8aKogjD8N7xsXOoNADifD7PsqzkSxCRMaYoitl07Hmi2+36vp8kied5x8fHzjnf933fV0qVB6hzTkppnTHGSOmlSUJeFEVRFAYIlnPhM96oRwaDfhgERhXW2qoo+ifoy/7JGZ7NKcvujBYvxQulJBQrMzVskCwCwg1e7Y0wBm+BL9aNyJGtEerqoo1qHjm7RUDUsIKXcUpa5+bRBsLq+3HhKhlY+Y7vrrrWiV6VhgTbTvSu7eO4DGtU1KD3Q3ShNkd63/5wtU++/Q81MvTFymlBje0LQXVIowVipdl/Wcew0gFyY8NGq6otgo1UyZX+eaXsXimXbc1QQdYEl1N7RVU5ybV5jIU60LlK0yrjttm7i/V3XrYFztNO9cDSw63lM4nI2F1zFs54M0bZyAuCtTu5DUo3ffhaw8lWaI3riQVrj2+5+zJCx7CCzVqrGvAdfc77cLk3dRdrvovtBbmM57QWaunSDwDAmwcSrKoLankjAVlrm0u9wrpsd4yI70HBWms1N77ltgFJ03M2f719k7KGpVm7n71jF+IADsETwpLjnIum2LTVtWw4KkgbGJB8gfMv5Ry2O6V1FV/rMYxXFhalnsdxwYiwNDnknJceISVuXFatdf9Mpb623fghI3DlDsnqfb55efZ9+sB239VQbVcevx7euASdMqjNjWs4f7FzUiNqan5WkUsXF7diqZT8VFcvaSqDPupFXgWm1Z9LOel4+vTpfHL14qsvbm6u+/2+yTKJZJw9v7wg5jzft8baMv/PWI5IjDGGnud5HObT8YuXLw8ODo6P7/WHW4VxW9vbvd6ASX9/b9+qp//x7/42S2fdKAYAz5PdXhzFPoCRHjfGKFVYa4ssU0UeeP65KqbTaeT7vV7X86Q1mshxzvf2dmfzuRDCGOWsdc4Jzra3t66uzohICJ4nOefcGO37vnUmCEIupOf55MCB+MWf/tlf/9VfFdnEOqfzPFeplDLLMq317t7+4dFxkqrxzDD0Ts8v9/o4z/JBrzubp6+/fvPkR78IowgIOfPSLCXkDJlSWnoyyebD7eHhwW7x5i2Rvrm64AwYwnDQPTm/iMLg8lKRc1JKzkQJAsdhNJ3MoiB8/PjRSX7x+vXrnc49zplRuown2d3ZFVJsb28n04kQIgzDIksdWcE8Q7c7IbPSyWYR/vluY6oq9G9TW9g6gss7jpfVEdSyBgBAcgzBOkDmsPJhZkIwtpRCAr4voyjypeeMaYh2ZXotUZW9DtSeqLrlPtC2yEnYNhxembFap0sOMyAwDp4vysFs+TRljYAEAKyMs7HWglZRpxt4njaktWaM7t07+vrbV2kyd8h6cUQ2vzg7ubm86HXDo6ODv/+H36RKiXj4F3/xF4jg+77k3Pc8a61zxhiXpalV+vBg5+uvfi8h74dCW9zb29nZ2bq4OLPWcA5CMkA7jCXu9MDq6dWJKvJsPlfzqc2KII49UE6p4cEPTk7OZkn2k5/91wwZEWhlby6v//jjJ2Nwv375mqMbeM4hSvQCRlzNA9YlNZeghLMdX4TcgpQHBwd7e4cO+cXF1dXF5b2joyyZDrqdfreXpqnk4KxTShGwLM2ttfv7+87Ri+ffSCmsMcbow4OH2ujZdCo4R0a7uzvWGt/3fen5nmcUL5nJaZan86nOi8ePH99/8MHp6fnTp0+dMZ7gvV6n2wl0Pht0Ox5HcLTVjQEwlHxvf2eWpFc3k53dPSm84aDnVKEyxwMvlEKrTBcZWDg7ORmPR73+dlLoXBUOwGhjrQXGPOk9ffLhn/7pn/Xi7sXFhSP38bOPizz/9We/7PqD7X6sijxNk3Q2m82nvi9YIAulSpdba22n03ny5MnO9t5wOLy+vi7yzPN8BJRSOiIhuDHGF7JBLLRWeZ5rlZ2cvglGAQB0u91Hjx9yzo0x5Zq0TlvnOp1O6TQvhFC5Eh7vdLuW+0L6kjFdJGXSCTDOOY/iThzHqijSNGVO10FN/0K7PoYIyO56+Q6QwFXWNaVlAm9obBuQvf9MGOodA92WgHhzaQtV7Oe7gEQEInDf/SVQ6U3SomHS93sX6+jTOxRf3wPue/9//u4PhdYudetqs6bD3BhizgCpiVFrI7G3AaIETQ3+Ps5Aq/FvayNGVsUHYDu8vf2ZLZi0pTQdAVnp5EJVoi5usCiri93mnHNw11oSLfpzDZG58q+xqkdyKy3B+i3JwLXaLQAgZM0ZDMhwk312iSJX36EV/9CoHJv2feG0j2XqU+VoWtceLdphzdyufsGhbJuJbqW5rzRIVJ/wdw5eqgjEyp922RXGVa+25Z2zKW6kylIAXhfyJQN1YQi0YC0CtIbNjSh0gz5wQ+/qoLKpbOYUeOettyaqJFh42NBKEkn5TwQXtjUUfwcdgGovH621I1ebLkI7aqHBmFefBytBwBIRu/brrO8Kt0zUblOgKyldO1yxlRLBhSjRI1xPlVgGaZuuvPapJ6jNk7BOaATB1xUKbsOGQaUtePnaqtC/pourP/6FJf7aNVmYuywcF2nR8eGm3X6jmr1yW6bSj7SMhaieaJlSvhjHaK0ODg4k2N/9+pdC8BAZOesJYYyeTub9QRbEHS4EI5rPZsCFrG5qYox70vODKIpi6XmMMXKmBOt6g26v09FbOz948vRv/ub/6kRxWuRaWzpnb9+8QNRCiKIoELHf7RaeBALfl7PpLPQ8a81kMvF9nzlbSqKjMNBKO2fIOW0KXRTcE8PhYHd3V0oJ4JmiEEw4waWUnW6vdHu1hnb3t6/Gsz/52X+1vbP7P/9P/2MyHRurHYp+r8c5F4J/8MHxg0ePf/Pbz8sEjfk87Qc+IEuy7OHwcaIZl74lNuxvT9MsVy4MYwk+l1IR5UVeFKkfcGvy6eSahD+6vnjwaH+r378eXc9m0/PT0zJ13TmXZXmnJ9MsEZInyfzZs2f64pswCA729y+7nVRyxtHzpOQEQJ04ZoxpreIoyINgPp8COCmF1gpxlbBT9v68Sp90COXQhNrkkdZduxiyvGOuxFiVD1ruwo26DwCQVUia8DgC93wpuOCCrU1DHGdMcsE5E4KXqWvWEBA4UfoklXmR2JA4awqzq8Q0TTQ8tINT6vKo9RPrqBp9OkICyUXJk28OHgQA6xrxApEjZ3e2dzj30nwcYsgFS9P06Oig24lG40nUCaeXF0gmCjwwFsh1OvEHex+eThIhhJBCCCmlFJypPEfAThz6nhSc59m1LuZpPj5/feby6dHBNmd4dvaWC5wn0yybJ8n09PWLyehGq0wAGV1IxkgXkrtOID2GuVFam72Dw91d1ou7hggJb66vnj55+sHDh7+5upyNJ+iMhCJPZiRYNOjeP95/+uHj07dvnLGFMkRufH3+yY9/Phz2xuNRoRzn+PjxIwDX7Xay+bgossBjaZp5nsQkk55EzPudzqDf/+w3v9nf3+Oc72wPhRC9TkepvNA2CPzjo6PDw0MpRL/bdboojaOEEHmWaW0IkHF8+PDh4eFRv9+3xsZROJ9Nb66VZP3p+EYXqXAaiSJBnpQf3t8fT+ez6+tBpxt73BZuu9dJ0xlzIEh0I//yfBp63otvXsymk0G3N09T5SAIAqsLlRcHx0cfPnm6u7t7dHycp8Xnv/smmSdZnhWzm04cdzxutbqZjDnnRzuD6MHRF198Ph6PQXrWanTImFDWHuzt9no9R+bi/LxQSgiRJvMXL14EQUQgsjS5vr7KsqJUizKPWWOs0UKIJEmcc3t7ewcHB1JKRDTGTCaTUuB3dHQ0urwsEUVOVPaEcRxb7hfKlKhgEPgOGecy7nYCP7TGloZkHHk5b3VuPcvsv3iGZ1ksbXTuXvNQcdS2LgCy1jb1e3nAinWR3jJcsF7X8c2ZY+8an1eJYZu6vqaiIbdIEtvYArm1M/p9eiTnHH5HKim7zSez7ZZJrYOhxStsIAX+fjjkoo7cWEIjvBtn2JxCtmzQv5QkRqU1xSpzkmNFH0FaMBItEKv5ngzflWEIy3Z5t2F95fBynVKy/gbb72KV0VoJDrGl/ANEYAyJwAEhsvWLz5fRAKr7iHfhDMs8WEYNA7Yxa0eGdy3INZbaSqDCOlWb6mXeXCiB6BwRLGlK2SJNrWXXTdV3XlfBdboAArLaXbGsmEtPnCrfqcoIucXJqcUQpvdheK4YqNa9R5WvKNo/bG6uJvep3qwAgNe31oIIxWqvPLp1YtKQAJdwrU1YH2NLsrHNWNPte04lNlv2MWoHACw2HIaInIjVRiy37kJYl5CSM+PKvIN6Ombp3RTN2pa0WtlYm8pi7aOEyxjyugNT0zzXcgAHwJyrvPik5GXQbc2JxSYp1FpbikWb+BagujdjJfDFavixAv2Mc3ecX2vs6HKfbFOg1yjryFZwflw16qC65Vtx11rHZ5bskascGXD1J4SMGCBUmdvUXjzl6RB40jnrefKnP/nJ1dlJmiaOc0RU1iJAVuQ3NzePt7e49LUqpODGWsmJMcqtVrkhgCAIkjSzxgZxYK0Fo00BArFIEiD37Nmz0eh6nsyUUrkqLi5PX738xhAYpck6juCInLVB4E8mE1MUnDPBy4h2tbUdedJzzni+j+gE44aKascAjIJwd3e3yBJrq6ANIcRgMOgPtiazebc/0NpK6d0k6cVofHTv4XBr+83Lb6XkXHpB2MmSeTKfHT/4IIyi0c3YGIjjeGd39+CwM79+nmZZHHfuPxhYLygK5Sw5i0RgLW0PB8OtHTU5t46rIu/3u4eHu+M0y51+/eqbR0/+SHAMpLy8OC8Zp/PxJJmnzrntwYAzlmWp0mrQ7/7xp5+ez/JOpzMcDk+tU6qI4s74/CQIgm4cDYdDrXJE7PY61qiiyKVgtO65tIzRrdscLGcjE7aiUDfOm9YGW4ToADguUoxL01zgWFoiImfAERkgX5onstLimjHkFYuDGAIBlTtNozWEZWGNc4toXwJbCSU2TYfb+3/7wGKt0WHz1irrXeTNdKnI8yQdFcaGYdjtdntxp9/NijTh6BjZy7O3p29eqmx2cO+eQJiOx51e/9nHz6bzadSJrTXWas4Y54ycRQKjVDKbdiMex3KU5uPrSw55GBwxRldXF453Li/PjM25oCAM54k0pvADz7PCE0I747RVRkOeCuFZC/1uPy2KNM28MEim827c+eDeAzJWZenOcDibXKfjicfZoN/rdTqOQPg+cI/7oKeZRWYAiyJPZvPT86v+YHd3dy8IY2dsGMlsDkVRhF4opdCZk5IpXXhSSk98+eUX19fXDx486HU7AMSRrq8vAPDk9Gz/8N7u9s7WoD8eT8LA94S0RmutPIHWGedMEHa63S7n7Ozs5GD/6PXr11rr0fX148ePRzc3s9mIOcOYs0Z5aHzG5jcXX37xhyTNn/7wR0UyAVuQVUWaxl4XdKFzLsiNx5OLszOGYK1FhlEYjqbTTBfH947/7F/9q73Dg9lsdn1+1onjo/2daSAvzzKXzUBikUyJKPaYEJyRmU+uupHni8E8V5Z8a61z9vjwcH9/nyN4nscY63d7ypqTkxMhGOcMkIdBmKdplhfOGSLHgCMQIkgh+t1od3d3NBr97rPPnj175pwbjUalUVOapr/51a+kEOWyLENEjDHGmOH2/myeCsQoEJ4ngTFCzhmz1hKQVtpZKwXjyARD/o8v6/vn8vB8H5FNuVFYXBxFpZFxzZu6TYnUZC82tcud1+mOTL/FUHaN3Nj8CtnCjL4Jr14bgyP8c3y5zTDVkkxlKYB9EcO+gDi+E8OT4D15h98LV1zs4/U1XrFxB3C8tC7AsvmmcoW0Tga85SphCyj4zvdTG0SttBNVFh+1L0tDuyIiRF7helQ1CbgMe92iIV0ul9dgkvWKn5Zbvkr32OICsbU+4d0CyLZnyaLOvv2aNI+0m562XbhvfA2rNTQjbLHqysDPyqceNoY6/iNtU3exQNcfTC1CONaOUwtxICKjGrunDZvPSu3yjr/bMAYbJ0/3Hlant0pD6+csSfIrtdHCEadlzLO02lobNSEswu7cwtfnNubtUvdLS6bJS4pWR418d90Gtrr4rokkc80uURlA1jYqrZxDqHN43QohYOkKIK2/z7YN4EbiyXrpvOLWu5r0cEsaySY9XnNtKstRWJMo1Ck29bZTIyNGqqeGAAAgAElEQVQM0JUMmlbsGa4BfQCglPIDb3JjuWCeJ/OcWSDOhFEawArC6XSKjhBAKxV1OmlWkDUMBEcwVs/G46urq53tbaXyIPDAGd+TgSc9yb7+6svLy/O4E3z88ce/+e1nN+ORUsoYZ50mRwCOc9SaRqPRzfV1HEeRH3ieLIqCITCGaZp1ityRdc6VdlOOTJlEL4VgHMFBr9cZ6cIaI6VER770nj75YZJlX371jXVsZy862D+8Gn17cXXtVD7o931PcI5RHIahD2StKgSyx48fI/6f1pmiKG5ubnZ6SESDfn8ymUwzt3Nvt0wnK7tmrS0XQvq+toas1UbthMH2cGAZ9UQY+h4DO5uOtcrT+awTRt7e/lulJzdjZ8gYE/pBkWbZPEmS5MHDexe/fU5ku52YMcaR7W7tZONrKQWR5QwSVQDIwPM9T6bziSdCZOy2bXZ9ovQOn3Nn3bsn4Ai2kpwgqwcr9diAMcYcMevQMWYZk4zxspJe2iDAOTJlzqRz1lprjXbOEllXPdhhKfBZ9G+2xtLL89+274x3ubmwJSZFc8ssN8MOkSMQEiKilLwosvl8HkUdxljcifqD7l//339zbOzR0ZFgFHny5PWL0JPHh/vz2QwRHz586Pd6s9ns4OCg5BQ4Z1WeW628uBv5QTeKj7bkV1/8JpvPdna3VDLe3hk65/I8B19mFoRknW4EwhNB7BwxyTJlhCeZFzpbKIsCeRD3vE7n6upqMk8/ePzEKl0U2c9++gvPk1ZNnbEqz5w2QRA4a40jQ4z7oUVvkhWGWO6YDIJ4a+fhw4dCyJev3uZZgoi+9Gb5jJEXR0EnCqUQCIyECMNQzZIoDCQXVusPHz8WQoRhEEjv6Q8+PD87ff7Nc2vtwf4+F+L161fz+Xx70KsIiuSstZ4nikIxhND3GcF0Pk+7qVKKnOWcP/zgwZe/v+GAnhQcwIGxju3vbL1+/VqlMwFiNr2JwoB7nlHK6AIpLrKsNGm5ub5WhfL8IMkKx4RRCoCOjo4++aMfdbsROJOn89cvvzFaC2R5lsWhN09TsHmapiXP3xnGGLu6uuKck3NFlgV+XGhVFMXOzlYYBGEURVFEyJxzpJxk3FljjHZERqsst0mSkSO2hBO4yXQE6IqiyLLs6+d/6HQ6QRD0+oPJdHRxcaGNnk4m5b2inaPa+K7T6RAwRhT6nDFEzh0wrTWBDcNgOBzqImDOVB6e9C82uYFtisBbq2QREVkTQ+vcguaIy4KuZaihDj1qkChoEXWabcJV0iaGcKuLcfu1sLW/UmdlLTadBSeqnB+36FtQq6Df3W2uF2HQ5lyteZu/XxdYlxftWOeVIVn5q8YZgtFKZNmmAh1cxcpbUK02WIzcFq69ko+5AiVttvKvrnZtVVeztVhdlwlkxLFSviJyZISVDevaheXvqIlX/EuaVLQVr7z1IpvVVDm3Egm6uAhY/QpBFcaSs1a7mvRYvTVcPXoJbF2hQsXwXMbfbH1aN/BCE0LIGjMJ1gAp1Yriq53VqjNtw35t09h4S0+5yeKSrVDwrANk4Fw9dyCsK2ZqNJotZLEsSJtLV5pfVuF1XCAAOgvO2Rrpoo2LE1qeMa11bm4BRN/dFFGLAdsozRaQIGO4nK7OjFV1o2IJkVXGrMRKZi9QGcVT6lhKAEpr234N5Ra/IChWnoyLKo0x5sq3g4Rl+VV5py+/HXsrpaKeU9j2T5x1pVq1PSdyVjPGgRw5yxCR4Zo6mhptbbkLMs7Khr+BINwa1XTlHuTldB8IK70QcFbzKOr9hAtswMbylrHWugV7DRivFEENkTgMw6r5AccY44zVjGJaATbLD9Y5IqjqUUTGOXPOVZ16tYOX6KNrMxEQy+DJlllL9Y4WzRur7hxX7piMr/S95adrGyJM+VS87ufL79bZCqJvIhv5hpVfZUlVpCAHDnm5FhA4ISFI6YEtGGNkjVimq5YbXZHlURR2urG11vd9rQsNwjjnCSYQEako1BdffPHjn/4UEckYjzNuC0SLJrdFsT3sSg5aZXkyj32BxujcMKfO37x4/s3z8XT03/2bfz3cGmzvbF/dXE+m08FgeHl5vrOzp5Uu21RPil6340updQHkgJxSliEKxsk5wbng3Fod+oHgwnGrdaFV4fGwDOLyPO/e8ZHkLJsn56dn5Tv7t//2fxhP5tc3Y869Tz798cXJSz+MnHPHh3uzyWhn0OVS5vNJ4HFw+gdPnn70wx/88ldfSCGKIh/f3HhS5Hn29Vd/GOzeOzzYI+H3e3F6PYmj0A9842hv//Dv/urm3v4wSdPJZDIc9k/OT9Czk9G5yhIGuteJKVXW5c65LMuePH7S7/eD0AN0W1sDQOp3uqGXO2eASHBunc7zLGaQJHOGHVmW1cicNfGgx2BrPh0boxEIGVsEq1aUA8fqw7u2W1lwoZcpGwsC8dLwF6BJt1sI6ms8HBkHRMY4YKWUrV6DYFL6CCSlKKVutWq0/CtMcF6e3VKI0JcKrVYWykxtAqIysZrXgWpl9IpzRJUXMmGdjEINu6SuC1rqAqIm66+U8JGxteFteXy5mhtFzlouJILjjKs8j6MwSZODg/1hv391eVXk+f2jg729nWI+uTp/G3L0GR0f7H/x7RtjikcPH0wck54oioIxvbu7+/LFC2et4Nz3pbN6b3cn4LPDvS0f8/PXzwf9Xi/u/ua3v7PWqizTiMZaLj0MOnvHPZUl4+vLeBgBWZcp8ljQ601mSWc70FoNBoNcaQaQqeLxow/yZJZYpuc3yWzEyIAtHAoZBEyGQX/7Dy/PEghfXSWTNFMW9Xx67yYZj27CMIrjsNPpxFGUpPMgkIxhkiRKqW7sz2azLJ0b4wJPjpO0KLKD452t7Z2TkxOrizgOP/v1Z0TWamONfvXqxS9+8d+GQYgEeZa/efNKCIYAWhXdOArDME3TJJlNp5MgCI1VQC6OQrc9PD85FZx3OrFKp64oBBKSScdX89FlMrmxwHzfv3d8DAC+73WigAM6YkbpPM8vzi8JMFMmCMN5YeZJMtzeevbsh3s7u6enb30pT07fZvOEkXNETulUz4lofJVWg0sE54ghM9oUJXuFaDafKqWOjo/39vZ6vb70/EKp6WysjVVK5UUqBGfWGOvm0ymXoXMGyAnBVZEBRYJVzLTpZIyIW8PBwcEhInAuRjc3V1dXQRBEvW4n6p6kE2OMEKLQhe+HO7u7nU7H80MOoIuk5C9YQ5047vb6WZaSsdqRc5YBOusqBtG/uK6vzi1ydyBsJb0FS0ykcuZosD6qEYBN8612d7HKmyr3rdrMwy2jPbixE8MN7B1oPZ4QAYgDLhnWNxS8OtrheyjyNoFUd2bOr6mzcM02wK33VOXBUNZbznEu7rS+LIu2dWZF82XpDhLUbQzJd3+1rfAW9Iz6UynDiFndLleyuve4TTbG3218WIM2rM/7idxdEkeq22Ns8s0RGmoZAQCnVQ/u9lgEq/wFWm9RauYmAIAhV8JKjUIOaw/cuglknN0RJfIeLj3vAo6Wev929PkdT1gRqqlNaQMHAAglv47q8Ddo0lahNr5YHzQ0Jb68C59ZApdugaZx7Sct20hgTZ8GiICMM6Sq/+TN5MaRMroKsqMqe3gpyX2FnrfRVuEusvR3hTTbCNWKe541FWC+eHf4ru65fDsWHKMSgd/Mxl8hGJfuXQwWyS2skZ5twtAaI5Y2K7t0fhdClK24c5UCtqR0VqNoazY94YrQtGzyK9ZbdVu1Jo7lBKptktH2dlqXUsN75xwuz79WD687P8GNHyJCSYMmtyCrU8OpY+VJSo13ESBRFAdc8CgKnTPOGURUltBaBowJBCCw1hpz8ubNp5/++O3Zqe/5oDIBnvA5GOyEwac/+jjPc5+jh+SYdUXuXKEKLtC+evHNxfkP52lyeHT0y1//utvtDQYDXwbJbE5UWsWCMSZPU8Vwe2vLOUNE6FzlQAMU+p7nSQIUgkkhjC4YAJFjSJJzz/MOHj8uGYbXF5fW2t/97vd7+0d/+zf/bxjHUdyLo57o9BmoZHr96OH9y5efd3wReQyAxuMrAZZZleXmx3/8yddfvUznSSe49+Gjh1999gKcIYIsmY1H13tHQ4aWrCkKrZTSlra2dzrdnnU4ub453D+8f3x/OhvF/YGBji5SnWcAFPtB1O1dnJvQDwaDweHBMWdcIOPIoiDs9TtdznvdbpYmCCQYT2azgdLgHEOYJ7PZZMw5Jml6fnIymY6VUnEYlNTr94zPXR9sNf+E1jJ4S0PL1uC14qs75OgcIDNgyiO4GRk7g+iIMd9pA84iWb58GlgAImeMVkVeFIXRhbUWgMBZIld+1mDaEhK7TOBqtHu4bgPWZng6Zzd6RLfrFilYluXS8zpR5KC0IxJpVkghgiDoxPHo8jRJpnmaciRGVmezTz/+KPIYAzu6vojCYGtr6JRljBFYRC4FJ+dUUXhcRJ5Pxo5Go3FxsrMznFy+AXJbg8H15fXoehxFnWyumGTaFEEUW2BFrj7+4cenb19dXZwrVUS9IVNFWijiknl+pxN3uzEwLFQWR+GFMzc3F9v3DzOVvXn1LToVeiw1kCu9d7Q9y/X5eN6/x/zhbjI/GSdZf7gTDPfiOJpMZp6QxijOWCeKlFKcoe/LwPMZY4xAcA7AmBAy19PptDeYk6U8SWUv3hoMfV9+/vvfB1FgtFZZ/uGHj37729+HUXB1ebG7s3N5enKuXg96vTDwR6Px1vZuMpsN+r0sV6++fTEej4eDQej5QRA4G6czgaXnD1kirXOdTMeMzHBr7+hgLww8Jj0k6kb+9dm5ZFwg+91XnxeFsoSOQ25dludBFP3oRx8/fPhwPL4xqrC60HnKSHsMGZGQZK2pKgUAB8QJrDa6nJgxtLYUmrLOVufDx485w8lkbIwBYMoYxpgUIo5jcNZBaZwLge+RI10UpcmZMaqcIgS+1+/3oyjyPE9wxjmvUuYRSiiiqgQ4F4CFLkzpZlQucWeVUgxBME7MIUGaprPJRCslOHJwzlqjDfO9f2EMz/L4rOfW78cGpKaar5OgWrXwRoLZinXvRm4Srgnw3lE84e2pEi0S0WKjJGoDFy2PtX8WgufGDX/tZW8mlVUcq8YgufXb9Q4HYInRindGZN+iHFs5Zu6sX5sg5ha65ZqUOwLipX8CLYxG8LuUvxujzBuvjHVlESxLFrAV+rlB9tboFqAePOEiubvuN2hdXdaGxJAt8bkQgcoEvJZFhGwK89pVhdVDTkYlQEorAExpfLrgowIw3IClr7awLVMT2uQvUf+8muQiIJFb2FQsnEOaB7RA+9IAppGhYtM6lqoogk2Y8G08Utowhth4+6xc+RWu4+pPWlB89duSQMAQWaWeJF4+rJYhLvbDEt6q89gcbS7LcJGjvWTEQkuYPHuflmAj1ble0lBbJqyzdhdo1QZ7pJpDSK3ZE3NLbPwN06hVMxdiRCVawBrMoez1a7+lEplEXNlfKo46ETAGDFjdraEQrHLxWVyc9taNGwdPJR23wmNrMLa+zFV3xMAhR6oj4BHIWg21JcYtiSJ05/JjCFi7DtYsisbGEFtmnnes4WX3rwr2LxNuqQnsYRV/YjEtqjby6iYt8tw5p7WSUjKO5NAQcCBHUBo2pGl68vbNvXv3+nF8dnEZsMIIQchnSbK3Pfjk2Q8uzs6S+RRMJsABaokA0libGJP+7vef/eiP/sgL/ePje+PxBFHkWbGzu6tVprUGgmGv53FmjcnzFIgYALIawGeglZpPpsRYlqZFkTlrjVFOG2cdY8A4fv31H6SQk9FNJ4ziOC4/2J/85KdJml/fTMbjSd+PIj/obA2LUTDohqN8kowuCT3gcS+UN5cnF3P9iz/52V/+h//DY1zl8/H1JWdkiwzBc16B1oS+1DrTJuXC6w/6QohOt58VhlTqLFxeXg8GW864t6+/IT7UJpjN852je4OdYRxFzlqjbZpkxhh0lsgZq4mcKtTUTE9PTgZPfh5F0b17R5988qObwjHGhOSC8xInCz3pnBOce4KXwyNG7UME61tqaduCtkdWzRVrs0iQNvCTFwdixQ6odKEOGKKjehbk6m3EAVgnAUxDZ2i9JAIEtADWkTXWGmu0c85ay4gILDlDjhw50HUVV+L/5YnpSvL4IqoX1jX27fkI2cY1C1c3rup8sdpxzgb9Qafbnc2TNEk4F2EQAmOCc6WKfr/XiSKBJBmM5lOrcjJ5f2vn5voymc/jnSPBeFokVcvEUStnjJaMk7PkDJBLZvPk5uThg3vz2Sz0gu3h7vXlJQBDYmmSd7aHCBwR49Cb6RzBDAdddMXo+vp8fJUkadztkbNW5Tvbg9PTN8bRB48fItr79w6mN5fT6U0n9ne2ez6kEruz3OzuHfz4Z3/yv/y7/wCMTWcJ83wD4EedVOnzqytfyG+ff/30h88Qvcl01O8Nfd9DILDOWm0UOmcFY8YYIOKcWWPOz87+9M/+7OkPPpzNZpeX51mWpWlK5DpxbJ1+/vXXl5eX1pgw8DudyFjtSS+KIoZsa2sLEHd3d6IoGo2nV1eXWZZ149iXgiEJKZV1xjhZ4q6OHJleJwrjbn97t9frMoK40+HI0hmEUWwL9c033yZJTsCRS0KWpDkx8cknn/SHgyRJfN8fT4xgxMFxDhIIyAIZZGXPh44qragQTDvinBuw4FBI8eOf/2xra+vs4jJNU2NsScgiYMAYkANnGWPgkCF5UnY6sef5o9GN1QbIeVIikSPrB1xIZqwC7YZb/dLbp1CZdTov8jRNEXyltHMOyq2Mc8aYMSbPi9IoGxCyLNPa5ow5R0kyn81m3TjkZBFRSvEvkuHZGA+w97DfbDap0m2w9PTEFnSzMfWvDfE351nlpr86CipTg++YmuNarBw1vWdlpIbNvL9pSBqaUfvs/f+l61u3HlkRdK1DRuyuTnijNAvXgg3ufLUE9O4kuvXOqm19Xn6RMc2bckS8pkpWka/vF0OxXmRvPPbaDarb5OiwUXG0cq1rlLg8EYEhc3Wj1XyAtzWf1RpnS6+wzTRrI6KNsApqbLHU+G2EMsvSsG18+j4XrnwlK1zi5dvHsVZfV8VdQxMQtWgkqK7yq2TKxh6pqkywBdRj45HaLqfbTOYVN5eNXd+6HnIpzGNTy82WUfi2x08jkAXRJLkDYmml41pYEi1MQKsRJAGwRlvWRoo2Jk+sRzjcunfh3ZGMAOtC2eW1hOCcK8vtykpvzbK0WjDQOMMSAHGGrT72LhsqVnkUcbZAnJAhX3z06GiBqq1TDMqNiyPWBvQVk7bU+CFSZYSEbXPOJayv7o5Kan3ZzLrWR9AoDokhd85RO8ajcZ5dfoXvYGls/LwWVmcVf7iKbmA1Pw/vMmFqI5D1yqwGrQ4JCQGQM0aEHIGXswlcvDWsTBIxDIPQQ1JBp9PJshS8XimqcM5ZBsxBoTKl8i8+//zTTz9FsiqZWC4zpWZJbu7fs0Wgi4RMkaSZBOdLYW1RaJan08Djr1+/ePjoAxTy/gcP8fWJVbbXGx4d3FPFHKybz2fWmiRJijyN45jIGWfJUHkQh8aMR+PJ1qi3tR34PhGVsQ0V9Z2g1+uen5xIIY0xn3766a/+4VfWEhf5gwcPPv/i6zTNu92etRbB7mxvPf/VJJRi7NR8mqLwvRjP3rycZdp1dj5+9mx3ODhJz+bT0WziCSDkaK2yOhdIHNzWsHc1TWa5mc4nr99MksvzyWQ6NdlON7q5npxE50Tm5YtvDo4+koKpPCuyLA6POWeciTiOtdLGuNiTQnBEKEMOrNaXFxe7l1cym3me9+DB/fE3p54vODIpuJQSgTQAMoqjkJwpVOF5sp1xeht6vIYkbz67VwZny2PZ+jYh4oyoZDNgifKVkyuGvFaAg3VkS8uNtr7eWWuMcc5i6bjGsEyDIVe7b2JtbsvaYz7YmPG5vrO1vNNWRea45scmkCmljNHGaARgDNMkHW5H4+lcax34ft8Ld3e2D/b34ih68fyrt69fokqPdrrj62tPiuFg4AeSz1FbZa2Nokhy3u10O3FcWnfEYYjgJpNRke2oLI/CKI7i5+Ov47B7Pc+IkDHheYFxFHB3Obn86rfTXhwycK6YkZpHknGbX5y8eXC4i+iCUF5dj7TKOnHgNG1v9//T3/71g73e9rCrZxeB5EDueHcQchhfnke9bXI6TedpmsggJoL5fKp0vjUczmYzz4s7HWetDX3fWmWtNcYoBc5ZrQqtDRhDlhhDVRRlosl4NDo9PZ1PZ48/fHRwcPD3f/8fS1aLxzkxHkXht99+e3p64vteFEUOCynl+eX1YDhwziTzaZZlgvMsTTOy8+nUjzzpBUJIyR0aS4Zns4QhqkLNZtPe9l7U7TAprTazeSq4vLq5fP7tyyCMSwHPrMgzbT5+9tH9+/ctuCgKJtNRnqUCSRUpJ2eRGBED0sYRkCN0RI6Qyhw4Iuec1pYxtjUcIuJ0OiVrKrmNA+ccY+D7PiIWRUFgkfHyBvSkcI6AwJFx1llr0jQhp4rMFWlKRL1eb2c4NEUxN+bq6mo6nSJikabKFForIiolOWEY9vv9IAiUtozIEyEHQCEQLWMsLxTn4tlHHwVSvHzxNTkn7o4++C+c4fld8tNZHX7VnE23uEbeWtA0/9Ek0iyiS78XUWqjDq39fSWu2jn6HgzPO4u2Dddq0+yXWsYRpavH5oOhLtjaxgN1irF7Nzi2Tix5X2uX/4wrX8lX2ghJ5RvJNNk7yYfvYHhu+DmtG3JucG9fqZs3+ADh0rhm2S6SALDNw9wsqcfqU17ElNfJuQhLOtXFx+CIC+6cQ1cJ7/kmH9274dpbCMjvYBatWMltxEjXjRlXhgus9TDW4GM162fNimJDX0REnNjdcHRzqWkpqwNvh87WjTErcaNblhbTkrd4Ax6XgcuMLRie69ezwfo2Xtj3Z0ffeQtspD+gw40P2HwRyi3E0coABYm9e8MvYfAFFOFo/cKuzCtaWsqlKL9yhZcDNyFZiWpxXhu6LL/mjZtqnZ+5vofcmq23MX/vezA8VxbAd3IVuq1wb0DdZQT+ljUMgOgEMiGldcr3vcFgIKVUgA6ctWSplCaS53lg3dX5xdu3b/v9fppecMGRLJDN0/Sb0Xg2m0aBp7K5JouhJKIZWkRLYIWQ0+k06vUJ5N7eQZ5kTz982ok63z63iOj7nnMi8H3f359MJuCscxZq11MhZMnjHQ6H4/HEE0IXWbMMEN3NzU2apqooJpOJMebP//zPP//8y+ks/eyz386TTEpptBUBGaXzdJ7nOQPypcjIepJbq7/5+g8i6LqCrq+unjz58Os/PO/v7wS+JBfEPp+nqSVCIIbU60WdTpS7hMAJIbq93u7+fjq6KmnqzkHciQPPE4J5koeRr1TBGFOFYozFcaxSBQCB9EqyvZQyjiOfdcL/j7o3a5LsSs7E3M9yt1hzz6wFhcLeQANosqf35hhF9YyGQ5uRNBrTmGzMZNKT/pWe9CKZNA96GcnIIUVSJHshe0OjUUAVUHvuGZGx3e2c466Hu8SNJbMKTVJGJsrSMgM3I+5yFnf/Pv++KBgOhzfaSiLGcSyl0FIxc5ZlxpjA04hYdakgEOlFY9VrNr6lFOiqevfVNceFqAAa38tqBaIs2OzEQOyMdcaKxk4FAOTI2KwQPmhUXEgAMhQtqVWZvyEZsLDyIBUchSWi0MqvL550RI6I4jgmBmYU0jPW+r6XJEmep8VFKaWiKFJCFPCOr0Sv3XlOx4USqVKqOMzztO/7ZJ3Wut1uCyFsbqSUxpjID6Ig7HQ6voB2uyOEBBAms2EYMjNKwcwtT06G54PjxFdCCTAm4zzLjbmYJdlk2on8LMtarVacpEEQJGlMLlfg7t375Pnn1kM3vTjvtvx0mowG57+eTk06cyh29m90o7DbjqZpHrS6WTIZDAZa6y8+//z7v/N7vu8XyR6zK2ROqlHBUkpAqZiVUijU0dFRnufJbKaUuvPqKzs72xsbG3met3uqsObzPN9k6dnxiQD0PC9LYr+trU16vV6v1yuG7ka/z8xZmgVaKaWU0gRsnBVkKcsoTYvCTaFsiSh838+J4jhOksRMk8PDQyIgIsdo2cVJpgN/b29fejrQ6ubNA2MzxAJKBmB25IidAmQutF+JCBgEMTMVeAwys9a61W5Pp9M8z4MgIAJGUEo5YgDQUjKicw4FF5V2JjLGZFlG5KSU7JwzRgghledcysxBEGitz87OoihK03QwGBhjPM/L89yxV+4sjgDA9/0oivwwzI1ja8g6RNBCCl8ppawjAN7f32+HwWh4rpQiKrSH/uFmfcjL+h4lI18C0EtsYLxOvgxhEeW7tpmIYd5lV3tqMTeXMFH7KeDVYe6qZCKuiN5XRSpe2FYbqRaK+TZ7VeTELwq6Xy6ww7XEWmZoEjjWM9uq31xhbFwpgpRretEiWKW2YlE6fHWFFQ13gSsX3xdlZQvbRfG2ShYRPwEgMJGTKLBis5QWcszIIItmOUJe71y/RM6cI7NNhUpsKrnX1sYVzMWVzTaU2hI1144B1jzlWiEbAISQgpkYRMWrk8CF8gxWloMlvbn6AavEfn62c3uBucxIlQiVFMIilZSldhFXLKnlslFzWFa+EmJJ+pVXHl2df9ZEnHn5o0H/LSRACppOKeOx2LdYW/YtAMHMZXyDIFA09de41CGs+hzLRtrK9Z7redsQYHwJmda1uFkzkJJzRV+usot5YQWBgVkuqf4iVwOzSvmgQmJZAJMAgQwSBTc82YqHiFgluEJUWf3cEAIqhUZRFgv4eui/uSgVnyXnM7+wvRc1CDt/jihAFE0RiEIiICz64mDxOJgX5mmj51NKCY4Y5wtBWXrCuYsJigIiK6933plW+icgChRUnl8h+F6WTJgkSlmsAUQIc7kggSiLhQtRiII/WSn7NYdg2QEoSyKrQGIGBimEA1frzubf/h8AACAASURBVDfmAtY44QIYUbGQm27XSwE3NKSP1njuVprKFVl6TV66sn3wynCd0+8L5UOQAlDWPmbApaQMChQClABkKpbA+hSsMXE8m40GW92WH3pSKXIkUOTO2Nwqie0wQCkQXRxPP/vk19/61jc9L5RCKTSSrIkvj58/D8MQZMuTgglzKwHhbDAYz2aCoR1F8WTk4SsEHLWiUAe97sZ4MgVEoZQno9PTcyKnMoWohVAAlp1FgYUNnCPb6XS6nXYQ+ijYkkUEkOjACZS9duvMU51WyybTn/zoL2/fvH3nzqt3X71zejYgm4a+f7C3GSOh7qSzy3anH73+FWvscJQah0mePnr0xd7NV7Y29ieDiw/ef+8//dEfnZ8dT/q4ofONbsBxYhFNngHi0cllHCdkycTJ7YO98QVu7h68+fobv/jJXzLYwfDCC7a2t2+Scf2O1+/7otW6GA8cYM7Sb3clzMilzlmLipl8yMN2zylJwrt4+Mv3vvmBu/Xa2EjphcWCPZ1MtJKep9IUrSm0Lp1AJHJLoFihebJgXrmS+K2rWi6X59ath4X0tCgYwsQEzCwkkCv8TQSAo1wKP7epo/xyfL61s6Gkyk2ulHTOpfk0SdMsz4EIBbLlWqyhIOIV1IcyeOMyFOS5QR/M633NmvsSz7Oou3Ft+rfCDan0a3wvIEYBKs3zVsdnsJ1OR0mQCrN8NtPaCUrjSUsyzkZtkWhOKTuLx0fTYaKDjdHJBTkXhpHv+c640fAyCsPQ9wGZ0AUtn4Q7ev7szdde63a6293edJwOzsZhqw2EYeRbtmRnZGAyvDh+/sTkqRYITJ72hJRplhtHrU4vSXNpzfnJkXPUjsKj58+6reDs6HBweDSGNNQQj89ngbex9drFJD8fHoKSQvDF+floOBZOKFLC8bNHT//kj//s+9/7/v7egVTi3r1P3vnKu85JAGtMOp2O27tb7HmpIam0IyZngZyQ8umTx0SkhHz7rbfv3rlzePj0iwf38zTb6vcRuN2JiHkySVOT9rb76WyaOt7p7I7H6be++e1AB6PBZTKLgzA8PDp8/Ojh3vZOGIW3b+yILAXnZnEK1mbT2AeHZCVbLdH3/Sx3UmEynQiEZ88eXwwvPF86tkIKZ53S8pU7r/pRaK0LAj9NEiWkFqIVRJn2bBazc4LZAYPQCAzsJJYJgAUqRPO0lFEURa02CS2kcuSKYENrDcYigBRorQVr0QMhFaNwRJNJPJrMLAGC1L6vfC9sR6En0hkSkUTZjjpZlp2OT/I8T+KZ72tPo6c5TyYe5pJtnmUgZBRGURQIT2iNszTzQEiB2pOqmMcuJ5t/fv/TTjsyJmVBoICQBfwDVXPBKkaGOThX0QwFghTo3Pp4q0FKWSxGrktorgQMq0yBFt6jNExrVLkYUTIu+u+9BG9yqVl/ydqhOJZoUU6qQgCua7lGuL4cXot1/Abu8wsSFWI5HOF1zDeuw0MudAIrrf+SOmjhWhIgNp3r+WUJqS8GDFck0ZFw3g0HWEojwrwDhl6i6VAwNjLMEupZgECBYI56lJy0Qo6jdp3GkqtSWL6uv5xCup+JhZCSAZlEpVZWYFrEDIu2gWKRKysAVRWdL+MVdTReCfrX7nmiMuRea+y2BIuV01AIJqpLqk3cuBYIlfU5CCQiB/OGRlyq0FR9aAvB7nK02uBkljxdLoHMSiSRGKQU816/6vkI5oYQC8/NrButby/EScSiJEzD5ru64WTK/uTqlcqDcaFFDaBwX0REpCowL1zLiUiwRihrjwhC1PbcuFLvqPVFmBfQLsSSyQwADIVi5Bo5nuWZPpfkLVYtBYv3H7Go9VDDLZNBFGVRZBKlKCxWTTrVVC/HfOkOghXJEACkkAKFEETlRxd8e3SOQAgo5bqKhgWBCMRU1jyE5Kqhrdivi2EvcA4DSETnSAFqIQHZceGKWJA5UUoBdctrkWIioywIzKJIOIGRCIiMlAhAgCxRFJ3NQggpnKxWe56HxWAZF5dUWOZ3MF+1wdXODWtWt6Js0MAuYJ2s8RLfu/F9iZBc/SAkQ3FnEEBww+4BBQgBojCvrk5IACrPJ+fCMGy3234QZHmOQhhHSmopfWtzw5Iz50lUSmVpfPTsyVfefGsyGZ9fXMST8fnRUxtPUhNPhmdShQSKQUqprNCjy6kACc7ls3g8uNjePXDkBIg4TqazZDqLQWCvv9FOXZylo9EIEX0ltRBMQDY3hkPrmKDdbhfrpRdoOROEhFJoPwCAlic9iQJIsNNCHD9/Mrm8uHHrld/++jfPB8MHnz+Kp0PstHKTCiHCdi+zTkebQXt8cXGBfng5Ge0hRb6npbh59/Z7733lo5/9TZ7EJp1YZXqe54L2dDJGwUJHrchZmgmynShKp8HW7sEbr77y8a9+YU2cpAkKDyBMk+n5yZPd/W0dQupyv7M9OR3mcba30WtF8nJ0mYNstaKAM9S+U1F3a+/o1z8cn2x09t/C9pYwA0QMfI+ci8IQ2CFwWUxhllIsOS42Oyzm1ROiF3IuXoiMVRg4VBz9RRI+sEAUCgBJaiSySTZ9+Pj+6dlxEAQ7OzuO7OnpCTFPplNiBnaugiwXwgTEYpIWOVvJrCmV64tfJZT63OuZVtWWt2ytVDmONpsChBCKLPsqsAaU1GluPK21r8LQE5JEy2/1O6PLQXp2aiaXPsWeytP4OMsGAj20rNHrtANfe2EQggNn3fbW9mw61p6SGoPI29rbeCJlr9vRUu/s3vji3mcI/nSSCqk9rbQn4+nFLE2Onh9OJhOyVgm0Nt/Y2LTWpLnd3N5Nchv1tjobG4+ePYsnMyVEKLUZT5XjQKo8MaPJlJ3Z2dr6t//+f/qj/+c/Xj47nGXp/tZWluXgBJLSQpuMtC//5I//1OTud3/v9y4Hg+2dDSkJ0Ammhw8fOJtLgbs3boyePlFKGJuRs0oAAg/Oz+I4fvvNt7/6lfeePH58fnI2uLwga33Pa7dbhqwjyimbZTGDyzjf27s1nWa7ewfbmzuzaXx8dBgFnhSA5EbDC2fT3e2d8PZuFo+S8djmBshIoU2WCiaXJ3k8i1qtVqd99vwQrEvHo5OTQyHZWguo0yxJHe/s7L/x5usbGz0/8E5OTh59cX9na1MySgJwxIawtvMFCeyAsSB8Yik5jcCkhPS1J4XMCgM9R57nFV55ZK0QgqwB6zQC6DnH0FiXpLlUHtkszbLuxi2h8PzidKPdktIXiMlsVrAMgtDf29n2fJnliRDkiYQo9QQYIiHURr+/u7t5MY39UNhMeSxn8WQ6uyQiIp5Op1mSkklHA5QSjMtZMf09qIP8vau5XEdEXIk7vywBci01lIDX1vLnCmwCm1ov62pgeA0hau3qCWut1Ztufi9H91xt3K8ERerWo5ciDn2pT1l7eoXZMSJcI265Pon9Epe7hDhekQkDwTLRpJIbLyG41fd4sY5C85Y2Aim+BlJeap5pIG28FHUtP6NKkaz0pS3BSWzmS4VkS3kmS+ORmGihi2NNC2XZVVaPwIbjM5acyav6NcvuNSzyliWnR2iaiNSx/1wOpEY5cKHtqylE0eyvY77eqYybyhhV7Rle3pjuy35dHVs3S0VFG3bdJzxnE1QB1lLgvkorIniRNuPa5tvr8ckXcnSb47M5Slc/qCmTWymqMwIwkqie7qLm8YLBTPW4F1wuZFEKRKhgJQEoGIs8hKlApUpmV2WNg3WtpDBMx2Wb6WYjHICUgpiZnVJaCMFAUpT1n4qARg1tpgLGX3iH5oQqdHrXr/O4bknB+jBe5U9XFLiaLiIIryGeUSFYJKWsR5pSCuddi1fqNDa5poWLAxMVt7x8IKK8AVjxCLAWpC51x4qCEQLA06dPnXOB72UWUMk8zxyDEjLPM6GlI5YohcAnT57eunmr1elube9IybN4wkLkzo0nsaNYyIBRoRDgh0XKHrWiIPLTNCGi/sbmeJr2Nzcup1NjDaIIg2D/YJdRZlmmlHJ5mqexy9M8jnOTAoBWih2Nh6PhcJimqTHGOaek9DxvPBqZSXxxceFrrZQKgmA6mQyHQxTyR/ZHaW5evftGPB0bl7s0fvXG/udJcu+Tjzfakad0q9WaZDmiSNPY2fT+Z5+0+pu/9VsfmmQs0ossTZPY7d+8mSufTJ5n2fbWltIeCIHMh8+fSQGTyeTw8PAb3/jGz3/8F3mee35w97XXf/3xRx999NHerTseqUwmr27uOZtNRpc9TdOR8re7lhwRzeJpmia61d3b2zn82CkBm/1O5OuJAGNMMSyttVrXTLzS8A6xMKdd+KrlhYqHLgBlUxSK1zE55XJTeU1rqokliEIC1K4lKFS9wxZn5ZxFAFaMKLIsO3x+ZO2zVqu1v79/MTj/5JNPiChOEiACAGMyrEkpCHW1EEvTHi71z5idMc3cDoBgXodZQPjmfAKCqxLC+rtxxMYiKmK21jKxVmp7e7t/1I2iqBVFAJhluZQSidrdLpiddoTtzQOvfRnJMGaRsrDGSBRxHOdJPhwOtza3jg6fAdPpyfHp6UmexJ1uJ0niIAz3D/b+3z/9M0NulsSkFEaBkmIynQ7Ho8vLYZGXOmOstVKKnb3dNDdC+V6ISqnh4MJTMibrrEUE7encU5ub/bPjMQnhe9HW1tZ0PHhw75PR4DzwvdFoBBJYSBTaGmOZ/Jb2fO/P/+zPwih67/0P3nz7rel0miSz0NeXl5cHNw4QIQi8wnenEEEloiyfJUkOAG+99VaeZ8fHx0mS2CwD5OlsCkBCiNOzsyRJ+v2+UqjV7mt3Xx0Nk62trQePHoRhOB2PO91ur9f+8KvvRoF8+PCLfrc1HJx99Iufn10MwyCIp6MQTcfD0FNSysL0fDgYxONpmsaf3ruXJamQJU0qztLN/Zsf/PbX3nr7TUC8OD/1fX9r41anFV2en8XxNM/zss+CXVkorokPVTzD4ACkUqIwSfI8r7BNb0URMydxUqzANjfkHDMjKGK2WZ4mqVAokJksCtIalOQsmwY+drs+okziNI4NsHM2twbIk9YQOw6DILfpyOTFsuyIOp1OGIaDJ0+l0kqpdJJkWZKaOM8NsCDnpJQAbIx1joEYXaWN9o8m60NoFqrXwnSiqc7GyzKfL9UNv2I8zavxFpe12NItvlGWXmtjWtWa1wRG1yeozayMaZVt9WKsb22AB+sss//2ed7LgKiFbVTN6V/LX1q6nutz4xfGrwjrI+bFmBivb4ARL3VL8EXtDbiOPTsXiW3+WjRGNu9J4/KZKilqIdAVIgRVnZ2hqN0uzBS54KcFSqKCBS9BtwKdF7Bh5Z63IGpSm7+tRqVF8F1swAKlLVm+wA0woYY7hEBRCXlDJWqCvNaRpcwHKqnbhbux7pFxTUuuQuwFC/KGbAyuLRutHwn4Yg1PWPSwqnnLlckv+FpVxoMkhRBVR01zWSMo/dOvHvFUX+ZVErgr8wVX/q2XHXqZetWcBraE9VXDgGFuPVcwmQsAXDSFWWpGLpbaLUsFr2avXW0TUo8GKRUzWHJl+IhVWNo4DWyaiAqB1qLAomWvZnUIIQuCaWHFXjh7CQlSIlHh8QiVlEsxPZvShbyWaVKcea213dQNLrMpvlI2o6AfC0BxvYC+EHZVVLamdHIJjsPVXZTNEtU1C5oQAompTPAKZgoKgcwgEETDkGPBFEkUPQmUG9Nut/f3dicz43lemuXOOWS4HA4UspBgkAIpjTF/8Vc//uY3vr69t29dbkymVZjnuaPZLMlBMKBCoVyeE5Efhq12FLValt3l5LK3ve15Wgc6TmIi51w+m02NI88Pfd/vttq+vykRbBqfHD07Pz/3lAaALMumaVw05AghtNZsHTMrIYVUWmtrTHej72s9NKbdbj969PDk7GIymTniDz/8YMTsSaW1Hg4Gn3zyye/90+/OZtMgCDLrRBh62puOLy6n8f7xnb397ddev3P++QQyFgK1FqBU0InSdDY4O86Ma7eCPE/Hk/He7s5Pf/o3Ct3rtw6SJHnt7isXg8G/+IN/9fkX94MoGI+Gexs709FlPB3vbPQDNjadpLHa7vdaUctNPE97QiCQ3dna7LVb+7vbvq+VICnQOaeUklLmeR6FHc/ziIicKeJCXCfgO6cnLNdFAdb3nMMC26UiP1fbd8kP58pOlsofbFUkrNZJAUTOGKO1jyizLBdCzmbxkydPLi8vnXNpmjprnTNFyEfkROl+6bhc5EuiRzkZiABAVfpkVYaHDRrzsg/wvA9gHda3sDUjElG70+50u7mxRbbQbrW11q0gNMYIiWmaRa2W79wojhnU9s07GXoxBxBuqGCbgo7LTlqtTYEwHA7H4/H21vb5+Tkw9Trt6XjINp/Gs48++mh7YwsFHp+fSVRJnnmeVkEQRNEsS4ejUZanRc4sgIv03vM85fmZoXa7U3DZwyDIfL/babt0NhmcXVychmEglQCttcYoimaXg3Q6ArJKqGmShJ0+ERKiA2GZLTGlqVLy+bOnv/eD/3x4cS6U3NnazrL0zp3bg4vT0FOz2QyR6xWP2eV5LiX2eptvv/P2/U8/29zsDy5OnbNSwOXlMM/zNIlHo5Gn9bvvvqskMrm9vW2Gs0dPHz5+/Pi1u3f393bTOM7j0eDiYnp5cX70zBd8OLm8vLhgR1mWEhEhSqUKp5C9vb1OK/r00fO9VueLzz69ODv3fT83BoRM8twyv3L31VdevYNaTieTOI59rcMwVEp5vpdMDRFpIcScdFOG9thUXkBk4KLBcN6GIoTnecYYKQRIKRBF4TrLrITv6ZApt85Ggex2ojSdZOk4DFS/G4S+oJwuL4+l0Er5nvadtUpBEk9n01GrFbVaUbfVm5iEXGU0xYRSaK2LMWnizGZ5lsYgaXd3Z2tzazKeHh0eh4EfxzGTkULiKqDxDx/ruy4gW3skwpdNTl7mbZv19SJ9KXyiyvotrqPdLJ6KgDIMqsOmq1ry6sNgkX+1Nu/Fv4fbeH2z3Jc7gIEdldwlxJeQxnyp3PjLZn2rdTtEtRRu/mYj8/q7uqpDuNQIB4saDM2miGbeu0oGXvoUUe24Rd8NrEjIIuAL0psKklp1ZFquH1yPtK88u2v0JJufcpWF4+ppr60BrbGqg6LVikvBTKrs4JuQInLTUu1lZhiueQVwSSmn6hfFZm5MtQvcGpPAl69xwLUauS+EJV+o4fmlloIl7+Y6c+PFSxOwom0CUGsmwxWml6UcHwtRqsMgADgqWqJdwVQVpWWDqDV76juPheh20Zhfqk7Ohyg2tgwUgCAKorQQZRkQy7iYEQFI1DWsGpitr7qIFmCdwtDaiXAdO/3L25MurRuuVDska22h8b36rBe9Sda3KjTAvGLPKqo/8y8BJZG6ZsmzM+PxpOWL2zdv5slECBFoJQV2tjZ9P4zj+HI4MOQEoEBwArTS02l8fjFst1uOAJWOWq3cXDIKR2CMYaBC2VQI4QdaKSUkSCWTJCEilJAkiXO21WqNx+PZdJoaSzSyxqFgiehsHihBNouns1aHrLXGGFfweIuKAPMsjjvtdhAE+SxBkNPJpa+UaLcAYDQatdudKGoDCOfM+cXp7t03XTplZ33fz/M8z3OttXPW9/3E2v39vcTk08ml56Hvy8HgHAUYl1uHzJybFLJ4NhmdHB9K5UXtbpbGrVY3Cn0hhLP5Fw8/32oHGxsbn332oNPpbG5sMlAaz5SAve2NKFCBbGEej+NLhRDHcdHUqrWSAvI8b7VCX+NscmnC4dYeK4G+73e73SAIisIrMxtjCqc7InLOrmJ9zZpLcZeUkLCgabxsm8QNSZh592lzUgsEICiFLZAQwREjAQsBQOAAwBOKgNkRIQnJjEQExphf/+rXxK40ScOCR+CK03DkmF3l9EBQKBpXw7iYp1mWNUvzwATAK2newiaLtHyA1nppbzLWIpbLhPK0UsoxFWIjnU4HiPLUSClHoxFk6aMnT7stsXlw68Gjx58/Oc3Q7L2yeT6dIRsBJArZD8QsS2ezGTNt9buXA//y4oyMnUwmb7z2+uHxMQCDlpMk3ux0tOehlNOKEEhERK6oXnU6nagVWMdRx5/GqbVmY7s3vbx0zmgpsjT56KNf2CwubLYqOXP1649+NhmNDKUsOcvJa0FunSMWSoPFNDMqT/v9zbOz00I05cbOThD6w8G40+kMhxd6q5+lKTMTmZryIAQSo+d5Wikims1m49FQewgA4/FlbjKT551WKITo9brWZHmaWGtnafz86BmRdZRNRoNHDx8y2clojABZGs+m49H5KVmTG2viOPR1u9vptFQyGbk0a0ctIcD3VJYkg/NThQIQCZiYZ0kKQnR63Uk8u5xOk3i21esrIRCx2+3WlD1cihWRganG+opCNle1Y+tM7kgp5WmplGAqhgNqIYUAZsfsPOl5nm8dhkHQaUfMPBgcJy4D4lu3Dzot78Hz50B5p9Pb37vpe16WpbXTaaH3I4RQfsACLQMjMHGSJEHodbotaygeT5zNiR0T53maxDEibm1tknNpmhLBEuf/H1PWV8dVuCZRKhthKhl3wi/vd7QSyS7/iRTIDOAqbUCBll1BfhNVLLLEHyv1F1Y+aBG14GsOKCv6uAh0/IYU1vo98TfP+1+cLfNV2TIxFYZkYlFLCK/snbuW4rn6iPEFCG8D+KqZh1RVQXCtRwZf6+q2luG5mHisv9tLYTcRCVm3onGFGkFtGlLb3RU3suKnFZ1K80GBvIQ9rjyucr9s8nBg7TgpdOerEUhL5MwVrI9rOkQJy3NTkWgZW6jKMlSZnDEKFpXoBRUm5FxrqMznwgJmIvAqIuI1A4WIrvIF+du7lq+quS6K2TqoeHcF87nUIFmQsFl0Wl/x2FlND1Y5q1e1X151wlfUO9YIQtVl+7VLSIEb07JVTV0rRV5TkONF00JkploBqt52sXCxAFQoGMHYQm2fJWC5qZNr8GZRSlGEQfPJSCSkUCBrrxxRDKE5qspCQE1P0loJiQ00tVgxZAUhEBEBL2P1NUZbR9hr5FJ5raZxLeHLiMtunVVjIFX/VyCIawbwHDomEqJkIi2Zoyx5k9RPsEmIKBqcEB2VpDcstbiwMJZkrDSQuIYCC4EQsmlKnRt7w2zWabeFGbXakSEKfH1w425usudPHufG+oFPjh1jq9359P6DdjsKomg2G7FALwyiVid3Ip9mBKiEROEQIQwDBmutkZ4/Gg+NSRn05WjQ73f74Ruf3X+QZFm30+32emmWOWsFcDIdC3asBRABEDIJZEZ2JrcmE0BSYhDodhQ4a89GI2uMtcZam2cZGTOdTLQfpFnqB9FsOjk/O4NW9+6tgzxLPV9tbfZPj0+++51vf3b/wYMnj1nqdrt1+uTR4bOH9z/7ZHP35vHJ0W4AAOCI+v1ePJicHh11tm+1ogBQDIdnIMRvff2252nP18oXwiAKcX5+Hsfx40eP9vd2P/n1R87lyfQy3Ahbvo6ttXmazKZTT/h5LrWeTCaj0aWUwkOpJbSj8OH9e1vs33rnt02WeJ63v79/dnr6/PmzKIpms0mx+CilAGSaJkKsNvW6Jp+TnDPWrHaDN19xsOwWs5Q6cmVIiUIgShSCS2cRBiqNMpPEKumBBOecFEDEvqd2dnaTJHbkJpMxsyPnBICxxjmLTM4ZJiIyzMTEACyIa/NQJuJi36/ZnQWKw64M8hZczBq/ltpz81cKevBiHhgFQZhbMxgOHVF/YwsESiERoN1qXQzOdNj2lTcaD99/581/8t1vJZPLrb1X/uqXD84mjnx6fWvfKc+znGeZ73mbmxtBEERR1O91gZynUCFls7Fzpt/feuWV2//h//gPJCCeTVkiCcydU0K22t2tXff8s0+DwEOIfCWZiZm01kKCId7a2trd3Z2maZ5n3VbLmGR4cfL0ycNACSFAKQnCC3wvarUfPn/WawepExlynGR9pZQvzWVqrJNKBoEXilY8GztnP7//6Vc//FB7ksh6SgYqBHKT8djmWRgGSZ4jMgLGcQxSBYG/tbXx/Pnzdrv9kx/92NNCSUEuv7xIbZ5rreI49jytpMxTlybpBPHk7CR3prfRYWd+9cu/ef70yfbmpjW51h5yroSTQFkWO4cFv3F7exuySafby+xAKjx+9sxm5qNffjIaDFud9mA0Qq1naeqIN/d2dw/2x7MpShUEgRAiSRIBXpZlAostgwiQyAJZRARJZc/FQqN0wcVhYosA7AgEh1EEzORIAEohtdZSCCZy1iZxFqfGWPY85WnMsoxd2o70W2+/enN/6+EX9y6HJ54npKTZLLLGGJMZY5jZ076zLssy3/MKz4bpbOoy4xhPT08GgwFbm+dZMpuZaTpLxixdPJtcDoZS6M2NLYkCyTnnEGpW/j8qrK8IbKRShgvb4qXAYVFHAVbbs158wUx8fV5RxDQShWiw5ppqnwDAYgmWwdVUpI61qSQNr6vaQhlElzFv1StyFRLyt8cH4O9CwP2aiPMaVeglrtQywfWqS76667L4kg11jdUQpxTVYLweUVwdbEu9MdfYHF1z+c2qfC0Kv/Se1trmtRf+HVIJiRIafu6ica8q/7da3wWbHMIC+tPVZnwFJxnm4p+VGEx9S2sVRLn4JsXckUKKguBBLAGxmlI11a0Wqi7Sz3lHR2PkEFHhSCOlJF6VvYBV8f3VEkNtHyKEMIbqPEoI4ft+UUNuDqgK1WkOvMUgZg2LkpZMnGS17FRoUlkbEpUtoaqsEmvrbuRFVhQAS1FH3uUOUy4CUNVllzINEGWGU940RDTG1FLai0+5VK9bGn6lN92iqYlCsVLAKqsNNXK2NP611oWCduGeXHQ+L86LuYZtMapEReCsT9XT3sJcBkakWiC0UMgEIgSQopwFEhs+dUWFwFosUrS5W6IQjVwIAJRSNRG0yRYuRDvrJyilrE3tbSH/7bi8OsZCfLxoL6ynXvEEm6tNc1X0aj/M1ei57p5acPBUrwAAIABJREFU132wQFKoPrH+Kjr3GgMYHRM0LPiWGg6JCLHc1Ip7U7BSG8kzlFBeQX5FBEBBVbNWIb8hsKm3DIgCWEilpFTMw8FAa+15GjzFJteevrg42d3f/cEPfu9//1//t/FwmBsjpGYUzJDn+YMHD27d2i/oiL7va62JIWpFSWqFkAxWax0GnnPWR3Im+/yzz8jBh1/7J+Bcv99tqdbJybEZmPPzsyzLbt689eTJIyZCsp1WwBaEEL7nbW5sdDqd8Wzq+36/10vSNE+z0A8Q0dPe/u7Bg/v3BcrQD7TSs9m03W4lWRbpVpbOfG8/ivyjw+cB8vtfeVMCKqW++OLB97/37fF0/PGn97y2ciZ3Jn708P7t19/p9XeePXsW7vciROeInLtxcDB4cg7OkMkMsa+ESRMBZE2eJ8ksj0MJWZyyM1KK//RHf/hv/tXvK8x7/c3ZdAw6Oj8+ev21Ny6On0+nE9zsh2G0ubV14ntpluR51ur4g7OTXtt/fP8e9vYuTp8jF8Jp+MYbb/zsZz/d2Nh4/vzp7u7uF59/FgRBOV3ArXIda3Z0GWBVE6ceP8vbLq7yh3Ep65t7xVacbKp1eoVAEDm7KIqYhe9FUnph0PrmN7/9xhtvnJycbG72f/HLn//kJz/SWiIqJdFZy+BsjgyOnCglZ5DQ0lLY0OyFLoYugloKqJaCK611sf8Wu4kq6XyLDlvKS9I0CFphFF5cDBBQa50myc7W9p07d05Pj3d7m2f4dGdnW0ro9nvb21uJxcmMWETf/v5/9vv/9X/T7W+OH58CsLX5zs72p5/e3+j3wzCwWXr49EnL172W9/HJ8Zuv3WVyjx8/brW7l6cXXhgIpTa2t1iqr7z71adPn/4S/tT3/X6vbdLUGKO1un379unZ2XA8FQIvL4deuLWz2ZtNp86Z2Wxk8jiLc8U2DIPZJPvud7/bbkU//cufEtk8y9j3wla7298YZ7FxzjGAJWA9mYz39vZmSXzjxoEWOJmMN3odz1NnJ2cnJ8fxZGTy9Dsffu304tw614rC84uzvYObUooHDx50290PP/iw1+uafArgJtPxV977IEniWZLubu988fCLKAyfP31ysLc7nU6ns5lgfu3u3eHp4ef3742Gw9v72zmL8XigJFqTKQGh5wmCIOwQ21fu3Dl+/MBDIqInjx5u38RPv3g0Pjz3PJUkCSBaBj+MSOWvv/XWq6+++tc/+9m3v/f1y7PBpx9/Mry4uH1zP5lN0zRd8hQpiTllRbYYCcwISnmWHZHr9/udze2L8SzPcyBnTU7OOJcDgO8pRCaynqeUUkmahVFk8zjLZZImCPn777/z9d96/+njB6OL8zDQzNlsNj47kxv9XWOIiQM/zLLM971et3t8fDyZDZIsm8UxMjjHR0dHjx9+kbEbDUdJMnVpZvJEBpIIszRW0rs4PwViImJHwGyt9Tz5jyzrW8jCkF5UlubfKK19YeLE9RK3gp7NgbuFV3BNUteAPKjp5rwMtpQFBgaUL8zrkF+EhP0d5fnIv9EBNQbFBabGf08jZLWb5WX1Y/6eWcdLxzTroMUPjq8kFdeYWy29z5Urd1EgWH3IdWohlgCoKwz9Xnh1ddaEc0GOZVZnM4dshrllWlvtl/W2X79Jkayudhj+3QwALv/V+C5TKRc5P7iqauPicL1uIeG6Sa6UjEOBa4df0yzxKoylef5Nyce59wsulI1W21HWMnKv0xZuhkErJ3MVG2SpK2xJ+LFpxVUmD9iof10xrtYWZVaWLipt7YGIC9txICpbVFdrZ+tLS7iM+gpRtarOmyTnPZ8Isib1F7Ahs14s6yykkV9qiC7NrN+YW77EhJ9HsXD16PqSIl7IwMhlO2JBoK0QTQEsgHix86tAWa2zge+1oyCKouToyApUosXOWpv3Nze++uEHP/yzPwehLJN0yIIQMUvTy4tzpZDIFpUICSXbwdhMgvXbLWfMdDxmRxtb4dHhM+fo9it3v373ja985as/+/GfSymZqd/t7e7vIfKbb75p0jSNpxrZ2lwrESczz1daS2NSdsY5k8RT3/eznNJ41ul0jDFFLlekB4HvKyk9pYREzjlJpuPxJYQbp6fH01v77XZbMAghHj9+fHP/IIqiy+l0Op1+51vfGk9mg8H5e++997WvfW34+L7Kreq0ut2e192MTmcCMYmnWW6F9nQQOeeASQjwPC/QSLkDRGY7OD2aTYab3Y6jHEmwKbJBeXp6OplMtna2HXC703HO5Vkez6Z+GCGT72my6ejiNJ4M251dqLpMDw4OoBRNKcQeIAiCQhTnqonT4LzNJ/VaUgOsy/oWZnoxU7FSBKp1q6uqGCJ7QglAACERW0F4+9btr7z1thBCAvrKe+eNt0+Onj87elLUH12RvxXFiIIyOtdbunIjK7ZOvJpRX9cNm5Olpv81l00/CKTSiJKZfd8PfD81eZkcOrK52dnY/OvRyNlUSDY2/e2vffvsfDi8nP5X/+W//Rf/5t9NHZ2cHgbkBLBSWmsdBIFSioiUFJcXF2zjGzs7v/v9773y6t3paDSZjHw/8COfQRFDFLWF9sja8XhKRM6ZLCNnDEMRVXIURUluLy8vu/3+3s3ex7/65XvvvgPOIhKRzfM0SWeFmvrG5ubJ0VFdASyVr4X0vEBrjY4dGXC21+sAkEAQyCjYZBli1+b53/zkR+xsmsQInKaptdbYzKVgjInjmdJeux0B8NbWlu/7o+Gp1nT3zp3A0w8+u+dHHT8Idna24+ksjuM8M8D89ltvj4cXm/2Nz3/9y9lk4mtUAnLKrc2JHCMKKUyWZBal9qSUYRgdHBycHT6VUrZarTxLT46ONbEQquT+SyGl6rba77zzzv7+/s2bN02aTSYTRNRaG2PIGuJFo+k5U4PK6ixXZVYhlEIhhLW5s1bi3BLTGYM1ri2EEpKFZCSlpbW5EJjFcZpMoyi4ebBn8uTo+fNuOwiCzdHkgoilFLPZRGAgpS5BJinzPI/jODU5CgzDkB1lmUFEqaRNsjiZJrNZKHUY+iRcAW8758BlzhETFc2JUkqF/9iwvuYmudoNz6s5E37pvIJXiUdru52aFhG4BilafAV/M/Bt3hjDTMDErllnWofPvIjCii+Ta+FvFnYss23XHMNzfiC+zAdRk+m6nji68nyIeCHCLhlNTY7l/IfiiMULx3WfsgJmLrRwckXG4sVQ+MVtact3r+SccIPpx02iL86VTQvBvJL82bSLxMZNq9wWmuqIhQZDhSgskjCbKFZhZ9jIzQp3ygIDKSXiSyInF/D2nJIqkBnYuLyojSECswRApcobzsxCyNpeALEQy2VAqvhv5VK1xpRsHbf2ugIN0lXjdq09xlXJ/BWSlTWht5bGnX/64oCHmjSLSFXOPwf76sCDivpc1RBfxEjQ9Bul+aRYOQFoMhLrL8RlyYYaVq0PKKiAi2kkrb3e+jxr7AgafX1LfZUM1PxbbHhKVEgjSFHT2gvuaKme0rgcbLwbIlDlczJXo2Z8EQ2bG1Z0FXcDsUz6SpPLUnGmuGOSGdghA0Hlj1ITw0p0lMsYmoiXOveuW9vJLnsxlLO+AVi+qCmgQFG5TIUr6YnSLWPFAHExWm0CIGsLB0tFEy7Yp8WsR4AiwAZClvVK2sjsUUpFzk1Gl3Z3U0pp0kQhmdyC1syUZSkz/eCf/WB4evbprz7uhpETwFkmJabJ7NzGe7ubnoxeuX1b4vPLyzEj+FoCCKWZ85ytEc5dXlxY63ylzk9O0drJ5eXDBw+MybY2N2azWZIba0yWZacnJ512FAVensxGl8PZbCp1P57O2LnA8ws5BOdcEAQKUAjRabdnFwOtfQEgpdRKhWEgBCodKl+jQCnQU2KUzmzs7t27Z/JsMh1JxL/56x//t//uv7t548A8O/zTP/mT8ejdu3fu/PLTp1rrf/kv/+D//F/+Z3M+JEKBqhN1fM/3la8Fz0wqgE0aXw7PgyAQAq2j3Fh0jtgqAWTzp4/ub290ldboAMhak0kpPS+4HM9+9NOfv9+/vb29RUTE7vT02DEfHT49iLytXifOpodPHx683il6O5Mkeeedd8bjyyiKjDFKaWdNv99Pkngyni2bpxc2KtUeW7ZUSlkSxeZd0I02ZoalV2oTI2hYo4pyc5elgS0XC3FZtVHKYwZPayFEt9v75je/3Wq1iPjWrVthGLRa0cH+wWBwmmWpLbbvwk+F0QEgkmBkJgRaIWFRvVEWjVFlM0UJm5cWU7WJH1baLbWCS23bsIAH+p7vC5NTkiRJkmitPc9Lk+RyOBxfjjytbZbfvnmj3Qo8DUoDs/3hD3/8nW9/79u/+1/M4sk0iz1BzuQIrJUUQoRhyEyz6cTZ/NnjhyadTIZnO71+x/d/8dGvNjrdNE3SWWxYsNKbGxsb23utsI2OlJJhGJIzotCxFBjHcZqmUsogCLrdrgR4/6vv3r55QC6/ODvptEN/o3VxSi7PQessM3/91z9LM5M5l+S5IY4zZBRSa4ECwYAzZFxmY61kmiRnZ6c3b904Ozu9/crBydHo00/vbWz2TTZTEhEhCIJpPMvyzJjc973cZBsbG77vzWaTo+NDTyKwE8j3H3w2mcb//r//H165czfP8x//8Ed723tSSt8LZ9ZKlkfPnl+cnPoSJQhyJkmTNE0yx46tI5ulsR/1CvFMIhZSJ0mCAPF0Mjg+z7NECs+Ry52JDVnjUMrdzc0f/OCfn16cIbuHn98P/WhnZ0cA+L5H1gR+kEyGzjkJZf99AcxUJiOF0zEwsTEZCMVAWZbNZlOUQZE6JrMZM0dByADOWi2k73nAHNucmbPMOJdMZ0kUBge7+wLsp7/+OE9n7339a5PpeRgo5/hyOCUhwsDXSuaZFYA2y56enh4ePnceoCXleWxdlltmJ6WUiBJRCPaUyCxkJmcGZJmbLM+tEhoRfU9JRCQgmqum/YPP+nieMIiKlXc9q5BXSvQvU4tdehNaKZdiZWJT76y1sduCDejiK6syHvWeSsxrwYSaAlr8b7sqyfcSGp7LRbuXYLm+FGD1or+6vtJW3WR8SXpqHTytPkFclyfDgqQerWWbLPzKLwoWXy5dfwmJlIVjVkOuq9qu6uuqW4bqJkmsGoDm5rkolsbzurFT7d1YqpCtfcilWD2Unfo1yldyxAUu2UY3r4WZ2dQ0xbL4IYWsaaJiHb90tRHuN7BgqXUUX/JvK3tJ28yNG0EwX6V22EzyS9fyuYrjnDzZZHgiFTG6EA3LRG4QSGBVjQbXpppzeaem1UHTCqKBGq4pmhTl9iYVFhZVdpckOmHRXgIAUDCDaALRXMiXF+a2i/ewvBBsDOkKhRbzigvOKxcLiU/R/lM/mAL0c8yionsWbTgvUHJCKes1uZmjNm6RQFRiDmCiMUWOV9LQBLJ1VBYeq6LeqgXOMrCwRmJ1DsKX3YBMywvIyt60lLPVPcSwKAUMlbsaX9Wze7UqzPrJSAt2NFjPCyi5ymKxoxoBlEDP09bTvV73xt7uwcHB48Mngp1EFkDWmYvBRbvd+YN//a8vTs6GJ2e9dsRkfC90zgBRt93a3Oj2eu3+uBN60rFA0g7YU0oI6IZhFIST2XQ8GPhKkTFPH37xwbsfPvr8QdSSABzH8dlgeHJy2uv2sjwdnjOwBWeUAE8qJWXBv5VStttticI5h8Ta9xAxiZNerxdFURZTKwy1lgDsHCmtyOZKKimx3W6dn002NnpPHn7RkhDH8Wa3ZYz5+c9/ur29PYrj2dHJD//iL9/66gdvvfXOZ5/d/6ff/51XXn392fScWeS5VVILFp7yrMl9LVBLIaAVBMr3UIBSSkLR/4o2TQJ054dPt9uvmTyJE7PR2zZ59vDhw4Mbt7L3s2Q2ns1m21tRFIUbG32TJRdnJ0x2Oh4C5dv9ricZ2fV6Pa31w4cPPU9nWRaGYdE1ZIwhokKkpDadWhL4KX61xhSkx7ojenVXZViP9TU8WqlW2kVkqrwv0UkJQEVLrXMIQiklhfa0t7u7W3iLtlpeliWtVnTjxsHDR59Za5hc2YhfiLgwAVXFcbqS4Vkx1RkX1VyWloKi1A5Qml4U+FvNlK4Ps85lWaKkLz1PW7+QgmxHra2NTa1U4Pmbvf4H737l5OjTx/FZvxPG0/H9T+/9j7/z+xJYseuF6uGTh6HNBYLv+54f7u7u5lm2tbmRp8nh00ftUCPloVTo3C9++jMtZJpkvV4vNRT4QStq9dodtmxS4/teEGw7m4tqH2m3W0mWnjw76m1uh0GghfjgvffOTo96nX0i41xuUfq+DrutQAdPnj615CxD7lyWu9yhQ1/7vlKGyLg8QzCe9Ci3TCSVSJJ4cHFhrQHme/c+6fd749Gg3Y7CwHfOSolEZJxjpjAKAUWn0+l2uycnJ8Ph4MZu3/e98XR2eno8naX3P/10f+9GGIZvv/22zfIf/tVffOMb3+j5rXwy+as//6vDp09C7Xsa21E0i2dBFLk0z4mdzSVip9Oa5URElsiR830fmY6ODs9HcbfbTxNL7IxzmXE5AEoVRq2tra2f//xnLT8UTK/euTsaTSejUb/f11KcHD5bv1oWDiCNSqsxFiR6QgghHFmCXEpp83Q6HfueR54GAJOzQBYSUXDg6zRNpWLnMt+Tr73+SicMHj16+OjBp9//zrfeeuPNv/ir53lGvd5GFPYvh7M8t+SKGafG49Hx8VGSJNaBZBTWlo6xQhDZLMuIKPR9Z2wcT3LIBapAh4YcOTeNkzBsdVtRQf7/+0jO/n/Q8ISrQsFVb7qVpq+XaXtbhnSI16B9lfoTNTzEGsorcziuykN4PRBxHYq1mDxIwLnTDMDaHEG86J4QrMrKvOBP1n7JFU345Zu/7m3rSnBBybD0YjJtIwEGAF6Vl0ZeQ4as/5aoakCpnhoiwrxgwJVh8zLahy8KH5ffExbasmpX55WrwatirGa8voj1wWKjRVVuqghc1MB+i+8KxbzjC8qAck5fRARmYmomRdfZteH8hiCCkKUuKCyGlLUERR1qFr0fxTZZkEbqLKh5vZXkaOOhYENTB3mdqPgLsr46jZlba1bcznmKwI3kttTRxUV7RawZHcXrYh1jsMZCy8R7cRLWGdSqxOsi7RNXBfGqlBwZ65h7YUA2FURWp0CtFApXdJkWjX8NXZllA4krlllcbGVs1iB4TotaB7vhurMVpeolX8PwLM36Sr77vKxXIMOCuMm8v6aSgqKIiMrUr+gmYqaysU2WSY0Qao5jMDFw4QMkBAAIIls0AZY4AF3pLnNd5UIUs6rO9iujhnoBWb9lzOfakkjSavXk+jpaU16o7rmFRgfgCgsXuKaXc9WCXHIluML65vlqMQSklJfDgQYaj8eCSCEKLMmfnu+dnp299+Y7f/AHf/CH//H/SsZTTwpmq6QIAy2RtcCf//SvAaWS0pM+cw7GUG7a/Z5JsyTPpFAahUmSbqt7fnomgEeDwdc++E6/3x8MLzc2thywEMIYg+Q0chrPZrOxYGamnZ3tTrt9enHmaRX4XuT7xS01eZakMpKeRCGLJkkAKYRA4Qd+ZoxQ0lpD5KIw0lr7vt+NvO995zs//5sfA/DHH3/8u//sn+fMg9Hk5sHW6dHx7Td+Syk9Gk3eevPtp7/8SZrk00lsDeepccYpWaoLAnMY+ZY4yzJfCaUkszDGCDJCODDZzb2dn/7i579++Pwu+PuqE3TzIAz3btxMZxudTkcp8KNQCqGUKsQ5L05Pd3e2OPIlcJ6lxfKbpulkMu51277vR1HkeZ6S4vLysqhM1eXrQquwjnOK7cNaw0QCyy53ZsYCoC9KQ4UzCy6xZqBsoKvHESOwA4FcGocRQ/HBzMyiiK8dCSmAUCmplc7TTGtfKYWAntJZkrfb7cJEsdjB5sKhdf9zA7K76jsCMxDw/L/6X7W6lLlTnmfMLGVU70pNB9qDg4Ojo2Nny3fu9XrGmDiJmXk6mXieh46yJO60AomZ2ug+/OKBzbJO1NKAyeRyasav3d6dnp57nuecm0wmWZZdDgc3b96cTieD8/PPz5/vbXa/9e5vXw6H0jkgV9gsIoo8y6aj6Y0DHXieAFBK+YEWEHhKJcnMWtfv99M8l1J6nrezuzMd5acnJ1Hk37//6enJMSKnWex5qtVq9Tv9Lz7/IstMnGQGyDg2SA5ISq01KCEtskbwJUIYpmkMgCcnx3mevfX226enJ8+ePvE93QpCr9v2tYTUKqUQwfMUSBn4wdbOjh/oIPQLjrHEnNmws52olWXmwYMH3/3e78RxfGNv/+zs7OHDhw8ffP7hb33r5v727Ru3pufHNp0c7O5mSTIajVJHkyRJz8hLYw85z7I4MZubm0pKLwx39/Ym49FklviezpLEMCIqlgI1eEKD1Ep79+7dy9Ls9dfuxJNp0T+slNJa9zrtk8NnpcdPNYqIyBVDGwGrcF1KKaksBColJQprLDjK89wY42uvWP2MMUIIT2sgJjJaizjLwsh77bW7G93uYHB+fnKczOIoCMm4wfnlYDyIwu67775/75P7x8dnzma+71trJ5OJc8bzlWFrjBHOeUJKKbCgudqMbK61DDzfUAI5CZSFfFe/u/HKK3eiIJRC9Ho9YGaHL2VE9g+T4flC0wVekwf+BqDBdW/yss0YfKU33ZK/03XoWZXU1VnfutjoRZkw8N9NLx2uQ46uo8o2L6cMz7TWzQOa8hXLKR1e+ezw6i6X0luzvrE4x20WuuDmqpcrG9aVV9MsfNeeY7Borc6rAxJ44STn1oVV3OycvSbrAwApBAhVWMwSETKyc0vnu9oxVSdaFdzEtdz8VSS04hahmJNjhSi9xUvMgebkzCbbsJEBru8om7d7MQNC7S5IxQtUwVYCmPglsb5rpnOt6Hj9clLPrEUxjGVM74Vg7FqC36pDwxKYWaeptbhu2ZNZy53jEsOTl2DtIrWub2ydfdU3fG3WV3dpFsortfpL47bTWlx0TmWnhtY/QuMT5/fBkl0uEgE2GBwosLR3niv9NuDHRnZdiQSWvpSSKpyLm4HY9eMBkIlqZEpK6RwVgulClsYPFQpaqK1qZuecYybnuAbPi+FdSITWohfXNEkuF86kaNanCsLz4gKyivXVg5lXmw+WFLDK4YHAVw/Xmlq6Nl1cGM8rJHBRUrJreZ6FdRMBhEBPa9lqWWvTNBVC9Lodz5HVHiWJy42nVdTqPHt++P77HyaT6R//338IxCbPI19GYaSk0EoKgE6no3UUBC0Hihk+/+zj4cVgOpkW2v2pob3t7fPhuN/tfPLrT7a3d7Ms29/f39rcfPb8UAfh/0fdezVZll1nYnttc9w916bPysos29UWABsEQIAMEsRMjGL0qBm+8VH/YEZ/QSETUoR+gV6oCD2MRCMypJDEkQJDM7Bt0dXV5dNn3pvXHX+2WXrY9548eTOzqkACCiIfuquyrjl2n7XW54wxruuqPKUMGKccKIK28DKjVDCu0ZRlaa38lFJaqiAI8jSzwI5SigLzHDdJItd37MHPsixNYj9YBoBOpyOTyR/90R8d7r5IkzgviyAI/ot/82//x//pT8b9499aXr397m+1lnf6/bP33v/g0x+ummk/z3KjTRAEGxubjz5Ni1IT7vjNThiGWmvOmTG6KKSgxHXdLB6Dg9F05Htic23t2WE/9IPj42O3taq0abU76+vrrNvBfKS1Hg6HO1ojoQB4dHy82r51dHy83NzY6fUo8xqNRqfTOTo6lEr5vu84TppEnNHj46MwbDBOrwhBBTwHO4xGbWAOkRFy7qhXS8m8GgOs/XfOoKY2w4XOLJrpbI2iAKQ2K3RdV0oZhi2bjRGGjSxLPdcTQszXNJyPKggiMABESpAgvdoErvbUM/NwyyofqyJ4zn9jEBGlLM81Q7B4m6RZSikVnqPU+ZK7vLwcBr7v+YeH+wSJ4Mx3fIdzp9v4qz/73x0hGp5nEAF1Fk0ePNiZHB4DEtdxfe42m21HcI+TT3/yN0h0//T09tYaI/Do0aM8y85G42Zv2XBBkGaFmkwmFAC1mU6nnHPHcRjQhu/Y6HMp5cnJCWNMCHF6clokptPp/PhHf/PgrTvr6+tn/QOtmADKOW80GmVZ9vt9IQLfccF1CsojSTgXANYTC9EYVWZ5Gq2urY0mk0dffvnt3/nO6urK559/mmepUeUHH3yQJtNoOtKmlEZrrZSheVEuryz1lpZevnz51r0HR0dHAOB53tlpXxniOE6SJForz3MRYTAYPHz4kDE+GJwkURoF8crSykvPH0bDdrt9eHRwfHzMfF8aomkJSgqtlVKucDqdThzHg8MXtzZXgyAgMHSEAASpDFLQ1tAENUEoSxlFSeB5RumyKKM0p8zpdruu6/q+H/iBTbshQFCVRpWISBwO1ksLjR1saaWAguV5SimZgwDUkqitp5r1W1OzfHa7mptut1Oo4v79uz/4wQ+ODg6+fPj54eEhaOX7fpblk/E0bLYdxx2Pp+vrm9NJppRmjMVxHEVRKcuiKKSguiy5QuFQG1w5PBuWZWmMkco4HDhjnDNjUMrCGNput3d2dgLXS9MUEZVUriv+qWJ9oOcG2faRQy0TmypCjWZGgkkp469vTODSoPcf0t1cOz+2vnPlbNUg1YDbPp5nNZDljy+MmqAmjgZK5v6Hr+a4XiiMCDGI/wCcDq4pec9PIb6B0ym5ZElKYKGvuKpuuCD6S8usFfrPn37pcOx1m91W03G8LFVZgWgoEiYRhRCcc2Un8YJqoymllLOKSEaQze0rtYV0ZiEHlWkHYed9DM4K5lphCwShRDOrd6sRNZnF3M13wVxRUS0gdfCaAzufkNdhJmMj9eZsTcMIq8h+FwYEM0sfNAYJKiuSszcGtSV7pagAKNHYxJ4Z+oRIKTVSnfs0Gs0pIRSBnZusLEBDFOnlprH+YqAX0vCAgF0rCRAKM1tUUXMcBFtsUUqIRqLlwA5hAAAgAElEQVTte5idMM8SKGhRFhQpIRTRgKFgDBAK1LxmIIJkwXXcoQIRUdtHP2hNclBIEa0lhdE2MpMQgsbKUwwAcBCXZiRYXd6v5hdUTS+d+aaSRfs7nJEnmQMz/iet+nsklNrZkH1mMEZt6sB521xFOMxHJBXwaLRGRJtrZfmlVQhJtX3UuhfULmBLHSGEKCUv0qEB8RyWI+ZiM2nOI0Nmv5g1TzaR2yCaeZQGVgsXp7w6U4CE2sw9NPYCZIRyIGw2OZ03NHR2lKresNSULDrTzPipc73dTAJ63gxTWGBwcdQzQxeYnyACBLgBgwhaAXAkulS6rE6xEIIg2kEJIQTBcOaVZSmNZIwxEABGK22N66vNmxl4IqJGRq+IJtXqHACvbeH5o6oCYCsMFg1BJMYQrWcoK6OqSkO2tV2WZdU6P4cO6Xzdt471ZgZOG00IYYRwPjMvZWzW58//cEEjitROI+aHmVlTVZyjtWr+HbRi6oZhc9hPKTAARgk7Usr1As/zG3nJjNZRsrS0/nL/UHB+6913nY8/zh6Ne90AZH89pL5MmoaveMzxOn6rGaz3TpIzygg98LM8G0VJVkgnaBRSO75prm9i2GTtENq+Inx5ZZNShwKoPFWqCAPf9VmWJ4QpN3RKmUtaKi4n2dDxKVMOI2gIgEHfD4JOgAhZcoB6Qozx/AARFaDTaEhtOp1OlmWcEpdRN9W66WCzUQTOkcPC9WXyfNIL/ZcPH/I/buHSRv/FvhRpb3AwPtmjSN7d/N3v/eAP/vLP/+LFVN7hnirT7a5HTVGkqaGMrq5srK0dnJxKTSgByn1pinEuA9nu8E40Gv3tR18urXfjMmU6O3n0ZKu96t/YCldWJAMYP46NE6y9NTmLaIk7y14pZNQU7eXe0ehltveF8/7X0kx6jVurN9aPBieGUo2GEBO4wmHIVdoAUTlzWtzbetvWpwPCc40xmhJJZj7MpVL19d8KoBae+1e5edvHsCEUgBg8F+AbSz0wjCDVGiVziNSF4wmNJRPEF47G0vE5iyka02g0plPp+34cTQlBak1I57NiQ3WF6Rs0hBAzV/rNBppzz/dXmKJTAKlUIwhm69j8mJDaEmniwgcnK6TjeJTSsB3u7e1tbq7tvnzR8IXHgbULTxkSK4zzvCyzyWR1ZbXRFbunp1KlDIGWYJTShiiALM87rYBDiumhjPYOXnwZJWPj+GfPf3Ly9GdCFx5vJBnNqNbMZEUaF8loOC4T3eRtrlXSn8okylyKRjWC8NnP/uPo9Exzv719FzQRrMiSfh5P3nnrQXQ2fHTyaLXX9YXYXlsp8jQdnnlEpypuBJ0iluA6mOtOM3zxcjctR+AIrbghAvR0PJwwSj0m3tq541Gajqcyl2EY/vzjX3zwwfuOosP+U6BcMI9TnsRqY+WGMnpzbbPTbO7vPmegiqxEjQRpkee+41GgzWZTa/3JJx8l6WTr5uZ43PeC6elg+PTp09N42l29eTLRgyk2vBUli8BIYeRau2lUduO9dyfAgm770ExXtjpap1TKntORU8WwgXQfAD3hZtE0bIZxLsOghYTduvd2liSFSabJsNkMgpAn8bjVdEqVcpfPZtyOkxvpCYfYqgwNEtB2eUe0IyoGQhhwhSuVtkNJIQR3BAJRSiMhlFJltCHogDvsj1wmwmbb97p5fjY6E1Iu+T6LC0xVqkEKTrVS0WSysX5zc2NjOBzFcRxNR1LGssw4IyR3mREGTS6xUCYgVCclK4zQNMly8ChQz0hlVcrUoZPp6MnTR1EUffe73xWeI4l2+D/Zru+XROR+rV/05nEIC4KcGucHapAIXObP/LI7fh3G+Not/bUet1/2wz3HYQBFmp5FZ6M+czhrhq1Od7kRdEBwxgQKXpZSqlwIwRjXaLgjtNZaSiTIKCVAtbzQR+HMFcyKIa8k1l7tLbYIRVwjF3zVSXkN2HntGy9eM9eyxaptw6um8lD/nHq5b8XytX2k8zKtTj6sC4eql5FZzvuMF1rJTCvca2GXK/P9GdsGCbLzKv11oB0iMVDZvJ17CsDluuEN7QcvRN6dH23y5nfiAiry5vmWdQOYOpZS3yk66/ygLEs7E7B5FYio6/3eNVt4eRfq3ftlW5E3pP9V7gWzy0DwOW1qVjCde/bPSa0Vq9a6Ylxb55HKKWk2nmcELE0FgFja8HUepLUPsf6/dQU1mV2q52rG+vhr4Rji5RV75ho/34uFmNc0Tau7w/7Y2ao9hlJKi5EuRPbV6936bfWKE1oPkKyTNusyqrr4isyIXudAblmWix97Lpn8VZI7FnehttLCPPW0LEsgxLKQGo3G8vLy/osv7WzOQmqIGEWR/acwbH7/D/7g7wbjNB+3GkGhScCctFRIuTYGUedZ5jtulEWddns8mWJeEjCAmlHqOqIZhp12izKYTiZnjaFGs72zPRoNxuMh57wsS0cwrVSWpHZx0VoLIXq93mQ8LYqy2+0+ffoMgDaCMMuyRiPsdruNRiNNU0qpvbDn6R3nT16v4UOzKTohSWjDa7737gc/fvFSCPdsMPjopz/6/d/9TgfUk8dP9vd3O612r9MZnfXv3797+/YOIkbRpNfrTCYj++0gHERMstTzvF6ve3J0mKeSEUUBucZpaUggJea91c76jdVpNClkoZQCYK7jt9qteDgBdIRwHNdljGk0SCBstseTqVKKcT4aj1aWbk3G43aruba6ikY3vPXjwwOtNXOEQYyiiFJq+70rzYHt9VnlgtiTeKVa/rpVZdHnufpwmLOyztcrK2QAY4w2yqC+fB0iotbS3v2MUjV3fkZjzaCwPl+dPbauWEWuQAIXnsi2v604EZddjqMo8vwGF9x1XUoTxliv15tOpycnRy5nYRgOjo8aApQsk/F4OjjT2qysrIRh2P/8kSGk1+m4XAgh2p2WMXp5qTccnPzZn/6vay3RDMM7d+7cvX9vc3Nz7/nHo2iikEqNmgvXDVJV+L746KMfv//2u91eGEVDqTUi+I1GPBmhVpQKBSzJ8/Zyd+PGpvAa0Tgdj4YPH37x3/zX/9XOza3V5e54OEwZ3LqxxhhL85QQI6WJoijPc8FcjWg9dTjnSqPWutVqMRNYFLEoCgsSEkK63U673W42m+vr69Op33/2FTGEMZZLtbS09OGHH07j6ODgIAiCdrv9XEqKqixLQxghxHGc27dvtdvtjz/+mAK5e/fuxz//eVmWaIy9xrqdzmQ4ieNYKymlRKMpBcdxGkH4zlvfSEVw68bW8aDfDl01OpCycIUJm3Q4KbRGz/WncaYpeq4bRRFh3PMczmi71UyTqCgzrZTjOHmWFkVRFIVScnV1lSiVRhMtc0cI+1CGChW2Ka+MAaFCgDWSKcvCEGqfAsqOQmrqUDsBpEgYZUqrr756IhU7OOhH01gIB40uC1UUJSLmeR5FkesEnue1Ws0nT55mWWZle8YYY1BpabRRWgGBoiikLBmnJtOIdlSHjuM0m037Fvts2t/fL8vys88+e++999rttjFI6G9aSvss3pO8Ge8L/lFtyZXl/uXnN8cL5IH699m5siGo8VrB3kI5ct0PBVIPc7uyknhtMXwuEHqF9IW8CQ/2tXF8V+/phWm3LEXgBoFHtCc4RVXG0+Fo0DfIfb/RW17trW8EnkfAm0wmhSFBMzRGcco4Y8bMsD5K+QxcnE8ZZ4s7mFmDco2lyhVKdHw9n/Cyx/ornnlvfr0t1IuXgxBqKEC9G7EIgFlgZNHqLJBz2eEs8dp6cFrb5ZlZi6Vj0bqW3YI8dWUgqZxdYJ6ofpl2C+aCuQvByrvl2kNUIRJzk0AwBO3EmCAhhlyfQ11TSC0q7hacLS7cLxRR1woMRgjOXVWuugdrRinkDQSGM4kgwAynqt0Ls5avwgAZY7MsNEIsWnUO7kHd9OgKouyiQT9i1XhUH1LvIuofdf3MCK1vQTUOoJRqNEBA63q09znH0krrqrzyOVDJLqnp4Bzrm6HWhNIqt8serirCEReSxOfVYZ12X79riNUXVcfooufqnGqA5133wjGpqnm7/fqaEcPsX2cMOqgAvQrcq0i2r1UfEHJhf69MMZ3VCvNzcaWxfp1tW0U1XiJlvIkF7uu2llArjZ150JgLAwUKc63v7G6lgCYIQ0KI4LwR+Eqp6XTKGOt1u+1OL0rSLMscIYQQBnS/3zcG37p/f/fu/Y8++vuw01CUJxICzTSQQX/Q2/BllgbdkHgBtlqO4zCWgwIpJVLhCBE2As/hZZ75fkA5zfIsaDbCZvPHP/l7CuAKDsQYJQlqwTljjIUdQZkqymajIYsyiaadZlMpMxkNe72eLPJm4FlahK37rZOHZRVWLGjuCTcIRBCCEEVmtGajcSw6jDX4D//9//Wf/9t/8+Bf/Wd/8id/8vjxY4+zYH0tz9OG54bNxtnJab9/oqSUqlheXtbAtaF5nhtjwrCxvr42Hg48x3cZolLCSYaTk9t3bobLDeLRTGYvf/HzVrhFiDk9HUgRfn3rDilOcwl+o8GZs7S60ms6eanH0ww1pkleqKPg6OB73/jecDQui2JzY304HHJKiqKoniZGkxnBVWtSkwRfluBWN4XNr7s8jL6ugqotWfPFx2hCGTEaqaW4owGGyGza50yHYHCO+cMcyDNC8Jk+1xg0hgABg0i0vTxxXumcTyLwYjGIV1RLlxG/eoyQnRSQi6rpKlA3yxON1HF8LhhjzPPd8Xi8urp6Y2ujf3Kq8/Tzz748fPKwFwY6l5RQTsV4PM2zrBE2HSGyOJJlyTlrBEEST1Gp1eWltbZz8Ozs6bPHb91/+xvf+MaAR88Oj4b7QxDEC4R2MHQ5YRDHcV5O82IqPMgKxYBQpMg4EyJodVbXNyQ4SWm0Ib4Qk/FZlmUry100qhV6j754OBoONtdWWu3w//4//66UEjjjSJUxruty12l7Xq/Xs5c9qtlal+e5vSO01gZVkiS+766vrwshGINmM1RKKqWEw+1ytLS05Hne2WhYluV4PFZK9ft9Djr0Au66B8enSuH3vvvdo6OjNE421teajTBLE991tNZKl0DIUq87HY85A0OBAiIQR3Df9xl3BqeTrfubo8NTn5L0uM/LOMunaGLX5cLPtCkHY9nuLvVHEwpcq4xSJot8aakbReMgcLa3b5yeHDebYRxN55QWk8SxUqXWqigKlwsppRDzTMtZ+hPROJOfVO8CSjlnnFJCkHMmBKcUCKLl/VEKxoDWRGuzt7d/cjpN4jLLCs4FQQRgWVZKqQtaZFmmlBqNz549e3F21pdSaq3M+QOWaqOlLBGxlKXWSkmJaBxHNMKAcS64IAhpmsZxnOe51rosS875kydPxuPxzZs3f+UGnr/mrg9rVi7kH5LKcNWPee0T8dJCdokGQOve5XC5lYJ5dz1fbZBekIEBoiWavXJLLrYwiFeYt2j1ug8hl+Pif1VSv2v7n+uaHw6EATJEqg0QTYzilDoeNwhGp2cnu2eTfrPZXFlZbTYCYwhiySlTWipj0MwdOOarO6Mw87ekFSt4buNxuXNb9O2oMtCRUvpL7en1MNGb9nuvgHSu1t3B4sW5iPVVIeA4UzIRRKAU5pgbBQpE19/EGKts/y6hIqQWuVHrlgEveenUjykSsEseMaaixV6BGtiGTRuDpuZ+RBBmbtq6KjGvZXiSV71gno0OOM+4t0zGc7+MKiEAr0Zia3zgN8UYq5r+QsLhRclcTaM1ayoWDv6rIU28qmqpf8iCQOsqDsIi4Lyg2TPGyCoycBaxVSnaYe4nRKt+6fUi51mzOKNk0nOSMCwgewt/vdD1XXN3VNrNK7dhtmvz1JDFGLE6OHjxwC44Ay0gonYQXlWEl0ngtn+73AnX15kqNqMO2NrPrxfN5JLjqOC8qtQtO27xmvlVhaLCq6ZgM3WgzXcgs2gWY2Y+fnEcL3c62ztbzx9/enBwkGZ5kWXC9VzXDRq+kGZwNgYC9+7f/0//1b9WnL58+tGk4Ej53ZWt4dn0+PkTCELHBEhVs9UoHKfhe7IsldKlkmEY9jqtXqdF0cSTUeAKqct2tzWdjG/dvXXj0Y08icuicLizsrnhu+5kPEqSBBm3hytJkjiOXdeNphEhIIRrjeYRle3wi6Kw7ZCt763jJaU0SZKNTXdpdWmSl5NR3F5ZAeLmhRpNp1u95uGLrx59+uMH9792e3urTJPxeHx0uIeq3Fpfi6aj0fjs650PTo6OsixOs3w4iajwmBdEUdSkrNlqJkmsC1oyRFm6ILvrXe27k7Jc37m1sbP98vnx0hJvhJ7fbPquF7ieWF4/PDnzAp8LwVzHb7byEpvNpaVeWGhSKhX4bhJFlODe7su1tbVOuzU8G0gpgyCIpyOjNQpKKdQ6PdTaXqI4B+gt+VxDLWN9PiGBy9Gd57D+DNufpQTBuSORHbUYREKJQmAIQAGMUUpqwblRSitltLT+JfNuDgmgI7gQwnp3aq2MDVInSNDysI0Vh1ekgPkfFmA+rFt4XoL6ZlpGQurOVca61VYdov1XIQQgFYIjolRls9kMggCNbLVag9PTzU54QlTbdzeWe7/47CEA/eD9rympVpdWgkYAYFzBKaVZmuVZWpYyyxJKzGR0lmfxxura9va20Rr8pt9ZDlM6PByWZSaEr0yZpqkxxPN40HCFy27dvR9PRmf9I+4FDCCXOleGUM4EdrvdKM2zLHEc4bqMU2FMKRxSFkm3e/fzzz999uKp1kqWskSGhFHH04jbO9vtdhuQGKUs6yfPssBx7IUxODsdj8dLSz3O+draGqLudDoAMBwOG42G6wVn4wkhOBwO+/2+TY8YDoeMseXl5Y2VpaPDvWaz+fbbbx8cHnc6neOjAynzG5trnBJAMxyelXmeJclkNDwr1cnRkSMEamW09BzuOh6nhHNn+/a9brdXFOVSr/P//vhvW65sNygCEk4kzQeTaSO8mxeKMiHzcmmpd/f+W5sbK7pMw2aTAJNl7geuMSbPMilLo3WWZqOzsyyJOTGcc0bBEWIekEwoozPVgNalVAYtr54LzjWhnDFHCNd1HSE454xSYlPEECmAQQBgAJwzJ8sKrRGAoSYAFA0Zno2U1IqZoiiiKFLKnJyclGVhFxzrIVzNYuzTAQjhnFsditZapkppVRaSILFAn302CSEsezYMQ8bgNyq5YaGoAgpv1PXB/w9YHzkvpM5bsoulPKHkQqafqZXRllJ0RfzgwhedIwaAiIRewZjH10VTIMHXesDAG52CKzcVazlXi3F2V/WxhhrDgXhC+C4nRsoyK8vCEUJ4LjCmGE2i4Xh40mq1e70lzw+9RoMzRghV0kitjLH1/CzSYK7qsdtDEdFQgEuNPaV1ZBXr0FAtaOi81L3AULsG4rPqzNdOLfCa2r3WWlzgs1VdUOWPYmruKTj/DRpT+fvZEtHyuoACmJmylM3TwzklbOZaATU2GszLtYoauvjDzkMbKt7jxX2p9Qy2dEcLoYB5lZ3gLJ4eEQ2ljAtKkBJikFNjCKVUEX0tY7C6vxbQP0qMqdm4gaHAjEFKicWEySzAEAmh5/WKeVVvX3coeSUmb2ahfLbTm93YhjJGgFgdlN0qGzFk1wozn+bNUHRYrO+vGwfUO4HLLd/C269MFl1oRerQVvXx81bWjt4u3DKs9kXX2cbU+msLmeJ5QQhAGQM2h3dnwaS1/uc8ZstUc6rqLNfKNQS4wBS71PTOjDHn04dZHqD9BlsYUnrFCKwC3Kq7tZRl5elS3b91GedFr5SrGQR1dL1C8yoWWd1Os6rF7R/qoF+927xy4IhXZ7bAq4kbr8X6zr0aK+nvjDQASChBAtRQSikBQI1GBw1vdXml4flU8K0bN7Q2w+G4LItOq3U2nORFGsfxzs72B9/81iRP/9v/8u/HUbS21PRfnvq+n0r5/PnT2/fvMYaaO43A67abWmultZB6Y3X5xuba+uZGs9WJokSXuTLSdUWj4QOQ3/297z376nE0HTuMba6tNRuNJI7Konh03G80Gq1Wy9pT9XrdJIkdxxFCpEmOaLIsUao0RklZUEoRtY1jLku7ztE8Tw9ODoKllVarF03z0Gs4wouSjKKcToYrN9eef/HpO/fev7Nz85Of//Ssfxx6juy0lComo7M4nhR5YlD1BydRHMdpEjYdQJxMJoTRIPCVLCWCKZTRRVTKWJnHg2c7kfrwe2Rl7bbjf0EAURd+IAQHpQxnbhynwuFSltPpNGv6zdbS/uOHgkGz2fzpz3+igp/S1ub9tx5s37gRpwmlNJ5OyrJsBd4gTRnjxhjBuL2X2TyZmmDNnXPmRTA/zRfHbed/PZ/7Vcads7dX0gCcBX6Y2S1rl0lKEOjMRgns+M8oVRZlXsqc0nb96uScUQJoFCICGgpgwNiiita7uGr1W8itrDTSNcn0PMvhnH1KEDll1dALCSFg8zln4X7zOmHGquCcEULsEKHVDgenx77vd7vd4dGj0fF+w2HtsHF6egqEr65vSqnyvCiK3GGm6XHGRVkUk/G43W6N03jv5dOd5Va7Ffqe6/mOUuoswbOERDnkimmjC0wMUXmZvvfu+57rZXkBwINGeHp6DEx4XoMRQMBC49rmZqFwZWUl2ds/OTleW18JG54qsjSeGJl122Hgi48/+RkSjYSkeSapSygKY7RSH3zwgeu6aZoaYxjhkhAwSJldeMHmf9y6tbO3t9tqhWmarq2tSVX6gZdlmdKzMaLlKBayBICyKFbXVt99991uK+yfHhFgd27fu3X77vHREeX8808/RVkKwYFgq+E7nB4fHj5+/ChLMo97YIwsMs4ZcwWjAAQVENEKptFka33t//jL/+14/2j1nbuNdmsYjUs0JGirREZJIVwnCAI3aHz9w2/evH3r2csXWRLdvLk+nIxP+0eO4zKgjIFRSsmCELxx48bh7ss8iQSlSms0ylJvGKOVjTwYApRQBMpmFzwDCkg4557rMsaIno26tVQz4QOnnuuNJpmUOksVGkGBS6MpJZNJZPTUGCIY9xwfkCRRzCjhjGpFpJJaay0NWJk4ojEK0RBA4bAg8JI0zrIkThKlFRrwXJ9SKoRYWVlZWlpyHMcWG0EQvEF03T9Vhif5J/Zjk0znNlDn9g/Vb6pgo/qU/ZJl/2/kvr/JRl632bNaCm3LxBhDwjh1ieM4jPKiKEqlHMYcVyTReDoaCyG8IOz1llfXNoLQL4pSSlkYM7cDQUQw86QvA7aXxn/g9uOvYAff5LsWUJfrdH1XY8jXaf9wnoo2/zRin+Jm7jYE1Po1nHt7EusCApexvuuZsfiKf52Xs7SelXRV4iJWhbp9JQOK1h8fKSGGUgKvHYj8cofa1JI2rH9J5fJqLr+nDnW9uUTqtfGVVZ9mzAznmXd9hBAC/NxJ/0of1OtA43q/UR3qBf+hV3yalPKi7BA0qssz8AtY5cVswzeHyi/joq/ocl/xOVei5VfepFeCtYuw8KUXWBpbZXNqjCmldhzHlnoXDJAudrx166MrN/4VMQ/1k/iKJE+lVD0TxfyanuqvPQsA1BAzE2gZAoQiYUCjaJplWbsRjIejFy9eFEXhU+p5rud5ADCdTIqi6HTaAHT/6PD46Hjr1tub2zsSeJkXQYqPnu3evXPbIBkPh3cRHcpRajGbpnOLkLhCADGCQSv0lSym00iWeZrFBs3R7p6S8vBwvxmG4/E4mU45UGKQccgyqaVK48R3PQYkT7OtzRuc85OTE0ZJmkQuyedTdkIpdRyn3pbbSyLLk68eP9ravisIhEGjGYZUML/hJ2l0071x+PxpOp1Mx6PdF88ppQ5nz589vb19EygKTofDASIyBgSIMUYaXWZ5HE+9RhC4XrPZ6DQDaqTK81TCKFYSHcdfTxLRam1QEI3A44JomZg84Qyp4RRJoxEQIFRQx3XH09gYmqXlynrL992V5W6v2zZaUUqODvaXllayLFNliZ5rjBGuo8uS0XPnzDqwvBC0W58vXEbLr7xWL86YsGb0aghhDOh8hI1AgdosZiCI2hilpJRSzt41W58NITaezdi4F0opKILEEDRvQuB6LW9iged5eVG6sBIClmVRKNNsKgAUQgjBfM93HMf3vaLMVxpOOj5TDOTaSpFnRHSUMa5wCaNaFkCpUVopqVQJBLUsOQWH0Wg6TqdnZ2dnURR9+umnUaQePjncP+gHjVZnuZurNPADPwi+//1/7nrNs1HU6ixlJ1GcZJxxpU1pTDNsrKyura1t7B4clWXueU4j9D3htJuh8R1PsOM93fCFkiUhpCgKITykwDgjwIBRyujm5ibjvCiKmZzEIOdcS21Pd57nWZZkWba01KWU9vv9sNnQWtsgEKUUYyzPyzRN7b3jOI5Ryq6cZ8Mz13UJQJqm733w/mQyHo/HL188f+fBfa2MLHMGWJaF7zprK6tZkAKBIsuF7zucep4jOAMABRodYoz56OOfRNHEGIhyIofq4fPjTMsU9SiRLZKV04k25vv//Af379/95PPPKGdbW+uCMyPLNI0ZZZ7vhI3GhHNKaRD4d7dvFsn0VBYCiCwLTSiSytauWqUNYwyRWuqvQY0zNA8ZA0CjtZwxkK0BtNadIPB8N5mrxAFA2+UaaZqmBBVBEMJtNBp+4E/G06LI7disLpi3vkQVc8qiefPHhHEcp4oRQkQhhFVdTiYTqxhcXl723F99j/br7Prg/DHsMIegrMbb10dR019W0vBaPufl36DNcoc6DakO1BBKCK27sRFigZeKE0UBDF1kGFjGxewFlMJ5cYrkPBn4wlsEg8uD6sWVi/7SMo8rl8kF9GxRakUXXeAul4PG2PsB//LP/2plube1vrK60lta6vqeZ9AwAEagLKVG03RdyQ1ByOPp/nSy9/yp5wfdTsf1/VZ31fpVSm2kVAyoNgaRUMq01pQyvNSS0FkrUomAAGGetowE0QCpuUhbUglddOupc+Hmsjesax4uV8Bz8E11cuMAACAASURBVGnxcVhnf1U3c/XYnUuqAIAYs+hMO9eP0cq0dJarRQhBQ+aMKy44JQCcVb0MZVZ0auwQy/YblghjjNHGOJc8ci1HsmK8XJf/TGoaKkSDaCpcZQ4HXny5QSSaAnE4R0K0maUnUQsdGHO5j6BzJlvtebxwYC0ZCeyibClLjAIDhpTZq24Gqc2kjwTm8N9Cd3QBEUVSTzNfYIHa003Z4imuXEDmq/PsBpp3EVjP1ZjhOVK/eaVS9WkL2cqLl9+llsB6VNR/LisJbYpyRUBdmFNc2VJeFUJTw3XnESrVaENrjcbmdJw742ENR5vNGPBqqGqBBHJlH1XdlbTSo55nRyAFZkcLxmqEyBXZj1UXZ4yhTCwc4Tr0dxl5u0zvvBKms0Ky6jhX/V4dSp2PBmZXoCMEuSjzs52JLREAQBt9FZXj3BLGoFFS267GXg9CiCu6x9lJgBlbBBEoVF4+jM7y1+aBLQSAKF12u50imQLBsixubK7/XBWlpGf9PmrNKPVcEU0nrhdQClqpw8ODveODtMilYUUBPOjlKh1FeaZKx+W7L55/+I0PVVZM86jIczTa99yu56OWnuACzO6zx0fHJ57n7cCDdtj4+KOPlpeWHcZubG6e9QecsyLLqesqpaiGspSTyRSAttvt3d3dGzc2PM/74osvOIckyZTWcRHleaa1QjR5npVlUZZlEARxHIVhmGUpIdhshqvrqw6gUnkWnw3Hx4WOTyfT5U54fLgvhPvFZ5/cu39/+8bGf/zRjxxOd27e/Pjjn/me8/BonxB95+7dzc21b37726eD4cv9I8LdKIlXAIRgWiujZJ5OKUFtushaZZqMxsFHHx29e3d5be0m53QyPW10Oo6LZZlilj5+/FVntVfk0clpQYo0SfI4ystkdHO7u7LUGg6OW2EjjaMyyxilhBil1MbGuioKz2/IsgDGAo/neVLkhSba0qnm1PdzArzRepbYSM/drarA0tlwzC6l8//Wo2js9JvW4tytqAIMQaKBMkBjVMlcrmThuQ1GQclyf+9lp9VijLmuq7Uqivxs0NdKySKnQKTRs9hkAkDBGFuQGYIaL/7UEnFn1PpaQuzcV2bOU67FDhlSNw0mCJQYbQiQdrstuKC8KZXJZRo2g0kcaS3H4/E0Gmd5FkWR73uyP1rpBm/dvffk8VNtUCM2O924lIgwnoyXttc5I0rJwPc54PHB7uDkyMh86+ZGHwqys+077slwnOr1SIbUowaElAKIC8iaYfMXnz3a2FTf/Z3/ZOuG+PnHf7u6upokEQVs+h4anebZT37+U88POKe6zIk2nNP9/b3N1WWHiZWlTrvVTuIkjuNmszOaTIXjo3CkJkrrt96+v7q+xkQgpeSUKW04Y7IotzbXGGOnp6eOw3/4wx9ub9+8d+9elmc3t7cGg8FkMrHpU5TSOI79sJXkZZZl2zvbe3t7doDS6XQGp1mSZsDkv/gX/zLJ0uPT/u7u7traCjE6iuPjw/00jk+Pj4bDPhAdeC4lNHBdoyQD4gpGEU2ZC683iIc6zT75/OM8zl2/6XW3f/HkRUJW+9Eo11IZzlTS7rS/+93v3bl7+9mTh9Fk0GiGR/v7iOb05KTMcuUF49EoieOtrY0yz41Sn332WTQeGS0NpWi0J0RpiDEGKFodCmOMADJGy1IjGqBYliU4DLXxXHep282S1K6llpTJKQMk4/E41A2tFaPsxo01o/ne8wNCSCmLJEnChr+zs9NuNjkTWZLJsiBosjQpyxK1AUJQE6U0cFYUxbxp1EKIMAzd8bgoCkSilCIIShpE9DwvjuOXL18yxvI8t744jFGDhMFvUNdHSF1cZIuBysPgKs4SvEJKMS9Z9D8eXqN40Y9/HhFRCwOeE8BrSg/7mK823hayl2086ub4123hK1hbCyUsvkFK+68GdYTX/yYMwzxN7t59q9leckTw+acPz05PO93W9vbNjY21jY2N3toKb/IojrXWjaBxfHriui53BaW0KNLDg7ExBvHRyupqp9Pp9ZY77WZpdFGUyhCplDbK9x2FbNGn5Hzdv6bFrbNYyDl9/9U7DljTF1lDwtcOEK65vEnN+/HiXwm1ERFYEVdmjMsqYmRh1AFziot9HaMUABgQRmocTyTWWWNOsQMEyi5NTOqD3ou2aNf+aI2CcVtH2tm5uYKBZoCw+T5Q69hGZ7ktgAYMWayPL+vTrqIc4wKcSIjNADTzDpZWUkN7VVgP0npewoLODaiNlafEuishzlPXbFdgV6TL9yBhDGZmOghKlbNlY9YrwqzUN+T88MCv+fa0lN2L44Yr9aX1mdp1rjyXVZSXfhZBVOtfygggGqUUBcrmCMOMWnaxg71yhF9ry2f09asi7CpsAWspmnhes9rcDks8o3O04CoE+7wlo3zhgqw6sWvTLy9atly1d+QVOOeVwGCdCHr5Y2dNIJprliGsotisH311PVz+Invs7T2F8//X0V0Lz8zzfOyQzIAhjnBaYcN1HWM0McZ1XNQ6TZI0S7M0SaJ4Mpl0KPP8xt3bd3Z3d9N0aohuNFsUXEW8rZvrngdJlrZ9Z3B6uvdi9+7te5mZdDptzllZlsJxORcNz5mOzp48fQ4UAncFi3K10/0P//7/uXfv3re/9dsrS73dF8+1UgSxlLIsCq01ccJmELbDFmrFKU2iKJ5OOAXH8UdnfcHYJImn08l0Oo3jqDrCaZpwztM0UUq5rnPzxubXv/b1KEo+++SzF09PP/vFjxo9t0wnhcmSKPYE+Ys/+3d//Md//K1vfr1/chAGDppScH9nZ/MXv/iYMuM5kMSjyWTaXVq+sXP773/y8/2Dg/tvvWVdArSWBA2AESI4O5JLSzcmI9h9MQpA//Y3v/VXf/E/37i1RblxPH4yOEmOTpqu2+s0OdcUsSjy/unAaMjzjCj5/d/71uOTElADqiSZdjvtjfW1yWg4HA4bvlcU6XjYX1pePhv1AQmj1BiDBAmDyjapWo7qPk+IaB2/yExrUBvtnIsBZ4l41U1NatmbOEt210iYZd4bQiilZZH7fqB0SSnLsuTx46/29/a3trY2NjZG4+Hu7ovxaDjon9jRHqNUw2wbLAnV2DgWAhdyLa2UproZL1A9sXqgVRFclVDHEmSwpt7RSlspb5akvRs3CsWFQzNZrq6ujiaTIAhWVpZardbB/q6UBSIevPjSyCQMnH7/pJBlb70LnGdpCZzduXun0xDDYZ9z5gjhe670vTwQRCuH0Zs3Ns5GQ0IwTZP9WCYqoK5LGdOGeC4dnZ1GEdndPfzXf3TH99vtDvnwt77RCLyl3tLB/m5RFIcHe1IpQlBwmkSjPJ20Wq3hYHSwvy+T6O7OlsyLD7773p/+6Z+hAWWwkNr1GqVRCLRU0vO8m9vbZ8MoDMOTk75WhlHOgU6nk6WlJc9zAch4PKQUCKDveycnJ3t7L9fX17/5zQ//8tGXzWbTORtay58gCG7dujWZTCghli+qlM7y4sHbt9vt9v7hgZbyxbOnq6srf/s3PwTUeRJpWbx8/ixJEqOQM84op0jQaO4wrUrusOXllZW15XY3/Juf/jjJp0HQijN8cjI+k25uqHK4yVOts3aX/+Cfff/u3bsvX74YDQcCSDydaJmXWX56MqCUt5utPE9lWXidli4LRDM4PVZlIag1vSNACae8LAuttSEaKAGgSiprxWEhB8aZIoZSFvg+EBQOg9KGRYNwXEtzBcHyPKOMer6zsbk+6E8ogzhKPY/ev39vc6Ox3OsWSd4fnMbRtCwLWeZoUeBSIoJRBoBqLSulA2PU911jlNIl4wCUZXmOBtBQ3/fX1tbKspxMJlJKxlij0eCcz2vG36iur04owBpr67LfVK14f+UHXvb6eL0P5mXlB31F+XW+xNS2pm5Ob+Zl5gJwt1BLwdwe8DLB6bzlw+ubLZgva687yOaNvFFfa7Dx+ko0yTI06Ap28+aOx9nv/Pa3z/onn33y0cMvvvriF48cx3nva+9vbm5ubm4oqYts2mm2iiKjRlMGvueEDR8AJ+N0eHo8OD4MGmFnaXl1da3V7ik0pQRUKommftjFmqf7DE6prfswVwi9oth+LWHvyn+9fExee2gvRzwv2I1Wj9jzJh+vNbStfm+f1WyOOM1Dv6/w9CevcyU97wcIvra7qLwZ65Knq25SQ3DG5WQA2rZDSBAQGGHGQql0kbtYZXPDFe37YigFzvh7QACJWai353zYynLmik69YszOeLOkcsqpeAVX8AOvU9BV9E4L+tkotjok/8uSWi8X6wuIzRVpVBd9gBdSZ8jcynUmtZkfi8ur0NV9wpV3xHzpq3+jJTK8lsj6ilZqdmlds7jVYbfrerMLt9v1BNoZEqt1HRetX2mv5bnVfy5CEIv3/uXl/bLz8ALnts7Bm2/t1Watlykh1Xur7I2L1D4gMwXLLAEU5wmQc7NXO7U5l3JpLbWWruv6nq+KNE1jKUsAimgcxjnnUsokSRph6HnByspSHMdJPOx1VyhAkmSUOlmhBKdKayoYAIyGw2F4FvR8x3FQa5v1rI3Z330xGo2KUq1vbBRZ+sG77zQ899bNrWg8Ojk62t7efvz4cZqmFkp1fE8pNRxn1pnQUqeKohiPR3meb29vtdttpdRAShu4LKVExDAMKaVRFLmua3PDHz58mJeYxvm7D96mWDx/8QXlxdvv39l99qSIUgo8jXNCyZdffH7nzp1v//aH9sCmadrpdLQsBIPl5V4cT796/LjZ6f3BH/7g7t27SS6DIPA8z3OFIzjjDc/hJTTN/nA4GS1DSylzNjj7l3/4+0++vLO2ukwp8Tz/8OC4qcqlXjeJxyfHe6vdlVKSyXgMZQlS7r58vr7xnu9xzoB6nsNZXko7dBZCBIEfBIH90mraZWnM1ox3YfmqX6L1acWVw7gF5L+6fGHm/csYzCn1qJEwK9JDRCCaA9VSEaoJU+OzwUAZQFPm2eHhwXQ6ybLEmlWURWGM1krChcUa60XXAifzfJuvifC54L9wiSplPZasNSIArK6uZiUFyo5OB+12mzHmOLzVavm+r7WO49gYjbpkFAeD06OjAwIwnsZBq52dHa7f2Nxc7STDY3tg0jQJwjDLkqP9vZPDg6Mm3bmx3mqEw+Ewz/NxUuaaUgOMwjSaZGnu+U6UjgppAKAosna3+51v//Zf//VfP3n8qNftWcvZ58+f52liVlf7J8dFnhWFLMtyY20jGZ/t7+13Go2Tw6PBaZ9zIUulNcnyUoEyhCoD7Xa72+0+frqritIYI7ggGq0xlfXwJMSUZckYk1IuLS1F0WR7e1trfXBwIITodrvu0XGpsd1u93o9Y0yv12s3m4+fPMqTdG9v3xizubk5GJ4NBgPP83q93vHhwcPPP9m+eUNQyigBQM9xDTeAlCK1slHGmFZ6fX395tam3+oevtwfDwYu51mWIG3tnZy01u8dPNt1ONVSbq2v/cHv3mp1Ws9fPDkbDCho4bDQC8ssHwz6QRB0e8vNVnh6mruuI4TQWjPKrHWTdea0NovaaGtNRwhoo5VSjiOUnJH1tNa0isDlvCgKUs3rKdpjlee54zjTeMw4azabYRge7B8bo7igy8vdtx7cX132PMH2kv2ykPbWmw/UCFBAbXODGOVg1yXOeavd2t7eHo6Gk8mkLEvHdQFAab3UW7p582a73T46OhqNRpaRLoSYc9TZbxTDs0Zpm1NsCQCxJg1zw6ULVQ25xNW5RBX7lWyUAajT25BcFQUzZ7PhvMuo7DcQAJGYS285d4+Y79qVYOY5m/RyV1Ht4Mxq3CD+SrQfF4GgKyxVkbyWGUuFaDSbVOGdu2//+b/7Xx5+9lXo+2sr2w/ufwAU8jw7Pd3/+f5HjxqPbt+73et1fc9rL69IWWRFqpSkyCmnDYf4jlBKySL96vNPviTQWVoOgvDmzq1Wp2M0JlpVZZB9ngkhFoAChFfzePG17ZBVhUGte7wIN82P0muR1nNSzayzmlExkRAglIKpDxFsCUZng/taHzhrY+x/qY0ag7loAgCIAcCaDAkXuGSUwhXqCEvkOS9GXw9fcsEIMTbzmnGgSBe0c2iAGIugzRzeCEFbDeAc/kM4n5LMRERzuWAloDXXnj6sxctdGB5VBUg1ErFk2gWi4+WTXnUaC6XPdSmLdeutSjajtSXrzwmfhswiDgm8iezkOqHg5T7nFZ/zJl0WI0DnvC3bOC8wJvQlNuxrKAB4njRg2TIzgZw2eFn5MztTNtzCvIK7MTfTwleMYGr7ixchiRmQTq6S9p3TTSvbFVxE/l97qC/3V5efEXXA8Jrc10X6xgIxpG48MwMnEenVNOzz1clWOfVBUr1Sv3g5nfuUXTrRpvIss38XQmRpmsVxO/Bc10Hjy7KgTBjLuCaIqDxHlEU5UkPOOaUkzyYy8I2SjaAZtrpf+/qD6ehAuE6api5l07PJk+zxu9+6HwTBdDIeDofccZRSSmoEwhg/2Hux1FvqHx3uPnt679bOx598MhkNjdYrKyuDs4FwnGkUMcqkMY7jcM6zLKPAENF1ncGg3++fLi93CRgk2vPcsBl6vmczG1ZXV7M0dVxHa43GBI1gMhn/4tPPnvziYfT7vxeGYtB/MYn23//gvuOrL376ZZJKVjolix99+dARfH9/nxDS7fVso/WHf/h9QkiSxEXRWttYZ8I9ODpSSm1ubjYaAQBKKSdZLEAplyeIy6vNMpfCUQDF7stn4/HbUTw8Ozv1WquOE6ytrbHhwTgbRfHgbHCss8wlAgxRuWq6IhqeCnh7a2OjyPNmq31rZ+fho8dxFGVZ5jiO9ZBqtTtZluV5mmWJ0ZoyxqgVLJiqvpjx9Y0BQqzXErkgYZjRmS7mZQLMaeTnRJQZYQXQ+q4AAOOkckuZi9KVKqU0nAlKWZ7nAGx39+XZ2SDLkmYrVFFpO0etlTGKAc2LFAgao7RWZCanKklN7Vwl2djpzawatK7flX9adXXX/muHPTVpjXFdpyxLRM0YvPXWvc++eB4nCed8ebnXbDbX1tam0+lSty2ESNNUcBp4dP2d+w8fPT0dnGKwmsry6e5e0OoOJpP+6V5TYBRNEPx2uy0YOzk6fPniudHl7otnt26sb29v/ehnn3InSA0axyGydBpepkZAVRxN/YBp1Hk5NaCSbBoNj46P9h3hvHjxPAwDo3QYeKHvbq6vxKNBnmeB3yiyotdb0mliSrX1YOvLhw8FdxTywWQkNdFSGVZITYA5a+vrWuvjoyMhhBUP5EXRaDSGw4FS0tYWcRyfnB7v3NqeTicvX768e/dunmd5njmOc/PmzZPB2WA0KTU6jnN8fNxsNmVRDIdDiiSOYyGEcNz9/X3f9xFxMh4/ffpkOpmYjTXkjALhjAlfGG200owwRmmZZw7nTuDIMgcAkusvfvSZmmSqLAkBhRJ8XpLy/a+9/fDzj9+6s/rN9+53umI0Phv2TzmlgtO8KMuc+J53+9a9RqtzOhju7r/kjHVaLYK6LIqwEVhDI0IMasMZ55w5bpCksVIlUNJoNFzXTbIMQFMGnDPGwB4fYoxSqiwKGzfCKUMwBJFRygAoI4jGdb2trY1mMzBGa618393Z2d7cXG+3YDQYRNOoLEvPdaUspCy0lkYbNIYgszw9O2toNpu+7zdbzSAIgIBtAhljlNJms/Huu+/u7Oycnp5aiE8IIYTwPM++4A109/8kuz5CgFJKgNWfxJebuhne/4+mQr3WwxPJovHGot02uWDMvdCFzuJfKSzUAXUj75qy4uoNmx8H+mpm0Zsc4Tfx+n6tmSG8gVxQajM4G/aana9/48OPfvrx+HTAqHd4dPbs6b5BRQi5f+/m937n9/uDk7/4iz9D0K4nbt/eefv9B1//+geUweHR4XQ62lhai5MMNDJBwZS+12gG/mQy+vzTkecHQaO5cecdxpid7FrrbRsnUKssz+1C5nzIxa7vTdL5GJljQXMM6ippzBscNzh36TyfXs6cUQmtIwAz0A+MOc9hBwA0OAdVCKdACLGmZ7OhyRxvqbtoVG6B5yIxbV7P8Hz9pXJR7g+L6DoCtQ6fGg0SgwYoBUSgQAyivZ45XFnBn+PuBhcdR239XGOD4wJTAMDMuola8lhFc70S9qznx1/pjDJHSMxVV76p4g2qQ13d/hcL+jdopv9BJM/rEB5SUwZeVvox21BX8q1Ly4g5l+5c76RCL3p4AlIARHsxm7mVJ5DLGtzaH7TS1+0j2scsXL3s1EZyWM8RrUIj5j05oZReXmbrZ2d2yxiyALW9ob1Q9fp6IOFCXvzCX1+N9dHai+1nVheYJV4S89qbFI3ByhKgsipZiATEykVgTnenlJIa9ZfS2boyp1MjGKKVytNkPGG+wxlQz/WU0VJKJIBaaa0pQBLHru+PRiMuhNIpIwas8ALpgwdvP31aGGKKIvOcMIlTomB/b++tt97SWmdZhmlqeeNlWQohjCHT4eh/+O/+ewsvOK7bbbcbzTBJUy/w3373Ham043rT6fTv/8OPtdb9fn9lddneCNYknTIoioJzygV3HEEp2GAMxxEAgUEjhIiiiBASNsPQ65gif/Loiw8/fKDVOMuHzMOw7XnNIB5kS157kozO+qfdduurr+InT574vv/ee+/5gXv33u3BYHB4eFjK/K2vf6+3snp00t/b29u5c395eXlpaWllZZnIlGnJGTqOaLjBWT892X/x4E43yQZffvlx4DuDQb+zmuW5vvv2Xa/r/fyLn60udZlQ8SgGaXrdTpylpoxknh0fvAy3OnQycR1n586945MTqdA+DfOsYIx1u93pmHLGtFJa68BxZjDdxUuUcW6Fo7aDqgJLyEWj44VLlC9MEAidyR/m/Z5diGcWyQCUUsehlFGPOa7noCGuJxzhfec73+l2u6PR0PPdjz/66GB/r5QF5xwVGiCOI4hBg8ApNcYY1BSdBV3fjJ49Z3JSSiljC5O7hdu5LEtSx+EJoQCcsVxrz3UZpY0gWFlZQXJmUPu+L6WUUmZZRik0Gn4Yhkk83d978eDBO8+ePfE8t6CUOU6aZw/e/uDZ3/5df+/JN965zQXlhBNC8jyLptM0iilAPJ1kWVpoVEo1274CTR2WZXmbsNX13jv3/z/q3vPJkuy6Ezvn3JvuvXyufFVXtTfT4w0chwRAkADWkUsttRvUSopYhbTf5D7or1FICgUVod3ViqFdSQtaECDcAAQx3ret7vL2+XTXHH24z2SZnmlSS4nsQXQUXldl5Xt58+Y55+duh6Ht9A7vP3w8SI7nFurtTn/j+Hh7c/MrX/lKmqZCiMOD/VarGfjy4oULe3vbUeC1u8OiKHRhVpZXBKu93d0H9x/mymYqM8b6fgXJz5nRomWqVqt7e3uD4bBSqYBlY41rYPwoKIrcXf2ZmZmLFy+2Wq29vZ0oioqi0FrleeY2E+cN1ut19/f35xcX4jh+fHgYRdHB7l6z1SyydDgcpllRq9XW19cfPrw/6PVbrUaeZYnK02QofRbkGWNY2yioBEEAzMPhsMhxaWl+rtW6f3dTH+UiYwFAgd9JBkrGKwt1gXBxpfFrv/RCe+venV5OSFHo6aIoCiUFVavV/f39uDFfiWeYKfBD3wejik7nuNNua6WISCAgMBEDo1JFEEaj4Qeh9IQfeJ1eV2mD6EkpPM9DQknSMTlVoZhZIFHoMXOR51IIAFAqq1QCQCs9MUx62hRI9urVa7/6ja9dvLj2+NF7H3/0cdYvrHF2wcporYpCK82WgYUxxhpWkAshKtWwXq8JIYbDfnOmYa1GZGsVoF1eWWo0GoPBYH9/P8/zarWa57nWuigKB1Nbi0B/M7u+qUwJSjqXkYxJ0OixO1bmTnANKI17xzbCPO1kRlzy8fAKzksPgzOsvFOMJgv2nOKjVOifcJdxrzsV0Rm7hfKMnMq++yVXgwmPbPzunlhXwzlKsknYGo5EL/j5TSw+RRb1OdgYfg4FFPgERxcAgoilkCSs59Ezt2/9YGfXMxzPLNTmRGFMmqaPdo8/uPvvWq3Gt/7Bb0uJSmVbG49/+pO3//gP/2x2pnX16uVGo5FGpt5opWlmmMMgTLOEdRYFZC2jzW2qt++9pbUOwqjZnAnCyA+jShhbAKVZG8e9JqvFOIqMSYhJhBiPoQBt1cgrb0yYHONpNAHWrGsg2O0XTgxuy58XWnL2lNO1dJZ0N+5WGCerdrTuGZzAYPS/iYCC3PQUJm7UgGPr7WmjwiOE3J2hQJI0YZzipKHhaRmJQOf4Ip6qSj93quJq0LKZ4VgIVzLYJldGj94BIU3GKO6vSd3ApZ8qW4giTJOZRrszg7uKbJnc+Pik2hGRgIkn/jeAACjK45uJDyqU4Q5DNDqwa85pZETuvpmngfNc+lEARBpFrwMVhXVtyiS2k9nCVGV2/n185ua3Z5lX0/gKZ4zCn3PPMpzmprqsbRpNDLA8/pjsse6VCXrpzHawHG2AU2IC4qkl5BY9j1sHdOFCADD+YKeEjvJpnqVslTaZqXKPn8zGx6kCcMShcNUdEQoh3NC/bJs56YJGu7ELPnFmFK4FKs3HkKYG92Ob+tFSdatrEnQ2UeIZo934EicrEEd+0DxKpx7popzPxIgJPALE7XToghOuBTOzsUaAGG0So6OdMzaFaZCaYyDw+JIDIVhrRrRbQGuZEEGSlMSWjTXMYAmNALDgIQgAzzLjeG8cvQlgNlHgy5kZRNvtDXzPQ0+AskjoewEA+1LOzba29vYZbFokwsr5pYVr167X67Ve99jobH9v1xNenuuQpEXQpI2wm1t7axcvLy0tAVqtFbNV2rQ7vf4g1RaE8A4Pd4VEzQaIqg/rl65cBQTf9yLf293a6HS7nePjuOqnaa/TERfWlo21ytioEs8tiLhaTwYP8iwDWzgzUm1tlhdMoj/sHh4d+76nlWKjj468IQ5q9dpRV1NYzbmCcv7B/c5wMNzYOIwp0fAQ1AAAIABJREFUDv1BBcOkPQyD6L/8r/+r3/s3v7e7sRERQ6970G1Htarv4/bhlnh4792PPrh8+bpjuB3tH9i0ENpG0vMlElpF+tK1hVf+ydcOD/vI8L//i7c/+ejer/zyV+6vbwggybngHsR+Nx3avPAgQDMYdHogQcYVwQtf+erfWV5pbR4Nkt3tWlzN8pTBDPO0Wqvs7e0JgMD3LNpqGNRqceLcI9ggCmYzBsAn0LEzsFXOBZ5L/8yTYfeEnDzenmwpURZGhi52ElKELrgFGAHIvc5sCs0MJEkrRcLT1ty4cvm1L33Jk/LwYH9hfj7w5J/0jg8PE09Sro1SOfDIKH/KU3VmZjwhzvOYUcKTKsucIXCWs1jcd2ZZJoSQQlhrkchoneX5aANE3Nrers/OFEqRNlXyasIvegOrC2S7MNe6cnFlYz1bXp73owC98Ju/8Zv3tgYJ1Gbn5sBoZH356pWrN27dv3/nmesvSCGE1Y2qL6Hotw89UmlebO0fKKvSbHAhrtSvNq5febkRBYOjjcXZgHXa8IrF5ovzK8tHx/vtboKswJqdrb1mazbLitnZubjiA9hCpUf7h4vzi2j7Fd9cunbzmes3COAPvvNHBXsFG0MofMEkrDWhjHJbkCd0PtzbWrdFfnzYNgqkHxgPFRvOcwAIwzDLsiRNer1emibW2kajoVSBiIeHh4b1vQd3NzYfKwvDNFeqiMJQqXz94X2rlZS0uLToUt19D61Kuoc7M/Uo7QlrbX+YIKJCz2hjjWZrBHAUsBQUN+LZmRmli+eff7Hb7X740UcWsABPVmr9QqU6b1YrARbE5j/+x3//wQdvai5CLzDGaGUtU2NmxvODXn/YbM1eWL2QZIP9/Z2wElSq0f7+Xr8/IKRkOBCEBJaN1lZZq601aZcJwfMkIbDSBacekgHr+K4kyIIlZGt1nufodM3IxiptlSdErnPNuh5HQRgMBsN02E3TgYd6ph58+5uvX728ePfO+8fHO9qqnDP00FpjXS4IgyACBmMMkDFW+0IqpfI0U0EYNhoIpJVBEFKi9PyoWq9E1a3NjeFw0O93nfktCREEge+FvkdS8F9DSPu/N6xvVEcxjIkD44c7IRCBQBiZDmJZuTZR5mBJtD6qbSaw2zgmyvn702eDVHSm64MnNDw8FhqVKx23hZixrcspJPAEbezMDLs8iHKahNMoXKmD+jwMictF3ucpgv4qXd+pNo+elF1eqqEtZlHkC7RxHK5eXPbDgMIAKxXwQh8F1HVEc7U87xwd/fDn76g8RTbP3LrxrW//crMRv/XmL957+8MsyzqDw/n5uWeevX379jNhGMf1ehT4bApG40lPZcNIZohEuujvd48KI/zQMMwtXFhcuSCj0FrWxqZaOsZLHMdJkqRp6obfDiSUntQ6IwLAMahAhBYJiZCstQKQkBQI62bUDl86mbznQIVTXd95frDj5yPgVDg3itob0adonHd24il1Milp0gbQ2FcGAR2gzMCCQLrOEE4iKlTKmBZ0yrD0XL7r52HCE7ClDLM40dFo+EJETOxY0oystUYUCCDH7GQ77nAsgHXCD+eMMn6bbK3bHCafkmtE3MN+rMET5aTdUckx2mPGOitjaZpBX26Ix64EOGpIRiY0blQwNQgp5XWO+bWuWIfxiVlrjZ6CyuNPk/CkGcnpock5DbbFE8RFLme7jxqV04sN4RxJ5WjKMOqQJ292zBZnKqFMOG10GMexDWhHKLRTCY555qdQtUnnP/LGswzotPCT0I5TgOFpNQ49cV8aG46cZXieRCYn9MXyAM7J2Bxd16EObEfbtWUrSJxSkyLh2WzV0/cCoSPeGOOSWcGxawDAaaZKndckIZNdmgoDWzcFmCBso92bnW33lKyMbuFAmScCCBYsEjK645wRu59kpSKSI765VYjjlk+Mj0mIRJhpTUyOJc9ALIAlOqd9X4gQSZFEdrZlQGCJwQ/8LB3ubG3NzbYW5haq1UhZo9mSoCgIwXKv2w5Dv9Vq7B0e5VqtrF7IClNo6/t+NQ4OD/f+/Gc/e/2XXgGQaZYSEwtOofBN+O77H33h1Rc9QbMzc37g9YZJkufdYZ4pQ4yNevWgfXRrcX52Yemo2/3S8nKSJO+9+/a1S2s2Tx/f/STwZCfRterrg0GPiFbX1jY2tpC8VitWhZltzfe6bWCuVMJeP2Fmi+iHkWbQ1ub9vi+lJ7HI07hWzU1Ri+dz9Hup/Mrr/3DY7+b1/pv649zTx9lhswiCuPLjH7/x9377N6/duKqT/lxcCdhkqqh5tZ3dxxhHyhRRJTRWC0FREKX9IRoboKgI9KwmZN/YmtV33/mZX5ldWFh85cVX3vr5j1958TWVweHO7s3bqckOEyvCRu1of+/Wteu8dPHdt94WgTzKBvVabfX264uLiztv/sXh/u6NWze3tjY6vTZIP6yGMpCR9IS1g3bW73a0LgCs5wmttef5xkDJfnNUGDCgk7RVKhU7IsKdR4EpjbBP69LHLM7RrgcMbGG8fYNFV38QAIFla7yoIjzvyvXrQRRZbWZas77nr11cW11dHg57RZ5bq93ey8BgJ0lFI8LoiJTsjg2T5L3RflqyGAU4k9bg/hRFEQQBeh6656CUxpggDB3Xbn19HevHQmFFyvS4Ox83PIssRJYOPIJAgsfasN3a2euleWth7Xpdvn9nezhIlgm+8sXXlhbnq5H89P6D9+98+sKtmxJU3jvqHu20j/ZbrboXVT746GPF4A+H/+1/88/vrz8EgH6n8/HG4V4v8YWxxhgReIh5nsVxfJD1ELTVRufmuNMhLNKaF3gYV6pWa6N0XGHEsCgGy6srWzsH8dyS8av9YdeyzYtitD9n4AWUDPuClQeaVXFx9dK9uxskkQlzq0Fr3/cBwPf9RqPearUQRyzxKAqzLHv55Zf/4Pf+9f31h8MkQxlYq9MsYWsQOM9SSTQ32yqMefGll/e2NzYfrx+0j0CnOu2bIs01K22NRfI8kyu2SiIGEixrYHXr1q0oiqIo2js4+vjjj7vJwJNB7gWHiUmVTTVdqESm33nu+WdQpdpqK3yVK2dZLryg2pixgDYp5paWq/W4vb3j+VitVdM8VdpUomotjPrHh1ZrZg2sASygJQ81W4GCrbGj8t5KwEB6ymK1Wq0362luhlnhqGS+7wshjdFAot6IZ2dn2+12kg2Hwx5ztcjypNcDRpsPv/DyrZdfuNbpHraP9oiQiS0pF8Y+qj9RoEBrDYNBMoDM2koSRZqpMI8WojRJ28cdKX1rbRhWoyhK09QWOsuTNOkrVXi+jLyoWvGajWrgi/ET428bw/NcUcdZwf25BMizzgrInyOhOWt6+SRvhrPHn8okYGIPNQrxG+uRyhS+z2Fq/fuJiXuKn+C/nut1lgNmjeVy2gEwELIgQGCBSDJPExLe3NJirVnvdzrDQe/T+w/ef/+DZ5658Y2vf+21L3zx4ODgu3/6R48fr3cHb378yadxrfrF1169cvlKq9Hc3dnud3oLC/NKDTxfABK6PBMAY/nwYK/T6wRh1GzNNprNVrPpSUjTtNs5DMOwUa8w8zjczhqjHOvJWmbLkw6EznxiiMIxVsY4GE0CoM8vu8924GdylU+xvGiaPDFSco5kOaV22iCf6rFLScqn8Ww8rzIGAAfKPcm28SnFZnAyyulUmhkzE436MUQkYmumjvYTnGTyLqaem2Msfdz60Din+4n543xi4MKjHmbsRz+mrZ72rBthOBOuLcOpiKqzjUoZZBoPmRnGQI215YVz6p6bbgd/hUDC84wW/rIH4ZOf/GdJ9aa8+vPO+VQVeCbWhUbzOWZxJjDjrBjvSYEQpyj9eIa7cTZf6+x6noCWcMZJ5dwt/WmuTvmumzrWnExsL5/b2WtX/vqUZcu5V+FcjuhnbMXlj+7UBzvK0uATOTRO3CQcFRxoJOq11tGzEVBMIy/cbMSmacqW8zwFbkpJzjocLTvShLMrYOYoCmfnWmmuPM+rhlHgeVKKLMs84Q3TzAIZRq3B90AIiSSJ6GB3r9PuNBoNQK5WKnmuBJJw3FSEo6OjOI6Lorh1/drjre2f//znzz93WxIlw8GLLzwfSDo6OqJ2cuPGjfsP15NhorUeDAZENNtqpOlwdrZlTY7Ghp7fh6HneYDCl54n5LO3n2WrO8eHrPX83KwpAEk0m82ZmZmrV69+4Ytf/Oj9d01RX1m50D/e9zwvkBEjPrh/f2trq9frHR4cznoBETFCnudxHK/cuCpEpVZvFdow8+rq6mAwKIqCmUkKNCQQjGEp/fYg7e2vk5TPv/D8O794IxkOW4165+gwCmSRDGtzK1EQNuotw9zv9GtxoxLHe0dHjFhoc2Ht4t7B7nH3kAEODw+VUrVKLS2K0A9Unvu+T0RJkhRF4a7RJGHsDC3IWp7KT055QX0usfzcYfcptfN413UUUDdwEb705ufnBZIFQyQIZRzHMzMzlUpFFbnTmxhtR2c4xvq4JFYv3+PTvxngjMXLqT/nboATNnWWZYeHh6rXv3npqie9oijq9XiYDIJaJRkmWdI9Ojrq97skwyI1rblFkt7C0lL9INFaI9HFixc7nePj44EQIvK9ZNDXNj882m8fHVvL9XpdSi/Ns0ZrVgHcvP1MrtX9+/ellMKTwCSIGFCQZGBrbT2OhQRPgNbpMGlnSQ8wE8KHyPfQaj3Msz55PiKmRbG9u/vRR5/2+n1HdwQgBlMUipkjv+Iu/fz8vDGGCG7fuvHdP/2BC6M3NheIlTAEa3WRE0M2THa3tpvNZp4OfSnZ89LhcGVlJSsKJBlW60ftbjIcdjqd/YM9IhK+PzPTbM3Ora6u7O9s5mmS57m1ZsTytwqsm6kys/GIfE94BB6hFEIKkSVpvV6/++77GxsbzGwsWGCttdbawSS+7y8tLQ06R0KIJM+RRHlHdYtja2tr+cJKEAROUuh53tzcHKh6NuhrrYwxBJZwbNbmVpVLImFWShljcqUYhbEjbxUYOzwTURiGLrUCEX3fdy4SWmsPoNPp+F5Q5EW93pifn1+7uLq/v390uKu0NjYfDhOlVJ7nEj3f86SQ7pjOjWL0EBEohDDGaK0RwbE3gyDI89wNo7MklUhCCN/33ac6SQByh0IYTfT+VnZ9Z90mxnqtydSTuRSaN63CoGzjYZ+i6/n8wOWyhLn8Io8BBTpp1DbhD/DYhMPYc4ijXJrqMpw1a/nLl4ZnXAYZmE+bjvxVusfzUqHOfEPZOR3QF1IgsbVpkSdZmitVkQKkUMCGDRNFlYrbyqWQzSCsz80VeaqLfOe49z/9r//K92QQ+GtXbr3w6pe1KqzRhwe73/3uD773p9+fm5398hdevXblRpIMSVYkyUJpASQ9f5imoR8wgtVF1s+3ukePLUfxbLPVjKtxEIWWC1VYR5xEIgQCBgNyrMCkcfK48yp3sd9jUiYCgJiEQ+Co8RubpCPCUwRenDFw59Ok4ydX4eNC3E6sJgkRGIhGmMWIRIo8tiDiibdomcKHCCRcpty0fziT/3amQSU6HwVHC6VQirE79qjN4ok8zyIJ9n3P3RR2zNkhQZMV5troEk8buJRycbZVnqbDc7kgd5dvClyNMcjPFKdNVvAZe9Vys3Sqfyh/QqfsN/5S3R0+yVr0SeOqkiznsxvFJ41m4KRlyFnx3uiLkvDv7GjffTXNtYMxPuoi47jMLz7xq+nkJ/mkzvNpPrSzpinnGm6d63HqHtin7GfPGWCd3L3t+LaZmGEqpeBksqKbbpTry/IKmQSvn7tOygjqqXZ0ksYxIdEBnp9heO5A5+wqGnWSRE6T6aGwJIBh5PMIxhjFYzTeJYe6rdDzRBB4M60ms+n1u7VaHAZBojQhILEQQhXFcDiMGw2UAiiRQgyH/UG/Fwa+UdoPwkaz2ZyZac3Md461AbQWwCJmWRgE9+/d+/rXXj863Fe5ttpKpEB6RJhkyhkYbG1svPHGG7/6a79WqcZaFVcuX9rd2X788G7S6/q+78uw1xteu3rD97w8z6vVKIr8ubmZ3Z3NCytr3fYeWyQGjygMI61NIL1GrWbyfHFx/uaVy93jo42Nx3G1JX2/fXycpukrr7ySJsnR8fHl1QsvvvjSX7zxk3qtxn2jtAJNf/KHf8SgoiDoDwfs+8Mk6ans+rVrt195Zf9QCxkyyn5/c21tNR0M0zQtVKG1AKOBLEo5TPMorhvJJLyrV69FUfTg3p3XX//KxvZO72gvz5JhZslCJYwkeQbw6s2b/SSZW74bVaopM1WqheVbz9xyrV0lqkgpa55vZvT2xuPG/Lwv8P69ezS2enCKLJeyfdI+GgFReiRkgMTGqok119kpSVkXevJ+Ec7NBQBcyPX4lzLASB2KlqxhkCP4OQiiuFpThbaWCVBrTYBh6AWecGIKBNSOz+nmstYCWwZzqn9zNf90kfP0aTv5hmnT6IY1UgSh50h2lo3VGgAYbKFGY5HBsAc2bjaawDbPs6Io1KAf1ivWmjzLkkEPAZpza5QUl6jVmlt559NH3/i1X9/aO4rrjULbH//kjbnZxsz84jAZVEKiHC6trrwT+f7c7GuvvbaxuVmvtTq9QVCpfvjRR9s7O2muGrWqF0a+j1m/EwZBmmlEUeRaKSWF9n1gm6Wp1moghK6EQbMefPrhB/kwL4b9AbAQ4saNZ7b39tI8M6xm5lobGxtaFwLBEgtBvh8wKM1qbW31zbc/HAyGW9vdei02rhIjYsNCCK2Vg/uKImeudjptKeXx8TEzv/feu0utRrPTzPb2gtCzVlu2QehvbW/W6zUpsNlsDof9H//wB3fvfPLmn//spRee18Yyg5RSKcNgCAnYeGAj3/clCbAEDGCMLqpxfP/e3fX1B0mSxXEjUzbXGhCc5Uy/2/n6V38JkecX5vb3HifpMAgrABjHgfRDa21eKLZ2OOznee7i46UUvvTl3KyPcLRPYRgZY5wQHQmBaTp2FCROjM5Ra5UkyWAwABF4nuesMp2+MY5jKWWSJMw8HA6JKAiCQX9AQAz2xvUr9dqLzWaDbVGv13p9nQ8GvucNh31dqDDyfM9zacfWWLbG8ZsEkefJPC8QMU3TXrd75dr1uFodpikzq6IIAn9lZVnnqt05qlarrVZzmAyKosiybDAYTMyZ/xZjfWf/OBpkWTI0yQI+VXI9fXWFZ9hWT5pmnevqNvE7g5NmLe48yyNVeAKcMhkVP71N3P8vf053fU9oC0/EmgMKJEFiZC7kSfKklQQkGbBg642WExN6FAQSmdOg5svZ5RWllCCQUvYPex9+8na3c7w4N/vlL7767W/+3SIbPly///3v/ejo6PDZZ5+5feva3Nzc7OxcludKq5l6wwAXqjBWoyDnCa7U4PG9La317NzC1Ws3VhcXkeQwTQfDtFApMLFwPge+9ASimyyOhVrIY85V2XPVPSLpxHgCGehznE4JcGIk5pR45Un/yFQMbQkdAiHLC48BQMJYg+QeioiSHAvMilG8Lp/CrM62juQCdKEcQ09nhiz8uXfThN08NY8pkVHtRMI0liBZ6+KXUAhyZ6SMQUR2mJBlxhEA7wRiU7TvxKjFialGorOJxBIRrB1F5OEo3J5OLc5zGpuTzhZj7S6etDrkk5Amjm3QR7EsLo7PWiukB0/OaHlKYP/sB39uuPxfresrH82e7DpOxcG7sUJ5iWKJ3T09JQJmdp33COgDkI4hTaMVgqe7qdMzNWD+7D3nyejl9GRcdOQ463x6nDGcdWK6MQk9p5O2JRNzoFIHZU+NP0b322hYa4UU420fHclTlAj87o4QQoyDH6nkrjRd1SWS6uRaTyRSAAyESCfiIvm8AZx7F5Mlek7SYGmOOdEZszaKCEASWwQiT5CVwifpeZ4QZJztLoyi3AWyDHxAG0W+FBT5cmF2JvS9QkqjtVIK0B4fH29sProR306GSb/bCaPIF8hatZoNQdRsNl997QuPNrZ6wzTNLbD1RIBSINg0yQTynU8+ff75Z9fX11lrieQLIqICCpVnSZJcvnJ14/GjP/qDP2DmQb/3jV/9eiDpwZ1P40o4MzNz7dqNPMlWb68Os+Rwf194Mgo8IYHQgi2kx/PNxe7xca/XB2UI2BOI1lSiaHDcfXTvns7TCyvL3X66UK8f93p7u7vXb93M81wp0+325xcXpecdd7phgbVGveDi//63/+d/+p/8TjI398k777QPD1CK5tzsFYE//cGPXvnytwFlszV37+4jAJ6fnw8jX3gCEJiQAZTWFrFSiXv5YH5p2QvDS5cuDY536tWQuPjZj7535ebNZ15Z9gi01XFce/hwvVKtzSwtv/CFL25ubGYW+nnRHvS/+uVXP/jkTqvR1ACMMi2KVqNxsONdunQpHfTfefttHOKEAu183k9tg9ZaBBRSusmCtjwh4WMpFenUnulCUEv7ieMtj/jNTlhbup1HtH+2TCgIUKCoVCq+9Jg58Dz3LVJQ4PlB4ElJnhRZVjjuAKB1OnvLlspJfaUqi8vRe3wOSaFcMRJg4PnWWjeedLctkTDGeNKTUvrS08xRGBBCFAXaqGpYjaqh78so9AUCMS9eub333keFNauXrn3nz/7i2ysrLMNaLd47OEiyTAbLIgjCor+6NPt//Mt/MVsNr1xcjTx548aN3/+j7xbG7u4f/uPf+ebBwUFvOAirFcVgGEDIXNuwIl1/khepEMLpG9PhoFA2z9O4Jge940Dorcf3b1x95vGDx1/9rd9+6aVX9vcPmo3Zu/cfGmtJYFwPixy1LiKIPE8WBRF5X/+1ryXJ4MOPPmg0Lrz//nueRyrLtSlkgMy2KHKXmxIEHiIMBoMw8rXWm5ubKytLnifb7eN+v1etVgPfr9frL7zwwnA4DMPw2Wdu/OHv//7PfvaGtXZ9fb0o0g8//PCF555XWlsAPwjckNYisoUgEGEgPEKwJpAYeVIXReh56w/X3RLVlpXlJMs0kiWhDC8szq+urhwdbA/ZIKIfBkoVUnpxHAeVCiApY8IorFarlUrU7fcrlTCoRGmeDgZ9VvnR0SEASCmJGdE6RheilUI642YppcuVFcYwjjgLRIREUnpu8Wit0jSRUlqL1hqnPRaCsiRdW11dX19fu3DhK1/+IjP3+91eN9ve2UrTgRRY5LkQIoqiIAgcLulJEkSIQNYCEhKBMnmehWGodKGVurh2Ic2V0qoa1+I4XlpZXltZffTw0XH7UCnVaNSRoNvtwjgh3Gkb/lYzPM9JQx57ukxV7hOHlQnaB2V58ed5mZzHGnpSP1P+/tPO4DhG+NzvFCQcvW2MPZ5zJcahZDDufJDh/4s276+plzyXwSUcJGXZAFu2hVFgFEsJQhjDmWJXVjoCH1hgz8sYiZAlZlrZVAWV+vVnX2Jrjvd2v/+Dn/34R29cXr1w7frlr37tm2+/89a9Bxv37tyLouj2c7efe/65MPKZQSB5JDzhtDq6KJQguTTbYGvTfHj343fv3/Urcb3eaM7MzlaCSp7nVnrGWGuVVVYIMUaR3VPKuskAAdEEC3IyJZoYHLhP9rQy82xdLoiMMVyKP3ajgSnVbazGmjy9xJjDMHmAGZwiLWNS6MgvYtrXlevUiZ8+MpYASSKCkXeoM6IwZ/HFUxSg8y66m7ZMY8ROlPXsJGI4AkgYhMAxRZaZyzTp0c8KBidJxmleNMOZZLNTpvY4/olJ0p4zRBkLq0Y+AmcojniGsvcZJp/l0uEEZQiBYBxdOBqQn/gbTzE8kehzOAj8xHGV61WmB/+se9JON80xgRWm4eYlgeNnoGdi1DWNEbsRHDs9CKAAsmPSs9uRRxQuEq5756m/7TRoA8eTlcnk67MZnmfvp7Il6aQqnbinTnq5sokLnMktKNtjTqDCc5n8ZQKFtXw2BcRhcecOXNyRx+ba9IRWn0+NJCZQ9pONmk8/NMZsaoJy7vzJI0xq98k/CXI6WMaxfB7HCcWEgA5YnngWASCA0YqN7vW6szNNy3pvf1spZVSR57lAgQxxtaqyvNvuxM0mCkqGg4sri9VKONtqal1Yay9evPjGTx8aZpBSZTmC1YBaaymlLvTG4+3AC+bmZrq9ri8lMINRvgTLolKpdNrH1bjmS1pdXf3oww8++fD91eUFVhlo3N1cj2dvGGM+/vijC2trQeAnydAPZJ4N02zw0UfvM2svKwa9vikUeUhAEml+ZnY4GAyTgUS0ANsbm0Gl3mw29w4Obt28tbO7z2ir1SoKWas1h2lh8nw4TGUUeAGpvDjY3vn6r3z19rVr/+P/8N83mo2LVy5HYfjpnXvXb39p7eI1IsrzrNNu1yrVRqMRBD5JQ8Y1RlRoFYShtoOsUJVq/Nprr/7bf/W79+5+PGgfd9PkcG8ryYOLly4XSWqNrlRr84vL+8edxZXVd97/MLcWfb9ar8vAr1SrQSXuDYbN2dlCqaJQSZLkqiApLHMQBEIIx1ibPHTOrhnH/3R8v5PbEIKzMZsQJ/CcrWryNDl1Y5a/kFICopSChPQ8WQkj6XnkouGNFQAGWOncaG2MHsW1EgNbMs5PxpRpH6ciWCcVWsn5r/x1eXAGzp7E/fg4Qg2V0sy2UqkAcJ5nQRA067Uw9D1fEqFlIwTleRZXK81mIzk+OurYhxvtjZ39Lx71UPg///NfLK9d7A96lnU1rnqeh0hb63fWZmMy+Z2P72xtrF+/cu2NH/14Z2f34ebu8sWLzz7/smWR51lUrbKFoFJJuofVWo0Boig62t/feLh+48btNNVaMxMYzYJkXKm3D7eEtYf7x89cwYXZhedffKEax+1P72jlcuTo8GA/8L3AF3mGRGBZM3uvffHlf/pP/6Pv/OEf+L4cDPvP3r71gx/+lBClAGTjS0/lhedJy2bQ7x8dHs7MNFcvLL377jtLC/O1amy1IQDf97q9PvnBxYtrvu/t7nZv375ldLG3t/vuu+8qVXiSVKGMMe+++66ZGQ1SAAAgAElEQVTbijzpcTAqQbXWEaIvgAgEibhaadTjwPfefPPNg8MDkgFJmeRFrlEzKKPJo2ol/NWv/rIq0l63Mz/TBII0y0I/NEZrrbAolDaDJEUS1hrHT4+iiDxBCuNatRiCUipJhp7nobVs1fgWEEJKUyitNQEwETNLIQrDRMJpf7RSTv/uQhSiIAQAKSQyECBYZmNnZ2fr9frqhZWlxcXBsCuIjM4PDnaLPLVGD7MCmCthSERouEgywpLJP6K2xhgtgULfd3tgJQqVUr4vL85eJCIvCAThw4cPdrZ2HbUkyzJjTRAEjUZjdmYuCAJjDCNK8beI4YnosoyFEKaEq5Se8dpNYqzFcWt7wuF9VHWUslhKES58bj2FJXO6MVpIZzHGJ/U4T6JFjlN0neLfALCUp2t3xBNuh5M9d2Kvf0rB+KTp/imqOp385pMUCD6F4TwJi7DweXP3c/BPO2mq3bXzhWRjhZAAEEcVl2aIUlpCZQ0IchWLcT4NhABALLUrzYkoDAQyGakLBaxmFi7Ece14b/eoO3zw3R/FcfRLr3/pH/yjf9I52Lt///6f//xn3/vhG0tL88sri6+9/NK165eZTad7zJY9IYQgNlppHXoSiB49epTkam1t7dGDu/Nzi3GjPr/ScMFN/X4/TzOnZpYCC50zYxiGABbMqFZ3xMgRK2oUGOvUaExnEpnPXCzj4KlxHWhPrWE+hUOPat8pn5DHngruOe25ToNdkBeIUWtRtjGaZhnhyHodEZHsWA7hGKqIolQlT+mb5bdD4rSwlsceJY5dM54lT4epCDwOypNSGGP9SmCt1cqaUa4XkaOkg0VCMMYYI1HasQP3hPw8NmZ0tT4huoS3MfrnxtLurRNb67BEcHnT7hRP9RXnFSUl2h6dks/xSW4njnl6NAKR7LjrONlauA//SW7+n00+LJ/neRkSeC5xYHIFneTgScrkU9FtZ5VyYxMVO279EAHBslv2EyiMkApTjKBuIaQkcg43lq0Z8R4F4dgLZ/QupJTG2Akw5br005DUeOmOdvvyUH+0M59Mb4YJmgelHclRv+x4BocTCsbEmL4cEeSmA27XKkayInKnUUKzEWkizGN33xC5BaDH7eWU7Tl+ZdSCGXNq5xxdOPeMYB7ZIjKD50meegWfHyBxHguDxwMOkHLS/unJpuGkfJM3a4wRwheeEGARrABpRq4to2kmEYJgl8eBYIkREaIg7A+6wKZ9tC/FzFJtUQoSQlSioNVsDgZDY/T169f6aepJUQmDjc3Ny6sXmHl3d6cSRQf7+9/5zneuXlv79re//dYvfrr5eFMX2lrWRhttKZQ7O7tGqUvf/tb+/sHCwsLG5rbwAmQb+FIVGQnvcG+gVXH9yqXf/g9+6+4nHx7sbKosORp2Ak8qnS8sLNy7d29uYb7X6cb1ynDQPjpKEUy312arj9tbWZJUolAzkvACz2NjBtYWeW61QmZjdJHnhwcHzNZoffPmzbfffacolPZN5AeVarWXF43Zmc3dnctrK6T5z777vUiKxeWF1csXg2pl7dLFbq9fiyqPHz2SMnj2+Zd63XYQePfv33vmudvSl9YUuijialDkGhkGg36tVkvzPIyi+fl5AN5cX7+wuuwHIsmLzsHu5YsXFuaaaTJstVrDLJNB6FfitFBAwg9DINLGDIfDXNtavQGWAz/Y3tqem531gyAbKsUmjuN2uz0YDByC4TR+5XKFxo+AMY1lGnOLY4P0Ut3DZZP0yd88SsflqUkw4Jg2IyxbBNRFHkbVNBlKT1fjeiWKPMIw8MGO/LJVWvS7XWYLbKTAgcoQgZgtWgBLAECoTNlVfVrY8HT+zmdJATgS3Yz+J6fUbmZmgWCN8aXQmossTZJkZmYG2Tbq1XotlhKlT1JSEEpmFUV+Pkx67aON3aM7D7Z/9de/JfxqHNf7g653sHfpyiWwNo4rx+3Dl19+OV9svPXzHxVJ+723/qIe1+JKdO/h+ubmlvCq/+yf/fNCQ/t41w9kq9V87rnnPDJYDGNf9Dtt4Uf7/WJxtuUjB15NKVFvtYKgcnR08NKLX7h/19fZcHF25dLatX57sLKw2Ov17t+5QySTYdZtH2uVe57I0syy2tvdDwIfgH/nd37nnXfe7vY6zBhXornZud///T+Ma/VcpaHwSEC327lw4UK73WbmwaB34cJymia+7ydJgsT9QXexWcuyNAgDQvjNf/gbKyvLRHh0dDTTrNfrtWHSPz48WFqYd3ECjx8/jqIoz3NfSCklglVKEVrfI1tkhdbVSqi1qtfrwyR5tLnJQBZJG6ssGyIZBL4nj4+Ply8sLS7NbW488jwRhoExxg89tjaMQmO0SgZppjTbKKq2ZppFkc/OtaTw9g73q3G1Xo9zwn6/m+f5SIYnhVJaepTnOViQSL7nSSklESKmWTYYDFD6UkqttWGyZnS/WJZBELhvDKNKkiRpNmRmleUD6M7NzsRxdLC/43lSa+V5NBh0izwXSL7vFaZgayVgGPpESMiuP2U2o7BINr4vq54XVuIoCo8PD5ZX1wi51+uhoDTL0mFmNUdRFIaetUaiWFhYiOOYUGitmZnE306sDz8PUxrNpUZWfjhJUMDS1zD25PhcEtSTRrP/vhCwkbcb8Nls5TN+a+cZ0nx2dPjJ8fxnOxOcVSX99YF+I8YIE0xdLkZPgDEaMDXn5/F8zgDDOO3HMSAZSAREnies0UVumC6sXFi7eHn3YOe7P/zpd/70+1964cWLly7+d7/6jYcP7//wh9//5NN7f/GLt+bnWr/yK7907fqVVn0mDMP+oOvUOyR9pVQURpWoUqtWu93u0eH+3u72vfvr1Wp1dW1taXlJSj/LsjxTngBj2Vo2OrfWCvZ1YV0xHYUhoijHGSGiYTD2icYMo3qdz13tUw9Pe5690KkUkIm7IwGWgS+aelM+OWr+jB7jLHvw7FI595+ehrWICIAEwoHzhATITM4nf2LHj+QgPls6ceJpPvipYO3JPVXO13Y4JSKOpbyTVvlz8ic++5Y/i2BPLvok6Gxk4DShnvKTtMH4NBT0/5e33hnV6BNbx6c+KJ+cQowjdXD8CrIzvRyN+C1bZrClHpuf1K6ckAmVbH7gfIXhEz678sHL9NeyJK/0u3Aybiv/3pM/fiJs/RxuP5btfPjshn/u0Odzny9lUmh5ZveUKsfPOGz5lM7GAzoG9SjhA4DBEgtERgJg6+bZFsrxuIwMusgEQV6kgUdZkrghutJFmqZxlBuVZ8zto2MZhkRUqVQqUaC1rlTCm9evv/vu3Swdbj5+9PJLtzpt+0/+w3/09ltv/1//5t8RYBxRJYqG/W4trhfabG5uXb1y/dN7nywvLacqpwT3uz1jTBAwkeh3O++/9879e3c8MDONWrPiEZswDKPQlwJnZ1t7e9th5Pe6nSQdCEEqz8EyIUZxnOSZzZRl1toYYx49epQkwzwbEoAkmJg8g+WjoyOUXp7nbFEpffPqlUuXrvx4/bFKh4DA1lYrlcDDD9//YJhe3tzb3T/Y/+TOpzev31xeWPI9b2FhYW9vr16v9/v9waCvcoqiqH/cITBZlhrDxhZszcLi3M2b15eXl+68jww8TPrGzBld6CJ9vH730qXVKzduZwYyMNVq9fHGhmX2fT9NU2e5GcexZesec2xtu91p1hsP79/f2toyRe4Stx2G4MYQTtf3RDT7KV6BpyuuJjfRZAgiBTEbITzPEziKeGUAa9kgsyBJCFoXWhduGCQEIRsmRjOlJiBPZRA4JS7g2CMXy44Gk63gtJvLyYH4ZOzu3G4c31sQqixHAmdT5Af+cbdz/cpaZ2frX/8vv6t6PREv5QUEYXVra7vX64nAv3X7dq9zPDs3OzvT3Ns/yLIsIF5ZmN349KO1C0vWGClwZ2cnL9T84uxRu2uFzAYdPwzjatRsNhaXFo+2HkkppSC2xqpcEkpiZfDCyqWl5Sv9Tr/T6ViDC/PLnaPdSjWW0reWe+32G2+8cbC7U63WitzsbG912seVSsVtApVKFIbh7NylK1eu3L33sRBiplrrD4tP3nlrcW4uKfLI99gaZdXs7OxgMGg2m/1+N0kSALu7u4uI8wuzSqnBYLDQiCuVys7e/lxYabVanU5bax2G/mDQR8RGo5GnQ0EgkMAFeDI7WpM1yhjDxhChAJiZmwsDj5nr9Xqz2fzk07tZrlD4YGxWaGVII+RFJrSw1jYatTQZ+L5UhbWsLRsX5+h86ZI0zfICpadU4RC5B48e5Xk+v7QgPdrf3QuFBABjbL/fFwC1eEbrIs9UpVpJCmWtVcoCM0pJRMa5GQG6KDwGMXUCB9RQeCS0Kkyh2BgBqLTWWgtNQmAUBkmi0nSIwN1u2/M8iVQUBRJU/MBaAG3AWCHI8zxDRmfaasPATChROhKYpBF1i60ZDAZpMhwmGQAgSSLBzFrrMAyiSujiTF1InxDiKfK2/mYyPBHxvEA4pBG5hAQR4cjPvVTVjVleJbIlmNFTCp8Av+Boaxjpoc5X0z2FpdsZExUEEE505Kofo6eMHJzk4Y5eYZdyMx5Fjc958sVJp8Fzzm9sbTxCO6eVliMDloTNI0P8UbYhnv8Gn+CSeA67r3xWp87QJTW7nZjGVE+0QAzChSafcR03Yw4hIbkupkAb+BIsCZZWCCulFVIJ2VhcqS2vDJPk/s7BJ4+3v//TN2dnGpeuP/fiq182Ku90Dj+98+jtdz42phCEl66s3bxxo9FsBpJ8PySgNEnB6FoUuTRShQJNvrl+d3P9nu8Hcb3eqDepWo3DAFFYZhct41R/wJzlQ0Lp7jFrJwEMU7XMk8w8zrrTT64DO5OVqdHkGHctNwwTFI550vKhg0Zh3ASOO8Lzupdy9WlL6MHE6YUnYMbEW3/qWnQyT3AqxxqpW8eSD+KJ8Ylr8xxn1uUFMgOyA+JsiR45Atm140kCMIAAtGNLpFOupGch7gmhe8KxZDZj8u0IIqLTVfjE2+ZzXFjLFfL4yj6x9UWw07c/MgkzY7+cUd7DWXfKMzYbT+Poe+5BeJrhebIFQoRxbB2UNpankc7BiTubpzveBAGgkUoVrLVsrdOIugBMl2QgTlHrx6rZyf/l0hgC4JxP6bP7HrcMpJSnxNVn2jYsPS+wTOUog6Wueh5b+9oyfD2msvKpH3lSg/0ZJjGn3pktxYudcmQ5O5cpz4w++wK6MOVxsIQp45al02BiKLGjR4nsNKqlYezhyQjsOJ+IsLS0sLP5EC3pihfXIikFAUohPE8IIZRS7Xb74pXLRhd+4Ae+3+v1Nje36vV6nqZxvYHA7739Vq+7F1Lxta986drKyu7u/sfvv7W3s1MJAhaUZvndBw9v3Lq5unZpe3crzLNmq54UKs1zpYowDAH40cOHUtC1Sxfi5XlQKRgbSmSrsqy/uDT70SefRJG/u9tRShkFWilE8oTwfCyKIi9y6YeaDUlRrcVh5CcDmWeJUYqR0VqJIIjiSpWI0jSrNxtaFUmaN1tzc/OLWdrxhbTGFEWR6eyXvvKlF7740ieP7/WyJK7XkaFI870HD1599Ut7O9tgOUmGDLYo9AsvPP/zn+xHXtWoTKKtRb4v4cH9O6rQt69dcVf50ePHvi/yIs+VunTzwvHhztLqyrCAfm5lGC3Mz+WFqsWxJ6gRV8EaZTQA9Hq9SqW6sLC8vbXd6/eDMFhcXNzcfFxrNMIAer1elmWOaezulBNDPXSxN+UxH54Z/J3C9mBMnufJbc2jvFse+4WOfNNGzBJAX9i8GIZRDdAolQY+ScmCmK1FZBJWm7zX7QwGPWsKpQoEa4xmy9Yaa52DNWujpnl9lhnGilwe5WFOLMFGL47/c988usvs6YSksSODVgoA2Pe9UEoESwi9XscYFUR+pRImyYAEri4vHVnT0TKsNCtxq9mst5rNzvHhnU/e/8Y3fs2XuL+9GYZRLQq2O/tgzaB7EBAGlWr76Ojo6CiM4m9+6++sXb6yvX/s8UAbs7O9HkZB+/jw+Ohwo3OY9TtI3vGguPXsi/mgW6nVRBgURiu2y6trF9bWPv1or9sfCCn+9E+/+3f/3j9sRl5VEhT5R3fvxXEDlPKFkAiGOfDDSiVOkuFXv/rVqBJEcbUocmspz/DB/TsAJMAO0mGtEc03FrTWUlKWZWEUB75njbHGrF5Y7na7RBQFoeN/zsw0wzC4d+9OVhRpmh4cHFy/ekV61G63Z1vNWhj2YSCE0EanWVatVkkiGKPyXBKEQSQlX7601mg0kiQRQhwft9c3NgwTkZcrmyqbGwYCC2CNtmAW5meNUZXIPz5KldVE5AcBk5FSaqOyLNWGPSnjWq0o8o2Nx7VavLa2FsWVvYM93/dDz3Nhlb7vm6JI05QZPc9ThZFSgnG5UXacdW6d6F0pRUriyKYMfd8PgsCtNBfk4GZDznVzeDyYm2nmeZplQ2AzGPaTYU8SJToPAt8Pg6gagLF5mmWD1BoDlsE64z303D1JwhhrjVVKaVUopXrdrvT9arVaKAWAQviEksEAmAnjlJmtNYgoSBhzrov43+CuDxGIRilk5z7hp3UvEU+Sa/lExXaudduTJqbjihVOpTb9JaVy8LnQioVzpkrnVgxwxoL8aSxqpo6CjGMD0XLRMDIgGbmATL0W8WlYQ0/AY8vt6LSOnFyj8oHRAlkmBsFjRxNAGnftkxJ3UhoiuDWAipRitloL6bMUhoRXjcNK1EuTwijR8K8vr/X7/TQZKqs/vP+ofbAPbK5fu/zsi19evbAcBP7mo8d/8v3f/973f4KIv/z669/+1jdbrTk2+x55eZ5oo0PPr8SBUmo4HCqlWHke6k821sMobDSb1Wqt1mzUajUjZVEUWhsiEQQhIllrHZ9w1GMhMPJZcOyzcexRqNw4W8+eo0TlUzJXKnlajvwvAYTLmptip2dvHBw3HggAZKf9mjMCFUR8RvxwAksHBIfljK8RlPw0SoDMVMNl2SAyouMJjjzcmBlREo12WBdzYidg+DgLe0QQZUYCO72XXRdqSkq5kchy3KBOPCqwZEHyxICKp7nFyqvaATLGTPKCJ58FjolSVO5bTnUyZa+Uz5yjP828Dp8G65u2ZIifQTf4nN/B0xYNJ25G49eFQBqlTLJlS+RG7cYa55WCAk+rzJ2RiaNoWmsdB/5kmzTqmREnWs3TulkahVKOFKJO/1OyhilrFKfM9Ik6tSx4O/GZEFtjkCasYUdqtWUKJZzo6rn0r6eSUexk7HjSKZTPbraOhFnW8tGUcTdBJu1nam/Pw/oIS/6NroktJ206aiwwGnfHgWUkFoRAQIyTUcVIYcWIAALZ8+S1a1f3th/t723rPPcECESttS4KY4y12veDahy1Wq12r6e07g/6L7340t7e/vbOTp5ljXpdIhfZMPSgVQ16R3src61Xnr31m7/x7Y8//PB/+xf/8rjTrkTR+sbjH/7kjV//9W8cHO+jRM+Ts7Oz/X7/8PAwT5IoigJPNGrVKPCsyiVbIQCM8gMUZKSAtbXl/H4aBL7RhYMoIz8gQf3jo2GSWMQo8A0WKLGf9CUhI2hrlFGMVAvimVZrY3unUW9E9brWZnFxcbbVNEV+6dLlg739u/ffN2muCjVXq6kCm/X6Cy+88Fuc/8+/+7vJMOm2O7cuXiUM+r3Os889++DRVrPZKPIi8sXzzz/37ls/ydOuyXM2Kh105pcvZcbLiyzLMul59WazezDIsrzeqM1Wwixrd9u7D+5+ctBPKWy0O91+kvme/6VXX12emwsJoyjsDQcoRBzHRGSNbbVa77333he+9IWlpaVCZSTFtWvXjo6OOp2OW2ATYHk6UnSjpsnXJXT71Cun/54g9mOTg0n54eTiiMiM7mYlIqNTBmIu8oyl54ehB2AYDLJhNoVS3U673++pIjNGW62s0cYYsGxZg3EU+lFQ33ia7RS5Bk4GOZxfCsJU8yImhdPkSTf2IwBrPSHiSqVWi7VWYRjUGrVhntbq1dWLayobHB3u5VniS6EK0en0/uSPv/f6L3/p/r27tXrlYHtD5YPIn/Ul9jvHf/7Gj2v5sN9pC9Bssldf+sJ7H3zaarX6Wv5n//l/IaLa7/3b7yzONw8Oj31PCDD9Xrvfa7PKrCqsyYqh2t9cz/rPeZWg2qiuXrrQOe4IiRa1glz4Zmvn8dLcwm/9xrfuP/j02199/Qd//Eefvv/eyoWLC0srotns9Ad5lkWVmSiK+8PBjRs3PvjggyQZOFmj1tRqtdYfbpAgX4rF2dnXXnmOiJaXl998882HDx82m43t7e3r168WRWGtFYKiKCSBFy+uffjRJyiTK1euNFqzn376qed5CwtzYRjOzs7UIj8UmKYJEblLlSQpRZEvyfNk6ItaJUKT+n6IiNVqfHTc/vNf/MJYlEGYWxzkutCsmJ0frECQUi4sLMzNzvR6bRIopaxUouFwwGzTNJHSE4JQACLkeaaUsmyXlhar1SpIobaLXq9TX1yKosjRO28/c/vCyvK7777tTDiVUgJQCrTWFq4mccgkohAiCAIAssxCCM9zJGgrhAxDnwiUUp4npAxrcayO08Wl+ePjg077sNlqEFgpsChUvVZbvbB62D6ybKQQlUqExgKzNRoBA8+XHjvEGhm0Vu788zwzqsiybKZardVqQRBkea6UzVJlrAYwaZpaNvPz877va2Ucz+Zp4rj/RjI8z7NVODUQRURy/UPpdp3okcaDK8cNm/4H48TbMpBS1rD91ShY+P9Q92ZPkl3pfdhZ755rZe3VVb13o9HdQAODAWYGM0PMDD2kYugRlyAlhRmWGQqLdoQd8ovtP8B+kl/scITMoGxSlkSZkoKmSIoazsqZwQ40gAZ67+ql9iX3zLufzQ/n5q1bmdULaTJCLERUFKqzsrLynnPu932/bSIY8KA6Oex4/oR+4HEWAk+uSo/qZscjnsbdTQs6/sd7pj9rvfkEH3wl8wDDUVkmFZJZnKpUEGZkvAPeGMQwiwwaVcyQAiWlgBwQExlYIhgkLIEQGZZrV4M48lOhqO1ULSDFgu0dP3FGMNZt7b3zwSfszfcpQYuLiy+/8nr9mzUp+O721r/4l/8qDv35mWnB+PFjS9NT9SRJfDYEjFkEVLwKQiiM47JrJizttpvddhNvE8/zpudPel7JsW0AYBzHUgKMSEHOgHJKyRMCuI5ieMKidAyN8s3GHpKj3xBCCQ/+Iev9QKawgoVW8vGYFRy760/4+8EjCYFHCsOOdKE4eIyCOKPsSqUARkhKBSACGEid06skGBlxAggVUlhKMUrhVaPkPXjYpDdL3S6CMwIU4DUAEUAgL7IPXBmfMLzILuPhDx2bo0+SkbBQabuQ3LMxCzg/KJ6K+j0wsoXMjRPVmP3AY0izf3mWRm5vU7gi+e+FE2xG9ATC5GFEsUDxO0gEyZZfPq7Ao5T0UT59xhuUUj5uInZkeN2z/KWTDVJuZZbHpuc5ikW5XfE1jDFLIYQKCKJ5PoeFf0V2sToQb0stUzwyfO9xsWBHRjXoLTlGK51MffgLsUYLK1Y+4XaDEEAQEe0uAnWsTbaoURZKnx9WUDeMnKVpHM3NzXIWpXGwublRqVQcW6t2mRaJUUw0fCSE8IeD1dVVxkGv27UsUykpWGJgzw+CyO+nUu0Hjx7dw6hSf/GFS//tf/eP3n3zrd3trb3d7Xurq9QkZ86d6vTaSZpM1WtKqTiOhRCcM9uklXLZoASIlFAEheApEzyJ4+D6reuLx44PhwNK8Uj6RUxKIFBhFAEMMCJCCYixVDIIQ0qQElyXBIxzu2pNTU1xzsMw9Kp127ZLpZLrlgZpSg3Tsuxmu1VzS6Zh9Hv9mXo5CsJ2r3vm/DmvXIr8AAC1v7vnnjjLGFNClisVzrmGvhHBx5aXtx7dscpOxTamauX9vW1OytPe7NbWZpoyqZRhmr3hoDJVC4JwELbnFxamZ2otP8AIWLYxt7i0s7Vz/swZFkV+v99rt2/c+HhqaiaO2Pra+hs/8w0glUENgsl7771n2gbGeGlp6fr163oB6yh27eSZVwLqcOrpGKX/CfzwQ6v0cGlRvJscmAwpTokpBAMICJG2O/sAiCAYACEtkyKAWq29brcNABCc66WHEVRQQaHtggEAkIIRHRoCWZj4a6ac5pDICUB+jA0+2Rlq8EQzgCCEpml6riu58Bxrfn4+ZGkSJwiharUCowaCmrWIHKd08+at6ZkpivHy4nyURJ9+fHVudpqnkUHxuXNnNj/4BAPp97u1crXseetra0Aqy7L7A//aex8LBbY31lrtbrmRuI6LESh5bsgiZBoIQsup9DqtkmWESS9Kh7ZHwhhBICBlmAg/6s7MV6aq3tbeo4e3b1gIUilnqhUex1vrG/XGDE9ZmvBut6+AWj52Yn5ufn370cbGhmmYQiLLcmvV8nCqyhj/9i/+2qkzyyYGL7300ttvv/13/86vccEc29nZ2UIQNpvNkydPYIylEJzxKIobjcbyiVPHjx9/uL4ehuGly89TSvv9/sLCwrC9nzKepml+ZjLGIggVxSaGJqEGxULCJE0N0wzDYPXhwyhKiOlwhYIoDeJUAQQIFUqJNEVQYigrlRKEqlz2Ll26mKbJFgQxi1kQQwhtG0kFhJIQICVlFEUzMzM67G4Y+QjBk6dOsiAaDvue5zknTgghHjx40O8PMUZZdpRUnHMEIYYQIZQwFkURMW3NBEEI2aZpGIb2OoIQSiEQQgRjoBTBOEkSCGGj0SiXy73uvmHSNI0RBEJwJXm1UhFCSCGYiAGmnu0aiFimGVKqlBJKSc45Z0wIKDJuF5AiDINOp/P84uLs7Gyr1ZIAMM49ryJFwAVw3VIcR7Zta2cXzsTobgj+5nV9o1Dlo6fyxSym3IjlQI5csKMoOPsdum2PuRcIkM1+D9xQ0FPLoKdP3SEYt8KDCD5B2XLkhH6yrXq24OxDxXceAfmElu6pT/uE415Nul4AACAASURBVH7swcXvGKYBJDSQQSm1DIMgrPkfWihSzMyQWdUNMcJCyZw+J5XiimFIAAQQAalkwlJiWdV6bZDEfhwRx0EhE4xJCAxKMSZIiZSJqZkFmcYGpUDJrc3N3rDzwx/9eZIkz58/98Yb31CCvff2T/70j/9k0O+eOnFiulF/+QtXpqamphrTvUG/1+9LBS3H1p2plFIqIQS/9uknlFLbcqanp2dn58vlEoJUCMEY17NtfZmfXLY+g4n/ER3buMYJ5Wzd0Xekyq3Tsh4Sqcd1faOeXBYnApOh5I/joT0ujRccZTsEIUQ4iy8bmcocEC+R1MxOlD+nhBAhJEcZcarwxMU9UrRbHD0Qj22r3Lz+oOsDj0nvPEC/x/9ZW87kz6b7wBF/GWqK7ziF75DbZwb7aJOXI2PEQTG9AIwNi560cp6A0uu/JveyypGlIxNi/qr0hHkSHUKIoJH3SZb7Jiezwg/AOgiLSXT5eTXhYInQ4elanjSdg5k6uSHPodapvofUcSBbb2DCzyZvt1ImNLdTVy3FV34Q83D4T9BdX4b6jRxEJ3i8cEzkOda5TR6k+XQj/8GjrMWeds8mJN8pedE/VsRTgglCWEldQ0uJirj9qN3PGkH9BUZ4be0RZ/FUvSa4K4QIw9Cg1KAWRlhwESdD3/eHg6Fb9jA1hBCWY185f2lnu/v++9cC36dYLC3UFWdKcAQBFGnop/0w3NzaMBA+Nr/w/PPPfXL16kcff/jZ9evnnjsDEcIYlUp2p9PO4hClsEy3XPIIhnEUAY5sqs0Y/CgOPv74aso4AMB13CROoFQpBIRgztI4SRBCAAPOGbUcQilEUBs3YwNzDjnnUogkSVzXXVxcLNXqhJBKpYIQ8oPg7uo9iNC5c+d21jbSNG04jmM7nXbn937v98y6l6YpJnhnZ8dW5PSpc1/4whfu3H1gm1a/0z199kww6GGMFxcX11avCwL29zonV05WncbqtjbP8Pf39zvdbs21CFZT9antnZ1Tp44DJaYa1Zlh3PF5kiSDbpcilERRo1Iqlcue662trRFinjp5tm20bMuuVCq2ZSVJUq1WIQZf+tKXTq/Mv/3225qTphubvypF35N/pCiszbKLFYcICSGphZI0fnj/3j/7v39n2BtIKevVmmPb+83tbrdLCInjmGAkpdDyaalkLl0ZReYc0DKLo0CltDMgeLI4NocH88/5U+XzIwjVwsLCvdv3ms1mGAZurTI9PR0O251uS1u/1Gr17Z1NpdTi3Pyl50+98+5PpBJeyXZsi2DEuABKCs44S4RgEMKbN290Op2QoTBSrXZ7ampq+fRzn/zwRrXqGQZJkrhS8qTf2x8OIIsxItBA927fbu/vcZBu7a1NbU4DqY4tLiIql5bn2u11wH3HMq99dvWTd969+v77SAqLoEEYUsv97NNPDdvBphHE0dR042d+5o29vb179+51u91yuSQk5Bw9ePAgTcSpM6ePHz929YMPKFI//MEPqtUqhOry5cue45ZLJZak1Ur52iefnD9/nmB88uTJE6dOX79xq9XtDwaDB/cfDIf+9evXv/r664SQ1dXVqmMikSolTdPE1FAy0SUH58pAmFBsGAaXKYTQcZxHa2t3796bX1jsB6kAkkmpIAEIQ4wRBBgaEAiWBIPBoN/vLi8fO3Fy5caNG0kS6/R213VN0/TDUEiJEdFj3GZz33LcUqmUJsni4gJF6Nqde/fu3fP7gzQMmrt7Jc/1PC8MQ8OgKWcsTjhLMEKubRNC0iRJkgRRU0qZJEmS+LZtu66riZ2GYejlIaW0LEszq/v9frnsrq+vh2E4Pz/f63UEkItLC5KrQT/Y3t6ZXZg1ARZCEEK01EffLBjnXAilFCFY700FgZRy0O+HUXzl5ZdXVlYGgwFAkAo6OzNjmQGhqF6vrK7eC8NQd32CSyEEgnqq/h+ph6dOJEOFRkX75gFMgGkCiATkeLICwwgWmZwSiALqlFW6sNh3STjW6owVH0hKrF00Mro3AOKQ6l0pBQk+8mgolAJw5CY3pic5aAizs6/QI8qR/2P2GWqUMmMEFV5mIUd7grA7SVg9oGRl/ycRPGB1AgB5Znxx8Eq0ndchywpwaHSNIJrMORyrnLOaSfecCgIAEimQUlCwEoG2TTEWhokQgSlUCmOOEBY5MyTj6moJUC5BwwAQ4EDBS6ZnCIkoxSy2AE/9AUIYAai4SDEAmEqlotG7hmw34lz7R3HO1dJJC6IXVy72+u31zQfpx5/+zEtX/uHf/81ht/ve++/+9L0376xtfnTt7tzc3Fe+8pWXXn6xUTnW73dbrX2DYMd1IFSMMSxByYEYchY11++ud7bc6XrjxImTlUqdIxWnIo5TZFkc6Qw3BZSCEEMIpci+yG55IE8Gy2AEYujVlQERasLCHxOUPz6bmCoKcs6VXhF6hAqlBscQPJQEqO96COmUMYkQwhhBLsFBeKAaJ7Adat5GYOyBAD6DiVKMgDxIARjZeRwQ0pBCUCilJFQAI4xGK1EvfUygRBBAJaDiSgKV4aVQKJH5YoJRWBlEAKNRfpSQAgCAIYEj/I0pplQW8Y5QXnNnieGZA4UiTxSvAYU4QggiTUxSUklEshJf6Ms6Kc2EAGWtfva2UImLGwdAoIREo44jgxAVOoymqqefs2oS6SJHNgwHnhtgHOHMWJAIPh5jnPQRMceaEzRCiTM1p4JYCag7IgARgEgBKJXKmF0KAoARkkrpOTpCSLuN5ao5/TWRQGpYdcSUwAgnnDHGMMYKAqU4hCr3JhFCcJkijAkmQHu/CkEp1ZUlwbl/JgdAEQz0vQPqtK/CAZ6ffvnpqtWkCCFMiJTaGSIzdldKMc7BhLGzLqaLFjIKYaBTf/PAFTAyidFvoJBoNHPQ2kg9OMq6Lc2R4+rgUM1gVTwGIaosXhLpNT9ZgnOhKZnZNEEKQLCpuNBNcjZDkZBzDqHAGEMIMIKUEgUYkpIQiLAAWAGlXZkAUhgrCAXzu34c9o8tzQXDnkRqcW5pZ3PHsbCQfHqmsb65GSVhEEWK2iBJp2dWFqcrMh3WGuWtzt7c3DFFgVCIIrPfHbielZjIKJW9IMUSxINw7e7dHctcOXv6px99wDC6ff/RF158cX99PUZQsdTACGKSABgnahBwwNlU2aHICLkgCOCUd1ptyXi73XYc13GdXkdgigUXaRJJKVSkqKAQYsMwlQSQsarjsDSlxDAI7aRtw6IRiu+u3bE8I4qjOdsWiTh34tSDB6uuib/46gtvvf2TX/jVX/+f/ud/vMdo2a2qIT8Phidm8JJkLyxM7xMYlOvLZy5A6nGJieUwxeuzdYAkY8wfBLXSDIW1oOMTNb2/T6TdLNeAWw8D0tlJw2Zq+SFbnHLOLi8tlMHMyUsc4OlKRawYvRurjk2DyK+Uy2XPS9M4ZSFy0fSxedN0F6qLy/XjMBHhsCVUP0l3F6dn/dZw7c5a3aIsTGpepdfrmTaVgmuXYwgOzLIgIXpCp6cnOTCeL9GR8A887jMCCio+4oRn69A0TSklY4le+cD2JECEYKQgFKy1tx0Mu0mamobd77eEFIonFCnBYoKUvl4591pCnZsiMcxuFrnaUHJRhMSRkjJ7JQexXnlOpn5MikWxbFNKAQoYSAEAsYg922Mg7XQizoXn2YL1q56pIDKJ1Y3lufMXr334oe/vb7e3BBEvf+m1xfNnZ2cb33/vvfpUFdk1p1RXEs3U6jYxgrBdofyVUxXHMq/dXQ2QvUOrgUIJRSfmLdm7RcqLJAqUUtsb68dXjtFS+cQLL31w9ZPPv/alT2/c2mEtWa/VmvWycI1UXr78/MzMzNra6ifv3nhwd3Nva/3imdMzpfqjLX7mudOr9z8alKZ3WRsJERrEtCzBpeuWF5ePzy4tB9IPonBmdnHY61uUdts7nuEHIvz8K1/1hw/a3XslBiXn/ag19IOvfeElomICOWMxRNi07SCOqW33GdnuhKX6zJe/9rOr9+4kwaCzv/X9f//hxVPLNgEL09Xe/o6hBBt0bcEEZ5ZQCKFUpLP1qU53XwkDIstGcmV+PuL83oP1+WNndltdantDP1KSUMXDoe/VqgJCBiSX0nBLvSguT81BYg66w5LlmQpZEnrlWUKIFEowYNl2ypjj2ITKet0DECCYUARsaty/fWdn/eHCbGMnDgZBsjRXhlBCMEAGlypouCVGMWeEYmLbBqU0iIFJIaR0bqYCEFYCsJRBkWJMEAKApX4cO44jlILQ1mkong36nW2Tpo5tIslkGjVqtSiKusO+4vHi7LRpWn7ol9xyY2p6a2s75CzWCxthgoiSCgLAKYgZgwAKKRzbjNPIDwaEgpnZ+vbO9uzcXJL4lCrHsQRPMVIUo2q5hBCREliGLYVSEv5Vy/r+erG+pwyhj5wWP/mj6F0+NkgeHSPZgCjv8fIMqCMBxslX8gQ637PMyIvDfvUMbIpnIcce6XMADkdEHBJ+jDKmCvM5cCiQ8C8FDyAEoQQIFlUlmj4jpZTqsKRQPcboT0qJClPqvP/MtVqT4Rz5zD7nNYkgavW6hOLjp0+n/c53vvfD7/h/XHKsc2fP/t1f/w2JoIhZp9v+8Npn3/nBD0zTnJmeunDh3PR0o1EqIYT84YCxtOS4aZJQG5cdJw7CjfX1N3/65unTZ91yZWFxGWJsKM9wHEyoRFqMkAJEEIBQCQhwhtJBJASHEGBMNIo40UdPMv3gaESiDrPsDn9ZTBKfoBbrCnjSk/Cp3rBHQnkHcF9hacBJ5p5OsylQDYtJZXnZKuTopyDAECsIhHZhgwqqg3C8xx0FhXDt7MVIKQFAExC3GgNRnwBxPy544xnltc9y1o2uV+6UMwb2yadeDk2dVWNhH4c34GOm8vlhpSZP3TGmYuGSZS9bCJ4vqtHHKA5EM40nVos+2UaSyPEDdhJSfrLyMN/suSEhOGwYWFQz6kZr3AW38HUxYU8/jw5u0aYXY563k7Q3cPhP06gmxphNGEWMpXGAghnv2I4Aj8nVAI/xhnmqv+7k9iki/KPzGSGosmsJYGZpI1h2vYAqMEkAUABjXKvVEouEYbS2sY4hXFo4AwDodLu1atUPAkLpzMwMpcQwaKU2tddsbW1tHVs2K+UKISSOoopd6nW7hkyFEFEUCgSyVGQAEIJpmvb94Rfe+Mp//z/+D//X7/yfN27cuHj6lOuVVu/dTNPYdswgTIQQkqr79+9bFAMxbdIpzza1onJ/f393d3d2YenSpUvNTnt7Y1O/P5zzIPA7nQ7C2LBNRAlC8OGjR/3BwLWdoe+bhlEqlSgm3bR7586dxvTc7u7u+sa2ECJJkpWVlSQafHbtwyiMbNs2DKPbCySntkF3dvcWqtPNVg/K0HFLW/u7H3744aXXajdv3Hj/6oeXr7ysz2RCkeu5g07Lsi0IJItEFIeWQweDwB4ESysXfvjobSUlkHxj/eH775klk91Ya0VMbO1354+fU0qkSbK9ubX4+c8Ph33HpHEcxZF/8uSiC93bdz46d/Ks5ZS5iAwTSck7vXY4CLABKaWmafb7/X6/7/u+67p6eRc/0jTV3wzDUE8ExhckBmNt3oQLujpw1MzdrUckar3wcrxRCImFgIhxlgAAe+22aZmWZbEkhkBqo1E9zcmLgdyHU0/nD2VWFdD1AnkTFLPaOc+fSnHOmJJjGVcaANT68zRlg8Hw1PKSbdvUoIZp8ThdXlna2dpIk6jd2W006vGgWamUdne3r1y58sLFi0HsO469sLAwNz396bVPN9bWo7pf9jw/4Hs7a/Mls7XfvXf7fhDaCTIEMqvlehgNe82+FMI07N3drfb+3nSjPhwO19bWLdOklPr+0LE9bSYJIDh54ni73Q6C4aDfvb+6urG+XivZP//zP3/39k0J4d3V1fXNrc3O/pnnnj935lQahDyMS647Oz9veZ5BCTLMer2eRLFpGIKL4XBYKpV+/T//9YQl/X6/VCqLZs9y7CRlrVZrt7l//vxztampKEkxpQAhzthg0F9ZPraxud5ptc+cOdVsNjnn7737bmu/2Wy1Op1Oq9VWXERhMAxixgUclX+OZbI0diwbKtVpty8cX253Ozdu3+VcDLod23aCOFFKCiExRjMz08MwiHnquPbSwkK1Vlmcnzu2tKB42u12+72eYRiVSl0IzDnnnFGDlMtlqdTJE8eXl5c551LJIAjqU9O9bpczdvny5YWZmc8M4+7NGEGJkVKKSyWlFBAgbFnQMgnClFKEEOHCMAAH+uYCtVmGEIJzkXIOIbIsy3EcLqQQIoqiPF4IQkgo1b4vrVZLSlkqlSzTisLYkPLKlSuu6374wdXBYMBYSikFUkmohJb5KYUJSUYjCSklpTRNksFg4Pu+63rLy8vtVn9jY3M4HBKCGWOWZTHGEFJAjSLT/iYyPHPC1VNDe5+lJpu8BY7NaGFB+3ukuE4pNQr+OoK5l1dRT31hR0i8Dsf7HuSCP54iCBX6i7deB4FR2RgMwWeoXw/q0dyN4GktgTpMMDtw6cSj4HAgNe0iw0txgew0GXM3WdCMmr6CRuCwnDGP4crJZrouRBBXSw3GkuGg7dYaJiR9vlWZmn2w1fzJJ9eHceiaxsrKyle+/nNzs7PDQe/ho9W33r366NF9y6Dnz5354he/cOLE8WESO54lGQuCAUUIW8ba2v3Lly7G0fDe6i0lgSLYdN1arT411XBsr1ov7+81ESIYU4gkQQYhJBFMAIEQQhRDhYBQo1j2A0tMCCYDuFExInxkHiMLzpx66H/oBjam4ivC10/V0D5hQx1qsGFms3nwVCOCMVLjoZZFGvZhPYlmpCqpMV8IiFJAQK751wX4cZKkPMo3kwggBRTQYdO6qFWaU4AeN1c6cpvmktNnPz7hSNWrsripp9tvYjne5U+cDk//7QhrjFHfmdTREd7giD6w+Eiljm6oDigGSh7SCitlUHqQlCWFVBJjhUeGNyNLoeJRpZRS40RfmC3gEXtDjyjz9EWQUx4yrWZhKJa/qxqRyPP3imDX2KDh4HhX2aIceRUBhNGhW4xSlqnd3hTGGBykBWZOQtnmO7Da1b9IC5cze1OEYJ4HMQrf0yaZ6KCBmoiLfALP/0i9d/5uFDvSI7pocHgbFpr5CVlvrgeFGGOFMYGEEIJHnlFI8/OVQggwlti2Qwlo7W81Wy1K6eISbDQa7Xbb9bwgDAXnq6urX/vZb27utU6cOvX5Vz63ev193/ellIZhKCUppQgqhKBkaSRkzJMg9CmysEJKCEppEEcPHz76L/+b/xph+L/+L//4//n9f/OPfvO/OiOjmZkpCEkqVH8Q7O3tr6ysiDQlCCQS2JgiSh8+fDg3N3/x4sWt7e29vT1sUMaYrqKUYfi+slzLsixiGm7Jc0ulnd0d2zEt2+Q8AQhADKhF/Y6PMYUQfvTRh5btSYBu3rxeqZQcx5ZSRnG0sbEx6PUwLiNMOBeY2M1mu75SWVlcWFvf5JxzBR7eu/v5z72yu7V17tz55cWFrd3dsuft72zHabq0vLyzvdlPegn3695iFLA0FEiiNOLRYOA5qFS2RTpkSDzYbLvlaqu1f/biFbc+g01na2uHp2kQ+FBaN25c39/b6g93G+6UA61bt95bOr6cpn2IeBD1GYujOBRQ3Ll723YsLlilWk6SxLSMKIrynl8vAx3tgBDq9Xuu62r2WvGOLB+zxgq3koMcBf0YxphWPUEIGWMIIYmzVhAhTQRHhkGH/mA4HJZdj1arLE2FkvkYJR+7F8sYJMbVeppBcNAWTpxpmsGR8bEliCOmCBpFRMHc/0kIqRTA2EhT0esNwTEJACCGSahhQwyBqniWUXN30sFUvdZvlXeipFbzqhUnCHulkndieXll6RjBaNAfSqlsy2o2m6sPdm+//8EbVy4CLlUqHWwsVOsJcRdnl0XSC1pNCPqe59qmncQsidnpk2cgxL4fz07P1ir1/f3VP/mjfz/rWa5tr689ogYOQ//TTz66deuGYmnNtX76058+WF3db8naTIMJaTneN77xxr1bt6EUWKnO/t7uztaxE8d/6Ze/dfv+1nA4DP1gbmY6DsNGo/7FL35+8djS2vraZzfXAQSmYydJMhj4tm0PBv0wDK5cuHD73l0hhGWQ3nAguRCcXb54aWdn687t261Wc+XYMkH4xRdf9Fy3VCoZhhnGUd8P41RAghHASimCAMEQAeWWXClS26S2W7p7/8Hde/eIU2apICZMWez7ETVopVzjnDsGOrGy/Bv/4DdmF+YfPXrQ63erZW97a3Nra5MlqQKQC64kkFKYlHqmWy6XkzSdnm5YhkkJqdSqa2trCKF6tXZsbv76Jx+99dZbKo3jOEJQYaQAEFJpCyusmXYSCE39SFImBBDaHB0hABDGUg/ChBAIKZJJhZVSKk1TPTERQjDGlJScc9M0h/2+ECJNuGCiWq2tnDgBIdzZ2QlCX2ltgtJ8KwlVpotHUGGgOJCUGoKnjufW6hXO0zSNTdMkCAqRal4rAARCmCQJpRRCCUDGapEK4r9JXZ8CIzPvv95IqzEkBRVkRWO9VnbcFMQnxeCXA5zh0H38Wef9RY1NlmF8lHjp/+dHfqbnx6VQ8i/6Lv0ltUCaMqsznUFu9w8PcIasb1Ejzp/KvaAP9Gwj/smYWUi2Tkb6tGJhV3Rs13c1YplDP2SSYdMiCNGS2uXbAVNupXF2Zr49HAxa7a397u//wR9P1arHji1evnjh8gsvXf3gnbffeuuTazcePHh0/Pjxv/P3/p5lUSU4AYCzmFDs2Q5EKk1jCYDjlhRGwbDXazd3Nter1fri4tLM9DznMo4TljIJGTBMCdWI3kwyWz9VxPS0J4jMamYojxbXqaL8NYcRRtU50kkBEGQW2iAT/mnrT91VSvXkZPAnQ2FjM+AsqP5A1QaRKj7JoYjIIt6YaaKA5ABmJqYKYAUEQkh3cEIo8JQZyuEeRjeBhyKw88bvGVfxXzoh7dn3/lM77afOvIqnzbOr9YpQ2JEvePK3TD7zEYMDdaCN1CgAGvWJmS0sBGPC0TFQbixVT4GJIAR9gDzmuj/heo0ds0ABqOAY2HhkQ5VDE5OzkslfqmuFnNHAOYcQgcPBJwDISS/QkZMQLCDAhb9SHZmpc2CVrICOiYeTDO0iSfyIK1i43CPLezUicQOppG56KaYaxgQjDCczn1ISY2xaFsGyVKk0pqYxQQAARCmltN1uY4ypYXS73TiOoRRpGp8+ffbR7Y86nc7OTptzbhoISoUQUkxKKQ3LEFAKJTlLhQREYcsyHOGYlnnr1q03vv613/4n/4cE6IOrH/ppjxBSqU71+t1msxvH6erqvbNnz1558cV6pewP+8PhMOltXrt2zbId13EghHEcZ9cIgzRNgyAIojDlTPgqiKNZgneb+9PT01EcYUIwQgljpXI5iiJKlGmae3t7p8/UECVxHHOeHl9eqNfrGOGS6+m5gGEYPE0RwmEUppxzKTDGaZxESQTI/t7WpkPNaqnEOTcJUUo9XF9r7uxUyiWrZw9ojytmWVYJAQBwa6+7NLcwU69bIEAsUICfOL7cU+HSyvELl184c+oUsEoC4D/6d38yOzONIGzu7XbbrcasPfS5P2gR2+s028srM7aJLQNxwT2vzBLOkoAxNj09DSG0bVuzrDWal+P1RYRcLxLNwT68WdTk7jt8O8gShMDhZBQN7unnTxXWamcEIESAQCB5Ui+XSrYx7A+G/ZbleGqkkNeHQw6kHAyvlRw7oPKhT27bm4uuC00jByDTXECICSIHZ1E+Vx153qYiFanAGPX7PSEFQFAoub+9tTQ/c/fOTSjSdrvteiW51YJQOja1TEop8UquaVDO2LkzZzp7e2XXvX79OuPQNEteeYoNhhQRnAqolGFbSoG93VbEAEKIczE7O+dYVhwn7XbbdUoAYNd1BReEGL1er4RKcRyePnWi221vbjzqtVuS8WNLS7/6K7/88M5dr1QeRvuzdola9nS9XCpXut3OVKnCWIwRqFgWBry5t40RrtVqUejHURQEAQRyZWWl2drv9XuGYTDBCcFCKGoYfhCsrq6ePXfetk2DUK4kQman1+UiRVDVaxXPtW/evFmv1vb398rl8sWLF7VocH9/n6dpzKRCCAMkhABS2q4rWGKYhEDIlKzXKn4Q7ezuYWoqpahlxnEMIaQUU4I/97mXTEIh5HNz0y7F7/zkB9u7O1/40pdCf5imcblcNggd9vv7u/tKcIiQbTuWYyMEOEtOnz491WgkLDWp4TiOZVmNRoNF4f3793d2duYatcO2hxAASQjR6RSjUSDEGAulCCKWZSmI4jBhjPGM2w8JoYwxKRRA0HYcXav7vs95GsexUiWtV/Q8L03TKEwq1crMzEzK2PrWRrfbFYxr3RDnHCioCvdczUzBChJCkiSxTWt2dtakVNNP2u32oD/QjDm91BlPtDEphHgUMfo3COs7ZPOfFa8TSNcRY/anvFyEn1I8ZQXrwULAhR+REkops2iBUapazn0cZXxOliNHvBJ8lJn+oaE6PDChHw2i/xLv4mSJJlWej6ADAeURlctYja67heyvBkdBH48HNAoFpQAAZoG/oyfQMXwYKq4OEQ4fy3GCEI5ChDKX/7x8VDoSQI4BpFmZUqjemATQNAmgCAgBJCR2PxYzhietMrYsLI0ZtyalZGnM4ujuo50bd+/bBp6drn/jm99ybCMKgjgO//f/7Z84tlmvVc6eOXHq5LJhGI3GVBpFlbLHlTQswrioeiZGjpSAhYMHd27ubW42pmYajRnXs7WNxFCmBGIAFBexFoQCgPJeCQAIgChkkiN90Q45AYIsjy7XWoyQoexmDXUkIzxYXJp1pqV9o0MN5U9SyI2cwNInGINS6hIzt8RVMAeEM9HYaGo6EuQppePODrqyMS9QSimEXEiFlOJACaAIwhIopKCEEAMlx3ithwv0iFzWBgAAIABJREFUDM0GRT9YpZSW2haVw2DSxvBxWGY+MXhmuuZBwHfmWwuP8GgpnkPwcIj5k3Sz2Zt/pDo699+HRdeWIy8oGDl2Hk7aHMtCAIdpUfnBfJBFqdOTC/Vi4esMT8viT9Eo3wtlbqkKF6xThJB68KEJ3wCOMyeLSNRBQ3N4LjYGcE0yPMf5k9m7hfI/PI/60EicUkAwrm8cSiodjAkOY4xSKank5OjhMNUNTdJl86HhqGlTk1zWQ5+fOO/IuRtFq4wjQBigDkPuQAExenl5r4iLC0EbWKEDGa/CBWUqyvFtCBnjjcZMGPrDQf/lz71y8+ZNbNCy63W7nTiKGlO1zY31+aXlvd2dhYXFmZnpTs8fDocQACUF54ylGEghhDAIwtQVQHbbPcxBzKRl2EmSDIfD/WaTK/m1r3/9u//uj3b3mpdfOvXw0aO7d26GMWMKUGohgR9urD/a2PBcr1wuY4xLVW95edmync7AV0qVSqV6vR4EAVIiAkA3PClnUZKkglenp1KWbu9sSy4wRI5lY4Qs02xMTa+tbUyHvuWWCIFeuSQVDyMWhv7p06dv3bphGIbneYMA+GFkUYNLVK5PxQlbX9u6fPny1k6n9XBz6K//zj/9rbmlY93mK//8/d95/atfPX361NKxJccyXMtMRbq9u2F6BsDIsysxU9397suXXrz6ox92th9RkLaaUpybLZXd/b3d6vam/9ZPeiHDhl0uWVP1qmvb1z/7VAixvLK8NDuD0zTuDT1LbW/enz912jToIJbl6nTJnfLd4bA37Ha7nU4nCAJKad5Hja0Zva00cJFTKw8eA8XEEh37b7wt1MmNCCHDMPSdSCBD300QAAgqBKTn2ivzs+WS0261ms39wbDvp4esd8fCGAAAKuWTpV2Rly6FEnLculONThpNNAXoUMhPZh4uhAIAI8QYS5JUCVYqlahhCQWWji0Ne+1//S9/t99pvfTSiz/43ncWFhYvPv/yfrM1Pz+1tDh3/8GD9UeP5qanI9/3+/1auVxyXRbH/UGkiJlwubG5ydJUJmpvfdWZZ/du37x950a1bHuO2+/1TJOePXv24f37Sqlep1ufboRh2O11F+YXOOdzM1OWgQa9djjslR2zVnaXlxZ++Rd/6YtffP3NH/35vdUHw4Q+2tpEhvXilSsYoRcvXX545zZFAEiJoRj2W59+9N7f+uV/IBl/5eUrd27efPMnt0slb3dnSygZhkGtUo3TZKUxFwTB7Tu3uZKtVqvb60opoyjYb7UMw0jjqFrypOBJHAEFBEsJRg8frBJC0jT9zp/92TvvvJPEMcZEcIUAUIxLntqUKsEFSzgSPA5mZ6Zs03y0udUbhtS0Y8YllIOhLwF0PeeX/vbfHvR7jCUORRurN7fW7gVxxAS/c/3aqeNLaRTVqhXTsKSO+kUIImhZpus6nPMkSfq9nmXbjDPf908ePwEg2Vhfu3n9s3az+dz5s6u3buojEQGFMmQa5cMveEAGhpxzSJFhGCkXcRInaaSUIsTACBsGiZJUIum4nmVZesruOCWlTC1hbTablmVYloUQsi13bnZOCrW+vhZGAQJAAkUI0alUIAMMNftEaas4IQQQEiN07NixkleK49ikNGVsZ2dnOAy1i02aAAU4AHA47AGFEKJpmupQrWdh8/1H0fWNfE0KjBQ4yWh6CnXqKHDsqZHrEz4KhBRbIAhRzrYqZPhmJYSEuTXfQVDGZObykb/oiCwHOKpOsu//hdu8SYGQlJJzUfwmnqgf9WI/yHXX9aTuPSEoeDI/mR6nxgpKiBBWEGGIISIQEQgx0l0gUAghqcYyxI4cqCOEoN6eedt3CPE7mmpSfDYIoYKUAykhwggSACSWoYDA9AS2AHWdRgmmsRACc2aXhRKMxYFFUczSH7/94f7uNiXozJnTf/83frPb3l9dvfun/+F7g357erparZeXVlZOnjvT6nQgxkDGUCkghORCh9FToB6t3vno/fcghMdXTp4+fdqqeYQQzqXvB0AhRAwIyEExmmcQ5ZU/VEVxrh5SgkNkWqgh09H/Zq5II4/B3KUTZew7hLTuKM+6LHJhJonWY9ccISigGtXMCulphe73Rnm9I6KYGvNXHPUSxSZHQZi73guptPWEQhhhCSWCUILsQBwf+Rx0Zll8nMrkf0oiKWXBzrtgwHi4i5u0sz+gMI3GE8/k3/s0r/OjAjx0t5zBpOAZSLaT5o1jkQNFN9HH6foQBOM07KP2cLHryz2BweGAgdFhoYCSCAOKRyYxMuNkIqAgys4xDIAcuaJrIhmECAKpWx8IFARSR7QWe1elpO5NdMA8zHStB+2TlpwVcdFJhqf+jarwbsORtfvoikuQcy8hBADEaWIYBkKIMa6kxBn6cdCOCqlE9lPZaMQ0iCakKaUIhghhLsZtnIUQCGZ2TXoKkvPlJgNU8pnXkbe8IhF3ZKIEx7Ldnwz5YoR1Ma1PAwAP6fooIoQQxRgEECFEKVJSZOTVLKoRSgQBgFGaTjWqjuu1Wm1qGD/38z//ox/+8IVLFx4+fCgyzYwMg2EUR839nfNnz+62ul1fVCvlOEq1JaNBsOBpr88BhgAjhAA1iBIZWy/hDGBkWtbPfvObf/IH/+/O3t5/uvIGNeip07LV6t28cy+M43a7g6mZMgFx1zAsKaVrgTt37n7p9S8vrZwghDiOo529TIp0AEMaxIPA55JjHSBmW5oQ0Wm1lBS1SjUI/DNnzyJE9vf3y/UGgABj2Go1GUvKnvnGV758+/at0A/OnTsXM/vap/c5hkKBVqePGSc1M44Ty3aq5UqvFyVhUCt73U5zql4L/GGn03Zcp9fBpm2+9LmXd/fWKlMlhBBCpimBa7i9dqtWcS3V6Le2/SiuN+ZApfbuux+kSczTGEhZ8erVc2cJEhBKr+QKIZCiBJBw2LGIpBbqNLdPnr3gWhWmxPz8iXKpDIVsbq8zliwtLQwGA845QjBH4caKHyml69p5VvUhog3CY98Ze0xxm+jPOgUhk/+OlBf6XIZIYSURgAszs7/2K7+4vb35b37/X/E0cZ1yyKMsuumwwW+hfxsvAos9KsZY6XNlwsOz6ObCc5+Ywo/n+8IwhG3b01OV7e1todSxleOVkkNk/NqVi/6gs7b26Ktf+ZLCZrnu1WuuP2gPu03JYgMBAuHJlRWkRKNW2Vhfa+3ttLvNWsmbmp396P33BiGPUj5VLyODB/7+2fOnpqenvvtHf4gxdh1bMN5uN23Tqk9VHcuGUn3pC1+s1Brf//73jy3N31+9EwW9asXrNnd7nZZrWSXP/dH3v7+9vdfvDxWe3mu2S43KxUsXIRD7eztpFCmeApkYpguB2t3eeHD/4auvvrqx9vCdt99iLIHIxQR0m72FufkPP/7Ycd2Prn1y+vTpSq3W6nRs11lePnbt00/CwHddx/M8KQVnCYGgubvDOa+UvK2trcAPer3ed7/73e3tzTiOCSEDP5AKEQV4EkHB3VpVcGaZlGBAIH3h8mXfH3x0/SExrDBOJYR+5HPBIcHHlxcJlv6w0+10pisOUXzY7SoEMaGCRbONRhiGvj9sRe29vT3XdZGUjDEIJEYIUEIxajVbURQZltXtD0zT3tvbazabZdf9xje+vrW29tnVDzlPMQJQKol0boKCGFFCTMNCIJskBnEihLBsUiqV4pTFYYxRttS5UJxzCJVpmpVKmVBD86KllKZpeJ5nO86g3xECR1HEOYcAP3r4iFLDc90oCjStOg4TBKFBsFJQSqm4FEoCpSQQUsokjQ2TUkqPHVviLB0GvrYSDYIgSSWElBICkUxTxViqaxhKLcFTiBSQf/VMyb+urg8iBOQIlwdHh2sVqZhHdn1HVDngYB48Kp7QeNskD2w5IYRKiAMXcggRxjJjEY7SMCBU2VBbV+RKCG0BKnMjQ3WEGQN47HdUgeFZqL5zn5KC6fvRQp3D099xf9ExyAIezcTUrWb+IPzk+Cz5mCH0oRuAkggTICUXKUQqk8cAyJUCSmJClGQjRljWpxGC8z9hJGkFBsZRFBFKtUGfbdsxFwBA0zSTwynYk+QT3XKkAiBMIFIQKiUVV8B0vSBJ7NpUyLmElGCKEAEIC8EURMiCMU8M06nPHWvMLUZRuLq+8dv/7PdefOHSmYtXXn711Xt3b3z26Uf77b3f/qf/7HOf/9ylF15YWFgwDcfAWEoVx4nWGPj+EGPUaNSAAkHQ/+yzT0DJnJpqeJ7n2J5hmAhhwZWUAiiFkEpTZtmGAjp7GkmpkiQ1DAgRAgCpEaicvV06rQEpCBGCumwFB3FwI73U6F80/KCRQymZzLH0omLwyCU6ujrZfRFjpCHWkZwM6JxABCHM4cSipgjm5Skcs2bRcQhQCqIjmaSihGACkjTV+1RAASBQEIqj8s2KUv7cOl8CiQDQWJ8qdLa5QLf4JGNESl0MjQAxTR8WY+X4ZKOowU9w2DYAPma3ZTYkGD0rXeHxe45QNMGWgI+h8uW9NxgLY5zQ9YEJXmKxE9OkR0EI0UIpwzAwxvqFqNHIAo3WIlAZyqdZ5WjEYqCESCmz8ZNSEABKiJIy736FzA5hYho6PgFMGMEX0bx8WFvU9uRDh7ziBFnLl70LGYpFyJjnhGVa+q2khIwoY1IISSnlnOt5llYY52F9uWeMrlA55/oILY6fENL0B51Nr0ZfFBFj7WOstJGmlJLxLDlQ/0UYYw2Va9RdJ90rlW0OTS+d3MdwbJsrAKHSJvII6QA5BRHFCEnBARAQY6hLnAJGilEWrpPp/xTAxOgPBlP1Rn/o24539vxzn964/vxz5yFCf/a979mWFQT+pUsXDdvpD0PTcnrdtqmSSrn0/PPPBb6PEJGcM8YgAQgh2zAiwZIo5owlqQAcJiAFGAV+aBjWMAiWZud+4dvf/qN/+wff+/73/5NvfnN9fbNarWIIKIauZfT9KGYCURUnXCgFBAAAvvnmm7+ytOx53tLSUnN3b3NzEwMp0sQ0zTRNkQIEE9MwMUKSC8/zEISgVrcM0zJMy7LSlK2srECEkzgql12vZD9YbQrBd3bo/v7+iy9eeeej6/1u79H2BqYWJibAFBEzjMIhETdu3m5MNdqtfr1KEDVsgwZ+365UKcGu6yZJ3B/0lEgD4p89f3Zj/VG5AlicEmxLzk0KG9Pl8vLzIjnm99tWaY7v++1266Or7//sz/3CfKMasWh+cabTHwSDQRqFy8vLtuViWXnn4+9/6+uvV8repzfuzc/MSVi6s960jKoU2aB1bm7ulVde+fGPf1yMM8kPhHwT6c2ipeDFvYMQyt7ZwzOgMY70mMQ0n/VoIa5SCmBEMIFQAiEhAJSgXq/zne98xx/2gzAEShEjeyVFk4yidkNKCUfs0/xMyKdR2SNVdlMae0lFEwEMD7wVIDpoLBPGz507v7a2Vi6XHdvww6HpeL3BsNPeP7M4tdVZB8nQokAA4+ylFwHGq/fup6FvUpSEYXt/f2F2RgluGrgbDRfmpk6sLPBkJWg3gUGnl4/tD+5RggBO47i7eu+zU+fPD0JAKJqdmR4OBt2eqJRKw+HQ3x6evXBBAVEuu+323vMXn7t5/dM47FNkG9j1B51+p7kwN28b9J2bt4ZDnzHFIa/Uq+eeP+95LosD26TSc9IhM02LJXG5VHU969VXX+u09n/3d343CHyCwMLsTL/XtWyKKS6XSrbjLkzN2I6tAGh3O5TSNE2xIp1ue2VlJU6iKPSHg97VD9771i9865NPPpmenrl96wbnKaW4Wi0/esSThA0GPkRUAcnTFEnpmgZGEEoBJKzWamfPnx2G0Y9+8iZTbpTEtmO3ekMFlQDy1MqJb3/7W9tbGydOLMVhX/AYCmZRIiBMBHdtGwA5NzO9vrGFoAJKDQaDumdbJjEMGviDdrcXJ4nr2EtLS2vrG2dPn2nuNzc2NhqNqZmpqU67Nej3SiW36fcxBpAirSOHOBsQS6lzozKOBqU0TdnW1pZpO4RgCCljHACAKRJCUZxN8FzXsSxzcXHpwvMvfPzx1Wq16vsDLTg3DEMz/+uN+ulTZ27eujE/P9tpd/b391OWJnHMGUcQQoUABAhBKbLhoEmNKAhJpXz/3r3Z2dlSqSSl7Pf6vu9zDiAkCGtDEq7R6zhOXBfbpiUYQ9iAf1O6viNkwZNVjxTFg2YSGjpCDMNFzk0ak/UfgGMoT/fKQnv17XB0oAhEMIC6N1Sj6OGMF6R5VRgjDNGTFSboMbP8URgunHBRKKodMyaWfELrmD96guM5ztObrESP+KWjwPHC58OctiN5bkXmGMiNWwhEGGOCIYaKYCRxZo3/uHS4x6VXHdnaTeYjg0JYVsaTBkQH/QAIEEL6JsSkgBgogLiSCEEJIUAYIgQwVoRQYEMluIQYgLJXs6uN4aD39rUbf/rnP/ZM/Pprr/xn/8U/rJTczz777K233/yt3/rnUkrXMr76pS+8/vrrS4srSqn19TUFBMGoVCoxxoIgKJVK3Wiw+bCXJIngyvNKtu0+f+FiyasQQvv9gYlhEifUMk3LHPSHnPNyuSqE0jEs2juREHNUSAq9OpQSEBKdLJR77MFD/YnKkQwIcwHt001HDl8LlcuWDprqfBMdtJkK5sVlFh5y9Gjm4JkVQAgZAHAkgYBMioxSrQTKeclPPTGkzGwqIFJ5yBkESiLdi+QB7ofBzMPoHwOg4GCkACCoEAoK4CRgCAAAMncGB+Bw6Mpj31jBn0JbgM9yTh41uxlnlcMiTjtqhA4COYSQkwDvRBNbTFvWl0xgqCjFBsVSSoSIjm0Y9RVZmGR+0mCIQeEQHiG0ow2rT9qCZxTEKIcaMqHRmHx0Ijoy9/DM20L9WQc/HBjY5qD0CHY7YIdqkaTGq3NnotHFTJIEA4D1cAFmL1VqKx0hic6I14xQBXCWSwpU8UhWk7AqOPLEKwoLj/ynfGahJvg8k7fFbIox3gTCMV0ipkh3lVJKoSTB4JBYK3PV1XcDTShAcZzMPXd2f29raWmpVHY/vXZrZeXEa1987T/8SRMixNL0448/ev3LX6UYxLHfabdkODh97rlGo2FQohQyTQNDlaZJCAQ1ywRBgSGGBjGwYiBJRcy5HwZSqXKlGiXxz/2tb/3ou9+/t/qg0/3Xr7322t7urmUYceQ7piEkUmHClUIEG5jaNrAsK47jB/fvLy+vxHfvXrhwYTgcBoOedlyIwpAQ4piWEBIpUCmVlFLzM7OxVw6HfhgECIDBYHDhwoXB0GdKvvnWj1959VVqIBHLtUePrl69+uqrr16/t2aaNlQBxAaiVCrS7wfYEZ2O3+10X3pprlarbW5sICgJhRiDlEWzsw3Ptf3hoLm3t3LlSjgcDAc+kyCOmWDArZpRMJibqaQ87Af85SuXNx6tdQJjdnYGYRD4gzAYuF5pqlqyDDQ/O/3DH/1k4PsXL14M/MgiFiVGuezMNCq7W+trDx4uHr/UC2i72Z+bm/YH3e2dTQDli1cuv//Bu61Wy3GcEYCmMmkAUpqKP0oYVggChACEGc9bG3hmIHw2MgBSjk3kEBzZSTxeeSsBEEhBHdIipez1Bx9/es2iBiaG4FzIcRvzoo/LaAwxHo079gCljbkmplpSyZyGWkiEzdjOUkrXdZM0PnX6ZMoSzrlnm5XZ2a3WwClV6qUZKgZv/eg7c4368dPnHm61GRfL89PXrl7FCNy7e+ftN9+lCA17XcaSnY0HC3ONfqf18OGtNOjYtgVtZ+b4uY1uFLa6fhQihM6eWS7X3UG/eeG5s4ZhDAftQc8XMoVIIAyAZHHkK8EwUvOzU0YMOJuxKBl0m3vbm65lf+2rX+61Ww8fPOh1hxJiz3Nsx5yZbjSmqjvr/YrrisEQYjwcdKlNDNN4/tJF1/Pu3b7ZaTeTJPBs4/iJZcuy7txbtR3kua5Xri7NzlFKNUKuB1gKys3NjampeqPRGPQ7c7ONWqV07/btYDDY3dp69OgBxtT3fdOyNDFYD1m54AaGJdu2KcFQUYK5YLPzC43puR/95MeDMFXUgdQI4jTlHGGcJOKNr315e2fT86ySY16Lh+VymXMppEoFD1NmGma9VusNBoNeVylompRisr+/ZxhGEkcJFykTiGCMUK1STeeYaZppknzly1/GCH743nubDx8szEzbpoV13pOSEkgIFYIYYUIwxhgBqfKAa8MwEiF1O2CaJkKmZj4zISmFXCjHcSzLdF23UqkkSez7vm3bSimMEJeg0WgAKU3ThACfOnUqTdNKuYKw6rTblBLLsEyTwhEDGcosLNTAlCUpQJBSGofR6urqa6+9NjMzMxwOlZRKyCiM4phxzg0Dl8oepZSzhCBsmwZGCEgBsQIA/g3r+nJ4YdLT5UgO+l+skywMdI+kwRRdtnPdyNi4aIycqZ0GdOv4hBQH+Bhy5sGkraChecJf8SyV+pMfA8FjfeEOtYqHxVdPhS6PKF8UgDIrq/R0W8osUK5w+o/8IFRu5yAPqW0f2/KBPD34ce1KYaQHoVQSa1EKhBgCKJUUOqJLSibUqLrCWo0OkjS1qEEdpIRMkZLIUKZz8sJFDFV3f/un71/9zve+d3Jl5cUrl3/1V3/9299ONra3rn/8yfvvffKjH7514uTKmTNn3njjq4ZBBoN+r9eDUGGMer2OxMq1rZLrpCmPoqgbhX/4h//2zOkzZ86cdRy3VqspjPthMBh0qWE4bomzBGOD80RjThgjpQRCSCoBwViOX16qKqRdDwtMY6RFgLq0fcyKfJyFT9GIJfcOyTsAkAPchZkCUsXUuEML44j6VSsOocYzuQZj9ApEEMjMnPTIvTNOoC7uSt3zQgyAwiMGNX/yMtYj8GfffZN7GTw+f+bQHw7wkxWGk7/qCeY6jyfyqcPcbzVCXFVh4x/tF5K/pwjBPBFrdME1nqwIQYQgxoRmaWZ9ndJtARwxlEeiZTg2G5pkxv5/1L3pj2TXlSd27vbW2CNy3yprryJZFClKopqSWktLLak3Y2ZgoAEDA9iYNmB/8H9izwdj7NEHu210GxjMdGu6G3Z3j0ajFrWQ4i6StVdl5b7HHm+/9x5/uBEvIyOzyJLQNjRJkKhKJCMj3rvv3nPOb8Nc2mcSO5TSxqKNUgonMQfk7G4zofMcv1bGjH7Iah5aCtPRB8kpanRs/IUjLvQJ+VxKqbWilJgoIKnVCFMb5h+S8ZRUU0aP4sTgaRv76F3mY7JRHtrQQpkQBIpA9NhxqMd+OPf7PSvknqB78LNd30QDOXayEjhNnh+2xDBGCwYkQNI46/d6P/nJT156+dZgMFhYWJibm7/74P7q6moQBKVSiXNKKb1//+7i8gVNZBKHCcXBYMBdixDCKVNSFupVJpFAOK69YowKbtkOc7Su1Ou9Xu+FF28FvR4QdunylbfffNLt9sMwJho5ZTJNtAJBQXAqE62VIkizDMysvdlsHh8fhzvx+uO16enpdvOQMdbpdFBmhBJKiQaNSoJWWZoa6VEUDlDKoudyIZaWlnb2doM48n0vTiKtldYqzZIHDx40Gg3Hskyct6YaNUiNjNAsUxZVUTjQSl++dOngYB8omZub4QaySGLGmKBMpqnNRcq55xXsIKCMF/3a6sryxsajOOl7JRsUL9Rmmh+uHb5979bNqdmZmSfrW5vra+VyxfW9LIklJgB6a2vr8dqjpYVlyxbVWqVcKSRpPww79+9+LNyGjNF1PM8RrWbk+36SJMZxPkenx1E+GLPUzgG0E/eU07qJcfHtRCCKHrOez5PTYSwTj0iFOKRkIGpUyDkrFKtCsM7OAEGVLBvDdOJtjL+CoRGcwdLpaZ0IOYfAr3U+tURELdXJjjHihMRhJBg3/02i2Pdd13X9IjieWyoV4v39r335tcPdzajf+9znP7vdjjfXNy6srDQPj95795eFQmV6Zmp/b7daKVbKhdmZxu7mo36/KRRWp6q7B53Hu81+xpv9zC+Xue0cHBwQi3f6/blSw/Mcxmi73yWgd7Y3a/U6pYRSUCrr9bqu61xeXmoeH8gsJqivXrpw4cKFK1cu/+LNd44OjxOZOU4hACUEE5zKNNMyU1K2m0ckTaMkQmZ3el0NGHR7vV6PUuo5juMKVNJ1bZWlWZoMBoPnn39xa3PDpA50el3P8wgjgvFGrXZ8dLC0OJ+l6cz09H/8wQ+uXbv2jW9848233rqwtHzn/v1ms2XZtskwGG4RqClllsU5oaglY5YleKlc3tnfPzw+FpYdSE2Q9PtBKqVMsqXl2UqlcnSwA8hctwRES5kpicAZEpplShNY39zgXOzv7wthF/1Cv9trBoMk5Uopwjnj3BIWpTQMQyllr92Znp6emZn967/6fvPg4NKlS1kUzi/MNQ92ADSgVFojKkRFQAzH1nooJdVaIypC6DAeVqOBARFRqUwI27a5ZVlAwHGtYrE4GAxu374NoCvVkud5cYy+7ydRRAipVuqtZqvZbCkthaBJkjBK2VD7YCaImI9OtJaEIKOUCQYABPX8/Ox0oxZGA6UzysyQBRGVRqKUsiwhhCAW8TwvtxX9z4bhCWNlHB23tz6juMsxfIBPdyon9MQBcoh1mFhnrY2k18yDAHHEEx9aahh5kpEv4ShvgI6ORcQR/mVenxLTzIyokud0VvSckGUYb2qGGcIjclVefCEC6mGcn8Znam4/uVw8xyhi+Ltw6O2B5zuG/+qsXSDG7NvIRUBLKbVUmmqgSAkb+ShMxlWd9XQ5KUIwr7Ancq5PJYxNnEACQIJBF5FRBIqAEjE17F1KlEKkeRlHAYEoSlNCgArj9U6YbXnOIEtAKqvSuFKpqzjYfLz2+k/ee+ONjxq1WqVSXVq4cuvai1JlzeOj1vHx9/71n5YrhZdfvrVyYYlzyhhN0wSIzqRErSxqkKxMJ4OdzUfRoOV7frFUBG7VZ+dnZmbSVCZJyKlFQGqZAlJh2YxRpRQZmvMaMMHUZEiHDhpUqTsRAAAgAElEQVQT/dSpIpmeuL7gp4Ywjqm/creSHDYfyveAUTLS+QznH2cr0WFQ3umMk8ncQQQCDIlmFAixtJVkGUOKjBH9KaveYDj0DMJBqdFPmbfDAIj+tMaJUoKnv04vMP1Uge7Yq2l1Dv35NIkBJ62qzj5czyAMPnu/CDmHEj9OZx0vg56W3jnuV5wrasaFZ3lJl2No48MFRA25NctklGAuGSSMUjyR6Q3LO33aPZVzrgANOA+UyEyefZ9nZczj926C0wUnHkgn7s2MC/MyShm4kQ4xxmFTh4QQRplj2znpMUfLTU2Qq5uGgiVKc0egZ9w/z85ERjIqOv79iSrWYH1nCS8T93RodISTUzPILwQhnNtm4DYMkSd08gEhGpCSsSgUxtitl15qHR8kcep6dpTEl69c3dvdPm4er6xeuH/vLiIyBoOg/+DB/YXFRc/17t6902x3b7z4Bd9zO50+gJckiaUzDVkchiCY0hpRE4kSJYJQhCilbn3mReHYNdFYv//g6o0bH7z700yS+/cefeFzrwz6AUVIgwCZsICkWmcy1UQS30nT1PML7U5nf3+/Pj0lGG82m47jBL1uoVDoCWEuqCW4oFSlWblQ7DSbxwdHjNKC56HStWptfn7+lVdeefu9dwsFv9k8vrhyQSl97/adJEnefPMX8yuXOeeUMgCKhGoEykSr0+VFmqZyZ2fnG9/41jvvv3Xx6lWk+Pjxw2svvLi9tVmv1gq+6zrO2sNHzaODTjjwimXQrN/vh+FA6cgpusJhUaSBuzPLz735xocF5/Hzzz93/ebN6Zm5JA47rWPfL1LgLzx/o1arAwDhhAmayoCwqFTgvoed9g7qYG52UVLe7x4CBrVard1uv/fee4QQx3GCIHAcZyLpZwIxG+/0Rk7gepw+PflwjdS24xvOxEaKiKgy1NI8O4bDojTrDsJSqcg9P03SVJ20jubV8o3IVOSGzJkX6PlDl/91dNbocZcjjSiV1EpTRimhSiuZZZRRhgxyzQJCtzuYnZ1dX39sO7ZlsSgYJM0jpzAVhFFo00Gn9c4bb964uvjz999Gp7jy4m+pfucnP3vTcQvHB4eMWjLN4igsLc76Lr1z+4Pj452XP3NDtQ4aC5f+7h/e/tEbdzQVcWy79Yrl2OVyfdANQGOn09zYeNxqHvQHnV6nnWWJkomUiSKYpJFtU8+zq9WyY/M0it/4+U/63X69XN5YW7v98Udaa8ZEu9Pr6sHi4uzMdM1iRGZJ6+gojmKBijORKRS2s7S6KoQV9AdZlmkZzc3WgGDz+KhWqzY7g0qpfHx0hIidTicIglqtVigU4jhOoohxSin56KNfTk9PS5lQQN9zyqVS0O83W800iRExS1PGmGVZmVamArM5FZSglpQgaFWbmklS+Yt33u0OEkVAAcnSNEgyYfF6tfDtb3/bdZ3VC8tZHDCqfFcIywJiZUpqQNtz6/XG1avX3n7rHa319FR9f28ftSqXi1JKxqnt2IxbjAvO6GAwYITOzc9PT8/efXC3P+gvLS0uLy1urj1mlCqlGEUCyACQACUkSVPNGGpmTLzMus1USi3HjPkymQExwgWTB8aAUETFKJ2eni4UCkqpLGOHh/uu67quXfDnFhbmbn/0UbfbpYR7jnflypWPPvplHCX9Xi+JE0qpltLgoqhQ6+FkMM0yc5qoOBGW4JwrqZIkScJIK6W1zrJMcGFbntYqjiJDTaKUox45QvzjN33/v2B9QzY5nu8XMk5POtOcnMUvxmY/BHBocp27xI+P1cl4qWS6SqNiMtExpng0e59Satj7aQIENOgx8dL5yRMMybkeKgBj9fRJ30jGdTnGfADOsTX99Hn/yMDzk7imw6zVYVgaAQJc09xUZtzj4eR/oZ8Ed5zM1McuxTA9D0aOGXTSwADOTSmYKJ4gT2w3HibDqz0RrZHnJpvDgyuKRJJhn64BkGjFCDKKRGacE9RjbqJICdG26ymlR7oAxhiLdcgEZ1pz1ELrcrn65PE2I7zWmC36pW53sPl4Kx30KCU3bl798pe+funyyoOHd//V//w/pjq5efP6yy9/5jvf+U63fWxYZ4PBAKS0OTgWnZuu2bYlBAa941iT9d3tUqn80ksvT001ut2BVug4lhlBaJ0ZFdmIsaYRcyUkOyGsmVnomEVqPuDMoZuzRMWnYH35hYUcj6WUAFDGqILhmjQJ3UBA65OlQYy0mJxi/+KY+eHobjJA0HpYKzBObLAUagBEYIhIxrLCx8Vd4yuEmgNek9PSLzru+oP4KduX1iSXhZwytT+zwD6hZMenwHT5MIIQouVk+T558ZX6NVD9M19qJM8bksSNsnF8Cz2vGzllQ5KnleZvXkopBB/tq8gYJbl8DkGZeZlZezgufzxFrzBuInDiX4accwIj6c6o69NKmq4PCWilcwvfCauJce+WcSF3jmOcmI4i0OH0b9KqHuhoZjTqD/Ozw7Fty7JMAIBJcJKoR6PfkxrXlAgG/5mAHM+yS8yHPzcrIu8kzUvlzfk4TJFX1frTur6R2+7JUzlBMxl2rSw3YUUcKaLyFpGa8wGoOSLM9xcWFr761a/89PUfRVF4+/ad51946QuvvvoX//bfGGi0UCgcHRzefOEFv1Dc3d0hlBYKfqt5zBlfWVnudD4mBDqtdtnVFldpmnBiEUopp1QDKlQ6k0jDONrZ2WGWqJUrpXJldnaOCbvX6Wq1s7y4MDs9M+j0GIKmPEPqupApqgkUisL3C4ViiXDebDYt17m4ckFrPT9z+f5d2ut1syihlFKLU0pBISidRvHy0tJUpdbr9eJByBBs26nX60DJ4/U1Qsna+pPpen1+fn5+fv7+nbuLC765U4wxggyAItBU6U4nEBJ9h6+vb+7t7VUbVWGJd99/VxF++ebzc3Ozx8fHSZKU/UKv2wUEreDSpWsyhV53QBkUi26/3yQcqlNTkorPfO6rH93rxvF77XbrnXfedbyC7XjVqenrz/VfefW1OJPFYlHYDhfMLTpMqE5vH5RwXGy2duKw45ZmpMrSJLN4trfbKhaLe3t7aZrmKFwue5nId52woRpXxBiQbOR4deqHzTQwR9HHI6NO/9XobobgiUawhOUXy4TxRIEiDAlljOVo5NkRFSGEM25EvOPHXN6jMsYIQSAatR7xRow9sUJQlApKUaNGkEPsf3gwaQS0Ha50mqRhqexrzYsFLxWccN7t9RyaHe1sHu+vB7P+22/+nBanP/fN/+LOxlq9WnW8YqfVu3n9+gfv/1JmaRj0mofNf/+X/2Z9/QEFrAFbuhxv7fXAmYlipYTsBrQ+Xf/iq1/Z2dn68PaHwFQcD4olL0vDdivLZEIMzUgTy2JzC6tT0zOAsnl8xFDZQvR1Wq2Ud7a3trY2oyjKMqW1TpOk4DsXVpZsx0qisFT0W4xlUWzZVjceVBuNm88/v/7oyf7+fhLHSTzwXBdALy8v/9//z9/VGnMJU5VKtR8OUiU7nc7e/m6tVvN97/bHH/q+NzMztba2VqtVszQ9bh6+9+57Vy5f6fW6P/nxj4ulciJVsVgUQmgCBJjgAlFZnHJKCILnOnOzs5bnvv3ee61eTziuVjoJZRCGlFLbdb7xzW+urKwIGxzGJFet44M4jop+RSGVUsVSAaWDIBr0A0S8du3axdXVQa+fZalfcFETJrghBVNGtre2Cr3BK698bmpqKo7judnZr33lK0f7+71ux/dco7UDhoKZrFhm/OToaK8zcSZWJhlSRZhSippgSTPRY5QBA0DHcSzLEpYwXJLV1dWZmZUf/ODvozhAtGZmZlzX5ZybzPdbt27V642trY12+8icmIxxS/AkTvLdmJnHgTPDt9dacy4AYHt7y/XcwWAQh1GSJlop1HlSF4ZBYCzQ0yRBrSml50Ud/KZ0faMx6ohKpAE0Idqo0XXGkaJilBA1ZLwQHEouhwcSEDBB4kMF2SgU6jz52UkLl9c0lFA97lI3Guvm3IDRfGu0Zw0FeGQ4Kobc0oqg1pi3oGT8Rc6d9584KBB6gg2O24+fRD7rHDZBJIgaNR3mCJ+EkWnMN+ORYmvkuY9wnv/LuWyjEU+V5NCo0UTh0Nj/LA3svAbz5Pvmd3AGCCpVqMEWFgPKKENCFAVJqKJMoB4ViIgmp1LrHAQyn5shcEoY5wQgDANhMalTZlmSKEIIJcqkUT2N5ElHehtCKRAkFCnQKIoZpcViETVqhcA5J+OtCgKhWmtKCaWUAJVKpmlqWYKg1kRmShMAFSZRpmbnloqNmRh1Run01DRGYRgMHh127v7V31oMlhdm/qt//t9RIvd2tt9/686P/8PPykVnZm5udnZmaXmpWq0yRo9E0xVeFqeeEJYlOCjLIUkSvPHTf2CMF4ulQqFcrdYr1RpjzNjIp1FCKaeEA6BCU9oSjSb7mBAglAIBfYpOeaJBO6Elj1YjnoMmDWmVdPRYDUMyDKBtdK8AoFAiydcbnjUdITAKrh5yhodY6vDpN/+MRUGYh0ww5loiBSRaEgqgQZkYvpGvJhlH0Mw6oVyDRgIaNSF0KNAi+RSJjJSGnzRsQkKM8AMp0ZpowJHCdegxDGCgx1Obhvn+MPOJAD9nKZ7y6SQEjf/J2ETmJMTSfJM+hfM5qrjPeZLxPKp6fk1NGrE22QmGo2vw0In28mRohXmHcG4tOD6pYQRgOK4kedyD+cuYGnDiIR3yGHI6BqMUtKb0ROGslRpWajKDUcZWToIYdnRmAjHatTOlc/eek6s2DALVaNxlzCvokTEgGjt303CSk0gGPNFEZ2lKgKBGs8EzYgyMiEaNYIxPEDSy4b4JgjFp1HBDGok2p4ZZ5kM+BeRXZfgH0EAMYo8jLrphp48OJGpmPyepmxrMN037Z3rCc5xpT+n6TIwnGePrmokoMVieKcOpAmSACkADKkBAGL0IGQ1cQD68f/fe7Q+vX7t8dHTQqNZaRwcfRX1K4bjZlEofNZuXLl1qdTozc/M3arW9vf1qqdTuHj16cHdptnHnA0WBIBIqXCYE48AZQdBppoFwxhlFSjQSzNKgnw56EaP1RrUb9qJYI7GkIm+9/f7vfP23p2enCEOFoDT0BlEviEqeywivFsuUM2FZMo6O9naiXudrX/9aksXLqytH7SPgBAEopYVigVHiey4AHB8e9nrdLM0YobqrZ7VK07Tf681NzyqtNjc2f/b6T6empr76la/ubm1HUZho0EgymaAils10prmgjlfIMIulymRy5879+lLt8cO7ezuHU42p7bu3r65eOuwOLMe9dOPmzuOHOk0GQdcishv04ziWmCVpdv/+Y5XQ2uxMlsJ+63i/fTg161lORWm29njTce2d3b3nX3jZsZxy1e6E2vGKNiuKBBdqC+3d1kHYmavPHR8eyTihWpeLRSayVqe/tbl+/cZ1xxGckyyLOaeE5HMTTemQhU3N0UAIJcDoaOseee2aNDsDdFNChyk1xt4gr4vy2f2wcgONSAAZNRIbnXOGCWpGiM2YIAAyVgoKHIjNGNPhaHHS4azf+A8jp6AQKGiNklJQ5hFgQ/9fSkFpNRRsDzM+cSJyc8LPnDJKKDM+0Ro0au34dhQnnItCsRBHITK1evnS5nEobO0XZePm7KXKH2Wheu7mZ5I0GUTNWy/eeveDP/v6N2+trF76wQ9/ZFnWtZvXbKq7x9uL042ouX9wsL9w4/Nbe/sz9eKXvvKle/ceusJGlVYqFUwy0NTxKkWezs/O379/p318zAioLKGgbE4og6nq1NT0vEK9u73hO6LX6lSL7uWll32Lbzx+2Gu3GBWO67oFiyvkXLiud9A8UASrU1M7m1tJFDPLwzjzvDrn5V9+8Fet5nahaJfKdrFaZZbT6Qdzi4thEFHI7t99v1SuUJCOKy5eXHVcL5UqVVgSThRlly9f813v+tWbFxeXF5dX0ji9d/eRsAuJpNzyuOUzrsMwCAahVy6hQotxgohazczOfOnLX/r5L36xvXPgFtw4TZRGBRQo2K599erFz778Qr/XKZdqaTSwhE2FA1QUK1Vhe3v7B4pgkqbHh8eHB0eAINP0yZPHQdhXMkkkWJbtOl6ayThLHe5Jnc0vzCEBDYRy0Ts+uP3xR44QnmM/WnscpglwpsGsQqq05MCkVlprCqAEEsYZo4QyLbVCFQR9EoWUDZV/tmX7nuvYdio1BRj0B++++77r+r1B1GxHYZx4vi8s+8HDNc7ppUtXe71uuVRRWv34x//QbB2naSKExZkwTl1m/k4pJaZkI4RoqcY2cDPB7PV6nV43iuMkSw3DHBEdWwgTgDmMnmSEmV2b/Ma6uRhgAAnooXcIYQmCBOAcir4dZzKRhAlBgSBBQkFq46GiTYYsAUKRMWCnnejOmI4w0/Lls8uhUB81UEBt8IRRXtO4HUJuNH9SYo7ix0bKkFFcOyWARJMT96qJKKcxuTCe6v1OvC7IyICb5pUyjEErox4UgYJEqVHnlhLKONzkLNZx1RyB0YZLPpkodhK8M6oOTG6VqXqBnPP/EHiaEunk+1GallzPt9xwEBwdHDHCBOEECGGcEAacY5IYsRGlFAHPdXMRSC3KCGFaJv1+T9iCMrAdK8sSRKSgYEwidZZSNeScMEI5pSZCEHUSJYzyol/WihjzBYbjTj9wYkWjNAIwY2EnjRUhAqWEUJCIQIFbUnBt8ThlxLKpENT3a2RGp0nQae22w/e//3cuJ8/fvP6Hf/DHpUIxi9s/+9nPfvL6O+32D6rVarHoz83N3nrhFd91ep12GA1SlYAFFiWOIzSBJOjZgt67uxnHaaFQWFxabkxNz05PZZlM0yyTWjgO51YQJpnSUZwCYZxzx2JAtFTyBIJQYxCZ4TljDhrgOY2f8eY05fToOOcjsl8+TdCghpTsE9LdSaYlECOUzK/t6cSAIVOO4LAFzYWAyCixOUcpNRnZLCFRWlNCmKEpkkmcynT0CEgpyylJ+VqlcA5nfIL4Z+rsER0ANBA9Mi9FONG2IcoxqOSkuTjpMJ+Ou590U0Nt5FmKwQj9wqeRRM/0fuepc4fcplH6HqHU9L5KyjwzgBDCKYUzbsN4ipIJqHQONJkhuukxTtmKAColKVJgzNhLDpvlYekHZ6knRkBxgmKhZqb2AqLz5UWBEsYIkVoNZYU45lVKKWoNWuM4zWzUG54KbhmuSAqE5p1bznowC0YpxSiboMWOH6CoNR/Zx5/CwSjVZ9YVpwyR5Ko+GO7nwzmHWVN0wkL2ZA8fzhYBAVANDVFHCGoe9WEgaTB3JH8/587j8JyZ3QkyTYgZP1Pj0gFICcXcPgxHJmKEjRnTaAAEncVBf2d76+LSPEitswwo+m6VUZKkyeb2drlc3trdRUqPjo9u3brlOPajBw8tx2oe7pV9y2IoGElTlMgYokWAEgBUBKjUCqlJz1JaxmXfOd7dFoR409PCs4HYwuaZTLI0Wt/cun7louUISqHf7ydJUPCQQMTAJ4gMIeh2Cr5bLrrFgvPg3u2LVy5Xq7WlleXXtVxYWOj1enESOa4dR6HneQiaUIIEhWs5nmvb1t27d0ul0uz0zPr6+sWlC3/zN38TDULvd93vfve7f/7nf371c79dm552Hm6HYWIR6Vus6Psy8pgKB2FasMT+/nF1qVhwrJXpqkPo/v0HP7V+5MwuXH/+hUKx0O69U3ZsncWD7iGj3HKZcO35xeXdzc2ttY8pHDYaq71BJyXR/OK1g+Njxy1XK2pmtsEt0Wm34ijOtJhbXN3aPfDc2vJM7eOs9MO//4HF5Ku/9SWZtZcWLhDHs22XWHYUym63FYUD17E81y4V/SzLsiyDnAUFCIhakSGNBxE1OTG20toE2THGCAwzjfOFOmr2ho/naBZvXDQ1am3GKsMpl9YImjFOKWVmyAJQLfrT9Uq5VNjf2yJEp8i7XW32MIJDrNtMJCggEAStNDFwpdKoCbKRNhyN9pXQc5IwxyUkQwoAmJQGRASpQSFRCqggQCkXfGlpEZTKUC4sXNhq3bNsTNKW0J1u96hzCFlmB/2k2TuOpTM9M3XUbBLKukH/0sxqGEcK1IO79ziSy8vLFce++fJr+6//4He/85XDvc0rM5AO2jJRDtpZ0C/4hdUr1+ssC8MAJbiO2++2XJuncSiTuO6XqFLNvV3OrA/ee+vuxx+SLGGgPMF3tjYeP3qYxJFT9By74JVrdeE3pqfnlhZ3jveYbfVabe64fhGEbTOezS9cJOBtPrkdhNH0TPXgqFlpNJxCaRCGzLItKW1Bjh5uVkqeLYjFwfWLlFsIJIiSaWZZlheFqUzkB++9p9LMopxR7jh+GKtKveb5BSQkjttpnKECiliv1pVMHIsL155fWFjf3Lx3/6HjmoQbrbQOYjU/O3Px0sprv/WFZnPf95xiwWknIeOWX6pxp1iu1av1anfQa7VbSZzcev7Wc9dvvv/Be6iyXr8LoF3f6ex3yvPVWrXe6XYGUYCo641asVQoV6tRkghhz8/PH+xtdlstyy5GSbK2uS4JUgTBuS1EliUEQBhPMiCcW0xYnHMdxEorwgQQ1DpjgilEUApRK5VpyQTngrM4TA4Ojqdm5jc2d2/ffcg5B6JnpqauXr3ywnPPhUF/YWn50f0H7737zvHxMWPUdW3HdZMo1lpT4xlLgFJGwCBAoLSWUg6TThi1LCuK41ar1el2MyXTNE2yRErFOReCDS3EpGSUU0oJYwqQUvKfk4cnJzTOdJaRfr8fBJHt1TUSRCRItAYtFRVsVC9SAIKE6DPmk5+sRsvzl3OiID4TSRKfJswYs4XHZxS/5T9zyguR0rPndV4T0BNG0ylK0tl9DeCp+U6/Is+WjBdAE+kXz8g38z3v6ODIqc9O1yqP7j9ApRAVQU1QE41aa8cr5Ex9hagUMM7zopaMGLZAOQGNEqRWAIRzy/TtSJ/VrSi37Ds3FvlpNjDnybdOQIscx2CMGS4a5ZwSqhVB1ITbBV4nMvWKfvvo8K0PP37nww/nZ+e+8OLN7/zhP/kjy3r7vXd+9rOfHrWa9x4+fPj48ec+9/KrX/jc7MJKIoNO0E2SRANajFHODvb2S6VS0S9FUfTo/v0njx5RYJcvX756/YbgotMbDLqdOFPFUoUxTpgFAIwiJWJcnTVhxAKnMuXGi1tyrg/s+ILMpRoAwIU1vIwaEdCMfDUxlh657wOcJWee5Q49zX5pSDAjdOKbcDrjEVGfMuYdlf6n8aHzn8exCO9zHINwlHs48VSe9Sh/dhLmxHTpV3oqT28a5zexn7C5ncpnfLY0wrN/GO+pKKVaZmdvzTMqkE/sNw0aOYpAMMM1Q25nhCIBQKLPy2Q/Zd6bEyBHjfOohwE6FBrj0/a6X+lGjJyfaa4lPjdxdGIjneDKTjwFZ/nt+Yvlby83tyAnwu9TDmS/ngb71/gyjnbVarXf7wNAq9UiDMxQwLZt410eRVG32z06Otrf35+amhJChHGSxC1CSMH3EdGyBGcMMdMKtQbUijNLKqX1sHwXwioWi2EYImKv063X65oAaARKCZKtrc3nb1yt1+tRFGoNlB64rquUIhRyD+cwDIPAuf7cjXa7rbV+9PDhysqFxvR0PwgUYhbHxtaZMGbZtiVlKmWmlEI0Tobdbrder8/MzKytrb366qtvvPGG+UOlUmn3ulmWGYeyJEkKnl8qlbKoxEFwxlSS9oNQycy27aTTb/baYdrK3PILs/NCsG63o4AAZYNBYHY4IViSJF6xcOnSpR/9px8+2dx1SzV0KiaqS2by+s3nPnj3F4PBwHH9Xre3t7fXWLo8s7gkLI8KS1v2biv4Dz9+v+DSGy99efHi5cbC7HFfUcuigjmFmVKpIoTtuj4hzHX9LOuZk/RkL9VIKctX8vjSNQpec3PHeTQT9Mvx5zFPfRh/3oc0cEIYZ0xwCgSlRswo43NzC5curbTax83mIbML+UvlJkwTGsKJRBY4neYy4SIz/nSf+iulMGSmG/clpIJSSrUacs4BIAqVlMjAXp6/6PHm4d21KKFrG/sffPQo9dx/pkQQBH6p3Gq3W51OuVqZmZmzbbu1v3P/4YPB8b6M+kkczlzeK5XLS8vLO9tPmOBIQNiWAg2UVKu1ilc4uPfB2traIBgIIWzHQ51Vq/U4jpVSwqJPnmwEQbC1sb7xZC3u95YWZiul8sb6VhjEALTd7ffjroS9/U5YqZaTJOGcr66u3n3/l5xzr1ySSgNAsVjc2t5QWlcqFcLFUbP94MGDem2q0+k4jpMlsWMLpVS/348zGQSh65dt2x4FxmCr1SKAFy+s9Pt9YQmJOggGnu9wTqvVsu8VCCGtoz1K0PcsAsgFTeMsy7BUqtbr9X/48Y/b3b7jeYpQmSaplJSw55577vNf+KznWrs7G1/+0m8dHexJKV3XNdzdYqnoOI7JWQnDsFgsOo6TJmm73QaCjuO02+1GvcE5bzabcRKbdVKtVgeDwe7urrDcYrHsOazf7xNCKpXKtWvXtMqScCCTmJIh6xjy1QsEEdPRl0aNoJRSjDHKqBmYa62zTIFCTYhjqyw7mX5KKSvVMiGQpikqNRj0UWvHcfb393v9/oULF4JgMBj04jjO0tTgHONPkNZDr2zT9Rmf+dFvzPJkWkopYyCEsCyLAjFcUAIazzf1+M3u+pIs4cK1GM0ytDi3KlVNGKWQSUUJ5ZxzxoGABo4aR9ACMcPTnMZ4nuQGT8wFxzVsJ5X9CSfzaZaVE/YG4w3bsAImQ03IJ5dTZ31HTsvlny7xPznUTzasCceCsf+e0/L9qtXAhMPK06qZTykLFFbK1SRJ9gZ77XbLL7hAtEojJEgY54xFoTIKM0IZZYIJnkmJRug1NNYBgpKhYsQ4EhJppN/GYQEpKvUsfR8dRbOMzwjGLho5++meShk1WI7xN1cqVyxQSiVBwoEwmihNNOWuY3M/RF25cGHq0qVBtxvF0Q/f+fBH73woOG9M1V/43Dqkvm8AACAASURBVBdLRR+17LSa61vrb/6r7xGARr10/fqVFz/zGb/gx1GktFqcngujEJO4YFkFy0qSGBhff/Lo7p3bjudPNWYs215cWraYTtMISEIIUcYuw3yNkI9ReB8ZCTPp2NUg4xfm5EmZwGfGKs5hB2iw+iGPDQkO6WQ6Z3YC+YRGAsayUs7694wF+wIlkyG/o71Sw2k73E/4RZO2RmeMeUfJmSch8rkzR/5j5iA8m/70NL/Zc5+7cQO9iXHD+HP9tJbv3McZT0d+n92OcheWp7mDPM3h5tw+7dR1GwtKPv/BOfOyRrdzSrGGhrJ4wqZljAElp+kEp7x2TlL4CDHVoRwR8nOOBsDQ0xLBcOQBR5QK8xNGtg1k7BrSc1plPIWjnbg6jxemI/O3UWYmnIi9Rx5hw9xLI6zKX2dkgq/HhhSnqueJFvFEYmrIqWOP5NOEmv/oX8yy+v2+2Vuq1erO7W3Xc9b7647jTDUaU41GFMVKql63u721raS6devWzZs3D46Od7YPGWOLiwt7ewfVcklYXEsiVZYkCrXkNuOMIVBDus2y9HD/oFyt7O/t7R8cOq7T7fU4p46gRb9weNz+4MOPb964zrn0fOb7hShNfN8PQqAArVZzeWW5VCk/2dhoTDVWVi8cHx51+z1hWX/yJ3/yZ3/2Z0dHR5ZlBUFAKe10OuVymXNutheTLW7yysIwnJ+ft2272Wx+61vfklLOzMw0Go1Ws6MJZFr5hSIlJIpT4biFUqlgFwNh9Ttd4biYprNT0wcbO4MwUtSWMgNQRwd7S4tL1WoN07RcrS8uLh91glhBkiSVpYX2gWg0Gn6pdu3ata1WEKXJnXsPCwXnj//4v9xYf7y3u+0XSqVyaXZ21vHczfUn5dq0FlQ0pry5a0dpXTlOzGauvzxz59H9Qn0mCTizKsJbXFhYHAwCzjhqTJMUEGQm9WjloNZoSC9jXd/T5hpm9ebq0/wH8sS8/JE0EZrjqmZE1AyG8QyGa0xoLCVzHbtQCqXaPWr6RZ2mQwP9LMvG92rz7ORuUkajaB5AcxybX5c/hhOyWPMzJw7tWQaMUSQIkGlQGodcPyWlVK7rEkLm5i5WitOYbagUglBKademLh+293YOVeqnQBt+Oew+WAuiRGmYm1twCwXGhQZiOd4gSrrH7aWFuVa3+9VvfnNjZ3tpdeXnP36dKh0HoVd24jQ+3tshheI7v3hzd3enUPAoF8KywiDr9vphmCSxXFpaPjrcazVb/XarUiy0k+jqleuNev3nb/wiTDMq7IJdrs3XkIlaEDWPW4Bw+fKVD99/d3Z2Nmx1034QDYI0TVqt5p/+6Z/SNF1evpCqvStXrvzwhz/6nW98K5OplJkQ4mB/DwgNgkAiRFGUpmmhxKIoKhQKnufpTK4sL/muI6VMZbK3t9PrD8JwkESBTANR9jzb1TJOk7TgcSEgifvCogrU7Nzs4fHxwXGTckGFHUVxkqhMIgjy9ttvX7l6cdAnpVJpbW3Nc6xGo5E7Y8VxHITBYDCwbZtza3t7+/bt25zzQqEwCPqWZRUKBa31wcFBnCVT01OmP2y321OW22g0bMeXUgfBYGlpCaWMokgIYTv27Oxs0Ov2u+0sy7RWlBDKKKWUEaqVsWvWqDVl1GzHtm07rqsUWpwLIeIoCIKACkGAauP9TkBKOT1dd113eWk5CAa7u7utVvPa1aubm+uDIFhdvVQo+EEwCIIgiiLBuOu6ruvKNENEwBOzWaWUlNI0vUmSmFU9THsnhDFm27ZSmjEGRooyjKZUp7IJyG9k1zcBABAAV9gJIkHiuYQRGqep5Ri6TwbACBAGaFKcNAwPS42AhmGV903n+NGp0byKnEp105Nz2U91bD9lYz0Wo4SIGlATPGsh8MnI4WSRega4Oun68oPWsKlG3lY4CkEeum4iGD7VBJIwrqj+9Rq/c9wmnsUqiFDPd2Q/vP/wgdbqT/7Ff4PAP3z48M6TjXYQZFFme2XUqLRGoJRxyjmlfOQ3Z24lzVBRRQQljBLCuVKQZtLShiLMn31559AHJZSedpE5SSg6Eyow+XnI0GOIaNQjq5ixGT8CBSAMKQGlFapWt1solInFwiiWhVJ5eq5MrcODfdAYUfLu7UfdTqvdOrhx7cqXX/vthbnpIAiO93fe+8Ub//77f/vSSy++8srLS0uLZb9QcAph1I/jWKPyHQc4N46/UTj46Jc7nU5nfnF5dfXitWvXyuUaACChqdRpmmZplh/G43YRcDp9ZGwCMsH1O3WX1ShlbqwBGA2rCJIRtZLgGAkYJwlm49Pf8QaGnrYrNG/VvHOKmoyO7VMOK6NHHhGfloUwnEOfQ0k+x9YyZ9mdIvIZfl0OQJ2ubH49GHwCWZro4j6h6xu/bmc3mQmbzfGBN5wJtDTXk1LyyfMOOvqM42E2k79rdFPykeSZpHByLuo4PlcaEkIBgJ6E+xFCNNF6RGRgjJrSbby/ymcBuezzLKViLMXrU8BPPGMd9DQV6LkDwQmk+uzvmjCbOe02NIkAc1OPkJOuT5NTGaqaETUG9D1lZPCPYMh87lWIomhzY31uZrpYLBJCojCs1WqEkDRJGWWCcyFElmbdTicKQyXl5z//6srKiueWfvH2+5cuX2y2mnEcCO4QnVJmtMk6DEPP85jgQCgDhhp93+91upnStVotiiKgJNMyDRSjQJm4e/8hILn53PVm84gyVigUgiAolWvVahEJFovFmelpYVm1Wq1erf0v//p//Z3f/ZZWyvHcf/LP/un3vve941bz+s0b7W6nVqshgSRJoiRmjHFLAEAQBKYKrNfrxWKxWq0+ePBgeXn5zTffnJ6efnAUVKvVTErAxLVsy7a3trcPdh74FlFp6DCrVpuiqHqdbqvVSWMyyJLBw0df+e63s7gfDLqzc/PhIKDbm0ma9oNBplmaZkkmVy9fvnL1muUVKBeN+tSFCxdeWCz0e53N3f2Ll68GUagAm83WK6+99uj+hu/SYNCtL5QiThOr1knrBV6/t95bvnbhoLk9d3H2oNmcKc8/Wjuu16ZarZZlub5fOj5uu24hSTpSKkopsKFzACH67P45kY5w3jQNz51hjRdLudstABCLGkNySikXts2FAvrBR3cfPFpLMqhNz2lNpEpMh5a3bRPm3uNhngYYGZ8Ajud2Tjxu48+dMg0kMbpe8wpojknGWKFQYIx1elEcZlSToNuP+ofpQBagEGPJqixqiyte9n0LKJ9fnPX94v7+fhQnjhCNqWlh253+QGqcmV/sBoMv/fbXdvfX3/7FT1EwSqjtMypYqVIuecW1g0MhWKlUZJweHHajOJtbWHrhuZt379z1PC8Kg3t3PxJCxEF/0O2UisVer9dud7r9UAIPwizst6CbpUrvHhz//u9/x7adjbVNx3a63W7BtjsHR0kSu67T7/e2tja+8vmXLl++UqzU3nrnHSGsnZ0dxtjm1nrR96MoHvT7jAnCBaK2LKtYLMZx7LpurVY72N3b3d1tN4+r1Wq/0QBCFJHFguP7nBNcnKm7nrM1VXEtJAic6igOK+Xy6oXVK9eu/ru/+EsknDASxLIfpBopUAqAL7300sWLF+/f+/jWC6+EQd+yrHKxeLC/H4ZhFEVRGNmuzRiLogiR7OzsHB0dpWnS6XSOjg+VkoyxcBACgBAiiiLgtFgq+74vhHAch1Aax+Hjhw99lx/s7u7t7oSDfq/X7na7Mok5FwwwjqWUknBhlFknZhCjYHDHcXzfd3zfdH2cc60ylUrKGMCQkBlHsQZIkqiFx4Iz1FpJWamU799/MOj3p2emPc+7ffv2oNs2OB4jFMeqR6006mH1bwzDzFlmFnaeJmUePeN9rZRKkmRkB8K01jLLxue5v6FY31lyHkEtGEMAi4tKtX54vM8Yo0QTQlFlSinKreHEVQ15dngavTl7lOWzZ9P1GXOyHPEzpfME8eZpuVjn7mgnIbanX+RZyKLj5ASTGfVUpDH/w9jQ99zcqqc1b7/qMf+p2Bd9elubf0kNSinj//vXf/H97//F96/ffP5bv/8Hr33960ftztsffvj+Bx+ZESOljHMiGFda0mFqhvHI0UiJBqVH/e0YjcQ4NlF8xo9zYnQDE2lUeaLAp96+0Rz+nNAwkwporCFGpw40pmdllkVRDFQ4BV8itCLJClVOiQDtESJc1/a8o87ge//7/1mvVa5du/bFl1/6/T/4p6Xyj3/6+us//9lbt1587sb1Ky+99OLF1eUoCprNplRZEEVCCNdxPMdDpZMkWllaONjbjgb9SqVarVbrUzOEW5wQzhkiapkNFw+leXBaPj44DQWP17v6E1iRw5aDciOooCb5g4DSSp96lXNgrrMMz4nD+DxDOYOu65Nst5GazuAqjJ2i9Jy0mkO5lz53g5joEMgkmgNPJXU/BQOHZwvWOytAnbB8fJYJ1FmG57OwlMeJ5YifzpE+OwqZ6PqMLmaCYfWMpOtTj2E+YwIYWjeM0t6H6p/TyOq4NXx+L/IN4cQ9dJSWPgzu+US66dPwz0/eJCcw59FxNnnfh+NYNHZt5AQw1xqMGjynkY8+w7jv67njAAoECGqt6aiKhfPCV8+eviemWfjrwoFaVyqVo0NXKdVut13X7XRaSqk0TbNsOGwySJpSKgiCzc1Nzyu0O92FheWlpaUwSFZWljbWnqDRLhofRRgW91oqJNpEvXe73SiKkkxOzcxKKangcSw5JWEUF1xHZsmjJ0/m5meFsOMkrVTLiFgql+M4vnJpVSE+efJ4EITlaqVYLM7MzDx69MjzvNvNzsrKysLCUr8fCGF7XqFcriIipTxJsjRNoyhBRM/z+v2+bdszMzNm4n79+nWt9cWLF//2b/8WaWF+fr5Rrx4fDYjGaq1o2yxKElCaoeaggiim6CGShaWVvf2mjDPGsODZO4f7/V7/0upV1/UtxxFClIplIhwNxPM9GQ48z69OzZiwgd2d/cLznyuVy+sbWwtLy2+99YbWOo6j/vFhf9DNlLAtN4x6BIBavmIF259tdcMkiVybMAgsSh3BCfI0lY369BOxUSyULeEwxhzbS0lqvLURUenMRCxOWHrmy5sxls+8zjI8c9/sfJXmWJ9ZDDn3UnIwSWiMCc5szkUcRiXL3tjZLRS8KNOcMtd1zXxn/GgwUN5QXMB5PocyVfJEX/osWB/VmjBGmEAAqgnVmgCxbY4yY4wyxpRSxWIRUQmKg06zfbyvg05KSKRIlFFpcdstlCqu4/rFYnF6bv7g8JDgELFZWV5de3CXqfK3f+8P7+50qo36nYcf3X/4MJOKERrHMQovjuNMaY3SaBEpo55fTDN548ZzqZQakXM+M92YnWooKcPIT6KwUWvYtnPcbGcSpEKJIJEmcayBNRpVIURjaipMw3d3tuI4tiwSJ4lhDALo5557TggrTVPXdTm3vvzlLwdB0Gq1kiTxHKdcLm9tkTAMgfE4TjzPK5fLcRybJdFut48ODwjqqXr944/7cZYiYhTHxYKDKtU6jsLU4tiol8P+gIF2uDXVqC0uL6xvbgyCiFmuRJVkUmrNmI1KUQIGP19ZuZBlWb/fn27UwjDMsixNUyllnMStTisMQ0II52Jubu6zn/3sO++8LaVsNBqIemNjvVQqSZlxW3DBFcFqtRrHcRnAsqz+IDo8PDw+PvaXZpvNpvkI7dZxr9cjWlmcMpP5RGkmpdkJKWGMMuMaLbWxkEM5/NKolBqJ7pRSjGqtRgNHAM9z0iQ52NvzPA9R9/v9TqfjOa7gNiCllDquKzgNglCmmQH9zGI2vweGoTnMLGyzqi3L8jwvTVNDPVBKZZk0NjAUGRnZViOgGo1BCfwGd30TjR+iZoRlGh483P63f/nXs3MLXklMNabr9bpwOWcUBEtTiXrorEAIQ8ZwlGgE41m3OQQ31sgpNXzghbDHZ64m5Wy8bpjgyZw7+j0be0Uo+QSC6LlN2uQMHsZL1dN127gAZlTKGrstqfSpyPKJGLTT+MBEIN6vKiiaIGhNvP+zH1ZwLlMZqODll19ae/jwR//xR9u7W//yX/5PGeXlRmNx9eIXX7rJueU6rkI4ajaPm629/SNh21xYeZp7OswLIwSQEc05IRpRK854qrUJ13qaXmjyLpirhAiEpGl67nD9Ez5+brgKY/lFZguQiEIIgkAUDht4IARYHCTCsoTwNGpCmVYaPJ+i1jrNVMq9kuUV9puta1dvLl28EkfxTnPwv/1ff1F1rOtXr/6L//5/UCo72Nvd2N59593/Q2bJ9FT9xs3rc7PTlekpz/MM4ZsQikpnSUwBUWdHh3sHe9vcfkyFU6vVZmZmjMXwWHurzRmcZilj3LJYkmQm8F0qRQkwxgwVTecN4sh1kHGqpCKUpGlqnPdVotM0Nac5DI2PueHKK6UpJfRM8Nf4s3YuGDIhxsgJe5iHeJ/qzfJ/c7ulodKWEGoiTQmhY66b8AlauLNreFjNn8aOJhb8uV7nzy7nG+eK5wlU5Gxg2jM8lRPTdzxjaD4Re3D2LpxDRj3tTZXHEpw7Bcu5jpMDlFOJ5JAXbeOxCpApQggwOmRiE5INBVZo3BmU1jhuHDqmNTrtLA/j9ssGHsRRB0XBeDIBowzJiXpn2JURIIzCWObYCBGlxhB6/BONC1zHgeicqAkwscNrc1KchBON+Kha6zwW6ISlP9b1nb01hiI7kU89nqWWv58J3COv4PNVd+IkhHlArKZjNmbnDgcQcXl5mYxY0LVajVEAhDiKPddjlCmp4igmAMIU6ACbm1vrG5tf/arzxS++eu/uAynTo4NdSglB4IJnScoouLZDKdNaS0QAsF3RPDpeWlkeBGG31S4WC8CpJkA4QyBSA2MiDJO19c0vfOHz5f19zsS1aythmO3t7zcatc3t7Y8/+lAh2q6zuLjouW6n1dZST83O7R8dvfraa0etVncwcAt+qiTn3C0ULNft93tIaRzHWutarSaEEEK89tprrVbr8PAwjuMsyxYWFrCXvnjrs912+OH7d+/eva9VdunSlU5rw+WaAyZhFMdxq9memlr85//1f/vvvv83t+/ev3R1dePRvYdPHn3287/V63ULfuW5517oD8L+ICKWqtcbpVLFr9cs29aIQOji0tKVa1fvPXzy3I2rrqDLF1YurF4qlYrf/s7vKanm5ua2do99320O2gjpoD+w7FKcYBqlrf3tC0t2e/teGBd17YV60dvdHLiuGwRBoVAoFouVSmVzcxNGNvGMMY1kYmY0MRsdV5eMT5EmSAo5BXScEZoPqrTWCoAarQRlTAhK+e/94R+99NJnHj58UCwW3njz5+uPH6kkHkfR86lKzvAcX/PjG4theOb95/hGp8+4I5KRBNx8TgpUZplShCBSykql0tTUFBFk0D8u+9RmsWdpz68OOqyfSVEsEodRxyFcxpnaOzxaWF6ZmZkuF4q1SunxvTuXr1752U88QXBqZvant9fBcZDA1evX7vzyl0wpIKRcLnUG3VBDdW4hTgLLEoViqVAsP15b84rlu7fvLC1fcCzeaR13Wge9bqe5vSaEVb5Udbzizu1HQSqRCma7BWZzxQizkjgSwj46OO60u6VSOQgCOYiSJEQgaRoTShYX5z1ChLD3Do8d27YdLwxj3y/Mzc3FUWBRhhpc11VALMsql8tZlgVBoBF7vV6xWPzg/ffq1cre3h5wnkWh7/u2Y1dKxTSJbU4cW9y4suq5brfbtQUTlMzMLWxv7/38jbeBMakh0yRVCpFpQgklXsG+du1akiSNetlsJr7vHx8emm7HsqzZ2dkwCsMwRsQsy5rNJgDYjs059wtev9/TWodJ6Pve6sWLpXLpoHkUxYlt21EUPXr0qDE1e/XqVYIZqrharVpiKuj3jo72sywjWlFgmZQmgRIJNRwlyobCGM65TJXWaAjGGojSwwQp1JIBFUL4vq/DhLFMaaURdJbJNA2ztFIpmyU3PT0NAFIrnSHnNnVAMWLbNgWilCIwrEIpYSO2PzV5D7khs23bptlDxCAI+v3+0CFtrJoy1tNpkuRxQf/ocN//V7o+1AiEaAm2sDihMk73egdrDx/GSep53uzsvFcsLC6sVKs11/fDIEySWCNDLlANNymplJGBplkGAJZl2ZaI42w03eGO41BK01Tm5QsOfdbw2Qfz59dY5NS0/hN0dOcWWOO6/BGramg7P6wqchASYeSSjIBACRX8lBEcEgRKnlZxjmqUU2YYv1JBmX+JMfLYeEmBY1Wg1JoLihop4ysXVhX5kVcoVab8INOJ0muP13/589fjOE6zbGFx8atf++p3v/6VjY2NO/cfbG9vu17Bc13UmCiuGdVZJoQJNkdKME1TBcTyC4MoNsDSRGF6TgVPII+mMIl5z9L1nWYhnrpr1OiIpDSvI4TQWSaQIDDTLWkEoBwkcKBADCbGUs4JIENGFSUKQCtqOX6lHoaR55ULhM3NL3OV3Vnf/PvXf8YprC4vvPLKZ7753T/QWXL/7p3Xf/pmt9NOMSsWis/dvPnal37L90uW1SqXq6CAC6qlREBGQcpka/PJwwd3GWPz8/Orq6ue55VKJa11EARBms4vLfZ6gzCKtAIhbKmk43hSyixLh70AAyaGNHGTA8IYMyRPQoBxenR0NF2frjcacRwbH8V+v88tS3ABlGRZJqVMsxTGyKVnaYcTTMWJee0YBddYrgGlhIAeF5uNQXqjoHhAw4WAvNU3tTs7x/7kVPcC5/D08LQs7f+l7r2eJMvS+7DvuOvTV1VWlu+q7q72s+N2Z3d2F+sGWEDCggAJ8QUMiQpJDEl8kB70HzCoBz0rpBeJlCBSIBcgAYFYg/VmZmeme1x7V23KV6XPvP44PdzM7Owy3Y0BGbGsmJio7s6qvHnNOd/3/dzBHxmP1jyGHHhEVtvTQW1q7Os4jO4FRzPHNZaH3ImfPLzjrdoR737IN+XAB8EYI3hyEcc1Zs9YTg8EcGGMhy7ISCklQWulMEKj9D+lFIwF8GRquoHUftjVjGhgRyo8B50WgJZqvFMaVYFZpzdqI7OPNgjSHeqFRsH0o9eP1KfjTPhR8t0IUNVaM2YcpKIoqTVQQiXII0i/aBAtiODJBpHhP0PaZ2byiUfbP8lM6xEe2aBShKWUWZRT1m9mx0mHqdYIIYKQ0CNcVD9RwGaik2NuPgSQ4QBCiCiKUo4RINMwLNMsFYu2ZWGEer1emqa2ZduWrZQSXGBKbty48eaXvvKlL3/R/27vzJnT64/uU8S0EpZlmQb1gygjHWBCgWDJueu6eS/HmPnLt99ZXV2VCBAlMRfEYKnUFiUAsLb2+MSJE6dPr0ZRODE5iRDhItnb3dnb2fY8V2uYmaldOHd+Z2fH9fKBH/T9wPVy1Wr15KnTt2/fjqKo0+1ng3bGWOaw0u12l5aW7t27VygUfN9XSi0uLn7+85+/cePG5uYm51ymoWHAbG2y6JX2dnawlr1u26AkSQMFYBjMte2d7b21h/WXP/dV0yubnkcIXrt7dXP98bnV08V8RSu5uHSivr+5VW+36+18oUwZE5IblsWFmpmdu3bv8ebm9psXl2tzi55F683tr3zt63nPzeW8OIqsXDnnOiJNPMtQab/fbSRR36DlStG79/GVL136nQcPryNjur2zFrTNlZWV9fX1zJ+m1+vVarXMcefJU6yeYhofWAnHlQIHhHyjR3h0/48/jyO62ugFlCKtMSGUMcOynenqzO/8J783PT198vS5nOfV5hb/3z/+Z/XtDc75yEpklNU+vsuPotsPDEHG19XRiw/Eex4UY2fkcKwZM6QUBc/NlpdarVaeLJo2LJ+odpt3bj2+Xi7kdna16doCVBDH/X77Yav581/8YnFx8Q//4O9WioXHa/cp0sVC7k+/85dhGPzm17/+7W9/e8PXke9vbG23e33bsaN217KNKAp3NjdmT61qJQFkmiZpynPFspcv3rv3qOuHS/PzBc8Mu8009rfWH/AgOX1m4ey5l376819u7dYtLy8R01pnXTACSFPuOjlmGLbt1OuNcrmcdH3TNDVAv9PmPI2TiCD63nvvzS0sdrv95Ynq5KQ9NTX18ccfT1ZK/U4rSZIkSYBQSmm5XNaI9H2/Vqv1+30EUK/Xp6cmd7a2Wp0epThfyDumtbu1EfTbUMnni17RrQZBsBf27UK+0+5qwJ9cva4xKET8KBIKK4SIaUgNGiOeipmZGctmOc+enZniadxu7m9sbCTxwJel1+tJJZMkCcMQAIdhuLOz02q2HMfZ2dkRgvu+P+FNnDhxglKapmmz2Vzf2PzcF75QmfQePXqkgXAuTdOslCpxEGxurHc6HYzwzMzM3vZWkqQGwUIIBCBBAgAZToezJpNzjujATEVBpDQgrSkhjA2iwmzbDhOBMZZCaoSazX2DmTkvl0TxzNzsyZMnu91us9lKkhRjTE0ziINWoxEEgWPZAIAJzoSjBFMEKLt5M0XpAJNAYBhGu93ONH5hGAohKGWZ9niUhU0pxYiMa8V/TbG+w6QSQohU2jIQBmjWG4V8CaSyDct1XASoUd/jO9sP792zXa9YLBYKxVK5UqhMAAalVZZrRynmSYgQshjRoJVME5EgzIZDTUjT9AmHbVhhjBR+B9Qyx0FGR+6AGKFM13dA43Gk5OO4sbo+3GkcRUg7cGBZpuSoYlODXCU4jj82NAt6DhPsb0oBPbJNIgBkQK5ChFHCDI0pNm3XMU0AxmXBxACQJIkfBN/77vd/8P0fvvLqK3O16Vcuneep6Ha7SZKs1TtaiIQnmCCLEhGHSqaWZfSTFERKCAYgBw7mwPBvVEIN6VODf1BKoaNMPo4nNCnAgy4CY3xUKBsiOkuxy1Loh9lHMCKsIq2VRBohibEiCGMNqUhTqQQiCjCmTGgcKyjMLU4sLvEkbu7t/Ol3fpizzAvnVk+vLP9n/+Biu926e+tqo9F8/8rV6zfvnlxezuXcBNN/1AAAIABJREFUVqvnWA5PE8u0EUKJkADg2rZlmjxN6/v79f39TOKSz+cLhcLUxESv22aUaakxpQgpRpkUCcGEmiw7IULLQS7I2CY6gnoIIXt7e3ev3XBdt1Ipe7lcrpAveg4gncS+UjrLdcrSkA5IsI7Dh8duUTX+EB2whjsszwAAKcfRnsyYVBOCnvIdPab9eJJIfogAmNm7HebpHXzN08/7M3ikB6DO8T8e1uCNLyDPduM8+u1e4EcOcD6f0XC++JDoqaBINBbXcYh7P2o4AYBRAkOzdpwpHTQQTAYZD9n6ptWRZ/IJIQ1U1torJTMIeBCmNwTrARNCacYEUVIqraRWWZsklczW4WxXxwRrpRUMJPNSSa010YoM/uGpkcEBTVGWmjHiIQ+3O3Vo6JCdhMFU4Wk+W/Yz+EgU96m2ebhnjfeNh1GaUXea0fn002rAJ1dMP1G0KqUUZFPno696kiT7+/urp04qpSgiA49+pRiljFIEwMrlJEkAgKcpYywMw3yxGMfx9etXT506ffHiBc8x261dv9sSIrFN1u8FjDEuuNIKYU0Q4lyAUv1+3w9CkxmB70dpIqVAoKNUKIQZtg1KhUguX/7ord/8qkbQ7XYZZf1+r91utVqt3f26RvjqRx/3uv5+o14uT3iu1+q0pVaFtPjFL3/p0frjVqdtWZZGILXqtVuZK2l5f/+dd95xXbdSqdi23e12d3d3Hzx4kM/np6engyCYrLCcbaRh37Pyf+c//ea77/1ybrbaaz68fu1R3rFMjMN+kMNRN8R/8qd/WZ6ayZWmdna3bRJ5JhRskvjdKOQmRbfv3A1SZTkOY8xx3Mtv//zSxUsfXr2plEp42u525hdP9IL4rd/63Z98/y/SsPvg8eNuv//hx9d/9/f+UAqOMS06rgXkD37vt7//Vz/xO3uOuRjsdtau39zZetiXe1+ovlwqO1HcowxNVStb27liKed6lmnRvt/RoKSSSCqlJCH0GUPqZzz+z6W1PxXvCQAI2aZpMNNzvM+/8cWJiSmlsOsWUi7Onr20vHwy7LZ83x93h3ru5OtAL/dpxaooSVLfH0x8oijiSNuOqcLO3RsfXPvw3d/65m/t17cq1VMa34/DoL63ZVjq9ddeK3hup93QSt64+rFM02Z998rldxlGCPS1a9c+89XfDYIwDCItpJIStI6C0DBznuP63Y5rWp7nIoSkllPVaj+IkyR97bXPYZnUalO/unOVx0GlVIhMpYDeWXt47dZdZntBLPtBJBQA5gowIixJ0mq1ijElhDiOI4SgDCulLNvyPE+IlBDc7/rtdqdUmSiVyxMTkxiTOE4ePny4OD8TdDGlLJ/Pp1LFcdJqtRBh2aUvlUp515uYmMjlcmthuLRyWkuexmFxqtCu78xUJw2MRBK5rjdZLgW9bhonUsjt7d0oSTQQoZFCNBUilRIjkq1184snSqWS45qObUxOTq7dvyuE2N7elkJ4npcRMjvdThRFlmVFUVIqlU6fPv3g4dp+vWvbdr/Pa7WaBVaSJH4URHG0trZWLJU553fu3PHy5Z2dHaVgYW66sb+1s7OToXP9Xufk8sk48DuthmEYcSxsy1JCHuBGZqufSallWUophLGSSkqJAAhBoDWBgSnXqAYwCAWtZmrVIIp4kjYajSRJgzDkg1aNOa6bRh6lzHPcKIoc2wGV6fpgSB1VAiTnPEkSjDE1WDZQU0r5UaiUMgwDEzocdApQGmNsWVbWzmRT47+JF/Wvga6PINTpxCLlM9O1drPl5lk2oUl5CqAZgkK5qLXudhrb2+sYY69YmZ5dyHBhhBBjLEmSrE1P0zTriFIhRuj9sHIdmBQPprPDgKfDE+LDfeDhGdIIYTvgjXFY6/8p2qrDDN0njfzIZ0KpbEvP/kaCkkfFNT897NeHDQ+evWQ/u2s97Cs4+JtBXnbWlDOFicQEmCU01sTIe45VqXDOw9C3i0IrCVLcvvfohz/6aa/TXl1dfePzn52eqv7B65/r97p72zs7mxu9/R0e+63Gbl5NmLl8zBMOmmLnhXRQg8pKH3ahOOpmPE7UB4AAI0BwtN2LHkbcZidIannopCHQAkBDhltiIIQAwpiZQiCNDTApmEYcBQFPqWFOLZ+enFuUaXx3fffyx7cx1uVS8dVzq6++/kXXdW/dun7l8vv1T2788Ec/PX1q+R/9o/+m4Hn1xj6WqRBcKmUYhkFpEASWZUnOH6ythWFoWVaxWKwtTk1MTEihK5WJKErSNLVMh2S8uEGqn0JIDwckA7NNxqjWknNBiAmgmJYiDtLI3Om07t72CSHzi4ulUsnNeaZpCiHCKE0SMX5XHLCTOexMeEA7R0hGHIMDaQEHvuFKPjFBRjAMU3kikdIa5DPxsSPNr9T4jOQFntnjjECOTHYZx8fGm8/RJOJTLCAvHiFzuJ57hovJU5rJF+j6ni02hjHj9THSLMlYDHjo0yp5ml2eEeCmn155Duh5MH5i1JRBc4dpqEM2/Bi+yvm4FYoiWmU6DI2VHkgllFYDn02EhJJkmIo0opw9RUg+VH0euM0OdP4HgiiemuspOBzw8DTuig72vU8LnDIawgH94QEkNmun1cCIehBOjxBSYwmfRy6IjLGNjY2853qehwnyLDOJ4zAIpBCgtRTCMIyc5yVJkqapFMK2vV6vn7UWQeAvrywWcs7u1sYP//qvSnlPS5lZR2CMhdKAMCiNMep2u4VSiVH2rW996/3335cIFAIEwLNgZakjLot5r9Fs3l9be+WVl5QSUejvbG/5QWA7LtJAGVlbW7t249bMzGypVKnv7zPLNCyrHwSzs7PnL17s+X42NbdtOxXC0Vpr3Ww2//Iv//KVV15ZXl72PG9nZ6fdbk9MTARBkB2kx9BEwaUg/W7jy2++ef3qe5cunNVpU6VdhvDO5rbgini2V87de7T9337r77/6ytn6xtW3f/BnjcaW39wtVHPMtEulopfLFexcsVxNkkRItd9oJVGwfHIFU5ahqc1Ob2Z6olytttq9NOzmXY9z0WjWkzSOQ58wK6dzikNtpvqVb7zxw+/8O404I+b1j+5QxDfb9eX9jamV4r0bDz3P6/vdUrlgWiyXd5dXlpqtOgJtUHrk9PO5+TqH3VyOnMo9LaEHBIgQTBBmxDCYsXrqNCEMIZrVbACwtLjy4M71KIrG00EP/8Jnq4U/tWWRbdsFz83lPCnlxsbGJYUePd6wZbB+/24a+Y39/e2tXbs8P1meaPbbE7kiThurp05ipO/cun7u9Kk46M7VpuNes9dpnV5ZaTUbvV6vOjWdxtwyLcdx9lOeRPFkucKVBiWmKhPr+3tXPrhy8eLFhCvX9R48eJzPF/L5UtitV6tTjcb+3s6mlhwZExdeevm99z9IJZKcE8OxXSY4aEQyRzxf6yiKXcfb2d8qFAq9Xm+mUmlIqZT0PAchxHna63UvnL/w4SdXC6XKuXPnt7a21tbWLly4oBSK4yRN08nJycebWwPSL4BhGOfPn994vN5sNqempjLNCKaG7Thbne7e3v6jtQegeLmQf+2117Y3Nu7fv08IKRZKkxNTH1+7DUASLpBBEpEKrRDBhBKKM/aTdl33jc+/3qjvPnr0qFwua8kdx7EsK/B9jPGli5f6Qf8Xv3jb9/00FaVSaX9/f2JiIop8IXmr1Zybm7PACsOAc95ut9vt9uzc/IULF/pBbDl51ysUi2Wk03q9niTJyvKJbrt1795t3/cty3IcV0thGEaSJCLzVRYSI0xwgjHmXHLOLYQYY0IINWIMDZfWTGjH03QwCNbaNVkQBFopyXmn00l46jhuuVLhXEolbccRkaHSkLHYoCwe4plSyiROpRh0fQoPah5KKR5KGEZJuYyxkVRNca6VMgzjcAnxa63rG/9KkwRjo1Cw9hu0026fOXeBGcCFCCM/iiJAGhPid7uIYsaYYzMA6LT2N7c2P/rgPcuyyuXyyspKdsfkcjnP8bKRPEV2Fr6hNRpXkoxVkAcn9M9oeI4HAI+w3zzKKuOZpRIM6DdPXnx8jMTox7Nh2IvUhYf9AA7UB4f4O89ECUYigJEHhn4S5z10CNAYgQKQWimthQJAxLAcpKkArDHzhVKaYqvACPA4jvweMe3zn3ktjYKN9cff/tM/p5QuLcz/xpe/vLJy4tWL54Mg+Pj6jc29vWYviLodMG1FCBp2Vs/YaZTSQ5fAAQbyKQLTRjTRYy0SEJJDf/bMzGHYMqixvl0irQAkBolA4iyFBCMERCLAgIIkpQzyE5OKc5HEgICZpuxDuTo7WZsNev1Ws/79v/6R1mppafHLX3rzH//3/wMm8POf/eTy+7/6J//kn7755hcunT83vzjPTKPRaNTrdUJIpVyO45gQYjBmGkaSJL1u99Gv7ubzRcdxvvlbv1Mu54MgUnLQiSCMGWNSa8XTwzfeOGjgubbW+uqHH7ied+rMKkJob3trd3vTzedqtZphmoAN23azWUymiR5xcp5KcHp6MDFeyA7QNgTj+pARgJSV+VnFdpzVyrMzFZ7dWT13HT2SffQcVF8fO3Y5zsbzPxzWN/4XL/IuR5ZTh7W149SvI08+HjNlzXY1OUa2RwPATmvQggshBYxZyo7bRYxzawkhWolxi5dxs+Wxgx8kWIys3g9EjWUVzyhbYoRyP4nWGAjgnhIdHZA+wvi997QWevSpAeMRCIkOhLYDgNYY8BPXUQ0IkNI687WSg2ODbHapn4rJHuB1w1M4PE4plZSD2loPzWAyKR8evzOfpF48Y3lUnCOEXNfN3A4H2dlKZWcvG8L2ej3DMPL5vGVZvV4vcy+QUmqQgFSv13Mc6/TqqZ/8iGRrgWVZURQhhAARhEAhwIiEYZj3PC71zMxMZmqXAoCSGStYKEUBBBcIobW1B6+//opSolAoVKuTfDMhGCdpjKTEhJmMWJbFOSeEdru9paUT5XIlDKNer9/t9mzbFkLatiOlAkCcc+KQ6enphw8fhmFYr9czntX29nYm9kvTlMu402paBokDEYW+FuJnP/kRSH9xYY5hUs4XXNup7+zutONuEJpu7s2vv+XvzQX7t7fWLQyCISgUC4ZhMMYwpZVKZWNjgzF24cKFd375i163z5xwarIquFpeOeU5BiD8G9/4xge//PHW5iPLMIvFYr1eb3dDN1fQCllOvt+PNVWxDPuR/+jmPXJi+sRibeXkQsfvrZRznuf5vp95SDDGHMdJkmTw6El53MTnKf/bZ3oLvzjWB0pTikEqQgjBxDQsmUpMCGCktQrCiBCa2XIetu58rp75b1uIpkmtVj23ehqUypxFTCvnGY5sB+uPNopuvtvqKIV4Ik3DTaJUcj49Pb27s22bdG9np91qlAv5+/fuWJTOzdZAq3t3buc9N58rzMzPz8/N3es3TcOQjGmlkkQ4lp3E0cbjx7Oztfn5+e3dplCSGcbyiZVez7cNQ6b85PKy/Tvf7Pe7U/Mv/eEf/v2bd/8nDZuJ4JPlfBDGoKWUmiuhhSCY9Xq9UqlUaBfu3uqXSqVqtbq/sRlFkeW5uZw7NTVx88pVKTXGeGpqkhCyvb1tGMbi4nzQ7xNCMCaZby0ANJtNN1d45dVX8/m867r13T3DMO7evXvv3r3OrbWXLpxl1DBNy3Xdva1NEYUbjx/u7u71u103l8vlcpQYnU4PmEUpi7lQoAljCCEpeZAIJWFqSpVKpe3t7XarzjlnjEVRmC1cWanQbDZbnZbv+5RSrZEQIp/Pc84Nw9jf2pufn+/1uv16nxCcAWK2bbdarTRNkySp1gqUWbZtB/04K5J93898oTY3N5M4BoA4jglBQRBwTIQQSkgEmBKKMU4SHvOUWU4URVkqglIAShFCJMWWZZqmiRASUmZFOE9TFUWYkCSJtNaGYRSLRaV0Pp+PoiSIQgREKZ2xN7VUUkrK6HhNnvkpYAKjegYRnFH5xv1phZRZhZlN1rLKCgFm1BgnbvzH0fURQjJ9Ak/Sq59cfe/dy9gAx7Gnp6fn5mfyxTxGqFjKx3GEqAaJpJSe67heQSoJGvx+7/L772mtDWa4nuu53uTkZKVSId5EtidJqTNvsYzhmZULA9ewsXSXEQHmWOXP0T6Zg6p0/KQ/m9551LKI9dMlLyH4uZyrUXDqQKyMnmzYxxEzDiuUDn+oF/axe5asSA3U0qAkSKmzpigVCgyKMBOAFPMAQEnBBUeMeGUHlBBpRC1YOrmaxhHnaa+x+y//+P9SXBTy+a9+7WvnX7r06mc/u9tqf3jz1m63FyZcQ3oAOhg3vhsYNEutM36mVgdq7hdneGKMNVKQKcfGXSJHJw2BxIMskcFbkCzCbtQkakYQkhpphbTEWGMApYSUQiOiQSvApusKJDpRSDLRggYEYOaKSEoklWnnK9Oz1O/EcRgFwfe+9yOlOCHo9MkTX/vqN4Kgt77+6MaNmxpEtTqxsLBQq9UcpyBEijEoJbTWjBHGHCnldH4qDKNf/ertNE0nJiZNw65WZ0rFsmFYnIso4miMfZedNMMw+FA0m5n1QZJ4uVwax48ePtzd3dYAk9PVXD6fJLHf61mOzUyXMMcwjEymPM6QHGn8DsxuxzX6TwA9dISgbvSFMWaMPLFCwTpz5pBSDcYnGDA62KmPF+tDvvfR+iX9TN7vC04QjgxROEz+PA5L//dCwH7GgR23YRxOU3wRk9Jxre9x7koHwFstxlIN9CCSSyiZ+blhSjTGamyINuq3x4MlkJQACJRSXAwe7SfeKpl+XCMMI2FetmtmPd44IEYpzVqUgYhiKPAbGr5LqfS4H/0Bd5wMPTvwkQ8EvRzwoRnvPEevxAMmCjryFhr6nsKBENdxckrmDDRePR+opIdvhBACDFijQZs5+LCjid6hexAz1mg0sj5NKWU7Fgg+EkZmT6KUstfrZWaY+Xw+EUiEMpMCbm1tdbttg9JTp06dOXNmZ3NdCEGpIXiitEYDCTCWQmit8/n8xtbO1atXs5A6rbUQmiKGhJZSM0qEVAhIHMU/+MEPXn/9VW+y9NZbb7377rt+EPWDoNHoSuC2bXPOwyAoFkpCin/97W//0R/9keM4cRJrgCRNKKWGadiO4yAIgmBlZQUA0jTt9/utVqtUKt24ccOyLIRQNkSrTU7mc86p5RMffnjTNoyTy0t3731CUEx0wiixmfXo4QNGrSiVmNk/+PHP/qv/+h/YriPSCGTaazfKVQ5K3rp5w/f9nOlOTk7uNZpCyswBdXt7e2bppO0orfWde/cW56db9QZF+M6dOydXTty8fs20HSWl7/sJl/MLqzzWrmufvbj68SezGoPSZHOr9Y2v/eb1zfWk0+5GbUqx1rJUKriu/fLLL7Xb7Y2NxwjprGhGCFFqPJfy8yLD5UMO5we7NSkEMkwhhMmYyUzQmlCmATACpZHnOgQPbvtReXPcrzrugD914UsI/exnP3vyxNLVjz86c+YM1lCZqBUQ29vbWrtz7623Prd29+HeNsyfJrbpThQrru0xCo8fPYyD/uLCvEnI3u421rrXaZ8/cyZN4vfefS+fz09NTmmAYrFUKBTDIMYIxXHs2vk0SW598GErjBYWFprNppCi0+5N12acnIdBNxr7t1WYpjHGGCPwCsVfvPPuzVt3opRrIEmaDgdeYGCKCARcVyoVTPCpU6cuv/sOIXRvbw9jYhgGxrjdbt+9exdjvLq6euP2ndnZuevXrwdBeOLEUq/Xc0wj4xPu7Oz0wyhJUtM0V1dXs5zxOI6DIFheXv7kow8ppadOnCKEgVZJki4uLPVbzclyodVoTlYmLl16qdPpWKb74cfXKaFhyrFpC55SSjUiXKaAUKlcKJUKZ06fI4RMTEwIHhGs1tfXK5XKxMREr9fLLOhu3LjR6XWEELlcLoqSIAgIIeVyeXt7o1AoOI7z8OEDptn+/n4i0jiOLcvSWnc6nf1Gu1CaRDg0DCsMA4RQGIa+73POwzCkSKdRCEomSYKQFkIIrDPxMyU4A4fCKMvKE3EcCyE0xoQwgpAUIk0h53gIoSRJ0iQxnRwxLB0nwCGfyxUKhenabLPdwoByxQIAiqJICgUmZMmf3W43c3PJ2stBQgOjCGGlNFAkhOCcK6UyZ5kDy76UEmCYOKU1xjiOY0YNE2PGGMFE/geA+/59dX0ag0Yag85+oSZEcCWEZsJyJpbOnzn7GlHx+sajDz744Hs/uqK1QhjOnj39mZcvnjy5whiJoognPYI551xphShVmBLChFJBu+l32jub651OJw6jpaXFxcWFkysnZirlNE1TrlIBQmGMTMBUK6LUwNOFZLn3FCsppVYYgwQthIBEU4oNg2GksxRPrTjGmfWaQlhjZCBgQ4QrawA0wCBFUWupteYDNjs6TqSHNGCdzV4HSnw8xCLHy4IDXdwBLQeAHj+MkbLkKYRTj6zS0ZHUIxizwjuO1oXIYV9TOXIQzVoiBYgLaWJCtZosFGyEqZRYS6640EpgjGQw+BQ0o6eClEhhS0qmlEJOjgGQXLWYplokNE1/+MvL//yP/2RpYW5uZvqtb/7W4hc+F8TJtfXNGzdu9DpBdWYmiEJquhogEYoyC1NDI4Qp06YdJiGh2mQ4TaJIakotoiFHjW7olywbK6q1FiA1aIW1BI2JUkgLogG0RAAAnm9pBoqARloRjRmSVKUokVQiSgBz4JKB8TRYSg/AglwB0oQCoYgRjTDSIA2iCCFIE0CYC65YxrAcbqBAqQLQ5MmF6OfKSApLKyeNth/c7baaW83w3Q+uLy7N/8bXv1UulzvNxoO7d9/51cePH36HMXLx0vk33nj9xNJSpVKsN/aklIZhxYko2kWmqYlZv+s3kuaNmzcJZfOLi0vLJwqFkuvYhDCkYYCWC0UBmZYdBpHruHEcYwHcoJygV77wxmoQ3L59mzH2/uUrtm0bhlEqlZaXl8uFYrmgglbQ4bwyMVEsFh3HkaA55ynnmBDDMBKgkNVxA9EpopQRoNm9LYVESlAKmbz+AN16tG4qnQyxoizIgSg5kEWhIXWQKpFxoTPzRoVBPUE3soskx9IbtNaAMWQP/IhPmB6gfNIxjEhrqY+IKSeU6KcHBUIN0l31mFwNRsRUDZniKzvaDEDBGhNCBoKrgW8wPrL/RENnYynEM1Ldh7vIqD2DzCNz3JA9I8HrJ2A2AtCYEqmUGnqZKAUS1OhCYEBaazxChsc68/E2Y2BfNrarYWJKLWRmdAlIAyRKKaUVpYgQNSDsPqXzTNN0VBdmsnsKKE2FUgoAU8oIIUmSaA0YDzs00BKBAlAYaYK11gqjzLVy1PhR05RDFzWdeYc+TUrWAAoDRohrRQARQgBjrrMRD5ZKM2ZokY54EKPeaRQjAQghNXC+BQ0YE9CANc4QOdAD81uNnvZ2RoAIVqARQpgOrDUyUeJ4/zwCFRFC2YAmI21jjDAm8CQOfhC5CQAKMCiJtEYIFABGoIUkgLRSJqFaAZDMSgcPdm9QoLVhWFtbG5OThccbd/v9/qVXXiWAsIEXFubu3r6FlTQwAoziMJCSK+1RbM7PTLc7nTjw01TY9qybLxiW8Z//l//wf/mf/2kqEqDKQJgwI07SREQUW8y0er5PLTviadRq5PPFHGWIsL5OEhEbzGKWhQ0zSRPXLaehL2LWbiRU7C0vuyZAJwpcilOTaNAYuOjumdPFKQdu7na+852fpZz/9m9/k1BSKhampqppymemF7A0LMvx3EKuZO3t7ZlOIRaq2e2brleemkrTlFLSC4Nisbh85rOlycl29MnE3IRicXkqZ20yEfq2RaYqnt+p562epdMYh5NeYfP6x7/66ZU3v/6Fz//B//jP/8//bfP+Jxc9VssnW3u7pGwHSSefc0v5AqVEyaDTfjwxOU1VL8ewo8W500uLC3MIpOk46/uN2tLSF776Vr8fOMWSrrejJO6k4aQdYUjO1U6em7zEaL2Jwp2Wios11nugOg/nQ1SX9tLcRDHfi3n8xS99cX3j0buXr2hMAGnPtjjnIz/LA8ygcSMuTIZG4joLJ9GjOzqjuYz9lykeht5CkE1bsiGFBqSJQfzILxQnMCEIIzQwr1cIoygNBFKaIg0IU4wkzkazCDBBVGmVRbDoQbmDBqj1IOc3C2jJDgsN/JA0YEAYE41Upt/GGCmlEoQIxghphIAiibWqlPMvnT+TJMmZs2eWTiy3O11vumInGzreXMifevPC3/vo1v/6ML7N8Omlc5+/cesWNMVERZUN2oV8lGiNSc7QZ0/V3vnBd06VK2t7MtKGFKagLI04FtDdbeQMqxdFpmv3eHj99tXa3BIxjRO1PCL07fc/2rf2bc/tBr5BSZImt24+bD66nWeaxmmZ63/zL/7M72lBKvliYWtny8LaMQ3OhQZqWK4zhbc6e4QhHaOKV+p3E86TUICbL3f73UJhMm/nO164U28Zpu06zgdXrtRqNds06lE4WZm7evNOvd0/d+mL3YcP+359olJttVoa5Pz87ONec2p2KooS7Dju5OTS4oLf6+z3mmGo8rZ56sKl1u62nctTbKb95OT8ys/f+bDRkpoWozCKQo6Z6Xpe32+6FC8sTX/xC6+dWlmKI5n6u4YuN3c3TcecmZmemqg8uL8W9PoIoajTqRUKHGFqOalUiQbKmOXmTp4+1+/HXKRbGxuSUxF2QHHFOcXEtjwh9OlT50vljuPmbdfr+H0l0geP1pyclaR+IW9QSLEiIg20BoWAEGbYDKeRRCAAGCGMEaWAMgIcF7084SBTpQmJQSghKUWmYSkJBNOIp4Zhcs4dL68BEctVmCaCGLZrhEG73Z5fmjGYFfodkaZ+t9nv9eKYS6mV1pyLQZGPMWMEDYZ3kHIFChhmnHPDoBQzRoxEpsA1RhgpRDQACM0Fw9qyTMdQErjBKMNKc6FSiYnxdHTxrzHWJ5VCiCgFnU7nF7/45S/f/tiycKGQL5Qrc0tLrmsB0r1e5/JHV3/8s1/IVx+ZAAAgAElEQVQwg+RyuRML06dXFvKFcmZ9J4Ts9XuEMMOwlNKGwVzHvfrBRzxKttbXH9y74+Vcw7KXV07Zbt60cszAhFApdRJzraRWSmqsEdHJgJGoKcaYMISRgbTWaZogpPFIwTXg8gEorDM/HY3H9nSSLXOgB1ny9FDUwbj7eSbhAP0crsIR6MRhR5FnpiG/CEf/U/bxx/LNjhjwD+ISx/Cc8THhmEIH5XMWlkKLlEnBQFZrM7XaXNfv/9//z5+kUkzXajMrKy9dOF8olJrtTsf3G812GCecS0UTQikgQgjR0M/bltIy6QdMg2OZmJAoFZSrFBilBsjMoH90/bKmWxEJGiE82F+QHrA3kVaZLBATTJEGJTUghBF5oez6LD3iear0Z/jpIwCMgGBCKAWEJUC+WHrl9c/t7e/+2V/8O0xwwfMKrv3aG5//nW99K4mjne3NH//8l+F3vpfLuSsrS9PVam26Ojk1mSZpsVAhxEAYY4sYhq2R7jSb727vGqbpup7ruvlcoVgs5j3P83KgOedSKeH7XcMwkiQyMnY7567rrq6uViqVCxcuPHjwIHMZvnbtWhJGxVzetu1KpRKEYb/fp4xhShzHcXNeNoOUPB1DnDAhlMeRQANSOyEUEBrnWh5QicAYfQ4PyHgoa7GkGE00jpCpfMo7/Tg8cFj8HDb6UXL4bA8/xBj6OwhPG8UQZj6iB4Z8h2d+z+YOfOqneFxCM+qID9yWB7RhmYL8yfLyqbcAKUcESM45l2Koq9SHvX8OOMI/sSRFGGGEMNZKCSWVHngaawQDUxbQasgWHs85GKHQWXd5wNNrxPAcUWfR8IC11pjQwTkZXtgsQO+wyvHZy+yB64sQ0s9bbMeRvQO+R88FZA7uLMMxiALIiOfPeQ6Uqlarp0+fTpJkfn5ue3u72+0WvJzjuCCk67pxGGZZWHGSxGkSRlEhX4q244mpqfre/rkLFx4+fLi1vrG4OGcZ9MyZMx988L5pOlpwAGSaJjNsCaCUStO00WgUi0XCmON4F8+d++nP3jYYU1hRgngcc9CK80QJ1zK9nKukiCLRbrf9KJqZmd3bqzOTBUGCkCaGvvfgsUJU5Ku2x5KEm5aVz+fnFxcwwoViaXJy0rKcqclqHCZh0puZmbl3757nebOzs7u7O1kYPWPUNE2tdaPRqNVqjNFGo7E4Pyel9H3fQMp1c1NTUyXPNAmqb/cqU9MbOy2C3H/2f/zvr76+Wil6rokny8UoDh49emjlXINRahd83zeYgbQuFArdbnd9Y9uwi7XFi4BRaWJiY3Pr4vnTOc8Jeu2rH7w/+bWvWQabnJzo9oK9/UYQhJmSIJ8vYky63T5CKJ/Pdzqd06dPN/b2DMtcWVne3t2mlNYmahjjjCAahqHJqEnoYTD3OIrTszV1L0YLwkorIUQ+bwopAGlQArQGRLSWSqokiQfipac9jT81c+04hsLhA3755Zcty2o0GhlqxBgTkRA8SuLOP/7v/otqdaq9v8ODNOpFIUswIZSZAe/7QeQn6bnzF37+859evnx57ZrubK8vLZHbt+6Ffd8wc71+j5nm5FQ1k7srpfb29s5c+swrr7xy886aQHTxxGd6/aBULucLhbVHW5ZlnV09Fbd3Lr/3TuPx3XPLc4Wcs7G9eePeLU2QaRv5coEw4GGfYjA1TlKlEEmSeGNjvdPpmJj0er1qtYpA7e5sUUrsqalczpuenjaYixDq9XqlcvmNN97IcGzTNOv1epbk8fbbb589e3ZuvvbJJ5+cOLkMSHU6rSAI05T3+oEQfHZ2tljI9bsNAkAJIgSViuWg3TQoxRjVarXbN29tb29jYoRJFMWhJjRJYmqSlZXlz756aWlxpuCZUdh/9Gjz4kuXoiiqVqtCC875/fv3s2MjoLXWnV43SRLCLJlypdT0dI1z3ul0pqere/t79Xo9iqKk29WggyDK0hfiOP7pT3/2mVdey+Vypu2UJya2Nh5MTU3xJKrvbiPAjmMbzCCEZv7PCFDKUzTAVAANc2IxwlpnmeqD4aZlGBiQ1nJEFSwWi36YgNZhGMYpp4hqbfZ6vYcPH3Y6zTRNr1y5Ml2dUUoJIba3d5IoiOM4SRIMiHMuuHAch3OuleIpH0Q3aZRZ6OmBq7SIopDzVCkJGGmd1cYINMJowEPJghwGcSaUwq95Xt8BhqdQwCi4rpvLeSk33EIRm6zlxw82t1utRhSH5XKpXC5ceumVpaXFJIk/vvzuj3/0s3K5fPHS+cXFxUKhcGJpVSnl+71+v89TjgEoInEQZScliVLO+fu/ese0Xct28/lSPl8slCu5fD6XdyhlYRR1ul2lEcbYNA3MqJRCaomJOaw9tAQgMBg8aZ1xMrMOcMC3GQaBZy6OT5wzCSPj8TVwlMnksy37Ds1oj/CVQXB0SOM4M16DPmAUcYQKEfSLcPeft9YOjHAPJLpmthnDUDV0WBE08noGAM01I0xjYIpSZpq2W5qadtOyRBBEkdBw9+b1H33/u4DxV776tQsXLp4/eRIQ2t7b39zYbnc7URRR2y3aZrexK0C7nuvY7m49DsI+l0pSQxJTUVORPgxznJHSkGE7muBhUQ4AGmOFBqF9GBAAwogYmGGNQSqCDYw1UuhFOmGEENLHtu2DhImnPaafuhB64CVFNAFAUoGdy4s0rdTmK/MkiqJ+t9OJ08dXb+ztbFuW9fJLF77x23+nXCz0e53L77/73uUf7OxsVye81157DQAQMNu0G42G57mcc8/O2YZMkiTxg8QP9ja3pJSO4xSLxcnJqXw+v7Cw0O12EVZCxnmvSAjJLLazaNpCoTA1NVUsFrMA1l67s/Ho8ebm5r379wuFwvziwunVVYRQ3+/r/b1MpVOeWfA8jzGWpmmn3Q3DqFAoYqwQHpgoIpwlNowhe8MHYfRFMdFaa6Q1pkpp0BhpxLVQEimlMSCV5dQjpAbwiX6RDuWpB0fr44wtnjKC0UfUx4f0smrMM1EP8ij1k/+jzFXyUDbA4eM5kmX94sLu42z6xt5CH6B3Zk3pCGHL9Gljyh98mLL7jNM7usMH+csYZcmzgFFmyvVkrTuGEDteHaZaUpqJgrIyWI8QUZVBqFoDRodNU8cVhqPjHZEhR/fbk1ZzzM1F6BEqgkcBNkINE/+GE4eBdgANJ0f6iGlOFsjzJKrh8PowTu4ApNUTJPAZxjnPuKufnGHIvK6Os6o6dCSUbm9vU0opAQBYWFjoR3EQBHnPAzxQpJimKaTEhCjQUqt+v5fL5Vqt5szsbLvdXl1dfbT24P79+wbFp8+eWVu7SwgRSvl+iAm1LBsAuNJSyr29vTCOX7r0UiLE177ypcW5uX/xL/+1xNrv9ScqJZCSICV4qhlq7O3W97ZKeZIvFYWQACgII6FRlGouZMh9If1m13enl3Je/tbte5evfDg7W4t52m63y4XS9HSNyzSVKVDIGbkgCAqFQpZVnYU6IIQMg2XCp4weXCyWAKDX65mmWSwW4349TVPLsiZLnhbpwomXHG/ir77zgyiVd65dWb97dfUzJycLZtRA7UZje2trYWVZGa6Zx7eu3xAK08+c930fAAkhfN/v+0GaiP1Gt+i5lFKRJgWbbdy/U/vD3//go2vbJ1a+8OYXO53+4/2uBC2FsAwLAXYcb2JqslqYefT4cS6fX1u793Hp8sSZzzLGuJQYo0ZzP7MNNE3ToHSYw4TGi4Hj/FoOcLaP0bw8y3NFawCNs8WN8wRASZlIqZAiCGuEtO93BzlpUo0P7DRoAJVBc9lS+uxW8wDd9MCRDyW+IwmGBtBSiq2tzVarWa1Wt7e3Wq2mDEXfb3qWXJjw3n3nx0zx1fmVUmG61w6E1m7FTnm33fcvvfwaIfjWzZs725vr3aapcXU6VlI7thmHQS6Xw4QInvZ6vSRJKKWmadbr+7du3dKITU5NSgWpkFLp2vS0kysUCvnm3m67VU/TmDC8cvKE3++ura8JkBLj1bOnFpaXCaiNRw+i0O91/U69LbXkPDENxpiheEoZbbVaSwtzxsJCoZCjpsEYzRjLWWBjFIaZzJUxFgRBr9fLmhBK6aNHj86eOz0zM9PvdgtFb3Z2Joqix483CMKu7Wip93c2FmZr1XJh/dF9gwBS0jKZZRpht7+2du/+/ftpyhXFURRqLZTStuP+/u9/q1abXFqYJlquP763u7lOjVySJHt7e8wwGo0G53xuZubenbtRHFUKBcZYHMXZviClNAzj3PlzlBHf758+dSqJw82t9V67jXhEqZEkCTUMhEmSJPfu3V04sWS4Ts/v5wqlvb09x3FykxXXMuJ+v1gsJ2GQFeqGYWgFSZIQjAGQQgpnhv+gtQYuRZImA05KRqBBGA9XNqVUoVDY3W8STCQAISToB9lSmLFhpeK1mWoUBwjIoH0cRjJQQjPhYjY6zAqn7DfLlGuthtCAEoIHgS+lHJnqUUowBgSYYGCMZWNxJQfuZXCMSuXXtOvLNieuIE3TOE640EzpJE7TlDMnv1ipIISiKJBY//gXvyLvvF+rVc+ePLm4cOLa9U/+7M+/SxCuVEonl5eKxeLZM6uLi4syTX2/LxLBiDFRrgiRREnE0zSf84RUfrfd63YZM5hp2K6Tzxeq09PFYnmyUsCUCiGCMI6DXtaOKsgymgb7tMpcQWDAZUIIa0AZ6WHE/xlUd2jMbg6hoRv5oKQbvzxaKTQIAX6OGvC5ReqRpoOHy8TDRPm/zfseufpr0AeGak9TRo8VAIyjoJRihrFGYABQg3V6/V4Uem6eUpIAc2x7ouTYtt1qdf76u9/7//7tn1+6dOn8xZdWVlYuvfXVfr9/9fr17e3tpNkyKTVNhnjUC3yVRjnXMU0mNaScM9fhUqJh/iVGABKwwmjIls2KJonxwMUh40BpTIAgjZHCCAEGosbh2mfsQwe7hOdjfYe6f5lhyAiQ0ohLzRVQx42CKA4TjI1ybZYibeb7hcnpOPQ/vH7n7fcuz8/OXbp4/nNvfuXNL39ta3Pzo3d//v3v/SSKovm5Ey+//DKpMtdxmo26FJIiRAyTMaYBMjWsSHnm4gUA+/t7s7Oz09MTuZwXRVEm2KOUWpblOE4URQCQz+cZY81m88yZMxfPna/X633f39/fv3f//u7eXrlcXlha9Dwvaxevf/JxPp8vFou2bZdK5aWF+Xa7E8dJksSUUsd2B/w3QCOWHYBGQyZP9o3WQms0ogFqGIWn6ScdNB4WCy98kx+oj7V+vt2r+hSi2Bd+Bv/21uQvsICow0T0A3Ll4/xjRkIwOMo+6jCuNY5N6cxITepxzF8PF0qUhTAc1UmOo39SiGFwAj4gRhpBlwjhI9VKh6dy4+rEcShSZ0PX4RGKoVN0Fg3/XKbGk9xUQEcCrc+9SZ6wRTA6oAZ/kXvjMCSYzRXwgK6C9fEw49PWF+nu7m61Wul2uwsLC1xDq94wKM3ZLiFk0MYDUEoVaJDSMi0hBBfSNE1CcK/dYYwBSCnTIAjSVBAikUZpmirNNSaEECl1EASmaUZx3G63vUL+5vXrFy5c/Myls5cvXynmnNjvY0BISaIUp5AgzXmSRHx3d7/b7TpePlco+VGcK5EoTDTCtuWkabqxsam1llJwLnO5fBbFTgmbmZ+bSNNCvuy6Hgh+7dq1TGPTbDaTJMkC7jDGSZIghDJB4+bmxo0bN2rVKd/3M8YBH/rcGIbx8a07Sq7tNxugCAL1b/7VH/9D++8BD5FKLdswDKPX6yEbipOWBtX3++12u1AoCCXdnDc1XcsiiMMoKeYdznnY7aVBr9vaE3FgUvT4wQNi5IqV6mxtlgKmhi1EmiTp5ETJO3dxcXa5kssVijHG4Ps90m5HSdQPfTfvtFqt+/fvZ1MVrbRQQgiBhrKN49q88d38QNwOHOOfefTwWgIycLa5GIz3ep25hTlisAyA5zxttVpSKK1ADfNRhjnAx8YzPHvZPOxgN2TCa0Ajn1yNQEvFNzYfI4QMk5oWs2zDQAyUWFqchHKJonh2qrwjGQMTAXVdN5bcyHmEmYZlgpZK8Onp6a7mFpaphCRJOecSkJQSCMlYDGmaSpHatk0I8X1/aWWVa71Xb0ipgyAMw9Cg1O91tzYfYyw/8/KFjbtoqja1vbO+vtHr97vUq7S7rWo685Xf+OLZsycNShrNzic37u7st8OwVy6X0zhKo0hrxXlCCCkWixhDp9kyLWN2ZsZ1ir1ez/f9MAyjKNrb21teXu50Or7vZ0tQHMeA1IMHD6anJy3LkikPwzAIgmazmd3V5XLl9vVre9sbtm1ajIZBv9vcd01DCh6G4frDR0oBM2jChVDCNI0gTcsThVOnVwhW7Waz26436tsE4zAMTdOklPq+XywWz5w588Hl93u9nm3ZhmEMDE4IjrnUAFzJNE3re/u1Wi2Kghs3buzv7VJMPNNEmGAChBBEKCEEQEdR5LquBkQpNU0rDUmn042iqNftZlbkmVgdIwIECGEIeDYdRIDUgOiRpXNhlMlFKBFSKi0dx8wuXHYdtVaUmggQoMz1IE3T1HFNQggmYNt2kiQIEMaIUoJtW0sex7ESMtsy/H5fCBHHCWhtWZZt26nojTa+7HJkKQ6EEETwUIOgMEKjVKojdmH4jyWlXWupJCE4s7QCxFi+bFmmzgKAlJBSel6B86TsFHiaNvz07Q+uFyxzYnLp7778hVIhr5Ss7+40G/v/6l//RRJHU5OV+bm5vJOzDJsiGqWRlJpRK7tUlsEoIVorpeJ+t1/fe3zvztV8sVSpTNSmZwzTsm2v6JoaNACOhBoOqDQopCGTxmEJWgHSGjCMw1bZqqdGoroRtnZgxTxkjfVUm350MODT+eOfokN7Yl1+zLo5RJOe5zh66J0PZ50NTsLYLHmAYiulMVagyDPxitEdjLLBOSEKYdPNWW4hUYCAslwx4lxx5HhlN1dZPHHS7/dbreZPf/Ljn/3kx67reo5brU4tzMycnX3JyLlBGj/c2mp3ezpOeBKkUd/K50yGOQ+1ShFGGBGUyZi0RohqlAUtgIJBT6+1kqBBAckcFDSSQmOFDMIACD9UtOnnMTmP6xKPy5PNvmEIq6yiQkhjpBBONdaaYts1MVUAieICKewVXK+QR9O5yZpjGM1G/cq1ux9evU0pnahUzl98/fXP/YZpGlc/+fi73/1RuVycmqicPrWytDhvMEYIllpESUhAI4pNw3I9m3OuQT9+/GBz83GxXJJaZBK+jOSZDbRyudzOzk6SJFLKOI6lUloqQKhYLFZr05brbG1vRUl85cqVJE3LE5VqtZrL5dKYdNqi09L1vR3Lsj03Z9mOa5uEECVSIYFQAppkq9mAjJF5eCKNcMaQ1EPTCZWR5LWWSimlJWic9X6DxfTJ0/d8NsQBJ0ytNdLoWOanhsM4+RNZ1+i5A6QGyt8xY8oxzicCJA+xKMdxtuc2h0MTI/ni3Kcjo5lhLG/jgDvueFRRloQz/P4Ie57jTGKe+iAKCSHkcNGQWg1SpMcsSfFYezZ+ME99hDHjyoH9ZuZLNOwt9ZjI+QhS5dNo6oj2Od6SZRxQMuIvDJvDbCSstEbD+MHDMOnTUzF9uOt7ikp6FA92BGxmOs+DXfcLzOOOQ2L/RpNiHkXVavXe3RtJklhWOYstzgqmSqVimmbWArFMWA5aJ0maxgDIdr1bt24sryyfXl396JOP9/f3JifKZ8+tfvzhh1vbWyZlhu3Gcdz3AwCkNDhez3Vdz8utr6+fOXPGNdmH7737xmuvas47nd7czEyz2dRpogU3CFiUEQwRD2/cuAkIp1wuLZ+8cfuuFkggKaVSQiVcIcyiKKxWJ4rFolAyXyhiQqrV6sRU5eat23GaXpr5zObaQ9d1oyianp6OoqjT6SCEOOeWZWbZX61Wq16vT0xMFIvF3d3dfD6/v7/v0MFT4DjO5ORkMbQ/ufJJwmXeZjZFb//or2olCUkgE1/J9NT/T917BUmWpedhx15/02dWZfmqrvY93dPjZ2dnsTuLdTALEgCxBEiJD9KTXvSi0IuC72QwFHqhIhgSKYigKIGQCGBBgMDuzprZcbvTM9M97U11eZem0l5/j9HDyczOquru6QUFBVgPFV1VnTczb957zv/9/2dOnjjo9nTHiqNQs0E2mzUM3esIwUWn3a/ValV9wnIzQZLu7dd6nW7G1HgSQBZ/9//5w2Jl2nLzqw9Xil740vRy+6CZyzp7u7WNzZ1CMQ+FFBI9d/Hi7u4HXKRxHHpeb35xIeGpHwUqeULZx0sAMKaUwiFzGTyWkPykRIRn9PA8XMZQzgTRjSDwKKXvvvfj/dp2qVSWCAjBoyjc3d1JUwaGBcNhwrM8Ypn+pJXwSTEPRxaNI/9hZ2cnk8m8+OKLruuWy+V+v19b37x/9fvxzkdfvPDSjc8+aOzu7gY0Qe1uqtWaB//uT//wv/uv/4FmOdevX8tY+tWPr6CwBZLo5OJss9U7aHXTCE5OV/u9voiidrsNAMhms0kcCCF0XU/TNAzDkMmHoVcqlgBErdYB57zdavQ6TRn5/fZBNp/peL1+4DfqddMwdlqdhTPWyaUFwNNC1sWEQETe/NIE0myehK1WK45jBKRrO1nXdWzzs8+udTptTPHswqzvewcH7U6nc+PGjfPnzwsh1tfX5+fnNU3r9/uc83w+n3CKMdJMDRMURUEc61c/+dg0LNvQF+aXGONBEBoYRH4/Dfq1nY3p6kTRLXu9HpAgCINuL3RsI2UpQFQCgCiADExMllqtuk6hRmAcB932gWCJZhQIIdPT0+1OZ2N74+7du4rIzZM0juMoiijBum6ANEQIRX7QaDReeOHF7e3N//Dd766s3LcMXXDOWOoHPc/zNJ1zhLhIAQCO40jJGQdeeFCr7XWbdSlS26DKT0UFd6vVSV04HECls5cQCM5ZKgAECGFEMKKUEEI0TTAmuVCUDUVc393dDcPIxFQinCSpY1lB6MVRyBIdI0ip0W23sbJsARgIiSA0DINzHqWMcy6BTJJEDfoUxdQwDD2KRimvCEEuWMoSwzAooQhjxRbhnGEECEEYQQSkhJBSSqiOEAJCSID/P28J/02hPmVAwIc7n6ZpCcYIK29TAaEBOZMIcYgk1ohuIyFEEPSjePfe+kfXbru2WS7klhcXJ2eWn7v0Uq/bun3z5vXbK62NlWK5dOny85dfujQ9M48x6vY6vV6bc6ZRggFMZIKxdBwDY4Kx9Lrt6/u7QgDBgWnas7Oz09PTppVL0jRKYyEkggQgDAGEgsuBohhKxdcaEDwFgOgYcwcIcShv9Dj2G7gYPBUtjLu5jDfLD59G+MQ2/Fik2HGbh/9E1+PHWD8LIQcEDTCo04dwUtVw4z6NR+imo69hDL2EECGMEy4kIsTQ/ZgFUWK5GctxwzCUkumaDqitWzmIZOj7lGCM4ebO3tVrN/602ytOVSZnqhdfuPyVyy9lLXtp+u0oTPbabSGkBk3JOUIIYaAsfDiXgCApEUej1AVIxKCkVBFZCGIIIOQCSqghjUuYPgOKgCMeMHgCPQZ+/kCVEjLgjyEEEYaEpFwkKWcAIoNiQoSkFEPJWJJEFBPd1TzPK1Xn86VqFIQaJVEU3rizVtvbS5P4m9/85d/4jd/yvN4H7737h3/4x3EcLC0sLC7Nnz69PD1TdYpOylm31xFSaraGEGh1O1ywe/fuSil5JBWfU5URylqKMaZpmjL8TOLYMkwAQJTEhXKpOlU9ffaMSh/u9nr379+/ceOGToiu65qm6boxNTU1PT0dB0GSJECiTCZTqVSorvNEADxk2SGp7EAhABgMuLIDkiEEQA6SHrgQUHA04BgjxV8DYDiXf4QSfzFZCPw8sR+C6HORPJNyDEEMe0ZQ+TjJIwBg5IZ/ZNz3FM/PX2gY+JSy6cgNPg75Ruo+tdn8on2ocY6uehRPhZoLqbc8ahmNlgKEEMJ4tJSNa+1Gh6Kaprbz0ctTtF81iZNCSKkoF2Ck6zvyfkfk1THCpxxB6NEUcgQIMcYEY+W7eIh0Ko/ObxFC8JBj6tHemlStPwggGtBExbGPMWVMDJ1mMJAYIgweORuN52E8C+p7tC+IQYotGDBa5OfeGdQ0e73e/Pw8gmJ6eppSClKWy+Ucx3Zd9xBpnxABJEpTLuJKZbLd68/Nzq2trb35pS8JKeM00Qy9WCwLCAHChWLJsm3fDxuNhh+FScw03Wy325gQCOH+/n6lUOi32/1O+8033vjooyv1ei3rOFYum8vYaegngU8IWa4ub25uTs/OMyEt29HXt7p+JCUAmDaaXd3UuYzVR3BwcLCwOCulOHlyue/1e17ftIxcNr+5tUkQUnwt13VLpVKn067Xa2tra/1+3zCMfD6v1FA3btzknM/OzkLB4zjO27YQSa/Xw3hmYWGhbfLJqfn/+Cd/JqMw8IOZcoFFXqWcu3b14Ma1a6++/ibnaS7rdsNYI9jNFOq1WjabSVO2uro6d+L89BKpNw4Mw1yYnQAIutmMY1lpDHSKX3zx+Via0zNVpJmR319fXT1z5pTvh0EQJymzDNr3wvLc/L1738MEF0sFrhPGEtMy272O7dgjPrZi0UsB5LGu61OC75401jsem3T84ZTocRzrFmaMJUn003d/fOv2dcdxNMPodDq2bTcaDax0MhIe6pCqW0PII53rzw3oexJ95khJBiGcmJhgjBUKhUajoZosZdsyzp7cEqvNg3q92QiD2NFLk8WpoIYlABFP1nb2OICzU9VPf/aeiL3GXgdKsLCA4wTodjZotb2+v7e3hyi1bTubzfbbzV43tm1LeU6GYSiJHiUiFYBS3e97UeRbGulxphGQy7q/9Xv/1cNPfr6zsy/S/cSPbGJP5AqXzpx95ydv+/1OqVQy7KxbqDZb9ebBLk9ZvbY/PTGxsDDf6bRuXPfTNJmcnOh0OpKzxv6+7zNCyNWrV7/zne+cO3eu3W6PNpdcLgchjBlGCA+gnzwAACAASURBVM3OTUkpHccJQ59ScvvWDdfNPn/pkoaN+/cfdJo1SjEXqd/vnnzzC+VC4fvf+/787Nzqypph0iCMEw6wa0KMOE+oDnSDOK4ReF2RMCmZTggDUqlkfd9X5pye55VKJa/X393dLeaypmmq2NCUCwihZVnT01O3b9+8cuWjOImeO3/uzu1bLI454L7npWkMMZaYqu1jaqrabDYBRJBQIUEmk0GQO4aRBiHGVErFkFSWBFwIAQajHAgBFBxwKRgTKRdcSCGEFFDwQU9z4AJqO7qh12oNIQDnXNFEQcoppblc1nVdIVNKMQCy1+v0eh5COArTJA4lTymluVxOlUlK5MnSlCkcKKWua0JwxWsFQ0dnhKCmjVAfYAw+Qn1ScAApobphjIIJ/vNheEoJAGIcKDgrBJcSCojU1ogwlIgIILBm4mGRhXQbcu4UymkasTjpRuEHn17HCFi6lsu4+cLExNzS9JtvtjqthKV/9YN3YhZzwaanJy9eOJd1LVOjEEgWC4IlIZRzEUUxlClGiCAEMEjj8O7tmzevX7NzxampmXKlksnmkoQZlsaYFBAILrkUTHDBOKEIACQloJoOARRADuzrAJISCCHgcFkdDtNG+GeIBfBgjXv2QORnUl8ca9inCTvaHT8s1DmeMn+cUkXhMZ+gY8xSBBGhSEMkSRLLskbFChjPqjrck1Mu6uPFHGNMQqB0MikTEsA45RhySDACOOG8xQBEOgI651ISC9gGgtI2MkByIGRlNjsxd8Jred2w3wzEH//F9//4T/9srlSqZDMvPv/CC5fOdpPw4fbmwW6fpyzmkcSEEowRjuMQ6XrEOUCY6loQhwVoSQQ4E5wlBKPBnBcATdMiIWLGEMFCsqcj4VQIzpgEgCCo0p9V+YixhhBEGAMohRTHg+YOhTQyRjCSLJUEJ0kyaPtTIiBKOJMAYCgFZ0ACiHUGJATAzha5ZEJCzdEIxlk3Rw0rWyg/XFn59Mbdq5/dyeXcSqnw1W/9umtbYeA3GvW//ME7XMSWZZTLldm5mcnJyXI5ywTPuDAMfY1qrusChjDGYRgmSUIIaTablFLXdfv9vgJsCGOJIAcSIoQJxoQodpzn+4Vi8Y0vfvHU6dMiSer1uu/73W737t27169fn5qaLpcrhBDG0jRNNUO3XUdFA2kalVJg/MiQQ4mpUhYRQjCmAErBJOcyZamqz0cKEMW/51IMvEDhIxeVUa7auHZuGOp9CH7gJ6ikjqS3Pamd/IjzNuYmMsA5UipFK+dcwdpH7LsxzvNoBjXKmHkS5fKIwe/4Ez0WKx75pXojo/yYI2rk8WkYlGLkHqnAj5Kkj7fVkyRRiQgqBWGUr3h8yD8CbEfcVsAxytkoIWB0HlQgpFLq67o+froGF4yUXIrxdIQnUTGPqxwfXQZjnjcqzEkRGqEc7F8IwjiOR3GCYJhnAI55EY0/xYh4ORowIkpGpNNRtNp4a0xdwKPs1pEQFDw5XfaIPvzR+i8lFBBAgCCSCBFNE0miaZp81KE4fBDGdF23LMv3unEc+76vWfa5c+eglL7vD7objMVJIqIIYkQosYhDMMQIYgQMw/jRj35UKpVqtdrW1s7C/HyS8ly+UCxPFotFRHBme/fByoNSyQUABEFQnar6gZ8v5AlEU5PVMIyiwDt/7uztm7eklCmLDw4CAqRgqQA8ZiJm4pXXv5AyduPmHdt1Uafnuq4fRoaOVUyIrmlQ8N3t7ecunLEsEwIwOzNXqzf29xqNegcgWLYzvu9blrW3t7e7u+u6jmmaU1NTu7s7+/v7EMJTZyvtdrvdbj18+PC58+cAZ5lMhrEYE6FpWhAEmmOtb2ycXT7zP/zjf/yDP/+LW5+87+byPc//pS+/iYn2l3/1dqPWMBwbQ7i+tlqqnuz1OrqOi4Xy9OxML0h0w9zZ27NsG0re7XYImQOI/NZ3/oHv/y+alZlfOPHxtVvOQfPk6QnBE9c2kig0NZ1SCpGGNcPN5DCibibvuhlDNztpQimhlPi+v1/b9zyvUqmsra0hhAihYRjphn4E7I0aGUfWn8dSjh9L9TwOq6SUjHFKNbVlJEmioh0rlcrZ8xfW19cZ43GYbK6vFwoFIfoIEglTIRVZY+CnJ6UAA93Noz74wNBrmN40qmpGKSnHQ2h03QjD0DQsxhkhOI5j18289tpruqavr230en1CqEPSAHCIDWJNTJ241GTbv/x3/sv1g9y1lU8xArNzc+1eX9f0fMYuuGa1lLVRwhL++ptfvXFr5cFOL1fC/SDWDV1N0pWAjVKCMVY3187ODqDGxNSU5Wam52a9Xsexcit3b6Vx4Id9FnqsF1Ld5YBO5Cf8CNhW9tzy6c0Hq8wLe/WmS7WcnfNa7Xbb293bkVI6tt1ut6MwSOMkn8uWS/l6ve44FmdM0a+uXLmiAhIcx+n3+6VSyXVdKaXrunEcT87MrK4+NAwdEhTHEcIAAVgula5d/ezWZzcymWyj3sxZQNdot9upTk4QhPf29/OFAucSU03iBFFMCPTCmFDoJ9DOGIVCTkgGpCAEx0IaumlmslA3NjY2PM/L5fNRFFmWRRAJw7BULqVhKITQdL3nebquh0mScnbt2tVypQyhnJoop2ls6jQORBiFuq4xKRzHSQE4aLXjJGw2m8QwMUYpS/K5XLte41ymKUvTNI5j3w8QAIxxlYUOAIJYpGlqGiZjAkDJowggLAS3bQdhSjQaJTHWqOA8ilixkNd1ved5QogkSTXTwhpFCEnOBOCuZTXrtV6/bdtWmiZxnMRRYpo2ENLv9yYmKq7r+n1PhXIpSpRikyqqlGEY/X5/sNUiqOoBxXeFEObz+YODFsYYI4AgIIToBIdJyjkPo5Ax9jek/fgb1PUd3VQg54BDpKKupQQSY3K4vS4gpogK3TR0LjhLSwQJwdIk7idpp9YC+wef7q7FSVydnalMTZ5dWrRdp91q/PN/8b8hKeanJ6erk2cvnClXy4ZuEULCMOx1+ilnCCGCsUaoTjU1srpz/bM/unXz4sWLtpMplEtLJ5YNw9Q0ijTKpfD8kCVC101CCIEySUJdN4SQaZpKATTNME0jioKnlFkQHgraG625jy1HfiEN3pF1XDXIn9S6Gz2p4OxIRTsOYxBCQDwLj2hQsOLhlypNAFXmPQIdIyYdt7pBGA3RMsAEIgQhkhADIIAQjEBNIKrMMTAAUjIgBUAICg4HhhkSIVRemqO9FgdptlqFsU8C/yc/fufdH/+oWp1cPnf65Tdef+lX3/B9f2Vt7e7KSqPTavtBnIRaxnUzThBF/V4/V8hHzT7SCIbCzbmQMdbzCVWsVQ4JxhxzKJ/RwxM+QhECk0EetFQf6DMcYSDCwY9CjaDyoJdCACgkQ4fqNKisaKSkgGAAAMQYEaIDUO90kWbOLp7yvS7n/OFOrd066Pe7U5OVkydPfuPXX8m4RhzH165d/df/5o/iODQt/bVXXv3mN78+O7uIsd5sNrOOqxjqioynOmFSym63qyKAc9msWmoz2QyAME1TaugIIULpaJxVKJUWFxd934/jBCF09erVn/zkp4SQl196NY7Xc7nccxcvbm9tqzd+9uzZUqnU7/cRQhqlaqfnnJeLpSiKwjDkXCKENaIzxJTTqhByEEWtfHQlGNPfgs9vrMBD5nHw+P0lJRq6nh9BR48dx0kpx4ipg2OjYfaastN4Fm3gePLhLyRTfMrAEDxD6uBo6jjG7oYjoMjloRrxSDbmUzgF+JGSXs1nR48Vjw4+xDyqmDuCYAEATAoAkERQIggwUvRLMcRRYJimMx6d9ziFMzgm5nzMeRxfhw+dTykBhOqmHmG5cT+YsSbCIeWkQozjZ4wPU+8evdShq42UEg25rI+W5V+AWYMeO6yGY1cyGAHUx65ChARBAAAwLfP27duFQiFXgrvxruTC0nRl1BRFURRFmBCCUZqkGdsSgmuUtA4OcoVSp9Pp9HsQwna3e9BqX7p0OV/Injt7cWdnByHU7vQrE1Ul/jFNszpZ3d3ZRQAU8vmHKyuZXIEzWSiV3vra13789tu+HwgWF1yHAzk7NRMKWWscrK2t/8qv/bphOls7u6ahZbN5Ua8jYMVx4lg2RDIOvObeTn1vv1guet3eV375a9XJWcvIPFxdy+UKeUvv9XoAAF3XNzY2KpVyJuM6jnPixIlr1651Oh0VRr+zs8s5393dXZybTZKEUKEWpX6/L5Jofmb6g/ff35qa+91/+I/en67ubt0hRu7WvfXq5GypOJHEqZsjvW4nTeMTSwsCUE3Dm5ubhmEahhEnqaYZEOFOY08T+fv37+cuXyhNL778S1//7OonSLcQJrc/+6SYz2SypXNnT3baHcsyNE2DmBBiEd3sNFpraxuzswumbjUTJqSwHds0jUw20+l0lpaWHjx4cObshY2Ha66bCaOQDNhVT1Z2HBP3PolZ8NQJ80heLaUUauH7xte/9cprbzxcfWiZzsba6h/877/vB31K9SjxGONooOZWd+vT9PPH/c+e0kL1/UDX9TRlqvyTErCUl4pl13U//fQqgjiXzbNgL/I9bFb+77+4cuf2LrWdb/z23/sX//J7/V4bIww5ggg///xF2dv53X/0u8jbu3nzFofkzbe+8d23r/gpElDXTTOKotX799fW18IwHOvowUwmQ3R7Y7e2sbNfnpicmpp60O/qhNT39quVwsrq+kS5uLa6/fFHV7k0TLcUrO1nsxaQJPACDZNqqTRXndrc2Y2BTky30207phUGftjve72elHJ+ZubOndsIK2oDy+Wyt+9dV560c3NzvV5PEX273S4AwDAMjPHu3u7s7Gwul+Wc1eu1S5cudNttniTPnTv3Z3/256VCSUrgs0hY+kSlbFlmnCZcAsfNCAEk0gDWpRQIQIpEkKZLJ2adjFssFW3bFklEEUSIFPJFkbJ+HCuc02q11KTNcexisciSZGVvT7UILcfVdKOzs6Np2u7ezvLJE1Lwxv4ulMJ1TJaaXKd9z8vqum6avTDSdR0jbFkG0vSUs0ajoROSpqmhESklhJhgTQiJEAYAJkmCMbVtG1PQbncgwlywMIzilEEooyhSy3gQBJBoqu9GKc1kMo5p9QN/1C8brt4YQpCyNAj8MAwglJTSNE24YJ7XFwJQSjnnQRD0er1utxuEQZqmKidQ6fc8z3MytlKRAwAooYah2baJENA0Yjk2JlDTqBACQWkYmkZJGoWKF6M8qv+GsNj/f6hPSj6iYD3elQ4CASGGGEIsiSSUhHEIAAJYAzoGhErB3EIharQanf5mo3nlxi0AwOXnn/tv/tv/vrm7dfWjn929t3b1+k3LtSuVyoUL58+eOb2wuCwZ55zFcRxHkfLYjXzfMU2TUpNS3+siKH648sDJZrL53NTUVLlSKZcyCFPf9/v9rq4Zpmk3GzXTsC3LlhJwliSSa5SOqo0xi/BhSQEhgEi5vIxzHZ+0oj2JsXDE5fyxdhTHr42nV2NHgNmT3Lkei/oU43SA/RA+VHcKCSAAT3QOBKPKYyB3GuQjM8ZSQnUEJVbTMjmM1Ro+WAxcECGGEEAkEQrTFBAMpDR1Sg3a9z3DsieKBcHTn77z/sc3blTtv1heXn7r61/7u3/n283WwfV7d7Z29zb3d1te13advEGTbruUKfVjn0kRRz4WgGI1gZECCDB4a+BZzBiGe47yBRpkPXM+su6Xz1K0DZmEA+YbRYijASEGSQnGjNeVz+zAEk1hfgmF4Brnnh8wAN18Aelamsaa48wvLx8cHKytrb793s+u3bx54ezJycnJ51989eXXvvDzn314/eqnH3/y2c9/fuWVV156/ZVXpyamIJTKkWUU6EQpVaO/JEkQQv2+lyYJ51w3DCGEhAO/e4SQpmlqsROuEyZJs90GACwtnjj/3CXDcu/evbe2uaHrOtb0/f3a9FRVCNFoNO7eul0sFk+cOAEhBEIyliiUtV/bM3TTsiwIcZqyJEkRQgBIhaZH475BYOWjuvYou/ZIxTBCfU+yUTlyMxyvLcZb5o+FWIPUtaODoF+AJPmMHh7PiO4eq019+rM8XZ37WBOIJ7ISjq1a4/4wRzifR7R5I0B42JBTKjrNkbnEkz6LpxSOTyoux9041fMhJbhV6BWpQZyAj/I6BvbGo1tevTHO0iNnFUk4Qn2PjWs/fqU8Y5T2kxoBhxb5p2/QaZokSRj0i4Vsi3PF1OgctBzLcgxTUQCUoQvnXCSSC9FOQtt2LceOosAwdCeT3dnfs22709HqjcbS8onXXnstjtNerxeGYblcJoSsrq7m83nV8LZtu9/v53K5YqG832iUypVavX7y5MmXX3vtZ++/1+/4pmOnCZ2dn1vdqWGq79Ua9Xojk8mcP3vmwYN7pk4zthlAGfmBxEk2k+t0Y12j586c7nne5GT11vVb+UL55MlTiwsnEcLd5q5t2w8fPvQ8r91um6ZBKdna2nrppRc3NzfDMGw0Gi+88EK1Wo3jOAiCkeRSiXkYYwmUgCdzM9P7e43FEyeBBP/T//jh+UvnDnqRk0mkRPVa0wu9maXFiVLJMIyZuRO+32s2tjRNm5icymazhGoCQAzYzPSk54cHXa/eC7VMeWu/tb69DyDc39u5+ckVJ1OKZOgW8pqGKKXZbCbwWknMkpS3211X0z0zwGam0agBjCgl1erk7du3KaUZN/f666/XdvY4lwBEn4ugnrTuHVdqgCdklgxI7XJczYyKhdLMzBwAcH5uiRDDsezTp09/9tlnHHLOOUIIDBNNB0qYw1NE+Tgz8OMzxuPucar6VyGxum6cPXt2efnkw4er+Xxe0/RcLn9wcKDhKE1TLyJNX+8ktptxOUS5Uq5cye2391jMa7XayZkSF8zb2dzf3QJSFAqln7z3s3Y33K23JQdzc3Otg9b9+/cPajWEEB/WgYylmqbZrsvYzqnzy/OLJ3qtRqfT0XIuJejap1dj3+9T48aNu7VGBwC03/J0J7+9f7C+sfXlr3zJ67f2O/Wd/b39egMaGY1LxdWEiksieZyE+/v7SZJgAvv9fhiGvufVarU4ji9cuMA5v3XrViaTUQSrYrHoOI4Q4u7DDcs2OBdRHDqO89yFC598/HFqJ67lnFhaiMOk2+5ZDux0OsVisdFoLi+zer2RJhwAkkrAIZIYSQEhloSQTCZruJZpmYHnQ4gQgBhA07CavUbMRRRFtm1DhKI06vf7UArVulXfC6WyoS5oXbMsx3Yc0zR7vXaaxhnXxhhqBGNd8wNPQsA5UzT77Z3NWq22sHyquXfQ7/fdiQnbtvPZDE+CvmFgjC3LAkImScKYgFAAiZIkiqIYQMQY103btF1NM/qebxgmhDBhQqeQUoo1XdepcqBRnW594OoFMcaUEMYSxhil1LIs0zRU4xshlKYMAmQYRhAEzWYziWIhBAQDXxm1mjPGoigybWOknhgcllJFDlJ0OYQQIYQSpGlECq4mhIILiNlI1g7/80V9AAgEhcqqVXvpkXpYAiihFMOdVEIADEPdzwQALKSQAoV9aISZYsUhRO26d1Z3Vjd2c6YxP3/65OmLCEEmeRgGKw/3btxYESyxTMNxrNmZqelq1bJMpCEToTRNDYQylkETKNI4nzEBYmHvYMVrraxAhInjZG3bdt0syWQDlk6WinGchn6PYEKwJlOWHI7ae9w2DOUzzPE+Z8QHwVMo+ENJ9ONJTeOssBGB6oiBxOg46BmeedjyH4VcDdj5QgguuZCDT+94v/8QIQ1APKychOCSM8mYYBEkFEMBRQokG9Y+UErl/YCEFGp2ghACAAERUA0iAQUUhOiImkh3kZ61bevszMlat93z/J9/9sk7H32gG3qpVFpYWpienv7iKy8IKZsHzd3dnc2tTT9tc8mxTlgcQwgQolJySLBK7hBIGbGCZ0V9aukXXAqJMQZDh8BnUdSoKhMiLHkqJccIUIqkEBgADSEBIRKciPGxOUAISykRQQBCiQGHEmoaRygFMhQ8hQjqFiK8xwTJ5E88d5lx5rWbV2+v+FeuWYZ27syZyxcvnD/3fLNRe3j/3vrD9V7Lf/GFy9WZgmmaqomlrpMgCFSJRimNoqjb6yq+X6/Xi+KYahqllKsqHAJEMMSIagYhxLadMIx7fY9x+dzFS6+//sbq6lqcpN1u9+NPPr55A9u2UywWo8hiLDk4aKi11XFs27az2Vw+k1fDRiFizhW/GgzjyhUrCHKVsSbkIQRyuG98qPQfzvrkkEx4XLY3ghkjp6KnDNJH8dlCsHF8AsZCAgbz9mcY9n1ucf/Y4c8RY5LPPch4H2qc+XmUmXE4jf2x0rJDb/DJqO8I+VyCsYzP4WI18mE7gt9GY0bOeRzHo4McSTo9buJyZIhx5C0fazhCKQYzCuU4NVo/Ve8WH9b4HYdYipkMABynB48Pb0fvYnyeeeSzE0IAjEYr9jhh+BmnvqMzI8HjTYoe2xwZ/Akh27abjd1SKTczM6PYHHt7e+VisZQrmKap6nXTNJM0FVJijDWMoyhAhDi6RQhhjDmOgxCen5+HEK6sPIyiaGZ2IUyScmUCE9rv9wCEjLHNzU0hhGVZMzMzD27cgoS4mey9lZXJ6tTO7n61OvnSq69e/fhKyoVmGD0/8MIYa7oAcHdvzzSMFy4/f//uLQigiD0dcgosLo3ZauXNL7xCdNJvt7kErUbTsDN723uBF+cLFYRIt1XvdDrNZtP3/SAIHMeJ43h6enpra+vMmTP379/HGJ86dUrtWQgh27YNwwAiQAjpuk4JQQjCMMy59rlTF+88WE8ZerDdLtxcM3Da98JWpx/0+qQHgUZnT1z+kz/5k8XFU1OzVUrp9PR0pTp/0It7fQ8iBJNg5d6t0+cu1LtBQl2tMCXM/P2NXRj11x/c9Rt7up196au/ZDNrdm76uecuEBrophUlLIyY6xTq9Wba37aWFgzLJAQpDwm1YmGMbdvFmLbbTd3QlEPBkSbvcTuxpwzQjk8CH8tyP/KVzxfL5ckkFpQacSQcN7+4uHTt2jUAoK6bjMeCjS9ZykYbPEUEcfwFH7/NIYS6ZgMAlFGq61hfevMtCGGz2cxlS5aZceyc14/a7Xvv/+z9qaU3qye+/NHdn+q6s9lqUgelzGdJZCJ7ampy5f6dDGtff3C9Xd9LUzg/v1j34i9+9Zuf3ftXhqEHsZBSvvzyy599FG3cv6lyCHRdL5crUspWq5XJZJZOLBfL5b2dTShl++Cg1Wh2W10CkUbtu3fWu10vjMLr63vdKJZUM0qVWr/f8oNGt93xuxPT8/nKrKRmChJCiPJEdC3bMa3t7S1do0EQaBrJZXOrqw8zmUwYhs1mcxCLmqYHBweVSsV13VOnTkVRlELc6bQBkmma5DL25ubmw4crs9XpJE6Kufxqa21qarJSMCUQ+UK+DCEi2mc3b58+fY5xKSGJEsG4AJjqhtXpe/furwoIGgfN3/nt30pZWi5XcnZme21Dp4aW0fP5vGmazYMDJpkQIpPJAgB6vZ5KorMdG+t6q9XCGEsAstmsplGRMil4KZ/fWhWEYpZywzB002IC+Emi+ESdTufgoOk4zgnXJRAnvo8QrjUPOp1OkiScCyAEIdQ0bZZyz/NSGSOMEcIQSV3XIcRz8wvFYun+gxVEtGLRSjk3DEPZwzHGoG6o3YcQKqWUXGCMJedJHPv9PmeJYDwKQsZTgjAAgCAsJeScqYTMUqFoWdYoGxAMd9UkScIwPLIjqHgGy7JM0/Q8zzANSqhGcZrGfc+LgyBmXHCIKXgW87a/7agPQYGQxBjwofWC2t0eEZyA5EOfSAihhEA3LCkll4JLKTgAADiFYtMPBNEg1SGCEGILUcASapp3H2xEXt/3PCFloZBbmJ+7ePHc/OyUFOnOztaH77+7traaz2Wq1Ykzc3MnTpxYmJ2hEGFTZ4zFPAYAIogGZb4QXq/TatbDMMJIQwjbtjs7M3/27HkIUbfTgxABTD+vv67ky/IpwO9z+/rwWJLpqJoEw8wofoydebwAwhAcb6Uf7v2jzy0x0TB4Sgy/KEII4YRzBoZ0u2PZPqPKcsD4koBgpLzlGEt1jVqmxgTnicBYXR1CFeYK0EogB3E+6geAhIRESgSooZOEMT9KekEkqZmtzABqJAjnnHIO9TnnURDGoR8nya3r19/94dtet1OtlN/4whd+/Vd+pfitX/1wa//2yr3VzVXOYkq1bqeV8phSBCnkUHDJxDEj08fic6QyQIYlFxccY4yQUAaAz9KrkUJyMFgUBBcDHxDBIBzYOmEpqAACDks5iaRgEgIhoQSQMw4gDBlPBBMYCQiBRjXdNAju9noIE0opTBIXYUM3CUUZ297f2f1Xv/9vk9CrFPJvffnL3/r6tz762c//5f/6+5CGU1NT58+fv3DhwuLiom3b7XZ7YE7NuepUaZqWJEmv10s445wzzg3DQAgpq0NN0xDCQoIkFUICTCjGVAjQ7nRNy9ENUa1OLc7P3r7x2cOHD1cfPsxms0EQTE5OFovFpaUlKUSz0fS8W2bOqlQqszNztm1LCeM4ZSxUV+lImZZyMJr1IYSkEODw+Ybj34dBTqpbodpsUkqK8HErFwggUoYxRyL11N/AI33gsJof3MsCDrAikgAjJKTgQowbijzlWhoPJ3gKZ/LIQcbXlqe0kMbv+uPhDccVvEcZ2gA+ttH+dBbKOMaTYMiMGP5GjL14tZ6Mq3rUq2KCQ4nEoDEygOIIISWyHjGo4eMi1Mfe17H80icQKI4v1I/y4odc+nHR0WGKhzwivBy9nUcE1MNAcfSxDjjhAz9k+Ln5aU+6lkZ9ZQnlMCgSgsOirKccUN3g/V5/YXGmXq+nEkgpgyBst9uqUonjOE4STdMgRojgrIb8MA6DQDPtXq9XnpgsFAoHrc5UdXJ+fv7DDz/4q++/Xas1s9ns/Pzswuzc1NTUq6++xniadTO1Wq1Wq83MzMwvLr7zcRq6xQAAIABJREFU7rszs3PNVndrayeIkt39veWlpdmFxdruto5Qq9PlQkqAENEQxnEcYyi+8fWv3755o9eq647uGLjri1I+c/b0MtV1iHCn73dabTuFXKD3fvqB4+Z/++/9Tr+zvb29rcYRAIBGo/HWW1/58MMPXdcxDGN5eXllbVcIUalUOOe2afT7/UKh0G9FavOimkaghDyyzMyZM2eaPT69sCy1zMZeW4PxV7/8S195/Y0/+j//ryufXJlamgt8/+onD2r11tzezBtvvGhYpkMdqDFOigAgx8BTkxN379+fB+juw62FhQVG7BSSE3PzW9UJHYnrn14pLEzm83nH0WdnZ3br1wQQEJJ2uxfFaXO/WVg64/n9mbnZUqlUazajKNJ1XXABIdzc2Dp//vx7770HhhyRJ2XcHcF7j42Tfayny9Emghy/CFW4dkJ1CwAsOeFpAnVw9uzZd94pNhp1TdOinj9cwsHQavGR3vqx3KjxFCgxpsIdm/Ip4zG1hsAkYRcuLJ84cfLKlSuaZiwunkhTrmkGhPjPv/tvP75597X86+7ERU/cbKegm8R+2jdMnHOdiVzl/NmzNz7YWV25t333JgZibnY+V8jfvL4To6xA1C2UOp3uqdOniuWyZVpLS0t7W+tJrCdJ7PsegyQV6NILL+/Wavv7e6Wsm8/nCEtCP8IQOXbGtrJrazU/iBwno5cm/Z2ds2fPX37ji7X9zQiKFONiueAUcx6PuZSK0UM1SiHoCx5FUT6XjeMIAVkoFPu9bqfXMc1itVoNgkBxbdRFq2laLpcrFoubm5t37twuFotSMEoJQuj2rVtpmoRhYBB9cnKy1+n1+/1vfv2LEoDZ2dn1jY0fvP2DTtdz3NzeXr3nh0GcJgkDSKCEJQmHgBUrRQhQLpebKC039/YwJgQTL+xXJiuFQkEpvQkklmWFYZCmKYLI932EUBCGlVyu0+kqrBVFEcaoVC7W97dN09ANDUIJAcrlcxDTIIokIUnKsaY1Gg1s6M9ffjFOU5Ey0zRzWbexTzFWZHOC8ChXFlFKBWcQQozJ8uLSqZOnhQBv//CHV658cvrsObVuY4yTJGFJalmG6mcpkMYEsNwMpnrKA8mZ67qZjHvQCuM4AgAQijTNUMq9MIxVrLxt25lMptvtqsMKIQQXGA+oUnESYYIQhlJKiADjqaYpE6CMZZlxHOVyGZayOAq8ft/3fRZHUco4A5qO/9qRUX+rZn2jdUQMCVoDPgAYp4cjVVhBBFHMFI1tMC5RuTppygEi1DAAwggRrmlYcMFSw3Qs3ZyYnBJChEFw6/bdmzdv5LLu/Nz0RKX0O9/5+4ZOb928fufOnY9+/vON9fVsPjNZnaiUKj2v51LHD70ojlmaEkIEhAhhw9A0TaNU5wwEQbixudbt9srlyuRktVQqefFAoTH6flx3B56hMPrcWd9jfYpHI+PHKDoO98KHtoHyc0RB8Nk+uzGC7lBPBcTQJuL4jjJqbD96qYOJi3qYoJQauh6EYcoFQBBCQaQAY2NMVdOPXPmhlBBAnWopTySWGAGCEcQ4itOYAdM0mBCAalz0GZBYIxZxQMoTjHRUwaUCi+IPf/STD3/4w2pl4uXf+y++/Ru/srq28bNPrnQPDgLGhBAQIzRQGjwzrU7KR2TcsQDoYTTzs8WtDI4xBMmSCyEAUncHHHE7hQq2AxJhomblEiIxNBRRgkuJIGMSccaSRLfsOEniMEaUONm8lc+xJO522pOTk5ViMfH7Xq/75//hz3/4Pe1XvvXNf/ZP/tnNBx/dunXrgw8++OSTTxYWFnK53Ne+9jUlDU/TtN/vp2lqGIaCeZSzXq/3/vvvV6vVUqnkZjOqKc6loETjQiCMdcMM4wbR6MREdX19HWFk2U4UeF/60pe+8Y1vbG1t7ezsbG1t1ev1dru9s7OTy+VKpdLc3JxhmTs7O/fvPTAMY35+cWZm7nE5KPJz0c6TBuhPYieOD1hG85kjo63jlZCUaFSsHBnm/AJ9sTHM8+zDwCON/M/Fls/yKITgONo5pJl85qc4ApwU6lNKvMEaxbkYmxM+JgsBANVrGE0Uj5vOSyHhYU/jv84yexgMj/dpxvpk8ojO80lcyiMvRpU4A+NW5VU7PI76n4pf9Aj9AjjS9T0j0XdcjjiUGPx15skQQtd1pUjVDd7r9VR6p+/7Kv05juMkSbAaQCAMIci6bswHzNbFxcXd2j7nvO97pmkWCgVlZz81NbW/X0MI+b6/uLgIEVD9fuUx2Ov1XCfT7nSXlpbWt7YBAK6bDcNwZmYm9LpR5BNCHNcghERRlCSJbZrNZvPsqZPb6w8hBBjhJAz6fb9W2/s//s2/zuZy3/m9f1ir1XTDLFemd/YONtY2C8XwvXfeO32mkslkBvoiy6rVat/73vcWFhaiKOx2u4MwLghLpWKr1VIcB9M0fTh0QIEQQmDqupAgSVLLypiWOzE1e2q5urFy8+bNO288//zk5GQ25545fboTaoVCYX5+vl7fP3/+/Pe/v37v/ga18ktnloQQjVodU+PVN7601/JyxYmTZy7kS2UhoeO4E5UykclGs3/t2rUvfvmrPAHKBuOgFVrTNkKo0+lEUTI9NXuvX2+1Dkrd7ggIpSy1bRtCeOnSpRs3bnS7HXKsT/SfyBh/Oql7eDmiJE4kEykXCALL1pIotCxLShkEgalTSqng6WPvzSdlUB3565P6FxgRjDFnAgJ0cvnU3Oz8xvpmo9FAEDu2G4Xx1ua2rsHnX7gMkU5IxnCLiTiIWCokLxaLNz+732gcpGlamaisXmnt7++H7ca5S680Gwd9z8tPzaZcdto92zTu37/fqNWSJMlkMg1CNOpsb7dXVlbml8+4udLCwsK7125sb6y/+sLztVotZ+jNen1rY/PFyy92u/39/X1CzVLJ6vq1hIuu769tbxoalAjZrjO3uIA102v7iBoIoSSJOp1O7HlRGBqGoet6GPoKtKyurhZKhbNnzyrjFhXBZ1mW67pqvNbpdK5duzY9Pe267u3bN9/4wquz09VPPvpIpGxnZ1em/Pbt2xjiXC7X7fXOnDmztbXVaDQ2N/dMy+j5/s7eXq3eShPGmBQg4gBoJllYWLp4+WKukHUcJ0lSjRqWra8nq3NzC/lqJY7jdrudyWSKlaLjOOurDyuViqUbSRjYpsmkJIRwLgglqnccx7G674IgEEJIlhLdYpx3u62+HyQSCAnTKN7c3CxVJ8Mw3N3fr1YmoihqJNH29nbQ7SKEstms4NzzPN/vUaLbtq1DyhhLEtZuta9evbq3VwujWAjBOFP65Ha3K4AAQjqOk8lkOgctdRNxLnVdp4bph1Gapq7r2LbdakNFcxhMWThXZmYqz9MwDMaYyvAYNz0aWaCPXKzVd5WEbBgGpZQQ4ti25/n9JAmHAjTFEh3HFH9LUR8a6vWVMzUCEKo4NgmAxIzoMSA61LjABGoSMMYZhERINPRbHwzH0KjfAyAEAA0KDqliEjAApu4kTCYUMZ0kAkAoNawTAUJNMNNkQEAmcQqwVcpV5kWSBF7vzl50c3Ptxz+/79pWuVDIT16qnnkJJGmv1vijf/8uBCJbzFlZK5PLZF1nIlcuUZsTFoFQCMkEA2lAEdZMIYTfa3Z6zYcbDwgAgFo5x3EnyhOci0p5wrIzEKEwFSlnsRBMQggHvWEEIUJABVUNuHzDZGqQkmHqNJBKLjIwjZRSRVgLhAQeZgMACCESEkglhoZASMBYhI4FSQEp0SE6BFLN8kEc/QAWykdF82NmEcf7zQgxyTjBRsZxP3jvwzCKzbyZIi0FNEFYanreO1BBwwq/cBWPBwFAEEAAkJBAGJKmnq/pOhScpzxhouPHWLc4lhxTP5UaHtE9AFZhiUKquRkCQBli+pwBgmAiCYYEIZimGKSuhSVJeBpySdrSBBhAAqWUQhfALGqIhL1+4gW0gEWc3K43b/6Tf/qDmamvvvXl33zhcpTEaxvrM1kzYjzyakQzcBTTXCbERHDJGZcSYkgppkBgIBAECEjIUs61vgYRQEAKBgVDUhgIiiDAQhJCQy/WTSywUHRfIaUQABNN1WViqAtCAhCEmVQ5gjBJGBCYEsIA4hxJCAQSDB2dTkAAMABgyKoVaaohdBD4EADNoFESI4QlSzACmq4BADjgPSmAppFyNUg5T1JJM1pmarGyhCT/4x//fPb+tm3ByvzzZy5/RSRJs17zvO4f/MG/NzRiWdb8zNTS4kKxXCKAcMYwR4YgxMo6mmVSAyOyvrlNdA1gyDi2LCAlJIQkcWybJkGQRwGWjCJKQAoAZwh0Ag+b+uyJxfOXL62srKRpWqvV9vf3O4F3496dqVKpVCplMhkZp7vr63sbG/Pz86Zp6rqunGY450QowgXiQKYqCBRACaBEKkoDmiJlkhtUAxLGSQIBQQiLgeMAgAgCCDHghywxMAKHg8IhHsvgg4e9Mob/xMqgUggIIcEYD/Gbsq8FANgEHZH+ci6O3mUD5jPkUjDOgbpxxgRj5NhAXkih6Ihw2JRJpTgeyXB4gCaPTLFGGQaj8xAxAYRUvk1SCM64MsTCCDMAIJcQAjAW03LEs0T9yAiCCHIuYpaoPW88K28QnIhgytLxyRiA46dYaoQCoRIQoOQCAoAAlHy8iaX2Cvg4hRsYpq1+Xlrp4b9yIFV2XwoEQggRkkCJJIoTRgiBEAshhIRiQC1GqoWVciEYP4TfhmNegZAAQELIx14ZGFj9QDYciCKExptHo1JjNGNUxyQaVZssGIYKAiCVJwyUAEMEIWSYISDgwJhYSAklGLqeqlxa/JiuA2MMIeRmc9vb20IICGixWJY8DQPfMKmUjBCoaTQIoyhJNc2UBjVNAgnSDcu23Zs3byKEbMuo15qNg3aY8iBhl8+fa7VaPIyIhFsbm3GUnD5zplSZDOO41d3yQhYEHheJEKLd9G0dBEFApBYGbG72dHtycm9/H5q2rNd0KPxuy3AcjyVOtbrSrC+/9OJqbW9nfdXMZ85liq1WO+r3JyrV/f3GR1c+KVcqZ86d++Ibz81M2ffu3trf+rDsvDhdzH/nN7+dc3XTApjCh+v3hEyX5k8Wc+U4SCrVXGtnnd9bDT+6Pntm2aIIWjjhSYkRdtATJo1MJKnTbPUE5Ix7rdqGheTy9My9jz/Y31x/753/SLE3N+c+fHDbcSdPTJhlkzETBv3e5m59t9E+cWoGSU5E1Akdl4lLlxfZp9c7tdBOIOx6YXu9Vj+4fv/TSnZmdn7mxPSpJLBWd9/70Qd//NKltwy4GXRWq8VLppFZDW5sBZuicd+as3vNbT/gkjpurpLP5FnYh8Jb3bxn5oxWPzUQQRAoawrGGJQCjTWjpRQEYhUoIgEgEGAIRj8CKZCESEJVo0EAkBwYVsnhj0jR2VAAEAaQACgggpjgvt/Z3lmdnp2XAgAIME1ch1TK7kED9Xsd5R4HEQQSIwGAwAAACbgqVJSRBQIDSy2BkZQSq0ICQgyQEAIigBGWQCABlSc8QlgIIWDEOChNTH/1l79JdPP+7i7JZUkSMAM0/XpK/PyUmbv8eh7PvXtzI87cA0aXRjTT41TylW7QRIaWjQrI6wQHid+bqlabULz0wuV/992/MpGTMYFGAaC0FcSOZdXrdYlx2/fOvfBSu9XY6/ZgIp381K99+zfDhOd0azNKN1YetBr7hfkpjmLdxYzyvX6zlaaT5SlcLPVFx8lQjbPTpYxIom2fwYBsrDSFDhIc54wMZkkcxrn8RGbx/I2rn3CsRUmIQMxEaji5SILnv/TludJ8s9VotVpOPqu5BgBQEpAvZZq1euT5adCTKV7ZXp3Il5ZmT1imPVlZ6Lei3d317c0VwxAz06VyMX9iptTc3eIRW7m9YdIiENatW03drjLNC2TICZdSFDPGV998/RtfeWt3d/fOyv3tcm52eSk7V243DmjJmjoxu717UJycmZk/sbmzzaHWaPfq7X62WLbsjLWy1u2FcSJ39qNT516pTJRLpWK+mMWGa2rELUzsN3oC2hyidts7aDYgkIahwTTlnLU7vU65TCXodbqSyWKxAETabTUMSwPQEhiovASQEBNnqW5AjLHEYdJnTGiYep1u96BlWla5lNcoCuK+gAakEgiQsiiM/d39Xcd2qK4RjerU6HT7i+Wq5eRqW1sC034Ye0FimE6SJFKgiYkpKEFtv3F744FlGpapJb4fcF7IZg7qNSk5IQjrgyEkQghzmSSJhEAwYbvGifklDVGKKUIYQ1wulsMobbV6/W4Qx0kcxyxOUsEpMSCSVINgsGPgv42o73MbvYQSdRbGfdtUH/eRigY+ppF8BEBLKTHBAADGGcIapRpIORghIoiQhqmGVS2ANWxQhCQHggvGGEvWmvV4ZyvwDrKmfeHkyV/9jbcIhkEcbdW3d/a23v3gZwe7uxdOnnrh5YuzJ2fyhbymaX6v3+t1KDUoIZyzXq8XR4lt2Wmc7LS3bnz6WaPRWF4+adtuJp+fW1wqlIqWa3OhjEBTQgilBADABRoZf4/2dUQGbWw+TH5Q0GY8IV4BBjSyRoAQDlCUUGNTcEw5M+4wPi5AOkLx+txewpGOGhfCoEYSJUKITCYjOE/igIocgkAkie97hkMAAFAO3D4hxJJxpdeEECKJAACCQgGRQAhwISFUQnnOeZykQAPjxYiUkis7k6FciqvJF4RCCAwJIQQjACUfp5ON7BxHLx5jLAFECLnZbEI1wDhx7Ew+x3kBCPGHf/lX//R//ucvPH/pzTff/LVf/fbJ5VP7jebq6sb9hw/vb67FkrtuVjcsgLAEwvt/qXvPL8nu+8zvl26+dSunzj0JM4MJGIIASBAgIQZRiWdXR17rrHdX2mCfPfLxvrT9yn+C/c6vfLw+u5IVKIngMogUSYEAiSFBYBBnBpN6uns6V75VN99f8otbVV3T3QOtdCQdq180Bj3VXTVdN3zD83yeaAQAhphIiBRFNWzdjxXBOeVScIAQJpAwSChWKAAQYYolAAjJ8XuXLSqRmFqn0DGsxd84nO3I+0UIgfAx1dksUSZrDASEGCGAMYSIIGzYJgZyV9MghCmXH99/uLP1CELwzKWLS4vLX/ilLyHJe932e+/e+O5f/hAh+JnPvHD18pV6tYYR4pFvmjaQiFKmqQpEOEmSvd5uBtnXNA15iEuOAeRYKKaKMWZIJJxmE6+MD5EVtYuLi5cvX26324ZheJ73+o9+uLb+0PM8y7JWV1er1WoGgWSMGYZx6tSpSqWiCc3zvJRRCBEhCANMhRBAQoSllDFNAcm0gAAigJXsSMuUBBLAcaAIOckVNvvn43vy2U375Lp0Apbj2Cr3aNrbcY7C+IsCCJRlrGU2MyAfb9hmzhEh5ZiAN+FQTruJiSobHobRfQIr77GOVI77aUopBodtzPilSimFABMOdfamqKo6mzRACIkYy9ZcUz7QbE84Ngb/zZ3qR+ZTf2+csxP0n8exE9OOd5o+D44Btz4hUgI8nusjpcwiOw/t1jPrvqPKeQjgDOxLTG6Ch8uTjFuEEIQYZHM9NEZxwSd4/obDoaogy7L6/YBSSoiRJEkxn6NRFMdxhnLJCPVMSMZZmo5HA5pumqaRcxw/CDmQGU6wVqvV63XXdTPmwcrqKiFke3tnOBpdunTp8tVrg8Eg89dl/mEpJUCQc97r9WqNhqIotVr97r17UsocQtmA3HXd7nAwN9esVMqcJi+//PKr+7sQwnq9ihDaPeg9XLvvlIrdTosLeuvmh7pyrdmo/fiH388XnOvX31w9vXrl2jPZmvH2x3cy0n1KU8uyCFRsZidJIgEwbRtiDBGM0yRrtWnKmOASQNNyzpaaq6fP7LfdRnORCfnW2ze6vV6jqLx9412DCN8P37v51sqpU09feg4AkFJ669YtxvjHH3/cc6OzZ69qmpYkCUZKGIaVcu1mvLOzs4eJGgRhmppnTp/74fd/+hmNUHTv0y8N79271+q0K5WK24OKoiiaMT+/+NZ7frvdC7qtXqftC03Nz5ULxf2dXcPUS6XS/MICBxCrmjcc8ST9ZKfccYbnJ8OZTvwKgkpGWwMAZ2maURgfHBwsLp9iQgIoD/Z293YeZoTY8R2Zi09As8zOrQ4zXSZ3R/D4zT2brWTXIiww4/zixYu/8zu/89obP0miWHB+7tw5Tpnj5DAESRSnnh8FB61W2yifh1hxDLteb5Kt9TCILMsyDRMIkabp+x98ZKtAI+jVb313d78foLQT34OIEEVz8sWF+YV2u50miaFblmXduvmBEIIQ5fy5s9VG4/79B1IwUyU509ze3BwcbPe6Xcu0McTdTkcI6XlBGMaaZgLGr117plqtztVK7739C1VRLMPc73ewTUp2fat/AyLCOb9x44bbbSuKUiiYLgsVSKSUpVLxwoULdMgghPl8vtvt9nq9vOMMh8N8ziqVSmvtzvb2tpZzMMaVSvXGjRs3P7x5enV1OBoYmrq4OJ93rIWFGgAiTlMA4M7O/qPtnSCkTNK5ldX9Vtsw9J7b001NV9EvvfJCTte/9c1vuK4bc/brv/m1lbNn1h4+TKLEGwV723tRKj73uc9xzpSO0u12KU1OnTrV2ttttVq5XI7Xas2FFdspff6VVwql/IcfvR+GoePYGsGKQjzfCwK/321TLj3PUwg2DE3XdcSZqsRhGHqeV5eSc765uUmTqHNwoKpqFPoIoaWlpf39/aWlpU67d/P2x4QQw1DiKNKI9ujRpm3ZV69evXL1an/oBlHcGw6y2zchhFPk+0Ehn1imlR1jURSrutXr9cqV6jPPPPPBh+93Oh3GmGmoSRr92q/9xtzc3LvvvPfO2+/WarWcbbiDbhAEuVwuC+ubtjZZjco5Z5RhgjPJQ7lScRwHYpSBrGzbdl230+n0+4MkCuMkiqNIQVjXdZoKPwiy5AYg5N85zuXvNa9vrOPjgmuqmg3pM/NAdmJnHLZpmhOAcEr3fpKsPI7jbEWbIiQzc86kNcq0kAKiFKBxUDJGyNAhlJwzwSiUmpKziBS272DG337v9se31wpFx7BNqONCpXTtsy8bWOFBeG/z4Mbde5xzyVipVDxzerVcyGOMbNPI54pxHEMAOWOWYcii442GmkK8YS+Jg6HbBRgpuuYUC6Vi3clVCQFICJ5N75MUQpzV+hAilagJjzItK0IAAgQhShmbwcJl9sbsHj+OkM9aBAkBlDgbmGdY2CPsuyPukeNpY7P+wBOJDsfvE0JCCYCmaXEcQcFNXdEUCNIQY9UkxNS0QJFZ94okVBBRIeYYYQmJRAggJCAAkAomIBEACQm5hFwCLgSASMps6SCoPCSBZitPwzAElFl+oMz2D3zC8cOQYDh2DAoBJUAISYQwxBMXFgQAQAIkFxAj1dSBkArEnLEI5DWFzFfKtdUVGcXf+d4P/uD3/2iu3qiUqpcvXXlqfvmzl69ADHoDd6/dGgWBn0SqCrzE5wICjCmFXGIIcggRCAUCAEjOAOCIUIRTAAHREg4hgqpkEzOYhEDCCbBoumXih1lnf/sadpxqrSgQQnEIxhATmTCUQGTgkzFHAwJFUTItKYJAM4xao440xXBK9YVlKfio33vr/du/eO9DglExn19aferM09cEo4Ne97WfvuW5LoLyxc9+1jAs27Lz+QIVaUxTAmGhmJeTTnbouRCClCsUspjGClAgQ1glUoIkSRnjAEApgaKoCGEhZL8/aDb1+fmFL3/5y6qq+r7vum6v12u1Wu12u1Ao5HI5zvndu3cBALpmW3ZO0zXdtAzTgkiyiEomIOEIYR1PWyzBJcQYAgiBFBBACSBCWUcEMUASyHGIuMyWSmBq2gMAHEf6SCAAyGrzLKl7sjccU0Bml2BgLAGGRw11J1RjAMBJS4PHOduZkjqzep2ws5qqTw81TgCiSd+XITrG8kg5PscFPGFOdOQCAtATdePjfzCEEgA2fXYIaQbVHIf7CcZ5GCdTm9msI/FwGwYek8v+V6phT3oY/Ptr9g7BqjOmvtm/PXTugUM27JGL6tGgwid3fQIIPuOiBNnGY0btnx1js9vebNA2RRmh7MRHY1bt1M6aGSnF2Bt50q9MiEKhEIVDjHChUPB9P6YwjCJOUyxlhqefhYRJiQTjNKUUUsZ7nXabC1Eslw5aHaIQRcnv7e1n9Jfl5eV+v5+RDAAI9/b2+v0+Uki5VIUQ0tg7ODgwTbNWq7U67XK57LpuJhWrViumaQIAKGNpGnPOgyBQVVVRVM65aZq2pl248PSjjXWFoGajurffClmKJTdVBFgSB6O9nUflcrFeLW9tPXJyTd/3b9x4p9as6Lo5Go0aZm7oegCAfr9v6TZlNIqjgesOBoPqygIAKI7TOKExhBJCKVHgR7mieuVTz62eOhOkGzv77ShlpoYN2xkMR5W80mzW87VSd5gWiiVdN5OYOjlnOPRWV1aFeHOqELOtvO8Hvh9CiJ46dxFDvdcdWDqxdVaq1KvV5tlzF7Rco9vrPX35crH8+v21Nc6Z5eQ107Lzpcb8MlYMBcHRcHBu9eleGFqmPhoOhOCh7x8cHDxY31ANk1EKP7FhO3GccaKG85MZnhCS8QANYAQJhIgxFkVRFAWci8HA/f3/9P/0OnutVgsCmKHCTrh5odnUSjD1Qk/Jcwhm/r/DnjAbB0/jT7PbH4C4Uqlwzp2cQ1S1Uik2GpVSqeANWnu7OwoGhlNYX2/fu7dWds7SVEgVb23t7u61ECKcCcnlxsajb3/7O0Ecs4Rfu3rFi0U/iEccFwzEAcaqctDuElWdW1jYuO8Ohm7esQaDAUF449HOwcHBo/W1kTtcmqvfu/n+o/UHcRj8/PVfVIr5aqkSh2mv7QqGhm4w6vuSw8Dz4igoFXPNRtnzegSjRqVSKld2Ogd5rVSpVMIoyfjYpVLR87yV+Uqs66ZtUAgJUUajUSPf9ILRYDDIZNiu64I8KOZzuqKRTRLvAAAgAElEQVQRQnzfV63i/MISRorb746G7kcfvj90e3nHUIjQNAiA1DStvdvrdN03r7/FhVoqV3db3Y2NjaevXL5592OEQL1W+epXXj61WL/+4zcGBx2iqBjB1t7+qXPnSvlSNVfevrd564Pbpfm5O3fulMslVVX3Dw5KpUKn3cEYf+pTn/rGwz+7d+/e/OJKs1F9/fUf3n9wv9Vp/cqvfnU07K89uN8fdBVMVJ3ML8yvb2w5jqNrqqoqSZIkSdLv9y9dfca0LNM0dcMiBEJTHw16ktHtrRGldH19vVAoWJZ1r/9gfn4+SZJCwaZp6lhOmqQ0TVVVvXnz5oP1h9V6wykVIIRJklDGaRI1G43FxcVOu5NNnYIgkJBQSuM4brfbzWaz3d4HAPR6vWufujo3P//j115748c/UVXtU9eubqyvZR6lbNyZDTfBJKA1TVPGGIbQtmxMsKIoumFIKbNWiFHW6XTa7Xan3XWHfhpHANJMOBoHvkJ01bBxlmIs/7ExPMfuLS5UVc0wPrNn7GxuL0JIAsDlETHSY0l3GUsaQUQIkYpCBeScY4ghgAAiBCRAgAIoYdYDcAAgwTChKSQK1lRCkBCCM2YjnYUx0Ea5ag1ripvEqoKH7cGtBxt+f1A0rMXFuXMXn5ubm9NU8mh9/cObd+7fuYURfP7Za7/6K18pFxvucGCpShRFCEY0SSxNsw11MBzoRFM0TEXcO9hav3dfUey5uYWlpaVisWRaGgQksxpHYZLRlog1Tq9CEjDJgUQQoPHdHiIgEQQCQvFY2tLY/TVurAWQ4OQ4B/n4vkI8aWI9fcCTJnnTb1EVnTGeRnG9XNV0FUgGWGrr2NINJuUwCpmignEsMOBAUIAwRABAgDCUeOySgkJiIiDmkgoJmBCcZ/GakCMoGIdEkdOp3gxjcHoMZABGJhinQkqoQHKYQQ8AxlhAiDP2icj4L1ACgBUipIRIUTEBQtKAqqV6GHiYMdXK5/Ily8rFQaJppqmb771z43sHnUFnf2m+/vIXvnDtuWfz5SI2tO32wTsfvr/XO8CayqSIkwRCnYxlWEBmOl4EJIICAoEgw1BCJAHKCmIgJJzE0gKQaXglgFJAmCm7wLEw7r8hMGnc9R0hfEzdmEAKOfYsQpT5VaTECkYQUM64EBEDdrkuOB+5bnHOmtP0fr9LMJSMf3R/s3XQEjQ5tbx86eKFZ595xhsOXv2zr9/5+Ga9UXv55Zc++9JnCoXiyBtlsekJpUIIRcWKqlKWhkFABU1onNCYxSxJUl3XLct2XVdRVE3TAYCGYUKIkiSNojgIgnq93mw2Xdedn59XFOWNN964e/euEKJYLJZKJYzx8uKSaSj+KHi0+TBKkkq1Prcwb5sGwkQIkaYMwHFIukQQISKkwBhKCTPl5Lhhy/I2wBOhIOL4hk0geDT0HWIEs5pbiBnHF5DjmhyezFA5vjs6JMRIIaQEQvBp0SM+ifIyW/fPknvBJHQu6x/oxFZ3xAN8hJx5xMp75JeTpWhMQa+Zz2QaXJ6mKaUUTAxR0+tP5nCY6X6FBH/jHNpjXd/fT5DtMedzNmSc2jOmaNNDoM7j3zL9l87m1D9pWDNjEgZiotE9cRMLIeTZpWMSDjj2V4/t2dNtSYbJeCyLQgoh4ZP3jggJIZrNpmEonpc0m831R/tCiF7PzVumcnj7FoqiQEykRAQJQggXIqV0MOgTVYUQlsvFMIqbzXqn0+p3250g2NjYSNOUslRVNMsyJZBpyh48eEAukHqtCSICAGi326VSqVwub25uVqvVbHxg2znHcTzPc/I5fIAJISlNTMfRNO2DDz5aXVpMfK/RmBt0e/1+r1qt5vMGG6Zx6OVtnTE66rUan36GEFx07K6maro6HA6VRLFtJ5fLl0vVrJ4ul8tQIkXFQRhiQhpzc17XzReLg9GQcckl4JwzASFSBKf5fKnZnO/0XC+IgygWAMWMe2FSsA0KYKs/WFmam5urYUTa7e7QT5qLK2maNueaFy5cKFbmGWdScoxJrVarVZtbW/uNxpyhF+KEXbh4zSD+c596/tqll66/82bJYGsP18pLRYiQZupCMUeexzi4/3Dj/Q9uNxvPPbW85KcJY6nvxQiBhWbjoxu/KBTzSRy9++47uXyBJkxX1CMRMifSO5+UIDXjW5YntnyTzCGCYLbgVwlRMVHSNP3+97/38b07CKHBYLC3v8OSSNd1zniaJDPW98eChWepwke6PpQpZmZWfNOzKWPtZN+uEMKCGAAwGrmVcimMEiA5klKkMUtjTtGg321i0m33RyMv3W9RLvv94fsf3Op0+o6dT5Ptbqf34fD+5uYmZbLvdv/55Wu7Pe/dtYOP1x5VYp0BaFhOp+equiGEjJI0ThLf94Mg0HUjl7Py+fyg39/Z2W2UjXLBevtnb96/fVMnimM5xUJlY3M/TRiQGsEaxrqKudQIQvTDD98ylMu6xgv5gmWS7nYbptI9GGiallLueV72FsRxXKlULp1frTfrH929G0scBEGqpxcuXNjb27v+1s/jOM47Tia0iePYtu1z584trFz0PI9R/kd/9MeFXM6xNdsyomCk5C3L0ClNB4M+AsYPf/QT3bSYAK1uR0C0uLzAJcNQnF5Z/L3/6feQjA6214KRaxlqHKVhklSKJduwYj1xuz0k0emV09uDjq7rlmW1ep1sPusDwNNk0O/fuXNH13WC4X/5L3/e6/cwQd1Bv99tGZeeStKo2+1oClEVkhmJgRSMplkTm9C0VCrlcjlVVev1OuOy3+/s7e4OBv1S3hFCjEYjSzfiOA6CgBCSyxfiOE6SoNloQAFbBwej4YgQNdswGaaRJEkcx34UAYgwBJSy/f39KIxM00wSms+jOOW+72Oi9IKRpqmFQn5jo33tmcvVavX3//N/fu+99+abc6dOnV1bW3PdvpWzSZoGcUQphQRLBsF06IYRggQDiBViWpaqqpngLqMfR2HY6XWHw6Hn+67rpnGkqhAhSeOESWEU7GKhoGkaOAnb8f/vrm+iUJrCbY7IomZPXTgOqz3KmjvCdIIzCbkYYyHYbHUCIQACCpFdKfhYmoWwBIADIDjIzOiKUBTVAEQHWNVzBSSpwBAgWTRzhWKdeuHdh1vv3rytEqXRqF06f+6VL331a1/7p9tbmz/76ev/y//6v505tfrLX/nK6vlVC2Hbsga9vpRyNHAr5WKSJnESIIJNQ3Pm6zQF/c7u3vbDQr60snKqVmvomqHrBtJRAlGapkKKMZ1DACQRBxxBBCSUEGTt32TpICFAYDY1WKLsv1w8rt+bmeE9Kavqb1QlHbnWY4yZkGtra0EQXHz6Qt8dHezt+EyYTr5crXmMjnW2AGMJIaBAIiDRpDtFU5NS1nsIODOyluNi5bFUdwgRhFRwDCDEmXAXCCEgOMwGzCywRzaZGKKsZcz6PgGBEBxKALgQUhKEJEaUAYI128orgiGaRtRNpdBtm+iGVYAX6w1An2rv7vz+H/7xf/x//2BxdeX5F5///Fe+9LVf/9Xd1sHPfvHzew8frKyuDtwU8PGCCEmAMUSAQ8ABgBByBKWAkoPJvB4dcuxh5uyTE13W48Xi33rKMhXdQYRm8tJmV08QSZi1EQRhyQUmGGXTFgigou93+ghAJ+8Azvw41u28RhTKEgdip1RlSbz36NFHN1999Zvf/sxzz/7Kr33txc+9dPfjW1//0z//1ne//covff7qM88sLy4RBQdhkCQJFywJQlVTheQ6VphkgqUQwF6vxznP2APZ2e37fi6Xy1Ii8vn83i6M0iRKk4wMUa/Xv/IrX+12u3t7e/fu3bt152MAwPajzWqtVq83qrVaudwIovjB/buVSrVQLJmmWSkW+iMPIShE9g8GUI7FnwBACcdOEiHZGLozm2c9RndIeLhuPyoyfBwfwuHYviuzz5NSafIZzPx5ouWePMX0fZ9AF4UUSCKRbSBFFohyosITQQlh9hlOoxAglJn8e+bxEsLxD6cMnChYPdKrMMYmZNTHAmBm+8Cs25xNheEzH4Cg6cx+6kl77Bo1WYEeweT8LSATfx/93hE8DJOCyzFGl0sBxhlDY7P05Kg54Xv/WkLP47OGKSXrMfDm7LZwopWFUIy3yOPKWB7eImepaUcgjZ9wB/B9n2BhGOWMRJ/poLJwdqkqU50wIQQgzNjYJpDEcco4RiiXs0ajkYRAALixvuF5Xr/frzkOISSOI4QQJghSaBgGximltN/v5/P5Qj6fsVX6/X6pUtZ1PU1TgFAcx0Hga5oWx7HneZk+kGBiGjZGShAEg8Fg0G4lfuA4RYHEuXNnmODuu+8d7G/3+4NStaYS9JkXnkvT9P69j+eadc2q+qFv5XIZASLnOJRySsN+r+/knDhWUs4gRmfOnlEFMkrF7ugAIayqhgQsTZmEyHbypWq5UCzde7i1v99qNJcYl6pmxEnqh0DV6oOha/ddzwvW1luYOKXqHNEtLWelaXr69Gk/EqPRUAixt71XbRjdbldTjUd7vcX5omU7ds5BnN26fU8mys9+ev0rvz63srJamM+Vy8UkjlUCB6OhwBhAlKTs7v313/iXn9nY647cfjHfDEZevV7XNfW5554jGNq2DR6PTTrxhn5CouPjXz9RkvCEYxghRBAkBCuYKPl8gTF++/ZtjPFg0NMITqIIIURpOm7huDjRxXP8fx+bjqFDJfxU1ZkRMsYMT0EJQb7v0zQdum4unw+8kTvoSWYauloplYZuDySy2+1yJrwgkgJgohm6BSEKghGEUFfHH34U2k4hTOh7H91+8HAbKY6EBBHt0c6uFMAwTayQRqPZO3iUpqmiKIyxnJ3L5+ww9He2tk1cUiAoOLnlhcXTK6uapg36nuuOVMVUiEk0G2IliUdh6A7d1nsfXOdpy7aRN+oNh8NONyqU6l5/sL293R8M19bWVk8/RVWSXZOFkHEcj0YjYjm9Xm++uIAQyuVyvu/7vt+o11VVZYzFQbS7u+v7fqO5aOWG7f390WAAOcXAbh9s5fPWwkItn88jhHVdf3h3t1Spttod26nudTulcmUwGBTKJdPUf+u3flPS1LQUlSAFI5lwRhPbMne3ts18Pp8vAQ4iPxj68dzphSAIpKxgjA1C9vf3BePecLC3te15XtHJR3E46Hc5o34YJVGACdrb2xm6fcexc5bNkmgw6KmqGoUBY0zXNc55HMeUAwCAoiilQimmNAhGCKFmc86xDNM0bdtOo7jX6w2Hw1KxYhjGK6+8cvv2hw/u3+93+pqqKYqSppQxFsQRBNAwdMYYiCLOOcIwTZNOp6NgYtq2EOL8+fPd/mhr70CLY01R+v2+ouCcneOcv//++/fu3T1z5szp1VOeF6yvr8/PN03TJIRIKbvdbvYipzey7KZmarplWdVqFSHEgQziKF8qYoyDIMhSQ0ejgFIqhMgILlJKXddVVR3b4DmXCP3j2/Vl5QLGWJx0255OTDOFzJG+dtoAZNav7NoixvWDAAhjjKE4VEMCIDGACkBQQgGwyPQwGRyES4ihZdiWCfUYpGEUc0khgaoBBBHKGB6MMDc02yxUBKdpmsSB9+bbH/34p29pBFZLpWtXnnvxpV+6c/vWH3/j2zENSoXC6vKSglGpVK5UG4qCiKIIyamgaZxGYdcwzHyOqJhIEWyu39559EDXdccpGIal63o+X5CYQAghInGSAiCQhEIwPm5pkRAcAIFwNk7LRuZjfsM4HC5z/OMpqHM8UZ5GGB+/sh8Bvj2pxDnRniSYAFJatvWjH3x/4+HDs2eeuvapT9mFcsRFbzja2Nph3U6GTuJCEEUjisazZRYmAmEBoRSSUawSIgQHkqGsEs8WUIJDgCEEPKtx5XgQKCbjA8DB1McIpIQKBBAIwVPGM8NJtsCSUmQvGgGIIQJQCggQhEIKgCAAUAApIVQNXTJCEEEcpnGsImDYTizxSPC8pSuWKREKPc9eXnlmcTGKoygKr7/70RvvvEsZPffUmYsXL1z7J9cghPsHbutgPwnDKAyAkERRCAtBPDJ1I0oSDUIoSQoAkAAjhBHGCFNG4ZjdM76zZaB/mb27E/zGZIA/3RlJ8InB0xnSQ1XVwzC0I7lMciz8ExkKAmYjVUgpZYIzwRHBEeNWvoAgjNIUAkgMWwgeCyGgotoFCJGFpFOonmWUxmGr3//29/+qUS1Xm4u/+2/+e6Li/f29v/zBazKINU2r1qu1aqW5OOfkc5qiIIzSNJEpBQhCpHY63c2NzStXrgghOqQrBVA0BUhomTalLInT7Bqq63qGVA6CIAt6np+fP3PmjJQySZLt9Qe9/uD+/bu3b9/M5wuqpjfnmixNBoMewRhjYuScxcUlghFEiHPBAJSSSwmkFBMIB0Bj9fRYlI7GSZLjHkmOsUqP79Ygmrwhh4kO2cOyv8oat8x4Nfk8RiBMcy7xYes4fovQ+HvHAw4qJZ4U8UBmWj54hDU6lU4cjszF+JVMpwkw06chmOkK0Ez03HGZwAk2v5PmEUJKCcfPLqQUgkOckdMZzyIUERQTSMxUo3VUVgpPXq4+htI5id7++NXsk7idJxIIT3z8ib+B2QvmmGU6g8CZ+o0njZmclWvOlq3TCLhxRPXk33jEtjeefgEgpcAIT9J/wAQ/NG4zCSTjZ5oeYdPnmhTMEkEEAeRjkD2YuWg80WHIebfb3d8LDP2KosJWq5UN1BwnN+h0IJBHb9yQszTJYic0BBmlO1vbtUadpqmq6wf7e0PXLRWLtXJ5OBwyRhuNum3n1tbWCCRRFDFGPW/keV5zYS6LA22321yK+fn54XCYLR77/T4AQFVVG6sZs2HkjbwowRgTrBqG1Zfo7bff+cJLL/mM7rcOFhbny9XyD374VzlLZ5GvQPGtb/zZwHU9z5dShtCnlGbyv2qlrqkGxkwl6u7ebu6cHYZ+tVZFROFStjvdU/WaqhtIUQSElErKJURKuVpbXFzw/OGdO7cksgvlUhBFl6++3Nrf2t++l15Y6Q08VcEIKt4olECGiUw4UCwzX63VarX23bU4jimlURRtPXr02o9+dPXaZwBAuq4TRcNEc91gfW/zwulnnnv+hY2N9S+aumGop1aXRn0RBAGxJGdibm6x0Vz8+OP7O1tVTHLbm+uleTVqeKtnz331l79CAL/x3ruCcQAggvh4Iwf+upiTE1uv6YF6nDM8ufIABImiqADg+bml3/7t/7Zaq+y39sMo+N73vrvzaGNCHCCECMaYPKb3PkJOPgFdjtFUAD9VDcy42SGEMGWJpmmcJlEU7u/t1qpVj1O316mVTpULjqBJo1SMXXqwvye4wpjAigoBVnRd0wzGXJUoqqIIlmAEbct59toV1XI0q/Bv/8f/wNTS17/5gzhllVL52pWrq6unG/VyNBqklFPOMhClpugKwYPuAEGxdudOu92SNO11ujSMl5dWW61eGMQMGp43vPLshU8/9/yNe3fPXl1ZXMqfP7+AlMT1Dna3uxDoUYgO2q0rV69RSuv1+gvPP++Fqe/2zp8/7zhOp3Owd7C7s7Pz0pd+uVgsMsYePHiQjWYopQjhra2t1eXFhYX5yPMxgvfv31dV9eH6Q9u2BE+9kTvXKF+4eLZUKpRKpV6/y7i4deeBO/RVIzcKItvJ9YfupWeu7u3vvPD8sxDQnJmPgj4QXMHQTyIkJaNUVUkaxyPpsoRiiBwnF0VRvV4vl8trm+thFMVxrBBCKe10u6urq/5wNHJdDAQDHAhu2yaU3BsN83lHr1YDzx/0OgCAIAg0VVEVAoDAGDuOQwWYm5tTFWXkj3p9N47jcrlsauTR+sONjY1et2cZxpUrV0qlEqNi5Aff/e53R6N+HEWapnGWRb1jhHEulysUCn4cZjYxAhECwjAMIKWh6UEQIEROnz5z+Wr+63/+KufcsCxKE8ZpPu9cv349SeJquXLt2jOj4ejmzY90Q11YWkiSCBOCEBq4A0ywkEJwaZimYehSAtM0LMsOw9D1PcaobedyTq5Wr3PGPM/rdbq7OztCopQJwWgYpoTAvJ2zbVtV1ThJkiThUkIhIP7HQnMZn7pgqrqenqhHJruzoPNZL+/0i1kzPR4RPd60YIyhFPDQhgMJAFgIOabeoGxCKscWOQTY+BpBYQIhFgBJiAUCEkOJgJASEQyhhARgIXTd1q28oClNAihZlMTf/auf8jS+cvnSb/7z33XyWnv/4OObH/U6B29e/wVL4nNnT12+8vTcXKNcKRaKFUWB7c5+FPnFYjGKIsE5FzRJaafrxXGSjW3MfKVUqZw+fUaB0rSdOKacC4QJoyJJAkXXNU3lnKZpyoXEmECAFIwBRJQyAAUmkBCNC4onqQlHsPJH6qcjDcOTKqojP2SmLBCMcztnXL58eXtr69VvfjNljGjG8umnLj59+fOfe/Fso+H7/oOH63cf3N8+2B8M24qha7adSjoKQkXXDMPQUCEJAy6FoSqSpdT3uOAsicIk1RUy6XUmh9AEgiEB4EAiMfP6ZaZ0FfiYPQYAIKeAQQRRhjqAEAKIpyUXhLpAUAjMBUEqApwikkAZAyhMgwqBEOJKCQAs0gQxZnFmCTbodhcK+aE7+saf/QVPk7m5uV/72i//5m/8qopgHIaba2vr6+vbOiKpDyHjYaTqJjBMaJiqqgZBECZhpikSUrJM+sWFlFIDGgAQHXO3P8mwdKRLn/2zqqon8NwzUuh4Jfl4A0MIEDJDt2XnHuU880ZKIRPGEUISQkCwlBIBkAqmagZRVUU3ypVav3Xwi/c/bDQqbr+DMbp89fLLX/pqCaic8w8+eO/nb97o9tpxHLz0yssvvvjC8vIyhHLg9sOYmoaFEM6yhaMw1jSNpnRra1vXdU3V05ROx2bZesGyrCAIOOeMsTAM5+bmCCGAxS985gVK2c3btxFC9+4+2N/fE0IWyqWMJCGkfOetnymKsrS8allWtVILkxgAEMVpkiSqqhq6GocRwhDjQ0GREEICke1vstL6pOZh3PahcdcnJjJAeNhbz6rwxOGub/ybPlRtT3c44/kGgFBKgAWAGCIJshBCKTkGyiFaCUgJxsBGMHWCIZQNiU7MWeacS87HmUIzBM4Tu6Np5uxjERnZJC5zP2I43bEfX2qNd/6TYvHkDcNEsjU9jI90pJ9gRvqEvd+JD5jWlE+y2B1XVB5Ru2XNlQBjMed4eTtJhBRSTMMDT2wajyjlpr6G42DeaVefdYlTQsCh9Dd7+ya/bZzlnU3jYyAE8DBbdawaFQJPgmGe1PdBCF3XHbqdYjFXLOZ0Xc/yWkxdzefzCAKEkGmaEiDPD+IwFAJiSbOnkQJIwSml+7t7jbmmpjphGOYdp9loqEjmHGs0sgCQ+XyuXKl0uh3TNJMkxhgxloZhqGmaruu9Xo+oSqbf9sPQNM1mc67T7XqexyTQdZ0LihEGCNm2DSGsVussTLrd/mDgVqtlP4mY4IZh1GvlnZ2dxcVF2zR83+v3ulwAjHGlnu8N+ggh3w+cYqlcLkdxvLu9VyoW4zjK55x+f8gE39nb3dreLi7Mp4BjoumGhQBkHDAOHKfo5HSaBhhJI2dubq4DAOKUzi8sYea/994tx1Jq5ZJtOwrpjvwEYAYBtCybUlooVhuNRpal5ji2oijD4TBJkmptWTeNYqlk27nQ05dXVgHBly9f+tM//04pZyqasru9aarz5aIjqYsgKOSLg/6wWn1qb/tRfekptz/IlZdKxTyAoFouP7h7O0liyzRTKeMwUXUyzXWYruun04rpHn76mNnWbmrDmQ5Wpq6caQkxLtWQRBBlYY85u/DKK186feYpRHC+WOI8OTjY73daWYL4bFbqGPw2GVgjBGdxd1nVN0X9EUIgRlPfbLblm1Kmpt+YWaF0XedpKiVnLOl32qZJaBxgILqtA01V0yQqlYqyUojmmg8POgllQRhJIFWVSMnLpQLvrGsEzS80z5499/aN96986oXVi8+0PSDha4QocRzfvn07ihOnUNINI5fLQciFEJ43OnN2rlatPFjbqJZLf/GN7/R7PUnpoN83FHPQH25ubqdUSAVoltXpdz++f7daIZ978ZKCB63O1vmzKxIJTSdhRAVERMXVRpGiUwgrg8Fgc3t/ZaHZ7/dv3bq1NFeOokgIUSqVXNdtOM0sGr7f7zcajWaz6Y1G3W43bzu+7xNCzFLZc10peBwFGICCbV67+nS1Ws7lnSBKFGK+/vqP/CDFqkkZD1OaCikgGAwHTz99fq5Rsy0VAbaz/SjDEEguCMGJ4IN+f/HUqSgKWrstxijnKTFJpVJhjAVB4Pm+rqtxGDUajbfevF4qFFmS0iSGgvE0IRgFUeiPvEK+gBEejUahH+ia6eGAEOJ5HqOp49jZUWrbdq1W0zTNsiwhIWOm2+/ubG9++OGH7Xa7UCysLi0rihKGYbfT94Iwc/wqhEgmGYRAAs6lpBQgbFomIEhRFKyqlPHhoJemdGV5qVapvn3jhuNYBwf7T12onDp9+t69++3YW1lZ9vxhf9DTdc1xcqdWl7e2th5tbtq2dfnyVaLg7R0/CINsiqEbhp3L6bqerelqtVqz2Rz53sbGxsgbDYfD+XncaDaJQnrd7sHBQWbFFAC5Qx8IToisVkuFQiFhlHPOeZol/Qjxd69t+YfI6xtDFx+3Osy69bI/8Bmbx9E1xUS6BidV+2H9OlYcTRRZQCLAJ1gMiGVWToMZxL2EBIzlb1IAIBGCCZd0QkiFEAoJJEAASqKqWFWAphAIJKeaU6RptH7Qu/X1VzXMnVyuXikvnalde/aztq4mUbizu3X77gbnzDA0XYOnVpuLS0ucSstwGKVpmgIpEES6pkgVSyl9t9/e23335z8vlUrlSlVKWK038vmiaVk5SxOcpmGY8d9VBQMoBaeMUQAQAggiIITkIoWPRwMfGTPPNslHhmrHp+AnqvanFQlGiBDMOf/si5/2/ODeg4fz5SoVsA7w2o8AACAASURBVNXu7Ld//IPX3lgydCuXW1pdObWy/MwzV4muJZxutw4ebK5JFgFEMZc0ljomgjHAmGOqvq0DyQjRLWIBjOM4JQoZc8kz+dLkUp6BKKSUQAgMgOBjbSzEM2RzLsTj2rbptgVjNJZTSgCBhEJiISCQEGWKJAkxkhCmQjCEAFYokLHgACKgapCoUAoCwFKx4g9cosPVswUaJ4Hn/cEfff1P/uRPHdMs2tap5cX5ubl//+/+XRBFEaUdd9TudPtp4g9DiglRFKIiISEQLDuSJcTjkyGVswP7k04hkOm+ThzKzkzfDzk9x3G4Yxrs5DM4zHwHGfifcQ7RZEGUgXQeX6RwKQGEFCEgJABSxaRQbxg7243F1fnV0ylN9vvDO6/+RV4QyzYrlfLTz77g5CxVwft7O9949S9ompiGdvrU6sXLV1RVy+cL2SSMcxEEIcaYECVJ0iRJFSVknPtBwIXgQkCEMkBIpo/XDYMyhjBWTV01DAFjJ59fWVk5e/Z8r98b9N39g/3W/sHag7VysXTx4kXA+O6jTU3XH96/Z+ccTTNK5XIpl2NcsJQqhIyxcplaONuzTy5D8MQ49dlfrxy/MfKxfIds2jAZTYAjiXfwRPk0mkg8s/4BoWxzLTBEWZcG0WHTOHPWH4pRQSanPh5PP4lsAXDGH/tkReWRXveI+ksImb3WI0Tiw2i7jLE+s2o4AjUZPzU87EOOG/aOzK1O3FrMmJ0/Gffyt0RPfwLrYta5MG3Mjj/1kbnb8bzBo2/B4dggszycPJ47hF5AyCEg2bsx4/vPphJCSsA5F0AI9Nf+WgRjvu/3er3bt26Xys7S0hLABufc83wNIy5Elq8FEUEIKQoaeQEPR7ph6IbOKAVA1qvlaqPRancgEE4uV65UXNd98PHNYrGY0jiKolarpWlKGIaWZflhlHU+udOnDcNQFMUwjCAIDg4OyuUyUVXDMLK8LFVV08gjBGf1PQfA83xClDShaUohwB98cPOrX/2sZZhJHHV6Xcs0CIIjd7C9vSUAjOIkilOsqOn+DkSk1+vt7e1TARRF7/eHzWaTc0EZ1XSVcQYR2trZBVhp93qxTbgEXMIwjKOYzs0vzS0s7Ww9iBkUIjIMvH/Q4oymcfreux/AxLVVnrft/f12Ke8oikrTFCk0imII4b1791ZOAwhhmiaMpa7bLdbqioIcx07iZDQaFkvFhKVr6w9BIsrO3Jdf+We3Pvo48NxKubC82MCi0G49ANxnklfK5Wa9CUFu8+FHTKqUaZqCYt+3DWtne2tt7X4UBGEYmvk8S/nszR08IenuE0LwnuTlO/KBMSQEQSQAkIVi8fxT5yEkkkuACELi6acv/eJn1+MgEGJ8d0YZvS67Ex3iW+A0QXs80J+MgbKuL/PnZ3e3qbZ8CvAcDzEFknKMgZVCICnTJKpX6gjKJPQP9raL+YLXa7f2dx7F3edf/Cf6nZGKJFGUQqFg26GCYa1SLBXPPHrw8dlTqwuLi//xD7/+r37vf/75h3d3e9QPQykFBlKytNcfMM6JqlqWPejuY4IFY0KIj2/fikL/zr21bqeTz+d7rY6qGJpu7LU6vcEQqGZv5AocI8v+9HxjefXF+YWiQszd7fsbG7sphTFDHCAOgWnpUAVSSs/zdF13HKfX65um2ev1gmFH1RUp5Tvv3KjOLy5Vlh9tP+Kc67p+6tSp4dAdjUZv/eyjxX81X61WnZzdC6CTMzqtTU2DSMpmrVBwDMe2cna+3XnUave3d3oE57iQMeUJ5QJhpJDTZ08/9/xzvdZO3rYe3L/DGSOKAhCWCAKEBaPN+aaiKdt7OwlLUhYFrteo5N9///1Sqcgos21b19XNjY32gSiVSmdOne61O/v7+5wxyQVRiKaoiqJgjBWikpwqGBglQ0I0zkfZYiZD3cZxXKk3y+WyqmmdTmc48nM5M4qiwcD1fT9JEsh5GIa+74dhSLCaSS4RElzT4iBmlGWlkaIoUCEEE4yxpmlE00CSappm2xbG+O7duxl/ZWdnN2VgZWVlOBwFbsfzPD/w9/f3lxbnV1aWOu325uYmAnh5eVEI5rpeHMdxHGfHIaU0CIIwDEul0qlTp86ePdtoNB5ubvT6fcZ5GEcSAITxYDDY2dvtdru+7zPGKJNxHAPBFQWEYei6rmroQgisqPjvesX3D9L1TX1EGDHG0LEZ4+z9D0IoxWPgBCkf85Nk8CuCcVaJZpPkjPgBJ3AnCIGEUqCZSnnKbJhVq0uOpcjiHITgEgEuKJ+2gQAigCCGUgIKAYZIYMUdubqm2fmCgSs6jQuUARrFUfhov99r34OMIi50lSzNz505c/nixfMIoU5n+5233nj11R9dvHj+i1/8YnOusbJapZQOh4Mw8rNCoZy32u327Q8/rL/wQuKPAMJ3b77PpbBte2lxpdFolCoVVdd93/f9ACCiaQZBIKUcYgABEgBQINHEMzk7KT9xd/dfaZg54v+e/kwkJUYkjmPGHTuXU3TDzhdTDtyYAYkNTU8R9kfhndffHI6+E6URl+zFF1985tlrv/Glr3T7vZs3b3a7bX/kIU23TauQz/u9DksTFUOJIE0ol0jTDc5phtDAAE49LnKG0S5nlw/wUPY2xcEfQfvBcT+PMr0vzOAqAHDMIBB4DG0cK/owwFhiCQmUEk3UcQhDggiCcBQEhUpFMua6rgSoVqmivlkqFNIgiNLo3Q/v/PCHr0dB6DjO5z7/8he++CXTtjTbvPfo4Y0b78UJVXU9SSgTgAMggRBj3xgWCKBsuQKfWLY+Bm0/tus7ROpLmRnGxGzzP/m5WeMnJufGdNWQeeU554o2xgtlojJE4JS3JiWUUgKMAEZZh5xIQBAeBjEnulMsKJySXN6s1Gt2MQz8fhA8uLPWOtizTX1hrv7C57+0srTgj4bXf/bTn/xf//ep06fm5+cNw2w25zY2NgjJwFmJruuEEEoZxng4HEZRlL3Ivb09QogQItOxCCFs297ZZUxK1TAAJlwArBDTsuuN5srqaUKIbdtv/OAHv3jzeqVS0TStUCp9+rnnfd8/2N3dWl8vVSoLi0uFQsHMmd2u641GWd2ZXWfgzPWHH2OojGVOMwCV6XEHj61usr8ijxMgn2SYyVKVKecZGkZCCQQQUGaLSAjRiZ3YY2InDk7c9WVtIwDjgmlqtH7S6md24Z/VVeiQmSQlGisPpw/OVOVPgv7NHqiHKg8gj2T9Hb98nYg8PUYWleAf6uO4VPUTcquPy+GyivYTiE1yosI9ov+chYUihUDxGHJDQDDdCR+CZg9ByOBYCvZJMBeMM2OJ7/tBOOScW04FQ0mBVCyTYJRFrdA0NkzLtmzDsGmocs4Z4zRNkyQCAHiuixFst9qIYISAqaumaZimiTGWgAMAarXao61HlFLLMhmjcRwfHBwEQZBZ0XqDvmmad+/eXT19OstBVhTFcZzesJemqUSIEMK5ZIxjrERRhDFBiMRx+s4H7z/77LNBnEghwjjK5Z00Tvr9frFcRQhjVSNE29vbm19YME2z2+1SAQzdNAyrdbD32c+88LPrP0VALi2vSAAGrssFNy1rwILNrS1HgryRU3Xdzjntbr+1fS9muDsIYwqWVy4DKf/Fv/iXa7dv3b35toKVXntUPttkTBaLZco0gchwOHr9x2/oedvMFcNUlEtRFEUQynzezhdyuqE6TjmfKximbtrm+acvWNjUSb5aLVdLhZ2NNb10+uqlix/c2Cw5FkEYJRGB6Ctf/nK1fGXn+rZKYHe3FfheEIwUhYyG7mg0QhjHSZhXKgBEs4fiEfTlibu+I9jMSd8FZoEr0xnrlKECMAOQY4yyOp4xOaESSM5gszGfs53RoCeE4IBnkuBx1zcWi2fJTofny/S5sgePPYpo2iQeZlNlm8DD+phKRnkaJwetPSlgHIVRGOxubS41K7ZlxEEwFCzwXFUlnR03n3cUVUn9QFGxjIUfjCiLXbe7fvung/YBWF74+tf/xB1QiAlW9DD2VVUFUhIMdZWMgqDT6e7u7nEukiTJ7rm1csWyTCnE9TffRElYLJQZ44ZpQ4T7/ZFmWanAkBCo4jMXz/z7//A/vPPan3V7e4Vq7qtf+acffXSLsj5R9GK5ZOacQrlg5fPDW+uVap0x5rpupZAbDofNSg7LmKgk4jxNk5deemn91kYcx4PBACFULBZv3byZ6STDMNrf3+/3FJ8r9XrVzhmaClUCLEtTCLIt8+ZHt5eWT/3F935iGrmE4jCKEiagogAAnIJz/sKFbr/V77VHvb2R220uLnCAAcBZ5Q0xFhB4/ggraGGp2dragoJZllUsFpeXl6nkG5ubrdZ+mqScJp//whccy37vnRuhN9KIDgEO00RQAQHWFN0bBaqiQIjSmDEqbNtOFZImsaIomdghjuJOpzNn5gaDAWWiXC6kadput4MgEEKwNMmOH1VVGRWj0chxHMNQDF2HAsZRLKVkjCdJwtOEcZblCAAAwjBMkgQh3G63Pc/DGPu+b9qF/f19opuXLl1652eve94oCEfXrl1t1Kvb29sbGxsLCwuVUpkz6XkexAgRjAiOosgPAyZ4rVF/9tlnT58+vbm5ubO32+q0gyROGWWcQ4wbc80ojkbusNfrJUmSDSzSJEzTFAjOhUgSPU1T3TKzNjV7qf/YaC6HabRj+ll2fh4HTj5p1HoE6DSN9pJSHo7b4WP3OoCgODQyATAGr0M4syqBgkMgkZRScCAFhoggLBEc745kptjJymIgMQKIVBpNKWWcxJE/xBjbtg0TpEFFUSx3GOgG1gmBnPeH8Wtv/Ox7P/jx6urq6eXmr//qf2NZ1re+9c3/43//P0ulwoUL56u18qVLF+bm54RgQRD0Ol0ogYaJrWtxmsRxXC6XJABpmm5s3G21tizbKZfq1Ua92agyDoIgSChHENE0ERJBCAkm8ogzRIgTNPHHKC9/LbvleNeXpun4hIkTJoSEgHJp5BzDT6MkTZl0iQREsap1s1KVgkEp1je23/7FO5eevvBv/u2//t3f/u88z3vv7p21e/d3d3YG7QPBuKrAKIoUABFWOAAJo3gieMtKmYzwDibl9fglCTlZ8R6NrJjIO4+lMMus34MIAigABCAhAkopoMBSYijGGccIEYkkAwJCVUgp2eFPgFDTFNcf6bpemW9yzl3Xba4+RaNIkQogmsZAsYIIcS3L+sFfvvb9v/yrWr1x5ZmLL3z22X/9z35rbf3RrTt3t7uuYphQQCYBhgASQjDxaZqNNgFEJ2clgcdIHk9a98mZN1cIAR8P9YZHzpTDVdE4DVwAiSEX458g8XjdKqWEAgIABYRAAEmFxABihAECQsKYiYTzYRQlaaoZulNyBkEEFQ2YYO7cU/NnT+882my5o//0h3+sKvj5Tz/77PMv1hrNn7z+2vXr1995553l5eUvfvGLlUqFUjoajcIwRAjZto0JnKb5ZZ1eoVDQdV3TtKxAZIzZTi5KYgiwEELVNZqyOElqtTqjIvOYLc7NbaytbayvW5YVheFr7mhlZUVTNduyAs979HBtVCwKRVlcXKzVlnw/dF1XCGFZViYdklIihI9fdk9aOsmZz9MV3GEaB0LwcUgmPL6pyy5p/x91b/pk55me9933s7z72U+f3ruBBgEQG4cLyOEQnOFopBmVI2uNbEe2rKgq+ZRUqpI/IpWonKpUKt9claTiKimynbEljSXPJomzEdxAkARAEGisvXefPvu7P1s+vKcPGg2QQ1Ukl91EdRENoLvP6fc8771c1+8q2qoCN2PAIAEC4/FZwX99hMWaxDMc0kUzRo+8eI8syg7Ltz4rsfPwru8J3AgQghoedVqfH0Z3+AB5yijq8XZu0joeAXo91cv6H0Ci8tgzeXDfOQRoLeBQZszPMUexP09qTY+0iE+e1U+23ObxtwOg6FiWgk/SPg+sgAYMgUdP8MSi+ZmSAkq11kmScOahUVmWecYQShgBKaWSpsjXBaSj0SjJ8kqlDpwLIbTRlFJGqeM4+/v7hLNcqHqjUZDQHcculfwCeOD7vm1b09PT7XYnCAIhBCHEcRzOeZZl5XJZatVutznnBcHlmH2sSG4o0lA4547rcKD1er3T6ea5tCy72x21mtX1ze3F5a5n81K1IrOsWqkMh8MwSuM41oZKg1mulpYWG82pqVYDCC+VSnkuh8Oh6/jbW9uXLl1af/igOdMI4yjPc6UUY8wos9/uVFpTqcjbe/tS6rLjAQgpMqPzfre9sqK1Eh9e+cDzvG+88Q2iovX7qwRpnqcGqVIqzYRKs5s3b164+EK1WmWpLHSzOztbF8zx6elpx7EYtaI4GYXDLGvGcaRA2NUyaNVpb+/tbi+m01sbD0q+s7nZl0kvHo2SOIzDaP78XN6cai4uXbu7m8ZxEkZxnHb297r7ndbsdKlUqlQqvU4PgB/Z5n0WKOVzPn5kQH+kLSyc6QCKUrQdTilVSgFhY/EDEkq57ThF/2b0E7s+cnB6oPmc76roQA0+QnrCoVSVyT9hjIExnucSQhi3hBAEoFar+b57++aHO9ubrVZzcW729Glxo3NjMOoDaMe1a81GV/YZo3NzMwi6296rlPwsT9bX1s6ePyaUbLfb9+7dGw6HruM06zXH4o7jAsEsy5BR3/c7bZ2m6dLy0rlz5/7qr3807PcrDkZRLITyHF54/yzH7XaHhBGJZq+zt7m9sbm23h+0A8fy3brnNMrluWotWFg81mw1SzWX2bg0e2IwDAkhy8vLU7WKbdvtdvuf/KPfeP+D9zf29i6dOpUkyYS3tLCwMDs7e/OTm0qpJEm63W65XA5HQ2rbeZ7V69Wl5QWisma9ZjGaJtnc3NyVK1eTJMsypZEqZQCQcW6UmZ6ZsWwWDkW5Uu63N1eOLwugIldCaa3AUIKE7O/vVafrC0vz7a2dOAu5RSzLSpIkz/NGvbG9s7OxsVatVW1GpRCbm5v9fl9mOadkMjuwuAWASirmerblICW2bTNKtJLhKE/TtKj8y+WylHI4GGTK2I7X6/U6nc4kwk2maeH7KHI7uO0sLi72em3LslKaaq0K0gQgKiWVVMKoNE2RseI0o5RESWwVAE2Tc85yadrtdrVaO3bs2P37944fP37+/Llbn95YXV2dmZ46c+bMoNePZVqr1Xbbe/1+P4oiRKzX681m80tf+tKFCxfa7fbu7q5lWRsbG4Mo7Pf7o9EojqJGo2HbdhTHSZKMN9hIJvxnKWVR7TyKcfo745b9h+j6CI7D2Q8PnA7HCZhJd0jwqb3fxECPeDiZ9oiKCRBRjVPlxlnh44VjkX0LY+UbM0YTJKgJaAIGCFJKFIIp3DjFhJ4Yo7XSYAC01qJglCN6lSoCZlrZhKNFGEqhSbVUnarVQCpQqtGY1VqHUXj9+r2r737IGD139sw//O3f5xYZDDpRmPz5v/vhYNi1OJ+eac03gpmZ2WatqoRo1moaTBzHhKBjMYujlOmoL8Nh+PDhPURqu57n+0FQcb2yXy45jg8AUulM4WfRDg5HQn9+wfRU9eDkfVEd2pxrpShjxphRFAllqMUt20M6oAwtasVF6LyUIAUaQ5Sm3Fk5/kzcj/7X//GfVUqlcqm0cvHZ588/e+nLLzqWOxxF12+uDmKx2+2PRiO0fcM4tdihugqxACfAo+x1RAStJgqx4jX/qLQ1oM1j3AtS2G3UOGONFJlmiBmVxBiKprhkjDbMoAWUK5BSccJQgYJ8HIpIQBOUWlObZaCSsK/BoMuGghhNHa/i+WXqV6jR1z+4Mj272JpZGI1GSuurb7/70Vtv2p43O7e4eOz4f/b1N4Da+4Nwe7c9GEXDKM7iMEdAzhlnjJLiLPucH9CTFfBjoL/CZTOesJBJs3eg2xwnCQAeJpEc+IWUYkXFCLp42QIAUjIuGQGNAUlQaKW0sihjhBsD1LaBWchtx3KAks5gxFyPUUI9V2oJis6tnCBGNbudJA7f+/jajdU7r7544dd+7deKW+m9e/f29vaWl5drtVqRvV58J3E6RILcsrTWhFHX4r1Bf31zw7btZrNZLpeFkmkmfL/suq4BTNKMUca5rbRpdzpgoFSqVMvl3/vd3x2ORg8ePFDabG1v//jBQ21MqzVdrdV830/CiJaCfr8PAK7rVqvVctl/KjXks15ZTx2jPDln0WA+J/v4aBv/OFSJIBYXNyO0CEjX4z3xQUrpYyBQ/ZjgkyAh47k4oUAU5E8kI/987V9xUB+KTjbGKPVo+3SkezmY1uOTC+qjiYXkkCb5cdxIceZMQE2f3SMd/djfSmf4ZAWszdHHWFyoj7ygT8xZJk3s4YjUzyHoFIrNCeZnnK94IIt9ZIWAsdydHvJHjNd9h++8CDCusAH1F3jMWgNAmqaMAaLqdrvIPEagWa9p1FmaFG4rUKbw+w1Hw8DC4rxK0kwrTQnMzMwMo5AynefZ8ePHHzx40G63syxL0yTLMkJIp9M9ceJEGIaEkCiKGo3GcDicn5+PoiiKosXFxXa7XXi6wjAkhBZAwgmwsdfrSUNnZ+cRMc/zY3Pzv/Ebf//u6urDvdV33v3gtS+/NDdTPXHsWGd3Vwhx5+6D/jBMcsEsVwiVSfHg4drmzu4zJ89+7Rd+8eHDjampKS3VYDioVIK5ubl7GxvPzCzYjsM1y7KMU5sx5rgeyyUiUsa7vZ5WqcjyVrPVG6nr16/9k3/8jy+/dfnlixcDDjodfOsXvv5//1//e5oOGlNLjFkiiZAjpQwRm81mWZNypVwulx3H3t3dvn37U2b5r375pJJYqVS0ltu7O0SgyrnlOfVKZXtz48MrcmN9r1F+pl6t7EadNE0cxxEi39zcfO+9D54n7qlTJy2L37z5ydTUdBzHlWo5CALGWLlcnqw1jjRRT+7S4XOT2T/L/z/5hIwTRhmhqJQCA5xzMCZLUttzEWmeZ5xZB4tB8pkKT4rFz32yFZ8YC8d7b0I0PFpLPvV7VkoxbtVqNc/zCNDhsB/Hke/NE8QoHDbqNYdb2ojFpfl/tHgO5ucNuRunSbVWtrrccaylc2dd1wmH/ampqZ2trdnZ6ZXzF+M4ppQ6jlsul7s7O3maOpwikHK5QhnXWjuOMxwOL1y44LrOD77/vRvXrleq5ZKFcZwgZbbjhlGiAPM0zUSeUxpmWX80+PTO7b2dvTAavPj8S1sbg2bjWCnIbKc63VqRKPY6Iw2ZHIRSmerenuWWsiyTUrqO88EHVwGgVqsVcXbD4TCMR3Nzc9Tid+/elVIUYSTvvvuOb7sE4Zd+/bdv3/qkZPNjS0vtnbViuyrybPXT+x99dF1JVBJzIxm3CGJuwKDknBuAXq9XstGzrV63V5lqIQFCqSGowKRZxixuDNy7fy9PEsKQGGi326VSaTAYrG1tAMDi4iJB/OC9d48tLJb8wHVdTQgDyJUEQizbsW07SRJj0HG8JEqjKKFApJSO4wRBYNtWHMdaa0JJuVwehSFw23H9Tz/9tL27jViggKnSKgiCKIryPPfcQBkoVJcEsUjUkEIqpSeAzTRNC12oZVmcYvFbGO94WK/XL1XqUsq7d+8uztSzLLUddvv27WvXrk21mkEQ7O7uxGE8N7dgNOR5XkiKZmdnZ2dn6/X61NTU2tra1tZWq9XqdDrb29uhyECbAvZDGSvonXEciyzPsowdvByMIXmuCkdivV63uAvUIoQYpQwAoeQ/yq4PcWySOwCNodFaG0QeeLaWMcOqBqYMBU302L8HSgPnXIEpXsaMMArUaG3AEAMENTGKaeCUU0q0EpyxnqLAfUYdEAZtDZTkKAQA0UBAgwGu6ZEHNT5HDih7xpiEgmZEMqI51YwJrYFSY3RR99vIlVFSy0kcDClY1YeEMwSJ5BZnYFsa0AiQ2ucxEEEsYww1lNVrHNASKk3jy2u72Y07IovKnu1Y9Nypk7/0y79R9r2dnc0PV2//6V//Rfvh5mzjna9/7asvXnzx2PHzhJkkike7e0QqsIy0lNZKGcENjHr9ve17GiBXyrLtcrU6MzNzbOG043j7+/vaECEV0QDIDDBKCDIuhZJS5JgxxiijxhgpZDHLHNcQSkkpA2ohjus6cwAN1ONnTyMpLNQekYoRGljOYHdfhrHJBaeE2zzWAiy0RQYAGrVhoAkBbnPPjaXU1AI36DE20OT2D64OOz9Mw2G95H3l4vMXn3/u6795qVIr31xdvfbJjfevfLDWF67rGkIosy3XG4xi7rhhJpjlBEFZGhiOwioBgtQLXCm0EYIyVEpYNpM6pwQzmeUsBABEhsAAKCoKhmvDpeFgKCIFQ4I81kQDAQNSg6IIVEsUCaUqJyrDPEMNhj/2amHksY2OBmNitAgQKahBi1OAjBJvqhXmwp6aNg6n4TGMM5VnW2F89/L1f/Nvv3dsYea1F1/4ja9eqtcqo153d2v78s7m9vZ2t921HNvlWZbGwCVYXEjNvJJWWiZDjgqBIBaGR9RagjFoCI4TvJFxR2tI0gQ0UGkoI8boohI0tLj0iRmHOlBCqDFGCam0sTmhGiigQ1iSS865HieWT/RpE9wIMoMUrWLPR7QgxnCis2gU+K7WRAhpWx59lD/PAbmikElJa75X0YvTp7TW791Y3b19rdqoP/fc819546zv+1c/vPLBx7f/5be/06iWzp199suvXDx3+kSSJMPhMMsEEQZRW5qWuPf2W29funRp6976ysoKECozk6i8FNSyVNllXxgQRpsCe+uw3GUxh9lTJ1JOHMd76Y03BoPBfrt7//7DqzdvEUL29zvPnTkxMzMzNzcXlIN8NLi7sWbb9srKCjWmUqn0er1UYRE3OsGrEiTKKEQkDIUQUkrbcgvZ+WQ4NRY1HMgR8BDd5bA6dMz61xoAOKVaG0RkjBOtjNF83G8XfbjBYsGGBCg54jqb7IQPXHWIE3FI0UQpZbQ2SpU5l5REuUpkTiiToJHRgwHcWBOBBxBYAMhhsVhBLgAAIABJREFUvMlRB7iQ8VfURApxsHgkR5aBAIDcUEq01lpIRGSUaq0IGVOLCh8jKZ6c4tMSzLQkjBoDUkqpFRICSIpVphoHzmmkjwJgxrmXT9yLjvaQyB4JwAlj9Gg86VOWlThRko+PfQvYJMZjvEFVwClHRKOMMURqqVFNUGRKKUrJE7pKc/DBcWMMYI70lsWlhYDFzX7SPRfbZ6WUBeMWCACoAQooc2lbFhI0WhODBElmVMGD1VoDEEqP3ugN4GOYIoMANE3zJMm0ktVaEEVJtrU7MzPT60fHV45ZntTrO9qAMXmx0gGQUmGRj2S5ju06p8+dXV/f1BQps3Z2d3f32yefPX3jvfeDKd+3XJswlEAAPcc/c+bc7t5eGMWu59m+5wT+zML8tWvXeJKcOXcujuOdnZ1+v9/v9Qa9PiM0zjJDiJASNPFcW+a55zlZksQiffaFcy+8+tKf/etv37p9c+Pethim7bJ369anaZ6lCsNcJxLRFl6pOktgdnkhiqJaM/jxX3/3woXnOOR+KfAtkowi4gcznFx560067XPqj3wuw9wRjkjN7Mrxvd2Njc6eFBGxUkVwGI2mZ06s3l3//d//L3/8o7+6+v4VC3C+ubDTjbzWs6PujrG9mTnideI8G1q2X0ONwjQas5KWR8pRRs3PHEMVpFHKWZiLtNfbdJxTreZzq7c/DKrRRr8vKu6Hlz++c3vruS9dnJmubnbnS4r26ACyVCXk7FL9veWXdkVALSfe27vw/MW19bUkE3vdSIBTq06jQAs5oiZgAIASolEZrRm3tRaOY2dZSghSYgOgNAYJMlY4i5EzVmCECBrGxtN5rU0R81OEoOZ5bnMbABzHyW1PCOFYFJnQZDQIH9QVtX1L5D1KuchDArHHFdUmR0ClhTGF1NwYlEIVQw3KNIAsXh1SSsYogNFaUFrEPElGLUQqwWgEXpy0BoASaTQxusC5O/aUTsN8f4/6FuFcWVO8Pn9zL+eNNBfEDPvLrfK1rWdWox8RZ7g4GM5L2tV8r2N5bPp46YPf/NWzQSmLR9vWfP1PvvPdamuu2hs8XF11tJgpOS4oSvnOKI2M9dPvf/9br3+FodUfZqWgFLTm//N/+k8//ujqx59+eG/jU5tzT8N2p9uaWaw2plY3b0faS3MVKlGuVLJhz+ew0KgMgtrDhxtOvTVU8vnnnwPP4RriQT/uD+bm53b381TT/rC3ONM4/dz5W1fetUnGGLu5erfRaADSqDsww+FgMKjXq+VKUK2W/8//45+LPP3yy69YRu6tPex3BqWgNLX0YTnw8yT33JrNeoE7lYzkoN+7cuVqHCfAHMumg0xTSlybR91Os17mKt/fvNuqler1SrvdzkW63R/4fsBdV2ujcmkzd9iLtSB372596fyFXW+YjmIRjgqrSJ6m77/z9sqJY1qIhZnpuZmpkut6Nqm0ZlOhev2BUlJLLRRath9G22ZXglFoUgParZcYY82l6SiMd4aDUAi3Wuae7ZJMxP2H7c2wP8j6/fbOzs7OTjyI0lgkqdSGWrafCamU2tzcFCKLRpGWQso0F6njOINhGDhVgwoRLcuRSholKBIlJKNUJDmznUZ9am+/lyTt02cvrG9sjnr75ZIfDuL7d26fPH4qT5MsFtub98qVamcw7Pb6luuem58vUhY8zwuHo3t37pZKpePHj6+trW2srVMkDSqCWrndGZRtlqeJUCYXSmolZA4qk0qQLKoQoghppyqo1Kam52ZrrSzKNte3SZJhWWqii439fwK7vjxNLdvVCnq9npTSsqxcK6KRUCSFJY+gLFhQWiOYQkdVHC0TRnWx2VNGG2XGPNBx8i9BHE82H6VpFfHX8PRwrceUA6Af8T+01qCNIQcY8c8bfT2VsXHEXjURXBlEsKjNPO4w3aihFiIJQauP79y5cuNjzlijVqm1pl66+GrjjZJNaJ5GP33n3Z0//06chvVy5eKFC6eXjjGXCCrSLBNZakABUs4sDYZSLrXu7Xf29/Y+fOcGIFk+dnxqqlVvNjUgIVRpVFormYHWjBoEpoSSuSQFxZbRwo9BCFLCbNeGXBRgvkJooY0xSA76G1pgKbTRxSNWqkC068fJyxqMKRiVAFBUw4WmdzLD01q7nud7joXzJkvef//KO5d/9od/9Ee2bS2vHF85eeLr3/im02plWTYY9G7deXj/wVrJ9YXMy5xpI7NhhzBedy3UKLSI0kSJnBkApBqpNGCQaEIMEK3cMTEFCAAaIAgIRGsjkahC+kQMFgSNMeZivOUlByFcB5GJX8wMOakdDyP1ldaGIHU4sagbOF4l8EqOyNPv/PCHf/iv/rjsuV+79NqlS5e+dumS0mqvvXv79u1Br5sySPod5pds2wu7e4RZrsVBIxKC405sXIzqYouNhBBitEBySG5XoFjGMR9mXA0/+c3jo0XEZynInw48NEcXI1jEHjxtdzTJkyje6ivP8DxKs3yn3d3a/1kuxNRUY+H4ifNfei5PotFw8Jdv/vhP/u2/qZQri4uL09PTrVbLcx0hxGjY59wihC4sLEZRrClN07Q4OTKEERqGwCjxXEdKmWdplmW+7xsoqBtSyrzf783OTi8vL58+fYpz3u32Nh+urq2v37p9izFeLpeKNyElY9SyLM/zy61ZSjmizHMwxrCiNzNgtCaUcMoYoQYMoJFSGjCccQCQSoyluQf//Xw19aMp1SOC6zjN3MDnkEWOUK+ObOkn6aZjkwwSZpAWsTeUUjBq4vvVTztAx5s99fheaLzjm3zRI76+ycqPIBLGCCEUSWGYRIBi5EShiI581HeMJ/pGU0qplFAErhxG3cBj3u8vKjnRxhyC7RjzaJs66ZafhKo8Rbcycd4WpwZBfSAxn1A1D/eTE6/U50cmHOnGxkcv4AREXITbjC+MQ8K2iY4GEY6kcYwZnuPe/Qt+aVPQ5/JcZVlGKU3FqN+3TFAKw5BT5nluno9F17ZtE4IqF7ZtE0pHUTQcDuM4mQjwmlNTo9Ho5s2bjLHhcBhF0eQZGAwG3OKO4zBuMcbCMEzT1PO8Wq2mlBoMBoVeS0ophKhUKg8ePHBdVygTx/GXvvTcR9evA0KappxSpdWDBw84ZZfe+Nozp068/87l82dP9zq7BiDPhFAwGsWxMGjlw2Hc3gofPHg4N7vwkx//7JVXXjEGXNcbhqNqtZpnuePaoyQqomLKlYAwDpArJRilW1tbUTgIw1Cr7LnTp3/y06uMs2OluusN37r8rmV7tXpDRMnM3GwSxkvLS5ff/1n57Ikvv/rCsLenZWa7QX3uhJGSEhxFI89z6jWXMUYJ2rY1Gg22t9v37t49vrRcrEB73f3+YKC02dzeOnmsPrcw05xuppgkKori5NjsNKG0P+q/8cbXd9vtKx985PqVer3uuH6n/16cRGVVUUoJIbRWnNPD6irGGKVYKJGL4chhweTEd/pYKgxBgiilRgKUMEKJMTDe1aGhlBFKbJtYFrcs7vs+53Rt/eH09IwQgyKTtN1uZ3nGHVsjaEQquSriYpEYDaC1VmPo+uGUlyOOpoIAf0T8dWSHSQhJktRldJRE2hjX9eqt1u5ofTDsE4Tdvd3+9vZXv3LR70SO5YBlG0oNGGnU0rGF7/7FTxqV0rH5mfW1D1qz88dXnlk5eZI7pX5/oJRqNpuR5JQSpZTFKQDYtrW7u62UrNdrrsNOnnwmTTKtoVKpraycAKVnLWzNzpWqrc3dkchyRFvJPPB9SohrW57rIpg8z8+fPz8YDk+cPtXtdt++fJnkihjCGQsq5TTLHN9bqpSSLL390Ue3V+9orQshtO04w3BUrKRqteni6ers729vb1fLJc5Yo1bv7nWSJBkNR9/5kz956cUXzpw87nvOwsKC77rHT5z419/+005/ZLtBpmAYhZZfM6CTNEOA4XD07Cnn2LHjjm1lWdLv96XKuesWsenFLURI5TjOO++8+9pXX5+bnrl29aPCb9xsNj/8+MPRaPT666+393cJY5wQxtjGxka/3y+VyoVBY/PuHUC6sLBQKCEZY3kmXNd1bK45N0ZLIYtoR0qpyiUnlNhOp9vtdjr9Tmd/Z7fdbsdxLKXM87zb7RZ44aLOzLIsjg0YnafScV3OaYG6SZIEER3HSZKMcVYsRYv/AYRarUYIqVarvWG0vb25tLR4784no2GfIti2PYHkLy0tMW6lWVZs7yliGIbFtdfv9ymlruumaUopPX369OrqqoqFFLrogBhlo+EgSeI8zdI0TdKUAXBu9fthlKeVRn1lZWWqOZVEyaA/bO/vR3FSMubJgd1/vF2f5ThKSG6NyXie52mjOFJWuHzRAEEKoI0moLXRIJVBSpBMtGcHfAoQRhODlFJCCaO0OHQoodIgAB1LmwoMYbFDBPz8Aosg0YdpogXvmuAhOdxY3vZzJECPc7oneIPiRMqNMmiQITIOCpVGp9RCo31QoLWQeTeMtlfvV7xg1G6H+73pVuP4qWcufeObc4vz+zvbP/jOn/+Lf/HHjanqS19+4cKFC63ZpcJvkIs8jEZZmhJCuMU9x02V3tzatBi9c+umHwTVWqPZmqrX644X2DYlhCElUUbyPM/zHIyhhCBQApRShljYGzUiOXjqiDnAEmowB3N4AAQtFS2WulpJKbVWE80GAjUGOGPk0GT6MA96InWjnMbhwBBSL5eoUdFoaHs+5Wx9u335g2upyDXmMzMzr7126Vd/6ZtI6Tvvvbe7295td+I08W2PKpHEXepNG61VrqXWjFBNqDFEagTgGokBY6QNxGhTyJ80jO90BqgcEysBQTqH8ZaIBAwaA9oUpiUKqBG+QNdX1FdGT0YGEwSZMUYaLUEj0RoBHMZIxaG1xvxsHsfDfu9H167/5ZUPwmRw7uzZr371tW9+4xd+5Ze/pYy+fuOTKx99vL+3zbnt+gFHJpBpfVAPUlLYiLTRY9ym1q7RSIkxWhttxuSaorylYAAIGnOgFgMNMM73KwrVSXrgz3U3ITzqRp5kihRu2yfdYkKIw5/N8QJkrpHQmJ0nlBPOomi0vr3/zpWrFsXZ6dYzJ05d+Hu/2m63r1658uZP3zZaLy7Of/nlV1595eWbn64S5GEYIaLlETBGCem6rpay3+0orfZ3TZ5lnHNOkXNqWVYcR3ES+V5QKvnGaELRgCLUzM3Nzs7OzExVFhYWbty4gYg7Ozu3b9+O47jT7V68eDHL8zCKHmzt5Hnu+/6JEyeazSaldDQa5bkSQoImtmURQtJcEUINpUoppeSENzAp+iWYI2EAj+x5E4L/42npxdM5xnuYo2j1I8a8x5wtjyMoD0NBCCFKIwGglHBDNQHUSMCogyXiBBV7ROF59GeqD5vE8KmBBwhADBBCCCeMjPVaaMzYgEEZRVJwKseSRWMMHZ/Hh+MlHmFCcbLLg6ck1n/emzr01/EJByY8OS58skvSh21OB+HsB0+GLoIcyOO4ncP06fGi8jNyEZ8wIY+V14dUuEXOaPEc6qOR1gcCfjyIZUdCcAJ0+YJd33gfq4WSWruIaNtMC5mLvN/t+b5PCGHUMpYyRmlj0jjVQuR5zm0bEQfD4Sef3JyabgVBCZA4vlcqlUajEYyiSq3W7XbDMMzzvMJokiSYZ7ZtU6WllLdv315bW1taWjp+/HgBaVheXs6yrNvtOo7TaDSuXr0ajsI0y4u/bIzxPI9zzpBwxpMkCYVMkuTUs2eyPPnuD37463//l+/fu1cAHhjJQGV5FOfalMpeFMtao3Xy9NmdnfaVDz48ffp0mqb3798/c+ZMHMfRfrS4uNRqtRj3wjgrlXyt9enTpy2m9nY30iRtNiub2/2/fvMd26555RWlrTCSu7vrH13/5OTy8Tv37oOCs+fOBt91Hjy4T19/8bd+67f+9Nv/6vJbPz37gn759W8FgZtryVHKPNNS9jvd+3fulEuVJMn73W6n3Qk8NjczG466eS6e+9Lzp0+cX5x9Zn5+uR+NpKU39zakVGmaxVn6yc2bXsXMzS2Vqq2Nze0kScrlarVSoZRQylzXLVdKrusqJcbjPNQggDFSVMaIphDNFhKGYmpTMCQKR3TxrxhjhEBx2zHGWA4lBMEgY1QqShlxHMtxbME1IqGUBIFXKvt7e7uX3/6pkqYgZAghih8ZY4wxprVBzBDIQf4IaoN4IOksyuvJCPKImXDyipjQXI5cwkEpGOxvn3r22UtvfPXd9z8YRWEUDgmazv6uZVuVZlMAWsgsxiXhGtEQ9CtuLuNTJxdmL57JB/ufvv9eGueZMp1uf26x0Wy2tNaDwQCNAaXAGIKopFw5sTQ717p3j+y1t23OcxFRSuu1xtrDTZGbB/fut55dTqNYyM6tT+4aBUC469j90cgP7FiLLA7r1cB2ne98/3uVudaZC+cL3T4xhjFGCS1SygpdYhgm3XRve2fbGBMEvpSSMKqUkVJ6pTKllDJwXXvt4RZDkiXJ7du3e90uAjiOk5gkjYeNii+zZGF25tan3VKlfPmdd2/fue+Xq7kyw1GUazBJQiimacoYyTLRmp5JkpQx2uv3sixbXFwETtI0G9P4CQWATz755Fu/8iunT5++t3pHSBkEQalRf++99yin8/PzUopjx45tPHyotb75yU3UihAihOSUx3EMAI1GYzAY7O7uer5dGBGLliyVSmvQWuZJLrNcCY0G4jDa2t5J0iSO4163NxgM8jwvkkJs2+73+zMzM0EQcM4LmKdt2539ts2YbdvdcKi1dl0/sB0l1TOnn223Ow/X1rSRxHERUEoJxuzv71PC61OtUqnU6/XKler09HR7b4cilOv1YghVrlZyIQBJrVarVEGKvNPvp2maJEmtVitqA8uyCCErKytCiO3t7dzEcZIcDIvloN8bDnpRFKVJHI1ChzM0DClrTc+ePn+23mxubW33d7vhaBSGKbUc4I7S+m9b4Pl36etDQgyAZVnVSnV3d5fXmwRcShwhZZ7nymjXdcczZwLFvR+RHa6lD+7YhVINKRJKGWigpvBnHbbKkM+hrn3u/f3/j9ffPFUmNC65KAKnRd2tkBqpDUAuci2lY3FmewTZQr052O9mArxaA7j3wbUbb773bqVaXjl27KVXX3/t0tdvf3r9r3701p/+u+8tLM5dunRpeXlxZma6UZ/KxsOCNIpCzwlElrm2VSkFSut+d6/b3bVs27KsSrU6MzMTlHy/NG9bLIlJngujlDZKazDaUMIQx6lgExwcFmc8AgKqg/gEOJrfCocCyorfI+fs8KRwUroV1dtEleS4LjEmU7I3CpMw0oBJkjhBZWZhOU6y1pS9u9v+f/7wD29cu/Y7v/M7v/D6a67jb2xs3LhxY2Nrc3d3z2RZbFzuWJQwUswelRJC5HlOGBcGBUEOLoytaMVWWBkQgHpscCFgQFPpEoMaxlmAYAgA0Qa1QQCikRilC4fbk3vjn+uDQnZwW6JIGDWGGDAEGGU0jCObMadSmarWaiITaRb1tje2Nv/gf/5npZL78gsvnjx58qtvvPGNN95YvXv/8rvvb23vpkPFg2phfdZa50p5flDwGg4y3UGDJuNdnx4rtgwpVhIGAA01Ro3/WKmiAySARmulUalizf43SLueeAUf8yl9Rm05YawVnyqXcpTlgNQtVdNcjqLYtkuLJ5rzy8sP7t9d3929u7Z++e33nz196o1v/r1f/61/sLp6++r77/7gL9/c3NwMglK13igH/v7+fi4z27OLLZPWWikJAFE4yrIMEY1WSZZwTh3HKZVKSqk4jhGN41i27fT7TGmR53kRUzYcDi9evHju3Llnn332nXfeWV1dDcPQdd35+fnp+YV6rQIA1699VNgVlpeXXScoUGlhOBRCWG65UE0XM2l1EFB+CEQw9hmbI8EAY7CqgSfQipPCvui0CSHjXRzikV7riH3usC/uCOtfj+Pn4dDiSxfKUDKuqJ7aET0lL+FAdvHYJvDwjIAetEAEx5MgSkjRujBywPEzGgAYYLF/N8XIwDya+jNK1KOl4mPknC/e+B2h7/wtUmGO7BwIeQpG68gG4wsiZJ4My35kDjSHUrMBCSEHy8yn5Fj8jW5ptuPYtm0UFuNt3/cZY3hAGtBac849z1ZCZlk2Go1AKq3HzF8ktECVNBrNURL3ewPPL83Mzncfrtu2TQgpmJzlrOoH5cFoWCqXtRGAeO7cuXfffXc4HL766quj0SgMwyJnrEi+sizL8zzXc5ntDIZDznk2HLbbbUqpzIWQghAitO4MeoTRl1555d133hpGcbXR3NzcRDAW4xbTRhhmWY5jSynTNFNK+6Xyzl57ena2VCpRzpUxQIhl2Y7tOY7juAHlTpoIy2I3b34y7O/1e3sI2bd+6Runz563rL/45NaD3c6/3G33z184+9/+N/9Vr9cjBA3CrdXbz5xeabWm9tbXOp3O0uK8H7hpmnb294zKNx7cFays8yQOs9GgR22wXba9tRWOkkqpUitXms1y4JNhv80Y29jarvq1/c7uYDDQlGqb9Ho9Dce7g6HjOUKLONW62280GpTSdrtdqdZd2wEApQTn3LIsJACqmDs8CvUhhFBKJs0eY+RgRKMpJbbNtdaUYjGhsCyOBAwwSqWU0rIYY5YxhjNbKWXbPAh8x3GFNRZPVavlZrOJiMPhIAhKlWqJEJJlmWjUtUzzPI/jWCojlbJtW0otpQSCGrLxCXkgvzqc53w4GObz8zmNMblICWPIrd4o3Ot2Lhw7MTMznYvM99wXX3qxs+YDMpFkSmpFFSBhjm1z0u5sfPmVFwKtfvz9f3/vxo3puerDta1MKMfzhsPRlfevNmcWcvQAgCBoqTKdvvnmX/7iL36tVPaDIFAyM7kZjaJud9BoTCHSq+9/ZFlWs+k5fv3t924Q6k0165VGc7/XA1SWA/VahVOyt7s7Go2GwyHnfKrRIoie53FgaZZFSTIaDfO+BoByqdSsl4Og5HleEATr6+uW62hjtIHTp09vb/cYJwSwvbsXx6FjW6N+L42TIAiSKLEsyzBy/97dqF4teDBIyHvvX1GAluuO+rECSijNlQKghBAEdBzLdmzHcdrtNuPs2LFjxhikTKn4kYtYa2PMyZPP3Lx5s7PXrlQqILTrurZtP/f8c1tbm4Tgg4f3kiQZ9PuNRmPQ7QghjNGtVsvxvHavW/iBG42GbTMwKo5GWZaFIRDKCSGUcAqoi5u6EKNRuPbwoed5Wus8yxDRtu0CLliUFsW0QgjR7/cHgwGAXl5czNNkdfWWEIJz/txzz23s7I7C0f7+/nA4UkoVnLYDPDWVRguZ9Xs9YBbnrN/vNWolzrnFqONYWqtCr0QI8X2/0Wjstfe73W4aRYWUyXVd3/ezLIuiKAzDhw8f5nmeJImRUmtTfG9JnGgNWZqJLC+kcBLBaKTcDspVjbi1tdNvd+QoTaIUSEGvRWXgbz3A4e+q61NCEMqFhCDwfvO3ftPwci9LkyTp9/uD4YABNUi1ElpqZIyyguSrtFKFA90ABSAHoiI0BIrFBKUEwBRCIDCaApFAig5xnMYGT5DUPgtOcEiZNva0TOj38Hjg7metQR7PDCiQtmN1jUZAo4waH0qEALckGO6XATEXIjOGeQ4Q5tf4/u4gyrJqUJ1pTjWJDtP44f5g78eXq65XrwSvvP6LnusCmO3d7sP1vTyNhUg9x6lWS816Y2lpweL2bGvGd1zOeW/Qs1jRXkkjZX8/6nc2AID606Wg7Lqe43iO4zi2h4BaG62E0cbAeGOnJ1InpFiskw5FSxOqCmI4Zcg5JwQn+wpCCBzCLh+mPB/uDAkhqRSEUS2lAkIsG2hWac7UCOuNRr0wlxq3Nvc442eePbu/1/mD/+kP5ufmzp07Nzc7e+HZ05cuvri/v/9w7eGdvaQXDkfxUAjBLNtGZRPFVE7RFYA2pUYaQESKY+kYAhY7QDQFiLK4yBQUoXQEigRSQGNQa9SIxhBAMgl5/JwqbeL/mTxwpRRQNqE6mmIJQIgBQ5E5jCshY2MoocTyFLGnAqc+s7C0clLl6Z0HDz76+PqPfvQT1/Ua9ebZcxe+9vIrOeU73dH+frc/HEilXEpMnhgEYoAgKZx9ICUpPIpaFe0YAgEkAATHdq3xRf1IKjPe9RlD0Hzuru/xgv5QaYmolDq4T2sD+Hmpgwd3aA2omQ2AErnhnAWcWlYkhFZk7vipuWMn4nAk4mxjP7z1x38CoBqV8tTU/NKxk0qk777/4c2btzzHmZ2bXViYbrFWEASMkDRLjBKMMWO0RZnWKovDQTi6deuWEJJS1mw2CUVu8TxPlZLGKMZQKWCcc8uq1etplmV5Doivf/WrJ0+diqJoc3Pz/StX6IdXCSELCwsrKyuWZUXD/odX9izLchzH9/1qtWrblRy4kCLP8lykBbJKG1V0c0YhIBDKDlZh4/fj3JkCQjze3hxJXplkspECsopmIlYft2eUPZnQIOEwwvgRrcdAkU5piEGgBMcvUARlDCkU9fBIV/pz9lGIh7u+p4YrjFUxgIUo0WjNGZs0gZNgvwnFBAgBAFnckwglSAQKpFQpJZXSWjNEQMylGF/I+EX7GzJ+keJE1Xy0wQb8uQgfeegoKBSe+lHc/EEgPT5qtifCzknB+lSklnlCazoWZ+LERW7GLTR+5iOeoNGKy0xrbQiYA8cgPkXc/fT7Yq1WW1xcVDIrlV2lFGPcGFBSGqPzPM3SDACCoFKtlAHMzs5Oe3e7wO2MwkgZ4welcBQzq68BciF7vZ5t2/fv3+e2HUVRa2aacz4cjpCwNE0BkVDmuA4injx58tatW2+++eaJEycQcTgcVioVSmmv1+v1emmaTk9PE2Zd/fDDIrJFa10qlSzKCBKlFOc8A7PX3T9z6uR/99//D3/27W+/+vJFQLa+tkkQS66HJrNsexTlU1PN6dZclsnz5y+sr6+/9fbbjmPXarXVu3cq1UqlXE2SNI7TWt1pzdQa2Qv+AAAgAElEQVQ++vCGEHkYjpaXF0+fOj4701hf33jh1S/PzD1z++5gMJRJSve78ZWr16em55dmplSSUM6QQrVcinz7448++rPvfCdN05LvWAz329u7nYj5zRMLM2l7YzTslWt+uRR02/v3761Hw1DmQqQZODYhyBjf3tvj05wh1hst23LQdY+vnLBtT4jUEGIIBuXG1tZWUK4xbt+7d88YsGxOjHY999Spk36pdP3GdUKRcWbbHBGVloxzy+bcYo5jp1mKgJ5X0loxxpIkpZQUeGQ46PNd16WcEo7GmDhOfd93XY8QtG03iiLfC+r1hue5LLCKCqo1NV0ulwEwjpMkSS3LmpsvEUL69RJFraSM4nh7e6e9t+84dhwnaZqFYTQaGWOMZ7tFKYxGEwRmW2McqJRGyoNLWB/6VRyDplilEwKEQJ6n1KIKMZGi2pzSCJzq2VaLaHHt2rXB7sNKpYzaoMYwTPlgmCtpuSTN+2nM+lu73c0HS/Xa2Vde+9FPfmp5FdevUKt09rmXP7z+aSokAcMpVUpQtKTK7j9YzbNYa6mUZJS99dblhw/WQMOV9z9OEhqFkesFn966Zdv2IBFrDzfy+2uWw/rD8Fu/fOmZk8fau1vdfu+FF17o9/pbm5tv/eStB/fut8o13/EL+64yJk2zOI6iOHIdzhgbjMKgVKo1m8NhaNl2tVarVCr9QSpEtrW1paT0HTeJw431da205wZj7K3Pb9/4yL1wAVV2YmXlypUPhklObbfdCxOhgNkGCAWlpXJcN0uTlWPHgiCg3Dp+4oSS+d7eDiXkwcZ6saOzbdtIJWVSrVYZYzs7OyoXCGA7zsmTJ0+cOLG2tsYYHQwG5XKZGDPq9zudTtn3ikFDs9ms1utA6X6np7W2bTuKhrbFOOfFxs+mhls25YAGqCHUYDyKBr2+zCV4hbYFCyhLsWSTUpbLZQDodruIWHzdCxfOEYS3f/azZqMxOzvd6/Xu37/fHY5m55c2NzfjOC3qliiKlVRxHFJAINSybG6x+tRUkssHD9Ydi1QqFde2Rv1uFA1LvkcIqdZqlu10Op27d++mSWxRWvSuBbETEX3ft2373r177XbbGOMQIaQEYxgSAkYqCVoboyggo5YGkEoTTsM4uX37DhKDUothHIep7fppJowxSK3/ZBSelHMpFLPY5ub2H/3hH3m12UqreeHChV/+5i9xznd2dgaj4Y0bN0ajUZKlWpDxC5fSIm8MCENCTLH6Q4KEGDAatI0EzJhmjockZ0XLRwwxOD4RnurrG0+PlDrcrpCDwugx8B5+kaHsY8MnxlgRI04NZYQBKmWk1mOgNxICgFIZJMT1q8UMTCJRRBvuMOb49ZaioI2q1JqgtEyTNFdbvejOw80kSaRIA9edn5s5f+788uIcR3P37p1r12/9v9/+Tsl3Xdf92tdef+niC9VSeRgNEXUuMkS0bMYYMcZkYjAaJfv7WZYKRBIEpWZjemqqFQQlpXQURYyWAYFMsjZAF5k76rGNDTFGEQKUIuNkUsSM6faECpEdnm0XS5jDqjOlFDIihdSqUMQx5LY0FBRyt4wGQQMjxHXcPM8M95sz9TjLr1y99rO33u529o3SX/rSc6+99pXf++1fs0tummerd1avf/zx3Ru3IBmYZIgcgCJR/KAGI+Ppe8H/BIqG6smqCkzxy4wjjglMbixmLET+uULfg8bPHKnAJv+ME8rQTBxW0hBKGbMso4zWmjDmulaWjiyLOr5WScRLI8uw5swyJSSX+ns/fFNK+czJUy9cvPjlX/xaqVLudru379556/Jlg0AoJZyNV0wGKRpiDGhFAHTR7SE1AMXriKBBLCR0xap8Eglgij3M56SCHjKSPb7IeMxpYeBA2ftZLd+YfAgIlEsNo0wg48zyMq01oYCOYohaMZ8YFGW/OrO4YjEy7PcebG+Oup2XX3rht/+L33U4vX7t2sO1+9/9wfc8zz137tzLF19cWFholqsiS4bDwcHehZVKlW632+12m81mGIZ37951XTfLM0qlAS1VnmYxZazRbK5vbFi2XSqVtra3l5eXR2G4sLh47vz5Xq+nRXrv3r2bN2/evHHNsqxarTY/P99sNpvN5lBk+3s7Wmu/Nj07O2tzFkUZUMota6yUfgTLOHqgFEixJ9Ggk8ziR93UgTGHIjvSJxyJ1nyyXVGHzrqxaUcBADLKuDGKAFW0WP4WwB80WMQtPxVo+egj5imo0iPfAyN0knyIxmilgFKC43PDKG1g/MjGmZwISo8jIYoLUiPRh6Imx1Lsoj39myg8aZG7cCi+9cke78hF+xSbInnk6xv3ffjop0ApQQCtHq0pJu8nnM8vsus7UMwfPKuISikDprDCA4BWGg75morBDSVEH/FdalO0ul+86zNKVcrlpaUlkSeE6iRJpNBFeLHMc5nnURQVo+7W9Ey1Wq3Vm9VysLe3NxiGU1M+Jez27dXnX3xhY3OLMl6qlOM4HkVxAfwomJxZlmkEQOKXglEYTrWmfd/vdDrD4XB6ejpN0wJ/V8D9oigqJFtBENy+fnW/1y+Vy71e/8z5c9vbu1Ot1sxUa3dnp9/vB56vEIZhnEu1vHJCAW7u7L7y6lf6gx+q/siyHCX7BMFiLIriOE7OnJne2tquNeo7ezvr6xsb21vf/OY3hRAgZJ4rrXUUheVqPc3iXGScF1BlzRjv9wedXkJYQKhPeKBAJqnp9qNSMHXv4Vp/b6dSKperlenp1rC32+l23nvvvZlWfX5+rt6sr91ftbx6LbD/69/7nX/+v/0vrsMtRrWSRhOKlBHqOJ6SajjoR/Gg0+nt7O03ypU47AeBm2TpbOPEiy9c3N7ZLgfVLBe0Tgy1y7UpL6gqvbO1taWUmmrNRPHI992VlZMKkHGqUVs2t2ybUFDGIQQs2yKEuJ5DGDHG+IFfZKAXe8CgVCoE2EVAtu/7jmfbnkUIGQ6HruuXy+UgKLmuG4Zh4Jenp6c9zyMuK4YO5XK5mF9xbk1PT5dKlaJVqNXqJd8tboL1enNvai8IgjAMh8NRt9vrdDpSSodZSZIUTEWllO/7BVFGCFEYBDhleMDLtW37cEYoY6y4eXkuESKvtaZSZTKlTp16pjVVt6lZvfVpEkcSyCAWIs85tTw7mJ6eO3WaI0vrDS+J2i7XLtFcSWP55cbss7XZSr1pwPJ932a8NxipPEOjGbV8z6nVy4g6TZMsS13Hcuzgw/c/eHD/wezMws7O3vzclFRQb06/9e41zgM5Cl3bDhwrTpN61Xn55Rc4w2F/nzK2N+gvnjpx5cqV5YXlWrly4vhxz/FHceT6ntpvh1EspRqOokG/U/ZdRDKKwhdffPHy2297XjA3P7+7t59mSa+7f/vWp7WS7zrWqC/yJG02m3meISLliCo/tjTvOPzEyoqQ+srVGwoopVav2zPUSlVeqdSTeJikCbetNMuXlo/7folza7/TbTZqMzOz6+vrWZ7bts05jw+U6lLKwWBw5syZsh/09rsb99d2d3dt225MNXq93urqbUAts2xzc3NmaqqIZVpcXC6Xy81Wa+Xkye//4C+jKLJtexSOMPALjXGeCaBglFaCiVQYocAAJTQMw6BULrYZ9Xo9DkdJkkxsI5ZlCSE6nY7jOJTSlZWVbre7s73lOE7gu0Xq72Aw4pYNCAVzVUhZ5PilJknTlBgo16rFLolzZrnuzOxUt9s9+cxKs15TeUqIWV5cQEJ29nbbDx5GaTochY5t/X/UvVmQXFd65/ed9e65Z9ZehbWwc0WT3c2meqM4UntEbZbGoRlFWA49+skO+0G2580O+81hR8geO+SRpbE0skYtyQproSixe9jd7OYCEgABYi1UofYlK7e7n80PJ6tQANGtVsRMhIVggEBWRSHvzXvPPd/3/f+/v+/7URRprbe3t8uydF3XglX39/cdx1FKUYykMg53oqjSqFWTJOMUM0QwBeO6WuuiFABYG0CAgsDPBoPBsC9z6XgBIVQb0ID+wVR99laUBmz2jo7jYZHdvn37m9/85pmzZ19++eXJycmTb7wxGAw2tjY3t7biOO4PR4MkllK6nu84oA0pROH6oQGjRMkdNy8Kj4CUpcN4KsqgGg3i2PFcWSoAgzEjgAyAfvwsSSkfxYlaZ4ssLdSYECKEAEYwxsoG4GpkcTP6cda1lUMc0rQppQqMlBKEiKJISUkpVYelo82DMEARAUwOcI9Ya20AI4NUqQw2DDM7QQPKRF6kpQzrkQIlwCCksOMRohFjNcerGpVn6WjQu3l3+eNrnziMPHPh3Je//KUXXnxZKfneu9958803//v/9r97+dVX//k//6+CSpRlcZwMiiLP84JSQghyqz7GCGGCsVZKJWk/L+LNrYezs3PHjh1r+ZHWXpKmZZljTCmlBhEMSIOmGAOgspBCCB5ix2VaKYvNVUpROh6RCyEoYZyxw9720Xr7qP1aa0MIoRwxQrXWpZLSaO54IBWl3EijlIpLAGDEDZOiVBIIBu5G03MVpdTy2uat3/m93/qt33rlKz/x7PPPPPPMpZcu/nIxzN5953ur65vbw6GWlkWcIoSUVKAJczyEiNIAgI05SGREpCwz7jFj6REYEU6KohBWyOS6vWTEOCP4Ub7IUzfZ4xcti0/qw5rHGEMZK43EgIgBrTQeyywNKNCWzYKJMVAUUiOOCVdlzpwA8yiVI7/alEKUZdmZmk/z7ObNT9///vcq1cqFixcvXrz48udf+sLnntvv9979/vfv3ruHwVHScLdqtALQWqkwCAshs7xEGDHuSKW11oANJhghVApt+7tKSAAglNpZE8aYkXEw6BNxKY8OGRFKqSgKQhAApFlGCGk2mxhjA9huen9E1WdvojJNtnb2XnjhBdfzhYbywM+PQBlpPxzGXA5gJICW2g2iueOn8nbnj/7kz979wXudZv355579+us//fIXvnD79u3rVz/6/g/eq1QqFy+c+9IrX1xYmNNaiqIYDvuUkiEZtVsdzjnBVMjS+gcIIVEUcc5XV1cn29ODwcCuD0mSeJ4HAGEYjkajer1eluXc9JRVdXLOr169+vDhw6WlpVarNT8/32q15ubmgiAYjAZlmU9NTU1NTdi+o40DOhz/amUwxmQsjxnrCWzf6rAwo8w9uKgOaz8LVICDQIcnhZRKiUPn2GGg9xPUWVvqa23bYQYDllqNp4taI7Cf1zjqHIExoADIE/KqJ4ZXYAwgDI9HAtqNlw1ZYoxZJocd6I0dRFIZZDjjWil78EIISilG6PARjsdOXGMTwwkghAliY9GsBXlZG+phswEh9NTmwtHIhyeEHofPAtuQsv/W0dr18FieQIMejS87GjgxTkY5MtCzvx/GTB9QPclnWRSPv7eD6MaDc3tovrLRR8YYOzI9CPkAq4k9eDPjE6K1tj0crbXUWgFgxrQFVdvGD3wGX8OYsBMe1+0PuxhjRjAGVK/Woija3t5WSlUqFe7wRqsZBEFeFh47Vas3r1+/zlyHUk4I6ff7U9MzrU673x8MRnG73Z6bm9MAruv6vp/neVCpRFGkwXDOtdaLi2c++fAD3/fLsqzX6zs7O91u1w7Sfd+3hUS327UDPWNMUeQrKytRpZrnuZ0P2N81BiB4fzCYm5k+debM22/+9aVLz547f/7jj66VZQlGJ3GmPJcD/du33pyempg/NifKYnp6end3BxD6+OOPL1++TJVaWlr2PF8phTGSsux0WoBgZmZm0O9iRADwxvpWEERZVjSCgOCsKMXk5PTUzGTozO9t1DbW106fPt1odV599dVv/sEf37l/j+CT88eOMbeyeOrUg7Wdskhf+YnP//ncZClylGnXdUejfHp6utVqU0o5x1Kkg8HAGDQ7OwtI73e3Vx3y6qs/GTbb/VE6OzO3u7kqlcAYE+YJGQPGjUaz1+s1m02M0auvfKnSbN9ffjA/f4wxJrTyfR+QjqIoy1Lf9znn3GGVSsXep4Qge7ZtjyAIPCEEpbhe72xvb09OdoAiwkkYhoBRuz1RrVYd7nqeV6lWESL1ZoMxRlwKAFlaEMwwxQgRQhghzC6kRVFg5AMmrucBwDR3KXdd120b0+12K7W6QUhK2a43tre3bZTZ7u5uo9W0+BBUYKkVY8zlPE8Tx2VJkhCKylIwTpQWqhSOG2itSyFareb29u5wlARhhVB+48aN6VY9k3l3ewOBuXN76fnnX2Suw4WjcjMcxpMTE1m5K8t4aqHVvbUSBP7i4qJXadQanUqlurGxtbAwU61W5+fn3CDZ3BneX17XILRU9XotiqI4HgShFwWh0aZSqUhphsOh1lopHVXrH175CDAZJilnHDgDg6Moeri6MTc7d/Xa+41mBTN66dKlarVKOZufnfv26K+tFND3fISQFwQdzLvdbhgGg/08y/K8LGq4NhwOz5w5N4hHnYnJbrerNNJaT05OMqPj0WjQ2/c9VxZlWZaANMYsSYZRFDmOU6s3f/u3fxswuNzvDhMNyBhwuJflOSHE8wKllNJw5swZ1/PSNG00Gv3BoNfbk2VZiSplWbiuO7QbF0LKsrx9+87m3u6Lzz1//eNr6SCWGEVR1J5oK6Wazeb0zOT33nkniqI8z5PhgHMupbhz586Nm5/evn+PcffChQsA4Druzs5OrRpFUbS1uV6tV5M4QwQTjGu1+ubODmOsVmvs7O4CgB9EyWhksZkHFzDRWls3HWPM0qGUEtVKNRkNt3d2RJlbkyRjLAqjQijH8QbDUVHkCMAqumVRSinjPEaEZHkyPbvQ6/eU63a73TQeRb47MdHilKxvbmxsbCht8jyvVCph4DOMtdZpmpZlaVWm1Wq13+9XKhXLuRVp3/M8jHGj0Qx8f2V5Oc9SjAEhihAqisJ1aSH1cDicOz7jObS7ERslETJB4AP8+wqn/feZ12cpH4QQSiilQaNRqzWkkltbO3/0R3+sQBNCqtVas91qNBr1RnNmfr5SrQJCOzs7Ozt73f19ilCZjlzXZ5TKIo1cTw2HjCE/YEaAUhIjo6TEGFHEsAEllQY11vUd8RQdNdMfLUXGgDvzY5m1noCkGTD4CNbiKFnx8LlOHgVZYAzjJEGjARkNyCCMDUEGYWOQMsggrAArBAoZBBgDBawNphoMRSjwK161IWUp8iwdjm4+WH+w+aeNWqXVanWq3jd+9hfIz/3izu7O//Zbv1OW2eRkZ2qqU6tEYSUMAo9zXqJciEKVJTLGZQQYstiJ+3ev3719LQzCuflzfhD4QUCIwdhgAkrKUkgpNSXcc4jrOBoypQzBxBgVhr7SdpQHhNgkgKcMSA95DI9OIEFGI9t00QYwoYQyTAkBpClFSBsWWishaIWIwFICaAFGIwPY8IrLIxPo+Oa1qx9deZ8x0qxUZ1oT81Mz043aF1/5fLfMr96+tT3olWUZ5xlgRqgywAhQrQnGHCNqEFZSew5VSGstERpbHTEx3GFSSVkWmBCMLT7RPAHleyKrTRsD1joolb2kGGPSRo1hQ4zBUmFABwx6orSBA2iQVZgK7ufaYOpqWQ5LBU6kvQgzzT2NMcVCuJ5LylGWZcsP7t69c/MP//D3Wq3WxOTEmbNnf/Ef/weU0e5+d7eb9nb3UhZjrUa9HqHUpbyUpSyU0mCxO1KqAygrSCkJxlorIYTSChDinIOCJ7xPh3NaOJJV/aOoFz9ezgseV9/2pjkcoGAFCtmv27BBsIoOZAApwjtz88dPnZRl8d7VG+9f+wS0npiceOlLrzFOjJKj4eD/+fO30nRUicKJic7s9NTCsVnXDYbDYRh6SmkptMO9LC0Yo8PBcDgYGgOjeFSKEmEkpCCEMs6KslRaKa0d16GM2pLAGtBfeuml559/Xim1vLy8t7e3tLR0+/ZtpVRzanZhfr4o8qWl+77vu67rui7nPAgCQkie58Y8ahjZSo9SKoSwlYBFLGjzGHHkcAx2OCXCn0lOPwpPeqLV8pSJ9OHPH5/1MT95POwiBmmwqmiFHiXLHWWQPCGM/2zI3hOI0XHU7AH6xI4tLZpyzNVF4wPAB5cWMmDBmBa5hAkBAKKMQUgflsoGzN/nkXhgj4RD97J5VORqACB4LK89SLmzlBlzqGIFhLCFdRljjKGPcM2PNM0GIYN/bFbnZ0q+8eeoNDpoBxwOISkh+iCKAx88wsbmyUdK0CectBghc+AIRRjIeGY8Nng9XeGplBoOhyMjsyL2PI9hkqZxrVa1pRfCuNVpz83Nnz59ptlq9fu997/3ndnZWanUw9V1IWWt0Uizgjl5GEaYsrwse71ev9+fmJqyoxtb3SGEyqKwm7a1tdUoimq1mmV925vCRpO5riultDsqzrlOUqXUaDQCQnw/ZIx1u91Wu0UpZYQqBEYqz/W3d/a+8tXX3n/vg3/xv//Lb/zU65hgpRSAqVSCbpomZc45f/jgXrNeiWamXnrpy88/9+zv/8G/3trY/OSTG69c/hwCpJTa3t6empnzPG9ra/PyC88Oh8Pp6Zkii/OsGAwGx44ddx0/jlNCWDxKb964lYy6l587Mz0zORjsxUkMhMwvnHzuhbPL929H9Sbh7n6/t76+Xq3UosAd7G1ffvnFq9c/DrknZIkIOXPunIb/13GcUiRSilIUvX5/ZnreFH3hs9s3rp5dPE9YFLjV0K+tLS0RRKQqG52Zbn/kupHSW4uLi4HrEQR5ns2EflM2ur09TAlFlHkMIeSFvjNy/SiwNV5YiQpZIgSBXyGE+L6PGTXGVOo1jLHneb7vC61aEx3uOZTTMAwpc5rNZhRVXMd1PS9JUqMhqlQJIbbPLplhjFPKAUArq2mhGFGjscKMEMK4hxDC1PHDvFqpAgLKebVet9LuRhhZ/E+WZVrrTqczHA7zPLf0V9/3ieWtIWSHKnbps+yZw4Tbwf5us15b29zMpWIEz0xOoGyk8vj4ZOf+zRtLyw9bE7PxthAD8Lzo1vU7N291X/3yhZPHZh4sXeWFfri5VnMYQe7uKDt36UXuVvZ2dnvdrue6oAfL9+95jhNnYnKic/ny5Xa7fffOLQB0586d55599vr167OzMzvbuwCIc+74VaFJKUAZlJWKYgNI7Y/2X/+pL2dFHifJyVMn9zYGhVZK61defrldbyuptjY2ldRTc7NNNrm7u5vlqhaFQqqoUuEUua7fG/QHV4elFMdPnMyyfHtnp5RqeqJTq0SfXPkgdP1KENSrNe6wUTxqNBpZnjMc5nm+sHDiX/3+7/eGcSkhL4q0EKXUgDUypbZxxlo5juM4fJgk8wtz09MTjXp9bW0ZwKRpstPrlnluYZhlltuH2tzc3MmzZ8os11rPz8+fuXTR3sthGF69+tHe3h5jzHDucsZx5Lruzs7uTrfX6nSiKCqFHaonCKNqtWqM2t/fn5mZQSXROqWUGAN7+11Kaasz0Ww13SD4+Oo1A/t5EltIpp3c2NQEKeX09LRSampqSggxHPaTNMmyjDFmtLQ8IStbqNVqUmpjjO+HnBGH00ol4oTEWaq1NkYnSVwU6fETxx7cXZayxJ6rjdnY2JBlsbG1WQqBMPF8f3pmRis52N8visJWGUopx3FGo1GlUimKIk1Tm6ellIyiKtJqZel+PBioosiSRAhRSlMKoRQppdZIyyI3xNFlXvEcZHAt9BklYMw/tKrvoHdLKWWMFaVmDvf80EdIKaW0tuvF+tburbtLaZoqLbWW7Xb7lVe+9OILLxBC0jRdW1u7v7QkpWTMAYyUzBHIMk8Rxa7DvbAep5mUWitJMGGUaIQNMk/18h0N97R7DXWQvf5jqfger/qOskat1PiJqs9u2MZbC3TgXQGkzVhSiIwGAwQZY5QxCiGwMRVWHWizqjBjgJBUWgmhsDEU0dCtV5tI6yxNelm+ubTB8n6apg6nrVbr9ddfu3j+zIdXPnjvg/eXlpaELM+cOjk5OfnKqy90Oh3Pc9I0jeNYKqm1Qlo3qtWyLNfXV5I4tx1u7nqNRrNRb9VbTZdzTB0wSCmptTYIpBTUwQaU63L8yB1OMCbmxzt7CLAx0jIJjTGEYANaG2UwaJCAMWHOYaCVlgKMAgAjhZQSjLYWHK2l47rcaGNkqeDmrVvvvP3tdrsdl2L69Mn/9L/4zzuTDa317Tv3v/fue1tbu2kmwrBRSGOAE+ZgTJCBPB8pYhCjzGGYIpEXCEEU+QbpQuaIMYPgCCYBHbUwHfWa260xgAKl7BzHcRwppJTSMIwsPfOIXcpiZw8sTRojRAlVZUkZlWU5TPLA9w0mwAkiFCFKXE0pcOm6SlWNBKW11sNhf3un+8n1b+7sbh87duzcuXNf+OJX3vjG15cfbN+8fevqteu93aEfVQil3PVsXjdoIpUUQiDMPM/HGCshtdaWFmb3lHa3e/QAj+74tdZweB4OGD8/Dj/pM4I6oNhQ0MgoZAAD0sgc4XQYA2CwhcNYJykAGBaGuUEFovVOozk1TSnt7492+/0Ha3dEkUtZdlqN55594eTxhdWHyx999NG3vvMeltkv//IvLS6ejqKo3+9NT8/t7e2NRgPOeRgGWhsw0B8MbGW71+3a21kqiQlhnDHO7SqPCbHtCQNIaTM1PeN6fhRFUsrr16+naXr7/r3u3vb09HSlUmm322BkmgzjOAaAqamp2dlZx63keT4ajYQsiHUnS0UAMcqs2LssS+6HR2snjA9LIjis+p4q43xCZvnZwdehSAEh20UFgwFpjTDWCIGUCgHSyNYQCCzQ6IfLOw98okdfP8rcGwcrH2oyD94cOYjeIXCAKMXjKB+NsV0H4QCGjBE2yBBMbPwAtiMt+w/Z69OAQk9/4nxGm2metKdSYsdo41jFxxmkVhXwxOTwcCqLDrrdT1BV9RgWbJ46Y/ys6uFQDX7U9myRoI/RXB5/D0ebaLY6PbA5fBZZNr5Nj2KWfpTKFONKFDWbTYx0mjmMMQdjh3Elyv3eXlmWYRg4jpck6b2l+0IqQsgXvyubTGcAACAASURBVPilMAzrzZuO64/SpF5vIEIMQJJlRVHWm63d7n6n00EIZVkGGG1sbMwdW9jc3OSugzBO0/T+/fshY3meW02BDU6wAe6uO85xxhg3m81CKiElpUwpNRwNjznHd3Z2JjqdNE3r1VoeJzKUshQTE1Ojfv+NN37+N3/zNx+urS+cOH796jWETZqNHIaHQyFLcfvm7YmJZhT5b7/15sLC8cvPv/j9995bWXrwzOK5jY3NUump6dlS5KdOnWy26oxS13W3trZDz1HKYKRfePbS5c+9cPXqkhDAPba5sRH6cPcOvPzCxc+/dBkTDIQi7v70Gz/3+//qt6NqnXvu1t3lWnP7H11+Kc3V22+/tXju2G5ve6+3r4wJouooSfNSlEI9WF4yZmRUUpSi02neuf7p8+dOPbhz85233/xnv3aJIOo4YS2se44LSuWlkhoZzGq1xpK6c/fe7deOvRZnKedsYqIzjBPP96RAvu8TgqvVynA4qFarjuP4vlepRlIJpVSz0SCEhGHIGFVKNZsNGzzteV6SxI1G3Q0DxGgQBLmQYbXq+xHn3HV9qZFSCjOOMHEoNcYoBY7jY0QRQoYahCwClAJgqTTChDAXISDMhJECgjDG3A0p92qNnFLa8F3OuWX5IISOHz++t7eXJMlwOMQYNxqNMs9zSowxWZaFYViWpd3N2zGLbZxRhpoTE1Jo349Cz/VdvrGysfngzt7e3ubqKqVOGNSRt1YaJYUKnVCnGzOdie7m+oOlOwuN2Rv37n31lS+dufjC+x998ta3/i0GNNFsDQfxysrqMBFIqzDwLr/0hYer681me3+/3253dra3oihqtzuvvvrqg6UHrus+88zFS+cvVjli3iriqcedTGeUu4jgqku/9tpPKi0opYxzhPHmxvqlF54DbdIkaTebnDJDkBAiThJEiZRFnOVpmk12GqHvrq6uck47nY7rec1We3Nra3tnx/E8AOju7jxYul9kSb1SAdDpKG7W6zz0Xd8bDdBXv/rVByurqxtblHsKG1FKRCh3MMZUY6y1wZgppRACbfSVDz969dVXoiiqVCsXapf++Jv/JkmSoijzLFNK5XluWdNRFDWbzWuf3uSEvv7660l/tLu7WxRFo9Wo12uj0cgRzHGciVZLC1GkiUWwnDi9aAAtr62GYRRFUb/fl1JGQTA9NZEncZ4lnVpzY3NDjnSt1fDD8NTi2a+99lqcZplU0uj+aJgPB0SNGbN2Qc7znHPuOI7v+4uLi2VZvvvud7M0y7IMIWP7AgQTY8zU1NT2Xnc4HIZh6DguRsZoHYYBRdAfDTAGymhZZptbG4tnzs7OzibxkGK0t7P1cGVJlkUQhTa5wUJm93b309GIc27FbqPRyM76zp07NxqNrMmwt7vjONymtKdxjI1K41Gvu5cVuhCgNBgDhQBjIO70A173GGIIU8oj36XYgJKY/sPx9cGRush+Qk61iTHCmCCCKUYAUJQlaE0dWuV+tQlGlWBknmZ//Zd/xTmfmpycm5s7s7j4tVdf3d7aeriysr/ffbiZeh5L0j5yfcMxMhqMohhhTLBGSkujjXkcdDreghzk0mCMESHEoCf2AT/OrO9RDptSdlf6uCILHW0ta4w0fswJgwka/+GgQWxUSREYLZCRGBmtlbG8fUAajDZIASibHcco4QwjDMZopTFGUVQPtSmKvCLj69evN5tTGuM/+KM/+8u3vhX6Xq02/RNfOxeFQZHnWZb9zV99P0libWSz2Wy3m51Oe2KiGVQCQlCO80EvefaZTpwkWZpjU8SDnXjQvXdHctcLg4ofhr4fMMbCZgMxcB2XMbaxsUHHhoenbG6OnvwnPD/aIFvHaaWN1oxRQhAmhiJiqTcI1CHHADMEhhijEWGMUW20RcllqCK1VFogQwKKS+w1Jo8ZhKKQb+31/7P/8jcWpye9wD9x4uQXn3+h3mgNkyzL4rWt7srK6igZSqkooZoSQABY2QTCsky1UX4YYAxKSkq4lIIa+Cw67DE8/cHY4+iWm1JqSjHenGEElNhJjj6INDwM77ZICiozYhSRoFReZsN6xcMUtAHApjSlAcz9EIyPpAClQBsCyiUeAZgNmxNzJ/Msu37z/icf3SrKYmZudn7h2MUzi412S4N4uLq1vbMdJzHBhHqhQZRzjgkHgDzPbUgFYZQCNgBlWQJmTwwzDwWujxNqDfxwIvzfWfURZChSGDQyCgMAEG2Und5gOEgJOURQHiRma6UlxshxwPWSsjS5YGGj6dVaU9ooURRZno7e/eD6ux981KpXGxNzi+efqRBx9+7S37z1rUajHkbB2bNnKpXK7Nw8QpCmSVEIzh2Exu7TOI4tw8CSA1utlhCCc640IIwQppgwyhxLeS2FyvKSMdaZmJqYmDh78cLm5ubGxsbVq1fDMHQcp9PpNBqNarW6sbGxu7vruCFjrFqtVioVMg54UDDWMWJKMSGOfHSnPEnyHKv5tDpYZB6V4ofpKfZ7P5M/PtZuYjxWliJD0NigafDBBAkZo9FBph16DIt39GI4WlM8USzZKmgs0TwyjBpPFsddDgQIQGvC+LhWQQeDxAO4i7bZKQcF3gFayxhjsAF9qOc8yCg3CJm/K2rvMOrgiajDQ4nmE8f4BEjTdgwpoENykm10qSNmcISx/CGF9w+7NT5bq1s/8OH89vCNPaJ3HtGqHOT1PX3WZ4xRWiGtDDIGgQFjYb/a/l8DIk/vz0kpOUXWwwNlqZUQRuMMZ1laCknW1vwgeLi6Rvm7RV40KuFLL700NTX1zHPPLa88lErNTE1JrV3XK4VqNhtSyu/euF6t16MoIozWajXbIWWMaWOklNVatVOt9vv9Q6OO3dCPRiM75LF9dGvTsBI+x/eTNMMYt1otxpnjOFrrWhj53GWY7mzunDhx/N3vfZ8y/oMPPvrVX/kniKBhr+e67nC4LaTMi3JiYqIWeelo4HjB2urDs+cufHLthmDuhx9eabXaWVn6vg8AJ08df/nll8ss2d7ePnH8WDoaRFFUrbiMw6uvvHz/3ub65sMaDoaDXjwM93b0//0HnzTrtV/4D//J1Mz8brd35sTMr/zqf3zrxseLZ8/3hsn65saHH35IWaBE4UZua6K53d0SWky1mtxzMaP7w0EQhtMzU1nW63Q6k63Jd9bXyfm5uZn2cNB7cOdOVjLuVSvVsMiyruyfrTRmZo9R7pw9f/7OrRsj38+zrFGrua6jMe9MTXu+Vxba813OWa1e6+53/SDwfS8I/UqlkiRJKcowCgkh1WpVSCmECKOIcx5Fkeu6YRQGYegGAaI08EPfSzw3dByPEMoYdxxPKe1wDyGbxmIQUATUCjttzwchghEj1vEAGIAiQJhgzkvGqI1xMUb7fkgp8UNXg8GUUM4KUTbbLURwkKaO52ow0zMz/e5e4VAhRBwPK5WwLMskSRAyWYYpxY7DhCBVJ2zV68jzwGCCKcd0Y3npvX/7LddxyyQd9oZLSysFksxz8hEMu/26X7t88ZkbV//1rU8//P7o/f08Dyen+2k5SPK/+eu3X3zuuWOz81aZfGzh+PT09N3vvLcaPvzyl78y6I8a9XqWFZVKdb+7C2A+vnrl1s3bSumF+WNTUxOj/X2DmTREGKQMLqSWhehMN+utVpJ0uedR7iR5WgqxvLzyyhdfaVQboigzjQhhvV7Pa1R3dnZkgZIkeebCOc5dhzvc86YnJ4PQJ5Q5jmPL4/WN9e9/5zvPXbxw5vTiwzt3js3PVSoVAxBUq9VWK0lzgki92fmTP/tLaQhBtJRFlhcaiAFQRhiNwEBWGowx1gYQvnP3blEUUuu7d++NRoNWu+N6w7XNtXq1ajKRZZlDGQBkWXb9+rWwVuOE3rxxY2ZiOkmSlZUVL/Bc18nzvBR5tVrd39vTUlAAKy67ffs2YFxtNFzXte7Ns+dO3797Z2NjY3t7O8+S4V46HMaE0e7+/tLyisbk7v37BuPecFhpNhTGIAQqcyuTsRO8wWAwMTGRJAlC6Lvf/a4t9iijlNIiT20MiZSKYtwf9G0HQSpdlkJJwShRSiVJrLUKgqDdaVHH3d7d29raaFQmpJQPVpZ3tjZch7ZarahaabVaBlCS52mWx3Gcp2kcx9vb2/1+30rNz58/L4SwyX6cc05JLYpUmSdZisEM+33OKOfcGEEIsoRdp5RCSQyKgqxHQTlKGQaKNCgJWiLQPyKh4P9nVd/RR68BY4zUmCACmGqlRS6k0UEQGCmR1i5jlFJspBZ5xY+g1VGyTOP4k6tXv/ftb0lRXrx44fKLLxyfvfBr//SXtnd2l9YePtze2Rn0h0lKKRGl0kZjIIRgrY36zPPvcCQ1Jr0aSs3YuXHw+o+BajzqobfMz8eJhY/+bCwPE6kxSmRMShgnDiNNER5T8KTGCCOtwWiMDBiJqfX+ANIGkDGYaoyMASNBaIOQpoQaIFIIBoZzzr2gv9JtTcwElSrGuO1XiyzBLHywupV9ej/Pc1kKpdRXX7r8jdf/0eTU5N27t65d+/jNv3g7y5J2p/Hss8/Mzc1MtGYoURiEVqmQhjkuZ26nVSuFiod729vrWgPGWHI+OzU9Nzvvtqdu3Ljhuty2Zm0lhulTCAtHC4ZH8jADCGGjBIBhjBOKLeVBG4MIxmMDjzkMEDfmkSiXMWKM6caYeYxQIFpoJZEH2+ubk512AZBrIxDZW+9VKurdh9//P3/rd7Msqbcax04d+8pXv/yf/NovuL53797du3fvrixnwzxJiiTOSkqI0cJgRRnWWhowlOFciEPK4FFK4VPJGYcMz6ONBgUg9QFSHSFA2l4NyAA6mCYghEiZck7LIseqMDIjICjSCsAQpIUCTATipWaYu6AVaG2knJifKbJci4JRlqfxsD9gWb/f7+tSXv/4Y4TxYNQ/f+H8K1/+iZ//uW/s93sPHjz45M7ydi9RSulSEUIZY0rLw0OynyNy+I+IlYMjCAsDf9/MtKPICiDIENAElBpLpTUCfADJ0GjsGjtK6keGUmlwqaCQRgNBlBJekUWhRA5gqBtVvCCqNUAKx6FSiO++d6W3dPMb3/jGc2+86Dhsa3vzj//4T5Mk5pw9++wzP/2Nn6pWA8ZYXma2Z+xyZk3qSZLsdveYw0dJrJRCmAIiSoPSVqSNpTKYMNcLEEJCatcL4nw0OTVx6ZmL5y+cy7LsypUrn9y4bsUnCwsLZ8+ebQRBkiSffPKJlPL06dOLi4sWT29TZe18w+jDec5jSQwIntKf+mxe4tFR1Wc7L3YZtLbSg4J9HOiICdIKADQyYxARwuzop/+UlIIDceNn+zuH9j90MJGzIYBgwIDBBg5jXUDpcfcAbLVnDnWYyAABpDESUmmtjba8pTGNc6zYPyTo4r+jbUf1k/kHMI6KRRjQYeLBkegDC38ar/BqjI+BA//kY9Xj4S99KPb4kc3EJ3inh7mOhwxPcrBYHGKisBlHBNovHU3XtA0krfTT3BUHYF706FGF4EdBdm3mVVlmjkujKNJ5liRJksR5XiRpXBRCKj2/sCClGiax1rCzsZbnuef7s3Pzk9NTfhgFQaARhGFkAAVBcPz48Xe0NsZwzgmjExMTozSt1uqFKJ2DZ8f8/Pzu7u5wOIzjOEkSK4p2XTeO4729PduF6fV6cZI6rksIdV13OIyvXLly/sxZ13Vc18WAKGXd3d2L589vb2/7vl+t1ZU2lMJfvPlXv/rPfqW7u1uJImwGD5ZWuv1ekuaffnKt3py49MzzCGNZionOxGAwbLdbGGPqOLVabXp6+sGDB1tbGy9fvvxwaYlzfnt17eSJE/Got7P7ca064TiUgNJaRqEPRifxcHZ2Giu1190TWgtteoP4zOKpN9/8S8/z1je3XT/69re//emt+z/7c7/w3e99pxQil+V+v3fmfDA7M+8FwZmzZxYWOo06efDgU98PyqJI4tFHH7zHMCzdvbt8736tsSBKfP7MJd/z0mTUHyUTU9McqatXr2NCTp48Gcej/ihmfrizP+xMTVNOMXY933Ndt1qrBWEQVSLfd6MoqlQqw1Gf5DgIQ4xxVKmkWVaWZRiFNgeYccYdh3GGCEWUY8YJ55g6iDBECCIcEYlAGUy0MRTbZoXAmCJE4CCtEyOCMcHYyrMRAFVGY0QI5djO2ak0xhDKKGNWp2cXEDvNM8ZYIqLV7xEwIvDzPI/juNlslmWJMeacF0Xhuq7neUII0GWtVtVOhDGZnpo2Qu5sbKw+uH/69Jn9bndnp5ulJfWdxkRnMIgnW1N3rl798N339pIHG+trvW55dvH5lZ09ZzCanl1QBjdaLal0u932PG80HEShX6/Vlpcf/Pqv/3qSpK3mxK1Pbwoh33//g1o1WllZ6fX3Z2fm/uv/5jf+9Jt/8sknnz5YWdvc7hHmA3MRIgqp1157vVqrKZO7nq+MUVL5gc8Yffjw4R7f7ff7OWETrQnH86ZmZz6+fdsPwzDw8jyv1Gqry/ddx8WUHD9xsl6vS6WkUouLi9/+P35r+e49l5IXzp9vNhpbm1uVMHI9FwMIIQaD/vz88T/7sz/vD0dSKpGkaVYijNG4v2pAG4wxpQxhKMuSEbzfG2GMXdcnTcIYuX37Vq/fnZic9B2e9+MgCMosB4DFxcWf+Zk3Prl96/rHV08eOzEYDN55553z588jhLrdbrvdZpysLi8ThCYnJtPR0M7BvLDSaLXcIFhb33Rdd21trdVq9fe7WgnHcbI03t/fp5wN4tFgc8Q4n5ye8qLo4foaYezSM89+8NGV3s6WLookSQ6rPpviUKuNEYnGGCnF0cxkq1HinCdx0pmajqLq/aXlPM8xoMD3pJRClIRg33ddh1ca9f5wmKSj0K2nabq/v1+JooWFWc/hXuDneZ6kWX80UtpIKYuiGA6HKysreZ4vLCx4nsc539rasvwqAGh3OhTQIEu01pxRYzRowxnDmDpAlSVNuEqqnBOsZckIuIGHNKHIEIwIttFi/9AUnnAAT7M3PMaYMEodbj30hFIERmotyoIaxcf+inG8mwJUrVYZxQ/u373ywXvVqOK77Oyli2cuXvjc5y4rSnvD0era5ubmZndnX5SCYUIoR/hJit0TJE/LZnzs+f3jndinbqoesewf3wqM0yYOtrkHWyiNASmkMMKAMNHGRo8e7p8xhoO0A0AItOUeGIQwIpggRJRUxhju+RQTpXWRlR7nq6urncnJwPN3d3ZdP8zyMgrrYVAri6zIc6XUez+4cuXDa612/cyZU2fOXPja176e5fHVq1euXLnygx/84OLFixcudjrNZqfTzvNiNEwKIff39xzH9zzHcVx7TDnle3t7+91+eiJbWlqy4Cx742mtyQ/P0nlM14TGwIHDkRFoGxoHWgMmmoKySetjAxhGCGELMzBaW+i6V6krI0pZGqlcBFkm6s2W1IhwHngexYaOimEv1khfPHeRMbK9v7W+uvK7v/vbf/hHvzc5M/mTr3/966+9Isrm/dW1Bw9Xbt+/OxwMDscBUssnkCRHspLNEyXf+ADhCMnycCxMCEIgtQIDj19s6lCEjBAYZIwWDLNSSawl1goZqY3UxvqXNBgwGClElQGKMcaIcdgfxgQQxSwvlDKk2uw0lB+PRlOTk9U8zctCyvLa1avvvf+D6bnZz33uxfMXL/zSL/38fqzX19evXruxsbGJEKpGFaO0OdCpHh2DPNWAhBDS5uCrj+x4f/+OkF0VkAajATA2dq8/7omMYZKf8R7ZFETCGeEMaW0rLoQpczwMiiCQosAEK4SEkr7vX7z0LD8+8/77H9y9e7fdbi8unvqN3/iNjY2Nt9/+27feeuu999772te/8sYbb3Q6ncFgMBgM7J7D+l4sSk5KGUVRURRWxWGLtLIs6VjRpCxC2g4i7LQwTdNOp/PVr351c3Nzc3NzZWXl1q1b6+vrJ06crdfr09PTlNJut/utb32rVqt1Op1arWa1A0opIM6PHhDhzzSYPsMCMT8MxHr4sVqI0AFJEzC2knhzZIz7mG/wiav6sOLBj18tT3BEf3REwThi/ola5SDS8FElacZztqeY5R6hS55Cc/lhBNqjc7Oj0TJPV24/UWYbQADk0GRpJRuP/Wd+9Nt46otPSEyPrhWHstKjEBqttTniJwfz9PISY3yQK2+jHhHG2Dz621OukHQ4tDjHNC4BYSEENsAYS5MEYer7/uRkLQgrz7/4YpqkDx6uPnz40LIrpJSrq6uD0bDVmXj22WdzUZZlqbQSQriuOzU11RsM+v1+WIl6vR73PMdxsiL3fT8vyv39Xpqm1qhjA5ctpsXzvOFwmCSJJbEpraSUIWM2l7XZbA5GQ8aYYynVgIqiCMNwY2NjZnbeJg1aKvHDhw/f+c53Xnzh+aIoahEbjvpFmvX7A8a9k6fOXLt2rVpvVmqNmZmZZrO9s7O1tbV16syi3T7aAPcT8/OWSFGtVre3t19+9ZnRat91XdfhjDHPcUaDIZ1tSlFsrK6dOnHc8/1+f9CsR2G10uv1hCjf/vY7zz/7HHfCUZxxx7l69er8+dmTp04MkxgQopSWQpSlKIS4d/9elmztdte+9uVOGEZCiN3d3cvPPbsxPdjb2W11TipjEEJSyHjY9zwvzbKgHvq+f/b0YhL3hSzvL690knh7d0cBchynNNL6a6wGknNutXCO43DOLQvHRktbFoX9TvsNnue5ros5h/EP4Ac/h3POhZAIybHOGcgRuy8GBBjTg7UCY4ytKR8eGRsQxtZoSgAbQthRytHhG2aMWdGvRfu4rksR2Fc8z7MOIAtDPjzAiuNGQZAZbo/o6tWP0iRZmJ07c+pkd1Q21vcdx2F1PymDRoMP1pHnBrNT08MHtLvfG8V6mKZ3lh7E/pXA8zHGBNMsy/b392u12t7egHPe7e7NnThz7NgxynazLPM8v4/Q6dOn93u9vb29siwch0kpP/30ZpoWpVBFqWUZU25MIdI0PXvhvBCCElqr1YQQQRCcPn8uyTIp5agYNeqNmh8w6iyvrLB61O3tL56YikK/29ufnp7eWFuJoqjdbhNCsjxPkqRar3c6HTv3rtVqKysrg8FAC9HtdmuN+vHpaYFxvV6/c/vejVufYkwrtcbOXlcpreBAVDFu6hENBIFRSnmO6ziYUlYURbe7Oxr0GGO1Wq3RrI8GfQDwPC+LEymVUurb3/7W9MLC5z73uXql9s0/+Dezs7N2hmwDbPb2eo7jVIJAG722ttbtdqenZzDGg8HAYBwEgTHm0qVLRpskSdqtBiFkfX3dIWGz2ZRS7uzuumGglFpfW3M9t9ZsuoHFLGGptRWE20u30WgURVGpVHZ2dqwAGCEjy1IdBPkKIZSGLMtsayDPczuOY5Rxzssyg3Her8ryPNTacmJXV1eHgx4hZGFhYXZ2qsjSoixHo1GWF0IIQhlCSAhhibKu6zabTasyZYxNTEzYOMHRUOVxnOd5WZZaFLIUCBlKKSbIIKYAa6kBCAPkeS7nnBhNqZECCCYE/zsf8v27rfrMo2cvto41MFoqoFgBKzV3narDKUKglbDOcoQQkLEh3hreDELi0dPIIwD8oJoP6pPBMUAINVZ3Pnrzg9sf3i2QrNZqjUp4fGb2tVOn9NwxtxZ2h/1rn97ux5kQ0iDkeEEhNMYUMDZAgTCNkDIQigyU0ElWaU4wBUQBMoYRZh/7CBMDNp7bGK3BaIoRQaBBY2QoKARGgcQkBK3yQZLsZ61mAxuONbZjOQADSFJDsD5ipyHUYPJob2QAFGQh4ETp/axTbzDuxh6XGFyBuTQGIGdYg+Zy/PQ22hgj7GIJurQ3LMWAsaYOyUGXRppOe6SMxggMGKNBKqQVMiac7aBSj+L8u58svf3hp5jiIPQnWvUXLv9kxXGTvb3/9X/6E0DI89xqLZqZnWm3m+3JFmMEYxBaaKUQhqAwzaiige1u7u3u9oJq243qmUKFkoSTUhbjuL+DEtccGFTQEa6dMiV3qBQF4Tgp8rASKYS0UkCYwUgYjBA7ImED0PbKIgZjwONtE1d9TgkCiTHCWmlqRmna7ExIQMTzIC+Sum+3IyOpQRrwJrDTdjkXQtxejm/+L3/xL/7l26e4PHZ8fmZm5mcuLjLHWd7YaLog1H6cFdQPRtsDTF2JHUIZEGoQlghrRKRGCjAm1CBc5EVEUwcAS+kbRBWoQjCt8zQmCJAsXKASCFjgvh33GlAGYZtQfZB7IUIqlaxWqlm3p1LlYZ8gpzRaCcyRCwqQEpwIY4zdKBtCGMdaq1Jr6lGCXKlUKQLlVDZHxdTsPNOKNqc7UuZZNuj13/zbD//ir9+LAjo/3Z6Zmrw8f6z5zHGH0jiOe73e6ub62tY60b0kXoub0wgQIYQAMXrcCEQaOGFaaS01JiBlzClFWjIEGktiCqQyojVQppVChBzmAgIaUzy0BEQJxkQbrZTmiCigcaaqLQ8ZKKVGmJixAVYDAgQaG6bASDvLAXAM8hGqSMzSgldMrAUwgmmuH0V4I8Ow1gDEB4AUAABaJqi0jrtBcGdlc2n9ytVP1ycmWotnLl86/2J3d3NrZfV//h/+R+6S+fn506dPT05OUkowYKxxiJinsetXyqxcS9Yc18UYLy0/YIxpAIOJNJCWkjGGuFdoBAYN+sOFheOBO8yTcqLdWb2//o9ff6O7t7e9vb29vbOzvvrw7u2rAM1ms9FoVCqV1KjtPF29V1oKKOe8AI0xVkqCAYaZdURbeoHW2vM8AeVjBrBDWpJdeCm2/ZEnOm7jsflB2nuhtcYGKHWASamlUrIQAJhiag4oJsSIg48PtLHgF6OMxghjQi3XUxlpjOGUYoKV1FoJjIAAIK0IAkYw0/KwmsJjviXCyBBKjJZKagQGYWMDBglBGBFtjNLmEGeCMCZIG6mNlAgZanNIpdRaHUBWAA66hEcLnqMKSa01I/TJ+fyYFgOHAldkz9thxXVkG2rsPoMSAFDwas5hPQAAIABJREFU2ECPYKy0xggjAHng0LOxY+PczifqT4KNNgQhG1KvldLKdrIQpVZxflBOH8x7rS/ABk4YGyljDqThh4eDjgYJ2qaMHnNfkNHGIIyklAQhMMAY0woo1QcBjePAGhY6e71uUWSNZn24v5v0+1HoCyWysuQuk0VZ7PeSPPvgvXfbjVrW3w5JKThRZVpp10Zpdn/pTpwnbuRKKev1ZrVS2dvaWFhYaHSmO7MLm3v9wWBQKWXUquz2h47ja+JobCqNaiHKpeUHnU6nlKJarw0GA8AoiMKW0Tt7u+12Wyk1O3+smZdpXhJGpTZuwF3lDZNRrVHNywyBrniBklmzXctEKlCVhX6hDZaKEvfdb39/ceZ4o1LJB9vUiHarsbHTfeFzn9PE6UxXKMMfXfkuBkUJXHrxcqPhUMoCL3SpNz05feLEsa3dh2cXT9erdUrJ9tZebsip888sL+/1+iMEzCiEgBW5wQ6hDssNLeKdGtnFRTw3tTgYZthvj2Rcnz1/7eMrRmM3cJXJ797aOXXiBc9Jm43J7a0dKRBCRglRbVQ+vfF+mvRL5mV+tLE93Lm5POuEpxthd/9Of9efWrwgaTwqMxY2oOKEHDFSxIPlTi2kEWTSObl4qlqrnfe80PeW72FwvDCqcs7DqOr5EXf8VnuSUioVRFFbqb5fqRgDhjDuh8O0oE6ICQHiAvEwC0vFKsRniJICBdiFQjsuQ4YQTShQpTRIjAySBBFMMOWACSaAkV0i7KMbGUIREhQJRCghPBNKUVcTro0hBCNZBtRnGANGzHGl1hoMczgQ4wZOkkjuEe4Rx6dBPRqNgFDEKkFQr7pKZbLk0uvHw1qzEQRBqaRBTY2iqYmmAt1L92unT3/h5KlqED18sHr/Oys0nPX8djgaru/hMkv38hs63PAb4gI/g8TZQX/46hdf+b9+5/3pZz2tFDZl3N+Ya586ff7Uvc315WGyr5nyo9b01NbuztSCM8wSVcQXFqZwf313Y7lN9blzZ37xP/qnV69cvftgfWL+Wa+tWqzb7++HAVWqpMRsr39yfOGljY3NDz/64IXLz3Ov9eD+xnDUw9p8/vMvJzqOgnCvt9Po1KZq9bmwlvf3+lv5z/7cz1bCsCxFnOV5IRl3oigsikLJ4sHS3SpzSW1ibuL43771V/Fw1Ki7/XSdeKnSbVBu2ovf+svvMBoajXa2+rlQGiHGXWWM1gYbgwEQIGYUZVyJUhtotSf3B6MgDIUQnucyrOvNOtEoziSnLFWi4FgilZfZ4snjcRwz1/nzP/+TuOjXqp1ed+/SpUuO5xKyX691yjJHSGtRhPWqE7jVWuX4wvGVjc1PP/00rNWp7xcAvWFCCN/a7BqJa0GTBuHa+uZgb79CXV3C+sr64sVL9cmJixcvfXrthk7LbJSVhVQGgTFEa61NnmZB09/d3kLGcMaww4ui0ACYUIUwMkAxkaJs1uqVMOr2B7vbe0VZJHHstVqtdts2mDDGrusOh8O4FzfD2nA4pEZXQ/fU8WcA9M7ejus5o2y0vrmmlKpV641apRwOcCF0XrqYCgNJkjmOQwjOk2HcI3u72/vd3Xyw6TiOEIoAAGDuaFGKWmD1gKooMqlyl1Pu+0HoEe6W8P9R96Yxll7nnd/znOVd735v7V1dVb2xm81dlLmIokTJtGTJ9owFeezxIBNkBvM9ARIgQD5PPgxmgDjBIMgkmWAwtseTiWFrYsuOZFqyZIoi2dzZbPZSXV37cvflXc+WD+fe29XVTVJ24iAGCLJYXV13e895z/P8/8/vj7kSbslNUCQq85ijNRLyt0frI5Qo26EnGASBmoCtx6f/iW0GJ2nFQOCETGedsraetqFkuVISNPM9wgnhTqbNG++8+2ev/Hkms2a/e+7iQ//pP/pHj1x+JE6SK2+//dFHN0Ap5lIhdZrF0hjOHcodQ02WJoZowpG6qEAyj6VG2WxbIzMDFDgDQI2AANJKT4TbQ7oxRhPKwDCL6hgXJnRiTcLJ3fck63/ahp8eSiTK4zrStGS6S50Bwhg53j6/f4hOKWVv3lJKRZBSbvN8x7nxhiJADpo5xPPCoFTRWmvQQGG/3/v4xseuMVXP//IvvHD69OnZ2Uan3/vRj37we3/wnXa7WSwGTzz5+Fe/+pULF84xxogm21u7QHhQqJXKVWmm6c/3lGmf1N4+0ee25/UxIBH/arIRpeTEcccynRCQMMa5trD441OFtklsp5Dtm5m58naz+fbNm93fb52/cO5LX/ry3/vWty8+fLYzjK+8fe3GrduHrVZ/NIjzDJFxz/fDkFAHKe8Oh7nUxXK56DtxDhKBAjUIhjLDjOGOoY4yIEAhEtCGgDgOZ3QIAGrrMTPaEKM1nwi8gJ8+J3niXb2HI08psYIUY4hMgaGKuZ5bLpdBaSmlMdlw1PnJm29997vfI6ALXvDYY5fX1tZ+6Zd+uVStvPHWlf6g/9Nrd1zPJdQolTuu5/helgshZSrTLMsoZz73CXhAQBuTAwhDJLAMGSAHw3IgBBhHZe4R9tCgRjusqhF/Nl19isKfdpUeiGg6fnVN/XJ3tyDfTY1anJutLi7YUYTbewfdbnPUbS/ON1547vmVlZVs1Hvvvff+9b/9d3v7OysrK198/gurq6cJd4Q2ICQgVCvlKIqiKK1W65SzVqv19sG+53lLp05TgqHvMgKGc9/3tZaME0qYMtqAStII0MzOzl68eHFz+/bp06fTNH3llVfefvcdi342xpw5c6ZYLvWHg3a7Pbu4XK1Wq9VqEPijUZTnea4UAJRKRdfl7XbPK3lTaf2Et/OBsJAHikuMUoVom7Vaj4uxSZyJGRcbhlgHqB5b2Q0iUiTmGLr2nox1gpRSNECOKWnkWKPSfi6MsanCNu584V0Bc0KcROtBVVrbSUSL5LYbhbXCHofTaHNy7zlhw7aN23HgIaXHGc6f8rfG2YZaT90inwLhnOZb6HuH8R4g9010RRs3fN91fnLk7wHjAz/b/vDX467V67W9rXUENTMzs7W1hWBcxwNCXNf1GZVSLy0tVcqluZl6qVjc39vttXtBEGhl7Mzq5ubmne2ttbUz585RSkjg+VmWbW5u9ocDgPHPGG2q1aptZ9RqNc/3wzC0tpHZ2dlms8kYs0kqpVKp2Wzu7OycO3fuaHfLDwqDUby6uuqFhVa7NTMzk2VZr9cLw7DVPCQK67MzUplarRolKWFcKZ0qGTBeKpXffOutX/nmNwth3cB6kiSM8Rs3bjz19LM7+/tK5oWC99G1j5J46JXKnhcsLdZrtdrs7HxN1b71rW+Nhp393d293UPU1HH8JElmZ9yFhQVrL7R3riRJlMhrlblisYhI9g+P6o25rZ09LygtLi3v77e1hoXFU5u315M09QOvN+ojpZcuPyyUDosFbdDz/ShJFtxqvV6v1gqM0lKxxBjv9IfXb13/xa993Y+VEHG/09ZKBX4xGqrQL5RCXnW04/hJmlUrFS70YauXpRFlXGoVhL6IYjvz5jjM990w9D3PGcfn5NxxmJX4GCOcM84Z44QSSilhjDDGKCWUEs7tdyyMnSpjbAYMoAHUAAYNtQ0icm9uLRlT6yZzfsbimPVYdAYEhghoH4UShxLNmDaGUpow6hN0pTBGE9cpODx0nJHvS0qpFSGNMX4QSCGs9Of7fhiGucDFpQXqEKnEbLnCGI3jWETR7tbGh1c//KVv/NLM0sLmW+u9Xg+0Nkp8+cXn5+qVAQazjfrCzFyWRFsbNxYODuZrYbvdRMRbt241Go16vU43mgDgB76U8vDwkHncMfntW7f8taXt7W1m9Ey99tDFC1/96lf/q//6vxn0++cK7jPPPHX2zGoh9HZ37vzktR8bI2+vr1eqRSllrVI/fWrlL195r91ua5232+08z6WU77zzTrFYPsqP5mYXRqMhcWWe50kcDwYDOxA+MzNz+fJlRLC61vr6ehLFnNFXX311e3MnDIxWfHF+UWnBKWu1hh+896HjutoYaRRljKFRUgIhnFLKGFq5T2mD4PmhARBSPvbYY0pKq7f32kda68FgEPdHIsttNrqdv93Z2dnb2/M8L06Tra2t1dXVw4PuU08//fTTT/eHww8/+phz6jCuVZ5lWZIkWZZ1Ol3QG36pvLS0ZCgrFovvvvdeOQxbrdbSwqI19O71ukmWAkE0mOf5aDRCwE67c/vWrbfeeHP91i2dJkoKAGOkypTK8rRnMY1Gea6LiFLmWZYJkTuMEUIsE9j1/GazefPmTeq4Umrm8DAM6/V6sViklDYajTzPrZHnkUceOXPmzJUrVzrtXn/Qi6Ioy5I4jhhjnU6n3WkHQeB5PqVUCqmUklIorYVUrVbL990sy4e9TrO5nyfR/t6ez/TcXOh4nshzrY3vh77r27agzJTnuLRU8D2Xui71CwoIaKmFIYRYMNjftuSGyTOWUhptOOfqWOaRMtrmttljwqTj+ABnzvQ+PT7jcJf5YVipCarjLI1HsROEFdeTStZXVzMt/6f/+X+phEGhUKhUa/Nzc5VqzfMDbSDLssEo6na7URRFkEsjiEOidOhXQ2BoQDBOtTZGSMflGpnQEx63QaBUjC2XKG1Fh4ZoZcbzIUYbA4iaEI132Wlg7nqZ7j9kHLcSjcdCrDIG91ET9D05Aff7eabpCEopg5RYVDqOMXnWPpcTBkAJJ8wjFMAYmWaJ06ivNKpiONq7vfH73/shgHEcpxAEc/Ozz7/09VKxAGCUElfevfHKX7yZ5yknZmlpeWZmgbKmkBImTP9pR/9TPLHHZ95sUjNOilitNaHMAGqtp/GGn1kSaK1xqh9Oc5DNhB50L4/BDpZMEBpjBaBlpErSoFAqcGdj7/DOb/9unmanFk/PNGZX184t1SpPXrpAXJZkWbfb7Xb7rXYnTnpRFM+ERTd0M9EDAZlbRmMMKgUIhEgkmvIMiUTUQDQlaIQLCmHs1wQAowyx4dvGICABo5AgjD9osFSVn7nqm34htMy1zJXMtTIEJRhkNE0S1IZTShxmtAnKVS8sLZw6LZN01O+/+fb7r1959/s//NELLzy3embp4YcfpRB0Or1mp52IPIuTWGsW+AoJoSQoeRpAKKWVoUAQKEPU1BHAFfAcHANMgAGgiPk9jjWwgszkAsCfyRmqlLIGULsIlH5AvgqOs7Lvmk5PXIQpgvFcUigIKaU2tFyuFIvFpSWVJ/Go//233hM/fbPO2cxM4/mvfK1aLuV51m23/vT7PzRaPffcs/Nzs+VKydpaKKVxPCKEhL7vuy4AtI72rc9k2Hfb3WajMSOEEFIiR0BTqVZc1xEi7/V6BRHkeW55FU8//fTXvva1jY2NNE2TJNna2vqjP/qjhYWFarWaZKLXKe86DiKWSqVCIfC8IAgCJfJ+HPuuk6Sp5fgDIUopS7qfVgN2MZwgEt9/37CRGBqV0FprNVaEDFq7pU1TQCBKKakNmsnnh+OGF4AGY5mwE9u8AUroNKcBJ0kMxzU3+5OWtX133PqYaKnAgNZ2u1Naq4mhESev9B540jHHPkE0n1D1TbdfOp2TG9+YJsNugOMidNqmM3ffN20JvmCU0cpoc98FeGJjN1qre/k3D7C5ao0wjgBlNj3znsQ/QDwxLfwAr/XPUvXdjdbAidD7ma00QpMkqVarSTwUQhQKhU63E4bFUqkspPJdL83iJMm07PQ67TxJkiQ2Bgb9EVLuhr7vB0tL3iAaDQbDDz74YHVl5fKly0LIZ599dmPzzp/86Z8GQXh4eLi6tmZHceIkbjabZ86etby7ZrM5OztbKpVarZYd8TLGWPNnqVQ6d+5cp9u3Sm8cx67r5SI3SllsehiGBL3+IDpoNke5+Pwzz+/t7RfK1UGni1oRJNu7+1u7+2dWHQNIKEdAz/O2tu4gpVmWRaM+57yysBjHo6OjltHu408+53ne5vYhAI1GKSVOUCrIHLIUi8WCfUTf9wkZpGlaLDZmZ2cLIdaqhTRN9w+O4kxUgB22us88+3Cc/sQNCne2ts+eWRkOB7V6tVopNZYvVRsz5x86FyXx7OySknh6ZTVOksFw9OTnPl8q8rlTpxnzPM+vNiq3NjaPWvs//MmVytzK5aedw90DzgIp4jwTGPqUEWnYoNXudHqNxkwx4OWiHyWZH4Su6/A8Z4w6nHPOfN/zXNdxuF0UjsMdzjkjUhpKkDPCCBIEzimlQAlyhowiJTCBCRucbLjj9WFrPzAEFJkOYo+pdtO2NQAaY0OrENAYqg0YQ0EjAhAwjFBOAQ2iQ4hi1BhNGXUpcQkax9FaU4cHnPsOd6WTEYKu6zguBwDfd3OCrut6nuv7XhD4gVPPdFZlYcF1e3vbqDV33CQTt65d+4f/2X/ym//gH8ZpliQxITSJBvMztZdefNqIfq+539zZf/SRx9668pbLVZ6ltcqpmUZDKz1KRp1OBwEd11FGD0cREur4fjFgnkNXTy8bkFqpJE9LpVLg+f/xO39w5c3XjTEE5cJcLRp21q9vS5GcX1se9HsBZ8kwcj0/cMPRIAaAOI6FSGdnH11YWCSELS4u1esNmeZzc3PNZqsdJbVyI07Tq1evHh4eAkC73RZCdDrtGzdufO5zT5xaXGIEQz/c3NigaALHo0g6zfb58+d6ncHBbuto/0iAkwsRZ6khFBhh1EnyFGA85WTTXLRSQmohhAFz9uxZ22IrlUrJqL+7uxsEfsC9VKlpiJEFLNkR3HjQP3v27MrKyvnzQS7kO+++c/HSZUrp8vLpo8P9ZJRYg5LWOgiCRqPhForD3R072l0oFBhj8/PzUspiodA8OEjyTKKhDi94vid1sVicX5jfOthfv3lLZrlP+VCNhMi0VFopbTSnLMtSzmmjNuN5bpamec4KhVKr1UyiSKncWscBUGsdhmGl3mg221KrPM97vZ4FBSuljo6ObKrh0dHR0dHR7u5ulopW+4hSSgj2el1r+Q4C/9zZC5TS7e2tfr8XxXEcx0LKLBdJltrmZhB4Mo373baUslCfpU5ICdGGEaUo0aAkIzQzmTQ5I4bbQG1EpZSYeFiMMVqPD6v4t6nqu7v+x1NP1EZ6E2IArOePMHp8ht7cn/5lEJEwRm2/VilVmZlt55mkTDFwXZcQIqLY5zzg/LDTAsetFEppr9/p7m9u7TnOjV63o5QsFArnzp177LHHnvri8/Pz8/uD1uHWzk88p3XYklmcZ1p5juuEQFFKLbMIkFPuWfyGJY+gsnxJoox1TKECxQA1QQ1GgTHjI86UyH93JP+T6OcnyKL21U4QJnfljk9CzJ3oo09t9Mf1t7tvpONJA0RTDQgAuYKMUe452kCe5NJxeHHG973A95RSN3Zao2vrWuaMUtSmMVN//plnVlZWFudKt27d+vM//4u9vf1Ws7u8dhbGHAZDPoGifv/BRQhBKWit8bjWZwUFY/Cv0FUwEx7m3TBGnCgPjLL7a2PHcYwxdnyLMdYDLoAJxymWKn5QTgeDNGqOhrGRzUF70Ov1B0kvh/SRRx75jd/4jXNf+mIURYyR6x9du3379v7+/rDdnp2dHWkfDGgltI2JRK1QCVAKmKZEIyGoDdFjJAMCANFCAhIycbFRpGgVj0nVZ5/hzzJielzHQEaBEAVGIxgEgyCk4K5Drf1MSsM4GqIhVxpZ6DTCYqU+i1orpd688uFv/+5/0Fp/6+VvvPSVl84+tPbxzY3r67cTmf/07beK1YoT+IySJMu0ZJT4nKAxQIi9cxADBJAA4ZoogkyDhLscN2MA0CCAJhOgPf7MA8rTa+NTBIrjrYeT52yH9aKon0SOF1DPQ8bSOOZeqFwfCKvX5hzHUZ1WN83vHOzu77zGOFk5tfi1X/7VUb/32//mf0uSaPnUqYcurK2urn7+859njOzt7aVp6vu+zHPOWKNaTZJkd2trr3VQrlTkSCqlNGNKSeawJE+N0UpJxqmdVqKUZlnm+36xWAzDsNFoVCqV4XB49erVq1evEsLCMFxcXFxdXaWIWsq90V6WZdVqdWVlhRFSKZTtBayUQkoZpcfRIHYAjnyWHURpNSkILHITCSGgDaBRBhEn3RNKCILS423ZIFIAJa2PcZzBMO7HGRhv61PP5KSGmRZ+D6xkppSjCbvTKLsnTAb5bP1kqz5bNN7/6my64yeMj46FR3of7mVKN5l0FS0d5u5zs4QqMyYegHmQano8yRCmW9jkIvyk2sxuz3ammVJmwwOP/Z57RMIT44V/tTDAY1Xfz+KlSNLE8zz7tY0SSbP8oLkxv3AqKLhxmjquq4zpD4alQsBch4rcGHBdN45j6vLTq2f2jw5HSVqtVhnlg/7Q9kSu37i2s7uPiIzTer0eFsJU5M1mMygWXJePRiNTKwZBcO3atSRJlpeX5+bmjo6O0jQNwzAMwyRJDg8P1z++OhzFrh8KIRq1OmW03ekYpfI8HwwGnBHCmdGgNLz97gdPPP3s/MJSJpRQmhGSC0kM+/Mf/LD8q88y1ysVa6kkL7308rUbN8NCMcuS6zeuZVlWrZTPnDkjhBE5jeM4TvIszW7cuDkadGuVShiW+lkkcs0YK5fLg4FOkiSKoqDg1Gq1s2fPLi1W8mTQah1VG41ipcH9YGZugXtBtT6z+Rc/KRRLX37p53/h5a+9+pc/3Fi/tby6OjM7+9DFS/1BP5Nmb7eZC8m4oxGXV06DycOgkKXa9YKlhy5u3Xwv0/lg1C7PztWrxTzJUHElnZWl09evvl+8uFYoz/S7rd2tO/NzjX77SCpRm11yfdcQcB3mcOo4lDPiOowxJGgAjJ2PZgw5o0YrSoAzxhihBDglBIESZJRQAogaQAEQQGNAGVA22+VY7QdoAI1GAxM/PiASm0VLxjwqa/mwlCZtjCGgJucltLnGOCbrMWOAUkYIBQBmSS/cYZQTa+dBZGM/C7qui4Cu69gpxDAMY4IbmxvhudWl+YU7e9sOmETqSOjZavmlb/4d6nuDQR8JOTpsKoCFhVKlSJLO4dV334xHo6g3evett1H7X/jC84dbt4IgmJ+bu3m9HSdRuVypVqvFbhqGhXq9Ua3WOs2b1YDfunk9HbREnhMDhVKlVq//x+98p9/rL62cefmrLwLAW2/+tFJ0u+3+7eu3Go2GEfni7FxvGIlMhl7ourxSLddrq3Nz84SQNMlc19nZ2dG5KhRutNst9AulUumo2WSc2QTLJ598cjQatVutrc3Nbqf14osvMkryNAalPYf7jutxPjcz0zxsFUL92quvl4qzuRCZFEmeSwRU1CD6QZgLIXOpx6AEpAbTLCKUaqMtO/fUqVMij3c2b6+urlJKjvYObN6d3fS01gsLC47j3Lx5c+9g38ryUayffPLJF770lSiKHn300X6/Twh9/PHHP3jnrTAshqVyu93W0vSi6PbW1hNPf55RppS6s7PzxWd/rtfpKqVGo5FGkMboPPdc1xDUWu9s71DGsiQFqSgS1AaUVlISig4yANBaKiH6/V6vp/M0Y4zFadbrdWWeay2lyKyuQJT2fa9arXLuDkbDVqultbZtIynl3Nyc3bHb7fatW7fsyQoAhsPhzs5OFEWO41g3lTGm2WzuH+wRDcYGklNKmUaN/cEgTdNyqaBFJkVaq1WzHA8Ou0oKYwwooYUElVM0oLTW0uEOYVNsnkEkjuMgI4SQXJDjtOq/ZQzPqdHurvmKIAGcTgLevaHiA3Ko7kJ4AAgh27t7gygqO4y6LFfSABaqdVAiSpKLjzw6TOLt9fVqqVZpzKdprHIRFkuB58fx6OPrN997771SqVSpVEozpZe+8KX/8j//L9JhdOW9d97/+KPDQTcdDimlvuN63E8zlarMjtIBACiOgMQQQGq0UmbMALCnG/MJH83UrnkC2nbCTXRS9BunQRj4dN8k3JMTANNUCUqOJziNh3mMUcqAgVxKCmgQiMMJ+JqA67jGzwzSpbMXsiyTWQoUGkulU46TpUm/00mjaBirP/zj7ydJUqvwZ5555hu//HdGw+iVV15pdfoE7k2CehDC4UTG1P3ZU+Oa9q/S1NBWhTAGyVgonioMMJ0gn1w205b/9Dt25E8hqVVnsiTudoYlj7t+4IYFv1gaDaMoTj3fW1s8pyC79tG1f/IbvxE0Zn791//eP/jNv//FF575/FNP3r5968c//vH6+rqqcwAgWgHllDKDErQAnQMCQyJBG9A2/WwspRgApIB0/MwMAUMBFCIaY2+ln+gou59Me8+bjKjHg3HGACgwQiuXMwBUUhkAQIqMB05AwHAkDqEyS0FpkWW63VqYP3Xp0qWfvv6T13766rmLD7389a9/+UtfBEYfe/zR67dvXb+5vr+57YeB75dB5QCI2iBFUJKCYqgoGAOKgYaxDgQA+i5yGKcQV/0J8WIPyvwAQyaMRgIIWn2Sxe4TURlAXdcrFSuEO70ojnrDSqUySmJEqNTmjDEyF16pnmfpcm22Wp9Jk0iJ/J/9i9968YXn//l/9z9s3dn4y1d//PY7b//ox6/+8R9/98UXv/jkk08uLS1LKeNo1GoeCSHK5XKhUCikJaXMYNCVubBNTcdxOGcOZ/1+L8+zQrlEHT7odgfRaEYroGQwHNRmGkKrx5968vTaqjHmzs2NN95446PO1ebhUbFYbDQay8vLhUJh0Ou/efBGtVpdPr9q8YaMMamkTXjHY/h+o435LAftpE0w7sRrBIJjhDEZo0QMakBAYpP9DAil7EemQKM2hCAhdhIPjdaAQNAQgjAOXoeJLPAZ1kRtjIa7qFih5DQefbJH3GVxTavHk0BghPtNw9NodbQBgUqf4J0SMnEO4/jkej9t+PjWYXm8n+DWNHc3nweBYe6/ZKcPMQF34acjo/9GjZ3HV5zjuFEUZWmSGymltGqANjpw3ThNHcellALnzOEiS5VUrusWi0VkTCidZVmhUMqVzrO8G/XyLHvowoVSqSSl7PU6p08vHx4dRfEoyzLuOr137cDXAAAgAElEQVRezw38RqORZKm1SmqtLcNzZWUljmMppeu6hUJhOBzu7+8fHR2lmaggbTabYakslZyZmYlHozgaTUxcUaVem5mbV8i7vb4fBJRSQqkQKvB8QrHT7d1a39AKRjThnDebzSSJOWec86OjozAMer2+EGJ5ea3TjuM4ZtyTSr77zvsrp+d930ekYIF7gJxzY1Lf920FkmVZs9mkJGUoOecrK2tX3g7TTBXLNanM/MIiY06z2XrzjStffOE5ALx8+TIxOs/TH/zwFSHV5UefLJfLs/PzcZJQyqIke+P1v7h46alHLj5lgMSZzBQcttqPPvoo98qVYsHlPMsVJd7mxp3RKElyo5EXS7V3D96Io2jQa29ubz/zpUaSJK7rKqUtHIVOSqZpu3kyDcDsNsLY+Pg6XazHQkksOhfuRd9NL04zyRMFA2TS9iHGaBu/ThE14OSmYAneBoyesHK1xQcDSkRttw77D6GEcao0pQwpA0rGOZn2SGnHnrUaz/5YoEucZq4xgesUQz/utfcOjw6OmglQVii7ntvsdfxSwfEcxjjjbHVlScskSweHuzsLs4Ub124P+0OloeB7LYKj0aBSLVldmnPeHwx6vYGQanNn9/U3rrzw+dqdjY3rH3+8v3XL50xmebVS8f0gybIgCDrtzvbOxuLiIqVwsLcz7HcuPnSu1+sVgsBlXArJOXddf/n0qYuXHqIEFxZmi8VytVoVuZBCnTq1cPny5UcffbQvzMLCwuadO8aYKI5t0zBL493d3eFw2O+076zfXltdGfZHoecP2p1y0S0VWegXbt/aKBRShkxkSigJBB3foQYVggajjEH77mmtraBE0BrpkzRptVq1Wu3w8LDfay0tLd2+9XGaJq7jxsPIAnUtwqfVah0dHV26dMkegIfD4cFBm7tOniRxHD106eLbb79dLJWzPI/SZBRFWZYhoUmS5LkoFArFYjGO49u3bzeq1V6vt7Ozs729PRqNMPAIJRKMUiqXOkmSOI6Kler87KwapUl/GBGaGoMEOLVD71khCLTW/V4PASygKBfSrk0AZBQJIWmWA0AcJ4eHh4hUa1UoBI1GzXF4kkSU0jxPrb9ASpkkked5Uuo4jg/2j7a3t4UQQRB4vksI7uzsZnliyf+MEcoZ5jkiMu4AmCzPu90uKFEshFkmklgJkSuRK5HLPAElC77DKTIknsNcTjljjDFgDAglhDqMcOIiokk0IeRvaKv/m9T6JvuHffaUMT3N+BpHGowPg5MQYmtIvGsQnXD87pYE5WqllydAiCaEOh4AprlkyHnAbm/vEc6q88sqFUOlgBW4S5QS3SQi1JtZWkEwIs+TXIzWN//tR//rv/6tf7l6annl7NmZYvm5556L8qQ36KeDKOr2DuKmyFMhlQFgjsfQkRoAkTuuHo/F81RmlDNAxTmZgMSJGeuYhBhbApl7cOf30uEIIYlM+ITyTykT96pdJwh190f0TtEOenJ0oJRpDZM2vCHa2MEXFykxQMf8dFDSMMoQTBZnShoHeT/XhHASuAgmkzLLNEG32Fgs1rQSQkmFxkTJ4VsffPzm2++7lDWPmrVaw74mRtDYduB9U3z3l/HTwAwyUSmnr8sKBuZnoJ9PlYQThyR7W0ClT3ALj+uidrgIABjxRJoyRYrFGkOIRX+QZqHWwmGE8q4Ug27P4aQ2f7pQnZG5+PFrb7720yvVSmltdWVxYf7s2fOXLj2yNUoP9/YH/a7OYiMMKOVC6pqUEqWEZkAkoGScUa60NkobDZQ6GpEh1Ro0aI7cGAn3wRjH8z9Go0EAY/Q9qs7xGSf7tdBKaSW00gC5FNoYx3WNMblSaAylRCEaIAqJ0joXIgPpMY5oOKH12fluZ0CQL108L4TYbbf+5b/6V47DXc+bacxcvHjxuccue94zWuvucLh70BwNBt1+h1MaONxHRbKYMwJGcUKFjvUUsG+MpbZRW5dQsKlw2qgxnBAfAJ2/Jx5gMrw5PfFbAQGmESB3faT4AOxnLhxDVCbyVDmEuZVCkqYO9QFNmiiCgMglARb6uRCF+nyolcyi81Ltt3r/4r//H12PlYulL7z4FUIJABy2u7/ze/+HVpISevbs2unl5Qr3CHFKpdp+t5ML6XlhatJciHa7I0S+v39AKZFGIyFZlmVZFobhYDAwxtgkQBveakMCKaVPPfVEpVIqlUoHBwdbW1txPPqzP/ueJYMtLi4ao/rvDy0uzPJgfN93OM+yPE0zi7CTuYBJDN0Ja8DdWAWt7DvlMCZQSaEppUoJgmAogDGojTGakHFDRRlDEbXRE5/n+JxH4G4Hi+CY20MIoYTiJEvgxKZ3suMDAHqMwLUqn4XH2FaSNVUopY9PRE9RllPo34nt4oEGSDTjY824erS8IKWN5XWNt29zN0birgNlbPJEgkqosVflmMw+dddbifL4yv2kucHjXhiLpDu+8Mk4/Qw/ZTr6/qC/B1pb701m/5kcno7jzM/PD/udve07URR5QbCwsOT6IVJaKBTXzqxRQudmZ7I4Otjf1Up3j3qDweiJzz0ltDpotqqN+traGUZZGIZxFFPCCbJWq1UqlTrdjpTCtvNDUiwUCnEc2UC/JEksZ280Gu3u7p4+fdr3/SiKoiiyhs/hcFgqlXiaZ1m2vb1Tn50DhDRNK5VKHI2CIMjSWBo+HEZZlp07d851XGPQcTwplM6ExzNCaeC573940/PdtbWzjLr9Xu/VH/3YC4KF+bluu7OyvLy+sW6nxfr9frfbrdVno1F01Dy8+NBao9HI4twYzTmz+oD94CilUgghRKfTIRD7LvF91wAJwrLWFCm9vbFVrtYHg0G5XGq329Vq9fb6+rmza3TUq1WDzTu3/EJRSUEIR8RcqZn5hbBYHIwSQFIqlYTCtz666aGmXmllaf72+tag16k0VLFYGqW4t7X9yGOPzs4txcNe9fKF999+4+a1awWXpA5qJTMhkTKrkDucgzGu40gpOWNSKcdx8ixjjDHKBOYEkVGGAJwxgsQYwxlnlIIxjFIhhOt69qxvtFbanAiZVMYQyrQBpQ1QooFSpNJIixmniECYpc3alhPRQMEopXDCLAAkSKSBnDIjZE6Y1CZjlHs+kVJRpgiVhI4t4oRQSqgBoJQ5DjDGJ0Wf44KZKQSB5wDRH1x5/fUf/agxO9/J1CPPPA+IhrKgVCEOD4plodXsTLlacT54/epoMCidPbu5d+QGpdEwz9KkXqtxSkHpMPQtkpEgTfNMKrOzu5en+csv/N0Pr3/kee4oSvfarWKhcHrtzMbWzsFhy/F87pZqtWqtVnU4KZcDlLHKkpWlhZXV01maHh0001R02v00TQaDfpamnutKoYKgqBwxNze3dnplcXGh3W5H/T5ljDI2ikbamKeeeqpcLoNRayurhxce6rRbSqq1leXrH14fCZFnqdsoLSzMHR3uag0btzc5D/NUDLPI9VzHs24vrcDY0AtbOmtErWy6FHDO0yxTSgVBsLCwMNOobN6+qbUuFAomV3bnKRaLUZrYJUApHQwGa2trw+Hw6OhoYXHx+sc3g7B4anlla3u31Wx3u22RxgDoeR4A5iLP4rTVH4zSpFKpAEK9Xn/k4Yf3t+5sbW21Ox1CSJKlWmvmOo7rcpcQQnzfN8aEfuC7XpqmeZ4hGorE7rhZEsucZGlitPYDz/dcQojU1HXdeDQyRtHxjk0c143juDsYEsKK5WKjUa/VakqpOI7tacSmT/f7fcdxCCFai6Ojo62trSiKKWHtdq9SKXmeNxgMi6UgDIN0FGVxAnGixjPdRGmtlc5zQYymJBsOhkpTAANSEgqB43i+XykGDkOHENdhHmfIqDREE6IBkTHPc1w2Ga9ABK0Bzf/rct/feHKDXeeUUj1GySFM+rb6BI98Ut0dFzGmmb/2jho6roV/aDCGoFKGc06Qaq2DQsFQAugyzrkl/xvlGMULAkGj0UYpogRoHSSuzsRu707nsDPsDZxC8H9+94+X11ar1erTTzz5C8+9QDl2ot7RUev69es31ze67cNarS61AZW5jgsiM4JUalWVZL7DwEhOMY2HGAbaanWEMWttOEZzOdHTHb8nUhM6BnsyRs29NPwHmnnun1ohhFh4iUaklCowauosJWgTij3DKQIhZDysYhSnhCjpUup75lCCspN1ADjOTzNIqdIGEJA6XBsAKBaYkVKnsQPmsNkGRFukW5A9fvLTPv4dQoiWmiDcr8IRSvWDjKz3v3vExgFN3CP2NyilYFLuHpMCHpB1Zv/UF+iBC9wBnYHRlDqpENp1BQAyLjk1SIgmQmmkjPgatQqLYZRnH2/svvvhzSSJ5ubm/v5v/tqv/eLPOxQ+/OCjm9evCyFaB9t7Gx8HlUpjbpEwEoPTTdRg0CsWi0FYVEJy7mZZzhwvy0SaJIVyKU0jcwxQMT25WhsYWpfkMXFgCoQ4PjVqF8j0HZ4erJEgscK6RiDWE0iAcqVVbsDjjhGCcJIrQzg35ZJDyPzcnJFSZ8IopYT6zu//4aDbcTk/u7L2+M89/dUvvbCyPNvvDa68+daN6x9XXIS0X64Ucp1FUbo4v9BNRZpmdpbSHo6FyKdiDaUUpLH7rB3Jw2mv54SQAuauxc6M9wl73nrguOz9Z2WukSFhCikhhrA0zR1kxtiBUEaMBgMSOQFAjrnWAIZ6oabe8vJqqRQkUSzy7I333ldKMYanlk49/+WXL5y/sLu9+cYbr3/3e/8GtH740sVTp0499PDFxcXV9du3lDRBUGCUcO7ESQJGOY6zvbtTLpfjOPY8z3EcxlipVIrjeHp25JxbcSOKotXVVZuS/Nhjj73++uue573xxhu3b992XbfcqK2uri4vLx/s73987VoQBL7vP/bYI435ar+fJklCKbWuGCuRWcOe1to2yJVSaZoyh4/TwBlllKUgUCphmSKACjQhSBQQA4YAmDGUnQBqMJwQY0trYpAYAMPGMtdY4GIEGRtfoq7jHi/GpiEEJ2o/ZcaVkrqb5TK+APSDshBO3BTAGDKNjDcGDLBjzSBLjaEMp1/bZWGPO4iEMQYAQtme9z3ugMnvM2qyGE/kE05hQuPkqMkCnP7wdEUffwnamPFgM8ETUBzrYiDHZNJP2gzvn+89sdEppQho1HoM1CYU8DM6x5bzCQB+EMzNzbXbbY0EKcnyXKZ5lMQL6SnXgzTNSuUS4yQIgoPNfRu1V6k3Tp8+nSvVPGrWarVGYzbww431271er9k8jJI4itLGTKNQCOI48kKfUkq17nY7QSG0moMxhjF2dHS0t7c3NzdndT/7ujqdTq0Y1Ooz3f7w8PDg4ODg0sOXrl69+tD58xby7jiOjLXjO81msz+Mz5w/pw0oJZCA0TrLMi/whBDd/rDBXc8PGeGLi4ulYqHT6XzUblXr1Uqlcv78BUS6vr7eakZfeumbFy9dfu2nr9VqVSGyXCRSysGgU61VrU/EPmfOuZSplHI0GhFMlhdngiCoVqu/8ne/1e0Ok0SI3FSrMwBQ8AMlxfrNW7Vy+Xt/+n9969u/erhzu+AQz6XDfrteX/B9N89lLuTswtLsqVOe57uuy/xSjoWFpdPzpy9dunDmww/W93d3n3ru5Uqtgn7J4YRTJoFQr1Au+6VK/c61N86uzs/V6+VSJSMuJQ6njlEghQZDPDdQSvleKKUM/UKW5IxwMGg0Go0IaDQYbW+hhBJmNBBkACSKIs5dBKKVchwPlKaUI4pp+9phLhBqiCLcI9zTBg2lRgJhvhYpUlRSaMIQkKAmDJVQAKCVoozY7ArCOKE546C1UjphDBwXtc4dl1Guw4Lresx1HQCiFDDmUOpIKQlyqbXr+J4XMOYiUimS82fPFTyWdFvto/1SwCvlYP36nb29XaXNqeXVUSaY5wLh9UpdqkzKQZL1hMgfefTZxmLcSd32zWulUnFjb7MYhq7L0yThnJ86NTM3N+fc2CGUOo47t7gY+H6xWNzblNX6TKFYQq0fefxzf/CdP9JACOW/9CvfnF9cPHPmzPWP3n/v9o2i53zj6y8vLS7/+CevD2OxubXV6o4Ojo4IwVdf/cvZmZmzZ84opRnly6dO1ev1hdmZ2bnZWr3WFTfbnY7UigBUqpXv/+lrj1y+vLlx+/DgoFwsVUrFzc3NteX5Wxvrg+7g1Ny867rRMPa8IElSRCaFMeAwlxNGlVK5VEiIIWMTud2JURmijdTK98M0TW1dV6/XNzc367WSNqZWq21u3qEGl5eXO53O0dER91xELBQKNl2z1Woxxl5++eWtnc5rr712eu0MUn7z5s3FxUVCcXtrQ2vjeJ4BzPM8HSXWC1Ov1wEgCII333zzaHdb5sJ1XSNl6DBDuYrSNEkIc4TRo1EUFElv0B/F0fz8vJJpq53GSWSMdhijlLicU0oNKKMUAjJKa7VyFI2SKCKEETRRFIWFIuVOHEeEu1rrOI47Hciy1E79aK3s/DAiDgZ913UQMU0TrRUhRGuwRmgptMglAHLueB4zSnLHQYaEEj8IMqlkrpTWjDDUehjFDmdZElNKHUo9x6lWSx4nvkND33U5I0aBkUKqJMsMpTnQsOQVCkWGOo7jycgE4t+A4vf/RV7f2B2kFCLiWJwnZgwwgWPVwt07qz3YTa1uU1HL5YxTaj3m4xu57fIbOv4vEIUEjHUZgTGInFA0CEZrqQVVUjHqGc6lMq7r+0GgEBfmFgeD0f7+4YfvvPvvDCmUg4ceu/jwww+//NWf//ov0G6v/9prP+30e61WO08i1/V93z1oHnGD8+UaGh14TrVWEQ7P7RRKrtDo4x/Y/ZKXfYGU0mOeppMOn2lK76fUfsdFv7tBvOPvT/gWxnCwWBckBhRBarSVSggAMWAvMA2GAhrUdipMaa0BKKIBYunhmrgIxAmIh4Zx14wNTeMON97/5B84hfIJlrxxGUPZZ055fdIfaa1h3H3/mVojROvxZAISQGCMaiTaGEUI5UwpqSUxBomh1gdHCG12R4zSIHCoVyAaD9v9//af/lNOyOWHL/76r337l7/5i1rrb3zjF7d2dv7i1ddu3dmkjBmvWig2Goul/mDUax05jpvFSa6UMdr3QsdhUTQ0xExFjLuN/AclSZ6Qjk++w8f+dxr1PT4XTnK90NgJ0jGxUVlBbfw4hIVFgkjBGKEoUyh1v9m8dPFhl/NBt7u/s/udP/zOH33vT2q1yheee/bnv/ylr/38l99//4OPrl77yeuvz8wvFsJSc28L/JLvOoCY55mQilJWCANjjNZjw95dq97/sx4W+eydx7qyNBqqtSEA2tg4+HE2oGWRmGngPDIh8ziXozT3whCow332hZd+IUmSw4OD/YO93/nf/0Ck6fnzZ594/NGXv/aNG9ev//S11159/cqffO/7Tz31xLe//e1gxo+GwzgeOZw2Gg0hxGjYd12v2+ulaVosFrXW2zs7w+HQJu0yzgmlSAggKqOREuZwDUYZ3R8OCKM/9+wzFy4+dOvWra2trTvbW9vb24j4hS984dSpU3ZO/Yc//BFj7MyZM2tra3me9/p913Wt+8Uo7bquDYKXuaCUeo6rCCCAGi8Twyi1FbUFZ45Xg91vAe2BkBijESmgIcbmblm/G05i5RHQgLkbNoDICKGUCiGMMXYez67Qqct6HLCOY+OiLfmUUgYfXPLdv9inDS8EMy3ATnAvj4nG9xhEbXkzli+MkVLJCSP0uCx5XLsj94KmTiZk3BvXeWKjPr5dT2cZCBL7BO7d9vVxQOuDQaCfTr4dw5C07aVYv4Ael++fYRqXUgohjNZhGCLiQbPlcI86jtKQZiJJEkLIe++/Xy0X0ECn3bT4ytEw5l509sL5/mg0v7gopVpZWcnS9Aev/JAQMhgMzpw7e+PmDRtaxbiTJAkAuH4QRVG1XhNCTKmMSqm9vb3FxUU7xaS1rlQqu7u7NqWtZHAYJ81m87y8IKXsdDqLCw/3+/1atayNKheKIkuTLB8Nh7Mzc2fOnCkFweHWFtGKIIyGA7/CkPIwLGplHMcphOFoNMrznBA6GAyYwweDQTRKRC673e7e3p7rueVyMc2idrvpUCeK+6trq1LKNE2V8l3XpZQqMw7bzHNleytRFF27ee2tK+/Ozi09+ugTo+EQDazfuv3M557YunN7fna2EHgHm+vnHjrHPNdxmcriXrc9Gg4Y9whnhPGDw+apudHG5mZvmLQHaZ4fvfbm1ccefvTipUeyDIxRa+dWrm3sMaIJIwiMOV6aCcdxlMh9zob9wWgUx0ZIDYRQxnihUCyXK3GcDAaDNLWDTHZ4FlzX1do4jquUdrinFbihTwhFpFobSnkYFoOgEBaLUh3GnV6WCSBUSS2FtGM3nHPGnSxXSqM2qIQWBgvcpw4iUsY9QK1Qa8KoJUJpCRPV3RiQSls9w7pMhVC2j+z7vpXD7U8OBoM4TpUEkStKOCEM0RBCtQbPC13HR6CMOrVKIIVMdB6Gzplzaz4zfqGCuDkYDA6Pmo7kq+ceGjUahDq1er1arRKaOg4B5ioM/vCPv3vl6jsmZN12KxoNbHMtieM8z2uV8pNPfe7Kh+tSyjTLC4UiY2xjY+P2nc2Nmzcq5eLly5dXz10YJpmhTBhcXlmtNWYNIiG8Wq0VXV4ulzfurCdxlGnWbDX7UT6KE2OURcUIoTwvGAyGw8GQ0FvlQoAEjVGkPFutVkPf39naunDh3Nzc3J07d3zH3djYuHXj5urK8vLSUpql/UGXENLudgKPhmHd830kDEABYQZImmZCCK2NBEBClNGEMGUlGKvPal0ol7RBu6nGcVypVrf63d3d3dbhoeu6WZatLC1XimUbeSeNFkJ87nOfcxyn2+1qMDdu3BgMBpcffYY67oULF+qNGSDUGLW9vSVyuby0pEXq+7494CglC8VCo9HY39tPkuTU0lKtGO5u7+zcXpdSMs/RhGgDUinKkXFOKXFddzAaGWOKlTI/YlpLJQW3RGgwnHPK0GhLwzIAWghhITGexwf9Xp7nvh8AoYxxyrmU2jZAhRC25WpbsYSQKIpGo1G5XJ6S/yiliJZcxgihruvbQtHi2Sx5VWnteX6Sx0opY1AapWSucwHaGCk552HghaEfBB4Fo1SO6BICWuksz/JMCgVgjCbIGPN9T2aJ1lrKvw7c/v9HVd/YpkjGytRY5Rufa2FK3rY/AZPjGBpAQi3MGxAJJcYYmWaoJBnb3oAQUEIJo9HmGGlQKDRaC7n152gwSiNyQgnlBNEQBTokTCUK0Q39SnWYxZS5rlFhuapzgZkwRL3/4Y233rlKCK1Wq/V6fWlpaWV57YnHnnJdJxdCiPzq9u2kP+q2Dgs+z5IBqKrOFXEdxtAhjGrUgCegHCcCeZVSjDFK5OR4oR+gVyB80uHnuNnP3O2g3zXQTisARDRaWoPdOB7dUmcImjGxwKAWk0742BCkjEY7BIigARAxU4yC4ZwxAkCoENIYM40tNhN+4KeNtYypDROj772jm+ZBk4EnGAaTVPTpd809KA+tP8UXeh/WQiAaNBqIdSFSRhgByghQ4ijL3QSrk40nNJnHEKA3yggY1y0SgBnPYYi7B51/9s9/i3PicN6oV1fOnDl/7vwXv/iiNtAbDQ7a6dbWViYjTrTIcoWkWijl+SgRkecFWqQ0sDQ/TfAumwSmJbwZJ0Df3/g/foYmdkRCadCamEnWgbU+AiAAA6I1GKORApApkQ2MpWnY4S7qaWO01OOmCtX1pdNEa9A6pOx0sZyKVIERInvlh3/5/T97xeNseXHhyaee/Cf/+B/HadbudA+PmvudjhgOkVCXu+hQIWUWRwbQIBqDBtDBezOm/7qA4s+M59ZoDEGNxqACi82wbmRbvxhjL3B7eREARMJcLyiWFeGauloTJHDUzwBpWF9cq84qkSkp49HwtbevvvbW+wXfX7nw8OVCoeiQwWDwO7/9733fm5ufWV5abDRqUSRchwVhydZ7vu9biSDLso2NjXK5HEWRzSQYL1IChNNM5kIJjcYNPMJpfzQYREPHd1986Uun1zcKhUKr1dre3v7wvfdd1200GrOzs3Nzc/s7u3vbO0EQhOWSfSzP8zinWiultK0urLRoJqZZrZUBZJRoA5SgknY9GkRkdDL4Z4gmWtkBHevFGDfXLMDB+ga0HjfYYIwHALAu1rGViFJbThyv/eBYuJyeMI+lknBP+OuDJ5uPJzEYraei9wM9n8YYihQnS2ismY/3HdBSKaXSPM+1OlmnIQDB6Qqy5uTp5jY1Z959uM9ydU5ZW8cXr33HJsEt4yLteN7PA6f+Hvid4/+mBBlFbqyLHAx8dmAKo8w+jTRJtEjzPPeDICyEQFiz3Q3D8LkXvqBysbAwZ6QAoyqVko5VfzQMwiBN01arDZRwpSuV6nA49F1/bW3tu9/9LmbDOI6FkK6rKaXzC3OHzZbjuAZ0pVpBxMPDw0Kh4Lru/v6+53lRFFkqvVKqUqns7+/bdIHRaOQFhZmZxtQImqdpkiR2BZXCcDjozS+duvjII/Fw4C8vz87UmVYFTojS5cBv1Grv3nyv1x8S5szPNZqHR+VS6ejwsFatGKUAME2z1157vVSsLCysKaUODvYL5YBQfXi467l4eukU5SoIqc13tsdEa3LL87xaXTx9qhaGTr/fD8Nw1B9c/fBDpfDxx548vbz01JOPv3Plrf/we7+7MN94/pnPJ4P+7voH2fDg7MMXzTC4evXazz33lTgaPPLEReq4hvDLjz0xM7/w5z/4wfrWfoal7kGnnzhvv3tL5vz2nfVb6zfmzl3+eH+3VAyCwFUAidBR++D/pu69giRLzzO97/vNselNZfmq9jM9FuMHGHAGjgAILESQ4BIQN6DdWO1qQ1qGQgopVle62NCdQqGLXcVKijXiEjQiYkEC5BIkSBgCmMF4P93T3dOuuqvLpc889jefLk5WdXWPwYSCiJD6ZjoqeqoqT578z387m5MAACAASURBVGfe93m3d/YmoxHlOVpR8sujUXbh3EVh9N52dzgctlvtwiV7ofoO46ygpMZRfPXq9SzNHMeJk3jQH7195ryUDhFIKTc3b9SqNekUwXp8Z3e31+t7ntec60gptTFEWK1WhRAM0SIH4ZWqDSeo1Jtz9997jyu9nFACmFy9df7i5e2dNI5IpTqNrM7Q2jxLtdaZ0nGSMC64naZZZo3J8swYXavX8jxVuZpGkziKALHXG2apKtqSxc58HMcqz5VSZCkMAs/zGGNHTt875/vVTvXChXMvvvqSL7BdKo2iER+PR8OJyyJm+Nbe3o2dbmdx6fLG5f7e+TfefuuJJz8FslntnOi/9LoMMUvTSrk8125Za/wgeP31140IL1+9cu3adS8sZWk+Gk+SNHVcX7r+o088ededdxhL/+u//D+6wyjOMsZkdzg+6Za1FXGqklShUT/72c+uXbt2z0ceeuGVM8Jx5yrNJM+yLBWCFUvjNEm73f7lSxcdV5w4tu77TrVazqOo2Wr5YdCca1trT58+rfJ8MBjUKtUTx4+3m/X77//ID378l/d+5N6777xnd3M7iyfNuZpkaCwAl6FXGQ5zh0vXd4TjaEOERRw5IFAx50NLQJCmqZCu7/u5Up/+9KeTJGm1Wkk8HvbloBcdO3asVqq4wimeX4yzoikq+p+wXOr1emma/uSnTz/5iU+UypXJNBqPx6PRSDiyXq+323Mbly9oYxAhyzIAvPvuu48dO/bcCy+FYXjt+vVRd9dq4/m+USqeTNGQZKxUrrh+SI5QWs8vLe7t7j7yy5+5cObspYtvc8Yq5TJjqFSulLKuECAB0FhlNSdEJmeGb6VUUWZHUeT6QavVSnI1ncaO4xDZLMuKro9z3ul0jDH9fp8xtri42Ov1EHtEJIRkyAE4Z8CYJAtpkhubW5uncUyMhBCe51XqNU04nUYqV1maqlRzBozzdjV0XCfwnDBwPVdak4NBAyYzpPI0y1IyYC0jYwilECJJkv7eThzHhpz9GeLfPsfzF5ncgLcA0wrsEmPM7D/4uRS3PNaRIRMHD057AIDZz3tgiPF4SHkqEDkDW6BBGTKDxeKMAIAMR1sMqovnnyLFkCEHgYwzTpKhqJDKc+lqz8dSRTiCudzqHAC4o9DRBOj5VZdIcJ4b887lG6+88bYjivrMriwvLy8vf/LzH2+Wqy8//fyNq9fOvHl2Muo2l5fTgiUiODeYWTuDHO+/osMWjuKLUkrGb3W8HCAK9qfU79n23b7qocN2yNlylYgO0iOsJUCDyC2SYWCQUBTQTLQMDFokXYjrZz9vJlAFQjRU+IBIo0OIxAg4MSb3KYnSEZwxNisHP7Dlg8Pd2q1aL0QoFgH8/Vd8N0fp71Pu71MfPtQdmrGcY8H8KDStxIE5wK0Gzhhoxhjjgt+sUwnSJPM8z3V9a60hRMSMfIvIpS9lyEgrMlc2d3cHk299+z8madZut+88cfzxRx76h7/xRdfzN7e2rlzbfPPt8xevXnb8wPW8ZDSqVCsT5Pu+xEP4ogMP0qFEsoMLe9Dz31JQEoElKFornDGTYP9qCQCypK0Bxhhyg6YAq9GM+UmElhkxu4eYJGaQIDHaWKO1Ep4b1KvCYBYnmGVHO8u1ktfb23n2uZ+9+NqbjhTHT5x8/PHHv/Lrv16pykuXrz/33AuXrm6MozQoV1wZ5oaUNoSMcYl8X6oKxBgDQ38rXd+7Gz8j0HDSjIARodWsqNQJ0FgiNut5nRlmBhCRGbLaQpSqigELnBPmBVSLAZA1JC1kc6udLJ76jtBKXbt+bTS6DJN+uVz6/Oc/p1V27ty5b7/4H5N40m63H330oY/cf39zsb27t1kqleI4LqJHp9Np4fQrfPBRFAFArlVQCpXRymjpOsDQC3xltHAkclauVozSkosja+sPP/jQ1tbW008/feHc+Reee75SqbTb7bW1tSNHjhiE69evZ1nmed78/Hyn0wnDsGj5hBBB4A+jySyjD4Aswr6XmnMGhIYsYyAsAz67oZjlxVrO7rutZ+00EJHF/bPCcSTnXOxHdHDOC9BCcegVGYNwKGdlP93mZsI67TuZ4Zaoog/qeYpJD0IRAlHczXQwXDtQAjN7+PNCROQ47sE2zxhtD4GCDiTWh+kviKjtLVu427jKtzWc76Z23eQt7z8Y6ZCg9FDPeEviBbxXWs8H9IGHfm7hCp7N2JB9qNFKksRxHCdxrJJpQf0tVypcuHu9IXek5wXXuxu1Wr2oS9I0K0KuOnMd6Xm90aBSa/h+AADlchUsffWrX33zzTffefOFWq2ytLTUH/STJDLGBIEfx6lwnUqlnGZpWYi9vT3GWL1e39nZaTabg8HA87w4jl3XHY1GRW8chqHrB6nSqYqn0+nq2upuHO/t7Z08efLG5jWBlOlMcrbY6aRKDfp78XiYxpNKELicNyql06dO1Vbaf/6d70ynkc3VEx/9WBpPr1y6qLVGovX1I71B/7mXXjx9utLt9i9cuHD8xImw7AqB40lf6XqtHqysdobjnUbY8TyPMa+Q+ErBGGMLCwtHjy2TTjY3E5XnDEkKFk/GOssE4lMff+LxB+//vd/5N+fPXljtNFeXF3pXXtHJ8OSJNeI47G3H02E0nXzqU5+8trU5ieL24pKQzld+8zf+1b/9/Vp73drw1F0fa7Rbm5fOJEm2ubNZP3bMrwpHUJYn6XQQq7zqlxD5eDhsVGq7V7fPnXuHVTqvv352rlrK8/yFF171PN7pdA4XIQUaRFmjlCrg9UTIOZfSMdoEQZAkSRiWozguUpQRkXHJGEtzLaVExmg/i4UJwaUXVJpBpe6V60eP33H81B2e61gAAqEtXbq2+eOXXx50u9Gon4z7kGcmS3KVkTbaktYWmXCZTdO0WOBrkwNAmiaF6Np1HURQSmttPM/L83wyiCaTiSjw7siM3m2323Nzc9FwGo2mu5RePndhMB11ThxJjHroYx/7ytf+YWn+eHPplFY0mE7coNxqzwNtT5JoNB2R9PoT++u/9V/87l98r7XUXFpcuHK+Vzx9OWdbW1vDp5/+1rd/0O8PiCgolz/+8V9Cjk998pOLS8sPPfjg4089df3ipe/94McgnCzKuMBao33yjrvSJJJOAExyARffuRyW/DRNNdmV9bXMciadzvyclNL3g5MnT0ZRPBqO8lyVy6XhYDgYaCGWMyOzPAvD0sL8/CsvPF/yvW63O+73G41Gs1bf2tr85h/9UQbTJz76lEVKVcYkH08mpTD0S+Vcp0mmGHdcKTgynee5tkUohyMlWlvEjs1yXbi0gP3B4MjRo0888cTW9uajDz949co72zeuTafTEyeOl/2QER45cmQ0Gmmynue98cYbBclsc3PT9/0gCDbPb06nU9f1pnF/PB5LKRnzS6HneN4kSgig4O4QYLPZLAI5d7t75VLJ49jb60ZRZIxBS9ySJ93AD4ixTGvBRbVeQ8Qjx49d3bgahkHg+0rleZ7pXAnBwRICcoEMeNHFRUmiVB5Pp1kWkzWImKs0UzrL0lwZznkQ+sbkpnBqcyAw3d5umqZRPOnMt9fWVwBtt9stJt9CCIacGOSZ2tjYGE8G9Wap3a4XJ6pwZEm6ruuGpRLsdrW1SmkhsBT61Wqt5GkAQjAMtOBAjFlkSqtcG53n2mhGrPC8cc4LqFWv19NaO27l/crd/2/v+t7lUjtgnRXrptuCtunQEPfdT83ij84yBPAckTObap0bE0gXyBY+CUuWkcab34QBgMMB0aLVdv+7ade3lnIpYksJkHE9xSz4PpB1fJ9pk2cUSB8RlUpVHMsQW6W66wij1GQ83Nzau3hp4+2N1x6+74G1ucWFB+7/9Cc+GSm12e9d2+tOo9hqa7QiQiadw2XBAQGJHezHON3cdM02POzDFLuHawLGDlKRZ7QBg0A3v1/xg4CAAQKxwrRHliEw0ECI1jJiZHBWGyAhWIIiUW/WQ5AhAAMSCTOl3RmMGQszhpSSI9MEtzV+78mdI7jFx3LgbCneLGOMfJ9b/HbI3iE91c0kwBmH/cPt+pzCw0hgAcgarUEZbghzbfMUrSXJtFUHvmdEDP1GnqsCL1lklVoepNaAUkAgEBnj08wKny+tHUNEa8z1K5e/eebl//CNf9ueX2zPtZudxcc/cu8nnnjgxm5/a2d3r9cbjXupV7dEoEnMIsrYe6IaDkjxh3EOxRcPOnzYt9rjfq4S7f+dMyQAS0AWGJLZnxIQAIIt2j+WF6HqYKxS1hoywhXoCNLCCDblDAj9cssJdZ5Ee6OUmBR+aWVp0XXdwXj6h9/8D9/4g/+7WeadTufUXXc/+cRjYaWWKBrHyeZWrzcYDsdTRcrhEm7jwP1i/mgGhoFhRGiJoUFDjIAI0SAQgcUia6MojVmhQJeuFzCGQrpaa0sE0iEAQ8TQCt8RGCRZRihzi4Bifnl9eZ2Pr1wIwuCnP30GrClXSg88+HApcJXK37lw6dmfPef7XqNdarfbS0tL6+vrjuO0O3PSdbTWru8lWZrmWTFNR8bSLLPWAmKW547rZnmOiErrOEkKO8R4PB4MBs1m88SJE1/96lcvXLiQJEmapufOnXvttddI8sXFxVar1Wq1ut3uYDAo1HGLiwv1en08ngASigLgRtYAMGZsOgtBgdltMZuaAVpEi4VxDjiA2dfhF+c25xz22SNsRvyEm5lOjO+3VaaYcB0o9mcd16GW72DFd3A6FKpx/oHidmMMQzjAtBQ/6wD9cnhEgrfmyxc0goNfzxLBgTf4XTrq2cfN4gE/qfhuhUzU7ifQFJn3H8ygstYCHaheGEd24GQkImPswVHzczXt7zcE2f9/0VpjrAGcrbF//uMaaDgc7ezsgFUOB8ZYqVLz/WCvP8jzfGt357vf/W6r1RhICWTAmkKDZK29sbW1vLpaXNg4joMg3NzcrFWq5Wr1ySef3LpyJoqibndXSKfRaDDGJpNJnufNufbe3l6lWn300Ueffvrpc+fOtVqtLMuKi2yMKZfLRX7g7u4ugCwcH57nAuee5+7u7i4sLMTRdDwe+76vk5wDMqRBv1ep1yfDIZF1BFd57jIHrL166dJ9n/q467gOw1dffGltZbXVap06dao/HE6T5MKFC8KRSqleb1Cvu+Px+NKlS2tHlz7ywH17e5e7vZ0oHh89trq9tVe83VLyIjjKWs0Y01qfe/vtxflm4YrknDPEuXabczzz1lt7uzsmS3/ra1/7sz/99jvnzz/26INLc00S7KVnf6qkv3DkrjffeG007H/zm9+898EHvDDw/ZIj8NLly9qCsSK34sq1Lk9HVU/ee+991zc37hF2bqmZjmOrc6O167iBKyaTSRLnvueUS6XFxeWHP/HFP/6TPy/5AgCazVqxGg/DsJj+FNZEIvQkV0oxxq21nusppYWQWhvOpZTkSDfluet6xYmEjBGB6wohRPH3InrECYIkU5oAGNcWcq3H06ReCZkFg8CYYI4rvJC7U8cPdBpZMgwcxpjlWlgwEgBQJ7ngYSFy5kwIIVynbIzWWgnB81xxpnIbFVGgea4Y4450ioQVIKzXGpVylXKz0FlgeqyMXl5bbS3Mzy2uthZOarJhWEZCq+DO03dzrHth6eI72y++9OLC4sIjj330r79/48ZbOwtrx//BP/maUiqKoqef/qlkZnVldTgcPvpLn3nxzav96J3NrV6aphcvXnzkrjtef/31jStX5+bmH47TC+9cSnMTpzky8Wu/8RudxeUoznd3ukmmOJecQ6vV2tvbu7G1tbS01I9VluXdXm91rlJsuVvN1sbGNcb54uKilNz35VynGZa8U3fcO51Oh6PheDQsXHCMMWON67rnzpy9fOmdMAw7q/Nn3z4j0amWKtcuX+m0G37gx2kymsScCSl8ZhgSVMJytdEUUnR7veFwDMaSJrDEADiiX6588lOfqdXrjWbzwoULricHg8Ha2prJkzQaAcDm5uZPfvTjQtVMhOVy+Z577nFdd25urtvvCSFu3LgRhuHq2lqtWlNGe0EYx5FR2ui05HtF3auNmZub2xsOz507d/eVK0IKx3GGvZ7NEtd167VaPJ2qNJOCccIkjg2g4ri2vqa0cgP/W9/+EwEoHKcgBQjGNefG6kLPOYsfnPnkUam8WDUxFFJKiJOgVB6NRl5YllIYrR3XKQqtQocipSSiYvyRZVmtVguCAGclrgTixtgkTafTkSUTlCQA5Hk2nUSZ0ly4qTJKUxAERMQs+J7ru64QAm1qrTFktMNULrRWjhREYMlqaw1ZMuQ5nvT9WJPWulythGGotebSL2Qt+AsAef5tdX0GiBB5QQRhyBAJLGQKGJpS6AQu7BgVeqEhhoL7jkdE2pAxNtdmtq8CjdxwznnBwiQthUQyCMSLVG+iTT6NeDaMRrxUZcgRuEaX+6istTphQIgMUM5WXMCKE7mQv5GlYhIQY1rStk1QRYptlriMBAs0cywHxMRxwAUscDzIhAgEBHY/gTeslIOizVDqJ8+cfyZ9Y3dj0+PoBfLTn//0537pYyvLizZN+1tbV25svvXOxcFoiMhQSgsofJ8JJzdqEsec8yAsexnTyE3VTz1OjLsaMg4TYYeCOHCHccdaptWB6YsxBtYAUXGLE5AB47jCkCkMk7nWlssiPpARciJGhhFozhwgRowbYAwQGFPgoM9UwtHlzEtTHQRBkc5cFDWcc7hVZkUQBz6aaW9ldcEX7c3LF4d7bwXlasWxYxi6fthTDkOOyLSx1nDkDnJmLSplAZiULhGZdNcV0lqbm0w4EgQHBoAkwCAxNDkT7iGjp9nfec62AkUZNGVcIhIH0gbJWiJimKZpyfNVmt3mlnm/+kkYwQr2PGmDNMzGFMKUx7bCc5uneSZJuOQAgNEaAFwuAcHjjCMSgcu4McYyQgTiDKwgKAylQVhZyLROlSUBplSD0joDu61hezM3l85845vfPbK88MmnPv7R++5dX1kyWr29tbG5ef21116N4imX3VynoObRSuCODMvWwFR5ce6XS4HnuZPhwGUMrCJrmLWuEADWapUKZRxlHKkh4w7Gceyiz2cOLCJCazUy5IwBktGGEWOMQU4csBRWdK59z8l1WlTDnM8o+swSWHAQQVs0BIDWTKTkIhCMMIrzUZ6fas81mx1lKU7TXGk2Nb3J9M+/+1I8+WE8Geks+vUvffGzn/7E6uKCK/n582efff21jYDS3oZzfFkpaw0qEiAEE06xwEfE0OZkDCvGd8ikJVTapEk9LFOahp7MtD5wLhUoSARgDAuz2WyXbshDgZkJSsEkySSXYNECMRIHmlZJzHBrkCzmSFYYKNmEDEidcsGmWotDiyAyoABQCGvQCKGU0kZLElOseo3F5tEycJZMJxd3dq+/9FY6Ha2tLDz01GfnVxauvX1p0O3/2Te/UXed5aVOq9OYLzdP3n261+8n40kFAwf4REe+I6eTkTFUCsPxaMq547nlLMuskYacKLMyqIKy/WTqtlu57/RN7jUq3SvDu07fsTDfqZUrv/sHf3Dp7fOvjl+cm2ufPHXyrrvuYhx1Yi6+fabRqN95552pBgJAg3maG7KuFwomGTNZphhj0pGMidyq/ZUWaK0QwOGCiHgxIUbUCAqRIROcIyJpS9qa3AjOfe4BMK01ObNdky2E1wSZygH3PXt4QMo8NMiwh7BPxUiQ7Hu6xPFmcwMAUKA4GSLnktFs830QIi9mtgIEtMCsIUyy1BAaIgIGnM125EAGsGjfZq3jLV5rQMaRczWzgWLBJDSWirbR7hsiZ3tsOwsyneVHMMZgtlZlhfPcFumIN49ZJgVnjCxpPcP87O9E8bDj94BfegARLaRWhxFHnIwnhNVGaYMCGSNkjIiEw1OTAS/TwaXcf5loyeQ55zzNE21NEAS1ajmdRtJCLQg8JlbnOqfuODUaD3OdB6EXRZPRzla6PY6iwc4es1zyNFJg55dWAib8cg2425xbQrceVDuLS7y3u2NyZfNcInOCcrc7QuktHV3uau02WqMo85yg7JX39vbuf+Aj/clgc+v6cntusrvl5Rn6PM9in6MrXSEcrYih0+tP1tfXvvXHfxqGwfriUhaPZKl8dfvG6Vp1rl7xjLZZXg0CEkwG3tZktDrO3FrzwQcf/Ovnnh9Z4rl96uOffvPNNy9f39jc2au221HfdnG8vniy5OLx1U5J2K/8yhffeP6Z6XR0+cLlO0+eurF5BcyC5wXWqnHS351sLy4sD6Ps7Dsb1RCSaEg2HU6Hl85ddEdpsrebqOlrZ19Mt/ccwvYdx9YefOCZ7/0g6VprwmtbW29d2Dt171qpabmKQgdLPIfRoKbdvQEkOvrRj7/j0LbO64F1elv9+QrVqqANv3b2Bu8Nj9fsQC74WPfQP7/1wiaORDXs3PeVnfDx+YeGH/v0Pc/+9E+i0a4QS71eL2x0dvd2PJTDKEFElitEgIL3m9osVQDK9T2lLBGmeQ4AOjMEMIrGhBirrDDgFC4cxniqFSLjXGirETGPHWAuka80K4chgOnuba8vtDgDbjQXbstzzGA3JB3HEVjUCk3OgKSxQNqQtWAtCnUgqiEiZVQxVSEileXWWp3lzLAsUsgFITLpJEoDoWRkIS+FolLifKk8smKlcbo1n3357tPDeHPl2CMvP98/c/baPzn+8YCfi+LrNqisrNeqNBmdvVwZ1eYX7/3JD984d+mKX6/+9t//wpIXZKCu7ey8ef7S6ePHrPVKXvPE2p2rnVfeMGfdbMRIzXkJJKy7cWXz3PPzn7j7pe9983//X/7PUsbKnaP/4L/6R6OsP7VbBhUwU66Geq7toTm2svT222eAyVqlCiJTZry3c12olucFruf87NmnPc+rN8qCM99x4ziu1+asNtfPXEjTtOWWr1y/3ul0BA8r5cabr7zWqVV729dYPq7WXNwZOdINK353r3/28k7uNJ49+/pkbD75mc/UKsG1y5ePUJlzzrjIMj2OolzQKI+q1fpwNHXDIE2zZrv98cfvqVeZVsN2dX5v69InPvUZ3xOO43zrW3+8ubmRJ2mcTsLQ7W5tOkYHTCqjfU9GOuulk1Eaj3v9SqksBa9WKju7O4xzk6vebtca05lrqlTXK00gpzm3Ph4nMpSjSG9sbK+sLjFrKr6bgdnZukFguWSQEefocDeNU0vEhJNrW6o2fvrTpxdanU6jtXNjEz1PZ7klEI7LFJeSE+E0yoTDA9czjAPkriuU4hYcYpgRkfASpT0/CEvBeDy2uVLIykFoc5tHUbPWlNyZJonNqbkwH6fm0tXNfjcmI8lCrnLHBSy8U46b5EisPhjL7k6s0sTxnVKJZ0lkjArdnNsMpSp7XKACICaREQSe67lMqzTPcwae5/oMuDLWZkYIIbnQSZZEUdeo0D1Vqi3sDSbdYWYoBHC5IRD/f9n1ERGB4wAixnEMAJIzjoyArNaZjpQlIaQ1ttCkATDkyFjx+pCRBeDWEhJAYXgABlAYpiUDRAIOOAsdtYU8D5Gw4CLctmC8zUdxeIA884cIwQnZDCQOluyBXYpzfpgzWQiaC8i44zq+kFm9FkgRhN73v/+jv/7R910p7zhx7LNPPnXPffevnjo1HIy393Y3Njf743Ge54O9nuP77blOmmda67Ln52QZgTFGcrRC9McjUQ48x2MENlPGzho82M/xKxh6FmYEhSLwajbGZowhmn27GxJYIiQksu+V3H7LFw7vV99vVu26rtFJpVL5/Oe+UAvkmVdfvHrpYn807Q2jXq+3Uq45Bq3V2oDkgnFBgKPRSEiv5JfIUpbFmsDzPCAyKmGz1HtLM7I6B/auJDdkxUKGAAkKusRhkN3BnhAPsH4fPsj4YMMABIwg8H3G2Gg0MsD8UpkjQ0BN1hpiRbS91XmqGCBD5AWFT3CyQEWaHJulRVtjiCxDJkThobJkdPFxKFaax48f7+5s/d7v/d6ffefbx44eWZif//LXv3byxKknP/7kxrUrksvhcDgZjOtzc7mheDQBxh3HdUtOHI1sgqHn5VlC1hRHeao0Y+C6HuQ5Z1xrjciNMZxLoqKw5BaIAVgws4TofSvdLOTdFLAKvC1Y8r1JEvt3h7XmYFUziw4nKKZrju8IyRxf6ryex5HJ07/60Q9/+sxPXIc99tBDn/vcL3/5174ctlsvvfJKf3dXhGUpfc9xUm3yPBFSFrRJ1/FJ52mWJlnOCXzOA5TCcTKV+7Jq9vMCZ79h0SJYggK8QzdBi7fFu/3cW6NYKfAPQRU6mCwyxojsQQwJ53J5dfXYytJwd/eVV57/nX//jROnT/43//ifhq632Gr/8e9/44d/85OV9aW96Qh9f3Vt1ZXupDuKsoyXOec89EuWbJrmWsXG2J3dLUd6zWadkUUko3PSSnJRTADzJEXEarXqeX7fdAnhy1/+8mg02tzcPH/+3LPPPvv666+fPHm8UqmsrCz3+/3nn3/+zns+4vs+49xaipI4iqaMS8GY4khksyTV1gSlIE0TstaRThD4jMBqYy0B23/tDBnuZ94Vmz3Oi4C/YhjMOdegDz0K3kcLgnCbVPL/hcqX3Qazejf1p0hZOEBPATtIhthfkeN7Kilue9NvEzK831FzoFi55fva2VH17t//Vg5n0Qqy27Cch9NND+cEvqcu4LZ7/rZAww/Q3hcjP8/zhIQwDIMgULlJkiRJEmOo2+3as1aZnAsuHT4aDYrVnNa6Uqm4YXljc6s11ylir4IgkEI2Go13Lr6zt7fjMGw0qsYYpVQYhrv9AXeDuXYnDINGo/GOPsc4v3r16sJcJ47jwu8ahiHMUgSdYlfMOc+0MQRciEajMRqNilT3JIn7/X6aZYiolBqPR82FRc/zciEOZ7QmSby8uHj+/Pn777//+vXrS43m9u5OmqZCCKVUrrIoTapkd/Z23EAuLMyPRqNjx4905haazUaus25vsLC4PJxoY4zjzu5C2AAAIABJREFU+ARUqVTSNGWgp9Npq1oPw5Azt3CyeJ7n+77rurlSnU4nn0S+79frdd/zRqNRvcGRQ6OBrutFSTxXb2RKDSfT7mDAhNCkpZR5pve6XcEkl43VtbVGfdrtnV9ZWK7XG6+/8cYd9630EufoWriztTOeTEtlBMBLV64sLS4eO+Vc39gYjUaC89FotLS0lCTxja3NA0SuRWDF+p7gwGRrrcViTsHZ4fKg8GPvx+gUiVS3SM4QkXOkWXintUrleS44FwgCgHEOZKrVquM4WqniKWNuNncf9LA+nGY5y6elA3bUvsoJ0eisXCo1Gg0hRKvZXF1ZxkgPBz3B80k6ztN09ch6lMqt3Z1X33p2bl7GivlC1n2fMzQ2T6LJ+WsXWal61113xWnMGI+iaDwepTEopQrI0NmzZ7TOk3jquLzk+Z1O+9LF84vz8/3d5pUrV4a9yXg8Ho3oV7/wJWOVMUZr3Wo1HM6CMIwch/J4OBwOh0NlwavUXdcrl8vVahU4K+4W6TqlUqlSKU8nkyhNGOJoNPJcN071kSNHAaDZbE6n07W1lTNv9bM0HQwGaZqGYblUKqlE+b5fCiuXNy8qo7d3to8ePXr8xLFqKTjz5qtJmqRJxBhDxrWmVClrTbVaHY3HruvHcVwuV06cOLG1dWM4GQdh+S7XW57veJ5Xq9Veeuml8XjseV4WJ57nuq5bqBVynWdWD4fDY0tLeZ5XKpU8SpRSgkOSJM3WHGO8OD3mO51TJ4/1d7dffvH5NE0XFhYuXnzua3/va93+3mg0akS1MAz7cZTnefHYLQKNGM3eXFcI9H0i2traKpVK9957bzaNc5UXNfmsHNfaWu15nuu6wuEHOHelVJZlShkUvJBROG5QOIQ550Jy13MAQClVqdSCIOAoUqWyLNve3k7zPIlm6YjGmMKvfuDJAsDJZGKtTdNUZQkysMFM/QaIknEQkjHGGXDOHM5ugsdmLEvM8oQsApHjOGRsFCf7pm6cTCNlUGuttLa/MCnULzCl3RIYM3v/4jiWdQ9MjgCSCS64B8xYC5IVAjSC/aRpa2E2t0U2UxNRoXwlIk94KVPMMtSWI7hYdIYWLCExwRGRGbxF/PZuTBnNiAY365VCnYSWGL6rIeT8PR+6PHDJ9ViWAWfKGo3QWFggRlrn5y5fO3PmX1sgrxRW6rWFhaVGq3XHqRU/DDOttnd3u70eWdBa5RYYkeSEOudgTZa0yqWMEeUZWnAIEFlBnCBgxflnZ9hSAGCWrEULoKxFImCMWca00sgFEph9Qxi96yIQEO47cNh+YOABQuA9KwkAyDIlCFKd//N//j9RMvniZz/zsY891ZpbGEbZzu7uO5c2r1y9GsfpcDRSWntuIKQ7X3PjKGXKaKWlhbLnToxxpaMFF1wyKXNtFSJHbpkgxi2COeyxAUJgdhZCYAE47cfFkrVElu2XPkUQX/EMeff7/j6KpkLcCEgACDrLwdhAugSMEXJgwnUM7WMnAVKdCc7JzqLzBBMcGVnGABCJz7h8pO0M/VQ4owS31nAiw8kiAHJMkqjWmuOtls7zje3u5k7vR//lfys5W1ycP3Hi+JOP/lKrVS3V2srkmzt7lze2uv3BZNwDNqo6nmCOzlLHADFmjDXAUbqALDXkKBDoJnHGUERx7pdKWhkEYQGxYFaiATCACDcvKbNWc4DCwGDyHKV78O7f3JbcVqrvQwIBbJHNMJOrAXpCADIttAvSq4ZEhrQinXfWl/IkztPkp2+88cMXX2hUw2PrKx994P6l9WOxUle3utdv7KDKVDSxjEnP9aSMY42S+77vAoElxyIY9ILKcBzXl31NBjjXWhXC4BlGqJDLIR1gQjifIUxmG+wP0V0gYpqm1WrtoLD+gAbggCCCCK4rLaKxljhLtbFal5vtjz31qf641xv3/+d/+a842flq9fNf/kqrVk5Vsjfs/f4ffSuO41/+xKfvu/PuZquU0Hg0HuVZ7nme67hxnEgpdaauXd2o1xtGq3q5RFqRyX3XNXkGWnOOuTFhGBLDXGnpuFF/sLy6snZk/eQdpxxHvvDCC4B09tzbb58/V61WHn74oed+9jPhSNd1O/PzQVACRNf3yHKyzFoijoQCjA1dr3j38yQFAMlF4fKdHRfFY9fYGcPpIBMBwFgzG6UcDrI7TOs9dCGtpQ/AlnzYru9Qhju8T5AdARhjjC3kp7MFmt2XV86mZO9KQXg/aOdB+3dQDRR6BDoQxReJpIaQHcROFqcun82aZriBmWl9hlwGml3Lff5uIbM/9LoOupiDyrhwMxa/xsFQgxCLXFngnBsAawkPjUPf80rTvn5VGV2QP5RS5XIVkWe5Go0mo9EQGYblABGjKCo478aY6XSyvb29sOKurKwkWb67u1upVOM4vrpx9eWXXxacT8fjLI2zLA58/2RYqtYb3eG4MLXu7e0uLbXa7XYpDCfdrjG60WhEURRUQyFEAZwsPmX74xVjLeRZZozxPG80Gj3yyCOvvvoKZXkRf1KrNhjjSqmiJlQAiDNKjcqzPM/DUnjH6dP9G1s717falUqj0ciMeuL40Y3dLcap3qhwgWffPkNgTt154vU33my05p599pnTp+8YjxNkoIw/Go3KZSGF9DwvzwxjLMuy65vXdzbj+U59a2trb29Pa+2HpVq93h8MVheO2FRV6o1Td5w698prm9e3gnJYrZUmaZorvb3V9YKmyoFzZzydJHmU6ZQ50vG8sFTWypsO0u5gNOq/XS3FlVJ9OJ6kueJCMsmub1/PUzucRMwRX/ut/+z7f/HPLly45Ie17w+uO7xcq1TRqz722KM//vHfcMZmdx0UYp/ZqrdwExXYTMZ5kaRyG07uXW4dYvtwIIaMIXIkDVrrjGU4nUrH5WQ1AKR5FkpORvuhb42eTkYF6LN4HN10JRQukveHFxyqxNgMRr6PM2CcaWMajcbS0hKQmWvUQSWD3R2rE6vN3l73LtcPqfTYRx/zAvv62UGjszRXrW6/c/bMOzcuXngNiZQab+9uVNhaEATAeJaaiKbW2GrVdSTnHK9vbvQHXSmgVHJdSUfW5xY71euXtkej7fW19Y2rm6+9+vpwPDp+4oETx4/0Rv1ETZbWWhxZuRwmcayUEsZs7+yUy9XucGitZQyJNAMsgulyo+M08TzHcR09NEkcN2s1xnBxaZG7YaPZ6PeHyqhGs65UrlQ+HA9feWUviuP1O46TUWGpXKnVb+zu7O7tCS4d6Zw6darZavT3dpIkSdNkpmNUSmsqiMo2Svel+HZlZcXzvCizb7zxxtr6UceRk8mk19uzVp8/f85Ya4xxXUcTlMvlHmOEzJI1xu7udu9+yHvptdccIRljpSBIFFy+fLlSrVkL/X4/z/PJZNLtdoeDQZqmQeBd3bhy/0furdeqr7728vrRtU5nLo7Go/EomU4dx5HSscbEcaJzLUAzYK7jCN83xozH40cffXS+M799bdN1XMdxCEgrBVaTJUTgnHMhlMpGo5ExptlsIqKUUghHuA4RpWleq9V834/SxHEc13eFZEmUEFG73S4FpcFgmGVpnuUlBCAqANRbW1vT6TTXZvYJKHLhtbpx44bjOBx04ErPdSrlcpbzNJ1qpYQQAgVnwBmGgS+QtNaC84NHlNFGcI4ciDGttVKGDGOCS9cxAOPJxC/VXM/zjSjUdmT/1mEuv8hdXxwlfrXy4APrX//6189cvL4TT8hoLEAZFgDRE8IU0G07w6YDCjOrxRGhaD+AiDgTiGiogAxwtEjaIifBUBcDYwscGCMO7CD7nW6b9xfCmMOpaIWbRQihrCkaJ0DGOWPAJN4SKnV4ATI7jKwqNOjEkDletdVJQVnBXEQnVCbJAACFiHNz5vzl5LUzURKlWfbRj370s5/97OLyku/73W73R3/15zpV5cCLpxGolFterpeiLM+MYtpKYBZFVsyyASyAtQisyDxFAwCMWyIiXuQPSBQEjEjPOj1CCxYAZ9M6wBnwcj/TmvbRtHRrsvP7hR070vMl4xmurR6/fO7N3/3GH/773/k9bbGzuPLEU5966JHH/v5v/l0hYDyOX33j9Z/85Onz71zI8xwAK9Waw5gFKynPnQoiaZ0bTRYs48JYS6xA+aEFEIeEzLPGbL9F2e/9Du9vZ4+HIqX1plHwQ4DvzCH0f4G4DKVb9UMLaC0meapsltFMQMU5Z0wAm4VLElFqtFHGMQ5DKtIORJF7xIBzTowjFRYeQMnACms1I2BM5loTQ0JELinPk1x5TsURQmfsZz9+7js739EmF1KGlepTn/zk57/4n6yu1sfD3R/89U9ffe3NsTbCcf1SYzxVfrkig2ASZdpSWKqAHnHgZAkssxYYc4i0RQYgCsE1gdpPKys6UNLWWAuOYAyBM1AqZ65/+LY/KGrhVuRGccNIzgszHGPMcaRFPoMNO8JoY4whAuYwRq4jUE/GFd7yOu0sSZsSzr312vPPPptk+tip07/ypV/9e//1b8YZnDt3/emnf3LtytXtfq959H6dKZKcF42otkSAjOWGLDKLJIQ0xha3B80+kpb2l6rFrrvo9xzHUQfuxw/RRSRJ0mq3P3jzc9AGFMWx60jfdSMwhpAIpOsLSVmapZnlQXWpNecgN1nO8/ytixc3N644nmAu/+yvfK5cqfzln/7FH/7Bnyx0Fj/z2cefeOIJ15PXrl2bTseu6zMGo+komo6PHV3Ps9gkSW93K1F53W3ZPK+Vy6HrRcOx5/qcSSYk49LzfCldrfPJZHLy5MlTp06dPn16Y2NjMOy9+eab3/nOnxUJvA888MDe7i7RThTHURQvLS+vrq17npem6WQyQe6qNDtw7RKRsaogjRTjSmCIRAaAEQMoZLNF30R6/4CdhSIcWJYPosJ/Hpf43XrOn6MpOTS9eu93Cm6aXmd7BgSy+5EGM3sr3rIfe/+fdXAjFVrom2lDM3YpFUQWyTghOwiNYDQLTrztOXIY7Iz7qYk3/X7FvHNfDmuL8tjSbe73/UN9vxinm0fb/r8pWl/ED6RdLS4uGp2Mx30hwHGcwuA0nUYz8BhjrutWKhWlVZZDo9HQgxEiJklaiF/G43GmdKXacBynUqmUy2XOue+6iwurcRRNp6P+YDAcDtvzi/V6fW8wyvNcCjEajbIsk46T57m19u677w5KoeWktWaExe1HFrIsY1wIIcmQP2ONhJVK5ciRI6PRcNofSMdxpBOGYRgGBVFdCOE6DnOl4ziFVVUIYYEY43/3q//pf/9Pfzurt+44deKuufZLb71++fJFY9TLL79cb1ZXV1d293aTNDUW7rrrvn/zf/1OtdFmMiiVSvMLc2maWjuq1+tpetaRnlJqNBqlLLX5wJE0Go2CIIiEI6WsVCpb2zttcpmBoBQerR5fWV1/+a0rFuXCUuf5Vy6PLk+W1tNr24PFteNcutx1BtGoszKPxrTmOksra72+G08z4u5DD33s6b/5Zp6888THvhCUXGWstlppLf3Ar1SGUX95peH6FS8ocSZNmpy4a30SOyfufej+++/PsiRP042NK2QtzqQ/RVTqzdxXo2dZ3chv/xwV9w0RAJvB0gt1RWHCRUBjUyIwhmkFeTJNIydNJghgrQJAaxUZncZxEiekDaBlgAZnAw5khZYLtXlfJ/9N3z6CJbA3l9iMiFqtFue83+/7nrPSbocu202G3e3L0ThvLjSrlcarZ955/LHPtOa9x/GTlSp7+7kLlEU2H7tSO76cTLcHwxvl+UXpOK1yTRnyhG63WmsrC2EQjMejaZI7Ej2Plcsy8O3jj9wzHmxaHe9ubT74kdN//qdP72z3JhPsLM4rldSqZZGByVOtM6P1ZDxOkqQsWZarKJpOoziKIgkMAR2HT6LYWJum6cVLlzYkHw6HrXZjazONkqhSKXOBJ+849dZbb4Wl0tsXzj366KNpFg9HvbffvhhP6c7jpYXlpWsbV9ud+e297quvv4FOmGm9tLLsh8F4PN53HZOQfJ+fZ6y1Wts0jaXDsyw7fuJ4uRz2+73AYffcc0+zNZck8Zc+92t7vd7e3t6LL724t7vjunJlaeHa5objOHmuwFijNVnq9/uci3arnWdZlClrrdYqSRLf90bjiZSy2Wwao7a2thyOjuP4vv/Iww+vLK/98G9+pFTmCDmZjEejURRHSRzVa1XknJAVyzROnMHMqt1sNo0jfc/f2NhoVmqtdmvzqkOWjDEcwXXdNI2KiCBACMNQSum6bsHatZbyPDfG1OvNer1enH5hGHqB2x/2JpNJq95EROk4Kysr4+kEEJrNhuO5W9uR53n7tQ0jAmutoWJMaQsrIGrFQk7V0HMEkYyjWTntCMZnai8pwZKxxV6r0IhJwXzfs9ZGUaRU7rihlCEwjOJkMhyXSKBT8ryAS17Y5uEXkN0gfmFNH5Ur5WlKr57dePrpp5ePnT7ZbiJiEAS51qPRSCk1iWIwhowpBHpA1hrNsaCKzGgUdoYgpGJAqQGIMRAMWGHrxaIpBOTGkiVCC4T2PSu24vlaTDhgH5E/GxXbmyoGnB2JcNuJcxsrnwsQrqMzpQEsY9wPJEdyBCKCsaxCZKwxOs9zdE2lJfI852AvXrz8L/7FvwjDkhC8Xq8vtEuddvP43/kVq0yr3Uqtud7b2+l3xyOdZhknZNIB6QAAFeJYREtIBXIdOTHggumEEIVgAixZ0Gwf9o+AhOxg+vueyqLD1dJNkvh7LnkAtLJpnpUEVypLE+t5lU67jcLJDPzlX/7gr374TNWm1Wp1ZW1taXnp8Ycf/NUvfYExTNJoa/vG9evbN7a2JtOxiUaIUPaE4Gy4lwlAgQaBAWkEshYI2bvxfQQHTqAinVnz/XeLLFlrUfACD3srHf2DeY8zNSAWoYWI6STazTVjolKtu8A8IT2BhUHHGlX8DRCBMyACtMjIWLJAHGZswGKLTMUjrbiBjT0Qdhkga7Fcq2e50sYw9ByXOUB2nADacaSkW/ZKaTkMXNchwBeef+mZZ15wPX91sf74w3d//au/niidZmZztztN9V5/uLV3gzue5/n5tO+ABpP7jjAqk5Jrlc1mqmARGULha2L7Qp39bR5HAkiSpMAwJrfGjr3H2gTAEllrBeec4zSKDpKXLM0KagPF8t0CYrFiMIyREyjGUHpM5mk07PXHR48dJ+Q3dnZ/59/9u+9973utVuvuu+545L57H733niSJX7+0O02TYRyl01gw4QtXJ7lKorXVFW41WsMYEvKbpiR70FjMtjfFQr/o+nSWF3Im/HnmaMZYgYM/WOK9Jym0eCAVHxOttVNoe60FLiyyRBkLDIXkQYWY0ZwZQI2m7JdX77g70XTXPae7o/4zL7+VpdnRI3feceoBycTly5deeOF/y/KsM9daX19rteuNRm1hYTGKJkWSrO96YAmtjSeTfpZboP5eT2W6WnIB0HF9bSFOEm1MEJaDsGSJLEG318u1qtbqv/KFL7zyyiuVcvjqq6/+8Ic/GI/H6+vr2tDS0tL2jevRZOy4ju8FruuGvnQcV3AODHOlClp3wbrhjCFnRIBEkguGSARKEUNEZMaYYoTHGFda2wNO1QGMeKYsg3267O0ztZ/b9b3rnqQDoNFhifK7+3MmOCtugoJveYiiSRaspfdMRf8wDecBhZgBIGN8P6EIABmi4JwXsnwq7spbBakMbwJyDnaAgNaSJYvIihHG7FowYLB/suDByU6MMUuEhXKv+ITOFHHWGAMHcpUPfE0o5draWhwNGdooHt24ccNz/FJYIWLGmDiOe/1+nCSDUT9XOeNQqZSiKBJCuK6zu7vrl6sLy6u5NkUkSUFE6HQ6c61GKQx933VcyTi/eu3GiTvvLpUrw0nc3d2Zn58/fvz4K8+/eP999y00GlapjY2N5dWVcqMihJj0B0XKn+N4M28FcgCMo+iRRx4tBFrz8/NhGFKWl8rlcqXsed5gMCjPddI0RSCttTbKjeM4jjnDfq935MSxyXS6s7s7Hk+j/ggR77n/no9+9LGt3k7crvT7U9dl2mTzC3OT6bTb67XmOv/sf/gfX3vtNWB+s70S+H7R7WdZlue5I70CVDu/MO/xeuDznZ1d1w/yPB8Ohq7vL6+upBPlAJee11zqHDt58o0fPpNb9cSTT3z6S1+5sTUJa0ujadpaXLm8eX1xZTnKplzyeDTNlc60iZIsyfSN3e7X//P/jvPhj//6+/MLy37N2eluLZ8+ce3K5vLKyXpzbmd3SuBYkioH0JSkk9729tri0uOPPkZAtUpF69xxJBR6kwJ4awkAjLIzNTvbl0ofKDzx5n+KHWHhoSGaxbcUomBrLUMFRGA4GTCKq2wajQcMjOdKQMsd3ut1k2nEgJTKjdLWGDKWiCwZS5bRhy0piwXBwY6QiJI0+bVf/TtGJWhNEARHl1eSYffS+Zf73Y1GM4inge+X14+sc5fFSnvl5jjqz1XK46R7Y+tqs+mvr6/9zXOv+SGbxqPv/sV3/9E//m1kzrkrbzicVyuVRrWcZ0no+VE8EsIsLdZKzvGFufD/oe5NY+y80vy+s77r3e+tnUUWd1EkJVKU1GpJvanVPd0z092eBLGBfAmCBHAycBDEQGAk34MkgPMlceJBYM9MlsHYTk9m4rGddu/d6tZGiWSL4s6qYu3Lrbu/61meJx/eW8USxW7P4kEwAqQPV1Ldy7fOPec8z/P///5p0p+fmzi58AYjZHr22GCk4yxu7+2WK6VO1CmHPrNE5fmw38+ytNfrjcCoJCoYE3EcNyvVqu+7UtqAh5VyrVG3YIedvuu7CwsLKsui0dCYPEvTdrdda9ZKpVJror7y6OFEq2mtajT8sq9m5mYJ49VaPc6yj27dRsYM2Fq9/tyly0JwrXNE0FoDWqXg8P2PMazVar3+6Nixo/Pzc6NR1Gw1OERhpVKuhJVK5e2336ac37lzO8/zy5cvxfFootnQRk20WkJINAgGhOCO4+ZZHkWR0UZKl2ABW3KMMf1+P0ljY0wYBGEYgM7v37+nlJKS/+QnPxoNB8N41OnszcxOPXh4jxYdZOE4rqO1giwzSnO0BAjRGrTKsqw10crzXEq5tbXV7XallK7nUkBGQFA2JkXvi9TyPC/Av4yxMAyZFFprz/Mdx0nTlAtOCMmzPBolOjdpmu31up4XOK6bqTzNU2stWpBC9tKOEMxYY4xhnGkNlJFCvI/UWmuYJWAM6JyA4QQcIYy2lBDJpWCUggWNhNMCeE2QcMapQ6UUaZoaYyxY13M49zJF0izu9HrdwaCliQxrTFKlTaYVIUgZ/2tT9VHGVJY7jkcpvXnz5sp2r9/vStc5eerU888//9kXr9QbjSiKdvfa6+vru7u7WZYpnXHOKJeMMqQUCOXCRUSgjAskBACJptQKjo4gghFBiSDWIOfEMgoGCCEMkZPHA6vDcrUDEzwhln5SICQFE4Twffnap45zWuA3D9v8lE1c6XAvkK5LpSSuw4QAR4AlQKzrONRaClYEYLXhnBCWETTNlptnCYChlA17/Xiw/cHuu/kwSofRiZOnZo7Nv/7GG1/64hcrlUp/p3Pr+i/uLy/28qQ4sC1SJKABATRSRpmgQAnn1iKjjDMGRSID2+fgUSRkP56LPhYJH2TBwSfzJD4dMfxpCVC5Uk06ux4lUnha2/n5k7vd3rA/ROoEYcUxrrJ8+dHGrXsPe73uKBmWy+XLl59/7tLFr/76106dOmIM+d3f/2ff/e6/3u10Pd+heVopuwEzhCFQYpFRBEr9Q03GovTjRSlF9h1b+9c7xhgSIAAgqGCMWfxVCtWnOPoOlZYmU1MTE2fPno0H8dLSo36/jw6XvuMHgeO5rpR+GKR5psFaY4v8esZ5DkW0At13KYG1BgtCKi0AqVi43Qij1lpCWG6RcEmpKORxUkqfh9bk3fZOpRQo5KJU4ZxrsDpLE6WtENvd3v/4O/9oMBh+7gtfeONLb/57/+6X/ZD3euQnb73/ve/+YLCXzc7OAuQISeCHBFLXkbmJKJOUCEItZeKQOPPxk3EcxxpltVJphAT8wE8U/mrPEmWMWChCJgBgNBoFQTBW/FugjHEuiFWUMSJEoacHQG1t4JcRUYPlyIjwU5BBbVK4QdCcpZylWbaz27vxi/+r19ktl8PnLpz/W//+f1Bp1AZptvRo+eZHt/q7bZIDyUZHJ+s50alOCXJBwzFICpA+LdmmaGRIKanSlBKwlnP2b5z1FeGtvyw54DCOuBAVK6UQYUzBcYVBonOglDrCBatzIJRxxphiJkFSb072Mw2OL4Lq6SPHolG8t92+evdm3I8unZ9//YtfbbVau9sbH3zw/oN/cYeguXTpuUazevbsOc/zssHQIgguCRC00GpN7OzsAGFSDLMst0C8IPT8MM0yIaWQjgVCOaOcT8/MbG9vu14wMTk9M9UkhFy8ePHdd99ljK2vr7/10x/5vl+tVqvV6rFjx2ZmZgZ7QyGl53nlasUvhUVRAUX5QSkdh3kC54IzgQBWE2stpWAtFD1mQYQ5SGigB/IBW3zv8JBF9C8j7zwM2vwVg1lrLROcU2YRiTWFiA33vwm2iDgAfGrWwpNvcyi54VNRDcgY5ZQVZwRBZMXQj3MhRLF/mn2l8ScndY/JqIyScQKqRQK0WK720P+F9CnWbMoKA8C4p8GQgkUuOBSEw8dQ0F8167N5XhxwExMTckDX1tashjzTQri1er1SqZQr5emZGekKQCiVAyEYGcVLS0sXLl+eP76w2e7MzMwsnDj5aGVdSjTG7O7u5nn+4otXCCGbW1uAODE1vdve3djYOnH6FFC2uLQ87HdHo5GU8tr167/5la8sPXgY5XG32z1yfN4R/N5et+gUIyfFJqNUTrmUjrO0tDQ7OzsYDIxWlUrF52I4GhljpqamFh88LAyHDueUUAArhCiXy/1e91jzVKFOT9I0N2bt/jInpNKoXHjhuS9+4fN/8sf6/SxwAAAgAElEQVR/pHSqddbt7p07d3ZjY317tyNd/6tf+bpFNjMzZ6z1JHAZTkxM5ypvNpvRKJmaqE9MVMOQMQulUiCEaLZaq1IORiPpOOfOPdu+vWRSJaQzNTt7/PSp2kRraq4sfP+NN978+TsfOcHEghtqyr/9J3/0+hdfmZic6PTbSCEIStpYg8ILyxb5zVu3P/Pq661aU3reyspyN35kwwkwdUB9ZP5of9T+8VvvekG1szdIYsxH/fXlpanjtVIYxvEoSWLXcUphMOwPikVCoWhwwKHoynHTAQ/c2gdi4SJJhSIlnCBywckhkwxBBJJZRKoIWINoBScrS4vbuxsIJosjTvDmzV909nY551maUCQIYIxBtEWb2RJgTwsleyIPE4s6sdBkU0oIkUKonLz+2mvdzs6dj28mSbKxtNyqBe2dxX53jfNmZ5RpZS8+d74f54bg2sbu1vbqbDLiOtdZ3KyFtVrY7e46bnD6zOnNdk4YS2I17PXQmsmJ1vH5I4sPH1iTl3x30N195uSxDZn+5Ad/+tpnX5qdPv7yy6/8w3/4v1ark9quaKDCd+utOnHR2HzY6+dp2u93C159rpRFyhCVgSiKpoRwPNdqRZlDmajWaowAAJTCMPA9Y81oMNjd3kij4aN2+/z586u3HzXrFUdKlSXb62tTE42S71cqlf5gMDM1/e7bV3vDqNpotfvR62+8Uq3XlcpmZ0+tLj9USnHOOeWIqLS2dgwFRGInJ5tnnzkdxUmlEiJCrV4rV2ujKOr3ezXOg3Jp7sicdDgDmJmZdKUYjPqF6BGVNcZSKbqdbhTHnU5vsjVR9oP29o7nhYSQvc5uHEflctkYk2dJHEft7U3f94Sg777zdpaqvW4nyeJnnj0rHVGuVCZbrfbOtuBiOBrt7uwgZSbNJJWudB0piesWenLOhU7yWzc+KtTIvu8LwqzOTa6LpeJ7nuNJxvloNCqVSsXmLISjrAEAz/OklHGcOr7X7/cLHT5nstvpcyazlso6e0rrcrksBc+ylDMqGWnWynmWZlnmOE7GNaWUS0EJy/PcMuL5WHK5w9Go1GhNwQpGGeGSS09KnStrgXJGSTHl41I4SCHP8yhJpZTlSg0A+iO90+6NRqM0z3Jrcw2lSjVXEA8GymjC2F+Fue+vMLlBuq4hhFJa4FCnJibTLFt+uHjn41tUcM/zTp8+ffmFF567cAEJRHG8123vtLf39rp5pqiQQkirrZTS9/0ib5EicUpBNxlxl2fGUMLRAhM81RmlQnouY8xmmTXm0KXtcRVXXEestZnJuFMujtJSqTRAY4v4rk9c6cjh3LmDH3gg63I8J8+UyzlhjBTUSkGMxSLGDSgVUlpLKDA3cCgZZ94RtK7vGqWsUcYYa2ylWuknCoIAAO7cuffetWtOGDQarUvnzr944flLL1y6ef/WrVu3BqPRsD8AwsJyWTBugXAhPc8zoBCJ53kqz4JKmYAljGmwykK1WlW5iePE930glhT6FguMECZ4HMeekFLKPM+Lh+M4juM4xpjCyfZpOArnvPDZl72QMYcJw4RbqdS7o1w4lHGZ5RoNAAAXsjlzZNaVyugPP7r93R/9NKz8/sLCQq1e+bv/yW//F3/nb967t/vD733v3Xff2d7dHWnllUphuaag0JUKa1E6DmFEG1sKy3EcY2E7oYJylmUZUnAcp6jui88clEsHvzttTKH2/NUMT1qwTChySkHbNE3r1ers1PSxl44rZTY2NjZ3tu49uNdutwvXdb3ZdD1XCkmEY61V1oAuhCpECpYnmWTEWFu4hAtqhHBE8dZKa0IJpRwJQSDIKOWCEgIEtQEECoSWGo00jVOriXQyNMgo9zzP9RAxNtiYO4Gy/c4HNx4srV29du2zr3xmamLylReef/bk0Rs3bqwsLQ80dPe2WtPTYFMu0HWE0jlATqlgRDLGHMezQIwxhFDOmTU2iiJG0aUkKIWIRGttLX2i6/HE1BcBPM/L8xQACFpELHAIY806gDa5wxlBgtYSSjhSRilDhgAEmUDOBJN+yVApS42wVFbWAlIRKLRQbjZ1FidRdH9p9T//7b89v3Ds5c+9dvbcs3/r3/mmQ/jG0uqfgtlcvl+dnuTECuEa9AmjOs8BQDjS4dwAIEFtzdh4bcdVHGMMPrUtPHmnL3oIAFJKo43wqLUWGJNMfjp5pdCPFfVhMe00xnDHyZVCwhlnBJgyQBiTjmcZaGsJE4LzwSim0qXc8UqVNDfc8Sdn5qeas1bblXvXfu9//0PpiOefO//K65//4ptfvnPnoxs3rrXf2/r+D374xS9+8QuvvFKtVpMk6XQ6rufvtbuUcM91oyjZ2+syzgExjoat1ikp3SiK5ufnjbGEkCzL921RWJhgoyiampryff/y5cvvv//+5ubmBx980Gw2b9++ffz48XNnnm80GlKw1ZVlPwzn5o+UKmUhRLffz1TuOI4UjnBcQkieZ0oZRBTcSdMUCDqOyxgrBDYGCqEvMsYoZ9Za+GRsy4GY/MAk+WRgD6FP7EJPFHh0/98WtVYRh1hoOgpFJedcCK61tlbrYmBULHUgBuwBP/pgEPZEOMpYvcmYMebwJyx6yU98sCLYEe1YFn4gB7faPBZW7Ke47oOR92Na9wd4FBARGCG+5xdh98U0Zl+Ph59exmhhjPwaW1CQCwFgCxSKpdTsv1uh5ijsr0+MUjnn7Xa71+tVyoG19oUXXmjv7K2tbrRalcFgwLk89+w5PwgoI5TTJI2KB3LmzJmtra3pI3MnT57c2NgISmXf92/e/Hhudj6Kotu3b29vbj574UKv31tcXHr5lc86rr++ten4nnTdqYnJKIq63W6n04mi6MMPPzy5cDw16frmRq/Xa9SqhW1YSplBbowhlDHGkRDPdQtVf6/Xm52ZZowm/YEfBP00unfv3sLRo/FwZK3NlfbDEqFcaz0ajXzXae/tTM7NBEFQa7QY4xMTzTjLR6Moy9I4jn7rm9/Y3t7eabeNhUePlienZoLQ01p3Op1f//XftIBra+uD7oYrRBzHjLIoinw/7Pf7ly+f/8yVZ6ab/s2PPtjc3Do2fcSRDgD4vo+UDaNRLagMhkOl9TPnz4eVan+U/OLm3YWTi1zIn/z0R5dfeFkEpVdeeTkM/DDwt7ZzznhY8iuV6qPVLqLX7nSWlldaNRWWyvPzRzd3H21vb090d48dParSpN3O1ja2lZZSuqCSR0tLz56s1MtlMFqpjDHWqNenpyf7vW5R8jEkhEJBl4DHO9+4AIT9qg/GuuxiBMgJIhJLKS/uUY8LP0KFKwmANUpQipbHw+GNa9fu37kjGCmFXhxHO9t7DIlKM4qolUKAMaCAM8YIIgWAA3XV4YbdQdYLAKC1fKzkoUAIIGpjHMdRWtdqNWstJXR58dHR157zXWp1NBqwBHQS57ycLi49MBSyLFeaUIS19ZWV5Uenj09RSpVGw+Du3XtEtowxjuNRxEqp9PzFi77DH967K6VknGZZ8lt/4+v/+Hd+UQ7E1upSNah/+9vf3tjc3etGylAUbqlSFq60faOU8rzAWr27te04UikVDYalwNfapmlWJ2RycmJmbn5rZxtQVCuVb37jGw/u3vnF6Lri8Y0bN5Ye3LdKJXE06Oz1rn+0ubnerDcYmZudmur0O1kah55HKUouOGVRFD9aXffDUprrZmvipVc+y4Uw2p89cmRjdbler/c6O8WWaNLMcVxByShKGGONRoNz7npOs9FUSiuVKKU4p71e1w3CVOXLy8u1WuX06RO9bvfR0mIYhtEoppQDat/3oyxzHKdRb549e1ZleTKKpXQHURTHo2azGcfp5z732tra2s72tsrSNE3n5+evX/+QVeiJhWNr6yuUs7m5GUpJEAQPHty3WlMk2tokywsxtuM4UkhEbNTraZpOH1/wveD+o7U4jiWlRf2plJKcFTwwa22aZYNR3w+Cer0eRVFxA+x2u4SzMAwZo2maFjHoQgjXdcFCp7fLGFtcWpqemYmiKIrj8cFhDWckz5LZmSnBaZKmShnHcQwgpQwI5rmyFnwBkmiCVmeplFJzJoTklArKi+sHRQRQ1loppeN5lLE4SfM894Oy7/uU0uGg1+6k3UGaZZmx1iBRgIC00Wr248xxHEIJWGD/tsd9f6UMzzHrqSj8lLKU8sArSeECASHl8tKjldVVyojv+UEprNbCSjWYm52qVKvScRgXWZ4nSd7pddN0RCkXjBNBpecQShyXG6qRUK1VMWBAYjOtJSOu634iAe9pgpyDk7tAeu6/vt98JZ+IGv8lzdH9BGBAQigAcCZswUhEAtYaShDH+dOCUSY4JYQRzqV0HAcsWGsl8yDX/b0Bt8Qv15wqq1AYxnF3MPrhT3/29k/e8Xx+4vTC9OzMmVMnZ2dnlTbt9l6WZ9vbO71+HzNFjJVMmixBkzu0ZNEW9wnpOXkSWaRB4FFKtQYKxBKLgJRTJKS4DzEgxuSFYaNoSBd/KiHE4QTw/YcGiECQGmOVAUd4QVBBnnvhyDKuADyvjAAIkKPJNcbWWgC/PjnfmNRWb3ZG6+3ef/33/t7xhaOtRuPFKy+8+p/9trWQ5UlvsHf33ubKxuZwFI90KihBpShjDuM6HnhSamO4I5UxeaYrQRAphYjWGGLHj7i41DKClDH+tH72U0l39HFTE4UQjUajUqm0Wi0p3cnJyRfIpddefqXdbm9uba6ur69vrA929pBRx3U9zwvCQEi3pwynDLV1OOOE9KJ+pVyRgtmxjl5DEQE/vuFBkWm9P7ocz9+soAgMKQPJjOBWUCkDIECACkIA0VikSBvH6k1rrEqv37xz7do1R7B6KZidap04fuzZ0/PhxOznv/DZJM/Wt3favX5v2KFceG5AqUGrCFBQiqLghAJosIwSEgQuAYtaK6UMWMY5MfDpQMhPT8+KAcInxyBjmiIgCHgMlgBEoJQjAYuIFvedjor7hntaeIYCICHSRQvEOFJ65bDqVhtHJ1uZNe+/997PfvYzwURJeueOn/r8Ky9V6rVBPlpp743iqDuKlNaO60rX0UapXHMpGOeco0WgAEKIIsaj4Arifqo3GceyAznk7fylrrD9ePGnRokeYDagyLsnY301YUiRjsWEUEiJLSEMCSChCpAJCWCtRc4ZE5xSPHH+ufkz5/I87Sej7731HgHleWL+5LmLl180Ru/0+v/bP/kjBKhWKufPnTt1sul7nFKaZqklJgxKQMhoFG+sr1NGy+UyZXy33ZbSIZTleVqobxnn3HEzbZl0meMYQoCQIAy/9vWvnTlzqlQq9fv9ra2t999/1xgTBEG1Vp2ano7joeO6juOE5XK5UnYdWVRBRWXFGLGWABqkaI3N88wCKK3Z/h6CBbUF7JhYctDL/yVw1E8QU/5t2BqUUoAIhFBGCRAENNZCkc6DODY+f/KNnvilH0jfD0hRRUl5+DRhBDkljBI6xjixsZ6THMSyE8roE5O6J0s4wLEpe6xCJcVRdkCsKba3p9FQ6ScwM3+Ru4Ao7DdpmhbBXBMTE3GUcs6YZVprrXVFSsZprvNKpUIIqE5vaWlpen6+3W43Jqf9UuWjjz6aO3JsenraWlutll966aX/48O3lhcfFsLvLNeNiYlRkt65e//ChfPHTxzb2dn2fd9amybJ9vZ2JQxnZmaU0d1ulyJMTU1uPVpJ0xQE0VpTxi0Si9Dtdp8596zv++VySan8ww8/rPrBiZMnp8pzQMn29narVC6gAEophdYNA0qpUtnM9GS327VIoyiO0sz3/V6/t7Ky8uzFZwSjx4/Odvd2iFFpnNTKYaNWHcWZyvM0S/75//MnQVh++eWXfccOI11EQBlj8lz5Lpuamjo6f/Sja2+12+35E8c2NzeV1pBm9+4/9Hzv4nOX7n18e5Qk7394TfdGX/ryl//B7/w3nT4y+b3z5y8t3r+7vrby6he+0N/bigdd1FMOEzc+vj7odprN+vx8uLGSUS7CclWZrXffeouYYGZq6t5DOllxMRs1JxZ6aXb61Om7Nzf29no0G/qs78lateQS33n44MHs7Ozy8tLW5la9XrNasSJHpBhWA2gGxSLkQhSblaBiDMMrvqmwr8Te71pywpESLFBr+/EqgIDWIONECwJkb3vHD/xSKdA6Hw76SZqoHKw1BAkCFkLTQ+N23Nc20ye4nUU/kYxRTOOEnsPDwDzL1tfXPYdlWeY6Ik8UGHXkSIOT08uPdo/NHu91++30wc7u2tzC0RMnLty4bofLK4uLixYJcndpeXNjK7v4meec2tGfvvvR6urqs+eeGw26JkuYTgOnSiiCNdevXavXKp5kU83qYCO7+eE9z68lGbt9d7HdzXa70ShJPr7/QKNV1mzvtAPf31hdXVtbuX/v7t179zlYz5Eqz7U1remZPMuNzhu1anliPk/TO7dub66tCsGzOBl1OjbLwGgGhjPmSNFpt8+cPDHotAWot370Q1QZ99xWvRkNhiU/eOftdwmXmTIazTOXTknpCMf1fT+Ok1wpwlAb7Un/wIygtZZStKYmJyamOCfW6lxlxpjQYUiAc57lWZ6n5VqtVqtkWbq6ulaphEHgG7CFkDI3hlPuOM4LL1xJ0/RnP/u57/q1sFQOS8ZoSunOznYQBhsbG8vLy2DN9uZ6t9exVruuo/K002l7njRgd7e2fN9zHDE5NRmPojiKPM+rN+qMMpNmhV282PSq1epgMMgzValUJiYm8qiX53mBa1LWEiTGmCRJXNcVjlBKbW9vF3Vjs9lsNFrFrA8RwVpCWFHyudLpd/pGGyRkYnLCghVSVqqV0Wiwu7sN1o4Gg157y4JN45gz4UmCoCQhxgIFdBglnEqCApEXXT0CklHf9SghjBYYEkIQKRjHc5HRJE0BiTLW9cuEi1Fi+4NBt9ePEkxytCgI51rlg1GytdvOoZDn0ccXxb8uDE+6D+Yu0g9NoXDjxFJmlFLGOo4DBAgQbVEp297trK2tZlmWpikQ5rruqVOnjhw58vKly4yxpaWl3d1dDiAQ40HX830uuSMFWmO0Ntpw6bpcMsKK7vIB2+3gnD6w5BUg72KzsdbCJ7nWBZecwidmfU/YwwppEmOcodDaBH6RF4EUKUcg4zsvEApF0pwpAKWMUcYE46y4RhgrmLRc54VUyg2cwCeg65U6I5RbFBZHw/71m3fk3YeI8OjR8uTk5Guvvnr2zKlvfeM3JycnkyheWVn5+U/f9YQYdTuh7/qBv9fvlhuN3GqlNeWOBaqU8gOfGeSMI0HKqS2oR4wJRjNjiqrvoJN9OIn4k9UvUARCwRhQSleqtVKpOkp3LQDhXLoOWEkI4QQ5QSiIdlZbtIiAnLslj1IK6ejugxWr7n/3u99vb2/Nz89/5jOfOX369Dd/4zfOnpu5/6B7++HDdrv91s/fXlperNWbrh8gSofxNE6AkIrvG5Vw7tKi0kNAtIdu5KTA4z6V4/fLE0bGh1ypXAZKhnFkzBAAXOkK4R4/furcuQtaa2X07du319fXV1dX4zje3tvK87w+N1NrNV3HGQ17Wmeh5wlGGWPaAGPcAhzw8vY7o4UOmSC1jw88wikFZFgo3oAQKgQjFBDZ+L/lWhtqre85jh86rkdMnsaDQZL5w+QHP/7Zw/v3FGHHT5565fXXXv3c6+cunDOAnc7ut7/9x9tbGzPT077rpplWxnBKM22tJcL10lhxTj0hhXApY8bag8bHwZRv3Nn9FM3l00nWhaeIIaGHU9fGJzon1gJA8VsDSpFz5AK5RAJAkDFGOBDOKEpOwPfDZr2hCQzTUZbnDhcNv7Sysvrtf/rto8cXLn/mpVe/8oVjxxeGfX3z1p0PPvhgZ3u9XK3U63VAzHSutSKEIKMDZYuhk5QSGObGkAP+2589inRfX/fptfTYA/lJLSijlBFkBJEAQSBoGUrBOEfgiIxSY4znBdQgAFBGmSMoEkLKJdf1jJLRUKtMMAh8xyj1zrUPXEe0JppXPvO5UqlErP3w/avf/d5PTywsXLn8/Ozs9FS9liTxXmfPWpukWa3WjJNRmqbxekIIkJ2ij8OyPGeM+2GZMK6MVRqIMVw6mTaEMQ0IAGfOnJmcnLxy2V9bXw+C4OrVq51u5/btW2fOnJmamlJZtvpo2VpbazRbE5OlUskVUlmjdWaBEYKc8yLRTzrSWGCM7UtvC6Tw46iEg7Q+8kvyY8b/hL9Iv/GJtAM7tgJRQDTWGlNgRYkF2A8For+CJHFACT6o0A5wx4cvoIwAI8gIoYwKxjmlSEgRxscOZJz0SS09Y+KJ9+XjqnKshGX7rQR2MH58ymH7+EHiwS7z539wQRAcPXp0c2NVSKK1Nmg559vbO9oYx/FWVlYd17343IVHq48IQWefv2KMXl9fd8Ly+YvPF42AiYkJzvlwOEySpN/rtPf2qvXmaBRv7bYXjp8Q0g0CSxkdDYYUcWNjw3XdAm927Mi8MabZbG7tbcdxHAqZZZnnebFO99k5pBgBdTqdarXqusH21ubm5maPi+VHj05fONeanpRSFiSGMQdtn/gVei4heOnic9vdbprlWa722nunFo5tbGxc/eC946cXosHg6OxMyfd+9OO3bly9+txl8MLyhZdfbnf63//ed6ampqVkF8+f6fV2y2VW0C8poaVSaXt7+4//eEnSpBR6BS+RMQGE3rlzx/F8p8SQMQ2wurg4U20+Wlvz/Lmt3eQHP/jZpcsv+T5/9OjuhYunmxVnuLfT3qiN9rqjbm99ZXnx/v1h0iDEoYRKKStBDQF2tzePh7OeI9buffziyyclmGoYrm+uT07OMCYp45wSRqxKB25JX736XhAEqyuPmo2G48qN1VXOqee6UrqEAiEcczsGnGrNpXAcxx5gaQ/cpHjwbR2nFBVWC2TF34RSLFY4tUAYIFLCqFFaMKlyPRiOdG6MGs/ei45E8QVCJJQWWZuFgPPpWQ4AoLVGa8UnXdnFHHhrawttvrq6Wq2ULp58bnV19dHqg1rJqVYqp06e295uP9i5UZ+uE8wZYxRFd9A5efp0Nqw3q+Xtve6xhflMcWZ54JcGg75gdqJRiwcQ9WLXkYVdN03SKy9dSaNo2OlKSsuB1+ntdTpmFBvmVJHbHPKc0s12uzcYxGnGmdPrtimBIPA5567r+I4nhJukEaW0vbPd7Xeq1WotZ7c//vjihfOB5/Xau0RrTwpGSBKNTJ57rhMn+eSz51Qa18Lgx9//rsu48J1auVIJAl848TBq7+455YbRRjA5O3ckUWqyVuOc7mxtJGniOI4QQmtbdIu01nEST01Nf+YzLw9HUa6UMkrr7MiRI53tdQAYDAelapUx9vDhA2ttvV5FtBsbG729th+GSilEUugO0jTr9wd7e92pqelqudLd2W02m16l4vu+UrlEkue5MWZnZ6vX7QrOkTE/8NJhFI0GeZomKkMCc3Ozo3jU2esAYhAESKk2xnNcSqnRhnLKpETERqPhVCv37z9wmQyCYNTd0VobbbRSVueSCcdxYB8TXezV1tooihhj1SoxWHC8BSvMUFJYaw0xWZpywpDThRMnWhMTaZpWa2VjZrY31pcfrqo8V/EAESWCUbmQUinFhOSAhNFSWA6CUDIQBJBRQExVLoQjhaCUCsI540wQSghlNkmSXGlKreOFYVDJcj3sJ6NR3O0NkyTRIA0IyikhRFvSH8VLKyuZsuVqo3DY/iW8D/9/KDwPeqLFiFPIIM9zpMShDheGcEoISM4JBQswjBJCKOehlD6jJQSglCzdX126v/L2T95r1KsnT506OX/y4olnAa2QPM2Tje0tjXan3dVIM4NWGaRAuYD9LJdCdnVQxjyO2GI8z5Ux5jHfhVM8FIeLBA+fzfRpVxNKeSEOVmkmaw2XC200oYRTKhgTaIGC5TBW1djiDOKWICIUIwAgaC2jTOaGlMOQOoGhnHou45xShgaMtmHL91uTcRzlWXb5swtZHL977ea7H9yQ//T/rpZLlUp5cnLi5OyRv/0f/YdBOUiyJLN6a293fWc3G8au4AbBWO25DgAUWIAibt5SQjkFAMdzi3P6AEl3MAU93DnePwYAEQqx3Nhbj0AF50IU6WlsHy5X+AgRUUrfgjHWGquttYRASkIFRDp+4NeaLIhy9f0fv/2DH7/9B//sT1648uKpUydPn6zNnD32woUzo6jzYGnn7r37aa5297q+lIzLPIs834+15YwxxqRkRMPBAMpaYIzD02iNTw0hGIfoIQGCymg38C1BJkWuUsaYpgQ4G6k8NrpoiD5z4cIz5y8wSsHaXq/X6XTuPbh/+9bHlKLrSiEZUYZIB6y11ggpjdZPlqBjNwUtSrwCuc6MoZQQAGstM5obEEhhnEnJCaLg1KEUkRVzJDesqjythFUE085S4rdOvzRdFc7a+vq7P/vgxz96W3rSD/y5udk3vvSlI1+dbu/sdDudTrfbGwySNJdM+p6nrKaUoqWaIBMSCcm1JtQ5nEzw9JC18UmMlECxeMaasX2/qKF4KO6JUIKUASVIKe7nPwEjhhLNmGWISGiucsYpF4wgJ0ARbURCS4CUAq8EoFQ/y/36VLk125o5endp9f3/6XcSlR9vTJ06ferVK+carRkuxWC0t765t7Wzo4uwAddxw7CQl2tjCRP7y2As5qYHLNd/UxVxeJByOI3tse5uvzW+/zowpAQtI8ipBUSBwAnhiAwJJ2BUSogHFJEiUFZQY1LL4jRFBOZ40vUEIxoMcZ3K5NypEydGo+E7N24bbRjYmVbr2edm0tHgJ2+9nSYjRFupVc4+c/bYwtGpqSnHcfb2cs/3KSXFvTzLsixLivClnV6PeZ5GIjxP5ZkltFKtIWFhGFIhc2O0NbV6JVvMX339tSAI5ubmvvOd79y/d+/GtWuIeGTuSKVa6Xf6e+1OWCpJR3IuXD8ISiVGOVC0xtqCjFLoHgCLumuMUz7UAUFCftmX9PED/6nS/6YAACAASURBVPPbGj5d9RUJkBbRGKOUUgYAEQg9dMHETztCnzr1LVoAT1igH4tOEckBD9keCtk5YJdaOAgaGXdYAH8ZsP7TYK3ixV9BK338qf5CVwUAGAwGo2jUbFabzaZRllExHMY6iqrVaqVSsdaura0tLy9zQcvlMI5jx3HiODn1zNnO3t4777wzNTO7sbEhhDy+cDJJ0izLwJpate75frVW45z7QVBr1JPE7ff6aTw6Mju7t7cX9Qau5xGlNjc3q60q44wx1u12eaUmpSTaHjRfBOdgwPd9z/NWV1ePHJkr7pcGSRCG2zvb9Ynm1MTEqNtLkkRasIwba5RSWuvRaJhY++DBvUGmTp04m6Z5uVLrdruUmOFgsLO9TeLh8ePHU+lM1KtZMpqZbPWG8a2Pbhw/dfr5i+fev/rh/NzfLJVKjuMUB4fW2vfcKIq2trbOnpzeXlvVygvrlfbGztrGenV2anF5eWp27uKZ8712jwqeaRWUS63Jif6Qu0Gp3em/f/Vq4NO5mVro2bBUrofeRLWR9KIT88dCj75z41q3n3HmGqMHg4EkKWc0T9NeZxeNskn/wc1rR0+7tCynp6biocMYj5ME0ERRTxp9YsGba02trKzmWY4EhoO+57mcM1dKIdl+VInhnGVZFsVxUAo9zwUCdL/iQ0QmiqCH/TVPxuEk4+w+ehBbQorkXTCWUkIoAOfWWmOtMQgWoLiJcUoIBXqwoxJEut9DIYejUD6xuxZSTwDySVe2MUZKqbW2OkfEZ555BogMQrfeKJts2JpoTU5MJ0i3NtZi3ZuYbPnS8T2fTTQf3PpotLeXJnjvwXpvAKhiX3UppZzhRzc/iEaDaDTo7u02axWGtFKpnDv3bLVca+/sMSCBdMrTczMnFq7f/ElvqJxSbZQZp1R9/UtfLtVqjicpEb29/uLDh1malkvlVqtlc+U4slypyEg6jkMZjYej0POi/nDp4UPUOvQdgThRb5poxME2KhWbK8cRfq1x5fKluN9dvHe3FgQnjh5dXlyUhGRR0mxN/Pzn707Uml2LSaaAmu3dvYtX/EazBVY9uDcs7reO40Rp6rqu4BwRPc9rNBu7u7vlSmUw7Hu+W6lU4jhqNBrVRkNI2e/368PBhQsX8jxrtZrVcrC+ttpv1BvN1vbWzsfedT1KhJA+Y57nNRrNSqM+PzdvM6Wy/J0PryKBo0ePdnt9xnm9Xh0Oe1CtUDDr/T3GWGevDeWq5zrIyezsLBLUWucqr1drxhgk2Gg1VZIxx1VmbDtK01QpNTcxcePGL7gXBkFgwbquSxnVWhMAIKB15vt+s9kkFAbDoRCiXq+Xy+VarZam+V6vq7UWggkpi56RUsqg4VRQaqu1qpTSD4PGRGtrYz1Nk1qtVi6X+kYHkrqe5zhOt9cvlcIsl67nCekgkqAUlktlYg0YBQiZ1kiACWmt4ZRTIThjaNBaUBBbRC8MHMcD5HGqdtv99t4gzTUgQxpaQiyi1YDEGiDUYrvdZcIt1Rrjg+avEcPz8ZWPEEKI67qDiChDOGdUuJxLylC6DoA1aBgA4QY0BSM4Z55DrbV5lgZeKRqOMqtpRdy/+eD7//IHye5mWA4rtdKly5cuXnp+4cRx7rrdYby8urm0sjGI4gwhRzTGHByZh11qxd1dEZPnSVGLMsYANNkXzh7Y+Z7oOX06uWEMGwHM81wK7jsOgOYIlFA5jnTQlBNKqUGDhHIukQIitWCKgDTKBCEUwSqgblBxglJGkLqiuI5wSRzJhHAN0ko4gWiS0cCVQcML8yQuhx6xdqczXFnbunP1w+Fw0Bv2cp298dU3f/O3/sbXfv1r3/nhj2/fvV9A2LM89cMq59yVLgjQBBRYIFYbI0Q4NqEdCrR4Ysp3qO4FQiznktoxKY5xPs6iRUs59w7qfIIMkVCSZ5mU0vFcAFkgdJGXkQYoCOc06UWOcMLAFYyXSqXlla0bH9/Lug+yLJOOe+78+d/4zW/9V//l33V9/t3vv/Xzt9/r9HvDZLiztebNns21ZhSFkJLzAwsiFPkbT2OQPgXPAHgw60NChBCNVlN6rvAckmWGYKYyAMqL2GlKOYAgtJgUMMZqzdbU7NzlC88N3nhze2dzcen+5tbm2sZ6qVIRjCIhhDObWyY4HnhGxwYewoqTlRCGFhEdoIzRYhjgIJGIAikAK5CbnHDGrJSUEGkBjTFxnntBRWmtQYpSlQqeATj9PgGnXpnMbe64TqVSyob5//Df/v1oOHj5hSuvv/bqb7z5lUqzHMXJ7buLv7h9rzuIHDfIc62V8VxXCAcObTGfzu14YhqDiLCPMCmO5jGbEdEW2Zc4tuDTguzPgIxfBkTNQHGiOChLC9Or4UxwTilSZJQROVIeFNwrTjk3lOUGYsO92uScR8yE5wDHStRfvnfrnbd+FCWxsubowrHPvvrqN77+ZmuitbWz8+GHHz5Y3E6SJE1TDSg8fvjXfUhf9GfWLiAWTaID3dHh7sGhdjilaBGQ02KwCJKhMMAIFVDM+hCsIWgpAWRFbjIigOGCinHIrAGrrRVUVishc0vECZyAHW9ODofD0BHDvfYPfvTTqu+df/bM888912xUd/Z23nnn57/7e/+4OdH61re+NT097Xq+77tJkuQq5VKU3ZrWuQG79Ggt8P3dThfAqjTLlY6zTFvr+SHnlHPR6w8npuZc3wG0cRo1W/UXr1wOXK9UKj28/2BlZWVlcfHB8iPuBydPnjzzzNlqtcrjxOzuhGHFDwPOueN5QRBGcVIsj/FI7YB5sl+TfFq6crjZdNjX9+et+p5Q4RY/0FprD1Y1Jfs9vqeTQj892j08/XvC8lq4PQUZ0wg5o5LTwoc2Tp6Bsf+Q7tM0D+spnngEBQB0H73ADuZ2+8AY8tT+FaVPIl7+Am3acrncFsJ13CiKgiAonGmlUmkwHBpjkiROkiDI/Pn5eUBDKXpHjgyHw1SrKIqm5uaRCdd1a7XaM8884/v+0tJyHMeOI48vHIsy82hjU0rZqDc3NjcbjYY1uVHZ0tKi32xO1puVcrkTRY4j19bWuBTCl0mStHOFiEkcA4cxUI0xxojSughtP9CjSsomJycHWTwcDilif3uHc84JZYwxZFLKIAissfVKZX19PQVar05ceeml+zd+EQ0Gp04etcb+4sb1X//ca0kU52lcLZUNwNLi/e4wGty4fmU0qJSDMHAePrhbKZd835fS831fSpllaX2qWS6XXcedmpqamW4Ao1pra6yUrtFWGx1n2dT0dK70zOzc3Xv3tra3XH8iVzQa5cvLSy+/+Mz2Njy4dzPPgSCfqM/NTc5EvcFKmgy63Sz1jfLdasmV0vdQSuFwHnhSMrL28C6HSXEaPrh6dfrESd+bZZTOzk6//NKZEt3Y2VyvHdl78Wtfnp6avnnzo263wykRgjNCrbUWDIXxMjZGI4LjSM5ZQaf/hCOGEEI5OQh9ogepIEjHwGpCLKCxaIm1BBghlHPuEMLyzCCxjHFlc6sNUmDMIYQg2H3d2v6Ab/zz8Qlc1sEXTQiBn+rPIQAAGQ6HvstLpdIbb7zRXo2jeGtystnZTVrNaZUZ9EicjEZr7VNnTrtCzk7OrKwLwrnnV2/dXr63uHrls1+O0E0MLK2u37t769d+7Y3dTcsZA2spKWze7uzU9GA4unH1vY31DYw7gSPu3b+/vLziV84It1SpT7eHW2tb22tbW6Er+qNRszUphRoNB57nnT9/PhlFSRzHcVyt1aWUCGBBO64sl0qe4yajaKZ51HclR0i6HZtrP/ByklFjBWP9vU406D1aXrpy4Xx3r10tlfI0PzJ/ZHe3rbLc83zKqHS9XOlcqYWF40maAqjt7e1evx8Nh2mWBEEohIjjuHiqa2ur9xcX3/jylxuNhraGUhKWgkYpyI3J89wvle/dvzs5M1OvVxHRaBOGQTIabW1vbW5sFZpbALTW7rW7/OGDoyeOZ1meDEYff/TRXrcdRVERmnL9+vX19XUpOBKsViue59ZqtV3P9TyZ5OloODRKEQStdblcJoxmWZYrFQ1jYo3c342NMVmWxXF869YtrbRf9wd7XUpopVLxPC8ZRkEYcsJ83ync+5Rho9GYn5+v1+vz8/ONRuPu3fvd6/08zx3H55wbMw5Md5isVqvDjXXG+NWrV2/dvTMzMwkAvuNUwtB1ndXlZU8NVObValXQGSOBVSlwGpR8a5AYZVVKixsQQMHxIgicS864EJIiy3Wqspx61vF9KT0N0N7rtfeGg0ipnFhkSCQiNQhAi9sU49IBYnNtojgZ++MoJeSvkcITEQEJfxynxhihQnApGSMGdEE6J4K53KOUGLDEClA0zzIAIij33MDkqlqtScZGgwTBHJ07uqezUjmMk9H7b//8hz/4XrlamTu68OJnXz134fJzFy8lmVrc3Ly3ulJoSw5as4fHVowxitQaAwB8XwLKCH+CF3540Hd43Pf4PoHj+DuwllHGOefEFqHh42QUYlHQfckcFn3uAkU6HvwJQS2xBIy1hDMmHAqacmnRWEMQiGRMWTRIKTIEKv0QrXUdz5WuzlOdKcJYc2JKjDrGqOZksz/ofvjB1ZX1lde+9MbXv/Vbr77++Xc/uHHvwWJ/FOV5LiQBAQeCxuIC+wSy5SCr/VOOvsfDkf1HgVIKx3FommiwBqHkujxX49K6UGJwJiWHQspvgRNKOM9ACo9ZreIsk06pHLqOYFrrYRRbg8J1Ti4spGmaabWy/Ojv//f/3T/4n/+XKy++/J/+nf/461//3NZ2uri09NbP3/7ZnXWrNSXgEupIcXiWS35JvPhTm/eHWynF+ZMrpY3RxbJhjEmJSDQAR2qBREnCyRhiXeS3UMDJVqsc+mfOnNzc3nz3/Xe39tqcc0r0oTdlSA5hLGgx63vMU+YF850SQ5kglFGKxuJ4iRVB9cYaDUiYlFJKoMwC4W7AXKY05EoTZJNuwKirlWVMKKU7nZ7OshMLJ63ON9bXf+8f/e4f/J+/f/b8qYuXLn/5q7/2uS++9GCxu7y6vrK2fuvWnV6vlyRJEJRUpn81zYU87nrgE389Hp4xcpDTvf8aUEYpQqF6pAQZsQSgqAcp5Z4jxoLSQgjKKQrfEmOJRYMSSMBkudpIMgNMBn6gOCiVlwK/euJ4pVru9LqM8+6w/4f/5A/+9fe+c+nKC+fPn//617/6FQj++Z/+qzjNN7Z3hEXhumPq3J+n6jtohRyO5P50f+uQiPfw6gJOsQhz4wX5B0nBjAEYe82K9BFKiCHgMFF44LgQjvDSaDSKU23A80OwRBldrtYcgu4k//KbX8Esefjg3u2PP6qUg+Onjr/55pvf/OY3/uV3/t8//MM/pJSePn36C1/43MmTJ0vlYDQaFYcx5zwMw1qttrG+Phz2kySpVEq+70sh0zTlnLdarSKjDwgmSeL7fp7nQRBIxvM0K5VKX/j850ej0Z2HDxfXNu7cuXPrzu1Wq9WcmDp15nSudKgVY8z1fa2N5wf7muZPWCIPrQr8ZVXf42qK8r/8QVSYvAHGUZ+MsYImesiL8ORneSLw/bBf4AmF54EfiRHCD8lMxia98RZ6ECwxzrdk43AHesCrePrM8ZDK9Ime4y+bEP4ZcymfMuhTqlarHTt2TAiytHS/0+m40kOkQeDvB5mQMAyLaJP+oOv7rur1BoNBfXKy0+nMHl3wS+U0TT0/KzwUc3Nz05NTd9773okTJzZ2O1LKyamZhRPH33v//WazGUeWonQEV8Z0Op3Ch9Pr9SqsyjQ/c/xslsT9nV0hRBiG/WQw/vbhuIm8srLSarUqlUqz2WSMhUG4u7tLfdnr9TilhRa3IMoaa8bWNU49z7v+8a1Xv/SmMWZ6avrd7o+alTDLs93OJpMsTdPRoB/6Aec81+r6tevDKKlNtALfH+3upklcKgWMsWq1yrkf+AHnXOWmEC4eWzim4qDZKO32OsWvQCkVRRHvdLKprNForObDU89ehDjtuo/STJdLoTL20aOVN790hZGpxaX721udxfv3pai//vob0Sja290Vgk9OTu7t8lE0evTokS/LCGCs8j0/DMOanKqUwvWVlSzLVlZWLpw/SikRQlQr/x91bxYk6XWdiZ1z7r3/lnvtW3f1jq2xEAAJcCdBghAXiSI1NjUO2ZbC1pNf7Imwnz2eCT/ZT47w0zjkiRmNQtJQEkmTI4kSKUIkAYJoLI1uoPfqWrpryz3zX+9y/PBnVVc3QEoz9oStfuiIzuisyv/P/957zvm2OqW7SGydDcNwbm6ujBezB8O5MhuLsFQiWGstEYVRSBN0zhweiAeeSwcbPIMDLjnJh/GQjIcbGpRuMEyWyFlrizy3bNK80EVR7vYH2N2hq9PkFcsOjDnYFe9zXjgs25jep+sTAoBHwyFUA2NMq9Xq3tXsXBiF3X6vGvHq6uqtvRjZ1us135PaFDMzM2uO99rdZlB1gPVa68SJMze3u3e27mitT548GUVBnqfMhghLWbhSql5vJmm2tra2dnNttirqcy0nhXWgrUlGcRAEum3X1tZf/PzHG/XGlrsbRhVwLssy59zp06fR8aDf39/fV0p6ngxDP9eZ7/u9TjdLc1/KwWBQnZ9bWVra3dxgZ9CxL1Wz2dhh3tvbu37lctUPZqanHzt75sLrr+d5NjM9/c47l8qsy652pPw8z7Ms01rfubPVatXTNNVGl99syXczxoRRFAgajoaNZv3atasrx44tLi/t7e0hYlFI6XlbW1uPP/Whc488QgQbGxvNZnMgIB4Pd+7cLSbpfy6OY0kqqFXCMAzD8HOf+xyB+Nsf/FAI8Y3/9BthpTIajZI43t7eTtMUw8D3ZK1WU0pZa9I0DZUquSeDwaB0chqNRtZagRQG0eb6ViXwpfKklJ70QAgVBJVK5frWppAiiqLN4e3SKKUUGfq+L4CMyYUQzWaz3qgGYbiysgIAu7u7V69e3djYSpIkCAIAttYaY5UsWWIkhMjzXErZ7XY7/R6QW1pYlJL29/edc1EUSR4TshLS91TgyREAIYR+YJQlosBXzpg8N87ZMkTSslVeIEgIIrZgrSsK05qKSKg8K/qjUafTG491ljnpRcQyL1yhLQMBMZFk1kRo3YTX8EHY2f/vuj5xQAoAAkB24BygsBo8v0IyGCXWKGu5QLIA4MBhmeVl4VB3B2DIx8ATB8ctBeQ55woAVmFRFFZg7gltrNeYYaDqjE9SXd+Nb3/3ZfPtv/akaDabi3PVlaXm2eV6EE5L5bW7vZ29Pa3TJM2tY6GUAlUV3laRmGl/EPCiJ5vOixPNYZQSAgkk4aw2sqwPURAJJHA8CaxxQIhoQZOTRFmW+UFgnM2yjHwC60omJCErJqcBESVIQIKitJFwSkhEtEYDoI9snIU8gyzlPAkCL7O5T8geKhZkHbu0ZEWVOealD5zyK2QDaesTd1pr4u6oXp2reo2G56Vp/oO//PnrP77crFWOLcw/Oz8XzS83Vxtg2Rau0xu2B/073c4oT4LQG7fXqehUvaISKQAojNNGOyaUnpBKW7aMgNI5dszkjASTWxtJJKUsF0nS9xWiNVPVepYXSASAAgkOjeiYJqnMJAlLEUAG1oSBtAX29wYubBnwWEkOA5Qqd3Atq7KzjE7VIGiwYPOzt6699tv/7UyzNjs9dfLk6vnVxd988ckgCNIkvX7j1rWba00IOsO2GfU1Cy+se2HFshRCFoVmEL4fZoVRXpjlhoQCFFobRPKKmIRAYsvOMsvAZyC26IPfQAcOC7bGcplP66wBxz4CTTysEW1eJHkh1KCbKSXQcsGuOxymhc4yI8nXSR6IAF2ZrswHk5DJqWmPlL89ZT1GXzMijQZDAHAKNIFlPtCLSlfiqAxgrUQAMGAMM0uAUDAAZFbbAAufVBAwkWXmSm3g2MlILE/XAMhlt9vxle/+6Pf/7C8a9crx48unTxyfrdd/5zc+OzfVXL95o9vu3AA9GIwZQCjPoWAkA8QkAYUDcgxOW2ENs2RgRcIaUuijEeSkAiwKJ4DQ8oErIR+aTTgu+cNOSiFEoETDaKlkfTxOhFK67HuAASSQ08wVHlgEQyUhCKQFY0zQCAbZYHp6ASSSR+scOmtxbjWcW7XazFs373jY7b924fZPXrkehX9xOmyfe/iR584/Lp9Zudvpb+y1d/b3E82ZxrDaUMo32mQCLCIgKukJ55zlIKg4a53JhUSJIJwPzOwMlckw6DI9BgEWHPlkrbFBjr2xb/PQYO6AURhGR6U0mACAHOdKkrNsWSBr42xW+CQLw0DEFpAtgKigQ5szM6MDy8bkgS99KZwtAJyQOHaVjJGIMAwhcFh1K/MnhXP5cDzK87/46W2JNN9cfvgLTwkhjLOvvXr5L//dj8NANerR6ePHThxbbAReXhg5GLeYlpeOv/bznwttycLm1t3CciUMOqO0IGU41Ma3GDgMRqlm6feT0fLS0u6oR5EqYnvszInHn//ws+tPp0ly6eLbJh/94DvfbNUbYRDMTLWOrawsLy0NJc4tLgkkSV5aOOWH2roSfSFAQi6dSsoTriyUP2BYAyVlY2IOdAhq3VOyOT7oo0rTeT4A0xARDloF47QBBlum66IARxObFaTSB96iOeLLgiU+XwrDCACRy0RIr4TonCWi0iwaAREQjCv5hwyMDp1jgfLeKOogC+1ew+bAOT480o/EC6nSC6eMo7WOGahMSWF3oFp5Hw6PWJqK3YtdkZKALZbt4mQdonMAyAIRD6ZQBxAsAAB6amdvV+vsiSefFAr6/X48zLTWQlGtHjmXax0ncd+adGZmZmVhnpk3HDQXFrr90cKxY4O4mF2eam9sDTY2Nu9uht7Oz157ZeP2+m6cPFqrZtt3++Pe1taN61ebp04tRVGAqIdDJ6U8vTh79erVLB+F9bDpTQ0Gg2a9MdjrPXr60XcSu7W1x0DOQRhGzjlACwhZFj/1occ7nU6vv9/p7lRrQT+OoyhamJ1ja4vhyJqiHBcN9FhKOR51EaATj2rJ6MTKctrtnXvq5O7pE7/xW7/1Z9/8k731TqNaCdj//vfefOHFF7xGoZrR8ebs1sbW6z+/oq7fOXP8IS3QKbmfj6L1W1MzS9KTw8HYafT8umF/aenU8x//7J3Ny+Nhx2v3IqGmVpdrzaYb5xTZO71eXthKpbb22tW55sJGayFXU5lJZiqis79bWTh15sOfvnz1f2vCbvvaK8XJxa7tjjgfdAsPFgYDTZgEgQi8II1FoVFGeP329u0Nmp0729ne/9DcnO8GnHLW3/TC/tBy1z76zludJx4+109Ho952mttavdUZFKnmUaEBWbLxyCi0hIZlxYF1zpEjUSLRcCDvP4wVcUdyLAHY3Rd+hACFAwYqWCM4KaEwFj3QSTGKe77vS8DMGkaHiLkpSlaLK3vLA3cnQiif7jKq5MjMfQLpMYNDBsHIZYyWECg935uabpKK4tzJastrzExPvTsYhVu7Jy9c2d5OG0tPzwy476yMaGq8nV678EYYRv3bV7I43ihkvzH//Ge+3FxaXpTm5s03Zis02G/v3OmLWsNlgfaHu8OUSYCO//Yvv7V1906eDqk+FVcqjfMf/ukPfoDsswE/onZ/EEhvtj4/Fbb2NjeT7n7t+PKdbv/Y6lIWj9Px/nvvXHLWsAOSsj41k5pIhY3EioxH7JuVs6vVqLE9Gn/ouVPhtateo5EV41oFhsmdhepZ6g9DKT7+wvNhoO7uru9s3l5sLb339qWrNzdts7UDhM7lowQRweWcdU8uNH3fBx0HUiakWnPL/XbPMAvPS9MMHCsQeW/c3d6v+KEptBf4luww0UpDozGlc13xAp2knd296UazKOxgmO51h7UwzOJYgyskgkdjnfcHXd7g//l//J+SNH34/PkTjz407PeG/Z5gd+XKezruVZTM465w4Y3r+7kp0iKXvmcRmLA1NY2kbt/c6u31EcFTpPPcJOOqItKGpLJshnkBUrZcmPb7q1MzuTGdvV0/9JYXTr138a0sN4vHVrMs6/e6RZ57vpJxlmqXJHevXLvFJj52/LjwAhEEIYo4SYFRgGg169VKxZOUm/jqzk2DoyQdLMwtxKMs5IrIRTIa7965DTZfmqmNSQee5xxIkJJFgCIUSglyzmZ5ZtkiCDZgNRhrJSOxM/HIStII2hohRGMusCZqt4f77V6SZEkGhZGIotDsuLBgWVrjwEwEDwQGATwAGI/02q3NSlhlNswM+A/Fw/NIQtABOPYLHdven657WAQcpuSVKH9c8nOVstYZa41jLwyyLCMEkiLJ0k7Xbmzc3Nramp2f+9qvf/25j37s1Knl3qC4dOnyxYvv7LX3syzzlWGbCNDsUqcTZ/KpRnUwGpMUUoYMhgQpr0JERmudFw5YClnOg8txIwKws44ncAERoRSJ1oaZCZGEEojsEEt9C0Fp3ebc/aPcSUFzCLhhKX2ZhNI4REK6D4Y8dJMr78bkp0ghwsCvVXVK0g+8WiPPU2I31Pqta1dfe+tNZ/VWez3youXFlQ8/99xjTz71hYfOjXXW3d29e2tt4/r1ZL97/eKb8wuLU1PTVoI2mgCLPA+EYJSOdelKR6QUkrIF5DmbwllFghwKFAIETQyN4NCvobxNhJPxsyvndAR0kB81sQzxfR+FAKUsiVxbz5fWWms0OotOW4czswtFFmemWL+7t7axJSXd3rwBbFeWlr/4K1946StfP3ViJapU293s7UuXX3/z7bfeuqiFFxdFvdWKomAw7EuS6JxCC1w4Zo8oCIJUg7GWAEgSorIO+qPhVGOKCTNdmLxAL3ACnHXMLMoz8dAsgfnAUtoSAjgSyI7BuYOHhPhQGsHsjoKQH+gmWjLODxXt/wEL7hB/EEKUJv4kRTntdqb8mZJEFIZ+GNaVJzqd+PrVH4Ezvb1dLvKnH3/861//2qd+7ePXb9y4ePGd6zfXcm38IGKSSETShyFkSgAAIABJREFUk1IZYwoH5HmlNg8Ag0ha1HEey8jzw4rWOSCJkgJ0xEcQAZFkOeWdpC8eXCoREBFNjC4O4MEPBmbvgzWISJIEwWW8MHsOjGXrKsvRsZUVrfVwMDAJ/vita996+XVG+PJXf/3840/92umz/f7g6tVr167d6Ha3TaFlpRlVK7nW6Sh3JEj41lgGEUSNhE2SJr6SR3x3yvgdRwBkLTGSRbCQATGSAwQgB8T3UoxLbyfHE5N/vg9Eut86+MjWV0Z+0wN8RTHxLZ+YSSEAScGGZeBF1crc3Ozc7OyV1/4q0ea9i+/s7O2fOXPmo5/69Nkzpzr7u3/4+/9qa/3Wf/1f/c5zH30+iiJS/nA8KLT2/UhbS0JIIUbD4Xg0nJ+ZiYf9SuihM54iYOf5qtfNsywVgiwwExJRoDwp5blz55Dd4+fPr99ae+3Vn15+59LG7bXd3d1Ot3vq0YeuX78u/WDlxGnP8/I8l0F42OS4MjD672e59MtVBO+PVj807jooH52zjo9kkcERW2IgPEgqm6CyB7l3kw7waL92FN+b+AYfdqoHSrxDJflRheEvCcp7gLRW5kCWwunDff4DrcWOYqQPBFpYa+kwt5YI/x5OcM7aLMvfe+/SaNCtVqvVanU8SPf29obDYRlwXAK/SZLEcVwml4SB1+10SHrl68PhsNTSb29vrywurK/dzrKMmdfW1nzfX5ybL6O3xuMxAHhKlVZ7o9GopEz3+/3Q84Mg2NzcVEpFQVitVksppiIqT70yJySwJsuyRx55JEmSzc3N4XDYaE4Ph8Ner78wN+tJEY+LSqXCRqPnlVYlvu8zAxGNx4Naw1y8eHE8Hv/6r//6nY3NV3/yUyGElNLl6Y/+5ocf+/zz5584Pxj3Tq6K1WM3fFk7/+gjm7u7e6/t6KwwOr98+fLjT3zEOa18lRc2TUbDYT8ej1ZXV5EXf9Zpr6ys9EfjU6dOoVIWYDQaWYd5XpxcPVmpREIIRA6CQLAgpJdffvlDTz8zMz3z9ts//uRHnxsOh5ubm0kSzy8sOPeeZUaSjjnLdZogIKV5gQCbW3dMNmLQ2zNTUbXZHrq8oEp9dn9vP4k1GLKZ29/d27mzdezkaQK7urI8TIqbt9YkYegJVC7PkzyLMZy4uZT+/qV399EFxQf+mg881Uf/aAfOOW0NIrIDba214yCMgiDQ2oxGY60LBC5dw0vTL2v1g9i25QfksvYw8JP53vouI4KsdQC+7z/55JO+J7Y2N4nA5EUUiJ/+5Ge5jSTx0sLszFQjLWaVknE8Wl5aKHTGwOwMsGnv733kUy9+4VdeeuP11+N4vLJ6/OOf/sxzH/1kkul2vN1NU2N0o1kjgsXFhV/54kv/7J//8zfffDMp8s+9+CI4t72zL2XQ7Y/mqkuI5AdRkqZ77XYlCBqNehAFTy4/rrV+7513dtvtwaBfDUIAHA6Gw1GydOJUUKmuLC2lRfrTLN/f298x+2dPnz5x6uSFZpOkD1wYdpbl1p071BZPPPdUqzXFVl+5ekOqwCFdvPRuWKvtZzkwVSqVT3/mQ1EUfemLX3zjjTdefPHFt9966+mnn37lJz996KGHhqNBZ7cNB0k2cKBqIVHShtRhnE8Juz29uNjr9fY77TCKlFKe8Iui8H3fOed5XuAHJYxf+sScPXv2sSefPHHyZH80evvSpa2trZMnTzYaDWPM7Ozs9evXW60mM3ueV6/XB4OBdc4Y46yrVqtzc3P9/rDb7VYqURjUWMqJ6QZSnuckZEnBkFKORqO5xZr0/Z/89JXZuTnJZnd3t9VqWWO73W4lDOZmZ+NkvLu7U+QFEQRBoPPe9MwMZTrNtUXhjAWl5ufnF2ZnZ6an8zS+cuO9MKpQf+wHwVTUtFMwOz2LbLf27nb7PXBFnoyFtc45pTwhhbU2z3PpKXNgaYEGBTowzjpT+pSDA+ssWEtKBkHEzFlW3N3pjsfxcBRbgxYIUBhXUvaRAZEkApA7GGQeiSkaDsej0ajRaPyDYngeGSL+nb3hA3SaB47wwyNWKaWt9SSjFEpIQsFIjh1JQYQgyDm3s78vhZ1fWsmL4o/+5E//8Jt/dvbs2VOnTn32s5999tkP3bi1vra2tr+zniaDNS6G3d1qJSChht3EDytCYZYNhZJCVtI0PTSDifxgogzhSUgDAKiScQDOoXPMtjQkFohAtnQ5RmEPU3R54mn6/q9wkkBTTs4OdCzOOYaJxNkdyYw6ejcOb472fIvESiiIZBg6QiRGYHZGCFJKOmsfWZwGY/vd4be+8++++Z0/j6aaCysLn/vMJ1968cXqF7/S3dq6uLX1+uuvb2xt1WqNShQNhgOJIqxEDl0cZ0joeV5/XFSUFAQeWCQ7sQdHdACW0SEBipIzWf6NBxfFzMQTt+iS/ndYnZRQOwrBiA5RSCFRkkAlSCAAGHSuPxwRWEIgkqDQIS4/9Ew1DNJ49K/++P/6gz/+9iNnTn/so88//tj5jz7z+Gc+/sydO52/ev2NCxcuXL9xo9FoMkIQVnKdCSQSEpiyIh/0O5E/ry1bNkZrInQItXp9aWnBWtNo1MC6ggk9r7QJLr8+MzG8IXfgBKEmzQgyokNweK+gn2gHj1CFf4mPqDviYPaLNHV/N6XalX0FIBEfaDWllKUZlEdVsC7Pc2NzBs5y6/m1MPAWZ1fyePTWpWvvvvu/DM0//d3f/d3f+s++sbvb/fmFN4bD4W67s7ffKYrCD6JGo6GUjE3ijFWEFnmcDIGcCkizcXmKHgLSAQ+nvF5XLpmSFIqEDMRlMraz5eAD6e+2VLmPyXYYNn1AFOLJhSMjaGNAKempqFYNqid2Yvf4R568efPmH/zbbyHy9PT0cx9+5ksvfeHFT37k3Xfeu3bt2vVb6/trW/WZ6WMLi4IFF266NaUL2xuMgmZdBVV94FlAPFnDwChYkNOlTS84TElaEAjkAN0RAIcB0Bp32Icw4EHldM//84gr42Fxj0f6maP9wxHuFQOCdhYcO3bIDhzmxmaaP/b0h6vN2R+9/PKlqzd2273Pf849dPb0S1/56g++/xff/cu/Zumvrq6uHFsKa/VGa20Ux4iki0IoUYuiJEm21jfmpmd1kfS67SJPsTQj5VLNOJkvOMtlKB8AjOKk/Mxf/spXPvnxT1y7du3O1tbGxkZjfqY1M+tHkbWWFFYqlcLd4zq+jw/7C7q+v3MCcmRI8oCc7wjA7iy7ifEgMyMIQVzSJwARBWCZMDIJq76XHc9wCNKV29b7jUbvo19+kCDw/W/5JcxzPvjt7/vSfyFN/ShU+L7bODlNXNnawi+bKBFRmSI1GAyErFtrtbZTU1NJkpQbYBiGTz31VNn1CSHSNLWmiKIoTvMiy4s8Z+bpVivJg87e/uxUazwez8zMFPFobm5uZ2dHaz0cDuM4VkImSeJ53sL8vFLq2MJMt9u11tbr9SxOSsdvADhx4kSv11teXr5161b5JSilcmOc1cw8HA5nZ2dv375dSonyPK9UKkkSF0Uj8Cp5nhORI/SE55xzBpRSSZKULbRzttQEtlrNT3zi46+98kq1Wo3HwzphEATbd7ZXz6wUaeF74UNnz8WjXBe5LrJatdqo1pyzbG2jUc+z1JNCawOAralGtVbRehB4NB6PB4OB7/uz83O3bq8Lz6syE9HG7XVfeceWqRL4zEzIWZbldvzmm2+2pmYffvjh4c0TRLS1sXHuI3jmzBnfkWMmIpNrUfW1s1mhSUpmFErFSTbs5rV6ZffuzuzxSmGFAenQY1ZGsyIVqmBcjEfDbjaezbN46fiS3ulqXYAQVqJ1kBuTpDlxUtJ3tdZlG3C0ryvHawh09FF//yNk3SQzDRERhHMuz/XU9Mz09PRgMNrfb+d5JgillFIKOhoLD/yBK/0oHnB0oRnjSpmrMYZZy0IIwHg0tlZ7nn/79poa3Bn29oLqYjVUhK4oMkJoterxeNxqNW7fXF9ZPt6oRucfeyS+vPbMM08vLs57nlKBX61Vm9NTfhiwF9Rr1Swe5UlapJnRBbLb2dlx1qZx4lAdP348juPhOM20Z51yjIVxZZrIY489dvvGO0A4HA5zl1ltOvv7WZYJQIFUrdaMdam2gecRYBiGaxtrWZa1221PhUEQXHr33Vdefe3a9ZsLc41mpHLjUIokS48dO86Mvf4wL6xQ6sbGRmZ4kI6gUqtU/K9/5cvnH390fX29VMHtbG9nWZbnaafTieO43dn3PI+dI0RHtrzrzjmLXDb5QkogLPu0oiju3r37/PPPG2sdcFEUhdFJklSr1WQ0BAA/8Mt4ZOfceDzuDwbr6+tIdGtj4+cXLkRCLC0tFUWR50Wep8aYfr8/PT0VRZHvnO/7k+0RIQiCVqvV7w9rtdok84nIWpumqWCSSlWC0AAwke/7c3NzQoiNjY2zZ88uLC729rZbrdbmxsadrTsAEEWR53lpRlobrbXnSa01AabxWPpBnOSkgiAIlFRa662trSLPkW2SJKNRYh1IoTw/7MWDO9t3JWGa5ghCazuOU2kLZFZCChIPmDaX7oHWGQ9FFPiOIcvz3GgHoJQKoyoS9XqDXq/XH+qsKIyj0pzPgdRGOzoQxDIcqGvpcDmUk8SiKLS2iOI/LIXn/zOs79Ax+RcVu0fV8IeV0NH/fMjzPpzuAyEIQUoSo0NBSM6aIArZOSAWUkbhtLXGWA3KE0SIfPXGrSvXb373e3/h+Wp5cWlxcTGg5GMfeeZLX/icH1UcY5pn+93++uZWfzgkwcBWF6nCAAGkIOfY6qKsmycjfAGI6IlSjsMMzjhTWIO+AkIHUFhwjAjouPQtxJICj/BgRoRzDvE+NRqDOwqNTswnygimI9Pro/WHCsPCWgdChr4IQ+usEBLYETsRGs/VgNnojAvXnK8159ExJ7bYvLvzf/7Lf/2Hv/evqkLOVqpzx48/9NC5Tz/3XJplu3t7SZZu3d0aDdu50ZUo9IMAIZO1AIrcJ/AE+6KMprBAwjA7AIPlMAMOK7tJlc+MDogOdZXI7l7KwmFErLHWMgih2BpkBmQgQpaMttJsIoAuNDuDwNa6IVT6g4ycX5le9aC4emvr2rXfrwSeJ+RUq7G4sDB77txXvvDC3H/xjZ2dnV5vcOXq1Y3NrazIs0R7yqt4foA21bEXeICi0IXVBboiT4e1atCqhUWSp3FhCwPsE6MklFIV1ipUDpCBDpq70q/HoRAADkFMYEC2AMTsiOmoCeEvmtYfFcX9PwHX3SQUe2IdAQdipAm1FqVzSJKU9InA2iKK6tYUcZ4hBLPzJ5aXFkfJ3vf//Pt//Zd/Pb8wf+b0qampmc8+/+F6vSkl7LfbN26sbXQ7sU6LLFOhr5SKQjQ2VgErj43LUXhplkYyPHg4+RDURRTM7OwkCxPQls4BZbiLc/ZesgU6YBAfsF0cGMnABBr1nBBC8AGm4dAhEQgunEFEDDzNdQ5HlenjyxAeP/uY1cl42H/30uVX/+YH9dA/c/JEs15/4SNP1mem+2n23rVb4+HQaUwHvUoY1au1JNeW0JIDLLFbFIDIAA6JyLFCy4QoQfVAWBQEwrB1jO7QHsQ54IO0C3foajLZ2dz9esj7jPgBCcg6c198ObhSDu0mbqjIjEISYoCCCmOGJo8tbHdGGNZe+NKvZlne7XWvb+3+/NIVX/Dxhx73Pbm127n43rW9vZ35+bkkiVUQriwvtKam8izNi7wahb4STme1yEtG/aLItzZvCynTLJ6MMBA939dxZq3z/cD3/SAIkIRQkgGBcPXEiY9+7KPvXn63PeguHTs+NTMjgyjODKBAJD7arL1vMXxA4Mq/r4TvoDA9iplrVxINDnZOYueAwLmJuZIF5pLVeWC2dABQlzzLyaZ2XwtHiA/kl9CRzJjy2y6D4//+QN8DN+GomefhOfj3/AlEgmAit7IMFrDMtGX4hWQCZs6ytFqtOmeyLDPGsCHf948dO9bpdJxzd+/ezbKstFEp000rUbS4uLi+eScMQ2COx3G1Vm/W6nE83t7e3tvbY+ZyMA/MaZqOB8MkSZYWl8Mw3N3fi6Joenq6UvEbjcbe3h4ANBoNrXUUhP1+v9/vT09Pv/76657n2Swvb4iUIi1yIpHnea/Xi+PYObewsLC711ldXd3f3RuNRgJhf3/fWosA5WCCnRuPx1LWK5XK8eMhCn9xcfFy571erxdF0bMffkZnaRz5en+/1+unnM8tzy0uz/tSPPn4+ZvXbrV3tkIv+Nizz0HBG5trZx96or23/T/89//dP/1n/+ul964aU+zt7WzfvVPkvelWdRwnDmBqZrper1erVYvY63WFUMoTaRJfu3ZFCiEk5nmmdRGE/o2rNwBk9OmP5lmWDEfeVC1LYhWI2bnZ1tSUrPq31jaZuShsrz/2w4q2bNkOxslqLeA8dqZoNJrtNB3ERW7JgsdMvvSzcby0PLM012AbS9CV0Ov3254vmTm3BRJpBo3gH0TuCGYkKrc3uL/xA6RDQd4HPoQHXZ8jFA6dtc73fWPseJzEcVzef+OYiJxDa909gPxIfmdZ3B7t9476Jx2qNIUQUkgAw8yVMAhDv8iTLEkQ7J3NjQ8tiEYobqxdNRxJtLVq0B/jsZXFvd2ddy9fXD12wpi0Xg2mlmZfu3TjzOkTvX7H89X07LTy1OrJEwsry51BnGdZs15fXpqXEk+cOD4707p25d2VpcVzZ8/MLS1lSfadb32v0DxOtAqnjQVtHHryoUcfHQwHzrnTp0/t79z1M18AJqNYkfSENEVRiyqD/qBerYWeb3IdD8dgzGjQX1pcjirVsw89FKfZKMlFGFYa09VG5GWJS+1zT36sWq0KKTdu3xVexWZ6rx+PcjO1tHzqiScT65544olev9Nut+dmZr/2ta9dvnx5b2/vxo1rRDQcDh+QpuOh60GRl2pPkkKQAAdxHA+Hw2ar9cMf/tABP/3MM0mSpHlWRrAEUqZpqqTyfd8YU+bfekptbm5evXYtM2Zubi7tDeNx2m53PM9rt9urqye2t++WS9VaW+SaGaIoygujtZZS9vv9arXabu8TujDwy2RdZ1290QirlbzQhtkYMxwOO/3B08886wXhYDgIJb538a3hcFir1cpr3N/bK3SeJIkgcs4lSWKSNiJOz8zn2igHlalK4Ida683b67s7O9VqlQmDsPr4sdOVamM4jAtdjAZDZ82gszcetpUABCzDS33fZ+tkmWUahJ7nOQBhpZQSnfVJkMA0K7QulFLKDxEpy0yvP2i3u3GcpOizQ0cCgArNhS6MPUirRIcEzMSMk1jMI2FRpWuOc6UU/B8Q1nckROgXMTw/IPnqCCryftqn8BQJYmbD7BhRoB+GQgh2VhdZrjUDSj/wvEpeZEWWB75yYIQA5UkpqN3uddo9N9758Q9f7vR6UvnVRlMo+clPferXvvhFYHr3ynvXbt7q9EZZMdJakxDKUwxgShsAKUgIlCVNwSFbQIelxz6VHvzCOnBsGUgeVguApYHHYWj70W9X3BtUk1IqKTIkJEJiZDvhfN7Pc4B7VWDZ9QkpUQoSjIKBhBRhGGR5bk2BTnmChBDdTkcEwkPBzIXWkapSEKDO6oLMcHT16nVD4o3XL/T6/Waz+fzHnn/m2We/+mtfNtZu3dl48623NjY3tTEGsyJL/Urk+x6xZpsTAQpiQiZEoLJWx5LHyrbsZ5GZ0aI9SIErnW0ODQ9gQud3AIwEiJ6Shz4izjlrkQGQyClkVohotDZGaatDFVQqyqZDoNivRL7vs9XdQTpKtm7tt7/5h3/ked6nPvWpc4+c+8//8W/Oz8/2er1Lly5eu3H9ypUrd3fvRq0oG/YBQPlCEmdQ/PgHf/7yn39HAT3/9LOnTp5cPn7aj/w0L5K0EGyN0Sg8RgIUbgLQI4JEtiW/07FxJXMRyniGkhFIR93JjqhYPwC/gn/PAvG+lSzlREVGeIC1TU7XEgqL8xRZKt8LfMXgspxHSULsKlFFAvaHw8E4rTenEL0gCJDUhQtvj0aj/d0dRKxG4VNPPfXiiy9+/Rtfwqiyu9199/I7Fy5c6Oxs1gI17nZUkNSas4XJAkXO5QBYBlYji7JyJiJ2yGgBiNASIaBlKA1r3RGzRgQQE8DsAenwEUIdH5Biy7wnWyZoAztmlFT23sboVjTTHYyDsLa0HO3s3gkq9Wqlko1ri3PzkcS97Z13Lr33B//mD5qzM//4v/zt/+TrXyOm/budV+qvbWzdTfv74Hlh4GXOTrw5AdGVmlXLQIyWCUkKkOhQMAoLYEtapkPGSW7nYcxaOcKhI1hfeRkfyHJEAESy7j7urkSwkyh4ZkQgHGdZ4HtKCFbKABSETkWD3CRJYQGU54eteVVvVqZmq1GQjoc/f+N1zoZLS0u/8mtfX15eevWVn/zN376yduvG8tLsR5/7yKOPPjw9MxPHI50mUVjPsiwM/CxNtDWX3323KAo/CGppWvYzeZ57yrPGRVEUx0klqiEJoXzQGokGo+HZs2ellMaYMsJUSpkby0cxBOb/N6aL907FQ6icDxlNJVJKyBOlHwohmNCVeaJADBZBIDBCGYoLdIC2ETAe2CwhYtk4Tow0kenex2dEEHTg0nl0WzvCzvhgx84PYrgcZjaUhI4HmsDDsNkHlsbRHWbiI0NM94dT/vIYDCLa3d0NggCcLr9iAFF+klOnTl2+fDlN09FoVKlUwjDUWjcajVoYrK/dNoX2fb9aqSJAv9+v12uPPPLI9t2tUydOttvtsmCqVCq+8oQQkR80Go1qtbq2traRbszNze3u7qZpOhgMkiSZm54hIiVkrVb70z/905deemlmZmZ9fd2TsvSl8LwwZAbgKIquXLlSgn5zc3PHjh1L03R6eqrVbBZZWnq5eUIURSGlDMOw0+lEtep4PD596mycTlDH4bA/Gg++9rWvTjebu9t3/+pPvtnpdbc73TcuXPxE+PzsyeM//sFfzU5PDTr769u7u4PkytVbZ47P+n710WpjfuXYv/g//vfPff4la6HZiJaW5m0exeOB8vzufntvv3P89KlKrXZ3Z5uRVlaOWWsIYXZ2tr2/75yZajWMmNrrbKdZcXttrfvYuZWFFeJcSpnF453dznxrdm52igeglBBKVaoVm+cLS8vIrt9LRknR39/91AufTVGcOXPs1IdWN/ZSUCIpkqgSwlT9zvr1leNT2bgvBTZqIZHzlKhUwjQrkiQuDEtgVJ5zkOeaiADQGGdM8QDIRiSIxC/BmQGAUTKDs8xoEcla5ynyPB8RlfKIRF4UUtDBqiw5pfYBhuchpHHPOvRgnzwgnZaxJUJKJaV1zvmel8bJzHSryEdB6LdajSJe90j39+8+9qGPB7740d/8dc5Fmo+jUA0H7T0hr1y5cozujDb3tjZ3ATjL0lu3b9WiiKSI82y301m/s9vvdqZbzeef//DO1pZA7nT2KmF0985GEo8ff+z8W+9c7na62gmSPpN0QH5Y7Q93rLXD8cj31a1bN9Ca2akTnuf5nkrTxBoThlGz3tjculMPI2cdA456/ZmpqWpUOX3qpB9WFxcXr169Nre4MHV3Yac7uLu7F4+GFcmPPXV+7fZ6a6o16MfM6s3Ll9PUHTt58mOffWF3MFxqNDqdTpKOG43G1WtXn3zi/Mb6+pUrV+J41KjVjTHjeCQ9MXEUODBDKvfGQ0tqRmg1ptbX19vt9pe+/OVGo+H5/o1bN0+cOHH1+rU8z6empthonaXj8Xg8HjvnGo06AKRpOj0/X6vXVRBkWp9ePp6m6XAw8pRfdvuLi0tKSWO072MYhoe/tCiKQ36p1toYYa0s+d5K+VGtiohRtVJok2XZaDQSSK+++mqcpCsrK/vbW1euXKlWqtaY0WhUCQMpRMiBFMJoo5QQQszV5wHx9toNFVROnZ2N/MABl4ThksSHUliDo1G8vdPpdPrGmK2NzTxPTZZNN4PlxflK4Jm4X5IO4jgu50eFLvI8z/Jcm0JIoZRkq5NE54WW0lMqNIzDcby72+sNx1obBnSe1M5q65xzxkCZIMUH2VfADssslEN7OXSWrTGmXq0FXuCMI8KypPmH4eFZdn3W2oOZozvK5DxqAQ/3c1o+gPdyMPA2xig/BEGsLRKWp53WGg4Aa4fKoTDspAoEKWd0pdpg65wrnJ2EJoeixpSHnqs3GkCSkH76o9de/uGrUqmz58499PDDT5yrKk8gYlYUg8FgMB7tt/cLa9IscblTge/5fq5dKBQgCHCCStMSZmetNcSCENjZw96GSmNXe28jO7zkcp9lZiIsI5vLgQwwEk36pAnn84goqDyVpZTMHLBQjB6QnTSKIu4nh7bK2lrDNmpOk3VkkQA9AsOGPOVBRaRpaoZBGOUc1GdWwua8tfr1t9792duXEKFSi+bmZhYW5889et5TqjUzrbPUZml7567nSSVJSgGEiM4T6BxQGfrnWCkBIHRR0ITjB0KIMrwHlHdIYytn4aWhUgkdMqHRRfma5ZKhqJxzQIIkOlfC4tTyPfYJwVldEErhRxY4B8+RD4JSBjVIZ6aPMbu/fflnP/zhj4Pg9yuV8NTpk+fOnlhdXnrmyWf8wG/3kr29vXa3s333zs7OXcgGDx1fPXf61Hf/7Fvf/qPfq1Yq9fpMvTW7fOzY4tKxaq02M79YqdWFF1pm65x1kOcFhRFbR8yAzppCICM6KcjwEZ+G9/FVHnjOD7PuHDshRFEUHuD7uS73yy0eJNswsxBU+gS6I4BDeXIzc1TxkMg5l5vYOgPowqqP4FzJWxUQNKLYkVHUzwpOMqQobATHqi0CMKa4enP92s1/4f1LVW9VlxYXz5w+9eLHP/E73/iN9c11FP5bF6+1+0MHFISRRdJaW+cEkZIBCkklXRcdQIn3Oc8TWZYiMiJbtkIoy6Vg9WAO5hxPCmuedNhwr+QtL1+SICzlb8AHWXzGWiBCQiJl08F8PRp29lBg6HujwlDIAAAgAElEQVRIYEyhKk02OreuuhAGM8dWzzzWHvS/+/2Xv/3nP/SFmqu3Hjl5+qmHTwX1as726vpNmxQAQEICETCS8gw5g44VAaAjW35IZ225zC0zHDoilDHR5ZHrHKEseVATCOLg8SgT7pj4kNVJB+zo+5gRDgQCAxJCSRLww8Ax58YU1gokRkwNkx9FXpQVOi8Kw0ysnKSxduhVHnvmeWmS0XDwo1cvGP0TT9CJc48+8th5YNPuDb/1ne8VeTY/N7c02zp1+rTv+WGlwpig1lq7JC2CsNrrDZM0rVbraZIKElmW+V7g+X6WZcY6B2ys047nl5ZGo1Gl3ijDzZ0zE48/wAOyqxXvG3C8PyznF/oJ3wMi4ODuusO254GFVv671GGX2LOSwjE4Vy47JkSE0pdl8nsFUtklldOI0nrmngKT2VknBB3Ya5et/L1R5mFvfxTo+8CJz4MXez/1F97H9vzFZIEH94qJ0/4EbUdr7WQE94vFgVmWOZdPt+r77e1KpUKsxuPx7OzsYDCI43hlZeXpp58GgOvXrxNRp9PxZmZK5d721p1KrZkkSbVa73Y6C3Pzmxu3EXE8HhNDFISddjtJErYuSZLxcKikjKJoPE7ubG499fjDxpi3337b9/2iKIiocLkxZnV1tdPpnD9//rXXXltdnCnPCy8IVOCTUo1Go9/v1+v1ku83Nz+3tbVVCSOlVDIeFUXBzEKK8l1BEJTPodFOayulGseJ50tjNRF8+9t/Vg2Dhfn5qZnmJz7zie//6OXLV668ffG9MydPnjl9st/Zf+ftN25t9gpCud1daKjLF9967ecXvvir/+iJp5///Oc/8cd/9Me7u1uvvPJjCXZhfqZWq6eNJMmLdrvd7Q9mFxb8MHTOOKOzLN7eztJx7JzZ3t6CZM+xqVVCk+lb128+Mu2/+847iX+jiFpLq2d2d++m6bjXTZ3VhIHv+0kOU1PTVhcbW/tpmnby9v7+Vnscy580Zs88k2N9fr62s6nrDR+7ylRVPO5dfe/SwspqkafJaGisLvUU2piDMoW0NeWs8XAicI+BBQgIbG1pI/TLHj9wzGxsmSRpS5YJMyRJkucFAGitnS11sGitOdr18f1Y3wNjiEkscLm0EZhBKc86R0S6KNi50WjQqIetej3Ps3jQe+va606rdmd/7dbN2WPnrFLVZiWJexvrtx9/5JE3Xn+1vbc/u4LvXrteqXqe51Uq2O12Q8+r1mqjeLx1d6swLgx8Ard6bLmIh91IKQJn8k5715eyGlXeeesiARXaMkwSwpRSyveZWSDu77dHw4HNs8X5BXYuiRN2jh1PTU1Za3VRMLPOcy+qEJEgsKbY3dl+6ukPR5Wg09lnRM8Pe72uyY1hevb5p73Qm27N3LyxpoR/Y+12bmHhxIn/5p/8k1GadV6/sLSwkGVpCYH6nj8ajQbDYVEUx48ft9rUarX+oEdEwIwCCLEUX5RnUEnTYARrba/XA4AgCG7evFmtVi27eqMxNTXVbDallL1er1GtJEkyNT016PfLCK7p6WnP9z3Py8dj1rper2dpfuXK1fn5+bKpLFncQRCU/KMsy5VSMzMzaV7k2mxtbQ2HQ2au1+u+J9I0KaNZ/MBHIiGkVJ70PACxsLBQqdanZ2b3253BYHCpnEwBl++1psjz3LEtCk2IYRgKIRbrUGtMVau7qXa+J8fjIaNwjo0xoCQzjwbDYZzcuHYrSTPleaPReDwaIbhWPVpcmK+EfpGnkqj0K9ZGHzqNlbq+cjPRunB5Zh14fsgghnG23+mnmR6OUm3BgbLWJZqNYWMcO7RMjLLckid2tIzAjCCYLbMVEpjZ9z0Anpmd8jxFgv4jxPX9x9f1GWNKk4pDG5Kj0XDvL2Q/EAw8HEuU7yEGz/NI+iRlrnVZbCGUiAERyAkZSSAhAjsSJIQAdmVZJZ1XgLBFKqhqrVVeVOSJ53m+H9y8tvHepRtsYlsMpO+1Wq2zD5177Pz53/7Nf5TrYm9/7+atW1euXd3e2bFBFBexMiiQBbta6O8MB7ISAYAU4Es0hXXOTdzlHAMwQen6LUp1gbVWEWnrDo3vnXM0cbgvARBZRqk+ICA5GhLlnKsHYUDkATkSFjC3LhDKAhM7ZosOASBhp0Aggjuw1vCCwAeOVKBHSZ9FNL1orTbGaGesNQwmz3NDuLE3eO/2VlmkxoP9uemps6vHQiEQ2PeUL6nVbIZSWF3YQsuwLgWAwDIcC9hK5RHJPM+TIvV9PwiiRNvJqJ/EIXpTFlJEBDR5xSGWNZkgEkJYZkLBhM5aIVVgEkAQBIBoAI1jqQL2K0CeQwEoPD1ksOxcFHnOOcfa9xubm/vra9t5nnU6nV6v9/iTZ1566aXPfOzDCwu/mqfx7Zs376yvxYNBRdj9YuBHtHn9rVpjan/zyk/zQpCqN5uFg7PnHn708cfnF5ZWV080jy9sdONOp4dIUpEiCD05AJZExvEB3nckrO99KtbDSGVX+usxlF3fg8w2vpcmcnQIerTms5YRy65vUvhOGqiD4o/ZsGMGC+BIOMfs2BKgA6N8yWRRAouGFxIUGTtLzNYUXPbqMlK+BXAzzVo26r7yo1f+5N/88cLi3AsvvPCFF3+lNT1V8VpvXX731trGME4z5iAI6vW6Up7WOh0nANRotADBOe37gUK2To/HQwA3jkdhVCWhnMXD+Y7jEh88oAgg0oFc8NDUuIxgcROaXjldKNE05BIKQ6wKI/RI2tT3K6PcACkGZQSCCEsghwBsOpxqLVqrWedQFJilr776497e7lPPPvnI44/+zje+mhW0ubn5xsW3dvc7ubVWUlipCeknuhilWa1RrzXq+ZXhXKs2SLM0zRhReL4Q0jnDjg0A8b2qvSz9S8EwHD4DzI7dYaQKADvHSO/rhUqK6ARDv2d8rkoPBoBCaxTSAeTWFpYdqYkwGJxjg84iovTUXGNKCXHl3XdIyVTDm2+/nYwGJ08ef+qJZ48tL/V63Z//9OXf+9d/FATBk08+8eKLnz9x4kQUvWcsF9oGoWTGPMuzJHfOxXGSpmkZLhdVq3GaxlmWG+OFEae21Ikdhi+hkOWEQUqppAJmZ8wH93L3YZ74i+JzDqvV8q4eba6Ohm1YtuzQlb5MCMBMhARlnB4DsEAS9344IEMZHVmGPdAB6PEAZMfsDkR/XIZOEtIDyTFHc4Pgg2IwywPxaDxDOd8sz7tDmcdRquffKQ48+CSTecShuk+W4SklAgkPmumQEPV6/Y03fpbMTRubKaXQOSK6du3azs5OtVotx95KqVarNTU1NRqNbq+tIYMnlWXe2tw8+/DDaZpWosrt27ePLa9c+Plr1ShyBd3Z2iotW6SURZbneQ7MnlJCCK11GIanTp2qVqtEJJGSJGnWG51OZzweVyqVT3ziE9/73veYdRnYQEKUAZ/MHIZho1GPokhrXZaAhKi1Llleh9UtAOR5zszValUIsba2Jr1waWV5Z2dnfm4uTWOpRKe7b00+am9PdedfePHFYVK0u+MLF96s+rrb2+t0dpAhi0nH/fbuTqc/1g5Hg/08Hzzy0InAx82Nm2l6nnUuCHr9wSOPPnr2kYdya5hwZWXl1u21pcXFZDz2PWkLPRoMet39L371k6bfuvDGa+M4jSr13bs7j06vepLa4+7OnTsLi8utelOgMUVCxGk86v3f1L35j2X3dSd2zne5+9tqX7q6urt6Y5Nskq2mSVGmKMmSHI0WC3bGHtsIJnEQTIAgyAQB5ocESP6EbDCQQZaBrYk9tgXL22ishZRFSbREkRTJ7mazt6rurv3Vq7fd++72XU5+uK+qq5sSZUxmgrh+KDTqvXr96r77/X7POZ+tty9JlWURuP7U5FSeF6WAfr8bNmpl3m9GQgv5+c+9+PSFlbqrb7Q3s3671Q9nlk8aY4IgKIqiyIvKKKjq/ciWQCilU4VqHmFdPTRTQYSxtefPNltCEsYaRCACrY0FVEpXJFvOuTWAwHB8flXqPqFUcbTrq0aWj+wAR8c3jDFkjACQc6105QPsea41GsmqMh8Ou2k85JynWe65fpxk+73hpB/t9wb37t232pR5VqbJzvq9fm3KEv/Sl77gB9HW3vrM7Nxed//C+QuzC4vKspobZO1bi3NzkxOtvXooODgObty/Z1R5/Pip+2v34kHMkUlBubIEhsCQUSrNGNHebvv61St7O5s1z10+fsJaG0YhlDKq1bTW6+vrwDBNUyvkbKMphFg+vug4zs72tu/Jl1/+1jAeDuN+OoqBIEsL33MvfeRJR8rdjd1RfzDYj7d39qLGxMzisXZ/sNfpLMzPcaAgih678JFut7t2Z3U4HNbr9cXFRSJTnTJhGFpl8QjOT0Scc2QopfQ8T1tDWgku+v3+2KpAStJKa+26brVqsiwr8gIA6vW6lLJ6ztzcXJ7nWZaFYUiMTU1NvfmDH7399tsLCwvNZrPX7c/Pz2uti6Ks1+sA5Hm+taSUYsjKslxdXa1aes/zAt+pRndSyqnpaQAwBMYaYKzZqGdpWirTbLb+9rXXrl27JjkZY4Co2WyORqNhf2SN0UaFYeg6Tlnm1ZCuFvm1yC96SZmlgzgLopquqmpjCVCXxhSGEepSpVkSD7OJVugI3qpFgecgWX4QsVORLQ93YCGEJCqNyrLMKO1L15My17bbH3a6w0FSGIvKokWhjdUW0qIcG7odWtUxNna1R4bMMstdIZGJsswsabIgGNUm6ufPrDiiyntlf8+6vg+KLo7KHh6pYn9WBtFR6k7gegRoreVMaGOMsRUg9uDEHc/JGZFFyywjrEousoAHxEghgGsDHFAi40DcD2pFWVqDjvStQT8QvhNqrZNh/IPvff973331X37lKzMzM5efffaJJ5+8cPY8AKx22jevvT9sd6eaLVVkvb3d1uQEuE5WqjxNdcGFkESgVFmFv3HOkY15OBXGZS0QUtX4PALajJVLZIFsVbJXl+vQvfOB7WdlMwDAK+dIQMm4ReRVbTN2UwGGVLFMq96SBDLkXKDkQnAHmSiZAMZAOJw0aWWMFkwKwRkZRUisALCzC8c5mFu311pRAMTA2P29dm+YcKvCWogMQRcV+prnORe8HoX93tBxHCkFYx4ir+hsBxJN9iAR7sDZHBgSQzumOn5g+AeVogkkr3CRiphFjDEuHO76KFyDjgVkqIiIjDaoyFhrcTAqyiyzpKWU84snTq2c3++u/u7v/m6a5vPzc88/++wTj529+PgTZZpSlv1ppy0FJ1PE/fagB7VanfthZ/f+1MzcretvXXv3DWtta3JqefnE85/+cmuiMTExkSSJJ9CojCFR1VwffkA/j8nGGCOtD+l/le3H0ZLsqA3DI1DhkTV1FCc4bDDY4a8jGlbR2NACWByza4jAWMuIiHEwwAnQMgfREhIgY8JapaxRqiRraX2rI21xfPnM2dPn9vc7r373tT/+oz+dmJz64pe//J/957+9141f+9ur7bjb6/V6vZ414Lqu7wdhGFZlX70eJnGal2mVSV6rR+B4cZJW3tzjbEMiBOCcW3a01X1g+zkuf4ksMMCxt4mplsyDQgSAIaeSg0FSQKrChAyCQQSSxBCIA4DwaoY0CCkdKQMbmbrNUgH2ypV3fvD693//X33lM7/0hePHj//6r3xZWXrz6jvru9uDUbrb66AU8/PTSqn27kboiGTQTfOyHjVByLQoGBAi02QqK42DdmOcDX4wvcZDNxdEVFqJ8bq2ZOxY2XqwVR5RBeJhzDmzh25CjAECMX7ApDLj/uAA7AEGjBBEPEqklp7jaOCeDPzGxAsvfbrIkhvvXf3Kv/qq77oXLjz21KWP/uo//K3V1dW//Mu//Of/x++/+OILURAtLizX6mFRFFVssiVjjAnDkHNekfQsEHIW1Ru1Wq3b7VZlt6aSOUZK6fl+YWwV7TVGoT/UrvZRv9OfxjE7vHRHn3CUVFJ96Up/f0C+PuKeBexAYjw2BDqw26nuKj6GnuGQmPDIuntkDPchxi0fIm6vqp+Daow9MhV6pCivqpB/T2f07Ozc5ORkHMeux7vdbi1oCiHSNK3AhE6n0+/3HcepbPqSJKkguxkuV86ce+vK1V6vl47yM+fOvP6jH12+fMko5Xleo9U8f+GxjY2Nra2dChjJ06zdbjPEmcmpUuvqpXzfD8NQMt5qtZJh7DgOR5Zl2f379xuNRtpr24P8em0MAVbEUc/zpZRKKaWU1tr1/cr0pboHjDZV5Frlhup5HgCkacqVqdfr1to8T8uyVKq01hqjpSfjUbIcNZ559vm333rj9p3Vlz76RBZ3pITp6cjJXelNCYYMyHNlnidW55c+cvHX/sMvv/zyt+J4cGxuLgz9oijX7t09tnTs8ccfXzl9+t79+0RklAZLDKDQqlRFs1U/c+b0YuP45uba3SvbzYZb5kWZF43IGXFGRu3ubD5+bmWyVXe3Y99hYeCqMg9DUWSpKnKyRmtdIBjiKysrGNQX56fQaW5v31F5LKMIJF/b2H3m8kd8P4yHo2aj9caVO0J4AKwSenKOla2ARVtptA4n0Uf9YI/2gY/MLx42nuXjyQeRtWAB0jSTrsMYU6U5wEagusjWGkSssD46CE0lInHEnv4RRd+hx6yq5GRC1sJa6LkTzdYojpUqrNatem2i1ei1ubZ48tRZK5tZXs7NL12/eeXOnTuPnT3tOw5HKvJ0amYxoXDt7roM6hOtmYnJaUcI13HyNONuIBhub2w2w0AVuRRcCFRFniTD40vHhBSvvfZaFNU3NtrkcmQVYkqIVKuFQOb+2p07t26jLs5cfDJXJWPM8/29Xs9xnMoRyHXdsF4L6vWFhYVTZ07fvH6tFoTTMzNSyt3V1ajemGw2pqcnjSr3trpnTp0QEh1HDnvdWuDfXduamJjqj9JzFx4L6rV5KVWe725tPXbx8Xa7vb6+3ul0HMnj4bDZbBZFtji/cP369cFg0Ko1EQCQwUHgodaaswqv4sDQAnHGfd+vAPbTp0+/c+VdbUyv16vGTHmeu5z7vj/sD6sdKUkSxtjU1BR33anp6VqzmRbF/v6+lNIYc+rUqW9+8xuc80ajXj0tz9PKl/jxxx+f7fbeevudJ598cmenvba2JoRjra7uq+Xl5an5+bIsh4M4L8pkNKpFjTzPLz9+ce3+/bXV1bIo/FpQKUyNMXmeM858zxulyeGwu9lsKrUnGCCR4wgpZal6rvEJWDViG41GjDEkEIyHvstzI+reRD0SkkWew8CQscyaatxWDSmO7u2IWJYKEDiXyLxSm25vuLO3H49KQ9wgGuCA3AAqaxlnhADEAaqEZuRCGGuqcosxjgYtadLG891mcwLQOo5z7Nix84+d9X0XxpUk/n3t+qrj7ajaHo6k3/5UG89HpqREVOSFH0jPcSwKRFaZQhyK/tm4ONR4IBNGgGpENA4VsBYAuIOsVAaROEfODQMi8nyPELI844IbpGGuENGJGm7UUEoBYKcz/Pq//tY3v/GK53mu6/ozzelG6+zJEwvNicDzFeB+GvezkTWl1TkzhFowyV3pyNAngqwoiVX2H6xUBhCFlLbMpHTYEQ8AxhkDsJXSieCg/HjI8OZorYCISZEUplBoiDHiggtmja2Km3EjhSQFcYOIgBZsxdxAZCiYYFy6hLwAgwDIGQMpHcfBaq5slC59JoI6MIa6zF0G6Nc//+lPnD5+LAo8R4or799YX79fJF2TFWHYIFNaspHDLUKZphPNaJikRpGQUmurjGZMAFaqlQeNayUoZ8iAMRqHwMKBuamFsQsEWSTJKi0A0nh+VWFWFsAKBkwyjqgNWc8lIjSCW4fIMvI5ovACo40xepiZwShm0p9dWuFM5Fn2/R+98/0f/NhlcOr4sSfPnf4v/5t/NlGvGV2urt5Z31hfXV29cetWHCd5kSCyqF5nKHY27/Q6G6+/+c7x48fPnDv71DPPrBxfXpyb6g36Wini0hACIANgP8979+CTharIfCD5GvPKAOkA4flAEXlkjEKPKCIeCU1hhHAQHVKd41WLzphkyIlQCh/sQUeOnCEYzoGICcmslZ4hImaMSpNE8aTUJCO3xqKSWjMzP/jRm6/84EdzC4vnz6+0phtLCxdqtTpZ2+v3B/1+r9czZZIm5WjIHNcVDDzPdV2n09nTKKT0cm0IYNyjPgg1wOo6WCJDwA/sroDAkrVEuuryqiinAyLfYbAUEhhA4lxDpZpGRZYqRyWsHB0tAFjGCDgQWAJrLXP5MNcTc4sLZ8+A5MM8uXb91k/eufZnf/Vvao3G7ML87MLM0uLSs2FkINve7e2020J6+2ZXpwNfulnS445nDFkhkXFABkD2wCnEVupsxg5RiOoTw59Gt4PDaEdjjvbzBERVgBwCECAhs4zIMgBuEcASWSTLGBljDQGMsU9L1iBZN2hwzglBodBMkPA1coV65cKlc08+Oxol3W73h29d/8GPrwRB8ORHPsaROr3hlSs33rlyvVGLThxfaraas7Nuvd4cjUZVS+B5bhiGSZwIKXZ2dqy1nI/no4zzIPBVUoxGI+DicFUbY/CA/Hz0CPhZ1pQfvLerzpkD/iyt+IPfwg/6ilVgMI4tBasgaiAC4sgEH6Mb7IBlDwAWH35jRPzhrPYPNde1h63jI49WqO8hNngUDDz6hg+HpD8r+uUDpDs6HBWN75qfpxY2Wvu+d+rUqSvvvKWUtdaSHoZh2Gw2syzL8/wQgakSlhljrSDo9XrDUbZw7PiJ48t7/V4U1VzHWTh79sb771e5C4jou1510OdpWhRFVXVpawpQFVN0dXW12+3meV4PoyAIlpeX7969m41SAFhdXQ2CoL9bFkVRXRClFHALAGEYVpel4owEQeC53nDQd6WoWheyVkgppVSFOZCuacdx4lGqtXZdGQRBno4qwrnryb39wZl6uNvdf+kTn240W9/4qz967+b1iYjPL0wPR1axoNMbRv7yUCa5LjrtrU5nu9MffvqXPg5Unjl9qsyKPC/qtXq/393c2lo5d/aJJ57oDfrNuF4UmdIFog9kyzxTquj3ukut+qc+9cnm7O2f/OTqyLFpnDjC8V1GWnX3dlQ2/NTHX/jVXz9/5b2b/+f//r8N+51W0LKKeoNhf5DPTU9TXExOrfS7xZTH+lubqW7He7sLM9PWZOcvPO1wqE/O56V13NDxWKM50Y0VQ8GYBQLQVVK6SZWRUnJWba6EnB3eKnQQlcA+lN4JAGA4Y8wQ5XkRx3FWlGEYLi4tea5/586dbrcbRT7nIITwfU8Ibu3YivMo1sfo0QrwaO9HRBbooNhjRMSF8H1PlymSHSWDCxfOu45TWnHy7BOXFy4Mc35nqxenanJ6bnn51KkTJxfnZlavsnMnT1h0LXO5CPrd4a21e939wWSzlsRJZ7977PjJ7W7v9MrK/Xt3N9ZukMp7+3vG93e3NxcWliem5l757g8JHCmkRe0I4kgMFZJCMrtbGxfPLjx5/rHOzhYokxb5YDjMkni7vetx0YgiP+B7vR7Ps9rklEEajmJrSWszSuKrV95JkuTChfNxb3/tls3iQSMS083GrdvXJusTqkg37uz02h0K6mmeT8/Pl0Zfee8qZVnAZRAE7b2dfr9fbYyTk5OdTqcsyypqvMLrxjvew9tRJRECazhZa6zneYPB4L333ltYWHjqqac2t7Y6nY4xRinVarVCz707HMTDuLLYldIdjUaPX7x4/ORJZOy9GzcKrYMgmp6enZiYdBzH9wMiyrJ8eXm5KIrhMHEcj3MBAEtLS7furFprh8Nhv99/7LHz7d0tRAyCYGZmxgKEYQiAmIwsURiG09PTP/nJT7776qujJPF9f7+7b611XKff7+d57rmuLlUQBFIIKaTjNB3HkYbKPPdcpzRgdDmujYxxXHeUJN1uVzKZ9ONRlrieUwt9KUPfcwRHhyEaxYg4RwvjhqVSqFWXLo5jXUEvUlgjev20Hyf73X5aKGKORm4IlEVC0MAMl4wZIAbAAFilH2eHQVVorFWIjCHnQpw6dfzC42ekw2emp2dn51utKS4qQxD297jrO9wyjrJfPrzle2TYQ0QO577rBo6XGyILgAxZRQQiHNfHBtGOU/IqhX5VSrKD7whoNXcFCoYOWmuVVcYYRkw43IscrXWqDReR74xtapVOxqaB1oIRBCEyf2t9o31/8/VXXi2Go8sfuXTyzOmnL5ybWZxvNpu9vf0rb/3k7vr6YJSUaWpz6QRR6LvDJOXC4Y7UhNpSXpQhkJTOgRa/soevWp+q2anShuGwMKpGcUeZD8YYJQy5CJ6wDAxaC9ocRGQTAw4EBJIRJ2LAkTFDpBE1WQMATCCXgFw4FdHIGAAGwBGRAWecC5+stcYCQGklcaoHtT/8w69urN1qhd7zzz/7j37zNz/7P/z3aZ5dv3nrlZdfHg6H27ttAhY1Wl4Q5WkshCO9IMtzS+R6gbbGlPqDnz4exvFwdpDkxoCI7NgVhtBIGkttCisRLKJFO25rkEqkXBi0qMAY68oK3+AwxkJ93y/SbBQnmkBKz/e8jPx4GBOB0lI6LgrT7rT1euflb39XcGw1o8999pMvvvjcb/zj/2g4HN64/v7rr7/+x3/8x1mW9fvdiuegVSa42biT3L919Tvf/PpjTz29tr4eTc4arYBLCwQHx+jPhcErwOGBY8SY0lnZduDRyvURq9sHI9gPkOWO+GciIoIFJIFUJV9zAEDi1hiOgiG3VnDmCTCcAwIxBI6MI7PWEhPW6mqoQiCBeYVRpEvPDx0/Gm63m0xwLkCIROkf/uRa3mtXkVxzc3MvfeLFy5cvz8/PFkWxs7P91ltvbW5ulsak2Wgw6J+rhYO0yIvMAEMmKmiryv6w1loYV+NHFVPjv4WAiCyDB0khR1wfx8Y4gDl3tPAKFABcM6aNrlw6ACw76LXIWhRccIYk0ViNvJS+8VulF4rINzJZmjheuSgWqlcAACAASURBVMOHntve61+/frvT2SOjF+fnX3rppd/69Jeazcbd1fd+9MZbe/2kKHVzchY4H5WlRRBCMs6NMRWoZA+wvnHX9wCXrexuDuYc9sDp4Ahl8cC+Bip8iwCrGRIAcAKwjAEKQjAKjGZAEtGQtpXujAMSMs6shUIbRoBks9IKFwrDSm0ct+Y4gogkOg0eCGMYgpQ8Gw13tzZdAR/5hReOLczlafz2m29cv/51Inv52Y9cvHjx/PnzShWdTgfAIudz8wv73a7S2vN90LIoijLNouZUvV4nYKWlohiX75w9ihv8VGTvZ9FAHuK9A/6sTmncInJWXbUq0r26ltWIkOE48L0qJavGTFSuSHAgz7MWDjVy1QsypAdt1GFSC3tQwrJHwqbxcFT3aNaZUocoIhEZremIccvh/1jVHxU374Mv8nO7Pvq7lQ1lWU5PT7darf6gQ0SZypIkaTQaYRhWN20l6QmCoOq6HSkbjcZgOLpy5crl5z56bHm50+0bbX7lV37ld/+X/3l6enp7c2tnZ+fu3bt3V9fSNGWMIZHWmjEmEJIkU0olSRLHcb1er1riwWBglD516tSdW7eNMRUSRQftcRX/QIynaRoEQSWzieNY7O15nic5H4v/pYz7A0cwexBgU5blaJSmadpotIAJrTVjyBhKKavYp7IshO+UYAziT65c+8Vf/ES3c/eVr//5p15cOXZi8dp79422nMs8TXvdfeG5jXoIoBF1sxU1m/W7a6tZmvpukMXx3MLCl778JSZ4JaKbmprab7et1QC2LPO8SLVW19+/lu7B3OzUiy++2NnrU7/tex6zOuu376+tOaH7nW9hbfpMqhxdpK16uL+7ffrYRDpKBNLs1NRw0KvZZpr5u+3NhYXlrDuIU3ruqadnFlbeefutYad94twlNwx7g5hLO0pNrd4apH3P8zkXnuuRKSolGEr3ULB0eN8+DFwzhvwRK8gPzKiQMaGt4TwlAsfT09PTgR/6vj81NRXHo6IoHYcJIYIgqNdrWuux+uEI1of2iB71SHljrR1L+xhyLqSUYCBNU8VwGA9dBp7j+r432Wq12zvEQuZEe/00LSUwr70/PHf+ZD1wdNZfv3u/vb1zfGFRkeQyMiSTtFw6djIexPvbG4EvXSG6+/v7veHa1b/tdXZnJxsTDX/Q7zITDgf95559ISvhiccudLrp5ITOeF9RaLA1KnicFJyR5Kzbbne3tmdajVZY7w4Hvu9rolq9pooCBScwUaOW5vn8sWMrZ8+MRiPP9zkXo1Fycnl5Yqq1evvO5r01MiWacrIZNEJveiqyhZYI+zvb9aC5k6R5UQzjGKWYnZ25+qMfTtXqVehCu92+feuWFGx+fv6QzByGIWPMcRysNAOmGj9SWZbjjU6Iii+Sl0UYhlVa48bGxszs7MzMjFJqlKVRFEkpt9fXsyyrCJkA4HlBo9E4ceLE2r173V6vnyS1RoMx1mw2V1ZOZ1k+OTlZFMX+/v76+katHnmeWzFOb968eeLkChHt7OwAwIULFyYnJ268f01wFkVRmqZOFCmtLZHv+8ePL3tusL29/Z1XvmuMbTWao9EoTUaeJzzPdR3H9/3d7S1rTBgFDLEW1ZrN+v7+ft3zyOgoCpj0coO1MOCMWWMtULfb7Xa7RZKCsn7kTzSmo7qvdREELhhtVQ6aeGWKgayyz6j8IyuaADF0PI9JPkrTXr+MB6ZQZWkFd5ysVIW12lCmjUWOyAkAjAJCRDFufYCrMheCAVqtywqwWFpYOHv2zMrp43PzE61WPapFQBgPeqNkUK9NoGD/zkme/58yPKta5/DwewTHOyqHOGSzjHkvh880Jh4MjSWn0gIBeNKp6iGoYFO0DMfJXQRoiWlrK5U+Y7yaNFuTgzQkDZNgtdWm4K4gqwutODHOGHc94l6BWJRExJhfZ/bAkZQoU2ZUZpoKzkQ9jOJCXXv33a2tzW+8/NfMEWEYzUxMLC8sPH7mlBMGXDjC9Qpl2/v9zd3OcJT1hgl3PMfzjQUqYiH4I5w9S9aSrfSeDB8Qsh+Z+0opK9B8mCcpKSPIICqwBgxyjoB44BFIBKRVlUYMdFBP2DHZCRlnTCqdCc6F4OzQbuEAGmWITDAi8qOGAxYon55bGA37U5G3tb7xv/5P/2NQixrN5vT8wnOXHp9bPHby5Ilev3P1xtb2Xnf13vrN23dHajeMGkJ6lOeO5+rKjeZo4NWDdDJiDwVVEcFYqAUP4g6p5C4H4kjcakYkBEoOkrSkHIhJsDHjY7yncgAFGCZDwaVXj6RSWuucdA4u+NxzPVcZUypT5LUpJ0njxbMXbZ6ANX/9yvf+/Ot/WauFc3NzzUbzxPLxf/bf/be1MFRKDYeD+/fv3bt37+71tXZn3w/DMht6Ar/8xS+8/NrrtuKUVVDV32HFGmMcxtDCGPpn7CilczwRODiSq3rrkcrvYbf6MT3UmEMJEAIAt8Ass3igskAoSwMWGBfEuClRK3Sk5YgGD2L0yACOL331fkoCJX3uhaSy0pajNMUoLJn0XFdw3hslxtqQ85mZGc6wVMVf/PmfffVP/sjz3Ln5mdnZ2VMrJ178+PNR2PjkJ18cxNl7N+8NkoxQcsfjyB+Y7x8dDCFjgBw42qPBaIiIhh4N9h1zGQ/63YK5JfcLkADCMmt1yZEhGE7ExipfsBa0RmOrlEOmUMiomYNj0YvcVmnlsEzRi/yQgzH1hjMzOS/Pg06zuNt9/Zvfe+0vvw0AMydqJ06fPf0Ll5ISSgurmzupUmWuFDee7xs77lyPMjzxiLcnPLy0K93CoaXrYb1l6aFIg3G4HAGD8X1WcbmtLpUyIETF9iSwSFjltTEGQgrGGBAwIbmQKCRDLI3J0xIAODpe5DJtkYiMimqTjfOtzXu333332ls/fgNJz89OfeaXPut6Mk4G3/72t7/2ta8h0rlz55aWj8/Pz1Zcu8npqawsOFFZlrud/cEod4OG54fSDzzPryAarYoK7nsEK/ugR9EjjMcP8DnpYZvMBwk3R1bEId36EcSrAl+RAQcaCznG4OERT0yqElHwIUzyg+0oVbnzB+/hiPyPjkqVPjgMrTwhDoVUHyRvH70aFXr272kum+d5kvSazaaxRVEUpBkixnHsum5lbNBoNKrI5krbU5alKyUizs7Orq6uPvv887VaLU6Gd+7cOXbs2N21O9VR0qicIeoNQ9b3fWVsu91uNpszMzNxHG9vb+/v71cNbRAE/X6/3W7neR5FUcUuqwCHCr7QVmdZ5oVhmqadTkcIXvV+3W7Xdd1aGC4tLd1bW6083kIvquiFFfGsVqtVLeL07DwAZFlORADWWiUYIgITTGkV1Grd/fzOvXsvvfTJuHODWBkE3gsvPL+2URY6PLUIXhiAEKurt99fvfMffOFLRZERGGRSK7Xd3Q49N47j77zyNzfv3Lx48WLUqG9vbxujXSERoPrH5OSEtcaVXn/QQ69+6dKlK99/RZXKY4REvV5XZGJr0//spU/cuL8+HOnBoFd/7JhR5WjQDcOoyBIGaKH+6vffeezM9PqdzXSkM81mFy78zbe/KxxZKJbnTLiR1GoQ509efPZff+t72lR3O2fIDJHkvFGrTy0sttvt4XBY0WIrLPRhPic8EsH1U6YwxIqiSNJRnucIGEWRlM4Bz5Y5jpPnpdY6y7IsyzzPNcZU3kc0PvYJDsTPjzR+SqmK08QYI8S8LIiQA2Llj8BZOkoYw8X5hXqjRlrRqJGVpj8YuuF0a2oSpCxLvbS0lPTc16++W6RpkaZsemZvf2fm5MIbb759b329HnqTtZou0vbublhr+G7w8Y9//Dsvf3Mw7PkOANDi4sKdW7e1Vu+/f+fChYv9YZ5m+dBu58oFNnVzbQ+ssUZxgoW5OamzZuBJ4cSj/dNnzlzr7jue5wiRFrkq9U673Zya2e91796712y1wiA8f/58acpaLezstd95+83ObjtLkpmp1lSzFXrObns74H6ZjzzpDJMESHIuNNmoEXU7u2Rt5LlRFCWjYb/f7+x1JlvNOI4551mWVstzZWWl294HIguVedV4ns74AXexmmm5sLS0tLGxMTc3lyTJ1vb26bNnqpW+v7/POR+NRo7jEFHV+7muPzk5KTjPsgwAkiTZabeBKE3TsizLshBC5HkeRbVKW2iMrlw9u93u0vETlZdmRWUMAn9mZqbX3R+NRjyKXNc1xszNzc3Ozj3++BPr9ze//9prYRgOBsPhcKi1bjQazWbkud5+p7O/v6+1bjYapSpIyImJiYrSqVUpJS9y5bqBYLK9ty8Zk5L3hoO7dzeN0Uzj8bnp2bmZqB46LtNWCAZloYwxAkEgI2sscill4PmCcVOxoLmotuvhoNcfxHkhyQaEjjFFkueFtgbRAFhgBEyRtYY4mCp1G5FXIWbWGiAgY8DYKPLm5xaeePyJ06dPLh2fq9U9IXF9/f5olKnSEhnk9P/jlHY0AATAH3AtsQIxgXHLuUVWYp45ZEApsJxXVgS65FKO2xMgRhL1Q1wCjgIBoeoQLRKR5qJU5bCznxZbBMgYazWb9Vo40awHgUNWaysLU2lGSXBmqLqrGaDhlXk3R5EbCdxRVhAYhFJb3xNVkrImAOAMkUxeWUUdzS0d70acEMC3LYksS5PBiGZm5xIrlBsaxrICk518q72uf3izP+hmWcYYnjmzcvnZS1/65C9yjtLh77137e2338qyzHjO1t5G6SZDVKmTe74zjGPHDbSh3IBwpc+AqUJZQwyttgAMhDDIkHGLvCQkz6EUeEZOgSiEYdwi09aMnQ7QIiMGKE3IiVWzaMOAjJbcOpysTaIQkI3AkOd71tpqDlTxiKri+7DpNDLXpQELjdq0cJr7hcXpBV2r5Vysd9Ph2q3B7/1BrVZ7+qmLn/rEJ579yDOLn5i2pLfW199568033/jx3bvX8zzPmqc83+eSMc5bU5EGXQgLDA2gIgIg7tSJCKxR2jCjOTCOnINFUmANI+CMScUQLONgleFSxGQtFeD4ORQkGCBzy3yMnzBeeVlwMWa1c4ejEIAgGKo8Q1AojXTY0KhBEjNPZoyDE1pkEkWIDBC3C7W5Ubx950Zn+9sOx8iXs1OTH/voR3/zNz7/xEqw1+n+3u/9/rf/5lWHZYIyKIcBmxhliesEUrq5UiS4NgaR+VE4SjMiZoiIM8aYsaS1nrRorRllqXQEC93SajSaWSOEo2EckgaEdtzpWU4gOTPGWKPGaIAlggJQJUk2f2whT3NknPHD6E8FAIaDFWPA44BFaaIoyJIhE5JgFHgqL1C6kjm8LLUqFCJHIYy1hGiqoayBwGFal67HTU5SIGojEDmxstDMcs4dA+7IECPGRChrTW4tACQqzHf09dV39/e/o+PehC8vXXr6t37j12qR/73vfXdrdyctizjLQbjccYHLkvmqVEI4jHFLLBfcazR6wr0bq4lglpVlkWUuxpWbIkMUQnBkZC1ZCwctMRrmMa5Heeh4hbaR3yjLEgiIkCwYIiQo0RICMUIwCFYwm8f7DU/4oNVwr+kHFiQRldaiFMx1UsYQMedMTjS9smSMFUXR3Wh33lnfe+XNxWMLj10497mPXZ6ebI6S4d1bN69fvbpx/55aXHYcl5MMoqYhNTW7tNNPwPcME8roQAZZlvtY8Ir8QZqslVzwUimTC22ltUapii98kHlHACCwAp0sQ+TIiqKQnjMcDb0gtOMxSQWFWagaTwTNiFvjWhhurF/++ItEpQIqOQBDRowRCkLtoFWKC14Yi9aWbjB7bJkYNwaSonh9b7i9dq0u8ZmnLn/y3Bmjyntrd/7669/b39tuRMHKyVOzn5meaTT3yChtpyYmSRs17CS93bwomCv9WhS1Gq2JCd+PslFelgoZBwStiXOByJELIrTGGG1d163ucGOUUoW1xnE4YNW/0XiyQw8gCDra8sGBfZYZO9k+cIQ+IBSMA4YMgTHImHSEFNIYw4U4DBUExjhjuiiEkMYYbfQ4U+GghauOCQB2hJxMlVbqkIJYARcE7ChXs3KdrZJpxj2orZ7Mjjo9f0Dlbj6Y3PAINcbA+AQmAINgAbgUqiglQ2UMVNGiD4uHLdmiLH/v//oXRT763Gc+tbx86t7GphEM2YH9HUBWlNL18lL1+/0ojEJHdvt97jrHTyzf29y6vXb7C1/64o33r29srik9slQ4LqXJaPX2HWW0EEww3ht0o1rN9VyLJskHwuNzk9OrN26NhvFjTzwex7Ffi4CzJE+zLFucm/eE3LTkt2aGoxRkKBhzg9rszGzoR/Ug0GW+ODE5HPbXkvTUykqtFsXDpCzKIi0kF5ZYENakdAfDeGphJXKC0Am4lCpPOztbYErJ0XGcWtQcDePl5TPdq6VV7mQ9nJmo9eM2urO/9tv/5I//739xtrkcuqIl+mu338N88Zc/8YJGfr/Tf+PK+698+7vPv/Di7PTc1v2NuenpgegWowTL0Zs//L6ydnt94kzwGCPm+5FWyvW8eDRkLsN4CLrVy9iplaW9Qa8+NXVtX3XIXjy94tTcqWS/2x2FF2Zuv3u339fHlk6q3nAUJ0mRiVpNMZ+M6/kzsZ13anzy5Pn7+2tX1350fGV5pdhStp3GgFC6rpPEaSOsaS3ee/eai0IYchjjQgomuOsDGnDcx598hl2/Oojj0pREWtkCSSNwIEDkCBwtZ8QPbI5wzKNHeziWBSAZBv29Yae/n+c5AIt05AUeF5WIg6TkycAid1BgniiqIUdWZU9XBz4RATCD5Xi4W/n9WrQWSDPUDLVk3OG8YJJpKgtDwvVjo3MpnamWcVnLDwa9nYXZicb8wvbesOZCreEkdjgxOcWg//bbN5tRqEzZmprd3utOXXjBqydF3H3+/Nz6le85cvLtH9+bnFm4t769cMz58q9+EVTvz//8L4Qh3w8Xl8+8v9mdOnvpe7c3L1x6dpRm2h35jlVbdnFuWsvG9u6eoREIwaPm1LGV9c11t9Xc2FwNnAYvsBxkb//krbmZGW11qUx3OOKRLkEunjzHpfDLfVUOVanWb99+7bUflmV5b/V+mRcvfvxjKysrN2++/5S7eP3GTbc2AY2JEaWWOTCEVjTx5LknOxtb3XwU6DyIwqzIpeN5QXj9xp3Pr5wzBqem5wuFg2GuFN8fFbVazRgFiMRJmxKkNNaURhPCxNRUvdHYvPnGd1/+Whg1Zmda2rDdTu/evd3nnvtonrPNe/u1Wi3wm8kwKYwpAabn5qamp91a+I2Xv9Xu7BVF4ft+PQi8enjz1rXr7787NTnJQDmCrCojnw/2dhzHYaZwBQNtyJg0GVVJ5+tbm08/dTErcmQsU2Wyt9vt9p977rnTp0/Pzs9duvzMM08/ub6x+vobP+71eo2J1tyxuVa9kQyGG5ubO+1tIjp2epG0Csmpu1456jraDUzBmjNUmwhrwlr+3nu37q3vRrVCuv77N24OU+37eO7c3PHpCJgikTEnMoXUgIqoQONyZsAoo50wmlhYsKoYlfmgH3NHWmJ7nVFZYqah1HUDhMyWxvTyvLBgmVBj7T0BaQaWV56pBARINFajMIajPAeEMHQuXHzyH3z+l48dW8jSJBv0fUndze722rrSJiupLCxwF35KdPHfH6wPYMx1IzzoJQigyigkQniIhvKIceXRwev0zMzS8RNZXrb39kut9nZ399o7a2AnGrUwDButCcePHMcxxqZ5WTl9EaGhaoiuGDHOeTIaDQaDiSzz6pFwvFGeErEDL0RzdBRcDWLFQRHwCJXogIqDxJjrOGUF1hlb6hIBp6ZnXVcqVe7td/70a3/21T/9k8XF+eXl47/w3OV//J/8zq1bN67efB+t9YQoVbHf3pHesDU5OxzFhiCo1REhjQcOByEEEPmeDwBZXhIRk8gYJyQyBjkbJ1sfqGRobOA4hrksWIZjRsU4kwoZMIbMIo3NNA9h1Ypu+iHmOg/MzbnwfV94PjBGBhDYEx//1HA4vPb+7bfevrI4P3NsYeGFjz7/5OPnf/XX/9HnPv/FWzdvdDqdf/PGjVu3bsXDUbPVlEhGa6YLyzjnjuDCkC3zpKLscoaOyyWTZHWeFrooGJLnuigcpaonMOIcGRDjAMBQAAIBr6qocZ03jqxiY50OAh1EqJkqAg4ZWmQHcXAPxpkI2moLTDLGGTJXOsw/fmpFFaOkt3/z7t0bd27/4Vf/5NL5mRdffPG3/9N/8jv/xX/1zrvXdzr71trdnS1wo9qEo7MhQ+44ntXKahgNSq2t43qMM0ACMGAtWc24AAThOJyRMibNMwKsyMkEYIHhQ4nVzCId9HMP+KNSyqo+/CAB7ANksEcZcWP+OoDDhdXGAgGB57rImDZWui4gam3TIiciRAmWAIkxJoU8XCaM88px1Zjyg+Kl0WhU1b4TExOiHu6tr7766qu9buezn/2lT33mU2Gttr6588M331pd3xjlxbAfe1EjCEIueZYWRKxer++2d12BU636aLDPmGiEvi4KAEA5Bj8tWMaYRWAPbFOpLIsg9BlHMKS1qm6AgyxiwEP4mKh66NCLyHGcEq0xGh5xWnoYbqqybj3XOX7qRH23sbp2+92r73ztz/708uWnLz/11NMXnzx75tz9u6tfv/JekedFGusk5Qhzs5PgOHujUa5MLao7jECAZG4lpgVgyAE4WoCKvQDICcZMD8IDuxoATRaJIVnEainDAyNQ/LCIrQ//eqBDYwyRV5dXSkcILhzHC6OT8zNZd/cHr/3tq6++ujg/e/7Mqf/4d37n3trt61ev/OjHr1997+pv/Po/vPTi5UG3l2cZGHCkhw7Wag1FutPvbexucyGOLS7Nzy04jrQGiKwjZeXUZVVBFhHREUIbdaBCQdd1AaQx+mdpBx5Jdn4AteHP0R0gG8c3fIhI74M/PEzJO3B4+1nL7cNeh+jfzSj3//3rSCGHw7goitu3196efrvVarVarbt374ZBpK0tisJxnFarlaRZHMe1Wq1Wq6FSQojddifJUi/w7969//rrrx8/vjToD3f3OqVWw2RUlmWv14vqNWOMKrXjOHEcq15vfnFBGU1EcRA3Go31zY21tbXFxcWK3JXEMRdOWZajJKnG+Ssrp2u1GnBefZxRFC0uzHc77bU8t9YuLy/v7Oy06iv1en1vV0xNTaWeq5Quy1JK13FkmqZpmgVhCABFUTLOhRBSyizLlNJSyn5/ILkkWzmL8TzPszTfi/c9z79x69apY/NJtxMnqZWD26urU7Pzzz/3XGtu6d3rN+7evVuv18+cOVOkyd5uqZQC8F3HzUeJUqpyl9GqrDaK6icHinuGjEkpo0Y9CIK0yPvDgSyzIh0NBmm3233m0txeZ81aLaVoNuuzs7N7nZ08G9WDqNVqFUNprZZSJqO40+nMLM52u10uUCk7NTW13+k4rqtUaYyRjjM9PTlIyyiL+oPYD/y97rDZiNI0jaJoaen49vYWgel0dpXSYRAdECYYAIKFyhDyYEJiGWcPLxOsCiTP8yo6rZRS63EYQJqmQgjPdyWXiMQYEBnGKvAJxj5cCGSr/cpWgHm1RdOBoAORERljNQExxiVjjPNK+azysl6recIO+/v1yK8xHI2yYaFGitemZxljnEMQBJsb9zudjo8iSZJRms3OzkehOzE905hopWk2Go3kMBauc+r0yigd+cysnDy1ff/m/XsbCwuz3f2+Zc701GyrOdkrth3u5NmoLNWNGzfCqaXhcGCMEo6zce9uksRCMs55EAYaZb/fT7MsiiJlNCI4rkCEPM8cwbUq2+3d+cgikS6LPM8nJpq3bt7RpSIwrutOTExEQbi9207z0m1wJkWpTdiqdYcjItrd3U3TVHBujCrLcjQaeZ4XBKHgYmpqKh2NrLVGa0QcDAZVIApa8hwny7IoisoyxwNzo06n09nfp7wsy3Lr1q1Ll7uXf+FjFkW9PhHH8d27dxcWFjzPG/T3Kh+UVqvV6XQmJiYYY51OJ03TZrMZRVFRFGtra/V6PYqixcXFtTu34zh2HKcKWK7oD2manlxaStPMdV3HcRzX39je+uHf/jDLsnoUeZ4X+E2Pu5UN6czcrFJqb2+PiA555rVarSzVzvbu5uZmWIsmJpqNej1NErK6LMutnd3JeuPY/HxshpMTk0FY7/WSamPc3d0pS5UkWRRio9UMAt+Q5QcBS64jOeepNWVBxijGQTDuOE6WZXk8SOIYACTjaVaaUmvNyOBh62StNcZqQ4bIIh5pYizST1HkEZHjCMZhZeXUU089NT09XVURSRKn8WB3c7PIS2Op0Ki1JmsJHswr/x4yPGGMVjI6INEgWOSHaWWESIdKjIdIjw9OdOE4juMdW1p2PP+sMUEQ9fu9NInjfnfQ3c+y0V53kKte9WEEQdBsNqtDmVXu1cZYrRlj0pFhGHIhsiwrlGGSH3qzwsPJSFVF+wgHqXJOP8yMRmTMkcx1sNoBDXEDDIAQskIpVXLpTkYRAA2T0fs3b127ft0Yc/nZj/yDz74Y1ZqMizQv7t5bv37zdrc3dANRFKVKehbQAfC4B2CLfES65FwIxoGh1aW1iiGXjJVCEmOlBbSAnIOQBsWBrqPy+GMOQ26B2LhnsJyhwAMRGefcOSySqlLmp/qDV2k8lWlyRUYKgsCt1bS1kjv1WsPqrBFO1uaOp0mcp6ONfv7Pv/JV1+G10J+ZnpyfnQuC4IVfePrXfuULQHZt7fbbP3lrY2urTIeMMSYcLj3huCSriG1DBoGYYVIbawVyJ0JkOUBqyHoSiAkG1jIBUFh0jARwJQpAZi1ZWU0WsPLCsUj8yMpBPm5+GGNSMLQMra2KAAtoLFlrCRAY00gajUBARpxLS5y7YrJVnyIwutRavd8eXPnDv5r4xvdnp6fPnjmzfGL5n/7T/9oLozRXg3jU2e/d29za7XTy0RAsccbrtbqFTJcEyKr0PKVVAYHV2hhtznAX8wAAIABJREFUCYBzJwg1Mo3AGNcWLSKvcjgOjSgANaBFZtmYEUZkOceqbz/kgNHR9M8jnLTqb68+5aIoDppGURRFs9XKi7woS2AcgMhogWhVaQERKHKEMkhEyhhLxurSqLLRaEgpLREDsEDWGqhsTHGssbMEju/ZKsfAEmNMCO5FtYWFuWGW//4f/OG/+MpXmOAzc7NPPfP0Rz/6MdePuBTdvb179+6323uOJWspbm8EyFR/Z755wWG5tRaypLDV9IFzLhgTlqy2QIBmrItkrluO8m5z4nyaZ4BKmRIYw8oLiBGrInNIHu4w1aXo9/tCCNd1jSkLrTk+2locGqBXzDFrbQnGALVmpi7NTOR5mmfZXrfzJ3/xV3/wR38y2WwsLS4+fvG0ZN7S1FwxHL139XpRpnHSY2QFAWa2yJXveSk9YANylJqQMQYcibuaOZoZC3rc/I/jOHGc9AqIhIxZtHR4m1T38EObaMXW+jvzA/GAc1/tEVLKLCu1tcL1rDZhc+qFlz6piyJLk3ubu1evXZ9s1h03/OwXviwFv3pj9eUfvbY4Pz8/N3tiaWmi0WCMlarQxgZOENXrg+Hg/upq1ouDMBSOI6VTbzQruf+BPQ9aq4WQlizjyDnTutRaCcHHpSDgh1inPGIA84gT0lHWZZXzzh9NZXj0+yOhedVaOxoS+EHZ/dFHP+CL+CDI4acm1v5btHyPhMH8W3z1+/1OpzM50Yjj+J133rn4zKWVlZX19XVL1vPcoij29ztEUIsCKV0peFGWQohao5amaa0x8dInzluixWPHV+/cUsZmmQqjhpB7BCSEMNYopVzHRcbSXq/f6x1fXo6TpNfrcc4fe+wxZc1oNKo3Gqosd4yJs5gDSsabzWY3Hn7sYx+bnZtL8+Lqe9d7vd5oNIrjuNfvc8eBPCvLMsuyu/fuBY6Iomg0Shji7OzMcJgcbnQVWZRZWypdqjJN0yoquopaLIq8oroMBkPHdbIs7/UHnXbbEH/33Xd0Vgirs1zxotzdbU/OLqTpaGpq4pc/+5lhnCIyV8iE47kzZ7Y3140uz549u73XbrVaYRj2Bn2tdTU+rsbQFkGT4YIrYzjn9UazVm+QpqBWe/LkshrtF+XIqbU8n80vTJ44Mf/FL31ubeNGni9J4XLGlFKOIxmHosxd3w3DQEjUuuzu72nmao3N+cVREkspkWy96cWZccKQb7bjJD65cuLqtavT09PalPPzc9vbO67rCiFHaT4xMcUYlmU5HsJXhGUGjBGO98CKkKkBCBkCVggGJbGu2LllqYqiRMThcNhut42x+P9Q955Blp3pfd+bT7rn5s7d0xMwMxgMMrBIBHaB1QZtpsw1SRclbumD7XLZpj+wXC77g/3BLqussiSLclBZNiWVubSX5Kqk5ZLcwOUmLDIwmMXk0NM53XxPftPjD+d2T2OAXdG06DKnpqZ6Zrpu9z19zvu+z/P8/78/Ir7vU06FQxGCwmSZSlzKCcGH0aRl3M7BVmUBA6EAAJQjTBCiCDEE1hhrwRIEFADJQluwWhtfiCJXnk/nF5f63f2lc6ecboKNGsfxmYcfq7XrWkXV5eU7169wSosk39rYXByOFxdmKQPGRRBUur2+NEY4zlSlPj8/v7e/19+8+frrr8uonyfR1SvXa+2p5VNnT59/uNFsx4OhYqlSmrkcFZpxcvr0CY3Jfn84HvfX11e0Vt3e/sLsrGWhtaY5NdVqN3a3N7MsLWTRatTOnj9br3rpuMcJ6u3tzc1OF7k0Wrcajf1q0KifGQwGFd+XeSalXFvZaLWnx5nZ70VZYeJuXxkAhMtaiFFKMC4jFpIk6fd7vW6v1+sxxuI4zrNMKRUEAWI08DzBeej7RZZ1ux1GqTG6PNlqawwAktJx3GazeePGDWWIxUxKOzs712g0tNaHcZ2bm5tBpdJqtY4fP26tXVhY0NaUbqNWq7W5tqO1bjabvuf3ej1rres4pRlYay2lFJyHYdjp7Od5fuXKlanp2Uo1nJ+bHY16SZLMzMy4jvC557pup9u9fPWKVwnKw8zTTz29sbnRHw7iMOzv9wDg4YceFq4jZZGmaRKn8WjsMUqpSLN8v9M7+9jpsFrrdHrbW/tJHFU8Lx6PZV60qq7nc8dhDieMUcI4wcRaw5nAGDGKHMooUoJSTEkcZ1Zqk2WqUIIya6wspJJaaWKAIUIBrDambLJTSjBiQMg9VR+gQ5rLAW4SgdaF63lPPPHEc889F4RuEkcIEaWNTOMsy+MoBkQw98q0kr/iyQ2IHORVEwTIYoQRPoCRHxoa4LDkO7rL3sWgEc4d3w+rFpE8Swgzwq04rj87O+cIRjFGVEiA0Wi0dmd1Z2drc3NbK4kxdh3ebDRmZ6dbjaZNE31AUxCOEC7LZF5mBxxWfUdFOB/kdAOAgQl6vFRSUUrLnGhKKWOYG2TBAsEOY8J4WZZGaRxWQ5XhPJVB4FNm3rl46c3vf2c4HEqjZ2fnf+H55x84e/+Jlz4W1ho7Ozuvv/lmvzeIctnp7TmOUwlrWZ5Jaz0/oJTaST6xBk0oY4gQKAEPmBDCrdUGT8LLSv8uISVtoJxtYIsxQkAQtmANYAuIc162HEphUqlN+mDVRwihiDJMMMZKa4yx6zoGkGEWI+wFs3mej8dD4zLuVLG1y7PLRhVWq4Ey/Y0uQujrf/iN0aB/5r6Tf/vXf/0//Y3/2HV5HMUbm9uvv/HmpavXsnESpx0h3KBaFU6QGVPoohrWC0tjqQulgFDhubkGAthQjAwlCGtEKSLWcooZNgxba8Rd1B7A5PQ74YKUyq8S8jCZ1ZaT0JKPd1fTChQbipXRBQABhBEQAlZpaokQjPkhAGTWrbTcQZZ01zvX13aN/I6ReTUIgsB77rnnn3766S986sVaszkcRpcvX76ztvr662/GUcSYoJRajAimFc4L6nPKJdJJGkujuMMtQQDYIGIJsQD4bnjbQRkH6MCYSQCsQaCUVEpVqjVMCCNEG/uhAIzDkg8h5Pu+0UprDcoMBsN3330XUXdmZub48eOVai1JkjhNXceTUiqtS3I6xwwRjiijhFoMMo2r1arjOGlRAEJSa0DIoawEwKGDyPVCScYYPtjqiRCxVNQL8sgwP/QFn56eQoj8+JW3r/7TryVZ2mpNffkzLz3xxBOP/OoX49S88sorV69fj6Kxi1IPElQkglKtrefPEUKk1lJKgimm1CKwiNjJWkKEi6VKmUAyzoAAQsRajRACwMQe6uT40VnfIb78YPEhpU7wHkxI+S+ltzZN01GaxKqgDJf9da/eqDSbYC3S1mqdy+LrX/u6lpIUeqEx9cUvfPGJZ56JZLbb795eWd3c2ChU4jIdY7esJynlxlqtLUWEUgKEKYzVAZsHDiIfypl9uQDBxLGLLdytNA5ZVnehI39+8lbpFLUWYEKQMsZQSjClhFKlsLaEUUwE9YRbbbV9RyCj3337zesr60kaPf2Rp/7W3/7S13/v9//0e7+PjHnpoy+cOXPm0Uce9HzRG/SlkgHzKlWn4ohkPMyLAmPac5zT99/vcs48YTEqByO5zAAwQwxhVuJKD997uR1i/CHl38+SKnzwfyegUYQPwfE/K0v9ENBSLoPlUnnUmj7B5ry/6vtgRPs9NOajiSw/nwX65y/8/sK/Tp++r1arra+tVjxBCAmqtRdeeCFJksFgwBgLfC9Jkm63W7Y8CKoLIbJ+XqlUTt53qtGaFl4Q1mqjKGnPzlfC6ne/8y0l1X2nTy8sLPT6fShbigg8zwuVGo/GaZwwTEoqYKfXZY6YX1jY3d2dnZk5cfzE2sqd4XDoCWc0Gj32xKNvvPbqD37041/9tV979NHHL/70p5zztMiTNAsr1UGv5zf8ei3c2dyszkyNRqNqNex1uoPB4MqVa3Ece37FdT3X5RZsEIaVWtUVbnkYtdY6jiMPflKUkPFo7Ad+WKkx7hpLrl69qSW6fPX22RPHLDhJXhQ2QoSMo7gXpc3pGSU1pbTWqJ07fUpQ9pOXf3zr1o1Op3Pr1q0slzNzC67rxowJIYQQ5ViMOlyDpYJHSST8QEo1iEYVryqNCZst7cKFd65PIaBEWhv/wdd/58HHHl7Q06VcIqyEYJzPfPbT/9cfXxh3h7v7O9PT7Xr9ISBQCytbnYEX1IyRMzNTtojTJM8Kc/HSjQceefIXf+lLFy/f+PSnP/1P//k/+9a3/vj8g+f+0T/6h6HfNEZ//wd/+lu/9T8oLfv9PmNsslRgAoDAGjtR95eHDiAEl9sOQshaY62VEnmex7mDMdFal15ZWegS/sEYKwpLGcYYFUmhVO77DFBJRywjHAgAPsANYwCLwGIEUPYQUelDxNYaA5hhyilzheN53sz0bG9/2/MCBGpra3d5YS6VoDEXrkjjnDFWpAlCUuYRaD3dbr97++3d3U6aF9qiLM4sptVmuzIaRTdvcc6X7ztpEWq1Wq//6TeQhTt3NkOPCsc90ZpbWdkAUb//nK81jMdRnheO6zQd7+SZk488/TFE3Y3dve2trXjcaS/MGRk3W83dkRwOR1SIX/rFL+dZ/MZrr/T7/b39/WrVXZprKZPu7+yoXjeKojRNSyLuqePHGo2G47jnzp27ePHijWvXqKUkM71xZ6c/jgqUqlS4DgCu1Wr1eh1j1KhWG41GyXcwxhZFUa1Wc86zLJufn8+z/ObNm6dOnxyPx9F45HJOCKlWKoOBkrIYjUbKaAuGMtZwnNOnz9y6vVqKhvZ7w253WO7sN6/f8Hxnbqa9sb7CWNlSSSil1WrV9/00z/I8z/O80+mUnrdqtVpv1MsczkMV0mSlJWRzc7PQttfrTc3MlmmuN27ciOPY4VzKQnDm+p7juUmabG5tnbn/7OLiYn8wuH79+ubmRr3R2N3eMdI4VBS5nFhypWJUMCrSNNvd3KoGlXZrJs/lYDDsdQdpmg6HvTwtKp5oVAPX5cZoxmkt9B3BKKXGYqWUspYgzMCGrqCYg5ay0NZiwNT3giKOXULTNGWEEmwpwgYhZKwFW9r1CcGMMESELhkVhxsOIAtwT9UHYCuVysOPPPjlL3/5wQfP9wad0XAQ+D61prO9ORZiHMWEMOFzbQEBNhYY/SvL8ESAD6Q2eELBxqQ8gJbp6pOn/UjJd+CJP0iFsZY7nusHSlvAhHIHCAVEMIACZHJjjFY2d4MwCJun7w9OnDi5t7uztbFe5Nlo0Nvf3Rn2up7neITmsihvx0JrA+ZgfbnLADyakXBPq/iIcOhgokIwY8xSiilDCGEDgIBQZghR1gLCwvOF72kl3SDURgMlGHGj1czUfFip7+zsjPuj115+9eUf/lgIp9VuBZXKzMzMiYUZJ2wwvwKA8iLvdLqdTmc0jixhhBJcbr0Ea1AUaYY1IIyQRlYisKiUoR0o2TSxCGGwk8wDDRZbxDCyiJRkwDKT5Ghlew9Z5+4JiRByEHNFKS2nz4xwayCz2DLh1VoBxgiMUQoj0KowWpWBOwBw37kHCbK6yP/Xf/K//+P/8X+aatTn5mZnpmfOnj3xC089y4QwZpxmycbmzu21jc29ntIy7u0bKrhwKOcarM4ijDlBwBDFxApCHUYZKmF7QLAtwfyHzHZMMMH8AL1uy+PvZFxZDnksIICSGYAIxQenXmONhsn5vsSbGGuAckuIAQzSGK2F1xjmicMrjnBtETHKqrV6xXNUkf/k1Vd+9PKPKeXLy8fn5+cXF5fuO7bwkUcfybJ8OBxeu3FzfW19MBxyipXOrDUMQcBR4JDQ5xSURggjZRHBqDRowlGZJxywIxDGFhEDpMS3lB56whgy9p5Z3z0iz5IaIqVklCJtfN/jlGR5vrG2srWxWq3Wm+2263rYGM/3qp5vEciiyJU11iCtKMMIAFmrlCxH3IRjBEQIB7SCCVd3UptwJqy1xk5Spy0hozRzKlWgjFNqjeqPUm0s4/4Tj3/EIpxl2as/eeXVn7zq+34QBHNzs4sL08eefvJjzz/jOOLylSuj0YgYo+IBIEIo5YSCLYnKFA4o+5hYbIEzqqQEMICwRQYmqZ4l8elwIvS+8Yvv++XNYLElhMBBysLRzykZA+Xx1xjj1nxRcXIpEcYKIeG42oABQygQ7GDiPvTYkwyQGqf5cPS7v/t//tG3v0UED5q15ePLJxbnZhutzt6+GiXDwTCOFGFMOB4AAhCYCIINtgpZg++u/od3Qyn2nQjkAd8dHxljgdADnedELXWvl+vnQGWP1H+l+HlCNkFglLKYUMG1BYQMwQAIJaPUFSwF9uTzLyEEvW73a1//Zhi2Pv35LwuKk2h0+erNC+/+lBGYm5tePn6MMuI5QlDKgopg3BgDGG5eu0IZ93zP8bwwDD3PdVyvfC9aFwRTzqk2FpU+18MrgY/EnCJbuv4O8zvuRd2+v584+dNOwnIOc4qPTuGOfvKHTg6PEHbuFcqWjrsj7r4PHUsefU6P/v7/etbn+8Fv/MZvvP7qy+NBlxAyHg8vXrywuLioVT4YDBE4vueEgQvW1mo1o7VSaHFxrlKtCyEazcYwSgeDQS6LkydOhtVqENY73U4UR8PRKM3SsqNRrdXiOC4Bg7u7u1PttkFEStloNHIld3d2/CCQUrqu22q1ouEoi5PBYHDt8uUoSRHY3Z2d2bm9Wq22v79PyGwYhrdv3SSUJUm8dPZMNOgjDJ7nRFFUrYWj4UjK3HVdzlmWpWma2o5Nsoy7zvTMdJlI0e12D8MYXS4YpYJxQpg2xvUCRwRZbjh1pS7642K61YqL2Kv6V65ebw5GIggHo1EY1oQQme/FIzcaR5ub60mSAKHVatV13RKZWOQ5QqiUQU5NTTmeF+dpnKWjKD7/0CPdQV8pgytsfnkZcd6anW+0Gr5DV1evzs2d3Nhx83zMGF1ZWT1z5gznbq50vVn/1V/71RuXXvfpuFDdNB5t7245lYC6oSry0WjAKKVWjqMEU17I3A+8p5556slnnwNEHn7koW9/91sfe/FFzwswIQToc889/+6777788o8c4ZQ5laXHAiGCkMZIH9z2ZXoYYIIwwsYqa4zW1vNCIYQxGSGktKSiAzSLtcgYMAZRxhmlcZKUB2xeOlERRmXyLmBNCEIGIYvAIGQQ0tYYa3IEpZkFU0yRAUK50iaPE7AQVir14KTRZhCNploN16vsDYapMswJAyTyLCPKqGJ49b23N1ZXzy7f19nrCcarjfbcwtL62u3haHRs+did1du9Xndqdur8+QfSrNja2Rz2etFwJCjDiE1NLTRbcz9+7aePPv3SY49+5K0svXn5XQKQ2XR6/lhrurW2eqvabN938tjcVP3atZ9WfSZYU1sVZ4VbCdzAjbIMjF4+deK+s/eNB4PeoKeLWAhRcVBEEMUQeM5w0E2SpNWakoW3tLjU7/ffe+9SvzduzR7f6EbcrVpeybM0qNalklJZY+x4OPKECCtBvV7f3t7O8xwh5HlekiTbW1uLi4sIIEmSSqUyNTWFERKUuY7Y3dlOoihOIiUlZ9QRPJdWKeVUg94oZoy5rg8AhZRhpRbH8XA4bE81pZTGaGNMKXrs9/u1Wq0oiiAIeoP+aDSy1u7u7pZb4eXLl2dnZnzfZ4zJoijXvfLmLxsfBmkhxNLS0tLS0sra6skTJ1/b28YAnutqrZXR4ygqZNEb9C9fvvzuu+8WRbG3t+cIZ3dnN8+zB86erwbhaDwedAeMMkJIf783HAzyJDHaul4QRXmn0x2P42icBF7QbjR0oAjByGpKcaVSdV2nWqtKpY0xJcOZIOtwARYMaCO1LgojpfAqlFJOuZaKVRxKCMFUMASArcHGAEZQYhEBkDEGrH5/1TcRrNyzkBujm83a+fPn5+fnu91up7vfH/bi8Xg0Gu119ru9HuecUM44o5SWQpS/yr6+MsazbMJPZn1wwG4EgsozOLw/cAmOGPzK8zoWwjUGA0GAaS4NIQQsUIs4Zxgz0MYARYCVtkFYO1NrPHD/OYwsKDkeD/Z2d/r9Xn9n9+j4jhKKMTFmsl+ygyNOObo9lHHeYxpBlJTdC0IIJZRxbhihjBNCqEXMgAZkkEWTe4MAmCIvKpWQUjqOhsYYJlypcyIqQD1CiB82i6Lggo2iNE6L4Sh+9+Kl/f6Auq7WttFofOUrX/kbX/xCkiTr6+tXrlxZW1uTUlJKHZs7SDpIArIWMBhgxhBMEcGHsVT5XcFxmVRWquUpxdZibAEdMlQPM5HKDs0Hq74Sq1gOtQkhWivAhFOKMSryTAjh+S4y1hgsOMMYWy0QgNJFmqYyL9yg4VDqgZUS+js7g6ggZLi/P/re91/Z7/WE4549tbR84sRnPvuZX/qlf7tQZm8QX7py+d33Ll2/edugtOq4wJACCtZSq5UsKELM5o7jcWImzApMSlQuRqj8lmlJWi+nn4AALCLAKCvpPYAAl4nSWhOGMaEEkxK6hMldqLq1SAhfa620UarkQzhgtee6skgpxY5TyW0kgdCgLkmmlEIUM0o63VF3GL954b3RaJTneavVevzxx7/whS+cOHFib2/vwoULN9fWVu/c7nW6mABkQ8hrXExsDQQRCwgQxRNTL7b3HGgxKV0RjuOUKR9aKcEdjDEg+Ne6gCilFMN4lEip/DBotwJKudY6iqKVG/1J8QCICj47O7t87ESz0UaERiNsjZKgGca5VpbTku5tLVBKyyL/qGKtLJDKebK1llCmMeV+Jc2lIZRSwT1qlCqKQhtCKa0EtaDqj0YjQghmfHNn//bq+sbXvj4aDU+cWP7N3/zNkydPrq3fefunt1fvrBe59PzAIGwQwkjQCeyCgEUytw51jbQMC2usNkY4TmlWQZSUEmdj4B4Loud5k2D7I/j7oyMax3FKvtzdi8koYUzmhbEmN0ZAqbammHMMoNNCEccYqLaq0+35rZ3uuYceHybjVBXf/9FPxt3O3/s7f/e5Z5+IkHr11Ys3b63s7e3bJEeEUdfjFrgtqM2ZyTV1ygcRDsOXShSenUgnMKL3WhD/ooMjXC59GDNMyzMxmRzLsBDCIqINMkgzwhBGxhjgNjNGYY7dilJyZvmkwLbb7d7Z3NrZWg8cXg8rjzx47r4Tx1Zu3/zq7/xeGo2PHVt4+uknH3/iiVZrOk7Gw/HYodSAydIoGg+21gulVGt+dmpqptFoWMusAUKIyTRCBE9+iqX+9EMSII7+9S4hE/2MuIhJEw/fE7x+z+r3Qb3ooRP4bt7Gz0iYOLiqRwvIQ2x9OQaEg5i0/8dV378pd18UjR966KHlpXldpNvb229eeGscjYqsWQ1DrQpGmSwKjLTDWZ6Mfd832MTxKEriOxvrj+TFL7z40n6nt3frdn8wWFtb7Y+iU6fO9tZvdntd13UtRmW6Y9lh1EqVUM1xNs6yDBG8uHwsqFT29vbq9frm+kZ5nbMsA4DpqVa/3y9t2QihhYWFlZWVoiiOLx/b3t7xPLdQ4wsXLlQDz/O8cZEhZJMkNlZ7ngcAwhGtVptzopTq9XoGWddzsyw7TH5P03R+bq7fGyZRRBk1xqxvblQqYZQV1eb02vXrC7Mza5udmZnFeui3pqa44wghCAaMQBXZ7vZmd3urXqtTjDGCSqUyjtOy6tNaz8/P51laFGlRFKPRqFGvI4aHo2GvT9Ko8/iTT3V2ulLrNMvnFhZzMzzWnp6enat6IksG2zu3ayFzXaIsz9K8GjYEdyQ1cTL6/tvX89HOmcWAZOMsjoose+ettz72yc9keY4J9HqdU8cWx+MhZSIMw1q95niOBUyp4IJ7nieEcISLEUUIwjB86aWXfvjD79dq9V5vUPpXEMIYUQtwkCdU8rwRoRhbjJDVGgpllMK1unvQpgcAsAZxTsultcRvYswQCIy50bQoQBYkt3qylIEp4Q5GT+JHAQAjgzAQjLLUAACngBAph4hCUEwo0hojVA+r9dCrhtWtXifLpdKw0xsNRpHvc0LYaNSv+Gxne/36lav721vLM4u9/ghZhAn7zJf+xsbKdUJolufvXbpUzhtu3rjqV0LX5Ri05/DpdhNj+ulPffb3v/Eno1H2xJPPPvLUs5fffdsoG4R+otT95x8gBN24fcPf275+7Yq15vjxpc7eVrtZF4Lff+7+3d3t7v6+1Npq7ThenETjeFSvBmsrN7RSp0+f3hvHvb1OrVmtVoJGrWoRxtj6vvP66+9cv3Yrz824gMbMclhvXri+4VUa49E4rIVS6+2tndXVVd/zOCEAIIQoC7ywUllcXDRaI4RWV1dLAXMSxSdPnNzb2+nu7k212oIRq1UpEKWUCi4AmZmZ2U5/uLfbWT5xdnFx0WJOGZuenjZWM0IIqYyGvf39/TAMb6+s9Hq9hYWFUotRAmB939/f3/dEpTT+NZvNspNijCmKAgOaxGwCDIfDUZwiQi5evIgwrTUbg+Hg1q1bSwsLYIN6vVZKhOIkKYqCMaa13t7e9j1vY3NTKfXQQw+dPnW6s9sZDgb1as1xnGvXrg37fWstQSzXEhDVgHd2dn0/0FIHrk8JZo4YDfsqT6emmseX5jEGZUEqXZILHUYd4TBMikLnuZRFzjDxvMp6b1SvVmt+BSNCKUdQ5mBjWhICjT2oDoAxhgkFzMkHqj4L+p5ZX5kmTynd29tLktiruEqaXq+/vbXV7XYxIpxzwPywsWkB/5se9f0lV33j8SSWfTQaFZqWFZRFk0QCY43DXULoaDwWQtQqFXsAaC77o2UrvfxreQeUYaxhGI6T1Pf90TgmBBFCDFibSwAAQg/SSJgslAJLkSEYKMGVSrV6pkoJ0Un89oV3Or0+ZSyXORNcG0UIK6cfZbE3oXVSWn7RDyahlTmzWZZZjEpmJuNcTWK1UBlMRPBdu6CxqFINEULaGsf1J0J/7CGKMolqtVCDcALXWgNIG4RzBYS70zNziFCEUJIkf/+//3uu6z7x5GNPP/30l774+Wq12uv1Ll++/Moff6Pq8Z31Fcc2jJ4BAAAgAElEQVQPw9aUoVw4jkWGIHI3zJ1xhChGhGICGFHBpZFgrdJmf3+fElLujgf9OXvUEnP4pzHG45wAHg1HeZ5X63XHcShliBCwYK0JXA8hAJWjCc7VaqVLXRqntFqpQBDkRlOKbZ5XW3Mrt9anpubcMJRSNma9cGapkLI7jDZfvfDNb//A970XXnj+hReePzY7/9deeG5lZe2HP/zBG2+8EcexG0wRjD3PCSgyxkCRNqebmEhjkbaYO54qtOM4CJCUOWOMEYERaKNBG4MQ44QxVhhLMDZGc0LBQrnKcMdR2lDKgFBtJD1wlGNMMGVGGwqYUIYoAQCLEDGFNZZjyzDRWhtAblgrLBGVls4L7jhW5uMsgUILIRrT8+VS+N3v/eiV195+7LHHPve5z7348U//cpuPxsnbb7/z8g9/eNEUeTQAI4Naw5pMa4QJpsRlXEit8jyvVqtpVriuawAppaTKCSGuJ1QxPrxJpZSUcaPVZLwAH4KMP/R0glGu65bpPcwRUkoLqFqrhaE12pYHNa3t9sbm5tq6X6nVW+1Go1GvhWEYDvpdwbgnnO4oqnAn8LwiL8DoQzRO+aSoMvX54HsopKzValmWcddllIM2eSExwoQJbKFUGo8KY6gjjcnKRAHCzz7wyI2bVxFz/+u/8989/PDD58+f/+hTj3/8F55d39h478rVXq+Xp7nwPEKZtppRQShJxxpbUvEq4yilTDhUyEJjzAgmZEJTxMYqTA56GcZijPM8L9uTh/atu+zHgwZQuTqV70gIkak0V5JzbgCCSjWXEgHFE0MmQYQiFhCHFoVGFlE3dMJmEcWIuqfPne/tdf7L/+a/VWn+b/3qF5555pknHnlwd3f/5o3bG9vbg8FwMOhTW3BTYGoGqsAYl/ZcRCmlzFhLMDYYwBiECedUSlmpVJIsJ4QRzguly/eBDkBM5ZNNCJ0EDHwYIoxSCtoaYzDFeZGX608rqGBsSlsRIrycqSljMMYUYz+s5kliAPXH41q1Wiirwban5qamZ+87fXrY6xR5+vJrb77y6quPP/zgf/gf/SdJFL391uvf+e6fffNPvvPMs0899NBDi4sLyug0TYpCMkr9ej3NMlUUl9+7KLh74sTJubn5JE4D1zMGrIFSk28xUkZPUt0Ays7C+zMS8KGL9YDrS0oxUmnMwxgzygjcLezzPC/xXR+cE5Y3drltlxboQ3hS2Tc7rAnL8+7RnMkPkpbKR+Nwozl8/cNW4+HI8TBOrbzrDqevZWDd4S16WGEaY8pERHyXlvhzg7YRKtEOywszjuPcun6l0+n0+/12ozkY9AnBtbDaH3SRsbeuXyMYe54HYJZOnk6S5Pbqelxov1J94WMf29vZ7XQ63W631Wrt7OwsLS1hRhFYaXT5Lnq9XpZlrVZLZvnO5tapU6cc3x+Px0mWCs9taN1oNKIoiuMYAbiuWy4d4/HY910/cMu5/eLi0qc+9ddffvlH/cHg9Jmznc5eXhhrtZRyPB6HYRgEwXAwCILAdd0oimabDcYYwSQvinqj0ev1jDGe5xlj5ufnV27eUkptb+9Yq+Nk3O/3XN8PgiBOUsdxpNLM9QbjSGBy7dbq4x95gAlXag1x6vgwNTP97W9/u9fpP/7YY+NBXzAnl6o9PW0R2ensN1tTxpjt7e2Tp075vkMAlfusMWZ2bq5adR57+CznXCmDAGNKEWGO41cbzZMnT0b9TtQfGkTPPfDA1Nzxl1956+x9p7WC8w+cWVtblbJ48OGH/tXvvXP/sTPGGMG467pb+4OZqanlE2d9L3j99ddv314RFBdSb2xs7GxvYQQWLEGGM2KtvnjxIvqb5cOO43g8OztDCNnf39faWquMBoRI4FeF8EoMTYk0t6CxRhijLEsppUFQTWxSFIXWZjyOtNaUMill+TiUtucsK4xBWaozpIyhGIk0UZQSra3rOgio63pCOIwFruMYI7d31sfj2Bjp+441DCGkEbHWFrmsNhpxHFcqwdTUlFHF7Oz0eNATgt+5cydNmrPTU+2p6dsrG/PzJ5UyczMzRT70HUflRa3WsBYPx6bZrCit+53Oa6+9+uzTjxtjfNdttxq1WtDp7p4MQ99zPvWJj1c9kYzH87MLrdb0teu369Pzx0+cQoiEYdieao6GvemFWYRxoeTc9JTFxAKSUvZ7Xcdxdjv7LmdmqHq9DiF4dWMzj8fTU/W93V0Cxvf9N27d/Nxn/no5N/M8z+Hi3JP3r66udnt9x3HW1jdv3roVRYlwPCcIu8PxuUc+wvhrWaGEFwAigV+xtpibm7t55V27NK+1vnXrVhiGo+Gw3+uXT1mapkFQ6ff6Wutev7Ozu5WnWZFmWhWcUGOMltJ1XSGYcFiv33ccVynTbDZr9XpRFNPT08PRKKwGd1azJx9/4tKlS4N+v9VqWWuXlpZc1/V9f6ImzfNmszmJRZHIcZwHHnhgZ3unlHqmSeJ5nipkeUtorSljWitEWb1eN8bEcbxy69bHP/5xgpBSshL47amZWq02jiLO+WAwGAwGcRwLIXzPmzt5cqrd7nd73f0OGLu3t5enaRJFeZqVCyCltNPrZkXuVVQlqGZZ5DhOq9Hc398LfN+phfPzU9Zqq2WurdaAEJJFgTj3hJvneTKO0jSt+KG1ttsf9IeZLHLfYYRwpVS59kqtASPCqEO4VdIcNLWVKUH06ANVn0GH4ScHoLVy0xmNRoxRx/E8zyuKIk6zaq0BWmltMaIGcyAYoQMQ+1+Jqg+MsRbCkGOMldIOpcKWnAWLETng0CFQubK2UfUBoTSNSBldTymCspV+0PUs3cVgGMaOENZoLRXCDCNMCDXGILAYI0ooRlhrTUo2TJn2QDDFCCyYCWBCmywrndz07kwP/yxQ28+cXBJstdVgKaVCiFJrV+7EBDCyiCBMJr0rWxr/Dl58sqkzxkARJaXCDjDfcq9AwAS1phwUl7BFa7UCBI7n1xkDCxcvXnrrzXdc15mammo2Gs1m4xMvfYwy4VdrUZolUkuLBtF4e2c3yyLAiCKLjOGkRpClQAhmiABBxCLEKeUACKzjiDRNHccpzzo/M5bn/f6gcvciYBFgggljHIF8/2cgRoBM6Orl3AQVvGoBsMsZ4pb5wEMWtrEBgsEizMDaJK8S0tYyS6J3L91879K1LBlPtar3nVg+e+bUb/4H/y7BOInIcLQ7GES379zuDXrtUET9HUtItT2V54XjE9cwjpRFgCl2GNWqAIQ4JZhNjkp5niPuHXybcLRtD9YaZKwFZCybRL9hBAisJRgdpPBNqmJmZelAIGXyNyIaqHAqIHwDEjHBmO+4oVbKABgAK42UJpxeAGTfunL9jfeuEELajlpePnbq5PGnn3z8Ex9/oV5vjONkr9vd7w33ur3+YNQbxnmWup4fhO5o1HO9wKpMKw0IBa5nDSTR0MEGY8Q5J4QUSiltKGeH4sWflROIwOLJJASVWDnuuNZarbS2FhB4YYVgSlCZ0ayUsZ3OfqezC8bUaiGATZJkdn4hcF0CyBSKAObcMcaANpiQCeGt5OccqqYxQdpiDYiQ0m3qeKL0W2KwpQtKIUbBGGOs1dZoZE2iUQEO4mF9urm61bt0/Y9+93/7bc/zfuH55z/64othrZorubffuXTl6m5nHxulC92oLt7KCgJYYGYAUUyxMZRRjJjVlhDOKKEEWQIGjLEGG4MIK51iB+MXfHTqUp7gy9zR8oOJ9deW4zc4LBQOPXgWABAUWABiiFCGCfCKJS4WISCDKKo0CGcBtvCTH/3oh3/2fQR2Zmb29Okzp5ePVR8877jeyu3bWZYP4xQjp1xmLEIUMUYQsgYRWlYbgCxYedgmKz+w1lLKSts0WACw6C+0jRyWIoAxwaSMg8CT+6bk/iMgBDDWBiwiFlnGRCINWEOY25pfohjPLxzDRvU7+//iX/1JFqczc9MPPflCpRIMBr3vfv9VsHpmZvrsmVPz83MIrNbKE8RSzIjjud7uzm5nv2uNrVRqYVj1fZ9zp0y2LLE6Zf1Tyh8+sHxN5Oj3gFjv+rQPhK+TxJoPq47u5tkcJPIdZR0fwRvjoz7Aey/jB0psjukBGOZQfWosWLD46F7juPzgxGDoQRb50diGe19WcGINWGOM0QhZ/K/HwBljBoPhhQsX0nh04+qlIAimWi2wRsmiKLIijYssqQTByePHBKec8bzIT59YmF9ceu3Nt//4O3+2u7Px2ms/mZ1bevD8A6+88mrg+y+9+OKFC+/WXRRWKoSQdrsdxzFnTGHCCVVKNRtNzpgxplKpDMejLMvwYKC1brdao8Fwe2MzGUdZluV5LvOsyHPQJo7G4+Ho9u3bzWbrIx95+tatG4PhKE1zL6wgC0IwKfPISgBbqQR5nrenmkKI0WjYaDQpI7VardfrTc/N9vv98XgcRVEZ7VE+KRjpih9WK14q1f7+rl8Jc6UzqYFw5jhaFr1htLXfoa6XpPGJE8txEvU7YIrcFwwZVUiFHEswHY1GQbXGGCuKolKp3Lh1kxBcqVQa1dr09LTnutPT01Nt/8nHzgqqN9c2HMqtNkaa4XDEaqAMNOrtpNvN4mhrd6feagzG6ezsfFhtZoW5dft2mkV5Hl+5sctdR2njez6QIgxCZLu723ut9kK91mq1pga7u3GeekFldnqq3WxEw16Sy1Z7xho9Hg5vXL3x/T/7/gsvPI8xdhxRyBzAYoykLIpCW4Oq1Xq73RbCi6JEKqmkUlppZQHAdQVjkKaxtTkmLMvyfr+vlAKLSltxkmTGGEIoxlRrrZQZyYRzJoQfxwUhjhD+eDzIMyBExLH2XKN17rgcYzsYJHmuwOoiVyWOrjwsUk63tresMceOLWEw0hKrZa0a+L535tzZqWbd8TyL7Nlz5xqNuiMcj9PZ1tywu1mr1QK/ItzqidMn+93RzRs3v/o7X6VYOoK7jDGGZqZbWqag8qX5qXGS/NEPvru7uTXVnsIY/en3/tRx/XZ7Rrg+QkiqYjQaBoF/9sFHw7C6v9+9du1anuVFob2K/9ijj/aH/dFodPLk8UEUC8ooY0VebGxu7exsITD10N/f781Mz0Tj8Wg0vHlzZXt7ExNSfeO1+YWFJ596em+v99P33lvb2AbCERaFNN3u4OJPLwGhXPA0zZA1XDihK6KewBgHnt9oNMvcy/W1NWvt22+//eQTT4xGo9u3bpWI2jgZKimxBUYwWKuNJQRTSvI0qderSZ49//zzkEb1emNntzseR1pbIHp6ejpN0yAILl16b2dnJ6gEd27vtNvts2fPlg3iNE339vZarVa/30+SxHEcvxru7G51u93lY8fCMOx2u0pKKYVW6rBNluc553wYxSdPniSUb25vLy4uPvnkk6/+5Cfj8YgS3B/0szxbXV0tZd77+/vlmMdzvXazlSXpzva2UXp97c5oMJiZnmYYCcGttUZbAIjiuD+M2i1y+uRp3/O0Uo7jVCohBgNWFVJhYq21GpBUWinpcsEZGw4HslAEUder5goGo3g4TAeDmFOmLS6UEowCJtoaoBgDIZhQYAyVp1aNMTL65yg831f1WWvyPN/e3o6iaGlp0fM8x/frzabLmcCwurKCEQZENRDGGCBkDlFH//+v+jClBFOLURiGzz337O4o7+7uFEWRKVninhjnQgjX9+I4VlkEAIRyQoVSklhCCKGM2DJgfeLBsdYaSojvCE6I5zrKQpkwiRAGQARTghAgTBDGh2h7QABIAyYYMSosGDA2jePxaOw4Dj0wsxFKDiKSJgDvQ8XjUXXQvVUf0gBAGXM8FxNswJYJAZPzMwZKSpLe+17qcMZCKRWY57nEmFLHJczR1nAvwFbZw2ALrbAswBoqBHcrWuYYY8GpMSaK0uFwdOPmrR/vb1lAlLuFsafOnL7//EOnzt73i1/8gsPY22+/9cMffG+/1yV17DmBJ3zAyFhbyMwYxfyAU0IJcgQNgqDsf5cKHNd1y5Hp+8d99vCYc4j1I4QaAGMNwYQhc2CqOjwsHrTJ7QTCTBjH1lJEiEMR4QUQQx3LCBCsMTXI1huzAABaBrpQWWJkUtXTgtqrt9ffvPCuKnJr9bGZU88+98yTTz7+K//Ol4RLr9/avHVn5cqN629fuoR0Puzl81OLxigiGADOZeoJJy+k1YQwRgjx3AAzOkzz0tsFFsiRIcCBzYMAAEGI4MNprSmZPYc0FMDogARjMUYYUUIpoZQ7HmaCWUKZMKowAMwVnDGMERhb4SSNkyxLgFNjZZoX7Yp/Z3335u3VIkuGg67ruseOHfvs5z73pS98vj3dsBbt7A3eeOOt7//gR/u76412W+uUEiY4tohqlWFrA5e6mJejXWwtpYxQBviuWu9D2xnWWrCGHswBCCHM88rKP89yqjTG2GqQRaG1xYCY4zCCPUJcIbQsCIYkjilCg16v0x0cP3FqdmFJKm1MkelMSYUZK2P0JhVIyUZFiFggxiJjKKbYAsJYlTMQMARsqfRWmCFMEaPIEGMxYGyN0YZqoBw7ji8wcxuN2nA4/MM/+tbX/+W/DGvV+8+de/DhB5995iPLy8fSNLt46b3Lb90AlW+vr2gDiAnsOPWwqrQtQURQevcYNmAtsZRgxhgj7LBBM5ndAP4gJfJoIDiltOSM2MkCjQlCgC1BtBQWI2sBKGACiBLKGHcs4dz1DWiEkRMwwX2OSRBQay2n2Bjz6mvvdDv7/V7Xd71HHn74V375V2Zmp66s7ux19u/cWdUWqEX5OHN8D4zBlGJaJjfAAVKM2oOSgBByUHsC/IV0g0ciDSZKr8kCS+CAWWYRWEIQZ0xKiTAAMoXCpbMWI6wMEIyE46fjqDG7VG/M3rh+feHUgxs7G2+89i4leHlx4dzZ0/s7W3/wL/64390/trj0ib/20gMP3E8EQhoHQaXb7RIG9Vp9MBjkSQKAKGGO41RbzbDRKOmLB8gZ+r47HIAxcZSqcli5fbA+PBznfuhFOAp6ucccWLJODxJi0M8Kv/mgbvOeZOpDbcjR4vNQez+BDMG9iJoPfq2yJVdGejBK/zwgOEBw+fKlLBqcOnGsFIyladzpdKan20ZLXUgEBlmNkVZSIqMYhmtXL67euSENfubJR0XFy9N4f3dz+fh958/fPxpGszOzjzz8cG97xXFdx3E456PRqLPfscYIIcDaWrXqCKfT6VSrVUppGcve7XYRAKGTpNzJwwhGUOp5TlEU/V6PCldKNT09DYDa09NSK6BUm4IQRzBGkGGctVutO3fuFEUhHAYYtVqt8Wgcx3G73W63W91er4RJEELq9Tq21vc9mQ8rgfB8oTFK0wQRcFyXCI4oBcbBGGtgdWPn9P3nlFZXr179/Bc+u7m+zgkqrEziMSfME7Rab/bHMWe8UqlwzqMoyrJsMBisrw0a1Vp5+DFKM0qR0ZzTilcZxbnv+L4bYEzzLFvf3Mx2N804zdNCydzhJJOFzONabZYSizFUQnd1/ZpBC9riNJfTzWquknZjqhYOVaF73X6vO6aUuo6fR5HDeMXzfFfcvHblG9/81qc+89ntjfV4ON5cW/+Hf/8frK3dpoxQSldXV26v3CSExHFGMDMGNjY2bly/bS2iTBzQOKC8r2q10PO8JImS3aQoCoRto9FYPnYiiqKNjQ3X9SlFdJKwQD3P41wvL59ECG3vbDz88BNTU1NXr15N0nR+bml5+SQCbIx13cAYmeVJWPVGw15exHmWUkKMMVopihlziAbpuqFwKBgjuMMommm3x6N+vR62223CSKtW63f7g37X5e5Msxo4IhoOd3Z2FuaPUy5PnH7o9voP11bvnFqebzYqghLX5QRMnqcqi+dnmrqI97bWAo9dv35pcfYTH//4S9/8zn/luF6u9DhKkDX1Rr3RqPkeLzR0+sM0z43WzWbDE263PwBjtAbGHG2ILqRWKkvT6XZ7enquKHKwuj3d2lm7E1YbO7v7nb19Srjvh93+fmOqfu6B841W6423f3rl+s04LSjzk8JwKZWSa2trDuPSIoyQlCqOYoF4SSVQSu3t7Z46der++++/fetWNI5qtRpjbHd3d3p6Gizcvn3b96jVGCbtP2K0ssaA1cPh0K8ES8cWZ6ba13+67boeQsgau7S0dPna9fMPPhgEwTvvvP3ow48kabS/uzszM6O1XllZ2djYkFI++MjDADA1NbW+vo4xnp2dHfUnPF4EaDgcKqW0UuWRshxyMMZUnidJ9tGPfvQrX/nKP/vn/8fx48ePHzv21a9+VTC2tLjQ6XQWl48jhKRW+/v79Xqdca6UCsNwUPRGw6ExRsp8deVOMo5mZtpWK5lJnecASIPVYJUxUkMWG4qxK5yiKMqVMy80oUhaEFQQjrBSvs8JeHE0ioYjxjghDGGe5bo7iPc6/XGUUo6kgUJrBaABabBAiTFWW6uxAUIwJciauwt+2SM+6vhGJc3lfVVfCcKZnZ0tRQ0r63cYF416c2Tt9uqdcRTVqg1KGMa8fO7+Mn79ZVV9Mk2p8BFh7XbtxRdfai6cMPlobW3t0qVLd1ZXR+ORLvIoKnAf+0FAMCaUcMG1JYd5cWUf/Uh+AwBALaw6nMs8xUDAAEGTWJKDzbIMuMLIIoQB7MRPjBCiBBNKECYaaaVUkiaMsUNuBzro4x49Ih9tBv88AwzG5MCyb4mlpRELSsuNxRO6HjqYG7xvosgtIshQggQjlCBbcn8IJghjQoBgIPigZw8IAeaOlkqlUmuJLFCGheuNFak1Gu3pmXGcrG3u3Vjb5t/9HiEwMzv17FNPffaznxeCXb+z2d3rdHa7UZJbjK2gwAjBPkEWrE6SKDw4u5S77OHp5wOFHxw50Ez4RQfOKGzfd6nIxMVSpvwc8CdI+cggIPjAWkkIotQgLDGSCN/Z3WKMhb4Xei5jBHLqucIWqUCkWqkiY7RRe/3oa3/4h//Lb/82pegzn/nkU0995PTZ+x565LG/9evuMIquXLv2gz/70d7entLGDYIizZDxHdfTFhsLyqgslxYAuHPIgbjngMUYQ5Tp0ql2EO6GJxfk7nsveZQWGzCYIIaImZTzGAEYjq3g2FJhLStboICQRWY4GlXDsFLx8zyXUjY473e7CLTruk7oVgmv+F6S6//5H/+Tv/sPfmt+funUmdMf/9gLn/3kSy8+/+zXfv8Prl69GicxAMKM+UFYqVRyKeMkBe5iTCillBB9hDb08+/ee4+njGHOMcYMISoQQqhIc6wtBg0WABGpFEIgHCZcQQByTJrN5tLS8u5+b3evMx4lYVilDmaM1arVkopRsvJKUwihFGPMCSHWYAsUIW3LwT9ByOKS8okBg8Xo4IdCOSEYLLXWuq5brzXSJOkM9gGAVxyv2jo3PccY1Vqvb2298uZbriceeOCB++8/++ijj/77/97f/MTKi6sbG3c2Nvf6fWZQPO5pizh3Pdcz2srCaiD3mPeOnqQ/NOzt0Kx1N7LTIGIQwcgCEFKmKOKDBkj5QoohQpEhiDCCMRgMiCKMKEEUgCKCiVefypIUURoIxpxqa3rOdxyG8Ruvv/6f/ef/xdzM7Cc//4XFxcVnn3hiY3vrnQsXo+FAcIwQtVYjREqKtD3wGxgDmGBKyf/7QLj31SVl9gOUj3D5oQEAZDQnhFCkTZlaCpTRUoFprdFGY2viOK+HNU7pIO5ud3rnLZk5dt/M4ond7e293e1v/NF3n3/2qS/+4i+no8HFixd+96u/12w2vFAsLy9/8pOfnJ6aHY1G0ThxhGdBF0WutcYxHqVRI0//b+re7EnP/LrvO+e3PNv7vHvvO9BYZgNm4ZCzcBFDSbSjSLRkKXFFriQqx7mIbVUlF8lNksqF/A84KimLr1yJLdmySSWSKJIiRc4MRyNxOJwFgwHQaHSj0Xu//e7P/ltOLp7uRgMzlOjkRupCoQAUuvE23ue3nHO+38+32Wy6rgSQSqmiyM9OBMYezrn/SrBn+baeB28+3iI59xVKS9hjg76zWd9j4UP/fvTURw+gs9PwvPW0bBqeHDqfBB09azqfQov+6g9rrZSOU69PTU2N+sdFUWitkiQypuE7bj+JwBhjlCuFNVpylFJ6zERJVKk1F5dXjocxmiKJx7u720bpLIn63c5z15+5iRlaajQa/X5/cnISGYKBNE0DPygfVNd1Oeej0agRx1NTU57v93o9yU84SUopY4zrOFmmyFpjDSK6rtvtdouiyLK80ag5jmsFA2sYY47jICml1P7+vtbacWQQVHr94e7utuDSGDM/P8+kKP/RstGZ51mSJFppVSR5nqZJxKVkAi1YYyFXqj8cxnHMLQSev9RuHx0dK5Xfu7d+dHBYq1VrtRCMnZmcrFTCIKh4lXqmLSIWRZFlWSkYzjL3TEVfq9WyPKlXlyda7Y21mwDSFR5Zm2VZkReokqPDrLu5fXF6skzE9X0/dJvbB7EQjouYq8hxWKtdE4lriaphvcgH/X5/bm5motUmC75XOTzqlgMuGyb1atXqHQ446PfX797xfX9t/X6r2ayG1WF/9K9+5//0fb9SqcTx2PfdmZm5brdnDUPknhv4fkiE5gSqZ8sfe/u7YRg2mw0hRPk9SuGVb2Ucx4jMcRytTemTdxyHoQBQQcVlDPyhs3ppeXp6cndvS6l8arq1uroshFMUmhCzNB6PMcsrlhIc565XKTUmea7K5ltDNqTkQNRo1KPx8IP3333u2aen202GNtd5rd62RMdHh7WgZvKi1axrpfZ2dvK8KIztD6J6a7LabBd57rpukkTvvPO2FFDxZJ6oaNSfaDWKLA5cIRgtLcxNTbfvbdzt9XqGXCJqT04A4taD+weHe66D0JqZbLWnJmfG/bFkvFGre57vCGc8GCpjldacYWtqchzFg8Gg1+v7vie50+sO+6Px88++uvvgfpxkUZwCsqWVC8srixNT01vbO/c2NsdRIhyfoStcJwiC6ckpYDJJiyTOz1/MSgCt7/urq5hKCToAACAASURBVKtf/epXt7e3tTbNZvNMCLC/v79xb6PVapHNjDG50lprtJZO/FOktR4N+4uLr+zs7GhthsOhUqbZbCqlBoPh0dHR0dHhl770pe+/8Vrp+1FK9fv9oFKRUlar1TzPXddN03QwGEgpOee3PloriqIoiqOjozRNa7VaNB4/QgdEDIKAO94TTzyxv7+fpunC8tJgOPB9v1GrEcBzzz1XrVb39vY4547rJkmSpmmjXi+h8UVRqLyIRqNo1JtoT0xPTexsPYjjyBpCxiyA0hoYhDXHE4VRmgFqrY2mLFeFVhU3cL3A8wNiACyzeaG0yvPcWiuEJOBpVhweD4+HaZTbgrjPIM2LNC8AGXFmlCVkhnShbW4Vc5AxIbm0UJ41tjR2nW8RIwEQ+7ivz3Gc+fn56enpzc2NKIqbLVcIMRgMtvd2SRUn19GH2sC/OVWflJIQlYbbt+/9xm/8xtzqk82AGvX69PT0yk991vM9RBzH8Z07d6I4ipMkz/MiT5SVp9yzMljBnutmkjE6cEWjWlFEYI3RVgpRKE0ldxHsKZPe4kk4wQmgj4gs58wCERXKAEASJ0G1esKSRl4O+E4aWo92uM/mfh/XwwjGHkLzyrK+nP+UY11rCAyWfX8AssaRpwHoZdgWMqlyB7TLrIOWg2ESifRJZCkAERJy7rrMmDzPoIzvchhaKV2PrAEAIbgIp3KQkZZGhEGzFrIykUH1B8nXv/HtH/zg7WoYTraa7UZr+ZlnHC9QACOdj/N0OOgn3a7vOtp3zwyN5Z6S5/lZI/zHxQqX27pExjkSAGdMnxJHzgcMlLZUC6xk9QhbcEBOlpGRYB3BXNexQlhERVYgtmYb1lql9XE+ZojMcRJDfqUpqhOk8iIvGGJjIgYy7TwzaXRz88F333zLYcx3ncuXrtQajZWV+Z/7mU+H4RQT8t7m1ub9BxvbO8PxyCAHJpFz6biMy0Sph7DWs6by2RvPGHeEJWtMORwgftJWADxLkgXIWEBGE6kSNEZoGBmfk7GFQOOiSMHmgATEGUMGgssgaOdZorTxXOFIlmWpN7GYp4kilau8IC+QNaWyoDnTmHa4FOubOx998Jv/9H/87196+eV/8uu//p/+yi8Nx6M33vzz/cOju+ub/eMRY5KU0ihOOLSlHpUIT2aSdL7j8OOv9UBEVvICCAmZdEgAEnpcVmocAYw2qlCeVVoXlmycZRKZ0sVUdfLiyoXLl57Y3TvoHPfTLB9Fvdyko96AMaxUwmo1dByvbBkYY7VWgkhYEtYyIjLaYpm1UPojLCtplGhOZkhADAgZWEvJeJwlSdUPAtcFAgWoLaW5hVwRWbc2uVprAtjOYLz7+pvf+/6fzfmO9Lwnnn569cLU9eevHnX7UZr1+qPeYDgcDDkXCGBsBcRpMidZK1g5zbPWGiBirIRo0aOBLmcmsbJOYMaiLbs0AESMqMQ7lwkbjKzUTArGrBYAAjQVmUAyYBkAcWACBWNd5YPjohA5WHIczwm1LrI8n1q4sLKw0O0e/8Ub33s9V8baqZnpp5+59sKz18Zx1B+OeoN+luc5kSEQQiilDAGgKGvZsnHB8KHu9P+jfOOcgpGRPanPAQjI0gmjUjCm8hyJwFrLrDanpRJnDLmsyFhppcgNG+hWCnTSjATj9an55sQsPHHtcGfrwdZf+II3atMzn1ngHEGofq//L/+vf+15zvz8vBBseWVZCKxVa4igtc6MHo1GBwcHpc+k3W6XsoVyOZelWmn2Ow+sMsacty5zxhHoxw/oPpnO8rGm5FlL6GEN+bF52uP2WiEeU3jCoxLTk/VbvuDzk8AfR695RJKKzJYP84kZ9K94f5vNxrjfGQwG7Xbbdd3jbg4Aw0GfN2pkDIDVRTY9OeEIzhharYnlzXrIHJ9MHgZevRaGtUanO0IuZ2emer3+7VsfLS0tbW1t3bz1UafT4Zy7jmu5GA9HvMH63Z4ulF8JpJSlAW9ubi6K42q1KrmwSh/u7Z/YrYVAhDzPyRjOues4Sun1zY1WvXH9+nPDwfCgdyg4t2S0Luq1iuM40WjIGJbBDEHgK6UR+MTkpBDCC3wxFOp0/7fWVqtV13H6xx1AneVxLZyq1SuCs6BScRzHAmpbaraACeftH74zNztVbzS/851vv/ip53rHndFwFPhutVIBwGo19AdjLni73Y6TrNFoXLhw4fBgn0i7QpaogslW22pz9cqVbNS7d2+LO0wAT5O0yAqLecXzVGF0Rq1Ge5D0pRBzC4vD8R5DTtYUhWJCv/jiCz/Y2rKEs7NzR+v73eP+ZHui2Wyv3bk7NbtiLd2/v4VZ7CGmUZIn8WjQt6Px4sL83u7u/Y17tUo47A8c6SajweUrlyenmrxHQcXrdo/StLAWGQqlTBynljShYciILAEJwYXUWTE86oy5YKUhgmO9rG/zPJfSGY1GUroAVmstuMM5t6TWNz8EoCSNv/nt/0dKyZAPBsNR3Pvwo/eNOYlPNVpxjnmWMEbWKDxRo5C1AITAGHJMMzM73Ta6SKPR5GSLkd3b351otzzPTfOUk3Sk8FxHZfnh3s721r1O5ygMq1lW7B/trF6anF1cHUQHB3u7jZr7ztt/sTA/zRlOTjQFI6Mzlcf72/cH/aOLF5b293e/9rWvF0Uep3r5anNvb89zgMDOzEx1j/eF4yOTU9MzzNLxwVEQBJ4XCCEXF5alHxRa66yXi3Q8HF5Yvew6/mAwdFzP9+TiAqvV2/eKDT8IoyixYJ67+kSlVomS9N33Ptg7PCw0WKvywjgu2eMjIGRuoPKcI1QCP09tJQh8v5wEmDJgaWlpqV6v3/zwwwcPHkxPT29vbyullNJTU1PdbjdLDRCVLmQLIKUwRhNR4Dmc8yxL7969OxHW+71htVq9cuXK+vp6URRJEjebzffeexcAomiUJHGR5UKIarU6HA4XFhbK9tPW9oMsy8q998qVK1E8AoClpaWZmZmDgwNZZiBrY4wBIiFEv9+fnluo1+tvvvlmCaHZ3tqanZ2NRiPf8zjnBmhxZdl13bffflvlxfT0tNG61+tppQf9frfb7XQOa/Vwfm5GF4UQrBYGQjqIrLA2LQoUwg18p+jH8TgIqloZAORSeo6sNRt+LWAOz5UqCh2PBkkUSyHDajAexf1hEqfqeJCmmlt0yPEsxsCYcBzH84QURSEMaWBoWclHtwCEpX7pXGORHhFPwFk38OxibIyO43g0GmVZ5jjOyvKK8Jy9ne2joyNjDC9tI+KktrdQVjV/UxSeUiLhqJ9zzssNPe33Dg/42tqtJElG0bgoisXlpV/9+3//mWeeYZx3u931zf2NrcN79+4dHh6WQh3XdR+Gp5EFoMPDg7BSCeut/jguugPGhTamPNWQs5P+58OGK1gizqUhi8i4cAqtNSHnvHRnnqAamNBkHpPu4LmPT7wKWGuRy7L4IUuEJ6HGnHNmkRGVTwbiSQqctYaxk+vQydcHy8kItC4HAZqTZtzhkhcGDBAhWSIL3BIaQuTCcV0yRmsjpHQ4IzBWGwDISQin4oVtplWhtTYFZ8SQOw5aq+NUZcVgsL93I8nytFAWDOfV6alnP/Pi889ev7S4yJW6f+vun6zdPzo6KvOpK5VK6cN+vPcs+HmFUnm1EkKUr0opTQ4/F0ZZxpyxs34zWSAiCZnDTyBIrkSBZEkDMmScCJGh4zJEbsgp7zlCuGlexAYIBEhpOXAu0+EDyYTjeY3JCUjj487x0sKSy9m4H3V2Omvv337QucMYK5T9pV/+T37tH/yD5qS/vZfeWtv8i3fe3d7d7fZH2lovrJ6tzvOYhxOiujHEEIUwVKAF5IhcWF08RKMTAZDmHlFhLRNIDIExZbV2OABaTVpSqkBo7hitLFlhGSIlcVSv1Vwh0ixOkswRfGhc5gnflXk8jDNVoHQD15GyKDJtyQ2CduhemmuOh71/8o/+ay8ILq5e+Y++8osvv/TS1SeXogR+8Pa76+sbH7x/R2vT7/f90ISNlh9U4jQ5vX1+shLsZNB9EmpYjj89pZQlYkwwQmOM43pgyVoSDpeOW+gMMnIlZ4HPiKLRqPSOh6G8dOHiE1e9NMmYi8aYTqezu7u7sbGx/eBB2R0sYxg813ORGAAjYIhkNTHkQpRUUoaISIwM5ycgonJ0jsAZUbvZFIhW60oQKKWsW82TlEhzgQgWwRirEAxDxgCFEEFgH2xv9oZHt+/cffbTn77+wotXn3hqemZBusHt23c+fP9Gvz/Ics5dIbjgnHPC8wq9H1cFlHFt5wfjYBkCQ7IMyld7tlWfpCZw0BIMWs0QOWlr8orLrdLaGFsoMsQFoNs2WuVWqyzzXZfICCECN6ROT/q16Vlf6BoRGWuTNP/On3zzwe7u0tLKteee/ewXvjA5OdkfDHZ2do67gzzPCZkXeLk2hTaci3JmWTJr/v+Y+hhjZTQoA4tkHuYiAAARZ8QZWKMQLILV2nApBGOKrDZaG+M6jjVWE4RhFYWrLBomtFICUTIpOS4srjKd1yo+s2Zr897uzvZxf+/ChQvLK4vtditN0/W7d7/xx99oNOtPP/3ks89eazabUpvc2tIxYq1NkqRsQjebzYmJiTJySusT6slp2Aw7Y1aV353gApHOgEN/SV7fWbH3WJTrGeD5E+vDj3+RH6ehPYHcnnqMzw6Ls08s81TLdn755yUJ5nGtTV64HIVgnDEEsPavft+lkL4fjPswHo8DVxweHjouZ4x1Oh3BgCP6ngcADIFzLgWznBmr8zwTKABEmmYMSCt1+/atVmtyYXFxeXlpf3fv8PBwZmame3zcaDR2trcBIQzD0WCYpqnnuGmaMnEyc+t2u+2JiZnZ2bU7d1zpNJtN13XLhVaowg+8IPClFIPBwG5ufvnnfu7CYHDv7vra2po2ptVqBZ6fjIeD3jGCGQ6HaZqeQXhL7KcULhd8MBjM18LhcLi0tFSpVOI4LgolEI2xlnRpbDNGIUKhCtcPtdHaWlc6ptD9waicYvUGw6uXl7/y838rjUYfOs7QGs45IHEmnnrqKSeo1Zqtp65du/nR7eULq1ESm8nJ9bu3Zyannnvu2u1btxBxsj0RhmG9WsuSlGvBAF3hMGTD4dCTWgo3ipLF1dnu+vFx51jR/empZW2sMTQ1Nf1g96aB8dzc4oc/KDJV+F5QrdbiOJF+uLezvb+3f+nqVQDgnpMPe+PRSAoZjccGeRYnzzxzrdWc/OD9j9I4Y8h837PWjMcjRGi3W53OseNIYwCIC84BkCwh10SktCIiQO4HkrGTgN+iyEEAaGw2m0mSlEluQgit7Xk4nLFFkhVCiGrdD2su5zzP1eR0U0pvf+/IGFuvt8KwUhQ546QL5By1VqrIjbEMuBASCApllTGcQb1e23mw0W7Wf/VX/97h3s6d2x+5nuN6bpqmpPPZmel0lErO1+/ePT7aWVlZ6Q8/POoc94c2SgrXr7AEBGdLiwuL8y0paPfBWiVwjc6LPBsNuloXTz31pCOc1773ZpqMleKrq6vXrl3TWpdyyixLdZHtHRxmabYwM5Ml6TvvvOM6zmdf/fzc3Lw/igyywWjsOzLw/SRNp6amKmEtztLOwX6nc5AMh2t377377nuDwcDxA9eVSZK6Fa8/HN786FaSKscNOAbckWS5I4TSxqjCaOU6Qaa0X6lE0ZiT8DyPCVGm5JX8NgCoVquc829961tFUSwvLQe+Px6PizwuKWVkrTVlGBVppRzHaTQaNz64kalCNifCMHQ8MxyO3n777WdfeDEMw1ardfPmh/1+fzQaOEJyrofD4czsbKvVCoJgYmKiPN8ZY77vP//88xt3t0pz0GA4GI1GtVqtyHMhRIFojLFkyNparXblyuW9vb3+cOT5lY2NjYX5ubDiRWH4wx++vbu78/xLLzWbzSzLfN+fmphUSu3v7Wmtx+NRSa33PKlU0ekcuUJKwQKnwlAURlsDoROC4JaB0CxL0mq1YSy5rttottIsczyPkOWG0jwfDPqUp57nCi7jKD46Oj44yiwDjS5wp9CgDIBW1TBALqIkSRKdRHEUKeKgDaQaLMvRIgM0BFmmiQEX3DwSmfNjFZ5a662tra2tLc9z642a47mMCS5EGIak1Gg0cn3tBPw0ovyv7ayP+KP1qAVrLEGr5ap1Mgarbj0icQJMCyebNQYAUVH81j//fc7/oFarhWE42QhmJ2v/wUvPhmGFc55m6dHRgVJqMOj3+73hMOIsO3qw/89/85+GQSVwg3q9Wa1Vw3ozbDS47xPnjAvOAlVwVRTGWmDCIKCQ2hIwJIQCKEMcb2xMNRrD0Xhybt5oMpoYl0QAZIUlZhUxxzKfwFoFSIIDCHYiSLQnwezWCLDGCMYzIsd1CkvSlYaAjLUWBCEyhzHn5K1GKJOrAR8x9GvEgrnDghZb08RZTlYgA8EYERBxAIEIaCQDEsJaRUDSlUSUlXO5UjrvJgZtZjwUXEpBinHOwRIRZ8YYaw2ZSNaw0cAWl8QkUV7ov/je2298/U8lge/KC0tLqyvt608uNNvPCik7vf7uweEojgajMXBpiQyB63lcB2QscQ6BHwNK4FwGWhEIp8AcXeFYXdr/zhrSjNEjLheEnHGy4AEK7hBy6wrjCcsQAWqWgyFlfCLiROXAFw0xU9rtwFqrjTZFGtRmSGuXsyJLKpUQwplDJWcmZ6M00y0stF6amUvjOPDdN956/1//3i8+ffXSl7/4uScvL/13v/T5asUf9rsffvDejd3k3ubGWMfjNDWIzBRkCwZMMGEMCURjudKA4BFaa0hp47mBVQVZwwAQGRL4JgEiY7WrGQdkJAW6KgPkwhLLNVhARBJMnJp5yXEqSmOeFYDC8Wpa69DLhQVepAKKneODC4vPZRxiYOT6zDJN0NG1fbIyQHf1Emm9dpx+8Jv/whXMk6ziO6sXVi6vLv3ar7zkeV9EJgaD6Pbd+0dHvU466g7GyB3GHc4lul5RTieQLJEmi4goELQowCmYP9YyTLSDHBmCKYkmXFsFACWTB4A0OFBxlVWOyXQyonwIuWuLAcegFw0tVyhdl2nhyLnLqwtPXH3us59P46Tf6aTjcToejfq9wfExCN7L0kIiQw3SImpLGgAZlbp4TsQNWK1tSZsEIq214GyYxhVbl743zlPOOemx45zdmDkRQ8OstVJ6QlSNMXtjm7CFemvuqU+tdof9b37jzW9+/XUGpl7xV5eXr6yu1ldm2+2KZuyge7y9sz8eRUKLKiSY9VmFgzUg+NgNyrEWB+TEODAE7jCXtOXAGGGD1/q4Sy6mifIrtTQryks2AqG1YA0HdBAp0wSUocm4JglplpZ6TOs4llgG5NguMCA0XgU4aGQkGNe6KKRxWsFoNBr6k0BktLJO3g7CiYuXjMpvrd3+wZ+/6XtOq1FfWV7+Wy+v1hotQzCK872jblroKBsaY7kQHJExljK/AM0dx1Zl32ZNtyGMpcKCZcgEorAEXFkkwTiQKgRzAHmqCm2N5laR4ZyDRUmCStk5gOAcgKyxQjBjlNIZMgCVa5MD8jL/hANSrlzOONhB/4BsRBRbBYhoEA1BXj6NwusbAmCwcnl25fKVfHR/a2t3qDeOdjgi8OZzn/mSyyEeDr79h982uqhMTLz4uc836u2Pbt5+5ZWXx/HACwTjbJx2O+s75XCl6U42Go0gDD0vEI5QSjmSWYuAkBeKM8ZBohaIyMqsPyQifTInR3s65mVlzXymBS5NqmdNxrPchdMgvhO96HnJKCN+XlJRNjcR0Gp7EsZCyJADgdF0mqv5CRXiWWVqbZn/zh8zEwrPA9CaDFpjgROQPXFWM7AWAQjYuSPbIFiyOvSZqXmkksPtTclZErkChWQiiZJqJfAcF8lE44jXKlK4DAgAA9evVKvdfgSpSXv9f/P1340L9cWf/fL9++uTU9NO4A77qSfUdGvq9v5RWSgMs1Q40nIJQS0ylHaPJqem0jzXwLZ2DxaXlhtTc93jThgEjenJ0YfvtZpN7tUOdneVpixNVR6h8b71B7/3wgsvXH9y5Z0f/cgUo+FxYuoh9x23VlNkOecud1xiWV4EwhETE7HKa9XWOIqCWkO4gZRu56izvLQARjuC8iwFKRV5Cl0m/e3tXTK26ntVz6m6Yn6y5btekSmdFxJda9wkgqODaP3m/bmW8+mrK++lY2kiC35m8dad+zYnJbLb775fq/iYRxVJW8f7nuet3dsgLt2g8d/8+q+88d3vvPPD75JBzYRwAvAqSulKzbOa6lU7zuzMyoWZCxe/9/6d0c29l169qPJBe2Kid7C7dfPA9ZzxKGsU+ysTqZDyGCZM9er76x+tzqupqmbZg6q74s00D44s5+3x/n5ioNsbXbx0pRLsXLx4Kag3v/L3fvl/+e3/9YMPbwhTEazqiFq7Ec5MLFXcB0eHh1ppS1pw1EXBhUTmGWNiHQOCwx3XccsbLCL6XgUAuGTAbJSnJs+s0YYzYKSVEoIRpUUxdBgj65rUBGG1LlvGKIFKICNlpqoVnRdQjCEtAiGsthI5WEDDJPeJkbVlFLx1yKDR1Wp7/7CHokrgHu0f3b15Mx6NzMRsAb5sTL5w7cXvvPaNTnzn+rOXzWjUaFR0H+6pwb3tjaRaf31n4/lXX/o77gtHg7ux6rFgaXJ62b3VefWnnr238WfkDEZxLLmT5uT7DQznqRZFefe//ce/htzeuve69J/OSVEwoxPpJBki6+/ve1KYIlFgPrr1QWHU7sFRXqj5pWVUkMVJbFXXxMe9QY3xgArZORpvbWYuBKG7eOma7h4cHPaWF+f2Dgbff/3dLHYd7tgCLCnAwloTpS5nTrUxL3pFXhB3ZFaMBuOj1sQMOtScmDzuRxu3b1Oeo1KBlKvLS6N+74krl5vNZlEUURSlaVxxPQUKjGICOROCY5IknutI6erMKku1eivRKP1qu1HvjYbtqXal6h539tfu3MzjMRSFx4RVmiNr1hvNWr3VbOZZVg+r9+Jk9cJFrXWapr3jbjTstGqV0JOmSB3J0zQphwfNdksIcXx8nFkjPHd6ZWn/sFMAVQJvIVwUnPe6g73d7d0HO4PjY3Bqz11/Zqo9Od7fYzYj0hg6nW7/aGc3zbS2bKy4NvJwlAlMGVjSIwHWd3ngydB1GmHVdWQezhlkjudxzrTSnJQnjAMFJOloPEzTFAiYbKRGD3rjzvFgFOkCpSE0hmmTawOWYAzAC96zwd2+bLbmjvNuXKRFKRAAo6xmxDkyzjlIY6wCo+HM0gQIwICYFfahwIZsmRCG4ETjAUPDqHhw78ZR91Bl1uRK5cwokI6rde6jQpszqxkIYH9DZn1naqLzhIwzl3mpVymV7qXzZzweZ1F/+/76eDzO85xz5Jx7vjs7O/uZz3zm4sWVJEl6vd7h+vqHN25sbGz0jw4fbKxrsmlaKLDcdSdnZ6ZmZ1aWLs/PLNVqVdetWCIDuH/YkY5kJARXwppo2NEqq1a8QTQiqwSStuYs2BYZlrQzZKcqPiwpDSXJpAQeUon4w1POx4no6ydomX+iCOdkCPMwmfDs0SE8tZOdGUU+PoITyBiiKySX0gAjsCfYcRJAllkCtNwYALT25DJhwHKG1Vrdd0QeR3fW797dvFWpht1utzcYPHP9+s9/5e/MLy66vn9vY/Puxr1O93gwGGmTM0tOWGUSfU4OGkGKkzAWudUl9OLsdT4SGfzY3KBMIcFz+ATGLGDph2Kno9RHfFOn16YT2LqUhCgYllH1Z2Y8PwgsYx6Ra0JRaYBR0xfqEwsrg87+7//J6//idw9H/a4j8eknrjz15FMvvvJT/9l/8Z9PTIk7653vff+NtfV7H95aG41GYVDTipLxiAvpeY6xxpaiXMRhd+C6rpCuJtLKKGtQABIQWAuMATMAFrlhEhgYsIhoiXjJNYNzLB9riAogKDvEGs4LSxljzJECGbeEnDgSSActAkdAMmANGSk5IlnBgEu5e3C0u3/0L/6P99I8r1Qqr37us1/6mZ/90pcXq9VqveG/9v0f/dHXv35wcKjHgNJljDmB7zpSGcrzvOL5xKxguuYA6KTZaEVRFKcJYwwFPx1eoD3hU2KpYmfAkDgxwRgHxhEEMIHIiBhYBiiyXGd5IoRwHa9eb9bCmiuYRLAqz9P0+Pjo8Ot/lCRJpVa11hJ76JW05SogOK+dg9Mldj4NgjH2mHIVz8l0TyYkSjF2MpEOwyqv1w4O9qXjOkH1qNt/74OvdTvHrrROpfKFn/7pL/30l+thlXLz1OVn1jc2jkZj4buMC8hO4geFcDwphJD93rBSqThhkKdZUWgAAFNu+hbIEBhAdvKiS95PKVMtcxMALaAtT4VyHE4An5SteDbJeWjfYkAAgjNAh0mJ5GVxtHSh6V99Qgo26PZ6o+gPfvtrTLqA7Onrz7/8uS/Ozs9z6WZZ9v6773Q6HY7YatcNMGbRI4IscxuQG4OMLCultEbbMunTCsbAUFkccGIMUFpEotK6bOyJXhGRwAJjJzULobEEDJk9E6oTnZxbBMTIniyHcu3zx+PFH/0YpCn3/fnVi74XOI5D1mzeW/vw1k3S2ZOXVpcW50fD4f/9b38/ikae5167+nRYC8uBvWKy5oaMgVLq+KjTOTxSSrm+V/awp6ZmXCGiNOGIjhTltogMkJWiY3VGtS3VvD+J+PPjHsjymDt7LMvf/uXDwL/EefjvN54twQKnsZPIkJUucSxP5E/M06UgCArfH6WjKIqQ7EF36DkugAVX1sLQkVIy4ZzKZR0pQbhAzAubnpYZFMzxNXJl9WCUTM/N9MfR8eb9mdb0vY27B7s748Egy7I0TV3fK4qi2Z4ujNHKCMRS+dk77o7H4/F4zBh7/vnnO4eHd5K0UqmUUZ+lYsj1XN/3GWP7Bwc3btz43Oc/X94fyivE/MSSCy4a5bruMO+WudBBEFij4zzL09joYm+3227Wl5eX93a3u7q7mAAAIABJREFUd3f2uUBtQXqB77syGiqlBBcTE5NRkiDieDy2llqtFgOs+GiVHkdjx/OyPHmwvfN+RTjPXMji9MLSwu72TjBBqYYihSsXnwAwo9HgqLP3+p+94YVBv98PqvUsKwaDYbstn3322RvvvfPGG288efXpKB61JhYdx8nywvVc3mi4Lo4AFpcWOWef+9yrh53jC8tLwnUtgu96xlCWFnGccMlazSbnnAv+1ltvBdKyovPCc6tFoctxMRE1W800Sw8Pj5TR/X7/woULvu8rVczMzNTrdaWUI6TW+qmnnlpaXBz0+/1+77jTYYxxJo0qje3WaFN2Lkr71nkf6SnTWKuisFYjA0vGngaZlrPqNE3zLHNc5yz1pEwDNroordok+Gg0Kh1WZwvkbHx9Npa3xgRB0Ol0GhOTkxMTaTzs9/u9Xq/X67ZnFxpTswYRsuTi/NSwd6fpo+uEh93ecDDM4l4RD41Er+ZdXlqig2EYBu12azDoZQnOTM+macZQFGkOhnGsOEHtzr37r73xZ4Z5rfbkL/3iL3/7u9+8fGm5SMaS8XpYycaxtTaOY0fKOI48z1PaDIfDfr8XRVG1Vuec15uNURzFcbS5vjY/P6eYnGi33u8e7+7u8tBlnDHGwNCli5fSOP7BD36wu3/seFVjTFYoxiCoVozRvu9z5pRjRiG8rEg451NTU5cuXbp353ar1VJ5wRhbW1sreUjPP/98lmXlKnMcx/O8NE2jQd/zvIrnuK4juSjytJxeGGPW1taeeObaF7/4xSRLnyQajkf37m+W4h2wVNZsRVEQUeAHyNnx8fGFCxc++PDGeDxOkoQx1mw2d3Z2fN+/fPny9ubGYDBYW1ubmJiYmJjY2dlxHGc8Htdqtenp6V6vl6apj3Rv/V6t3kxNOh4MG41GlueHBwfxOOIMdaHe/uGbRo3/9pe+0GiFu1vr1UpYrbr9IRAUhYpyZZVh1jIyJjPEESQDryIQkSNzPdcPAkfIokijaJTG8cTEhGKQZTERqUwNh4M4jlzXZcLpDqNer9c5HuWKGGeamLGgjFKGrEUC5AIHg9HR0VEp7UmS5JRajXQShIRnio/yNvIJVd8n7eclMTHLsjRWw2hkLTmOJ3heFEUaR+2JhpR+WA2llPSTwJf/WlV9ZzeZ86jrszqQiMqpdPm/prUmMC53avW2Mar0biKDjc0H7773gRB8YWFhbm7u6szEz/z0lzrXrr3x2mtrt9ZKcbOQXGXj7XuD7Xu33+NvTbRn5ubm5ucXG+1Wvd66tDAPjHeOu0l/UKmGs6EcgTY6UypFsmS1IwQxfkKbIMuhbPOahyAGRqXpCIgIH7pBzkf0fgLk8yc8sPGcD+TRYMATYSQ9frV9HCZBANpyxNIcwhic7csnMFNET3oWwBqwEsjYsFIRRMl4oK1RRkdJ3J5s9vojJwgvTc0cHvX+h//pf261Wv/lf/UPf/4Xfuazn/3U2z+6efv27cO9/e5RZ9xNXCGgSCRUOJWiNQAyDMRjL/UTkQZl+VY6Ns+TVNjpRYWdsyyf91CdtwUTY7a8+gspBD+D1J+cUtbmKIXvmSKLVS4crzm33Ds+ai1VFy5dTaLo9s7+Rw9e+51/90eXL69eunrl5Vde/o//7i9VKrj5oHt/c+tP//T1H77zbqMifEem+dhYMASGwACbbte1Zbm2Bkj6ldB1R+M+AhADxoiAEXIDzCAjZIYRITKrOJiH7t5yBFTWiaW581ET6SMkCTzh4XBknGGZkY2MAzqVeoOMskqlWveGoziJFpeejpMojqPXvv/D77z+54h47frTL73y0vXnrv2jf/wP729t/vAH721v7fWHg3Fn4FWCMAwdSaSiPEmtsqxI6rXa7t6263hhUCGETBVGWyZFORagk0YEnHFWEDkhB2BQznIAERkRag0EAhkzxOIsJ8qqvp/lKgfrC9ZoNt3Aq9friCiEyDNlCfCkFVAmAtDHq77zC+2xRXf+58dDyZA4Y4KBKgOAgS2trAx7/cE4qYWV+aVLswsX87ingP7gD7/x7772BxdXVq9fffqnXv78z/7syzfuHr1788Zb774zVW1zzl3PBaWi0TjLVb3VzPMkikfakuO4XAoOllnDiKxRpBVxaU89oqdhxICIDLhFZsurDJ7nOp6+0z8mcft0mRDHcugEjAiIhfUGaT0cxYxBoW2lEi4sXWxPTsVpvrt3+Fu/9dvtiamnrj1zcXnllZdeQYQ3v//Gzr37FT9oNGoVZDZNXQYKDUcOnBFaixwJFFlGFphFskhlw4JzC8yCsIwD02TNibO1zIc/7VgBs4SWyoTZkr38EChCJ/bsTyBh/jgjXLXVSHSRGJ3EMc8za21rfvHLV690D/dv3/rw/bvrqwuLX/z8Fx88ePDHf/xH//tv/2+Nev0LX/jswsLC/MLMaDCIxiMhhGAQBBWtdafXvXtnbWpqanl5eO3atZl2uyiKPM8LnQvunhHAAOg0v5udfhOfkJr+2M72GHjsE1tX9Ghr7yes+h77a9b+ZE1XKtcSEBkg8RDrYn9M+cq5tbZMRXddlwGZ4kgBOZJLzqTkeZZZDgwxywwZXQgBri9ct+4EwiFNOs7VSy9/bm3zfq70xUtXRnG0d3CYxVGjXovDcDToViqVyclJSyikq7S+fPXJo86xGh/Fcex5XhgEWZq2mk1jDGfcd935+fn9ve1oPC5nF51Ox/f8ZrM5Go9arVaapn/+1lslDDwMWZonw+EQBFTck+Kk9FYopfISKGVNNBrWazUpOLhycnIKEbWyxgIXAk+u1wYQfd/PlUqTZGJySmvVP+6pXDNg8SiaWZhCJjzfHw+6h8ed7W0n6u0167UH+4eyO4oKmptLJ1sTN24+uL+16QV+a3LiiYWZ417P95woSpRSvu+v392YnZntHc6lWSqE0Looisxae39za36K6vXGqNuNs3RpaopJp1IN8yJdvXR5FI3jKBbCAQDHCeJ0kCRxkedPPPHkt/7IaTS8NNlnXHa7vcFgIH3wPK/dbnc6Hek67XYbEPM8H4/HRpskSba3tsIwtKm5dOnSV77ylZnp6Xvr671ed/vBg9FwJB1ujUECa6w29jQDhp/PfX3YirWojC1pDlJKYKIMomRAjKHrOkar0tBIREWRKaWIjNHaWisEQ0tnGsWzRVTmND6ymrTS2mRZ1mw2p6enD3eznZ2doijIkud5ExMTd+/vMpMxlVUlFKOuKZK9B2uUOiobMiomqtW+tlGnt1itV91JsrS/vz8/W714cbV3vFFkyhQ5I3QZKk03btz2g/rm7uGXXvrccBhF46TVbEI1iEbj/lF/PBj50xPKaCllnudMCNIGObNEuSoCY7I8f/FTL/ze174a1oILyysP7m9WFxbu39847na7g37Q7c1dWmaMTU1MB5XGR3c2j4971lpjSVsjXdf1JCIwht1ut1ZtBtUG55xxbnLjB66xtiQvTLbazVr98PBwfn6+Wq0OBoMf/ehHX/jCF2ZmZjjnCwsLrut+8MEHzBqllCmyNE1zQN9zzm7jpQW63+8vrSxbojTPShm8UopcjzGmiqJEtRulrdFZllWr1SzLoijqdDpLS0svfPpFrXUcx2tra2WP8uDggHM+Ho8553Ecl+9jqfycnZlZWl4Ujlep+OM4klL2ej2r1FNPPfHuOz9qNVtb9zdj0Gky6vU7REW9EdbCaufwyPX41HSLBE+zIsmIEdNaqzzjSK7rVAOfIzE8Ud0jZ64jRsMiikd+4JbttiLP49FYCFGrtYqiOO6NjnrDcZwpW5Z8SICngWuWC45ccoZZrrMsezT99fTiQedLAEQ475k/8/KdYb4eWiGIQAgRhmEZ8T0xMRmEvivDG/nNu2ubDE4Y1OV8m4iMAS7+plR9j9xZoLTUn/U+4dHhxmnxwhWgNcZawTiC5BZsUPXDxiSRGaf5jVvrb/7xH05PTU9NTswvLFy8cAEAHVcqo0ZR1O134zSJBqMk6m3cObjxzvcBIKxUK9Xq/Nz85UuXJ6emRJxl44ijRtBW5xw1WSVdWRgN5eZzktSFDOict/7Uhf/ILZP4afkKdCrq/asgaZ/UlD1N42XIPkaOOX8ZOp8NdX505jKutAFjOYG2xAAtkKWS4VESKMkYjcgIytqKK2NylRNCUKlYMnY0yEnKoElEw0gDdy5evGLJ/s6/+jf/9ve+WqtW2+12JQwvLcxdv3TR4eL48GDr7m3UObMajEFgzAAjtOfsrI9lJZ/vDpYKqrPi/xOjsT7xaTq7KtFZ+oXrOKdVHyK6jsMBHEQFrgXwKjVrVZYkCqm10sjSxCDI0LRq044QfjEejwZvv/fhWz98+5/95j/zPXdhfn5+bvZT15/8uz//t7Ue721tHR0cbO8d7O4fRkmRKJvEfZS+KzwOIsuzKB5XPWLIrbUcOZC1zBKSQSBkGoiQSdTMPub4eZjqhWdVPZ08DCc7F8MSMsGRMTjhWhIh2JNYECJEJhh3jVG+WwknZlVkM2NJCt8HxgyXuLG9c2dzzfuqvPrEpfmFuSuXFz//6ReDSsWC3j883tjc2Lq/NR6OMYulBcyHFR5YzwEGOk8MWcf1uOtmRWHPOlinmH4829qQG8OtYQCSISOQBCIrlOCCM1kKmhlipqwnOWeiIJNFsTVFnudxHHuVoIQ92scqHDjJxDt5hM49JJ+Isvg4+fBsNsg5uq7LhMCcG6DCmKDW0lpneV6kijOOLChUsXL5aYYsi5O33373z777lpBiafXCtU89/4u/8AttYlmq9o+ODrvHwNBxhU5GFpnjOb7jKWMKlQSCOYwsRwulFuBEHUgn+YPADDACzhkjNASqZPKew3V8vKoocwgeSU4/gehCKboGAmORc4dXpCMkOLnwfXTCxsRc1UBr2syvKG3s9oP99Tv3vvXNP2lUK9evPfMffu5zWqs0S0ezs44ri2iMSMCYNUwjWsZRCGMtATBEYra0KCJZAOCEaJHh6QNZFrRASEiAAGiJLDFLjCyW0z8oN1SGAGBLhoq14pSCA+yR4djHF35ubUZQADIuQLpENDamdzx23OqTn/6CtSo9OLx586415md/5uemJias1Uf7vc21rV73uNVoXLv2zMzM9OrFmV6vZ42dnZwe9npTE80sHr/15uuBH1xYWak3Gq6U2kJZ8iEg46h1GWhvAVjJdWbs40Av+5cUgY/VtI9Vej951ffxU6PUc/4Vn0WWl+0SOD3PLJ3+X1syhAI/fmQXRaGUCoIgDMMiS0PfzbKMC9+V3BRFFA19z6tXq4yjBTCWxlHqaXRGcac3yJWphPXVK08H9eb65uZwMOoNBzvbO1Svh570XEdwLoTgQhzsHVy+cjVTxvNcIYSsVNrtdpwW3cFQFWo0HC4uLrmOFO32cHp6dXVVKQUAg8HAWlvKyer1Rn/QL0OiG74vhJASLbj9fr9Sr7gcS7hIqcI1xkhHtir+ZLstGUxMTFR8r5sknHNDNI6ioFpbWlr2PHd/Z7NarQZ+kKZpnqtmK3Acp1qt3r93P/D86ekp227VJuoAeP/BNmPY7fbypelWq41k4nHR3V/PLUaDSHJavrDyU1981QuCOE0rgR9WgiCsxmnBGS8nXdMzs93DmYO9/YWFheEoVaqo1sIwDOP4qCjC+YXFnb29rCh29/cXF5Y2767F40hK1wLzpWcApQwYywPfq9drn3npZcZFfzR2rOoPR0FYSdK8IrW2tlDK9T0iOj4+LgrjBsHU1JRbCcJKRRUqGo6qfu2VV165cOGi0fqZ68+uXFh5/733D/YPCITRGgkKpaXjlgO3kqd6timd7beCGCFyLqSUQgguHca4Mdpq47puGFaArJASEY3VSZIYY4gMnDhmLCMQQpiieEh7Zkxrfb4fREQcT/iHRuuLFy9OtWp31tbm2rXFpUXHcYioVqvV6pW9rfX5iVqAxfHxzvqtt0M5A5S/8tIL98fm7vp9Nci89kSmzHA0toa7jhN4QVGpH+zr9dt3L114ynHF/nG0fdi/9txLh4PvE8l+fxxFyebG1tOXLzic2zx3GBLiaDg67nVHo1HZXwiCAMsQZoaNRt0LfOmIaDx0OXvuqSdvv39DjaNxPG5PTY7jqBrWJqenphhuPti7fXvNWvKDSkEAnGmrbE5h1W3W2xeqzanJWe40t/ffiJI0CILxuGetzfP8lVdeef1PvwvGXr9+Pc/z11577fDw8O7du6+++mpZ2xdF0Ww2tdZPXFotikIwSOJR77grONbr9UJpzvkzzzwzipPf/d3ffeqZp59/4YU0TRmy2dnZixcv3ru7vr+/D8aW4z5HSi5Emqb7+/vlw1Cv1z/44IObt29xzqvVarfbTdO0xAs/+eSTd+/edRxnNBrV6/XSyVar1Z588snpmanhaNyo16MoQYTFhYV6NRz2ugCWrK2GlVdfeW5xbvbGjfcOtu+Hngw8P47j3mCY59pzBRcs9BmzTGullUAA33OJiOGJhFBpw6U0OnUdRDCD3jFZyPNCSheZJOCDQdTtdg8HcaJBa2NIAGPagiWyBBYBBEMmOGdgQAimlFKKWJ6XbtXT5t3JrO8nG4CdKqZOfyGlbDQaURS5kktXROM8RZNlheu6nuOXvmLgQmv7iVmsf62rPjhdtCXh7eMoyBMWyOlhYy35fsV1fYeXnNa8NNPlSlkCYK4b+CKoW+GlhtncdIdxFI3ieExgfd9vtRoTE5Pt5xqew4s0G42io6OjnQfbeR5t3rlx6/13BOOO4wBAfXJyYmZOqxRIeQ5TukBkJ+nQRMSQAecoCMjCQyEiACM4D8Mvzs/6ylCsjzdpf8I+LhFByUeGs6QmwNN/7eHgjugMRXAmGfWEY3SOtqQFAmccEcypf/TEzEEI7P+l7j2fLMvP+77n+YWTb76dZ3ryzM5sztgFCBCJwQyASElkueSS5LKssl/Y/kP8whTLRZWqIJTKlCzLIkAwFCOwWIRdbMLshN2Z2Qk90zncfO+Jv/D4xbnd0xOWrKLBF+xX27u9M/fePud3nvD9fr4cgQEwIgLOAEyhcmKAgkvfK0ikaco5DwLPlUKpouK7aZowwCzLt7e3Hce59N5PdJ65QlaicG+3s7R8FACJ0IKwYBEEUf7oPPuh/aS1loAREeP8IKWjdN2XCehw/wN/oJp/OBC51L8hP5gdcM4dz1NEyLmUYZqmozTmiCCkAQgqFfQrWmswRrpVS0S5U6s0kazJJ5NRv7ezORrduHfv3htvfJ8BVqvV5586/4XPvvrP/8U/jyqV9e3O+z+9cvHqR7dX1u7cW9OWgqDSDANb9BG5BYtgylAXDoqTNtMJQVn8T/mJZdNkrAVglssyzcPsh1uUIY8H74WYIOSCcQZI1lokgKnq0lqLwAEYWUtaEhEw5gbcJBkTQkjM8pgKzZATOkw6d1c3b95eyYaxGqeGqNVuvfLqqz/3+c/9D//9v3QE7+/1bnx87U++853Lly95ljmuW6s33TBI8iwdjZjjIDKwzJS+pOm7KA9JJEJDZKcrfI7ICJnrh8CEBTKaNBnOuXCcJM/AasnB8wRXVOpPDtg5ZZ77/lRsn0F66O44IGccrgPwkXCRh8oRjlYVeVEUTAjHdXNj8twGUeSjGI1G1hgUglLuupXcFFYbx6u2otZwa7dSCXe2drb+/C/7ycif5MvLy1/5xV/4uc/+mgbbGQ42t3fWtzZXN9ZHRRFGoec6aZGBypEQLUMoY0oslMuysggnaZEQ0GK5DaP990qAxIjM45L0DjM8iGgagTxdPyEgEKEGsBYYOtxzvEoVReR4tUJpScBdZBzr9RYjKxiMR/1333nvja0/dV3ns599/R997dcb7cbW7uatuyuZoUlWpLpQxpReXCTgCAhmmsGOnBAMgmbAGVrAQ+vJ8o0wIiLgBETlbpPs/Qx0OnznwqNIlU9rgQbDUZYrREko0twUxnqubzjrJwmS9lzZbC8tLJ9euXP78sWLcXxpfrb91Pknnjj3NKJ987tv/MEf/Olsu/3Ma2eWlpaWl5fzLEvGsWQ8TdMwDE1RXLn4oRBiZmG+1m46juM4ruAOEUjJrQVryFpTUroel4lnH6vcOBwDc8CDPXwlH4bB0t8lWOPxf+/h2QEZJDCAwBAYcs0QOZKeGhcf/2CytpzrIzNlqedxpqyxqkhGo3Q8ZhwrYVir1V3XKSFtSrqO4zhuOBwnYeg/df7c+saWy3Fhprm1tvLe++9/dOXS0S98oVYJrS5Onjg5moyXjhzJCrPb6bTas91uZ9Dv2WzQarW6vW53ryO4vOX6F84+kSSxUbper1cqlY2NjXa1Pp0SAuV5Xm80ZmZmytnNiRMnLl682Ov1Fpbm037H9/2SNVJ2Dog8CIJatQKC55Nxs1axKpeCERjOueRic3uHAEaT5OrH1xGYVibLsmZ7tt6Ebq9fqVSfffbZOzdvW20m8ShwvfmFuXPnn/z1Wu3f/p//rlLFO/fuvf7sE3k8mZupEWfcCYNardPZOH1m+djxJc75nXtrWTohMpzzyPel6yWTeDgcudKx1m5tb80vhjOzLc/zhsNhURTjSb/fd1596aUoan7nO99auXlbZdn29s7O5uaJU2fas0ut1gwxEUW1vR2NGDYaDa1VGEaRV5n0Jrud3ueevFBvNJaPn9na66yurymlgCER1er1qFqt1+tJnutCKaVqlepse35xcRGAuBAA4DrO0aNHVu/dcz05Ho6AqORhcM7LXVwp8nzomLWFYlyiEIYsjC1jSGSsNVprIomIgOR6Ukrp+75k3BjFOS9JCcYYBsQ598i31pZMpqlFZV/eOb2DyCIyYnTmzJkyy5EAJpPJ0tKilHJjY2N26fjKzVuT4fD48sKgt3bz+seFSjHAo6ePn3/mtY033keN0gohcHttw+DkzJlnqpVqOkkkimScXb54deN273Of+ZX3Ln7cGaTN3ngUKwsiiuqt5qzgThqnoRe4QgiX9ft9wdBa63hulmV+EFSr1X6/XxRFmqb1RuODSz+tNGo/9/znz5w9tbu18cGg39nemiTjNEmrzfoXf/6LS0eW//ib//7Kxau9Th+IKU2JypzAL7IsCOSXvvzFOBmv3d2+fv16nPFyFpPpxPd9AGi1Wt//67+axPHCwsLZs2e/8Y1vXL16tRyChGH4zDPPdLvdOI6Hw2GSJE899ZSUcmtj7cOLm2maMqTy0yuDoxzH2d7ebrXb3W5XGQ0ISqkkSZrNplJq5dbt0POjKBKMA0PO+erq6uLiohCiXq8/99xze73u5ubmJ5984vt+JYomk4njOMYY13V3dnY452EYGmOGw+FgMLDGDHrdufmlXGmw+sji0tzc3N7ujjXmxLHj3e2t3/6tf4qB7O5tp3E6mSTcBidPnL304YeD/tgAJ+SMCKyiPEdrAynLOGAA5nmekNICuYHvep6xY+1IhpRlKWcOEw4TUhd6e3Nvd3cvy4oMHC0ciyzX2ipCzmwpaJoqW8gazYxhrFxuT1HAWqeHd32HZtAHQz16MACVynXW9LylqWvAdd2ZmRnXdRnYNC0Gow4ZGI8nrutKAcbkRJYxKM1wyAT7B9P1ISKgLZ1LBIyxIi2MMQeL/lItULI0HcdxXZeAI5PaGmUM44hMGCBkKH1ZogKstWPFKzICrzbRBTrCa4eVhaOeIxEpz9Lt4eT22qbKE87YTLs9d+TYqXMXyNjO3t6tm7c6u7ujODFad5NJ1KhrXWRp6kY1lWbIBQoxRRoCoC1B/cAIqFxhWQJEISRBGSTIAXSJ+78/x0V46Jp4FPn9UOvC+ZSCo5QSzCk3fgdd81T69UhR+yDaGxigZBwsGaWBSymlMtrswxtZuSsyZLUG5IyXnAl0XNd3hCs4WZOrIqg4geNyQERQ1jIuJ3EmuCjptKRtrjM3ahGLXc9hDncr1QIYul5hmWVcgTBGSMwPSvOHGHcPaVYPB14RER7M0fExAcePrY0OMrLLS2iqPzHGAhhjlNKSc+E75bTeWorTmHNRmmzKh0rBBCODpIXwqn4l1zAZ9pqLy1brTmdvWNgffHD5e2+/x4VoNZuzs3NLS0tnTy9/7vXXwigy2gyH/U6nd2/1k+2t7W53MBpOrDK80NIISRkziiEzmsiC5k75pgWXxlrm8MJYA3aaEonEmKFD3iHGWHnLKGNpP/GC9j1sloCA6RKkgZy7cgoZMqnBjAl0qxXHCICSnqYt6SROiTwvDKOIiCgt8r96862//uFbnuPMttszzebxI0e/8OWv/uN/+t9mVqdZsrO7d+Wja73uFiBnxkXpIGOcwAIoy7h0ORKSPRjpJPGErLZKMcGEFPFk4rged1zYTy0pihzIcl5GODJlLGMsz/Nw/6bABxYmBPSA8nm/0Z2yMQ7T4Q6X14/mVksp+f7NiMgZg7BSK5QuSHlhtdwDcMutAGkdqzUYbYnn2tSYaLXaBZhKu8GKYlwU//e3/+C//PEfttvtZqNRq9WiSuUrn/1cGASD0SiO4+uDrirSJDdOpYKWdGHRcSxpZIDWIgNkxKbxccqYgjG0FhCBc06MF8YabQ7PDsvzpGwS7tc9WLqLARkDZNYCMoZMAAeNqJQ14yRXBqVHRoG1xhqrAYgZa7XWlaguj8i01bDGfHTv9tsX302SeLbdPHr06Lknzj/9xPk0ze6tbXT7fTCGyLqOLMOdOMIoHs3iohZokBe2jLXfT6hHMMaU4yQhRJqm+92OKXNsaD/bnZX37P6beqwj7qGDbnFmQaXrnJgqLDDJLOapAmCeUxGcAdjE5N0snRA89ZnPuNKJR6Otwfje7kXSpr5wdPHUOZXnaxubW1t7P37rXdd1+t1Ou72xuLjoSoe4cIRjjN7Z2d7Y3ZTSDYIgCMJ2a9ZxPMdxhHAY8izLjTGe5xSqIEuMMyAodxGHG7wD8spDUs+DC/Ww4/RT09UfC9p9cD74kPT38SMPsFNnCTJC4IgWgHPEQwS+AAAgAElEQVSGVIa2P/6RLYRwHGfU2ymdJ4Kj7znG2sFgQESu5wnZ96NOGAaI6HmeHwUsjMBYVHmeFdcvX7x48UPXD86eP+cHbnxiobN287233q4GvrFWGSKETqfXareHo9HW1uapU2cW5+e2N+JcqzKMe2NtzXPcP/r2H544eXxxcSFO4iTPvMDPsqxWq21sbKhCcc53drbbMzPD4XDpyBEhxObmZnd3VK1XSuJoxXfK2RlZMqQrlYoII8MgGw6SNGbIHSGJSAjpen4YRi++/HIlqrbnZi+/9aYQ0lrodrt+FFUq1ZWVFSHEE+fPrdxesda4rjMaDu7eXXnttdf/2X/3W//v738zycdb27vV0K1Vq7vdcZ7GGgxzcDIeJvE4STPOMYoCANpYWyPgTccfjUa3b6+gzQFgbm6uKDLpKseVTi601q3WTLPR2tzefenl047jb29vN2qV0ydPDkcT0IVR+YljxwvLmHA+ubZXq86dOHb8zsrdSZpXwkql1lg8unjk6PGoUkuLvNlqXrz4wWAwMMYCY9rojz/++Etf+epoNHrrxz9uNRr9Xm9vb6/X6+V5IQTnnBtr4ziePpeBjNae55Ut9KNs80MuEs6EACaESPenIUhkCQwiWms4Y+WYIAh8RmQtJzBgCYAYQyTaz+uCw8bsAz/zVF+KkKap9MILFy5MJpOdnZ0nzy7f++Sj5aNHGWOra2u19sLOYJATbm7uBp5TKOBerZA+k429pChQCCeKwkaWxZN4WOjR6sqd0GktL56ejCe+47rcvXb19lOnerlG6YRnnnjq2u2NvNBhpZ6kxdzcfJIMyFrPcS3a3jgZJONOtxv4njJ6plKRjjOMUzfwldFK61QVC4sLZPSffutbx5YWVJZsbKwF1WicJq32LFh8/513333n4t21dQu8MIUm5vj+KI6fffaZr3/tV7N08pO3f1wCnxiTJXb+4Pnw7rvv7uzsrK2uTiaT99577+bNm67r9vt913XDMLx27dre3l65GAeAb3zjG/Pz8+1GTWvdaDQG/e54PLbW9vt9R3phtdZutyvVSq/XCytRGIQWyPO8Qa8/Ho/n5+ddIY0xSBCniRCCc16a9HZ2dhhjg8GgXPFVKpU8nvi+f/r06TiO8zzf29trtVqMsRLV0el0Zpr1mWbLanX10mUCfOWlV4UQDMDhfKvXVVn+xne/90tf+3q7sfj+Wz+dDLXJ0h/94D0AQAgkE8aSUgpULkgxxhhYsLoUAvlBPYyiNMtLPafn+UmSjcbjqFL3/UgrGgwnG5s7w+HEGCImtWWFZcg4dwQZs0/RAEZ4oIg4uLzDMKw32nt7HcRsWmkgIGKZsFau/kp816NdXzmuP4gyQwBjbHnMzs3NIRk/DIXjgmXvvf3uaDioVP1Gc9bznLBar1Yrh/ZK/2C6PriP3zhwAu3HKD1EoyYiS0jWMDZtbi3ZffBHqSRiiCiCuuGBcaOCUmsN56gANQmBKCtRxasFjRmBprxbbm/38ni92+m2mvULL33myPxiURRxHN+4fjmMKkEQjYYjnxgh9z2nMNqQtUDIQILnMrHfNqElEL6rClMoVSgNiFEUGEp1ofY3FY/L9aVpz/YoA/4wm6T81hhTrr3Yp4BaH/u/34cicMY5F1IqC3GScClC32cMlC6yLNW6CP0QOAJyA6iUImsdzpRSVhUExDhnQlhrgXPGkQNYY1whOJaFjCnRpeiEfqXZ29tMVMHDsCAY5xkx33M9m1rGeakfLV+b1lprXfKdH42GK3NL7jfDDwimH/UB4kNaKUvES1UnZ8aYsi2UUlpkknOrlMdoas8EtGgtA2aJrCbGAYEBIGLiVRhZDoZsYVVqnIriuVObJ9KtsIGIShtjrM7zYZ701nav3Vnd3VqXjEyWVKLgpRefP3nyxG9+7ddee+nsJIXf//1vfetb376zsi3QKpdH9QYTTmG0Yg6Tbq4Ko22hcyFlvz90XC8IKsQwy7I8L1zHSoucc1UU5eeGwmGMgdblsQKHbpYSecOmKxggghIXaHkMIgUUTFjiAhFJARdoDDGsWmstqQJLaoUvPItkkizdHaaDyfbNO+t729sO5y7L2rMzv/brv/4//6t/ubW7s721870337h7byXJskaz1Wq3reMnSmdJIpECKRGIc6t1gTZngJIVkjEumQFlc00AXDhcOIxxzw8YY0USG1OaPdw8z6cqLCJjTMlEPbyHOLBFlXeZ4OLhxHC6DwR67MZvuhIvu2WgUpVX7iQBkHHGOAdCAAuAxMorHfwgsoChH+TJhHGZSC2cIKxWBGKidLK90+33B3vd7s6u57ovPf/CqVOn/sd//a+Jsdt31/7qzR+NRiPhhxyMkEJymZNGwLxIyhD6RqsRhf5w0JNSZkVhLAnXY9JxXVdn+f0SHwAQSzHV/TiB/bDkso3afzhZRGGs5VwAMkAuhZOhRsasMZxzMIgMBRfAyPHC1AGHMc8azVm2a4nxjz/6+K0f/nimMfv000+//NKrL597ujMZrqysbG9vxVlaqVU9KRORcQcLpXLS2piK5/vA0zTN07QM2kZLYKxknLThU6nn/eCK6e/RkrZaMiaEOECbHJSSh3v4gztdWMDCCIOWUDCOhISMCEhb0gYRFdnc9zLOgQnmua5siUrV8zxXOONB7+7m5mg0Ksb3lpeXjx8/NdNqXb58+eKljz++futLX/z52Xa71+si8lqjFZeOf6Xvrqy++84HALiwsLS0dOTI0tEgCFzX6/Z2hRDSkeVxjQzEvt9iP9wR4UHa2uFIwMfO7A4bmA+QKvTgI/R+0s/+jfCAv38qH7gvukPGEFFyyUlzQDY1q6A1mjPGDXLOaGqgffgZU5Yj2hjXdcnw2sJinKVaa6WtEMLxfSEdbVGRsMYmo9RJRl3kAByID0ejP/7wYhzHi0ePLM7UwvmZz774rNDZX/z590b9LgrZH42PnTgJiPdW1xqNRpKki4uL169fdzx3dnbWd71ep1uvNW7fuDno9GZazYHnxeOJMUZpndu8Uqn4vl8uiseTcam99D1vb2/PGNPr9TqdWqVVN9YQQaVS2VDKd0UWp+XtI6WM0zSJE855roparZbnajQaaa06e3v93iD0fCLI88JoW+SKGJ+dm5ubm9vb3X3uuecY4N07K0VRWKM44q1bt44vL/8v/+v/9vv/7neufnzz/KmjZ584u7HbFQZIOG7gDQfDoiiqlWi0sZ04Sb1a3dy8o5T2/Wg0Gg8H8Y1rHx5daMaTcVSbcT3peU6vP42kdxx3e6/33odX97qD8XisiqwehZHjnj5+FGVUZIlXndne6wokU+Rra3cvXbkrpPP8Sy/N1Fi7zt0gWFo6YsDJdJGpotPpSOEg4urq6vrG5h9/549QypnFhbmZ2RuffCJ8cfXq1dOnT1YrFWvMzs726upakiQsB7JUElweygV5kKcFRCQF09ZOJqMyucF1nSzLzJRCa9MsUUXuaoexgHOGlggM2fIEgykTD0kZM32IW6u1PmzqK6//osh939cEP7148dVXXmm3291Op9yctNttt1IvimJheUlRMti6CdYaCpZOzP/o3RvzxxZnmy3NpR9FL7zyyvYn30VG9Xp1PBltb623a3OjwQCNffrCk2eP2UGnd+bM2ZXV7R/9+K04ybrd4fd/8AOljRDy2MnTUVTZUhu+4xaq0Fq3Z2c4ouM4juO02+3dbt9znLxQ1lqvEi4vH/nBX/7F+q3b1z7QnLPjx47+9NKVSZqcPX8eLJuMkt297nCcFciywljJbJ49/+LzX/nSlybxOB72iiwB4IdBGIyzvCgQYHV1NU1TZKxWq41GozRNoyhqNBq9Xi/Lsp2dnX6/DwDdbnc0GsXDQZ7nrjhRGunLglxKmaZpWSeXVTEiOo5TDAfVWm0ymZSL2TxJyy+y9plnn+12u0VRbO/ucM63traMMVc+/shaW4as9HZ3OOe9Xi+KotFoRESle62cBh47dmzY2xv0+0maKaVOnDhx6dLFeDwZDYeNarXX7caT8aCf/9f//C0pxNrqBkeWp5YDFkVRaukJubVWgGbc+L7juq6xwLlotFpBEFhCzpkQUmvd7XU9z/eDiuf5/WHc6w26vdFwFGtFyKW1NjM2R31YOmEeEW6Q0QRQr9eXj56am1+6dOnycDjef049MIwjwk/b9T3a9ZUcislkkmWZylPpul4QkQFjVLUWXrhw+sjRWdeTvcHY2ALQGMv5PxiG5yNMs0+bbh5+4gGWsjFW7oT2V0A4hd0hAHKCEvSOwKaBRAWQMmSRAKUGm2mLiJJJv9L2K2Zu+WQynnxw9dpb738402y1Wq0LzzyzMH/kmRc+A4yvbm7nRXF3bb0wGgX6gec6rskKReS4fpalaVb4QaCKHJC7nue5bpoXRZ55odSGSjHe1D8EZgrktNPVzKcgGQ5PbQ8kvwh/16be9b10OMrzXHieHwTcEDHU2hSmILKVMHJdubu1w4V0PN8RUiCbKqHJMLLGaqMNoEVW+gAZIDBiBNYSMASwJZCQJlmh87TebDarwb3VFSCq16vdYTrsdTVxl4VpnJYszYeQMw98CNZaQmutJXwk7OrxF8dDXsHpObgfkXh4JYiMT6cDqIGYLTWjhAjAGKf99tKWmjMukCxDVuYrEorcgAbBpEQUjDFuEQlFYD2bg1ZWpdJ1I0eQTo0uPr5+/c033/zm7/+nE8eOPf/ci7/w1a/+zv/xu5ubm5evXL380Uf31teTPIuqtVizVPfq9Ua1Uk3TnBDmZtqGQBljlBHIeBCQTThjjKZmRSllPl2B7lujpkA+2C/WEGEf9V7ChgAZGsYsokFGYJExRlIAMWDIy3oRtUVtyIJRZJU1WgZSGzMZTjiA40cLs7P1gDY2N//9N//D2z959+u/+Rtf+eqXv/jlLyml1jbWv/vd7168eLGX6Ep9JvL8Io37vT5DnWdJterWa8FwFOf5KHD5YNgLoygMK8CEsqCtLnJTrgfzPAuDQJSJJqVQGffTLxHYvqj54Pp5LOrj0CXzgJz4odHAo4jC6RGPbKqW3BdB3werMERiQghLwB1XaI2O4AIJwFgisEJKLnE8joOoMtOeTcfxRx99dPny5f/w/3zz5Vde+7kvf+W3f/u3V9bWPrxyZRTH414PkaQjGGONyowj5GDY29vaKNK4Ua1Ya13PMcRSbYpCGypc5AdJ6KwUe9vHGN4OyUVw/4oomSsGCDgvnfoGsJwoceKAFgnJMgIOzAmsJaOycZY6QTi3eGS22WbHWXdv772fvPfOj9+dnZ39/Fe/+sIzz5knn97ubK9urK1trBe6yNOEc+YyxiUr8gQtea7nlP2bMcgAwRpdSCEO7GSA+67AA2+btWz/fDi87nv0Ht9HOBBnTBcKuEBLgpdKdktkASxasEi50YU1nuTEeKENd5yJUnFeSC84euYcI1CTha2Nzb/87g+Xjy49+cS5V159feXOrX/zu7939MjSV7785bm5OSmcasVRSo1GI2thefnY6up6URS3b9/e3Ng6cuRIu92uVEMiStO0KIoyf3IymRyQYxlj1tDfgcD58A8gPHbsdVjtxgU/GASUxXfpfDsQhyMiMeTA+VRdXubHAKB9CHv76FeWZeV/TpKEMTSFUsZqYywgs2S17g7GmQJgaIzhZkyEjPEwqJYDK9d149H42kdXblyDarWytbVVq4YcwRgzGAwqvd7M3OLe3l6lVp2bm3/j+9+tVqtA2hiDDKWUvuclk2TYH3Q7XaUVMCKiLMtcBz3PS5IkqlaMMWma5nme5/lkMhmORqWRaTQagcPDWpjnGVhrjGHISv6hBCq54bk2Ks32Oh0iJqQgovnZ2Ua9boy5dOnS3l43iKJmc0IMDVCz1QrDsMuYFzqnTp3Y3txARg4ywXBpfmF3e+fVF58+cmR55eoVi9Dr913XBU3jvAh4ZWdn9+L7F8NKZWN7+8LTzxaaAt+NCaTktVptMMyzLK/VaqrIjDFKKdeV1mohhNGZtTCZpN4o1ZqKAtZX1zbm5ifjiTGm0l4YF2z51Pnba5uuFMJx4zjO8jxXioBleVFrHiHCNM8AYZRMZmdnlVKT4TjLMs55JYquX7++cPTo2SeeIEtFmiUsefPNN+/cubW4sLC9tbW2tppn2TRThDHHdQEZgf2bCUNCCKvNeDwcDAa5trlSZUPIGJZm0SxLXN/dT7QsdUh2iuxCWyag3Ne53C+mH5iVlzjWcZJXKpUXXnhhMuj85Id/1QikkKLVas0FlZX1nXEcoxBbO7v97fW7t+7NL50YZxAW5u7mTgHm/FPnur2dLM3q9bqQKh4NAEAKvrG6evXKWy7Ts63ln354eeGF56IoAgDfd2dn2y+99NIP3vzLjc2NRugwzofjUScvlFGtdnt5ebnf7Tqeq63hjlRKhUJwY8MocpFbawPPX5hp9/Z2yJiPr16ZmW89f/Rlx3VnZmbytAiimhxnFpmDRgEQYydPnvR9f+3uBhol9pWBdD+zmhhj3V4vTVMpZRRFs7Ozq6urJeQ2z3PO+fr6eslQiaKo7L6KRCJiXhRJPFJucfiRWhRFYyZI0+lk5OjRo8oaxnmSpb7vB0GQx0mapkmSzLTbu7u7o9EIEc+fPx/HcSkNnUwms7Ozc3Nz/X6fcx4EQfkz5XJ+dnZ2fX399OnTS0tLeZ5vrd2LApeIurs7jLFatb61tZVNYl+wfren8twa3dvr+b5fZMaYLE8zrbUrpbWWc+FIFxFdXzgO1BvNZrOllALEWr1hrR1P4pJOnGWpscwPql4QDYbDza29wXA8iVNtgJCRsdrawoCGh13Z9OC5yACIoFqtzs/PO65bKpx/Jg1ROdkvimI4GMRpmhV3VF70B/2Fhbnl5cUgEkWR7e5ujUb9IGrR30NMu/h7bvnuo9v+hsTzA3EflDFhNJ3QI5n9Zm86MZXMMjBoDYJFzrjgWBYCBIUpzwhpGLPapIVBRMEdpYj50dKpJ4CsUmqg1OWPbn545aaxdPrMuWZrdm5+7vNf+KJFiwhpEff6vVFv0N3u9Ho9BtSs+3mRSuEWOi+StCwZpePmeS6Rua5b8pQ86TDOkAsiYjSN69KHOp/HNsPWEt03x/ytS77HMwMswiiOB8ld4Fy6gXB96bn1et13HcYFKqOMrgWRLWPrtUEAa0xhFAeSgoNmRmsgzVjZGVlAQIFADAkBETgxAiKq+ZUiFVrFvf7E6tgaM+huem7oCYFcxElPyv3Y+v31y6PxwQbJEhpjCKfGHmNMyVckaxnyx82gPyWy6oFETGSMAecwnUEKQkJAmk67kXFGxGjaJwARSGYZWQFWMkIGjHFLaAAJZVEGW0kHiFuu0DroWEmhLzxEA6pw0HrNxWjhtFJ6nKY/ufTJW+9fPbl8rFqJzp49+bWvfW12fn40HiEr7m10VlZ3bt283e9vl68njYk7HlkCQs6YJTKSW2OVMWX1xjlnDAwRZwzLxG/GgNNhShQZACJeEmURCMBBLoAz5AJ46d2xCIAoGLcCiQCQI0q0Fq1Eo4EMR7JaSS4ksng4tMD6ufGb8wFjq3vD//13fg8ZNJvNRr3ebjeOHVt88eVXhBMkadHrdldX7mzcu3s3HtUqzifXLn3/u3++vHz8woWnlVQLzYgLIMy0QWOQEY9cjyFxIQR6HJCVGr+y7uds/2F/Py++jDJ4yMX34I1jy9L2oZbv0cavnKvgwTlkLYEBQCgPUyJroLwuOEeGggFDLlBwJiV3XcsZFw6Wu25rLCMg6zdayXhktPKqUcVztVbJbvHexZ9+fPvOsy+89Myzz3zh9dfzPOv3O/1ev7O7NR4OMr2nOfc5E6FY1ymYPEkyy7kFYZAJx3G4wEIdEj4QgUV6QMJnpi7yqYmLs/JkNEDIywbQWIejMTlZhRz3+1gBjAisIULOOOMA5EVhnt1t1urAnLAeZZO4Obc4u3QsTfPhYPQnf/Znf/HXf+U6Ym5+9sy501/6wufTosi13un1xpOJYJwjciCVxWX2DENurWYAeZL4joPWMMB9Yef9TX7pmDbGJklSzvXzQ563w+nkB7/r0WTMhNBkGBPKFMA4kSUqFYzEEAhJK621EcLRlgpjfcdBZGRsgUhaW2NdHpw8/+zSiXMrd259cPWTS9duhb77K1//J8NB/4Mr18zFKwh2bn52YX5+ZnbGccI0TR3HrdcbCCzP893dnY2NdUB75MiRo0ePViqR1jpNE9d1SlFDafAj+tTB3d/w1Hto5EXwqW7wA3UMsvs70oMp20PKCIuIhIi0PzaiA6w0e7i8uf9KlFJlvZhMzOZwOMoy6bhZUcRZjoxTdzhO0lxpYpwAueCCMikdwYXR5DhuGFY5Z2EtsCi3djav37otHcHBjgbd2cWj1TAaDAbb27tz8wtSuHt7e1meIgExdfvO7fF4HPpBkeVaqWajcePa9Uarcez0MWSMS5EkSenJL0vVKKp0Oh0pZRzHRVFkWZYkSb/ftwK9yOMEURhKKadMLM610v1+D7mb5v2iUNoAgGWWKlG4sbHBGaZpNux1raEsyzudbnOmRUT9Xs9x3TRNOWDZ+Y+HQ09KX8g0joMg+MlP3j33xPm4u1mt14Gxwuj+aDxJ1MZmL4z83d1ertWTTz/NkKk8q1aryFLBmbUlkV+Mx5Msy6p+VUpeCiyjKLTZ2BjjuKFwIkBHMOx1xlvrq9VK+Cd/9J3j5y689sVfBkbjySAMcDjs1WZOCyFdP7y3vvHk6dmNjU1r9cKRk07g8IzXGvVev6dyVW82rMVara4NWWM+/vjjH/3wh2maOl7Y6XQmk5EUYjweI2KSpEKIvFAEliES3N9V7EOMzOEFFAAUScylZIxFUVRzfWRcKV2pVlSeG6M4A9epVatV3/cZQ2MO8/ymgqiHVuI0VX88fJ2Ox+PCwGQyuXXrVrfbdaSMoshzvfF4PNztxrlNk0nNE7bQk/4kkLXRUA/HqqZtnUOS9pcWm7vbN3wwjVotTvcAyHekVtn2ztpo2D063yKd5un4rbd+4AX14aifFzrNkrt3V+YW5g3Z0WRsCBrt9mQ40TY7f/58nCTD4bBswKSU80uLkyQnhNFkvDvYPLqwsLgwn0seoN3r7fq+Ozc/f/z0SU7yu3/9vXfffpe7viZUFlKlMq2jRstxnOvXr6POPAYe55nliEjm/hHBGGs2Go5Qu5sbWZbNzc1tbGzMz88DQBRF8/PzOzs7w+Gw/FVKKWdmZmphkCRJURTGmPKMdRwnTTMpZVEUaZIopfIs7/V6tVqt1WrdWVkhBKP0ZDLJ8rxc+vV7/ThJ0jR95513ZuZmL1y4UK/XB4PByy+/7HneaDSSUhYJxXGcZVkZ1TCZTDqdTq1Wq1arKysrZSJOFie6UPFkcu+dd19+6ZVmrf7J9vbuDu90djlnjnCKTBmNnIPr+q4jgWA4HLpSuo7rug5jTHBNHKNavTU7GydJlmV5UZRBCUWWa6MLVcwtnigKtb7Z2d7ZG4xjY0iDACm0oaLQhoAQSvs67FdV+/Pn+4wWaw0y5jhOSTbO8/xn0hOVF7bv+7VabTzsK6WSJCZDZ86cPHVqOQr4cLxz48a1j6/f+trX/wlAwRj/B9b1lb4yzjnnnBn2af6NgyMAEYjMFNaBhxvC6XTJMaljPGFzSQpAMMDAcaR0OOMqLbTWhbGIEh20xpC1ShWWDGMkkCHjmqwlG1bbWZaNe8Od3f7q2rYQQqk8ySaAtj3bOn5i+clzp+dffz5JkrX1zRu3bq2u7vX6sbbkul5Ua4R+4IfO1t6EcVluzEuZQa6y/RmYLe0uFh/edx0GGJRyrQMC7GNLBiIg+Fvs/prsqXNnjp04hYwnmVKGBoPB1tbW3X4vSxPXkY7kL734MhMiL/QkzYqicF03CMIijRmg4NxzXGsLwQQiEBg2DaVnBID78eJEJJklZmcXWr/1G7/Cmf7k+kfraxubW3csekrT4pET3dQyxkqQ17Sde7DbL1FcdEgHNf1A0JYaOwsWHtG4fhrvYborfQAWO/0wCfj+Tg+nBRlMHV4Ht7VDiQDihA4QMCvIWKPIaiY8NBYdIYVLFpUGMAwRgQdB2DBGZ0lSFAUiOhWnwoCNJ74js/FwvZfSzvCvv/+2UllepJVK8MQTTzz39Pmvfubl/+mf/YYXur1++v03f/DBh5c63cHdtTVjqdlsBZ7f1Q4SBlIyzysd7SwKiIgJjgZLT/CDkixiSOzA/QUGALj1hfUQGCdRghcNGWCWUAOCpbJI5pwhIBecAWnfEUWe50VhjfIkX5ibudWduL6jVDHRJoyiKAq7w97G7l3n3vrFqzd6vV46mSwtLJw/e+6XfuHLT/2rf5HG8UdXLt24ceMPv/Xt995+4/13vm+MOX3q7PKJk+effKY5O99szqHjdXvjyWTCUEgppcuEkI7j5Kqg+4xBVhpjy+BvY225wXxE0vmALfYhXNDjiK/sII0aARCtIzhZoEOXheGgy/kDWCILjOWq8KO6ARCem+hCGgcROUeQaK02xjBXuFImedqZjIIgqM40Fl1otWb8MFpdXf3Rj340Hg2X5ucrUfD1X/3lf/wLXxwO+z/58Eqv19vd3U3jXKeTLB4K7hhExhkhV9bmpgiRHTolCJDY/r/ZF1PBfRYIWcE5EBpjsPS+AllrHQFWZWA1CnEoZ4MZCwiWMRaQm6vU4W46ziqLRz2v0u13wzDknGWZyj2Kjiz4RUtKVo3CQWf329/+diUMPve5z83Pz3/mmee63f7GxsZ6ZzuzSinNmACyhcqkdBnyPIlrsyHux4VNz262r08m4pybIlNqSobIcvXQcu+hb/vJSLiuQuNwzJXmUMb9WQ4kGCFjZXQgWpKMaa0FijQ9OIfBcdxKNZRQS+LYcvSr7fm5Gas1GPXuhx9l8UQKtri4eP7smfFg8M47H2xtbc3Pz588edzzPGsoinw/cNM0zYusEoUrKySTYDMAACAASURBVHeuX78WBMHi4mKr1RJC1Go1ANJaP5bodhhB9Ld2fdPNJ7KHNJ8HS9EDZZ0lRfczD60x+j4Wa2qpAuSsTJolsEgIjBgyVs5SsWwCH3n+MmatdRwn8nyONggCJpwgioajkSKGTGhg0mMF5GlW5EohY1E1SHLLGDqOlxUY61RKGTWl74RedeaTlTXXdY81Q85AcDY/P1+fmWm05u+tbaRp2mjWd7ezIPBrzZlGo7GxuuV5XrPe2N3cIW2iMNzd3RW+8ELXWis5N8ZUKpVy2+n7Xhns6Xleq92+evWq4zilPHIwGDQqoTFGSmm0Kdvyve3t7e5es71QGCLGg6iiimI8Gs7PzXEOzXo1dSXSQiBcFDxO4jxXrh9qY+S+BBcZIaMsS5gxrVrDFgodDIIoYNINAu66wnWCatifxEEQOZLnOk/igjGWxtnq3Xunzp4vDHW7/aLIdnc7wmnFSXL9+g2gQrjRsSjI8owxhowppYyxBKI3iOM4A0BXQJGmreXFauTcW7l94sJ6a2m53W45RczA+r6fpKkxplBme3fv7p1t1+FHTpyu1WeDavj0009LKd/+0VutVmtvp/vss8/6QbS6sbG2vtHrdoMw3Nvba7fbJUum1ArmeT51fhIYYyzBQ0/kfTiqvd+tWUta+74fRtXmzFy10Siv/NFg2OvtAVmOjAnkHIsit1oDUGkVK59caAnAGjud+BzkOT9cKxK4riNRbKyv37x5M8/zIAzb7fZoNNrd3bXCvb2yPj9rt291Jt1uI6yGEFy9te5KXyud5ZNmw5mf8YTtce7MzdU3tobSYdrkSTw6emTB5ScrLr988UYa9/cmyRNPzeZa5YbaM60oCllWDIad9vNPSc+1gFGtVglbL7zwQjwZu4Hvuu5ep9Nsz2it+/3+q6+9trS0lGEiHRnUa+sba5HvXd3ZXlice+1zr2WF7e4Mfv8//sdXXnwllglzJAchiayRnu+22+2tjQ01id1AMqM5dxGxDDg9EHkeO3bs2sedMAxrYXTt2jUhhNa6Xq8Ph8NWq7W8vDwej6MoKjEqUsrqwvza2hpa7fu+FDKJszLLpFxeFUURhmFe5HEcv//++9JzR6OR47mWmzzPtdZ+EBJR4PmE4DhO2T0WRVE2mf3RcHt7u/TylMXwxsaG4zjVanV1dfXFF1/c2dlpNBrtdrvT6Qw62zPt1r3VtSzNkMD1nDSOe50uaIUAgnNrtSNISgpCgcjH48QoXan6nuMwRLIKDBHnYbUR1ZrSCwImmHB0oYxVeZ73Bz0EiIJwEuud3b1ur5dkhTIAyHOjrTHakpkmYFsgsw/WRCCcZpjSftQegLHgSMzzfGdnJwirB4Shn4n1TSlV3nFRtbK4uNButmuVkGw+iQe3bl+/fOVifxh7viQwyCz8rGPa/967vsOyk08j9R+2spcbqdJ4c79uKAWQiKhyNLmwubLGWIMWBEfXEY6UCtBayaVHjBdFMRqNTFlkKK21KYqcc+b7nluJ8s4wV7bT7TUaM1K4xirP82ZmmwB2OO69987b3//LP3r6qbNf/vKXv/D5V17/7EuAYm1zc3u3c+3GJ/dW13Z2O8bamYXTRZLpoigPpvKRw7jd92YQMIYID9r94YBFMW1ODlE6/s7tfL/f96NKq9WKKlVFqDVNJpOTx08olY/6/e2tzcl4+P5774VRJahUq7VGrVYTQqg845xzjtagVkpahcDKLSuhQeRaK0Q+5cUREpFRGUPb627dunH1yQunf+PXftkRYq83XN/sfXLzzuUr163bLPUq5QS6BLQ+ti4/ULLtp1aUOeh/06T8oYtnXzB2XydWdo+lwtOAPAhLKEOiLUwT4O3+RMEhw8FKZBwsgOGk0WgympU59sRLIoJAACEsAiHLDFhwIHSFX25beDwZefU5neci4DZLOsNNJ6yeXDyj8qQ/6K2ub1y79P5//ubvHTly9Olnnn3ymWc+/+pr/+hXf/Hu2ua7732wtrGxurZx995dsXDGZEVuLHswAJdNE01o3xw/vUiQiAMCs3hIGwNGonUACIkRWCSGqMpDzIAlIIYOEtopMccwMkaTZMyvVWxe9ONxMhm7tRkiki61o7pS2STPvEqj2mxbXSTxpNqcmZuZ1Unyk7d//Eff+i+LC3O//Itf+aWvfnX56MJLLzz9F3/x5997443t7e3VezfX1+5+dOXKwtHjr3725y8889LcTNv3Yq2tKgxY4pILIZTR96XOtnxd0zd42PF7eL/3UOP3UCHy6F7FPiIhZ9PIASolsqVMFOmBiy1Ok2arZSwxR1qtAiYBwFoy2hTGKNKpLjRZN/AroZcV+V4az3DRnGn3B6O5ubnTJ0/duX3L6ryI43/7u//m//Kc/+aXfuEXf+M3HcdJ03R1be1P/vTPt7a2KrV6Tgylz7wIhUtktdHT5T0iY2jJPkbYeXAjTO+faYIoTg9OwxhY0lCaPUsSUKm0RLQWATDgnjEKlM3GOSdZKDOzsJjlWWY0qwQ+Y8aSsJ5Vapyn6MiTp09v3bv73T/7s2ScHD169MnzTz399NPnzp1e7W5vbGx1u12tLUeG1jDOrNaOEEiGPxorimj3VQDwSDt02OP3wPbJGi4w0wrBWDBCCNDTPD0DZMlwQkacEzILttBCugZACuE6ngXIsqzT6US+Zy0JJidpASiFFE4YPnH+Sd9zN9fWut29N974wVy7deL4mfNPPLm7u/veex90u3vHjx+/cOH8E+fP1mq1drudpnFpIdZa37t37+7du/Pz86dOnSpZF4yxUrnxNzd4n5ZSQ49gjR4Qrj+4DJmGuzz4QR3+4f2pKcIDNmn7KfzPwxl/QESTyaRE8nieXxRFkuZKW0Mq02YUp2mhDGBWKKUhMbYoFGciDIzVZI2x1sa5WlqYPXHyWGN2UUopMJFcIFAQhLVa7eSpk4ZwZWUlzZLXX3/9zp3bSZJYa9Ms5YwZpZVSnudVoigrsngSG9CMMa2nTH9VKCFEnufLx47dvXvX9/1mq8UY8zyvHDgOBgOXY5Jl1lpLUM4fy9Bq6XhcONoUeVEkkwkAFCpLJvGtT25EYTgeDYUQ9VYTGdNa53nOJWs2mx1jXFcqpUrGNQfI0vjY4tInd+7MthuNRkNKxxgzGA2Xl5erjfa9e3s6ZzxNvMCtVqN2e0YrOxgMGu1Z13WJbK1WGU1MFEUzDd/oNMtTz/OmOWlFYUrbiOB5YTl3jCbiNOgPQt8/d+bsynYnDEPf9xaWFvKt7dCg1abZbMZJFgRBt7t9bKntOOzGjRvG3r7w7FMXnnpiYWEhqlTKTkBr3el0JqNxpVJZXFy8s7KC0i3zEsqANc45kdWauMCyfmGID+U7PoSoBQAuUJsS1mVH45HFKXYrjZM8z4GsYIxZVvI5kcrEdVOiqQAAS1cqcw7/mezR7GJrR6MRcOf4qdPVanVt5eb62tp8I+r1evPLOqzU4zguUr29vuJJlCSyPDuycOTskRN9TYNh9/lnL7z07Pl7KzcDXp2fn93r3ivrk0olevH5595K70ERD/odQNueafiey2PT7+7t7e4QmclksrmxvrG+1R+NJmmqsvwzz74eBMFkMg6CoHydrusWebcEU/f7/aASbWxs1C0k40kg+d721lMvPFev1/cGYyBWq9UGvf7d1bWtnZ51RGysQRYRlXQTLnjo+Y4QaB92CbXb7TJitNVq+Y5rjBmPx1NZxGiEiKdOnSrhiJ7nlRkhYh8Ezxk/CMouIStzswuu65b1eTnxIYAgCIBh4Ae1Wg20KeXrSqu19fUwDLe2thzPDYLAWlsURTn+DoKg1+vNNhtBEBRFUS4bfd9P0/TkyZPW2q2trcFgEARBFAWlNltKbpQej8d5kSWJ4AzTNAGy43Tiub611vUDzxfgcmMM52StBqsJQBMZwuF4kmQZIpIxnuemSV5+Dgwgz9Ot3a1+f5gXhSbSBoBRoY0FtIDIy4fivgalLACAERAAmy7+yrZDQClV7ahOTVOpw/r//1WuQ/r9vpRMFYXretbavMgG/XwS9+Px7tWrV/b2dtygilMSOP3M+7KfVddn4SDCq/wHay2hAVA6dxwBoNFyjiXGFw3ZEkSBnCFDBLRAAi1HY6wBA0DAOAdAaw1YZIKXghVkknFHeqFSBSIJIYsi44wBWUOaIRqTgRWOYI1aCAAWyWiljNVaGWuUUqPxJHRc15AGRMEMQGEIOPSGE221Jaw1F5utud1+8h/+0x9b+k6tUp+ZnfE8z/W8M8fPffaVz5EFpVWhze72Tn+vO9cIuKR0tCccgbYo8fZMCAKHNBGC63qWyNhp3DQBs/D/UfemP5Jm2XnfOefe+y6xL7lnZdba1dX7Pmv39MyoKTZFgxjQBk1JgCFD/mDYpGBZsA3Df4A+2TBAyKJlmCJtkjOiIGuhyBE9Gg6HPTM9PT3dPV09XWtXVWblnpGxR7zbXY4/3Mis7OoeiTD0hYlEITIrMpAZceO+95zzPL+HgdE6jNEJAGTHxgiIrbYOBAqBSMeMdsfocMbFYpjlPXvG7Gw1hPVa7niUZLkVQsVGcxg1VGCkgMXllXOXLxVF3tnZ6fUHnW5/Z//AGGOMJuY4oFgRskWjCRWAAJ9W6ZAJpFI+uP7BmZmcNbasyn/8x9/+rX/0jxul+PIjl5YWV5eW15rN+tde/49yYm3MwcHh/sHBZJpMJn2jjZBKBgEJ6auNVAaWRGqNkGFidA1IsSIINRNbAUhM+XGN40V5JBDY2pntG5CZjUa2JlSKjQ6EROdICFMUMiJrDSLTrHw9XoyMbpY7cBwRACiBGNgACyEIUQahQopFKEkqxSKMTKHRHocKzLIECJkJSQi0jp3VqlxSgSpMEVVKpUalN+pbRKo0ZFxpN+YZYOHMBciSPEu/+/aNb73xfvm3/mm5VDp75syVy5cvr5558cqTraa83R3sb+3ev3Ovc9QPYDgebpfLy6xCVqH1mVvoQCAhWevYMTEhIzGBZWAIhAQGoJFho0QAgAIFOCeBvKNYAACgReuh2gSO2QKAs876mbi1mgRGkUUTBIrZ5pkmorBcZmOnWQEWSFXAcco6qDUb1Vp9aUUn029++41/+53vRYFanF9UQr3w4peJqHe4c3BwuLt/cO3qTz66datc+UZ7bmF+fn5xcXFpaWlxcbEStYTVAbACHk+SuFor3Az1L0kiSWawLhVEApGd90pDkaSuKMphSMxCILAjJDwViXo6MGa2GRECAgmBQoBxlhn8/JnheE2AY+d8tB4xASO78WQo5NljuqxgZwGAwQGylEggLTg2WueFdZadE4KCIMoLV67Wp0mWWVhav0DApsgX185NRv033r327XeuWWNazfqjly8/++yz7VY7iOJcm063v7mz1x30BLOjAAGRkKT0a1dbK5VyJDRQwTTjhyEKoZCBGY21wJIIGQkcI1rH5BwCyVnKHACzJQZkC+gEQ2FAKhZoBbpQCSFpnCSGgAVZti7XYNkKIkEAKq4EsRJpnldLZZ1rZ/nt69ff/OAaC9ucr6+urp5fWyuXS3FcSpNkPB7PN2KyKWjlLAEGzOTRSc4jnQFRBYaZFWoZaHYCGZGN1b5LRgDsZmxbQHDsGNAaG0bEzgJbZzUdX6/RIfoseHBeqiuQCDhQyjmeJlNEJJJxHAtB1hnHEAQhkcrzzDg2GI5y1zxztr66brVJhsPN7tjqolaOzpy7fPHSFSno8KC/s/09EtRqterV6Oz6WqvW0DpHZKXkZNQvlyIgKrQtHD+kRXhQ1h5zd05KteMSbibX9b4mIQSAvy46/yP+7CuFnF1OvW4CEOmBD3z2yMePRb5hAFD4IB8EAHK+/CcBjoGEYXaIBO5j12smADbajCejwdG2KRIkQxAk41GRZdofmpAkc0AoVBQrZYwb5VoCEnM+nToLnm66u7s/HPbnFxdXVs4l6ZQtWhFqpFIUZXlujK7WKhcunLu7ce/H776zvLIqUANAo14jx/1uT8Wy3qoaV8zPtbTV6XgqpbTGCiKjdRhF1UplNBopKdk575Bpt9v7WweCuFEuWZ0JRhXGSV6oUkUQaefq9dpcGFJUEchAJBBLcWitOep0Wq3mzv37w+FAF3mlNpflycrq0ngyTqbjaiUmZp1nWutAqbwoStVKbnk46G/fvxcrMR5N5ubm3r83vESN/tFobuDmWk0ikebj8bifZjgZiLlW+dnnnv1o804UynIkw0AiISZFHIcXLlw82N8DGS0srgCCBaOtMZZRRGFg2TEopWWcE2ZGoKOlVsNaO1crZTrDqCzLc6Pu4eH16425s6traz/3C7/YKMFSU969+c7h3r179+5sBVktVvfubSqlCubqfDtDHhdparLPvPhipRz8X7/92zZo5kXe7w2G/WEYBp6dA8ySBSKwY/yEwOwBXOp4JRdoGUipEJDSJCm0juO43Wq3m3Ui2N/fy5LEOWePs/jcrDd+3G1D4avBB6YgRCKaiTz9+wiRZKgi6RieffqpWhxIcAhQazTr7blao2GBw0BMt/c6W4fnV9ZG07GJo5de+OxPbm/EpTDJ+XB//3YpnE7S84+WF1ut9zJLlquVoD/Yu93Z3d0bzDebliqa0sFEj2/dqzSWwriapvlwOJCCzp1dc2CsKRYX5qMgePzRi99747tBEDXqTcdq/exZkiWk4Mpjl5jZ6Dx07tziSvf+fQpUfzz8/BdfLscVLGD73t63/t8/D4PyB/e2hlPqm5jAoBSlOCpHgckTq7NmvU4CHUk0YIxlEIatZWCn15eXSlK2K9Wtfo8Ynn7uuX/zzT+0bNJ06qw+OjzY3tyslkt3797LtTbWtlqtcgDjca9WKfuUV5RCBsrmWhcFApTjSGfpNMvnwvDpZ5/d3dsrtC60LpVKQaBCJUfDkdMMjM1mc39/3+fvHR0dBWEopVxYWLDW+hymSf8oTRIiStIs0/bs+UvGufEkiYKws3+wt7tTkjbrbXd2N+YbUVGYa1ffaTTboZSTSSKI0rQQRMzhaJwXRRGlhgQKolIcK0mBkkQgCFUYl8pVAGetDgJlrD08PEiSVBcmjqvpNN3ZPerpIMsLZjbO2eMjHDMQwsxVxczHqacIONtZZ31UPGYNSGccAwuFpXIUhAGgdDwbbTuwhDPghRfRP2jZzQpHB7Pz9InDBBgZCKSSWudZOo0jVauVLeNkMuYim4x725vXx72jUNJco4EOwIFj/g8e2vcfqOrzuWQgHkgySRALgWCtzrJEKnTGOGsBQSiplHTMQGid09YAAAryqPFZ3xRAG6eUss4hokTJAIhkRWRlhKqEjMAWhfJVUWHNjMpgDTg7w50jSCmRhAQUQqhAWWvzPFeZdZaFEA7BWAOSNCGAACEAQDPllkGUZJkQXGbcvc3e2bW10WB6+9oPhv1uOk2MMUtLlfPnz3/hC1+Y/7kvLS6vSCk7R93f/u3f2dnZWVheiQI5SSdhUGZEnU6Nc+VK1TEYx9YyIUqpVBDkk74QHCjBbEtxCCLoDUciCJCQhUAkL4Fw3onEjgAYmNATb2ajLA1YOEAZM4ZIsZBkHDCQc5YkUBQFUfRoraYd5NbFcSUvzGg0nPS6ybDb29saD7qxICFCQnGcR+jfIV6U9aA3rAFUVHLWVurL4VGiglhg49pPN3/0wxvG2XKl9swTS+fPn//K5z57/sIvGOad/aPeYPTTa9fevXq1P5xpIYAqIi4VrsAgrDQreZ6xNszSGotSoFJJ2vVdWyUkMLMzAoVjRmYSgnz2GRIDRkFgMhPJgBADKRxbIrTMAExoTzUkSKCHo/rSbXYqQ1AOhQPWgoS3G4AIZegcEgkVhFprIp+syTQzJvl3uJ25fQE0EUkqV0KbpyKQqISzAqOyc84AklTasKxBaO38fO6KwuUpFNn97f6b3/+9rY2Nl5577r/7e3/vb7z+ZL1aQqY3f/Te//n1r++PRrfu/LS0sDK/sBaokmFbKscWzKA3jONyqVwyuQOmQAbOQJ5qrdkZF0jLgsNSABKN1iYv4jgGBmBv8IKCnCPrnwUkT/RB55iBWCDL0KIKAweQI2MUCvRjJyGjMAY/U3Wcsi4EF3kaRCqMypplKY4UiaOhzpKJXzmPXTr7+FMvzrWaSZK895Mff3D1J3dvbN26mhIBs6vVau2FcyDrly5fdlbHAZkis4xAgihkFMaYPNe1drnI8izLESAAEiim+dQZU4qiwmgUckaCOfV5csg+LVoDBKmU3y08aXkmWDo+8RKwI8vOMjsHlgGSZOwzFbS1QkgL+kEZ6Rwxg3PSOmJyDp1DYrTCSRUU1omw5AQxkAVgGcugUqu1646LokinSTkOP7x59w//1R8RW2uKhfm5n3vtta999eWjo+69e/c+3NwzPh1cBUgEJHWhhSAidMCWrSB0DL7pyA6ZUQlJJBglIFpwjNKyYAoIwTkCdoQIbL0kEtEhuAJtWApcXiBa5zRiBIQOnZdZhICKqCCByEIQOOuEsCo0YaRKNYfUaM8xYyw44OLu7Y9++P0fZGmqdfHic8+9+uUv/Y///d/N0+yDDz7Y29sdd8ZRpayUZKLU6MI4wy7CyLAThBiE2to8S6WU4kFfnx/COwsgW5hIKuccsQOjZ1w7R8T+LW0NGwAwzgolZyAt8vbFY8AmOgHIzs4UI0BAkpTU7DIAJsQoFhjPlyLOM5snw/FWHJd2d/em4/G5c+eWFpeJxO0b72/d2z5zZnn1zOLyYivTWb1aInTjJAURCBUxGrDuAbQZPpGpQMf1H5+IHWZR70QkpVdpGl/BzUpB8mkfTPggAHb2yKcEMicRasyOfXY8kW8UEhIzgAMhpXMWSJiZvMSeul4TALDReZ5bq5USRa6tSdMc8iJXUrIDy45EoIQiJaUKtLbGmAbQCSBeSklSOMthGDrnRoPB8vJquVSZa653+z3tsDAF5vLwYO/mrTutufa5c+e0Mca6mx9cXVtbE4R7+ztRFFnUuUljGcaRCizpLB11+3maxVGUZ7lSajwcDQeDD65+EIZhs94o8lwKgWCUwHq5hNbYXDulKrU6SplPpyIM65XK0dFRo9qYn2umaZol01q9EgY1gRiGKp1M6vV65+gwrsbGGAa7sDDX6XQEgkCIgqDVbDYaDalkrotEG6nk0cFuuVobp2bl4mNHRXgmXLrf3z3qHzxi1Xy7vbS8MB50J6PB2bWVxfm6nvT37t9ZWFhoN5rlZntja7dajQMl6rX6wX6nVm0ZC73+AAV1B/1LZ5ZVVCmGe9q53BkbVFN0UaPhHJG1k3535/7d5688zZVGXH1iu1t09kem36k2Kq32/OpS860/+5c8PRofblZgYEYHvf29Sb9biuP20uL9vf2XP/fasD/4Z3/wjUaj8uwTj/6uzaZpDgBRKS6KIk0yKWW5XDnuIXh3hsBPKDwfUh84tACEQESSSBLRL/3SL33ta19bXl6cTkd/+p0//b3f/d1+t3+i2/QtjJNGxjHNC0++72+IU2hfRByNszTXpijOLC/myaRIJtaaK48/ef7SxXKt3jnqnTu7+ohY5Yn79p+/8eSzTz//+ZeuPP3MmzeuCeOiMLj90V2EsF6vN2vBWz/4gUnN2fU1KW2S9w47+/NLF5SMU1cZmrQ3KWr12tmFldSIZntufe1MEPLdWx9sbd4l4DOry7VK9cOr7139ybuvvPqaMQAYXnrkiXqjMUkKZhRCJNPJYHu73zsadg+7hzulMKjXqmmSH2wd/PgH7+7sdueXy1CuF0641BmdKDZeLlGJonolZmuH04zCKGRiBiZ06JgArb2wfiYAPtrZPdjZOX/5chDHSBxGKk2nk/EwVFFnf3917UwUhCTENEuFVLWaDAIMY5WmOSIHUZQkmZCy1xuSECtLS/u7Oympv/Vf/G2S6u69jZdeeuHg4ODw8DDP08LoJE9H05GAWbqyUmphYcEz5waDQd498rfL5fLOvVtFkS8tLWkLLMJOb4AAf/iv/vDlz32mUa2k45F24xQLmw9dPgXD03HCpjBGG8MasLDoDJtMO+eIJDshg0AghGGkFMWlkMCjOhQBO1MwcaLT8XicpYUQilHt7PWGg6kxborGMTrnbRvAxh7vcbNOgwVippMNFB4gtB5wOIOonOeJVHJ+oTW/OLexuQ0oARDQObaOHSIDyuMeJPEMFu6hWbOySDDOrGsz9Siz43Kl1GjUFubbukjGo6EIYgRHwCbPdJqGJMI4rsZlZEQQCOovTXIDW+scFyzDMFxYmO/3+yQRnDbWOCYUBIBKyUgpdmx8Eq5Q7EKeZeMhCDQOLRACaUYGkCgcWGbn2BhrDLIERCLHCA6cnbU2vXprphiydnaZnGljUClRFpHX6pyIj+CUegoASAoG9OpBRJCB2ri/SUiBoObcfHvei4CTuxv3333/g+lkurSyOjc3J4PghRc/89rrc8ZYx6y17hx1e73eYDBAEL3uPgOSEGEQCCnZFmY8jKvRtDud5hPDOrf5dDoKSiVGZGJmo60jQAkEIHA253OIwEDghzUzlp8AEiSlQ7SOVRSyY0ZHgkkyg3bOJIVDIR2KwhGIoFprVkrl5uWLo876uz96c2s0lH8RAgGjIJrJN5gLoyv1WqZNxlwKwyzXb733wdvvf/h7//SfqyCYX1oqlUqra+uLy0v/8dd+uVKrG5tqPb2z1du8e6+2urB5714JcgQnRcbCAYKRBkQWRuEMMGUMoSASGhCFT1Mk638LAdaCn1MV1lkLIoiUjBml89CLhwWzJ20Yd3L7+HDJhOSc1sZ4BHMOYK01xhAJZPvvJvJ5jLuzVkkFAF5KRERw3BA15Ng34UmCQgwppIrL0outFx559rnRoP8//P2/H/8DaNXq68vL59bXX/7Ca7WFOYzjidbD/tH+/eGkPzrq9/qTcR0RU2uzqZAyNw6UsgxGsAgkAeqJNdYZy45RqBBFYPC4uJm9klZ5m4Y/dzITopkSZQAAIABJREFUoHHM1oEB4WQoo7Ezx9Yi9JM0tg4BUMzEtCEKCmQglAImq1M5mSS5kpIAMQgRSWtz9fptvnZTChHHYa1W/cwXXi2VIiGA2fW63aLIms2FG7fvZflwMJm0FpfZZkoEFgBdThhIwiDC4XiKjEoKgQQM2lgNpFEUIApwAoRFJP542fdpqCPvhcuKHI5tUTNTHwKR12J/7Gc8XIt9mKS1iHA6bO1Epn5ad0dEzOYh7dMsqAaBGQVgpVJP40QSSImT0bBejW1hpMQ33vzhn33vzdW1tfm5heeeejQulaWU02l62OmMxuNBkRfDKSQDN+5UhZhYJCIVSPAKcSG11g6BiZnRkWNkAhbsGMmh86Q8BkJAhz7ADeFTssU/YYw8IX8Q+YpCSlmKS9qxybIgCJG1s7SwcmZ+cdlZZ0yRpunvff0P0ul0YXFhcXH+8uXLj1ypHvUHw/GkNxhRYRVDSCQKWw2CLE1kOgrAFUIax0JKIYkZCm0ABaBwIPC41+KYtXWzXA+SPtjQQ1it3+5xVgh9gp192gDMD7vK/b8ISCRQOmL24yyppmn+xOOPzy8uW22SNN06PNCFDcsNkjRK840fvoNY1Krx+QsXHn3CRFFkHBij2Tj6NNThaYq1EvIhNeZJlftQrJ//3xOd26dqfU/vY6fzrAEAg+AT4s2HdnX6pL9iMBjkhSmVq2FAAK57v+uN00IJBGEdB6EI45IKwkLrNEmchcKaPJlY61AIIhGGATjDzBt3bu9vbwdBMN8KoihuVitFmrRbLXD2nXd+VKnWHnn0Sr3RVEG0srLiOeaNRqPb7VYqlSRJ4jiWSJ7gMp1OA6lOW1v93+ufIi9Xm6UfCVGv1z27Qinlo6LzPJdS9nq9oFJTSkVRVK/XDzv7pbi0MD+/t7dDRMPhMAzDIi8ajXqe5ZVyZWF+wVojhSjyvBTH9VpNCpGlmZQyyzJnjQ9ujuM4juPRaFSv16ed7b29vXbj4sbmjkIeD4cfjgbj8ZmLly+fP38BAA4PO3Fu0yR1AI5dFEWlUskYMxwOtdZZoa88+ujPfemlIh0p4sPeoBSX0qxIrb29sT9fLS/P1caZ+9a3vh0vnZ87ezHr9ti4dqMqwiBJ+jduXp0MW7fv3Ka8G1hcXLzw0d2N1tKlRq3cm2ZR4H1XgZBKiIBkYIEKw71Rt1arebDHsT3VMTtEz8EXiA/vqieReg+A5MKr4whR+Krvi1/84vr6WQBbq9XPnj2rpPQ2M1/4eazIyQD8hADnOwinV7K/cxAEHoKQJalAKJcre9v3tbNnzqyfPXd+0B/sHhwC4vkLl6Kj7bgUxKXg4sULk8kYEY11586cIxn0uuN6rSmFHGVm/dLl0XgUK7XUam5t3f/cSy+89fbVt9959/5Br9tPVBT78/tkMlFSDgaDeiN68sknQ2k3bny02FyIw+jbX/9mMk1r1dpgME7TpNPppFlWFHl7rvHiiy/+0R//68DpzuH+7evXRoNBu1EOLz0Sx+UPr924efMWYLR+9ux4kuwP9z0rFVAwc57neZE7BiVlwEGSJNX6chiGaea1AJIt+YyENE2r1aoQ4ubNmzOMglLVSpUdDIfDJEsrlVqeGCHEZDKJRZBnBmpeVUbOORIqzXS5Wq3Xm/sHnaXl1cvPPPPMM8/cuHFjbW0NEZMk8RRfn7AthLCF1YX1iTubm5vz8/O9Xm91dbU3HAghqtXq5ubmxYsX5+aXms1mp9dvNht5nh8ddqrVCrNbWlrauPuRcC4OS6XCJplVodCOkiR1xgYyAJRsndbaEUdhECpJAgmZCJzVDskWaH01JZEQrXNFkTvn0kIbB0mWDYbpcJgYg0JIy4496Pn4knCSsnNylH3oiPjJo4NfpUVRKBUEQWCMmY1E8GOWkE85H57eq/3J5MTDhegYPP5ncWEhSUZCBQZAgCBQ08kkTVMhZKVeIRLWMpBA+5cnrw+JwLJS+Pjja7/2a79eai+PJgcfffTR1atXt7e3syxj5vEwbTYacRQdE+rIutBYY2ctH0ZCT1+0AA6BBDlkFMDI1llHCEQqiKQIrHXAlgFJKkZyzjiHgOwsS0nAyGy1zv3IAkVwckTwlxDDM3ycfzWtPykJRhLo2DFHlQoBIwMDWnQOkQ2Uas3cwDQ34ySb7OyHYXh/549zXWitS3Hl0oX1r375lV/4q3+lXC4fHh5u3Lk7HA7H4+H29na3e8TMURQxRvVGpVQOcp1M01FYLmX5FJBIKVJKCiSDisWDUwsKj687vepIBJVqPYzKRjMppYLQOue9PQwWSCFSUI2EV987AgAhlWWeJFl/MNw/7ESlEn+an+QTMl4LgpjZGqONLrWa9fn2ME11v5cXGQixuLJurfWbRZIZ7dKD994fffeNTrcTBMGVK1eWlpZ+/W//jbP/yZfLEdzdyHf39/73f/xb48FOpdWKK+WMTXc0XqivMbMx1vkcayRrHaEgJAuziEznrGGdGWJrGDAzpiYDCiLH0h1jLT9lGo0OTtVAfp5PM/8LWmvDMJRS5tbOIrkQ/73gdW20QImIUgpr9GQymZ+fJyKvkCMi9ERXJhQCHYGig35vaX5eACTTsQyCpcWloihQqL2huf5vf7i5eSeIFAXiymNXnnvqmecfefTc5z4zv7Q0yotbdz56650fb25vZcU0EoIdgkAVBcalveGgLVtKIRFYq30UhZABzzzK5BCEAzHTDTP6iR+DAHLA2jhgkEKhRQAgnsXBI4Oz9tjo7A0ZjpHBIQoCZCZRsFYyQCGzJDdGO4b5xdUiz4s8SyzbaZ4a3v/ors5zBttsNq5cefSZJ5/8tf/m76CQ12/d+Bd/+Ec6y6Ky72yhZCmRGLBarjlri0yneUpAcRBZYItoECwSk/CpOYAPPj/tdTd+EmKMQSmPoRezjh7zp+z1s2X/IB6N6eMtoRNj1YmEj4jYzvIWCBAI7QMrDAohBKBhFGEoiSThOMmd42q5lBunnWDCaWZgOH77X/w/4/FYSvnkE098+dVXL1y4UBRFp3P47rvvaq37/S6UG0RBIKRjl2ZpXhSVWs07Y5CPi2C2Ap2bfQUAyDN2BwE4C4Ccf9q16sSDBwjIzjF9jJ7qD2FEIggCIgHWWqbjpHKSYckCnb3Q2tndCsrVnb2jazfuKJ6+/KVXn3viyfnF5dE4mUySzY3NjXv3pr1DZ4p2QBUpEsNFUQCQbz7MvBRIDr0+VzD7PdshyuPNGYjZza4DAOj74Se59vCzIMCfzEZHBCRi9KZla1FKJBXEhtEgkQyEDCRRMy5XKhXW5sMP37+zdT+O1NJCIzPmiaefCYI4ydJCOyFDKQSfwq78rKS+h575IAhOTsOnf/BkjcGpoPbj6vFj6PzTVeWJiNR9kpB9XP36R/jkB0l5eNQz2XSkJ8jF2toqLUnVH3b7vTzLfFCOQJxMRzwGH5tDjAJcpMgSZ1k+zSCXSaYhDME3voSA4SE9++yTRTKqN9qLreZPr99IJ2MCHA9H62fPWcvbg8HLL7/8/vvv7+7sWGujKEJArXVB4sQz6cP6vBFLKRUEgYrCIAgmk0m92SiVSkopD5mI47jRaBDRzZs3m82mPQYj+1jq0WjAzJVS2TmX57lzLoqi6kp5c3NzMhoHUTlN0kqlcuvmzcXFxUqlogudpdnhwWGtWmu32lmaHcdby0qtLuSMMeMfyhjT6/XubsjHH7+cTSeEbE2eptlwOGRSR8ONSr1eby9VytXuIC2Xy3Nzc3u7+5plFEWLiwsHR73O0dE3vvGNSix//rUv9/rDK5cvX7u5+eHVD0WldL+fqxK2Vi5y3N25+9E7b7+92D6zuLq2s7Fx/spjkoog1Fd/+vaff/+NK+dXm6FYjuYrlaQaq/bC4vaP3x8Peu1ms1Qqvffe+8ura/NLKxvjiQUCsIg+tC3TWgsh2PBxE0AKIWdk2U9ACE9/WGeOqz5HxEQUhhEAI1Kape+9916apifebO9rejDQE+Ih1t3JHbwn01fXRDQcJXmetRq1ZJrs7u4yY6VWXV8/+9G9uxZxbm6uUa/2NnuFTq9cufzRnZtRtZW98f1atVGt1tLcOAvLSytnzqxxnL386ivjQbciuRLQ1R//6PKFR3764fXtw6ELagnaeqDyPPeJc81Wazqdrqy29w+28mm/XC7v7u7evH4jCMILjzyytLzU74+EoDybLi4vXHn0crd7tLuz89Gt25O9rdFoCAD1WkUFQblSA5QbWzulcrU/zQut186uv3t9zxgjAhICUCitjVSq1W6nk8lkNJxMp5UGnhqKMjP74vno6Kg51xQk+v1+o9E4POw0Go1OdDAdJ1mWoaDV1dVrN2/meb6wsHR+bSmZ5pVKpd/vG2PzPC+X69NpPh6PJklOMhtN0s9//vNbW1srKyvW2j/5kz9pNBppmmZZ6ttSxhhBwseoOOcOjzqVSmVhcXE0Gr3yyivb29t3795ttVrtWsm6w/39PRVGKwtzly9f+e53/0xn0/n5+UceeQTZvvP29y2YrHD90QSYikKHKkTWUgoiFI6skBAF/nU3phCClBQSgZ2xBpkdEVnUec6zw6FQzuneYDyd5KNpHgQlFGo8TawUxytqth8/ZLl2n2AkfkrD2Dm///gu0gma5Dg06VP4XcdELnfq2On8JXi2J6NDxDRNh8OhT9oQQhAKAZilyWQ0ZaalxdW4GncHifOuAcK/NFUf+Hm9g2vXtn7zN39z8dzlM+vNlZWVv/k3/zoiHu4fjEajzXv3Njc3d3d2dKHDMBRBDYgkIhJa66wxFCgkL2X0FHqWiqQkKSUKEh4ZIhQIic4wOgSBKHmm4jHIzoHVjgXM4p99mrkz7gSk+TEDxgkzDRyzE0goiME5yw7YOXbWAjvwCA1TlMqKhVRhud6cA8LpJLXshIzKlUYYhhubW//bP/iHxmop5XNPP/PKK188f269Wi23W61Bv3fr1q0333yzO+pPkixLk7n5dilS6XQaxSXDQMQCwVhDTgiPowQGII8ZOdax4bFYkSrlWhAE1hQqUL4bx9YCICMhMCIkWUE+VAIYAARioEJmnWXZaDRqVKK/oIyXAIHBOWfYGefGk4lm15hra3bD8WRz+0ApFUUhCTGapHneW1paWltvzs/Pb2zc++EP3nTO2W7v2WefvnTh4vzi3GMXz/3S6z//4w+vbh0c3Nv8SFarrcWlcf/Iw2CEUNYa44AJSQTHK8qPbACRGR0SIqN1DoDQFzUsAL0m9nT0CjPCLMphFt3GCMQnPA9En2F6cqy3zgnCT1JDP0kgIiIGR0h8impNxMKPShBYIjvDzmsmxcKZM8PBKM+ychSrSiWZTqN6g43JxxMRVqUqra+vMbn7G5sf/vg9pd1is/3i5z77yBOPvfDZl37xf/rPb96d/MP/4x/d2do0yBo4qsRhKW6WZXo4dEUWVMuBIgvgLLLntwM5PM5PmzX4j7XovvpBYCRmZEYB6iQkzocbAIpZMwQRkAlRktI0ez8CiDQvSCoFVDhGqWQQHBz1wzAM45LnjyXWLa9fQOZCZ6Ph4EfvXP3g6k+vvv/eytqZL33ly7/26//Vn7/xxltvvZVlRTKdBkJWKpVmvTEd9cMgjEMViUAXVusc0SFYQOfQIpBDdiBOFX0/0/XsLSIecO+cO+UBZPgZ8IyT3HAQ9FDxf/ogfipx+0FdwadP+cekWVIKHBqrQxWWytWF+db+/p4UQoWRVEGSmyTv1+vNZrOtdX7jxo0ffP97tUr1pc+88MRjj3/lS6+Uo3Bra+tf/+j9PJkkk5GUKojCsBqDs4zW+YEPECKC017iTogCZ5JWLwmYdRwd/KxZ38cuanBy+IOThBVE4UsRKVVUitkf3tiwdUEYWmMODrtRXF5eW2+0kvu33vmDP/iGtXzh4iNf+Pwrq6trX/zsS09cutTZ37l940Zn6/7Bzo4t1wkBnLEOjGUpA5BqpvgCAQKstTArN5Cdm1kykXyIGH38Rf93xgJ9DAw9GzWc5C0wEgoiAnYgPPdVaGdRkCpVTZb1p6nN9BPPvkSgB/39rXu32s3y+rnz0/E4y7JSXPXSA3FcdPnn0+8Gp2vOE5HbyX18LLW/80nS6eka1Z8kHpRzztEnSsfTkM9Prfq8nvRT22EnIghnbZ7l7Hg6yfpHu1laXDhzttbEaZHl2mqtBRFK1EleFEUQBHEco0VgAWEAAFIQcC4l1GuBnx15yEqjAmALnaVLi/Nrq8s/fucdL+CP4ziQsgCntfYh0R5AH4ahZ7pYqXwkg39mGo1Gq9ViYA8SNOwQ0fMqZmjTY62pD3abm5vL89yzK6y1k8kkrNbzPFdKlUqlvEj7/b4PeDg6OPQzw3pzrlQqedC8c04I4U97HtV28eLF+/fv+5kMIThrZUD+l9dag56CtVEgu91ufziOQ7G0tDSdjIJAOQv9QS+oNKKwNByOG+25JIeDotjZ2dnZ2ZlbWqvVat1uT2s96PdjyhUFg243ClS/m9y9s9GaXy6FgSy1RpoG48HB3s5+51BF4VJrfX1ltTfoLy00L18+N9eu7W4VpVJcqTSSybgw8syZ9VGvUy7HBK5arnTGSZ7r4XBYqzc372/v7B/IKCwZUEoxz5j+QogZVxMfEIMeugj6VX3SYiAiFHhiU/VVeq/X/fDDD4XAg8O9995777Sk85MfpzdS/zqejBPdcbILERmtJVG1Wt0/2O/1ekKKLNdpkXsSidYaAeJSeG/zzuPPPH9nY0uFgR/zTiZJHFWcdZ3O0ZUrj6U2P+z1641GM4DD7ftL7VZn/2B3Z89RY1JMZaWtdddjPIgoTdPbt29rM1lsV46Ojq5evTo6GjpjHdDa2lqggul0CshRFOosDaKQwXUOD9nZzc2NNJlMJ64cwtLSAolwZ/eg1xuhUNN01Ov1VtfWoyhCIpxNKVyS5swchmFnf79z2HXMWZYZYzxLj4/dvz6dr9VqebKUybNOpzON4vFoLIXy+ZZSyqeffgoEHRx0pkna7fX7g+FgMEAUzDydpmEYXrr8aL3RarfbP//6X3vqqad6/aPd3d2bN2/WarUsy4qi8GWPf+EkCV/xlsvlC7Xq/Pw8M3c6nevXr49GI5/qfvfmh9eu37xy5cra+lnn3NLSgiB89JFL586sNRqN9fX1H775RmZyklG52rSFjiPUReGMkQiCECWyECRCJMjzzDgtMYwCVaqUCl2cdLfAAQoUQlrHRa67/dFRb8SALGRSWG20tWBZ/6wY2BPXD/8M3fLp73nh/HA4rNXHH0vH8ZdI/v9XGEFRFOPxeDKZxLECNCjJMY9G4yzLyqXK3Ny8YZulfUYx43jgX5Kqj60VSlqEPM+3t7d7qb1+O2PnJIlKpVIplxWJlZWVx6888crnvggM4/G42xsNR0mne9QfDJy1kkiwEwCEMxp1iALRkfBRZAwzARIhoHXIFhwyWzZorbWSkIQkAmd9Pgc46wDRC5ZOtF7W2ROuo/cT+vxwALTsnPXVFhnHhChUgOgBMy4sNRFpknQnSdZ0BEC1Ztu4WQZf4SiqNuNKhZACJe5t7938nd9la5WkaqU812rVapXzFy49VirPzc3duXvXWLt3cNgt+uPuERCpMAoqZUnEbJHtjCYC6INGvIaYT0TE1tWqFSkIwIZKZFmqwkBJRBKApE1hrUURWAdeDeucK3QWlSOFsQXI89yVYvo01tDDB2JEIQQb/+wDKdGYb0+MHnaOgnJpvla19TZb55x1zoAsgjgeT9LJNEHmxYWllZVVRNw/6n39n/yzOAyArRD4/IvPP/nMU698/uW42Uhsur233z1IsjzvdnuD4chqA0hSSImWrLbeXYbkKGAw7MivDed8ZBaz53kjMRCAj7o7ZYDxBIxTb1bnnAMGFv5aBWLWIpJSamsJ6ZO9+Yeek0BJKWWRa8cuUMp7Wvzoz186wRrwPks/mRKkLcfVerXRNsYUWR7XmpkuQikwDMrNVnGP5lfXszwtN9vBJclJ7nJ9/c7m2x98+Du//40gVHOLC1957Uuvv/56EIfGZXuHe1s7e4edTi8b6okxky7qOCpXZBhkOnOAM5gsIAAxkY8CeQCLFwBEjkCDLdiwO5E9s7dzOGfcsSPJo0YACByhQCIkFdTqLRkox0AROqDc2qBaZ4TEN24IpJTFpAB0CBRW54KKI5299aOfrB30vvvnb84tzr/w0vO/+p/+9TiMqqVYZ5OjzvDunTs0GPW73Umah0EYqtA4p1wubCZdbtkgOGAHWP6LhKL6q6OMIpgJihAce4UnADhrP5WpONsfpUKjPzlUOTV48bf95PhE+PTwr5HmuZKSSAolp1k+HE+jUlVrnWkHprAOHHMcOBKMLCvN+bnFFbbm3sb2jWu3s3RarVTOnV1//MoVKUu1Wk2Gantn7+7mhpTS/yH+tIVEYDWyQSAB6Nvv9tgHxsddj0+d9Z3+UkiJ4AgJ3QnpFHzEotYaUVjLxh/+eNZEUDKUQskgVlGsLWfWXnnymQvGFoWZTNM3fvi2M2+ig3a9sbowf+Hc2YvnLshG4yjL9/b29g4OjTYkFbJBDhDJdzmBlTWWhLe2+RQvM/Pd03Evgh++un9qOOrpvuwDJCwBMPmZrxdha8MI1lhngTQ4o61mYxmDUgkD6oynbFOJQb298Hf/2/86yaZCBTEjO5dnWRiVTtddviY5/R0iYscPVX15np/IaP0udFLm+ePsJ/dhgE+Z9T28Y/8MzvjHDjcfn4v61ZznZm5+aTKZ3N3YnU6L9TNnqo02o8zyPM9T55xzxlqN6EtU6awBdkGgynGtUbW+IERkVStJKZ21gSgGR0eluLzQbl04d3ZxYf5wb3dlefnVl7942O0f7O02m82f/OQnURR5OITWutxoMnOr3vAztDAMe71elmVpmhZaZ1kWhiETepvGdDr1d/PRfL7F45x7/fXXP/jggzRNO53O+fPnv/rVr24fHtXrVUSsVquj8QARd3Z21tfPjMdj/yoUWVpZXizydHF+rlGvWl1UGvVSHLIz4+HgMy++8Kff/pYQwtstkjRt19rlctkzDC+uXwhtstCsKolBKbBFNux24nIZmYMwDHLdqDcff/yJaWFH09QYU61U19bW9vcPtTG9Xm9lZfn+zp6xtj3fJi46nY7W9sK5C3/n13/tmec+8z//L//rTr/XG09Wm9Fjjz157/ZPz7bmmrXapfNnSUHmisW56gfvv13kGRBOMp0lbnN3+OITqzsbH8wvzq0szV++dGFy/c729rYxlhmufvhhJDEul6d55pzRWjM7BnZsTsnXwRjrZ3c/C0V7qizE424RAMBv/MZvnDlzplyOP7pzazqd+ObQ6Vb76dsn0vqTlXza2evngUKIcimulMpzrda777zb7/eeefrJ7a2Nf/Mn36rXq+1WY9DvSoHj/a1uvxOGstlqsJDOAqFMJlmaGIGye9jpHfaaZ2sHR92Ne3e5Xe4e7l1cX7t29WqWm77NcggzUGWl4rjqRzHj0Whra6taCxpVlaZpHMcfHd4uRTGFQsoAicrlGJmTZDKZjNrtdrNWPTg8qJUrzz/7ZJKk48FoYX5BCDWapD+9dms4TgbTvFQqN1utubm5IIwQBSM7BmYuVyrMuLW9vbe7F5XiBuJkMtFaCxH7hBoiajQacRz74jAzJoqiRE8qlcrRYQcASqWS1UYo2e/3VRS2F+YbjUb/6HAwGJVKZSJFJCbT5NnnX/irP/96u9XudrvVajWKS1evXtUmH41GnU4ny5JKpRKGodb5yaZkrDVofA77NE2MMYPh8OLFi3fu3FlaWpJSjsfjKC6Vy+XFxcX7mxv1WvW9d95WAs8sr0wm4+985zvAbjxJCV2l1nAOD/b3smnC1rAxQspQgFDojCMJQgpwwhoRhiqOQiWEKcA6xwBEQoWRUuFwNN7vdKdJNp7mDpVxmBsurDMWHAP5VQQPQPH8kK8B//3SNkRhTI6IWZZmWRZ8XDP/qQ/yF1F48nHkibGWWTprwiCw2h4edEaj6eJ8Pc/NYDTc3e8gklfBiL8seX0oBDosLIRhWKvVls6cyWzOziGDIEJUjHTj+sag15+Mx2dWV5944olnnniq1aqVq5U8zw86h7du375288Z0Ou0PuihISjlO+lkyjQIlCMNQyTAOlQRgJSU4dtYhg7Xau0Scc3jcXUJCEugP+P4FnkwmcRxLKUxuhBBCipP8N9+78h5BZp6lOftNcEbhREThHEopjeHCMqkASQCpQAomJBJEwjpT6GJGEykFQmbJdCKUgrDaz+x+f28wuD7d2/3qV7/6q7/6q2Fccsz9weD23Ts/ef/97d3d6VFPSkWBQCU9yc06AOcMI6IAmmXtEhHoIpICnCFwOp3oQkdB1fMAnDMSnCScFLlQgdXa/4FSqX6/3y4H48GAiKQkbe0xR+5jzemPIcIRnDYIMJuJIQZRiEJ0B/12qARRUKoIIaIwUFKw1dYYApclSTIZ51nqLAPwwKAJyxyFocDte3ffevOdt3/03nA8nWTpmXPnfu71X3jhqUuNVrPdbmvL97d27ty5d+3mjZ2d7ahckVJOk7TVntsbTRvVihLOFDkYK8BGCpXkIjNaZ1G5DDjrF/o2rSDwAnopfGtt9qFCZZw11sAxJd83fV0olVIn9cBDffdPlscnTcuT3GSttXNOSlQkTk1NCBiIJAMgC0mEoXDOlapMhRYki2FaIBshsVZn5kQ7EjUqs2RTsyk4JwgTnf3fv/fP93a3giBYW1169umnP/vZzz7ylV9sN+vT6fTOvc2fvP/+9958c6ILCxRXKkgSCQVJR2EBgpl9p4OImHwVDYlNE5dxiJg+cEb5oR8et7ZOTYXQF9SF0Qw4SdPPPPXUtZs3wzhGqbK8YMd5UQhEJ4QMgvF4EgRKkBBCOAAkGQWSIS6VW0JVsozf+O7bu7v/0pkiDsIrjzzy5ONPvPaV15cuLOZZ9tH66TSBAAAgAElEQVTtO9c/vPb22+8c7h04RGEnnParldJwNIzL5YKDMAiLogjCEIC11j62y+dnTqdTP5Xy4UKGWUpZFAWRmK1qO9scjr15xMejGCFEmqZSycwY+fEcOf/gaZqmaepnGkop1niCgfYLYXYVce6EvkFCsOFJkkgVhKVyv98nEiiFY/90copAM4WITaYanSPG9vyqGA3b7fYotVffunp0dHTYOWy2Wl997bX/8j/7W/fv39/Z37t7714ynQCRUCqUFAdqnGaaCVCYPFVRSUpZWGOMkQB+0uKMm4kCZtpIFMIjrUDwAzUgHneXtdZhGE6zXCl1At/z0fVeMGgAiEkEQZLpWi0ol+uJS0Uow1jICle0A+eIgYti+7D3/gfX9/d2SrXS0y8999W/8tWlpdeSPLtx49a7773vdEpKlVWIRFbnbLRSJXBOKWmdAwckhFKB0waYrbV0nHiR53m1UsuLnB0+JEpDcAAYR5F/t56UWL4D5JwjZm/glFKm2RSkyI1xCCyE1wSk2lrDQqgwEDafGiAUioTS2RQBrHWClDXGHWcUnTbpnQTuAYA41Ug66Rr4//UVy0kf4fT4zj/mKc7Nw8GVXiPq7+nHhowUCiGR2M4yIfhj6MWP13u+JyRFmuu7H222GtX51lKjPn/92k8zzfPzc0ura9barc2NvEiNMUEgiyzFcqnZqA8GnGdZMk3Orq3W6/XJeGitMXmOiEGgSARKxECopBwNh+++88659bN/7fVfOOoPBv3eyuLi13//99fPLDLzq6++evvWLWNMFEWLi4ulUmk8GFarVX+tSdN0MBhIKZM0YeZWqxXEkc+8CqJZ9kC9XvfmwDAMtdZvvfXWV77ylY2NjYWFhTRNDw4O1i9d1jqfTqdKKR9jHQZBmqb+B0djDoPg6LCzsrJSKZc7B4dnz54d9PtFlidIo+FwfW3t+Wef6x8NolBJQUWe53l+//79LMvyPF+ZryMUxhgkOn/mbCARzYW11eX7G3fv3Ln79NPP9cbJ4WF3Zf18udIYTvLDzuF3vvOd+/e3y7X2yvrFVqt1++6GszaKolF/ZIyrVqsL7dbTz39u92DQnp87POwUxrq9yTOPvnBhqaZsNi0yZ4pL5899cOunvaN9y3z+/IXtzS0klRb8w3c+KKtkLnYmS5bnlwe9LlvX7/ankzSKw8O93S+/8rmv/fIvH3Un3/zmN+NS2B902+32cDiM45iIEAQ7ACRgPG03fSgjZ5baZ5xSoZQqz3WpFPmF7dMvfMeNrXV2Zuc76cSdUOxPh1KeiDxnY20iKWW5XC6VSlEYh0F4cHBwb3N44dw6kpxfXD579txoNEBEQaLTOTjcvt+ea+0f7qOIFxaXQZSH0600STc27ve73YvnLwwHvaXLLUGQp8ndW7vDw/16tTHsD4UIJmMDouQgCESgtQ5LcjgeBUHwK7/yK/3BfpGnvjT1o+ZQlZQMW81Wq93oHO2fL9Z7vd7Zs6udzv4Pvv+9c2fPP/Xs01evfqCInn32+f+Pujf70TQ9z/vu+36e512/vfal956Zbs7GbTikSFpL6AQxJNIUxcgKLFsWoSBI7IMgyEGA/AEBEiACkoMc2IAjKLGlaDEpSqBCmZtG4pCcfbp7enqv6trrq29992e5c/B+VV3TM6SY5CTsg0Z1V1dNzbvey3X9rjv3Nr/30g+YyDhCqZBkXuTOuSCM6jozjKJK5+3OUl4UxronrzzV3z/Y39/3/U4YhtNJWQ+8oiBg5gcPHmxvb7d7bS+Oh8PhQq9VZyH0er00yZyxrSj0PK/b6928efPTn/7sW0dHrVanqqowblSVUb7/X/6Lf6GUZ51bPbNujPvRa6/u7m5FcXB4eDgajc6cWZNS7u3t+b4iosFg4Hmezqu5ubm9vb36au/3+09duXLu3DnDbjKZHB0dzc3N7T48ajQahHjv7p0vfeHz29tbOw83X37prw8O+ufPnw+CwPPD1ZXlZDoZDSZx3JSItqqy6RRsJTxfegIlaURmy84IYt9Tge9bdtZyZVwURXEcC+Ud9I+2tvfyQjNKhyrXzjJZICYCABLHEb0/vqk7IW9+4LS3/r0sS88TzrnFxcWFhYXNjd06+N46PcvFcTMJ4XHkMDG7n2IhBrUSoW4jmR1bU+VFMpmygUCF27sHewf741HCIIABxc+QwvOUiZwIhRCRN3e8ZJhFjzc7UXdunZ3L0uzN6/deefVVhMz3g06n3Wg0wjj+yPPPIlEcx41moyiK0Wg8HkzGk8nW7l5Vb5+tRubSaLYgjmU8s3rVaJCSnPWkAETHs/ciCahPnhDiUf33vhODM5EbHsvaH0Guj7dFDpAcUm17JqmklG4mwkXn2JGiwAeukYFMQjWjJjCn1oJlpCjuRZd6i9fevP6f//v/otlqLS4tded6cRyvLq48/dTTzWbLMSdVMsnGk+lk/+BwNBprbZ2uLIPyfSWkY3DWLbRjxablCx886zRgZbOxZYc0m8c65pbvaVOBkIyiTrqKPCkJnLWCsCwKar8nEOyxX8diaPcYxYSZW63mwsLC3Py8BdSpcc4leQLMElEIVEI12u3e/Bw4p6vSWFPIRp5MPECbpYXdNE4ttHvtxoJjSoria//mq3/0ByOlVBiFc/PzZ86ea7XbH3v6yq/8R/+Bta6sqjTL7t69kzOWyTg3OiCplFSgq2ykk6GUXqTI6oSEcJaBQSAKAmYQAgHYWcuPdhfCWuvY1YCaunJydajZMfvnZDXyk6OWZ9wLejShPNmfCADxKAOGGYjqi8odX2AkmFIUlqwjCYxgkKzyNErnSQJJIDzUikuwFqz1jZn3msur56yu8snkh3/zxkvfepmtnVsMW63WhYsXLz9x6Sv/5B/35ueTPB+NB3sH/Y2HDw8P+/3pqARFhFKpOgLLHZs2UFjpA5OmWkxyAkCaGaVmsvjjZyWfzte0xgghpBBplpHyPN8nola7KYRIk1QIql+T7Ng6W2lrrQMhGQLAmKRCAGB74dLTwI61ORoV3/ruy9/85ksyylYWl86eOdNpd3/tC7/SarUrre9tbHhhcG9jI5sMoHTkhXlShEFgq5yZlZS6SOsrNp/mgmrZqqv7HKt1UZazzGV8NJlGfi8ng2coSTjmIp7W7J0u4t8ToHfMFz/9Td47FqwXSnysMyREAYjswCHVdBFTB00AI0hAi2AROLdyWgEllTM2ANuM2512z1r7w799+fVXXuv2uouLc0+ePxNFTSLhnL3nBaTkeDIlqRQJ44wr00oLIlDMNUHYGCMQa/vEySO6PiDHXsnjeJNjweFxKXb8anwklxQA9lR7A845y845Z2ToSCAQixlxxRrDLOK5WAYRBuGFC6uj0eH/9D/+D8xw9erTn/l7P/e5n//0u7dujSdTrfOiyDudrre0uL27q6MQ2Oqq8nzfsQEiZzUCBFISkHamTqg/Ld99nOaCcNpZROK9RQA4RmBkB/YY2/sI7FZnYDAi1w9/QqBabc4zwTk4Ok5UODlWJxSK0yrN95cjJ1fXoyvzlNL4dDlS00oeW8yeADbEKby3EKJ0daShAzf7+d93UOi9Phdgx4Ph6Gg0mUymea7net255fXbD7aSvByPk7gR9eYXiywloDJLC2OAwQ9DnEzr/ztjbZGnzjlbVViLIAjYMfi+8vxC2zfevqFfe/twMFxdO7O8sPDWG2889+GPRL4qiuKpp56SUvZ6vTiO33zzzb2d3bNnz0qkOI4XFhbq8Up9udabh5q2JYRotVpCiBNvZG3tq+/34XD41a9+Nc/zpaWlOozu3r17rVbjpJ0AAZ7nCSHKsszzvKoqrUvPU2k69Ty5srLkeUpKMka320tnz575sz/7WpJM6y837BhsmqZhlgFALViNSQZBkGTTW3fvmTJd6LR63c5hf5Cm2R//8b9j6T/z/IdLg8qPwjAMgiCO4+Xl5eEk39raarVazrlWqxXHsa1iIBLSGw4PhecjC4mauZpMEi+i69eurzfhcPPutnhX+HT+iYtZliSTRHneg/ubaZrLZlQaPZpOJpPxufn23v7Oemu+SjMlVJ7naZpaqxcW5lZXlrc2743G+ZNPPlFV1f7+fpIkUkpbeyrQnlCyTqRwJyvrx4oEJqiqygmevVKdW1hYmJ+ff+65Z+7dv/Od73y7NOYDKUcnztXTr9eT2cdJV1kzeAb9oyrLiRmILMPh0WBlZeHjL3zi+vU3x8OjKPKT0ejGOzc++/O/JP3m/uGIhMyqyveCqirKsjSmImKji9HhQ6+IBod7B/febYdRllS37mzs74+a8xdtJTG11lqGmbB/eWXl6tWrB4eNO+++OZlMaiOoM1Z5gbHu5s13mPmJJy4LAYf7O1WReUT5NLn+1puqWNnf3XnqytPd3tzdb/71cJRIP0xLXVrQUGxtbcfN60gi8ENwpda6LIrBcDiZpkLIIAjTLBNCKqWUUr4Pnseu1ADQarU27964fPnyuXPn9o6Oam2R7/tRFGmttda+8nzfr1FGv/7rv661/cQnXuh2O2+99fZoMtHG/Nynf84L/IODvvTV+cULd+7cLXQVBEG/3y+KYnl52ff9mjohJVlr2+22dabKq/39/SzLLl++nJfFlStXVtfW3njjjcPB0ZNPPlnbaIssa7fb9+/f/fQnP3nj2rWHmw/Kskqmk6rMB4OB1vpgb//2uzetsVWZSwQEh84iMhFaa6uiMFpbqYIgIAFccaWrvCyVHzjE7ty8HwTTabK7uTOYpFlWOhYMXDnUTjhGh+S4DuN9zzv9p4/Reyw5VilVY2zr4zlTCb1P8HXyWrHWnsxD3tNfnjZLACNBs9lstVoA0O/3rTW9bi+dZuPRmBkODweHw8NpkhIqJGkdOgSin5Wuj/kYtYCIpJRi1cTjGJb60UBCaK2FJ1pxOzKmyGNnJs65iTb9vf00TafTaZZlYN2FCxc+9alPXblyZe2TS2EU7uzv/+CVV2/cfvfoYCSlajZb7XaHGJMkmU6nJKVSyicSRJptlqaAAuuQNSFqOW89WK1/vPdn4+KsTgDgkyoIH3HPZttjh4ACapWplEoBoKj/tjaKMNYcRERgcCi9emyJp4BqsYAwKZOdw/lGZzDJBkkeBIG5da+oyslkUhRFa6755NOXL1269PnPf3pubq4+btdv3Pj617++u7MVx404jjdu3X145+b6+tkois6eO7e2fhbRSM8XQpxMNEaTQ+sYZSD90FOeIEFSEVfGlL7nIfBjDd7jkK7jU2qB5fFyWyIJJFPqIs2qvFBBuLDYPXmgm0o7Y9I0HU6meZ7C7DkiIRB+q9XwvHKiwAsa3bn5lbUsK7QxXquXZXmiyTmXl2Zr++DgcKiUHAwG0yQREufm5l588cUXXnjhH/7GR48OR0cH+xu37968fp1Mlo8PD4Vt9ebb8/OlseM0F0Io6c3yoIFQqnoXZ/l4ccestbbslKQaCju7dR85uwgf2X/4g0OWj8c8goQQeBJMP4scw3rO8J50ZCnIOmfZIIIkREQtBFqrBLGUSMTATORIOJSAHqMwM6ImukqjNWEQT46OpArbi835JRKACDAZbT7cPtzdH37npZeHw4HyvVa7/dGPf/TFT774xS9+cTqd/uC1N27eub+5ubm1vU1EjVYzimNmTrKUdSJZ22JijKhX30QSgZiwLHUdF1/rnoGB6ZiLg4zAzmgBLBCrouSyZGMscrS4GPhemk4ds+97vu/XHrB6UiCMc0ioPKkUIKIxUSPUWmfTpGLLSBQEXiBHSTm+ccdWejwaJsm01+tduXp1ZX3lH/0nv1qU+tvf++5rb96fDoeFUkEQ+L7vKvSkJCJgCOMwz3NGr16+1U+bQAhjDJzSYSKiZYcngSUnZMVjTSM6i/AYAgRPivhTUj34O1iv4IidYycRiZDZIvKxzXIWA+kAZlpcrn0KQgop/Jgp1U4Zh3WAO2hrrVHS98IwL/X27uHbb72zvb1tjDl7bv0f/8avfeSjzyYl3L678ca1azt7h0KpdrtNBFWZC4/GhXHGCjPzkkVRZKqifmphPelw9TMDCWlm7TxVgc2gjo9YI46ZcHZr1H+s9REAqCzTLB9YESIK3y9SsAIKhr3h8PlPfKS7sLB+7onxeDwaDf7lv/q95aWlF1/8xGc/8+koijbvP3j55ZcRfLI6nw58b57YhH7EQMyaTQWAlTWyrkFnYzqmWaANvkeFw+8R6J5s5nk2yKjfVsxsAa2QtRnTEggGnjmIGQhYECKzQJaE9cBo1gADETAcH5zTkkt6bx79B9KD3lNAn9JZnJaG1jfOrFD+oJKlfvJorWtpqJSEdbYnkiDBTPbHDJ5PjJ5I0g8Czwt1UR4cDtOk/PAnnm+15965cS1Nq2YcnlldnuvOSSkngz4wECIDaWuBRBD4AJgXladEaS0hOGfTPKuqiky3qhIAaHUSJf3SmO3t7UazubCw9HDj/tNXrtzbvF+W5bvvvttsNHzfv3r16uaDjcFgYCvt+/7q6mq73dZlJWbye6xXf4ZdbXCKoujk5J4sWmsa82QyOYEQHh0dGZJCoOd5tSI0zzNBJCXV1kGlFDsOg8BZNx6NmXl1dbUoik67PRoOy6IwWr978+ZTT3xICLRGA1J9B51eIzCzNkYYQySzouofDRrNJgpRluXu1j4Jr9Ga78yptfNn08mQrMnzHAAWFxenFTvnzp49e+nS+t62mCaJxely4L34kSu9cxerfLq/vbFXJXmajIb6cm8JbGFEsbF1d5KPDeN4OF1dWzcVOIvOujAMGq1od3/3yvl4Ohg82+353dWHb95KynQ8GmG7+cSF9dBXZZ4451ZXVzc2NoioLMt2u10WepavCUQEp62g9UE+7es7mW8SibpD0doGQfBbv/Vbc3Nzy8uL3/hLba2VQlh+z8LwZMV38uskvOFE/FmfzbIsi6JotVpKyDxJnbNRHAdBYJzt9hYWlpc725tlns51u7sPNytjHMOdu/eliuaXw63dvSTJCUS72Uimo6KYTqZyrXC7w+3b71zTk+mZZ9ffeuvdO/ceCq937uz5YnOfkso6G8XNTqczTYta5nBwcCCEWF5ePny4q5QCIZudbhCG2zvbCwu9q1efJOA3dXn97bfG42lVFb4KkslQEldl+fLLL9++e1/5cVZZy1J6gtmOJtPNhxtJ1prlQSEBiqIo5xcWwJn+wZ5SCo+nG7OpijFOYpqma2trw/7OYDDotDuTyaQZdZeWlpyxRZqFQTQ8GoxGo+XlcjQatdvt3/u93x/u7yJipctmK86L6hMvvjAcj0mRRb6/uXHt5nVtTD37QMQwDEejUb2qbbU6QojhcJjnudZaKtFoNA4PD/cPDw4PD1vtdrfbDRtxv9/f2tpqt9uRr9qtVjIdO2e++qd/5HveysrK1sbGYDQ6ODwajUa20uicMeBJ8D0UCL1OWxBJqRDZAYAg5wwikhBAaCxXxoF080trxtitnYPBYNCfpJVFYKkta+usBe0QCBkcADh0iOis+yk2Un/Hrg8RZkoxMePAzQZxJ3fEoy0T18XN8TDxJ3V9NRcjyzKwVZqmyWR0dHioS2uNk6SGw/FknFoGFUVSBTN3zs/Wru+4h2ZEtMCECISEwhGgQxRCeZKZ07Isy5KkJ4OuM0Y4DmOIOtwuSmut1boqqz//xnf+4I++vt6K4nbz8lNPPv/Rj77w4sfTrJimya1bt7a3dsqiZGZJ4AkAp7U24HwGiOOo5poAonFgjDP2REtwrCN/H7bkUaPz6JPk8CT5G060wsSABARonUWSApARj0+/xWP+ocAZ3+9EyeOc2z46KAAoCINWO0lTbSpkJqWIqKm8nlIo+Oa79374ozd+//f/YHlpeWVlaX19/eLFi7/zld/Z3d29f+/exsZGOwr6/f6dd95OkuS7RQFCPPX00+fPXVxYWJhbWOh2e2EYRvOtvDSDSZIMpkL5vh8qgZUuiyyTYgZzfwxpc+Jcer8nRAAiojGGjQ1835fKaTNOh+xMrccIw1A1IkTsmI4AYa1Nk2Q6mWqtsyIHo4W11mgm7A+HDgilUCoIAk8quRZ3GKwztirLNJ1Wulg9c2E4HAiBeZ5/7Wtf/973XvrcL3/hw88+d2n9zKc//FTyH/5if/9g7/Dg3du33rl993A3MQzN1rwQwGCqyiFiGDfSvAQhSch6ZuMAFAp2TMBKEoMTUlqe+UOOj8BPs87+gNnPSUdRV8kO3usvRFcnTJ9oQhFkjc4kNMjElhWiBTBggAmcNbYC4ZRUtZ8VCHprq+AsGwvGamPY2e7iuWGqG40GCYo7C77vHQ363/z33/uDP/qTOA6/8IUv/NN/+lu/8JnPlmW5u7v71rVrb197+9bt20EQMGFI4CmBulReBOCAuSwrrY1xEIaNU/MrOo4fdYAI4BC4fhL6UjQbkTGOmcsyM7rUBEWRgWWjPF/NNPFKCiJiNEy1UBSRCElO84KIwla70eoggLO2KIfGOUIWQdjq+WGjU1XV1/7iL89fOPunX/+LX/jFn/9nX/ntX/s19+DB5uuvv37v3r1+v++ck3GcZ6VSqoIq9Lw0Z9/3giAwmdVFYZiVUid4/1nVYvEUxx9Pejz8oCngY0X5Y3vd2Zb4A3d9DAyWmEnMArAkkT2F1yAiARXWrQNwLayyztQzsvrdX0ohhAB2lXVlZTI9RWTf85bX1tbPn9/Y2Lh77+7v/u7v/vKvfOH5j3z0uWfOSaXuPngwGAwODg50VbSaDZIUhm1nrCcxDENrbVlWH+gaIKLjTvBR11db+44vB4cI4AABGZkYHDhwXMuBSdRJGpYZgWYYIa0rJCYpVCiM08bB0TRndq3OfHdxeeXMhft37/7v//YPv/q1P1tfW/v4xz/+T/7Zb/X3Rtt7u2+/c6M0uiqyTKKxjkh4yovCyFrrtLXvc2P+OD/bSX1Jj0fSOID6hneCCI/PFwIBcJ3Fi+ywHnwBY00yPP2aw1lyyGmW5mndGv5/eHs/DhP6Kb4TEaE7fg4Rofu7v4aBmSktSsHIpR1P+5/w44987FL/aHB0sFeWJTBLQVEQzM8vekpZa0GQUl6z1W7EURwFpizm53tDRGcqravxeFwU9ugwIUIp5dF4WnenZ8+dq71wa8srB3Rw41YBAGEYrqyszOSX44lzDqzb3d2tt3y+7/u+HwSBY/Y8zzlX71ERsdfrRVFUi9zq26SObi+KosaxDIfDY9WrqBu8WkdqjamhzaeFuDXBonYSJklSyxRXV1dHo9FkMllYWLDWGgajdW3yP/naqqrYr4lxIi+rUFFVVQf9fuT7SvlKKufccDBylldWVjudTs0LkVK2wmh9fX1vmPi+b4ypwTbNdruo9LmzZyKf8t2NT73wnPqv//mbb1z7kz/4/SxPdNXptTtlb7HdbVprp2nVanbn51aVVOmkIGJwNm74lR5JKZNsNJ5Mnrv6QmfzoP9gBxE9KXwlR4MDXeUrK0vD4ejevXu1wvmUE3WGPwD8YALt6TGo1lopKsuSGYnk+fPnn3zyyV5vTuui2+1KKauiqE+KO+UTfgzo8n6untZaSklEnud1Op0yy5LJ2FrXbneeuvIhP1CXL1+aTJKiLJRSnicBeH5hKUkyY9za2bXVtTPbeyM7mHq+iBthEPiS2FfE5bRKp7os1tbWgijOCu2AkmlBwOCMIjblLJbD9/3at+l5XsKc57kxptVqgWNtnNF2bf2MFPytb/2tLovh0cCT3mgw3HywYa1bCM/HjVBX5a3bW1VlCpOnubYkZBgwOa3NZDLJKlnqSqAlyc45rY21loCJqNXqjEYjQnk8jCMhhO/7Z86cuX3j9TAM8yrf398/f+myMabRaEgpwzBsxq1kMp2fn3/yySfvb26+/vrrg8Hg8GAvjmPjrNNsnW532keDw1ana43ZP9gpq9IB27zwfb9OaxiNRmfOnEnT9ODgoNVqzZgxWqMXSimTJInjuNFojMdjIUQ7ate22KOjo8CT3U5ncXHx1vW3A18tLi5EgZ/lyWSSp3k1Ghvv2MLgC0BEQaiUAmeZ2XIN3ZDGOmYmkkEYKT/0At/3Y2N5/6C/tb2XV6Vh4Ug6i6Wx1rJlYkCo3VtU57S5v5Oz8hOexu+PoyQ6Hch06hX//4rmQgKLohgMBmWghGBr3WhwxExRGBRJXpUasRaNCeecs4DyZ6zrQ+fgUUgL21rgyfXcG9Eho6h5m0oF0oKrkCWJGoFtiqrRFs44tlYALjEDw/Vvf22JV965dv2dd95p97pBHLU67U6n/cTf+1QjjrXWOs91pdMk2z3YH46nk6worbWODSApXygFjDXaqx4pnbjnHzvzdaLzzI0JVOMA6kuWYUYTQGB2xjmLjmG2MXC1rpgACWy97XHA7ADreQYDW+2cIEGeUtjp5ZNJhmJQavQ89lRZ82aUY2tLZrAQBL1GvADAuio3Nw5u39r43ne+v7qyfPH82U6n88JHXmg+/1y/3x9PJvt7u9u7u8PhsH//1sbNa0VlAuW1u70gjpeXek9e+dDy2fPNbpukApSe57mCAk92mo3xaAB1SefcY6rFky7okeDpeIROtbLZWIWi12rHzfYo6zs208lgOHTGWHbg+4GSXhhGQdxodnt1nZ1MRuDsyBaOtIhl7+yS8oNUm9y50kKZk9WGAYkCDFWro3RVdBcjXZVepNu9xaoq/+ov/uLP//j/BGtW5ue6zXh5efH8hfMXz8x/4hMf9huNUpudnYPSwHA0Pjg8mkzT0VFfBKF1jo1lFCQkCWGcrbe6xhpirsc5zjmUclau1ZTP94pS3t/0nTI5PDLwIBJiPXx6LGiDHRsArr81g3WABiJijewEWjQA2kZIiLUa1QDX6SHIloEAFTiijLUDtmTRBww8IuKhGVdet7nsB4rTKQlcbc3NV7mQVJbF93/05kvf/u2FRtRut8+cPXvx0oUv/8d/v/HrXyai7Z2du/fv7fzNnU4AACAASURBVO7tCaJ3h2N2DEhEXhyHTMIYPi5q6bh35VPTK1sWmS5yNtqnWjTIzpeSGNkIYMNGl0aXGTtAAEFSSSmQHVYWSgcIJGuqrGWnbQm2TtcgQ00kEMyarRPKKa/S087CWtheaAfej9648YN//l/1ArW2ura0tPRLn/1ks9lyzk2n0yzN9vb3tre2p6OjaRVPppM8zxExCAJ9ghA4TdXH9+zrZv3DKaHv+7c070/1OHHH/fjhgEWHCE4gEQK7unmYsUjq7kJxhcf9CDtmB0hCsiVmYCcBR8gCgR2DEFJJNlqSLCtd7u876xDw+Rc+cXD/nZdf/v63v/OdsNmcX1haWFxqNKNnrl5emu+Bs5ubD24epLqsGsqvLax1tceEzEyIM0g4Ecz2/3Aaqg5C1EHqopZNc53/wciMkoEZiYlYCQIgAOcAHTpGwBnOtPI9RNaBLxmqCoULOsboiSVRgLVi9eKTa+cvjQZHRZ79zQ9e+ea3vhshra6tnr90MWg1hfJKo5M8m0yTyXicJeOaLcRcS/VrpxCToMd2fbWU+rEM6NO7PgZGAgbLzpCUgI7BYg17YccOgMGyQUK2FTqN4ExVBFK4UzoIduzYPlYxnH5uMDMhfYD69LhRPF3+HsfT8XtRseCcI/EBPV795KnlJMxsrTu2bM4AY4D0Y5Z9j36SoiyLvPKV8qQnhHvpb3908fw5QM84koTjcXL/3ubifHdlab7bmc/TJE2LQrtm3FxcWoijEJztH+zlRe4rhUhIKCUa4+lSc6FFbgWSFPqdd95tNprOWl0V7VZrdXW12+222+2FhYW663jqqae2trZGR4MwDI+OjojIVLqWblZVVVVVHMc1zaUGbPq+73levaCAWeS9DMMwTVPf98uyrPuHaVk6Z4qiiILQ931z3OEEQaCUStJpmWfWamMwjsM895nt0tLCxsaGtZrIX1ycPzzcr6rKC30pZd12zsSis72u9DxPVZ5lV2oTxWEURehcq9Xq9eZAtSpdDgYDNrYoisXFRbW4kCRZ1Ox+5jOfee36ba31O++8kxxtBQrOXbwkA/nd737rX/7P/72tdKu3+A/+4T+a60bIRiIoJVrzvXfHg0YrVl7Tj93a+uV2q3tw2L965UNFmeTZaHVtzo4exM3WIqu8KIMgMNpGUdRtdzxPDvsHUI2fvvJEP1GTySTP01rUZ60VpGpk7uwlz1xPt0+mwCcrvpMPpDxGmjnXaETPPvtso9Fgdoh09crV+fn5w/39+nFy0vXV2YCnG7/H5mizIFzniKjuh3WlW81WUZbM/PTTTwPhwsLc/v5+nhUAcLC/Xxa5Me5oMIriTrc7N9ebV8pfXFxsNJtJknTbjQsXzjYaERb3jnYeJqOjCy+8GPitVnchjLOR0d1up3M4OhpNoigqiyLLsrIslZRFUTQajfGRqGku0on93b3Owqq1dntrq9NpLMzNWVs5q6MgioJQV7rb7l29svRwa+f+/fsPHuyQiMhJ5QspFAhiwShIKRWrxmQ6Qq6CgMBV0lNFUSoBCwtLhwf71nKr01Bq6FjXDbNSam5u7qX9/f2d7bARCs+rE/myLKtb0zAMsyy7d+/euXMXut1up9MJgsDzlO977Tg2zjJz3IydqGFfYnF5QXpy4+Fmffa11kmSCCHG43EtrK1pk8aY9fV1iXI4HI5Go7mF+du3bwOiMaY0end3VwixsbHxxKULWuuqzEejUa/XC3w/CPzlxcUwbGSlaXdYOuuKXCkVBl4dJauUqgpbGiMQjXXOWgNQGR1GfiOKhecjyqzUW/c2+4OxsZYBK8bKobHsHAEeW7TwRGFiARjl/+Nk88cgWydX+Omr/TFOG8N74EMsxDFg8Sfm9dnZ5jbPjRBsjGZ2BEgkyrKsKlM7NZxja1lbI4UHPysMz5OB94msCwQzOsuOASwwI5AQlSlBkPAkAjIri8IyOxQkEQIFJEk5Nq4+p8TgjG1EUW9uPreVEATO3b51M03TPE+cscjQCMNL5y+ePXv25178xOrZcyDU1n5/Mk3vbj7c2t0fjEZJlis8wXgiMX1QiXYMO0fAEwXMTC5J+NjrnGsSpFNS8XFR7JwjsJIYoRbagAAqSo1CKuUJKZjBGK18v2TWQmTONeLYWevYOQREiVIRIhpGzdZZdk6pKPAazYZ1VZWMs3eu32LmMs+SnVs1x8L3/XMXL3zoyhNr6+tlqbU2O7t7N268s7+/t3n32g/+9iURNNvzy81O99z5y1euXGmEvrMmCILpaQXX8Zbvkf/h/QUCQG1hIURwnGfZ8GgwGk3n1lpKqTCMhBB5oYuidA7yvDjsH2pdo7YxEC6Owk6rEQaS2aRlplGHjVbTb7X8sGTn9muIOTlrBkcH4zTXlUauAl95QZOQVWCagUzH0lkdBd7o6HB78+6rP/o+KjmYjB3ixSef+NQnPxc3Gx9+5urlJ88xwcZW+q//j3+rC5NVhQPywygIAmaQSoKzwLYuFPDk5qw3PMe2vvcnfT3GcWKuM8zhFIPhmMqA6IDwFErdsBaAos5xmCVT+vV8CqFEFmgsaCPIIdTSMgAhLWHtzCQhyJOl0Q7QoYQ6moNQ+Y2KFauGiqNQ+koKbYpG2GCwKqga7Z5MR0GZSCke3Lzxg+99J82y3cP9tbW1Kx/60Mc+9rHPfv6XL126FKxHd7bTV155+623r+/s7Od56XlhzSZhhwDCoQF81PURQ+B7YeB7UpZFhQxKKs2CnROIUegD+M6wc7Wlj42ubFX5HjEay9YyEzATWQuIKHwpgNg5ay1B21ldlAU78FXcanYsiqQ/KDSIUAo/Cj0vwKwoklu3jv7kT/7w4OAgiqKvfOUrX/rSF3u9II7g7WsH/+u//vM33nxza2vLC/xmpyNmAVCzPIPjhd2PVXqc9rGc1n6cdH3vz2T7cQzP2mIIwAKBkGstJbtjvQBKIERt6mKrXudYZsEoANBZsNYBlEJKIsespACiylomsIYJBQiQSOj51lolBUWR5/t5ljy4P9VVkabpzsONc2fWfud3fvujn3tmZ2t36+79N195LUmSqqpAUh1LyHycWl9HWc5O+qPmhE7WmDW2ZrYHYwBXb/5moQeCEIEdM6DDGqPl2LEkVh7pvAp84SlMi7IUHRmEeZEZXXqCHAMyL6ysW12l0/HyquoJ9/Y7Nwajwc27t7sL85Np+oUv/erPffKTUsid7e39/f3Dw6E2LEgcnyb3/vzxx1qsD25+EBwCARMhAhPXouzazFfzgA06ArbgHLBzxpKSWP9btqe3FycStdO7oNnV8r6O7TT95XRAX/3Hkw9O6o/3mxLrC/JxmotUyA65BgRaV+c1fmAaz3uFOXEcl0WV5XngRUeD0e7uriew22xEoV/lSVlWd+7c10UxP9dtNppSRXlRkhRJnuVZxlazc0jC8zx2loRSCnqN+aoqrLHMFhEVYRh4rUaz3+8/fLCxsDD/pd/8zdFotLy8vLS09I1vfAMR53tzL7744rB/9Oqrrw6Hw1arlU5rmKEwRmutFxcXkzyrTVb9fr/uwWrdVE1XqiM66xA/IlpcXDw4OBDCSSlrsUPcCAnrfKAZwDnLMram2+2ORqPNzc2yLDudTv3ZsiwXFxfrDWEQBN1uRxBKz0cV1S+OWq9YuwrHk0ncmyOni6L0gkA4Hg1GX/ziF5PS3Xz3ztq5i1EULSwsTAZ9X6BSql4/rqwsK6Wazea5c+fyZCikUoGf9+3R4R45PR6P7rx7XXhhIwqgKKMwbAo1H8VrZ1YrLbNsSCi2tnaNNq12K88nwLy+utw3h7fv3CEvchubOzs7VVV1mq2qqsp88vDhES91P/cLn3/t3f7R0VEQBPXIIMuyMJDvWb7B4/6Xk3fcSatW6EJKr85RTNO07hnqblB5Kssyx3x613dyg5x8UF+0pzeu9XeoAxjn5uaEEFmWLc7NFVWZleXKyspoOkmzfDgaBWGETjy483A8Gnc63STNkpwHR8PnPtz0fb/RaJ+7cGFzc0MszF28dD5JknJ/HPvy4oVzzzzzbJLqF170mosXXn/nQZYme3vbErA2vUsp6xiPukeNG3FN3O202lVRIlGr1ZpMBmEYLi8v3bp1c319fXd7Fyw8/9yzqyvrl5a9a9dv7OzsBIE/SkxlUJCySEVZaa6QoCwDCNAYg2yEiIUQuqrqWz5L02az2W635+fnD4eTYe5kZqXkMAzruUYtZu70eh/60IeuvfnD0WgUBIHTRmsdx/FgNNzb2zsTBHEcCyGUpypdQUllVfV6c41GxISkpHUwNz+/s7c7mU7OzC0PR0e18rndbnuet7i4OBj09/f3Pc8jgXmeZ9MsCII6QIWIpknSarVqqFKz2bx27Vqj0ej3+0WexnF068a1hYWF6WSitUVUWZb5Qaik9BpRFEW+7+uyqE+1sdYXSvmKEcqyROcYUEqpfL+qbKHL23fuF8YaA4bBOTCIjgSDI6UQ0dmTPs0BgGPLXEunfqoe7yds/05EyLVh8via/EBpaD0BETOay0/s+pRSq6urFy9eRDZpMjqq8igOwVI+yQHqRApdBxQIKaXy/n+s8Kwj8RC43nahY2uIiBEl+b6MXEGoLAmqm12BRERgQZAHDFCSQ1AIhJYBHB6Dntjpqgp83xWVlFIAhtFiwVHqdUtJGogdq06703Qttpq1tgbKavNQ39+59Vffe4uIm2EUh14cBnO9zvPdduvcaiOOHFQPHmwsBFVWpLkui7JCEiCIau0loENRWmBm6fmOrQPLQEDHYQmIRFQa15B+YBVbr8mB1WhIOClACAIihw5tQY6IGC2zZUSSBGitzYAJCTwSTfYSXTRtNSdR6EoozzG5eotW/4cCwgiNMfUl6BCZpfOUc27mjw4iMR4qEo12q9TVg6Ocj4pXbu0gIyEGyl9cu7J27hlUejoZV9m0Sidp//6Pbr/y13+uicVTT11dXlk9chaEY7bGEiAyCgYWUiFJh1hD7okosAWDNVaj1cCOwCngSIoQ4dzSclFVkwE7l1uXCIFhGNSG4GbHF3NdALbWMHNViDxNxoMMjCPNvoEWKnM0MoJKBgsQSd+TUiklAjHXXqxtGFrrOkMmz3OnoQh6IFuRlIWuGmure7due8prdzsLXcFC9FP91a9/AwG01uhcp9N84tLFX/3Fv9dqNOLINzrf3z3Y399/WNJodDQZj40xJFVVHFWiGplJHM857TyhjLIJlOBQCQ+cRUdSKDBMTALqWg1ZZ8IBWhuTDBCiyvmFCR0ggGbHbBCBUAALPJUT56yzFvAE80iJ55NymE5yJ9hrRM7zDDtGKVHWufSE1quzRy1Drhs1RvXUs0vYozjI02QrjBedcKlxQkmUCsAH4zOz8aMELDOajo2XjKqqZeWB0Td3t6//u2+n/9ufLC8uzplibX197cz633/ycufjHy108mB3/+adOw93d8fp1A8D3+9GjcVca2QGNoBIXjTKjVbNKTMKj0F4EkD4QoYMhTWGUEgJcRADg9XaOUsoBm7ClVBCiOpkg+oAKgZAZAJQcAAArGrWBBemsGBYUNzuGXakZGXdDi/CyIZ+c/3ZX1wtS1tl337pzW9954etOJrrdpYW5z/7XPz5n/+V3tyC1u7V169fv37bWVR+U6oIyKvVbylqtlYyAgurUXueCdtDFA0/cBaF33D5oP6X9ZqL2QmBwAZZCyKDFrjiyqBzDFYplZaZ8vza3IvI6JAYKglFmQVBYCsNwi8MV+ZkwsSOS3YA6OPxfg0IgLjU2kqwwoWtMMuynrHM5mTirkgQkpXojAPA3BqSPstGBZFFSFNgYusAMVRB8+yVVWfN//Kvvnqm9aeNVnNubv4/+81fCaKYERzCzt7h7v5BWRnrXOZsFDWkkGCQHQjjxarVn46wF7JVujJe4GubS7RE5Jx11hI4AEtsogCrfBiIxaqqELpcr/oIAIGInRPGMinPIpGKlWCEidPOI1YeI6J1zrEb5hYROYxLY4TfMK3Fxur6py89PRmNnNWv/eD1H3znJUXm0rkz3Vbzifk2Cv/g0JVVpdNcCkXgO0Zr2SIKoUgIJA8AdGkARWGd9H0npbWWpLTOMrNgIRCMMSBEaaxFUbBTymMGox2SAAtAXlmVkeehc4rU5r37zz97tQIH6FiAA7bsHDuGek5z2vfPSIiIFVtbmvcEnZ1aA9Y1dN2FnPb7CSGctc65WRigc4TyJL/rZCKlpKzbD2ONIMUgEJDZWQYL1gnhwGlbKbRIjpBPO9XxmC9KKLQ1pAgUGTSO0QsiQphWOtFGImgAUuHt3f7WMFleXLy8qM+2PV0V+XDAyHEcxc14vyizJHdAcbvl+36nyoqKk1xXVhhAZiHIH43TRtQMPLe7tfvVf/OHi4vzyfr68OHG3t13B8Ph6vp6moydVJ0zZ5e8aL/fR5keDIakvLjdaXZ7mTZM0ouCaVE1Ws20NKBElmVhHA36R6HnB1L1Wu3Dft8Zm+d53G7NLS8e3N7NSqMr24i9jorzLKlUpbV27KzRAkF5kS4MkTJAUatzMBqvX7yUaXtxaSUIG85CnhSNJk/T6eVLF7S2FVNRZFGohoMDNgsKPYWuSaDKjAEc4d7hYGV9TfZ6m8OjZ55+OrOZL93B3p244eY68RvXrmfWSc//3vf/ejzar7LB8tJCa251a3+0FrRW5lvJ5p3AaxldWktZajyQuWvtHpX0QF48e6HnT7Kh1abKs9Fzz51/6fsvS8HTdNrrNu8PDseDzMlVIxcI7f7+kYdlK7ZeM3Kys72d9/ezezfvLLQWu2urawuds2tL9+8/2Ds4aHd7uTagDSEKBEHEQIQekQQG50CQwBkuwwFYJEfMJkiyonLO5ZVQynv19W//5TfPrK+fybL02ts3kmQwGkxmgVrGMjARGW1qW2y9/bbWappp2uuQBwQWRGWRA3Cr2YjCcLg0FzYaLsXmQrfVaxrQzph2q7Fxb8+UaZYVZWk6ixexLPNCv37j1rkPPZ+7fDwdPxVfclisn1sZj4+01kMRNc4sr/nt7157IxsOy2kaUXDlQufl6zeElAX7XaG8sByN+rpK9rZvJqMX3nj5+1efvNjyW2DcaHiYZmMCUZT55XNnssnRXORdXJjrHx12QrG4siZVQD6++tI9zy36OMmr0pHLbAroVRpACHbkrCtKRE4agV8UxpTaGVSEEkmXeeDh0cFuVY5ubhTbB7umIGWpMqA17x2NXOg1VuYJXV4l7958S2cjT7BlToqiQjG1blTYwTR/ujW3s7k7Phg0W/Naa0KylRbkH+z0p2kSRVGSZ5P+gEqz0u45mwUejXVOTo+P+mfPnC0mk/HhUYQSQeweHDgkh2IwGKyvrT77zLOIvLe7Ozo6Wl1Zbkp147XXlLVS4mSS9vtHgoTze3e2x9NxqitrK8MAcSi9btDo+HEYsjHKF844Y62IhAVTOdNZnds/POhB1OrMMXn9UbpzOB5NssoG1qGxbIxj5xxapFwCM5QzudRM9V6HoUsEqFwFRAAElmv0hqsN6kRMaJ1DZ+nUeg8IpZDWOmeZEYSUzExUOgtCySCIJSkCcDpHQElo0WNLlq0FAYzArJ12pqoHjzX04NjwYWv5F6FQM/Wg1Wmp86oqsyzNbUVlpsuy1EWZVzkgVhYdKDAExiowUHMqfzaSG061qPURP0nE/Qmy2tNeshlFh4GI6q7DaiOlrNU8tXUYAIRhtI6Bbb31NUbWMDpndVUUaTKqqhzc0cPp9Prbuip9T51bWb569eqXf+M/XV5ZzfOiqMp79x882Nh4uL21vbNnnUNE3w+jKM7LYjwZdzpzgGy5ltCQA2dM5cWBtRYUW7B5mfjNJghGD5EQ2YFlYGSL1jJSLdJlEhIZAB3OttKIjEBknauM9kgQ86zlq2Wl9aHjxyfHp6WYiJgzaGetc0gUhaHyfK0NIiEDWK60LqsqyUfWVaHnrV+61G63ep2WQNq4vzmZTEfjKZI42NqI4rjdbnthJJV0KNI0RSLf84SngIktV9oJT3pSOWMKYwptDRL5gRVyWpZeEK4stOrldVkWeZ6Px8MkSYzVABxFYafT9jyPpB82Yta6TBkQpec1Gk0g9JttVLJyPOofMXOaplVVMbOUstFoEFH9ez183RsO08kErTWmqiukMAzb7TYLZQBbRMI2mNlqbXVVFPmrr7313W9/F8CGnrewMPe5X/qlz3z2059ZWG23lbWws3Xw1ltv+QJ3D/pKZ/lAg1BRo1VV1kOut4K5Ns5xFHlWojVsrOY6nkQoJMHSaABkNEI6qTRS4UADIklmI8C8hy9BiGzr01/7j4mks7bOJZr5GeD40zOsOp/MVn8SFuJEXAqPQm8BiORMXABMzEhCCOkFQYCO/Sgkdtl0ZKui1+u5cvravTvfffP1tMh/9de+9OUvf/nK8y/+Aymqqrpz984Pf/Sjd24/mPT3p5NRFEZxEMTKcSRsOkgPd6B0catTGWPBIaNzXJZVkeeCROAHrk5ac0jkHedIuzokzc5iM8i9bwsxY20A1WEIskYinezahDSly7PMSPKlIKmcc2EQCF+mVXV3Y+vlv7l7eHRkrVteWfvCF7/43/y3/12SpHfu3n/1jTcfbu0455TyNVsiUlIJFJasKcsAddODpk9FWY4H/WbcqOmQSnkouM6VqiG9jsigNagcEgMyoEMCJDfj/DIyEIM7zofAU5ykGpXGCKb2FyPwcXwI1D5Dwg9EfZzsHj94bSWICblmNzJYBnbOOC2JlRQq8HOTeRYfbO38+f/1V+NJsrq+tri8+rEXPv6rX/pyEPjv3rp1/caN0WhQlY5QRmFEZMtyYnRCWJFgKU0U+YUWeaGB2fekQFGVuSDlEAwqRDLk2xpXysTkGGt1Yf28c8ii9rQiw4x5fGqtetpJKISwlSZAIUkK2Wy1pRLLS4vkTJlNqqq8u7F1cPDGhfOXnv/IRzudjh/Gmw+37m1sSil9XzqGaZYV08ITEoma7VbgK6NLTwlwlgjYaSWEc+yMqf0Tx9Pcx5QN9bzCBEo6p4nZaL21tfXRDz8z0/84BniPSvPHBb2chuCf/psTVefJTu+0mer0ZXAMNYHHHgWPieUeuzyMMRYft1F94Aj8JIcGEQGFm8WeWgCwzoAl31OCqKyqza0tyvxWqzXX7cTNji4zbZxUSnqBdpWUstPutFotV+UH/SGIbL8/ycpSG8jSnIgm04ku8sl46DcajXajrKqjwaDSut1u53lx7+5dg+KZD3+8jvi7+f2/GQ36iFhpjeBWlhdu374nPbW4vMQARZHNgDeOgShN0+Xl5el0aq217LIsk1JefuLyw53pYf9gOBw614oC1W63pCBjK8/zGlGUJBOJSmttjKn75yRJasTFcDiUSEqqLMvyPBdBMAtlFdIi1SfuxB9IRM6BdY6UZEYh1Pr6+iuvvOJ7XhAERZrVKtwzZ9ZGk4RRNTu9MPSN0XNzvXrZsjg/f+H8+eRoDxmVUKFS01zv7e0vrkYLi4v3N7anaXbn/oMrF0Knq3ffvelF8Xg8Ho+HH/nIx6dJwhbubmysLK6cO7MmhQk9sfXw3v7+vtW6DsBIkjSO49fv3j3s91cvX0qSBAC63e7RcDwajcIgPhlGIYD0mBS4CgAEkWB9TLFCh+jqKGVpGuPs/6buzZ4su64zv7X2cMY755yVWXNhKAykQIwkQYoSCQlyU5TbYbftttSh7pAlPTj8b/jN4Xdb7ZCs7lZYLbNFSgyqmxRJESRBkJgLhZpyqpzvfM894x6WH/bNrCwApJ/ssOqhApHIqpt17j37rOH7fl8VRVHgx9Nkurc3+pM/+XfPP/98WZavvfbaZJIaa5UprbXaanJQOJdZQtZo4/5bl2J26QwhkpSeNWphYTGKoitXriBgrRZn+fS1H/3kC1/4YqfTMcbcu33bqGI4GFCVHx0dGaODMAjj+Nbte5bQGuM8aQcH+6qqfE8CQFWW6WBUk9Hq0nriJ9HKlcHR8cLcykE3HVaN/Z+8F/v1Ih8T6IXF88MhjMejvb29jc27C53G2trae2/+XCBKKf0ovHTpUiMQppwy4HmR7+3taQvXn/oVDbi3f/Szn7/T7LRlGOuiQjZbiHAgowxZyxkTpLnnT7TmXPi+b3RJpKMoKhkNeoeTSSK4sMqGYZhlpUuMcBBRa21RlJ4AIBoMBlWSEPLO/MJolCqlms1Wvz/yPO/c2tobr/84TdP2fMtBnhhjx8fHb7zxxuWrV2q12sHBwd7e3srKSq1WGw2OpZTOdqu1Pj4+qsqqqipfSIffRC6PusftdusP/uBfeUJ2u8dv/vT1Tqc9GY8O9w9UWc6127/xyisbd++9+ebbb7zxs0ZUK6YTXVWq0L7vBUEYSMmZMYRVVaIlwYAxHvlyMp36QVCqKp8W7db8WmNxlKT7+8eH/clgWuQFcc+3gNYCoKO2zHx7RNZxx5DxGYztVCHsBVYbsNZFRjFArbW2hoAQmeAcGSDZM6pOVlUVADixd5GXSmkvBuAYx3EQhFprnKG2+YPHNDxE/0aGjCGAxRkz2RnByE1xnY0AEaSUSqnRaMTQ9no9IOsWiVJKIqoqhTMiJOL/G2u+/w+6vlNI5om5wplfkD4JfPeJONRZajDnM3KX1rNYOSGIcwCwVYXWgtttAYLgylgiElL4QUPEgVEVIuiigCj0gsDz/Z3d/fdu3NzZvX/5ytWr167OLy6/8NKLn37u+TD0e4Px9vb23v2dt9/82dbWRhiGKwvzk8nE9wN3gkyTgXMCJHlVE6FBQg+jeiQiWRrlwsE5ulKdM+BExIFz5NpqPHGBWWQuBM2iYi453ThKBkNEe8IOR4cUfzjP9CzO+4SdzozWymhN1lZKEaVZIYUQyBA4EDGCzsIC55hNJ5v394tbdxhSo16XXK6trM/Pzz9x/akRqaOjo42Njd5wMDhMlNHLy8vIweOWbOXkGTKYnIc49gAAIABJREFUq8pSG+UB+kGEQjDpcWBpWRyPRnlx1GzE7XZ7ZWWF84a7hfI8n0zGvX53NBptb9+31hoMYt8TnPlIBKxSajgcaks4mfpxrdFur6ysuGLoFKidJMlpCG8QBJ7nLSwsLHQ6PufpaJhPJlrryWTiBT4IXwMQsmYtsGSRQRiHQVSrxfVhGPmCqarsDcb/2//+Z3/yr/+svbr81BNPrK2tfeqpJ//JK1/+2m/96u7BKEmzW3e3bt66O06mXKlaVLNpVirDydbrzeGoi9InzgkRGJcSgbhlSIiGoSEEITTjCrECVqFhwDghezjFxXmBGczGnIhkEK11KawM4AQBTCdzfJdYDR/Nxv1FiTTu/AFjzzJpXDV7mhHNOWdc6LJiUgRRWKQTIoqiKIvFQru1SNTr9r7xH7/zH/7225cvXXr6yaeuXbv21PUn/vD3/uU4zzb3Dt9/772bH7x/f2t7NBpxzg+3qmZcW19ZHo2Thi+Ps8wTPA6jelyTXHDu0gvdacCQcQADYB3qg5DPHFYIdHJwEwAncabrc2WuA9Rzay0QMmSVsb4vyTKrtbXgByF6Mk+n02LKAQHsuQtPEt9dWVkZTcb/9i++/v7Nexcurj/59NP/w//4LyaT/O23bxwcHNy9e286SfLxWHLhy6DTbtckDA52AkGB7wWtONWAnDnPmwUAxo0li9aAAGSWScskISNkFpABI2DkakEAAjxJjzMn/QSdtgSu67PwUCV+xkv3sSPx4RiJTyzfCRk5LpwhAwSMMQcbBAKtNeLBuH/YHTQ77cvXniAibc1ht/fv/+rrX//rby4tLb38hS+8+up/Zky6t7t/f3tnf29fMBEELAqFlCbJklE2RTbP/UgIT6my0lYwYEJqQAJuUDDgBrhhwsJsegVorduVGkTkiBYBGD0Ewj7tZM4E37uvEGfoRFbaGglynEyQtM9lvVWTYcRk/O4Ht37ys7euP/nEhfMXL1+9+uqrr06SZGdn9/D4KA6CRhx7np/nOVpyRbzv+8ZaYJgXORcnmdQIwMhlMwBzohUDwC0QgiUEKSWAKcvSZ5ZzniQJOwnfw4fvSjszR37CTXqar3DWhHbaxrOTLd/Zrv706w8gW7+4YTvt2SxZIItkicB9GgFnNPqZihfxFz12HwQMzlaVFsHMxpBkGALzPIaktT7qT8ZJrrRZXVpAFk3G46zQWpMhEIx7nie8IM/TPM+NMQTGxdvkRW41HOMhGUPWKlMRgAGblyqZTsuqXFs7D4hG6yKdSik54OryAiLWW63v/+AHN959Z3FxwZLWylZFHkVRI45qtRoAcCmatXq72dJaV1XljH8WQakKEdtznfdvvDccDhfnO2WpsjTzGjXP86bjtFfkVaUqo7TWDtReVZWQ0vd9h/JTSmmjnYg0lNIYUynNPCEDORvCPuDEolMBo5ipdsMwTJJkf39/ff1cvR7Pz88T0e7u7uLSws7+Qa/Xu3DpysrKynQ6HQ4Gw363qkoE7PeHSJjnpWBAGrWyWtvl1XOdhT0LeNQfnJ+vG1UeHxw+/exnPM/L83x7Z3t7exeBeX4YRDVlbeALzpnTrIqoXq/V+v0Px6NRwNm5tTXP8y5duvTW2+/kee74JY0wKvIKANgJrteYQoMGAEuMWcGYqJSzvhh3niGjsow5D7IMtFbWSmsDz2t4XkNKOnfuynD4flEV2igH2jl7dzj5nJvvqMI6Vr6TNTHUWmkHDul05sejkR8EWT6tynJpaXHr3sbx8fHB/t6gL5lRc616URQed8gopbSu1RpKa09IJJhOp4xBFIb1WkRWt/zAZKo3GXAWeI1Wo8VufHDvsDclLW2pqmoSRaSMJa3AGs5Z7+iYASaTyXRsiiK3StVqEROiKIpkME4GPauLoqjqjVYU1xiXg27v3sZmL5nyuJYr0haMhXq9nheF9KUz/zPAgNMoTT3PM7pyA+4oiqWUWWqklIuLiwcHu54nHWqeMaaMJTKcc98POOdCYBzHnueVgESolV1eXVlZufD66z9VSk3zbDwexnG8tLKcpql7aAZBUFTl3t5eXK9JKZeWljY2Nmq12mAwKLLMgYua9UaWZUppV2sVaeaU1cqoWhw26jXBEIzevHsnisPlpaUf/OB7y4uLly6sv/DCC/3D4zLLVVHOt1qe9FaWl7JpppUS3CkumRTEOQJYAmuAcYbNVkdZO83TJJ1yz6vVg/4w6faH3f44KxUyIX2wwAC5O6GJCFESkw9GXfCgj6AT67ImhWA4IkcAMmTJEwKNO9vREIFFfkZsT0RR4HPO87wo8jyKY+mJLEs77VByEfg+Aq+0OvMq5iP5TGfy+ugjWbGMuXxvC8YCIOdMqdLzvHarkWdTT/I0EUVRkDYnXd9HXSf/eGguiHCy4jtD6X2w6/s4G2M2QT/B5zloLxI40Ys1ZjKZuMbPMfIrImNM4HmgDTIkbglBMTSIZDRD1GS1AhkEZIwI/LlOh4xWWtWFJ8LaJC/r7fmd/e7u0eBn795AxpGhH4adztx8q3b9+uPPP/dco1FP07R3fLy/t5fneVJOaxIASGVjG9fQ9xC14IBohuO+rNcsKPcB4M4xSOyE98o4F4DMzhACiIAM0VjlFr8WCBh3dp8ZLmMG/8SzvrKPXzREZEIwBCYlB0DJFRD3pCGwAByIc7SISVEJhppY1Ow0OgucAQMkrfeO+zfvbL7x1nsLq4uLiwuffuLJZrMRhAEgTqeTg4P9jc2N4XCIiJ4Qo2wa+Z7k0pZFUeQqDixSYUrmidX1c0EcFcmwqspbt28YYz3PE0JyzoMgXJhfWl5adTVJBmhVZcqymk4NEgGLanXkstBmPEpGk5TjLKInDEPP86Ioqtfrp3VSnudZlo3ynLSOfV+AjR3HWesoihZX14iLJM2M1kBktC5UAQaQ+Ysr66oqrVK15rwx2mg1TQY33n33g3fe+c63/kZXpWSwun7xyaeefu7F5379s88ikx+898FPfvTT3f0DLoX0ZDkoOs1mgVYDGQTDtLIVtwEHDowILUgpI1+RUQiGkTFIiIwRuOEFne367OnIyjrYPRGhwQexY85rZAG4OwPo4Syvj68RhBAwC0GamQofzE1mDaR1/QAjdOeh7/u+Lz0G05FEgGa7NbYFA9RFWV9da6+sI1E2nLz55o0f//BnqijrUdxZnrv86MVms/E7v/VK5Aec4ebGhqrU7v7B7u6BVBNdGB8jriumSm4UM9pozZFbF/qLggwBswwNgAHkiNaQQSYsshMu5BnjIBDOzlGyMwEc11qdjDtQCm4MIXBkTBkymnhQ8zkjAqP1fr8yvKWw5sVypd7ZuH9wd+f+t7/7HWS2M9daP7/WaDS+8MJnWs0WWDo+POoe97q9Xl1QhJVJ+zplXuCTbDLOgFAbYwm5lAgAyIkZRE7ACJgBrpFZInTWNuCO7IQMyQIi4ans4+RGdjwDYIgIjHNCMFbjQ1qIB7uZj7NDf9Eg0Li8RwDN0CIjiwgOKcyMNdbquLmY5znxqDdJjTZB6Ht+XG+2OeNFpb75N3/719/4Zr0mms3m8tLS009dl0IeHBxubG0qnSCqRk0IVkyTnPHYl5IsGW1mrFpCS2gZt0xa5kJPXUzhLNIQGUNChgytBfroU/MTF5gcgCFwd/cgBya8sBYEXpVno7wQ3G8uLD/mhePJRFl4+733P7x7r8hzz/c7nc7CwuLc4lwYhlWlw9AvisLjWBZZkU0JwA+C2Pe0tUTm9CmLSIhnhZcz/q57dLki3vNENlKHh4cPGjOgj2hVToMEPt5WfRxZ8fGwnI+Qk0+h9qf4sdOl6Fk/tj35BQDaEiPLwczmDsg450DM2ewtndjTf7lU5/RHAgYAApEhlMpYW3AuGM6sEEf9UVGpuVazNTffH43TLA+ieGV1vdnpcCaKZEQEnIlGra60JcCyrIjAlwKIpBCWQViPOwvzguHFy1fKouCcj5M0TTOdZxjXJGAtlAeHR6rMLp5b2bu/vb+z5XEmpRj2e4IvugzS1dXVeqPBAMuq6vZ6S8vLe/v77rKUVaWNKavq4OAoz9OirOJa5Ez6M2gSQyYEZ7OL3263GWP94SAIAkTmciB8319ZWVlcWdZlWRTFeJJEDdZqLgghqqpSWlmLWutZww3AiFkDRCClPz8/T2SOjo5ajTqgnSO6deeuCKLtzS0UgWRsfW3105966tzK0iOPPLK7e3846EsuO+2OQCYAZRguLS1ri2lapbmSvrXCP9rfyZJrFy6s1aLAGvWZz3xmNJ6urJ4D5AfHg9JaY6lSql6rh0HYPT5ev9La3tySXFy5cmV3c+OP/viPD7Y3bt68CQBPPPHE/tGg2r4v/WAmqEFkSO6mBQGMCWvRWIZMMh9n0ZQckCEg8bzjeZ6xKo5jQCrK8sXPfuXzn/+ctfrS5eu37uxYHjJryJJ8wFJyv4HnkFBEkZ86tcpM4YkUeAFnXhTW2u0OWRoN+/1ub67dajQaN95/t9Vu1+t1MtX6+oUyTe7dvrMw33nk0UcbQbS+roqimk6njzxyrdvtjkfDIstUVaTJZHd7u1GluzuH28fTJz714sb2US2sfXjvvpBRUVY+0y8+/ytf/OJTSZruH+z96MevRb4nJe90OmVZbm/cYYwladJo1Eaj4fb2FjNlkQxv3niXjJFSEJOHR73jfv/27c3UcJwU2wddZVRl7NJy25Nxu9XwpOQMObI4jt8/9o/2pwQm8AQJYYwpS6W1RXC6bssFlmXulpaqKGqNiHPebreHg/08zznjqjJFqdrtxsLC4mCcLC0vXbl2bf/gKAzD+fl5svatt95sNGoOhxPHcb3ZyPN8a2trfX09CsPnn3/eVdSj0ei05C7LMo4iwUWapu7rjLEqnZ5bWbHW5tPJ9ubWmz/76dXLl+5vb3SatZXF+SDwDvfu398/unHjxsH+nud5EATD7lEUBvVGEAYhWYuIno9SgDXGVICI2tggjJqt+aKyQCUZcXw4HHezaVGWymjimhg6LcYDnoabPs2YbI6bfEoZxBOYFiPDAAHQasUZcmBklGSMSc8iGmu0NrOs1QfoZSgKLaXwPKGKfHll6StffimKapNJlqa59Jg2QMgdlQwfJNqeUVoxAWRn5LuTdR+CEkICoDHoNl4ry8uLi4v1et33vcuXLyHQxt07WmulzcnBfpqj9I+u65vVqQ/ireCBXO2TSxaij2oZ3f2vtXbl89ksF6KHJ5TWAgMC0IZICOGHHBHIcukpVXEuPBEJzlVVmbKqtaNMUVZR1Gg3PT+Kov5oJKSHghtLk7waT/ZMkaZpOp1M5tqtlz//2f/+j/9YMu5JnmXT99577+bNmx8cHg6Ojop0yrTNxsMwCqwuDDG3mvRQOLA948KSMdZwzg1ZQOaGr4CgCbTWjDPGOXDGhWCMmROuoKPIIDyYSZz1WJ8tESxjWpEiYoJ7QYhSSM83ymitq7LS2qAlAKwMWODIGCEjhhyZ58VRjSvCfre3eG51Z2f/5oe3iqIoy8IaVZblV77y67//e78beP79+/eHo8HP7x71ukfHuztotATVbkZlNiJjo0ikaT/JhudXlwHA81allMlkOhiMpJRpmh7sH7onPSI2zy0zAoEoA9/zfQLS2vqSLS8vLHOpDAGVVVVNJpPJZOIcfQBQr9fn5+drtdrc3BxjbL/fH3S7aZpSVQacV1XlfPme56H0uPSQOaevSafT6XSSTpOiqjhjca0dBJ4ze7TanfF4oIo8kJxHcb97/NMf/eiNn77+b/78zzud+fZc50uf/+If/f7vNlrBQTe5vbF59/72zc2NYprkRnlB5NciLgQhE8AADVqLRnNUlaqQSoFMcGDo+K6MHor8AHOGim0BLRmByBjTM1oanEx78EEqwMPFIvtYcucZhecsJvJ0pzSTSc/8RQwAyYKxFoistVJIznllNCLWOkvpdBpFTQGYDEaqKDvL68wSGmvKqsrL0uoPb909OtzPknE6GddC7+XPfe7y5cv/xde+urJ6bnf/4Fvf+tZrP//AJoMkT4rJBIELxg25yBIpOJBFTpqBAVAIDJkgMsQEgTU4C0chBLTcaTwJLc2y4ZExBnwG7UBEztx02bodoOd51kJRFKXTxfl+Ppkqwrnlc4NhbzTuh/VWlie1KBKSlDEbm/cB4Lvf+HY+Teu12rO/8syTTz75G6985Q//4A/G0+TDu3fGyeS1114T9aAqtbXWCwLGpdKlAI5AnBQCCSABlLlEDXdtZ90OADBnviLnsnp41+daAjoT3/mgnXO3CiDnXAghBHcfbziz4vvEzwCAMznMwlKRMTtL0EPO0Hly6s05NRj4tXZaWWMrDbLUSuUVIqA11jotref78ebG/e98+7uc4T/9p//5P/9v/5t6vXb/YO/D27dHyYQoBWurPHEX3w9CYwyS5WRP1S3GBf/RCRQLGZJljDFDSC4lnH2Ek3Q2AHoGOEHLHJVRStJkEIUfj5JpGARBEBdFZgnmFs9llTFGO465L4Xbydy+fWvQ7yXJZP38xWvXrn3qU5966snHd/f3nE7v6OioVqsxayujgXv44KXJCXXcfuyUE+BgNm7jZ61ttpvOE3g2D/AjW/dfxAz4SByfA7o4+sVZjehHaHIPUiJPJDAf2ZGeFXCeKFVdgc5cYe0kdk4e/YvyHmYfy9lS0THLLSIyJI7IGZI1RERgLWCuKJA8K+140kuS6apebrWbveEYuI5qjTyvjo7uh4I8zxPEwjjOiyrPS7Szfthai4xlefb+jfe3t7deeuml+cXF7a0tznk9irMk3bl7Jx1P2u32pH8sQHscVZFef/RaMhq05uYF55WqBGNRGCwvrx4fH1elas8v5Fn+5FOf2t7Z5cc9KX1PBohCSn84HOVlwYSslIqiSErBuQSwyLmT7VVpwTlXxhhj6vV6XhZ5ngvBq6oqisLNH/0gGA8GUeifhhacolOLojA1D5GTS6YCtJasJWdPWF5aGI1GAFRV1a0PP9AGNjd3NLBaGPd73UrrtZXlo8P9XveoKosiK4yxhwdHaZIuzHUqA2VWRXMdYJxQyDAeDvobe4Onnz4mZHdu37p2/cmL6+d79eTGrTuNessCGmJ+GKlqFATB4vJSlqZ5nnePe5cuXltdP//WGz89PDrM8nx1dXVjc2vr/RtG60uXLlXaADHuzKVkyFgCoSlgjDdbc7VGp6wMMEmAxJAJBgwBMdKMwEoprdXHx4dLy/Xf+Z2vra0tEcDC4sJLn/3c8aDISnH6cXVKQqfT930fEfM8H+7+OEmSoig4F4K7/EtbFGUU1eIoLvLi6PAwGQ8vX7o07PcqpZ977jlVlkYVHmcfbN5NJqPlxbl2a26STg8ODnrD0eVrj6yuro5Ho/7xsRT8/Pq53e2t737nPy5Wo4vXH0NLFrhhrLmwsnrhYu/omEGx1Al/69een1tpjMZjozPJSZVFlqYX1tY5UtJqqXw6376iVHVhcWUy6KMps8loe2un1x1fe+Ti2sVHDo67b739/nF/WFX1sBMWxIT0Qt+EgTS6qgVCMuRIgkEkaHl5edTvGQsMuVa25ksH1Dk+3AejyVJcD+fm5pRKxknCOBLRYDCIorheb451hcgAWKvVaXfmpBds79wMosbB/uFkMpEXLw7H4xs3biRJcunShTzPiagoCmBYlmWpqq2trfb83Gg02tvbcyBcd+8vLS2FYQhEWZp1u113lGVZVo/j/fvb169f39vZOtjdaTdq3e5hLQrazfV+97iqqr/9xtcXl84bY0AZLuz2vXsXL5wjsshsIAznDACYZEwwVVoH+DDaVoYmSUoWOZPD3ngwSISoKcuQy6rUhTbIGffkTP7i9MSEBJxmdDR3NAGghbPBktq2GnHoB6SJAeecAzJlrbVUWaM0r+BBbpRrK4IgUGVpjA4C/1MvPvvKK6889viVu3c2/tN3/+HmzVsA3nicErhoZCLUiA+RsBhjCMQZ/4jC05MScXakR35Ur8dXrlxeXFzM8zTweafT/vCDm6PRSGtt1UyeMNNqwYPor39UyQ0PEs/owa4Pzjrd6WPyEjtTyJ54GIwla60llEKcPpMcUwGZYIyRPXnUuUk744gCLRqjASDwPUboZL9KaYYijn09Hknf98IQuSy1QaXrrY7S2pDljDEBzPOsH4SNzuq6TMajr//Nt/+Pv/jL+U778sULK0tLjz3+6D/7578XzjV3bm9Ou4PuweHG3Y3DQT8tK2JAiMQFSgIkzgHBElkgIC4AuRPeEc34Bm5M60Q+yE5LfHzQNX+EFUsfbQAc19iRypAxGfjc88pKMcl9T0ZxzX2rKvV0Os3zqaOuc8NNlTHAdr0hvMAPo839Q48L3w9rzbgtheAwmUzefe/mO+++v7y89Nyzn1lbW/v9F3818GXS7x3v7927c2syGg27B3mlkmG3rKZC+ntbt5eXVq9du4ZCRmHYvNgY9Ee1qLY4vzSZTPq9YVEUOzs7gZRx6NekX5ZlHIRlmY+TJKtUszMv/JAhk1K2Wq1Go+E2e0mS5Hm+v78vhHAKz8bCgi9EKKUpcxc14xpFtXOfOK81m2Hc4pyHfthothHJKNXrHQ/7/e5wQMZ6nuf7HmPy3PrVqkyzZCI5aE2VpjAMkTGlTa87/PO/+Itv/d23n3vuuRc+99nLly+++IWnicHbN+7//K23j3rdw+5xdzREGcZ+KDjG0vdqtciHsqg4KIloaZZuNxPdneRFW+feJECX4IzsRMnspp724eBIRxZ8KEDiE4u2h/SfpyHjs8/UjFRPjhPo5JVaC8YJQcgZhZwQhseDWq2mSmUIGq0OaGOVVpUSUnphaP2iLKaelO3F1fX1C8l4kE8nf/Ufvul54s/+zb9jQv72b3/tv/u9f/GHf+Rv7xy/8+477777/oe373SPjxqtFjDJ0QjH+gcLaJEMoHV6D0YO+kEwG3ewTzxPPlJMG6VPHTVEmKa5JWJMME8QUanUufNLOzs70zJhHm/NzaXTSVxvoTXGarKaM84Fnrt4GQnSSfLTN9/5wY9eD4Lg8ccfv3Lt2uNPXH/5Vz8b1hvf/+GPbZlpbWqhlFzoshBCIoAEDUSGlCB1JrbNSTzd1NEQfTLn82ylPovfRmAfo4meAgbd0WdPaqZfEiXyYPA5404BkethwBIhwt5RL0mSIK7lpSmrCjlnQrpvYtL1HzSZFMdHdxq1+lNPf2bU7/3Vv//rP/3TPz9/cf2Fz770/EvPdzqd3lFvZ2P37t27g3HCpeSSg7WMgJOWFqVVSMaiOLvjPnVCPFhXfuzTe9ovnW60GAMC17qC1toQGlLIeVZUKRnP84DMOJsiF2QJuQw9TytFCL7vLywsLCzOcWR3723+/d///fe+973nn3/+M5/5zNXLV3q93vHxsYvw9hGJc33ynDrzYLJEp6m7JIQPxhptKlt5nnfx4kXH7T37YD59a9yt51qCjy7kz9S+M631CdzFtX+/pEs8e4l+OaGUOS4ZMPenyZI1xp4my//iFd/ZV9TGnnl5qLRmZDnnCKQcfNhYY8taGNTqNW31zu7eYDCI4kgIsbGxGUaRlL7gttFocSGjKJ7mWb83HCdT1y8hAz/wKlP5vl+U5c2bN5PR2GqztLQy6g84wzgKyyw5SCdLrbDXSxnSpYvn06JcWFgQ0qu0qspqkoyLstJaX7x4kQECY41G4/vf/36/38+y1BBZoKIoptMpMu4kIUEQ+F6YFdN6ox4F4aDf7Sdjj/Msy4IgCARPu8cAsLS0BAC1Ws3JTIIgOO3JgyDgXOZaO6uVa9eVKmcgVu02xi4KiIIg0Nr4vs8Yk9KLosjjvNsbNJq1Z559cWNnf2drc/3CxUG/Pz8/P9dq5tOkqopzq6tCTZ0q8pFHHiPOO505sdu3QLVmM6+qRgGT8fiLX/7Kna3t0Whw6fLV4+Gk1Wox5nEuwzBEIfJJoYyO47gqi/l2Z5Cog4ODJMsB4M6dO+eWF5IkWVlejuOYAHzfz4qJ4N7M3mmM0Zpxn7M4DOJHH/mVxx5/SpMYjifO4ACcMQ6AWKMCETxP7u/vIjMvv/z5dqdTKUKEVqvx7HPP3N9Pgc09dOgZo7VmjLlAvCRJfpZ84LprF9DHkFmjpJTtdjuu1QaDwXA01Fq3ms1Br+f7oUDGfQ8l393ZHAwG7XZ7ZWm52WkbgLm5uWZn7sqVy+l0mqbTdrt5fLS3tXGvd3ycZ9O5RZFMBsNhkRWZ8GujyTDNkmk2uv749U67FkfkCbK2uHD+3Keffur8+jnJcNDvM7RElGXZI1cuHx4e5kV+9erVg/ubt268o7XuzNXn5xe58Maj/u7+oSHsjpP1i357rtNu1Rbm6nPt2ta9e3EUkCqt1mA1aL59f0dr61ClLq9vOBxmWVaL6xztaNhvNBpAYjola8eCcxde0mw22+22LgshBAJ4nqe12dvbK6sqDEPgrNPpIGOHh4daayGFtXYymbh8yKIqGWOd+bnNzc2l1ZU33ngjiiJjTKMWXLt2rSiKZqPZbrfLorh3915ZlnOttoto9z2+tLSQTZPQD4LQ8zwx6E963aNWszk/P3fz5s25dvv48NATshaFg2H/8vlzVVX6viiyTHPyZMRcbhkhIBBzXGT0wyAvCmuBAS/zHAnIwUtQEBkELjxZKE1gCV13QASCUIA1J8s9AgcrfqAeoUevnX/+ueeevP7U4d7BW2++1esOkLG0KCZprsuqVJWxhs00mUhEZNSwXzz11GNLi/NSypdeeqnZqOXJ9PjoKEmm/cEAWCg8iYUyQB/vw8541ugjCk+ltBOsxXF8cf38uXPnGIMw8gFgeXk58MX+wV5RFIhIs6BRg0zSL00U/P9114eMGe3IC8wYw5jvLNeMcbJWKcUYP9ExzlJuOZ+ZfE79CZILV6q6+Ieqqk68HzM7BAPknkdAlhlCQGKg6DRsyhZaMscXJYm+e6Bz6QPmxiITnpRdgJIZAAAgAElEQVQyjGNrSfihKy7sjP2NRNYaHYjgQmNOCmaUGmTp4a2tN2/eQ/Yt1GXdC5YbbY/xS2vnr16+Es21rcfqtVrv6Hjn7r3Dfm9aTYyxjHNiTHDfWkLOBJMW0BKBRT+QRZlaoyRjYLX0hDWWwAIxchjxk02puwKng+GzFYYn/alNy1IFbpVsnRgJnFvQLYsZ51GtzoNAG22JyBompMdYXmnBuTImiheJKCeLilBpRCIWCAHGmo397u2/+iYArMzVn3js0eW5zlOPXXrq1S8EXpyXZZIn79y4JYNg//g4mVZVVd299aEQXhhGnvSllAaYlP7SXGdlYcFa29d5lWVVnkdSckYAxhjdmWvnle52u6WxoTdr+KWUQRDUarWFhQX3pmutsywriiI7PERrQylBVyEX7rIYYy5evKiIsqJMkgQABo64yJjveXEcnztfX794URudZ1lVlNO8PE5KRkyRZy1ULCitjPxGrV7P84J7ngQ1Lqff/N53v/6fvi2EX6/V5ubnzq2uLS3NX19f+bVnX4jjeiEqrCaTJNnaPJwMR01pSywDM0UDkktTUkWeRg+RWbIWiHMX2GaBMxcVCIAA2lgLnDMGVVEwhtYa5Gy2aiDDZsLgB3mAp1uRhzoKRBd4pZUWQpjZJ4Sf+O8RGXNJgoxxzrlAplRVATmwlVKq4zdMZQVKIQUQEEP0hQxDAFBAGHihjm1RdhqLZKqY+5Z55648ev369TTL8iL/3us///vXf94CfenK5eXl5U8/+chvvfJrnh8Mx6P7u/vjJOn2eodH3TTNJKdRvze3uJjrypNBUWWEDITg3AMAbTUj1MYEno/IS11YACn5aDTyPC9PMyakUpXTTrh/GAAK6QGgJrIGCJELb1oORGhLm/mhryuotRpWW2tAWAALRhutTUljIOBxey5qGW0kF9//yZvv3N70v/sDQHz605/+/PO/4kkZRJExdHR8fNzt9weDJE2ZMmmaen7IKsHQWqt86QEZqkohOHfGTMHsSdya002VVTXzsSgFJz86IdqTW/W02DfGCMad5cMBOTTRqcnZ3Q7GGOcCPw3CYmAZGG0sAldVIaXvsmUQibFZZGK71dGGgHHpBW7XimCBoaWTNatshBhbwoODYeAHS0sXWlVuDP3kx29+7/s/AoALK4sXVpY+9diVuYUFrUyv3+8P+t3egOus3ZinfBJIqQGBs7KomOBCyLKoAs8zWksuh4ORlEIIocic5ZGcok1cRRgEQW9v2/c9RCSywJkFQsYIgKNElDNwtNV5USwtL1kiZYhxzoAzbmEmd6Srjz1SlVVZFB98eHN3b89a2263Hrn2iHsJrXV3MMqqinGOZCWTVV5EQVCVldWaAdfKCiGVtWBt6Hmobab1q6++Op0M3MqCLJ2OWk4x9J84pHOkEDp5H93b51w3rv07a3n6OBjGKUJPIxxOLVIuueGsalSTEQgExloygJoYSm6MI5vi6eTkI7WF+0lO/xJ28pMYY4zTWjNuZn+SAYKqjOdLC1hWWgrghEmaEUIYRVabdJoyznkcWEse48PhIEmSIs/rUWisVZIXRTkejwvGNu5teb7odbscWbvVun//fuj7URSkyUhXSivV9JZ8KVqN2mgyFQyb9RpK//D4uNlquX90e25+PBrpqkqT9ML6+dXl5du379TqjVEyBcAgirQlYywXHmPcD6JWp61VqFRVMra2fp4hbW1tRsqEYTiYjIMgsNaaqtJaT6dpFIbuzQKAubm53uHhrIbWUKt1ms3mzs6OUqruizRNPe5baxhjWZZGtVBKmaY5Y4IxWZZ6b/eALDJbtVvNvKh+9NoPo3rzc5//4nG3f/HC+vHBYa/bLYu8DIPu4FhpFYSB1no4HH7miWd5XGs2GoR8PJkiY0Kw+7u7SZIMhsPlLB+NRkQudNf4vre1tXVxfZlqtaqqBv3+pQsXiiyf63Rgkq2urLbb7TTPdu7fv/rY41Ecz83NLS4sbO7sxnFMFjnnZC0Khp6nDQNGXNgkGezcv2eIM+EDInCOgs249DRVWmfp9Pad251Oy9ip1hkgR4QbH7z1zns/RdHSdmxdbiSAUsoYbcxMaKe1KcuiLAvGMAgCN6u0pLngcRwxBkpVxuhnPv3pq5cv/OAf/sHz/C996UubG3fn5+eqPEuTZNDrNms1wZGIWq02Y+zRq9cYQ63VlcuX9u9vv/zZz2bTcZlOHrt29fIifO+N99ur14bJqMm58Bvzi3VT9T2ZW9sfjzbPnX82SfhR9zj0+XQyGvaDej2KgnBnc7SytLy3v4tAQVBLpuO5+blmq40svnBheXl1bZLkN2/dQ+bnacaFN87SZqu5tNTmoO7dvgW2shWPPD8tCu77eZYBRYhojA0CrywyIorjumAYhxKsKvJsa2sjjltra6vv39i0IKI4mJ9f8Dz91ps/8Tx/fW09mSSqSAbDSRjViryaZgXnYpJm9+/ff+H558JaaImMMc8880yWZYeHh+Nk4mwyRLSxsRFFkYu7vHTp0mOPPWatHQ9HvV5vZ2cnSZJ6vT6ZTBhjnU6nSJODvf1Wq/Xtv/tWkRecMSGYNcb3vSzLyrzIsoy0MdZaBQvtVlnmUnAkGwaSkbW6AIbEpBSx0lRUeRCGtWZ9MJ4gcqU1ABNchj4UhiyBNcYSKWtMqZTRFmdBfIBkyXlBiMhIZNZqMNYTTAr56m9+6eknnhQev3r5fJ7nuzu7zFbXLl1Y6rS3dnbLMvc4GsmEDCqty6qUnlBVxYCuPfbIlcuX4ijM0nQyGv38pz/WSo2Go7QolebWkFKVBWOQExGhOZmpOle28+WQsQaBGJsF+THGEbFSRbvTXlleOX/+Quj5vX7PGp1l0bVrVxDpW9/627Isfd8HAE1VFEVlWVnglTaMsTzP4WGG3z+KlPaZxGSm86QHafa/aF/h7BNnpYxO5GkfmkF+PD3uzL8HgZ9geWbfbx9akwAAl74hqJQGRCbkDMFw+vcTM4TWZfoxjwvivs3zjAvPb0UBIhkDQA1SKs3v3tva39q5dPHiwtLSWx++B74gos8+//wf/st/1Zz39vvjo8Pum++8/dY7bx8d7HUW56Xw/RrjwiMibYxVlTWKM0LQnoiIjC+4JavJOIMAuRKdMVcruNzSU4zbTIrjJiguGlETMGudktSxat343xIhcSmZHwAA5wy05mRsUYA2RGSQw6kIDYEAijJDQiEEr4WMiIjyrH/zg/ffSbN//2+7aZKgMatr51743EtPfepXHn/q6fZCszLB7du3X3/99bJQQojpNEvz3DnhT95KDBeaHhex5Axs4DG0hjOKIr/ealsh81KRKqy1SimX/OMmqVJKF/MyPz8vhBiXpS4KTlTqSinlKiFjzGAwsIy15+fXLiy49rgoijxPsyzrD3s0o7P6rVarfq6ea2mtkgC6ytJkNN0wSgy1CBQPKw4CJQ+DoBF5lVZVVZXlKEmJ2Lg/efv1sshzXVbGmNpKY3lp8bFHH3n1K1959Nq61vB//uX/9eabbymlgcuiKERjyY88QGKcGyBtTJ5NmeBMCEQUSJaICR75PlXGWmvRJskk6NRReIxztGA1EQDjD4U4n41vdr+fDkSEEGUyieKaMfYT0wUtziTxjHPOfSQKw1BphYiBRWCCELWxxBARDVkLBAyJITIuje+LSHpClwU3xEJlZR4052WDasZWykzTtGOT3d29d955Ny8LrTUhXr585YWXXnz58y+sra35vm8Bv/GNb37w4a3pNN28f39uYbEW1zw/TIsiy0Z+GHOgyAuqSpfZWCnjdr/dbs/joqoqQif58x4o82dy8tl2w4LTGXKC1NhUSAOggAEDwblvNCNCsIxx4NYWiEZpIssJGQcmBQZ1HjabCx0CuHFn48O3XivLsiiK+fnFl19++Te+/KXLl9eKQm9ubr/33ntvv/32/Ts3/NbK8Gi/0+lEYbjQrEkpLZC1kJVFZY2UnkP5aq1brZabXp0AM5z2EU8VI6c2Prcs8n3frbnO7vdOD0PP806DkmezAKMY2YVWk7jsjyYOHYpCEBldFKUqpD8HAIHnbx5tzM21ORPaWEJuT8QFAAxAMi4sEVlgIjY2t2CAyFqs1WJrbZZVWxv3fvqTHx8eHjabzRdf/Oyzzz778osv/le/89vjJHnvvfc2NjYgboECD1maJjyOlhc6R4fd0POBDCAJwQFJK312i3VqcjuLuORcMMa0sWiBC25oZvV0Dao73c5uEmdtCTBgzO2MGQOfiSCM81ItLi4iUVEUP/zRj48ODn3ff+aZZ778yivA+MHB3ubWRllkuixtpdBawRhDIZA4F8IPp6M8q8qAk3SX/XRb6RSsH7Pgn/X1nb5lp0BOtyDCh399HNz1y8OmPu6HPCFwMmO0tYoA3UqdOwgj8F+yLTyNCPpE5/DJTvrB10M8ybCdCUGZ5JwjC/1AW2uIoiAYj6dxGAjBa0GQJ+Mym8512lyIw15fqSrN0/6YjAHPA+AABMk4aXda1y5fzqZjXZVWlWEYBp5njKmqUgoR1Rrziwv/67/+04uXr5y/dKnTme92u1evXjg8PPSESMaTjc1NrXS7M1ceHTEhgihyIRx5UQJApfR4MjaG/CAyJRpry6pcWVmeS5LNbr8syygMJflxHAPD7e3tOI7rtZoxxvf8drs9HA7DMCyKwvODyPPceevuPmstEXKOns8M2TiIiqKoKsU5JwKGstcdHh8crp27pKoEEZcW51qdOZTh0tKCUhrIttstztl0Mp5fnNNMGzRcYlUWBwe7mxsbFx55ol6L3egzz9OatuNJmZeqLNXe3v7SuXUmfNImCIM4Co8OD2r1WJUyzfOdnfuL8/P90bS1dB6MDXy/3W4LVKSrra2tKK654HtHK2235k4sBAhEHCvuTYDl9/dGW7vvIgrtgloZInOSEqozz6lyAK3vr//gB3/X7e0sLc0rpW7evHH79m0NTPjh6dPKDbxOE2hcYRNZMEYJ4WTtHIhLwdfWVxaX5o1Rxiiy5rV/+IGt9LQsL52/sHn3Xj2O1lZX737w3t7u7pPXH0+n06rSURSNRpMbN254ntdoNEaDwflz5xbm2/fuTC6eX9NFNji6F7WXvKhRadVo1h+5dnHn9puCV/WY5floZ+fW2oW1Ih1ORscCadjv1uKIrNalp5XKVJ4kozLP1q60dnZ2FloNIvgv/9nXiqywxH/2zhvJNC+V1ZYho06rMT9Xl8yi1lcunR/0DufaLbDQ7w+UsUCzDT9Z5p4Avh+dP3/+6uULP/rh93vHXaPtcDQgclFgyJAD0OXLl4nSK5evzHfaDLHIS9K+56EfhFGt9uGHtweDgbW2O+i7pKsg9Ov1+vXr18uy7PV6nucFQRDGURAEiLiwsFBV1eLi4urqap7nbiXu5I7Hx8fD4fA3v/LK4uLi+++//9b25s0P7vzGV74wGU/LKmeIRV6Q1VobrbWDXVkBni/BEpC1RqNAwaVR2pMiCkJtqtyQKpTWVG+0Pc8bDkfpwbHg0vd9slYw9IJQFSjAaGCccY8jCEbMA7SEbo5KXPhJmkvBfeGl06zVCB65cml5caERh1/9rd8YDvqMsQ9vvDPo9adJWo8bpszSyQjJMLJgtUACJqqqlFJwzpjkn//851/5yq+PBv0P3n/v5o13GYLneZHvTUbTvDLEQ620mgWqMQeeBTwxYH0CUc+657e11vOkEOHa2moc1bMsHQ363W6XM3bhwjNlWdzbuHdubTXw/cloZIzxPM/Rhg0xic7QaE8bmX9MXd9JpcLwIUfK/1N44sk3nxW2shMl5IPC6Bfk7c6y7lwJcLJunZWEAAAgBXcV2Gx19hGV0Rm4qJPkEmEU12fUNSIhBRe8yoY84rLWrJhkQVwQXr3+ZMVoMhnfuHPvf/qf/5e4Fnbm241Gc2l+8Z/85lfjOErzzCErj7u9NE2ZsWWaoqmY1UWW1GuRLg0IDuDM5S4fmDmVzel4+HQe/OAxb4k7LL8mawwadqLzQiJrncbKWgNokdkTroe1ljNXeaAQDIGQzwxh7h2K/IbWxkFHyqrSWnvMH2WVx6UMmwGJyPdqjbnXX3/7hz95O643vCAIw9r59fMvvPDMysp5azWBLfLk+Hiys7PT7/fdGmqSJoM0lYxLzmqe5BIdXHScdxUTYa0eCymlrNVqDiVsra2qyiX1ORg3EYk4lozFvh8EgSRwmbyc83q9llWq1+3t3N9hDIUQUnqe70VRtLq6ZMlqbaqq6g97+4d7GkIEYggSSTIotbbIglp9ZX290sYamhSTJJtYS15QD6MWNslqw6z1WSD8yCjNEEurtjb2793e+t7f/T2ijXzv1Vd/83f/668F8UJRqMl0mirVnVTdbm8wGuZFkeYZAyvQI6MAARhTWk2t5/ugtRKSdzqdKIpOqNaKA58hIB8uiD/C85zdKdY6eJKrRZTRH7faEj4sIAYka421iAwYQyQhmJ29HLqYBU12tkxCBhZmgBBk3PMBuHUcSyIuRRAyIzxBURA01hbPAUGaJkqVx+PJX/7135ivf90YEwT+Ymfu2qUrX/7VZ8KoU2/Mv/v++3c3Nrq9XjkeC8bLYhqGYZmniCxA5nuoSY8HPc4gisKqqk6i7YEzhAe26tlNwcmy2T1vuUVQNhC+VkaAC1dw9wMCQ8utRSLmMRSMCK21WueVCqLa2vkLZVUoa6QXtFcuGmuLoijL/O++9w/f/s73GNLS0tJcp3Nhff2rX/0qZ6iZV+RFlZe9435VJGmiwij2PGnQAGhSingIAC4VpizLMAzd7XCWAHnCKENLBDTb83ueR2RPu76PKL3dTsZNgtz/nfZ7zNj97S2UQRTV4nojCEIhGBAa8LRERUQEgWRWlY041tacYHP4zCCPQGCJgdWW0ADHUikLEARhWZWVttpoo3SJ1m/MXW4vWGP/b+reLMiy6zrTW2vtvc9055uZN4eaZxTmGSAAkoA4iAIV7m5J7XCE7Xa47bZf5Ai/+dkdbtl+8RDqsMPucFjq6LZoDS1ZU0skSEkQRYEDCBSIAqoKVZVVOWfevPOZ97D8cG4miiCofumH1n2qqqzKyrx5ztlr+P/vf/f9D9+7/mFl3FxY6F44f+HVz786nKUb21uzOCZfOqOH+/u1MABmIlaKHOtSF4iftPZ9sutjFvN26AiOww4ZmC0howNC57jiKzkAAiTj7HH7Wg0FLFsG9KTSjpmkszasNc6fv9RbWt3d3f3o9t2D/m806vV6I1pc7F6+cC5QqtvtxHE8Gc8YHYJIkqzwSiUo8AI0ualGWcZUXMcjNg1/qj7zwV8IMTcpVF0f/sSL/00t34NS0uoseDA1+1P6tKP7g4/Mon/DZ34wUP4naTRHn18cn6TkdCUdQLAESOiUlOAssLNloZ3l0AuDKMlSa3S33Ww1m0kSC2RrSlPkjUZd+f7Sokuz3AFJ5SFRrV6PgrDeaAz7+54nvLBeSf7SPLeWGUE7iyRv3LpjUNQ7C53FVb/WeOLJJ3s7O7s7O0rIld6yJ9X6/XtxmlTfVKk1A1tnkaRSUkpPWystkJJR4Ouy6Pf7y6urHsPa2lqcZ1u7O8YYPwzW1tYGh4OqH56naBxNKIQQjWbbay7e3dg53r4CCG3KWqOVpBmDlULOplNd9opcKxUYDevrW3fvbq4sYJZlvdUT33/77ftbe3leXLx45ZGrD9WjmrV2EIXTZFqX0dJK9/T509PBMI3NeHS4GM8atZonqNWsf/X1r5yVm0maLS2vqFrDkUiSpN6QSonD/d1WLVxsNRE4qteyyWg6ne5ubY+T4rXLjwd1uHnz5t7enq/43OkTH3zwwUMPXW232+7e9ng8Ho4nrWaHiLjiojM4zp1NLAvnEEAQSSLBAGAsEFQG2Fnhx3HcaDTCMJpM+r7v9Q92nM3zPD887HueymdDq4fH9RtVW/3q0WcBASSANoFj69ixrcL8XBQEDz/80OLiorFFGHlKyd3tHalUnCTffOPrW1tbC53WtXfeieNZt90+POjH01Ge50maVjOLoig8qWq10PfVd9/664PdLUWYpcn124f9SRYU4+dfemRxYalMUwEskZ217XbLOHf39gdZZuLJTAjq7+950vvSl77U7++FYcg2X1lZ9pXaG45u374lzp8TQuRZqY39/g/e3t7edyCTtMg1sy10ERP7CiErEp/UidVVKeVsljhSgMoxGGOdA3fEYRqNRu9de382Gd+4cQNcWepSSiklFXnJ7IiwQr/evPXu5v31VqNOKACw0WwJlQup6rXGweGg1JqECGTgnIuTpNTlzs7O+vp6lmUHBwf1ZiOO4zhNLl++PJvNFhYWfN8fDAZvvPHG2tqatRYZfN+vsj1effXVpx5/YmNjg4h2dneNhc7C4uFhfzSetNvNG+++r7X76PZmheBpNMJOrQnARZFbw8cTSakUojBmHpKHQnqeH2fZ7OBwe7vfagS97oKUwsUGnCWBUhIjsGMAY60BkHbOd6xObzaGPSUIWBA8cvXCl7/wWiPybn14PZ+Nvv7H/990PKzS89hBkRWIQpDnLBNbgUDAnpIkpHFeWuTM9rXXXn3xhefj2WR3Z7PIsyhQEikMA6VkHpcAzknf8wRbaVFq4wAYURz5aNyn9S8sSFSha0S0sLCglBpPRoTCGZOmKaLb3d0ty+50AkEg43jWbrellKPDQfW8LYpCKK/KkIAq4Aj+Vu768CePw7/h7HkgRuOB11FW28fs6U9HyLCrYBmAiGiBHjh6XYVbIASlCACcdXNfoHPwcV4CC2A5d/DPPSVFhbL1fRKiajlNWLNFkQk1c4D1Zukr9GWWx9Hiks6yHLCcZv3+RGs9m81Go6G1dnGx2+12H33skc88/Xy32200GlEg3n333dtXrxwOh7fv3AmjGoCQSgrhkRRIxORpO6e3HaPbHjzdhRDEIFAKFMDA1gkGIHTHVDomABAEjPNcX3uci8EoKvmQLhVqRBIkHCIzW0BTGAcINOfTCEQrlYaCgdEXBB4IefL8I4PBcJblDJDkdm2hdbC197+++U83NzdXVntXr15dW1t59tln/+F//Pd9H3Z2puPxeOdwf2d7O0+zrfv3yOnxYFLkSXexu3hiLTF2NIvHo3FlZqhal6oDjKKo2vJVWqZhkgz7/elw6Iq822hUF0hZllKq1YVFFLJWk865OE1G43Ga5oeHs7IsgzBotlr1en1lZdn3/TR3tizTZFYkMRGHgWK2STIbT8bKD4MwPLt8wQ/CPInjOM6yLE2SsO4VaWqkFiEESkVRlMZpI4qMzpPpkK1mq//ZP/vn7AwzINKZM2eeffaZU6dO/r1XXzx1ppeXsLG9s35vfX3z/jvvvjudzRrNZliL4mDJWusTVa4bbQpEcM5Wqj9RgdI+LbnhQYVnJRpsdoJqQfQpo/pPRMwAOGBTFD7heDKO6jUhRKlQ4zENAgBZEUrGalsMxpFzAoVwDtg6drPpZHl5uV6rJXnOJLW1nh8Y0ZShrTQYXtC0aXxy7UyepQAO2SKinox/+2tfu/b2pZ39vclk8su//Mv/1X/5nwdBUJblzt7e5ubmN7/1zbt37ikvCILICwIp1KzIS+OazYYQIghkXpTGmWrEjkdblyoiDizPKTkAgkM0s1DWZ9kMUACiZVMZmxjJkHXgqtQ4UZUizOysM6VA8JQIpc/Mk6yw2lgEEQbSM2WeNVsNlnJ/OPnw1keT8cgYIxHOnjnz7//CL7324uubm5vvv/9+muVFnExnM/KU8n0Lni7LRqNRxfThj4sW5pK7o10fHo2pjpf8n4B2fExyOib1z11w9PDF81/6ylcGw/G9ze079zZuffB+URRRFHU6raVup9vt5uwzM5c5Oo1OgwNisEAIyAjVkeZEaa0DdCCcI4MKfeWhoiwp0LLneQYVo1BKzZKZ1rYWtuJ4VpNqMolBeNf/+E+Hw9/43/+X/+mVF58bTcbvfXD93tZ2kuVlGmdl6SufBAhFzI4faEJ+8oqt9MnAR3EOwMCWuNpVG8kI4Mg5YotgEedRvZW+wYFgIgRiRHAGAMhTFkB5njHGGltvNlEIPwolEljXrIcA8N1v/1Wp8263O261rly58tJzLx7sH96+fRcNy1otmYy0yRqB9IOgQvlXLbetjg2Ev9mVh4jCzQP3jsP9qgfdx4/0BzIVflozXOkwj7f9ldLhWOJbvZOlNegssoW5gxaQma11+G/w9R2vHwEA2PInHLZVxfPAbFsiCgICIELBWGaZqgUSOS3zvb393c3N0+cfarfaVqeH/T4C+0pEQRBEYZLnlqnRbruyaDVckhZ7h4dhVDt56tR0NO4t9/J0srO90e0sGV3EadpdXOp0Ove3d2qtQHp+q9NeXlkV0v/WX/zF8y9+5qDf393fd47PnT0vhRiPx54fEAlP+YQiy/NSG2sdAyulao16GIYEtsjzis65fufOwcHB9u07SZIsLvcqw6dSKsuyMAzq9frocLC8uHT2zJn7W5vT0cj3/SRJhF9faDSUUj/GZwLruEyySTmzqydOAkKel84BsBTCm03TH733AV3tHA4nuTa6LO/dXf+D3/u9f/iP/ouXP/PStWvvCuTFhe725KAUuc9BrrO8zLwgJHTb2xspRM7pIk0FMAivMMm1H71//sqVNMmuXbt24eLlEydOouO1lWWFkMTTRjNq+OrcubPD4VCzsMZMp2l/f18IsbjYvr+xEXghEZ06dWr9/k4leB4MBlJKYCZkAgTSIJyzIIQnhDQ6PZomWABLAoWgODYLCwtFNjNlSiQVtf7Oz/97r7766mw2+9Vf/dU333xTgZcnCbN9cJlcPb6qGSUROU4+TiEGRgRCe/Xhy57nEYFS5Jy21m5tbbVabavN888+1+st/ejdH0oSQeAnk3Etqo3G46oSGA8Oe73eam+5ovolSXzv7t3p+PDVV1/93gejnfHGM5fPj4b5jb43L/0AACAASURBVPQOnOmlo0mggniWjsbxw0+++MQj5/7kT99QQjjG/d2dZ595DgCiMGrW6pub+5cunD195uS7v/Mn7/zgbVtkp9dODAaDotDb23vauME08YOaAa21VmAiRciFJF5b7RljilwbC4weC9+ym1t5QQohiSRbvb6+7mxR3ayzWby6utxsdPb2EqWkcVyW5dtvv52kg5MnT4VhRIirq2v37t6ezGazOB1PZ1GtkRc6juMrly8WukzS1Fr71ltv5Xm+uLg4mUwYYTabGWd3d3cXektBEFTMvBs3brzzzjuLi4uhHzSbzYeuPPQzr71mrd3f39/c3HzvvfeI5MlTPS+Igqgm/akfRI1Wo8yLUudMFHi+Nq5WC9MsdewIQUmlvMCaUgjBQNYCoojCpgZ/Z29nY2s7z0EpKH1tnXPOIoCUKMARsyAAQknsnAV2jiuy9/xMt2CdhUYj/NIXX3vlpRcX241rP/ju9r27ly+eOdzbUgIkUZrliBT5HgDFsyTLCuEFUoAiRM8jommiO532pfMXfu7nfva7b70lkS9ePK8E7u9sSEErvYXB4NDa0hkEYiISwhcoS1cCMBxp4PHTaFhlWRo2UqhWq33q1Ol228vzYjgcSOEhc1nmtVokhAhCbzg4yDJRq9XPnTvn+/6GkGEYTibTJBt5ntdoNDzPA8SfErLz7/au76eBB34yr6/KFjsWeT44dHTsxANGpk8wPD+pYaPqsESmOUKuul4QAY+Y8EpIEuCcdc4hW2aoYMtz9j0w4dymz4AWWQQeEQmlpPSq/7kQnrKQJTmFIfu+BmBEVatHUcS1yJVGTzJnhJLecq+1tLhK7Iwt8zT/0z/8+u/91r/yPK/T6Vy8fOLxx574xV/8BUR886++feuj2x/dvm2sJ4RGQcxMqg7Sr06UT1R+D/DuhKA5nPF4uUpz5v38na/o5w7m6pwK74CA1UaamQVaAgZgwWTYgYPAVyikQ9LGIjGAcEL5qgZFbjSkZQEe1TvLOwfTaVx6YRhE9Zs3bwVBcPr06YceemgWT3Z2tm7duvGtb70RhuGjjz3yyiuvnDhx4sXnn0mmV5Bhe2vjmaee+t4P3h7F8c7uVlPr5lKvu9CtL61VIpbKwmet7ff7VZZD5YsNgqBWqwVKKcR8NgWtjTFaayC8e/dOYd3i8nIUYRiG3W737OmTzkKuy/F4PByO7t+/z8zNZrPdbkd+vR5G7WYN6n6WJsgawAkCBJcksySZTcbTRr0VBEE9ajWbXSnl3t6OZhDWaq1neTIq8hpGh+NECQrr3Tye3Lj1UT0Mw8BbXloqy3Iyjv/8G9/IZoPSmguXLj777LM/+/rrX/zsC17w8mD08zv7e9evX3//g+tjQUmSOMtKm3q9vry8XDIjEVa1eAVi+XHs+6fOSoy1tcqkKmVRFH8znZ2PQhGl500mk2rBCILmbkApKmEwWCcqDXR11QEwOHIa0IEQRhe+kmyNc5akKLNSSDXOrRBC60IJjJodEdWcKWREiKzLotSlUCqKopWVlVa7Za35F//813/nt37z9OmTzz333NNPP/3i00++9Nwzh4PxtR+998a3/nx7d8cyoRcqPzLWTSYTEh5QRbD8mH6ENE8W5ioRAx0ACAjQeZJ8cCkgOnQEzqEDRABH6BisBA+cQceEgKISf9pmLSRZ01r3hwP0WyrAUBAx2zJXfj6eTTutelmYzmJvZe1kHMcmPpxNhv/kv/vHl89feOWll1//ys/5YTgYTX5048PtvZ3t/b1opRdPZ55S6dF2qyr6+Tjh7UGay3zv5x4EKj64jXnwh05HcONqODMdj/M48YU8f/rMxQsXX3rxM+vr63fu3Ln54Qdb63z+3PnGwlpUr5PyalF4HGw9l0RW22AAR9pZA8BSoAWdlwk715CteiPK8zwtcs+vFY5ckUvhUeCnZSm8sNHpFsb11k51e6tK0D/5x//tQq/38KOPfOZzn33y6acKbTe2tm7fubu9vZvnuXMOEHWp53jSn/IiIjsXzok50h0AwBFX+Y6OKhobHy9xK/myqKg6lYh23keDqIIeHWCt1hiPJwjQqLcQUSEU6Ww2m50/f77VbrzxxjeWlhZv3Ljxh3/4R5/77KtPPfVUkeuNJN5mMx2kH0s3H8hi+VT//YP9+RzZAviTiYufmtnwY3OBHz/tjmd/x2CM43T14z83xgjgYx3L8WjAgv3U7voTge9HSz9AcMeNX4U0/bQjFxGxApkBOEFotGZmq12SwN7evpKyUfPLLNG6DPxAKaG1llIGXij9wFpn0JbSKpLW2Ok0Ril8P1hcXJyOB4tL3f39/SrVzQ9Dz/ebzaZ1rK1rNNudhcX3//WfPPzYE++9954QottsV8fizs7OwsLCwcHBfGJJBABhEBKRcVwUhbXWsTHGWWtNqfM8T1I9nU7jOO4uLVbs6NLoM2fO3Ftf393ZRce1MPzzP/uzSw9dKYqiygOs8DwP4lUREcDN4gkR+r7veZ7v+dZaQaostC4NghgOprOZXFlZ+cF3v7e5e+D7ajQajUaj/uF+HE97i0s7OzvK86QvDdvRdJTOJqdPLvV6PYo6OjaeVJ6niqKgSEnP10Xhe8G9ja2Pbt9ZXT3B1nU7raWFXjaNp3k8mUxOrfYuXrz43ts/bLda9+/fP33hytMvvPg//I+/cv7sidvD4bkz5+9vbAjPb3c6vu+PJtOyMMddn0AqytIyIAglTAV68aRiqMD3ICSjgCxJx0iVSk0ItbzUe/LxJ6KgHgX10yfPHOz1FXkClLW2KIzWc0oTIjCj1tVWGVI34op0Vq0UBXXazZMn14QQCDgQZI3ptBrW2jCMlpeXlVLVzytOEmeslPLUyRO+7zcazXa7DYJWVlas1RUg1JeqXq+t9LoPP3T1/mz15r3fPXPuqmCdJ0NdGF0YZE6TQpc8mSQIzpmSZM1oR4TGGF2WVfkRBAEA9Pv9OI7HYzcajdd6y0rIvf39QuvxOBnFToii1V2ui9xTaE0BrgA2oedPshxRoFDGMTo2DyjKjqw6fHBwcPHCmTAMi9Q2m800z6PQGKOPZB1ub2/voYfOPvvMo7vbm/EsPnXydG+hi1JtbG6+896PtJmLfU6cOGGdq4YXvV6vOmLCMKwi/oDw3LlztWYjTdM4jpvNZpVRmaapQHrqqaceuvIQAkyn0wvnzg0GgziOHbsLly56vieEWls7WeSpUvO6NAiCIPTiOCYxf1CIIxaxkJJdlYwiACDLi4PxeGfnIEuhAhoaZ43VLAQJIMQiL6wjRCmVVFIoQRZQEQGQw+qxD0yYluWjj1x9/plnJVF/b2/QP5hNxlmy0G02yiIdjYb1dieO02maS5TEIgiCrNDgmGFOxnPOvfDCC2vLK5V8rNWq16OaL5UQVAtD3/eUkL7yHLMBAWwqKmNVb8zDXT/tNd9LwccD2WqFOx6Pfd9XpDxP6bKsvBvOOSn9IAgqWiEAVNvRWq0W1WoVOwr43/6i799i1/eJRcIDUGli6/JSpzpsAIK2DpiVEEjCOkdVHAezYyAGAQgVYxDYsgXLgpiADAnnWCM5B0oo4ZiAjdWAXCU6gHPCASIawvJ49s9V4gPMh+nH+hZtJRFbZ51lQm0sUFVFuCqKtmLc89ysgQJBKOUcWF0YXSrlSaWkdWQda1OmqRAiata0Ig3OISD5vh94nYi4YrGws5adk+AaLWgsrzprrbXa6I/u7t66s/M//9P/o7uw8ORTT5y/cO7hRx9pNBqeUros4ng2Gk8Go9F0Fg8GA9CmylwjIs/zoULjoMjQgUTP9wttlAyMBpaCq2xAmofCKZMbx4xCCgQgtswGEYTv+VkReypiko6QkACRGBHYlFoIg4jSOTFHEQiBQIiSSDN4QkSeWl7rJTb3o7pm215eNcZsH46M6fu+hzJs9VrMTuvy3Q/u/PD9jxDBD6NIypWFhRNLS5cvn/6lv/N6wSK3Zu+w3x+M7t29PUByjmu1WqvZatbrUkkhlouizIvSWGN0Pp7G2eEhWLvQbrM2zbCGKKJ6tLJ64uylK4VxszQrsoM8Tg929gBQKhmGURhFp1ZXz506lRfFdDors3RvkDijEbge+YhucHgYeGJleenE6TUUkhnjWZqlxWyS5LokoiAK/NDz6+0g8JmgKApjTTGxxJaNLrPYCz1AChv106dOJWlGNa/uR2Dz+kLLGNOfJL/3r7/xW7//x51Op93tdDudbrd78dKln33t58ziYjaaTHf6O3fv6YOGSuKSDRP6UU0JxZZL51gKIgmAjsE4JiERBQMax4gopKxzyaULvVCRSsuSAUlIJGIH7qgzAsuAdLTXcc4xIjunjSkjTyHNmViEVLGDq6QcRME4d306YOtKIRQAK4VKoDMlsxMI7BwJIEk+CqWkJDsP19ZaSU8IhcgkvCAC7TAxWFtYDhmyvHiyd2Yym46S5Lf/9C++9kdvCEHdTqfXiM6ePfvVn3210WxFYQMJb9766HA4nMbJQX8wmkycZeiuIYEQFcTIAc9z3lEIZHTOKiPQCU8EApVhLYgYmACYLCMCW0RnjLbOorHkHLBFYmtLa4s0Lxm40QimTlV4UWO1Q6KgttBsx3EsQz+xdjDNarWOL8TZldWzl01Z5G+89cM/+OabnhK9Xu9zn3/5q69/CRjWd8Y3P8Q0TbJpX+mpmWpiR0KhlBrAVlW78OZZVkhE0jqUQqUlWAwMBE4o5xI8ajIQGBnQOUHEjomIrfOBtHOHw1FUb+S5EZolycuXLl88f+GVl18cDfvbO1v373wU1eqtVqshsE6s2UnlG0DLYIGrLAJ2xFWwnnUCMAqCPCuKInMMSFIJrEpc4Xuiys0RwpNekuZlaaJGuxYFk+Ho0hMvZEX24frOX/7wf1O+6nTboe+vrSy/8syTge9vbW6G9eZgMhuOxlmezOMdSAISSVk1EAjg+cEsSVCQtsawA0YhiB0IFEwAjAZAgyuZDJOUokonYWBAJ+dNjJlXI6wlstWFJMqKNIgCAIjzBIEkoRCytbRUFtkszRvt7tkLl5Ty0jR/78Ob79245fkB+/4Tjz788IUz0+Fhf/fe7v5BPfLn60VkQFf1nlWnRvPbZZ6cIOYBZ1hJyudHDDA76yl5BCxFQfjxYJc/hsG543nf0SrYITics8cscKnLIyvoPPaWieZm7sr7CKiNxSO6C3BFRp23+g/0q/NQqQrpesRfxQeosA8e+SgtE7MAEoDGaG04ihqOVZaxMUJKX6nicDJLy/Uzp0+0Gk00WhIMptPDw0MVBGvddpZnAtlZ4xMsd1tJnu1vrTvmjeWFUyfX2t2FwsA4zkTdDCc2qIkwxDwdExerSy3k/NTJxVbLn0wPFhqL3YWFe/fu37m7/spnP/v8yy/fuHHz/Zs3pmmsdYGWsniilEQmNlBmzpOBIGN0oqQrjS6KdG31xMH9TWbI8xKYpPCN4c3NHSm9MMTpeFyWRVQLirLQpojjWRKnHWOcsUp5jsEwWEG5s54QFlTUDJTnKd+zVjtnmG2WZ9axdjBN0x+9vXf1MXP50nkRqFmcNmoNm4y+/5d/rvxAnVgTvqoRojOh7587d2nT3d3r96PWwenuIs0KQQjkebUO806SxFJ2CDwBcc2bHmxdO7uykGv/xOl6sNhIR5ngwAuC9tKyqjUb7c7NGx9ube94vlQESojReHruZFkPW912c2t7t9WozWYzRBGGoRCimpk7B0Qe0dzGd5w4ys5YqxFBSrl4ci1NM89TtVrdWvvqa59f6i1NZ6Nmo/nsc08/+tjD01HMlqy1SZIYY8IwPF7vH5NsDbUq0VUV2kqIzUZ9pdeLQl8Iqim+5suHH3t8Mp3dXV9Xnpdm2Ww2+853v8fWCAREvtJcOH36bK1Wu7u+EdUbUVTb7/cluNl48P7714pkHMjOOz946+qjv4S/+7vtRhQqnnASTydAKsvysOGfXFudjgaj/SE5kSWpCurtbnf3YL/Z7WRpEk9GxtjtrV3njDL64fMLV86cEs7sbt67f+e+YGuN69RVEDUee+qJJo/jJAbnlpbWknQ2SXLjgAhsmTlnyhwYhTWWmY02toIYEkmlGu3W/v7WZHwoBSFTq9kdDJzywiI1jsWb3/7Ol778uSxLv//97545cSKZ1H70wYdZnmd5nsQTRGSb10Kv3awXeVrqwjgbSDkdDhtRFAZ+UeRZnp0+d1b56uBgP0vSVqs1HY/OnL1YeWqefPzxZr2+u73bP9jLkvTPvv6NjXv3FGItiNJZtru9m+fZ4PBgPB6xLZWgXre30F1oNJrsXJwODGjhgSJCZiEYEbUDoQJLKo6Trf39/dG01CBDAqS05EjWtaiX0o/BFNbGhTYeVU/wgqSTDpgAwZoKZgFKKZLupZeffunFF6QwbGEyGewf7EW1gEhYtllR1mrNJMtJipBEWWjHXHWdSojACg1WKvnIw5evXDzrjNneWA+UQOA7t2/1D/aZUSo1HE1nSeos6bKwIgdrJEkSqmRgFsDgWMz9zIDI6ByzY0HEzkkhCAkYsjTe2rg/qElrbBTVPaWcdQxUq4eMpK0LorofBaWz97e2HXPoebosHUCjWa83mlGtJgUxOOS5wuLfyV0fPriJxCIvpPCEEmWZzeJxqx1tFoUX+rUwsM5ay9oUxlpfhJ6vjANrLTqwxhV55gg9zwuiWlmWgOgca2a2zgAwkBSeYCRGYw0IsMQo5jsRYkamSpT4YNjxcaASVBnQxsxj3K0FQgByhFBtM+ZH4RwuWnlcEBGO8iEqZJwzHCALBo+dL4VCBMfIQCiQSCkhDBtlHB21vkfRVHO/BKJklta2aq3ReCi8kV/rXL9596P1++PRYZbOTFE0asHJ1dW11eUnn3zs6iOfP3PmdFHajY2Nj+6s31lfv/7Bjbwooqje7nSKmpgkxVKrN40zU2rhh8aCF3gl27TMhRIq8F2aV0pWNtZaTUiC0Vk2BmezzKGyXh2A5dEmnYTzmOeI3TkZxhEwWetZp3Xp8qTZbQBrBJ3mcWOp1Wp1MHZEFBVFkiRpmo4nE8+StVUImKqsR9b5PgVx7N766Ie//f/8JigXduovfOb5l155+fVf/LvterA1nWVZce3atRu3buZZOZ7NJtNpq93tLa+2mw0gUZalYW9ncytLptk0hkYzSeKW8rW2m1vbtXZnsbcSiaZSqgonjeN4OBxu3t9CxFqt1mg02o2WEF3ptwSh1WWWTpPZmIQgEoeDwXA8IukFQbDY650+sxrVag44TdPReGisSbN4NMqYrR/4fhC0F9uuLFu1hciTh7vb1mnHLjflOEuF79UbrXpjmcARotZa50USx9PJVORQHib3t4ff+ovvZ2kqo/KlZ5778suf/+rf/4XOP/rPai24dmv3vdsf3dvY2N7eSWYxe0rWa0ZnpHxPqTAM8tLkOvf8qFlvTJM0zfOTQRh6QZHkQnngOKjVZmkipFdVz4IEVVcpIDIyWARAYN/3wGrf9wGYkMjM6bhs59hPx2gfSBtEgVaCk+QcSGASwmqjpCitLrSu7IgeFKALVe0GLHuEdJTJK1ASkRZ+QV4GSoUheZBp6/kt0bGhLpkdO1OWRcHFD3/0wTe/+Wez6SidjazJ/9N/8A9effnlZrN54fKZw8PZX7z55q//yZvVlqvZ6nYWFqQK07RgIEaqbmeTTUmhNoVxpXXOGK18j8EBS3ZsXFVkIAlRyQOBWVTKfc8DUzoAQvLJVjWvlWRRMGNeaqkC7Rwqj1BR0DAMEHVFCBFCr9UbHuwRuILgX/zGb/73v/IrZ0+dePXzXz554sQzr70chsH1px9+6/vf++DDD7NMF9qyVEGt4SsV6yyKIiRZlrrIc2uZAlmUJQllmbI8X1hoaK2zNANmJaQgAsdVGIgnpdYaGXJtS8shSW01EhZGkwBmp0Lv9IUzvRO9L7zyudFw+NFHtzdu35gO9hBlENZqzVZrcUn4gWGntXZWeiQlYVEmJi9soYlZCWUcSpIFaAAgMFBhrJkJLAJKoYIgyNK0Was1m828tRw665zpnsyNzsHpyaB/d3rznb/69nQ4ZGueeuaZ177wxXNf+Pzm9s76vY3BdDaJs9xacMSExrABmMUJEpa6IClbrdZsNrPMztnCWAJSUgopHbFhYZkEEvNxAqIDnM/wgA0AQEmSkK1WKirBWGcZmJSojACMyIROKgFsiVRUQ8RQ+mfaCw5gFif1MPjj3/+DeDq8cvH8Wq/9nbe+9/nPfobAMbMjR0hH5HCkCilbCU4qwBgDVqkszrGjj20h7Crg+Bw7XgG8jo2OD3jz5pEACI6ds8YclcvWWlNRRKptwBHY06GYl9SIDskCg3USiR0fdaf80zSeHy8e8VMsGw+s+FhUmRDMSMIyOwSfwpwpEiFhoHmWloVTqHN9e2O7t9TtdjukJAK3Fxans/Hm/fWFxY7JNRHVAtWsh0htEHI4Gc8mo0EY3rm3GYYhoJSBZLT9w30iub+/JzwxG/d3Nu68/6PmlUvn02TsORVPp0AURLXvfO97zz33/OLqalivBWFgnSmTTOFJXRbOMEkJTuSpbrdkGAh2Ra2mpMRmoxEEoTFWayuEshaEUgiyLFIpUSm5tbVRFGmaJp4npRTOWZ4r05Q2Js7SehQxuGZz8ZnnX3TW9A/2Wq3GbDJdWlxYD5S2hXXGIkdB4IrBdDT94le+0lpsfetb3+ISyunh8sqJUTIF6U6cP3X79s2IZR4XRN7Z85dvfngzy1Kjs2Q2liQZvWZrteVdN6bTP5TJJL13+/12y967+d1Hzj0y1e1Yu0GRjOLRqW6v013IszI1fLbd5a09nSd/9effSmeT6XhSC+utethu1RHcyvJCq1kbj0NtnVJijvEERHIOCq6MHogAoDyvwq05MEIIVOAYlOcBcqkL3/e1KaUkz5cWip29DRTWidI468g5mVvWJdj5vpr4uK4yZcUcmC9mgbke1Q/29hqRv9Zb8MEgO4cqyTJtzN1761LKkydPgpAk1SyOjTEYte7d2zh1+vTm1va5C+e3d3ZPnlgd7G1PJ+O93Z16IO7fue0JMAfbCHkt4IOt9d3tjcVOLdcapFSeMsmsQfaRy48d7k+3+wMRBqMk7y4tOoKsLPKyGPcHk8GgXq/deu+aQN5eX2+3mv1+v0xL43ToYdCsP/nsc8320uzuNujSU/7BeDYaDtrN6GRvEWwZelIKKh0I5RGilNJoIELPU2WeR/WaUJKUCGphWeQC1YULV9IsSNIfoQgR6fr1D7/2tf/3iz/zIgKXeRx54tKVi8w8m82uXbsmpVRiKQokO20dNBp1rctkMPbqdWR36uSJWZr4oX/x0sXpdGqKolGvtZqND6+/f/nq40WRg3P7e/2JGu/ubm1v3F/qLszG42H/sF6PJNLWxmZ/b49Zl0WG6LrtFiH2FjrtRhMR/aBucJYklsESgRLSOYuo6s3WeJpt7+3P4iTWpnRoBWhbHVxYsD9M3SjJ9vaGzlhrTFpYgShIWcPgqFqn52XSqPtxnJ09c+a55x9bXW236j6bIi/SMPCtNVUyLTNaEM4BEFWGCawOP2eZbVHmSklj9cJi69FHryaTQVmWzlhjzCiNnbVpmiGSkL4xJoga+SxX0jFY5BwMmdJK5zNIZnQgbZWLDEhMlQdWINWiUEj0pAIAo7UzllCqwK/gLsrzoyhSSoS1WruzYJ2OIp+BkVRRFIjQCMPFXq/T6TgLk0lqjQFrAAhI/O1QeHq+D4zaweJi+8tf+pKVjRNBwayLeIYAEgmMDX3fFbHTJFEIrnz7UgWKERw4kyfIjEjonBJS+bJQBNJn4VtSjEJXkhaQ1XDfziM9HB052I9av+MG8GMuehzHnudV63vPD621/LH48WNSzIPclAfBic45lGStmUwm4uhlHjgaiUiSZPoxj+KDUJYKw9AOguHwsAoRUr40bJajENmx1daYzNqP7m/furdhf+f3kcTKykq73a43mvVm5yuv/3wQhGmaTSaTbftBgKzz2CVTF0S2iKXvWxsLQQ0B7JjTuCpwGYUQ5CnBDM44EKyxKFGLSDogRLREiICVJ1WIubDQOccOmNkxEQpBZUYOkIT0PD+K6r4fOAOjwdjTVIHIwzCsnHhKKWNMJZiZZ28wpElm06TUWgXh0tqikXDt+s233n73/278S0/Kk+fPhWG4tNS7cvZqp9utNxpCiiTJDg76w/F4Mp44ozUVrbqqh6G/0GBtJBUC03aTah2VlqP763uC5wt3P/B9Pwhr9ceferrUJkmTLMu29vvOOud2a6EP4JwxEh0zSKl6veUTJ08DibQo4ji5c+8+AyspPc8LoqAR1TqdLhEZa9M0zfJsMpmw1vF45MrcQ46iyPO8U6dOnT7vFdYmaV7ovNRal6WzFhHDWr3V6jhn2TrheX4YOWMO0/133r/53g+uexaUkN2lxbWL55tLi6fPrD377HNREKLgSTrpH4729vuTySwpsmw2bYU10LEbx93Az6EstHVknTCo2DqTlTNSBKjZsWOwBhRJRYqPIqcdu2prJEghSnBsLTi0SATI816PYY4vOB75E4H7pCrsGMn9014PYuWr53h1/VdPaCEEcKWer3IrGRGyyVQ0goWotcTOlqnV+df+4I1//jt/dOnSpd7K6mOPPX723MX/5r9+cnNz/f793b29/dl0OM1KRCGlEtKr7nft5SIoSztzVJJSwknDzOCRUIIkG2vAgU0r80AVx01SAvqOPQdBlbHMtqy+dokoq7xrXSIiOktCEBgPCsMc+kFelgDYaDSbjUaZp6bIFxYWL168lCSzv377XfrhtX/1B3/kK9Htti5cOPd3/94vgpRhrZaV8e27ewf9g/W7d1ysEVGRCDwFIBBKT89EOSYqlSkPDhERq1bHsCu1IZIEaIg1CU1Ok0ziKRFLZARnXcnARBKFKA3HWSmESMu0tdR5ovGE8GQaJxcvXp7OvWuZggAAIABJREFU4sF4vHe4k+W5RRBKBVFHSiU96dfCRj0aWm2sBuBSF5bRMSjfO06GrPSLxyr0Y6shQ0WypiAIwFcEHHg+sWk3u8ni5P76+r3N3f/z//o1Pwy6C0utTqe9uHTp0iXNbjSdDQ6HeZHWVMMXYJ0NBGpTptORLUupPCWJUSADIaMzDqwAh86Apcr8B/NVKFhkACCQiMgkgSSjYEQEAnwg3Q6rJAxLgFIKZi6KwvM8RGmsBaJKb/P4E4+DLcss2dreXul1jgPTK0dldf0cIavx+DlPc0gWHmEe+Via+6D28gH+yhGm9bj9O/Ls8VFihzHmWEFUgawezHKoImGILbJDmu8d+VN5vp+i8XRHDLNPmud/0qYRI5PTk9iwAwQWBMO8FAJKSYHvT2w50uAVplaLZkmeZjvjyezk6nK33Qz8CBjTZGZK9gPfcaW0tKU1WrtWt+t7ISKxozQp6vX64VADoLNFLawz0Mb9wyR2eQrXr91GKbxArz100vP8dnehu7h06/bdd999Z3l5+Zmnn5mMhsbY02fO3Lp1a2GhV69H7KjKfTUmz/PcCHBW5VkRz5Kqel7oVSIFLZSsclOc41arde/ObXauUvoBwHQ6HQwGJ7T2fb96/6WUZR7Hcby3twfWzuJpURS1WjieTrQx1lqtS62LJIl9IOHX1zd2Tpw6//DDhx/d+PDGjRuryyuS3Ob6LRFFK71elqSsSwvUqEdZWQ4mY9rYyAppwTlrnNOTWVFomkxT6Z3b3NpfWDgTRW42S9u90wJwPBwf7B9iWiopi6zwfT/LslarJaXsLCxcJsyybHV19fXXX9/Y3jk4ONCGi6IoiqLV6c6jR6pnMoljakV1NVZZ0saY6q2owHhaa8+TWZYh4nvvvfdrv/5rtVptFk++853vjEYja1wFlA6CoHIfVJklnucd3xHHhVMlzq8eLAcHByNi1nl/bzsIAod+v9/f2dlNkmRlZaXRaOR5funSJWPMRx99lOf599/5QVrmnYVOo9lw1o7H09Ek3trZKwwvRq1bN25fvPJwWZZaayVVdZOGQeTYaa1zrYlode3Em2++eTia5HmexjMl5eJip9VszsYjBPA8XyllrfVCz1qLygcRdRZPHU7ugvWY8i//3FdOnDpz686daTzzgqjUJrdsHUsp9w72Aimq4Aopa9U6v0rlPq4MK6VlvV73PRoc9hnp3r1708mUiIAozYqlXu/6B9c/88JjnueNx+Pr16+3V+eOmAr9BQCnT5+uPmqM6fV6mweDIAystdPpNCmyK1evDofDyWRiS+37fqNeX1tdU2SXeguIeHh4uD+ZHOzvHR4cbN+/n2VZGIXMMJlMJtOEHSgFUSROrPbWVpat1p7AMkvyvHDW2dCGQaSksmVpHBJ5gGq/P97tj8fT1DosHOTOsoOKvMwMw9HYOlZKaWOtddayBXAATA5RVP7GsiylEFmeXLx07vOvfnZtbYE5L4oimc3CICjzrDIsM0NVqlhrmRgcHEd5O+dIkFJKO7569erK6hoiDodDIgo8P03TE2tr586cvXHjxv7eXlXBZllmXclgtSnb7SZ6jcEgY20cI3OlQ+bKlw4IRJXZ/GOVvjGGnavqHCKy1h1f8FJSWZZpmpY6t7b0A7/dbiulPEG+UrPZbHd3t8h1HBdZlnWIEP72MDwrhFqa2Ok0vXTp0tLJS51OaKwdj8cHB/3t7e3hZKzL0rC15RxhhDIQXsSIzjntbKnLWq0mJbFhAsNlMRsekPJISZQSSDGgQyIhjQPtWIAgQRI0Wf0JP+GxraK6DqSUcRxXiXBV9XmcH/+pdOxPDciuDsXpdCpEpUulo5x554CO5bgPktYfNFTMvyRrpZw71vwwtAgkoHom+oC+UsbqsiwqjuVgUgwm+8x7zDbP8zzPm83ms88++5/8B7/UbLWLQg+G48Ph5N7GxtvvvosSsmw6Taa1RtRoNEovQqmc47y0WucVAMCTyjEbzg3kWN0zSBUpFREBRbWm/JiYWiZIBOwMo0Ui5SMp68D3o97SStRoQKGttXEcj8fjLMsqK46U0vf9imMhhCgJIS88Ywebmxub92qlXTt1OityPy8FSV3ojfXdoiiIbhZFMRwOfc9zzj3yyCMvv/zS45evnjp1qtXy97P4m9/4xofvvz8dDBU4hYVwSZbstdre2ZM9kDIIFo0xSZKMxtNZPNve2xsMhmfOnTtx6kyjswCIUnk2S3SRZ1mWJ7Oi0M5yWhTb23vjaRZFtWanu7CwqDxprZ1MJkmSzGaJ0RoAlFJhGLbb7W5vQYZBkaa+INbFcH/XWpum6ebmpgprvbXVlZWVIAolCWbO8zxNkul0erC3X12EvvQZrWG8+MiT5TSx03S8s7930E8d3tk/KNE6BFtqiVSL/AvnT3/hC1/42Vc+44VBs9n8xje++cEHHxwc9n0vmOwlvV6PKSzLmIQRwlqbSemVeQmEUighJCICG2v5qP7jSqdO1W9RMjCgZ4VGZCY6KhKtOCKmwLGf+tN47vOJLSF8HHL9KX/zGHuA8yBKrFwcR96nSlRkrDWqtcJlhs5IgR4wuJKDdr9/cP7RFwpd/sm3f3j4e1+P3OTq1atf/vJXnvqP/kNEGI0mN27c/Pabf3n37l0ACIJQh5iXM0OpH3GpdRg2prMMgMAQkGArwDhB+dEzHJ0jBumcNE46CqwxCCQgP1YMOOfAsQKDgAS2AmZ4rLUzwFYgMREDplkuSEXtmgAn/bCzfGK55DRNa6FH7L7/vb9mEn/5ne8KJQejEUn1M1/88ldf/+pS3f/2t7998+bNra3tpCjDMGw0GnUZtDytRBr6bkSREIId5llKJIIoNNoxokWwJAxag2h1UaSxazaUQiC0pSvKkpSUymeQxtlh3G8JEISo4HDcf6r9dKNdv3jlvBcGhdb7g/5gOPzwvXvb+7t5lrVajStXLpOzSpCnSDuBQAwoBIFjxIqBNd9LVV2fMaZ6XnhKKM8jQgdclrlzzpeyHvh5GJOK3OZ+d/V0mqWIaEn2h+Obd+7FWba8svz5V1/93EsvOYTt7e13/3o2nkwlWGMLcFD3Aka2uiREKQQ77SwoYIUOnUVnUAiLR0m5OF/1mWqPLSQLySgcUDXUqIzelXj5OPBAfIzMrrw0BubiSfQ9vxbWbRmxSRcXF/0gMEVmreWjkSDRHO9WCaSPuz4xD9DhyvhRmTArlsMnDppP+Diqjx7/k+rb4p94VYjXHzv1rD0KWoBPQaPBT8uEqO4Ei0jM9hMFx0/6il0Y2iqGxBpAkIKc0b5Qo7JEraeObYiFA84KTylgezicTiezs6fWVpdX2q0lST6yc5BbZ7U1eamLQufGNNodZopn2Wg429wceR6ENY+ITKlDLwTH9Xo9CrrTSSmL2eFg8PwLL/i+OjjYk1KdOXuOnXn44av9fv/S5UtFnt5fX59MJvV6HaO653lpUsTxrPpePM+rRT4wJ0kyGo6rY5EIlVDLy4v7/YOiKJaXFz1FBJwkSafdtNYWReErr9lodLtdJWVRFGVZKs9rt9uuUK1G4+5Ht7MsrdXDJElOnjzZbnePozXbzbpzIEQzai799ffefeb5px599InJYFTm2cHudnel1wyVQZ3kGoS3trL6zT/9+u7OViC9SZzQcNRcOiUklnna7+/kSX86lc61Z0mCItTaO3/ukaWl/5+69wiyM8vu/M61n3s238vMl4k0QKIMTHnb1dWeZHfTBJsTDIZmepojkaGhpK0W0mYmtNBCErXSRGgxkoJUcMSgRhE0Q9Nke9/VZbosCgUPJNLn8+Zz1x0tbmYCZVrdC4VCxCaBB+Cl+b7v3nvO+f9//4VTG6c7S4sMueSyXq+/8cYb1aT64IMP3r19ZzQa53keJsni4uJsNnviySfzPO/1esZCqczjjz9elBbo8f0PQAkBSvzt7VsbzrnZbEYICcMwjmP/sIRRxRjDOS3LMgzDLMteeeWVfr+vTemca7fbo9FE2CPilPcv+SA474r0N6eTSCgBYECctRatiaJoYWGhSCfdbrfX61FKEUgQBEtLnY2NDR9oNpvN+v3+3NyclJIxtrq2ap2hnCHgytqqKsruwYFSGMb1MGlYkEijdrvlKfnNZoug6XTa1pZ3795JszyKEkR6e2urWm/IMJgMsmq9yRkdDXtJFKoseG9zM5tO2nOtxdWlOKwYRWYzxVkk43Y6nkaV6NTa+iybiohEcQUYn2u1JqXu9btZlrWblVoUHu53o1CCjNJcseMf9QnGwke3WWNOflDemBcEwWCU1uq16bTXWUi01rPZrBqKoihef/310WjUaDQYY3EcX79+/STLyh8zjLOj8fjcIxfv7u4ooxljW1s7oQwIIft7e5Lzeq3GdKEzEEJw1JIDOBOFsiyKNE0bjUacJI1m0zODpSSRFJUopGARHGgF3DG06IwgclrmxhjJQs4lEnr95ubewcQgYUFkAEutLBynEBMghMzSMgi1kCHhghKwqCm1aNE5Qgn1TijGqJQ0ipJf/40vnF5dSdPxYDCJw4BSNhwOlzsdv7xZ6/yt5Lyw/fg47tdXfxBtzbXOnz9vHW5tbfmlbDQaOecYvcdOZ4xJKY0xQcioxaQ5t7bxwLSANLs9SbOjN0PtnHXoGOXkHhgZnXNgj3TxUkgpRGmUc87nWxzBCJ0ejUZJEslAIqIQol6va60n46Euym63m6YpZ1LKOAgCQqmzjv5jqfrGo1G1Uq9UhFLqf/o3/8bQpJ7QU6dOPfDAAxcuPvLLn/kMDyQ6HI8nd7e3t7d30jQdTrNsOqKcEc44YyIURTpBKQkCZxwQwJQIGsBScEB8nJh3JjiHhBKKQAEYwPsGCx757Us/fxM455x1JzgZYwwyCsdSzPdHSJD7I9Huf1vnHKO0LMuTKAVKicdkIjpEinBvYPizkG7OGUbZ0drHmBDCIdYaVX9/pLOZRSqTGBGFMQBIEYxVeZol1WhxqVJk2d///df+5o/+50a9ee7ChbW19YfOX/ji53/ly1/+nd2Dg9FocPvOzTfffnNvb2dveiikZCIUMhKBlEIgIudAHFLmAA0H9DBcL+XAe18q86gERDSUeNuRcdaiQ0qQEESilU2ns7QoqzKglDabzWazmaaptbbX6/lujQ8GRUReS6BQESGWEBFEjhAuwkhEYYUYbTKXTqezOK4YY4CSldUzWqk4DG5cv/XSSy9RhKWlpeXl5U/+xueefOzxz3/ms6DLt9/46auv/OTg8LBMJ7dvvjccH0bVWiXJgyCo1GvzrdNIQGk3mk63tnZeffklpKTZaNVqtWY1qcRhGNZJo5pnszu3bhZaJUlSqVSLQvW6g/F0GlfDzvzCqVOn/LOdpelkNOn3eoNu/3DvgFLqJKslST2JJQWttTjmlAwm01u3bgFhIgw5F7VardlsNufap1bWzp2/2Dvs7u/vl2VJmYtksNcbUWWbMhRhQsSISXl6ZXlcpnlR6DyjhEiGb7z+2lf/+q+COH788cf/s3/5B1/5nS8y9sWrV/e++vd/+9Zbb119+7X1h58MJA0FlZxUk5BJ4V1alCKlDgCcsQ4dofQoXey+2QIgoYxyJhxYn9eGx4d55xwBh/dyUcjPIO7iL2T/PZZJH487iCd4+0WZMebRspRSRwRnnBGkTmtVGEuQhWG1CSKazop2Z6XWXiz3rt66dedf/6t/HUfR+fPnP/78xy5cuPDf/jf/ZRSRW7dG3/vOd3/43k9Hw+6dW1cQWa0+X63UI0G1A0RLHHUOKDgCloBDcEgcBaAnZDniY+AopxwRiUME65xDa6mvdQgCoENL0KJvjTNKuXAASbUGgLpUlgBlYX8yqVVbSTNCo4xVyOQkK08/8KAqytb8YqHKH//4x1//+te/8lu/8akXP/7P/+k/ybL8hz98+eWXX966e1dn053t7VqtVqlUZjqPoiiOExJyY5xRCgAQqXPGOePQWrCCk+l41Gw2GeUIyAVz1mqtgAJhlFIugwiBImNxUnVI/DR+NpvqyYgx1qzVOovtRzceH4/Hg2Hv+vVrl99+qzT69NkHMAqDUFIgpTIOHYV7/FhPZrjHr/frnrVKlYQQoAQYZ5yks4kqNAHgUXVSqlxb64iyepLlAMC56HTqw+Hwf/23/4u19pFHL37yU5/8j7/85d29vUtXLu/s7wPieNitVuu6LBlQGSVhEBhrc1Uy4ghqghS85IYgoC/5CACxCAiEEeqAOESHnr5t7+HREI7BqvcKrft9Rw5hVuRJGEwmk/Ggp/Ks1WqR43/gwAEAJQzYvQ3C9zWOElDh3nzv/sLpfkjPcePjvgg+hx8geSLgB1gsJ9DOe3NLSj8S9vsLPZ9HJZ+f6TnEnwMSKL3JkFIQnFCgQjqmaBAoIEWeZ0oDEIYwyXQSYiUKKXXaqMODgTNkZWmxXpvL0pnROWPMAWHWMYEhl/Vas1qtFaWqJEmlMqaUEh5xxjlzjDKKkGXl6toiISQtc6vsXLOpy6LI8sGg+/prrx52++fPXfhPfvdf3L27efnSO0fUU2soIKUQhNI5VxTFdDKcTPfarUa9Vq9W60tLS/2D3TiOhZAWoNlsbu/uIGIUhlEkdVl4OORsNvMHuDiOPXnOWwkWFxc3NjZiQdDYrZ1950wYRMDocDLuDvq5KsJQttrNJIm3t3cMk7c2dxWq6zc3G09e3NjYuHHp0o3r184F4pOf+/S0zH96+UZUaTIh1zfOLiwsUKDb23syDMIoNGURxMgJxFFdG1JqPk3zJGkl1fb8/EocJUWRllk+6A3Ho0nRqB8eHqqaSsLYb8STySSK4na7rbSOosifO+Nq0hJhpTZ36d2rw/HEPwucMQRw1rn7CPUnFcVJ585a61k7Shn/KWq16u/+7u/u7u7u7e98//vfz7LsiCRkrf+/J/zhsixPUiu99ASAIFitNVrTnJubm5sbgx31ZmVZOudm2cxa2263gyCYTqeeVt1oNDqdTpqmlFIqMKkmN27efPTRR/3FSrMsSqrVWiNXGCTVWaYF55EMGCWUc86P0qEY45zLIE6Udds7O4vWGQJKl4vVmIIrs3w4HKosFULmeb65uUlDPPfw0qW3r/V7KRfh/v5gXJaf/ewntDW1Zm1WTpxzhc5r9QYpVa3ZYIJ0Oh1JYG93jxCSF4UQgQxknlMf3OfHDz6eKsuyIGB5nhtHCCGD4dAYE0bhbDarVCqNRsMbIyeTSa1T8SPcSqVy/fp159zGxoZS6uDgQAjhDyT1et3XEkKIuXbrKDLRaKvNeDw+lAGldC6CST7zVb3KM8kprVbzPBeCM8Ymk8l4PAZw9VqtVok4wziOOWWMO0IQ0DLijDNFAWWpAxmFcXzYHXS7/cPejAjOQCgLxjikjLL7iFAIEhyhVGmrtAWgwLgzFh2hlFLGPX+eUqJU+dBDG6dOLeZFWhRHFFmPjBoMB5Rwz952SE+UFCemLn/k0EoTDuvr69ba4Wjss2GzLKNAWq2WL557vR4CDAYDKWWe58QAUGw0K81mfbzTn07HCMzDDwERiKMnVLbjcLUsy2TAg6QShqEzVmt9ErN8ErrmnK1UKqurq/VGdTYb+4ZdGIaSt2bjyXg8ttZyJoUIj5Pk/vHM+irVKiKUpaOUJklSba2Ycjydpj95+ZUf/OAlJjghtFKpttrtWq1RqdfmFzoPPtzkQpZaTdJZmqXj6ZRYJTgxpUK0nFLqNNE5mAxMxAywI4scUqBIGIAFZx04PNak+Q8GHSGUEaAEHKD3aAkhvNIgqlZOEuTvq/E+eIo9gXQdbeQABJwUgdaaUmqNJYRwzqyzFt1RJxU/SEUj7w+g9zgsyigAcUApEzwIkVDj0DhKGQ+qgTgK2vbWf0fQAbq4ogk6bRTlwcYD5+4M9pJ6c/egf9Af//DVNxy6OEmk5NVasry0+PDDDz964YKszMsomkxnd+5ud/v9fr+fZ6nlNJSMGSWpq3AHRxAEcEgsEEoZoQyoAw9LJMCkZM4xdMTPSYOQcsGFDEQgRIBA0zzzWeG+Cxgl8enaGf8te8Q5AEydMbNUOnBZMS3yJhXNheXhdDqb5dawsDJHoxo6KwAjH0AnVVqUcaN5ul6nhGhdbu3v/dH/9ieterXVaKx02o0k+sTHXmy1WzIKLECmi/FscvdOtyiKvTvXZ2mGSLgUUaW+stDYWD9lnZ3N8qIo+v2D7qEuslyrohonZZEzIEkcP7BxljCplLVEj6b9GzduUEoDGQgumvVGrVpdnF+khGijtTKDYlJmWZqm/dmEo/Xf/vz8/MrpM7nWaVZ4pWiv1zs4OJBSViqVWrUqpVxZXyOUaK211jCb5IOxMa6wWBpAyjOlHdA4STAMiUNBQXC50FlVZXl40P/v/vs//L/+/em11ZVHLj782MWLzz/zTBiGWWkOPvH0QW+81+sRA9PxyGQ5EOAyioKQEFIiaucIcEYZoUekCYJAkTBKJZNhGEOugRBvXwVEQHAWfcufgDvqsfyMWd//A2zq/ixp5xzBexG9npPrX9faWWsALWPUouOUAqBFBEqDKC5LNd4/jKu1miPGupiACB52xq6febjI86IsvvbNb3/tG99CZwVnzXp948zpF5565ku/+htxXMnzYjKdXbp0NRv3nSVIuJSh4IJQaqEEgggW0Q9twNjUuhIBLbGMonXMl8no0RXEAvUhh0gQLRrjkDHCGNHaGgWUCWUtoYxy6RnBcaOtHKMAxpla0uBhZBw57A60Lo0xhNAkjJOk8q3vfP/b3/0+IZAkyeLC/IWLjzz15BP1RiPPM2P0zRs3woNhXhTT8SEikUFEgRuHQBh1ljgkTlOT1+Ko19trtxpRta4tAuWMUMIJAVClYpwxEZfaRYRXqg1tcDicJEkMSBhQZ12eZkWWx6AjQVc7C2tLC5/8+POXr13tT6bOmVJrEAGAA8LhKHXhfVXfkcITjtiSfmCElPi0GMoDYCAYl1xoFDKuychG6LRR6Bxj1BhdSeLqxmmHbjTs//Vf/sXf/dmf1hv11dPry4vtSq0OhAghCaG9w97h3sEknTLBGaUMrLcFUEcteEPf0Q2JABYdIENHHIJz4Jyn294bSvtYFErJ0Tj3OBHBy9J8EqaU0lmHiPV6feKKO3furK8tn+zohBDAe5O0j8wr8vvI8ZT7aDf5QGof3LdNnBR49lgC6gCttY5Sf4a+vy69H+NJCKFMkOPy+wOazo8a9eGxrcHdt/H9/DrxCPZEOKJFh9o4tNQwMAaMcdZ6qQhhQpTGYVpKzkIRzjI9S3dn03x1eamSJJYMhRCCQ6ENWJQ8KLWOrJtOsySu1msNpbUVAaGMEUBjpOQgeK+7t7C4SFFPRmNbpEkwt7O12W61rDGNerXbPfzD//F/eOzRR5955llO6ebtW2fOnNkZZEVRcB5QRq3TSZI4VwOk6CBJkkZzzssXfRaobwczxrQxjaAah8Hy8vLhwZ4Ij3JTszy3vV5rNCqKghDSbDaFEAAmDGUSh1nKCKPVsIoAtVp9G3eMNbVacvbsumBw69bh9n6/0kwuvXf1oQfOtFrzeHZj+/aNfndve/OmpVBN4rjemGXZ2Qcf2tneunvrdmfpVLXRrDXmAHQUEME0IXGUMJuTlfX1v/tqeuXKbi1sGbWd39x5No6z8TQJkjzPG43GyvIKo+yhhx7S2g6Hw1qtGgSBV+WsP32xNxwf9AZf/I3P7u51X33tzd6bb/koUd+HM9b43Fc/hsqy7AQh6/WcjLE0TaWUWpdhGFprl5aWzp0799ijj+V52uv1XnvtNVWWzr2vN5EkiReUes6kJ75SRhmTCNZa64xpt9tSyiiKMilv3759Z+vg9NnzzWbTn9/Ksrx9+7avP621lUplZWXFckMIoYJPZxNn3Te+9o3+YXdhfr4/nI76g87yhoybe/t7aZr68302m51aXlDGMSGBsSzLW222tHwqrlamaSoEn2vWrSq7B7t3N++qopiNp2jRGNuea+8ednvjVFk+La0C8cLHn3v0iSeCOP7cL3/iT/6PP0rqdT1NZRQxB5/45CdD6srZ0OSpp5Hnxj7x5GOHL+0456xzxqBfCrwCttPptFr10XDQG4xv37793nvbXqcWBEFZZkKKfr/vnKskFQCo1+t5nvurc3BwsLq66tWezWZza2ur2+0iIWEcD4bD5bWVpeVl6xyjVBXloN/f291rVGrnz51rBloGgUNUpX730mUKWInCaRgEQgjO8sygtVEYNOu1Rj0GtIICo4BInLFordWmLArlokrSKEt19frWYX+oDbFUGEM1gkXiQFiw1vqcRndsXEYhZBTHQVYUyqiypCxwznolBCI4RwEsISSKJeOke9itJBWS08l4is4Kxnrdvqd5G2vpsSjjqOrDe4cTznlrYSFJksPDwywvOOd5nhtjapUqIk6mk9lk6u9PKeXZs2fb7fa1y+8WWlmnizI1RsmAF/oEWkyREAR60sLwlhlEV5aWUyaEQOeKoqg160opxpiXvCFiIINmszk/Py8DnqaTyXQyHoyTJKkm0Ww28zxPzmQYHq/5+I9n1scYAweSUUTkXugiktJYRyIWeUUN7U+LYbqHsOf3MKNyALO6tvbsx5575PzDyysrlNLRaDTs97sHhwd7+9U4yBOq00HOrdQR4bJSr+dlKWTovOmMUoNYWOvFG4xRYwwKgoAODDgglHiFnpRSKeULv0q1Ps0zv+HCUTsWTsYR93swfBry0YZtDDrXbDY3b99x6JRSBpjBI6A4HOmGPjqo0B0nfmilKaFlqSilIgiAMGSMMuqQOADCKeMUwKMT/YAC0WlgQjISAtiK5YzeCWoKgs7CKUdAOiiN1s4oZ6aDydZB12qNaNVUFUotLi9/6tOf+/xnfmlhcf7gYH978/abr78WE7K3s12ODwGg2WxxIbUxXIZ5XjAqo0gUhS61EkLkzoSBdEUJxGVFXq1V0jyjlFpjojDdCYIxAAAgAElEQVSOk0RK6pfj/f390WjEOc+yzBseKpVKrVaTUtbCRFSqLivK8cQitYSNJinlcmG5xVnglBmVqVJqOpnMspQgCkYrC/MUEMCBdcYoa63I9HA0KrPh8HAoGf7JH//pcNynlL74mU/9y//iP//Ex56qfpoxBpTD7s74zXfe/v4PfnT32iXGxPkLF5tzzQgYrdanpioFL/LclKUqy0oUGj2bjoaX3n4rrtTn5xebC41a7dTy4uJsNktneTqbHezv53nOCK9Wq3Nzc2EYLi4uBpzbskBdjroH777zTp7nr776Kg/jheWlemOu0WgsLS37VO48z/M8H4yGe4cH0+kUABqNRqPRqDVbZ9c2AmWvOba1vcuDWATRaNIvijyQIuKSMBE1FoXg4KxSZZ5Od7qjnYPe93/8Sj6bIdpGo1EP4seffOKf/Pbv1FpNHkgu6eX3bly/cfPypXd3d3cl41GjGQSR0haNa9bnJrOUM2K14YRHQVBmuTVKstDf+x77A44EgVBKScZ9kp1Hn2itOYCUklFmrfWnXkTkXJYeSPb+eu/+AYVvlR13AYhz1rr355EgOuc4s4CGoOPEEUYYOIbWqTxgVFKIo8Ray4MlBIfGJEZba6wuKSBnxBlVFMU7N+7sf/v23e2t9dOnCSFPPPHYF3/ll9fW1u7cufPGW29cuXKlu9ez1gaN+TAI4ihGjnlWOqvjiACmDpBTAkQTniCi0torxykVkQyyLAUqtdJcVEDEtFRKKUK4tdYSSihHSi0AY9xPWRyhAEilNAhMBPW5uZ3tu5UoRnRRFA+Hw/nO4jjXnHGliljEW4fDrf3Dra27kvODw/0XXvjYr//qF//Z2grlvNvtvfTyyz/96Ru9/mFSqwLQQHJ0GUHH7CyJg8O9naWFhSgOGdCyzI0jhDHCpGCSAcwywznnUViJmnFQz1NdjQRaSikyQhygtY5Q47RjgmlrZBBsnDlz+NPXrUMmQypEaR0nhHMGBL09DgihjPnl0TtVfEfhmESCSAgSYq2jhGmHptBUhg4YAgKhTHiAg/WlFzoL4DhLrNWNSjJNZ/3D7s7O7u7BfppnlPLnn3/+Ex//5HNPPZ3n+c721uX3LhN0s9Ho9NmN3mDEZEgcAlAHR3FzBIjgIstnFLFSiZVSxjrOKeVMFSUhhAlxHAXvOBf3yzfAnoz+0KETnJtSa60nk4mveKSUyinOudFHowzGOWf8iL9yRBU48f7dC905Seo7SQDnnBMgxh7pPymhfrQCx+W0AySElGV5Uhb6k4o3lvupy3FdRzjnHAmhFCnTSISUaIqjcDmfLUhOFJvoxzhRFDgEwQEApeDGUkqpKks8rmzvz6IAAOL8mdugtZRxatE5AhpDJqiIWcSUUo5SigDgLEJpHDojGZM8GE7SXv/KA2fPLHYqlNI8L7gIkkoTgTEqojDi7XA8mlEgaJymeVnqdFpwBE6AAmQl7Ox0O51oaTEc9nfq9bCaRNevvveV3/v9vYPeYDj+zne+ffPG9S98/gvr6+uqLABIFIVAXJaljNGyLHuHB/PzFWM0ANHKloUPxeZaGxlF/npJKQFxNptVk3htba1aiQ96Qz8q7CwuDqcFpbTRaBhjwjAsiiIr04Axp411jlCqjFk+derRJx6/cfMm5RTBzrcbH3/+mas3h1evX1lcbv3DP/zD22+/8/SjF8+cOdOMQ2WKW9euzXS28dgLZ84+sHX75q3ZdDwer66vHe535+YaURJGAUhmTi01Ir3aH066k8NZkQ5GZb0qLl/efOzRADg92N1eW16ZpP0g4Gtra5LLOIgEZXNzc/1+f2tr21Gqtd7c3BwOHyrL8uDggFB28eLFJ598sjcYXr58OUkSzjklhBEuAkkp9UUaY8wXGPcHkBBChRAArlKpZFn24osvxnEshIiS4Mknn3zppZeCMDQ+mO248PN947IsvSaoWq1GtXg8GQdBYKwCgFCKPMuSJElCMTjcq1ars9nNCxcufO973/OTq36///rrr08mk8FgIIQ4ffr0+vp6Y7F+9epVxsjdu7cZ4UWeVquVtbW1O7futBcXn372Y4yxuYUFY8zC/Pzdm9fac/U0zbQ1FsFYHA0GcaW2ubN97vz5yWQSxJGzuncw3tveKrM0DMKRUq1We2FhYWjSm9c3h5NZGLW1cjyIn3jmWQO6Vq/s7e1yRidpvrK69tgTT87K8vz5h+eqweW3Xvvu1/8+z1NCeKUS57MZEOCcp7NRtVUD1Nks1Vq32+1bo2632y2KYnt7uz+czVIsSyXDWpbPojjgjPuxUsSTw8PDuaVlP031w73V1dWlpaUrV65sbm6Ox+PV1dVums0O09W1tUqjtn9wUK1WnbEAUBTFaDiUXAx6/XiObW1ulmVpEMsyV0WezmYUMUlirVQUBu25JloTB8JpTRkCEGMcWuesdQa15+Cz4PadncFoUijrCLeUFdo6YI4wPKJQEmvLShRNx2NEWFpsMcbb8+1O59RkkqXFREaJUSUljBJOvOGIUOc0Z8Q6s7+/p1QJSby8fOrmtWtSiFq14qxJkuqw3wcgnHObOqOtiAU69OiKo44Y4Pr6ukP0rk5fB1ar1UDINE1VWbZbLa311taWc+7GjRuIqHXhnCXEDYcDGURhGKS5YkwiIuqSIKOMnnizTyLancM0TZ1zSRxLKf2IVQjh9cxhGBqjKKW9Xo9QlJI/8/QzK0sr9Xr9jddePdjdi6IoiiJKOKWBjyOm/2+jXP4/yuuDI3MFNwAWHAVGgFqCFrjxSUpUUEYqYYA2397euvl/3kJEi7i2tlatVp964olzDz38seeeV0VRB3r9xo3NnS1H2M5hdzLuUy6NLikTlHE0KKMoqMTGGOesNkopJaU8qbWU1saYWVH6fAz/YlEUJ81P8osFIiIiJV7uiN7FcX/Q7r3A+A96NvD+WO1j1wWBY1sTUkIIdfi+9yDgPXcOgCJ1AJwQRMoYBSSEch7EVRFUaVihlCAQ4dDkKaHIEAUa4gwiRjUolVbafOvr3/jG178VRnJ1eenFF57/F//sn8dRUObZS2+8ORqNLr37bm9/lwoRhOHC/OI0zcrZCByJGRMcuAjBWmcNA+SMMMYoBSDEWpul6XgylSEVQjQajbMPPpBl2Wg0mmcLRVHMZrPxdNLt95xzrJq0klrCuBBSSlmU5TSdBUkinKMMgziaq0XW2qRWnU5Go9FwlqY6nwlKOfUCNckJiYAEInKqHA96jUpQb8w3mi2D7t1L1/7r/+pfcSk/++ITjUbj0UcfffChcy88+8yv/son0wy/9vVv/u1X/64oisXOchiG8cIpQolkLKlWtOAUELUKBU+SMM9nt26OxA5bWJzvdDqtRn2u3mCMG2PHo8loNFLKbO1sa62dJNU4FgTqSYTW59TpjY2N0rqDw8Od3X0mZZJU4jiuVquecNNZXvJKmNlstrOzs7u7O4a9/TBaSureVpmXxeNnz66xs8aqyWg8HQ7G03ySZ9YaKXgUBc2FU8NBD5wNEwiTeppOcwt8PPnT//1P/vRP/2xhaeljL76wun76woULv/nFL/z+l7+weSfb2rz70htvXrpxkzAmpNjdvhvHSZ45zjmPeCCYZYRTtIU+UrxQGghJBVWF4kxSygkBhs4SNKjuAQYBncP7KBI/Z+j3gQGhf5uPlJ8xtADoZzgMkYGjaKhzBA11ljqNFg2X4JwlBCl1wBAoojMEHKMQcEnkxfO1KKh2Oou93uGrL79y6e23XnzxhWeeffIPfu/LGvXdu5vj8fir333l8qX3dney+bn5KIoIJVKgNZm1tr240B+MSseOHltGfbLLOM2MsUEQIAONWFpkHwXI8Lni92pdAoQQB4iEMMalCC26MAzHkykTweFBL0zqTHJ0MJwVeZ62ms2zD11otVrvXb50+eqN1974w049CoLg4x9/8be/9Jtf+KXP/eBHL/35X/4FIQwBhAio4DqbxHH4wx9+/9r1K4uLnXPnL6ysn6lU6lQwb1higola3WjtlGk1W8udZZWrKIiVVnlRKKsJAymltRoAnSP3ACE+Os+PagmhlP1ikt73MZ4/PAI+zstB581vnrEMQMAHiZJavTGeziazWRBHa6fPcM7RwU9fe+M73/ruytLKuXPnnn76yaeeeuq1N9447PYG3Z4MIq0VFVIybglxDgglShkwOpaiCCUgAlrP8eKceyyNR2x+WHh5Mg/8sPH7I6NiT/aR+7P4yPtn3fdvCvd3AO9TgpCjwd370/Y+YDi/39fnq80TrgxjzB5HS8EHXYMfzGK4B2CTvNlsdjrt0WiS5yqKHCJxznln70m49v2fWnLGCLPgFBLqkCAwApUwWppf6vUOZ6OJVcoK4bW29Khp7Qy4klDBGRq73x0ur55ijHEDRTkzFqVkUkq/CUZRGEWRMQaEswRLBgKgEhGn4VQnIoRkefm5X/6MMWYyGQ37fQvk7TffevLp56q1hjNWcPHOO+/MNeqnVlas1kJDo9EY9CdFXvgRq9a6LFIpJCFEKe3dd1765ZWcYRhmeX7qVKdZrw173fn5+d5wcpSNyXkYhr5h7ZybazbPPbwGOs/GY2t22YgqpYyzeZFrrfOiKMqcMQbghoPe2tqZ4WSwdmb1C7/62Td+8v1mEsUb6/4gaPYg16VsbDeXHlpdXW1Uk+zRRwVjO1vbw+G4191/5snH5xeXzq4ucZ2sniHz3UNjGRfhLDUq7T76yINxLKwp2625OOb1hqwkSfega62VjGutH3nkkRu3b3/8U5/c2dkBgE6nc/3WncFgMBkOO6fWH3zwwW9++zv+clsfUMy4h474ns5JZt39J5miNP4k7Zzzwd+BDBw6BswP69I0P0JDH9+Bfpx4EjeaZRlByo8JK9baZr1mrd3Z2VlZWkjTtCxL3zj2pI29vb1r167dunWr0+mcPXvWTwu11gcHB4GUaysr7bkWWkeeehKQOAuM0Uql0mw2gyDQzjaateVTy+2F+bKYwdT2uoNSFfML8wtLy8D4+unT9Xq9PxqGYeisnaUTVeYA7txDD5VpzrlYbM9vXjkcTlLjwBOlaMCROAJOaz0ej5VSS6eWCaPXrl8vEQjBREJvb280HCmlCGfNZrPT6dg3B2VZNufmnFNKHTHD4jheWloaDbvOuTiOGeecYxSxQhlf7FFGj2tmdXb99NyplXfffdeDA+r1+v7+/tWrVyuVSqfTqdVqh4eH0+m0UqnwQPR6vV6/f/bBB/I8X1xc3N68+/wzzwLia6+9Nlyp5XlurQWkiEAYi4Tk3DLOHRJjTBwEukgZBc68G4kqXQgmtXJplhHCarX69bsHg9E0L7RG6gggQQPUZ015wWUQhZIERTqlFJY7iw89cPbu3a3F+Xaj0eCcOofOWvIh3JSUEp1S6uiGOXNmY+PM2ds3bs7PzxulpQg8XogAYUwIITyC8ERqdyLyPDJuIPr31FqXZWm1oZTWajXvdIjjuNVqzWYzLxgmaJ1zShWOyY9iGZOPYn8AOvQ2B18aSCkZ4yfBqt5+mSRJo1lzTkspPR9ISBHHsQcfEiAAeKTmsJZy/o+16tNADFDno189JZASf0RknBHKEYigWBVBYI0DIIwe9oeH/eH29t5flP+hkiQEoSXIxsbZRqsdxmLj9GpSqYogVA57vX6v3zfGpjqf5hO/PzHGAgZoCs9O4ZQISSGQCTsR1YAQwuOtfxZ54me4mI4UIL6x7cW7R1xESj7oDvyQNf++QwABygjxrHnwuzX1FKMjhNpx1LA/CwASRihKyglQSpnjUhAaKAcGKSHCQ3MZk5QgQSRoqXMADvJccERjQFtnrTb22vXbVy6/R61BZyQnSxunP/OZzzz77HPOOa3N3a2tw8PD8WSSZZnSRmuDKiPIJBdJHJo46DpjdME5Y4I6gkBQSj6bTRDRW+f9Lz/lm5ub87spIo6UwrxQpTLGEEKqtWqr3bKUTvNZORhGMnQhp4RwTutzjWarCYCqLH1SqjHaGI2IhAtwEFWiOIio08XuQb1Wm282NLpSG0vwhz96lTL2tW98z4+aFzuder1+9syZP/i936/X66NRv9/v707tZDxKx6MinWWzaTYdcWIFtacW5yq1hrYuK9KsyLbu3EQAyjilXMggCOPFziJjzBECAJkqrFLZZJznuS2yoijm5+cJIa1We2F5mVBeam2VNtaWWTYdj7e3twCAUCoDKaVcXFxYW1udEnRZ6SbZsMiNUYSQ3b29EowIZDVJ1hoPOCq0JYhOl2VZ5lmahrW2UjlaGyXVZG5BCJ5Mx9pBEEfA6Guvvf7jl15mTEohWs3WwsLifKu9urH2yGOPS0mzcrK9P9o/OBgOh+jspL/fP9yWXBAsK4wApwS4RXRo0KCgjDKqtQIgggt3bJo9KfuO27fonAPnwUjk59Z8R4Yoh+CtdB+GJ4Eh6AggQ6TgCCA4C2jBGnSWGAvWWR46AEcYMEoZZzJAtM45wIATFEBqBpnszndW63PzSmXGla+/+fbLr71cllkYibX11bm55uqpM089/kQSxdl0NB7n3W531O+6MgXEnVvXwzgSLHAOnUNGKaGMECajsChLRqmPuTMIRynh3hKLgN6RgEjA0ePKlh4NWZAR8OyBsihay/MWabs9X5Tldn9khQAZKnQgwty4vNSOTgtD5hfX4jim+YBz/sZbl37ww5fqjfqplZWvfPkrSZIgOge4t7fX7/ev3hwHkpXZ7Pa1y9tbt8MoiuNKFFXqjbn23EJ7fmFt42KzXhdcMIRaKNHqdDJiXARScMeMX3gIEEKBUYKUMhYEIWNcO3AEiCUMGaUUrPv5ZdD7A119nDoBRwEoWB+Jan3QACGMEUqZoxaQOXQeFqotMhlVajUmRal1VlptzOmzDzlr02l67ebt25ubC4utTmfpiSefUsrIKDbWTSaTw15faUucKwqVhGGpUiaEKWbpWARhSAjTxvhr4hyC/91RPiv5QKF1XPWRnwswI8f6oqOb+1j/cyIZ/TAY7ITscjQGJIwcz8bxmAdmj3sqDu5xpO8PZz/ZXPzQj1Lq3EcoNBHuJQl96G+cseaFF56/efPaYbeXVGieO0RA5wil/m3f39U+EkMTBLBIEThQQtBZBOPajUaZzrrWxTIsjm2NBBkBB4QYaxwA58IC6Y7Hr7w8WlycW15ejuM6EBonFe7RjoD1RtW5xTStFDCrJpU8nZmikIwJRsNAcs6N02U2nWWzOGk/cPb0nbs7P/jedzrLy4e9Yb1ed86laTqdTpRS588/rHL91FNPfPtb3wfi8AgazChlhNCFhU61UjsuZp1SpigKX5xIycbjMQUcj8f1WgWOuYuMsUaj4s/KhJB+v3/7tg0ZhpRKIQiAUgoYL5U56PbDKARAa0pwmnNXqqwo0iiSa2ure3c6ly5dqjFWjapXrr6nt0BZMzJR0lrZWF83ZTEY9GeTcTqdDgbDPFNL7YouJyFVmYUgYlFVhlG7tbBcTMsim/QHh8ArN69dWt14rJpUKdVJktye3TalDucXfHdgb2//6tWrvX6/Vqv1ej3O+dzc3P7+fpjc2t7e7vV6ZVkGQXBktAY0zvmiLggCX+jejzf36taiKACYN5K9/PLL9Xo9SRLK4Jvf/KaHlBht79ct02Pqrz9t53mutY7iSClDGZVSnjt37ktf+s0oisJK5c6dO9434SkmSqk0TZVS7Xa70+msr68PBoPd3d3Nzc3GQqPMc12UBG0kxYsvPPfqy69s7uwYXbTbrTSfjiYjS/PpdDoZTwAgz/P5leWkWp3sp3G1vtjp7B8crq6sOGcRXRQFYSA4wdlkmETVbDaz2qwur8ym2c1bu1FQmzu7GlUa7fbCuYsXVtdX3nnrNaXKPGNlqiihYVzJldrv9e9u3lpfbt+59m6v1w0COS10qfLJdOTlEEop4kprLQByzj2l7/BgBxHDMIwr9bLMZ5kGcFJKxqnRxouMEsmbzSYh5PTp08aYy5cvHxwcbG1tSSmXlpba7fbCwgKldLHZrNfrSikEWFlZ2dvfv3DhgjGm0WjkeX6wu8cp7fZHnAsAgujCMEQHeZ5b6yhlURiUJRCFSivBKkkcFWWutTYGpukMgLGwOpmmt9+7NZxlpXYWCFKuHdHOUX5ULFFwAFgUqQNs1KtrSw+snlqajoagi4BR4ow1Ggigc8S7jIjzeAHfgCCAlNBard5uNhv15isvv1av1xkVo9lwMplorQEpFyKKImttDmnpsuNF+Kjq44L7FhulR5z5siyNMSLkQRBIIYwxRVFwxiqVynA4zPOcc66c9qPs40WPHX1VSAHZcZH3oaoP0JcGnDEpZRAEUgYnPCQ/4PX/3qtMh70hIqbTsZ+UzGYzSngQVLxwgzL6j3jWdwRW8WciQhCQUkKo142AdcYZpawCxngYSsYcYCOuKKXAoc+CUmV5e7ebO+Zu3tFae4m5Nm5hqfNrv/Zrn//855VSg/Ew14Xnnw4Gg6IoCKHW2rLM/SXnnHOe+MaV11KXyuBRJOnJ8AHuN+P9rKrvAy3Y47C/444qgY+Ud97vtreeMXMckcQI9ewZAoiA9Iii4fdpCvQeWsYRAgSQMmQilAIIcMqIEMgoikCQ2Dc30Gg0miASIYkDqjWUpVGKOheGIXUmEWwyHpqyvLm59+6//ePhcEgpXVtb7XQW6/X6uXPnHtjYGAwG77zzzsHBQX9zRwY8jiLQGm2pytyhDiQXkkVxONdqR/EZREzTtNvt3rlzJ8/zJEkopUEQ+A2DUtqsN6M6Fc6NxSHnXKnCWC3DaKHRBkepI8PZwFqbTQpjvJ6Qx3HMGQ8qgd8khBC6QKdUNhn393ZDRkDIVBmpbLVZrwShttY1GloVeZ6rslTG7vdmg3Fx6fL1v/yrvy2KYqmz+OlPf3rt4Uc+/9nPLLRCdNA9GOzv7167du3d966+8eqPHGHVem1pefnUyqkoqqR5VpSaCtEbjkbjwfb+Tqm9ijiIoqhZq9VqtYARlYpKpZLneZqmOwfdTJW1enNurlmJorl6tVo/JaVknE1nszTPx+PxZDbd3d3KsgyjcG2h06nNFZWYoNW6XD+9NtN6NBkf9AaqKJ0jVAQyEM1ard5srp1eH/YHZVmms+l4NJxOpoSQJY6pMTII2gsdZEQpNZ2kaZpuHXa39w8DKcXLLzt0lNKHL5z/0m9/6bd+/VeEBOdga3P37Tff+umrr9y69g4J4jBMkkrCGHfGGotxpYaUIDrriHLKV/iA9zxCeDRhYAAOjumOvzDZxSEegfM/8hwNCM6PUBAJY4RyQjkQioQBAXAWnCPoCAVKqQMkXsMNR1D7XGtNedxsu3SqMm6KdPnMeeeMtUaVeW+Y7h3uH/zoCkE7G03mW61HHnnks5/+zO/+06/MshSJ297d/fo3vrG1tcOEqFSqQRhleT6ZZa35NjAkBAyxDi1FdgTe8CN54ihQAOu/RApAwCECo5Sg4+RIosY4cc4Z69bW1o11zzz7sb/77nfyLBNCAFpALEoVcG6Nj23neVoYzammznFF4pkih/3plevfnUxH4/Go0+k88cQTjzz6+H/6H/3WG2+8fuXKez/44XevX706Gx6qdDIjdO8WAvBKUu1svDPfaj/04MNnN86uLTdvXL9VSdbSLCuVY4LLKGRMqNJyToEzREeFrFWrSVLrjUZAA8Gl0qW17ufuHHjfRIkc960YcRQIReDoGCClgNY5PPJiE0KBMt8Ocw4tcYRHwAPCAyajUKIjkKZ5rjVYIqOqtVZyMNa9/Mpr3/zWd3q93qm11WqlfvHixU+9+EKp1N7eHiHkrZ++EoZRtRYNKdoy5XFgrQmDkHJeKg2EUepHjveWaLwX/0N+0WHmsegD8P2LP7nnMPmw2fUEieELCUrJUUqOc4TR+zXSJ2MQvG/a5l/0s477YdGE+LDgI2YvOdnS8Ijf9OGakDO2urr6xV/9/J//+X/Y2TmsVIhSwh/Qvab0ZOfyas+jGFtABN8VAQAUnAehWF1d0Vpdv35VW01keLyJOQQwPg2GsdwZi5ZSagFu393rDWcXz51P4mQ0Gq6t1aWUZZkD2OZcrTlXy/LewvxCNkuHvZ5VigI06/VGo5EVmeA8DuOd7btnzpztLLSvXL/9yk9+0mgtFEV+8mMpy/LmzdsYBE899eQ3vv6dIAj84SEMQ0bBGJOmRb8/PPbt0zgOoyjyDoVqJcqyrF6teGqL79P7Gtiz/rzocTyZ3NWTasgjRnVpszQFKYKYF6p8591LQRi0WnNFIEa9/V7vMKhFaTYe9g+6vb2nnnriq3/1d91u72Of/8Lefu/d61dLsO0zOgzkG6+/Oh72Hn7gwblGDXXpaolReSBFUIva9eDs85+4uXX5mz/5xjNPf25nrxtgBKUeDPq1Jhzsdx946IlGe/7W3cthEIRhmGmrlGq1Wru7u0LwS5cuASFxHF+9enU0TaMo8qSQjY2NZrM5GAwIIXmeFwDGGgfoz0sem/kBVhAhpFRDpVQch97Wfv369cFgcPr06WotuXbtWp7nzoE17n6F54k++QT8m9vcWGstJpVIa62UkkHAOR8cHm5ubq6d6sio7nNKhBC9Xm88Hi8tLfX7/TzPT58+PZlMnHMM2WwyY0gk5aN+b9Q9nIwGZT6tJOGpUwt5kY5GIyYxiWL/1FQrdcGlEJJQ1llaTmr1cJoun1pJ01nlcL9er7fnmvlswildnG8JxpY6HcGDb37zm/Xa0pNPP332oQc3d7ZEwBeXGnkxsrao16rVJJqN09Fh76GHzz/73PPK2R//6AeT2dTbZOIoGk6HAReMEXTIOafUUcKWl5cP9u76GeYj5x+o1WpLS0vawsPnL5bl9dt3bwOLrDWUYa1ea7Vab9+9ffGF51Y6yzd2dieTSbfbzfO80+lcuXIlz/O5ubmVlZVut/vcc8+9+cor2hqrXRAEWVksLi7+0i/90t/+zd80qhCocssAACAASURBVLVQBmWa3b55C2l5dFkdMsYa9Xq7OQdA0BkpYs7Ccjqyqgg45ZyYVBvr0kKJME5z3e/2u72hseAIdxQtgHFEISBQRALEEXSesCgZd4SfWV9/6rHzsRRvD/to9d7OVjSdFvlMMlYac5TbcRKyffRHYq0bDSedhfkzZ87evrVZqVR3d3aiUDaazbt37viOm/NWEfcRrmQfLmKNLcvSWOdf8ZJLSulsOovC0C/QftompTROYQFCiHq9kZbCGvQ8ZgAkhBPCyH1SDv/xCA4C4JyzzjJPx1HKHxQ9QgaAVCqVxcVFh0ZKubq2OuwOe71emqZa66M8HnQnLcJfQDn1/+Oqj4NGaq11lNCjS4MEwQESrxKjhLAgtIDaorbGAXIHZak5ZYwLR1muzEBhbCkhhHMhk5AzFhIsSvvv/uzf//G/+1MpZatRqSeBHzEtLCx0Vs6ur68757I8Hw2Hh93uZDLp92Z5kQOAUtov9AgAxN7HYAVCyYdJaPe3OR04QfnJnk2P7CtwDBHwOzd+wOvoF7iTs4Wx1h1Pn51zhABaB4iU+CKQIFqfCnIkhiIUCHhcgnWA6Ay6gKJDI6hjDCw6i0abo+MvIZQyQRCUFMY6FILFcZVQNIY5y2yZBGIwm46L8eLGubIo51c2EDFLZzuHozvbB6+/dVnrcmlx8fy5cw8+fOH5x56IorAo8rcuvd3d3ybgOCPWurLM+/3uYDRMqlX/LDXn5pZXVrx23KOui6KYzGbOOTWYSmeFdSZNKSFJHBNweZ5Os5QSVouri9WaT6dBBGOttnY2TS2i1rp0pXXoEJGBpCSqyLPnN0yebm7dDKKgsTAXJZVJmmlnc4wNcgjjak0QApygVcVc0jCqRGu0NX/11/9Qmr+VggpGm/X/m7o3i7Esy87z1trDGe98b4wZOc81dFd1V1UPLIkDWuyiGrQoU6JIw7L0ZsAg4QcLBgz4zX4yYD4YBmjQEAlChggatARTEkmTrJ4Hsqq6hsysHCozIzLm4c73nnFPyw8nIiqqq023AfOB8ZDITOS9eeLGOXvvtdb//199bW1lsddZWFr42b/7xX/yK7+EXJalGk8nz55tP3l0Xxkj/MAhr7VacaO+FKwi8lLrLC9UrtI0zWZTTlaQTdO03W43m80LV65axLxQqsjLLBn2D42zVVh7GEXSk34UrtQW186vIuIsT7Px7GB7YzoeCc7iMNzf35eNer3V6nR7AqvbRhdFUZTleDQYHB1KKZFBu9teXF5USgGAGh1mO9s6zQJniXBelF4ctZvNwAusNs4YoW2ZzI3RD+7c+f73vh3Gfr1R73U7S0u9G9ev/eLXvtJpdYI4yItyMksGw/FwOi+U2e8Ps1QJPwTOnYUq1xsJCI/H6daYM0BLB8h/kvPxyfGUnCP6MTwIMMgRiFVhC4AEzIGwxCwIQwKIWQK0JTstIC0QEFRPDqusvC4XUEigWqy04sJvtBezNAdHgnGvxjyljTGLywlYq4syT5Lt9f1/+eB39/d3z1843+q0mq3mZ24+94s/+3fmSbq7t79/NIA8V5TPjnYMMT+qcQeI6KFRlY+8WioIGHOVPZKBY0QMyCFChXkQPqIriyyQXinV0dFRXGtu7+ytnrvYqPvTyRHHAAEkR0cU+pKBQ0c+49o6xevVKAd5kRqVj3LBo9ZivdFdQQbvvP/hvYdP/pf/4S+vXr3caNS++Norf/+rP1dlVhZZ/mxj+8mjJ0eHg43H7z657/a3Hv7gO8Fib6E/GBfluNZqt3sLXIbOAaBW5JA4A6wwplFcD+OYTVMghsArlx7g/weJZxUDzI6Ht4BEjDSSqUp+YAjgrENglRyIARAygQwMCuIeiMBxWWhNjsK4IbRxxknGldJZOsmLzI+isFbrLi4IzhHw/Xff+cabfxb4/iuvvvryyy//J7/8D4bj8fbu3h6YMtUpQxnUHBFYawyhAAn8RwgHJwa842buT6RbJqgWJ2TA4WMXHwFUiOuzCrezEtBPkmCJHJ0lxJ4NBa1Cz+lkYHJKBazOE2evHBlWEqNP0PbOdi0/9Q1ZZ8fjYa1W+2f/7Nfef/+99967Mxxkp4fv6hRyWvsdf0kOjAM4cuAYAZFGk6li52hvf3BAHGtxXZUGjhVXHAAsOcYZMmastkie5FmmgHA2zd957+7586u3b93gnPu+Z60yRiOQEMJnApWxWaHTgqx1iNsb25uwwyWvNeqWXLNRT2aTzsKy73vbW5v1VvvFF17Y3tkNw7DX62pjRqORrNfDTv3Fzzw/Gc6JLGMsz0tyWnKv2pRPPJauqi6qCADGeaPR6PV69z54H8H5flCNEJvNdlmWLIwqRJDRWtRDpRQ5G4WxlNJxGYahFH673d7b3nr06EEgOAI5ra3KpSBjy7Vzq/ubG7XY29jYvnv3fre3KJ7tFEqvLK9Ohv1GPb555WIyn+3v7Q6PDrMk5QyBUVQPimT04cOHqR5ap7RVaV4024sO8tF4cN7V5rPR5sbTeqtZAZOCIFB5WdmNoihK0/TStWvamCrTAhE7nY6QorOweAvl4uLi7u5umqbO2locg0Mg8n3/NNrgrLbzmEciZOWjqWSWYRj++q//+uc/93nnTBzHf/RHf0SOfiTfqOq5n7Ic4jg2yhZFUas1qp/CwcHBbDpt3Lo2ONy7fPny8kKHWFCRDC5dulTlLoZheHBw4HlevV6v5ifWmMFhv8zm+2B0kR8d7IdRGPrc6DzP56V2yFye55Vl7ujoKPS9Qql2t2eIhOfneT6Zzh4/edxsNubzOYGVjNbX1+MwUGXprBn0B48fPZ1MZsmY9Ydff0PykkrgXpINfV9KD5PZpB5GrUaXW/beB3cHSXb15m0C2NrcDBizzjjnFhYW3njjq7ef/8zdrX+zv7/recyT4mtf+xqSKvOZlHIynSZJUq/XL13yb926tbk5CoJ9B15eamvt3u7evXv35vN5URRHR0cbGxubm5uVtWR/fz+KIufc4uJiGIZVwCmXotlsjkajyWSyuLI8Go1+8zd/k6y99/6delybTya+50/LwjnLqv0TjBB5pwOhH6gyN1oJxhtxxE2drM7m1jmHXHih2DkY7h+OtCVCCYzlRW4JLIEB5pADMussA8vIMnAIrlRlUGt02s0o8NFqU+b1yAenAylD3y/mxUkKoju7NhEhEYVBfOXK1V6nvbW1PZ1O0/m81+sxwCePH1Y3Up4XjMBarbVGD4EBumOgQsVRkFKSdawCgFQmasQqT8gZ66xVShV5XhlNy7IE645D7OlEykMMqrM5MAR+trKsqr6KF1+t89ZYi0wXhjFWjcqrW11Iluf5ZDLJi7Qss6WlJUScz+dPHz85OjiosmoReBhCNesjIPzbW/VxdA4tMkB0AMSQEThjjzcwwRkBQ+4JhnlRGHJBFCpjHHLGPXLOEiMmDJdO+ETkHFjnDFEYBmVZMB5EgUCkfJ7YyaBal6sso1qtVq/Xb9y48cILL3zhM5/pdDrkt978xje/8Z3vKlXOZrMkzWutJgIjIoRqb/7rGrynAzd+QrCx1nqIp+ad4y3WkgV79oWn//gU4Hva+TrTgq0yjpADcMYqtyxnjBAAGYIDJirKFIFzgAQQclBEgWAoWaktAKDk1VQaHUNHjGDKtO8FnEskcNZyq33GhFGh74HwSufQi0M/JuestSGTQFaGhhFZYyywO/cf5nkKw35RlgAOGKXpPI4DY7QlWFjoXrtxNQhrsySt7uCNjQ2tda1WM8bUarVut7u0tFRtDMBDl+VqOtvbXEckBGi1GmGzXhrbPxrOk1l/OGSMBX4YRJHnh0zK5YUeAbcERKiMttZmmKfT6XA6nVhd9wPkWKiiNMVa78KFK5eVo5J1yrIssmQ2nc4mo+l0FHp8OpovL3ajwM+ztN1dNEUKTgNZpYqnjx7dfX9eloUFKspS+kG92bx8+dpX/t4b/+k//WXjxNONnSebWw+fPN3c2d4fjIQnl5ZXW+320uJiq153qnSqyKbjbreb5/n6+rp68jRqNHoLS91Osx50Go1GEIZKqcF4NE+T6Wx2cLCflUW17fmN8Mb5KysXrzz64N69u0Yb5fv+ZDYb7+wabQLp1Wths1ZrNBrnV5crfUJRFIeHh0+fbVRcRM/zbl+7DL7Pw+DSzZuNVmuazGeTWTJPyqzIS+WMjR2tLCxyT2Z5srKyOMtmxqqiSN59Z/3bX/+zZD5zznFhl5aWn3/hs5977Yuv/9Tn663eaDr/5nd/MBhNdvYPprO03VsK/JCdiNQYZ/aEDGatBeeIsZ9oKsLYJwx+n5ZYIzvW5iOiIwAyxCxw5dAQAjHjwIeMMQaIjshU4zZAwmOnrBBogCkGEHiGC2OtLciCx7lHII0DEXiBELzccsqEImrGLTJWMFj/aH11cZUxaNVaf/4nfzHrP+x0Oq9+4Uv/4I2fWzl3AWTw7vsfbGztPd3c3trZS3JV+H7ohwAf51kCASIcSxmRGJBEqD4fwRGBVJkDgBR8Ppnlee4cPX36tNWJ+4dMCNK5YtLnnIeeB45AG05gHYFsKKfBkZB1gnKeTxk535AvmdU6K02ru1hJnqxRO9ubb/1g63B/r8zzelz76lfe+Mf/9X9ltPsff/t/eraxEQUghGs1w7ff/v4Hd9+JGy0RREx4qxcvXLt+/dLVF1ByEJxZzqSU0vc8X0rPALOWGHLOGTj9k4s88Fiw4BgwRGIEDAjIVe01QCACSw6JESBUTKdqY0XmCJ1DDowL6QgKrT0vINCOAIWI4lqR28r43+m0h/0BAvi+vHzpou/Lxx89+O53vqlnw+s3br7y2pd+6Re/1l1aYSL4s69/czhPrQPhSyB2Zv/+kezNs1Xf/2vRR6de7pNE70pgdBye8nEdeKaoOzXjnUAv7Mc7yBm9yVnM3lkUUCXDO03vPH0fOq4RP+lU/Gu/C8ZYFEcwhDzPXn755VdeeeXNN9965513tNZVYXkWFFG9p7bKk5yQuCd8z+MMhRBXL1+6duN6fzgw5Aqdg8UzrXsgBgSgnSMEZFwZY60DQCG4s25rc2syGb3+5S/6vscYk1IYraw13GEoQ6iBLUyeZVmWzWfpPFWTOdQb/UY7auTZ7dvPzWazy5cvGceKohiNJkKI9fX14XDw4gsvpGkqEDmMvvrVr/7B7/9hHMeC+VK6stCM81PnapW7UJZlNQyczWbnzi33+/1Wox6G4XQ6LY3r9/uSiwsXLpWFAaUYY1EUWedms1nAictjG6QFFEIIKQGg2WqaPDHGaKMDyeLYX1rsxlGAzAVBEIXhaGf67nvvXb9x64UXPzNOEs/zG806ErVazcuXLrw1m6gsTmeTMIyHw0EgRaseewuL7z94Ok+nO7tbrU6n3mw999K1hw/+XRzfunnzBjmbJkmr1ZJCjEYjgbzT6ayvP0vT1Fq3s7Nz+/btMAzb7TYxIfxQ+hEAVBNO3/eVUlmFqXDWD/yqu10NNj8969OGGGNVTIUQ4ty5c6+9+ponPQfmxo0bvu+nSVbtEqfGqrIsTzsU1d/UovpoPAZgShdRFIVh2Ov18jx//PhxxS4/f+lqVh4HsOd5LqWs1+uNRqMoih/84Ad3795dWVnZ2c7S+bweBVmakSr297br9Xq726vFgSeY0ppzRora7Xav15uOe87oVrt1/sL5J0+fZHkehCEAKK073W4cx2VZHB4ePnn0cD5PX3vlC/VabTqZPHu2aS0w7jlLUkqlMs4BwAAyzxNxHK+ursZhTEZX9PDDw0NPYAVa0EqxuJ7O08PDQy94OhwNwzAsi8RxXqvVNp4+TGZDwKVeu1Zlv02nyf7+fn8wEEJkpakmVJ7vWWsvX768u7trugvW2iiKiqJot9tVRFye59evX6/X6wDw9a9/vRlHT58+vXX79s3nbo/H442NjcgPvvWNb/q+f3BwUI+i+XzufM49Ce4YhZoXRVEUkR9ora0qpZRoNDiXZxmTnvBkUqg79x8rhxYDJkShbV4UUhwHb3JCAE4I1WissmkgoPD9S5cvd9rNdD4PPSEFIkA9js+trmxu7/ZHMxlGxpiTfmKl8wTP84x2URS98sqrHOnB/fuDweDm9esPPrynilJrcwpBNcZUd6BFC8dLLlZFo5BCSmnAMHbMHzst/Iwx1QilGvpU8/zJZCKRqoiy+XxuIOacIxIip0qHBwzxE4i4k4XxWBBRzeu4J6pko6qcq5CA29vb+/u7rXaj1ao/fvI4nabT6TTN0uPToO8DMSm9YyEo/f8/7fsbq/qIALkxUFFuPGOcDjkAkbPkuBDAmXbGIZEAQKx0/M4asCA4F8Cx1CEi4xKc8zgDZyxSqBLfpsZa4Nwx0kBOK2DICKxxAGCAFzwGDtSs+Y0KQC3GWn/9vQdvvns/DMMoiq4s1T//+c//9//tfzmeTXd2dqbTaX84GAwG0/m80g9IP0aMnHOGALgkJoELbQm5BC4Jmed5Ju0Hvu+ImOBKKUkOuLTgNNgS0Efi3HlSMMZUUTJEsg6c4QSSs2OGr7HkeZoxJ6RlQlsbIUdERoCADBwzBMQAQ3DAkFfDA3IgudTGyEpeYlhOXDFIPVESUeBbB5K4IERE4mSl0wgd9LkDZggINIFG7gRT4M3zsl7rZGIGnkDGOGMCgKhWrS/OObC21NoY42QM9YUIHLNlNhloZQprtVUMZV6k4/GwjawV1RCxFdV6jdZwPJrNZsbY0WBwuL/PhQijSAjhN+orjXboCS5YJfE7OujjeLK4tHpx9WKZFbC4XGGFpmlqk+S0mR0EQcWtjqJ6rv2gszAZjU1eeJyBEw7JEt85OqDhoR9H9SD1fb/ZCZY6Pec61dZycHCwv79/lMyFED4yv94RjBmlwZiwAdO9vbyct1qtEB1jjEtx/9HuvXu/9c1vfO/1n/rSwsLCT7/02V98/ctFkRwdHu7t79z74M7m4x/eH04YYLe70Go0PS/AImn4/gs3rmVKHY0nk6O9w4NDGTTiOI7iOAzDRrPVPbfaOUerSuV5Pk9TrbUdjh9/uPmEnoIrNTMOi9VedKu1oo0dTiZZls3m6nDvcPvZtpTc9/1Op9XttVeXu+fPLQyHg9F4kOe5GZaBklbp8U5/uD8I46jbaK4tLXFkSZJkSZokyfr+/vwoaTabwpMQtzjjGrC51FL2oCn16srKpDBlWXzv7e1vfu8jX/7rwGO//l/85//in//DZG5Hw/7u7tZfvfvuKJ0Mh0OLTOmI9MBRXqgBEzxqQZqPOZdc18tSEUOsdJDCc8Qdci/wrYWiLGNED7kpSoGQlZkXBsfzdsDjqQggkWNISJacFUCS8UhQmQyYTnxUqswl9xQKIAD3sYQQHSJghdIBgAgMy20yGHtE5Axj6HF0LneQIUML6Cwi+DbwHHOMEQPnWVf6AdY7iuGz3LFL17ut9mQy+YM/+f7//h++c+Hcyq1rl86fW/2HP/PlevR3x4Ojna2N9fX1tz/am2/fixpdGdRrre44zUn4RFCQYyikx5ljzhhEstoDDLWTypIBL4hakySXYdyfzVeiepGWoiY94SmlGIENwijwqngadFa5jIgkZ9zjxIRwEVmjAZUixkIWShZ2tqmW7GXOgnXLjRs3XngpRutmo9Hvf+O93/0/3/rsi8//i//mv0uS5Lvf+fbDBx9+7623inTWroXoUpbNGbmjD54d3fnm9pVXX3758zdv3pR+CGSlKhcaza3NvdJCFHqETBvNmQPnWBX46kwQBs7k9VAW6UjCOUfKMqKT2RScCALZSYXFObfOAeenlk4GiATMOcGYc85pzRFdXnrOdepRqjIOJAUHsFpPGXDGBUNSmiK/UUnLrJWN1hIiWnLW2sKBqC0uh10JNk2zf/vv/0LAmy+88Nza2urzVy5bax5vPB5O+gBghacIwjAsVWFlE0KX85z5woHOMyW80CGCBs64Kuc+RyBtdcERGCJZkOiTYoI75KYysZBTzoGsFIbOIVSOTgaO45koJISK4kAVOqJSmlZaoY/JluQ4AnJ0zjoiKRgzRAxPM3KYIwD0hDxTwHEAFFw4rTkXFrCspMWCByQ4I3SOQAMxQE7AHFQkQwyipnWs01rgAP3B4Vd++qeYLu7euQfGKGWQISApBxaACWCCCxa2Op1Os8HIrC0vJNMx5/yNn//Z/+iX/uPrF9ce3HmfA2R0xiePrkpiPiVZAECqAQEzZ4QQnIt0kn/9B++88vJnLp1fNkdlNptEcaA47U32a1Eg6zCYjmQgUbh6w5M+SRl3GstBbPNSOwf1SGjj7Hxa9xgo3QhlOh4PDvbPrV0YZMniSrsWxbUGpfmg1WjOpiki84SczedxPDFAmSoduVoUOFMEAhuRP+73iUitWUsiiDuT0eHCypoq8mmSdpcupBp1keel1soEtYiTMkZPZ2MOVqLwyElVilLXmNzuz86vrQ73+7EXRd0ld3AQBEH/YG+xu/j9aU6ePJwVL9YjM9u36U4Nbjy7v9fu1OfNcjzempdF4dTC2jKUJRyV0qpiNCjzdzfefpuNPH4xxJqx7cKt1VaDn32wlX/lyzef3P+gmMRLCzePBiMkRsJzXqS5B0GcKXMpquusuHDzdru3ctQfSpTzeVZmKQBKwZVSRVFY56xznhCu1Fmhji2miNVh9Gw/Aph2iEEQkLU6zyPPd1qDlAwEs5jPMqcVOeuccydVnzsRsJ12QOZJEXC/VGQpIPSXFnrJaH+Ks/72o/F0urjSm0wHk/5QUFaPe0Eoa40VRCZ9T/qedUoVabdd62ezqOVRMfMqHowCbUNlG83OVWeimLG8SMbWcskunl968uFfdZuxMNOtJ0+cg7DROndh5d6j+8O5HM9LwiAMw3t37+7uTbQ2ncWL+6M0cX7B4plOleqH3A8bkc4ccs857/LFW1tPdreebQ6PjgIf4mhpd/+QoavFPJn2mw2Rk+hPdWmxs3T1YAwZppyhMQoFY6G/NzjioTfaHXazAG134/4Ha8uLjZaM69wPwJFmTFT90Qons7u7fevqpf2DnQtrl+aT8TTJQpCjaW7K8vXXvrjc6JVlubP5rMzSNK4dztLmeHZBO0ccmZhO+81mLRPsQn1tMhqTJqGpTGZSik479jwOQIxbA6XwZZlrctz3/Tw3XIS1Vmc4SR8+2c9dzTi0Bqy11hAnUTA6MXcQg2MVJQqByPJSA0BcD69fez4MPaWyhYU2cW/p3Jq2yL0QWGCdYFYaUwIwi2ABOeMkSVnFBTrC6Wi8s7155eL5t5366OEDB+THcVLkPIhzRwooFFivR8jMcJxVLmhr0TprgfR8npEJG7WS7DwZ+oGHCMZaLj3P51ZTFAbz+VxKVhQpokN0zjIE4Rw4XYL0hUQAQ6AJCLAKcfQE9wQDItKkgJyUPjlnnKm6JMIXLNNBg7VazQSL4XSSKw2eLAgDwYN6/ert22qWjrePhrsHLiuZJbJEzDHOgWEYR0AE7G+PwrPasRCBMVbFNRa2yn8DybkFa7RGxKo1X+XrAGIlAqFjKwQaIm4tOQcgBOcnwikGjKowawQCZCcQ9grPhGeB0kSU5yVjrF5vVj+JPC8fP+6///6dP/iDP1xaWV5cWpKe7HS6N67f9qMwDAMpPa3NbJ5lWTaazOZJWmhtlCJjUXhhXDdWmTQNJSOjOKPQkx5nAqAoC/CYQMbAoXOA3Fhw2jiHvucRWEPAjm2qDBEconQE5MhZBFdFilXDCgAg4A7R4UljGC0CB7BUnQvQVDz6yipdqqIi6pAQWa4+zhWAs8lvCGfA8dZaDlAlCDnnPM87TWk7vmXPgKSqlxV5IcCByW2eIDLBZRhEpbJJkvb7g/EkESAqVUwURY1GY2lpqXr2jDF5URRlaa2dF8X6YD1gnPK8ahz6vo++PDo6KvOdWhh7vqj85cvLy3QCqtJaF0VRluV8PrfWKmc9xsm6xXbH9z2ttfBEq9VaXlvJdZmWxWQyOaXHVqOw6qpu3LhRbWnOuXmeaWO01uhcxSQGhl7g+4EHCMgY54wjPPzoybvvvS89jkStZq3XbV9YW+12O5ev33j51VeX1y5Pp9Mynx3s95NZ/lM/Bc+2t/f391u93vO3bjIucm2VhbIs8zKfjWfDwW6uSiGl53tCCC8I6lHQ6VxLk6RI54eHe9qStvB4fTPL8yCutbo94cerzeXLV3wAMEanaVYU6bPNLWu0dbbZrDebnVrN1kzkeZIYdjrtVJVa653dHesMR+Z5ni+9KIpeeuklJvhkMjHOlkWRzJMyL0xeaK0l55xzP2C1ery02NUqN6ogsr/127/9O7/zL7vt5uJid21t9cLFC59bWvKDWhyEg8Hw0eOnm9vbtSCeJPM0SwkZOrA2iQLfETkyyKVD6xAsGaeN1oYD44yUdbnShFyGoeO8EnoSgYXjrodxjlci+mMOCquijUxlagXhTkV3JyYlxvDEeH0ySGFwMlQExpg7M4o5fRAQflQIV/ULuSelEILCWrPZWS4uXLkG1swmw7uPn919+OTf/vs/jn3ZaTeXFxeazcbff+Pnl1bOWW539udJodMnG2ky5Z4X+D5jhFY7ywRnzpq8mIPTqkjjOFZlISUgOC54u9ZwDBxjpjJOIgNE7gelI8s8x32N2gPjyKFlzKFACgWoCtdGJJATOOa0Jz0ERuRUqQflOJlnzTiOG/XPvfJKMhmXRfE//9ZvdzrtOApvPffCK69+IU+TIksO9nY3N55Ox6OiKBjC0/WPPnr8KKrX4npz7cKlz3z+i455tYib3BqdCoZcMmsAkDmGHDki15YE4yR945zjHnECYGfEkViFuQEKa4yUHmPSWfqRVOpKA18tQccLka2SFU1VPhkihiiZxyrG4kmwRMXVrXg8jLFTdB4TwlpriyyM47Uo0kXR7w8ODo/u3L3b6bbjRm1hcanZakW15nA01UaPJyOd5qgslo64QpAecu5AlUZ4EVl1HFxMUIGSbvZ7SgAAIABJREFUfzyakn6M8ftHolA+7e77fzIQ0rHk8+M4uk8rpX/Ma5FVYIbjESEdF5vuE5f0iVcJ5I164wuvvlYW6eBov1a7zHnwj/7RL9ej6MH9+4KL1dXVOIqIs0IrbQww0CxaO3fOlPnnPvti4In9na2N9af3799/9OQJY+JXf/VX79+//+6dRyf/mwOoDIEnvXzgABBIeaKPPi6I+4Pxt779g43V7spiR0hZFMaiC3yZZ8pqwxhnDNfOn0MQeeGIJDLu0GVZ0e8PVs+tNZvtaZo8/8KLX//6t8ajaRBGRamGo+HyxQtlXjhjX3rppadPnnhCBkFQeXhqtVpl1XPOaa2rwqbaniqgXDWnrYhbRVFIzrVWs9nMiUgpFYZhFMdVfJ/n+wgghBCeJ4T0fF9KzxpTZfeFUQSczSfTfr9/+fLa+bUL48GYcV8z4/lRaajdWypsUSojQgp87+jo8Ohon6AMgsAoxbmQMhiOZ3/+5jd3DwYkQ+nFrVpjodHxuGTWLXa699/+7gce9ZrxbDI5OjoS0q/X6yiOQwuzLEuSNEkSAMrzvN/vG+PW19el77/55pta2/39PWQgpPA8jzGGRAzgLLHj06ulO7FVc84d0O7e3h/+m/+jXqvPZrO33nrLC3xjDAIxRGJQaTKYOA4HOsl3BM4YQ+7LsNFqr64urq6uCs4H/X6WZQsLC2WpBocb+TwxxpRlSbMZ47LRaAZBEEXhrVu3tjaejUajzlIPi+zOnfd0mvQ6PSJwBHmpDg77rWZ9odvUVl9cPn/v/be3NjfjOH78+PGF86u7u3uW8YYhzw9v3Lix3Kgbo4XAwVHfKHXt2rWlpWUC3Hj2LM1yP4qbwiusIiIpROD5xpm93b1zK8vLy0s+F1Lw/e2dnZ3H/cHhyoVzzWaj14479Rt33317OhgiQhyHfuAhOsEFADhjwbokSZDKdqt1/frN2WzYbLaSNBvPdasz4rxyEpFzzvOlMfbYTRoEz54+JS+8fv16HMZ33vug02kD0KuvvfJk/fFwPJomU+l7vpT7+3tf/XtfkZzP55PpcADkwiAAY601cRREoV9mJvAFYyCE4BwF5+SsKksk5knBufA8rDc6o0ny7MOHg3GmHWrLrENr4djIhD/GK3w6Ga7ioFrNptZlr7fKST1+/MAac/3atb3Dwc7OjtY6CMKiVMKX1hgEFIDOGWeM4KiKEpy9eePGzRvX/vxP/zjLssCPhBDG2CoiPgiCy5cv+wzGw6NqDuyc0/ZYre2AqsT4KAyrI2WaJR+L4RHDMDxJ+rCVQVQIAQTGWkSUnm8Z/0nkHvBJCb1zLvB9YAwQpSekJ7XWEeK5ldXVlYVGI85m8/UHH21ubMxmM3Cm0pkbYxghCnNsgsW/nb6+E+WJ1rq0QEJKS84aQ5whIvckE0IS19a5Khm9KvwQgNACOAJ0jgvBuADkWD0DDJGIIRKyKlCCTsLB8eQwV/3qe+I0wpUzKbjXimWWl0lWtEqzvbWrrcmyO1lRZFlWlmUYhr1O+8L5c5cuXn7lMy8sL68C59PZfP/g6MP7Dw6PdhAxqtUGh8NeoxX53ENHJu82z7l0lpNxDjljgfTK0mTaSCmF8KxDY6uIzmNMQ5X24juF5MAeO6O0NZxzOv4MqigL5/A0V+DE/oQW0AJqQHMKl+ecA+cWmZSSWWTAzhwLzuqXgCEyoqrW5oJLKVlFnVKqYutVW91Zi0v14iiqe+jAyDKYMCaMcc4hY6xea51bvdDu9mpBVCUXD4fD9fX1KgeJSxFFUb3RqNfrUsrVOG4IzxXl1kcfOecqpUe9Xl9ttJ2h+WSW5Ume54eHh9Za3/er8Wwl55BSVhuwJkfaDPuD2WxKUeR5niWbJMl0OgnrtXPnzvksOo3rLYpiPB5PJpO9vT0iarVazWaTiOq9ThyEHJnPmNP6keBbm8+0NSY3hBCGoRfF5GjtUs+TcjQe6LLkkuWGHq1vpXfvD4fDPE9ReHEUL/Z6z926/cVXX3vl1S8sLPYePX7y1jvvvP/eD5XRfhAEYdhb6F1eWw6CwAJJKZXWk9l0Mpkc7e0mSZLNRaNe7/W6wIQMIj+qX7nxfK1Rn86znYP92WicTDeKZF4JcqI4aLVaV65fA4DpdHp4eLixuTMej28tXSyKHDiz1rZaLS/w/UACotUmz3NVlGmarq+va2tarZb0vU6ne+H8BY4sm81/+JdvJbNZrVY7ODyk1AI53xP1OPKE6PY6TmlHZmd/eOf+o+lwkuelKsvl5eXnbz/3+uuv//Q//jU/CFbPtzIFDx8/u/fgwcbW04P9rbhRr9UahZp7IijJoEPryEfGmPCZF8QxE1IZqwkYExZPTU3HU7vKaFVZWA05BLLAiDFLaIE5Ro7QGXNmua1ueHbyJRir/HTHizvnnKyj0/4QHheHiOwk454Q0TmrtdbGMMERUQpZlM6wAHzP9+Via8GaUhW55Iw5m6azH9x/NhwO9eh/u3Tl6s/83M9//ktfll6IRAf9fpIk6XzICDxfaOeHgees1qrwBYFTRWZ9SYg8iKQfBGHkJ6RBCFutfkwAcvLCPM+tDLT0Syw8tA4dgGbWSsZ9iR4wpYwxRgA5cmAUI47EhGBRVK84WspBMp2T0VwGDPD6c7fyJN3cfvbh3XucM1+wK1cuffbFl3/1n/7zMPC3NjefrT/91ve+PxqNpvPxcNKvt2rvvPPd4SyTQezX20SFdUgQ0bGUhVkCY0gzCBh3gIyhRt9wBtYAQLV8VaU7ASGTzlnGPcY8d5J9+rHx7IzJuWr39BbaxipPCiaYssZYi0ISkdZG5UVZlkjgCSmEcM5VeYAVtJedRgw5J0K/yHJrjAzCei0uywIAZkl+OJ7s/tVuURTtRufS2sUXXnjhtb/zs1yyq6vnN7a2nYUkzciiFwufe8PRaHmxo0uFaKUnR6NRFd+FjABYtTufrcHOkhjOmqA+zYf4a0q+H5sidvbfn1rEP73rMobAGXLGoQrLPuZWHbdGPwVwL1X58NHDyPcaNb/IciJ34eLyzvb2669/iYPb2NjQRZqTIYDSaMZYvdlgYWSK2a3r1z/3mef/7utf+le/93vtRu3Z5tajR48a7e7T9Y2DoyNycFzmUZUWYc6ENAAAKGBV/tJxRYquFgbzLH+8vj2dji9fON/ttMqyLHJlmGs3GlkwL/Pi3LmFIlfKJM6BMqXP/O2dPedcrd5M8nxhcenJk/V337+flyYM2XAyuXnjZq3Xcc6uLC5dOL92/+5dzlkYBS611hlHtlCFlPJUrG6trfDKiBgEQRXc4vt+vV73GW/U4vlsnqZpvds4zvAcDGrLLQFUFGXge2EUNVtdJqVSOstypcoKfmCtNYZPpzPOZS1uINhSDS5evrK1vqtJ7B6NO50wqC/mhb64Uk9nkyePt1vtxmw+XVtbVsjKLC+NjeoNFoQXL1yZFWqUGmYRjHOFirm/2m18WOqtJxvs/NLO7r6IanG9Xpa5KVRR6iprDREb7VY2T549e+bAPvfC81s7u4Bsa+NZs9Nut5rW2O293TTNyFJZFJx94marWjNnj3bKmurzqVohWzvb//r3f7/VaoVh+N5773mex5Ep8wle32kQ6OlbMUsgfMZNFIeXLl5YW1utxdH+5u5wOHSEPKghY9bainxrKCtK7Rz1er3BYBCFfrPZPDw81M6Ojg7effsdKtX1a9f74+S5lUuOMe75IGSpdanNUi0KAn97a9PjvCgKR6CVafSaWqnRaLS0ulaTqBU5Y+6890NPBl/8whcXFpffevu9Dx88Mo4f9MfWgvTAD6UUIgq8eaKKLNnd2WHkRtPReDT0hCjLvF6Pl5cX33jjqwe7G99+84+zLDVWO2c8T8Rx6Mc+Z0xKaWypynJna7sWMZ0nUspxXmrlBGfGmCRJKrwkucDzAgAVR1EYhrPxvGJRHB4d5Wl27fq1Dz54fzybrK2ufvTkcRB6tUZ84/aNx+tPZ+P+f/Zrv3L9ysXf+53fnUxHq0vLS0uLaRSSVmSZU7zIizgKEDwCC2AlMskZR0RbWewYY46zIM3t9s7RZJ4rBxakI2arCArGWRVG+Ckl4qmgt5JTOmeLPO8fHTYj2Ww0xsOj0WjUP+oTD4QQzrq4Xk/nAyDiHueswhw5XWgkIKP2tncGg6PDg8Pl5eX5LJ0l8/k87ff7URCkAEqppeXFIpuXRV7MU2utscYYa6y1QL7vvfbaa7Va4+n6eqvV2tzcLIqCMQbArLWcAQLjXCJyYxznXErfOUNGMcaCwFckfyKR/yd7fM45K6GwZWEUCi4kT2YJGQPOINF8Mj3Y3X784EGR5AAgGFReYgvEBTBxbJzBv4GK7G+q6kPGgMA5OAXaSMmsY+ic4CiYkJIVZWmcs4WuwkmJcWTybJh0ZUkHxohxQuaAEVUqMKrIv8iEc4R0POWzVfPwY3go/ogLnwgQMS2UI6ZKVRQ6zTLOOTFeqzWjqK60RobWuvXHTz568PD/+tM/8TzPD/xWs9Vqt27cuPHSrctKaQRI6IrN9VIcjZaXgzAok7HOE8cZVDxiVXIWBNJHBGe01loICfx4ezveAQmMLiQjICKryVlrLR2PNxij46YooTup+o6NGqxKtkUHaBGh6hBwzpW1ylguPEbHE8NPHA4AGWMISEAeY8TIka5uUyFllel8GjJ+6jw8uzQ7S8RQMCG4j8CIUAhJ2uV5MRyOR+MZI5JSNhqNxcXFpZXlavs0zmqt0yyb7O5aazVijFw4sml6enxJkmQ0nknuNeL6wsJCdSXW2sp4XYE18zyvfN7OOebJWhBKKeu9Xuh5QggkrNVqcVxL87w/HqER1UG/8jRHUdTpdKppap7nSZJorY9mE84YJwg9jwP0xyML1FnorZ1fxeO8MjWfZ/P5fJxMnWV+XHfOGkQU0m/4y3GTgLKsKPJsOMu+9b2//P4P3lJl2Wo1P/e5z91+/vpLn3sJGfN9rlTe7x8ORuNxf5AkaZIm0pPS80Iurl9Y9jzP4VK/f5TOZ6rMi1Jlef7w4SMZRDIIg7jR6i7HoSRXaKXKUud5NprO9g6PhJBBENYbrWZ7Ic/zMCuCwFPWANJsNikGpdKKCxF4fhAEnpCdTmdhYcE4WxRFmmeTyXjQ7wvGPTzmEYdh+JmXXiRHzlmjyzIvnLXZfEbOqVJL4a2uXVs7h640eZaCo2dPth/e/R0huJCi1Wl3l3pLK8thKH7mS6+0O63+4OjwaDIaT3b3D6ajifA86flhFDNmTVkSmSDwGEdTaiodSM8ROoDKlQeEAitbdyUJIyLrCBxyQ+AAqXKKozuTEHmMfz9JOzSIzGN0SlipmDlVRt/xs+ToFKN38rDQaU4sCkGcE4eSS+FHCKCMYeBASi9o5lkqJCMMl290L3re6P53Ll6+/PYPf/iN7/2gVm9euHh+7fyFhfZqq9HwPaHKcpiUiDg4PBz0J1als2QeRVEUx9qQzilLJ0cHunPpMucISM46AETOC2NKYxxnikhzLl1+zLqxBsAhou9xhqIgg2Cd1QhWMIGE1lBpLTIoreKIyCTzOJFDKT/a2NFKt7urtz4bEFGrERdpduejzfcfPOXIPMmllD/9la80m40wCCaT6f7B/t7BUbsZMikd18iQOGPMantC1XPkyIJjDjDJ8l5vQTnQDhidCbE8nvWhBbCIhVIGgAtxmnv8IwTw01mfLvOtZ88Gg0Gz22l0O5wJBIaMMc54gJEfaG2AqDpxVvb3Tw/ZLDAZhKh0kaZcBsw6AtJGSz9aOXeJMeYRS0fz77z5zW/9+Zudbrvb6y4s9Hw/qtUayORslozHE8cwSRLBDEPXbNT/ya/+iiNHFWgQsQrvxJNZ39mF9Cy84fR7/LEl3F/fOT3+ECuX66fe/Mfk354KPU6mes45R84ef+bHFL0zvj6oR9HR4V4yQXCGMzadDYNQBoK9/voXFrrNo72Deq1Wq9cIwDrHGLOeH/j+6HD3w/fftvns5c++eO/evSgKn3/hhT/6D38yHI2KQjMmEKs8UVdxbit/w+nlcRQEwI5pjYAIjoHwfbJ6v5+k2XqrGV+5cNETPoBN0wJAeL6fJIkjCCPfEROGcm2k50vPmyaJkF5vYflo8JAJ8JnwAj9Js3sPHvBAXr1yZW93b3V15bXXXiuLotFoEBFHVqvVms3m0d52dUny5EtrHQRBFVJijMmyLMuy3c3NK5cuRlE0TfVkMimKIggCZOzcuXOmmM/HfUQsShVaY5US0i/LUkopAx8ZJwIhhJBhkZaHh/1upyWDqNbsFnZ/OJ0bPJS79ur1i8pOjX4Y1cLRYOAJ7HXanXa7LOLHRx+JoJZbOtw5TOepF9S8ejdLsyLNFhcbC602GaVLVQCMhxPyBGOsyHMgKoqMiIdhmCRpqZRzEMXxeDK96l/N8zxJZqvnVoX0wjDuddtpkoAjrZQXBNLzzs76qiifkyPM8R8Zcc6FNfYkBY+trqy2Wi0iWlpcyrKsyEvBfYfOwnEZUMXRn51+M2GBe0xKIXijWb986WIt9g8ODowxythSW52XnuddvHjx4UdP97Z3lbZra+e73a7n+VLKdrsdBMFSp62no2ZcC9ueczCZzGuN9r3H6/3J6Lw5FzO/3mkf7u/evHGtXq/NJ4OoVmOM9ZYWJ7OE+8GXvvDFnb39MhkDkS2yhU7nxq3b9UZ9Z3fv2faucZgWBqV/+era2lJjMp16HJN5rvKMETmtjvr9hW731q1bm8+ezZPZPE2n03Ge59/97nf39/dVOq/VYs8XaTZr2jzAKMsyBsgRBcMiTRpRo9tuG2WLQjEurbNZVgz6A8ZENSww1kiPjceT+Xye50UYRFEUjwvdHw0n74xv3rrRrDeICMDWm/Vu0Nvc3rl1+3Z/b/ut73/nvbf/amvj8dLi0oN7d8aHC3EYolH9fr/I83arFfghIgBZcppx5Aw8LgJfCi6BkAs+msy2tgeTucoVWmSGwJJ1p2J1BAZorP2xWN5KO+ac86RoNGLJWZFn9VrcajSWFhdW1y6tb+3vHT1CzlRRVMA9JGfLgiMFkq2unZ9Nx74QC73OnfffI+dOz4SccyFEv9+3Rk3Gk4DjbDar7KnWWm60lNUaDXFcH4/Hk+m8KIpjlIgx1eVVVDCyrhpCVPD1oig8FCdonB+TwPzXKhzx46qPgXauMCoQofAkEc1n08cPH/X399DqokiKNKswlUYVVbSM8D3Aj1skf5uqvrPbFWdMCDGdDjnnUnBCWyl/6rUwL4rSaDgOhsKzLUAkdhwYhQAMrSNl7ImsizmyBIyQEVhCxk6nfJW05QxMpqpnOBeV49M5F/ixFNl8lmlD1oIfhkVRqLK05BhjHpfIiDHGfSByZG2WF6o4PDw4+OjBfaWU1irwvN6lSwuN1ueee/HLL790+dIlK/nc6N1R/3Aw3N3cGh72tXWFKowxQRgEHndQSVWB8OOIIqcKyUCgI6OcNQJ8ctYhP842rQ6nKE9j7KlKgQcO5I6ZIcSklGRUpWEjY51zHAU7cZSeLtYcGCdexeBbJCYZMs6NroBp1dbFOa/anNVvTrk6x8cCFEDEGHAuGZPWkDXEuRcGtWazBcjrUVCW5WQyOTw8FJ6s3tAPg0ajsbC4yDgHgMyafDDWaabIVU9XGIad5cVS28lwenh4CMdVLgZBUIWnNRqNKni30qgYY5Sz08k0T7OAi2YtrhSe1aS+vdD140ilVms9Go0Gg0GWZVWx53ne0tLSwsJCt9s1xkS9dpok6TwpZvPpaERA1rn+YKCsCsKw2W61Wgsra1eUKpIkMVZPJpM8T7M00Upxjpx7ANBZ6kjGfCmKNHXafPTw/sH+4bvvvvunf/Yn4+nU87x2s3Z+bfmzn/3sK6+8sra2tnpu0VgcjUaPHz/e2Ni4d+/e3uGBocaVy5dvXT2/t8sbvmyE/o3LFzNt0lxN+oOsyLNizpju9XoLC4vtTicMo06nO5+nG+vP1te3yrJMkuRqs650IXyvXo+iZgOZQIZpls2nszzP8zSbzxPPk3G9Vu2dge8HfpCn2Xw0PtjZGx71d3Z2sj56ntdoNNrNVq3RQGK0uLK3u5uV435/HATFcnexXmugF6Kjer09Hg03n22cP3duPk0m09md9+8UZZH+q//1N37jN37hja81v9T0Qzg8Su/c/XBnZ2/j2bO93R2H2G52Y+G4zW05Ew6Ie9aWDNhJeC1DhmSYwwp5B4wxZMd2V0uOAIgxY0zw8c15LOwE+nheBGCFOM5POq36PinDO4bsnZ31VWfT4+M7orUWueCCM8a59CqgcLfd1sCllKQUszaK46TRbSyc81vLwJgyrj8e37n3F0f9gzJLl3q9lZXFn/v5X1hdXfmFr3whCuGP/923vv2tb06n0+HRflirMSSlbRiG3BQBOgZGo3MWBLAinzkHiM6YkjFntTutIKy1UHFoPE84Z4xBzoMoUqWK4zogWnDc84uy1MYGQcAEM1opVRjLHMjc8sNJvry0oNArwEgvCIMg9GU11vjOX3530D9kjF25fPHzL7382ZdeLbTZ2Nr+6MnT6WSqlKk1Ol5UU9pyzgWXkZDAIRBskCTdq1fBGXQWiCEAO0EiVOsQAUMUSZob4zw/KFX26dlXVe9VooOtzfW1leVL164/+Oijv/y/qXuvGMvy+87vn0+8OVWu6pym2Zw8TENyVhqRNBdeGbIsrSXv2vCDHywb8JMXhmH4SZYBw4CBhf2wlCBrteuVRMkSKFGgVhTJoYaTe7qnp7unQ3VXvLduOveefP7RD6eqpiZQ2DXABxUKhe5Ghdv3nvqfX/h+v58f/yQrhFeprK9vLPS6ru1oraHJmWWNx+N2ux0l8aEuHXxktyYBoIQSiE1WSGOStLBs27J9gJGFgRBCZ7xWq2dFLkSuNbhz50530o3CZDyd2pb7zDPPP/XU09p3bt28PtjfykVuFHccp8ji8pqBCABVjvs+susDJ/APnywafqo486dk3pZt5aEmznz4s8r72ifyc4w63u9BU7pfjwWi5a7vYz/YIvTgoN/f2V5fXcQApFkMpqZIssVer17xLAKhEZpnWSgZY5Qx17Zxxbt04cLm5kOk5V/95V+8+OKL6ytLo+lMGeg4LmWMMQEAKgeIhyzND9nxphTnKKGP2S0GIGi0AUhJYFNGsIrSIs6KPOKnTq20Ww2t0jjJep0mxIAATC0axqkyptns9Pv9ME66CxBj8vY712uNOmNWOEmYbTfrjWA2u/P+7U6r3W63g/HEte2vvfzybDbb3t6O5uHxiLPEdlFKHccpuz5jzGw2m06n5Q3RcZxqtcoYS5JESoKkHAwGQgjXcSilRuB6vU4wnc1jAKDSwHccTAlGmDHLth3GLANANE+MQbMgjOOYUVcZCDCVhuSaJKm8+2j/C09dHQ12663G2vKi1prnhVag0WgmKSeWJ7jEjocUNNSOOTcYOb5HGNPAtDudar0RjHZ7iwuVun8w2G93erVqVcgQUUtqo7QBAN17cH9laRkg3FtYGE8meZ4DozutRhQlq0sLQRB4rj2aTLL5HOgPFZ4ni4GTQwcJTF4UUsqcc4xxu93+T3/917/65a/eun3rN3/zNx+9/bZreXmaHReyx3mGH9E8m0IB1OwsMkZd21rsdsPh9t7OTrNe7y4sN5dWh3t7RRxKKWfzOSHE9Sq9Xi+KoiRJKPGbzabvu7PRKI+TjbX1Xqu9vXdgEMmF3tkfBLMZIAxRmuap59RWr16mFCVpNJlMPMeOs3RwcHD+0hWLUASAzrPZfFak8aXz50+dPnP77oMb79+dx7EEoNVtn213NzZOVVlx7/59DLVNMaeYEfS555579913J5PJ0uLilSeeeLz5EM9os9mCEPZ6ix6Db776I49RKXmWxYQiyyYIAYKAUdy1K7WK+9wzTzcqzsFgj3OJiMUIrmMBAMSYKKUQQcggxnCeF4zZxnHL/YRlWwTD/d3daqVS8d2SBDuZjIRS9+7fr9Zro/7ecG+nXq8v9Tqn1lZ1njACHYsqQSyMqes263UtDYDlAIsSBJWSWshcaccB0IBonm3tjObzQmmaFZnQGhBiIDrCh2oADQJAf1qHcjLpJIkjqFQSzZt17/nnnvvi55779rf/2Kloz/O01ogQzhXWGhqgtfA9+9TaSrPZIBgMB9S1GTSg3WpNxgec81LD5XkV27bHQtRrVYxxmqaccwgMxqQ8Eo+MI8AYsL+/zyyHEFJqOMvis+xNjNKFyDHGhNBSPYsxLpPFlVKcF/LfIZn8U6HEiBFIkVACyTLKS6WJSKPYAloJjoGCBpQHixACneC7/ox5Cj/blg8ghDAhhJDnn38WISSlnIfhPAqllGEcKcmNlOgwIsxoo0+UcdoYfbS9A8ooebQvPlaEH7Xgh6S90uT3UXUNYIwdq4bKQX6WxUobQpnF7FkYgTQzxoCy34NQSsWNxgQjhDCCAGooRS5yaHTF99qdHoaQUJwZdf/+B2+/8rfxLOp2ugvrK5311UvXrq6fOvP5p56CGoTz9MbNO3fv3h0MDwBGlmUx1zmZZgYA0EriMmdeSagVgEf/LaTAsYa1HMee8CsCg8AhMtIAQyilJj3UsCFtlFIM0+P4w+NyFoKPUIgRQpgibA6FFuVyuXyBjsGGJ4cWpTgbGQ2hPoZEUUq50KWvxq/ULQJrtdrCwkKWZYPhQRAESqlS7s8sy7JtQohdrbZrNWM7kzwvp6ppmhb9vu36S0tLoLc4DwPOeRRFYRjOZrPykTDGPM+zbdvzPMaYRnC5txCH0Xw8YZQ4jlOIYj6f802hEWCuU/davu+fOXPmypUrJTJFShkEwdbW1p07dxhj3W5Xzqe+59mWVV/ym7XadDIOZkGz015ZWYqSeD6f7w/GUqGVlZXFxR7nvN5sKSXTLCmKXEoZBNPJZJymE6ANIwgo1Wu3EWGMYMu2u51eb3HRGFOkSX/34P3Ye21sAAAgAElEQVT3/+B3fuf3HMfpdrtf/epXz5w5c/Xq1SevPfPLv/QrUqq3333/b/76+//2u39mtImDYVq1RRqtrqxpiOdxqg3MVTYOBtPpbDS6rbV2bA9jury8fPnKZYzIaDSeTqfZ7iPPcyez4ObN93orS51ulzK7Vqt12x3OZZaknBfb21ubm5uEkP7BoF6rddodBA4BX7Ztr62tTQAPptPd3d3xeNKsNy3L6nUXnrj22TzP59NgMpkcDIZBlEBtCAI2xlGW236lvbRY8BxCY6eu1prQ3u9+6/e+9S9+t1ZrXLt27XOf/+L6xsYXP/ecMeDx1mBre2ewt/fu66+l80mRx8h2nEoVM2oAQgADgBBE0OBClE4PAAHAEFJcNmpHgkGgy9XFiVgIdBSuVZbC+BAQCsBJSNSHNTT41Cr8aKSNMSZEY4xLe7HgmRDMYoxZiuDpdGzbTpqm5SC8PxjYflMRN80SCFEhFWTuxvmL5y49gYCaTUbbW4/+l9/6TYzxUq/78y999Quff+Gb/8H/JAR4/Y3r48ns7v0Ht+7cpYxgLSiQCCCjpTYAGwRFRiBGmkOVYyMPB4kIqcP5D9DaEEINYgoAjTGyXKNB6fvXSsqiINQiFhRS5mmGEaDMhhI6jFHHzQvJbC9OU4iZMFDmIs6FCWKgzblL15561s3TbG936yevv3PmzOnPfeELn732bG95eTievvPujXfeeefg4EBkuSIEWS4lPkLQxgaozLMINRIYYQDVEMByWlmOsIA2RkGohSiUkfgTusSyPz+uEhBCnU4rzfJet33h0uXJPJoEwXA0vv/gwa2b7zFGFnu9hcVFv1IxxjiOM4/Cwz0hRMc5k2WJKZQ0SiOMPa8ihPI8jwsRZYntOJBYEAPIGFCKYGh5drxXNAyod1pL62tRmLz+1pt/9f3vG9f+L/+Lf/L8s5/d237w6MGd8Xhc8ayT/rRP1jqHV92nyTv/vcamZbMHj+zaWul/J60RBB8bUBsANDg5Pf7wTyVGmWAMoJ6OJ75rVas+YXRlcWEyGFZt16JkMh7GmJYy+zIyp7m0hI3e39/bMdoY8xff+bNKrdFdXLZd/+d/7qWb772nlKIIIqMRRCXQT2utjfrogyJllhsAUAENACAQGQ1yrqCWNqW2zbiQD+4/jsNooVdjjFWqtTxLpVYEIUqpX3EhY6VDL03TGzdvzcK42W4lqXAcWAZCjicTi+KSD7a6uiqE8H3XGGXbTHKLEFQGAmmty1Rky7LKq7HMA0+SpHwtHMfhnCularWao1lUmCAIwjBMs2w4HEKV1zy7vIgRQlIWecF9agklpZQaAmMA57JarfFCxnHa7jQNBLv7famBRkRBIgx8tNV/8tL5Wq1Wcd04jCbB2PU8xthnn3x6bX1DCL29vYuJzWoEAKQN2Th7bnHpVhjGEOMr167dunnl3TcDt1l3PHs2m/V6i7VaNecaEDoLY9u2FxYXGKG9hcVup+15lTRNXdct0oxhAqHxHMdhlue6jJAs58ZofLyH1/pYTnw4GjuiUR4D/RhjzWbz6aeeBgBcuHDhK1/5yrvvvpvlOYDYlOntAAAI1Ykk2/Kj61hJLgwCEIKiyLM0ns+meZ677pLl2L3eou+4W/fujMfj8WjUXlgqhx2WZSVJQglcXVp2HGvr7u2D/f3xwdC3Hdu2L1256vqVeZxv7+3Habq20jXGUAwRAlEUUkohhH6tOotC3/er1eprr78qpWmBOI1CnucWc4Ig6A8PoigqhJQKrZ/a6PaWMCX93UfTyRgaU6v4QCuhVQm6WF5eRgj9yZ/8SVkvSSkwxpcuXf7X//ePXcdjGCZJztM4yxKS2r5rE4KUEhgB22EWw8PhYHNz8+K5s6PBgVbipZdemof5w4cTCJCSWimdxLzbdnzfL9J5HCXGGCmEFOIzn7n63o0bD9K41+s8fPhocXFRGXjlypXhwTCeBTYlWRw1G4233nzdc90zpy4F06ksuOvZwJgonLmub7QpfRFlwH7GCym5VkorfXBwEMxypS0hDMLMIjjXukS2gEO+NAAQ4E8cg8eU0fI0dmyn399rVL3Vxc57N65PJ6N+vx9v7nzm6c/Va82d/gPbrckswxhRy1nodq5dvbq2uhyFwXKvs7a+LoRYWVnp93cHo365AGg0WvV6fToeY4yjOLJJlVIaR6HrV49OYK201hAIwTnnec4t2zbGuK6X54UQEmBCbYYxAhrYtu15MS8KSpnvV7IwPo7A0Ej//z69DTBlxgTnXApBEHBs5jluAYzIhZZCwxJRa8qOPePFibkl+Fk4+35WXd9Rqw2EEMAYIUQwHVFGmWXV6/7iYgcTUlZXWZHHUVRwnhY85SIMoziOjQGcC8d2NNAIIqC10tp1WWCMlAIRjAwACBZZhilBABBMYAmLVep4y3fEZxQfUtGVlNJgZSi1KJWFUAgRrQEqbbUlEBoRbYAEBAFopDLaEMQgo1KKhEOQKwwhyKVGRbVS4bPYeKrdbuVptnn/wa27d5QxFrFqnuc77sbGxtULa89cO1+6lQ0EaZZNptMojrgUXAihZZ4mGJj5PKg2G8k8YI4HEDYGYUwgRMZQrQ1CiDKqlTZaI4S1MAhZkmupEAK4nEdmWWbb7nEUzklSPDpG9xqIIDqUzgKAICyzMQ0AJQ+g/C0tT8OThUvpZccYF0lmubRcjud5Xhrc4ziez+dxkssiLX13peJiYWFBa62MllLmRVFwrpSaTCbBXh8rjQUvT22McalfHw3GruVUa35pn6CUlg+Ac14URZZlYRjO53MIoTCaIUwx8T2XYSyEKKFDq6dWCyXDNMmSbDabbW1tlY+cEOJ5XqVSuXDhAgCgvIsneVLkeZ5mvmXLPBdCaKXSOKlWKu1OWypFmasM3t/fv3HjBoTQshhE0HYc3/f9ildvNk+fPQuE1EqKgsezWRaFBsCcCwNwtdkkhHBZIEQYdS23Xta4Beff/vZ3JBe2bXc6nSeeeGJjfXF1tf6L33z5P/nFl96/dfv+vYvzcB4MdopolktjuZ5fqXm+7SwtrSwsCiHznEdRrJXOovje7VuUWghih5Lm8sLdD277Fe/s2dNxUQyHQ6kURBgaiDGxKHMce3V1deP0KWNMkqVRGO3u7kIDsDmssB3Hadre0uKiY9tCyDhKhBAHB8Pt7R3GbNdx2r2F7sqqZdtayiLNgBKj+Qw4lqZUSI4pcqy6gYBps3G6nmZZURRvvXnrJ69e93yfUOZ43urKyvr6+qmV1m/9z/8jgIh6bn88OpgE9x5uxkkipMKYaqkhQpQ1kNFaSqOUxgBAxvO416pTDDgXRgGjhD6cYaDSalJuEoCBR2xqgCnhnLuum2VZlmXlUOgwNdF8eCiflN5lWWZZlue6udHlNMSGwBiAKQCKy4xjCFwKJU+xkUboWq027O9QVpkLBJya0oZYGNpSayW0Alp4zcWLje7lJ64KybXgN2/d+pu/+T4lpF6vNVvt3uLSmTNnn33hC7Ztb23eNnkUhZFKM8m5UYWEaHFxMQlykwWe7SSalsoPhDGEWAMDNdIGGWLZtqsByBQgBGkl0pwjwgDCSmmjEYCIUAaA0cZoBaEE2iAFcZIrZvt5kSNjICAAGIghwGAwzoaTzCjZaK55jvXw0cOCvz6Zfa9Sqfq1eqPVevLqZxZeqgkhhRBKm3v3HszmIdA5VXka9C3TRAAYWivln5hgqRXPOSGEEZRz5XmO0VIqUXZ65YFTnirHIK/D0RKFs/7Uce35fJ7nvNXqdLtLV69ei6MoDOdxNO/3+zdv3qSUhuFhGaeUMvBDuLnWGkCjtCqDRMpMKS6EMcaybKGUMQZSHEuJbEtrlBmNXZt4TiZEFEwotRbXV7rScKi//e0/cixU9VjFJd/73l9+8xu/wCjRGkjBEaYAHlY55qNDbmMONRfmCEb/sSbwWJACIVSHsaifKB0OE89MSXP6pIzqk6yM8lsppRQ02iCjlTnao0IIESbH275SZlPkme86DmOOQ+ezKVAC5axIkjxKChZLIWzGoDYEQkqw0tqmLC94lmUYo2geCcE5F/v7+2++9fbZS1e+9o1/+M/+2X//p3/6Z2+98RYwhmCMKKbU1VoxRjnnzKK+7wEAdvYnaZZBSKTShNmYkDLVDCMCAMi5FIo3KAXIjCeTcD7qNCvTYEoIzvO82a7UbKdare8OJr7ncilFUUBoHNtKk7jiM4SdWtUnCAGjkYE2ZZc+cy2K41CEv/0vvvXZz36Wcx7GkWVZru+VE8bSSV4yuyqVilLq9OnTEMJqtYoQynVRNn6e6ydRYnmN8sKzLatarY4H8wyZMIoRRBBhy3aMAVwIDGHBBUIYE6KUFEJVa7VOt9PttaM4A0cOTANgxpVbrd+9d+9rX3x2Npt+cP+DLM/OnD2jlcmz/OWff/lgNF0/dS4IZgUzq2unslxLpE9fOPdX3/u38zQ5d+VK79SZ7b/889nbN3/5H30jnB4EwQRiwiyPaxDHseu6hNCnnnnGtqwP7j1YXV9eXOhVPR9BPQvGk9Go1WxDoOvVytlz527dvmvbjlHq5F76pEr58F/gIZXKtm0I4cbGacqs8jAnhFWr9SIXWoLjRd/JteFx10eowpZTto7nzpxeW12Z7W9iBBlj9Vrz4eYWNrK8dzdbrQsXLty5e28+nz/zzDNBEAwP9vM85zzv7+7ubG9Zlh0E4Weefj4s4CzKgmBuIMlyoRUIgtn60tLq8sLNG9e11kKKLM0Qxq7jnlpbf+/WLctxDJdZHHfb7Yyr/f7g/dsfGEgwocgY13MgBEWeORapeLZFUZqmeRJDhAgAWknbYh/cu1+r1bY3J3mWj8cB52pvt0+I3Vmpj/t7tVo9FTjPU5LZURwYU/y3v/Ff9Tq1wcHeZNQPg4lj0yxLqcU8t3Hn9gdJJt9997HjODlHWZ7V6q5WBgBIMAMA1qr1IE39SiWJoyJPWr02w9B36HPPPvXW9RvdVqtRbzwY7a4uL0ZRHEzGCBgleJ7GSopqtaqUlySJxgpC6HmeUipNE2QAIYQSmiYpgvzhg4cYY2MsY6A2UEptMAIAaVXOj8qgNQ1Knf9PsbqVL72SPI3D9aXOcLA3HPQZI0pJx3GyLBNCEITLKUujXj+9vnz+9NoTVy46FrGpAVpIyZdWliljjuteuHAhSwtMie9Xr19/Z5cx3/eTMCg3ZrZtH2/PSkuXlEJrMxwOm822EIJSmmX5sYmgHJAJIcopT7vd7na7/X6fJ5k+ygLkBmOMAZDHw8STBzjCGGMsJS9lRhgd9oqAUm0UJgRAE0Uh58LzXIsQirDRmudpPJ+ZMhENYwjJR9bg+ojE8/cozQVBCAywLNTtdrvd7nAeZdmkzFGklOqj4VApJnRdlzG21Gt1FxaXlpYgxA8fPXrttTf29voQIyk0xsTzPFFkjVqtVvE1MDKKADS2RbIsRwjzLMUA27ZNKFJKQghOrgSP/fTlX0uipUEQYUQIkUpBhACC4ChOSgMiAUbgUFRmgIHACGMQJIY40hijJAQCUQsRqg2UyiCLEkJcyzIAGaXTJM+jaDTY1VpzKbTW1Wq12+t1u93PPv3UmTNnqMU45zCHj7d3X3/7zTDNpvMwjEKvJrrdHkIkiVNjALM8IYxQSuUIY8IYwwgKoQ2ACBEKMaWsrJyEEExrhLDS+lOnEic3x1proABBmFLKOddKlUicjw3IP1adSCGYRRCGEALHsSjFWZ5YFrAdBoBpNusUNSCESZIEQTAYHqRp2u12bdepVqu1Wo1QCiHUhIA0l2k2GwzKh00IabQarU5vNplPR5MwDEsnfZlKallWo9Go1+tLS0tlf6iUKpTkaRZMpvv7+wxjzrmB5uDggNi0s9hbWVkRqS4Z4mmaxnHMOd/e3h4MBo1G48qVKxcvXoQQjuI5xSSLkyQMoyBQUlqUhfP5X33ve0srK4uLi5Vqw3b9U+urZ09vSMlHk/E0CATPh6O47I0ZYy6lvue12+1Os7m/vQ0htj271mxt726nRV6pVGrVBqtZUsiS7qiUgmhYNrQFF2+8+d471++IvO+67ury0rUnrvzar/7KxsaGEDKYRdv7g9u37965e/fBOzu5UbZtr6ysdTqdxY31il+NomgwONjZ3pzPw0qlCrNoPp8tr68KybvdDiK4Wq0BiNM4DYJZGieTyZjzAlNSrVbb3c7p06cxQkCbnc1H8/kcYzyZTO6P98sOudFotJod3/c7HSqlSqI4CGZ7+/uzJLIqnmtbFdezMIlVsbC4sHB6rSiKPE8nsyDP8zwHtu23up3jWLzxeIwQ0trcf7B18727IhpF033btnsrSxcvP/HCi1/69f/hN/b64WuvvXHv7gezYB5MgwxmjmM36hXXt4HRRZ5bUDZ8m4IC6cImloUJtqxyhCZEOWmGuiS6A6P1h06qE1Qoc0xW+3B5fuT8Pfb4HVbGh2RtiIE2wOCjLb0GBgIMgDRAImAYlBRIDjyNWBkzAyEEiABtIDBAC2gUMNpFNjAGGHnq9Nnrb79d9f0sy4aT+db+aDr/cRilQsr/+p/+0n/3G/9NpWIdHAQ3btx4++13tra2Brtbs+GB7/vSslJY832/zC6DCKdprpRyPJ8xm1AmjTEQE4KUltpIhh2EcCEVLKHnplyWQoIIRgRjgjHBhGBCQcENguaIEQcAoNRBwBQyi1KJqC00U9C2bEOdapTIeXJw/844mu7s7e0tL69cvnz561//RrPZcl1vb3f/8ePHg8EgjlNtCIDQQECRZWHMCMUYR+EEKI0gpMTUa5WcW/Lo7fjMORY0QggRgWmRliJ/ZrtZXgAoMcGYkIWlRYKWzpw9O5/P33vvvXK4oz7hLSmVlvDQdadRmWx5+LJDDJCCxgAosMEQSAMBRhJD4liQEaoBgrjIRSZzA1Gz2cBQYiSn0+kXXvh513VEwY3RsEx40waijxPwPm52wD91HH64ZP5oNIsBH+7ryk9CCBn96Rqqk29SKQy0NqpMzNEAoqMMzyMzzsmVnwEA2LaFMQRGhcE0ngdACZzbMUJIamMJpWS53zEYQowQggaCaqN1+979erXCpdbaWJY1mgSOY8+m0+3Hm72l1TOnNu69f0cIYdu0xIVLyTHGxj2M6SKE/IOf+/obb7xx5949KU2SZdrYWmugtEEEAQQxJZhILSEExmijRVbks1nY7bZs2x1Pxp3uwsFoDLQEQHXbrTTPCIRaFtpAJWSYyzRJKKNZkh30h6PRwerqMqO0Xqvs93eTNAqCIE6SdrtdFJllWeUAsdQHlQViOVE6Hihggo+sSopS6vu+1loabTuOUooxRplFcJEprrWBCEOMAURpnjJmAQCSLPMcl1pOyV4aDg8QZc88+2SrufLKK2/s7e1VfNeretPJ3v3Nh2trq/Vq3XUcRq08zWaTKaNOkvNKtVqt1bkLv/TFL29t91955bXr19+2bAYg+tPvfPfe5nYiAU9FfzxZqLi7248vXrqScl0keal1gggLIR88ePj48ePFpQ5CMAgmrUbloL+7v79f8X3fc13XAtRqtlppllnM/tQr7cPRMABSSowQF8JxnN29vR/+6Ee1Wi1N0x+98gomhDJoCDhySX3Y9Z2UbhU8chzfsiylRRBMdne3Dw76pzY2ms0mInTz8aOaw4LBzmQyoYRFUTSbzUo4cBRFZceSJOlbb77ebjV5kk6nwcJ4UgB3LjFXhjHXtT0EsM0sm6IonFKCZkGEMOZSUsp83+/v7+dZ5tj23t5ekhZepZYk8fv3N4N50my35qNIAZWnSbvZmE2nVQqBkUCLVr1upHy4ufm3P/qR5bo7SsZJmOZpEmcaQIs5r7/2Vn93y7H8Is+Hw3Gj2Tx97uokjRdWVrlIrjxx/vz5jb/4zh+vLi9QrIsiAUozigmtjMeT3YNNA9loPAbAlVK5rp8kEVmshGE0n89L2HfF9ZTkg53d0+trnWYtz/NOs/7Om6+f2jg3GY2mwRxCgzFyHSdNEiVEt921LVdwlWsOAPK8CsY4z9MoTo0xCFAD4d7eIM9S17Mty0YEa6MAVGXOKiEEIsIB0MqckJPDYwfxp18hxiCEMEYiTykGSgjJc0bcIs8gw2UjgCjlQlCLZUXe6Xafe+7pPJm/+pOf+K7jed5sPn30aFMb4Pk+FXiht3Tx8qXhcHznzu21tTUETR4f6rS1UpjS8nbA+WGfVub0GmOKonBdF2MShrFSRhSF1sCxbdf18zx3bBdB4nvVKHyglFJSlqeBFEhrDT4Wo/WJ9BqMccnVQAiVT4ZtWQSVrG1ICbYsq12vU4qVklLKcqsJCDXGSJ6XxS386Jv5GXRnPzOFJ4RSqEwZANSLL75Y7az5FR1MZ8PRMJgGs9ms4IXgIs/TQmtZZAihWTDZ2dp8UxsDALPsz1w+//wzTxHC4jTlhVRa7+7v337rbSM5oQQZKYUyEFAEANCUIASAlkdFzkdejyNt7/FDIxZXsqy8EcZaCG2OSCMIGmMM1OWUGB75hCCCSkpNqWW7FBNCSFyMICIaMY0IIMwgWkilATYIQg2NghhiaSSA2PKcoigyoR9sbj14tP23r79pjKGEep7Xq7cppc1e9+qlc8R2sWUVnIdhmGf5zMg4inTOjTYYAoIY0FBxiqAFIVAaKoC1Nlqq+XyOCWaMlYo3hPBPzxOHR05LbIDhQniN+oHW4KgcOR7jnTSKHF/otsWKZI6QTRniIi94ZlmW7VDbZrNZYDlOt9lCCJVbPqlVEARCiCiJNzc3szwvJ81WpdL1qx5lWiuEkOd5YRg+2ttpdxYWe0vr6+vayNI3X0r2Z7PZfD4v0bGMMdu2KaWQEte2O51Os1KJZrOiKOrNervd1lrdu3dPI9isdMrlled57Xa7lC+Wp+R8Pv/e976X57nbqLm2U3E9C+OK52suV5eWr37maqXqJ2mSZXk8n86mI2MMRMiyrXq90W5sQIwMAEKIOEnSLANSbW891lJhCHmahXHccbuVWvPp5RUNQJbns9lccCkxypVSnAvOnWaDQIQQgkeCJ2MIz/O7mzvvvnf7d37vXzXr9XqttrCwvLyytrSy8rVfeLnabEFK0yyYTKZBkIzHow8ebWKEEYLXLp3zXG82m/X3dgDUlYqfZUnwOORSIYQJtRzL8f1Ks9laWVlBCBSCx3E8nU4PBgOMsJaKIVzqdZeWlnrnT5VjqizLwnmglC5TjC3LWlzqbJxeBRQrCLIkSeZRkWYAgiiJwijiQmJKllbWK9UKj0WapmE4L9d9SilDKaaUYswgdKQULpNFvrC4gCi5fvP22zdv/fZv/26707l29cq1K+ccy202e5r6WRZMRuPJZLa3u5NmYTQZJFmORIZUlkazSq06CzMIEUZYa2mMJoQiBABAWusyXaN8ck/MmI8YaADCMhoKgJO7vk8L20D6SGNxdIpAADSEBkGDgIZAQaCMEgQBLWWZNWI0gLik0mBoADKoTGnieS6AFWXq7MVTURhKpR2pq50yURf8yXe+90d/+l2j9PLy4trq6sLi8qXLTyws9FzHKYrs3gf3hpHY3d0dHAwwoQYg33EhYhCqIguNpJQyG1e1kZRhJIBSHEJGESox4bAUWRqjgYIQH6uzSmpc6Yf+cPVkgNRKIagxlgYQxyGOmydJESZCG8uyieU0F1c7y+u9bnfr8db//n/8c8750sKi53kV319dXX3yqadnUTYPw2A+i7I4M0YbTQhh2FgOm00DzqM4mhXyMDLx8OYq5clYFwCAVDzJ40IWiHoe88QsYpYDABQyl0oprfM873a7y8vLQRAw2zr+8pPZMNpIYGQJQYXAQKAOAfEAGAAwgKrk3ECgNcCYGg20MkfMEEAJBrZNbSuLQ8bwyvLC/Q8ChAHGOFeylAMbAz4J0z1iowPwCd/BpyZ5npTTg5Nl1Mey8o/WoScsrJ9Exp8oqY8u8vIL1IcowJMZnpoXRZYkEJgkjossTYCydNN1HMFlkMyKgnMhjTYQYYMQREgD83Br58UvfcVokcZRu9mIwvk5Kd9557pt2/3+fpykrmO3WvUgCAjGwCgpOADadVzKqOM4eZ6HYZzGwRc/99y1a1f/+gc/3trawQgoAxQARmulNQJaAYgoxBhiBCimmBBmWfuDISak11sajQKIqMgjwwvXJgf9Kc8ThhGXyqIIAKI1RAZUPLdT91xmzyZTLsTG6VMWZWUgRKvVStO01WpVKpX5fF6qhcv89zzPXdct2z9CiDEm18UJYxvyff/ZZ5+9v/lwPp93n7yUWGg2HpVGCnkoykWHDBFm+ZXq6dNn8jRFjs8sVq/XEPZn87mW6uaNt5YWmpNRf78/zrMZUdn7dx44ru/XapsPHuzv9/v7/SzNW51ulsZbO7tXrl41Jr/19lvvXL81PJjFo0mz0fao/cO//tFoMrHtelHkP/nJm1968rzRejDoe7W2YzsAwIPhyK9U7j/cTOJYa/Pg4cO1tRXOOYKQEdJptaaTUafVHE0mD+9+MJ+HECIt1CEi5yh7/KT2GAKICNbalDHgWpvB4OBb3/rtsqV/771blNIkSSD4CJP9OMPz+MkkFE6CgGVZq1E1Sk6GB/PZbLHbxZiG83g2CxfbG1Nj1tbWxkG4ublZRqoOBoM4jn3P3nm8tbGx1uq1GSYP7t8nmDmun6Ygy7jRqOJXrl29hkSyt7V3cWNhFkxc18YYWpZVFJxz4XmwKIpOu/3wwX05nqysbQiD0rwYDEeEWvMwXt9Y/epLX4njBELdbTeGO3cqvutaFsGAZyk0en93Z2F1NcqSJE0KXlBqA2W2Hu8ejOeuRUb7B3k0tZnzhc+/+Pq7t1bOXNJaK5VXfJalszMbywSDYDKGgAMEoyQU0kRJJKW+/MTF2Rze/WDImB8nsV/xS3IDISRJMimVUiqOQ5HnyUzWXKqFuHLp/GAwHvX3t/cOlAImm5ZPep5lAOFqo6EAgOy9GMkAACAASURBVIQqwIXUACCjYVoIBBEhNMuK/t7+LJg6ju1XLECoX6vFcUQh0QhBro0SEEGKqQHaHF4L6Mg69/GDqDzPjzUXknOnXmk1GrNgKKU0RkEIK75vWc5hhAcASksN8Ls3r589tfiL3/yFJ69dvvXejc1Hj4jlPNreyopiOBr6nr23tzeajGezEELo+36RpwAA27Z5zvLsMANCCCGEhAgRQrIs45x7XiUvitFoFMdpUfDSplsSxUXBsyxLk7S/32+1Wr7viyxFGFNKGbMkxBhjCOTfMWg7Pr1ty2KMFXmutZa8AIwxxgyz8jzjeUEIOsScUIKgDRGWhyFzhyRModWndZR/H7q+LE0d23UY6feHf/iHfzjPIYDh6dOnn3nmmc9/4XOtVotAVHYas9ns/v37u7u7+3u7YTzPcm47LkXm/t33vUodYyykBgDmhRgMBkUSUQxOn163vcvVeoPallJ6NpsH48noYBwEwTyaa3gYQVmqBSA4zBEt5UMYYwSB1pIxW2oBkdFGGoCAAQYdxq8ho6BRpewNAai1ZphxrTEAtkXLItiuL2XziBugIZOA8Ixrm0mlpQBIaaiMRkYCBCFUAAPLNQAUXBOIj/1ySa5Go1EQBPLWe5V6LStyoZRfcZ9//vlL5y8svPB0s9FkNuyPhtPpdHu3v7W7l6RhEquskJBQy60QZmGGkiSpdtu2bXNjlNaEUoIIKZeWUEOkNQTA6KO8elj2ugAZyUW5DWPlFk7rjxQcJ6MvjogREMIkiaIoJAQ1GnVj5Hg88n0XERoE47u33q/VavV6nRDS6rR7vZ7WGlOCMc6LIk4SznmQJDLNgzgJh0MAQLPZPHPmzCrQWS52dnZ29Q5l2LKs4+Xese0wz/M8z5MkKYoiiEIKEQKw22iWqcGl/35lY8Wp+Jng83GcZdn+/n65OcyyrNvtliGWrVarWq1Wq9X7jzZHB0OjVBjFnmWFs1k4nYbBrNVp1uv13tLixsXzBEOlwXA8Go/HO48fFlIAiMqfVWvUl3ptAtH50xuW5UTz8MEH9xizAEL94TjbLajt1BqN7uqK5VpGa6O0UkoJGYwnURTFcay1llxwzmvNlttu17omDeePHtxLJGo6tfuPdq7fuhcnmZRSK2lbpNPpnDlz6ty5c//gi1+6fPl0nptXXvnhD37wg8lkPJmM/XqL88IYvbS0aHkVTAlEJEnyJEqSJJ0H4Ww2NUZV67Ver7exsWExS0mZp9n0YBjHcb1avXfv3nYwqlQq7Xa70+msLC0TRhECo9EoSZLHjw/CMCwkd32vUa21my2mGZDCteq+4wpmCsEPBgePHm1brlOv11fPnbYsS0khiiLP8/F4PJ/PsyzFCBLbTiQxdt3yXKsBsiwFQI/G8+//4Cea8+lkNJ8GzHEvX7zwwgvPnTm18Q9f/vL6eu29Wzuvvv76ZDqbpqGFUDIbA7clpaAOBSfyjozRH8ZFnFAQlV1fiQyFhwU//OSu73hQdPy7IBE7/CZAlYG7CKFykWcgBBABiLBMLSC0lgZhCKgyBmoIgC5B5RCaVCCIjGVXhaa5wtjyLR9DoYDUFCAFgdFw7ey1gudAmzSJPnjUt+jBzvajJIrC+ezatc88ceni557+7Jn/6BuNZuXGzTuvvPr67dsfzMK57fnMsi3mIaOJTB3XqtV8A1GcFUZJhOlhg2cAMhACI42BWkOtyndkFDpqTo6rOg64kkVp3jXICCMkVMSmiFp5ViQyx8AQSEUulvyOtgOg8MVL69Fs/nB79+L5C2+8c/OP/t/vvPD0tedeeP6ZZ676tep0PpuF8+s3bozH42iWZknaaniYAAJIOfUv1/7HvL7jZsYQAwmI06TS8KVSAGNIKMLQYA2MElKWp7Hv+/v7+17Fj+P4mCINjlAe2nAINAQQAgOhxiVJ0BgA4CHuXJWrB6A0oABhAxjCRkMppVYCGMAgFlJCBCtVz3GcNE2yLDNGa6MIwodzBAS0/unuvp/e9X1k14fQJ3d9+igBpQwqQ4dQyg9bvk9WIRoAAAwutc7wuCIzf4e9kFkWAMZzHB4TwxiEIAxCC1Gec4uweq1pWQ6XEmBiMEGUYgjqtcWHO/v/2//6W3du3bh1891WqzUcDm3HAQDYzKp4rjGqXqtG4ZwchjYqAEBR5EJwgrFWAiMYjEfT0bDV7X3p889ZjL13606tVhMIQaMBQAiUr6AwCEMMAIYII23A7u44zwEAbGFpNcu50NKxqJGcYNOsV+qNVpbzLC/SooAQUcYYYwTRN99448knn/SrlXt37hpjbNsOw9CybSml47kXLly4dOkS5zwIglqtRggpioIQcgiBLO1nrntk+dNKGc75r/3ar82i8I1Xf7S1taV5Mp+MC6kwoUXOEcGIMMJoFIWT0Whvb59ZFoYwUloBgyhut+tpGgXTqefSasWdjvoYiE6jeWbjcjgdKYDOnzljWfajB/ctyoo8D2ezg+GQS/OZJ64oGf/+7/8/P/ybn7zw/Jcb1MnHM1LottfI48Jz6vUq7TaB4IVfrQ0HB2YSrm6caTZbly5f+cEPfnjhwoXxeOx4nlQSANBoNATPCQKuYxVCUYIWegveo111MBVCUIw+NX/o+LrlaVoGIiilioLbtrO2tv7yyy8zxqIovnPnDkJQSfXJCUVJVC6vdKWN5dgQIs4LKTnBuFb1gTFxnIzjWZZzy7aTJCmVeBDCoijG4/ETTzxhjJ7PA875YDDIi9xr1BHBBoIgDLlxACK27WqpszgtwomRcnPzoRCi0WiW3QjGpFKxW61WHEaj0cHmw4c9l9quNxlMpDbVWvPS+qlf+No3xsE0DMNgfLCw0JNQMUoohKLI8kRH86BRrY6mQRpHfrOJeUEtBgFRirtudXX91IO7d9KE29ThWfTnf/7d9XOXpZSDwdAYjgnIs1DK7GAwaNb8OJTzKK7W6q7vp3meJMl0GjQbLdeNw5hTSuv1uutiz61QqOMoyrN8PBhAoBe7XaMy37LubT26e+sWZXal1m5Waq/8+NUimzDGXNdrtdq9brdSqQmuACRCmqzgUiitte1YxsDhaPLgwWMtFQCEi6TV7hhIKLPjZEqoZTOSpNooJUGhpTIAa3iSm2QU+PQMzzJVRWttjF5a6Nk2wxCW15RSyvO8Uj6NJxFQhV2r8Cjs9FYfbz/6P/+vf65E7rsOtezlxcU7H9wWBiCpIFC1WqPRatZqjeHwoDQBldDpsubXGjiO41X8+TyO4khrZdue4zgQofIzjzPeCl2UwnvHsj3PC2k4GY+3trbKrXg56FFKGVO2Ah/Z9QHz6Y1fGR2vlcIQVW0HQ6SlQMZQQglFgnOlLAQ1JsgAzIXiUhtjMDy88ZXZdSeOdPP3putzXBcYJATQWsdxXG0ut9rNMJz/8R9/+w/+4N9UXM+yrLNnz3Y6nY319YsXzn/uhec9z4mi+bs33tvZ2RNCPN7eTaK5kkYBQ5kDIWw2GlHFVZKPx8PiQBkIEUKUWMvLy6c2NlYWl4Ig2Bv0g3BeojzLN9d1j8khx66Gsk8o5UDmKJDqQ50ukEAbqEv6KIJAA2Wg5jb1fcdGCFFKlG3NJ/M05wBChHGRZyoHiiAIMUSEIaQwQBRqrQspKaEIwGanwTkv8hwoXUahuBaczWY8z6Dx67UqwmgyGX/3O9/5dvJval7lV3/1l1/++ktnNnoXzq1dfeLCjVu37z96PBhOcFoUUmtTjl+z8kI/mm0fFwQn9hgfTqEPT22lNSEYIcQ5n8/nxw6648rjYy3fYc2BoGVTVRRScqUkhIYyrBNVrfn1RgthduXCFSllv98fDAZhHE2nU62147m1Ws1xXd/3AQBuo66jNA+jfDYrtddaa6/iNdseQTSahXmR5nne7/fH47HneY7jlBSgMkq7/CZtXjiUBZNpOJlmcZRlWRnWoqBu9TqW57ZaLYTQ0tJSURTGmDRNgyDY39/f2tpqt9urq6tBEKytrtU832ZWGASebbuOMxoOhRD9/p4ymhDSaFRardrly5c/++TTVy5eOBiPCsGDIByOR1EcTqZjAIDHbIRwo1b3HK9k4Da73aeefWZ7dy8IoyhJHve3CYOu69aqVc/zqn7lTPtskRdZmvI8j6Ioy7KDGeeZ0IJDobjByPZyCald6VaafsHTNIVKMGSKLHvrzTdff+21f/2vfp8x8vzzz//T//w/e/nnv/Lw4eZgMLh+606z1frg4f1XXvlRo9utN1qtVrdaa6yvrxsDsiQviiyK5gej4bvvvquMrviV9bU1BGAp7m00GlevXj2H4Dycjceju3fvFjwzxpw7d+7yE5eP1AtiNBpNJpPh4GCwvcMocxiVBacI9xZ61Wp1OJmOJ5NxOhvNxo/3tjDGrXq9Xq9VKpWzrbMIgziOJ5PJdH8aF0YZxg2lCCMKEAaNlivyLI2js822kSoOJ8P+3r/83d+G0Cx0OwsLvW/+o//w5176Sm+xnXFzf3P78ePHr7y/FQQBhJBgWtb6R8NFdPKuc1LhWX6EfydvxxyiAw+XhLLMiQEGGqQBMEATiDTEAOqSkGIgQFoQqJGRxgBkEDD6SC5pINDIaMq8vMgQhDIrIGbK4DSXmFDbt5WGcZoWBceGWF6TYERslyBDEcSU1ar+44cPwyj57l99/8d/8x3bcs+cOfPy177+T/7xL43HwR/80R+NpvPdvT2pjGXbFtIQGQAAJtBiVGpojIYAHxLugYYGQKPLdwQMNPooyQOYEzFlmBhjENBSKG4gxRRJIHJRIGCUUZgQLiDXWBttiC0hLRSMMgGZIwHOpVlaXV/bOHX77Vdfe/3VgvOzF89/+aWvLi4v/+Nf+Y/n83B/b//6O+9E82BvZ5u5zdJJVXY7H8/ABEBpjQnJeVbDKOPKcmwuJEWMEIoJZYqEwSzLMtd1gyCo1mvH/IaTGYPQaAAUNAQAg8FhH3QILzWH7SA02BiFNCAIIQ2hNsAAAqDSRmsDoUmLjBFQrVY9z2s1W+12+0i2hLXRWsNjrNnH/Hh/h+bz3yvi5QRSUh83e8ci6k8IRxUABhoNYZmlak6WD5+SPwOAlEUSJ0VRAKNthxGENUBaa8FFvVKzLAsRgo0BCBoIMSUGwbTgDzcf55yPJsHS8urfvvLDcDYtsea2Y1UqlaIoarVav98HAEBoKGWUUUoJhNB1HaVoURSMYKGkLAppcL1WaTZqXCitBCpJvBAQiI6lsyXfiHNeqVgIFY8f71VqbYiIMUpKPdjfz9MMQIQQsC2qtUYIG2MyXsRR1Kq3SsF/vVG3bVvlpiiKR48eLS4tNRqNaRAUSbK+vh7H8ebmpuM4zWZzPB6XjtNjVF35/BeFrNew77sAgCzLVldXtxcW3n3tB56F5sHEdjwHEyEE1AbhoihoSfbY2dmRolhY6AFW00pxns9mIkkj13WKNDKanzt3+sqVC77vbawtu4zc/+ADANDS4srB/j6EsEizrcePJ7M5YfbtO7fGu1ubd+5CKSyIXITSjEfjgDJbZRxKSC125eLZhp1ESTocHqydvbCxsQHJgVepKXWIenIcJwiCOI5XF3sE6TyN8zx3/WoYzhijtWqVEAIAshn9ZDFwMmzQtSrH/nml1PlLF1/++tdefPFFgsmrr7927+EDRogS/NDs9HHX6+GRW0peCaGO4yCEiyLTSmWZ9GutHErLiubzsJwNeZ5XbbTmYZzneZnpXbqEgiCglgUgKnMXp0FQ6zUtiLTWBKE4SYs47rZ7g8FOtVotirx8PIyx2Wzmuu5kNH7jjTeKolg/f/rgYLz5+LHQMM+Ldru9u7u7N+g7zGq3mgiCyWTkuvZkOAqC/4+6N4u1MzvP9Na8/nnPZz6HPJxrZKkGqTRakkc5MuD2qExIGg13chHkIkguHaB92wGCAImBxG2hHdjtqGM4Hbstt9tqyVbJcs1FVhXJKo5nHva89z+uORf/OSSrSjIauUlM8II3JPfZ+9/rW9/3ve/zTqyxRZo9/dxzXhiM52nS7damg0ajETqXJI211fX97R3pR7qaYUySZjyfz1fOXY4wefHF51968SpDZjYdR4Hn+1wbZbWCyCmlHABnzpzBGANgiqJwjlFGgyA4s7Hc6XSmI6m1ns1mB/sHVZWXRW9lsZ3n6ery8t7enpzOl1fOjCZ5FIZKTDjnvh90u93V1XUIEUDWGFsWVV6WjDHm+XmR7u7uTaczpQyCxGjNAhbGDc4IwtRYALSsAWKEAgexBtBYA+xJOg9ywAHofpQa8fRpARDCRpJcuHAeurrZxjXTPk+zYntbCAEAAIQUaep5XGuttF5cbBFghSgH4wGL4mUvCOIk9rxOM+HM//D27clkRinlnIuKIvxoVkgIwRgjjBGq1z+oqsrxeNywp1tHrerxAUC4Zr/leR7Hca0FNcYsLi5uTSf1sgFlqQK+Ugr+naL6+v/Vpzh9ggmjFABwErYELIYQWsc4J5wBq5wjDljkIIXYWouhe3jU/Psn+vx/2/XVG173UIzirHUAIgz8MORhaDEezEUYtHpRxxhTkwM/3D66eX//O6+87gAghDBKoiDcPHum3en4Hvipn3maMVqVVZbNp9PJdDodDYeNOFSyms8mkCDCOMS0rOYffDAmhCRBGMfJuc0zkHFrrLWWMoogyou8tnVtPdjK8pwQAj1gnOGBJ6Q0xkGMzEl2M6pvhhY4AGuiJqh1YsYYYzXGMPApoxQ4KzTEylV5yQgBdTIERhhCAC101jiorXEOOeeM0sBYBOBMSOAcgpgwBhwUUlcAQkwB5pD6ykIpddhaYKHsLmIt5bf++Nvf+uN/RQj0fK/T67VbnShJVnsrF4IojCPOPaV1JeTIY7fvP6imQ+j5nHtGC8g8Yx1EtcfWYgSlYxCT2rYIEYIIaKUIxoUQ42wee7wNcG3MBRACiDEhD7NW3KnCDTpd5ulnX7j6X/1n3yjSkUhTo5Vv5G421OMSQpwTD2NyZr195crGbD6bpZkxQOl8b39UVqJetQMYcYgohJD7hrBSmePjUb5zYABst7qdxRWfGQdOlntKKinL+XxirAEOnAzCIfDClgQ6SRrdpDE4PEDAxX6w2OkgRsbHQ2mMlI5SSihllHqe73nemTPnrlx5Sik9mU77/b6Q8uYHHwJrA9/HwK0s9ChnSbNBKAUYY4QNcLkoxw/272ztf/f7f+sHXhzHSZI0m42lhYU4jLjHEULzeTafTieTST6fFfmMUmdk/u7bbyyvrZ195gmHoNBSaFUUeTqbZ9M0Hc+kEBgiSinBxPODOG4srSeqElqJw+1tIa3nNxykGrlSagtQ0GxzgpDVCKG2s0qpqqogBD98891X3/7vegvdTqezsLCw1PJ+8ec/y4Jf6CwsHA76WVZMZ/PxaPzg1h2jDQTIORREjUtnznzqqSeVNXmWl0KMR2OCMaDoeDraOtpTwCZJcu7i5mXKMUYI48l48sYbbztrCKm77qCVtBa7CxzTMsv/5vs/wM5U2fzW4a7Uxo8Cz/MWO61zZ9YJoaKq5vO5FHJvZ7cqq/o67vsehABi1+41l1ZXEcaVEELJ6WSSCU1YkGuLEOZJM2x31yAwxoii6A/zf/pP/+eyEqtraw6hzQsXG43G55+9srZ6dp7OJuPpdDobjUaTIs3znBBSP+YkaDKoZDFDdc5Z/U0nyEBkrMMIY4yJsRhBKyVlBCEoDJDGCuMMgNBCaKHGGkEEgDPWOGsIgs5aCAzCjiCnRUmhAwo5BYgj1tU9FEQAn0gnHXQAGSMBsAQDAgnGQFQFJlAbKQsNCWUeZR4DhkEAHLAeia1WDoKg2QMYC0DPXHoaAmhVKoTYHs3/h//lmxCCXq/zpS9+8arvN5rNwPeKvCiK7M6D90ajmTJpVZQIcecIZWG95nfaIIgg9rUFFjALqDKQY26dRghDgKwFACCIMNSz2AtDn1NCgNXYQlsqZAwhjjqDHYLIQoCENkdHB1pJz/em81ngeRYiiyDxfaP1pRc+AyEWSs7S9M+/+8NKVEpUHqNn19cuntv82Z/6mV6viwjMsnxre3c0HBsApbJKW4oZxURICSHK0pkz6vhgb3FhzQjDeMgJwQg6h7TSRtsgjB1CcbMZNRppXnDOAYTAAQfQqY4XIofRiWcbKesAJic+FecAwidhOs5ao/HJDrh+K6CDCGJYA7A84GlVqkoIUZVFmqVTCBZOOlUHgUPQ1Wfoye96/AZPmc11EX8cM/Y40/yR0wkAUy85gYPgJN3cPRrJAeCAMvrhKK9ulq2yD2d2j0Z+p384ybYFEDhkAQIOPfq3HwmJICEMQpymhRKaEySNiVvtIsuVBTwIfc8jlGNKIUaYEcYZwqjdWqEQXXvrnSsXL37nz/8s5HwkhBIVcKYsy1yUcTNZXlk+Oj6sqooSTBlz1lijPY+HvqeUtFoJKSFA49EobjRffO7ZrXt3naw67YTUruw0d9Yizm2tr4K0MjxijXmZFsJACF5/593NM5vrvbY2pmb6Q4QJREWZAWsDTrnnVxU9LLKsrM6dP6+Nvnfv3rNXn33+uedKUSVxLIUajafjyXR2tPvmG69evHRZGfXB7Q8//ZnPUN+TVjNOIYYOWYxgyHwjDYLAGAehIdCIYnLz+g6w4uKVK3fvfDDNyiailHFRlYQyBYHfamVK+h6Pomg0quZphmI1mWX5vJSZTsdpp7MAUHlvZwcyev7Sxcl4WMmq0eyOZ+N3t7auPv1UGEX3796FEJzZ3Fjsth7sbH/nz//0uD+V0q2sn3MYQYYMlLnMAo6oj72AHg8ODwbJHKWD/sga0OutHmzvSG3SbLqxucE4vXDu3HQ0LlN5sLffTRJDIfcjygKhtXGOMGqM8j1ijHsk7PykzhOeAGCVkJQS6CB0Blj9hc++jJzDALQasceo0bq+Ij4OM/roGhwwj0slPUajgDWTeJ7l43mx2Ot1l1ZZIQ8HU12mnKI48nnQ6K1sDMezdmfBWEgQpV4gAcwnGgcLt3d27xwJjNFVnvAo1v2RLGeAMorhpCyTODbKQ5CEcaIcaHY7veXFtEgnkwGnMORkrdf2Wqsf3t/a3h9VUh0PU6k0hLAqCkYQBG4ymXW73cHgQAPKWFjOC1mC2TBb7a0rsTMfTw93D3jo4Y4bDsUrf3Nja189ceUcAhbq5Gj3VpS4UmfT0bjVPvPp558RRWaQvXvnTiMORa+rlUWYWwfHg6HSZlZmi16Si1KoKknCNJ0dHuQvfmqjKudlkVqEDg+PGhwU06x/IC9fOo8xmM4Ge1sHgc9/8L1XHuxMGp3kiUuXfM8Lg2B9bdUZtbW1XQoJIFLa+Z6HMJvOZlvbO7NZprWDCBljnQNFLh8cT4UUo+FYm8TZyrkSQGgcqc3tFp5Y6AEAtYkeWAweNX4PVfr1/RFaZy9eubiyuTYZDaS1BiKHGCXBYX88mh8KgwBElGGjGVDG8xhjUKqSh9Ha4hIgvjFwPJ5O52lV5KKq2s0WZUxKqaSIonA8HgqpZlkBMCccGamKvEQIF2mJIXYGGudELvxFnzFPG51lJWccQIARstZZYClhkCKAgQXGOd1oRJhyiLDWRioNKahpLvA0Fhg4AyF57LtQu8EAQlhro5QmlDoHhDLGYS/0mXNCKUJxo9ki2AELjBKEEIjqvsM6rbTRpEaugVqPD5yDDqD/vzI84aM8gtPUZOgABAhIYwChjmBAYo09rbW1iDEGALCMAecwO1VSOVhZb/totns8l1U2/Dd/aUT1wotXf+2X/0G324oCnzKczc2169d/8Lc/vL+9lU+GEMIgCgnCxsBBleb5FPSPhTpBU7bb7RoH0ltcev7Zq0EQDIfDra2tGzdujCYjyijlTCqFCIYIlaWQQgIEuecpLaQWhDCCkDUQIByFIa1YGEdRHEJolZIt6wk/hABgQgCC3Gdaa+CcraU0EFBYf4COEQIegjUhcM6akyKNslyX0mSVDoXR1jqEBbAY+xYhxD2PxcjaOnNkNJDHhzuEYAxBnmfz2UQIQSluNBq/+HM/+au/9AvnLl3ZPz5+/9bt0Xy2tbdvgSGEWKet1RhjFi9Sip0DpRCikJSQZpIYUQ4HQ4ctjRh0kGBSb7SFELUmmjHGOSf4pAMssnRpceGH33/ld/+n/zEg7me++qWnL194/omLv/TzX42SGEB4VJkPP7zzxptvHB89oMxrNZqYEMo9xnzjnNbGWgtsazIeGqOyLNXQUc6Xl5ajJBHKTNPs1u3bphx5ntfpdJrNZtRq1o9KvRKs56zGmOG0SkVlRAWkhEparbQUHOGlpTXMPWm0I6SOVhuPx/1+fzAeVZUEAPR6vdWV9SeefNrzvKJMW0kynU2sltAYabRyFmJIuecAcsAxyr24aYwxWs0yNZ4dObtvlNRSOmApwhjjS0898+QTl8+dPxcH/vvvXW/Egc/xlYtnH2zvvPP2G54XtHsLfhi2Wq31pdX69Tebzdq1WBTFbDablJPZ7B6GiGCspaCYKKWfeOFpylklxWA0qsngqhI1+cb3/bi7TAiJe7aqqkyI6d743t4YjG/neZ5VJcSI+l673f65n//ap5+7eunCxdWVpjXg3v3hG2+++9577/3we+8jSjbPnfPDaHWhY6DTVoVhtHn5fFml+3sH9+7fhhBx7kGIlpaWX3r+xThuTCaT2SydzMZ3729rrWVRhJxPZ7OFhU5vsXvh0iYAwDhdluXd/f7R7j7GJEkS3/cxRYsbC3HUqOX10+l0cLDHmXa2PDrcTgvRW1yxEK5snGk0kyxL0+mkLAuZ52VZzkuBAAz9dtTkDkUHR4dLy+cKUeWZOjp88OoPvnt8fPzcc89dvXr10qVLv/LzX240/Pv3D+/fv6+U2t7efuPtG7aYyPkAcy61LbWLWy2AoDImiGIp1Xg6C4GjGCVRqEQFoaOUOgQdpQQh44CWEvFTeZc10Fl4wuywEEGMgNWSUVxaqzUCNYaxpocA4BCEoRYOTgAAIABJREFUFkCIrbPQKZ9hYCXE2BnJKCyFQBBBjBwyFjgAAMYWnN7lCeHOWuSoMsZir9FdSdMUxm3fAdZVTSlklVlZfe8Hbw77+4e7O9CaixfPPXHlyssvnHnhG7+8sLhy/ebtN9+++c67N3d2D/O8TOJWFMVlPgfBQhiGmFHCWdxsGmO0tQRSCLEDADgMIaWOOuUgI0kUU0IHByNkcMTiyXxSSlEvhykl1tnR0UHdzGPPs9YqraU22jpEaOG4swDwIORNv7VirVV5trbUizx2+8MPXn/11flkz/Pcf/If/6f/9W/8F40mvHc/+53f+efDcQaMwpgSZwlGw/HQqcqJYrXXLIW1BkkDSqmEVAgjzrlzpqwKxph1ptlul2VpT6WqFqLatcgcrlNuHHTaAUioRcQaYx1AdVMFLSbAAYsogQgSSjHjNc/DOGOMdc5SSIxDztg6p9rjFEKH0MnHBQHFsJ4OgId0+3qp8tjtxz0eVvF41/dYIt+po8M9/GsAPEznO2HmoUc+9RO/NvyYiw8hBKyDdesLEQQIAAQARA4DgOss9McS+04aVYSZlMZa7BwEAM/yPI6iKCKV0hAqiDBGuN1tc9+zTiutnRY+o9l0koY+R3jaH8iiQABwxphH53k6Ho+7vU631x2NhpQQhJCzCDjneYxi5AzilIZBXDPAnNab66svPPvUO++8c25jeXl5GQDw9ttvHxwMSkykqgAAlNBSYxrCTIO00IxhjPH9vf3x0KytraxsnDk6OsrzHGBEGAFS+ZwtLnQhhFaJnVGxe/19xoC1LJ9PL2yevXLhwvHB0cLy6o1bH1aVZgQ6A5WqxpNxb3HpaDBYWF2djIbNbosHnGRYVEWPdD3mAQAwppTRlaVumY10Wa4s9/D6chBH195843B7azqdra+vd7tdowQCttNq9JUAADDGhVBzPZXKtpJONj7OJsVCh5aVwl6wtrR09vwFhOFnX36hf7wvlLhx62bg0QvnNhnGjWYS+v54Mg59trTQFqhRFEU2T4/nUxzxqNvornbG8xQw4yXMTW0mRVFk/dH0qfOXy3m+dedea205DL12tyXKaqHd6cYNBCpZCd8P8iLlfpg04p39vd7SEqEcAkMJdDVE/aOyzI8Lz6wJfW6tVaIihBwfHvyf//L/WF1dFUJ8/6++J8qcUooQfOi0BY9Dxk9/CWM8zoDVVotOuxkH3tHBoQRkmhXWgIBhVc0Hx/t5pbo81NosLi43292LFy9df+sNChxDaHh4YKKNreMPBeRhGEvsbx8cOKORk84qpQqLkAKg21kSWmVZ0Wi3/SgQSnQXuvsP7lELzq2vhp53mNl3b+8kSby20nvupfZXv/qTBwcHnFFCsJQSUzpL5wYSC9lkVvR3jqQAr77yZqvTvnDl/LiYeYRBBy48vcy2qus3tgbXtp65emVxdXX3/gdRk6+dDQyklASx19i6dw1B2G018zSDxn3xC1+8fu292XwgK1X7JCkIVzY2BqM7fkilTLP06FPPvXzp4nqVji6c29h5sC3Kkoixz3CldZpXe7vbyIhep9Frd/YOhk8/dU4CWqRFHMTZdPru8ZExhmBUCcn8aGl1fTLP375+vRS6qIxzyECrjdEWAIy1hoNcGcdGwmOMV8IQgjE6MWeeBmvbR4A04CD0HgvctqdyR3QKZ4ZrZ9c0doBRQKlyUJWyEKYolVTW2PqYAkgBP/bWVpajAHCP8MC/v71nNCrKfGPzXKfThBgpbT+8eWM0nQDn4sC/eOnCPJ2ls3aUNEfDYSF0RCinQCtLAIYQaW2CINhc34yiBqDYGHN4eAytQwRjQnzOCSeT0UhogSjiHgsCDoERSmtjIUKMcVszDE/c0A44U7e68MQNfzLr09oghK11WhtGqSgri4jDxEEMIIiTsNNt1TESBEGttXXGWogpdc5oI7VWGMPac34K3oIQ4L83Cs8fF+fw0Mt7OpV8lDaLEcEE9geDwPPanSadjtP59M0337518wYA9urTT6+trz73zKdXV9b+4T/8Rwa44WScpun27s4HN2+l87lWOssKxm0UJdZaLbPRoKw3+HXGdxzHvV6PUvqZT78IgeWca2XzbJ7N52VVeb7PKHPAlXlaM2GdBUZb7RwEYDKdS1klrSYLQmMkZwwLAvBpBrQ1jxCBDrmTYgzBo1gwCE4QKcg9EtvYh7omCCHCyJwkNqJHLG7rYK1kxZBARDB0zkZR0m63ra3npPIP/uAPzl64cP7iZer7T199/id/7mfneXF0fDyZjg4O9ueTCQBgvz80xlLGPT/knFhjbDH3KC515cpUUaCN1EZCCWt6NfeCk87cWq21ktIY0+oslkr0Vta2H9wb7O+99va7P3z1NSHKdru5tLJ87sL5K8++cPXq1Zeef7aqwFH/+Jvf/L0wjtJ5XikZx41Wq8UY86Mo8AmnPJuRKKQQyHQ+QNj6UdRpx9w7B9xGURTD4XA03fY8z/f9Gr5Ur/L9IKSU8sAia5QU2Xg8OT6uwbD7h8dbB0c8jFrdTtSOGGNJK+ksdLTWZVlOJ/M8zwfHxx9+8O7Wgw9brdbSyppHaR2TQgCglH5EClgDLjAiGENKnTPO8qoo6i+5MUobq61+8623X3v9dVkV7UbSajaMA5hQiNDTV6+eu/zkYDCYzOaj0ajOkAiCIEmSdrvdarXW1tbqu05RFL7vH+zvbz/YqqoCExjFwWB4HIRhEIWra8sra8vAAinkaDQaDod5nh8cH2GMCSGe5/lRWL9mYhaPjm8nrV6j3YIEWwj++e99C4BvNePkxRdeOH9284UXXvzql7/48qdfuHP37ltvv3Pj1s2Do6MoitrdDrYiIE4XM497F8+fe+qJK3le7O7ujUfT4fFRledRlNR5iRsb62fOnyMQZfNZOp3uHxyOZ+n+Uf+gP6CctTotxvgzz1wdDofHx8dpmg4GQ2MsY9zjfu0uCMOIEKyUSqJ49ezZaVrMs7ISYjgcZnnaiGp1bsdIlWdZmeVayGyeDgYDrbXneWESi4kGCFLOmq0OZd5gOP5X//ef1tnKly5d+trXvvapT32Kc/7yZz//i18vv/NXf7V7dHhweAwYbzWaZTEnxHfGjaejKIzXOgkCUCkFoJWqwBgD4KSRBkiEOQAIUVSjVqCDwOF6T+IgcNYihIyxEEIAuQWVQ8YCZGtRGrQWOQgQgK5Olf8oIQaeNgb1EfHQhPYxDDJCCD48MzHGnHvOOYORRZBh6DxPVNlzay8+d/XqaNgfDQbvf3D7r7/77bjxh2fPXfjCl776Uz/7ta/8zNfnaTYajd58/Y3X33itLHMIKCcGWmJkrsXc8zyKFCOEEOwcNNo6J6Q1xXw+nU5HI7/X7gCEVs+c9X3/aHCcltlkOlVSYOAscJxRRLBzzjirrQEIGmcBgg4CBLBDrtacI4AsMmGrddTvQyWcsp1O9/zZ9Sybfue7r/7wtfc2Ns586Se+/Iu//Et/9f1Xrl97r6oqTGkURQSBdhLu7jz4v/7oW09cefbyE8/Youo1QqnUdJaW8xnhTAnRiCNOCcVwUuZ+ENUuReROqT4npLkT9btxkEDowAlNqSZTPm6leFibPvKRIeScq1cfGJ3AQk+K16nKBYKPiHM+qdX5GLrwk7LPx9P5fpyUqA63+Dukoe6hPONk04gfifyhPRnSflLhqVRVVVproxR2AGOMGG80Gk45JQTnfG11bTobS6FKUQkhKKfnNp4KuNdqtrTWh0cHcRwfHOwZY40xcdJsdjvz+bzOvoMQ1r5Na5TRBiJXcq+O5CGnupKH+XhSyuPjY+fc5cuXNzY2hBCHgzmCAEKgtTTWpFmWZbkwAFkLECwraUvtwBEmXtJoEcKm0zkAtiyKIs+NVZ7nVaKIAi+bgygMnQZh5I+Gg8l4PJ9N2p3uZ1/+zKuvvf7h1s04jhuNJhuMEEJKqYU4lqJkjPm+jxCUUiutPc+roS+1vBZj3Ov1Or3e/a0tY0zg+7X5vKqqOppICFGjd+3JoWHqIWaNP8nz3Fobx/Fis8MZS5KEc/7BrVs7O/en06lS4N69B3EQGGOKouj3+9dvvHflicuc80YTRpFfr6mbcdJqteIonEznjHFKuHMOAsgDvygK7vvWAkJpXpTU94wxs9ks8QLicLvdnkwmQog6bwlC2Gw0ASHWQYwJIcTUw/u/kxmrta6RLXVJyvP8+9///uLi4nA4zLIsSZKiKE5NIujHCZvrNySfz6qqmk6nTgcOgOFwqJSKwoQQkme6ElJK43n+aDTinFNGfN+3zi6vLI/6h0KKLMuEENZa6JzVOkmiosijOGjGUVkWlSi1Ua2OP5lMzNieC4PpeOKcXVtZOYJEiNznXEp17do7VVX+xE98aXNzczafPHjwoM4EX99Y297e5pxrXSGCvcCHCBng2u12nmZ7e3vPPv/MIB1zzrMqk7JiDGMMKlUdD/aagUzz8WIr6HTjhZX1oyPW6yTDeXh0sG91xQhlnHiUTWdjYB3j1ExnEEKf0dlkIqoCWZMX5S98/evPP//UfDpuJ/5Cr3u4vaulrKSyABdFsbW9+/77130EunFAMMYIhkEAJaDICCGKLIfAUYKNBdzzg6S5s3+0f3g0SQulDYD85IxDmELgHMK0Djq3nHPnwENrFPgEX+qjZxf8WBZoLfp1DiCEKOW1sJNSihDK86ISBXCEEGKUddYhhAljEIJms6nEREqZZVkdpwQRqiHz29tbStskSdbX1xGEosj39/cPDg7yPG80Gs7aZrORTyZBGA6Oh4TS+uGsFVJ6NsWMSqWyLAu4BzEy1mqtEUXWWqWsNabOrJ5Op3UsJ6XU8zxpyb+/FP9EaHoSGqF9P6iLRR0eVuSptRYgjBDCpwQBa83DM58Q4gBGmDxUf8C/v13fQ9Fqfb7Xxv3H3RcIgUrLIIkowqPJhIfRhW5HK4khAM7c3zn63iuvfTP/w6TRCJKo0Wq1e13KKPe8s5sXFhe6BFNrjKnK2WQ4nU5Ho1FVlcjaYjxhnEeMqXR8mE89z8Msng6OwzhaX9u4dOEsRChOGlIpJXVZVULKQsrBZDoeTXOZQwi1tn7gU49jj/tJkmYzBIGHKKHIAqOtMs5aAO3jVDwHHTgx99e8NHgiOjq12wEHACCE1o0fIQQ656wDGJ2mMzlrLXTAWYcxpohaa7UBCEPkgKoUcBZB5AWJQ2Q2y99//2ZaVj/427eyoup0u57vJUnUTJI4CjlnG88uBkGICNXGGm3yLNvd3nKVgfnMphPmYQZPQbwWOCmVghT4xlprDADAwwgSnAmFrXMAQRrisNlaPttqxEqrSst+UW69cfO1Nz4sy99tNpuNRiNJks+/9Nn1M2fCICbETCbj4+NJUVSHk0FVZHNRpZMDp+dFepzPvCIbagcsRM1WO2wsRXGj1e4ihMqyTNO0Espam+Vl3WNbaznlTuuA84gzSmlWlA6RlfX1pNPNKjGZp8ODbWOMFBIBSBkJPD+OomY7WFt9EkKQ50VZFEdHR9v37wPonFFJENQOQHfCuqvzR512FiOEEYSIIETilu9sPf3XRhvnjDI1s9UaKWZZ4az1KpmWsrKpQyRMOp3eMgC25qbWlXswHEzGkw9uflCfKX7gQwwIJlefe/bGe+/fvXPbGE0ITrP5YDI01joICKYe9zzfu3DpIqUEYyKEEKIajcaz2UxKCYDrxYuOHLUXN5nvKWucMecvLVhniyx/6/qdV1+78bvf/P0kZCsrK88+++wTV85/8XPPtdoLaZaVZXHv3t3xZGxFtnOw6xzUWmNMet3e5vqqczDPCyHkfDLoV6KyTgCIAPQoCzxPQxy3e0GzI7WqtDoYzfOyQPpBnf2wvLxCKYMQ5lkppawqkWX5bDaXVUUxyfN8cNzXEHc67Q5CxtpKlFmWaaOs1sYaSqgfBjRJut0utO7mrVs6SwmjXhRoay2CXtCIko5SammFAgjLohhP89/+X7+ZZRklpNPpPHV2JYoaL790Bb/0dNBc1A6Mp9Nr19+bzNKYkWLen0+PQdzihAotPJ8SjMuygMRIUwInAaYWW6LrGEyAHXL1Nt+dBKy5OjoPhQaNNNA1IBJAZJ2DDkGATiehHzFSuUfqF3jqIwSf7PogggjWp8EJSdUYba21RjvnECGIEqn1NBcEAi/pLniJFBVFoReEe4fz3/7f/uC3f/dbK+vLV564tL7a/eKXnvryVz99dHT4Z9/+m7zIZaWSyBXZMacNzqQ1VVUCACBGDCGMCY0bMQQAAWgREMbc39omjFGf91bXg2a71YhVVc5mM2dtmqbT2YxzDhAh3FfGWYCMsZhg6+qRFbLIIoMxgp32AjBSFZlUd/1kiUVLWkmhyvs7o5u/87+vrCysri3/9M99zvPjqiqM1ts3wGAwGo0md2+9d+vddyn1gzBudzq93kJvsZckiccTGtBGyJLQm4/7SeA7aC0AFiAHAKijCyB0ENUdnrbAAadrOi0EECIHIDAGOq21flin6hDUh/02hBA45JzT1kAAEUZaGQgxcvpE5AZtLeWtzdV1Wau7go8kmwEL3EewsRjhOui6TruqxT3gkdX8R1yRMSQPxwHuVAYEH84NHICu1rZacOq5qF+9+RHx7I8/b8gYXXvgpTWe5wEHyrJc6i0mYZSEUZ7Os3zOOW80m9oZzjlFmFGSpdOf/PLXX/ned3YO9wkhHmcQQs756urq8XAwPRqCk91iXfIIZzyM/DiOq6oCAJRlUa+OEYJSijzPPI8TgvM8IwQ/99zVs2fP3Nnae+uta0UpGQWYkFJW2gFEAObEWIsQwpSOM1HefbC+utpqJglj4+HI83yjVFkUVhuKcK/VDBjutFvz2SSbjm+9f73RbIVR0oiC8eD4yz/xhabnqqpaWVlFlBWVYNwXQrTbnflsnCRJluaEEKUV57yS0jonhJhOp9aBfr+fFUU6n1+7du3D99/nCHqep7WWUrZaraIoHmIF6tbX9/yyKnd2dqhzYRhWVYUQ/tznPve7/+yfff3nfupXfuVX/uhf/os7d+5WQgYBHYzTvf2DlZXFSkqp1Hw+55y32+3umQUI0eH+4eB4NOwPIDzJLGWEQ4CdRUmjfXbp7L0P7w2GkyLffy5prK+vVtbUsINGozE8OvZ9fzQaZVl24eK5TqcznU79wIeEOoBWV1e3dvedtZiQv9ubyhir+9g63jCKon/8G/94Y2NjOBr+1m/9Vpqm9bvxeCzqJxNWKIC1vGhzc3MymVR56nvefD5P01RJgxDy/bDZXIgB7HWXbm/txEkTOPfgwf0wDLQWR8eHYRTyuHv50uW33n7LaNVqJpubG1VZxAFbXVnCGCmdO+cm47HTJk6i2WioK3HmzEY6mfq+f2ZlZdgfPNi7V1WV53nG6nv376RpeubMet0JGG0594oi9zwvFXlaFpN0rp11CFKPU8GElFYbpw12YDTsj0YnYO/BcJv0MMRicbnrhc4L9e27b+SVFmU+Hg+GR7KZhIyRne37s/GQUu4RQjCEzpRZunTl8i2Rt5Lgv/yNf3Tx0ubx0Q7wIp+Bt994rZ20hv2jjV6MCJezfDKbNZJWzKFIp2WRd9vNQhS+F4d+MpvNCKH1k0YZg5jevr+zfdjXBhpENYTGwhNaPbAAAAssgUhpzRlnFFeVfCgdP2lpoD2Nv3m067PGfGzXV6u06nOsZm1ooefTmRACANeMY63sZF5BCAghSLlapiFEBQCoqgoyZC0QwgghAILD4ZCQ3pUrV4wFh3u7/X6fM9ZKYq1Us9kc9Y+rqlJazWczD6Mgish4Vg/WAYIE4eFo1KELpRTaGM55vW6xxhRKFaI4oX4AUE+dTnyG/6/8dSfB7s7W33fnnJKSMYYQms/neTb3CKDYIwQzTJ1T2lqEEGHMWqO1rH2G+BT6+PeJ4fkjJ5Q1fOnhqfHwDT1xRyCIIK6EUAhxTin2h+MxIzSJQ6sNJqjRXjqcPgjjRhTH1sGyktK4NK92dg/6R0fZPG00Gpc3186uLV66sHnl61+r3eTj8ThN0/39/RPKyHQ0TffKbIacHh6hIp9zzh/c/VBI5ZzjnhcnzThKli5fabVaCwuLaZq/+dZbt2/fpqHnnEbYhZGHMWSlxQxBAix01lld7/FqkoSDANQrujp1yp7gqqypw00e+7Y82n+6evAMHIQAIXQSjeKQNrZ++wCEVhulNIbA932EgDNWW6uk4TxotTqY5EJbiR1DDBkkM3Ew2RdFCQDIs4MsK/KyjJPG0uLyiy88/9XPfraVRNPx4KUnr9y/d+fOpF8fxISQIAh830/noxo5AwCoQU+OJmVVMt9fWlnLi0IB6jcWJsdHk8xgGtBGszzuN5pLeVFMRocrq+5f/8lf9vtH6Xxe5On6+voXv/jFzTNnf/qrX1hZXvQ8QBDY3T7c29+bTKdHg2GaFwag4Wg8mpZKqXqx0263G0nMGHvIU6rfq2yaaSG1rNLZTGkRhiGAYDiZzISMWu2N8+cBXSGEEEKUlNk8HY8Gk9nk9ge38iyLomhtdaXdbj377LOL3a7Sskhn88nk+vXrH4k2dM7WUA8A7ekI3sgKAIAhRIgixhBCsiwxooHnAafn02lZ5tO0+Mvv/fXq2pkXXvq0FwQEQmD0bDZL03E9AF5ZWakDDGuajpTyeHw0GY3eufZONpsnzQRj1Gq3Gs2GH0UWOilllhXpPB0Oh1vbW1VVSSl7vV4UResba0/GT5RlmWVZuj92OEhLGzJcKcu8cFpUQRA0ey2PMWAdNIWuZlmWfvsv/uKP/jizRiklOCOXL1964tLllz79wpNPPtleWdIa5Lm6d+/e66+/ub+3t7+/H0VxkiSbZ84sLCwoQqdFlaZpNs+MMgC4eZ4VVQkQYUHY6nYp4w2KBoPB9vb2bJZaa33f93iQJInvB0nSQAjt3s+UUlEcLC72xrP06PgQIcwYi+OoGS9gBBBCuaiUlOl0NhqPjZSUUONsZTUL/G4UEMaMMWWaPXjwgFJaVdpay3mQ+HHY7NbnSVmWe9t748m71969Np5MCiHSovi1//Ab//l/9Mtrq52jg3LYH4xGo3/75nt7OzueR4q5CYKAe9SaimCDKAbQaiEQ8Kytpx3YQWStAxgZbSyBWgMKMSS+Acae5qi5U1PWSU7Eic/9tGaeohcfXeXh46q+HwF4dI9ZtWpVCaIQQkgganVDY5SUUitFWRS2mZb+hYsXB+NROBl5AfMDtn90fOfenW/+3ofD/v7iQue//W/++2evPu37/M/+7Nu3b39wcHAw6h8AABnzOPOJF2JMykoggAAA2ljJke8zypEFtj883j7cBRhdvnBx6959jHGj0QCEhUnTWuswJdxXDlpElJbUOgBrcx1GEDtoJ5NRu5EQSDHzKmEB8h1kAErgGKPai2INQX80vrd99/hwfzTqU4ae3jj35JNP/Qc//9SDBzu7OwfzeXpwcDQdHg0Od9J0XpZFd2n1C1/5ydWlzuXzG9vbu0JLgMipEwJBBIGDECIHrAWg7pMscMAaZe2pzgK403zGk9XfKdGqvqyfsFIQhAjVZwKExDmITgL2IADOnhzptXqt3haCh8yV0xsS+Gj8Un3s18Huzp7eg90pheiR7PPjYbgWgFpkdVJHED61VUDgHIDopO9DoM6gPIHr1WpQ9OMLdC2p0AIBZyilmPNhf5D4wZmVJYLwcNQ/Ojo4e/bc8vIyD3xCGA2S+Xx+sLf71muvfuMbv/pb/+SflGVZlqW1djQaofv303kmpayrfC1PIBgGftBsJb1uL8syd0otr50F9d5sd3c3CAKt9e7ubhzHEMKnn31qdX1lZ2fn+vWb07QKk4hwihCinJdlyZhXiIIQWkp3+/728kJvc2Ntdf3sZDyYl0NKGMEIOAutCjzqU0SbkTV2OuprKfb2tpMkunjlyZs33j04OFhZWVFK3bv34MzmWefcaDTyPX64f7i8uJRlWbvdUsYgQiilEEGA0M7OdhQ3vMDf3tr66++/cnh42IxC7MzDW01RFN1uV2sdBEEQBOPxuEaAEkzG47GPbT0aCMPgvffewxj/5m/+5urywksvXNVCQQgtAJi4nf39bq8dxzHl3sLCgtFWCb1xsVVm5dQjlEBR5VoDn3OP8aLKKWFJnFSlFsqFSZsyz2Vlvz+IF3oS2LIsrdaEkAvnzu/s33/mmWfqcCMpZf0jW4ikMlEUSin9IPxYPuQnu7762lBfZjjnv/7rv/6Zz3wmzdKV5ZWLFy9WVTUajR4v3/CjoZQnjx/HUlTLy8tf+cpXVFmoqmi1W0EQlGWZznPuB5VQs3nVanf7/XFVycWlKPR9Skmzmbz95qtVNm+0G0e5whgD69ZWV69cPA+BPZ4MWs2g1Yq3th5IWQVBEOLQ9/2kkTRbjTRNndJv/O1rnXZ7pbe0tbV788N7RxMZhhHzuFLKj4IgjqqqanW7dx/cj+M4ShpKKQsBxhgQ1FtaZJCaQ8cDv07AKouC+2xvdzvPfISQUsV4etRrtZpNPwgp93GlprfuvrN7OPThoq6Ex3CRlhjwMPAYxmWZYei6rdbB0ZFHwK13r33qmSd+/R88a5ybj4/3tu6uLDdG03kzCspsRqCjflBpmJdi8MEdUbrFBmgHGDhDCW82wnmuCOFBEChj06IKwzAv5Z37H85yoQCxGOVCCWkI5cA554w9HUNKKVqtbrPZyLIDjIBDwDrwWAySRQh9rOv75K7PWquUfkhiF2WVZUW/PxBlZozuNFvK2LSQ2ABIMDIW2HroZtI0ZYx5HiGEIWir0pRVtbq6aq3q9/vtTu/8+fMAACWlkeLmjRv1YI4xFvjBdDKZV4U2RjkDIECUGGOVEA6AwA8WVpbyoijyXAlZj7o4pRbaSqmHZ3W9sj4RHguRZbmB/JNzih/L3HLgYWTASd+LMIQwy7IsnyslLm2udzqdMsdlliqljHMIAYRrTJSolKbM9wJ2UoyDFV/nAAAgAElEQVTQ3+eur56XPFR1f4wVWWuEHHCEUQSRNk5pWV8mKg2MAQH1sBdjxhGmDmJMqLZAVgJACBFZXdsQZSWE2D/qb+880EpRxjDGnuclSeJ73sLiYqO7sLx+prewgIwTQgAIh6PR3bt3i6LiFCMEjTHWqHQ2LtLp8GBnCyCMCaGeA25zbTFMgjSbEScoBdoqzBihEGMAoXPQWmtqWfLJsBVCCx7e7U58zCc/+kmxdx+TEp0W+HrRZ81plK5y1jkLLALWOQAxZRghZZxT9Ryaci8sS8ErZS1kzOvyyGgrpLAYOWOQhRijXm+p24POQaWNsfa119586/W3kjDkGDSTuN3ufX79rO/7nucBAKuqqqqyxktmWa6UwhBSApVTnGGPgiKdVnnKCI6TmE4mDhQ8iB1EjaV160wSJBiBUgiLcKO71F5YwtBZa669+94716/rPxGMYs/jjShstxuNRrK6vn7lwmUviLwwOuoPBsNZzX2dTCZFMZ9mUyllnZZbVxfGGGIRxcCPgpjTvlEOOExJEASA0vFkcjAcWigghIwSj3ucsShsdpq9Jy89SRAs8rzf7x/uHT/YniDnIAIUgSQMH7tnn9zbEEQAIQeAcXVAsMWIWGuVsU7LenpPqOesy6XCwAFEHMReEHE/eLC7v3f85xAjj+CI0xr9xxirLzG1qa+ulMYYynC311node/evv3g/t2iyg+P9h/sPjDWEkYJZ54XeDxYXls9d/FCfcANh0MhxO7BflmW9XUKG2cQdJQ88/zzeVkQRouylJUoi2KaZVoqYCXFkMTtpUYHOWuMdFpqpabz4tv/9jvf/jd/Eccx9kPf97vd7vr6xurqytrq863WT1dVNR5P+sf99969Ni9LSxAlHDiHIQ45xJg2Ai6Mmc8neT5zECIh4yQ5d26TUQ4AtNalaVqW1Ww6zvPCWIu1YBTPJtOkMQ/DKG62HURVVU0m4/5xASHACNA45owtLC+trq05rbWQo/EIYaSsmYynxlkIYSvpffYLX8myzBhzOt+ZV5VhDCGEqBeHyE2ystVdits9ZY2Q4jt/+e/evfbu2Y2N5cXuxvpCu9X7qc+9nF992vPwZDwZDPqT6STCQM6nwlhMGSKUYM9Ya4FDkDiALLAYMog0RsggC7ElFNapRwBB52pFKKrloNDVdCdrnAQAQGcthM66EwwjRCeP2o+a6jnrLLAP846cc9YaAODDKHMLkTLGAYxYyDiwzklrU1GmonQUL21sCFUZoxAJw5g+/cxLWjxpjf793/s9xhjGqLfQ6fV6Tz9xpd1uS6nzrMyyfH/vqN8fICiNts45SGDEYTadpqbww5A44VNYVjkCpi5RtVytrrh1yaxHe/WDDYCDGKGT/he0Oj3kjLWKcV9p6wiBiGALGIEYWimKoiyrKgcOd7prCwtr1lkN9Pd+8Nqrb93AiEZRQ5Rq7cw5CB2lxBiV59nxYPCtP/z9V3/4g1LqCxcvemEktQIQQwhOOz5Yd3zgZPdlnXMIYeTqk1Y754DV7lR7Wbdqj2U8nlwFlDEQIwCROenI8KnPzgFgUR2U6hB8mMUAoD0xcoOP0S8eV7s9lL3Ut4pPrgcfr5KPBoX2pHuFD4VV8FGXaK1FECEA6+bPQgQtrOeN9auF7seOqGtCNQHQ9/3VzTOD/vF8Pjk42GWU5tkMAjsYHEspW+3u0sqymWWddmv7/s6f/snOc8889Y1f+9VXfvDK+x98wBgry3J7Zxdh3Gg0hsNhVYn6EZdCAwfCyK9562maJk1W8/akFAjBRiMJw0Ap6ft+o5E457RWk8m40Wi8/PJnLl68+NZbb2VFYWZOSGkhVM45KTFiWjtnFYbwYDAaj8dLC4uLvdbi0oqWAmPYbnfCOCnKXInCaOVxdnh4lGfzMIpllb/zxmsA4ZXl1TMbZ/cOD4+Pjz/9mc8iQsI4+eDWjSiKtre3F5eWnTVVVTkAKGdCyoVWB0CQnLAuQRyEA4StMb7HgiCoP4hms6nqXcRoVFVV/fnWg//l5eWAuIPDgyiKJoVK07Sqqo2NjdBnh/sHs9mskTSWV1bWVlazdHr3wdbzzz83mU4RJHle7OzsxEu9sqxElUNoCAIOgtFgIIWgCDXjpE88hLCxKM/EoR12O52qUgBAxni73R72+8dHB6bR6vV6nPODgwOlBUJoaWmJYHLrzp0wSj7/+c9/969/UFQCQfyxx+9jT44xpk44rP9cluXh4SGl9Nr9azdu3EjTtA5aeNjh/0iFp7QOI1iWZaPRqDAaFVmW51VZpmk6m6UJRP3heDxJNy9cube1M55NGfU4pxh1ZJVbZ+dF5ua6u75Z5Fkc+ZzCu7dvzmejdrvZ7C01Ip8xPJ1VQoKWH0tZQQeMlKos41br0vkLQRBMp/NpmkFCohhHke/5PC8yY7QQwvO842Px/PMvlGW5srIipUQBNkKLvBofDeeTOQ28fFKWooII9nq93b2dTMpGYw3DlBGSzmeLi0+sLS6IdMc66RyOYr+qSp/ZKPLnk5FWikfR7Vu3PM64x42WELoL5zbDEM1m+bmzqxQbK2Q2n1Kkymxa5XOjdOTFoe9v7ewZSLVznW7HZ7jBATWC1XDERgNhaREppfaDUBblfn+8f9QvKqUhTUtpLECEUo9piwCwAOK6sCAAdSXb/w91b/Yk2XXeiZ39bnlzz9q7el+AboAbCBGSSEISJZGipJnRGhMKyUs4FOGnefGfYD/4YcYv3sKOcYzl8cOEZWpmLI01IimKawsECKAb3eilequ9cl/ufrbPD6eq0AJASi8THlV3VHRnZXdV3jz3nO/7fb+l3e71lp8+2SaEEkKcWPhkAfydJmBugOYWTBAEtVodI6yl9oUXeJ5WlZYFZzjEvFTEmooSrivNOS+KYuVsz+fY84JHW9vj8Tiu19vttjGSMJqk+Ww8qtVqCIBhtLy8DABhEEZRVJbF0tJSmszdSLwsyzAKi7wkjCZJUq/Xa7UawvjMmTPT8STNM6W1K6gclUYr5bjoo9HIGY26YRVQ18LZvzvD0+U8H7NmGXO0aqUrTzAnlkkXVinldnmtlVHGJarSkw+3meO/T7M+jAnCyhwfn1opZq0bHJ2eZB/Ce6zThro4YUKYy/9kTEtDuQeUldpqA4RxTFhYi70wYEI4n1wtJfMQxlRrShlDxhhrgZASWLUoYJ4/ORi6ua1SCtIZAJw9e/baCy/85m/91uXL55O02t7Z3d/ff7j16OioXyxmpioAgHLPcg9RQghJRjM/FMVssLy2rJTlXFCKjFVxHBAMQnBroZIVY0IIrpW11nJGrAWtlXvvjVHuBqCUUEKMMaUsTybg4AyvpdGMMUIIw8QZlxNKECIWgGCM6TEZ1hiDEeKcW4OKomw0qVIaIWQNEIq1NgSQtgYjoIhYY6VhVAhrkcYaUUQ5oYQU2khlfvjWd1dXltXd99M0da1Ip9NptVpLS0vXr1+/du2am5IbY777nZvJbF7N51hnOp/HPvOIjSN/Okehx9JSpoCsBSsrQlDk+4Ff01JxRhnFqqqKLFVKeTg0ShtKB/3pd//qBy9ev/7Wm3fSIh9PF2lR/t7v//6v/PLrtVqt0SBZhg4P+4vF4smTJ2mapmmqlCrLIstmihRFlmJrKMatOEZWc4a4wM1eeyUIqRBSGWvtfDZNkkWSpTuTyWI+j4JAS9VqNV5+6aX4clxZTBECZPNknieJ1vq4hKWCEAwI7GnuhQvbpcQCWIQBE+QQGIwrZRAYTgkhRAMCwhHllTZceJXWBLgssjKD8XR2WsYtFgtnC95qtdbW1prN5oWLl4qimE0mWVZWyiBEzp2/GNfrIvBnySLLsul0urPzbDweu/O1Vqt1u91Go3Hx4nmMsUu5KPPUEj2eD+5v3SWC1et1Knhvte2JFbBAACFMlbaLxWLn6ZPxeCAoZgRFfsR5gJIy8P1WtwvIIISm0/nBwQ+LolBKPXny5A//8A//yT/5Lxt1BAgdHlVH/f1337395//uz589286y4tLFKzafnTmziVkPCFHaGGkePHjwdGur0Wj0er0giFaXunEca2XTNF0sFoODbQwoTdOyzPf7g7jZFJ4fRtHlSxcxhiJPF4vF0WI+mU5UUVGM4zCKwwgTIpWqNxqtTgdhpK2ZjLJ3br/nRsG+769unFm21lXPVVWNx2NM0CTfXuW1NFlEcT1sejxqyLLaPRruHQ6/8Zc/SJJEVjrwxcWLZz/36quff+WVS5cv/OEf/CeHo+HuweFwPN3Z3R8MnjUaDc/zjK0IoaWURmEvCKSqCEIUWcoRAY4txYS6FC/P8zFmgMBIXQtqRV5wAVVVCUYwxsaa03SB44iIY5YgfDAXOgFW3ajEIfH2+fEgJoARJZ4GS5lACBmlCMWIS8skpchizT2fGG6ZRwBha4hnETJL9coYA0jffe9Oszl44+Zbg8GAENLrLV+8cPkXfuFLn/rUi7Iqjw4Od3Z23rt1+/DwEIp5LepwUnEfS6O5sAwkRSB8z/M8VouyLDNaYUaR0bLIsTWCEmPBWI2BWmIIphjjoioZII8TbS3zPMTA2BwwEIYQBp8GjDMMyEjl0i2LvFi9fHZe4qDeooRKhfx2M5Nyb29nOh7WG7W1tbVrN1564fqNJEkH43FR5NpaTAWh3BJDKbcG0iznjPhBQDAucllWuTGm2WgDGKW0H4TSaK0tdqc7gFM3OaXTaYONMfZ8r6gypXRZVggTsNjz/CovLAYhmPMMCIJgNBrV6/Ug8IuiEB53Oq5jp3IAQp5PE3EbgjXGNaJOx32ciI1O4qA+Rk5ijyklx+NkC4QQRk7GxRhRemziQoC6GTGjGFECFFNECCEW7Mei1K5pF0L0WnXf91dWex7D2GrQ+tmz7aJMgkDEtXBtbWV9Y/Pg4Cirqp2njzzGQMtvf+tbBCNtjfNv0NowISwCxvjS0tL9++/XolpRFJTgsBO6GAMnCUvTJIpCjFEYBq79q9fj8Xjs+x7GSGsNYLWSeZYarc6fP3f16tVvfOtbT58deD51w2RlDBCGECKUAAJlrNX63sOdJJlfvXwxbtbKPJVVERMc+b6UJWbk0sULjbi2s7ufzOd3bt3SgK/feOm11366LMsfvXsrTfLZbPabv/07d+/di+M6Z2yp16EE/eIvfulHb7z9/e9/P8/zWqM+Go0QxvV63VGCu93u7u6uJ8TzPj1CiGvXrt25c0cI4UZew+HQW+lVssqyTILUWud5Pp9nxFda6yAILlw4u9RubD99UlUV495oOrl4/hzjlAv/0sXzz54+EYwzxjgjNAzqZ2vp7P1mo54XUpaFx2hWVPU4ikK/2WhPpjOg/LA/9v0obDQp41IbzrmUMk0W169eQQRprfuHB3E9IoS4FNk8z1/57E85gCnLMsG9H7daTuchrt8bj8dCiD/6oz/60z/9U4cKJUniRogf6hU/JmsEkyzNNlZXXPy6lFJQP4qi/f19xjhCyAKaLBb37m8BxYSQ2XxS5N2Dg7Iqs8OjoyJLk3TROmO0ldZWBFtZpmBKZCvQFYCSZY4xIgR3lpbKLEtmkydbD3aePc3zHDC58dJLe0cDxD1LBSLV57/4+bAWHg2OgiBI84wJzgTnnvfKq68uLy8fHh6+8fbNN37wxiuf+oyypt5u5UXhy0qDZUJUVaW0Cr32wd4YQeiJgGDylS//Aw74v//vvvGF+vmwHhWF9YP6ZDS+eO7c/s6zwBeyqrSqPCGk0YQQkOqVV15JZwdF8mg2Gmzv3N7Z2fvP/os/KPJB4NHZMC2z0gZGUNpsNGdZGYZho9H0GGK2QKaUsqJMZFmGMc/yIm60Do/6Dx8/BUQMpotcBjVParu0tDSZzHjgWQ2MON2ssqAwwjzwnL2C5wutrLHGWnOMhhOC8I+NnDkBy9yeRrTWnDNKUa1We/GFF9/64U3OxFKvMewfcYq1kZcuXqB+44dvv0cJySsJWgtBrLVFUejKLhZpURRlWa6srg4GgyxbYErObJ5r1CJKKUYoELzVbDqwwPf9pd5SmibC50EUNerNdDZfLBaMicl0ur29vb55JqsKB76ni8QhboSQUpXOwIJg7JZfvV7fP5i4ljWKwsowSqkFiU/EGB+AFycMEUopJtha7bqbqqrCRlP4QikFCLvQaUKPV74QwgV3E4ztc5HChJA4jLgIwlrdGEOPg7f/Ps364BT1dBfi+aHWT+DLnkggTmhPGAFGBqyxlgpKOWGCUk4JJ4wTwgShqMIWwFiLAVFA/vH4DaACkJV0EgsSREEQ+QDL60sHBweD0Xjvm3/53R/cFMK/9sILFy9e3tjY+Ie/8RtxvW7LbHK41+/3Hz9+dtTvJ1k2mU0wQZSERb4wVV1wkiaJ4CwKvNDzKMOL+Zxx32ijZFXR0vN8jIzSllIqPEd+MILxD7OGnkuQdw+6pQAAxhq30wFxmR+n1wMTihEiGGGw2MlAnyskjqsJcBrDkyWqEMWIawxA2PHzDFCMAFPLfKA+IaRWq7lsQ4RQkiT9fv/mzZuLxSKO46tXry4tLf3S6z/vCZ7N5l//f6tnDx8YmXOCGLacknqt1lsKiwqstUrKssyrPM/mebNZd0Y3NAha9ZgQQnJlpPR8ni1mUqH9/UGr22k0eutnr2LKv/6N7/7Lf/4/ttvt69ev37hx49KlSysrK5/5xGUpUZ7Loiim02mSJHeeHCWLRSTEeHhU5UVci8CYIkukUQZT6vvd9moQBK2Ns840r8hzMPrg4GA8GlVV9aO33q3VanGnHXqe8Diy2oE9QgjG+XFINFiLLGCH1lCMiCOAYUZdiW6tBYSIeyJywTUfHPaAMCFECGHAyWTM6fSg1ekYY6bz+Wgyuf/wIQCUKtncOPPyjRudbmdpaSmIIkBod3+vrEoqRLPZfOHFFz/96U87uGgwGDx79uzZs2da61ar9fLLL1++fPnSpUtvfPvbgFQQxJ1eoz8a7u6N87KMgqDT7qwsLzdqcRjXK0MsYeeuiO58ZXh0aFQ1mIyi0PfjdpYlG3GTaOkqGM4sDij4cOP6y3/x77/x/e9/f2Vl5Vd/9VeXl9oXL5z97X/467/ypV949vTZ2z969y//6tvj/sHR4T5Q1uy04zhutJY+8fKNoij6/f7O9jNCyHu3qjAMhfCdmQ2nVHis2ayfPXu2nRX90WQ2m+V5XpVFFIW+x9fW1lYunC+yfDGdlXlepFmapi6XKcuy8WTcbLWa7dbq6mqr1ZpMJk4GsLW1xRiL47jZbLqYjf7TbS9qtFfWgHuj2WR2cLSxseExTzBGEXhhrVVJojQCMxmM/8U//9/+l/+p6vZ6V69d/cLrP3/52rVPvfSpWswf7By++eab7777Lvd8SmlUi5UBXWmnPldVJaUEpULu5VXlpHgIcFWWYBElfDScxHEM6Lj0McYQTBhjlVZ/G3B2fMSeokLoOXm3M46y8AFVFGNCKUNEYqKwJZgAQkAxp8RHFgggYgEhYCRFWANYz2s0Gj3K8Lnzl/O8mE7mt27f/fo3vpMk6Zde/+TrX/i5F69de+2Vzyopv/YnX3v7nXeKMkeUIEYEgmbg18Mgz/MqU4oQZC1FiCHwKGGUEGuMUoA54xwjYq2ppDTGeIIjjCxCGCODAJBCRKHjAEWKEKaEY0SBcQxAkOWc5woKjYUh1GKtwRAAIBdfeMlaPRr3D6fz2WL+8vUXv/yFLwovyPP8ndvvpVmutE2SxFjUbDZ73VZZllmaYIzDwGOcK4XyfEEZ9wTN0wRT4hzVTolnHy1JEUKFrBBApaRFhHNxeHgYxz/DCXGYZiUlIZhzHsexy/WWUjrI9gTpo5RSparTQ/BDpfPxUBcA/ibR90O+MgihD7m6fewxSgghiBK3ODAhiCBCGCEUEUowxfhjw39rtXg+omWWU0qjKFpZ7jUi/8G9O48fPqzKotkIkdHWykYjllWxtfUwyfPN9Y1nu9tI61//1a9igr72J/9agm0vU0yJUgow0aCdUsDx9muNuF6vez6n6Hg+zITvAtOqqrp582YQBBcuXHDOLhjjKIoIIYs8l2VhjNnb3Wl3ep1WOww5WFxVlTFWeN6xhB6jY589wK1OvHswr8o7Fy+cbzUaykBVFhvr6wTBzvbTLMs2NjaUtsPxaDQaxM02Avud73zn6tVrr7zyyt37W2+88ebG5rkkyzqd7sH+7mg06nU77Xa73evWW83DQV8IQTB1L81ZtlhtPC4YY4LTIAgopVVVDQaDbrcbx/F4PG40GovF4ty5c2MrnDO27/vGGiHECy+cvbv12M1aDw8Pd548UkoFQcw90W23AOPLV64xiueLRRzX77//vlFqMhqFQc0XAaO0VqutrTYQ9jjg8XwhiPfiC1c/89lX7tx+h1BPqXlV6UoqpQxm2PeDpW6v7nlpmnKPI4SyLHNvQZ7nUsk4jouiGIwnUsrA9wlhP6FOO00/dviUtVYptVgsjtVN1n4sxP/RnqEqq0ajYa199OiRKvIqT6O1Ve77zWYzS4uqqijjwgu8wK+ULMsSU1KWZZrK4aBPMCOMV1JfuLiZJtMv/cIXz6yvZbOxxMZnhFMMRhdFwSlrNFprGxt7O9swg8FgsFgsrDHnL1yazhfj2fyoP8Tce/31n/J9sbKylGXJfJ40m01nzFPk1cH+0XAwTpLk0YOHeZrt7u5SoIyJ4WR87tw5EQaLcbJIFpRzLvwqn2SLIs/zF6997uzmpTe/98b+3vSHf51/7vVXarWlxcJgi4aTcRzH7WYzLzJVVlmZrSyvRrXaYLL33nt3dN5XUs/V+Ohg/+Bg7+rli/2jp+PRIcJW6WpwlPu+P55P4rgRu4VIQKVJQDkANhows7ksFaDxUf+oPyCUK8Cl1EEYZXlRr9ddl54t5ph7mFHGCaNYaWsBrLJFmXEulFIICKNUI4sxnBbnPzFW9HhdWGtdpw0A165dm8+TbmdJRn6VzqLAt6CRNZRigpFRWitFEQVKtVanu7ELcCfYc1Yd6+srWZFPp9NmXBsOh2mShJ4QnO/t7e0f7Hfa7cD3G416o9ssi6IVt8zy8nQ8mYwmXuBrQABw9szmPFkcHhwmScIYw4RUVUU5pRgDWIqwu21ns9mp6yTnXFr0sQxP/NwHQsdJqpQcg3Faa6wwQtiRY5VSlGFjMOe82Wz6Aif12nA0nUyn1lqjlKOiSCktECbU35FT+h9X1wcn1tCuDz4VOTx/5/8Na7uTL2JkCaIn2Y4IYwuArdXaVNoYpbWPkLFGSnn6ZUIpExwhZAi1GBOMiQWllJKS+NyRbczJ4HWRl9OkFELEzQ7GJCuL2/cevHv3HkJEeCIMayGDus8ajcbK6uqLn3gJYRqGoecLynBV5aXMi7LgJDCyUmVZEWJkVAs8ylkUCKWUVMbonFCMCYCVANgYAAsaECHsxOwVUcIowg5jcIo+Y8zz14NSSgmG5xkRFgE4GcTxPWEAwBhrNRhtAAHGlmjAFmGkAQg5riE0oq72AIoQwta4qRWhFCMqMPcxtoxizDAgQICsgXrcqtUave6K0urwcHBw0H9w+3arXvco7R8cULA+ZxQDxUCQQUaWOYiwgQGFodciDUoJwXg+n1utpJSlkpmUABBpbrRBVBjsUa/WWd7wfD8p5DQfFlIyFlx78boxZv/w6LA/+Oa3/srddS6xIIqitbXVXq919cpm6DUxshzpR/cf9g+2661GFHDiUUOJAbn/9CE9dktzkcGhEF49ipe6S5Syqixns9kizybDoTYKg4mDIM9zay0FALDGIAMWMEbIYsqQtYgAwgwThNEx3ONSuCml1mHvz41hwFqttXNkBYwIZwSAoOOol6wqCSGEUc6Zc4ZqePF4Mr95802C0GQy73TKwWBci+MobkitlYHRcESQdRt7r9NuNxvOVWwwGNy5fevO7VtCCK41MtrjdH1leXNzAzPqZISqrMosnY+GuXpmiU8Zq9fCVrfb7nSMrHwh8ix55623NPDposDKiZiBUs8TESHIWE09T2u9vXf4P/zP/ysyZT3yPc+Lo9r5s+eXur3f+93fDcPIYIQoWWSZ0jqvdL8/KIqiFojrVy5SxjCmSiljbLJIDnaf6aoQjOdJerC3j7lotZpdLgCBktViPh1JaZQqKWGE+lwIxlrNFqf06PAQAALfb7VaUqn+4RHCAgA8z/N9v96orawuOTlfmi6cipoKPk8zg3C9060vLVFOk2RhtFZVJStpEUceE8JQgsNardVtYYu0lu++c/vZ9p5FlDIexfELn7m2vLz8W//o1xhjBuR8UUwms8ViMZ5MdaWNMaC1LVKQKdaGUIoASaMxZphgQmytHhgj0UnuiMWYUPKx2pgP4jGPTWThpPGjDko/ngc5tw58kshmLViDMSYYCLYEG0KAYwCMLGCMGcIME4wswgQjpxMAabTUICiPW+1GnqdBFHh+a2kVLl0FBGg6fPS1f/v//F//958EQnRb7c2zZ37zN/4RF8Ji6A/7/dGgFvs+A+AAgKoq55QRghmSHCuGETYl0tIQAAIYU0CUeUQQBtrYE8sqCwBWE6zBNacuw9EF3TmhIyOYEcJ8JkIviBBmBitgTCk1zkoAQ4K4HdaxLO5vPbl7f8sCbGxsNNvtM5tnoigOo1BKM51OJ9NJlZbYVHlRAEL1eiOK63mWG6ksIlHgXDeM5wUOjnVEtY85KTlHQQhWC+ERTO/cef+NN96yqvQED8MwjmthWJOyCALhxlOex7TWhBBKHUXTVFV5KnE58bKG55vADwJ+PsYo/7mODuHToxN+XONHCQXj5IUYU4sopVQxyhCllH7c6kNKyqIotNYbG+vnzp2x1n77298Ifb6382xnd8v3/E6zaWzBCWu368PR9PLli1euXHnv9u3P/+ZvBEJUsvrmX/yF1sqPIsdvTNOMe15WyaqqOBdGa0KI1mY6nVKGGSZBEMzncy+Uvu8XZRbH8csvv/zw4UNCSPOJYfsAACAASURBVBB6eZ4TijyfE0JqEFLKhCcm05k1IBgDCwhhSujxZ0zdLUEwYLAY0aIywudJYd9/8HRleWlzc8Pqxe7ubhyFCOGnT5+urq5mWeZ5fqUhimrbOzuVhN3dvaBW9zwvTdN/9k//Wb3V/J3f/i1nrlFV1b/51//WD0I33XLYqbV2Pp212m2t1GQyAWuVVJweU3Md977f73ueF8fx06dPnZZbI42Jq4mZQ6zK4UAp5Z7GKRrs7xllms0W41x4AlPqR+H206ePHz648cK1PMvG4/G3/+rbyGJKeD1uDvuTqigRFpgJj9Mg4Dv7+0+fPJUKrCHKQF7ILC939/a8WpAkCeeUcfb44cPe2kq323X+1Zzz+XxOOBNCjEaj/aMBxtgBNz+h5Tt9paflL6XUEWeQoyOd4No/uVys1WpgTVVV0+nUo4RSOhwOe71ep9PRarhIszAMpFGD8fB4kgDge54m+ODgsN1uVQptnr08mQzarajTWvEYVtlwbakTRX7oexTjLM1anaVaFG8f7Bd5po1JkrkfeL122/P5vUfPDsbzV3/6p71abI2cTMZxHI9GI0KoM11T0ty8efPevfuNRqPb7XJMfC5ajSbjXp4WNz7x8pUrV+6+f7tQ1XA6qTdrR7ujZqN1NJgia65cufLf/Nf/rUrtF372q9wfvnHz/UE/o6zLiVpdXd/dVoeDQafVymyutWn3egBEiGD/6KjrK1UppfTG+qo28s03by4Ws0ePHva6XYTQe3fvYUsZt92llaAWT5OEM6oRLK+sqKLIS2WMmS3yaSlH40laSkxZVkggtKoUQrjME8EYBsMJEGzASCkNwogSjDA21hKCnSBFKY0J/uDIOTF9+ZCuD8Hz2aTkFH4yxnS73WvXriVJ4jFBuJ8bo7VWVS5VqXVFiDRGUYIZFwq0MaX7TzhnnHvTSZrnea/X63a7GOM4jrnwd3a2EUKddnt4dJgmSVEUrVbLWutwt1qnbpQuiypJU4wxYZRzHkWRtea111578uwpwVhJmeYZoZQQIo2Ek8Gdo3i41XuyUWNrjfP6+tiW79iKHxGCGEJEcHo6AThmw1p77NwLmFIxmUwGcc2ovMxSxyl9jvYMVVVpgygvXRTcjzPf+o931keP05GtYMx8THOMnh/6uWxdjDFBGCGLCMYEjn9jA8hakJgAIkA5wRQZ0IC5O6SP/bMpIhZTl3yAgFLieUJKeeqi4CT7aa4LbQ2xIWFBWPOo8PygrCqtdWkJKGsQKnPZzwb39/qq0nmeE0IQslKVnU7zy1/5pS+8/suT3aNL58+99OJ1Qsit924fHh4OhqMsL6SUUVxr1mODjNLH/ihVpatK+V5ACMOIWou0NkZpzMRpeIN77acwM3UJIfjYa5sAALiWDGMEFGNKECXEYGzBoGPnEQTIYMDKAmBLMEZg6XF4IlhtEAFMKUKYUEIRofi4jAQE2uJTnzHGGOMsKyshRBjXCCHOQQTpoqi0JppQToRXKWMAE8LCqOb5wXSRLuaJ29wJIZQyStnyyopzVXEVlTGmhv2yyK3VB3vbeaWIJy5evVbIajieNju9wWik877B2mCDKNXWKqWqNK3X64ahdJYdjB8AwFH/z0ZHB7XAv7i5/p//p7//f/4f/7QoUVbY7YP9rWfP7rx/16tTQojvx8ILtNZJVjx8dL+qzHQ+b7e6P/Xa5y5fvTSazRq1mueLIl3MJxOH1zLGKGNuYRLny+NabYORMYRxo7XSxpkoMsqp8+pBgMBijCjGYC1BiFGilTFaGqMp/cDXGBPCKTXGSK2PxV0IpZlmmLDQZ5hQ5oElb7zxljZGWWMxCsOw122u9tpnzpyp12qOfpbnObJ2dXn55Rs3lFL9fr+czLqtDgG8df/hZD4jhHS63V6322t14zM1nwtLeaFtnucH+/tPHz8s0oxRbJTutNtCeEabT33qMw6Sz/N8Oh1Pp9OiKsqy8vyg3oyCwEuSBFtDwBKMJ7NiOLw9m04P9g+CIGCCr22sX7l27cbLL126cOazn/wEpXR3d/eNN364v3+QJMny8kqv11tdahndPDzcp5S2O81r164cDUYHw1FRVpzzRqO+vLwc+b4QIjNWVlWepFmSjsaDIsvBglFaVxIDajWavu8jyubzuVLq8HBPKeWKj06ns7Gx6qqrbLwQnGIMRqnpdJ6Vxblz5zjntTBilBZZXhXleDKcjIZlloSeV4uCgMbVs91Wb8UPI62tNvDGzR+maYoQ8jhvNOovvXTjZ37mZzY3N1ZXw6PD7Na7d0aj0TvZO7OjZ8QTGhMRRhjRqN7wgnAymZXScMqJpc7HlVJKMHEMzx/X+B0fN8YaOJZGOCKK/mAudNz9MU6QtgQZBAi55FvDOAhAxGCOELPOVgaDQ+EAgLIQcx/JAqjQmALlChHKCOEEW2yVNsb2zl5DAKCVqSpl1Bs/uv1v/uzfC8EazfjGJ166cOHCV37l9d/9rfDJk+1bt27dunVra2ur0WiAZBhjzoDaklrJvABja1wXC9RaZywCxlouOCIABig5lkG6ytIa7VS1gBEgDERjUBQDOwGZAYEfhphibXRR5lVV2LLimHtRBGAriw4OB48ePy7LcjQahX7w2muf+/QnXv7kyy8RYt9++/a3v/PdyXQqKNaybLVaaVrMJoMgCAI/0saedt0f25MrraqqFJEnPJ8xUSrNKANghJDFbPL08VZeVmmeX7lyZX19fWVlxZF8EEKulXK8fSf6eB7xPPnraSUNH+3gPtzUWXv6gAsM/GhJjZ+D4zGyBAEmiDjejfviR74LF8IVuO12u6qq3d3d4WLHF7wqEs5BywUm0frGMufBuXMbjHPfqwnhgTGL+czrtC+dO/dnRaGVij2vVquB5y3Kyvd9m+X9fh/AOm02Y8zzPEKRLEpnbulEbr7vH3vAELK7u6u1FifyDSGEzxmlFFvUqMVlWU6n8yrTXsAYFxiBNWCUPA6lwJiAJc5sAwATUmjYPhgOZ4tPX1npddpSSm2s53l+EAJM3Kx8PJ5MZ4u8kNZag4hBtNPrTqfTg/7R1atXjdaH+3s7O09u37p1/uIlJnh3qUc5I5hhQJPJxPmdgrVCCEaREOLUohwAarXa6QSs1WplWVaQgBIax7FgYBYGG0MRvnTp0qDf39nZqYUeQsj3A2shK4okTzc21qNabfPcuWH/6K233jp3ZvPxw8cLU5aFUbL6yi/9MsV4f2e33VuqNztFsYjqkeDoydPHjIeUeRbIZDaP2w1jIc3y/mBAreadLud8MBiEYRhFUbvdvnDhwnA47A+HCKE0TWezGaVUKs1OhDk/rus73aOcI787RJ5/2ilZ+icwPKXSgjMAODw87DTqq0vd6XDg+75THpK8sAgxwZADIhmpZJGlqZTSE/5oPL9///7rr78+T4arS0tn15dlnmazYD4e+YIhsLKsqlIZDf3+uB4H9SgYP50Oh8PAF1EQjGbz6WK+vL524eq1XJtnW+8vLy8bMGmeNZtNLgTnvN5sDMejyWy2SNMky4rpuMzyM2vrUaP5ztu3Zsni3qOHGsPquU1eC7e3nwqOF2lCkL5wab3f3xuNRlfPvoQBGe21mmdWVtrzBHU7fPXM5v3797WG3vLKZDq79uKNOG4eDkbM93VZFXluAHHu9ZZXW51mXI8Oj8zu/u7e3h6yNIyi5d66ykcYtKxyLUsRNrxmc21tfTjoDyYHxVwfjKYZEK2NRTjPK6WBcmwsMEKVNAgbT6B25BUKess9AJgtZklaWnD2TsT3PcKYVQaf1M8nLucf7foQ+sDb8/gRa63v+wDw+uuv93q92I+KJCHID8OwKDMwEmOoqpwRn3HiAZcGCCGE8Fqt5vR1vh+GYSgriOuxlJIQiBv19+/dazfqy8vLb/z1X48H/fW1tUajIfP86OjozJmNbrc7Sqd5nk9H08VkZo2ZT2az2SzNy8ODw62trb2DfXvShnmULi0tFbKoioIQLIvSUYpqUTQaZw4NybJUW84YQ0j+pHEfItZqfDK8MkpLKSM/IoQSSt2GzxgDa4fDIUGAQVIESh8/zmlw7OGJMDlVd/+HsfH8D+vmgk/Evqcn0/Pzvef/jLFjLZ5oE1wXBEAQEALHHp8EtFVKS4uNttoYQzlx3DrnmIcxEGIpWAsWIUsIwhRzQgFAG2ONPWbQcj+Im4RSg3mhTVZpCRXjQogAENbWpBosxtZYjCjjPq3XOGNxHDXiUBv57Zvv/rtvfG+FYceEPLO52VvqXbl0od5sUEq1Vo57MJyMDvsH08lsPk/KLEXGEOSpstAKKBWUMISIlNLtkgBgtAFCsUvxOjGQxfgkEPM4NgcTwKCxQQZZZ9gNBJxRgXWZVIBBI3NSOCGDAGHkWWkBMOEEGBynWWGELFiwugRdWBpSwjEmGCNroNKaMaGknVUJpYQxxqinAElCy6qsDKqAZtJoRC0VRIRhveU3OnUEhFDGmLGQF0VZVZP+wCXfUco4F4QQElnErO/5zV47aITS6p3+LqE8btcNtc2lVp4IKWWe56WUFhtDLa01FkpPxznGRAghhOh1u91m3cgqSRb/8n//F1/7V7TdbbY77dWN9dUzq+e//PPdVlwWMsmKRZrN5+l0kWxurgzH06LSypinzx7ef3DHC5seY1wwDIZY67ynHS9FSq3BMk4pc3MXZ7KPwTj0BZxtggVtAYPRgBEimCCLsXPwoBxhQJhxT1sCxIL75QaJFgABYoSg48g2Cj62YMwxsVdbsBZbwJx5BoPSdtAfDHa33/rhDxEgIURcj9uttud5vaWez4UQolmvj2dZmZWce1cuXMGMYoLLSipZ7W3vFVmOrEUUEUYC3+/2epfPfJJiUhYFWFjMk8Hujq7yrXt3KxCMsSDwo6h+sbvCOCUEJ8liOOxnhdSWZFlJKScICREHIU9LvLoZrq6ucMHyorh15/5bt27bcrq+vn71ygvdbvcTN6796pdfFyLO82w8Hk4m8/F46jHq+/6Tx080kO7SSrvZCuNYa12WxWQyGSlVVUWmQXDuc8/jfG1llRP6/vvvW6XBWsHYYjY7yDIeenEcc0EuX7mAMXYBO0mSbO88ceSiBmEECmKLWihW1y5YjNI0XSwmg8M9jDBnnGDsL/XOr69wgoi1ZZYm0/lCKyPEJMuzvKzHzXa9t7a8iRGSspRV9dfff/O73/wupaQeR/U47nQ6ca32i69/ptZoNbrdo8k4q+Rwuni8vbu7N/ejmDMhDQIZYoyBHs/yPhb5/uBB+BDH77QhIR/4QALCCIizDLYGIUStpdZi5WHtIYwJ4sZZiBKDAIBaQAYDVNpDGAMlBlkF2hIUNWJrjTUACDGfY0wk8bEFApZHmliDk6q9Ii5fPj+Zju5tPXvr1t0//uOveQT3er3Nzc1P37j21V/8uXq9XlXVfD5PkkQptb29rXhgNCDKuPABkNaKUurwKUI4JgRbRoCdZGMiJ0jDBABrF1WLdBUQIbDmWCOMDDGEEKNLazCmxPc5pcgwijQ4q9tKWVlJyr1OFC31ukbJrYf33/nRm8iqXq/XbDYvnD3z2c98qhbHi0X65OlTI6ssldmiUoG1SDgHwlP7gY/M+hhYz/GftTFHh4Pvfe8H6yvtpW43joO1tRVl9Lu338uyxe3bg8ePIyFEo9Go1WrtdjsIGq6S1sr+zbAigj7Az8FaiwnGH6mPP5zvhz7s+PKx+MHpIoEPaJ+YAHYw1kf/hTwJbev3B8TK2WymcBlFTCWFEJh6gnMEUO3vDx48eD9Ny6P+RFXK87x333777Mb63Vu3Dg/3gRzniEpCFosFwrjtB9Pp1BGbnalDt9vFBMosdz8/Y0xr7VwutdaTyUSdeCpIKcMwpJT6jGV5oY1ptDoA4DHOGQZjK11pawX30UkshUNGLcLIgjFgAGGEGSUa8a1HT/M8pwT7grfaPSlVWIstQjyMs6KqpK7X64yJ8WzuVCVaW4REskg7ndbKykpZ5mmSVFUVBMH58+fH47GxhiDsgCchhODcJS05YtipH8OzZ89efvnlJEm+/OUvHx4eaq1xFUkptdaIHfumGoDxeLxYLJba9el0WqVJo1Yri2I0GglPWLB7h0etenzp8hVsTBiG3W6XFKn0VRzWer0e536yyCqlszwp8tSaqtWsDyZZu9uuNZpod286ncXTejQYsEBcuXJ5pdPu7+wmxSSsRe5S7+7uttvtJEkAoF6vS2UmkzEhxA8CBPgnMzyf5xU7sMO9raferR/V9X103bZqcZosCCGe5zmDa+d/6FJqi0oqY9qddrfTHo/HCKAsK0LwYDCQyuztHlqDW82lCxdX796+tboUdzvNox1kdVVkKQFUFiUnrNtdns4WXi3CFAvfu3z1SrtRPzo6arZbvc3zn/jpzz/a2QcmCMFSylqt1mo1y7K6fPnyfD5/7727jUYLALI0y7KcWcQQfvjgwY2XP9lqtXYO902K292mssYLAo1sqxMhYjpL9Mu/9qUolvvbT4+OjgLqbZ5vKK08D1o0XFmqBUHNC0JCaH84QYRFcXMyTwwARcQPaySbA2CCSVnl3/v+93f2n6ysdsKwlswzo3UQxEUpBZj5ZFQZQFwUHiW6evzkSZFliyTLNLOYYUyKqiylwZRyjzRbbaXU+c0zn3/t1dHgaG25u7eznVQqy/P+oF8VVDSDUuosN2DNbD53iBVYJzk6fotPSOZ/c9aH6HNdCpy+9W6aPZlMKlFGnoiiWjonoeeXlRKMUIIZxoxShEBJRRCilC4tLa0s1bLFhDFWr9e1wpzz1dVVhIzU6ty5c9liPp1O19bWdFU6NiYgyPN8Pp9PomhWLmaTqWBep9fNFkmaZnG9jghztkxaa6lkt9t98cb16WzGOUcUbT14gBByeQlCiHq9jtDRyf6MTmN4Psq9f35/ppQ6fPJUbCWlZIwzfKzuduCa7/ue58lSaa2s+RsIiJs2nOSHwcl3//vU9eHncZ1Tb7cPls7HRj0ijE+2GQDrJs6YAsaI0GN/GyEEZQwsopTmZckpZZRRzjHCAECsBYyt41NZg8EiAAIGIesc1njcmKeZVMoi4nuBMMCY0NYq5ZJ/hCFYAgCyGBOLqLVGaYyk5YbEUcuPm0Ge0+mBEOL2rVv9o6NWt11VVZLOjbV5ngeR3+v1zp7fvPLClc/91GfPn7s0HE4e3H/0/t2H83naPxoZYwFZa6BS1amXqdKKcqKVopRTSp2nOBj13NAcERcDaBQAttipGAATRFwtCC5WCiEKDmFD2ALGGBCxxhiDANyRb6xFzlqPINDSaknChjHG2mNWhhBcSsmYcEeCKhVCyGDwfK8qlSHcC2ODmMVUAz4ajHIDgPAaRZTSIAzDqFbzw3pUW2p3KmXLShaVdG3VaDKaz6dxFII1pS40UrVGZAEnZWoxyfOi3liNItrosVO4dD6f53nuSDXGmKRSgkOyWBCwHkbW6N3tvTKfz6bjt95+oz8cSq1kmTQajU9+6tMvvfzJVmf54qUbneV17vHRrFwk2fbO3ttvv1OLV7LFQqpKlaWg1KGVQgjKfUqNxchYrXWJMMaEOj9AY62T/1mEtLbGGAPIWksIQkDcmJozro11E0FKqQF7bFyGiTOUd2CSe3Vaa6V1zEOpKgXa54IQarR1xD0uGIAtpQSkA0aRE4Vaq6Xa2d72PO/J48fz+bzZbF64cKGOQ2xJKCJscFGWgBAhxGNBd7PXjOuUUq1ziyop5aNHj96++T2ESKPR8Lyg1+mClQyj137q1QJHZVnO5/Oj/sHDx0/KsrBWr6wuXbt2LQh8hAAwz1M5m03S2VxXVaH7SoIGThALYtHqLUstQ5QsFos7772rtZ7PkzzPAVC73QnD8Od/7ku/8HM/12y1/qt63G6juw9nd95/8KN3b9+9f9/zvKWl3vrqsu/7GNukMrKqskWaZ9nRdFbmhaokYwwD0kq32+319fVM5W5tPHhwz/Gj6vV6t9tdXu4RQoIgqI4OawFLZuNKydl8UkgZxbWNtTMrK6tG6SzLtNbvjUbDyVwVWcioVdrIsjD23OXLm2fOF0WVpunju+8dHgzAwsb6aqve3lw9o40qs5RgMEaP+4Nxf/BXf/6vCqkURt31jQuXL1996RO/9/u/zbi4c/few63Hs9kizUqMscJghTie//9tuj63IE/cO621FujpqA9O3fOsMfQYFQPOMNIMWUd4IwQhjY6JAAgrAIOw5SzEGKxBBlkDFlFsjMYUM8ZPY0INi8BogiwHQGAkcOKFnZVNILzW6hirdDJrCGat3Xny5OH7789ms+3t7SiKzp07d+XKla9+9au/9pWv/PH33ny2vbtIM1JJJgRY7Pu+i6bDlGCKEaLUCouMQ1QAAUYGYQtIWoys1QblnNQENgxpQJgTIAQxQvOqNNpiRilBwLhBQBAID3thJAQnyGIwsiopQnEUepwSqzDYxXz+8EGx961vWYuazebv/O4/Xlpa2thYO+gPvv7N7z1+djibzcqyFEJ8bNeXF0UgeJVlGONOt3v37axer+/s7Lz95pujcX95ufupz3yGc7a+vuYcLLRWg0H/4GA/z3MhRK/XW11dXV7acBizOfl4PqP8xy2Dj7q5fEhV9dEfGBPHVLDHHrHuAUIoIELIxw77hOchBFrrTJW6zIqiCFosCISJgjjiZZZPJqNzZy+mSfnNv/ymNXh17azVYJUGBJ4n3vnRj6y1nh+4n0f4fhzHnU5HHsdzHQcQM0aVUha0mytKKbnvRVHkFrNLojs4OHAWIK5+klLGoccI5ZSBMclsbo3FABhTRpyw2oJRx8LIk8tCKbUWtJbGIMYIFQIE2d7ei+Ow224yxoqy6Ha7ytjZImMimEwX83kSRVGeF/M0n80XtVoUN5tbj7a2tqxg1PP49esvbT1+lKbpysrKZDLxPB9ZSJLs6Oio3WwxQsHasBZFke9AW9/3nQX8eDx2jmhXrlyJ4/jekfzBt77uhN/u4o/HI+D+6urqq6++erC3PdjbzdO0Xl9bXV3dPzwAQEKI3d3dZDb9wue/uPXg3tL5862qvP/+vXa7WxbVYpYukqzRbNbCYLqYP3q0tbF5xjnMMSqCsKaqcjqdrtszs9lsabkbx/ERQFyv7R4eORbfcDiczWZFUQDAbDqtpJ5Op3meY8ro36brczXe6X7liM0uld5RMD52iX54lp7n7vwty1JrHUXtPAjiOHYmc14QIqMs6NF4mOf59RdezPNSKrW1tdVu97rd3sULl6XSrVa93W5ePL/Za7ZGBzuT/pHviU67neRVu925/uKNo8HwzsN3VZHbPKWUKqVms+nR1qOXX/2Z6WzWXV7qTxecM6Xk4eGhYz8JIb74xS9ubT1+5ZVXnz59+pff/FaeFx0BoR8ki8UPfvCDvJRxp1lVVZplzU7j6c52pdQ8m3HWfO21T1+6dPaNt/5c64oQdP78+QuX6m/eHRhr47h+cLC/9fChH0U3rt9450dvdXvLhNA0y5vdTpaVrUZLFYfT6SIIyOPt3WfP9g6O9lbWO2BVFIeqRBhoUUkKFcEEgQl9n2Di+36SJdgC4bxMS2Uo5hRhHNdjpU1alNevX3/ppZcEgf3tp8PD/dHhrsfIzsFRKWVRFLXQs5jSvAxC1um0mfA9z5NSV0qetjRufzl1p/8guYFw5wZ3+l47MZvneffu3ds8u5Gm6dOtg0bNq4WYUgqAyrJsYcw5c7R+T3hVkWNse73etWtnJ8NDa9H3v/fDo8Px5zZeY4zleRE36lLN+v1+q9Xqdrtn1lZ3d3b29vaqPMvzfG93r1GvV1ZiShBC+/v7qqwwxnlZzGYzytne3l6tVpsv5nEtDoJgNB4LIQBBrVYLAl9LtY93ZrOZdRi8MZTSKApLTT/eZ9tdBTiJ5bUWIUswGGO0UhQTaiil7ANXT4w9zzu5TRRFiFCKnCBIVQDWGIUoAAIi1d96y/z/3vWRj4bIY4wsQkpLjI1UJRG+O42O1fsIwXGlfEyMRceTEIsQRuQYAiSWg7HUYE5oDcVFvlcejefS1hr1dq/rId6I226H1VJRC4bRwlopFSAglGmwhAtrrUbY4uPpom8TmU/CqM4FLssiqEVVpdxhb7XCyjBCGKEII60lwtYXghCESaWhlEApJTT2JFmeTmaJ4jqnsQyDsI2CFYmsbwG0ySv09tu7P3jjPkJQC4Kf/dlX/+D3f+cPfu/Xy6La3X1y9+7t7e1nT588frZ1mIwHzA+qxZxxBpoHwjcGgcaYMo+JkvolDl0eNEaYC44AwFhCiLG2sm5pBsYK32tYqQxBea4oZxhjbCkAIAsIIQEGMEEWI2TdxSdgQWtlrSDcI34FmjFiLdZaIwOEYUGPJ4UUGUYxxlgypXTKhKqypMxGCBJOKmbTRgjdGpXWTCeVtdaMZ4ggIRjntLu81O22iGdrhAdh3RgzK+K1vKnSvJzN0HTRYHyp3SmNjSwq0zLC/nCw7UwL63XXq+heLEijeaoUV0rNyrIe1TjGpiwsIY/v76WU4nnF/KVw7fx6p8tLUxTFrTvD7938OrKSYfj/qHuzWMvS675vrW/a45nvPFTVrbHZc7M5NWfRFGVLlhxatiy/GAYSBEiAIFGAvNkKkAc/5S0wAgiKYkCSpUS2NbQpkabEUKY4FLt67q751q268z3zOXv+xjzse6uLbEpWAvhBB4V6KODcOnfvfb7vW2v9/7//xYubSwudz3zq41evXr54beuTm4uHw/6DB7mSdtCvZpNJqE9KWfCy0W0vtbqtMI6EaCM2b966ddIfcT/Q1jLPV9oZpNpYpZFQr1CJ5zPnwFKiLc2s4Uo7oNIy6vmVQ84sgjx75IFYQMqN0igNIoZIHHJr0tAjxkjGkHJtoaDUUIpOVxwJp9Qil4iWGkescbYqNCKrpKaUhN2uBLj1cLtHW5ZSQ+mtBw8+8swzK2ur9bUaD4Z7R3fB2Djym+2YPEA51QAAIABJREFUc7515dmNi9eqqjo5PMqz5ODoENFFPr/19hv+xnocx+vnO+cvLUopa4Tx3bt3X3v9B4yxdru9tLLkB8HyamN1temUORnsVaborC6NJtP5NImblAuPEea3O8JarTVvlFJKxlie5/158mu/+Xu/8Tu/vxDHV89trG2sf+YLn/+Zz3/yF37mk4NR9sPXfvCtP/3Tm3s3fV8040awsNFstDavXKCcDSeT/nB0b+fBwGQzrifzWTU/sdauxe0L5y8AwUuXrlZKzebpPEmPx5nUMyU1Y2zJamdEFLavbKxzXxwcHmZZdv/Wzf3t7cVeJw4jzvknL5xXlUzTdDYap/Mkt4ob++Denel01Gw2/TC49tKLV6w9Ojra3t5O91JCSKfTCYKg2+kySq2Uo9EovvSFyysreVGMx+Ob9/J3b/35nfcOP/Hxj3765Zd+5qWPF9n83sPd27dvD46PZ7MDnh8kh8IhQS64HxMvkNppZS1vEkIAUZ1p/Q0gUo94EQ3iMi04Ic4ZPOuMgrGIjjIHVoEDRhBMqbDQUHmeX2kVxY20yOpst5rqiA6NLMIwBA0c2HyaXdpqZkXqrFOnW5gFpIHLgFgwmiEwTspytri8lBaFFYHSHueeZd1Z/XiFHevbuGVevvapssju3bu389rdP/7+Ta3U7/+r/zX8mU8Px+Obd+/euXdvOBzK3KADP4h6XbokqoClBpVUyiEjhDnKS8UAuWGRNq7USrqolAJpU2mGFJ1DYwwnxCfMgnMGtdZoUSCrqmppaTnLMi6YsQaRUo8jggFDeGCRl2VZ5jmUsrG0iYjZfPa//It/0e12PvfZzz799NN/7+98njnd7/dfu/HGa6+/IafjOc+F53W6C8Lz87JwzrEKnKEXz22UZbl3NIC4+0ff+uHq6tLaxjMvv/CFw8PDP/rWjSwZ3d8fvPDiS88993yazkGrssjCMDZVvn37ve333+qd27h44eLq6hrlgICB38jzPE9yY0wYhlVRGUoVuBofXLf/AAg4orVxrk5FQ0pqFX1NeTXamscWP3eWksyNcUAc0DqsQYDmOgUjObHOoSKU1/kN+CMSVkIpYVQrpcGJMKDWCOI7oJUqo3ZzXuTzPPMbYXk89nkwH48kOOcccfDaW28ocNwPtLEOiKPMIWk0m5zz1DgDSBlTuqBMAKjx6MhqKxiXhDllGBJdSSEEACbTGXEQCC/0fK01J9RIVciMURq2oqpUpVPo8cl0mhsgqCll0lrKXO19fTIKUVYSiWOcAbWAqJ11ZUUAdJr7C70qy9M0B4PNVrvTaOZF2W3E7UbTWs1BbfQCY1To83Pnevdv/D9ho+GH0draRlr5jCGlIplNPc6Nlj73KaAgVBaVlooio6gJpIIFhPBWM7LGNTs9ETb2BtP2arezeSkIw0+tNH69kkjJvKqI8BxSXaiFRq9fHYLAjWvnHw7284pES51z7fDw6BGaIqBe5AE2vOG839tYmc/n+TwRXMyyXFGxdOni4Vtvbd+7/4mPv6z2KoGq4yOxZT572GmQbW2U5cZAwPRSLxwf3tqnElEsr18pjMuSzCqVzxKm7ObC8vFwOEyrWZIY5YxxzihLP0gx+Yn65w8fiO1ZGCYAGAMfAhLBk5koZyZ565w1lfS4CDxPUMYoLbO8zHJGyOryynA09jHQWmqpGSOXLm9+5y/+whFFPTi3tL67e7iJcLI9yEby8Gh2Mkzun0zefLT39Eea2ycHC91FVaWj/Z1sOs2O7kVha/ew3+uuVuhJXiTaGmgwJ4rxuEcBo65zLk1T4qgg+L3v/IXPhaDk5rtvcc5nk/7y8jJh/AyNwLWt0nnR6rR1YX0bQO5WW6vDwVQ712y6BzdvVKNM5fMh3MlcjMGLWjY2Fnuj0ci3U6Vn/QfHK7E9vxotr/Wihqh0kMncemzl0vntwSPg6mQ8DONgYaHZP57v3htFobd47cIsmQFAkc1ViISgiPxm7BPAk8NBIPxm3BDONkgZmeoRxKWrZKWds1bbyGfPXdt69dU/SOZTSsnxcBAIzzhXN2XKrDLWKeO0tcm86C33Umm5CJxy2lpBkaGjxBlVKiWFENIYa4AwqrQVolBS1RmodQvAGCuEsNY88+xTlBLi6XMXV4sk0w4Ib2qTcz9mvhBRAIxL5aT2RFRaS4pK7x+MLl+8tLvzwFnZboteJwJlPOIl82SeDFc2V6bTWXJ8aLV56urlMIru33l/NIDZ6CAZd+ZZWfNgmNNH/cNmsynLBFyRJ8NYgKsSVeZ3T04sgh9GlXJJksymRSMKQ483othUpdNKuko55Zx1zoACUIZaPC1aCAenLSAgWorOoXZWyZJRNFZpDZRSh6icRakJ4cYqQqi1NReHExRFXhJg4LRWCqwVhBrKnDXI6GyeAjJZTq024ID8Zxj2/eec9SGS02xWzjnXP6lX9Bj0dBp+TcmH9U61H4Yzzjk3xszn83mWlg+kBgcEKWNCiDAMozBkjPE4XN5cD3pBkiTGuPl8Thw6IJwwc6azM2BCP+CcCyGUdlprzjlBQgipXTDWoX3ifz/V3tjTF56mplPGee23IYRagLIsFToApIAA2Gi0Y9JUShV58u0//8Hbb7+/trLgB2Jpsbu40L1w/qmrV55b/uXVsqqSIp9n2XF/OJzOjo77h4fHZVlaJqyxjhLOiVWWEUoJcVKBteCctpYCckY547lgALYsy0pWzPcEQ1fzb5ythYeIWOlT4Iizp78RIwSQMsYsslK7LM8f268553lZPjYcujNDmjXUMUbAERQOmdHEGiRU+H6j2eox4UUroubrGKsrWSkti7J4572bnicYo9pqxhgLmzFhFNATAWO8KMrRaFRoQ4XPkbdarcWVnnOuKIosy2p++mPtZa0bYYx1Ox0K4FGq8syUZRAE7XabewK5Vyh9fHws0wIJ+D5faqwisRTNOEnHyfTO9j1rVLMRr62vLq4sX7m00Wg0n3/ho91O++e/+vPT+XyW5A/3H+0fHRR5OewfgBuiVd1WaAGBMIdoGHGISkPlDONEUc6QOKudUQxMKAgxygs8qxQjThurlALQ9eC7PptRSi0QcI4gcac4RtR1JBwSALQWjXuMYT9Nd3wcyewAnau/Kc46Z81pd1tZVT+QOw923n3/fcJonfEQBWEjjuMoKkrQYxmGoRcGzlml1MbGRhwF+Ty5niTDk5PV1dXtk8HJ/qGUslbkc87jOP74ix+t9ZNZlk2Go4GR6DBLMsG4UUpJGfjeR566ipRZgLwo1WxYlpWsSq0NZTQSMSJGcby0vKSUKsuqms3uP9jZ2d37029/u9JyeX2l2WpevXrlq7/4D7udpjM2TaaH/WQ8mdy5+W6WpoWUlhCZTJs+Q1VcWF2ue2bFONm+fxcQnQNCuR+GzThcWlygXFRVJaUK8jKvpLawf3Sclnl3oRd3uwveKmdsPp1N+mNO2ej+DgH0hQg9P242kdAwjhcWFuNmExCPT/rJ7FGN6Xv++ee73a4xpizLmiVbP59SSmsdY6zTbjebTWutlGV/OP7t3/m//s//49dDjzWjcOP8xSAILl29trq8bIxptmi/X46m86PBaDRNirxU2ngRZZ4Ahx4/1fVxKoqi0DJR1ZwRZcFzUENagCACUgQLtYYdnHQOjGOCE8YMOA2uUNJYRwgCEAuOADhExqhSsgb3rZ/blLI6ixH4YGXWxhA85Q+VZVl76Ov4AY6UUuo4R0o9zzvVtzhjjQHnB0Fw9epVcE4p9d/+d7/ChIgbjXMXty5fvXzlqWc4F61GYzoeHR/119bWizytdEIpD+MG46CM4oKmRcYpo4DWydBjWVVpAOr5DgBBU8q0sxZZjX0hBJ0y4OpRITiwANSdOR8dgHO0ToJFQijnCKfYXc8Pty5eJgjvv3/zrbffLpI5cXppaenzn//8P/vn/4wJPh4Pd/cHb7719vFJv25ChWGQZxk4G4WB1ur8+fPtVjtL07v37r/+xpsbGxsfeeb5ZNovpfyzb/35O+/fboTh6ury8kKvGQaEkFZngTh3cjwsCnV4dOIJz/cD3/M67U4YR85acEA5I5QabSgliMQ5Z7QCB5TWn9xB7Waw9ix9HgkB7ohx5kfgrqcH8cd//lo4AMaYtU4pRc7EONbgeDyVUmtjrUElYWdn94XnPxZF04Pdw8AviC/AAadMUGqtIYQ4B0qpsiwJoDHWIjYbLSGErHJEyrlXnwjDOFxYWPCY1+8PtLO1oqT+GLPZrJ6x1ElL9TY9TxLrHKXCATJPxHGMCIxRSpk2jjFGH0vOzqoLzjmAIwj1rs05B4OMUS6YtHg8GBtrHeG5HHHhaesIZUEQUEIaccQZpsksnc8ePny4fu5cq9U67g/yvPrEJz/13t27KysrjVbz5OREa+tiaLdbeS7KomSMUYqccUodpQyQWuuUVnmed3oLQvAo8rudVhhFTgbNZnx8fNSIPS21c9jtdmtwfBiGjug4ipth89atO//wq7/A0I0HJ2VZhkEspSpLJTzc2XkYEr/V6VLuWefW19fDMHyw82A+nVJKfD8o8sxqYy2px3etVnPz3GJZlkBAG805n1b5zZs3/dACo/P5fDad7e7vba5vBH4IAFJKYzTn/LHe+MMOnb+66nuST+t+sqT9R6aFUhnPE49zILIsW19fz5L06Ogoz/Ojo6Pj4/5oNCQEA9+fz2a1KN3zfFnJTqfT7S414uaD7W3GycOHDx/s3B+Nh88+88zWha29nT1TGaWqTqcZBv7D3dgos7y0fHIyGo3T8WS2vrnBfeEHQW+xNZ5O3HBWC03rLNytra0333zzsQd1ZWXF931dZoSyMAqDuGmc0w5areZsNquqYmGhl6ZJEARSVUVZXL504eT4cGNjox5of+tb32o02s65ixe39u6ePPWxjz3Yvre4sOD7/slwbBxpNZvLje57d++//eZbmCRFlk3HY2us02pzo8e44JwnSZIW6dLicl4UURQ2Gg1nXZ4V08k0mSXLC56hHLnvSKFJ3SoCJRVlBBGU0rdu3VJSEUIYZVEUFWlmbX2uxCdO7oiAnhCcMmsMoGMUnFUGnawkp+B7vCgLxgX3aVFKQLDKMiQEwRhXlZpzZ62hANZCIES31ZpMhlmWVkVRrzCMUeHHUik1m1VVxVhEmF+UFYI9Pj7eOrdaL0rPPvusc+7ylSuc+8PBaDqfdNvtdqfb9wZ5XnTa7deu/9BqWeSFUkoQMZvNzl+8MplMjo+PEXFjY6Msy/pH1WRdpRSlxPO8+Xw+m6eANIqijY0NdHZ3Z3symaws9Oopn60sIoZhiPATFJ4ffp0WCHhK6DhV6NhaNnh6bX3fD4LAmUpWpc9QCGGMcVZbS5w11tlWq0WoMCgeCwH+5vj66l0Y/yq6dN0QegyAOnsL/pjfFz8IvkU/CLgn/CjUYAutaiq1saYO9XbWlrJqP9hptVpCiMXF5aW4laUFIiJFoOTsRhhPiKIoeaA8P7KIWp0G38KZHrf+6GeZ3c7VURBPVn0AdQfRGOPAaa25EFArahwQC9o4rRGBhVGPAOSl3N45oRQf7JwQdFprWeazwUB4HvP8pZXlF17+2DPPvvCzP7f19NMXshT+/auvfuvPvj0YDGpdNQuCWjJhrUXrSK3DdAxUGYSCM7Sm1DK3xBjnmBBnmfCnqcAaPUQ0eEZVBTBICEHCmOaisA6R1thwrU2dH1UXtPXjW98miYQ4ZJYCBuCEc5yxEFw2nxduv58UhY9ACBGeF8VRHMdeEEbN1pWnni7KMs/zmo+XlmVhpCslN5ogp4QJ7luqtYMkSaaTSRAFNcqs0WicuvPrI4i19U+QUk7nc6e1IIQ5ywHqaVKn0wmbbSI8ZKz2+UzG49l0qmVplDRgfC5kZZK8KAltWjK8//Ab3/qPFEmZZXmWLS0vrq+vnTt//tqzz/3sL/z9brfbafFkBm+//c7Og4e379555933srRgvt9ud5jHUiLLcs44JwiMEavtPMt1mlFGPRC5KX3iIcVMgbR1uUfq45fHQ426fsaUc8YYn3KrjQNLqAAqHKFYwz0pOkAKaFxNvCcAiMQ6d3pNjFX1F4SQWtFkpZSA0Gq1/DCYTCbz+TydJ5PxmHNujSqLzDnT6nYuX7588eLWZDIJggAJCYKwKtXJcHB1c6uOPSjLspYk7ezsXP/2f6zvSLPZPLe8wkO/EcWhH5RF9e//6FWGkCXT/uCk0rrZbkdxo9fr1bb+GmCQZdlgMKipS7W8IW42+0nSioMLV6864o4GJ4SLG2++/Xv/7vedtb12S3D+4nPPP/v8cz/9pX/UbreNtVlZ/MX3vnP9+vVieHx0//ZkPmu32+c3r37kyiWpFBIqpTwZjKbjQZbmlZKEMM/z2jzSiGG7HcbRkieksQdHR+nxUAix2F1c7K0KxrdirqXM02w+neVpmqRpVcn+cDRL097iwuLS8rNPrdQzz+3t7Rs/fI0Q0mg0ut3u1vkLADCZTLRU1GNC8BoIYpGEjWYUx51uzxlJ0MiyOBhMKU7ffu/2ZDyYTafdduvTn/3c1sVLX/nyT/eWesqCrNwfvPp7b7zxhud5S0tL9YrvTGFl6rOKQdYI7LCUp4YZSq1z2mhah6ATrLU0xhikFDlVxlhEZYx1BIECWudIbf31Oc/znHM+T6YrK0tlWdZ+6rMluqbYWmSEEorWKKU45ysrK1maIyHonFLKGk3rDEs8lWF7QjBG6twkKasAguUXP9UfDprNprT0a1//1mAwSJIkS9LLWxd+6Rf/wa/+8/85DN3xyfx73/3+17/5zfF4urS8woToNpoHh3vW2qWV5flsltlYWWcoOaUfM+aUAa8WK1hnqbMVsQaJA7TW1RgCAoAOLJ4WQXW+JiGMgXXIBDrjB0FVFWVRWqMo83orawRcXlX/9tU/+d1/90d5Xjx17amtSxe/+vd/sdPp3Lt37+Tk5M6de1ZVYEzoeTWkvqxkVpSNVvfi5WuMsd39h1kyMsZJJf24arYWvvuD1+PQl3l2eWvz/PpasxlfWtkoyzLJium85CQVHnv7nffyLI+i6OmnPtLptmK/IXxRFzzW1h1PzqljBACQMQoARtlT14c77Q7UCVpPuip+rOoD95+OfUJAKauqqjxBz2j7LM9KpXWW52CIJ/yj/ZO1tc3Q75rqdaWsFwVQp8oao61yziljzCmsH6tKepWJhMeoqFxW0z4YF4EnAj+klOZ5Ph6PGp1THUfdYxoOh2fMd6y3ISGEskZrLbzAnYXgMQZnd5WxJ4PsEdCdOkocWEaIORNrGSqQMvAj8Bqj8fDkZNju5svLy10/ns0mVSUJE5WTjJCV3mIUhlVV5Xl2586dWZp6XtDp9LSW57cujEYjxnjUiKXUZVV4IgC0jDOkiBQ936fEcBFYh0a7LC97iytllVdVAc4k83GnHVXadjotpStCfUAbhiFn4clw7KxDxKqsCCBBhkD/4Pf/kBIUFDmSssi63e7a+ua77767vbPHgT3/wouLi8sAMB0PjbMbqytGS2LK0eDkYO8hDRrM7zrnVteW261uq+2NZ/tplgPq+SwFoFmWAYG4FxHOEEm/P2q1usL3GGNxHDebTVdUf5V39K9R9T2uFX+s8/AhUC1SBoTgdDrd39+/uLmhGC2LcjgcJkkihJ/nOQCcP7cppUyzJApiXak8yaqiqkrNCO90ekqqZiOeJ7PZeCK4WFpYjKN4/+GjfJ61o7jXbqE1/eODN157Y3l5vd1eevRobzCcEiY+8/nPP/380wvLvSj29vtHdX5Gu932fX88Hud5/sorr1y/fn00Gq2urnLO9/f30ck0zeMoevq5ZyfTeX80Wt/YvHvv9ng89Dyxtzcyllhr2+12nuee562unn/rrTeKohoOx09dizn3PvLUldnBu+NBf3lxqdvpbW9vv/Pue1/+23+30emM5/liuzPPi3Q2JQCxEMYBGBtEYSNuPdrfD4IwiMJSlWEz7PYWqkqlWToazoq8VBor4Ap4ATRzxBJebxkEAAkgp57nIaLSSilFkdTfIGIstc5aB6CdAwqkslZJbWoeIWXAGHMymaeXL53rtVt37tzN83xpuSeVZkKsb64fHB42PBrH8cbGxvLy8nw+r80X3W7XWvvi8880m83R8KiqqjRNZFmB1YjkwoVzhtC0xLrvo21FCLXWJklCKR0Oh5TSoig2NzeN1tZWKysrhNlWK3i0t7u6ur6XH3icf+kLXzw6Prh389Y+0EajCUBGo8l0Oq3XBgA4Pt41xgIQKfVgMNJaV8Z5flAnfBZFxRhrLy5ySnoLPc/z6u2sRk+dGYzhLwOwfdiD7Z6wagOAdRYdPsYcBkHgeZ7VzhlJKdQZ3NaCtdpagwgWnGCMUnFWBX2wuP+NmPX9GHv6cS/yA879E4JXID/eHHpMOXNaa+KgDkGy4BqddhQGoTNIiLbGWmu0Nto4a52xRZaNj/qU0qOHB5QSSkVtUhfco5QhInqqyEvuBYIyAKCA5ixpscbuWwf2CQXC4x3oiSUMLMJjWjFl1NS/EkEAJBYIoq1bz4jKaGsNJdw5qpQrKlOrLgHDXm8zL4o8Lw+PJ8M/+84sS+JGTClttVqXL17+ys/8dOR7kccF51VVjYajLEuLvMiSdDQaTiYTVaXWuapMfJ+KgDIKnINB4pwmhCKeaoCcc5YG1lmLNeOlTonQ1IHveYRS5QxFKnzvcZxgzXOz4KBGCRpNCDEoFBirdb1KWwPWAEEWBnGvt7gkPEFNXZtJpedZapIECdk/PEHKPM/z/UD4jW7Q5MpIkhApEYmURkppEIIwbkaNwAuyIpNSjkaj+vo/dsafhtczFoZh1O0aKalzxOgqTSmlQRAIIebzeVpWhHPjU0qIFwer7QaiQ+cooiwLsEZrPZ/OHh2PtJSOh1KbuLcStdTR4eFglOzsHn/3+hvM44TS0OOLnc7CQndjvfuxlz/6t3/6y+1O+HDn8PDoKM/zfr8/m81GuczTlAEQ5hwDKlA46aHuBIygKqqKWGCUQY2ldegQy6qsQ7QopYCAQMBpSolFawAMgKNEy5px4RBQ46k3E7BeTxDQmVOqDD2F9AFqa5AQ7glXFVmRV0oiJdZabYySsib7A1hAMplMX7tx48brr3uCe4yHvmfKijH6w+s37HdfI4QIT9TBejVC7Ss/9SVrbZEX82R+tLtfqMIaC9bFUSyLfGmht7m+5oWhdDYvC6nVPEu1NvWJLQiClXZ7/dymUspaJ2U1mUyGh8dJVmxduUY8f5bNvbChHOFB9NQzz1utiyynlL799rtvvfX2b//mb/u+t7KytLi0uLK6/Lc+++ler0sIJmkShuEkre7c3akZiUhp5Iet5UWyitaABZBKjU7GiJZz2h/0NUDUbK1tbEhlnHN5VuweHgMA6JxR6jNOCaHcsw6b7e5TH3l6niQWoD8Y7u3sep7XbreffuYpQp6uMwPTND082q+D7OfJdLGzWFdJhCOSUzOniJk1CsEEzV7DElXJZndl/dzF9996Y3V99b13b7777s1XX/2a8MNGo8U874WXLv83//U/1VrleTqbJScnJ1Ul86SUxezkcMf3A+avO+tMpcAYxhinRBsDwKB+MoAZ67QzDm2lFeWBtoCMG0AAilB7esE6VbcRtFaMU5vbs8zZD05plNJ66X2cXxdF0XAwEmFYL4M1y/50MTTWAUqtEKAoS6kUISSKonQOcXfNEZhmRaO7trB6Pk+TMsuSyeS3fut3//iPv7G80F1e6m1ubv6jX/xqvcg/eLD94MGDXkCQsnx4EPs+xsulrJRSjJ3ySQgjdSiL1rVKxCBxQMGANWAdAXvaOaR4elmAUHDaKm0oQUIpIlPGUO77hFttEF0dHwGCBcQLEBydzvLyxutvXf/hDSF4r9tdXV156solSjkQ0ul0Lm5tHR2fIKG9xSXjXKVdkufKkstXnzPWJFkhpdo7HCGLK4NUNI9H2TTZqfIcKHa73eXlpSDwhR8yT2ycbw37J2VZPtzf3zs6aDaiZiOKoqjRaHIunLXGWgLGgrPGGqeNcUg+SG5glCISY8zZjno2mQHrTmUCf13096kv/IywAgBllhkLWkGRaXRlp90ui4c/+P4NzoKyVJTw6XROECgi1lGQjCpnpZJSKi6CIGp0Or1yOgMk2gA4J5WmpPI9r1aUKGmiOH4yIL72PNcNo7rfVyu1kLOiLCgXwvNr07tzYIwBNM5aa6yt3e9nzFJwNasUEBxBBEROiURRaUcdQy/SLE8VlKPZeJ6vLKebG+vck8a55cWlxYUeBTvUanFxSWtVlEVRlnleLq2sZln24osv7u7u5nnu+d7hwaHwRZrMnQUhOOPYaIZCCGskpYIAqaEyeVlcuLS1/eBeGLLNzSVri6OD40tbG1k2JgQqKbUxnncKl0cArZTvBWDQ41670d2+e/v8xppzxFg6HM0ZG4dx5/y5S7PpzCGhnqCMZ1nWbjWpJ6wW94si8kXQaqYKJEAlq063tbq6onTmlcFkmoSRP52mUdQJQuH5lCDhnNeaKSHEPEkrqSwg4R7Xrla0/RiQ8y/FUH1IwPlE2iT+1SmUxCFBACHKsiyrkjgjy7zf79dj2/5w3Gl3nLGT6bQVN0eD0XQ6rQqVTJM4bjljh/0BAGSzk1aneXFry/PE/uHuoH+UJenKwpJVyih5+/13br73/vrqRre7dP/B3tHxOAjE0uqqAXNweBh1YqyQcF5zd+sjh7V2f39/MplIKdfX1/M8T5Kk0WjMi3EQCG0qB2ZhsWPQGiuXlnqH+3vdRtvzmCf8k5O+VurWw21K8cHOzuLi8ubGxmc+9crJ8eD4+PjR9n1bSaXlowcP1pZXPCZajVYjijihxDorFTUOVEUpiz0RhFEWhtraqiouX7yIjCdpqo2NG42i1PuHx1mal6WUSlvrRkmR6+lgOJonGRI0AowxnDGlpXNOCF4XfktLS3HLcSr4AAAgAElEQVQY7R/sonXaWXBojSNowCrrHFgnOPeF55SWUoOrkKnPf+6T/9P/+D+Eof/g/l3PF5wL45wjdDKb3713j1V5EAZRFFlr57O5VDLLMudclmUyT/fGg+OjA+eQEEopNVZprR89etReXKJeuyYdUO4pTbWSVaX6/UE6H3ZbzW6365y7d/9eHLe2ti62m43x4MijdG15+TOvvPLuO++nScIpu3jx4s79e5PJdGVlWUp5FtVgCSFbW1uDwaDf72dZNpvNwjAMggCFV49Atdaz2SyZzco8U1VeD7obcSilrJtHaZpqJfCvJ7N0Z4LMn/CEE0Ip9X2fEIKUCiGsKmtcRU1oE0IwTqQyzBNIBePsbxrDE/EJmouz1gKhP1r4feji1EM/gDqCr97YrLVgHT3bjXzfNwiUUc6ZNQCIvuCnpRcSRKxNAlVVWWvLUqZpypiw1mqlyryq1aSlnhqH5y9eFowbROF5xslTzTpCvb8+mSrhflSu8MFdpKdoUcZ5vaedMkIBHADjjDFe0zuklFppzwvqosgRJIRwQn1iZ/MKnEdIoAxQ6heVDQI+nWc/uP7aX3z3+wINqLKqKkrp2srq8vLy1tbWK5/4xLVr1wLfrzO733zzzeFwdG9nZzIbFTJnnsd9TymJ1iEAJZQgNU7WJwGHUDtunTHWAYJgFChopbAeatfzvcchJI+Xe0KItc5aDVZ5FDinjAPjxIGpZJHnKdESfEYI8cKg5QdCCMpEUVSzJBGen2f5o90DY0xZFg0qoKq6oa+UrXf6XKl5mjtjBRMb5zaiKKpx3lVV1d+KuvldKw8RMdVaEBJwHgpWo944551OZ63RMkiSPN8dH2ut09Goqqr69vnCM0q3W612e2FhcQMRZ+ksnc/jIBz3h2WWVJbJyrLCmFxxISgnKQEufAXTew/2Tk6O8ixbX187t7n52U+/cuXKlc3NbiOE7f3q4c7Dg4ODGz/43ps3brgys2DGecK9gHHfaRV4oSE1nwgtIQ5Aa2URCWWEWAdowRllao5rpZTUygHoummEBMAgnKZ6PGGerpW6tXr39LBeJyMVRVGWpXEWGdVKO+coIKc1Up8QAtbaulHinAXA+XxeFdxU6ud+/u9urq6rUg2Hw8PDw/39/Tu3bqdpOhuNkPOnn376hRde2NjYeP6F57xAEEIm4/HJycnDB9tGldPJuDg+tIy0e731tRWPB1rreoMcDAbzvXmaplEUxXEchqEIA8J5qUyz21teXb4Yh7MsebS7Ky2UZRl4QSwCXcmFcz2ttdbSGDMYzQ6OT0Z/+mfWKOcMoRjHcegHL3z8M1/96lcXFxdns9nNO7d/8IPr83lS9+S8wOec+8zXZdKMRBh0pINpmt+5vSc8v9FoN+LGxQvnO53ObHxS5EU2T6aTSZakUqmyLPf39/0gWN1Yp4xdubB1//79/f393d3dBw8ehGG4trbW6/UuXbpkrR0MBs45SoCisw6MtWDBAFImKGfoXB2sEgetIkuNrAho5bhzzAGlSADRKl2WJTfmT/7wD19//fUgCH71V3/1n/zyV8oSZjP9zjvvfP3rXx+NRhVPg16DEOIJwRl1zsjKEEIJWHQUAQlaRp0jDigxzhIEYy1DYuuIPoCa4KR1yRh1zlJK8jyjDLUxiOzJjhuh1GgJ4AhFSk8Tq6qq8qOojtyljBqjwZxGj4BzYRRpWdWNUip4VVWWRVJVxrqw3aAUjariuD0djdZX1hni++++1+3C3tHJW++9d3J0ZK1dXlr8x7/8j/+r//Kf3L517403bjx6+PCtt95qnMc8z3udsNmI0yxTUiIljHIEZ0EhWo2GECS0Tjg3H+RmOgSsd5w6AgOQUKg5qOjyqhJCUMbBYVlVSCkTnpGKBb4vvP5wGjfbeZppLYPAy4ry/v0Hf/aNbyDipUuXX3r55S9+8QvCC//kG9+cJonSNogi3wtG4zGwALQN4oBrA4jg3HQ0REbuPHhQZGkzji9fvpQWrtwfaK1Hw5PhqL+5vrZ5bv3ixQtXL108Pj6ez0ZZMtNaG2Pr0mhlZWVtbY0RQrio5/llVdWegzo4i5DT7bE+Op9ifv7/NGmRc0EpNVo7pymlWoGxCI5zHmZJKZhqNbvHR8PAjxFIWVbcY3W5pnSFDggDzjkiIZQ7oNYRJNwTvh8Esgo9n7abMUFbVdVAjbIsM1oPR6OFpcW62KuqKk1T3/fjOK6qqnYc1DumH3ie7xtri7KEJ3xgxNo6MuEsBPexMN5abQk449AZ6xxoRmZaA2JlUxTjslSaiiwvONN2MNk/PH7hhRcAwALJiyKZTvqDY+JMu9XM8jwOQ23h+OjopN/vp9ni4mLNuuz3Ty5fvpLO54CQ5eXa2rIQQpYlAZDGplkpteXEtTrt2XwqPKpk/v3vfvupp66cWz//S7/0Xzin7t69881v/imhxCEi0EG///oPXxuNTxDYxtr5QVF87IUXqixzzippGfXm8/m+Pbly9dqVq0+/f/uWUkpKPR4f7u89Onduc21pKfA5ATsaDmUQppqGvQYgej4XHjEOr1x96uYtyRiZztJWayluxEHEELDVas8n01rTKIRHaU6MQQRKqTtzpD/pwftrVn1PCr9+7F2P6Y4f2AWRgrONRoNSUpUVsUYT0FqXZRmGsTGmKssszay1i4sLd+/eHYxHURRTwoq8GPb7QMj6+mY2tQRRSdWIo2bcrIoin6UIMB2Nqiw/3n2UzsYLq+fms+zg4LDV9J959vmNC1sGcTAeLk6XDDYbzeZu+cDzvNpXUuv5605fLSmq450Yo/MkW1pevHr1yu7e3mw29oPg3LnNk6MDQhxjVJZWcJrneRw3HZhmo7GxuXZufaNIMrAalFRFtr66cv/+9vHRMTjHufBEoKVG1IKw+WB0eHIi9/d93+fCC4TXCH1gwg+jp559pt1bqrS6c+f+g50H9+7vDodDi8C4px3RFiaFTnU+zGVlwGlLTQEAxBP1pa4qaYwRXBhjaiBtK27Md46tqxt/hFJmtWMIgvF6o2GUd5rtL3/plS9/6QtxLG788Puz6eTc+XNra5ca7c72zsM0mb74wrN333ztT772R3menz9/vtFoSCnrcR+ldG1lsd1ub50/N5rMQdsMoLLK931lSqUU8lM1mXEOAJGQwWDUPxkglCdlsbG+aq052N8DPJrN5r7AZDpaXl29e+cuo8wTIgVwDqfT6XQ6Xey2Hz586IgIgmBjY+Nzn/vcwcHBO++802y3J7NZEARhHCulOCWM8zzPZ0na7S5SSgkARUh0VQdEI2IURXmRPxm8CaD+k0Pvn/CCH0nv9H2fM1rpMi8KU+VSGQuOOGudRucIQ98PrbWEAmUMCNbsrr85sz7nLIIx9cFeo6B/mcLztNL4UCrt6cQP3OPIFwPOGAsAlHNOCVKitD7lyBKs85EJp4IFxphWb6GrVJ6X9bfXmNP+U5GKeZoLxq0xUmrOxOOJrMUPcigfr1yPG6tP/l1Hq2trbB047KzwhHPGWGe1sdZZK42pnHOUMM/jltMsK+ppFSI6h5XRBqhzhHmMUa7QcY9SRrXVTinngDFB0FLGgkZbCFEqc/PO/es33gT7bwkhzbixsbHx0ksvvfTii91u1xJ88HDnrXffu3X3zmg4lpU0WlOkvucx5ghIhw6cQ3AWLdSUF2so+AwVQ6eA18sc57zW1tc65sd3hxBCQVEEB5JQxplRMi/yKSGaUetslad5kdYpKBopi6I4DGMuRK+3WGnTarUWF5e01lJWJsnT0cgDK4Sok4JCay1gmRdGme3t7TrTqUYytlqtmv76JM3FU6pMU6VUUhXlPFFKFUWxu7vL/Gh5fb3Vaj2z2DztGVc6y7LZZHqwf6ClPtg72H2424iaqysrQSdebXWIcY24nUyn9+7tLPQWoijK8kwbpY2ZaTlNH2V50m40m83G+oVVq6vrN974k2/8B4Kwurq6tbX1mU9/9uKF85975VM/9+UvEXSc4+7u4Q9fe/2992/f3d4ejieU1AO5WjNsDRIimLFoEcE5ZZQ22liNwJ1zTimnjbUWiUNH7Gn3HZ2zxuif0Hcg9Kwyd1mWWXBRFClnS1khpbUPFpyjQBBRG+OUqXE+DgGB5EUBAJyLg0d7aZKrJSuiYDXcuHDlEmOshqcdHBzs7OzcunXrd/7N/91oNLrddrvVCMNweWmp2+6oslpeW13qdedFNknm+3sPDw/3jCa9Xm9tbW11dXVzc9NaW1VVv9+v12WttTIGGa2kfLS/H7eahLHLV64ZY44ODiejEaXUghnNcwAQHvPDMGy2nVVKO99jYegTcNaasiy///3vX79+/ZVXXvnkJz959dLlL37uM4hse3v75s2bw+Hw6OhoeLhLnTze25mlyZWnn1nqNC5srO0eHA4H/eHhwd133gGAzkJncXFxsdvrttp5nu89fLS0tBRH0Xe++928KhljK92FL37xi5955dNaa8/zrl+/fu/evb1Hu69d/2EQBL1eT0rpN2pJLiKiQUIodYiV0nC2fOmksM4xxn0e+GEotfW8ANGdEh2TlBDiC/8Ln/tCVVX/8n/7l7/x67/xzDPPvPzyy5cvX/6V//5XhBCj0egHr787n8/39g8Gg9QPoyCMKXDnDAJBoOAsRUewftwMAeeMBerImbOLnK66mjFmjKUUpSw9L3BaPwYFP170rLXgLD0L2603QiTEam2tQ2T1Jk2AAABBzPNcyrKWoBNCiqKwLOABM2VZScM50xqM08IPHIKUcjKbXwuvAcVLSyubF67keVoW+W/+zu/877/2az/1xS+88slPfeXv/Gyn2bpzcPK1r33tvffe27PQarVqAQ+lFhwwVMRZBwaAAFjAx8QzC/Aje83jJFJENOBQu0bcKstSGcMFa/iecWCBIGVGqcpY7vlpXjJG46DhnFVlQQh56uq1vCyyLHv11Vd/81//rrb48sc/iZQjYiW1dbV6NNC2dMZZQmoz5GyeNjtNbaxW1cbqyvHx8XDY10p1Oq3zFzavXLuWJLM7dx/84PprCwvdF1587pmrl3zi6gNZWZZa2zt37t2+fbfb7S4uLrZarTAMW62W1lpKbUwd6ViPSj4Ml/tg1gc/MaHvJ7VqnXOVksQqSimlzBgDQBj1kyrNsjIM49ksLQvjMVH7ACm4U2Q7QcpYZawnRBRFEnk6nQ7H881uW3BPaWtyyQjpdZvMwyRJCus8zwuCoJ7m1duNtTYMwzAM64XiMRYiLwrf950DJCQOAmPPmmD1mPuxH8Q5BOfAIjhOKVjDwJm6/25kmmukWFRKW3QAWamiqEHRTWbzTiN++PDRM889k+ZF/+SYUwRHjNGHx0dKqcXFxcls+nD3Dji49Wj3ox/9KCJe3NpaXl5eWOgNB33P85zxnn/uudXV1d2dh1mSDaczfTJygMLzHj3cffGlZxmjaTK7e/fRzffeuHjuo88+95Hvff+6cebSpUt5pvOiOJWzMt6MG0rZsiw95t248QZF57TstFtlWQZh5IAcH/fb7V7dD220G5TAZDIWjMznU4+2tJT9k8HG+hpSUfuIwsinDAFcHDWUdPNZImW1tLhW7x2Es1azMTw+toDTebKythaGoWNMeF5aSWsdI/j/qcZ78l+eULr9paLQ+nwlPC/PM22ds1YqGXo8DIIwDOfzeVmWVVUl84QRGsdxTTaqUxbH42m73XHOGa2Hw2EQBGmaJUmyuLg4GU+/8+3vvPTiC5EfuUC6So0HQ6NlllfD0QSArKysnDt3Lmo2J8nMD7x+v59X+XQ2LYqi3W7XlV593qjFye+//363262NWACOc6q1Oj4+vHPnzt7e3uLS0pWrV86iL3mWFO12mzPOBT/pH127ejWO47IspCq/+vd+/o0bryVJAkUpBF9aXJrP0rKUjLEkSWZ7h7fubed5JaVseX4cxcwTlKGUSisj/OB7379++eq1jXMXtLMGMGo2s7JU2hrrjENHCeECmGB+5JjRxlCrjDHOOkppDel94403qipfWuwJIZq0CcbW4xDjTvUdjFqlwWhZVSVx0Ijiz37m5aevXfrmN7720ZdeWuh2+icHt2+9f+/enUa701tYajTi27dvV2niMYq+xxCcVmhN5HtWSeccGB16otNbqJSdDEaz2UyWGSWOUqqktKTUWgNwYwwCZYynaaq1bjXidD42RgvRsM5MxpOiKNrNeOvcBjicz9Ovf/0/fPlvfWU+S4+OjjwuoiiaTCbnzm2sn7v83HPP3b9//+233/V9/9KlK5PJ5M6de1JqKTUAGmPLNM3zPM/y5WXOOV9eXAx9b3B8ODw5llKWZdlsNrXRp2Rag38ZY/nDVd+HK0A4KxxOFemMFtbmWQZGCi+gnFmrZZlXVemUUdZ5FriHTyTe/Q1ReFqtHdKaF1IfJsoy831faUUIoUw45yirL4hzYGp63GlwQ+3C/lHoi1KqzkryAl8bY4wBhKqqgBJ0oKyt+4VAiCaAiMh5AQY58dqNU1m/dsZoa22o/NFoqsoqiFzoB/Ub7VndZ2pt3ZneSWtzas1UtWfBWmUYY3jqfCBciLKqvDgspbLEISJhlBgANA7rfddosECA+YRSYq1FQjlj1KLJrAH0uV8ZSwU3WjriHNQYWzDOWaQA1EnrqopRyvxmO+pQQo1SxphH/cntP/jav/6tf9Xp9eJmY21jY2Vt7eMf+0Sz1ep1e+Bg2B/MxhNr3HQ2Gk8maZGXsixLWVWVrEqfC5Qp1ZnHw9IaThDBOa0cAAEwUlMhrNFCCCklYcy5DAlZ6DVAKbHaXezF1mRlNmk12PJygwrPmXo8iJVUUmrrIJ1NktnUWmBceJ5HKKWCoakWFtrjwyNCHKVkMBigJ5DyRhRTQtvdtta6qiql1Hg8rsNY6vrzg69REDSbzVAIVWTHaeZ53srKivC9tJRHR0fm8AipAQCCxPcCz/NaYbz0zHOe50upjNJ5XhwdnQzzTFYlcRB5vseocci8oJDKEQaAnAtjlKUsClrKmXGux9mAUyKC1trWAqKzWt/Z2du+/5uBEEHgU7CddmM8Hl+8ePH8+XOfeuXlz//UTxHKDg8eTkaT/cPDyWSWl8V0nsjKEAeIaJ0TSBqBV0hmdMkBtbXN2BPoLDppZJ2reDoIx9OZ+anwSZlakXUapkgpEwJlNU3mUiuLoKqKceaso0gcgVroC3g6APl/qXuzGMvP607snG/7r3e/dWvvvcnm0qRIiSJFSl4k24gjjSdxME5mggE8BiYJMEAe/JJHA3mYhwBZgAR5cB6CGBgMxvZ4DNnyjEfSyDIl0aJIiubWzd6qq2uvW3f/799y8vC/1aSsxPbj+KIeuqpvdaPqfvd855zfds4o8IBckmVXrl5NkgQRR1kqhOTOIjKlZBT2bgxWrj777Es/8zPHx8dnZ2fz8dlidDadzQ/2D3VZpmmqnS3L0o/CVq97eftiEIVe0MzzfDgc7u7u1gldNdVzMBhcuHAhz/M7H9421irfW9vamMzneVGOHjwUUrZa7c3NbY68KsvCYZamRVnoolgkM2epRG82WdzculIVOUNgXsW9tCiKP//z17/xjT8RQjSbjc9+9rOff+nZJ65f/vxLzwZBE8r87Xfeebi/32uFe3c+JC6DKG41OxvXL5dFmaeFdXZSlqPTo2Q8IueQQOt8PjmLQ//v/8pXrXPIWTZLhsOT/f1Hvu+32+1Op/ULv/DlOvUhy7KTk5M0pToShgFKvvT9d8Dqgf0ceuC6MsCwNNY48sMwXcw5A8a45wtEBgzBOHLoe961q88YY/b3hrsP/7iqtBB8fX3D9/2rlzYCpV75zNO9/oojSLPF8cno6GSY55ozhg4YQ1cVusjQWWeqyA+0NeeZIkDOmaoKAs4YWufKqkTEOqyl3nI9ltg4axljrI5VB+Ccz+fzOI7rUmmt0cZwVocBALiaOYxKKRTckiMAIUSF3JGTyndgjHPAhHUkPR+sceiYUF6zqxkrjbG+kDIQsfUavaoq3r+7+9YHtzliEPiRwksXL/3KL33FC/xWq310fGQcHe4fzasFWVsUJWOCC48rLpGUQI6OMXDOAjiO4MgZaxGtZOiHQZ7nzmilVKWrmo1vHDggS2CdRQLjXCB9BxA3GpwxayprtBdERhtgjgCiRrPTXxlN5sZBEIaVcRw5cG4dMSGLQpeVJcYZF5U24+k8bLSzygSN9s79excuXlnbujTY2Na60roaTdOT4UTrIvDCzoriUnx8d2/3/m479MIw7HQ7QRC0Wi0uAqkEIp6eTQ4OT4UUyLlSEpGtD9aUpxjVfgOgy8q52pkMEaWxRARLc0ty1hpfKjI5Y8wY+Onk7dp6oCxLZzXaCgA4cd8PiyJ3tvS9xnyWhn7QbnXzvOCcO2eJgElhTVUUhZQCOHOOgOEizUlxYOqFFz53eO+ONkQAQijl+0p5cRzUweXpfFGjhXWH7ft+o9GYz+f9fj/LssfCfsaY50tLxDhPs7TZ6rAk55y5yiGAp5SxNvRlmqa+7zlLa6t9UxprSsF4HPng7Gw2L4uCITBA5SljXVoUQnppUQpEIbysrMqq+tE773banbVB35GuB4tGo4kIjLE4ji5e2MjyjPzg7OQUEL7w8stVnm+sDkYnx61m4/T09MH9O+hMGPhbGxv2zr2z8VxbR4ypwJ/O5kaX89nk+GB/daV7crT70a23LVXT2dxZEcddKRQRCeSrg0GaeQcHx40w2t95AM62GrGvRO0FMppM42Y7L/RwPGm0GuDc1sbGnt5xOpiNz06Pj7vttlJeFMVlqWXTAyaY4Its5gVc+YJLxYV/OjzsdtuT6fS5558VQuRpEscNS7BYLOI4Vp63srbeNPbjh3tlUQGCdvYxY7NGm/82PLfHIN7jddhfn0dSlNoYbYE67djzPCFEnfYeRVHdiTGGs8VsZTAoq2pldT0tqtPho2eefb7X6yk/ACACVxoqyyrNqtPheDSaj8YzJXzG+MrK6t7Ow7XVFWvtMNXApfSCCxcvT+azwjoV+ossiRpxlmbkKIoia20QBM65ZrNZNx5lWUZR1Ol0zs7OjDF5XjgCzvidO3cXi0VNip7PZrX5UFmUVuvu6uDzL7909969Bw/u3b1/76knb4Sed/Bo9+Gd28f7+81GwxXTqqparebZaJSXer5IH+488rygyosqzxFZHMdcCM54VWqLPKsKEAsLbDJPhu+/N5ktsrzs9/vWkXM0niWBkKVx2sLWxQujj247B8aAFMz3/aoo6v2xlHJj9cL+3i4RZVmWpHN0VLPnptNC60prQ4Se56fJ7OOPPlhf67/8yheeuXHJlLOTo4MPBXzuhRd9yUeLWWmMIRqenTHl+X5gjW7E0WLhqrJw1gaB7xjjjDnnyiK/f+8u90MDoqrKZrOpuq1kMV6k0yiOmQrPNQXAuciTxPeD6XTWbgZE1Ol0iyIfDAZ7+wdlWXHGJvO8318JlDBN8d6Htzqt5vra5vHhnjFWKcUZK6vy/Q/ePzg4qCp96dKlJEl2dnYA0TpXlEUURYzzMs3yPHfkkiT5tV/7Nav1x7c+mk6njDGO0Ov1MGy89PmXfvjmD33ft2a5NFy6jCynA/wr0x2RY4wBuRqoqLu1MAy5lEKImjKjtRbkwjBsNJumSP0wJiRrWK/XdsYURVYaCyg8z6+NVZH93cH6GCIxBgiIGARBbgzwTwRyS/GYlPWbv/4iMvwrU9+yf3LEz2lsNQpdh9M5AIdAzgop67PlnHMM6Bz9QLIAwBkjIMfAcrCAxBgScQJeM2Me44nndaqmN34ysjNWR58hZzX32IKx1qK1lTWAqDwlpDTWwvKbluRVrOOnaggSwAHW1zEwYAyEQiIOJVmybincAuLc2JpWygCBM2YBLZxHYiKzgJqYRGEYt2Q9IeOwc3C8p8KqtPPC7u3sHeZVOZ8vqry02vQ6vSeuXu/1ek9cubS19cXtSxe5ZOPx+Oj4aP/Rozd/8MbJ4YErstIZ1W3UW40axrTWdlpNa22WZVY7BqSEZICzyei/+/V/8I9/9RfnKZwejZI0v7ez86N33j3cfzidzbut1Vp8H4Zht9WJGzE5LI1eLNLJZJLNF4ioBZfazCszPzuRiiFSpQvnTKHtdDQVTHKFdbRxnWS1VJgURZZldZaAc24+m+mi8IUQ4Iosq+O5gyBYWd9SYVgZW+ULY0ySJLPZbDSdJ0lydHSMiP1+v91oDwaDlz/3og49Z6zTZj6ZnBweWuewdkNHIobA0ZK0TAIQEDFy9RosMzopS6i5mYBeZZK08rOSgZ0n2cnJyXRR3Ns9WCQJMbG9vT3odm4+df0f/Be/urXVqizM5+bO3XtHR0cffXz7wYMH9+/fn8/PLCmhJCC2ooYkrvOZElIoqh0TAcARWAdaa2OctUYXrlY5IjKtq1KXnHPn+bBEoS1xZJwtpapQ23MREDCsLT1qsM+VWgvGEcBYW2qNnBsrbE0wdYZpU5s6hGHY7K9sXbnq+34yHlVp4nkeIxgPz/7kT/54Pp8v5unRyUn+8e3ZfOaINi9cfe6551566aUwDA8PD3d3d0ejYU32aDQarVaLrKvZ80qpixcvGueKslosFof7h3u7+77vtxtNiloiiAfdHuecnJGc/dl/+LZhlWH+vEjSdFEUxdZqr90bcM5mk8lisQiC4K233vnOd76rlEqSJIqCtsJXX331+c++uH3h4pXrF9MCjo+P/9Xv/uv3f/SjrY2tdqOpGAvXBp12ZzoaKynLLN/d3U1m0x++8f2iLBdZKqTstXqvvvrqV77ylYcPH77xxht5nt+7dy8Mw/qUkrW6LI3wzgEWW6O6goGr37R1BLZzwAA5csG5FJbAOFdWFefc830hOBEKGT8GtJ0TcaPHOa9zzxkPkrS6e+ejPM9n03lRVc454+i3fuu3/v7X/pPxZDYcDieT2b379z9MF8OjAz+MyFiwzhin/ACMs5jZ2UgAACAASURBVNZIIRqxKsqsrjBxHCglrXWMf+Kyh8gZQ3O+1/ypnf0SQVpqpx5j2PUWA84vRMaQcyRDS6plPfq6WnrlEC1Di8wyZYVy3IG1QBbJ+WFLmbLZ32AcyrxYzOdNVb3z1o+4EEmSzBcp5/y117748ssvP/PMM0VRPXz48Nuvv/7x/Z0gCMBZRgydNtr6vs8YXywWANBsNonx2WyWZCkiekHAABzWmxAkqIXlSzwUaSkPM9aSI+fAEuMIwBgIITySKrh45Ur+8d3pfPFYdg507hyDy9uHoK7pzJIBYIBcOzDAilIzjtKPVBi1Oj3G8PT4UJuq223nWTocj6AqvAtbK621B7v7H3zwPiK22+1Lly688MILmxculWWZpmlWZWmhj48O9g5Oo8AnazfW15956oYfBEhQleV8PieGnh9Kqayj85xlyvNcoOGc//TIV7sOMIZSSu001is2wzgXRAjAAj/yPD/0g/PkSFQq0KXlHD3B48CTSjgGpYGq0otF2lhpdzvNMGpdvnz1W9/6liMoK3N6OsyzpNuOfd8vspwDFkURBLwu9TVlo3YPrvn8dfdf+8UQkZA8CEPG2Wg0MsYxBkpIRCY4z9K5J4UpC87BlXkgBVey32tfuXix1WxIwTljD/dPdnb3s7Kc53qepgBaSkGIANYRIbnpPJlOZ4v59Imrl7u9fpbOTZH1+p2Tk5Nuvz9YXdt5uBN3Vvb396qqAmN8Ib/5p/+2EUahkmWWlEQ/fvvNTqc7my+Q+7PFlIC3w9DzQ65kLfRAcPPJeKW36UnIS721uXF4PPF8LwqaeTax1h4fHFqX+1LqsggCb3NtjQFNpyNjTBzHhycnqqrCRsvzAlmXGGeOD/ci3z8+Oz05Oj45OnrhMy+ubWxPJjO0qNMiCAKiUpuc8ej+/Z39veMis6znlVUZhj5jAggQmXXWEew+2jMEl594otEOPc/jSlVFzvEn9u9/G4bnX2GEnptc/HUPY4yS0paFlHJ9bZ2RLdJEa/04K6IoS6mUJpMkGQBXKhysbVy9dp0Jboy5du1KUZb3796aJZkDrvw4iJq93kZ/ZX12Nny0c+9g/+DpJ68T0Zu37iBn1558MmzEpa6yIuUeD3xPcM6A1WqIqqqSJKmTA5vNZg05jkajIAhqdka9JTs4OCyMQ8YReW1LybnQ2jLGkNxkMi6LYnV1FbhI82JtYz2bTc+GJ7bIdZ6QLyezMTJBwA1AVpZBHN/beai1bkbNbqejhJBmJqQsqoocha22QDQONcF0upjMF8fDYZpmzLEgjG7cuL7zaP/RwdHly9c8P75w8fLu3uHJ8TEysWwDGAJQTVidTqnOxCrz4sLFbVvpw+EsTeZpumi3WjXbNs1LqQRz9Atf+bmbN28ePLpLemqK/GB315d8MpmEYdiIG6+99moYNfaPT6bTWX68X7/c5wBpzRFDY2wdv+m4NrCUhQuBNYjCOedCcM4RmRD1b48D4Wg0MlVy+eJmq9Xs9dsnpydB4DsLWWmG4/xstq+1fvLJJ68/+fSffOPrzpTFYmaqMoyCZJHIMAvDOI6bRVEcH58URQGAjPGyLKvKeJ5r+QFw4Zyr5ovT09P9/f2nb9y4fPnyaHhsrfU9lef5fJ7++j/59UpX93Z2pWz87VA+/FSYLgBAGIZr62uMi1rfaK1+8ODB9trqU09e7XaaYMqf/fkvG3Jvv/2jWx994Hmqu9KfTueOGCEYY/42Xkr/MTE8OcfHHU9VOekB5+evd/0aY30UHmM4510EPS4uS14fOUeOkNWKnfrp7nEZOr+xiB5nu5/zxamuJksYz7nlGCkcAQADRFgKCOuBseaLICIgnSuploTTT0vdrKu5qVjH7C4XYAzB2mXOgQVEAMfIsSXHps754AyRA9nlP8gYF7V/hwPGqO4SGdYDPhBYQEtoWU1fRVvzgy0AgnWotXNkFfKo1Wx2OoDIuMrLsihtHLdUR3HgttJ37z/4+OO73/j6npSSe3Jjc/3SpUubm+tPPPHEZ577zHQ02rl/f2/30QcHwyRJZvMZEQVBEIbh8OQ4DEMlhBA8TdPM6CDCrdX1//1//T9/93f+5dPXn3zl5ZcuXLj0yude+uKXvuQImITXv/12VVVno9Hh0eG9Wx/Ok8VgMOit9AeDtX47qhk7CaNysqCyyManUrIw8vurq3Gn65Dni9xqmi5G9bQWhmHNUWy321LKbrdbV38iSq1dTCZgjC1zZqzneVmWzXbms/QjL4q7/ZWVbtP3/cuXL0spi7yaTqdhGB4fH5+cnMxm84P3Dt7/6P3+hYv9TrfZiJQUcRx7nmKMWbJE5AjsY10qISIQckZO+Z41wjldp1Qhgic9XZVMcGvKpDDjeSL8UCPjXBiHR2eT27duf+fb32bi/2o2m6urqzduPPniiy+8+OKLr3zh81Ez4ty9//6dB/cfPdzZ/fjjjx/t7xVp2u33HbkwamRFkWQzRC6Ux5EzKXxVR2mD7/tSeIyxLMtms3lZlkZKB+SItDPI+Cdkg/M/LN8XwACcQ3jsjFuXJGNsTQOkpfN9vRVBAMrzsv5gjKEzsa+Mc4Lz3urqlavX3vjBG1VVFVXJJeu0O81mc7pIv/udP/vx2+9sbm4+9dRTVy9faTzXqEf36XS6t7c3LE8cmbxI7969ox1FcbQyWAuD4Mknn9SVzpN0Op0enu2QdUpxIYQnVTOOkPNGs7198cLGxkb91tvfvbd/PCRjGo24v7ohBfPDqFPkVVW1Ol3JmcsX/+aP/uQPv/Fvi1JvXrxw+fLVa9eu/df/8B814+YPv//G7du30yR5uL9XFMX2xman2XLOeYILjszZZiNSnvB9H4F/4xt/9Ad/8Puf+cxnnn/++V6v96u/+p8Nh8Nbt24tFos8L7MsCf2oNmWtzX6B8SU1nQDQAdAyJJsBYwCIxlbSl5RbR2TrlFLntF0GkyhfWmstEUMulK/t3AGrjLO6dA6iVrsfBEopzvlv/uZv3rz5/KtffK3T6ayurnzxi6+89toXj4fD0Xhy594uWl2lCVW5UioKfXB6Mhr7kV9z7pMkmS+mYRDDec5yXcpq2+K6IH/aUgs+XVUf2+QjIEFNRcZPfI+RMYZm6UhG4M7T5MjVAGi9EkMkZABAHJA4kOMcS621rpSQIgibnl+NHjWanavXriHi8emp5wW379z7zus/4JzfvHnzxo0bX/75r3z1a9H3vve9t956q9FoTsdnvV4vS6aMsWYcWWun42MVNhi4QAptTZnn2to4bgAiYwTE6iwUonoutQxcPeQ6pKUeiTEgKLUmlJogjBpLN65lPoRjhLRcDDkOZAHr+lHbPSMiERhyBCA9tVziGFuRBbKt7sqD+/earR6X4fp6w5TZ+7fvvfnjD1dWVl750leEEFpXo9HZ7/3hNwhcp9N56qmnnn36KUAgEM65OPDLIjs+HR4eHLZajbXV1U6n3Wg3oyheJFmapsi453nkbFVVjSiUzAkhtAYhf/rG5rJmZIBFxxBxkSZB6NVaTVOVVtv6kHiex5GkFI2oJZAhWOUxqXhpzeloJjzl+z4QGkfzRdIUQilVliaOZCOOnrh+lTNyVm9vbmmtH95/wBivR76a4uj7fp3Z89hYiHOe6RIAhPRq/fNkMnEOOIOlazFAFHqD1f5iOjNVGQeeQEKy6Wxy+8O55Kgk931/ffPS5qCjiU3SoqxMaWx9oQhCDg7BecKzVs/myd3791Z73Qvb65kztWUoYyxNFteuXSsNxGF4cHDw7tvvdNrNXqujFPc9GXhqPpslSZJnqbZOhjERcU+Op5Ner9fpdBa9gSec4sKaSpeZJ1llsNVu7B2cElFRVZ7nZWkmhFDoz+aJsXp1MLh27cp8Nknmk83NDS8M9w4Pi6qKOVNKVXlGZGeT4WI2SSauXlhorQmwrNxoPB3Eq1HYyMs5gWbGOgtGS2sozzXngnMxGo2sJSVVTtYLwm63u7u7ezocXnrihlA+l0pK6az1BPt0a/vT89v/p4fnT376N099jIPgDAx3zqVp6gmWZVktNFhb26iMmy/mjigri7jVPDk+K51pd7o1F4ZLETVihxA3Ww8f7X146/b9B4+cNT/7c1/Rhh7sPrp3526kZF5Ux0cHo1nSbjel7zsgPwzr1txYIxlHRCJWY3dBENRuAjVXpbb+L8uyNqN2jobDcdTqR82WEEoKURQVEWxubpZlKaXfaDBEnM/nWxcuvPbaa+12s9/vZ1JIKde6HRz08iSlboeQf/Pb39u+eDErtHM4Go2MdhxFMwpBcIvoe55AlleGkDGhDg6PD45P/UZTeQEwrisX+WK+mHz40QfbFy49eeOpZru/t3+kq8LpKghCrWtinCVHXDAmhOd5YRiWRZbneRxGk8nk7ORUCMal2NzaeO0LXxAMj45O33rnHeXxrcHGSq+V5ykDy7kIPE/rcjaZLuqWg4ARazbbW1w2mx2aju7cuYvILly4WIP58/l8sUiCIOz3V9I01cAkl1YqT0pPMt/3smIJpdSdRm0+yJAzxpyDOlyKC+acOz09qSPWHDAS/tb29qNHjw6OR8TubG1fPDl4VPFESpkXRbfdmM/ng8GgjrjI89zzvPpVllLWZiqLxSKIYyGErvSzN5/e3d299eGHG2urdcGJosjzvI2Vju/79QYKQfw0wxPxJ65ExCXv5dPbEN/3a4J6zdi3VhtTNnxvNpsh2Eag4rixsb0ZBN7pydF4PCqKzAE6YohLgP2vyhX+I9f1OWtAqDolo91ZcQLqyu6c0XURF6LmldSKOwZ8qUlBdMuVMWOMGaeNI4Gsjt0AxmoTs8fzdb0zYIDIORKAceekf3rM+ydCjgjLPEBkUPP/a7Hbp1R8tMz0+6S6/WS5egwJMsbqrbyxFhmTUqBzUDfTrI6FEpLkeR49EJJzBIwhAUPOUCBD5TliDhghIwP2cSQRuCVtyuEnNtz1/6uNrVux+saqqmqWlB2DBOh0ZRx4fgwERqMFYiCDQDHAZjsGxKLMz2b56L3bP/7wY/mtP1dCPHvjRiOKe4PNrz7zfBCEYRg452az2Xy+cM6maXZ4eDidTqt0wQDyhcmnmS+C/QeHe3d233z9zbjZkJ7vR7H0Az+Ktwb9IPA3NvrP3Xg1iJqMoYPy1u37Bwf7SZakSWqtXXjKszBodZRCAp1li/39R+bgIG71GkETHPb7/cc5DfWNfnJy8vgw1A/yPAEQRZGTPJ/NjTGNRqPd7VQOZmmWl9XB0ZExpihLABJSBkEQRVEYBZdvXAl8HxHH4/HpyfTs9Gh4aKXgCEhkgRFZcmAsOoaMAJhDPJezA1CWJojIEGr+LQEIHhgAxgRILsAxr6FBTNKSQBtHsUMSYdzvRlHIGQxn2YNvfff3//CPvNCPQ39rc/Oll55fXevfvL7+6ovPBNF/+cZf/PBPv/lNxvnpaJxmczAmkmitdhYcCuccZ4IzhkC2KhRjzUa702y24jjLsjJJyFFd3+GxfbBzgpFGQkcISMs4Z6wxGiVUjfoRkLGGiJTwrF0avZAFgtokhpxzzgAwKittHWhdSkDFGFe+sbbTXVmPQkBKstRZ2+92a2XX7s7O/bt3fd9XSgVBUMcqhmHoKaEkX+n1VjfWK2vTokySORGQAw5cCrG5sbl9jdeYc1WURVEIwRjo0Ww8nYxNpWul2cra9mB9i8hZbfI8S5IEgUk/lp6t35ueF3mpferpp88m46qqHuyf3H2w/93X31xbGVza2t7cGHjKf2m1w1GWRWmrLEvKQ3RPXrmYlUWVzXVVOVMwHjWbTaXU8fHxgwcPlFJE1Gq1fN+v18DtdrsWG+Nj8zqyZCxg3YoRAnEhOBJDB0iIVOpSCgGC17HHhOgYF4IXVcXIBEEoPV/rCiWPVIPGw9IZ5glHzbqw5Y7S1FibP/HsC4ui+P1/83XOeKMZI0DL865cuz5YbX322evd/joxKssySbIyT/MsUZBPypwIpJBh6C+pVow5W+vfyJgSALgQeL5NQ/wU7aIujz9pw1AfNWAIFiwtnYKIiEN1bm5VJ4ITgCPgy9G4niWdISAgcOQAqCitVJ7nBzXXnglkQcdjYW4VMmz2twDYlafal25AWZZZnr/57sdvvvP+5mq/3W7/8i/+4tbmZl7kWZpY52bTyfHJySxNFLOL6VhKicg5olRKOYZkERjVlAwgcBbJgkPmHCPHiGrPXMcZOQTGAbDUhnOGwBzyylipPEIgskRLk0MEi0DIHDgixwCBIRpHgp0bTgLo899Zfb8h8rwy87Tyo7bRmjPu+83rT3WUkmdnw3u7p8PhsNttc8H85gCRCuPeu7Xz/od3At/jHAXjW5troadWBz0G1ppq/3D/wc69oigDP+yvrHa7XT+ItNaCsyAIGGJZ5lVVcR799H1dgxhLz8zaIErxOpEyiiIj1Ww2zbLM81Qch5Iza7XPfUQCwrptc86laRJ6sTZmejb2Gt3pLEnLebe3cnDwiHMZN1oEsLm52YjDg/2DosiFp/Ikr7096kVGnufj8bgG+oqiqDXeUTu2xtSeitPpNM/z7e31PM3JYRTwTqeztdZYWVm5f//+g3v3XJVrsr4SjdAPlORAnDMG5ujBbZQeCN9kuatyxiQC4fmCAwCMI8aE1vr4eDqfTcsi3dpczfOibjfjuNFud3Z2D05PT9f7g26zWeSFYFBmZcZZkSSdZmN7Y4MrbhHu7uwHsZeXVkjPAi3mSVVVApgnPENuPD5ttZu19iXPc+llutScZBCEzbiBWJVF4WxVlcVkfLZYzD1PZVnKpOj2uuPpQkhR2Upy56wtskXgyVvv337yiSu9dns0WQCKdn/wwcf3W9o1pDx4eBTEMAi62lnjWKPVH03S3b1DECvD8XBt9UKeLFZ63c3NTQGwublZGJOm6SIv8jwHYFEUMbJ/RbD0N059jzul82IAf/1YCAACmNFVGIaIeDo8bYbB2elJukhqM0Y5W7S7naARJUm2GJ6NpjNtbRA1hec32g1EOJtOJtPJ8ekojFvzpNzZPUqT5OTkbGttcHw8dI41W53RePLw4SHzmusXLhLjeVWFgnMhlFRZmjpTG1xltX9sq9WqDdJqXToiNpvN2t4zDMNG3C4Ka60rS82FL7mHwO/d20FnV1cHnItJcialunfvXhBFcaMxGk3KPKvSubN2eHoEZckR/NiPGq3uSj+vqqPTMUPhB1GjKQnJEQE4DYCe12i08uHo/u7eZJ5WhrKC0iopymmn197avpDOjrrd5tb2xeduvrD7aD9P5lkyA0euqrg1RmvpKyllaUyNi0gpms3mbDqOouiZp595sHOv0Wg8+9kngKDMs7LK9o+P0zRrtRqOIAhEEIiT4z1BVZEmDIARlFluKz2czYKo8b3vfS9qtBqd7gcf3YpMbq1zjqRUQqr5fE6ASnkEUFWaCOAcKSmdA8eco6qq8jznzjPG1NNNfVgYE3EctRpqbW0NiMqydHU4sTVh1OxvXF3Z2tbgpdnidDhtNz0viJPZuKqqVuSRcyKQZ+OR4CIIw3q3t7G5WemqKIpuv2eNtUC1a4tU8uzsTCklpcyybDFf1JGh21sbL//cl7/+9a+/9fZbXhg7y4QQdfDy/x/Wxzmz5hMgqj70tR1R3a7UqpD6CD169CjwhFxb+ejWR7fuftxsRM/evPn+e3+Zpos0L2qmq1DyE/u+vytTH2O8qKDm2ByNx+jx2g1pKUMSotb9Px5gkD6NTvyEtcAyVKQWHzOG55hPbbC5ZNyeh+3VdRyhFtaAMcuGjDGx3LxyzuoWhhwACGTuPCSAwFlrqXa7+0n6Qu0tXusJGWPGaEDknNcr/To5EJHOWU7AUAGTAEBY63xIW82RMwFCSikUgfMCyzghc8SYtca6JcUI6skCa7d+AiL2yfEiBIcESvDaXi8vjQVOAEVZOgIVqDRJOHFwxBmL/IhLWViqygpFGHgNY3VRFMYRU/77d3YP9w8Gva6QJk3TPM9r86Ioii5fvnzlypVXX3lpe3u7BgEmk/zNN37w59/+1mjvTDHRba4M1laBCUOETMzH6cPJKE3T4+FJlmWMIRPsmWef+vJXfu6f/be/wZjNstLzvDce7Zw9OlycjdPR0A9kmi3WBivo+cbScDgK/eh0dFj300qpOI7jOA6CoCiKxWJRq7qdc9MkSWcziagYkNa1A40xJmq0eqtrlmCymNTJ2oUuZrPZycnxex9/MFvMGMN2u33lypWtra3tjbVms+krL0vTR7s7zhkCQ2AsWUuGAwNnBZhPu/jU4Sr4KfRsvCgkQ46KIbfoHPfnuVG+R4ClsZI4MjnK7OliAuQ4AmesvbYtODTjcJxkX/933+l1O4fvv8U5n8ymv/Eb//R/+uf/o1RKebh3ePZwb39n9+HR0dGHt+/v7p9WZWGxjtIChkIXRVUUrVbLV57k8UzrvCwQUSoJnFkiBKDaDgEZMUJ3nta49Nd1zpGzmhFI5dV/pUgaZ4jYY8t+Hz0mWVVVutCGiBhqBqUj4LwqSiakMRTHjTiKsiwNvbDSJUpVlmXg+e1my1pb2zfnaZan2fHhUZ7ngmGSLI4O97Mia7TbUaPZ7qwRUZGV49FoMprvp+k8OQrDsNPpSOkppeLAl+jacbi1PrDW1s7aJ5O8yPKqKrvt9lqvHwWBLouyyInsYrEwZbXI7Lw6XhiRVLzX2yRyjTAaDYeno/nB3ltVXiilxuWxM3Z7c6vTal27fOU//5Vf/u//2T+dp8XByfHe3t5Ht2998zs/TJLE87yVlZWaoVAvfY0xtRhJCOEcAGdIDAFrQz4iWwv6auxI24ohGqslk3UyVVEWiMiFAMaRcYYQBMpz0hijbUnOOnSVdUopJtFQJYTgfh8AnLHWVs7WLhWOgby4tpUli9FodOHChfH927Yq33tXL7J8keaAuDLobW2uf/6lz37pCz+zvtr5g2+98fDhw729g6IoiKxz1hjDUCAXQnAiAkIidx7zRviTKp06dHY5zC2LFQABY8w6rJ9gnXXWcjAEDIA+ZQO4JBc7Vq8eHEdznvNORKSUsNaWVemcE0J4yiPZzLJpA31nXRg3F4uFUKFzTspGK0LtbAClSSfvvv3ObD4lskmy6PW6g9WVL37xta/+p78opZxMR+99tPv2W2+/+957cdxY29hkgEaXjAtkYrlRcxbJAIADx4gQaCnfILIERGQdcelVVeUFHgFDxq3WCMDqmRUsIiI4RGJACI7IIdZpWMg5A0IABxw95S1X70RUE0tRFJVFEMZYFQbOutJZwcNGdz1uRMNp5sW9TqdtbJWmi9lsNj0bjU+O1lZXnn7qSbLm5GzCwbz99luvvvq5fq+zstIvi+zs7CyZZ4eHh/v7B45AShlHYbfTvLC+HgeBUkprUN5PtQJcLJXzkjHkNSBcd+ee5wERY8wacs45MsYQImZZxjmSq4rScQGVc8hASimERMcbzZbywtnwMMtyz/NrJt7h0eH25hoTvCiLuBFbZ+eT+eNOoI7su3fv3mOMpdZ3pXnOGGPCKSFrpsPVy1fm84UUXhw319bWbv3l6/PpKAz8fjt0uogDL/Slz5kpMks2igJfeT7jFtGQBlMwsETMaFtD0BwcA6fJcmSep5jHmbOHhyfz2aTXaTYasRDC89T3v/+6pxrrg9WXXnopXcx+8Pp3BWc3bz4Lzj28f/9XfuVrW1tbd3buPjo+nExHcXt1fWO1u7Jx8cKl3Z2PjbEXr19pBPzurQ84ApEVnHPO4jjmnGsiIgr8oNFolPlM68oPBFm9WMwXi5kui+99//VWp9PureRFZkyVJEkc+FpXnWajFQVOF4f7+1evPnEynO48fLSxfQWYbLW7VaWVUoJru9T3er4fbG1eLPW8KEptKs55HMdSKCnU5Ox0ZWWF5WVRFElRep7nZosgjtGZx01aTcn7G0e4n1L3wd9ICnWETklf8E47brfbZZoURVGP/WdnZ6enp17gt9qtg8OjNKuY9JpxkyvlRzFyPpqcjXfOBoP+xStXDw4Oy6KyxBlT0gtPTkeMybX1zTj29nbul5V74rPPbF/Y9qSUkpF1WZ5WVW61tpUWQoB1Sqk6pLTu1PM8r83tFotFp9OJ4zjPc4+Jfn+A0kuTnAufSTtYXTs6OpyMhisrAyW9OIoY5ycnp+LWxyh5mixajej04FE7kNy5qiqCOESBH97+aH1j1YHMK628hhDSV4oRBUpJhg5hluXZ2Xg0mU1mCTFVlqYy0Gh6yg+1dvfu7Xztl1+5du2JOx/fHY+H49EQQKC1Dd+LfWWKSiLWVobGGrBExi0Wi0GvY6wRQr733nsE9urVq5muVlf6M3TvvftjJXhZFr7iltCaKgjU4cEiUoysDYMgJ1fvX+K4cXY62rxwpdlsdbr9f/hf/aOv/4v/2xFwIU9Oh+bwqI4isI6SJDk8OiaisNUO4qaImdWaM6oNLeu+eomjaMeZtFZba2tq987ODmcuy1NPqfqZR6ejV3/h+tM3n7145XoY+H/59l+c7D/wgsj3A855p91pxiE0OrUQfbaY12Vqf3EwHo+dc2EURVHUCKOo0aiqql5yaa2PDw9feP65wepgfDawZbFYLN59990PP/qw3kaVxTLM5qd5nZ/6hD0e+R4/tNZZlvVXBlLKPM8Zg6JIa4aCrnJb5Q6ZdvbqlUsXLmwNT0/2DzQT0jq0y8jmT6Ig/q6ktKMUsL7e/fKXv6LaA8GsEIILPjwd7uzsLJLF/v6+rSw5QsYYZxwQyAFDJiQyVvcIiiGwyhnrSekrNycixoAJYtwAWeccMUQJjKy1ziGS5Qw45+TIkmNYc6oAkBHjdYQeIwRkyADAMU7GWkACdIRuSe5DxsjVWs1auOLIkQNLzpBz5Bgi01Y4EIASUSA66xiA4NwROVcLPMiRPT8W5MghRyYQOUMg5wznnIFAJox1fJngDY4sAkekGjTET82c9UDMY4ooQgAAIABJREFUOAKQc4RUE1tdu92zFqSSUagqY0xpPenz+oc1Nq+KQpeGA1e+cbaoNGfMjxrkbGmc70kNUAJzIP1mL+rwWnWZavP+xw/e/eiu1n9cY+JCCF/6m2sbv/FP/ps//L3ffetHPwIVYNgA4VnrGHLJIwu5Ctrr7cEykMGak6n5P377X/3z//m3+73eF77wyrVr17yBvHF5q/XUjX/8ta9WhXmw/+j+wcE8z6vKVrlJF+msamit55MT60h5npTK1b7GfiCEaLabnPMuCLNWWa2zNBkNT1Nyj8ZjNp+nxUOQSiivrZiUMorjRiPutXpr/bUXn3+xLEvnbJqlZ2dnw8OzfJJVZRX4nq+45KwR+Nw5Tk4QATFpERxDYMuoe6xfxIrwfG4CQsQ4bhhdOVcZozkDa02j2SYiJgSTylTGWMcZBzw/XsDGs9Q5s398xhnjnO0djVfCLjHWb639zu99/X/77f+n318ZDAaDwaDVbne73e2N6y997pUgDIHAmDJNs6Ojk+lkMp3Mjo+Pj4+PzibTMIwYCxS3HrecATEsteZCOgLGGQJaS2CBA0fE0lhDJJRXGsNRVVUhGTEQVamBN+s+n3MBCEDWIQolpADSNW5uLFpCixzDZtRoRbku8iIfrA6iRiSkdM4WUONLSZHn2hkV+lIIArLGeM7rrnST6URX8dpgdWN7O610lhXHJ7cZ54EfhqHfajeVkEF8sywKXVVFXqRJmi0SBjifTufz2XQ6ZUIGvt9pNXivUxZFVRaL2fz46JCc44wBkRDCjxtMuUYjurC9tbY6IKQ0TRfzhQw8XWEYBw1kuqwGPJBclFl+MJzt7v/wj//9nxljN7a2+isrcau5urb2P/zmb2jjj0ej8Xh0dHT0aHfXGJ0kY84QAD1oyDCsIHJWAxPIOBFZ0lJ6wLDKc8EVQ7QWLBASIxCEklA6MMiEA7TWMeCcc13oMAoD5ZdlUZWFpyRjTDBAqwPBlMcXZcY4Y8gYZ8TQ6IoxLpWazhbO2ma3Z4FrVImm0lDU6Yc9RMaMtTsHJ7fu/Wv8l78feN7Nm88N+v0v/L3nf/6VV9rdTlWWj/YO8jxfpElVamMMOWJRgxEwRORgtKnFeJrIcU5M1JOJrFdnS7FenUeJTKiiMhExC45I1OG09DisxxnO6iSFkrmSkdXEnQNytVwbdGEQ0RPeEmnUlkssdYGCcyYNkOWccWaJhGCCC+Ecs6BkP8zKqL/a63WN1mmeGmv/6Fvf+xf/5htRFPX7vUGn8/TTT/zMl16VQpRFBeDe+MFfnJ4NhZCM147angNJSAgVoiNnheCV1rV/dqaNUB7X1uiCM07OKaGS2VwwUUAFIBwKRE4YOJAEDMghERBwDg5q1K+WTDtbVkRuaaOLjCFYBLGM4XV5npIDxkDr0hhTFkVNmi3LylqjZNjv+Ssra3D9iclk/GDvxDlrqzL0lSeD//Dn74aBHwV+fVt0uq3Ntdbaak8wbowuyurR3unDB3sCyueffuK1V16gn/CGq8kxVMfeWiSjC2OMdY5LrpSy2jjrHk/CVaE5kvIUl4Do3NI6EwmFdYBIzdjDwgWsoGI4P9s72LnleXyl1Wo1It+Xo+PTR/fvaa1DP3j0YMdZjsALo51Ag3x9c/3R7gFp8KUPBJXTpnDAheNMU0mSkPHKlJ5UnmSCLCuy0cOdJrCyqi5fvbra79y5f7eqKg/AIQolHbHCubIsVOEq5tALLJOVBWIMiAERCXACNGnmkDEGyIq8lBx8IYuimk6mvpJVlnWicHt1ZbqwQRAiF0ypp599ajY6Pnx4O2+3bZl89MFHw7OZDD3lNS5dukZMXb5yFbk3HY8kE1bbMq8e7hx4XgN5xHgEpnIWEcBU5bWrTw8GW9/85r///Be+qCT+8Te+vpjPjYPZbCoYA0e9Tlv5XiMMxpIBurxIMVswZMB5uzd47rOfOzo84l544dKVykK/33v58y+98toXDo+PqvwUuPVlmOcmbkQPHuyubawrr39y+qgs7O0PPrh+/XqapqPJRBNlVZ0qxMPA31hZOTk5Jqtr2e55KhXVa/S/fuqzztZHt2Y//TTch0v1zyczoWAMGZRFnqYMGa+Mc8CDuGms09Z1u10mRJGVaZK32v00K5FxZMLzg7PR6fB06Jy9cvHqo4f7jJmXX356Op1977tvkeHD4bzdkmEUzrVZuCiBohFGSLCYLzY3N7SuIM19P8qycnQ20pUWQkglrDVKSSFETW0QSmCF83Sxsb3phf7+/n6aJ8ZRIDCMw7LKWMm1qeI4Go2HpakKq40rfeULKT1PcClnY52l+WB1fXtt8NG7P250Bl4Y3N/58d7D03an1+qsNfxGZSwyNJo4lxUxYn6R5GVRELIobKSLMivLKAzTLF0s8sH6GqHY2r5w48Zn9/cfLpK00Ww4qhqNeDbPZ0laWbDINRoluCPHOOOcVa5UvlpZXbm/c09YbLYazz77dJ7li5OjPE3J6EYQWK2drnSlo0az12tLyfMyzZOynM8Wi4WuKgDyfZ+05ow9fHDvwYP7cbPDlRcFflHkANRsNhqNhhBiPp8bowGira3Nk5MTIOtcyTlzmshZJWWn3W11e0mJDBmR4wytIwJIstRYl2XVvfs7QLosC0CmNQkpAyXeffP1o92Pf/ZnvjQ6Ha4Our6ww5MjL2o2OmuFY9c2r03L4ulnL3ztq3/v+9//gVJemiRHx0e3b986PjogckVZKKXQUaC8drM5GZ8VefriCy8A0u6jvVKb48PjyXReOTGfTIWvlFSA0pCztUadzlMo6xRlcFT7kNTMAahVDEtptzW6KLLFYi6lV5SaHHHuSS8IomaeTkfT6SK/BQDDk+P3/zJoxNHm2tY8yZBLS9xXipxjyP7OeHg+zut78ODgd37nd6zXXGl6p6enRVHcvHnzl37ply5evBiGYc2aPTg4OD09HR7tj0cnJ6en83RqgTHBHZC2qhk3GUpGpWTaD3xytqxyECiDwJMiy3JkDJxDFIIxIaSzVVmWgCilp52zRIi8ZvLUfjiMwAEDxi04RKps5Rg4QIuOgIgjd1Ab9NSeMURg6xTL2hXGgnPkO+IE6EgQSOQaQXBeklvm+NVPx2Xa+9LexjomuJSciIgsQ4YghfDIMcYkA8OWO7ClJx45C1gPHp+QKOx5mnzdPSFiWWgGnBG31ioUZVlKKYHc0om7/ik4q8X6vvAQ0RpdJ/kCggUy4AAD7QAcEFFttQMATLAgVDWiWFirPHl358H/8t57UBmu/NS60gtQKWvBAmMSrYiJiBlL1gpHigARm6vXdFmlafrjj47ev3Uymt+xSVrO5ithtLraeeGlz168ce36hbWrV6+t9ttOw8Oz9OHDh+/8+MdplgmpikIHcZyk2WwytOR0Zauq8njQbLcAQOuSGJJkvY21rYsX52nVX10bno3zg92iKB7eu58kSe0b5Pt+q9UaDAZRFF27cI1zHj7ddFbnWTKfjMfj0zxNsd/lwAUCEgnwLFhCvnShAAdAjgCXNMkl/w1cRs44LhEdQ45ArLbIJMcQADTH5bUmOHu8DXIATAhkzBI5xsfaWmM8QxpDDLmMVs5mmkQxTyb3H5xUVVVko8X8mKzb2Ni4cHHr2uUrr7zwbBzHW5ubxlR/+qd/+u1vfiup2PD4DExgHMWNuNvpGIKsrKy1jAsnmKekyykrCz8I0PPOJmMiikNfKY8xZICr/d5wQU5XeVlgQSpQQggD1tn6LpTGaEEs9Pzq/6XuzZ4lu64zv7X2eIacb96p5rkKKAAkSIogqaZkypJaUrTtkKWW1C2ru/0n+MERfnA4/Bf4zW7rocNtq91uyU1ZltTRLVuiRk4ASQAEQKAKNdedc848456WH07eQhGEFH7Rg+rp3ox782Zl7nP2Xmt93+/jWOcFMW6MabVT611tjQ0GKgCAeVXHcdzfHCqlpBSc8+loHMhVVWWNVVKW2Yoj5lm2WmaGoN/fuPXC7dqa+Ww2m04ms9FiOsvrKo6i7eFmFEVSRoLzSMfGuG63n7Y71vuiKE6O9ptpQBzH7Vb3woVzTZs2z/M8z5fLpclXdb7wpjBlmRX51u7O5cvnZ4vFYrlY5tl8uaxMFSct5Eq2dEtEkvGyrO7cuTvL3Hh5UJmHUXL33xzdjeP4M6+++tlXP/25T7986+b1ONaPHz751re+/vDhw6qqRqNRHfxiOorSlkpSoOBDyMucMZEkLSI2X62SVrdRg1vhEVjaahejkiERQ0LkjCPjofalr4TknEvNITgPELTUCljEuC1qwRgDttY4ICNvfeBKylar5QKsVivksgIuVYxSW6Fs8BQQuUatIt1FgOD8aO/g8d27v/NbvzWbzXZ2tq5dv/raa5+/9OJLV65cYowdHh0cHR3+6RtvHh8fc+DdzsAFUJI3g0rjLVNaJ7G3xllrrWWN84pxIbgxdcOFGwwGQqp6jTxoRmFrVjMSIRGnwLwlokDoCdfqDATBOQTCRvCPxBgjqCFUzpeMaecCExjAAwuIBBgQAjGsvbBMCykNRp5L1W0pgKi/O3C2qqqVMUmRf/Pbrx/vHyynk41e98z2zj/5p7+xubnx9jtvf+vb3xpPJ7mTWYVS8uHmhqurYCsOPlZiVRtLVictH0hLbUQF3ldFySBoJYP3nCvkwgaqa1s59F66QIEAyBMFDAxDAIYMgTEWKLCwxkXBeuoJRAGCC85wRiF4zhljzDkjJA/kAENoKoNnYtoABgFUxIDvbG1VWQ4+lEUxGp2U+bTdat+4fn04HMqUvf7m+4/uvCcZ3bzxwpf/o5/aObe1mp+IkHd6PcWRnrU1P8rVJaIghRAMauedscjReSdBApDztsG9WuMYYmDMu5oJ1wzohJDGubI2ZWWiSJ3dHU4XS2AV1hPwGficexXq3CkGHKoQ0AFYX/lCccl00usNlqYKXKwqG60K7xEcNnIVJjkhauKIHAIBgo6jtJ0IRMV0ylVPt1bzuc1L7qwr8qSTdgb9fLUkxmsXOFIA9BAAcYDSA0emHCPHhOLa1qbhtI1ms6gXxT6URdnrdLiQtakUVxwE51GsouV0ls9nuzu7Wb3qbQyJc1Ty2o1rR4/c4aNZnU0UBq0jYCqASuLe1k4/Sludbt+4MJlMkKiujRA6BBEIOLSJIs6EEJoxJoVcrZbG7k9m8+++9e6Fi2db3Y3FMuv2huhMMLW3AQKiBwih3UqTJApI3W4/BJgv8qIOva0zlRfv3Ln/4osvtYSWUnTa7eX0aHczuSPC0/3jy9dutlutvMwrs6pdWlk/Go17va4vi/nGxqVLl7K8EEpWzusoKqtSKRUrISF4U9ngn6MUfjK45UcfOY1mRwLwfh0L8DGG5w9pxWE982mSnwbDLcbFarnMFstVljFktqoXi1Wdm3mYR2lbKW2cdT70ev1WHIcQyIQyKxKN3Q71uv3HZ3e+9kdvtrvphcvbs3z8dO+4LpNHU/flOP7cq5/5zne+U2RFq9WqKlNVdj5fWRcqYzUy9OtzewiecWSMu+C2d7ePJ6O4lbRardF0bMvAlRCK60gZ4wTHxWKmtJZaBAjtXjtFa4y5dvPa072DOGn1Oq3j42PfageUmQnnL51rt9vJ0Q9uXruUrXy1KDQoqbyDABDidluo7ocfPh49va8E397a7HZaSmTksSorzlirk+7s7o5m897GRpIMfdhDFGWdcxG4QBt87QMJpdqiyinPZ91ehwtdFhkKIKKiLo01G4Pu7tmzy9Vqf3/fGCMRXVVrIQExxAn5rJMkWgqlZJLG5dIwzrmQWqtBv5+24g/v3UOuBv2e87TIFlxp6yqlJCJaa5bLhTHGGLNcLgBACF5VZSyZNVDbEIlYMLEs69F0FKUtIi04RwDvLBccLZZVZYxjirhQprIA3FoClC4w5W3CTTE7fP+db6+y7OWXX5LDPqJrpfHTJ09Xi+XZyy9us/zM7rnpfNHu9m6/cPv1b7+xXObeU7fbu3T5EgDYymAg8IG8j7RECF/72h9HUVQWRRonQservJqNJlWWRxxXq5WFyAUfENg6e7lZ4RjWNHRgAIiwjlDFRsnCiTGGpLUiCtY678kYF8camPCExjkPUJYlApm6ynVUdTplXiNXKhJCyUYrQvR3h+ZCzgETnLMGd4vpAGx+5dr1OI6zLPsX/8u/zPM8TdOrV6+++OKLly5dOnfh4qdefqndiq2182w1nc+Ojo/n8/nB/v7hwYEt6yRJ2u22y03aSgfDYeXsbDkF5GmrxRm5EAJ5cuRsCBQEY1GaAGC5XAqlmzqKIWsyEQwgMSQuAuOWwAXywD0AESMiBB7IQwM0BwgIAQEDNKbzEEIj9QtAHsgjC4CeqEmu8jYAQ8n4WpiNEE6LtMa68IxS88xAzxgLz02KiagBi57OSz9B2fsMfLpWHjKSijft4Xa77bzxwX5MR8FBhRB8CHQKQ5WcASJruDHB/+hN/PQWbBvgrJRytlxoZIBorA1EUishhOfNMZRxxgl9E/gim6IR0BiDgbgUKtJ1XTvn+8PdeMiwqFfjkx/84OHeaJ7/4b8HxMHm5uULl3Y2t3/mH/zCmZ3ta7/8y2VVPXr85Oj4ZDweG8ZYpDjnHsAYUy6rOlsABESos1nMwsmTB1QVg+2d48f3ur3BtVdfasboWZaVZVkURVVV4/H4jTdfN8Y0oNEvvvZTW8NBp9tXWgXyXMcOeGPNcegBmAfH8PkuJp7Se8Ppe8sCYSCkgEDNNA+RCSDy5NZgVmTNWPl5XO1aLHf6DwWekmkhhOCBCHFvf99ZK6VMdBRHenvnUhRFXLD9/ek779yz//b3vfdaq5//2Z/9tV/75V//9V8/GmUno9G77777znvvPnzy9OnTp2VthJJKR0zKEIKzkKqk341XpipWq61hz9iafGDkIFBdL8Yn+7rVSwfS+3ixWFXFvAZiXCIiY0LFUZqmZeXr2koeaa1jJRLdmk/ng97gwsXzaTtdZavFcu7mmRBiLdnnPI2iXq/HGGsAYmVRNFCvRipZlNXdu3fv3vswTpMzu7tXrlxhHOqiXJXFbDpdzubz+Rx8iLR2zq0TXLxPO+1Wq7WztTuZTI6PjyeTSZNMlaZpgwnt9XpXr1598MH7rVZLa+29r6aTJ0+ePH369NyF8xcuXFjmWSPeWK7y+XQ2G08KW2IgAGyE3CqOgaFz7vKVq8fHx996/Y1vvf5GXVUXL17Y3Nz8zKdeefXVH/vPfvEXoyg6ODh68Pjkyd7TD+7eO15Mnfdx2t4YbkqpJ+MJR77d7WY+cAxaSc1ZXWS5YhyJAwGSI+9t6R0yEugMC0xrLYUkz+pgYyYDkxZ47S3gWlRI6+MUQwDviUshBEqpmstda+0pEOMUMJxyqSis3chZUSoVX71+88mTJ1zxw+Px//av/rW1Rmt15uzuV77ylddee+21n/zxPHcnhydvvfn2w4dP9kw5Hx1sdFqVD/tHx9RuMc6d84qLBvVhjaHAIinaaZxEilFwVR1YEsADIDXiBQBC7pAjMM+cZ5oIGQVYs5MQCZ9hPpvQCAzPnTGfM183fBQ6LSqfxy83KYKNy4Jx3dBBpDCb2ztnds8+efCgLsvZKvsf//lv3rhx/Ut/70v/1X/93+R5/vjp0Vvff//DD+4cPHnEOUu1JFNwISMkzlgwRbnK0s7Ae6N1b2PQ24/j/adP+RUGpnbeB2BaS605gfXr2Uhz91633hpnLBAjZKeV8BpGDQyAcUJGyAg/2cXxTGH+DHX2jHSitcZA/V5/2N9YLBYnR0dvvvkmEX36tVeu3bxxfmfzg3e//+H9B4ej2eXr125duygVz4vSN0vnk/6UEEIr7ioeQiCEECjPslhHUkpvnffeGiMYb2R+EqgxWnPOEaB5kAit9XVtkVNlXSPRl1LW1qq6RoRGJV/XJpCvqipA6HS7jbeiwXc9U5ae4qY4+rW51NUmTtLBYICOVtO5JSvaMoriSMc2BAAMgRhgcB4l55zxxkPPESQyB1JIEiwEF5zNq2UiE4ZQZNlws7csc6WiqqqyLAPwHBEY55wHYjruLhazg6cHUdRSWpdleXh0IgVq4ZbLVVXVSRT3+v29vb3p+/dLa6WWL9x+Zff8hdl0cXQyevTo0c/89E8nkTw6Pl6sllcvXVgUYbFYogxxGZdlyRJ9fHycFwfTyfTrX//6w0fb/X5HCpWvlhFH650Qsq4dETEmBJcMuSdqkjmcc3lZNYTVyWwxW6yiyH9w936WZcaWn/nsSxcuXDg4GkkpO/1+dTze3t6WUhrjvffT6XR3Y9DIFxGx8VWuVsuiLLrdbjgl7a2zOk9NDT8auvA3812a4wHwT/b+PftCnWY2NwnpxocG/dDEQgrJsmwxHo+TJAEu+v2+sd7XxnvfasUGqK7rx48fHx8eXbwyUEqFAHESZ0Xe6bVCgOVymWVZK+lvDbaE5MvVQmkZyCNr9PVYVkW3222mkg3fcrlcNms7SZIXX3zx0aNHzc7COe/1emY1CcCaZ9Y6ds4rrmbTqRT68uXLeZ5FCj3RydHR8cHh5177wnBza3tz6/Bg/2Bvv67K1WqVF6uiKCLVU0ogMutCab2KVavbccSPjo5ms5l1QUgto5jLyBE10/br1y7sXLiUFXWR56tswdn6YFkURV3X/b7odjqtbt9as8wzT6HVTp1zzhlENIYaDnCzF49GI86gqqomHpkDGmO8qddSLe/Lsmr65kna0sDm83lV1cvVKsuyqjRRKpurUgjVSlur0TLPc6VUURTN480zZ1k2mUy63e5gcyOrisIUcRxrKY4Oni6Xy8ViwXT3o/AY50IIWmtErOuqeRnNOhFCBICyyFerxfbOTp7njON8MctXK8ExjfXm5saZne3LVy62B9FsOj85ObG1efz48WQ6LsuygUf2er0QwsLNm7UtBHchNDZO51yn2w3WNYJza2sCaMDCJHhzMgcIyNYwSYKPEJJreMcPXwinBJCPJ5CfYiCZ1hopOGvXtHzvq6rWcUtUtdRmzY/5O8TwRCEAmAvQGLEkY3G760NY5SUX6uLlq82bnhfFn//l1//sL/6Kc07eYwhpO+0N+lGSaC27nc7VKze+/KUvp1ECvn76ZD8/PBrPptPFfDo5smWlYp1Xq7TVTqKYKeac98hMIOedKTIA1okj4zyBp4AULABDhsQFcQ5cAJcBmCMWiK0tdYSAjNZBW2v85qk/iiMy7xpdO1rGApcB0RA5QkIkAiYEEXkbJPAmtePZHdB73wBgjDHP2CTNW7U2PQcKgZCzj6U9fiIi9odCQpyxdZkkCQUB3gokxlljG3m2CK2zFAIiITCO2HDnEIkjMSKk8GyXJfoo27fJlHPWBiIhRNruZOPJZr8/d95mKw9ADFAKjgiE3pNQqlnTpx5uitLEGgOCd9OEQvAhOHAJshiY5K3RtDx/5XZQog6utu7R4erug8mf/NXXO53Ozs5Or9fb3t7a2Wm/cvtCkmx0Wn0hRfC1c2a1qI8OjvMiq6v8Q5uPFGtRLevl/vtHTMhD595GbKIUkzjWURRpPdhonz23JeWnvHN1XfsQHtx/9Pb3306TmIIVDIOQFtAhtwwtscCEZ15+9CHwU7Tq+qoJ1JyoGQACSkKPyBAZ49x6twbGMvZs1hd8QFyT4tfLiuBUrReIMQL0tG7pAkPgXDAOCFldZzUhkbUzxpjkQgjNeNTuRN77P/ijr//5N97WSp3f7SDDq9eufem1z/7Cz/0M51zqqKqr6XR6cnKyXK1Ojk72nu7PVxkH206VrWZIVOardqQ5UCTtb/7P/4Pgbri1vbW102p1291BHLWiuN3tDrmQtrJ1MRciQiZNXTvwMom5Z4lKnLUPHz3y6ISWKlKXLlxqhurB+caKuVisjDHeuyYo9pkoKI7j3ubW1etxbU1l6vlsdnx0SOAl4zKO0lZrd2ubMeaNtcbM5/OG4Defz0fTiXMOiSVJsrOzc/78+aZP0TCj9/f367qu6zpUZbPJRVH06quvNoyo0WR87949R6G57tK0s7Gxcf7MWYGiLMvx8ejJ073aGkvBec+lfHoyS9KeTAgQBlJOl4s6TH7wO7/7O7/3B3Ecbw6HnLFhu33h4uUfe/WFweaOUEppff/Bw72nez0FwZvVyWMjOwAkIyWEUmhlqBEtkcPAObJAQAGDks4RBO+sSUQklELPPZc1MUMCVeq9gYBrQSUyBK6juKqNq4xSCpnUUdoYb4InRMY5QCBAhkgu+BACZ7wwvvJGa2WBaZWQkEl3I45jIVhem9/+3d//V7/91VhiK233+73LFy69dPPqFz77mSSNnzzdn+eZDt2iqrMidx5Qypg3fShCWwXvXZn5Mme+owXWYe0ODARIDJACKkRGgCASxyMPwMkCBKCA1GjuT/fR0yLuWcTts2HX6b0xeB8aRlH4SP5w+jvrRCVojrOouHOAwIOILl27KIVYLOaPDsd3/vX/OZ3/JiDubG5/5pVP/+N/9A/PntlmUL/++vfefffdyWyaFyWTCrk82+v7EGLFna1Wi7EzeRoLjj64EpAxJrxx1hYABmB9e6fgsJlYAvoQyIfgPQL7WBvvNNeiEXgQwidg8Z/Bop+fivjT0igA5HnW5IxduHixyPOqqpar4pvf/l6EXiedrfaA62SyyP74L77ej8nWL3/xx15iP7qzNFpXIZpMNmNMu9dliIv5QqSi1+kuxOKkLAmQSxkphYiMY+NuzbJMaS2jeDDYyFb5g4cPLbHuxrC2Hjk3zgFntna1sb1et9NKAxFKEfGoSmrv1lLhvMoBYY3FFpwx5ry11mIIsYqIYfCuqsrEtpSQtamMMXGcImONfmFVFkJIH4gjc8ZYHzhnTArkyLhgTDLmOcPaOQ6+FcetuBXJaDad9Lc3f+oXfvqNt77z4bsPkDMmZVU4yYBQcqkqZwwJqbuLYu/1t+5s7m6D1LOsWC3nmruEOSXjqqof1yZeAAAgAElEQVSB4eFkakHGaduU9cHTp1mWGRfidnt7a1MI7O9ucb4zGPYeP3oYxUltihDcfL6YTeeR6jAUrTgh8lKI+WxqbbWzvbtaLEUUaaGysBA+EHJkXKkYuWIhVHVZVTXngsuotP54OicmP3zweDAYHhweE9HVa5eKotjZ2bl9+3ZAMZ1OG0B3VVVNJM/h4eH57a39/f1bt25xwRGx1WoVVVlVVafbVZEeDAYeCDj7m6u+H1V4/nBYH6xPVp/0A8++5QylVACUpuliuXJ13Wm3BoPB+bPnppMJIigdG+Osp/2j442tkOe5cb6qKoTgbd0YyDcGAynEeDQqSpNnpVaRjuK9g/3lasE429raevHW2V4v3tt72jgqtVZbW5tpmgDQzs42IuR5zjkaY0ajkZRSx1GjJZFScs7H43ET4P7C7Zcnk3melcusSJNOVRsp5KC/YWwNAZI4WU0POp0OOPOVn/x788UKg6fgvDWrfPX08aO7778XaXXljOq3IyVjY7mDJUaKSb7M8id7RweHcyLhPbraH06Wo0V2MlrtbA/+0//kZ2UUG+fvPXh488a1mzeuTyaToiicc1gH55yzdjKZcJ50Wk0uRUZE3V7XW9/vd9IkVkoe7B8M+v1Opy0Y7/U7WunamslkRs5aa4eD4WKxOBlNauugrCeTaVEUg27f1C4EJOCMCQAqy6oz2JjPloTs4pUraaudx+Lhw4eNAT6KIkR0zo3H48a/1+/3VawrZ4yx0+k01qosK6WUEAIY8957F7ROa19ywbe2tnZ2do4OHuZ5LhhJKYXkUZzU1iIKKUVV5UKyS5cvtFvx1mav127ny+XmoN1ttVfzxYMP9548eVLXdj5b7u0d1nW1WCzrqvDBVFUdRTpJUiW1975b9/KyaGp7zvnFCxcO9w/mk6m3zlojBJOSSclAcinZqc6LCAKBA1AfSfC8D95+FHG0BlxjnucqipDVQkRNQ4FCaPrXSikllWDonXPOeWNDCEVRFJVFLnTcquv6tJz8O6LwtFXFpRJCtVqtbrcru92yzKXWDXjDe+8DWWtUlAzSdgNsDDYooeNWDIzNl+Vivv/gwT0MIRizPRz+o1/5h6++8mrnpTrttFGK/cOjp4cHRVm/f/fOgwcPDh8/lkK0Wi2UYjKbOuc2NrfiJDGmilTUbJxNyccYq8ASeSJPwTOUnK0nXgRIBAgMgTWBgc9bNZt0wWZPYgDAOEkBQhDjHoEzRoGE4N4G7wwKZIxBCM2xo/GhRlEUQmjKv2clVsNLfL6oY6dpgU1L+2O1/no69AyBg6iknI7HKymbe/pwOGwq7eYp1lTc4IBxajrrnhBBIAsUGDkGnkOwp1XfRw2JEMD7ZhrZfGQHJ9PNdhsY50qi4MY7D8AYB4EU4FlLZv3iEAHANm0TIQBZcC4ACN3jxDjnqFez3HvZjrrtYB2G0NuM2nHqqpMsy0bT1XxV3nvwZLmYkw9VVeZFxpFduHDu8uXLn/30565fvTrodXqdVHF2cnL0Z3/+taOT8Xa3VVubtDq5Fs+4TNPp9N6H96qqal6X1np3d3d3d/eVV16MoygEVxXFfD576523CdGDd0QOkCMGRqGJ01jDdLD5v61NfsCa1QIMgEsgRhyQieZ9bNYPAVHwYZ0Cst7iwnOrohkCOzIBIDAkxgIiMUYh1M41nnLGGKKiwALXgOgYIpfW+ypzjCAvzMH4oN/vl+VkNp2Op/PZbHZyciSlrOtyMBhcvXrllU+9fOPTL589e/bM7rkoYW+/d/93f/8Pvvfmm9YYrhmZbLKYv/bpW3HCDh9+MD788H1CIMFQAcp2a5Am3TPnLn72s5/f2T6rJdNRbCQnCkKyleSMqNtqX7t2jQTOV/NVkd+/e69p16Vp2mq3Wq32xYuXmoIty7Kjo6MD/rjZEiaTyXJvv3beOtfuds6dPXfxwnkfrCmrRZ6tVqsnDx7Wda2FFJw3ABVE7Pa63X5fCMFR7O/vHx4eNqTBKIqa0JHhcBjHsdb64NHD/f39VqtlrX3nnXeMd3meX79589Of/jRwJoRQSj1+9HQymRw83QMPjDFjLDCUSrkQamsFgk66VQjOOQyeW2AyHS/yTnfobJ30hp3N3dFo9NZbb88Xy9LUJ5PxdDoVQvzGb/zGf/Grv6SVasfy4f2n337vYVlkjx89mC1y7ipByrs6eA+cqShROkLOFt5zCSEER642NWhkggHjLpANQQvtnDnNk0MkFpAb6wMhokAURM57eNZa4gqZ4M67BihCgZrU1yowZ2wvSixKkXSdd53BRl3XWV764ANqpiNns1WWUwCT3/n2X30zy7Jr1651B/3Pv/ZjN37mp6y1oKMnB8d37tx5/PjxarkUQlRVlehIotcsSHBIyCBgc3fDU6AyIiHzgIxL4jIQiGds4rVvtlFNrANPTwMhAH64UmKMkQ9EgRF8YnpYk0+FuMaCL4pccC2iWKVdi6qobNwdYtSKgr/04qeKIpseHf7x1/7k937v9xj561cvffELn/8HP/f3+/2+Bzo4PL5z7/5bb79VYVLmueKOs6AVGpMD1cYUAVDqRKtIS0C0AIYxLoQIPiAEzppQHgreQyBi+FzVhwAYAoR1AgZDhB9VdjwTBax5Y0RRGhVZ7k7nngBU1TUEiuM4SpJVlq3y/MILN3e2twSRqyvrfV6a+XIxHY+iMwPjqDShrT5h8tKQb8GbqqqstZOTUafTMXU9Phk1rPaiLJszSlVZRAxkGQFRcN5ClgETKIQmxhjvdgbI1GyZbaRaRFootbm52eu0GWMQfNPz9cGOZ9MkjgEgTRPPeKfdSZVuQlnX9i/GGOe1MUxwwDUaPVBoYpx0EqskUkmEdRyAS6mNqxgCEkjBOWHwIXhy3oGpsaaKAKLk8sULr33xfCzTYr66du3aF3/ii8ez8S/9yi/+h3/3p3/4h3/44d0HrUQH75Z5tcqqWOvH+7PgLTGdV1DtH85Lu727k6bxarlCTa2kPTrOdKSLojiaeEfTnc2Ec+GcDwiDwaAwldayquvpdIIMepvDfOGZQOORgJpQdefEclELZEJwIofAdnfOPbx77+DgKJZSS+Fs8MYVeW0JnCMU4tLla8fHo8pYYDYv69pSVpq8os0zFx0IH7zQ8XQ6bXf7169fn8xX3/neWyjU3t6elHJjoz8YDDjH1SrPsqy2Lm11yrJ0gdrtLiFKFVlr06Rd2Zo4/M0Mz0+C2iPR8xmf+LGT6/OAqPUjITDFOaCOImOs5DIQeE9xmsBkEkVxFOFwOHzw6IlzjjGmlMrKBQAIKdppPJ/PQwif+9SnazfNqpO9J/v7e2OhdJS0HdV5VW0MttrtlHO+XM3WmQrnP8s5PzpeGVvmxZJxInBK8yLPyrLsdDpRFJV11YT0OOfOnTsnpUySpNPpeFNXpbHWxVHCGIcAkYq4EqPR0eRkjJ7akfjgnbcHm5snh/s6Sn1VBGvnk/HD+/cX89mlC+defPHFanb/wvnzRydFbUzaape2fv/e3cPjUSCM09TWwKI2kZ+XFryrAp29fL0OoLjw1s7ncybFuTPb2aIWQjDBOWdAjDHea3eSJKnK3Nv65o1rn/3M7dsvvOicddYkSaSFoOC//c1vcGRNWEjwXqloOpkkUiPnTHACSNstxriOIyIaT+fD3qaOW4SiNlVeGqSg47TIq95AA8PpZGasjzlvrDSbm5sNgHc8Hud5vrGxoZSaz+faxu1221Z2NcsMgtbaTI0QImq1oiiaLkrAIITIc7NarZqYN+dcnEZaq0AsipOyruvatjtpv98TSjhXc0YMw8OHd0eHh4rx1x8/mhyPSIAQKs8Ka0NdFUQYR7qVxqPx0Xw27/Y65Cmrs7qulZJlzRq0pPd+vlj0er2NjY3R8YkP3gcrSCotA+PWGoLQxIQTNfiOAHwdVEtEwXtkz8Xb4lrZFwKZuhSiSQZAto6pgBBCXVtDJDhjjMkoagrKsnbNi2nugX8LMJe/tapPak2ELkBZlnVdoXMySkIIpfG4HmOglnqt/0bgTArJg4PZogxNkhPXN27cNmWhGHpTffXf/l//YjrBfHXm3FmVJJ1+f7A5JMSdsxcvXb3ZSttKSu+cp1AHW1XVwcHB++9/AD7kqwWtvfVCCMGlTCWLJWnuE0kyYgJEaZwnDAQBCLwP4D15eO60wbkUnDNA8h4ZBwqBI3IGnK+FOsgRvTO+oQ8hAXtO1bkeT5+mAjYbeV3XLa1Po/sYR94AYxpa+pqA8Fxe/Mfknc99AWfP7nLeZFCaJ08eNb/CGGs4loyxwEAIIYUEpEZvxJDIBwoeyXOkyvvn+3mNF67pSTQCDwDodLvWuAptUdXGB64UChEQPBECY0ICC80iPZUqodCSNWBVRKmEBAgyAes9kUgTjCNSCuNEpygIvPXz2kLQkOg06jnnVHBbnaF3niEBeWetMfWHDw/eu/tVRgTOdhLda8Xbm8NzZ898+cd/otPreQAuRcWstT7LyizL6rNnP3XzVp7ny+UizwsAMKZ+cveupX1n6uY9YQxYqCRY7x06z4gxYBwCkV8zCgGAWAiEKBAbYRY251QfKHhCCsEzR8H5gAiMMQ/hFGPxCXaI004EEJHHEJ4h/TgDhmVZMyW1ks226AMA49jcmwCctQAUvEdE3e7oNPVEqxpyxz54uI9AcXdIAP3uIAT33p17735wVwiRRjpN0ihOBpubFy5d/vEvfKnf79dluZyNZ6PjMs+uXj7einEymSwXSx+wrp2pylmeTQM9efDeD976Rq83iNNOu7eRJEkrbfUHGypOBPdVmT1+9Ngixe1Wf7B1fvNCc3ysK1MUpXX25GjE+BoUZIz1fs3v2tra2hTSuGC9c8GPx+O9p4+RURrFxFm71eq12ojIAU1dNwwua+1itZzO59ZaBrzVal2+fLkRlNZ17b03xuzv7zcMeu5do+tIkuTWrVtMCkRcZtmdO3dqZ5sF30o7mxsbWxsbHAQR7e3t18aUdQWceySgYCoHAFIqLljtLGdMtXq1J+f5qvStwjkQwzMXeNxupZ325vbZqnTO/T9f+9N/9+//Qydtp1E0HPQ7w92NYfu1z75y6fyFk+PDslyMR9PReHR0Ml5mWZHNggcfaaWUYMw7bysMNtciYpHUjJgzRZlzKZuT0rorRICIgou1mhyQc95ctlVVJVKxZ50FxoMnDx4AdKsDVcWjtLTBEDChJsvcWYuMKdXiCMYYHUuOLKvqxWKexilXYZVVR6N7X//Gt+Ik9hC+/JWfOHPhzGc+de3zn3n14OBgdHJUZKVzbv/xI0beVgUgSsEJKAAFRCIGDImAB6JgFZecAhF5ZL4hZyEGZAEQAvjTyHQGTIGBH7ovfXQBhXXq5A/FiD3LkQ+e4HQEoaI2Ak1XRemojYJryXSUxK3a1oUlL5Lu1rmNwQ5nWBaLKl/99u/+351WmqZpFEdxku7snvnSF38i6MhbW5VFp51qyXc2Ny6eP3fx4sXa+ZPRdL7KvDfeV97XiDIECuQBePNhEYV1UwzpOYUnAIIL3tMaiLKmTv+NIk9EXLNfTiechKiiyBljvbPO2uCRs0BQ1k4yImCecd1Ot9o9F5xMNHEhFWvUpz8ysaEQgguh0Y5WZVVXtZaqkfpXVe09AXDnyDnDOffOCskV55yCcy4EywAJwHgi4yF460PE6t5gGIKP4iRK2wgkOCOiqiwYU5vbu9yBVGqwux3nJeOsicam0+Cr9YcLFIiaZpk3lnxo/HjW2bwqQXCPzIbgQiiqUkrZ73USqUWTEwXBAAWGwZSBCMgROVNkccK3NnqmWL31nTfOXLkwPtzf2d3+hV/4+W8NvvXWm2+RpxA8EjpvcbYCwqxGhigxrI5OjqezF2/dHLT7oVq0+62qKAPw7Z3djR1eG9/rdGfzxcnRYQCItB5sba5WCwCIkjiEkJVFp9uzrqpnBXKw1s5ms3Z703tL5BezCYDrtLuj0fjJ0/3bN65HSubLRdrqlnXlPJXGiLLmUh2djJFxreUqnzIu272NnXN2NlueTJa1wyhuv/GdN1996SJy6UJ+/uKVB4+ecBU9ePCg3W6HEJIkuXz5Yp3nrU776dOncRK3ux2lVJbnnW7XOTdfLJAzFhiTHH849PX/N9GPTgm9+NfNK55dtigEAhhjiJAANoZDJBKCMSY6vb7k7MGDh977vb29OG03uXnW2Ha7vVrOnZZHR0eSYZnlHqpH9x/+4M691SIi4geHx70hXLl6tdcZrOaFFO1ut52mKSJNp+MbN25cvXp5NBptbPSVEkReSk5RNBqNGsnrKs+ISGvtnNva2irLMsuy5XK5HE9Xq0xwlabR6HiktCaio/2D0fh4d3eHIQKEjV5HCz7sdaWO3333HWtsrHUrTTcHN9NET8eTBMN8ujAVGBf2j0ZPDvemi5kH0LECQKmlBclRCym8rV1ZqaTdG24XRba7e2axWHzve9+tioyLSEoRgkMmOGPz2cIYKxj0up0f//IXL145Nx0fPd17lGcZZ6wqi04rvXzxopLSWlvkeaQjIeSqLFerjLXROa+VjuI4ruqiLHfbneHWVv7d71XWaSa40EwYpWOtZFaUXIiqqoRUOqL9/f0I6rIsG2Fnq9UiosZNMxwOGWPj8ZimoJKIHCml4khPQ2jUvFjXIYRGOOmc44zneV5VlZRSCLTWhuAJeK8/UFFkjO132lqL/qDvve33O/fv3vngB+/94Ptvbfb7dVmgD53BoC7yYF3wxAGct60kJiJv/dHRUVWVkdLOOmutR6hNaR0bDoftdltwTJJISo6M+v2unZoQQhxFDnWjySPwQGssqg8WyAgJrDmWcx7Inx74sTn5ef+RJxYBvfeNEl4IAYGZ2pF3DrGJEpBSci7a7XYA5DJqqKF/CwLPv02aCyJDgEYXzjkvXWANkw7AEzkXpJRr0wkCMuSotFIyxD7YEBwF50ypohScSdK2YnJ0MjaeV6ADqVD6k8fHyNkPHh7UtS2KoswLa71SmKQqTdMvfelL/+1/99+3Wq39p0+rqrhz5879+/cXi8V4PDbzEwXu+Mm9qzdvVbMiAKUqrp11rtEkoSEIz2RCvKm7iANozq33GEKSJEFxDxUASSkRwDsDjHGOIaCr6kjFpak9/2i3/pgQound1nUNQIzxKIpMnjXnNmxSGdcda9Y075+VfM1t9JlAtJkUX79+fTAYNBOPJgu7EbZNJpPRaFTXdVlXzU/GsZZCpGnS73TaaQswdNsdJGBKOOeC95xzLtaSDobgvTfeCQTGWFGblAvngop0oNAUySGAC0EgE0JYX+FaYsWeHcWabwOsE+R8qARHAmbBBRFqMhycJ/CAKDjnLFCfiBiQ5jx4a6tScg7ggYj7IIMjH0pbJkJ4Y0JVoE7+5C9fv3Xz+r/8N79bWafieLi9dfn87nA4fOmll25eu9Hr9Xo9UdewWBR7e3uNwns0GhlP08mYc6yKHADakjSUcaLmqxq4ABdQiMo4zjnn0nufJqn3frXMpYqIgjGu3W4vizzSynvPAZw3jIAjNqU7Y81xm/Gwfj+ewXzBh8YOQ0QQKBAx5BCQgHnC2nrf3CCa2h6BOAB4QOSSM8BAVFW1FAwZ1r4G8pxzw5IKaqVbdV3VFTAGmXEAAYgDIdmwWK0inmsVH50s333vfl3Z2XSstT6zvXnr+tXNYf+Xf+U3Xr1yPoSglDg4OHj77bem0+n/+8d/dHi4n+d5URwtl3uOXNpuryZTGbd03Pl7P/HTdT3nfHNzuCGS9Hg8fXT/QId6Op3u7OwOhhvdTitOW1EUAzaaoqPFYkmnHeJHjx4djiftXn9jOBRKDofDTvsigS+zfLKYn5ycLKYzY4xkXCtljFFKrVarM7tnehsDIlrOV8vl8t13382yLEmSVqu1ubm5s7PTnCS63e7Rk8cffPBBVVVFUcyXCxS8qqrh1taNGzfavW5VVWVZnhyPp9NpWRSmtM3Rtun1eO+NtYlWGFSD4nA+ACEQekdaSs9CaVzcai+yvAxqszNsLES6G6y1SXfL2RoDScZXxn/w7W8HcsvZ7Gj/6fbW8KXbt77yla/803/yS2lHuwDvfzj65je+9dU//KpZ0cbGBjEoqyoQ6s4A65XwRcJdZc0yr7SKkTPGGPDgnQHyTMg0Seq6Dt4GZ40xrVZLRXqxyhVnURQZ6ypjBRdCCC1kZr1OU2JMJUntgtbSQ0Cpiaj2jYZSOKFKYxiXMqHCWZVuWK5BQW9T2eAk56+/8Xb+Z3/ZxCh3Op3rV67+5E/+5LmzZ//xr/1qHPOHD/b+4s//4sMHDz1QkraUVs57ChwRGYhgyna3i/VCIJmAITTiee5DIGBc8qoyTRR4aYzi4JzTWq+KCpiIoqQZBDFkQojG/lfXlZSyGU8JIX6UE19Zq6SM43QcJquybrValpA8ENehSWmQnCcqeJtGLZSLuDAXLl1ijFlra2PuPjycv/l+Xq82er0vfuELg0H/v/xn/6yqy//pn//meDrfPnPm069+7j++dftkcjSbj+/ff7BYLMq8SNN28K4oinar652NI2WNSeOWtRZP1RNCCBKBM0QghsA4r4qCAyilAKCu6zRNjTFpmjYyk+ZI0Uy8AUAy3gRLkIfa2sFgYI1Bhta7QBCQuxAYF0TMBnTkUOik1Y6TNj0rl587izd/whijBTYpec6aIs+bjPIQgHNhbdXtdou86vV6xhiWRBCo006Q/MnJCQB577WOq9oNz22SiGaLpfOr7d0z29vbX3rt8wDw5MmTG9evCiHm8/lsMr5z587hwyeXr1zp725fStKqKFfTWbO1Oecs2CiKPBESIwQpZVvKoig4Y1rrDDFOkp2zZw4PD8tVntemct54l6Ypeuuqst3qRlFUO//wcB+V0lxEscyNXS4XRVYdhqctGY/H483d7a37Z7bOn628rOrilVde6ff73339O4tFZp1tJ6nQaRTF86yMdBKwcgG9g3feu3vp7NbLV84sl8soaSmleR0WeVXWRZblgvPt3Z28zKbjEwL/MBJnzl2w3uk4Oj4Zpcq12nEAqCtjvZsvF2kykEIIzp2p+4NOlmXGegLkUsVxPDo62tneanU6lXNSah8oSZKjo8dJ2n7hhdt5aUaTufHhxdufOjwZv/vu+yFgMV9dPbdhrR0Oh/cePM7zfLAxKGt3+fLlRowQRVFVVcvFQimVl0Wr0261WkVVGWtd8Gmahtm0qiqhBDwXVvTXRfN9rIR71t3+a2u8H36edTcDgAKsinw4vKgiDT5oqaIknkwmy9Vqtlgs54uNjY2yto8fP0YmhNLj8bjXbY9PjqIo2uh1wfv33//BN974q/7mTpykjjJvrNadbrfblJ2M4Wg0cs7Fcey9//73v3/r1q3mcpvNZpzzqqpMXTPGrly5srGx8fY73x+Px80LvnHjxje+8Q0iunnz5jvZmwAsTdrW+uY6LYs8Wy2tqcbHh6tsdT51WvJuu/Xd77xx84WX4ki//977g8FAKZXnRStN2+0urGbjk5NVId/+4NGqrCfLTKcC0c8WtRSG82jpXQjh8uXLirPJfHr/yd5P/9zPHe4/fXpwcPbs2ffeeyeNtYfIOZtlWRz1EVgrba0Ws7qszp89c+H8mdHxITJXFM6aOiAG7+IoevN73yvybNgfKKnSJDl75gzGMSPIs2Wn0905c+blV15597337z54iJy/+MLt/+N3vpqkrXbSInYHGb9x4yYFZ60JQO12u6wrBFpMJ/FGO01T51yn0xkMBo8fP759+/abb77ZXMtCCOColIpbcSwT8k5rXdc1ETULUohQW5JSei+blOaNfiIEL/NlVZVSxVvbO73BoCyquq5feuX2/uE+kX/6+OHe3uPjwz1nqipfeWsE4moxc857Bz5AJEWQyjlnvQOiDz+4c/uVl1tpGnxI0zQwrJ2ZzWbj8dgYc/XKFY5cKeWccy5QoEjrKIony5oCOOcZUuPTbgLlUaAQHCkE+6zHEZquHuF62EPNFAcx+HCaR79e8FVVRUoxhk20BmPM+4AehNKxUowxCgGQw9+VWd/HSsDnDWmf2MJsCiELLgRPQAQMkAkVMQiAyBgIRVLrsqKapAvMB0GMMcaDUkmqBjtREiVCCPKlqVZFmf/l17/xrdffiOP4+tVr29vbt1/+1M/8/Z9HxOPj4/OJODg6fv/Du4u8eLy3Xzt3dHzCuYo4I8SqLIALoSIXPBBIpqJINz2JIlt1Oh3ZQAg7SfAuWOedVVKgEFldMuSCIUiuIxkMOf5DZrxmdPYxYkoITUozfhQ5CB95VOA5IcRfR9DiUgQgF7wLXnKGnJ2/eKHZOBubk/d+NptlWbZYLJbLZVXmk8l0/8mTZhi4Ws1fefmVZ/PD57UZz58zGGMomnKOEDgCR2QIDfgcGTSYuueXExJBOJ2EfsSnQb/m1TBHGIgR8gCAnogREISAMQFxhsgZIUfNUAhsxF/BNR4XHcdKSbQ2lAWX0oKKO5uXrguVpKV1lTM/+MEHxpjf+73fB4Ber3fp0qXLly/fvn378uXL589f7PU0ANy58+jd77+ltR6fhKePH9ly6bSQkWtpxqUqiqKylWBcMsEZAQqJgTO4cHaHM2GMmc3my+mIp0kIjpxBIbQQWkvvnafQsDYYIGOMwUeN0qba/9gu+OyTRYJGI/C8k2cd2MIYA0AKAYC847zBBFvAwDgqyQhlQBFQWbBAwHyD0SVGATAgQ80j8CGrXCiWSuooSl5++bPWmMV8+o1vfvfoaC9SSlm7u7vzqU+9dOPG1UvXbr3cTv/zX/3lPF9+7803/vff+l8//PAOA8jrEfAAst7c7py7sPXWO5TEsshX0tONazdlFJXTQyHE3v7hk0ePuBDDzc3JbMG4HA6HcZp4AMZ5c0a/devWC0rvHx4vVktX5NPJNNIyTnQrTnq93vbWlhbSOZctlnmWFUXRtDw+/PBDdzcMBh64iawAACAASURBVIPhYFNr/eUvf3k6na5WK2NMY2JsZLHOObQmhJCm6dbWVpwme4cHWZat8uy73/0uk2JjYyOO4/PnzjU2XudCXVaPnzy9c+8eMQREJngj1g0IrHHcrmft4Jr+iBQewBHh/0fdm/5Ilmbnfeecd7lrrJmRS1VmrV1dXb1UL8NlVo4ogiJnKO40bIm2LAOSIQPW3yH7kwDb8gKYFkDLECDYpIYU5BkOySFnOBx2z/Q+3V1da2blvsUece99t+MPN6q6prs58kexPyS6sgKZUTci3nuW53l+QoGMPQJzAJRBEMaKSGFgIAKG85ub3rsLGxdWe717925/ePfeO++9/29+7/dv3nzphZdeuvr0tV/4ylcvP3X+D/7gD3YePgQm9p5QpbEgdhSqYAoJoZnlWmsPbK1HCFqRUjpwmI6GRNRpNgKbLMsWn1yov6IQQggZPJfl3ELFWpelFQKlpCe14nU6Uf22NCwcC4HAAILIEQTUHrwFtgEcghKy0WwvL6/Uo6ut7Z13/sd/YYwJzl+8ePErX/nK57/wpc9//rN/9dqr9+7dm4xKFSfW+xDC2spKnChfToWvvKs4kozgPAM4RPLel8YJoZz3obLd7hJNyzp4IIQAEKy1Cxk5B0QOgQmpllTUwukfKSjxUxzRi0AmoPpgYgRGQNQOlfEuVhp1WnrBMkEpowg1Q8oQN5bK+dmgf/pvv/a14WDQW+72lpbjLGs0muPR9Pd+/2sevtbrLX35b33hhRdeWFtdPzw8un377nA4fvzElFKIXJbzev5dS7uJwJjSmNLaqg6u0Ep66x4f+M65T+LR6jPhUXTKQs5KUtQxnC4EqTUsgLcQgLjm0YNiwMcv8Y/ZzzAvFokEqJXUSjEAEUqp+v1hMa86nc5Sr7ezsxNcQERjnCRIkiQA24BSqiRO50UpU91odVbi/Nt//henp2eD07Pl5eUoUg8eSCJq5Onzz73wzPUbg8OjZ27ckHnyYHf//t1708GwrpY6nc5wOqjvks2sXUueAoBAsj7UV5WkmJZFZe1xfzCczmQc9Zprxsz6/f751RVEKirT7HZeOX/eIZRHR7unx3kzLYw7Pttd766Wlm1VWWNnk+nRwUHlpXNudXU9T6/Pp9M3Xn+LSDjvAvDRybFUOgBb41BGJGRVVYeHR5Evb1w+185bp/1+u7McZWE02ZrP55WtdKLb7TZJQoHDs8Fyr7fUWyapjTHtLGLGNE0bjd5gMEqTlnf+MRM4hFAr4sqyXFtbO9zdUVoZZ40xoJT1PlVKKRXpxFl7cnIynU6FUILkaDypvb7jaaGjrNXpGmPu3r07L+1gMIjjuNnOaiFAlmVO6+FwiICT6azd6QqSjVYbp9OT01PnfC0/Ms6XzpD4kcrtU1B7j6bST+o2f1TAWatjfiR46WM/xDmPiN77KIoAMXioqnIwGBRFYaypzXXz6SyKoijJslZbSF0Yk6ZpmqZEVBRFVcXZ8mqWJO12u9PpIq7evj1hDkAyyRrldA4Y2PmasDqZTGazmTHm6OhoPB7Xn8c6/KmcF1euXGk0GrPZDADSNHXOOee01u12+5133rl9+7YmIaVOsmR8cIIISRIPh8NWMx/2j9ZXV85OjkQWGWPGw5G19oMPPtg7PEribDyeZlkGVI7H0zTNm1G0fXfv4MSMRiVIHadRHb+ltCeg+m1ARFGkAZiEcsFHSfzyK6+8/eYPHty9s7y8tLq6em/rsHK23W5fv3799q3byBBCOD48MsHOJsPgbTmbCSHKqpBIdRrT0tLSfDqtr60zRhA9ODiQBHGUHp3tvfnmm8wwHE+AhFIqIPR6vWeff25/e9cFryL9we0PV5a6UqvRaDiZjJIsHU9GdYlYd3H379/f2trq9/tCiIODg+l02mq1ut1uo9NqdloS5erSWqTk6fGh1jpJEpaCeVRVlQtI5IMP9QX33ju3eLMZY2azWdZo5HnearX39/ayRhYrub19bzIcTadTb0zw1pVl5Vzlh0JIpWISGtjX2Rc1B81aW80L77xUop7LN5uNPM9OT0+NqY6Ojry1w9GgRnkz43g8NcYCUFmWhIKIEIWoI2ykeAyxXBzIKLjW0tV2hkcMu8c5jvXa5vHmRikVRZoXuvrFN2uDhra2JpP7EASKv2Fd30c7syc8wZ/+lUPwlqFuFh4dFkJ5HxiAZeRRORFYxyyVVxEIQSoCYIdYMFVFRWgEOC3jpJmgzk1VGu9+8PY7gsQf/vuvI0CaJcx8TqJUKm+1zl3c/NxnP5fkaWmMNbaq3HQ8Hg4Gp5PZoKiqyhTF3JhqbsoQx1KqZiOPCSRCq9uesmUhEy3BG3C2MpWQBIJ98NZVZUmVs17Qp0rhH4szrbX8KFUCEIIP8KOKznqk8LEjFX8k3oBllAQkG9jVgQAkZqURQlDNEBESUSz11pZ6IAUSYgjB2sqUFQd3enLyl9/97rwwLlaL+VwA5uB90Fo9kiDXqikWQItsPV7E1BEiCcFAGAQwiHpc90TcHhE9JlcsohjAAQvABSYCqQbKAQYIXEMqqK7IWCAQIYlHxkdm1uwdcggUgpRASpFyIViKdGs5xkjEkQ+BADuJrgGQVVlVphpOq+987wff+/5bzjohRJZlDPyTrzz/4nMXk7TzwnPPRpK+8os/T8KfnY12D45L4/rDwcHRWWW9tbbeMolghBARmPl05J1vJUgOKuHYB2aLHIIX3hktslotXGOaxYIA8tEtUNQsyvogAAjMAhep7gQEDODDIiTqsRqMA3gfEIADEYeaMBnY19IwJA6IUjBiAAhMzHXYNiAQoEACRATvfR0ximg8mmk5uHUfgKXgJE6aS6t5lkonjaRX3733Z6++KRVmaSSkbzTiTrv587/667+90lPaT6dnIcDRwZmtmIjW1lbL+exgZ5t0dnR4nDdbWRQAsdNqrK+9YJ2fl1Wz1ayMcyHs7+/6wEJQHMf14N8CtpeWzzfPA6GzbjIeTibjk8MjB6ykzOIkiqJGmrXb7bomUEpdvnx5MB6Nx+O9nX2lVLfb7Xa7S0tLUsoa4G6MqaO3KmettdPpdDabSa3yVrPX67W73cl00h8NB4PBcDg8PTpVSiVRLKVmZh88EBprSGsGMMGBBSIEQqjzdeu1dlUlcSQAwftIysI4VBo5WOdAiIX+N1LsmQEBMJJUzGdCyys3nhtMZ+trK867yWTy6pvvfOcHbwJSkmaXzjc/89JnfvonflorrZWejEbT6Tx4rxCEkMPBYNg/lFIppUgJoSJJBCE4a/M8C57ns+HS0lJRFHWlIlRUOlOUVRQnUqmALKUM1knkaTFLtEwjba2VED5pLZ4u8vvIe68j7Z1zKBwKC8KwQyZmJs+mqJSQzBSYs0Z7OUnms1l/NPnav/v33vvN1fbVa9devPlsq7sUZ2lZloRYzKZnR6ej4XCt23CzoXUWSZCQCBQYtFICwZhCCqkjPR72O2IhNScUtel/MZ8C5jqiFKG2f9Ra9KqqakttTVpdnD0Q2DEKCezjSMMiOBQYHrnskCofjAclhUwyB7LygoWUQgVAQBGrvNNJm80Ogufgd3YeHp0Nnl/faHYUCtlaKl2Ao6O97/z5X04mkzzL0yzLsvyZp68bY7SOT09Pz05PENiWM/YBWAJh8OjAY7B5rDUBsq/mE+SP7pJSyqIokiT5WJ1da0JjpR/PklCQjiIHISBUzqaNvL5r1CHiAbE+m33gJ9Cvn97v1TPssEA7OyVV/RsRZeCgZJTmuZC6LKp2uzubjupMdmSXRLqy1nIYjUabcbx+/qKT8byyxP3ecu+VF1/WWnfarSRJestd5xwyn5ycRlo3Go39/f337t0ZTGfLS0tJkqysrIxPz9rt9mDSr19u731tYZBK60QbY7wPcZp0l5cDw6Sceykr5tJ5IQAFZs3MedvMs7KyQLLZ6QQhDwej9Y2LLrAHnk6m7VYr1zF7J4VwLozHMxSSmR8+uLe0svqFL3xufW2t2ex845t/sr6+box7/4MPJEqhtAeBIADVbF4dHp2lIgySSMe6q3XJNm82T09P0zwjUScN+fFwVDkf2C+d9rq9lcubl4pKZI2MKA7B9vv9aC0HL7y3tRY4OBvY60R3l7q/+mu/uvdw60+++UfOVJP5tNnpmKJESQwBMZjSnhyfWGOFSoqiuHz14t7+cWAEJiSqjJnNqvc++PDGczeZeTweZ0xxHNcCsyxNt7cfLHe68/l8NBq1Ou0l76uqipNECOFDMM6FEFB8uh/vky6+j5U6T0bOIhAi/ZjJNQDoOObASnGWZzqKrXfGuLIspRDWuNFwUBblbDabl6a3tn7t2jUf4OHeXv2erWtlIjrZP3xw//6FjQ0Z5fe2h9YzIUZJvLy8vDPZllIS4UpvPcuysrBFUVgTxqOZ96BVYk0w1eJ40VoPBoNaO1DnKwLA7u7ueDx2zmVZ1m221tbWIh0/3NpWSkRaJnEE4G/ceDp4oxXOZrOqqPb3j/uTmQsUp03vwVjnxlOttAfaPzrxsj/sj+ZzIKGnpRWJNqFEIXWsnfWCJQUrSBbTsfV+YQlBOn9hsyymx8cHo9HZaDyI06T+5xdFWVUGdWIrc3B4srSy1D87ZrBzU2qtkTnLU2BWSvZPTxEgTdMsSdI0lUKmWTqfTBmDkDJN07Is0zQnrfcPDt977/21tbXl5V7/tA+I7U77/Lm144P9vb2HX/3qV08HfQYcjcfXn3lqNjhDxE6nUysv0jQ1xsRxHMdxu93udrs6iRqNxua5zU6je3J0qJSsvcpRlNbvjTiOK18upHCESimlyJQspfQBpZTdbjfPm+PRZHd3d/3cKkDon/XHw1E1LxBRkbDBe1MhAiIFa6rClJVznpWOhNbBe2PNaDRaW11FgZPJRGgVpYkQ4umnn0ZEDmE0GNYDtdFwYq2nWAqhIy2TJJ/MDJEGIAAOwiLUUcZ1DVbjl+QiYIvB88czjerJAkKojSrsbQgBkaJYR1GkSIQQrHWmctabAKIsSw4B/0Nzuv/our5FlFptyX7i2T+OgXqy8SNCgeTA+3qvg+ADE4DlmtNDFsgTiiiKs1RqbRFAEvFimK2FJCJBWFVFNS+QpExb3ppExkSknA3eMREyDKazeTFNp+ZgNCuqqnJ2Op8opTqt9rPPPvvZL35haXWt2V1uNCgE2N4+/vDDD/f29k5OTs5OTl3wLISZjmUjNUWRSpLeSwhxEs3ZsZLI3rDzoWIGRPHXdWv18UdEQkj/qPt3zkmtnlyD8qctdz+2LFJaAwmhtOB61ssCGZhrxgQDMkLwYF0FzIQEwFpKqZEQ0tyQiklqXtgIsa6WGLgyptaR1s8/hCBBs0D2wCFACBC4/ukLCFUAIeiRUW0h5seP+v7FsyUmgUCB6vkzMSEIApREQCRYMC/0Sxxq/AVZ5xYfGEJBCgAsmoDIyFGkNZJl9CBFnGKcsA8hhGT5XO2cZGFVyomUbSFGo9F0OiUpMU0R4K33Hvw/X/s6eMfBJEpc3Dx384Xn2u32czeee+nlz3SWVAhgLZydTd9///2dnZ333nvv1q1bMymazWYjja21GIUjM5UkpYIs1YpkMYkjKYz31oZgLRj0iOJRZGvdzT5erSwwHiEgouMADAuspGdBAkJ976bHoVACQdYxMIKYAyAQMiB758qqzNKCnBHBKvYBkQhJCg9PpKhJhQqMMc54gbTwbUJgEFpIgzh1LngSAMH7Kogwq3harK/11levltb83te/t739II7gp3/q5m/+2m/+5GevbKxvbK4vf/jhwetvvv2d7/zl/tHJydGe0hGiXV1d3d2xURRtXLwYAkRxDITtNMtbjaPD46KY10m2eZ6P5sXWg63xdNJoNc+tr/d6vbX1FYk0ns9MVRXTWVEUJ4dHpqqOj49raa7nsHbu3MbGRm2jffjw4dbWVi3XbLVarVZLKaW13tjY8MX8rbfeiuO40WgMRsOTk5OzszOpdavdOnfuXKPRICLwUBXlZDKZzQrnnHWOATwHBGBCHwIFWyf3wEKPTkIQIwjk4I0gyLNkPjoR7ICRkBHA1/v6mvUCQECVE1FzCdhFjQbr9GxSTqfjJM8rY1WcKx1PimJn53Q6faMoir29vWI23djYeObp688///znvvjlp66cm838+3duHR0dvf32O9tb2wfHe0VRLS8vN9sdX04BIE+TYnZWoxSMMdaFKI4Cg7U2WKeVbjab3lhAGyKhBUsMQqFAduweJewtjmVJggRKgc6HNFaTSemDC+wBGGplMngGiUQsJCI6V3rvRUCHcm3zfK+7RETjweH97b3RdLL18IFzJs9zJcXzN2688tJL/8Vv//Z8OgtSvHXr9p9/+893dw601o1m28653e1RGs2mRTmaKKX6o2GkNREZ52tqxUIk8wjxx8yEVE/in9w88BO7PoXBe0c1717LqqqQBBMAExAgI4MTIJJIMDvnrPc+SVNEBBTOBM9eKEUUNdvRfDZzthqNi41zF9K8MxiOnS9JRUiodX5p89K8mNVSSWfdv/39rx0fH587d+6Xf/mXfv3XfmVlZWU6nT58+PDBgwej0aiqqjowPU+1t4WUEoMXMl5QPZlrDZ7W+sk7yEIS4kOUJcwc6jOdSGrlQ0BBpana3Q5woEfJA3W2sFSiHmAjhL++juAfucsErkdUHkAKIWQUxwUipY2GlLKVZCsrywJxNDjxtmzl2WQ+OxmMPAokdeHy1ai1dO/+9vF7H0xG43fefvf5555bu/5MOZu/+/a78/k8T7Pd3YchhKVmPhgO37l969zFSz/zxS8NBoOzs7PhyUmSRGVZ1qEOHjiL47qWCIEFYpTn8fLyy595ZTqd39t6MK2MJaJYl26G4BrtViJElMYs5LSc773/QZAiY7G8urJzuA8AgMJYg1ECQPWvoCgWCMPhEFHsbT+4X1Wf+8LP/MZv/dbzN5/7Z//df59mjSzXxjgb2DpLDgUKIWJE//DhsWC4+dJT/X5/VJpmu9Xp9Ub9s6PDvaWl9nQymk7Ge/sng/7gmWefv7B56cazz/3zf/Evr1+/euPG5aosiqIcDoery5uzWSmIpBQQgqmKixcv/OkffeN3/o//faV+NQlD8FJJqQQiBw6K0HBgZyKlhJbeuVazaSzLO/eklCTEyfHx5ZsXlDo6Pj7evHS1t9zbOzxuNptLS0tSUpZleZ4TUaPRmMxnDFBVlVAyiqI0z+vo/DiO4yRiDD9+1/fJTM6Ps/hqxdsnHvMjo3ChrbXArLR2zpXzylnb6SxJSYP+3snpGXufJEmUZLX8D0lWVTUajYwpmLnZbKZpOjs8EYDNvLFz2H/w4KTZ3pgVk7pIKa0hypRS3gORiuMsSfLxeJymDSHEfFYZ42t2V7PZ3N3dzfO8jiFh5qqq+v0+vf02AIzH4zzPP/O3v9zIW3fu3BUSlI7ns3FV4WQ0uPrUpcP9bUmBSALS3v5+3lpudbqV51lh4iQLnknK8WR8fHzcu5oppbyztaE/b3dicMy+MoWzJQrSELSCJBI6iDSNhBBXrlxGxMFg0Gw2f9g/q1vBTqcjyffP+lVlYhEipQghUhK8RxmUkonWURSt9HohBFtWSso4iiaj0dnJyYXNC08/df3lL37h9e9/fzIY9o+PJ7MZMM+KeSZVMZt/8MGtvcOjwWggpGDBpa0ODva8q77wxc8tLXfubt09f/58lien/bPZbFaLR5aXl+spQ60YbzQaq6uro9HomYub15+7ce3KtY21zdGgPxn1daJBSsNRFEVSWVdHmCAAgFIqz3MlcTLq16OomiVmjL11644QkGbxlUuXGlny3e2tYjZ3RWGiyJRVsI4JvA+eZAgCEaVA7y054b2vR1rW2mbWVEodnp7sHuzXjs08z1d6K+1ma9QfPNza7q2umn4AFB/eujOchdGwAE6gBoeyB5b8uJeRkj19lC9dq1D4o8N0ITOpzU4k6pkacm2f1lIIAMDAzrk0TbOG9gxSJ3EcIxH8Ter6+KOG5ZEH/aMPPH4kYvyISCEABC6CyWokdk3/JXLMLAShkOCdIBASSSCFIJBBEHNwtrJluVgUCaGSDBG8c3EaW1sKIZBD8N45y8zCy9OjgSh9y1OSxUJG53sr3lvn3GtvvPnNP/2Wdy5OkjRNz58/f+XKlfX19Z/5/OeVUmtry0qp9977cHt7+8MH92yYZZFG4yfDgUoS0UhIoFIiinWsErDeAj55/H0y8rhOyKxFHTXV7XEawZOt3ScP3Cf/VuiISYCQKNk7F5BCYA8/clITM4JAQq21rKd3pmLm0ljrnTFWRPGPBAYQ1VmjC0VyCI/ajxo+BXXTIWrVIQdiBEZc1I4sYCGd+iitbpFCAcA1m4uQiVgQC+SaHCgBJQESlwjC15MtBiKSGJAkYQAS9TM0wSNxCI6FrCHy9TV0ztsQLMDIeimlbrYVojFmPp8LFPnKWtZjY0ytnZgfnT738k+7qiynw1jhnVsfbD3cU5Ims2mdALlx7tzzzz77/PPP37h27XM/+Rn9n/3m17/+jePj4739naOjo/3Dh9Pp1DQ6LBWBcBWVxg8HZ+1WEwAhLLYSXNvZn+QrPuGMX+jrAvt6JQRADBg4eB84QIAgoZZaCSBCkqgQAYWsw+uRAYkNG3aVCJUMlQzOsROICBIZgDEAM0MAtuw8MhKJSCCj9U4mOoRAxCzBY7DgMSLP7IFUngtqeO9PxtXBX72TRFGns/nKytWyGG9tn/3z/+l3x/3Bem/16uXLv/Z3f2VjfeOf/tP/tru8dHJ6+tprrxVF8e7771nbL4rZ+++/11tZ9f2+dT5OMhBCSNFsNkfHh3VC6dpaq9nuzsvCBT8cDvtnpzqSrbzR6S1nWbbc6TIzMQDza6+9djYYtFqt05PT23fvJkkS66TT6Vy/fj1JkqIoJpPJ8NF/zrm7d++udTv1PTvP8wsXLpTWXLt27eHuzt7+/uHJcT32Xu4sL3W6q6ur3rMx5uDwqJ7FCCGQPRJJAUS1uL5e1QIHJ5AxeClICyqD1wIoOAaQwIyeGRgF1BspZkE0mYdWrINDFpFOGlKJhk689zqNreeyqADF3IbJ3mmSRCvrF2IdMYTvvf72d/7y1dPT04uXNs+trf/yL//8Sq/zj//RP2zkzQ9u3br14e3T09O333kXALTWRTlZW1srimKRwCQABAkhnA/OOgTUStdL9zxLokhZM2+1OvVOHRYz+EcgOAyKhEBmrqTIwBtihRAIvSAWxIyCpEQAz4CAAcXS8nII4fRseCltqCRTSiV5sru7G+XNF1/5qdlsamyFwd/feviHf/CH/0Pe2Ng4/zNf/tLGpY1/8g//fpbl2w93//Rb3zI27O7cz/NGlKZChnYrvT840joiIiQgIWqyeL2teryzqm+ieaNRlwVPsmce6QxCCBaChOAkQmGNjJOA5BHg0QhGEQshTFHYsrDlTEsRQggcSEBwSICHJ6dZkiop2p1lBmE9+gCt9pJxAaUCIYZnZ7NZUVU2iiKtozhKXn755aqqZrPpN77xjf39/dXV1WtPXbl8+fIvffUXtdb7+/vHx8dvvfUWB9c/O0mSBBGjGIVMamm9lHLhVPzYyA+hFhSFEPgJ5Yj3XihZWUNS4CIS7LHADuvHL9gY+Mms0I/Cch6DhZyzVYVCCB9QUJiNx0cnJ3lWeqaqqlqt1spym5nLsoJgF+7Z4TBuR9Pp9PTs7Nq5S2vnNia34/XVczqSWsg8ya5eupyn2WQ6WltdXe4uvfHGG3VeXxTpoijmxbwsy1rQO51OtdZVVbkQlGKttSBSShOJsixPzs4mk4mOdJLko9EIpAgITELGUSy1TDRaW1RlWTmZ5EIDA+VZq9HpPtNpHR4ebt25NxgMuLRFUeg8E0IJKeeT4VKnOy8KZm61e2+//fq7P3xnaWVlbb1nrB89HFob4khIGQNpYLDOzkvTS1WiARhH00npOGm2Z/N5t7e80usSshSCANZWunHaUEIUs3mwLssaZ/3+8XGj0UyvXbvWyDvoo6mcC0EYArMP3ltru8sdpURZFrNi5pzx3jKHOE2JUCmh03Q+L5xzgSkWMkmSW7c+OL95pZk3jo/7GdJ4XAohbt68OZrMhRDd3tKsNI1GYzKZ1ErjKIoQBRNzCMwYGPOseXJ8ttSTSZJlWcP6gPS4CsAfowr+1K8f/TEA86c/4OMaKGYiWZfHaZolWTYdj4+Oj7z3SlDWagkVHZ/1796922i24yyrFeaKqO5gBdLG+fNbB/cf7hwwJ/P5HBCs9aPRyFpL3tYTsToBoUa01WaK+Xyu1ELupBO94HwqVVRlkiQ10rD+VMZx/PTTTwshRuPB0dFhPWXL8nR/96Gz5b07Hy4tdQ8P93cH/W536fz5C6N5OS+rLG+7gAyUN/PB2dmD7Z2iKOMb3VajeTIcV04hGg6AQhhvKmOQqKoqZIfeCFgWSpbFvO6jer1eXZLVkRnXr1/eevDhfD5PY53nubehDtIM3qdpHKBcbrdrvYCUNJ+X0+l0OBgoIeM4ds7NpvOjo6PTckZEeZ6vrq3HSm5ubA7G48Fo0p9MozhO07QoqwDMHPb395B9p5V9/vO/9eqrrx4dHSRJJFWEzFEUaa3r6wkARVHU9uAoirrdrpSy3W7Hcfzhh7df+8vvr6+uZFmWpulwOvUkQwjA7Jzz7Llu8OoBI2Ge50Ux98HVQRXWBO99muY7D/c6rXZZTL0LwXlnXW0xIADvXQABwIxAIJmIF1BsJCIh1GDYPzzeF0LIOEqSaDjsr6+ve2+Pjw/m09lsNsmypJG3BqPRtJif9I9Kr6XMH5XSddo/f6wfW/AaPvHRIEIGJCLnF37XescjhVRpmmV5EkdpmjbS7PT09OTk1JQWhRQqfoR8c1LIv0m7vscbv49AFo+X/p9UewYfFvUxECKStMELpUha9oGkQinjSGpJipAES6VkpMuyBCSUSFIQkmNh0h10igAAIABJREFUAlggLaUPXPoALLxjYPbOA4NSmlUi027eykQcVcjWWTevGZgYNdvrra4Ej+yC9/2z46PDvRCCEtI5lyZJkiRxHK+vrbUbjYsra7/85Z/TJObTeRHcyWRoEEeT8f7uHltvQpAon9z1Pbk3e/L7tWNBSKG19hw+SvWuI88fc/k+zRvNzGnaIJL1+g1RKCU+MXEDoBoQx9baqgrMQdd5huNx8CyUto+yYhfIXcSasfE4DnQB1QEkRIEoECUJQYpxEVcrhQjB1iC62vzHhHXOXm3kqytLZAIWBIAskQWwIJbIGAJy4AAQY1Fvhh0EICEUGRsAHYCoKQiBAchqmRgKFBwElAKTJEYnSyIHUkopKGHmohbHRonScQjBIgohdIb19V/ZbA8Hp+1uN04bmoKMd5aX2r2VZWOMNcZYO5nMvvvtP//Bq99DhLIsmMM/+C//86/+ws80W3lROuBgnXn/6Ozddz58cP/e2fHAFnbWzOaTqWcCklIpEpKBw6Ok8o8RFx9f2FBZZIDANZusPgG5lvv6AFijIyQRyRo0AlwLokPwIqAWgrSMsdLgVKhsqEIAIOFczb4mQCLAgN4TEwmJAhiRwHvng/MQJKNDD8wmlFJIY20ZSFE9Fk1RYhnwuM9EVoBOo/PWVr3eqnXm/fcevP3mP1vutvNGLDWurCwnWbJ58epP/eQrSsck5WxeHp6cjqfz8WRunR8OByHwfD6rk7729/c9CZ2kURwLIVqtliBk8FVZ3bt3z1rL1gFAJFWkdV0daq2fvv50Xax7G6qq+uCDD+oSuSYxnDt3Ls9zACjLcnh8pLWuM2B29nZJSedcq9O5efMmExpjnHO2tGdnZ7u7u1Vla3i0914heliYMGXNdUHg4IEZgDh4AA6eG+2Wkjge9ZuJjNBbACL04L2vd9kiAEMAQGq0ukIpD/MqwGA6X+505lXJREDEQtSATWYF6B0qcDgt5965vL3UyLOk2YmS6KA/+p3/7X8BxCzLWq1Wp7u8ur620uv8/b/3n4QQxuPpYDgcj0br6+vOuel8hkLJWC98MlJ552srVFXMlpaWAHA2Hm2eO1eWlYg0M4QAjw1dHCpJLBiNKyU4AqcFB8/BB2LHHJglowREZ60QJFQ8ms7TJK1saHd7IQTnwTKuXbxqrQ3gdaNlqwLZ27L8xc2Lu1tbe7u73/uLP4NvF4CYZnmns3Tu3Ea+svT5z7w4GI3Go0lp7dHRcVmWPjAMh1LHEkVlXL2FAAg1MpOQvPPe+zzPq6qqE8LgMS5igdoMzjkU1ltDyNZUzpYBhUcI9enFAYGF0uDKiFhwSBQVpfOOBUnPIXi/tLTqvS/n0zyXznOWN70H51xlnQRhK1eWLo5yQZoEAbAxBhGUUq1WqwYsr6+vTUbD7333L777nW8LIRqNRrvd3ji3/uwz1+M4zrJsPB4fHg9nhQuPRkV1ufmxk/+xTsQ5xwh1PVpbuyMZ19Ya5kAAWK/66pTs+uc8Qkn9NbV7PYcSIAQzayX5keBNax3FGSM9//yLf/dXflVrrVT8f/7u75iqiJNEUQTeQeBer1eiDgFu375bsHZAzPybv/Eb4+HIebO3u3d2cuKcGw6HJ0cnUaSTKD453qVHXOzRaHR2dqaUkkIeHR09deOpNMsYsar8ZDKRSFKqPG+kaRpNZ+PxeDKdpo1WnKXVNFTet7qda89c9NV0+9Z7Tz/zzLne2ulgBCJKl5ch0rY/G87GpER/OEIpATCO07IwVWWms1kaqSxOqmIWae2sOdjbbTRbcZbOZ5Pf+q1f/7/+9b/WkVBK1hTWEAI7lkhaR0qBlJDl2d721t7R7Gml47wxnk5Wum1vCmMqCGGp0y4tD/uDV7/3V7dv32m3V9qdrLPUnYwHm5ubedYenM6azaYUoiiKNNNJmozGA++d1qqyRgjs98fM7Nnlzab3HhEkInunpGYP3ntFNJ5MtVZXr1zZerhHRCG4119//cZzLzDD9vZ2d1ZsbGyMx+PJZBKC4xC01hsbF7a2tuqtcu33S/OsPveSNJkVc4ZQC0z+g7y+J9u5J51+j0Yw+OO7Ph/4iVhyobT21tZvldls/tyzzwbnjg72T4+OHEOSJEmSRHGc5zmwF8jtdtubyjNHSltrNzc3s1Z26/ZIxoqZJ5OJlNJUjpm1isqictYncSpIVqXJ8zyOkroac84VRfFkaToej4EwjuM6ybPRaLz00ks/fOcHwbNUtH5ubXt723uLBGdnZ6ur3ePjQyXp0lPXTk5OkGh5ebkwPC0KBiIUW9sPjw6OjDEhwGAwmM/ZWh8CWxf2D4+CCM67drtx/fpT/dPh4GS/LKtyXshIAXO73bxz587SUnt94/zdO7cQsSzLd999dzgcZokuy7LT6YzO5saYPEmRYG115f72bdPvLy0tAUMxmzPzSq83n86C81rrbme5kedFUVx66vLZ8fHd27cjIiKazmZVVU2n0ySJEfHs7IwEMvuiLK49/VSi5ZVLm7fv3d3eftBuN6uqjNOEQcznc2NM3SRrrZvN5unp6WQy6XQ69e3+4c5O5e2H799+9buvRkpe3Dw3Laaj2ay5dL4eVgohAguE8LhIru9fRTGvM/AnkwmhbjXblSmFUA8ebAVbLQhlSGIR/kx1CCODYEDrOYRAKGpztTehXrFkWaaUqrwt52UcxycnJ+fPn2+127PJtE4iHQ5HSMKaYIxDGXvPCBIAEQTV9S8+mjlayyEIImaEmsAjBDIFXKC+hSAiYuecc0KgtWCtJQgoGIDrbKHPfvazaZpubW1vPdwbjMZng3EdP04k/qPd9YVHMEFc6ERCABIaQIEAAyoIRIGE3nvvvJRSknTWLWAuNZ1JYCDvgg+Pa2MBRTVRSggtBAeBVqc5SCV0lDVyE3xgVlrXBxIGZg6aHJEFJgqkkJHQLQ4mZFKIGEjG2gCUZeHjbGlWFp1ut7IG6skCCWaYe2AUJAkVYBzYWUcYRVGcpSpSjvnhxMFofme4+7/+4F+lcbK23ut1u8/eeHp1qXNtffXaL33l3PrKdF7u7u8NBoN+v3/nzp2HDx+Ox2NgbjWbSZ5UVVkDIWJlqmImQkQsNFGAyAYQKq5c4EDBV5FCBPTO1yuIOmkziiQSMYPnMDeWdOQA58ZqrYUQhPgIlQ6BQwhBIwZgwIDEKFEwBVu1kmS2fyAnk67z+woFgaDahObgEV3uybPZE5beE5MHlzVjKYMUtrRGSqll5MrSCqrnKwBQiyV4wVkmBgYmZhZKBVdUroxzBlE5X4Y6f14wC4vsLaSL4kbiQqFK8LhPquNNGqJRjWdKxFIL55xHGE6GjW63KqoIgYCssx8LLlj4E9gD1xmpMAWX99qz2VyQWOouO5F3N58ZFxU1k8L7gCSZlIXgHbCLghcQ/ud/+fXx4F/ZYtZqZM/euP7UlSsv/MRT//Vv/kozTZoxHu8eBGvu3L61s7fz5ttv7x0eDsejs4KcaqdZlma5sbaojJKRW8AYUKlIKTVvpdXJKXnXzJtjV7okmlpRMYqgVFDkUYdJpIpUxko4AHC2QkRgr2s6CIYAPqAHwYYNgycprbVIAogwMIMjFBEp4VWwwSMEDoCopFZCCnQ6BG1MEkWRyNixRqm1BmRjjPeeZJ1IE7z3BYeZBYE4Lgv0PlOJD+Ti7mlpGyrf6SMMytu7781ns+l0FOvo5Zde+IlXbr588/lGngjC8bB/6/333nm7XRbXD49PO0lRBjblcDTxLjCCaDSaed5st/Ne5ykhhBLCVqaYzgTSG+/f7qxtTB28+/rbOooQ8XK7Q0TXLl1J0mxeFLN5NRpPbt95OJ5MpNTtdns42y9U6F5YEUKs43lrK2/d7t7Oq997xznX7XbTNG2tXu32OlmUAPNkMrl9+07wqCkGqNkbwlNYVM5CcQiWIU1SayxKrdM2UTabhc5qGoRCIGsckpRShFpNh0EoBjAA7KoyVhSLQN5oYi+IET1zgBBqOTSBIAEEgVDoGGXwAKCyqTnxgogSG1+QUk4QzFzNmA/7B+PRaDIcpEm0trL60ksvfunnf/ba5e7JyVm/39/b2/v+6z/YPtgx3kmpBSIrlTeaWW/j4PDw/PnzBqLh3AkRBwGIwnGNmmUiYgvzsmo2m6yquNl0g+HYehcoRI2isiqKFTvBDiBoGQAciAAYVEwsR1U4iePIOmtCao0DRBCAgkSUE7IMKQZu8eabD+6dz1dNadIkxjwbez76YHc8fHcyHp1fW9nY2PjZL/+tF//Tv1dO+jt7ew8ebG093Nk/ul9NxrLR1FGsk1Rp7QBmJZDOTcDChsoDxFHpDUltQzDGklKCBIcRq6hCslJOjYkauUdCAAqM9VmH4IknxVSTAMlAwfgygGcCQEAFRN6FyrPNmnpeDJRm7+fMuUQBAjh4DSQFkAYOwUMgJBCCAaxzSmkV5dYPmu1Va21z6aNBZ0Dc2jt+5//9Vq/XCyGsrKy8cvPZn3plczqdPnjwYO/hB2vd6GD7/V6v12w2a7eqFtHY+ABlnEhCUZZWCM0BIi0j0mx9prVkLoOWxAQegQUyA3trAIlUWnphEaIasPPE/oaksM6joEDAgmazspW3EPHS1Yur66s/ePONmy8+/0d//Cc69UmON19+TkbZnVsvvPTii3/8zW9ORqOzs/7axoXxtDwbzzIMTVe4/fvGeZGu/O6/+b+fvb4RaXfpwubO3llwYjabE9HK2vLy+RyxNZ5MhSMtY+mis9NRfzoMqpibaWGKi42rjaxR4WmrtfZw53D3oC9iMRgPIMJL1y9KKS5tXnhwZ9sUzju30mwtR02S0Z99cH98cLbc66ZpurGxkRg9Ph23li4gdUjFKytl6V6HVn4yHyZNPSvmCVBRso6oqGwEMopzY/v9wbSwdOnqNa1bSbI0Lx4qrS0l6ANyUII9YinEsQ+K+ZlWb/OS3j187fU3t575zEtrvZX+dH7p4jUVt/ujHx73Z0VZVe5ECJ0e96/dUMlS43TnSAqSRGY6FVBmmRfKVRVHWbOwOCkCo6x9LwFCf3gWRcmscBhLEaeFTcjseyDjpfcUk0LENEGCuS3HmYo1pl/63BfbWXFycpLmeRppduXR7v0oSY2ZRnGSNNJAHGuRJ7HWcZY0kKUSSRo1pqN5JCNghuCTLH6UaP4jo+ePWHwAjwcTn4zofITwXVDHHm/pPxm0qyQHz5KEQuaqYhsk0e6D3bfffefpZ66PC/v0tSu3tx/c29m5eOWp3sq55d5Kv9+fFYUEvry5Hmk1KaYuT+68v3XzlV+alWb09ns6nqKgch5LOm9NSZFXjSpqNIwti0k1s7OpmTaz3Ibq8pXLD+5vCyEFJVKMJNH6yjqRPNwbBBPH1IlQp7I5rcboYXDSn02qmgBcFMWDBw+u/8Lf+eCDH+pI3nr/Vm956We//DNkJ92l1r17O3mjfXw8zvPOcDC5ff/+cDTSUZREOSL+wfHlUIxm0z3ygyRRQuuqcDdffOkf/Vf/4Hy3/Wd/9O++9YOwf3DU7a2WJcZRsbp84ZWXPrO/s7WzdSfWxB7mk2o0LpZ757QSo/7paDwdzM6mtn/1mav3tx4aCEurG1v3H0oqkySZzuaR0q6BUkeevNTRhY2LJycnP/n5L7756g9Wljs//fxLs9n44fb9V//q23VG4Oe//OUoS1/7q727777x5S/8nKjM/r07/80/+ce2mhyfHHg3tYYZ7LmN9emUV9ZWd3d3260msqvmlVKKIAT2UZbrvOmG06SxfHY6BmdSNNXo9MiMKuPj1koogiSyYRaEVwzzyiNm8xIf3N1rJuLccksljUEZSp9lKze63dZseJJEejzqHx8eSqI066A6Je3m3pNWUlII0nvwdeQCBgBi9NbOJPk0Am8mzsapzpt5Q+u4kUyYoSzKk4PTSKTtVs/jwyAj6wfGVWXlUXWGUxBRJJUQ6AgsBqvAhiAloALpAJ1nhQGBGdkT28AuOAiMOuY67j6ER4lBKEQd1RPFEdnA7U7nuH/6x9/501/8hb9z85Vnv/RzXxwOJq9+/+2yLL1zSArE3xBKe2AmQGuhHj1OJhPI4sVmA0MA9iF48EIKqruX4BGAUD6e9wBhcJ4DB8SatocghUSlNQnhvHfB1w8DhhBC3RoEwBAIgIGx7umVEAAYkJE9ABI+gklIWe/xHx9SdVsBwEIIIPmYmUeEzIFq1+Cjs09oneV5s9Vs5I00zYDw9TffXLzoRFrJNM/rorrVbDXb3Z97+kaSJIBQlsXZWX82mznrBicH7TydTSboDaMwRRXFuVKRECFUpVBRIKyqYiF2N8YDKK2VJLE4SJkEpopiAYkSGCmAEJxDRE1U62U9cACutz31GKJGiBMKGyBI6UlZoE9OFD5Ng4FERIw2sPNgnHeeQYhQD1QAEHwdRAlAATwyAgZgeiTv8ADsHEZCSJCV98ws5I/7vY8wl+FjLEGmRfbgYybMY1cPAITw/4spJKRQSmEcRxA9chVHAUjlDcXBAxKQcBCCQ2+BPXE4F13egAvgrHfmdDY/eOONb37/266cixCWm3kqsdNubZxbX19f+/Iv/EpvbU0odTQYb++e7uzu7e8f9IdD5DAcD4VQQkkC4StrizAlSCUhcDk+zQSymUofmInYRqAlkBQoVRRIGO8hMCJFWocQQnAMWC++BOjgIRKxxzI4UEKSUAHQBCekqs30nu2jLTIG5tJUBCwoEAoAgSS11nXoqw8+BF/H2DwevD12m9Yqdfbgg1/qLfd6vdlsap0ZTcbWWutdlqY1FerNt958643X40jGSkhJ3U57pbfUyltXn3rmKWc3Ll5UacoknffWhYOD43t37w/6g+ODw1I9hMCRUoIEMWgpwcwU0cW1pY21LhIB4bw/cs7d274/L+ZJkjearTjTzzx7XUgZGH3wO1vlwc7+7oO9wWAgpWg2cu99s9X9wheuIEKd+zKv5nvbA1NWEkVgLqdj5EDggZk4IKCgjwI2aqcsMxM+Ysot1uCLzfynQcX/+rBEgAW5YxErwo9BjrVIRkr5mNECACQIEL13M2uNKTm4LE4a7XYsxXAy/vo3/uhPv/UtX54tLXXTLDt/buPylesvvPgTzVY7zVLn3NHxycnJ6fv3druNzMwnKtiVdqMoyxDQByfrmD1JjOBISWSBIVLS2zKJtdJ6VhTOlpHSSpIrvYdF0B8SITBDINQEMYJG1gRCgKilCsCAHgDYmEoLASFoUKutpaefumadr8pyNpnMy9Izt9qdVqulhLh3/8HtD+8oKU0xWVpe3rxwsdNdvvH8zTjNisqgoMl8dnR0MhgOq9KgLTSbmLwQTK7QECgE4lr0h9YUqMgHFwil0iCUNZaJ8COjUX1Mhbr9wzpyGzAwh0WtWkfHIIIERkSJSAsKb80GrHOnER5LfD72P/zEdz627tBab25uXr16tZ7svvvD9958/bVGo9FsNq89ff3S5SvNZrPO/ZrP/z/q3uvXsuy8E/u+lXY4+dyc6lZVV+jq3Gw2u0UxBw1ESjMDWRhgNDJge/zkZxt+NmDA/4FebIwB+cGixYE0lm1SpAJJUaTY3QzF7q6cbt107rkn77PD2it8ftinbhfZTUqPI+Ci6uIm3LD2Wuv3/VJWyZjLsiDyWZZGUS0IpPceGVSu4ep1Y8oAQXDGEbx13llfpakRVTdw/Oig7UWvYBSGQkTee5gXzXZ7dW19fWPjmtbnzp8/f/GZQuuf/vz6cDz1gI/2HuvSSBV8/gtfmE4mf/K1rw8n03p7JYpiSx65TKbpzs7KF77wheHpo06nMZlMyrKczzQANlut4XBI6DqdTmlsReNzzmezWRAEhLC81M3z/K233trZ2lnaCgFm53bOM9E4HY3rjYZSrXanOZvMqiD+LEsBYD5Pp9MpmFxKKaU0xvT7/dFoVJVr+/vHYb3TXlkriqLdbmudxwIE51JwUxYoQ6eEUqG1zuqy0WgQY+d2z//+7//+d7/7vbIsK8qLubLyLhCQQz/LSsHAaPut770VSjkrkaR/9913R2urVy+c894vL69eunQpSZIwimaz5OC4t7y09MzFC5sb6+PJuEhTa1wl22s2m88/9+yde/d0ntVrLa0zKeW5c+eS2ThPpqura9MkDcMwjuOg3kzSQpTWOheEQioVBEGn2xpNR0dH+/sHh56s1jmRt9aqILDOjcdjmrLNnR1jTK1WbzSbudbOuTt37nQ63VIbIl+W5c2bN9rdDiLkeZbnuS61I/t0huev4vp+SdL5y4LPJ3zAh8vZn9oPvTW2UavXarVWs5UmcwQmpNzZ2fFEUqrBYMhQIGNZlvf7fet8GIbdTgedHY8nttS1KHz48OH9+/d3L17Ruqw8YFEt5pwDMed9IEUQhrPZrNc7jqMgUGEURSsrKwBsMhoTkZSq1LY0Vpd6MBzW600hZeUnQgZBGIzGpdb60aOHvaPDy5cvD4fDSKnf/ORvnPSOdVGURXb58uXnrl1TYVQU08qiJqUCxu7eu9/rD3TpmAgsMHCeCy4QU50rwa2DjfWV3/rKV40jrcu/+E//qR2KyclhmqZVQpX3yhhz69atb3zjG5/59Mc7nc6t99/TuhRCvPnmm7duvn/a751FaFZNaQRU6Vd3d3er5vTVtWWOrN8/Saaz/kl/Op3laYGI3/rWt1594cX333uXIUymw5PeISCfzuZLa6utdre7svrMpWfHk9m3v/1tIkrmyQ9+8IM3Xn/5U5/69I/efrvT6cT1Zu/4pN3pImAYhvP5vN1q1Gu12WymlPLe53muta5o22w+m00TVzmGAMqyrAsRBAHnnAAYE96Ys5FBda87PT111uSgOq217e3tfv94nsw5a0ZRvLKyMugfo/dVLAgRlcaY0hNjRIDAuRCcq6oV3C9CyyqRJ59MJicnJ96DULLdardabRQ8jmPOebPZ7Pf7Ya2eaYdopJRCes75gtj6cDHBk/QSWERpfESFwdlDwRmv1PhlWQYqWF5e+vznP39hd+d73/vOH//xH2+ur1159truuYsAsL6+LqQ0xnPO/nmgvifgDZxzaZpJHluDH9xgnANnhBCAREhQxWd7BMcAGEMgQHCAwCQT6Il54EJxkMhRyoBz6atSWyHYWdt1FZTBkDHBqPoGLENe+eUEEqsAd3VuCy6k5JyFKqxkjWexI4sMGgYL7/sCXeCTMI5KXYNhLdK2zPK8Vq8zIbkM6q3AWcvIF0UhgtijSLVtqCg3fnjUf3x4UmUxl2V5+fLlZ599dnl5+epGu7u0TASE7MHDR+/fvP3ezdt37z1IZqeFNnFc50JtLq+UZTkejzfW1qpHKAzDLMuqZH/BeUNxbjUzyExe6TSWlpa8qYhsjIKAc6lReO/NIgzXecYUw3muiUsvpGHCOvyQ51B8xE3Vkwd0HhAZMK7JI1POo/WOMcbwrJCQ2Ad3X8+A0RPLkINF53tRFAAQBuE/xS3w4XdVOctIvkJ9lbweERlDR/4j6o4/9GW89wtHpRAV1AnD0BEyztARQ8aFZAEjx8gz8OTJgkTrDXjFKK51u4xjXpSu1Jy8At8/PXlw56iXuOz63f5wWJjSA73y4kuf/8xnvvqV3z5/fodzsBbyvDw6Onr/5s39/f1Hjx5NJpNsMknT+WanOxwPgTHgyBkIGUQ8DtCDJ+O89wFWoJ1joKTWBXpCZMAZeCKASKrV7urzL75ojJ1nKUOhSzOdzY77fU6cITO2BF65NKEKGnmy7BljgvFAiNCR986Sdxwl58IxS86fFToLIQAIyHFkgMwCeOcRMYqiZrPBFa+exNLbZDabTsfOOeSSCzzsHdWjmHOezHWvN55Mxs4a5AyFIGQg+JVnr7XbnY+9+tof/rs/DKTs9/rv3vr5eDzO5qkp9HyWuHQuTSaVSk4OhtOJdVYIIevtlZWVc8/sOk9JkgxH4+FwpLU2bvHkCu0YiXNb5y/uXqrmstZRr9e7+f5PjDH1ej0Mw063ttxuNuoboVR5ru9ZLdBzsASMo2eAVR/JYn/3BAjgF3MiXoUMPRHrOkeccwLm6KMSmBB+yR6zqHN9as8861E46+CulKuVARgY45x5Jsh5Lpi3iIJ7C9o5770IVLPdOn58mhZuko5Hs7zRaBlnj4+PR+Op9/7atWtvvvkb/92//1IYhm+99VZy2hM219ORcx4YKqWklAtVNhfAPDgTCLA6Z75UPIBQ8NIBB8aIkKQIF3p1V8kAOUKEEIAPyAcIpKp14xcbKQBEGHJPVjtWeFZiPssTncdxtLy6GodRq1k/fLx/cnI8z1LjgQuVar3UWZ0mGTs+fbh3OPzb785mM2C80+1evHjx5ZdffuMTb3hjf/zOO0cPbujxsVKKDKupkDyW1noCqZQXlGqw1hrnC20JhQyEJ3D0BP4QQywZ+EphXQVOw5MU6apoFBAABKD3xBCRceV8peVB4FilD3POAc7M9wwW6hFgTCA+/a5fUMFV0ZTGmCpbuNNq6DzlnE+n09Ph7du3b1dlfZ1O58qVK+cvXDp//rxFc/36uzdu3LKl6XaXA6nSNC0ywwUCkOTcWSM5kDXWWcG5lIp7BuAYeAbEwLGPDnJZqImstVV0xGiWP3r8+NHhARMsSWfR331/7+Dg4sXLKKPBcFpq8+5PfubNO97Zr//pf2w2Gw8ePa7VmzJua0dAfGl9E2TIGH/55VePD2sHj2+1mw1GTInafJ6asqw3a7fv3uDW5YVmjFUzDgBIkqTTjbe2tpJJcvvG/UatYbk49gnjx2ub59fXN/f2H85BJ0kyHo03VnYYcmtNoxHv7z8WzDciOZlMGPl5yhcibSEuXrh06+aNoN7pjqeFcZ988xMun+1urDDwP77+Hsq4cCZJisqYNJ1Ow7jGZcAYu33r5jvvvKOUIPI6m4cyOEMynjHngFQYNINSxsMkSQvODTXr0D/pj0+OppOrL1x9pvqJms3mzs62c660xY0b73YCxV1RAAAgAElEQVS7rYu7O7du3TLGbm9vE9H9+/dbzbr3DhkpyWtR6KydTCalzktr2+1OmpfNdksIUUl+BCEA896Tt1yK7e3t7d3NXv8kqgUAIxlGKpLWwXgyA4bPv/jicDRJ03R9fV2p4OjoSAbh/v5BTXLvXa0WefLz+cw4b0zZbrdKV+Z56px13lRqrKcdCr9kVfg10k36IAWL/aOmvipmoyrJ1GVZi2qT6QQRT/vD9Y0tY3S73Y7imDNujJknyfLSEjmfJknvcP/48ODNNz6RJNM0z1bXVm/cvHN8dFyr1Y01AEwIoVSA6K0jpcJms+W8AcBmsxnXa2mSEWKj0UiSNI5r2qYesT8aABfAARkTUqhARrWISxbXasPxcHByXAtVq9V69OjR2tpaWeRkXbPR+thrr0spR8Ohm2dSKuvovZs3h6Ps4GhAwGUYcxWWxnjynlggIScnORKB5HhhZ/v+3v50PJwMT51kJkvDMGRcCimjqB6oIE3T/f392exqpbjmnA+Hw+UsqyDE+vq6s6UKRDUKj+P48uXLXEhnvDEmCFSj0fDWFYUGgjiOvferq8urq+vr6+s//ck7r7/+8aOjw8eHe5/7wpe+8ZffzLQ5V2v3+mPHwvXN3ZoMdzd33vrR3zHG3n777aODh2+8+XpZmulkilzWap10nifzpOqB7Ha7jXqdiApdVseuc04phQyRCxmEXApy/MnA1D9t+DpbG957KcMoirIimUwmRkQXO500TR/t7S+1Iq3LRj2KY99uNafDU/Tk/ELEVSk9q7TtRScckHdkvfXeM86rYqcnHLXPsqwo9GyWeISTk9N2ux0EQbPZDOOAp7qaa0qOyJgnD8Cr4SB9sPwRWYUOvGf4JNPlCYmE1VCUMcbAuSqyMQpDKaVSsl6vG2O//e1v7+5sMaTl5eXBYLD37W+3W0uE6vfTNIwbHx6y/Gfs62MMCISAKiqwppQXSOTdk6ICIhKq5sh6j4wxZIjA0LEFGYfoEcB5ZAhASJ6jIFqwVItyOFpYGhCRngBuAo7AaJEJyhB95UaDxZUZz+JJhBDVX8hZy+UHF7uF886dXddoYWdmZ5Y8qpSG3nttDDBGiNYTAjoPxkOuvQxYt72iTZlm2XA0J6I4jjc2zwshDg8Pv//3b//td34ghPjUi+deeuml559//vzuxY+/evWlF6+eDpLH+wcn/f716z/fOzg46A32Hz+M47jTbhT5nIgYQjqfMsaiUFb1I+1GEEqKAwxlCM3QOae1RoFVxokptGMsdwIZrwbXnAF4R8jzIgcmkAngwnv7a5JCFzs4MmudBXDkuZRCBQSsCkVwnkQ163gy2QP8gB1i5BesBhEXIZGpOkkAQEjxT5wgnN2Gz4hZxhg4f9Zm7p44SAHwn0K2VKpxU5YRqyJPFo7TyrSNDImBQ+8WnZvAiAFTnIWcofdeF5nWut5cRq3T6YQ4WFk/GO7XljeanY3zazseuQM6HZ780R/9UaVu397efvXVV3d2di49c+nf/pvfjmOYTv1gkDweDe7funP44MGd99+fJZP+aBgGoXYanGWgBKEIahgFjDFnrTHalIVARug5cvBkjNZaQ4ZlWTpjBPKQSyZVu9WypqTSgCDizJicIydC4yAIIyE5ENLiZs4IOKF4OmbmyRrw1Xm8KG/kH6jCGAEgGGPSNC10DgyElGEUhY240+22uy1n7GwynU2n2+fO51luCj1LS1POdJE3G43uympV90gM9/YObty4/Q8/+NGLz7/w4nPPX7t27fd+50ulJmdslqb7j/YG/dN0PDw4PhJkN7vtvNRxHO9P53fv3T482l9eWQvDcGW1u76+Zryz1mmtZ0ky703Q+cO9x8PhUAXR0srazs5Os9E+f/6Z8XgyGI6KohgOT48ODzhgt90NgqAsCgYegRggkj+rmsTKv/rkisMYYwRP9b9BtRoXFCD5f6zM5qyu5hfGEGdfqvqdP2l1W5CNhS0FCPCEAJY8AJ0OB5zxRr0uZVXdGcTNTlhvQVGUzvdOR8BZe2l9bXOXEKbT6df+45//33/yJ5///Oe/8jtf/e0vfynLsp9d/+mjvUf7BweP9vaGacoYC4KA17ocKVYSiCuOmqFk5Mh6U4CToVJcBeSRnnSLEBF5Qo/oJFgBXFQ7AHtSCkFEjJDIIWEkIhXzVthaX9uITDY6HQyHI4akhNzaWHvhhZck56en/eHpYDqddpbXp48ezbNSCLG+tr2y6rN8nqbpj3/84x/84AcA8JnfePO/+Fe/+1uf+/T+/sG77793dNybp1NrrQNod7oKYTKdqsZaFCohg4EcnKkWKgzmcRFDhWccBQIBuEWNAQIwIo/EHHmGnAgQGSBa7wDBIzAES4RIwJlH8LjYgTwCskXZ49nLRygOOI+iqBJwZlmG4K0xQhCXarnVPh2Ozp07F8fx/v7+//m1/8ta+9JLL/37//a//L1//ZUvfu6Lt2/fffutHw/ng3PnzmfZHBGtLSVn5KyUnLwFBPDOGe2IcyV+7TcCzjkpBedcF4VVlRRJWkCrS7QQRLWiLJ31Ryf9SZIHKlRhZDOdZWm72RiOR5PZNI5jRFZok2aFkyZJCwcijuOvfe1r53e6O9tbzXrtcfEYCep1rNfrK2tLjkx/f9/5hfm5CrB54403kBujCylko9FoNBrO5YyLsrRhUHOAR0e9Vz/2/Pr66v2795eXV+v1FmPs2nNXa7X44PDxWrellKqMQFUpFhAzxnjnBAOG5K1ZW1menZqdrY2yyL0pG80OGCpyLZRknBMy5xyX4Jw7Pj4eDAbzWYKIjWYTstQBQaU2Ac5VZLxHD42wQbljMWvXZTrpN+JIa339+nXJqNOsV/XfURTt7p4rCn08OPnx2//w6quvNpp1mct2u805//m71z1Fr7z0fFmWiTaBUmtrq5WviTOhS0MInEltSpPOvfdRvZaXDoAZY7z3y0vtJJ957xDdNJluNTrWWgZkvStyHYYx47Pjo14QxUopwZUQslarSTKIQAytM4KrKAoQodasyVKOJzIMFRfil1Df06fDh7tnPzLGE5HBL6K+j8iG4SwMQl6dNd6HYYic53meZcVgNJzP54jEpSQiYFhFDQFAGAaTYZmmKRENR+Ne/6TaUev1+trmxu27D+qNRhTHjUZLl1mRp5WXe21t48HDu5PJBBHHk8lp73R9bf3as8/feO/myUmfB5wQC609ECDIQFhvWt3VIJBlWVZGYF/qxw/unz9/PhmPstm03miEYRjHNWt9liWFNopJXdp5pg+PepYUMCZkaD0UeeGIPKAvzdW1VTcfmGQWCJiNRoP+sdEpWRNHwXKzNiXNUm1MUV2WSlMqJdM0HQwG7WZUjQK73e4LL7xQi0MleRzI/cePZrOZEEJK2Ww0d3d3eycnSspsOL93/44xpt1sbW5u5vM0SZLj4+NnLlycTEadTmt5ZeXvfvB9RGx3uxeeudjqdsdJxkVwdDywEDAWNpqd3d3dCxcu7D28Q97kef7uu+922p3BeDoeTaOwOZ3Oqhl65eubJ8lkMqkewCzLsiyrOsg4F4ioS2uKUjFWaYu01pUuzz6ZdZ41G0spa7Xaw4cPeJ0/99xzq+fOP9x7lKXZZDxdateKdF4LeKvVGNfriSusLUtjOEMp5Rkqo4U4CRBZRfQhl/ikmLooCkd+qdsCQO9dmqaMMcJfLHetVCCMwFVeNjw7KRbeNgT/5CT/SK7vFx4fACllFEW1moqiKK7Fh8fHk9EAkQRn3XZrZW19Nk0vXblaHQoqiP85NTc45wrLEbHRqBdFocGTJ2SopJKcASFZU8nNgPiiZAAWAafVr9R4q6QEIk+OnNF51mgsPYHpzHmqQswQETmDhQ8NPTEE76tznBhfIDdknBEAMpAoy9Isx7EHqtZlpRU8U3gC0NNNgwDE+ILrgyc7oPElV0wEotFqqjA0HpSQyEVZFp4ppmrastKiR8UVZ4il9f3hzDuHPHzp1U8wRF2Wo/HDP/36n/+H//3/aLVatXqt2Wxxzje2NhuNxlKn8ezVz0aNTm5oNhsPhxPnbJqm0+lMa50ks7LU5B2Z8u//+i+54M45BhjXakqp5557rt1uB2GgKkaMYRBwT2Cd1WVpnWfIAhFPdK4kSInIPAP5odnvh/ZlJOfIo/cOPDAVRsiEJU9MeHIe0INYBI0AITCoLkNnRu4qCp0xcoSIVRcnQ+Y/hPE+nAN29sYKsZ+h97NCiMpkj8i8d0zwDzdefHi+yBkXDD3nnAuBH6TscC4kAjHuOVrviAEteggFQ+bAWyJkwBthvcWcYVHYZDKOBQce2fv7nY0LKoo8gvEekXWj+tLyMhDpPJ/P53/9ve8XeYZEnLNQqWarWavFstW8euHCtStXPvuJj3POxslkOJsc9fv945N0NPOFGWR2mCdIpJSMlWBV4DwAeg/ogXngVJPKltnJ0T5jXAjBBbc6RKc7rXBnZ6deqyf5vPR2lsx7p0MPlirrYoVpiQFwRCEUMwas86yCdOCllEEQAECeF2VpCAg4kPNQySo4W15eXt/YEJILJdIsy4vCWF2WxlqDhEFc22i0BONAQN5z5EVR7D18YJxdWt1Kizwr8vls7pyvxU3B2d279+/cvB0oFQjDOe+02u1mc7m7tNzp/ut/+budbleFATHy5AaDySXCLMsePt4bDXqIiIxXXtYgCKWSAVIJtq74he3NzdWVvNBJXty9fau0znkI49rKymoQBI4mSipGzBozT+bG+SpHmwABGSCr1AEfiBAQibxgnMAjq9pK6OncI0+Laspfz/UtDiJEAvSEgB/we2fhSRXqqzgQzjmQBYYV8iREB77e7tiytESl8aGSMq5phyAjgTKU0hhrrCsJ8rR03jEedtfq9Tx5/70bP37nx6PxqNlqbm5tbG5vXbl86bWPvyIqv7UU/XFxfHhsSn3SO5KCgSupZGBtKw7SvLT5lIgzrpAt1MIAvMg1Lh59AgJkaOnJ+VcR/0hYaQS895acpXSeG+Y2d3YiFVTpRHmWngxGzpQA1Fpa9siywjVay+fPnx+NBmk2985zpuIIW81WECgAOHj86H/5n/+nMI46nW67033l+atcBqvra52lZu+kf//B44DRg14PkdfqdWY1Ou28ByYReCUyIVpI04k8LOryzuzpFVFJRJ48AkMHnhhWV20i8uSY4N4bQP/h4/7pTIgPJzBXrVAVuVH1DVZedutBCSWZCKLaPCuYDIiJtc3t393ZNdYOh8P/8L/9r0EQCaE21rca9cb25na9Xp9MODJK0zSQsizyIptzciHnnAsi9M4z8ggOyQE4/JXzCMYY8wDVt6SdIxQoSNsy9JAWZdRohmFMgNpYYBaZcISzeba2vpmlaV6URueybmRUi5udwuGFq8/zfBRF0fXr1+/eoVDJle5KMi2IoNFsHhw99mA7nY4ujfe+2Wxub2+vrKwwxjrd7nw2JUta6zzPo1aotfNe6sKsrG8AsWSWWXt0cnJqjRVC/sZvvKGkGJz0KjVsJToAAu+AB9J7mkym2XwWN9qRFDOX9k+Ob7/707oCo/PTfq/RWarFtXo9TpIEGOt2u9NZ4r0/Ojp65WMf297eyPNMMCzyPALi1dCgSmgAb2ypgjBiKMkZa8q0DCUna5yDRj26f/9BHMgrly6trqxWVXh5lu/sbv7Nd/72pHf82c99bpbMv/N337l86fJLL730zjtvX7ly6eDx/oVz55tLXfXslUIXgZRMSEGgVFQ622gvlw5CYpH0CClyJpHP01m9HR0dHXS6reeevzYczefJbP/w8fmtzsrq+mA0uv/wYVHoNM0ePdrrdpfb7c5oPK7Xm9PRMSEyxrQuciqVUtqadpYFgQyjyDgdqJCdSTx/ddveLwk7zzSfT8fCfmTX3wct7eRkGDBC68kTBTIYj8dKBUmar66tSRUQudI4xlS3u9RpL9Xr9TiOEQCR7ezsXjh/4cb7743H409/5rOdbvfw5HRlZeXOvYfWWe9JGzOfZ8Zo58A4iOKaUqH13llrrZ3MZpyLK1euxfUanZD1UFrvPaHgJs9rjTiIlDGFc/Zzn/tsmiUnJyen928hYj5PLpzbKcsSkO9sbXmAySyNotihfHzYm06S0nltiUtGnBvwDlA7j1wCMuPtdNhPJ4Pt1aW1pTqRaTdqK6urkrGf7N1vcM+8qzBPs9G4d++QiIIg8N6///77F3Y3vfetVqtWq1UanLIsrc4rhedwOOx2u5/+zKfv3r3bOznhjFe33DwvwOO5nfNFYeK4vrW1/frrr/dP++PxaGltOdfZeDycTpIf/OitMK6LIBxO55vN5Vdfe3M4ntp0/vWvf/3+/Yd5Ol9d6RLBZDxbWlkJgxoxPkvSWq05t+OqM0lrnWdZFUYlpUxms9PTUy4DFdaNwzTX1rmKQTVWe++IqLoZGodnAYfVBss5N0TNZpPC2mAwoKDuHLXaSzqbM4Za60gGpjTGaF9FaoeBFAIQGXLOJaBA4ESgyxLJA0NH4JxDZFVGK2MiK3LvvRBSciaEEkKkeYaI1hNXUgYiSx15zwEIHBIDRov4LwIPxAioQiKswquLsx4QnxqXLM59770UorrQhmEURVG73Y7r9Ww+myfT2Wx6dHQU1erWULvdFlJaB78mO/c/O9Rn8lyG9VDgCy+c+4M/+IO9/rQ37s3n8/l8rrWuZL6gKglyRbV47wqPjBFHxghhwbgRMSTvS+ec1slasFUdlpXaynq7KEKjKs2FGDDJBREJzhwhB/LOMsYEYwhI3CGiIl7J+XKjCeBMo/WBRheI8Q+m7M4bIUSVw1NhP8YwkIG2pTYlAKgg4Ew6B8jQZYaJSIWN0qIDyaUktN57440QwnsrhSwt5XnOGFtd2Tw4nWDYiNoraZHNTkfNZuP05u04jhlj8sEj6+j0dAQAr7766u7ubrPZ3NraajQaVZzUYDC4d+/e23/1//R6vYcPH45ns0GfGGN3fvZjCALGmFKq3W5HUdTutFrtzurqWnd5JaxHAIiMxlREwileCtCI8YcYNvxwYg/nKBjPyTrvOEcuUHuPErhnQORQPCVk9gwAsMrwJAJiZ23lAEqpqhzizDD2S6jv6UZX7/0ZDfJBzd1TDHsF2BgiY0iOOGOLSKBfq/AkIKUCsE4Iwch9IKiTsjSlMYYcIHsCH3Fx8nkQZ5m0llAFSnAeh5HJ06zQhXWeS2ICOQcCIYWgAIQSgsuGC7paIDqrvbXeGuesc26mrR+nd+/+DS+K08NDa4o3P/nG65/8xAsvvnj+q7+7tbwWMFUS7vcH7757/d69e5PR6OTkpNc7JuedN4oLKWXIGOdGSqeLibUWEKtCPABwWsdqsxZ65MJh4KxGsowhcu6JkJAxJoUKgjCM4tIV3pVIpKRgjJEPEbHZaAghdGS01qnO8rIAIO8JATjjs9msd9LTZVFr1ON6LQiDTqcbqgCR53k+Ho7TeZ7lORDqvLTWci5BhEpSs7PM0rS7ooBRFISFzqfDUTqb27LQeVEUOgwCLvQ8HRwc9AOler3ezdu3L156Rgaq3mxevXr13DMXrl69+vGXX8mybDAY9Pv9+XxeNaGZPM+zzGTTLBkcH96fjGfEeb3ZXlleiutNFdYGw9He/t5sNuMhKwsNHmpxjSPLDXmmHArg3FlPyMMnlx7GWLUcnDGLXmBA/mQaxBhDdB9Ahn+M62OMVQwTQwbECCGQQTW2PxtznGXoV59ira1e4ciAcca9CgNkCASuLHPrcl0SC7iMSldYz2RQZ8qTB/fk+HGOJGKe5ypu+SSLW0vDadYb3xACsyKbzaZFUUgpV9fOfeyVl7/4+c902+1Oq/HNb37zrbfePjq8h1wKGTbarSAMjHfee/LovSdinFnBneCeM8uZ45wXzi0kk4vYSQSCKAhNrksPTIWr6xtW+slkcv/+gzxPwzD82Kuv7uzsSiHm8/mwf3o6GEdBND0deRSXrz7XbNSIXO/o6Nbtm8PBKecohGg3aqFSWZY9fHxY3nv4w7fezvJcCLF78cIXv/jFz33uc0KKeZK/+977Dx487Ju0nPTnWbG0su4qxq9CpAygKp8hQEYMCMgxAEeeETkAhEWk7mJ8RVVdhAUgQnTOInxEbPevyrt/+rg5g/QVnQ7IrAPnkYgxrowlxmQU1aW0ACAVhWEt2Fna23tsjavXauk8Oz482d/fX1lZuXbt6isvvfTqKy8qpX72/u3xsJ8kE8kVl4q4rKSoDDzCRy9QwUUFlsIwRCStNePCIzpCIvCMOeeNcWmaB2HMGHpXTKbj9dW1dDbhRFX9pjZeBKEKIpBBbvHStRdv/fBbw+Gw0JqhL7L0+ODYW26MrdVqF57ZLcp8786dymsznU4Hg0FlxgujtSAIcpYTUbvdNmCbjeZoPM+ycn19izPJGI+jerPZzPNie3vbY1IWuiwLjjCdTlutFiIKoSpLhfdgzAzJT8ajzvKqFEwgemuydK7zNFTC6ELJaH17Z3Lrlin00urKeJoYa6O4du/u3Zs3bnLOGUNXGi9EdfgozgQDwWE5rjUbYSz0ynrMWH2WZb2BBnKWKJ/ncbeFXA1GY6GCbrvV6XTq9XoyGz17+dLJYFCWJRP89HR4dHT82quvMgbo3NHBXr21VDPFc9euprPZfD4fDofGe+3s6eloY/t8WtqsmDXqLRnM2s1lFYb94WlR5JeuXG60GodH/UuXL/zoRz8DhsCEFGxjY3OazGq1xjhJvMPpNCGgVrOjtY43NoSQL7/88sHh8cOHe+cunJ/P52maxvXVbrdjnUZgZ6jvzFvxtD2vyk/+Ja5vYbp5qgwEflEI+uHnwpYeYDHkIkJtjdalDMKyLFfW1gGZVNITcimd83meh0oZzu/fv++M/fjHXplOp/3B6MUXX2x32saaisSTUgVBWKvVlQw4V8vLS9euPVuPG1KKS5efbdajk/5x/6THOc+1vn///tHRQaGLWhQAMsaBMZZmaRzHnNHW1kYQiixLekfHSZJ4S91uJwjl6tJyt9udJfOHjw+4CputTn84unnzzvHDO5zzZ599/mSUpbkWYTiZJSpqCCmNJ2edMTaUuNRqvPLCFcXt4eEh8y6dzY4P9jmCznN0Roi43Vlqt5Z/9KOfB2GtKtNaXl6O43g+nzPGVldXb9++naVJmqaKYRzH83S2tra2sbExm86m89Q6d9LrVWNEXViOXMqAcxHHtePj4/fee2/3/DnE9vFpb16kTEkZqGanu7S2WWst7+0fLS1vfPJTn//e975/msyFEFqXcVwbDkedVn0+nyKXyIMwjnRhS53Z0hRF0ev1lOSCc+ecLo0QwmS6LMt6GEsVJPNiMp1b65UU1vuyLOOWCEMlOCcCwbmxcGZuP4t1WFpaGhfurbfe+sRnGkEYr6xtcrL5bDQbD3pHx62GWgi+OHPkXRUTAr403jltjfeVNA+gNFaIxU67wCCAVS0eY6wCaVV4KefcEVUgFjON4AQH5yqHOi4kIQuVS+X7Jkd+wT3h4t8nfdVwhvoAoCzLPGdFEXDeiuPYGFOr1xu1aHm5Ozjt944OkyRRMvrhD3/4O//y36xubBPBPxvUJ5UiImNx/2j005/+lNW6S7Xm7upGvdHgjDnvgWg+nx/3eoPT0yzLjDGl1RYsE5wJwRgSouQ8nc+jILC25CgRtHMlR7LWsEAIgWRsZcZ3pZFCcIbOO/KVoBPQW0BUUjAGT05lRGSSyWpVIWIcx4XWZ2cw54wJgZxzqYioLDUXDBxHBMaYEJyxhZPHZFkopRJCa13lWFVZPSi4t6SNqwWhs6W1FpA775EJ6wiZqDxHUoVEVBCzvO6o1BB4yUG4pAQAmc40oA+CIBCiu7SEiHfu3r3+85+fkc5V8XQcx7VabXV1bXf3/Gsfe61qbLfG7D1+fHp4aMoyTdPxdDoejh7ff49zAYAMhZIiCGIuFVfBxtYW9znZRAaxfVIMUpoSAMgzT74qQeaCM2TEvfCAYAVSaUtvCjI6CkNtNBIDD44x76lCdLooOGeCB977KneHM84Y0lOBvEII552oYBt5As9g4dL8KI8oPv06AnrvJWOc8yr6NjPGGBtFUen8r7INPI0qASFN04ALa00tjohoPp+3OkupNZUl2nsnoQrvqCJxKqmKr8QqiAwIwGvnsHBOkIsUl0iCPJJDYAKBnLNMQNBySCAAyTvySI6TZ56Et957JMrBrsTtGoHzshaqk3HxJ3/2zdwUSgUCWCtqLHWa3W5rfX31md3V5ouXG7VmvVZL0znnbDAY6CL97nf/bjIbw7zc3lktirzRaFTOz9lslqXWubmzQNZFtWYokZMFQOdIiiDXRbPeCAOmM18WKQs5Y2idds4oFUvJiTDPc4ai4p1CFThnlZAWtSOq+ovOnTtnrAGOaZ4WppwezciTqFIGwiiK6pxJIvCWvKcsy/I81XmqVAhFYZzVeTlL5uA942J5ZYUzRs7PbW6NcdqUzhJgoZ1Gubxzfm334mQ6Gxfmnfdv/fTHPxFCrK2unjt3rtVq1ev15y5caDTaVW/bfD4fz3rLK/VWQ9biTl6YWTY+2B8S8CCqBVG8tdE+t71sgzoDdMaCpzzL7UnfEiMurfcirJXWCLHoriRvS+viMETBgJzk3HsrBHPOOGcXDANn1jrGOH2g+Fj8Z5216K21lYztg7X9BPVZW1a/5DPtX/XB1fOutY7CcHGDAlZlimptvaseGUbEmp2l/nEvLwoA8B6MtWVpGOeV4r26c80NirAZ1uP5/nFqWZJqKRlYIgpkYynuCBUE6PH7f//Db/7lt4zOttbXfvOTb/zX/81/VWhz++69wXA8nsyOT490PnXOeQ8MmRCKMe9cAlAkyWm9vklkUArBmQeosoQB0ZNLXa6UJMVTp3unPZQ+UMG5nU0uJHm/t7dnjfVusa6CuGYKE4ah1sXNW7e8N0pIALe9s33h4gVrjLUmSWgq/2UAACAASURBVJLRZJxaWNnazfNcKuXJO++0pz//f//yz/7iG3GttlpT7XZ7e3nl4vZvRvWGUuHpeNzrD6dJUi7EhZy4FIgMbJkWSqDRmXOVWB0FY8569BzRI1KgFJAPhHCm9EBOFzIItClNkXtjBGJRFIwxKQRYi84ppUyem6LgRA6x+ptWe2Bl2szzvMpsUEoRoke05Ilols7jRh04M9458ojovKsy7oMgiiNZlkZI2V1aEkLO0/m7773/3vvv5XneXeo0usurS514dVUqyZgqrM/yQik1mU6D4EJRWCGr9nb+AUWDpHWRpmmrWZvNpkEQRLV4nqXOUxBH1ahudW291M5ZXxpnTbmxvtVq1s9trR/tPcyN5gyWuu3u5uZrn3hDNFYeHA7/8q//Bk73ZrOZznPwrlGLlVIgpJQ+juPKIb+6uto76SNC1VgIAOPxONfT5W4nGSdBEBwdHXnOul0ZRTUpZK1Wc84j4iyZZlnmvRNCzPOyKtfhgl08/8w7/3DCBF9aWup2l9I0Ozw8LktjneMAaZpa4O/85CfJcLi3t9c7OigddZxLRiNVb7Y73WmSWOO11h5IuXA4GEzGIyJYWe5GUcRljXPYXl8z2TwS+NzlC4PDvYAhWt2ux7PpBOvbhXw1jmsEcHh0/PDho6LIc22vv3tjbXXlhRdeaLdbnVZDF0WZ6+lkunP+4sVn3O1bt+7du7+5tlKrRW+8/vo0MwJofWWl59zjx4/nWUrE6o12kqYETAqFiNNklqXZ5z77yjzNx7NJaZxQ6uDw8NathweHPUQOwLUxrVZrOks63RWlgq62t27dKo259tzzDFkUxUVRAvKt7R0V1KZJbkrvLKkgXl5eGQwImWSIv9jcsLDvnAWnnYm48QOVNDDGn1Dli8CkD4KuEM5g4S9Ib6TgjGtdCqGYEMl4dnI6KApdazTDKCpNOZ7mzkO7vSSFSpOEESWz6enJSRTG//DWO+Px+MrV59ZXIg++02mvrK5G0b4jz2WQFWUY1VvtLoC/d/fBtWefV0Fwejo46RtdZFzINBtHUVw6u3vxQms0Ie6N8cPhqXOuXo+t1oi1KFSm0O+89ZYzxnufaifzstlq93r9hw8fbWxsMeTTafLw8fHjg+M0L4wmxul4MJnOM+ch1xkyYa0pCh3FdQdeCCCjbZlPRsNIwdJSpyiyWaallICglApDnpG6dOnSgwcn7XZ7lmSMc2PMaDSsRaJer2u9v7e39+Xf/b2bN95TSoWCA0DVx+icOx2czuYZATQa8Xg8qdWaUVgHj2Vp5klWea6/8Y1vfPm3vrizs0VPuqOjKFpbW1teXrvy7Ivv/OT6YDi8fftuVGvo0rz55psPH9wdD3tPYLsYDsa7Fy7XW22lasPhyBhTjX7IW3gi4i3LsprvTyYTlPVGs8tEEMQxcwWRV6HK8oxlmfceCL0HIYRz5kwNUZUoJEnCw0Yl3OVBXQXxUrvefma31Yiuv/P3vaPjirQlAsYZl8pbg8h1YThXYRwaY3VZeu+llKUtkYvSmHLxlqCynXPOnbPVxS8Igvl8Diog5r33Fy+cF0Fz/6B/fDJiEACgc84YR0BoOQhWOYBKY5g1zhkUnDHZajZXV1cVYpJmjEvvMY7joiieTnOZz+cqUKW15Ix3Rim1tbVlnF9b3YzrHaWUd1Xa9D+TDE/gHAmlBGP80dFRgaOQQ1EUSZKkaVpRN51O58tf/vJXfutfdDqdIIAkT44Hg8Ojo4d7j8aTSfXBzurT8VAgzxmrx6Eri1Bwz/h4PJKhWlpaSvPcW1saDc6EKuCAFZxDz6u5pnO24vOAMyB6YjgU3vsqk5MvbkXVtJ5xzitNDxcYiRARjSmfmMqclAGBd84FXBhjGaASMlCSIWOSOwZSSkTHJQP0BK7SAgvJqlH9okiKKhEqeVDEAw/c8dD6khhxzgG8I++cMxat99bqihsIa/Vqu3TOzfMiyfJqL84OHiwtLVWNKNZarfXm5uZzr75WVaaEYZjneSu0j/ceP3zwsH9yorWZTqen/R5HUBKVBCm8YF7nubaWMRaGYavVqqpyK/upM8Z6b4Vr1ZqT42NBvhHyeshrCpN8ZooyCuJWveWDWp7naZo465kUQVTL81wIFcW1ytSbZUUUhWeCN7YwdCJDxggIGAP4J842FkkSVWndE85wEXrh/IcNsOzpkQuifyKfQ0Ty/hcpx8VHcgJBQIC+UkESEvmqhO2J2hs4d5IxBM+9l+AlEpKVTBF4hwyRHKJjAhEZ4KJHwxpAYILOPJDWFRJdrrVhsWx0Okvtmi28ZIhsPp5luoS5TuYH79+4OZmMTVmm6ZzIh1JduXpZSvHp3/zUf/8//I9b59Zu3Lhxenp6fHRQ6tI5d3Cw750udWrKPJtbLgIoC0k2QM8D4Tyz3uXzcSQZj4TOp53GmgGqRQF4F4cKyM9nEyWjzFjvoaKOVRjUojhQCqJI55nV5WAwOD09deDrzXq92Ww0myqQlaE8S/PJZJpl2hprjbPGI6JzPk3nkkMUBUuyQ4xVReqMMWdMMp3N03lZ6LC7pEKmOlJxIYUQyN565+2goTprO7yRplmKiPr4MJmlDCbkkOjxeDzO0iRJEsbY9sbmhQsXtp9Z+synP/mpT39WSlZ6t7d3PJrO8rx4+yc/OTkZJFNKkgTqa+Sc0UZwKRgr8tzZsuKA4igQhpkiRUQmhAwlIwiCIE+zhdHRe4YohaiuoZxz9yuY5bOc8zONE+ecEH2VrAucEDjwj/oUeqrp9EmbClYY7gPn7KKXDvhsPAnDMAxDpbh15J1daBbBAZH1hDLwnJMIQYWoIuGpKDUXHDl671Nj5mUhiTgT3ZVVBj5L0z/9s7/4/771N0EQxLXGa59447WPX33mym6rHY9Gozt37t29e/f69evOul5vGkVYr4s4xuFw5GWt1A4AuFRcSo6IEpGg0Jljhgdsc2tNCNrf3z/pnVbH7YULz7RarWazmef5ycnpo0ePVjtLvd4RMv/Ci89FUVSWRS2Mjo4P9vf3B4PTPM/DWnP7/NXRaNhut+I47vf70+m4KAvnfBDG1REecDs46d25dbN/OtDWltr+2z/8d1/50mfXNtaPeif7+/s37jw46o9KW2rv0PtQYMDQepsbWxqDTACgVDF5V5a5N5yDU4J+71/9jvX++KT/7rvvDYdDb8rByWFl0nPOOVemaY6InVZtudsc9LlgXqnIWltNoKprx9OcSeXzrPyiBMBo8cIXRoiz458jE1JFUoXeIRF0uiud7hLnXOv83v0702mCQfzo4X0JNE+y0tr20srVa8998UtfWm2wZ7aXkX10hqcxZj6fh4pXdjjnWK0eFQVZWzrnJMNYqSvPnJ+n+Wg4uXbtuc2d3YP9PXDl5nLbm/L8hWeCuHH99qPRaFTjzctXr73z0581PS0tLeWB3VhvntveMoUZD+fWujTLyrJ0ZHWeA0DVk1mpwio/z4L8BIjjOCvLXq8X1zqdpY1arSYkR8QoCoJATmdTwSRjCOiF4IigddFoNCIlk2Se55oxgcBKbRmXcb0ByJMkFVIur6yW1hWlFSqYzhIMG/3TgRAiiiKpVFbkNS76/b5SKlBqc3Pzq1/96vb2dikixZkp5hEjn03n/aPDm+94sJ1Q9O7fy5MJa2/0jfAet3bPd1r1abfz83ePPBPDyfy4Pxon+cuvvHR5qx4HEWO83e76RShbUOTlcDiKlVxd6mqTDk9PyiJ3znW73ZPBwBFms0SqoN/vCxVmWbaxEoZR9J3vfpeIi1DkuUYURWH7/eHgdIo8lGHoADzweqMFALMkjePa5ctX3n3vffJ0fHzSarV1WUZR/PDhwWyeWktJMpJKOUfJPM9yU+Ql58xx9zRrfaa7OVNy/lJzw9OgbkH9+V+Wdn5Y41OSQ4CAS6UUEUyTmdbl44OD1dXVLC9CxCwvgiAWMjGlWVlZkZzdfP/94Wn/E6+/+Zd/9Vfr6+uvffzKbPhQhfHB8WFZlp1Op1rPnU5nPJmMRpPXXntZKeU89PvDeZaHAQdkWZ4aa2dJEgSDCxeeSdP0i1/60s9//tObN24EoUSy7bWVRrPGwTtn5uPJZDwRQqQaOiJCGVkqsrzsnw6TNLt172FvOLUOuAr+f+reJMbS7LrzO3f65jdHxIt5yKwhKzPJKpJVJZIqUmJRUlsGJQFq2G4bWjQMwxsvWlsDhjeGDRsG7F1vDBhwt9AwjLYtWd2SKEoskhIpDlWsqqysyjkzxhfjm775jseLLzIrSdGylq1AIJFIRAYi3rvfvfec8////kHU45zuHpzVdV1UuLraW11dvXPn7nChOzqdUALWgVZ1FAadVuJzp501Rj/dHJAwyjht+a3ZbHYZpMxo0y06OzujYNI09X1PCLG7u3v37t2jo6NOEjnnkiSp61pKKaXyfR8BhIA4CSmBMAzrUiLCysrqfD71PM/3/elsPJuPifC2trbquq7yIo5jKWVepa1WvLs/OjjYW15eHV9cqPSMUWaMDQMviuKyLFutbp4XtcKrV4erq/GTR1MACMPQGlWVZTOf4JzrvKqqKoiS6zc+s7714vh8VM1OVWGkyq1xgj9dTvi0k/6U2tB8B8Y557xQOuD81Vdf7S6tP3rwWBC9t/9gMpm02+304ohScOAooV4QUEYX+v3pZEZjTytLKRss9ubzbDK5IJRRwhpNbLvd1lrneUkY9T3GOZdGW2sbVggiGsRer4/gbV95YTKTJyfn6IwjlBBmGkCJA8fx02xtQhyAsiYJgytXX2w25Ivj4yDwERgAtw583wdwjFFrbVmWceQZa6MkjqNI1mVVlVarKGlxzuM4DoLAGNPsdf9Aqj7nrMVCibqukyRZHW6mk3G70xsurz7DFeR5/m//5M/+5R/8K9/3u91uf7G7sb127ZVX3v7ar1FKLbpGSHN2fJJOZ/tPdvvdwWRe7u894b43XF0xzmbzWV3Xvu9Hgee0qcvcWALACSHIOWOM8EaABAi8mfe5p+HLjdis2Z4+hfFcUkYRwSJeqrea2sA50yRlW2edc5xw25zKlHLKEAgDggwoBUqBEnxK0ybPrIPPaxQ/rY4Js40zHAgBqrQlnABQIhgAWHS1NojuUmFi7WVNS3gTesEYG52NeRDHccwDFnkepbRS6u7DJ0113YhFu7FbXlz64ltfbbdaaGyeF0jprY8+Op+MldGzLK0Cz/fEoN9pzt2qnEopG1uw4MQ5ikisx7N0/J//Z/9UZ9kPfvCD2cVJbarBcCVpJ+BIPZ9mZkII8YUQcQBAUFehoNZpWWoARhmNQt84R51z5PKWTOizYqxJA0D4e1jynr9FP/+SUkqeHwz+fwmrnjGjyKVREJ+33DwTjzaPsmtw7oiNMwvBMSDwTKaCrnF3U7xUJTfAJgvAAB2hgJd2VSCkEYEbBEKIgwYR1PjRUAjiDBqgxoLw4zAIameB0dZCyCmjqjLlbJB0lze3AaAuy6oqx+Nxach8PP7n/+u/+KM/+dZnP/viK9euvf75z9+4/hlGqedxa+xodHD79u2To9F0Oj0+Ho3Hu5R7HgNV18wLHODSQrfbbXmcdTtRXc0L6yhlWivGKGMeY6xppQNQa21V1mVdaavDIBCUWqOt0sPheqvVmqSz04vz8qBijEVhEEVRHCe+72+srbda7bKs87zMsqwq67KsyiwwdZEX6cV0agl6ntcfLPq+73ERRVGeZlVVnWYpaUC9QCghFIhxDhiNWknQitMs085udXtFUYzHFwfHZ9ba0BcLw9XhMmnIEAfHJz/68K/29/fX1zcYY9du3Pjc57/w1ltvLQ2762sbT3Z39w/29/f3K+JzyghQJVVVFIWuPGJbPk/LophVQRQRzi+V3kqXUs7n83bSIoS45jCmlHPumhSZTyMZfl7m+XSJfrrPXNJxmsAG8ovXOfnZD/qpwfbTp4QQQp4rFxcGvV4r0VoX6VwIP/AFAWbt5bAoEFwbh4Q4NIgIrDGBImWUMuIIEMsRkVpXFplx2I7D3uKS8Pwg8D0vmGfZO9/5blnWxlaLC52bN29+5jOf+bW3v/57/8nvpWl6dnb23nvvHR0d7T7Ju91uxIhrhlrgVF3U1qDFOIis1cZoparD/b0oFFe2tj5z/YbWOsuyn/zkvSAIkrhNBe90OtvbmyrLOHVH+3v3Pvk4iqIgjlqtZGlp8bUvfJ4LUZblk72jBw93y7IIo9jYYriy8tK1l8uynM+n8/n8/Px8Mp3OZREEQRC2NrbaURTlZfHOO+/88b/5t57v3bh58+bNm//+v/cbSbfvnDva37v9wQfvv5/t7z4Swk9a7ThqG0RtsMxnYeB32rGghFN3fHT43/93/+3m5va166/8o1//Dcr4k90nx6Pj8XiczWdKqXa73WklSqlsPsuyLE/nzuha2ab53WzdYRiWZUmeQwRZa58CA7BJogdoHIPNPzoAcEgQqHVoHWhjjbZRFFdVyRgSxoMw5pz7UbSxsdlJYqNNUVZpoT6+e+fW+z9MaPWPfuXNN2/+HqD+W2FLrqlFjTE+Z0IIa00ch4yBVKTJah/0eov93nBh6aWdq1evvvjK514bHR4sdloBxw/ee68oyrPT4/39vas3fymKona7/aUvv9UqDvb378ZJcnR0dHF2urW+dXZ2oZQ2xqysDR89eDBIksZA4Zwry7IoCuGhVqAEb4SvhJBOt1Ofzuq6ruqyLEtPeEIwpeqFhcHNm9cf3H/UuNAJBeHxhvOxurreZNxTyqfe3FqnrQ7DUAQBq6TAwNW6aXGmRR0jMbUUMRAEygTnHmOiwSQ2WOw8z2/d+vDHP/7h5vXPmrrKpuNEkHo2piqbzWaJz6C2ZZ522i1FoBsIjXRyfi6CgBKalwYnc6kNUHF6Pn7vp7cS2A6TdhK1kriFlIVBsr1z9eJkNBlPQsHQ6ItZ2uoP8yw1RnHOFxeWam1390fdfgyMSinzPDUDEURBVVhlTOwLKTUhzBhMki7lM2LRWhIn7SiJsyxfXl45PT2lhA2XV6wDpTRnvJ20zic5597R8Umel9agVGZhcciFX1daKaO1dQ0w4GervmeHaVP1/cI8hp8Jbf9b+Xy/IKVdUGKd4IJzbp2rqmo6n+d5vjBYzIvcC3zBhZSyKuVwc31rY/1kNNrf33/11VcBcGVlZWNzuyhKqRUW5WQy4TwCRh1QxoTnh1JqLjxGxfJw9WR0kuUFIcT3wuaAC4JAeGIym/bn83a7bY0ZLi17jNV1eXK8vzxcnJxfHO7vOuemF+fHo1PB+XDnetjuz7IaLQD1DkfHeV5eXIy1gajVRiLGs7nv+37gyzLd2lr8xm99o91uv/21X221Wn/+zb+49cGtqlKddntczcuy8loeAARBWDvCOUcAQlgUhZJ51tooDIUQUCvOeb/fl/U0TdOiKOI4Hg6He3t78/kcAIw2xpgoDsIw5JzrvGCCcuGV5azRPGqt0zSfTmdvvPHGrVsfPnh4dzqdzqazMPIuTk5bUVxVlVZqfH5WK2Msffj4ycLC4tLiwnQ6jqPg9OjJdDYNgiAKg/HFpCzqTgeF8I11s1nKGBeeMMYYY5SUjaOvsecBIVEUxa2WQ8iLcjyeKGuY4IL4NVaNipLSS4rjs8bos9tyVVVxHM+nxcrKyssvv8zDOC/q8clB4Ie+7zNCv/CFL3z4wXuT6Xmns5B0Oiuray9tbn7nO9/d3LqipH34eDcM4zTNLUKjVTYOrXO9ft/3/aOj47wsKGPOuTiOlTJ1XTczobW1NcpEVVt0rigyYxRtRJvNg0BJY4MmnKGlYAgTHJ3tdrvb29vbO1cm09m9e/cCxoIoQgRKqXWOMYYOGwRrMwi1zjHBQ190e70wDEaHB7PZTEnrwLskTvwD8vUhIqHM95uJrUXE/tqaQ6eVllI2kj/RaV/p3NhxqLRSSqlaPrx38MnHj+u6dpREYSg8L+CCEtJL2osLw5XBGvVJbzBwBMq6mqZzwlld12ma1mVVGe0uU+yAAAFnufAp5bU10MQU0SZfioEFzxPGGC+6jG1orkSfcnsoaVijiK7p4jdddkop48QqYIxRQyhQApeQb0KcBaAIBCwhjlDHKFCPE3BKWUoQ0ZBm90N3+b0BBYBHHQUQYB00PTSL7rJetIiOMMKoc45ShpQ6pM5dLjvrCDgkxvjtHo1aijKp6sppQqm1DhHiwVIzShZCzHUxOxzfP5wwh85qa22701ba9YZrypqXlpYWNrabq2ldy7IsKKVRFDXvo1JKSmmtvahmY1s/vP/RjStr/+Hv/tb69laqKgOQzgsjnarkNJsYY7K8rOqZdq6UhjDOeUA4R8IE8xnnNXjMWIbwfBkMl0xWQpDg36ulgNBAXS6ZueRZp/zvtow/uyh/2lz/BSfQU+stJfpyMV/+lwZM+lSuTZpcSodAgTpA48A654Aw7mtrHaFAGUEUoBtsngNghBhwjYHoWe3pnGPCI5RxKqQyTAijLXBBhEBGtLXMo4QI7ZxlFK1RvufHC8PeCiBES5tLxuRZ/uMf3f7mn/1Vp9MJfa/XaUdxRAmsLC8vLg6uXftMErXarTDwqNT25Gxcav3u+7ce7x4UZWFlkebaqqrdasXRwBhTllUzc/Z9X0nTVMeMMiIo5ZRosMYopTij3U6nucUuLi6GrcgicsFNWVtr67qeTiajw5FzGMVJFEWe50ULnajy5+PDRke3OOhoRINwPj7L81JLPVxeGfQX+pyvcmSEOmtlXc/G0zxNAZw1JsvmWZEDo51Op6xdOFgatrutPK9lpWWdaSWrymhFKRFcdLvL1orBYGEymb7/3u1bH9799re+NxgMvvzlL3U6yfWrL3/lzS9fZJO6qLTSs8lsMpmMRnjymOj5cS9O5nkeA9UiJADobDNecNY6NM+yPwg4zsjT/vclnfhpy/IXO/oaxFKzKzpER4A0a/9n1+GzJtSzD2g66KQhRLJLYgw+c+ASQFLns5wDY7wTx57vl2Xt0FJKGIJ1RteSck7AEVSAmqH1GIAj1jUsZc6ZoJTOVCXijuBMg6sUSiRoUIO2hIkgaPkxRUvRfnzr/rs//pAAtNvtTrcTRWEraW1tbG9srHW7vdn5RVGWZV3P8oxYzZ11iMxKrWTAmc8hDjig2d99ZLRFBO55n7l5nRBqjCuKIk/npycnAk0Sea/ceKkhZzZBTGmRndy+LZUyxlIq1tfXppNJE91a5Fk6mzhrCCWRL7Y2VsMwpIZIWY/H4yzPBA8l1q3+Utx11ukn+wcPHj+u/49/HcVJv9fttlsLg97XvvKlJGl5ni/8qJL69PxiOp3Pc2V1Xpe1IeBzyKd5rz84OTo4Ojz4i2/9ZZS0kzjuthPf97dfvOr7fhgEo9HI2mA2n/uMBJzauqRBu0nTajgueZ4/D8loQEEE8LIFSADQATp09ikmxwEAUo6UIxNIBeFIwVbKOsqE8BzaolbO1d21VZ/4aZ57XHA/bImQ+X46Mf1WErfbQAHsLziyoyhuqHpOW0ppEiVZXvd77SgcWmv6/cHe7v7Rwe7y0mqh7cnRwZ2HD9tJlAQiFsTU5Xff+UvtSJbbw8P967/0q8cXF+3+YkP2i+OA014rjoqimE6nV65cLcqSc97tdsDYIAjCMIzjuFH+O6yF58Vx7Lf989OptTYJgsXFBalgY2N9b+9JUWWez1977XN3Pvlkf/9JHAdZUTS28QbLbq09OjpKkiSKEq1NXddlWVkEwn0gzCDJKymzvEwNIDLPl8aJyFdaU8aas6+JSex0OkWRMQKb62utOOaUBj5wP1roRt04ALX+5N4drzs21qSqfvGzX1xZXnrvJ+/aKpPGGuI725rnklBgIuCEM8qktaPz6Tt/cbC+teFFrdk0A6GswzhuX+DJbJq2fO/8+Ng46AyWdncf71x5kQv/3qMnYauTl0WnP+i0e00/1zlntI5abVYbrY1xQIlXVQbAAxRVWQkvNNYVZS2VrqvaWQxjnxCaxK3ds92dnZ1ut398cRpErTBMlIROJ47iqtdbJODNZznhPIjaHgdGfwFY/9kZ+gzJ/nyl93Nh7k3v7u8mhFsBztgkjMMoccb6fsg5Xx4uR62kibIUvl/WinIehOF8Pp/P5ztbm4uDBcrY21/7etLuHB2f9Pv9WmrnXJTEWZYh4uLiYhiGZVXP5+mf/Ok3v/qVt7qdHhDabnW5ANDO9/1Kyk6n45yr6to59+ThkyDwVldWdh8/Ojs+8Smks8n52blHWSi8l67sxHGSeUsX82J92M8qWdX66OhEG2sMpKm2ULR7g3ZvOJ/PlleHSptXbtxYWV7c2d5cGixURRlzSlQxnc4932+1WlEUcp+VWQaE1rWqlKHM084ZR6JW5Pnh5SRKyk4nTpKEQKVVWVWVVTibzSgPm9CdvMirqqpl2ai9mkgYqRSiEcLzRKiVttZOp/MsLZTSnHMumOd7rVYLwZuMx866Mi8n48nq2jphYnQycqZWdaZV2et1Jse81+2VxayqKmds4xjqdga1MnVVx0mbEtput3u9ntGRjGPO+TzN1HQax7zT6RAmJuNpq7dalLVDCD3PggQAIVgzK1ZKAWNAG+mVe8Z0qes6jsJ+v99qtRhjeSk9Lzo6Oi4n58ejkYfuxo0b1kht6s3tzWvXb3i+X4wnnh+WZaW1K4oiz8s0y6q6AtKEtgMhtGlveZ7XD3zGuCe8oq6aRs8snS8tLXlBsDxcUQqlqnud1nkUcTYDRoBQfhlIxIBeUt8ppUmSrK3udHvtIAz3D/aPj09LWQdJq9frNxSi2TxrCBFPqz6S5znjzAGi1VrV/X7vtdde2z88SufF4eFhmqa9QfAPqeojjBGkYC+BOe12e2xqh06hsQyoEPTpXcVozXzeFp0QfM+yy6xbREfAKu2cCzxPFtXB3vlPfvRjwudhEkul1rY2lpaXReCvra199sYX11dW0Tmttazqsqyquh4dnxydDGgIYQAAIABJREFUnIzOzrjwgYIB6wwQzjinxlwqSQIXa2uE5z2nsWnojvSSDMqolNJawzkDAOGx5sD2fZ8bBx7xhWiYDFxwpzQBpNRyBM6BUocInBNrgTGitWEMmmBmRxrcK3DUAXUGnAA0YChQKqhuhgAOAZ1BCoQDpaapiAgjgjUCoWa3dc5J5LWlgnJDfUIIOqRMWGuz2jLGGBPWUhJ2TK1MXVNEj/l+wGdVDYQC8luffLyeV9Of/Ljb7W5sbPR6vdWVleXl5e3tbc45IqZpOplMqqqqubr1Nz/56Xt/8xd/OGJA1ne2UIjVjY2drZe2NzevX7nyhc+9zTlYAGVgPKuOjs/vPXp8cjY+G8+0U6C104Dh4uUVB0jjWXrqsiOfUp7/HrO+Z7YoIURDMdbW4tN6mvwtFM3zuPxnLmF4LmztObjiZfq2BbSEIFiKTSReU5I+TflqqO+OAuMEEYEi5Y4wBwy455yylBNCKWrupHEOkTBGCeGEE4eXMWbOOQsIThPOCVqPM0ArGO+E7amSyjguPM49IExKrZVijBGBUTfs9Xrjybmq6iCKZrPp2toLMBqUt29tbb6Eziolj49mrVaSzQ8+/uhBlmWTycX87CAMIAzjV7/wxu/+k3/yX/2Xv9/v+Rcz+ODWrW/9+Z9973vfffDgE6+76nlerzegjFiDcRx7nlHSGnOp5NFGW2uTMLKM6bqu6xrRjmfTLM+IoML3klZrY3E5juM4jhHxfHwxmUxms9np2azRbhFCZF2gVUU+p4In3W6YtAkTTPhK6ePjs/3Dw7qWRXER+EErSSI/iIOwmwxPjw/nedZpRQuLvYvJWFZ55fxCSWctj6LuoOcJrqU0WjrnLnHLs3w8rozxfL/t+0AQZWnHdvqv/rf/XSnVzJeStr66vfPG62+8dvPVlbde73Z78zz/6JOPj0/PPvzo1sMnj6fGc4hKKSFEu9VqRAqX7W9srjPkudvP5Vz3b5dwz5d8jRQZEZumEqUUKCH/f8k89GnydwMbJtiMhMglYxYBkFpZH+0+maU5InY6ncHi4tLSEmWfhv7ldUYp+Bx9bgOBglBfeEoZY5tpNqK1UbtHwaEzStV+EDJtDFrOBPcFIrHGcOoxB8YpnwtC0BnGSZCn1ZNHe5TSv/7eD05PT15/YetXfvXtL3zutcFwaBCVsQej0cnp6Z2P75ZFNr84OR8dtbvJwsJCtz+glAZ+9O67P5Va17VUynS73SgIfKhb8aDbTu7cuzc6PnGEllKurK6ub24Pl4dhGM6n6e33PyzS2eKgXZXZ0uJCu933fb/X64B19x/cPTw82D+VjTpUiGBpbSfuLhHq6rqqq7wsS1NViRcmodB1OZpPDh4/yNI0CIKqlFlRdvuLX37rK1988/WltaWH9x/cvvXB8dGoLjPB0GqZhAkSkhW1U6aE3OM4Gh188slHWZYBwG/91m+98MLO4uJiEAQ/+MEPDg8Pm5toY2luMogbpnlTGjVqdeJcc8pQRIpInCPONQV/I0twhBqDhKAxDoASKpy1WjtEQ4jz/cjzPKWMCP0oaREgHKjPPT+O55OTdqfjeeEvzBVhlC0vD6tsYnRt6oIxhlaHnqdlPSmzMAz7ndadPK3ywhlEC7/+9q9duXHz4f27H/zkb07SiS7zbDYB7odB98H9u/9RJ0wW1tNSfv+HP7TWnp6cr650rl69Op/My1w/fvz4ytWrGxvrs3Scjyd5UZ6fn6+s7TSN9jjpLQ/77VZCLGleFaWktaCUeeON17/9ve84a+bz6R/+0f/ViuPtX9qcT/Mw8gm0jw/3Tk9PM84ODw8ZEEKIUgaQhmHEGHMECKHGobHoByGq0Mo8CmNVlLP5PCJeyw8QyPl4nOd5VVVJkjjn+t1ekzbWWJ6MrYXn7+/tZa3k2gsvnsxSlvTBOo+y62/9xtb6xrsf3oH5JPCiXKnJ5GJaaOsgSlrFZFZUknLGOW/F0dnJ2XAjLorai4XSdjqdINJOp3d+NpZFCly043hxMDg6OsrrOghCT/gvvfRyGLecc1zwpjzWxnAPgzDWRllwC4tLV6+a+/dHgFzwqNddREhrKfOiQDgvs1wpM5ul5+fni4tLVVU759bW1hkVngiNzfK8rCq5RLiUuiyLheEgCluUaErs8+C0n5v7Pc9de/bnMwEnPvPQ/6z44W+f6ZIYwigAkVKiwSAIdnZ2nMVKSeOs0pYLvr6xtbS46LQ8OTnxff/69euj0cna+kYcJ4xxABrHYRS3gAWtdruZTittlDKDweDi/DTNs7qWrY02EBCCFMXMIQZBGEVRq90u8ryqi5OTk6sbLzx6eF9wePTowaMHD7QsPEbrIifCD4RYGCy2Wq1TvqKqfH90eP/2B0uDbtLupPNUaxuFLAoTazEtK2XBj+Jf/frbq0u9u3fv3Lt7e//x4/PRcRiE+XyepZXorCDidD4Pg8Hy8uor129Mf/K+sdYiTqcpQ7dz5YVWu/vg/lGT7t3tdpsqSFaFUmo+yR4+fLh65eXpdHp2dsYBheBZPnfOMcaEEE0bmnOmlCTAy1JHUVSV1aNHj8bjSeMAYoxIWXdanTAMR4cHxqi9vcf7+/tLKyu9bouJSKuKgi3KvCjKqqqMdmEYZvOaEEJpk9BLufC0NsaYqqqOjo5kXXpCCCGsQ2MMIlVKVbKo3eHmCzeVsVVVBy3e1F3w1MrunCMUKfn0MDXGKOV8z6uqyoinCXuafHjr1l//1fd7EbV1NU5P/uBf/gvOaZ7ne3t72sHe/l5MBSJMJynz/CCIptOpEH4YhdP5zPP8brc7GAwoYJMzkRV5kRfdbs9aq5QRQrRaLQC4uLjodnu//du//f/88Tf39o6wyf9r4OaUEmDwbN4AJI7j5eXexsZqls/v3buX5gUikVJK4YVhyLjlPJinOSGEMq6UEgzaSdJKYiBAGVNKTVQNgILRjY2Nsi/TXDZbH2X/7tJcyM/jHp1FQpESi7Ss1GSWY+ARoIJR4ow11jxtETHGCSW6dhalRzxGCacMCLEIQbejtLaInJAgDI21C4PlV25el+Acp4XWelaOTj9+993bSmttjB8G3VYr8H3GWBD43d7Cytp6r9ejlDiEoszH43GeZR7KlUFLO+dkhuC0YUiAEOp5HloGQlARW0IoY5Qx0NpaQ4FQxpAwYwEIb6ov5hwRggjugCBlhKGz1gEFBo1lExBpA2e3DWGSokMKxBJrjQUCjF6iHnyfl7pJgATaDJIpIlACjBJ2mWTpLDb77NNxnxAcEbkDgeAzFgchUFRKUU4ZpcYYgkgpWKuVZFxwzmLnLAIoROIFzhqjnaABd3x5ZcsYc3Y2Pzub37n3xBPCC/zmChsncZIkjDER8q31F169cvPH3/vru3fvUdFB3z+8qHePP6Q/vE0cQTPjgsdRPOj3e/0+57zX6+2sLX/pC9fQ8SyrtKpPSgQjVZmxQqwvJaS6cColTFAuuGhmqB4AcegQKGXcIjg0hHIgTTg2BQDqGoAOU9YQzwMhNKEGwBDqkDkKjmh0DpqgiKZMQ2wuzY1uEBAaVKx2xuNEWcU9imAQFEFLEVlTmAGDTzuXly/700gLggCMUXSXTnVOCVrnrEatKCBzllCwzjpCL0PLLCB1TTYlQUACBJA6YF6IDgSnhFptDKGkrrQQPvGQUgrOGmM5Y0ErZo0yEHA0OorjmEZUGRPFSVHV/TB0jCf9xUmW+p2+WFhWSkopadLpLa50t1+A+qYt0qquH4/m//V/8z9duXp1aWlhaWlpuNj75V/6yq//6tdDT9TGFEWRptnoaHR6dq61nkym08m8MIU0SnDhhEeSaHN9I4yDLEvPLy6kUovL/SFdTNqd84sxIoyOz6U8dIicsSAMgygcrrQbsStlLE2zvaLMphcWrbPk/HxcHIwcEm01BdrtdIbDbuiHAGuyruuqMkrnxZwCOKeoM0ZWRTrjBFpJLL2O53loraxrrVVRls5qo42z2hjrnGWyzmX9xc/erKu6qqoGKl0UBUuA1DKgJFkaBlDNUvsn3/zeH/3xtz0hKGNhFG1sbi4Oh5ubL7/x5leDXhuIN51OHz9+dHR0VBa5JrWspdbKKo+4zOdSGe6sJgS01tzzLTjnEBpaRiP8NY4LgYCEUodAWROeSYTHDRJjjTPgEYqX/CQiOGuMpGANsYYTp4w0yAjQy5A/BEBHCSUUrVWMUWcdZWZlee03f/M3a6mmaXoxnozH43k2r6qplFXjgRWED4dDa0ks/Ihz6nGptQ9EGmONNdo6az3uobOEAAUQlDrPV1oxz6+KwiEgoCXUAlLuCcEJgLHm8PQ8jsPaYL/f3n7hpSsvXctPR//3n36r/MM/Bkq7vUHUirudbrfd2tnZXhkOX3/1s5sba1meybqezaZpmkmthgudMIq1tU1m197evrbu5OjYONJpd9vt/tJwyIRfS5Wm+d6DPSmVUnWrHVurGGWrKyucs+lkprV6+OCBcy4I/J2dF1a2Qt/35vP57u4TKWt0FhCiIGpFMQwaSrBVsrbWyrKQZVXXdmlxGSixDpUxn3zy8e3bt7qDQa/bG/QH21tXnXOcsx98/2+m84wQEsaRdq6utWu1/CDhPIjijuD8z7/1ThLH2pjVlZWyLHd2dnaGy4AgfI8xhs45dKenp8cRr+bnxhjwBeGeImDhUsYAntCEaEItIAC1aCilHuNNmDiAM+4yQ8qPBAAYi4UsK10vbm7UVeEAjTaEcODOOQeWdKIOdfRStv6si4wAAM4YdBiGoaIIqJES4UXlfIrOMkpBY5EWg27/eHTKetSL/Nsf355V2eKgv7mx/v6PD6wxXhBfzPLuSrS2sa20caDLPEenB/2utxQFnivysijqJOloQ5S2j3Z3O71BjDBL8ygukHFDqCXEOejE7aubG1rqKBRKl2SmRqcTHrSybHw62mPOHD9+XJZ5Gca3wzth0ukO2tqZOBkU6YE2xmccnGvFCcaEUSG8oKoqCUApE0IEUbi0tNgOXmwH9PH9e3r/MEh6BqCcpSH3Qt9jlCI6ZbQy6uoLry4sLZZ1PTo+mc/naZVTTqMkORnP5tmHDlk6r9DYL33xzVc++7nxbJprrBUjiJT53cSf5+cUAayUtaSCUArGmbSEpN1L4t4773y32++/9PLLnSSsmePc5hy9ONAmOz69h8SML+p2d3Gpszpc37iyc210ccYDX1nbHa7EcR/JBVIhwlhLYQ1UivUGa1WpCTjBbK3kl9788nh8UTy474ctpVya5XEUAYF+v/fo0cMoDvqLXWdsNj01VcFErLXT6FlwLGBSOUbQWQ382TpBgo4z3shfHGLjf7Hu8khsNFGkQaY1PdwGwd3cZRDwsnNKKGVaawIU0QVBUJa1T8AhgjHgkAneX14ZHY4sovBYN4qtQ0Q3XOjvPplpKR0QL4zu3H+grcOz8Vzh9s6VQpu1hV631ZuOUw7WJ1SXioKg1Ot0eoAm8QDN/Pz0QtYFoszL1KKLWpFEWmlbFwXIKrL6r//1/8ID/42vfLX18pXR8f7tB/vdQb+d9IJuF5XiYeiHEc6zWx/89NHjh4yRhfX144uZlkCDuMpzYnQYBUlI45DN5jPt1tOyns1SThyz9sUrVy7OpyaiyojReXHzylrbqyazk9J1DIXXXr15fvQ4Z3Xc7bzwmVd/+etfT5L2+cWfcuH7nu+0Ae0YkCSKyiwFikVVtJIOIhHcDz0GaCM/iuLIGUccBsIjlFJqSqy1MgBE+P5wZUU7LKuqLCutrTMYxEFZlqqukyRxRjljhsuLAadnp8fMD3V9td3urK8tn46OlszK4wf3iQak3BiTtNte6NdpQRiWdW7QJp2WF/qez9tJUsv64mJirY1bLcG50oZQmrQ6URARLxKUOh4V1Mylnp+e5kp5gY/AgXDKKPOoBWVAUS9WNXp+6JBqJXefPDg7z44f3fFoNb4YM9DtVkDDwdnpsTPk+HBE0QnUlDBtLOeATss6RycHC0tcCOu0czYKIj8IAFy73fb94MmTJ4iurkvf95zF1dWVN958Y3d3N5uX29vb4/FpUUyTtqeNbfqqQDhBR8ESCpxSxtA66gWB8IL7Dx4aq6RUzjopa4JO6mqWjhnzpZTOKUo5IUQbmxey1+v1FtaHy4t+6J2djEaHe0VVj45PFhaXPC/c3FqO4/CpyJ/+u1z1kU99J5QQIBbBWJAay9oYqX5+st9Qyy2gRQLEElITxx02JhnLQCukghNwgSe4RiYoZ23P7xvqeOiHghMADwmxqKyujJbWABqkxFFaaZefnGlZnR6P0GpOYHFx4eUXr75y49rV4YoFTDrti+n0bDqtqmo6T8/Ozk5PT6MgpJSeziYkioMg8DwhBHfONu5Boy06sNYqpeOwLasqy4tKSi8KCCFFVnPOOfcIo8zzhPDBogGjwRhrOBcNlp0xxghxgJRQyjkSjsRxPwIpCWO0EQzj06xxBMDmouXwkgfrGGUNd0hQhggeUI8wDuAx6qhzHrFWI1DPI5RQgkAEDYhogsgdEACgQATj1DrqQCD1HJVWKI3NNMABomEvv3izUcs0EfbGmNnFxe0HjwPjJhMJtNUabJI4loQaZOCIU0iIds7mWqUX8snZIUcdBX46/ouT0X7giS98/nNbW1ufe+ML66tXwzAU3ttS1lES52VdVOXewejBw8eHo+OL2bgJ3OMi8OMEmHCMa0eUtQSBIEMANCbwvSgKZFU6ApWStdF+kKBDaZx14AfcGdv8OqqWWinf80gzLbmcNALllxfWwGdKa8ppI9gkaCkABcsRAC9tDO4SxUgvMx+eew6tNZRRjs7jlKAFa5yqGOMOgCI3CI56SJ+TvuAziQtSIEjQEc+aOvAYUqe1IpQAoZz51mpwjqDlBBklgA7s5RMb+QxNTQnx2OUvxASxYHkSUrBaeEAZYuIBOKsdWgbEdwNusWWtlDIuy2lVpQcXDx4flumsLmbnJ6PhYh90sbGxcePGjRs3bnz9y2/Ecdzr9Zpp6v379//gD/7gR+/fprY9PSfZjPmxr/W8lmoyPp5M551OP/Ci4dLQ6wd+EARhUBb16PR0Ns+yvCSEZmVR1zKOE4eUeUGn03fApLHtrhcnLc/j6NzJydHp0V46nzEv9DwviqIkitrtdugHH31yp5aq3WrHy/FsNsuybDI7lVJyytqtOIqisNPmnDMKxhilVF3XZ/t7lmBWl0ejI8Y4EBIEQTwYLG5uGmOLqtJaQ1FJKZUtaqjz2jLG7uzuXeTI7x9prRcWFubT/TRNNzbX//E//t3f+w9+R8qq1+uNRkfHx6O9vb26nvlMzWfVyeiAcO4oY8Jnnse8wBrdNIEopdzj4FDWVSUYAQyjMMszRABklHHf84ESZywgMnSEgHUW0PmcNcE/gjFCwFr2aZpcIw4llFCHVhEqwBnGXTrPrAWpXK+/GHcGV15+JQxDraVRlTXKWX3w4PDhw4f37z7Isux4f7R1ZacJd2knCSJKpYw1yqADIITUBMBZZ4xzjlNGCKEUnENLEDh1hFhnCQGgBDhzjCsLjjIvilHyzvpOZK1zThunta6MxUKOTs/qPJ2Nz9LZrB1HS/3+G2+++dnPfrY36Edx/KOf/Pjxk8dFXTnnsjzngteVXV5d+dznPy9r9e67781n8+PRSRhGrVZnZWUlGSwQQS6mF7PZ5Pjk6MNbZ61Wa2lpKQiC7StX19bWptPp3t7efHp0fn7e6IUEOIf26pWrDUKtLEul1PlsXtay3+8nnZiLUkr0ky5BqGRFEQkDY0DV+ujo5KPbd51zaZYSSldXVx1jzX5g0DDhWeBMMAcajHGELSytCiGqqsorvX9wfD5Ju8HH8/m8rHLP85aGS/1B/2tf+9prN15YGC4dHBx88MEHF2lmeWCtjeNYWcWFp4011mnjwiCgTCiloiA6qo4QIAh9KaUjYJUCJrTWlFEmqNLa4SX9hXO/ualQQIqUOWqk4w6AEXzOfNrYqq3WAMAFd+ghYiUNEJ5naRwGVLB8nm+tb6azvKoqSvnZ2TlSe3F82O90tra3v//9H4xnWZrXwzBmzHPWtnuteVYwiqOjA0G1L9whoieiKOysrW8hcRrrIPRIXRvtwjDSCCCEBWItHjzeu/PTd9udrjOyMBIp7bVDy9g773zz9Hgv4kQY41kk2ilpiXDzzKjaraxdKeeZSieUUE8wQalSxgACUKUt8zylFA2scW5huHRtZ72YnN775KPAF4LC2srq6GRcZxknrX6/KwQHgn4QVEouDJc6vX6Z58NkmTCvMopwf3llteUHa4vLo0dPrm5tffHLv0QpsWhXt1+4czpDDWWWRy3yS2+8/h+/fG2c5R/dufveh7fSqjDawfLqxby2+yfZvMjy7MnjB1/60hevvrBzdFJ2lxbjOJ7PDrStxhfn43N1tHfxK2//xq333rccRRKFpO+3O8ubL3TagcMnhHs0CBYXhy2p3711d7i4PEuzusyt1tPZDEWS12MWdCvtRNACwoqqZFzkZT5YXHjw8OGrvRsbK6tVWs5nmXWYFpIGXeb5ACZLR8QoTgkjvLFcNbarsq4R0fOCIAydg0pJAvzn2v4OXbNPNQnJBA0+NUc0ohltXK1sHIdFmlHq2u1uNj4Nw0gjqaVpL/Su33x1Xn+/zCpwDimLA78sZ6ounNXjyXhtbS1pdRzzHGIyWOovDakfR52e5e54chGgIGicrDtxO8+qpGMpZYIR6UpmKyWxruTKcnc6P0NK0qL04kQbZEAiCgzloE/v7j5y5WesxpPxrLd29fNvfrEuC1eXWGV5mRdF9d133t0/O8HAlw52T6ejkwl1IBiVDjx0wKjTKVDGeYd7QalsECQc9UwbVUnOfEIp82hp+cX4tL/qra4vFE7cvn//9RvX2x4InXKeXH/zDSK8/tJwe+eKlO8YZTwmqHMvXn2h14t++t57WZYTRubzzBrHmDDGyKrUdd2KE6dtHES10rWUnW7MiLDIpLLaYlnXy8srcESqqqaEcSqm42nSHTACURRFgfAEd855nG5trh8cHcsqX1lZOtibIYeXXnkFwN2/d1cw1hm0lLVe4McEtZaVKixawmiURM4Y7nHuuDZKCBGGgTWWEljfWFtcGjhtAxEmoZfOpo56Z1k+TmdKcUIjsOiQACFeyEVIg8Tv9DuTulKVMkCOj44Odx8vD1ff/tJrqwt4++OfyjqfjC/mk5QjCYIWWM20pCANskb1pZRxTnKOssqN9YySjYGQMqadrbRkggdRgOjKoqAENrc2tjY3+532rJXImf7opx88PnqClDERKCsdIQwYAU7BMAKATjDKBclKI5W+GE8QZVUV1mjnHKOk1+0FIVO6osZWlTTGhkHSKA1neYFH59xPRBi/tLw8HK4sD4e7u4/qujo7v+Bc+FGLc8oYtdYw5v2DSWl/GlVxKc81xP2c1o7+nKKJ4M/CD8BZC4wScMAaZyNvJteCOuCMMtaEpjFKPeZT3wsIgLMUHSKCM5xzT/CVtXW0xsgqzfJ3vvtXVVVBVtRGb1/ZWVxZWVlfj1vJ+sbm9s6VwWBACb/zySfe40fns1k+uRhLiYhRFLWThBBwdYmENFw4o2qP0yQKmltRVVWDbkcqqWuptNQyEJRbC0obbZ1DYIQKP2hKCGOMRbDWAXBKPYqOEMGJj8/pDBvEg3MW4WfyBp5pEZ+DPFDGBVDqAB2AEH5DxG6+gpJL5+llqljjRIVnodGX0ShxHPu+32iNlKybvzRVU6NEQsQyTWezGZOqrMqyqhAwiiMKTbYmMdRRHiJYYQwaQ9BS0ErKwdrW2vYVKcv989mjw9P/89/8iVISwV69sn3jxvXf+Z1vvHxtm3ndl6+vfvVrr+clKAOnpxff+d5ff/zJHTQyTDrOIaO84wdMeErrqlZRHDljq3xutfY8wQkyRE5sVpbGgScE2iZFHCmllAuOhABt7FDkaXebIoEmnctSAE5AOBQI3AFxgBQEgCFwqRWkSAHAfeqGeQore+rhQkBKeTPDcYRaRIeEAkW0P4uKuWTMPm+B+Dm5i3PuGUeUXL5T8HcLVi9BagBNepKl1AFwziihICgD5IQKBFQWrGWMRoEfYwetMbJYGC6MT4/CJFodLhotsyz7s+/+4A+/+e3GeLa2tnbt2rWtra2XX375P/0vfv+fOpjlxcXFxa2P3j+5OLs4P6Woq2zmU6KLLJ9Mjg/2uBCe53UH/SRpL/S7L17dtABVLetajcfjeZqfl+MsKw4OR4VUQEWn37+YzIPQW1xY2Nm5urq6Oj4/n2WllDLLy8k01bsHBCBMummhMmmRmf7S6tpWWAPVWk8mk4vTs9FoZIwRQkRh2Gq1fF+02+2Pz8+BwPb2drfb1drO0/lsNpvNZnlRRFEcRRFjLOoRSmljsqqqajKZNIGiDWVLSrmxudjq9mZp+j/8j/8zou33++vr62vrK2+99dY3Xvvc4mIbEW59sDeeTh4+2Z1k+TxLZ9NzJKzV6vRaHUqoktoRcKi77VYrCjglRTrvtVu1UnlRKin9IKDcu2S10UYpwBwgMu4oc4QjZcBE0zq4zPpDvMTuI23y5ppPh1gpCZRo6xwQq61xFSNoHQHCPV/88le++tK1V46Ojt57//00Tc9OL25/fCcIglanHcfxwsJCu92OBW9UB572uBBSSo7MGEMuTa3kcod5ZuF+zpnW7Bicc+p5wjYzJYoIiHY+n3U6vcVBr9NOHj98sLKyQhG/9Zff/jd/9s1Wq7WyuvrPfv+f/eY3vrG3fzCfzyfT6Q9/9MOzk92T48MiS69du/b1t7+aJIm17vj45P79+48f3bXWEsHWNjfiKGy1ln75y1/yPO/Bgwfz+fw773ybUrq5ubmysrK1se15nlLqvffea37Ou3fvLiwsDAaD4XBojNlhPM2L+Xx+fHQk89w6u7qy7geCcya1mqWzyXRS5TUhsLi46Pu+0nr/YD/OdrKTAAAgAElEQVRN08XhkBAmpTRl4Rw+A443z+Mz+FZzchFCjLOdXrc36Ftri6Kap7sf3/nnURy9+OKL6+vrr7/+einN/Ue79+7dS8/PEIFay6ziTjECRBfWGKdM6RHOqTGXu1M2mwdRSNA5o70wFIJJWZFno7zm3QFASoCgBSQU8Rf2jiltfmDOmBACEUEDpVQp5XFWlmVjg1FKZUUJQLVxSI1gdKHXW1hYYIwFgTdNS86FEMzzWL9PK70wmUz6/X6enh0fH3c7HVXbi/N5GIwtOAvSC1m7lnmtmiyTVqu1trZmq2yhG/Xboef7WVEUdS04l3gJVtEWidaEgTGGiEvl+Ww844ywKCiKss6KulY8DKQ2UhsAqlAqYwRjWmthbVVVRZYHQfDw+Hg8HmtpOr0ojuPBAqZp2kij4zjW6KbTabOiOPPaSXJ+/v9S92Y/ll3Zmd/a85nuHPfGnPPEZHIsFqka1CWJklxSSe1WNwzILwYMAwb8VxgwrNc2YMOALaMN2223JrjtltRuSypXlapKXcUii0wyk8w5IzLmiDvfM+7ZDycymKSEhh+teEhkBpCZcc+w915rfd/3OwGMC1Udj06MVSljzNiV1eW333671WqVsuou9bq9LmE0SpJyeDKfz69dv3b5+vWw2bx286Ugjn74439rOGwdHoRCSGukks1mfDwpPr57l4dBEARSlQiR1dXLlJBnWwf7u8OiqL4B+dJAjOZT79B0Mrq+fH59ub9EFkIIa71U6tLaRl5Vs0U6GAyarW42WyCEEGGjySwrckIZeBtFIYrCjHBj1d7uzsWLF5vtbloZDSzu9Gm0aLRXSzSzWCyvrDmvufDD3RQJ6gETj3Atage6tLwspcrLotQeIWqBCRF+2XivtbH2zO+HCcPkdDCAEQYPYRwoN2VhI6YhAIyzIgwSx3ielVpK3PSOhI3eiieLdLHQ2jSTditg0+mYUq61rSrFhWk021Gjde7ceSYi66Esq0qx+WTRjZvOgXbagubEYwJMCMoDa5B1KJfGOtRqd4ID2l9Z3j855jwMBc+8l5XOJ1PJCh0m93f2RqlaWd28eO2mrQxHHBF7Mj14/NndMl1MZ1XAA4OpCHi33ZkPx8U8JQhzRJzUxDqPqXWec3HhwqWjgx3EmC7KqpLOGGWwBwDkKIYsSysZD6LVSvrJdHYyHEmpnPMI4V53CTD88R/84aP7uysrK9k8tdb2Bn0Ak2UZgOOMTUZjLJ5lWbZYLMAqb3UkeG3MkUopbYTgSqk0zeNG2zkHgLefbV+/fqPOTFaEnN2j2vIQBSyKokaj4QEKqYqiQAgvLS1dvmI54x9//JFz7sqVK0vdTn/Q23r6bLFYYEoQRkmSzGeLoijGU1BFGQWiqipKKKFEG6OUEmG0POgnUcg5mY8yijgCRwhxUimlrUWs1r8475xDHuqIUUqp0xpjjDw6Db5ygAm59fIrxhZPnzzY290lhMQiTidDTqkxBmHwYAHwizBn66w3RilVw9nrrarmSSilOOdxFEVR1Ot1h8Ph/fv3nz59GuDmwcnevFpcvHIVU3YGW3qhteE7nU5vqb29pctq4R04VylVYQRnrG8hhPdQyUprU+/XQRCcnTcmk4kIaJyI61evrK1v7Oxs1T+blHI6mVprOcZg/f9vFZ7/zuwN76y1NGBfiiN/USl+evQ9jeP3AOAQGOMcAoy8Q6QO/qxnZZxRS56bXLy3zllwyjsDvtbOgTUIAaM8jKJOdwm8tUZ7a8A78B4X1e1PPkZM5KX69P5DB+B+9iHCWCsDHlYGy4Pl3lK3VUv53fOvuhCqqqosSymlzFWW53HAtMyKxYRxIYsFAKbYUYxZ/aE98QgDJt5DpTRjzDmPMQZMEKEIIew5xaG1GiPBSGSff/azsgIhDNjWVrIvWKW9Rxh7hOtoIMDgPChtHfZcMB5E9Sd13jrvkT8NnDmrApEHZx1DiFJSe43qXP4XFfn1ob+O5ahDxh3yiBKGBK0kUGLBOwSYMeowAhIEpPLgvUfWeme9s+AdC22pVOkcEYL3m8Ta1e7AO1uW+XCx+J//xZ/8+Kc/bzabLBDt7tLSYNBstbpJ2Gwmb946//brr5VVOU9HWtHReJzmuXNKI50IP81m3hmMUUCIzguBNLY5sSjEWtS0TRx665yx1gM4zwj1/syPd9pewB4RjMADnLK1CXjqPfMeOwALAoHHoACcf56ehxw6vTNnHQrMALD14B1o7x0g65EDZBwo78CD896dEjvQi1aHF93wL4ZWPbcyv1DbAwLk/x1V3+ckAO/rVGLAxJ0ZxsAj7wDAILAUO4oQp8QDAk8RlAWJkmDnaN8JQdsdayCMe2LgEEbOOmON0eb+4fTnT/bkv/neysrKWq/TbyVJEl+8eP7111/5R9/5Nhe82WwRjObzPF2Ux0cnldPj8SjNc1NNnz3Ze6gUpYIwFgQhADCQnKIoagwGq1Gj6THNitJYq7Xa3dl7Zg1jJBQiajQbbUIIRYCd9875995732IuHZ4N52p/iBHWtgqCQAjR7nbW19cZo9baqiqLopgvMinH/X5/MpuOx+PpdBpFSRAEFy5ccB55AGtdVhRSytw573wtm8aMJq2miEKLPOdUoFBwMRqn3ntCeH+wjhAEYXA8nB2djN//+SenAidrzg9We/2lRrvzlVeueiBJo2msnU6mB3sH89mMG5sqmWWpCUNbckF9M2JpuuCMN2PhPAZCnfU4oM57Z601BhOMEDUYafDSewXEYIrwKfoFYQ++jhquPYT1QZ54jy1y4+m02+9r6zymjHGPwDoPGBmt86KYDh82Go3+ymqrvZ00m1/7+tfKsqyUWiwW83QxnU5Hs5lM07wovHeU83a3U1RVp9dVWoIz3nuCsfHolJXy3IX7YtVXHzscEO+t9R587UeDZrtrZYWRabS6gCmPEmN0b23dOQ8Ai6L6z/+L/xJj0u12m81Gs9W6dvWlX3/3W1JKhPBsNhsOd2/f3nfOee/CUFy7vkYptY6Mp2m+mIecPX34wHnPGet3O5fPn6shh3mR76b5dDqVUi4Wi36/Zy3a2DhvjJnNJrWhTjpfGhcH4cbGZj6f7e3sTKYTQqj1RluDKQ6ipNdeqj+hUqYoi6qqet0l71GaLow5Rfe+GGlYx0TXV6kWTTjnCmmJcQBgncMYszBphtF8Pnu6vXPvwSNAfn1l9frVa1c21i5duqi1tdZYZzHGWZqOxmMjJWcsnSiGoMizbD4NgoAgzzEQ5CurKQgK3ilJMHan9nSoSz7kHCBkvUOE/N38J++11lJKFNCz8pUQkTQa8+lk4RxnrCiK6WxWVrKUihK+s79FMf7gvfeslmmazeYpD1tSls654+P58iasrfFLly5/fPu9Xq+3ttz1zjqDCA6LorLeUg7SFulw5DDlnBtjFotFlmXMm9lstrHSK6uqZrpoYx2mmLBWp9uczeejgtSB7pQi8JTgTmcJIx/HoXeY8gAz4TCVDhAXgAiiPAiJqcoaluitu3fv3ujg2aO7HwqCG42mEGI6m4ogCcPQGFOWklLmnDXGNputMIgZY1/96lfvf3YvaYTtpd7Hn90xRk6ymZylL/2DX3rp5RsHB/tFWWKrpVVRJ1FKJ52W8S6vigeP7g/H06jZ+u3f+Pby0lJelpNRdefuJ3Ec2/lMWZ/EwWSWfvjhx71e95d+6VuUYqkIZcna+SXEnnkvFcyjlluOg62dQ8aXi0l689KbcnEfMKn1kqtra8ejkQgiHkbaOmW9MQ5R1mh3jbWz6Uxw0ozjg/2doNmeTceHo5knBxsba7mPdoZ5r8mC9srgwrWx3U36q731S0Ux92D2P/qAEUspQQhjhOpGz2dP9geDwfr6OqUMYdQkRP/tg2lZyjwXoUiSBGPsva3bVQCojs5HCIm4O58vPr3/OE5iwcXUFtplmIlOf6B548H+UHRX1gfnhsfHk+Nhc3lTzo7u3b0NgG689Oq9e/dZ0ByOF7/61tda7e7e3sH5ixcJ2Tk4mIc0YCL2GIdxKHURkK7xttFsRnF7jEMu2q1zlxqBL4phHAqkS1dmmGAeiU67o7K5Q+yDw6nSfnowbrT63/gH38Q4tNoWi/nR4f7keJYtCuywBYQJs0onjbgTtw4wN5hiQK0wHgx6YRSN/aKSGiG2uro2GR+ns8rIkjKMMTKVNAYZo4IW7SbNzfOrYRS6qkCYzef5IqsQ4oyG81l27/6nP/jBX3Pa3D/YM9asb26Mx2NMKqOLk5OT0Wj4bHvn22vX6wQmbxQGFydxFEWYECtlVVWAkSqK6XSOqSBERGGipK0RYnEcT8cjhNDly5dF3JxNxicnJ/u7281Gkud5XlTr584BoOPjkzwrN9bWGSayzH7xP/6Pjg4O7t/79GBvLwiECIIgCo31lVSMc8Z5ICJBOcVIVooykheVN14bQ4wB5B89vqeNbHeaxEkhRFWV4IEAxoRTTLUGSilWyHtPCQUPqqpw3UQDXJZlVVX7hwefffzJV966+dJLL3kwVVke7h5NJ9M4iEw5186FjCjrznKSPw+Sda6O5HXOBSLMSisrraRECGtjq1JmWTGbLmbT6dbWltbaFADUsYQbYxB2QRAALL7UnW82m5ubm4v5eG9/TinP89QYQwlGCGktCSFJI1CqchZFURwGiZSWc1HTWReLRZqm4ZRtbfkiSyn2k8kkCkSn05FSzeaLoihE2MCY/r2s+nANwXvOyH5OR4AzasIZwK3OJHh+k7zUGjuLwFHrCWJKqTrNCWNi6zD95/g765wD5xEY68A5jDF4MNLkReWM5Jw34igQUd3P6CbNo+HEUb5y/nIQR5jyvCziOFZS51kGzs+m8yqfTafT+XxujImiKM/z2qV24cKFCxcu9Hq9gDKM8X/2n/4nWpn3f/7B97//fetAKmWMa7SazSQs8zQrTxu9nBLvPcHIPc/wp/h0W+WMamtqO59x7jncue6oQ50r8qXrWb+09TWsY46t96T+dwFZAGcsAOD6IFs7DMH5L8dgOkQZJfSsN1/foDphRWtdd1YopYBR3YGgQhDOVF6USkqjLQIgGAiuJf4AqA7VJIwTQp6H8nhnrdaqnhwKQoSTssgdT4GFCu1bEhTGQ1ZN8/1nB8eIkBb1SqnxeEwIuXnz5tXLV27dunVxfWVtbbXRCGvg4jBz29s7i9nk+Ojo+OBgo98uJkfFFGMmwrgZN1on07lzTggRUGZcDdW0Z5a8+lJQxJlHHhx4jTDFgD1CHrBDNYgdOyAIsHtBjwzg3VnxBvg5BhB75E3d2UTEeHCIOPDaWeyxAaiLrrNUx9MHHk5T+fyLcY/PE3rOOiD1RNb/f5ZZvxhFCwhjjOvM2Nou5ig7Fd44Z60LowA4xQQUIGsBBzGgCFuLno+UBUCdkUtFsxGG0toHO0f3sjEhBIOdjodllXNCGo3GysrK5ctX3n77nTfeuLW6scoYCwK6SMuPPvr44cOHh8fH09l8cjKu8TumTLUsJyfDp0+2jPedpX6n202azeb6qjWqyLMsnc+mU621UkrbOusHK2OUsRbRuBUuhbEQIuFOSjkej0+ODsuytNbzMIjjuNlsdpIG5/z2j3c44/1+nxCilJkv5vv7+4TyOElarfZgMMAYh4x677XWdTdHjUbaWwveY2TBl1oSzBBC1iFjFaU0CRJkkVZqkc6bzebKyvpoNNrZ2ZVKp48ff++vv79YLCaTUa/Xe+vNr3z71/+961evEkCHhZ9Op1tPHj578rRMZ0NVTKfTVrsThokIgkpXeZbhIBBCYIY1rimjGAF24Kyzp4ubU3UXwNl6MwNKqQdUk/q8BwAmjT4anXSXl421zjrjtKw0AIQhJ0goU0ZcLNKs3e2sn9v8yU9+UildaRPGSbffP90jMQq9wRgbY7Z3nt359G62mN68eW0+n0vDirJkjFXKaXeW6fcl8Mnpl/XIemy8Qwh7gsChQkoGmPCw2WwGSfPySy9ba9M0XSwWRZ4vFgtVypWVldksS9OyKPSndx/8q+HWYjFjjK2trb399ltrq/2vfe0X4iT23t29e+fOnTvb24dh2M4X09VB75VXXgnDMM/z8Xh87969k5OTWqIcN5cunj8PAB9//DHFOG63d589qydXvV6v1WqRMC6VIYQUaSbzjBJaSd1qBYP+iggD571UaufxI6mUCIJer2+sQUAOD4+anS6lNAwjbZzR+iyHoGbN1YtqvYrW16QyEDDKOUfOSVkVWcEYraRpItpqJxhDvsg++ul7R0dHt9/7GYDTWvd63c3NjVu3Xv7lb7xNKd3f3//ws51PPvmEEJIIbpxZ7fcWaYox4giQM8hqQZCv46zxqYMZIQACHoP1FhNwCP6OkNnnP7ZSDmOHEFJKMoKSRmM6HhmtGKXD4dBaV1dohHCMUFVJcIYib4y21ipdNZuN4fD44GD3Tfa6NNDrLpVllS5OOLGCUwICQY4QyYvMQJUkwnufpmlRwY2Vlc3NzQf37lDnPaitrS3rfBiGWVm6WpWPCUK40+3l80ktOEQIGa20MUpL70wsOMIsCJOxPe4kDa01C0KPiDSOcE6tqfOo4yiSstzf2cGA6hSAug6fz6dCiCiIoihqtztZWXS7PYTw22+/LYT47LO7jTg5t77y6ZOHg373K29/dfvJ06ef3jPO5Hm+NBiMttL7Dx882989d/UiRmTv4AAQ6S3319fPffAHf/Dmm1/J59Pf/LVfKcvSxav/w+///vHxMVFqNhnFcUwxqpTTBibjhVLqzbffvffoMIr6b759bjje/uN/+UcXLi3fuHEN+6oVstnxfjcKbj86JgRFzUbQbJWy2t8/7PSW4qSJKedRhBHRxkVxQ2k7mWfAwqi9tErEZDI6HG11ltc1+EVp4k4r1yj2bP3ilc7SanicXn/51bjdms35jWvnb964tNSKBaOnXVEE3vvvfve7t27deuvNVzlFtV9P/61nyWo/WxRRFDUiBC/kxZ51G6SCgMP+0fijjz+7cuXKysoKuBIoN4C0x0929sbz4uR4dO3atc7B0RP6YHnzwshWS0srJyfDstKExzdvvbG9N0yaPeuJBSyVYTy4ceXaYjo8vzlQsihVSbjH3NOADFZX+8urw8PDpNFvLa+/+fKF/ORR660bO88eZbOxA9NpxIPzF55tPXl4/8FOAasrG19797fBklg0qCOewff+9V/cu3P7jddvhnFrNDphcSKldBY4ZgETCGFMmffGex/xwEtV5DppNMDjD39+W8m02WwqYk+0yqsCYeE8KsrF69+89tqFZKVhd49PlHbO0yxTCAmEeFWaPC+tNnEUNZLOYTQBB+PZ5KuDV8tqfLh/JKXsdjqcMued1rqUVa+ZKFkSxhAhxlprrXFWa12fYAmh7U4nL1U9vRdBUOvbNzY2pCz3jh7vPnvWH/TiOAaAtdX1RZaVRcWDaDgcbW0929hY/+EPv//RBx8EDIciuH716md372JC9/b2gjBa3di4fuPG06duMh4PBstlkS+mk7jRkFJ7JDvtTrvTnczmOzvP1LNdZ6tOKylSfSpYwJgxbizzDjnjGT8dKkdBGAYBxtg7pyplCBDBnXNKVnt7e8Px3oWLy91e6+vf+MV0svj+d79nq1KXOArDxeyERy3vHQD+PKfdeevMWWecc44qVJZlWRQ1/kEIobWez+dKqaIoMMatVneajutSkyJxhqB88bi1vb09HB1li2mr1VrqNYqCp+k8SxdlWVKKwzCstVciiprNDmfhaDTN0pwQIiuttc7zsiiK+Yyk84U3VbMZG2OOjo4xopgFdb3nnCfk71XVVx8GalmmdPpvjylezIPyXxS8vRisb621CNcwkPr7GNeMBrDWgnXWWYe8Q0AIxRRba72zhLEgDJ2NwNtKWwc6CMKk0cR5Fcat9Y0LS/2VabrQsgjjuJKm2+1FUWM2mwcEBMHdTp+xUzOeMWY6nT558uT2R3eUUgDQicUbb7zxne98p93u/sI7b1++dPHp1vb29vbJyaioqsloSHkUBYm11jvpPTLG0CBApxWpQ/UBDtVSTIe8Ow2Cx/gsna9O6oPPsyU/V/SdzXYYY0BOG+yEUQseYwJgvHceEezhtLUGvp7y+S8WHmeJW3VZfhaJWX/He19V1RnCHjPiAQijIgqjKGKcI1qDJXy9+oOzdVMQgatBZGVVciZEmPDTu4ZNCazBWmHsVDt+soVpaJzz3lvw1hgHWhkVxeHyykZVVffvP7p9+5M/+9d/XuZFoxH3Op2NjY1Lly4Nzl/ZWF/7yisXBAelYHfnWBtzcHj88MnWvfsPD/d2VtYuGWeRrhyyyHuGMTyflHv0uZUFI4pAI4cw8QgZBBaQOcVgo9qxg93nRReqM16/YOpzjtRGvzoFjxDrPWDkHXjAtq7a0ekE9UWN7hfozH8nm9s953v83RQAeHFgeKoLfT4tBEwQQu6L2lGECMbYo7rrighB83nKKdEOuAiVtUnSNE5ga40xWus6yDRstKJm2z+fAzRW17FsYkC6ytpLSyeH++BdI4nG08WzH/zwz/+vvzTGtFqNzc3NN95448KFC6+++uq3f/0Xtp7Nx+PxcDgcjUYPHz483N43ec6JX1/uW0DK6PHxQVEUWlYry/319dWLN67PlNFaV0oabbVxzsHx0VEN6JnPp8OjY0IIharb7XU6naWlJSlllmVFUS3ybDQa1a9tN0lG43FVVdba9fX1l26+hDE+PhltP3u2v7/vACilWlZLS0vdbpcHAWEsKAoeBEwITCkyhhDSavbrfyGOYmPMaJIRghzQdrdPCOFBbP2EBVGQJEGz0dSqfpUWi/kndz/98Q//pttuXtg8d+7lNy+cO//OW6//49/+1scffaMsCynlo0eP3//5zxejhRARQV4Qq4oFxlgEAXBsrMPIUbAYLAJLMPLPs4QwhlPjnX++VniMvEMeEIKyzCnD1CNtgDJOeYA9UEoRQAshpEsRRHlWOgvGgbE+jBNjzMloUhcqnHMNWmsNBG+sr9+4cePDj2/3B4NGo6GMnkynhJC0UKVyzjmrjXP2S8zl0+cXsDvtQxCMMBAiRICdASuzojo8Oj48OjbeNRqNzQsXCCFG64OdvaPDwySOvfcPHz5qtVpXL19L05QQtFgs/uLf/GVVVf/rP//n/f7SV7/61ltvfeWf/M4/rir/ox+9N5tMnj5+/OmdO+vr62tra0tLS7/1m7/pvd/f359MJgfD2ZMnj2vBAqXEGH3lyuVaYzOdTg4O9i2mPGo0k0Yt547iKAgCre3TrS2lVbPdbrSaV69eXaRpXhRxHE+mk2632+8PDo6PhydjKWUQhe1Wqx7ovTj8PAtbrqWeURxrrbO8wBgTQkPOkfeMB5QJba0sKgEoANpfWmGMME6HwyFC+M6dO9///veuXL38rW9967d+69tf/eY3vv/9yz/60Y/Go5Msz+M4DqIQI08wgLfgbSCYddp54413DnnkETKAMCDnvQUCfzfa5vnSZK11zhJCEKLWWlSjn8vCOCultB4BxpxQ552qKuQhEgKDq/GDQDlC3liljfYepIROt2eM67TbS90kW6TT8UxWeRjGWitlKkLscrfrSTqr0qIo0jRN05Q6RUMSBEFRVlLK+Xy+0l8dLXIRNXr9PmNs5+kDa0+pcc45cFYEobM6jhtLS/1eK241IkaxVEpEscMkLysaBLNdZSlxznHBCUER9TQJDg9246RBBUeYI6wxxmEUtFqtyWzqENrZ3eNcZIvF62+8GvLB8mAJW/n1d97Ggs3TVHDabrd2dna+/8O/bjQbhdWj8ZSFgbG2UuXLr70ehuGz3b0f/9ufnpwMO632gwcPDnd3yrIMz726eeny0WhcKa09AKbKKFeqJGkeHY/ufPLx5uXXe8uDqkyvv/zaDXTt0/u3tcpHo5munCoX2ON0suOc4ZxjDPU8DQAY53GSEEqMdkUlpTZhFEmlGu2utbbV62sHJC9E0tp9eNhuJqVUbRYISjHG7Xa31+tduHBuNp/SkBOAwVK8cuUldpox9zk+8itvvrWxscEp0hoIAYw+T3v5fK+hKAoDwZF1oA0wChTDi+VfxMECJHH02q2Xz613tQULAhMCAAYgbjTTylLOOp1OkeX1GTDLsrKsnEd3P7sfJy0HBFOxu3fEhWi3ulGYnD93cWPzwraUaVaV2cJ6Y8ECcpyzVrfVbLYRMOuJwZiFEWPscH9bl2W/26ZBVLdIozAppb7+8lvf+uY/eOPWW/c/vWcqOxtP79z+6NHDR5UyiIvc2mlVKuycde55+i5mFBjxHkpZHRwdYutSZZutDgB++vTp+lq/JrVEUUixL0pDCA0CvrGxevFid7r/WaVMFDd4EFXKGQPOYee8Nf5keKRU1Wq1AGA6n33jm+8QTtRCDYfDxWLeaXUtF91u9+BgN8uyQa/DvUUI1dORSknvPaHUWhzHsXEOYzyfz63zdUZlGIac86qqijx1zjYajfqAXcgqXWRpXs7T/Ovf/MWrV64Ph+Miy7YePyny7N6nn7WbyV89eZxleW+pv7a2FkZxUVWTyWRz89zxwSEANJutZpyUZZkuUmV8s9XptLtFJYuiQFw0m42ymCmlMAKCgVFGCBgL4BGlDHtTL5iYYEKI985oY621YOMwbDeaRaGt9ccno7ycriwv3bp185d+5VcYpj/47l9Nh8o5bpylrpa4GftcZlzPkqy1/X6/0WiUVam1rg9jSilOWZamACAryRlLkoRSGuDAL3w9YnlRBPeCIh6naZrlc/A6bvAgCOOYCcEwgjRNnTPOOc55I2kTws8IdmfjLsY4AJRlRRliFHNSt93QdDplVGCmvPeYUGP+Xik86zR+7z0mGGNMMa2nfC8amV6s+uo/YYzw82MvpdR4xyhFgJxzNfbxS1cfYwwYCPLWO4TAOX+aT4aJdVBKhTHCCBOMHeBKWandQISlVMPJtJMVPIgFwShfCbEAACAASURBVNo6EYXztACHoriJrEGEewCNkKMCISRCPIh73ZUL9f5tjAnMrCiK3/u93zPGXn/p5mB5EEVxkiSDwXKr3eFCWHO6xGmt8zzPszwv8jpLsKxKU5WUUEM5QMmYdVASoqg3dfFDKK1LCe8J8uw53cudyoUps9YwSr0HRhmjhGAUCI4INt5bcIEIrLMIPAHsXZ0LaGr/wymkHmMhBMMkCqJT7IHWZ893fcQ/Pj6uTy1M8DAMCSHAcaUV1VppLbWSSobe1b4zxhlYHNbTMrDeW++RA98IA0AYMHgPzjprreehktIZ45RLc2UsopRpqy0ghwEINYTlGufaeodE3Ok0e967MHGc09LYTz57eOfeI4+/SzFilDCKBr2e1mpldZUyvrax+ep/8DvNVgN0UZRqsSizXGZFPp3NCqnTLMuKHGFMGXXOAQ+oECEDIyVBIfgCQyFYUzpFEHFWA6LKYYSQ8+C8J4QSxpRUiFIESBuNMca6oIwiqLWc3oK3zhljLSKAifUOI+y9PeW613Q+78A/h5A+L749QM0zreXj1jpvjH+Bxv0iAan+9UUefb1en4IBnJNaE8brm/n52+U88s6CR3XkMBAhIkoQcaYhGqNZ5qStXIUwoowijDx4gomxxltfl8giEM4QwBRjxKNmKw5G8wJ731lda1kHCJmaJllVZVX+4Ifv6f/nx1EQdju9pJGsr6+HUbi8PPjlb/36r/3iu+ViPlhZVrbKSpgt0rwssixfzCd5tjje2dp79JmPIoQQAAZAmFBKWTeiJztPP/3wJ1GUNJpNQQRjeD4ZeqsxJQRjTilpRK1Ws466LasqPdorymKxWMxms+l0XpNqKRNJo3H9+nXCmHMOwBVFkeZZ3dzJihwwUkZ7CdZZytl8kXvvKKNZLhmlnW4/z3Ow2lhnnbcOYcq1tU40KKVAJaLEG9PgYdzuGyl1VS0q8+Mf/fBnnMs8i+PQqurmSy8BQLvT+c53vtNbGgChVVURlz548Ojw8HA0mVbaOOdpEGEVR1j7YhpSXmBfiycRAge+DgTz3oNz3mlnLQLvrDZaFXkGmDsHsrQIU4yw0QoDQgBayTAMRSBW1lcJwWmWxklsrI2iEBA45xpJY60V1kdJ49zx8MQ72+11EAaEcbPV1FqHmZQGyrLUUmmtqqoyygFAURRRFNWrujanJAuPfZ3fp2TFsBeEGqviRmtlfQMozdL0eDTBgKy1Qdy4er1DCaGEXLp49ejwsMjTPDdCiCBoRVGLMoIRIAQPH27fvXvfWJPErbXVzV/71XfffvsdhOxweHR0NF4ssu/+1V/N57MkSZrN5uXLF69evTybzR4/fsw5jaJoe/upEKLZbF65colzrj2aLjJZySKrxsOTdDa/dvlyEAZBHAFGs3QxHI2On223O10PUJb5yfHwN37jN5aXV7OiyrJ8b2/vydbWYjarl9C6fXYmxyCE1K+nEEJaBwhjRhACY41VmjHCRYAQ5owzypEFbzwgm2sZMaY8JWFzOWl1V9aLIv+L7/3wez/+Cfb8/PnzGyurURyFURTG0Xg8ns/nyrkqz8FaTojXBjnnvLXGIswIZRjXkWDWeXsGHf3Cfo1OsZPee+csYwwxapS11oZRCMiXeRHEUVlKpY11la8UAgfe6gpkmQshOGee0OOTo9bq5eHweDzOaRAeHh71ekutJsnzibV2bXVNFgYhJMIlD0qaAmVFGIacyyzL5vN5GIbMU2OKpXbTeZ/mebvdlto4jxDlrU4vaTQ/+Cmq5Qtn4gghAoyEc5A0Wq12sjropencIb/Ii3ZvKS0qwKQcHZMgts5Rwrkg1sqlzqDTjJdX1/dPJoQTwVlZVNba+XxeFhVibHPz3MrKyh/+i//t1ddubWysDU+OGwye7e+URo3ns8ODo3K6+LVf/OWfvvf+bLHorA6a3U6z3W1y7GbpaDop9qvhaLK3e9BMkpXlwfmNtbsff7zz5HFWiQvnzwPG3f6grOQ8y0POEcDewTHn0XA0+2//+//mza9986033hFh+7XXvtFodn//v/uvHt57ksQsCdrWpD/92Z+KqGe19DZsxtHFixeyvBhN5isry5vnzh0fHllrk0aj01vymBbKVUqtnruSVvaV9fM3Xn7lf/mf/kfs3bWbryqPz62tnezv6So3MmfEJQHutyPvGAMPFhgB+rzeq/VHzSikzlIARgGDt8ZT+mU5EvI+pkCRxwgFHJAHUrf1v+CJBwEe6cpbCAggQMZ7gxAF4Ngjp9uNRBDMvHEqX4yOdrefrqyuLy37rFQ8jNv9lVfe/GoUJ5PJRHhEg7CQajJeSOlOdp9ZnS+vLFv7kZRVFIVZllVSOvDT6SyoCg92Pp8v5tPL59fPba7P0/JvfvqBNSCC4J2vfb1x9c2YR0/uPR3vj//6u98bHR3v7j0jHEuvnxwfPD05kFYvddoXN8456TCiYRIqbzOnCIY4DsdZFhGiJDjnpVQX+stRFM5Gz2xVraysEOS3n+07EoRxQ6vy8ZMHPh812z2rRG9ptRzPFlkFiHY6vSIryrxoJg2jdVnmQSDKqpzN58sry5y+srez2wjj+XT+0s2bz549XVtbY4xZVS2ytKxKhBEXnCBcVlUcBoyxfFFkWWatJYQtLy8jhMIwTJJkf3//0sVzw6dbN2/enM0n4+OT11977d5n95XxkQXOwzwvR+PJ6qDLCPLW7j57Oo2jQHAlqzRNRZRsbm4+ebaDMZ3NUuMhL2SnxQmn1WwuwhjNc6k04ZzRIIpCZS3BiFAStRrjSRUEQVk4cBafEo+wc84a4411xlptClnWzmSwzhgjpTQWRBACbs7mR4t05qwTOLx46er0tfHWw3t5WbWa3VKZ584yV5cMBJNayHb58uVWqzVL58ZYShmnXCmllapKSSnVdXaW89a6SlWUUswI5xxReoaa+3xqgrEQjDJkTY2wckKIdruNwIdhOBqdWGvb7W6n3VXKFkWlpEFAGKspboQzgRCq2dqUUgCbpmlFkLNeWoktVkp75wj5+6bwJPjza1T7PepG+Jnu5awbWgtBESYUEK1rfQ+IYK0txhgc1FO++mQGxjhMn2da1t4njBHUMZXgrf+8iCTWuTq4wwA6JVz52ihH69NkpQ0gbIwDdOpSsZh5LD4nk9amLgDEPAGgCAUI9XCc57kFtHHuQrvbnS/SRVZKpaTUWZFXVeWUpOAYY3EcDwaDfr//xq2X4zheX1+XUj59+nR7e1tW5ni0u1iMSjkPGrF2Nm4k2iCKvHNOVRJjwRBzRjuthRAUYwDggbCW1l0K7Cwl4L3GyDnvGCWCCOMdr0d8HhCu6wRunOWcW++MMXW2p/O+plLWaq66qFZKCSEajUaz1aqbEx5BXetKqeubpbWupXoIY0QwMo4yZpwVz3t5HtW+uXpc6WvGnSMOPDYsEJQ6RjV4xgWj3HvnPUaUAAGHsEQcwGEATLjxgIz1BhB4rDTyDqEAY2xkFgRCScUNGk+nz7a387LinP/sgw/zoqy0ub65EUXR+fPnb7z00qs3Lg9W+1JbTHAlZVVVRycnx8fHwyL75KMPCcKdVoMRzIk0eoFcA0yJCTMOME+8ZzUgyzqHCYxG4ziOjVTW2jAMgyAwJg8FJQgDQVW6wN5RihEC763z2GrNKMFnsaG1h9j4z7HyCACQtfb0mce47h36OjuUoPqBrh0RL47BzyYJZ5x351z9/2CMvTeUUmeNr0/ddffFWQSeInK6jIJHAE5pRhBHjAElBigF5ywmGJC31gJ4iuA0+wGB9+B4AIgprRmG0iNDYl1VnjVxgLXzznsHqM29iG27BwCuKstpmqXlYnt3qHRVVZWWCslU+CoI4/7KyrWbt157482Vweba2tpSr7G9vb315OnB/m7pXJ7nxhiESFbks5OhK2Zr3QRVi+ns5PCp1FqLRoNSusiKCxcurG+cW15ZaXWWylIu0lTKajw8QVoTQrrdLkIoipKkkTDGtHGj8Xh7ezvN83rmuba2liRJ/bLXUMEaqXfqk+SiqirsEcIEEVqvVojQsky73a5HRGlHRANYYghGmFuMEAMMngEE1oP3yMOSLQnC3htv1Gd37+7s7Q8Gg6dbzz746OPRdL5Y5Nqa8z36u7/7u//hP/mHSbN5797Dnb29yXy+v3dYzoZWBEEQLC2tKaVqAqoBW+QLYxylnBDSiptKqYOdrUG33YoDU5bGV9oi6zGq5UcYE4wIwghDEIqyLOejSVHkK8uDNM8wAuctZ7zTWer3+w1wSimpjQgEYxwTyijvdHtFVSprMXZxHENllFJYiCAQcRzX535jTJIkZ81RhE/lCvWyEIjAyFJ7PZvPGGOTyVQ5NxgM1lbWgiBw1t795M54PFGVDIRYW1tL2m1UxUHQ9N7PZtOsLAD5OI4IwVqRdntFCFEWxUcffvSXf/GXf/LHf9Lr9d59911K6Te+/vXf+Ue/ubW1/+DBg9Fo9P7771lry7JUSsnqEsHw0o1rRVFkWba99STPc8qDIE4oIf1OI5uI2UgWRapUeXh8MM/ypNFot9sXX7oxXyxm80UURScnJwDYGIsQTpLk1Vdff/nW6z/5yY+Pjw7qTa2u985m+1rretZn66Wxblx6jwgOg9BZixB21gohjEbGgzTSEwwsFg3D444xGiER0sSDNcZQZ3d3duI4LstytpgHQfDO17/2+uuvra+vzxbzO3fuzOfzcVmBVYxQXPucva1dBQh5AuC8f35rvoDYrZ8uxogx2jlntHLGIO+d9wghQkkSJ87PLVSBiKgIIsGdtQEjWuZVVeVFJa3TWpVl9vDhvdl8fGPznLGOcaFU2ev1TVUd7R/naeEcNJuxiLDShUtzA6dCHgDo9/vT4/3aFQmAaoaHtogwXkhtra8V8IQScKQGAygpK6WXum3GcRiG88VcCbrS7w/HoyiIOONZOtre3RXWNuLYAFnqr1w+f17ns7V+y+rq/Z9/mOYZ8zgOBKGIEFJnPDTiRhOzQX9w/vz54+Pjbruxt7drFxMcCYvwZDQu88J5aHV79+49Gk8XmXHvXLi8duk8s3L72e4iL1thQ1n84MHTc5vnZ5MZeHt8dNhuNqdGG2sBo/l8XhbF6upamWez+cJ5UNohzMpq+qO/+VME7sK5a5cvvfLma1/7p//0zX/2z/7rP/6j3y+KNA7Z6np8sjU11lkjBKdGld5ZTvHmubXV1WVCkFTlbDqdz+eT6exoOHKAaRC0+ytRGGw9fqQ0bG6sXr9563Bvv99uzg5hcrTfaiTVYhSS8wykYMCRDbFn3ta9N4+IA+QRMDDIKQbgrcIIKEFfVKvUBwBvsQPnKKYIkPcWwRfpRx5hcNpbaiX1lnpCkaaIaKAaICSo32qQLvUyV9l8rdMY7W/HgvV6vYdPnhbaUYdpkGxcuHz79u2yLGtkn9b66PioTNM8z6MAt5ptjMnS0tLGxrpS8uTksNtpLC93ka8e37+7ONhdazYns8XjR48fbe0enoyvXHvJKH3h4qXlzWvHR0ff+4u/akTh9OT4+Gi312vNsiniCAdEE0Bx8A///W8j5R989BmATwIOxDmOHUEkjouqYICiWEhZtZaW3n77rY9vvx8EwSKf7h4dvPLyjXff/dX3PvyklBpjf3xwEBKZzVXmG7feWqOGUBpRkTcajaqqjFRlngmRNxqN+SJ9uv2UMJ1nCUPGGKOVGo9Hu3u71rvl1VWrK6MrQhDjTClVVpX1CGFEsZNSl6VSeugRdQ5tbm4WRTEej8uyvHr1ahyJJEkODvfefffd7/7ff3l8dNJud6azLAiCleXVq9dvwMPHz3aejk+OZJmVghgtozAsiqLZ7jHGbt682eouvfez9xvNUPDQOW+s39vdRQjJKrt89frDR0/yrCKMEUJ1VRGCjdY12gM5CwDtdms2U7LUWhoaeMHFqblDqdloFCJslLYYZYt0e2uL8qTd7s1z41OKwd797N7DB0+/+vqbMeNMBIxyC4YQUtcT7jQIkgACjHAQBFEUaa2tOR0D1sHUVVXV+W31RKSesnBCCCHWa8YYEaL2mXwpT+Hs6JXn5cHBwfp6XwgmhMAYay1XVlY6nY7gQVVlSuqyVEUh0XO4rvdeK2e4w5ggRJB3tPZDOu09EFbjvvDf5lf/PfD1IYQwwgghxk5zzM5yXOqLWw8Aa7GjdYCcAw8YY4axo4h6hzH2NcHJ2tPt09XHyxdRyL4+9n4JHoieS+FOJZOnSVL49FTt6997QsiZP8U5MB4cfh6fCADeE0o//zj1DwwibvLKoFlRbfJIYIEJEYA9+G5NinOaeF2LJBdZNp5OP75zp9ZkBkEQhuHm5mYciW9/+1eTVmuRZyIMLILj4YmUsqoqo3W6SBez3GhQylDsCLLOGGstQdY5BxhjcHEYU+QZ8pwij8CANcoCRgAY1xt7nQpDKbjTy0IppZggD+S5148QgmouMMaEkKqUaZq+dOvluiC0/jQXZFFl+WiKtFFSaq0ZpRQTW7MQnMcIkTNPogePwJ9OuFx9nzAAgPFgKUGIUUAeWUsRtggwQgaQ99hh5KGmVwBGHtdSS8G9rzGFUMfEE4yBEqsq6VxMhPJomuaMaQuk2evH1k/n03m62DvY/+4PvocQSpIYYdJb6rXb7SAIOp2WCOhyr/Hbv/Vup9FXZT4bT2LBrXNBFBHsMm2AYWUrZ5T3IBh3yIPRK53EWguYeE+drXypQ4FVmYN3AhNrlRDUKuWs8QgbY3gQnEVwnnl+vrRqnAbnYKjHOEIIpZQ/9ZI5ozXFjmDsv6gcq/9WfZSs65N6VarXoPpFs9biUym0R7XKFzx4g4Ccbr/OATgEpCpKRqgzHhMPNRjaOwyeILDWorPJAAKPsMd13QgeQFtALHCYASYOI4cwocxKfaakpyTsNrreuRZGAGCNMUYvjp+BXMRxXGj3N++9/72/+QnChBAsOL1y+eKtmy/deOVlLMIoDBllUsr5bFbm2e3bt3ef7ZZFgS0EhFWFBmSdss2AZrPxJ8eHhVRcBJSJKEmiMKacYWtrhMNwOOQ8NXsGACgTzVbrxo0bgHG9eUpZpYtFrRmbz2ZGa0YZRsifoh0d+DrKte7/eEqJlBV4HwYCI9BKJq1uLUmhjDkAQJgSUr992AECJCB03mFwyFkaRCKMD09GmLKo0dlsLllA3oOojv6P//PP/vd/+a9a7dZSf7mRNHr9/s3r1772zjsrq4P5YrF/PJrPZVmWt2/flkWhK2mtbXZ7zpkqm2CMrUMgy1YYnF8dSOOG41mlDCDECCDvwThGqSdUVQVnRHCCnEkXU4xxt9eJoogLEUWRkkWJsAgCbG1RlpXWgPH9R48YYzVKnnEWCg7EYoxlWSklq6qqczLqZ7JeUbH2ZzHO9eNjrKIUUSAEIc7o6vJyXlb5Ip2Nxt57wcW5c+eccwRja6zSajgeZ6NpGAbLyyv9lTXGMMZYyqrmOmil8lKWpV5ZW+0vD7rd7mg0+tM//zOt9R/+8R/FcdxqtQaDwebm5i//8i8RQpIkybKMMba/v39wsF//wINBX4gNQmhVVbKSTpVWlcjpgGDKaKPR39zcsN6nRX7//n3AiFJeA0UQQtZ6hDAAkpUmjHMmzlwJ9b72BUzRCwdi5D0gXxNElZJFnp/bWKeUYgAjDcIME4oJBkzKylTSBUGEidNaWmsZC0w+dc5VlSKUDwYrHsHPfvbB++//nBCCMG632+12+9zaOkPQimMAkNqklS5lFQqmK6mVJOjvMvZ5X3fTEVBttDGG4NB7B84CACak0Ww65zz4utlBCNvcWFdSUuTffuvXhsPhe++/P0uLtbXV3cm8mXTv3r2zf3ycpnmSNKIgOre+FAtx/bLsNLuc8Tuffvzg/6XuzX4sy64zv7X2cKY7DzFkDDnPmZU1sUhWcRBp0epWq9WyLbgbsNB2A0bDasv2g2E/GHryP+Bnu9s22i8ygYYtURTZnMUi2WLNVTlVVuWcMd6IO997xj0tP5wbwSTZcr9YgJVIJDKQGRe49+zYe6+1vu/33b+D3EVRNJ4nWusyJGZ7e7seCF941WpVev4sjlUcN5qt/iTJsrxSrR/0dqX0rC3KwzQMAt/3641qf9RfW2pzzipB7c6H71VefblVr2vnLly+1NvvDfb3l1qVkqyTJslwMNx++PEjZgWHWx9/fPLClVjZPM8AkOWZBDYeT7kXzeP44sULSZIkSTIcDmazKUvSehjEaQqESZIxC1cuX//wgzvGjmthrdFeSbPp7bd/htyvNTpcBEGlcenqC5UofOvd90gXO08fteq16trK+urKl15//eGDh2+Px8PhwBMCBW+2WmEQjEajIldRSKPBzs72k48//jh69VK9EVy89OK//3d+94MPfrzb62nrXrh26dMHD4fDvmTu4zs3Hz95Bszv93r9g33fk2SM7wmOODg4EFwE1XphtB/VjDMHg2Gq1NlzFwaDwd5ub9zvn9lYOTzofXLvDpO+77FAAGfgMZDokAwsTm8E4OURQuSACMgu8ox+nQ5EDqxejEcIEGjBRCvDHEpXOxCiRWYRDQAAaSSHgILxUEpTYehIEPiczcfDh3duXb165dHTJ3u9Xmbg9Pl2rnW93fGi6sqJtXqzQQyVVrqYqXw2GQ+aJ9edsWi5Uc4aV69UOHNnz629+MKFeVDFfM7A5gr3dne+/+bPmRddunyt0ezs72yBLt5+86cfvP/urVsfvXD9ahBitS7n80FWZCBgPh4FwBDQzocUa5HOKpUGyxO0GooU65XcauASCK3VQqKUTGtlrC67GtbaXu8wjFqzWcKEj4BaGSGsMowHATJPiIBJmU50v3+Izf00mSdxDDAy1hBCpvL2UrdS4zqbTybDw7iYjSZb29uVSiVLEk9KiiJrVBRFQkpDVikLDGu1mrUUVupppnNlrbU//vGPozCUUnLOR6NRvbZx8dKF2zdvfve73x0PBoEfdLvLzWardzgggiisbWycKuLJY6Qo8MFabc1c61zpU2ealy5dKooiiqI3vvilDz94+9nW1oXz54XwOt2lr37lK4wJxuWJjZPW4XA8GQzGfuAhselkVvFYnmXOuVqttnbyyt27j3vpvMzZYgzL6Lc0TbMk9fzA931TOCFEGIbA/VmcJEnm+wEXBADxJLn3yacVzwNgKASQw1/OCygnTJYAkQ2HQ8ZnxlliSESCcWNMnilE7hw4S5ILhkJb69ARETIsKw72a3yNxXUOHGNMFebg4CBJxrVapVatEFF5AJFDrU2pJgVg1jrPE4xx5yxjJQqbFUWB4HxRBrctjo/SR4aMlZLJv300l3Io9/wpeEzvPP6Sc24BAdwxAI0xBmzBAeeE3KLneeTgl0RriL9ME4DjfeUXxR85AiRniaGzgIwbXSw8UdY5Y49ju2GBakQEwqMpykLxcoRt5UfOytRCEIQWhbLMcQ8AUq04R8497gshBCfLnLbWSlGAX42OZjKlc8Y5dzBJINn//g9+2OsfkmDNdis3utVpV6vVSqVy6cLFF6/dEFyePnW23Y5u3vz0e9/73sHBwXw+nzhHRLVajXOecvAEMLBkizLZ1zkXVapkiDHGkausyPNcVoMFZoAW5j2OjLQ51iv/grznXPmZF0WxGMYClQy6ZqMRBSEDFnt+ghkSMFo8MHAOHDgUzz/1RVVzlD1YHhACjMsLgSDIcWsEAGfcICvzgAgYgju+HpXTSrt4CUZkOSE6cCSs49ZJT4ATgQIPZBTUaipOMg1CeLPcMOaklOBXHNE41Z6Huj/tj+Ly3SmlElsks2nk+WvL3ZeuX3vx8vXV1dX1zY1GFzMDcQoH/floOO71erv7vYODg/3eQaF0q9WqN1vlXDSOYyVk4MtASI/z3WSu87RaCTgHRkRWE3nGkuCMjvQt9mj7WJyXeITftAoYKKXKoRMRMMRSE4tUcjPYr+w4vzLrW9TzQoC1zrksy5AzREQGDBg6QlyUagSlEJcxzsiQcWY8HdWiEAQ4ZCVsn4BBCZsFVmJ1F3RdtAwNguVAaMEpvbG5GQXhNM+4FzpE7UhLTwhO5MgYa40s2S/GWGssMWJeIWQ16LZOrBXahs4x4VXrtfF4nMSzJweTW4++Mzg8MFZJLgTnURhcv3r1xrVrX/3q165evri87M+m+tnjrb29va293YePn2xt73z40U3PD1fW1vNCEVKeUJ7MrYOVTlcI0Wg0Njc3u90lV7oTlTk4PHz8+AkwFoYhONtoNJa6S0EQJElyeHDgrGML6E2ZZV2eIoTgcPGn4wwQrXOac/B9wcig1cgAGedcGOds2Woi5gCQgDOhjfaFZFLmhhQxL6oRoAYGwIlxAChY2DrRDYIAHPUGk7ufPh2Ph3EcB0GwtLR05fKVS5evnd5c+sIXXj44+O1eb39vb7ff77/77ru9fi8IgkqlQkQyz/7vr/+fP/j2v24vLV974ca5C5fa7TYXWORZkSYAkBjK0nkURZ1WY2WlMx0PLl++zKVoNapcSmOMxzEK66PJuN/v94eDRrPZbC298967hVbWWgIwxsggajTbYRiGflAauhg43/ellMftT8m4Q1gkmAABAGfIgYHTukizON5++iTN8itXrqxvblprkyS5efNmkiTlMRFFkQHT7NZardbq6vJoNHr07Ml8PudMCiEqlUqn0wmCgFxx0Nvp9Xp//x/83tLSknNuOp0+efJka2trOp0e9Af7B4fK6OFwmKapc+6VV15BxD/6oz/Ksmxvb+/BgwcHB73e3m4azxlit73kMbfSbm6uLRPjvX7/4aP7Xhh0ut1Lly4MhuPpbC6ECKOIc55lmRdEnvRTnaOlssVb7qVa61+/JZQy63L0hovxv/OlUADtZkMr5QvpScoVGZ3rovAEEwwFQyTiyC0IAmTIRBBaa/0w9H2fcZ5mWb3eUlpZa4ui2O0d9PqD4Nn+qH+YxTMpZK3VPnX24suvvfL6K9c60enMbgAAIABJREFUEXVqnJWe+F/7FQSBEMI6uzjpsCQukiNb+kJXV1fX1zcJkJAHQbS5ts4ZDA72h8Ph7u5OUeRB4EsplpeXqt32vU/u2k8++dzps8+efnLY6z95eLdVq5ncgAFEtE7XqlFexDpXJS1sd3eXGEfE+Xw+zabj/p6QXprnzrmoWr+0unkwnAwnk8l0HoYhakhVWhSFKnLMM+X05qkNncbXX7q+/+RhFHqf3L37G7/x5RPr68a63va2z3ihVJpnnVozqtQ5Y2mSRrWg2+1EUWSJCCHLEmtJGbve7BpjptOp9PwwDB8+fHTx0vl+v4+MrFKBDJJcL3eXZ9Mkn+WnTp9XhTOWtzuraWKqQh7uHbaW19bWTz55thtF9es3TkyGg2w6nE9n0gsqtbpo1mejQf9g79L5c8ud9r1797a3th3nwDAtck2u067MptODnd1Bf/ubf/71h4+u/yf/+B8lxfwf/P7vcw/vf/LJhx/tVajByNYjf+fpo6WN09euXL5z79N2s76y0q2EnidZt9NaXuoIzppLS/XOcpa7olCe5zVb7RMn1uq1+s2bH5KTh+k89P2V1bXDQX9lZc0PAxkERmXKWku46H4DI2AWwAFkxvqWNCADxhZBtr+61C25wlgpGSuJGvD8zRVpQcx2DpljHJiwyIQFROSME4BzqDWlSXbqxIoztLu9F/rR/fv3M11kRT6cpevOfvrw4dUbL50+f96p/MGjh6dOrrc7rTsf/YwZNRkP9HKXWYZW2AJ87m2cOPHlL37Wx0J6er7/KJtPksng69/9HgE/cer86uaZs2fPBVFVCPGX3/v2vUfTg4N9R3ow2d3r7aXptBL5nqHrVy9tntjI0gIAzrdq4NnmiZUgbAT1+uXNzf7NARibqSIUnlBUQFatho6MNsXy8tJga7K5udmzKonzd955H3lIjuV5HkU1V0yq1ZYOG/Mkdw6F9K2zs9mkEk8jPygqlgCMNcYZLvmXvvzlSuj2nj3ce/asP008T+ZFEXgycY4QuCeVzgnBD/xQcGUcALTb7el0zkRgXW6c0loxxuI4Ho/H1Wp1Op1Wq5fbK0v1anVnZ2d0OIjj+Pr1Fx2x/YOh0U4IKbicTicqy7TKm7XK8vLy0vLScDgJAu/y5cuNZuvWx58Ak2FU8Xx/ZWX1i2+8fnJjfX9//7vf/f7yyuobX/jyz995DwjzXEnpM+Aq1z6T5Jw2BXpRGHkENstjgaG11uiivbRUCaP5bOB5HmMslME8i5l1s9nMC7gQQnp+EDUAbb1SW27jdDTZ3+vlhTbalxw9z1tEkKKV0h71oB0ii+NYG2fJlUJEwTgAKK3Y0YZ4jF3Issw5BxyyLJPo819nqpQlDFEZdWONnk6ncTzLGvUwDJeXu2EYDofDIAi1NoyJIJBGO2PKWBNLZOWCJGc8IYUvAJxSmjHhnCJjyf1NVWTib27GV97Vj5lmeDSscM8VVOXnu/BcMkaL0xB+hV/CGOMcOOfGPZdyVk7xnGNl8OcR+4XRc1XfkVfhuWrTaMY5gieEI0dgj+7Qx1DQUnFIz3kO6TkCCiEQArPILXIQHkrPoSRBrXrTOuecM9ZlyiI4wQRyyaKgIkQQBCVJvLx8EJHRulOXK8tpWG10ul2NlKkiSVNVuDyZ/GjrJ/F05gnOAZxzX/va1/7rf/aHYSjn80xrvbW1tb+/v7u7e3Bw0GnXPclUnllyTHjA+HQ0AgdCiNALwZHk7LiQJjrKEjkaQJWfT5bnrVYLAPI855wvLy9/9NFHZXZFEIVRFAkhtFVaKbkgtuNRxYgcFg9So/zlE8Bxxsu6cLHVIwpwFh0nMs54ggVSKLLsOZMbI3t8OJRRCVg2xomIyCIAkUMBgI4Jwbl23KEwxOZpkRaWCZGmWXN13VprtGHlAlMKpVc4IuWEQNA2jjPhi1q13apV42n8zW98a39np16vtdvtjTNnL1271l1aWt9YW+02L59+qVLxtIE8148fP57F6be//e37u3vr6+thGFohTZ7NTBx60uisEgUMyOgCue95Igr9vCiOF/yxPvNXiCycc7BQLolqpfFcal+5B9GvRzUopZ5voxxryY6S3NDYkriNx+4+B0RggSGU3SMCxnlZzs2ztNaoOI6AnKAccZVVKV/8VyDnLBEgWcYIyXFATg6drkWeJxizC+qNdTYl8rjHGAPBiDHHIS8KTwjpex76RKR7XPHAa3RJO6e1IRpnJnWcV9uSI/lRc2VDpbGxBokYuE8ePn3v/Q+tLgIpu63mhXNnv/iFLyyvdH/npRvVajXNkn/1f33jww9u7vZ6STzPC8WE9DwvqtSUUkVe3Lp1a29vr15vrp5YbbVazVbn2rVrq6snnm5tzedzW+Tbk8mn9+5VKpV2u13G3pWiJVau86OCfWFvQefIAC7wSwCOcwRdMNJoCZA7cM4644AxIZAzxhmyTFtdFIxHIRfEpPCioii0tcZqCwwZI+RVr344Te0gkZJXo8rGmbYMamI8bDabkR88ePT01s27SZL8y/+92e12PvOZz2xsrH3ly1/aWF99+PBhr9fr9w+m02kxnugkmWo16PcfPXxICPV6rdlsrq+tbK6vLi11186+mGVZmqaF1pUwdMZsbKxPJpMsS1nBSqL34WC4u7ub5jkg58IjZPM4jaoV4aM2RviB0mZvb48xJrkQgkspJcfjuJfFumXEAWy5gAgAHEcka4Cs7/vVWuXyxYuzefL08ZN7dz/2w6DVar3xxhtZlhFCmcw2HA5vvf/zWdLyI2/5xNLFK5c8zxv0B/3+YDQajWdTNegjmW6rSYSffHL/e9/7QaVSWV1dbbfbp0+f/f73v1+v1yuVCoJaWV7yPG97e3t/bzfP8//qj/7LV1555bOf/ewX3ng9CAJ0djLob21tPX74+Pat2zvbu7VatdNdWtvc3NjcGE5Gg8H45z//uQP0/bDVaimlZrPZidUNR6UJHTzPq1arx6hq/Gvas+XZdFzyAYCz5vGjB9ao+WR86cLFerMjEGuRdI4zBmRyMFpIYa3h5IAcGSo92JVKRUrJpeRCEEKWZdpZGfilRNzn4tzpM4xskqSO8PGjB0+ePeGUL9fxsy9eunH+H/sB//WMtaOzWBFp5xwXQjBkjGGpHTCGMZYkaavbPX/+Yn8weuedd5aXOivddhQFnPMkSbywOh6P1i/eyDkCwJmzp0M/7Pf78ayHLlVpPh9NOAhrDOcURiIr5hH3LXLOeb1ej6KoHMf5ohZ5CIiWyBA9ffasubxGKIMgWF1dvfu+tlk2T7IqinLrS9N0J41ffenao49vVyUOBoMXb1yvVyufe/Uzf/qNb05H41oYWOmm06nwIq1dOplqrX2/UWZy1ut1KnSuc2OUtbZarfq+z1DkmZpMppzz6XS63D1ZrbTHcV76V5kjDrzbWVLK+EHkeYHvR8paL/QRuVbGlwER+EFlZWV9d2tba9tud3NPZFm2Wa2DgzxOq6fDM6dOeoI/e/JUKZXmmZSy2W6dWm/Hk8PhJOntb7W6y++8/+P+5NHNW+//4R/+F2cvXBe8/da/ee/RwwdJlnmVhlepLq1vSo6NWjUIvEDK/d1dq5UnRej5URSUjRitdZKkRFSt1dbW1vwgyPMsL2yz1tg7HJw8c5LN4qdbOy9+joEQTvEyapgLzgAImAE0AA4gVs4zTgFILpGMADS/1kLQDjJtHOPl2SUWw73ySlhisZlBpgk1MY1cAABxLKGFANah0gTopbk76I9azaWou/TmT354+uLZ3NiD8Ww6n9XmMy6E9D0DttGoOedm8xm5nDHypXDacB4CCHQs9ANjVKMRjXr7d+88K6wEre/dueP5werGmVMXrq+dPCs4PtvZ3dvZ2d/dyTQHSUmSz7LZ5RfOdtqN/Z3dh3cf3Dh/fmNpbdKfBJ5nJwNZQNfzJedFWqy32iDQE14xzwAlKSciniTzqFFvNBrj4YEQwjnoH/aXu12hWaJ0roowqHg0i1PijEkRKmVMXiilAAjQKZ0JIaq1CFk1DOfOLYDV9VPdMAzL/tpC/mYKYMgEt1aVdwAppfA94QAZazQaaZoDY2VDP4qilZUVbczGxsZo0FdK7e/vt1eWPv/5z//pn/5plmUvXL9eFEUQRFLK/f39KKp2u6ISRp7nJQl5ntdqtbqdrrXAg3A4HBZKz+NYG1pbX3/981/4e7/9dw57vW9+81s3b968cePF27fvbp48x5BHtepgkoRhpbwhGmOsdQyQyKVpjEicAWcITJqiEEIgwyzL6oEPBEqp8pp0cHDg+QURcS58H4siz1Wu4qLklJZiE89jJU4dGR7nrmmjjSMpPd/3kdk4TbRWzjkGyHmJt8JSIfUrnLxf2Gfg35qZzJCBo5KZ6sIwTNN4MplkWdZuN40x8/kckTuLpXq0vKQdMWYcYnmJQ8SSk1+iv4gxdlRSsr9VVd9x18daa6wxBiw7JhmWd9PyNlz+/Rj4yRgyQjya0R4/hlLhSYSlTs4a64AQgDsHbqFgK1PHS1B+CVVEIq8Mfzy6IhOR1cbzvCDwyocsBbPWHVV4iAgCHZE9CsjGhbGqPKodMrBIDIXMtXXAgElDIKWfFpqAANARI4aWoDzMANEAFAVMVSGE8KqdcklxYypF6ux+PCvWN+rpfNqod32/KDVOzrpgw/MEOZ07Z+/cvvXB+++V5KVGo4EIlUrV8+SNF641XrpSqda4Jx2ABVDG9gejJE4mo/FB78BpJ6VMleJSPM8Csc6Bc+WyllJWut2iKJxzjUaj1qiHYXj+0sVy+3BApSWGG3ZidfXgybM0ToIgqIQhEnBkgqPkwnBrWQCLjIiyNi67Fc6BYwQLgbLLAoGkTZHMGVElDFyW8udUuRzUkWhkobDljC8qTFykVBfkG3AoGJM8t2SIMS+0ABYN455g3iBRRFBSfBggCJETMgQHTlsAR8pJHwOdZQkpZvDkiTMutafPnDbW9Lb29/cHeZYFvmUuDoIwqlSk5zebzXa7U2+2/rP/+Hc73W4cJ0mSPMtAZUUax6ZQ6XyeZ7kQmGSZEyZ3KKSX53nZrzpuczx/LzwSPDskYpyVTktrLXBhjAGOQggksnYhz31eTf48AtcdOYVKdqWUHjDnCBw5BEdknSPHrGUEbgFxZ4iudPoJyJwiwXOrLYssARAv83QJpbIFAiMgQA4MmMslKUQKGGfOeWBMGlNpOZXMKMMRwBcaLJABJC7AIoCHGowlIOeQyElJQTUDP7WFE5GxjnmiVus6q3WR+UGdnK5F9TzPjC44QqfaXD6xNhkcZrNpYemtd97/6b/5K87wyoVT7Xa7Uq3/1t/96m986Us7+715nI2ms8FoPBqNJ9PpeBzXG/VarXb27Nk4TpMkSdP0ydMtPwja7c7q6urKygqaRUqB1lqpYjadIqDRmnMOi4mIRbAIDMEh2DIOm5xlSFIwckYVWVWwkDlNqsgtCsm453FRAjJKAy0yaUGh8LjnEXLggphhyIVAwQRygcjzIveqERFYoxJtU638Wudke/lgf8+SaTSXVpptIihUZvLizR/9wBgjBFtfX1vfWDu1sfqZl6/lRX5CRP3hKM3yg8FwOJlu725PppODvWdPH9xhjAJPGm/5woULFy9d8nxPcpxOx1vPnjSajfIaoZR69PD+LHYl6tABWaB2pyN9DxCNtcpoIuJMVCqVssVVhtoj2eP0l8XIC5wD4EiuZOISupIwKYUnBVg7n04El+dOnxJSSM+bxfGjB5/OkhgZM8YwwZVSJzaWKpWqDOCgv/vg0adKKcYEAKtWaq1OGwAqgTefjnf2dm+89OL5ixeEEE+ePLl5+1YURddvvFBKmLgApZQQolqtRlHEOe92uzs7Ow8ePChrjGY17DRq1Url9MnTl86fLwrVbHfyQvVHo3gyMkRCsFOnTgFjea5LynGtVtfaGGcRuXPOWvI8XwhR5svh/5sohwDdkdmZkOj06VP/6R/8ge95e7u7t27dLvNRjXVhEKFVHiMwCqyTwCUXxhg/qs3iufAC5FIpI30vSRIufYGotdY6Ucq2mr7VBSL4Ulhiy50Oel483hdIoe+Hnjzyqv+Sr6+s+oTg1hqlFCmIAt8TjDHGGYvC0BhTqKLk06yuro77gzDwiOjBgweTyRgRK5VKpVrhHD3PO3nmdKvbzfvjpaWVr/17r398693VpaX5aHK43y/ynAsAUJWa5IalyhDlvu93Op3l5WVmcqZik8+zLF9ki1Vre3t79WZXSHn21MnvfJNEKQISgjFmtR7PRitLS3E839vbeeHiWd8TnWZzPBr+b//in+/s7gmGSpvMKmGx9AFOprPA90ej0d7eliPKskz6YdBq5FmhLfN93zko3858HrdaLWNMtVphSAh45dLV9sqJSZqmieo0u9/4s29aS8ZSrszKylox2h0Nxp3uehTWTqyu33/0pHfQ39vbv3jm5OuvvXLno3efPX44HQ3TNJUcyZn9vb07d+6sri53l1dOnDhxcHAQx3G3tXL51LnhdPbo4cfR4bNXXn/pW9/7epymP/rJj86feunGi189ufF6//6f3Lx15/7jpzys1Fo7vd5BWrje3u6LN67ffuHabDpdXur4gVRFYfS01l6K43i3t1+Lokogz5w5IyU3xnRWz108d2rn2YPH2/ubJ0/evPvxJEk3GZDwlHNFaRZBIkCDoAEcwjw3vrKagCEDYgigfq3qS62bK2OFt0hQZsCPBFVuYXMHTZA5SozJrPU4D5gg4IvWGnJCORz133v7vcOd7XZY3Xr8wDpqt1vE+ME06Y+GF1940VgTBMEkncvAl5Jbq41KpJSh72dp2qzXJPMEl8vdlWG/P5uMDg93h4e7n3n1i08ePrp86cJ/+9//frW18t7th15U/8F3//Xbf/mda+c3fE9qLAoorrx08crVC0rFCM7z8XOvXl9rNvRgtO5VkcBo/ezeQ5pbYNHIGHnmVMS9ZrO1N0nAkYfSSuPIKFUURebIhmEYBuJ3fud3knkyGMZ7h5Naow0AShlAFs9TxnMCpoxO88zzvGazaYxWOneaDOTloW+MefD4/lInKCGdnHEGaJ3Li3RleUkwGhwkUsqyJvSjUHpBtV7r1CrWkhdU8+LpPBnnuRZCLC8v3793O01TY6ovv/zyT9/6q8Fh//Tp03c+urW3tydlUK21BoPByVNFEAT7vcN6o95uN9NkzhgolT958mS/d/jK5z6/trYmgoCeblWr1afPHknGvvf97+1ub1ulwzC8d+9emhXT2Wxvbw+F6HQ6Uvie5wdBBC7Do8C2yWTk+TwIPbJgFUkpkzguRfIAUOR5q9aycW6MEYw3m81cjbJZ7gU+ABhtwkqkgBVmjohBEHBe2jHKJFs8ItILcCSlbDabWa7SIndGK6WM0lLKwPedI845Y4vYes65F/n5LGXAgyDAo6PtV/RWjJVFY1mbOK2dtdb3ZJZlo9Eoz3OtdaVS48wrDWWc8xKlLoRYcJIBjDFKKecCzlFIz9qccw7Iy0oH2P9vfX0LcMdzXwIhkitQIqDTzNrEJGUuHGNiIdtDtJYEl9LziIjnqUemVFAxxplzNjF1z4NUIREYm2VJd2NdhML3ZWZUbqzwPIUOOIIjcITAiDMlj20VYIwu5ZSIrpSRGGNMrsCa5aWO5CgEn8VzP6rYBezVCWSOMXcsI12YU8o1RAwZAjJAqwrpgKdq7WS97pi1VDAAyRFRWkBDjCMIJLLHsH7GGJLm1kkpGWeOMY9Xp0lWbXdlVG2GkReEJaUUERnj6MBY40LnnAsrq75z4Jy1dk4ABLMYrM7v7z559IMfddZPjFRqOfqVsBL6J5rN8yfXP/PCtav/8D+waKbxfLI7Hk/GT7ee9ofDdD6bxFNGUI2iuTFViJsiLwSaVIVhiEiqyD6+e/sYNVuCXoIgiNrmhYvXi/ng4UPTarU180VQ0xyMVUiKSxcQe76wXIidrEYA6XmljlnxukeANuXC085CJDPjYqWRyZAJZplCtyhKyxYAY6pYYMQXwdBCSEgYOF9IbgoPpUeKGVVo5UkZ53PhBf7CVFiOcoGIgHNtbWkf4lxo4NrzC2c1QBiF6Pkj6XeC6mQ6o6gpZaiFVmQQulMCTBAS4OMs2B9otffPv/4ja+3qymq9Vruw5J09c/LC2ur1V260fvuNjbXGZJweHB7s7u4OxpPpdPpgP3t8uKctMOkb65qNjmEsN6AMOQLiknFB3kiTUTyAIJg7FkgvB3SCcemTtmQEWsWwpBE5C4SMMU86AMY540xrXQisjBPSljmSFixZIXhhtEMgsI4ckgXrSQwRkRgxICIjOXFHkkFT+DwrKo6PrWWcs6Oml3GGLUbciOgQgLifWRF4sgBX8b3UcSsCi5wYKaUFkwxRGP0ruwMjfpwiyBirghCzcWCXtXAYBVmh0TqnCuZIcgmIlguhROjVDC/j5Z3nSI8L0ahffOH69uGhEgwQD+e2NzJqN/6zn/wvKk98Ru169dL5My/duPba1aunN09urlWk9PqjiXG0tbO/d3A4n89Ho9Gwfwjj2XQ3BXQPZ1ZyUY0qzXrTKkPa+Nzj3Pf9IC2ms9TUq2Elqqdpiii1ZoxVjbGOgMhjrGtMNJuJVjXKDAfGgPtMSkJmy+H2YkxtjGMijCyRI+IcPYk6twwtES0clIiCSbIaACRDQs45j+dprdJUmlfrTWX5AUsQEXyOKCkMwGFcFNszu/3xLmNs/t4jRL51706lEnZb7aXlzvqpM2987TeXltph6PcHvcePHx7u9/T8oN2OdrfeuXfv3vWr11698Nqf/R//ExLmWR5F0eXLl5eXVzc2LzYbSw4gjnOUWFi30lnZ3ttjYQRBZIm0UpKgTBclBuScEFw54H7oUFoQAMBcIcokAHBkHZH1BSNrpHENyTCPlzqNWWH6/f5wMNBaB9K7cuny+Y2TzWZTMHZwcPD06dN55dx3vvPtGy9cvXD29OX1C6ury5VqSADPdncnk/leb//W1rNqtcK4fOvtd1utFmMsL3R3aWUymQwGB1rrIAja7W61zo0xxk1Onbns+/7du3fnc0XEAAC5TCiMZ5Ynydv3fjo8PEyn04CzdrN19tTJN1577eUXXzLGfOvN7+zt7TkLetKLKB1u37t244YfVObJWARELpWiUKZADo6ctkagp3JVqzWIgHFRFEzKOmFRFEXgh5yjKRQZi8zr7Q97vcG5s+fOnr308ue+nDnwPO/u3bvD/sEHH3yQIosC6ZxjAIioM2vJOckNA4Zk0DmrQKC2ypbZSMw6UE4EDIW1WvoSAePCSO5Z5jkP0As1lgc/PddtY4geAg+CapElyPxuZzlNpmQ0gmSEnHGnSBlF2k2Ho4PdPS/wGytnltdXitlgf383TWIRhH6j014/SzJyKg8prZrZ0M0YL269+7OlRlTMBrPZZPXkcr3ZVul80t8PJRgIdK8POosHW2q5EU8GYRgyLjCqekjO5RwtCIJ6LazVk3lx+tz1WWKlcywIZCR6o621U6dZPK0td7hWJzodnRdXrl7fOzggorfeeavb7abJRFuTKnrxtcuOYRDi/ftPNjorg/EkVbywRgRBfzbe6FTrjdbBYJoV83qrQsCcK1Q+9bAQetZ7eJdsYcTSQZwH9e5/+Fuf8wX7l//ifx71789nWygsD/29Sdx0GEo2nc8LspVmnUBJl0k7q/t09/atn/zVh59740uXrl358ZtvlvwKL/CJmZW19sVLJ5eWui+/em5vd3fn4HAnm5w6uTyZ9h7dvbne6lxde+Xuvfs/+9ZbH8i3/8c//u9euNr4Rval/+iNf/Qn//J/Hfbj116Uvb3tAMytn/yrqNb4p//0d9/78EO/4YeNWmtlaXf38NK5c2+/+8HeoyfdTmvl0vkn/UNma7PJ6Ku/cxGKdHL4cKN98dVLp+bD3eH24+LsZhgEWhP3hXU6ICB0CBwQLIFwpJOUO5AcGBBpI1EAHHMDgAACxifacEBGIAWSsUfXQ4Zljx6QI1it+73eqZObjHNgxqrC9yJGrIlZmo/6T27dv/3R6vLyg63tv/jWN15+5XXyOl6QBmxo0qTpgGWB0xCn8ad333/56suebZvBvmgvMY8HkddcqgmRLDWtp3emO1u6mC3XKtnI/+iA1VZeeP0Lr6+eO23ybLz34K2f//ydt99JC73Tam5PXBpnPgteuvzi5QsX33zzhwfxxA/8i6+92lOpqPnhejdXBddXR6n1ctv069P7D7sIUazmj7Y8Z71axKOainuSc631n/zJ17/8xS8028s6nY1n8YnVlUGcYAiyysP4YBDnjreTrIifPrxwasMXKCp8pqSbJJtBFcKwd7i7euIcYxPfC6KgojLjybDbOREG9b2sH0YNjykZSIYkuM9Y1F3uFHmutPECvtpdslY78OutZc+PRpPbH978aHlpda+3OxyPCAWg5CJkvLK5fvYv/uzbF86fRWuCwCerWrWKYFBr1N754P3u0uqTJ8+yOBGcV6tNz6/sHuwPJhMUzIEWTF6/eqbRaDy+d2f3sOcJRum8XvGyLBsf9KZpcf/uu4bJIrGEAUOPyMx1GkhwgktCsqwuo4FOtCULaGu1PJkE1lKanmjUpuN+GFVnJssRwqi+tnGu1e5sPXu8vrpsyDBEBqSKWNHcQAzCKAdF4qqNCiIa4xxaLpE5DohOG98LgZjKC1Pk1cCbFUWiikq1bhzU6/U8z2tRUK9UVJaMRsM5KOBkjBICAz8QMBUlfYYhMGFRk7WCc0ZoyQQyAGKCk8eFQKgHlaqIsklaIHLmAYAxinPuB6B1jmQ5kkC0VhvLPO4TMa3BkwGSM7rIUiUDFoQ+oCZABO9vx6yPrCVAIVgQBGUWg9OKkSjhHs4p58jzAg5AViurgRhzTiMa55wjBkiOrAOrDBkrkIGlTFtrrbaWkytlcYwxdCUndMEpRADhkANngAhMMEALjAAD8XxbAAAgAElEQVQReIn2dFj2nziTzpFzxLn8BWNxob75d0dklC3GUk5zPHQ58hgiQ3yetfgrHI7jtkF5E144Gxlf5BDCwhyCABw4e47hw47QNAu6pnXOOS8KV9ZOLEe+FaicsUpnSt35+JO7d+/++beQe4iMrTSWq7VapdFeWt9kDBhj1TBMZrPQ8yPfL7L8wMB8Pt/b20+SWLjQZqnwfQ7keT7zBCITDGbTeZrk1Uot8H3nnBTCkx7jAICScQ7kNP568C8ejbGfCyInBsC5ONLucs65o8VEVwbyebLrryQWLAa/ROTIogVrHS97viIrcqN1mSyIJagGj7PuaMGddmSMdZaU0kz8IvGppAT9wof6nLl0wdlEZARZlvm+3+12icgP/LwonuxNnmz3rM7BqmG/JxicOLFy+crFV159pbG0snry3PU3GpVW++HjrXfefV87OhiM5rPUAiMUiAysAmREqUQmiHGjfLAVDoJBYlOnEoFCAEdOBGSdtc4KZEIw6ywDQCRExsgKskG1CkIocpqcIQTLlIPFiBsdoABiDhbuPgdUiiscQgkcIeAOkAMhWXDHye6Oly7E0nxfzikW4WMLYfbiSR0v+L8G6XT8kZZNlOOh0EKn/W+zGeERc6L8Nyk9sjYIgmazqSV3RMwnDgDU6Sy3yBkOTmXzvdHw4MdvAjlV5IGb5UqfPX/RD6Ol1bV6vVmrN25sno6iEEkP+gPn3MY8n0+m48E4j+cqL6zK0RU6nUlG1UA4pDQdh2HgeUBkiSxnJgjQOZeliXOp4D4XFrkQwrcIQnBlrbLa8wMiJAQEBkQMAMlhqdhli9w9ciXIbOGcAXBHsmso0xgcFICaccOYWfQvf9lCw3kJUDFSyDCs1Ov1fLjUaNSds0mS3Llz5/adm5wDkY1Cv9NtMcb8sNbqroTVJuP+xUuXTp4598/+6L/54Q9++OabP93p9R9v7QIQ86qNRlMKP6rW1zdPtZZW8vlQoubMpEXBGPcER0cOiUmOwKw1CCAQkBwjy2Ch2HfAAMABJ2QEzDFumSPShcVUuYPBOClUrVbrdrqMMcl4PJ9PJhOVF+Wml6ZpXKh2pzYY7h/sP+GMGAPnTKVajWr1Sq1eqzdefuXFJE53d3eFENPpdDAYVKtVIvI878KFC77vl+uu7KeG5bSqKNbX10vJUJqmWmvHMC0KZ22lWqlFp+eTcadRt4UaT6d//u1v//lf/EWjUd84f/LMmfObp05J6W3t7CAXf/Znf15oK6QXVSv1eqOztAyk4yRuNJpQhqVK0DomgjCoVyrCmFiD9T2B4PIkd9Y0a3VwpsiTx48fvfryS6rIh/3DzJLn+SdWumdObSx1O++8/XY5JXFEZRfMGleaTskRAgNChqV/SgARQ84ZL6OSgAHnHAg9iUJKzjmSVUrhX2PKKBmelUoly5PZbCY4eJ6HBFmaOmOrlQr3vFIkxhhrtJrnL19cX10e7cu95e7hIY0OhkuMN5sdr9aO80Ipt7PX6/V6BDiL01rApeBZnsd7+6I/bFTCIAjT+XiazJMkKc2QWZYCwGg0cjojVwinrUqt1bX2chQFBMCFuHPnlnPWWNWsRs1mc5rGSZKstld3dra3nzyMPNGITuRZapS6cuXyzs72aDS2RlcqFQN60D9sdTtpkly+eHGtvTQbjj75+J4FNx4O6+2GUsYa8Dx/NovLwJhmszYeT+az2FqwlpqN1jiF1dVVYPydd949e2rj6tWr77/7dhzHXFSIyPe8ZJoqTUFYiSp1prWUXr0WVINLfhiMRvOoVs1UMRyPgGG9Xk/S5NyF86+8/NKjx4+chSRJ5vNpu9PJtev1Dq2xgossKX74o79EGQLzgzAo4un/8Md//KXPv/Lq3/snVy6ef/3zn/30zvsffvhhs14REm/fuRs1W5eu3Wg027mjfm/PaeUHwc5ez4+qq+sbRqutnZ04jtHlldCv11vPHh6G1fruXu+TBw8R+YMHDzfOnl9ZWaqErLAuKvvWyGwpdQAgKI3mpfCdAYFjz3v5AY7myPRLvxEA3SKWeYGv5pwzLhYiIOLIgAC1sVrrPM93d3aa9VqepQ8f3Beck3PWOussF8JZRkSqKKbz6dmzZ/N4oJQy1vIgWN3YIJTD0VQDsiA8efYccX93f8cTbjYdnNg8E525EPmeFOyH3/v+J3fvjIf9Dz/4cB6nudLD4UgVutDKWT0Yj8bzCZdM5xmaYrizu7m2ZgrdyDFUTDi34VdPrCyBge0HT8A6YEBAypFQivGcIZaigO2tvclksnRydRRPdnt7r33m1S999Tc/uP1xfzAe7T/lnFtnpZSeo3arZYxWSgnBfN93RGtra5NJXI6MlFLT6bQoivF4jKbwfX+p2x0c9Dnnvh9KKY02tVrtzJkzRuskmR/292/fvq11cWL9tLHWDytKFaWwTmsdBmGSxMggSdKPPvqo1Wl86Stf/uCdt51zu/t7K8srjx496HTaFy9d3Nzc3Nrdk5401gJyZIwL0Wp3D4fj23furqxv/MZXvpJrHSdZtVp98Ok49CWawug0SRLf9zFTRaEK0sYCcK6LAl16LJksGW4LkjxnnHuxtY4cALPW5qSKovC9ADiXUsRJPBqNmq1Wt9shsE7ryXhcr4WqgNAPqp6cDvrOOd+TJamrnFgopYqiICJnQSnleV4QBIILKaXneW4+z7IsCKIkSay1xhNlNm/JEikKxwSrRBU/jDzP+2uUG4sb47HzbEEBJVepVklrznkcx8dqrzAMrbV5nqdp6vt+KUwVnFlr0zQlq8tr8C+iy/8/Z7n8DSo8nVMqN6ya57kjV6lU8iInax0BgAZgQIROSCmtceVojpBp5Noa4yyzQASMSwJ0AMAEAhkUwBgtWOhEgHZhqVw4RxhwsFYsjJbIGAIIZx0AQ0RuEQA4McY4EXAuiZi1jjNZChIRfiXG/N9R9Rn3CxSKw1/6FsRS2PVLr/W8XLjUWAdB4HmePZKWGmOA4S+0xc/DSMsCqZSGIluE/xprrdXgSDIR+szjDACcY4WOOEeyuYq1s47RzmhmDgdKa0BgCFop5mB0eOCUDjx/dbnb3tw4efLkH/7n/6TRaPR6vdFo9NZbb41GoziO4zhOk3nmXOorpXS9Wg/8SHBRCSMiAgecAImQ8Hle+bEut6zrns8TL9+OELyc/AghGGPOgnMOHapM/QKUelQW/goHyBh7VGOU9svF61tnAZl17jhY/RfpdshKqMRiReEiSotzBuCOpdvH4eZEhGVdBcAAj2PxiMgacwQWh4xXNOWAWIlqQYfP59OMRR9+uvOzjx70hyNEDH0Jzvzmb/3W7/7e74VBFFRC7gnjYB7b0WT85PGzXv/w0c7deDAazzMz6SunYu60ZK2V5cJqneS+DIALi8yXAoBba53OPU+W5RNnSJIZ7pksT41JlNbAiAmLaIDjUf8BCdgi0rsUz4Ir9WVAhEhMOCYcSr/8kSqnOKUg95dLeUR+zMwt43ufF6yWm1T5mT//yJ5HmAohSiB7+fnrRTVYUgMIEelotRMSK2GuAAwIEZXWxphymZUUWQcAjng1ZAge54GrWZVzhgiktQ6S/s1bty6Etd5wvN2fFUrFaTYZj8nZL7zx+hdf//zm6c1XNzedc6EnbWEPD/vvv/Pumz+jOElms0MHhIgkmPMM55yAjHHgqnk25Ew4M+OQRkG9GjhiDBjLlfI9z/c8W2i3ME+yUt4omQMABpYj4yWpGZEQHTICLCEWDDRSWVuWPynOUg6oGNeM66O2DwIgOlYyskJPam2dMYZsSePgnAGQMUZIVqlUtCmkZM1m8+y5U2fPnuGccafff//DH/7wTd/3RVQ/HCevvfbaV//u3/+9f/gHw/7gJz/56f37Dw57O1vPHiVJ1m53qtVwODycxnFneWVexBEyz/OzQpNlVhVMCul5oZRFkTOnOWjBKBCMHCiLBMwhOEBiBAA5AaAHTGLEKWp0VteXBM4n08FgEMdxMo8vnDvXaLVqlWoQBFrr8XB07/HHwjONVrXdWFJFOh4Noko9y3I/hKyY7N1/NhrNjYIgCM6cORMEwZUrV0rp6eHh4aNHj7a3txlj0+m89CuWoXnOuSAIBoPBcDh0zvm+z5ioRZVms1mNomQ+f6e3j4iVwFfGIINmqzVLkgePnwHAm3/1893dXT+stjqdPNdhtVoLvbTQO588XBqNNtaXlGo8fvyYiKT0fC9gwJBhlg6MHjPETmNpPB7lqvA8L5SeUnHFDxkzvf0tcgrAVitBCKIkP+skvXrh4vtvvwNUDo0RgHHuGWM54+QACBag5sXPCBAQEkcSyIAhMuScC2ccIjhthGBR5EshnDvK3v5lxVJRFFmWRUEjiiJjTJbNiAnf84UQyrk4SZTWJTRoOP5/qHuvH0vT807sed70pZMrp64O0zM9iTOcETkM4lJrSrLSane1XgOGDdvYSy9gYOG/wHcL+MKGLw1f+GIlrb1eQ9YGUYHSkNKQIidxUs90rNgVTp18vvyGxxfvqWJzSHlvvIC3BxgUuqtOVX3nC8/v+aXRLJ2fDqemLmK05Wx4fHzMglZeVNqQLsws1Uo5rY0KgnBp6dbWcj0fWaeXVtZnWaGtOx8MbTF3daENGEuM86qqiqpKkmR5ebko5q4qmKvKfFKXFSIqpaZFORwOZrPZPE2XGtw/F8Iwarc749EgCIJQ8CydzWfRxsZ6K0kO9vfS+WwyHiLQcq+HqnBaW62XV1eub18LgG0vrUwGw4vJqMiy7voKN2AJ4rjR7w8qQyrgtXZaUxjGjaQJyNI0H0/MD37wAxmE4/H4Rz/4K1tmoRKbm5t7ZwMgu9RpP97LuIyRB7V2UdzI8mJnfelkcN5IGiJQtTWV1WmWSSkn06mxtijyWzdvrawsL68sn52fnJz0GeNGmyLN6kayvrJ0+5kbw3GaW9bsLJ1f9MssPe3T977/VhFtzQan8+koVCqKRFmW5bSqyUbtlbyoy9pVOjs53CNbtpoNplR7eb29vDkZXBw+uis412VepdOkvRJEp3Gz1z86eHJyPpymcbt7dHA8m81ef/VZMsAEJ7IOfhJI5p/N3vGNjBNI+ukh2A9TtLihAwE4ROcD6/3WHcASIIIDZq3T1ikJDgB5UFsCztMsPz4+nk3HujaT0aDKs2vXtl599YsqCKqB3tjcTuKVVreXF8V5v7++fX11dTURiTKZvf1s0Gxax2PHNnevF8axsFGBrIif90cvPH/nv/sn/2T/ov7ed797enD4+//sd995+4df/8pXiqLmXOq6IseEUM12I03nyDErU+dMFMhOFEW122BxkU93bZTlVoDb3z9xq8CjWDkbKskkR8bBOUJmyfnYeSVVnueM4dbWVsjp0x//6K233jofjqd5FYRJWVVaa00sStpMqEajMRmNjDHtZmttubO63It7vaWlpfFEK6WUUlJKDxI4I6+yZoxFUZQkTaVUkZWBDMaTyWwy6Xbbq6urVlej0WB/fx8Qwyix1kopCVxRFFVdzmazRhxKKRuNxr/+N//61371V37jt37jf/tf/5drOzvG2OW1FTUvzs5Pf/sf/Kf7R8cqCuNGqzC20DYr6zBJNreuffzp3Vn2h4RieXXl2u4u56LdbndajdmwX1eplHI8HvsHfVVVZWVUKLQm0hVjLIoCJSKj68qhT35eRB9zJhn3OVVAwJhgnGlrpQwKo53VVZVv72wVRZY0tjY31o6O9rqt7f7Zk/GgX1WVYqw2VgRCKUWEVVXNZrM0zdrttrXkTUz+7krorLWcCx9957O4/D9doT4/bfqC7r85wWRBEwBRaSolUWvd8lGLZWEBPfj02ezOuSRJms2mMWY2m1lrF1UBuJiChJTexHg1Lf/chfj/T1EfShlKbmGRR18URRCopyyMgMgYeMGac9aQQ2ACuHQIHgX5wD3BmLGanENAS47zRUacL2Ima529onTQOYdA7MqG54mmyyHyUkaMnEtffECAT7Ful3Sa85sp+nc3Unw+lfRn+I0FJsGrPLenUz0uPyDnyAcwWgLtrAckzvm2+Z9Kib0crOlpkxgTKAIl4xADSVwIxqvpvEgzq2tCLgLFBK/IJK1OA7Es86ospQhjKTc3d1xZvv/Ou62mnT96+Pj+vb0H99vtdhAEm5ubr7/yhV6vt7OzY4w5PDycz+f3hkerreXHnz5KZzOuYiUlBlIDSiEYAQestHuakbsyoT39AWPMv0E/IdMunWlIDv1/lye9/9fLZuqf4GHGOAL48dnzRZxzpUIih4AOGJH9nNb06Q76q+/LOWcMwdFVcBMiwiWYB1pwlRaIEXoL0NWX+z+z0ioRygBJ8TrN+9Pcslmn18GwtXVzlRCk01TN//jf/tGf/fGfNjtt5+iVV19bW9+89ezt1dX1b3zli1HEWr1fH5zW+WD66LN7e/v7hdbjPD0dX9Rat6Mmg9IYFiVNS8YYQ9YSOcGsBfI3S0vOWhvKxHFPKi1uJMg4IfMp20QkkDhz4JWaSF58jIDOt6N6+OHMTzhoj+HdzzqY4Sp+lLHFAgIRiRz9DEn+/7I+uTpDnvpMrwz/m6iIn+T9CsGMtSoInXWODAcBAEVdgXMyjIEh5zwJAz6wmsTKxjYLkrzS42kqotb27q3hoP/WD9/58+/+ZbfdmUwGd567c/vGrWdu3Lh27dpv/ea3fvO3fq2sigeP945PT07PTkfT0cXFxf7+fqfTS+KgLuetWAkhBSaBcFU+rvIx9bb8AkFrzcgR2YU3Eh0CA0dM+KhbBujQvx/ghbbMKw8IwOdQoUMie5mBZAEtgEHw4eby8jAwAGLk9x20aFix1h9Fv2MuyizL6o2NtZ1r281mEkZhfzgyRld5/tobX006S3/wB//3/pPzLNv77vffbrXau7vXu93uzedf+o2//59sr7YOHu/v7e3du3d/NpuX2ghG+XzU6nSiJCm1LrIMMQgDwZGRqdK0jEIFToPRYGuytTEGILrM3Fqs1JBzR1DaWmubFvXB8RMEs7y8fOfOHSEEOfr+W2+VRVFXlVIqSRJwFEYcmFlabh4d7DFwL7zwwnn/dJbXB4d7XEomZLvdzFOTZdlwOBwOh3/5l3+ZJEkURTdu3Hj11VcZY5PJpK5NmqZZlh0cHGRZVlXVzs7Oc88957ew0+l0Op/nZXl+fn5YFpLxJEleeeULS93efDZ5eP9BaQ0Inhe1JRfGjdvPvegAHj3eW15dL6p6PHnClQLAKIlff/2LvV5Pa53n+UcfffDee+9preM4bjabSUMybvrnT6IwVFFobF3kBTmnGCghRsN+mk0l40abuNGujEFrOOdLvW4zSWqtFxeyD1i6fHZc7lCAyBH5DqhLuQotJO7+qzjjDqDIcxNHjKFgP/8C41xorYuiCCMVx3FRzEtdK6m8hSadzTnnr73+2rd++Zc//Pijf/a7v5ueXjSSYFplVToJAjWYZ0skkAXAI0vWYciVqmaT472DlYRH3DWTuNPrOZ4WlV7qdRWY/snheDQlsFxwvwZqtjtRFHBOpARY4XSpq1pwIYIgJMM5297ZdM5o7bIsEwJJcGuh3Wg6Z6uyQHJlkU8H83ePDi7OzozRZVkS43uPHy5vXtfW1mU1GgwjLp882v/FN776d37zN//gj/5N2GlenJ2t9XoALAoTLqtWHK2sbg4GA0Q2nWezed5uLnFGUSQ2t9bbnWXnnC7STz96P89SFUaSC4EoOANAxoO81P2L4drGeprlJ2f9R48f13W1srZhiQbD8fLSahiG1tpmszkaDJrttg99dZaSpGktxVHSbDQkYypObly/fuNW2FrZ7CytPXz86F/+i98j1ti9cf3+vbtv//X3nrmxK5nttHsyCE77F4RMBfF4mh4dngRRXMxGYEwNdbe3PK/wYjDc2r1JtvjobK8sJxwtymB9ezcbD7PJNE7a9x4e3FraGI0ms9nsiy89ywABgZAT88s4wMuQQ7ySfzDhqT330+ndBIwWWyoAYE/3sy8c/+gNwIwICcA65oBq7UTAJpPx8cGBtSZPZ4yxmzeuX/TPN9bWp3k6TbN8Ps5S6nRP43YYRVGe548ePeglvSZfkmFQVOX65k5p+g/39wqjx/PZw/2Dg71HLzz3zK/++m87DASVpix//5//3o/++oeCweBiMJ3OCdA6co7q2uTlHBEarcQ5l+YpA+esaaogsmTmlT0dz0/PJNdRUa0lDYiTgDHrjAPr/Px+2YRZVRUAKKUQmU9Bt8bcvXv3vQ8+HmfF8sr6137h5bzSdamLIstLU5aFHw+rupxOp5KjCYQxxhjtcZF3Jl/0LyKJnHMCyLLM39/CMKyKuiqqW81b7XY7y7Lz/glH0rpaWlplXDqCTqfj6+PyPC+L0rdnI8LK6lK73Xzn3R99+fXX7rxwp8pzZMIY8/hgH6PG8urK5ub6k/1wXpRpVjgcjadzYmw0HhsHr/3CL/zonXe/9a1v5VmxsrLy3jtzspoBeaWGn/acs35d7uc0BNlsNrc2V7rt5OjwwKbG++iEELUBhkgEgjFgKECpMDTWWgdcAtSmKDLOsNvp7M/Hg0GappOiyKvCOUfNZkNK2UgaG2trta3zPJ/NUj+zKaXyPHcWfDw+57zVbhmrnXPemGeM8w9NxpgzxsucuOBCCEt2Pp8rLXyVwt8YX0LEiIQQYSjLPFNBwDnXWjsuiqJ4urKuLEs/XPlh0jnH+IJ+EJIFQhjzdFDfvw/Q9+8N9dmqYirSBjqd6NatW1Y2K5g754zxlV2OnLO88hhBCMGQG2edM4sUCSDnjLMWmRKMrKk4MCnx6mkHyIgInNd1kicP/UHiKDxj46zjDBnjni9adFhzrpCM9q4oUVu3UO8h/9kR82fFmU//jVJSKeWXASgFPgUUr5RsV/DgcymL/gnn9XHGGSKSXDhricD733ys6NNQ5+lvfYWIlFLzqjDgwkA5JbUjY0DFTSVjBgQMDBnjnFRU6xqAXNiIopYAvDg91bpsx0lpeNJa0ZQqpR7vHQEcAUBVfT+OYyllr9fr9XqdTieKIrkUCxGGYbK0tOyAx3FkmK/o4+BIEHPSPZ3aehVQ6X9l/4EjlBydrrQ2RORvPYwxxgCJIWEYhP4eZ4xZ5Fs+pRRdfKwEMi6EZNYAMueckCpKGGhN1gkhmLGfE4hemoPRz0bozx8i53xLh/gJJQsLht2Bp5UJEe2CUCYkkkpxzq1zdV2jaltGxhqyyMJm7UTQ7FYkyrwKIQBEKvKWEsvr23VVW+cQ2I9//IG177l/5fzDQEjZaEeSYLO7vNFd6i71ttvNsB0H7WZdzcBIXZbng8k4K9M8m06npa5rbaoi9VoCpVSsJBdK2yIQEIc8K3VtHSBjwMCxxUxIFtA5T6axRXUfEjlkBJIYB2AWmV1UvSMy5LTYkjyd8k6AV7ydP7ZebHx5ljoE/rNc3xUfeBkxCu5SxuArBy97Pvyu5OmtCgEgA0QEvyq7OvmllMZq/7MwpYgcR5RCIGBVl6VxVWU7Mkk1pBpKkqSC9ko7LwoQorMWLG3s5GnKGW7V18DSvUd7P/7gY0bkyE4mo2eee3Z5dUUo3l1aunF99xdefz2Oo/lsfnz8RKng9PR0cDEwdTGbjMg2A8nz2XAS8iBJwFpHTCKCs4iX+NsB45ysBYaMLICzVl8dHUJO4FPyBYEjdEQMwDEGjHEviXbOckSgy9gjRCSfmemA/P2TIUGolAokMrLGNJuN5ZXlnZ2tVqsphGAcgigSnGd5fdyfXkyL0omN3nqzxwDQONufF2fT7OOHh3/4J28GkDWSRjNOer3enZ3rrXa7NlpIWRr9cG/PkVnuNPPc5kWWVzVnLIlDJblixNFKIAkWSAsQli5pZmCAzFlDQJwxFkZSBe12F8lMJ/NBf+is1Vpvbu9IIaUQQoiqLEfD0WC6b6z+9LNPv/61N/7h7/yd1ZWNvCzSLMuz6WcPDz/65NPD/dMkCoIgWFlZabfbnU7HH56qqj755JOqqnyx3pXg3GcpF0WRpqnPK2aMKSnjJAnDsCyLLMvOL/plrR/u7yHDle2tqioBgCwwzq1xUZLM06w7L2SUxCqSUekcFVV599N7n33yAec8TmJEunnjxj/4nd8ZjYZKiSiKDg73z8/PkpnN02yeThliGEirXZnPl5danPN8Ptne2aoKy0xdTCcqCMMgrNJZM44H47EQ0i7oOecztMg5cMSQkVtwfYtoUOIIHJgvV3eMGCAZY8M4SuJEChYHITj6OVwfQKORCCHyPAd0RBRGERmHyLTWxlguxHye/vP//f/43ltvGWOqWjcSZaoiQNdqNqazPEkaAIxArq3tijBjnJNz6xsbAei1lurEqq7K/nAiw6jQ7uT8wpRzYWttdFXVeVGHTNS1Bi6yrEhnmdOlRJNlxXyeR5CDYSJuBYHc2FgPw4CostZa45gQeVZ0e71AydFFMZ5MFNhsNu6fnyE5H7Sw1OlIqWxdG7JW16NB1omTKAxOjo72Hz08ePx4+9mb3aVuVVkhOReq0Wg3Gt0XX/zCn/7Jn5jaIAqlQiKWFwWAfPDZPYuPGs1WK4nyvBz0+5PJZHn7Btn69MlBFMVxq8dFcDEc1Y6UCp1znV5XKvXiiy+dDeca+DxL+xcDzrlSMkuzyWTcbDWZ709FEYSNqiiqPKckWl1fe+72s9duPnc6Tg3wo7MnX3rjy+nk/N0fv+ewPZuN0/H5177ypSiKiNzf/bu/8+6HHx0cnczLg7v37q8vdSLBOmvbo2purdOOlYZKa5HzKApNTZOL03lWr23sNKQMhVjb2AruPxoMxipuzCb5dDzfXm5Ye3lvv8zbI3ILFfpTHaZPZSA8he4AfLCGwwXFt8h8ACAEDsAZIhcIHAGIC0fAFGcIw+EozeaRkieTsVLS1rUzejKbzsu6LOrxZEqmun6j3up2c1s8uP/ZaDjshE0mbBzyKG7sXtsYDsvs0EYAACAASURBVAc//vC9RiMsiiwOg1e+8OoXX/1CFCQffvjJt//Nn+zv7Y37/VaSIGCeVQgiCEMhyFmMw0a3rRrtxsbGelllKLDMKtQ1ALjazPrDjx6epJOpENk8y+eTkeRMk9VOl45q5sA5Zy2gE0L4FlPGmJcVZFnGPBIgXFpa2tzcbHXb58NRGPGs1M5psA7BCc7LMis4lHUYW6uUIqr8W+D7onpLvXI+mU6nQNTtdquqQuRCCGPMcDhEhqFSUnLOueQ4Hg8tsTCOyspkWVlVJWMsy+eMY7vdMnUFSEVRrG2snT45/uDDD85PjiVnOzu7jXZXPRZRFL799g9VqIQKWr3lzsrqzvauCCQX4t133x/PpgdHJ1mev/veB9N5dnx87J/1ZZ4jGedcXddFqauqiqJopdkRQUtXrkyHs0HtnMvzPE1TbXjk47C1sQ6Ao13gMR5GKgj4ZDImsL4qOE2no1F/MjkfjUa1qQ8O9qTkm+srVZ4pEWysriVh6KwpikIIce3atTAMT09Pz87O67rO0sJL0xGx1WpZZ8iBRSaEUgrDMGSMIThHxBnXAFEUFUWqjS6rElj988JMFrOKW2zXyBlTVs6v26q6/sY3vjGvyidPngQqcM4FobLGcs6LIkeGYRA2Ww3GmJScI/JFgyUopepaI7sUuNH/98Dv3xfq40FgjDOGLy93vva1rxUUbe8u++dulmWz2UxrPRwOx+PxfD4vikLrUteaScmF8LScNbWuKoCIWWeqmpBxW8JVw55EQZxxNF5jfqkyQ1wQs2AtATlGzFuoOHpKDQVKksZXCTMOxjlyjPhi4lyoBunfeZy9hsfHMxIRX0yozptycMGE4NP6Ri939Ft5P9QGIpBSVpXx2bJlVfPLFyRyDJl3c12+2oIxxMsoW8F4EAQqCpkSlpw2xjAuJHcGwyhEgtpWxjIShEqIwAnO6roC64QQm9fiiIk6y5rdVQMy6a0755a3Gkqp+Xzek9IvkknKo/7kweEZY2ysJwHIYjSfDMe9ldUoijLrGAFDRgQcMRALS94V6vO/sr8X+G1KXRuBTCMaHwbIuQd+3CESZ8gqW/k8Yl/Ce8XCPQ2nrSPvBvRPImsXSEVbq40LgzAQ6mdtgV6WucAqntAjB0CM7CXRBE9jbB8kS7AoNQfAKAy9AGDRcCilQ0IibY3WTgrOOCNAY52QQVaUjLFQJbO6AIAoanOCWpfOOeSEzBFRWVuoTKFNUwWfnj166+QtJtjy6lLmaiuo1Wy99srLW6vruzs7X79+o9NpS8lr48qy3N/fz/P87Ozs7OxsMBjMJ+PSVFRPJZXC1eSQUGrr2KKzz+sQnPW/lvP9JOgFmYi+kIAAgMvwCvESClxIdNhP9e864xCAfvIuXzW1/A01YHBF1T5dPnGpW/edKz9p7/X7zqc+E68oLAYohKBLnYZyjpATkELuCJ0jq8kRIYZCIBFYrmTctKgKi7WxSaspmSQiYDwIAmAh44DGhZFiBGWWCiGsLief3s0smNl8PJnQg72AXFEU0+n0xvXrr33x9Vdfee23/841Z2yrlUzGs3uffXbv3r3D45PJ5MxUMTEExuJG0++DGDBGQI4YxdYZAEAySBbIIpJfC3u0S4gIPlmRiAyAYcgYCiBBjqNjyDleptoy3wUIxIAZa5CA0Pn4Vs5hebmntd7Y2lxbW2OccSEAKW40mBSHh4f/9o/ftNaurq7OS9Ne2bq4uNDaNpodU5Z1WaNkTrjKgq5oUs9PJimjw9Fg0Go1N7e34iT+xV/62zdu3CDH4qAxHo8+/vijx48fH+zvTcfDQKkindVVDq7BAQKqDPhuHAYoEbjzp481zmlbZSdHe0WeLS0tra+v+xVsWZYXFxeP90601j5QtNNtag2/8q1f/s//s3+4utKbTGbNZq/VWhlPJwd//s6T44G1aK32Hd9lWZ6fnw+HQ+/rWF9fv3nzZrPZZEw45yaTycXFxXg89rUHq6ura2tr3uk3n8/zPC/LYjKZOOeQ88qYlfUNFQbamLquT05OZsMJY0ypcOPabm2RUGgLttIiCNOsqLRrxW0JSV3XZHkYh/fuPf7oo09ns0kUB61WM0mSb37zm1ub19utZv/87NGjR3uP9+azyf179+u6bDabv/f7v/viiy/+5q/9Vq/Vtro2zpmqmk5Hy73OcDjkjC2uLXcZ50sARBzRAgnGL6EfWGY5csYRLBE4ZMSISUFKyv7ZSf/xYHe18XNb2l1de9OB1dUiCljxuJnYWs9nczIWAYMomqbpZDxlUiCy0XjYaTTIukpXYRRdDIpNFZWVSVodGfeqWltruc7efPNNYTJmyqWl7vrmTmnROFrf3I44PTl4jOnckiNwXAhg3Bc3l2WuTc2YEDIQMqzqaj7PuzzIi2x//7EjQ+AT81wgAinC8Xi8vNRFBH+RpOlccl4ZHcdREISTyeT27dv9caadOdjbW9tYZwzPz862llb65+dKiqosw7oOVIMJmefVfJbPM705mT7/0hc+fO+HuraWoNauETerWdput5mKhuNJns1ms1m73a6qKgqCVhJV89lyu7O2ua2abc7E+Xm/2+302gpMvru7+8LLL/3RX3x/Y3t7Y3Vl/+Cg1+shwjO3bty/f78qirquGePW0PWbtwdnp4d4TzAWKBEGgXP2/v17r3/l6ycnJ0WZtdrNaLl59mTSjIPx6GI4vPj44w9/4Utv7N68vXP7+X/7x995+MN39x8fT/tPhC2+sbm11G5wAUzDfD51dQF1LQWzYBpJcO/eQ7Ozfufa+gMm5vM8lPHZ6dnq2vpkPHnw2aPbOxucA3LwwkUH4AjIaWuFdeC4X5E+NZbi01tzRsDgMrqTPocGHRAHIiTryFpLLDeLB0KN/KJ/wQA++egjKcT6zvZ4eLGx8UJZlvN5Xtem0WiSCRCRnIkCVeRzXaXjYb+90rq23hUyfHj3x2jKL750+70ffj8RtLu5urayilb/z//T//hX3/3eZDS9c+fOoH8RqKCqNDLhHCDwdrvlrHvppZdffnYLBTpuTodDGchhna1s7ZiAF0jDssgGo6V2J62mGZon02GcBIUkFQpSyBgHRhIYt8Alvwzop/F4XBQFIq6trtZVOUnzMEkWabeSN+KwtpkyLlCCnBBC1ODiRtxsNdvtdp7XdDbzo5QxJs/zMAiHZ5m19saNG4Pzi0XEA9HCLZZlZK3WLC/SXqe1urpaG4rjuKwmta6qqiICP4wRuaoqOp3r1trhcLi1vVmVRRiGR4f7tdYr69tCCOTs3oP7v/Xbf+9w//7x4cN+v++eHDPBozBZ3dzMa4OMf+lLXz49PR9cjIMgMMZkpg4Yi6K4KIpL/w63l3rFVqsFJvN4bzxMB4NBo7vuZasEpJRyDEtARBRSNpoNwcE6O57Ona7iqNFrJ2HAB6OL8/5Jr9e7dfPmbDoNRBCFMZiqKAoJ1G4uR83EQ4x2u93r9bQ2k8kkz0r/iCmKIs9yLlmz2QwbjaoyWtsFu2AdETG+aDAajS4AIAzCKIqCwP5cU99TIUbknMuyYmW5F8SRQPbf/ON//PG9T3/v936PiPK8ilRUVaUKJDIJAFywIFBCMMaQIZKpvTJGSikEp6fpvv+AmhsEZwGDd94//Kf/9J8a0Wq2xKUKOVFKEVGchJ1OZ6nXuXPnK3EcZ/PxfDa/GAxG08k8Tat8assyz6aCsUgFEkXETF1mZOrRRRo2k7jZqLXhHAF8xSIBgSWrHTDGFk4gzrRzDqxAZJI552pTbcaRlJwxzPIUlQRArSvGPcBg4BV+P03u+XPiaebNOgscPH6TUhprmeLeU888zQJ+rqarCFohhCcGPfXhQ0QQwe9puBVSSkuktQZYkFEO3E/lYSxisJifKQXjxhiGSI4sOUTFkBOhIzTWZ28I5OiIrEPGpHGOcYUcnHNKBUAYN1qzrCAmtGpyzgWAcS5UDe+dc0AlAWtGUQMAoGdjbqmb9LK0ShrNOE6KLItUYA0JKVxlLFjPznlZpv+9/J+nCwastd5d40Gd9/KiIQQvWF2oOj369RDLAwyvt0ZEziUXXFsbMC6lBIbIeFWWgstICbq0jfnv63+MBaXM2BVWEYJzxkMl0RmGKAT3syZjrK4NMG6s9R5A7zZDgLKunBflWsPJc5clQ0gEMDDO1GhqRsYaa7wV0LLcOgLJEavCAQIjyThj5LzN0J+kjuEoL22mKWgQwrSkmjEHUE3Sb//ZX4E11vvJkqTX6yVR3Om0u91uFEXr66uvvvhsHH2p213SZvLpvQeW2MVoOhhNK11pcmVeAkNEYIiOc8c54xyQOUcMEQAFR13mkoPVheTO+FI/62QQWWu5kNY4B+QIL2XSlnNO5Dzld+Uu0M5xzi2Ac47/dGTRoob+UmfrgVyapnEcj3VNjBH9zaUvAIx5dx9JKefTmb+IFlx3paVkzoHJS0BUyJ1Dhv5O4DOeZGXIMREmTdQ2L2pkDJEJFWlyPAyAyHCROWIEPO46xNLg2bR47rVdbU07ahORKnUH2eqGLdLsL773o+/8+Q90XQdSLfWWgkCtrq3oqnr1+Rvd5Z4MkjCJh+OxVKF1ejaZP7z30BoDjuZ1JYUIA5XP507XYI3TlVChrqsgkpXRzCECc4bIOsaQoUIHjbBDjgsWchZzxgQx5xOoGHCGRltDRkl2GeiCUmAQqGar2Ww1G40mIYRRxKXigh8eP/n47t3z834QJlJKoeK40R1N5haEiMKsMoRCxNJYY7QB2bDGMCKOyBHCzlrS7eyfjgBHnzz6/bwsG2HUaTSajUan2+l2e889+yyR21hf82iiKgvG2OMHn40mMwA0xjVaHWudddRqJnlWEbqmtLd3t4EJIsjyfDIeW2uRYaCCa9euSSkQcTwej8bjIGh99NGD//7e/7DU7SSNREq1tb3z/o8/PDh6wqVEh4ESRPTpp59yztfW1ra3t/0tuq7rfr+/v79PhHme53le1/Xq6qq1ttvtFkVxcXHhNQVXsoLlpeXjJ8d+VV5bU8zqweBCSLW+sfnqS69mWZZmuTGEnI8n0/XNrdpYsiSlSpqiLoq11c3JdKyklEJEkeCsSJJeVRVFUZ+fnRwf/UsytVLy9u3bz9157m9946srK72TJxc//vH7/Yt+nmVv/uX37n589+Xnv7C6uhpEcW95tdVqR1GgAllWBTKBjHEGloMxxjrWjBJrDWO8qoyU0lpX15pzbq11i6RPP8oYIphORpsbm3euvXT7xi64ny3WBk9E1HUtGBqjoygiJK0NB6ZUoF2Fl8W2aZbLQEmltra2JaIpZsWsrmqTJMlkOt3QWmtNGBRFbq3jdba5sf7yM9uJYuRcXtvSYqWN4DwM+NLKapXPGOeFnuVFUde1CELkotdduijzsqzKsnYOKl15lavRWgVyZWWJ69wazZAlSctZDONYCAXImFTAWKvVyfMctZ7NMyJotFrG0sbGRmHq9a1NoZQQotFsrKysHB4eKqWEEFmRl6VdWl4NwlCoKk5a4/HkjTfeeP/tH7a7Ha21lLIsS2etUqqyNo5jjpAlCeiy2+2ury6Trafji6UkieOou9KrHFkyz1x/rpeIJ4E43D/68++8WdVmbXPn2vZa9u2i3WpIzjnCylI3CGNGbDyeWuSch4yJWtd5ke/v76fz7Dt/+f2tm89Za9vt5slxLZAmg9Gzt18sy/Ltt9+7++mneVE9+Vf/Omp0/4v/+h/tbF/v/+G3kbDbam9trNgqDyNIJAzHM0UareWgk1DVCJ1OZzYdjiI2achsPu0kkdHldDwGokgF+48efVunXLjKFAAATACw2trPPvvs1VdeWW7HDJEzKMuS9FNgDwEQy7IcjUcqCDrdDgA6azj7ifgTAGtjBJfj8eS9t9+++8knGxvrVVEIzgFIV9XpyZPjw8OH9z975plnyiJ/+eVX9/b2263uydng1s2b9+7+IFRRrFSVZ2ihSqeji1NZm63maidQo8kwG55PxtNpWgagY0nFpP+j+3cno4nVpprPOWD/rJ9mGecqCGNjKYgSLhQR3bhxo8jSEAMuWW6ztdW1i9GpiCLZjI/nY6ni5Pb15s51yXhgGw0HhthxNU821w4mI4ei0+te5H20VnIiIiVlXuR+2qmqKg6C6zduhEru3rxdA5tM072jx2mWxg0eRwEQ6aoGZ1qNpNeJtzZWnauDIBBCRFFMNPF1C71ezzn3yiuvjM/Pq3kppRRB0Ol0+v1+I276Tj/BOecqSRIhxGyWpnlZVGVRVoxhHEeIrNVqptNJFIV5Ouufn8/ns+1r1/pnp+hsUdWbWzuIbDgc7ezuVrUmgr39gzTLG63m6vra6uoqAi91PZ9no9FEqeCTj++ub2wcHx8Xo2Ecx61GXGVTcrWXVPjKE1ARFyoIgjRNa137gs1Q8WvXrvXHeZ7nV5kX1lpyNgzDOG4EYZBn89oa7+Ixtjo9PWp1El0V5Mzp6UkURb1O1znqdrsnB3uz6bQVhWGozgZD55wxlW+mnc9Tf/16uRBjTEihTU0ONIG1C2LW9wApzusyQ0RfrO1pmzAMjZlY67hkyJgjT9sgMsY5AxLMcgAhBbbbPc4hDENn7IMHD95///2qqohcs9nQWq+srPiXFUIQuTzPgkCtri1FQaA4y7Msm8+11kopYqKqKsY5EfyHhPoAgDGQUrZaLdlcixNujLHWTqezsiyMMVEczmZTH6rWbrdfefHO7evXttfXX37huTCOoigCgLqs0uns9PjJfDzFusxcyNGtLrct4Ww0lGEUN5JFEodvVCSHAHzBLxE502o2tdZa1xaAc57EYVUVRHY2GwdJwjkWVclVYJ22DhhyyTmDRQbk5xSeV9pcP+9qXfuMoIUr71Kihg6BAJmPk4GfWKQuX8TzV9ZaxxZxnUIIISQxxuBK/Hblnv78T+LNo1cKOqcNJxbwwHJBAOiAc84IPRfAfXM9COu0lJJzbrUhoxkyL5QFwbmSNQ8WCkzn/EjNQ/Y5uiyyICxhpVUYCiVFoJSzKJUzoESAijQ3V6knHg8rpfwkcQXe4LI3vK5rr/CUUgZBUGtntbvaGl5FGPkXvBKC+o0X59zrZ/3R5EwwzoUQ1voDABZQCIGAWmujjb+bBMxHaQgk4oDkqCwrZzQHl4ThIk3UETKOSMiFQ+vA0BV16YgD+NY/IqqNBoAAGecoGUcgbSpX5xIsMgeEhAIRNAqDsrLGebTvnFKSLBEYAOCMMWTaGU5cisgydNY4yxwTwLlgyJhF67jURNoSDsfTfn9I+4fdbtdUdVEURVHUVSWlTCfHf+/v/f0vf/VrL9958fbzzxCAEGAtzGblg/v3T46Oj84HJ6PJdDrN8pxJwRhvxkkSh8bV3FWhCMHk1oBUSgXKkXHkTE1cCGd8+w1nXDBAZ2rnnCFrwPwk+PSng45+luv7nM/zc+a9y+wiuvzkn8rwXPiT3CI1FC/NnAwQHTFPRy5koovuTo/7mBDoZb1waXl6ypi4MEoFkSNLlgDAAhkeWh5aHoFwQA6IFAIiBoxFiVtCxxmv8qIqC3DkQJ6dz+59dveDdyZM8NqYvKzSIl9eXn7u2ee/+uU3/tF/9V92mq3Hjx7vDSf9fv/87PTs+AhsPR1dZFkWxk2mglLXhbZxHIMTgRDE0G83OOOVMeC4M1gWRgjBQubdWwBIZBkHsuScZkBCsjAMjSnb3ebSSrfZaDWaDUcow/DTz+598NEno9Go2WojlwwlOUYO/JXiCMq8AM59BpklQsZrEMT8bdA5QELmRMxDR0CAEEgD5PJSW0on8/R+/biuSmvtfDKZTMaNRuPazs6zzz7zq9/40nPPP396fnH/weO9w8NZOp/NZuO+XWq3BALUs/Mn++N56Q3u7U5nc3MdAGprTk9PZ7NZnuez2SxprRS5iQJn63oyPibrAPHdd+4Cl1K1tdYIi4Cf119/PQzDd95558033/R80e3bt5955plutytl0Gg0zs/P33zzzTRN/anYbDaXl5d9r894PB4MBnme+wlDqSCOE8Vl3Gqsr21mWdbv99/ee4cxFqios9QTQioVwKVAwDebAHJiEnlInBMTwBZxxAqVJEozkmEQCxcEQb8/PD5+czIZt9uti0G/2+0oITc3N2/eeiaf5ftHRz985529/X0hVaPVXlvf7C2vyCBKmi3GGGjdSNR0Whq9sMDXlU7iGADJOovGOSLriBygc+TAcnBAzglk54PBc9964/q1dTIGftbbx5i1zlobh5EgJoTIq5KQkAspFWNcoN8vuMoY4FwFLG72FCMrOToHhdFWNtsNzmF1dam7tLZ/eFik2eSkfvbWjRvXN8rpiIjaQby+c9MSHB7sJ4ozp0N+czKf5fowLbU2GrgoiqLdbKog1mXZ6iyVeVqNZr1er9FodHud2WyMSFEURWFnMp7UlTaIVM/bnY6KEpxNgIkgSWbzjDOmohgRhQqLWnfX415zpayqtMi1qazTB0f74+mICWQCHToPV2RsnHPa2tlsejEYhEmQpikiNhoNZ2VZ1UIwlIoZ55xhnM/HKVld5mmLXDMKd3c2fvFLr7/70cenFxdkyzjgHOHXf/VXjo7P/tUf/elwOAmDJIwSFQSLUNm6TmfzN778xvaNW48OjgfjdDAYO8SwEQVhMBicnV9cnPbHv/D1bwLZNE0RoBHFXBedbvuvf/BpoxGlWTGbp+ub23/6nb/45N7j5ZX1dDIzRWWNMbq2pjr47KOsptWtW2utaDIan5085mC0tVHcWGqFs9Hpj84e5PPh2svP95c6R8cn7WYzjhQzxZOjI8KaKyDwI4qwzjVC+eTg0cXpESICOa1r4RaqkMVOnCEiamueehCQtV7aIwCwqirlNW8qFAiuKo4ePwqi2FpttVGS5+l879GDOApVEHjPedhsMs6dsXVRxkHQTBp1Pj+aP5QJb8VqtZMkkgXMUFkdPdhzRBfHx4dn/VYSMFfn8+n9ux+fn12sLK/OppPKCeKKgJfG5rM5V2GcNH/tP/7VyWTca3c+ufuRtWBKE4RBXmTgIIriMGkqEezPxoPj4eGj47/19V+MYnX/0/u6doU2aV2P67qotMhzKYSS0mlbZAUT6rUvvvZL31rZ3txIhJuP+mmavvLVr6AMhueD2Wzev+hb58bj8e61W2TH7WZzebn3f/2f/8KYQnAKI3k9DFdXV8/7aV3XXpHOGJtMJ/2Tw8PDw5CHR0dHu8vLfr6qqmp1dbXTaU8nk7Isa12UuUCkVqu1ub21f3B4MRiVZdFstr3cjHEUgtV1PRqN9o4OkSxDcpZaS93V1VWukuksG6ZFXdmDg+Oyqk5PT19++eWdnZ2NjY333vvg/fffn0wmOzs7y0u9pd7KUXlUX66NjDFKMCkl476bTqKUjqCqa2stAnoZ1/r6MgLM8tNFgvpiJUBKijiOETHNivlsTojEnGA8SWJrq9OTI654oxFPJ2k6m4cy6DSbdVGms7m1Nk3njx4+rAnCMJQy8OOinzMRa0+0+EJUQCICrY21xBj4EbGuIZTSb5z9trqsykUHmFfYEi2yZx2zlpAhIPrhU5tKBMqRS8LYD8DfefMvjk+OESEIQv/liMA5AxDe3mWMCSOplAhCGUkFYOsyr+saaGEN+w+N6yO62rhLIeM4dq70y0jf2aCU01rHUYMLHI1GVVV98OMP3/n+D1QYqChUQRBFUafTCYPg5rXdjdX1l7760jf/1i9pjAhglqd7h4cPD/aZ4MPhhAmuuPQFd5ITonNaX/E8F2fHzWZTLvK+RJpOagiCUEZxYJzOMs2l8Eo/zw4QOR9T9bQ3yWOYK8jnfz9j3NWn0SXkW8y1sGh1/7nQ8cqfZskudKeXUSceWXoHGiP0duir/EP46abIxfTsUDCmhLRCkPPZk34odozIITEGSMBQMGQMCBmQYOhoIfwjhwztZYQiedshY+4pPQYs3seAgSV0Fqh21jpHCERkCCWhzwzx2Mnnr1xdPB7iLhr8tL08pIs2TCmllJLz2mr7uXgPflkc/HlPI+dIhJwvfOXc9whLBAsO8HKgv7JTPp1/4M8KpZTThhxnjIHzbytcqlLJOVrgCea7I5lfuSguiMiTwQvO1hpDyJAE9xcqXsFVWJgZiMheOTyRgbEWgfyyXVuH6GpHEhEBzcJniNo6ScIhBwJnnOACOTPagCXnUAl1MZhYbcIwXFrZcMZUVdWK8LvffeutH7xdattZWonjePfG9Z2t7Zdeev7Wjd3XvvCyQxylNs/zs/7Z4/29g4ODBw8epOOLJE7asTJVJsm0oijPs7LIrKMgDMmRMYhMSn9WaGvBkff+XWpOLqsG6CfnOMLPRX2fc71eQUG6TIxZ3DOutJ30U4HgV+/g4v+X5U90Kaimhc2EXeqJgDNggAgO3SJMjgMCEfo410ULiAVatFlwQCY4Y74dg5GzhCCVQkfGGOtqcmCc7a2uGa1NVQohrDG1g82l5a2d7ek0BcGyLAuj5O5n977/gx+98Nyf7m7v/OLXv/7yy69orVeXGnVtP/7wg5Mnx/3zi7OL/nxezLK0NqbXDAVpAIuMS4bOGadrqzXHmHN06MIkNGQA0Fe7aq2RyDnHBTaiWCnZbrd91/yNGzeyLDPWEvJPP/zo7r0Hs9lcqlCoABFd7RwZIocL97PTWvu7mHOOEDhn5M08PuCVcUDgXDImtDGV0cYYx8ihIy4YoHGgLeRZfu3mre50pgJpAb79Z38xv3jy3/6TG7vXbzz/4o2Lgc6y7J133z49Pjo7OVIctzc37ty+dTqYPHnyZHhxNhldnJ0evfDCC72l3srSnbquzy76h4eHhC2hFAAwxpvNFuecHKgwLko9ns4dMoHkV8jn5+e7u7tf+9rXvvnNbw6Hw/v375+dnR0dHVlrV1fXvbd+Pp/75Jjz8/PBYOBtflEUra+vPffc7SwrsrLw+p/xcGSMc0DtdruRtCIV3di9bp2t0D2O7wAAIABJREFUtW5E8bwotNYM0Qt8iBwHNOhlFo6A+TITLpRzTqiFZJmLIM8m6bzgnEdxEEWJc7i1tXt88mRtbeXRwaFS6sbOtWeevf2lN76CnOd5PpnNxpNpXWujqyydeF80Qq0UV0pxjmWZG03zuRFC+aZgRCCyFoj7k5s0Oc4ZW1pa3rv/Yb/f311tIuM/p53oUo7BOceraxOBEP30Jhk3xggpndFe/TWezJVkEZIK48oW1aTSWud5Sq4ejy/I1lWdrq8sfefdt/p7n6IpkiSJWksn50NgvCwK0EWk2J3nnx1P58Dl+WAaxXFlrCOUSi0tLQ3PT7PZWJfV+uZma3l9OC8YA2ttnmftXiuKguHANRqteaGFCoIwztNUW3KE1kF3eXk2Hle1NsZEyHeuX08aDYfApLC5G08mjx4/vjg9r4tSJNFKGGoBprKlLhvkKl26kjMhHz66P5/NLVihVG0qdBoRJqPxxu6tWZqPxzNykKZpIPlwOGBBsrV7k3N68uRQ13mrGR0eDId9df0Lz//Zn/xJWbtAht1Wd3/vsComS8urtkzruk6SZDIZffvbf/yNX/qPdG2EVNvXrh8d3BuOx7FkeZ6n81wIVZbleDwu89xqrUQzbLUtubiRBFHUbHXXHT55cqINTOd568kZOddqJitLS0IIXVax4mcHD9qNZqPVTYQRzlg/7XLldJrPhoPDRzrL8pdeBFNf391qxGFVEVOIBmpjrNWIzllySOTc5vpKVVXGGM6Fc6CUCkF6sHd1IhljUAiPLohISkES/S4bkQWqwZCXZQlk262Gv7FXxoaBIsEDIQIprNFbW1u7uzfiRrO2Liv0dJbqqtC8QnLg6nQ+rZ2d5/rGreZ656VqVqDTgWpo7Szh1tZue3njz/7iu0VRF4VRYeQIBoOR1rZGXhmriRiTSbOxtbtb5cXtZ5997+2/FpL1Oh3HBJcYJiKockYMLIGDVrszp8KG2cSYlVu3L/ofP+73y1nhT9aas0YzbLdag6yujeZCUg2IeOfOnWZ3mSMtN8PPPnp/8ORJlmVRQ2xsbCyvrB+f3itMrYJ4MLwIgySOw62trTvPP9dqRl/96pdPz44NcR/zHkVRo9GI47jdbl9cnFJd1HVdVWWn0ynLstPptVqtIit1rRcZFuAYY8YYKbkjc3p6qpRqtVrn/QEiDAaD/4e6N/uxLM2u+/be33SmO8YckWNVZo1dPYndFGWKZJMmAdKGLMMw/GC/CjAMGH6wXgz/AwZkwBNgGPYDH2wBkm3ZBky5LYki1d2F7mr2XD1UVWZV5RQRGcOd7z3TN20/nIisbJIw9CjmQyKBGxEZcePec76911q/1dqrSLNUcjQabFXbTVW2dRUAVqu11snl7GS2XN+694ZKUud8d8dM0yTLss1m8+GHv5hdTry1v/5rfyPP8/fff98oQb3eajFFxBii49DtLpMk6fd7UZq6cbV1IURtdFEUaZoC4PHxs01Zb/d2lVKI6EMgERGuDn42+MCxOyIyC20Uc1itZkma6iRTWrQt13UtEb1t2rYVQmRpYoyUsUO+XXnrumSybX0XMurO50IKjiCZpRSIoiNtCkFKKa109+m9fr+aVLa1dV13lj3vOcaIv0xnRCmIpYhCKQUQkaixrUD64IMPhBJFUXStDy/OS1066QXvwHtnLRnxGQHkGseHAFcchL8yWh8z+wDOuS6ZJsgkSaGUiB20kxmuyOy8u7vrvA/WBRda2zJzAFiW9mL2jAA/+vBRvSmN0ovprNcrDo4OQYit/d2DG7cGw+Hu1tiYRCstSHDk1rWNa2KInQwSQhj2TVVXzEBS1GU1KAr03DTlbDZJe0UbQ64L52sUgpBiZN/hSVC8SNO9fGx9MdeFEL21HUKNiDxfMY27T4Zw3eHxy/PeyxmnGKNnH0IAgS9Gx3BNHrgWNDhyfFkhjDF2ucEXJEnFlAidq8RLATGiIPKhY90QclfBBo6lkjEG74MgICmDc0RAgBFCAAfsu6nt6gTPJKS8Tm9fH8lJAQpwMQLZGD1HRuzslDZ4cDGQ60hTL7thXx4CAaApawzxBeQmyzJkbSMDylZ78GDRvkDldk975xd/kRLUWndzoBSKIfrQVbcroaMKIoRAJKhTS4ToBjytdXcg3mw2LyC8xhglSQli77o3m/feOR8iWxeBgmcXwV9pgEREVNtWds+6ICElAihA29QRAFCQAFLaRfBMESgyIRNgFF0RAnbwT4HddQeRGa6s/xQVI8WIAqRUSZYIijZ4Z60GoYUCAsdBakNCgPMBQKcpJMyRJ9O18z7Psjzbni2fb4+2DYmybdf16nz6/rff+97//n/8I0lgjCrSQZEP8l5vtDXc2tl689Wjv/37vwvATbl+/ux4vVopIU7Xmxk2DLgpK+S4XK/TvHAWGIBICKUjKQ8khJBIAuhlUOo1gQj+UgHw5Q7GDgL3WSbwWt/Dz7Q+/otaX3cn6HRX72OIsWurQwIh8GrLEhnAvzjRIhJCAI4AXWz0RUNLoBiZAzLHUBITdFVERFoAQSQOgkTHoGljZI5AINJEAAPHyXqZagUSIwepJUuqQVuRFbuD1jmtigh4//NfEYjzyfznn5z85IO/D+p/qasyMWp72O8X+c722Cj161/94u7+0f7BYVmvy7KsFosf/uhnnzx6NJsv0qyX9XpZIpAsoLUOmoZISh+CFIIhet8qKaQSw35vd3fLGDMejR59+mmaJavVQkothPzOd7/3/s8/SLMiywsU0roYAXIi6zwEjxw5Bo4ekZEDIzEwIRGhcBYBiQFClACBfbSeQ5RIpLQjoZTg4G1gQcikZSoHSe5ZVDaYonfz5s2jW6/Uq4v/+O/+Z0KqwWColNo/ODCSjg73d/d2bh/uP3365NbNGwcHN966f6+sq7ppyqo6Oz159uxx3TRaa5MkBHFVLYmiNip4V1YNESGI1WYjdZakSWCAELz3HSX89PQ0TdPNZqOUStP09u3bxhitNQB575fL5XK5nE6nTdOMRqPhcNg5zAFguV7NVwsAcC546xJjenk/TdM0zbDbBzOWm1WI0bqgtZaEUiAhEAJzwCsBNkRyUbjQbSfIE6HzViollW6975GQOheCmJmkRgGB2XpgEIxaKIyADx89JebuTJAXRa/X29nbGQwG/cEgz/IQwnK5mM4vnj9/vlzNhUBEErIL7zIiILH3oYtMX7MzkCRaGwRBXdXPHj/+2lfekfSXNdJ2u48YQwjOW+ccSAEMEWL0XZMSE6JUKiJKqUKMm8ZT5Rvy414yGCYt1ts7Y6XxH/7D//nNt9/56le/8sEvvvfp+YPl/DIf5sjBNlXjIm5KleRaqdi2uckWy+Vyud5sNlVT95wLEZxzCPTOO1+UwALioNdL8uxisSmfPJvP51KRlLJt24/Pnp8en2/t3SRdrMvGBq5aJ5RRSVZXVYiIUt84PLLWuxBu3n5lvD08n04MMSqxWa48RwbO+r1VXQqjQAnkyMxKiaapA9N4a7uuq8bWWisf2rquiswA83q9Htb1ar2ZzWZGqW7XGZyt1qv55OIH3//u+fExS9UbDLdHfUmxMOrRw4dCZYe37l8s/N3b92o3sc4KQQgsJSkp9/d2Hzx4MJ3MTi5n+Xe++/prN7b3dhj5V3/t1w4PDt773k/atsX1WhA0Zbmccj/VSutX7t3vD0eTyTx49hEfP3qaZ/2YOPSOQtzd3gEh3v/pj53HwWjvKTGg3Ds4HBdq2sYIFIXS3DBZ8OXs/OnjT35RlXY82K2rtfM+T4SQgkhd7XMxCvCMzG0FzkmEDrNGQvi2uXZudm01SIjBe1JKCIiRIVgSoKTwPjjXMmAAEsChdczQuWYcAJNg7xwAB3/j8LBq7N7+PgnlQOi8J5Xa3RoVueX2HEIMTU3C9AudG5qenoONF6cnk2d2vXG9wUBnJtq5Mn2R9D799NHJycWmjb0iidLHCLUPe0c3d3YPlqv1fLlG4CxP1+tVv5fdvXW44jjQaet8muapSGwUm4s5NuBZDYc7Dj9dNG66boQqRsP+YjrTmLRVY4Nd4BKUBCHawONiUDVtlmXGmEefPKwKkyTJ2dnZH/3RHwmTWqbZfJX0wv17bxTZ4PTkggy//+Of/Oz9n7jWJjuj5+fPpZaXZ7PFYrNYLFar1RVOPITDw8OnnzwQQvS3RmfHp4Mk6ZIpQohNu6nrmpmds9ZZiF7KLMuywXB07/7r3/2z74+3httbu21bZ2lKHC+en67XK0TUOl1M55t1FTxcXsy0zhfzlTbZO5/74mZdVZW7fet2u7k4PT0p8qwoer/z21/b2dr60Q9/dPH8pN8fTC/OY+TOKk+USCXpikLPVVVNpzNP0rpospGU0tab1WqlKCxmF01dIZo0TYVYd+8j4MghcIzMILXO8ty2lQzSWuecFYJCRJKgtU7TRKukqZqqqgQyALRVba3tF5lzodteee83m01V1VdtDdfmsq7ThqRgIYTQzNh1QUlkIUT3aK/XG48Hi/U8cvylNoVOGWCWSiZpqiT5ACGQNibPM60wTU1dVVLJ+XzeGxR5nnWkUGbuzp/X8kAUgozReZEWWT7s9Tbr1fTi4hqc9GIZ/ldI60PEl/rFiUibNAS/Wpdt2xChECgENW2DyL1eL89zKhSikkoxXlXdbTYbQQQ+urYVgJN5mRndS5OAsJxOnjx+3HoXAThC8N67GGMc9PL9vZ3BYLC/v397d6ff74/H426+n81mDx48ODk5QUSTqOnswjRlIFxt1qOtregtIiGiRAJUABJ/+c+fc3gyXDV7dF5hEPSZee1arnjB28OXMPcvWt1flv66RCcg8lWPw1UEOnKM8FnR+dWwdz1NXQ0kgBKFRMEoFIFAQYhEXftdkCICEUZBgEEIJYiZkRgjKiSJCBAjRy1ZCIauXhkYATEG+KWxD0glFIF1BEFA5DmGbrUsCIni9cm/IwG8wG9eT0xXspvWOrS2c3V2qyAiLlvLIJyJrnaJTLoJ7UVTRSfbvizZcde3qBQFf12ZKJRSkaIngURSqM5oqpTO0rxLbrRti0DW2u4d6G0bQ5CEiFfbF6UUAxIzEqCQEVVA35UittbGEIwxlgPydX8ACUTpGCSIKBQjBVABZQCISCAUo5DoiNvQWXYJiUXw4H3w1w2BhKKMNiUpXYjeKiEJOTiX5ZlWCn2M1tkQolAiSZSQlqx3Lsvypmm0kHsHN6qqWi6XLNMoN/NVCOhNkpCSVb3mQMwBo2tDZLe2q3ZxeXnyGFpvrW9bW/WLPDF6ezz84jvv7B8e/MpXPr+1tfXqne2LRShre3L2/PGT49l8NZnPnz07Pjs75XSoetshhgBRCPWS6/hqcuO/DHj7Mo/nahj78/0lLz79queu05pewsd1HSfxWjRGAPACXWREUBKQIcZIoqNGXr9iIxNH4iA4SEQQ1GlcxAwQiZk5GGJgFkwCCBkJUbIXwUtFPjhA9Lr7cEbBPrjovXW1Z5tqE4LNTKYSGcxg7UWR9x20SGmRF03dbOraDPaSIq6WSyOb7a2RFpAa/fGHv5ieZ+V683/9ozOpzWi8Nd7avnv37v27e//O3/7X87z38NNPH3z86dOT5ydnF5fPns/m0+29vcbyKN+DtmX2iJgYPRz2B4PB1mgwHPaD9/1+0bRl01T7+/snz0//6P/8+nJT7e3tty4wUmudZ8jSXESPMUKMEhmi5+CNIMcxhiiIkIBjlNEKJGKKHBSDJFQYyTkWKBCtbYXuQaKrqnIBFEmSYK0VAVgakimQNpmIEL/6yhurzdrZkGZmMp0J5A8ffjI7P00NffrxJ0f7+7dv3f7c5z73xptv3rl5NNreevz0iQt+vljUTbPZbIJvRZIgxapZSiSjpRKyrhuTZLUtY5RCKyGoKNLT09OLi4vDw8PBYPDlL38ZEZ1z8/n88ePHZ2dn1vrORCSEODo66oLEi8Xi/Px8s9kAABLmvdwYo5TJ0nSBC0UCI0/PJ5PLqTFmOBy+dv+etW46n6dpvt6UZbnu/J3EEJEJBVIAYUkGwAgogSMTenaSpJDkvOVO8FOmbVvnWMgkK3JrWxdwNN7dlOu6qVESAkeIQoiqbeqmqdvm5PnJ85NTZ22WJf1+/0tffuf13/j1V1+9NxyMP/rowcOHn3z04cedeCOFTpIkNdraFgg5esEkFA36vRCCd+7nP/tp/W/8DvxlNBdA7JRPrTUSd0whhC6/0g1EIJWSUgVmRHTOB2ABHKylaNMsS5JESmzr8vLyAj4IRoXxMPvJ+2eurhfcbBaXgpQDkQ228+EwNWk/M8v5rGlkWdZlVUXmzkeKiEornZhNWaO3bdvuil1jzBtvvIEmW60XSZIIisfHx4P+VvD81jtvHj8/HY53zp4/b3xIslwQ7u7vrxfz7lI/HI5ef+tzZT2/0UsvJpdtcNt6O+vlSAIJInLkKJSWqNersmmruq5IGmV0kWW9Xi6EWC4Xt2/swHXvbFVVjx8/nk4uXr9784rDLqVSEoG9bc4vj/f2b47HvceffLqeuBzDfDqpajg4upealCPfu3f/G3/6zxVFY8yzp0+11t45RMUAO9v7Sps33nrz0aOfTE+Oz6eXx6cnp88nSX9LNy0CEpKRans8evDJJ2+9+fZPfvIzIDUcjm/dvjudLo+fnkQf6k3ZxWK392/fvn370SePnn3yoQhtmvU/mZ4lRX+6XldNe3jzzvTsSbmY5Qb7mazXS2PS1XJqiiKEsFmG0GyMiVKFEIIAIEEQY6eNRGBgBEEhBA3yM2MUIgBY53zwV1YdYKVkjN45391kY+Cmqnu9nrVeAgfvm6aNQtXRGW0EshBw5/atpydnDLhYl55FiBRCHBRFmtRGyciEGPNUWd9MzuYf/eKnymM5qQ9u3Nrdu2ODP5/OfvqLB73twybQ07P5bNUoYVAXplD7u1sR8ODwxo0btz99/Oji+Xk/zxbLxWw22d8evfr6q3/26ByNmJw8PtgeGJQj0zOsttLhaPcwqvzk2ZxYQtDgpUGVstnqbyOu2nLRNI3IElSqqut+hBfZnyzLra1ms5kQoizLUDUyLW7evDnYFjduHH388BERnZ+fHx3d/Na3vrlaL88unu0cjz//hbcBYLlcOudmsxkJtbe31+/3N6uLoijG4/HZs7NuUjLGVFU1m82MMt30IoQY98bVZlVV1cGNo2fPnn78yaPbd+7cvXt3b/dgOp065iTRaZqW6+XZ2dmz02lTVc2mDi6GiHXdZlmPlEnTohiOHBPH+tnTR2dnF97ZnZ2d1+69/qUvfF4JUW7W69WyWq/X6832zk6SJEVRNOybehVjbNq2y0BFCUTyRbC/Kx7cGhWXFxeb9pe4bl1dFiEBoZRSigzYW9uaxAgBHelCKRljQCF7vX69qRbrda4NQbflF3mWLabz7sjnnCuKYjAYXlxcdG/dzuHpnc+LTElNIQihrfVdwQNxiNfH1+65tdYaY5TWSjnmKIQApE6B7A/62zt7yHE6O1suWwSntR6Ne4rQOxdil+dsmqbujsAAIKWIMXSglu7YubOztbe3F73ryAVFkdd1A9Bdb/lfqjr8X61cHyLRZ9UFUsrhcJjlibW2aaoQgnVNEQsAXi4Xi8XCJL08HwoONngASLNsvLNPRNG60DpkZqGTVDtvTZanOo8EEagb6JlRAAohonPlYrW4nH740593K5DO8gQAW1tbf+tv/S3x1b9eufZrX/talPTk5GRVVYHj5WzmQ+xwsaQ0ddY++KWZ7eWa9Rfptc7HfD3IwUsTInc2z784Or4cluuemfjiUUQhJF5V812FA8W16tjB8l/WG68dnldEP4xMAIJQkAAGgRwQoxBAQIICR0mCpPDRxRCFwCuyBxFAlOJKte6mQEQQ9OeGPogvkld4Vc/ggpdCd1s+xs8CXVci5HV8trv6vzBnhuso42fNP8xX2BX03YjefYVu571cLruv8Flvh5RSCKUUEqAPLz3BRAQopMDOpW07Xd5a2ymEn6XCmJVSAVlKKUBkWdrRXLwPESBG7Jh516PdZ7WJwXlnr9RIi8ieIHpjjOmmByBGgQQABCiABIIjjoAREICkEBisc7atm5aZhVRK67oppUpk7AxjkTkEb8u1q5ESITUJIulDqOpWCM8+CKKmdVJqrU1ZNc6F4WCsECLTeHuvcbZqm0RKqYzOUqLgmoo5xBDrpnTRkSRlJEIssjw4V3v7yfTiR9/77ng4BAzaJHfv3h3v7P3e7/9+rxi888b9rD+USlkXlsv1H7/3429876fRO4pe6ORlve7/p6Pvz33MS08n/8vaxbvlxHUdSJfrCwSBQHxGA+fIAMj0WX2U+GxjhiiYO6P29X8eAEAJYAYMkbiLZwFyQI4YGTgAQ2BxBemVSEAxQm/Q4+ClkpEdQAwQQgSV5K3zWW/ovV+VZZbm43ywWiwliN2sD/ZCK2HrjVIqS7M7d+6sFvMvfOGd5XJZN+1iufzRD773Z+9e/uN//H+//vrrv/27v/cHv/97IJRjen5++ejJs+l8/mff+8F0etm2rZSy6OWDXv/g4GAw7A2KIk2TcrMRorP0qK9//esPPn6IKIfD4WazIamllmmW+xibps01IofPehiZSQj2FoG6WEWMnmIQ1JUERELRRcWAoyQllWZmH4L1HkgoIQGidc45t7u7u1gsrfe9wXC9XussL1ufZH2hnDYmSVtmd+PWzVs39m1dIuLOcMwhfuc73/ln/+yfIVHR7/2nf/fvDscjJmya5vziotfr/fAXD6umFJTqJAkheFsKKZ1rQ2SdpAAQnC/LcjAYDAaDp0+fOufef/99KeXOzs6dO3e+9KUvEdFqtWnbdjKZfPLJJ6enp9ba0Wi0t7d3cHBgrW3bdr1ZV021Xq8Xi5Vr2m4g0jrZvbN3/95ry9n8/Pz8m9/8pjEJSXlwcCCVyfP8RT702oLc3YQYsWtlBMYYIQAxSggcu6nPuRACay2sd/P5Is8zbVLrHJHs94Z1XQZv67oV5LWSANDatsjz23duCcQOd/7ee+/FGOu6zbLsrTff+Y3f+K3Pvf3OkyfHJyfPj49PJpPJxcXFSERNKGOQKKQ2snUxRAS4vLy8uLiwrVPZX6hu8P7PvR2JSFLn1ICIQQrRnaWsd0QEMbTOZlppk8TYNE3j0M/n82E2TLQaDfqnp8cEqJW0Tc3KZCZBRKNSnSTEQBCXy2VoNovVNARe1y3LpGnqxsY0Tbtiq8vLi9V0Ulabz73zTjoYW6BsyFmWMcQQQlXVNw57nXj76qv3jo6OPvrg5+v1mhlHo9FiPnvt9TcO9vcA6GI6efDgweX0eO/G0eNnT9u23d3a5hhdcFHEJE0YobXtVm+rqioGEAKNUYkxHQIeidu2TRJTV+ssyzyK4XBY1/VitSyKN7Msy1LTNA0vl/3RFgBvj8atrctyo42SAb797W9vjcZS+W7T72xw3qdpWq3nzHB5eemaNsYYnSuK3t7RXVMUP/zRj4wxSquyLPM0c9aWZVm3vimrYB2HSIBCiKfHx0+On928cacsy1/96q+dPDs9Oz33zmVZ1tT1gwcP27C5e/fujaPD+cXlYnLZv907n15sa22M2dRWKdXaui7XeZEWeRq8RaFt6zFe9dYaY9IUQqyIAQmUIADRccut80ikdWK9S0FdIa+vq3dMB5bEK9g4CbycLheLhdb6YHffKCnyvNfrVZuqg/e2beuJvPODIgshNFXdQVDqul4u1ywTD8JZp2KMPhCA1CrVqih6H3z82G2HQS9fTRYhhDQfjLf25qvlnbtb473DtFc8PT5drUttEiJVDEevHx7euXd3XVbL1cZ6p7V2wZVlycDD4bAoMiLav3FkJD15+Iu6MbaxvmkzqcGH509PTqfrxXzurbd14xoLWrKLbEO9KSFGoZX33nPUmbGbajQa3bx5E6SpNsN6cQUlvnnj6Iu/8tW9G7fvvnL///nj/81au1wuU9N//vy5lqobFKuqyvObPnbgNL6aXtJ8Z2cnxoiAl5eXq9VKK7VZrJh5Nput1+skSZRQQsosy9q27pAhxvROT0939/a+8c13y6qKgA8++vjo6KhcrYwiJIiRF4tF0zTGGFdXNgQi6vX6g9HO6fnler0+uHXv+eXEuuVsNru4OA8hLBaLzXJdFL3FYlGkxXw+f/bsab/f76pQmRmvuOEgpez1ekVRbKxvrUPhtMqESpi5bdu6FtbapondKNgh1gVd1ylfHQ6pY5OmSdJVQXRk8RACeAsmdo8quMoQ+RA6Lks3/cYYd3Z2tra2z8/PuxNmkiTOubLWWmsldfRBCNX19QkhiIMNAQGJqGmaEGxVVS/MolduPqQQ44uUlhCIhFLKxKgrQiFHALDWJkny4j7bfTOdX7f7AbstZCdXSKP7eVFuNpPzbjq9bn7/V3vq62yH1JW3EArsYL0EgkAAg6+tdbPZarkU3VStJGVpv6N0HO4fdkNUXdd105BkALDl3JbgvTdSEUOqNftyWiXbN7d1kXuOw/7QX5eGMTNdWSrjiye6OyNaa20IdV1fnD77+X//3wHAoG6k1jdu32qj12mSZOlrO1u9QT/6gABpkoI0nsl7v1qtuit11/v0Il8XYsS2tasV26VSOwCVJhCBERUKigQWXQQpKHlh1ryShQFJyK6BDBDY+UTp88mleuUVdkEm0jlPiIQYAwMDiQAQOrGj00S6MmwCJJDARAyW2CIHgagkRY4eBZBgARhDB08msNF1v53gAwAhYmYMxqCFTHWaqow4ESAQMWIMgokoXqsrfK0yamYMdSatiRtsWMdQiNSzdNG1caMUEH/m5CTEGILRWkoZQiBEEiLGKETEQkcfRJpGqVsgTFJOqsZXUqkQQiZz55wULAR674A5y3reu67LASAqpTCKlFRoXK5V3uvFNmpS63ITkYzUbRsa8kIIMtI6F9vqpSZxjjFisF12RRAQoa/rSJxENHJRAAAgAElEQVRCIFsO0qSsGpmmIVrvW/SBBHVjiucopCQZpQLnow9eay0aig4ke7eax+BFW2GzQaEa70ApINlyxAgdr0egYCBlTOsgz02n/Qoh+gJzoblqpULvHCMFEg4ic7A2yg5krBUBQ4wk0NkmRuEstG3VvdDLioepQm6cXSitCyWRAMBIISCiSDJkiNhyP0ihXYC6tWjLzLto29RoaXIodBju86aJkT58tOFPV+++9yEAdy9V5pjl2a2bN//N3/udv/Of/4d105R1uSwXP/jxwbPTU4bycj5bLTZGqaqpXbEnpeSIKEiaNDIF5ggUCCIjCSo1P9tcfLmncGnZtQRUO5tm2bqqCRAYFMkFbkigACQgAZII2RQrT2AGzWaq0XAIxldZhz/yDhGvCuq7NwlHZm7yrBHG6WS53ug0DczWOY4gkKQwBAkwlF4JYAXehVYTIXBZ1yCUYxmAQCpyofP0WhtjlCikE7JuNqOssDUrSCLmFChFExF9ZUnJzBS2sS1bbTIEECQg3Q8AqEZBqSlcvLH7hsrLkkRUjkIY7HPwwciwWa1/+HTxrf/67wuOWaKHvUJLcbC7KyD+/q9+ZbyzJYTs7hzdUoOI5vP55vK8VxTry4vdIv/Gdz7Mi36WjgBFjKiUAhQQEZgFYKLUygPpfhApiryuWKmitZYwiwQhgA0MgsCINobgHSGnhW7X65o3XjhGKKuGmU2Wom2kEBwtMmuCNFV2Mzfkh5mCdm24DSAhBBtiBKoqp5IBACMhB5+lu5c//vTg1s22rpUcjfvAMTrX/lf/7R+Wm81oOMjSdHt7O8uyX3nl5hdu7N2+c+fi/HKz2cznCyLx9MnT+WJZLc+UUkvrpd5qQkz7gzeObgTvu1Np07bPzs4/eXZs2xYZnbMAWLWWlDJSgRCPnx177zq3hEbOJOksEwVdXFxYESU0rraX9dSHQETjbbN3+wt1XTdNE1yTGpkrfvOVo8vLy6qpy00VfAye7QoS7FnvgSjGoLTi0FIkdNw3CTnPAiMAaWhCC8BCYuvafq+w1mmlrLXaZFGnrWOpVIxMhErmQmQQfPCBIxlZuF4eY0wHpKQ4Pp/8D//j/3S4tzvs94os/+qXXg/eV2U1PjjcLOdtWa6W6+liNbk4tSG2vtwa9T5+8rEwf8BMn+1fMAJHkLFpS+9907RSSiI0WRJCcCGgQJISEdOeUTKCqyRTouWt3WHXAjKbzlarVVvWarOZPHp468bdzcmziCJJsu3De6tlKamelev9/d23Pv/F89n6cja7mM+2R4N+ttVEt5ov0LdGgHBrLdLW2ePJIu0NTJYWjVQo5+VFb29MqNqq/sYf/2mznN7e2377ldeUEkLFD37xg+Hh57/8q7/1a7/+u8HzxWTh+0mR508ef/zxRz/d3991zn7nvW8Lk69rr9KeMoP5Jm4f3bk8edK2ze179wb93VXt1yu7s70folvMTxPNqbjXNpac2u7dqDbztgEhzWYxR0MRwEZAmRXjXcsfCs9CqrYuJxdnrtTL2bkwvcV0DkBJOvh7/+V/87/+g3/wjW9+ezKbCpGW1fzseKoxROBQV7b1Z9Pp3qv3y8ZxZDtfyNKG7fHZFNFqu7kon5/lJDXK6bJ5Pt1QMpRJf7Nxzx6dZlnaV8awF76ulhf/wb//73739Tf+9Ft/Vnlhoe+XS/XwOdZ8eLj95mu3a1s9Pf4JoEjMcG+8t7edahN5kyxYlW3wJku2doClDm272TAHnUSWbr1uz05PkiS5ffu2SRKlrvwdSl+d7NV1fAMRxYtqpdYjgFYKkY0xk+mk2mxs0yDzZHq5vb2dpInzTZKrAK33HDF6x0KIxXohhU6K4nK+sLYp55fYNEpqu1oXr95f2/b42QXx+MbBbq/I2vpMx8snPzstijTVWf92f7p6dMds7RylddOqVPd66WIChYy3bt5687W397b3t8fj0l+E9cJjk5AoktDrSY683CzP57Pteu+ffOvdO6/f72+PlYkql2uwQXF/q5iGar7cbNoWZVvWFz2sFdlaaDfurbOs3hQKi0SidWWwNgkAPtw6Onr/x+9///2f//WvfoWcd037xr17/8l/9HcuLydPTk7f/fBnDz942u/3uRHnl+ev3n6FANhFcBEsuo2fPJ1WgHXjpFKjQb9uqvnF8+3Bl58tnq9m0/V6rTBBaZbTCSJub2977+fzeXO22NvbW642TQve+36/zyynk5UU6aNPTwajYZ4XzoXRaKvIjAAM1k0mk8xAXddJSsyCWQaKP/z5j0mYs8uztyQIDE8fPck5116287JN1s+tPTw8XEwnz5tTJbWUCpBsWzvn5su1gJj2xywrXpZltdnUrTRmuV5LkVSt1+h39g7efO2VutqEqGu/qpsgRSJYAQsXUCgVoBbUaG2CdQQCggRWShlAH1FtVjwaZfPFajp7zDGORn3BsdoAR9FUvs0ZI9naNWXrnLu8nHzwwYd10/jogHhZrRrXqCQJTBBZis7RGThaYN5UFSI2AE7IpD88P3+eFSPvKNFSoMbAIfqIDBIiOtJc1fOqXGsB48L0i2xrq9+WZRuca1tB1DS1lkoJ7W2IMUol6qpK0yRJDDN7D8ao0Jbl9PLw8HA06ltb6UyrTAfPSIqUAA5dJ9lfGYdn58ISQkgltdZ377/ajU9lWXaJuy4T3OWsOvGn3+9vbY2lMV18S0oZY0yUtnXTlFWapsE6IcRgMAjALgYXrur6Qgh4xXcAKV/oi5/1JXRb0m4pcmv34Lvf//724SFJcTmZKaM/fvSkruvValVXFTBbz3l/eHh4+Nprr92/f//mzZvdhqCLhczn87IsJ48fO2dfeeWVPM/PLy8jwHA0tiEwgjQmSVNAbpuquyB2ZuI0TbufOkQQQhity3JpgyUjUGIgaJoSpYxXNfRdT6NgFC8rhPSC4CkkkOjIKy8WA51bqSuPDB1vA+NVI1pX5IuxG9IDsADqRHGTJKIrqezguV2dwHUldsQX2JiYmJ5oN8EhpApZAigCiQgERMghxJdr3RBRSNndEF78nWtFwNTahCAhSAQFCCL42FYgk4ToWpHr2EiCCIVEZn397QQAUIGMkN61REKSIEIlpNbaRo4A3jttBDJIJCDRDRKdgInXRePEEBlciJJCjDEArtfl5eU0AC/W6zQvGCnTclBkSZLkvSJN0yRNrXMMQIK6iGD0zIAusFKUZQV7Z4yRUoE2iRQsJaMIzgrq2HeBiDabTZIk3QKv6y+JMQ77Q+Gid5GAgvcxRqWkEBSZ0QXwobXWevcCRYN8lZbUUgsh2qZx1jYYrLXWWmKOREDoXbwCyACEEISi2LnbURV52h/lq4tjhMjRMROwc7b2dhNjZ6FkAEbifr/XoWibZvnxJ+v/4u+9pxHG4/Hde6++8eabRS/57d/5mzt7u3uHB0LKyWx6fHz8+OlsMpt++umT+XKxmF02Luzu7bvAQEIgGUoddfMoEHtvbWTKdLKanO/s7AikEN16uSQjCZEAscuZRjAUol035VRwE62LwS904a2XUhpjMPIViOIl+/QAS3JVqJepCL5dhxBTrVEISRi8b5s2OFeMtpGDiNaF0rVOIA5TobhGJBKhts0oL9rQNnUD3JV1IHjIBQu7Vr4i59AuMVJifFm3IBBYKiFkCsiEHGzbcoDWV4PBoLa1kiCx9XZJbLVIUIUYrZQCFLKH0ai/PR4ChGgdRNdu1q5tf/jD7+dJ8uGHHxyfPe72nVLKo6Ojo6Oj+/fvv/HGG1/56hfruv74448vLk9uH2xfXE4Wy1YnaVH0pdGAHBi9b30IPgQfY57naZoUPZKiEeSNDK13EEFIgUJF4KpuCZltc/PmzaP9vQcffBht7ZpNC+Q8N02jm4yUjEIaraWS3jofY2F6jXUBMIKIKGN34QJiuOqa6649CBBsm6bpYNivjWaOScdzknT89KlQcrVen19cnHQEgjR++umnSqkQ+ODgQCn11luf+9d+47deu/96B3n+k29981+8++5mdlktpor9fD6/vLxs27bf7x8cHGz1enuv3skH4yRJJpPJn/zJnzRNnabpRx99eOPGjaOjwyzLmFmSsG3bFfdhkm/cZNV6IhqPxzcPDjabzfHx8ez4hJmLorh1687p8+eN8ydnZ/fv379z++7Ozo6PYTaZPPzowYOPP55Pzoper26aw8NDJ6NrlnYT2nIeFHtSWmtjTGdCsdamOiUkjs7aLusuI2NE4QIbpb33IE1ACSQYIzMjM7ZV9KG/PUqMaZtKkSqr1tt4CbO2biaTyXK5zIeDw52du7duvPHm26Odnaw32lT1n/7xP56dPkASwUep6S/esrt7ZSc4dJXQHGMnpXME1DJNeyBk1h9KpRlC64L3vtfvX1xcABAI0dh2e7TjQwCi8XinaZrd3b1CfaGnXbW6pbWMMY5Go9HOTlM3oak38xmRzPMcYiRBxqR1HQfbIwSqq3a93rDz1roeUbmpogj9wc7p6WlCURltjCElSAgGVlpsNqumqZumAVvVMg56WVEUX/wbfz1J9E9/+tO6anOdVVWjWKi01+/360Uxl5KE6EDT29s7iRKz2eT45FmWZXmer9Zr76m1lhFIiMl0Mh7naZJapOg9AqRp2tWxCAgxBgbqIG51XWcqT5KkbV1ikj/8wz/8zb/5N6VKf/D+B5UL73z+c7Y905KmZVnWtTI6TVMhqCiKNNsAMSl54+bRrJ4/OXm4l/Xy8VZgefe1197/6HF3iXt+djmJjZLq/Oz0lVfuSoFKCdc2RumdnS2IQZIQifZBlE398aePz85PPv+Ft7M8SRM/Xy6fPn72qu7rJD89eSZwWNfVclXt7++NhoP1qjGme30yCbtcz4JvN3XlOTbOmizlaxnnGjIOL+HEubvvA4BKTBdCA0E2+NZZZUxfyhCC9d7H2HSFw13IChEQ0yx1zpFQJEXdNpfTSZ4WWZa1bbtarzZlualKpdX+7lYI1rpmNq+CrcuybKwrONvdP3jy6NHT4+M333pHuFg1jTJmMpt57w9vHN24cfTK3TsPHzyczy5RbaqqapuwvbtzePhW1TRFMWit7Q37rbU+xNFonKVZkfds65xzk/NJkffH4y0i4V2oy2qxWOYghFZaCWu9Qqe4FVImWVY1rrYxMBotj58d/9N/+k9+9POP7r/6ii/nr7322o/f+8bXv/71yXT68NMnjFRF3ev1ZrNZluXGmN3d3U4UAk601mVZYl4w82w+T4xZrddJkjCHNDVf+9rX3v3mty5OL7t3a5qm6/W6KIp+v//48eMsy7r7YFVVdV0XRb+7cOVF36RJkqTdeVsIUdf1ZDIp8mx7Z5uZm7o1UoGQ3vmdnR0fcDadWtcaozZlKZQsikII6vf7IGC9Xp+dn2udZuMciZz3RZ511RHs2+78GJk7kElHQ0yzxLaxXC3v3r37u7/7u+9+6188+uSR0jLP8+XGhxCE1D6y915r3eWfjTEr3hRFIZVkZiJMjOkcrfPFQghhmwY5jof9LM+7o2Nn8XvBEWzbtqqqznqGiPV1MWZnNu6qobvp4AU70DnXjdDz+bxDsJRlaa3tTtgmMY23IASh0FpL0VfE7ESa6qZpbNt2oSCprnrCutIIRJRCSnkFuUDEPM/yPCsyk6aplNJZxxE6bI93EOJVQopjREF/ZRyezBAZQgjBh7ZtHz582J3PjDGj0ahz93Y44Kv9UAjr9fry8rL1V8zf7veRJ6kikZkkxiiNxI57Krp6PAxX1xq+VuJCZ+56oct1Ml0HAhmPx6PRqBel0IlOMqH1OM0AUWcFABwhxhBs01ofGNB7//3vf//dd9/txF8hRHczSNNUKZXn2cHR4a/+2t8IkQNwMRhs6tqF0Fq7rsrWWucCMSBRDMG1jWubtq7o2qvpEYNtC00sOYBf1atsMBRSeI4RACUKkMwxBGR+yYqD4IEjMBEhyY63jtTRGAJHf1WZHiFi5wvuSBRRoboaw5kYmQivIlhAIXJgSOS11xhQAMcOgIm/BFGMXhkF4GyMKFEhC4ECUEoEAJQIKsGXzasvIEUv69QiOoOAAiVHil5yEEAUPTpLIJSQDoi5S3bBlZ1TSWvtddKvq68U0DWoM3ftIGlq+rGoQ2AhQIrIVxXw3ffQ/aMzdr7wjnpAdkRCgAhCmtHO/u7uznA0Wqw3tbVl3ZTzmV1vFpv1xfOZ8945171eh8NhlmVZmuV5XgErKQmgba13trHWeY/UIYtCd1wwUnbFNZ2sX5Zld3nqpjjvvbVVAkL6aIC6Yz1rIYQwSgnNGKJ1jgm73ycRxRBjCM65tm5eJCcBQEjZXWUYMQILUs45jq5biATrGT0zMQaInGdpujMCn+apIZMsmyBMRnF0rYtCZ7Igwo66hIgh+maTeWdDjD/5xU9+9PMfCSGc90maJmmaF/n27m6/3++ZwaBX/OZXPp/l+WA0JqmfHZ+UddM0br5YlE0rW93PkrZcp4qyJOmYhwPdt+3y2ZNHX/lrf23mwQmIIUAIwCwABKHl8mCUaK4C1AwgiQ1JmUki9lyFToFnYqTYKX3M3q77hlRsSXLV2tGgt16XxiTIobVtIUklZrU+1wJtWzWbpZYUAROqm9WFKfqJTpUR3Ew0YmIoQnS+8c6H4FOTYLNWwalgRjqiXxlqWFuhtI11h8bo9guIXkqpNGHYaOm0RIirYQ6zdpMnEkikTlPXhRxk29YcokABUgQLYEy/yJu6unGw773bvzW8Zg455+xidfnt955/93vvdvWbR0eHW1tbv/6rX+j3B6PRKO/1N+XqYjKfzFfr1eZyOt1UVYy8cY1SoVqfK6y1jEYFkRAKRVKgwA5RQmKEHHpFfu+Vu5qI2kWe987PL56fX779uS8MR+OT88vJfBkCz2YzZ60kEQLrJIsgiv4ooPQQIhAjdYPf1RawqyAFLjcbKbA36CdZXjeVbeqmtiH4nf29wXikhAjBE1FV1W01M8VgOByGEB2IEPC9H/y4+ta3E5MWRTEeb20Ne3/w27+ZmGR7Z9t7n2XZerUOIczms9PT0/Xl+WZyvnbQWhu8Z2fzxAjCL3/+HR/Ccjq5eG6BGYSqWpemaYzRMs431a8cHBGRc+6jTx8zs857I0KtdV3VVds+/OST27fvbqrm3W+/941vfUcZbUzST1Q/NbcP995+495wa1xW1cnJcSIg+lCtN+MilRwYBQdrm6uGGyWgqdbGGIFRCNFBkbtgtw8xL5KqXYHUAQheqrVUIdjWKqmkUBvHAEKZIgJwiGTkcFulxVjn2gX/0cePPnrwKCB6UKOtsW834+290fYuSvpLaUtFUezt7XG4wl+30SmVBO8EUpblMcTFprQBdZKjlIkxRa8oiuIXHzwwxniugUR/tJXmeW8wotaDECrNFsvVt7/5jZ1C7IzSt99+a74pk36/dbEoeirPd4YDH5iDO3329Pj0BFEYbTjS3t6BUnI03M5G/R//4M+2gFAIZnQhrlbrwd6WUkpohYRCSUTMkuTy8sLaJs8zj66qyotzv7c9WiwWs9lkNp12zOnu+OWc6+zizjkjpbV2MV8Wo71uufz8+dl4Z+v1119vLTaVdc6tVqtbN/fG463T558mLC2onbK0tiWIVbl2thWapBCekSOUVVVV9WBLCyHW6xkF/+/92//WP/1//8njJ8fjvRv1tPz5z3/26q0+h9jrFdP5LHJsvJNCemZjlBAKFJPAUa94HOHscqYFRlT3v2icc2VZKkKlZX+0f37x/HBv9/jp47t3bgvCLDVVuXr26JEU6F0oq0pymJeV0QIQvvvdH3zunTcGw36WhHJd/eynP03SXlU3+3v61o2jyeyMo6/rynsfI1TVJgQnVDg7PzepbL2LLVzMJuu6/KyR+rpB6oq3BdemNGYAcN4BQ13XL05fzjuOHGKIIV7MplrpFzmODn/gQ5cQQWberDYXF5dHB0dSS0Dw3tV16W1pTBbRxtiW5ToG39bVpiq3d3Yuz58/Pzubz2ebsq4qqw2en01A0OHRTaX0crkQd/FLX37n7Pmzx0+e7O7qar02WS/PklE/L5Lk7Tdfb1t79+5dIcRitcySvNxUN45uSEE/sr5zOOdZLwSx2Thm8jbMNpXWiRIgQhk2rfalc1iHquvpdSFGimW53iWUQvx/1L1JjKVZep73nfmf7nxjjhyrsubuLjZ7kihRBG1LhmlaNgjYS2+88coL77z1woYBb7w3bMMSBQM2DIgQRcOyJQ5iV3cXi901Z1VOkRmRMd35H8/4eXFuRjebtFbSgrkIZCYiI25G/HHON7zv83ZdtzMaAZg0yz7+5NN/77f+/S++fhbAx5qVMVaW5cnJyWg0ejXPZ0IIY/zl1YV3kCo5mYzn81mvlzdlZbUOiVytV1mWpSK1iei6zlqrlMqyLE3TOPzdnhVCdF3nvHfOqSRDxLZth8NBXdfoTdd1lJLBYJAkSa5zGggAdMYC4KDo1drleeq9AwBrTfy3ANgZIxVv2kYlajAYqTShVRVbzdFoNB6PnW4ZQ2utkrJqO8ZYbzAwzlVVZXToF/mnn346v3rZK1JjTGchyrgoIzcT28FgMBwO63JZNZutm4kSAHTOAbVpSilnWZYJIeZd17atyRJrDBO81+uJRHlrbwYKDkOEVWuttwQNQiLHK6pDI+XlZn7R7/fjamp/76AsN2VpQ/BIUCkFhAChjEurOyDgA+Z5niixXs6atk0kNUYb3SFgQM+YYoRQ2A6gKSNcRLggB4DIcYkR9pyL2HYaYxBhNJx0nakbjREF8a970fdv2NeHSCgRQjDOAKDX60VV0maziXav8ApoEXWeWZbt7u6+8867TAprt4o+5xwntKubyOfhvb61pm1qB0gE51JQzihjMvbRhLIYKvYLwMz4Npo4Y8senRZ1Z9G4wXikrZFpEdcvMRUOX/U5xpj4E1XXdfyYxjm92SBi6t2XD7+6ni+Kfo9xgZQ6DEe3b0/3dg+PjnZ29oo8k1IgYlmWi8Wibduzs7MQQtd1bdsCQJqmR7t7ghEpmZK8V6SzxSJQEgIyxoABYgiOAmE//+9QgrEdAgKUA2XkVdcXQtzeEUoJBMTYFBEgFGlseAgAQCA+Sk6BYBx4+BCce5VLAUAoBQTwnjBKCQH6c9gGUCooRcYi3xYwsC0IHyghnCK+4p3e0GtugKU/N94hUADBeJYkiRCSceRcUAYBre6QcEchgkATJUkiIoUFmQ+URbwpJTQgxmOAAAohYjwj5zxq2pIA1kOUTcdH6Je2QLHrC54AUMYZ8YFx2WinHSRZf5z0PKUIENoutA1nLMbHO2ON1uv1uq6qpmzPn18452wmlGBZkmZK9vOk1+tTxmJ/SRgDRr1xWus44IiNa5qmkSMfT/wkSdq2JJwzxmI6ICJqbSB4ojvmgfgAhIhExfmIiMHosFWrBudjOAxIwTh3GKx1IQKLqSMIgJQzpoQI3jNG0zTzGMrNqpq9GKdAvfZW5YMJpxzAIXFIgg/eOx/XqnVdAwnRMq6UmuztTCYTAPDOUdgObmLPGb2OaP2mvJxfnK5WZdu2Taerpvubf/PXiOBSJhkLaSaP337jwd07RdHblFVc9+/t7S2ur16cnJ58/tFI2O9/59uYjygAI8AIYUA5wclk0rbtcDJcrJYh5j2Wc0KIdYFymaYp4dL7EAgLMS4DoRB333nrAVdiU1VJli9Wq0m/13WaMSbH49VyuV6v85SkUqDggWdFlkwmk1sH09HuofZAubKBct9GhScwJpVQSjrnEsFjO9rP82+8fpz186LXW242gUDTdUBZ13UhBE4FCQiIst9njAWrx4PieLe/Wix6KcskBvTBWmPBe++9Go1GvbzIUoXOMoAiTVUi1/N5r1cwII5tbkYqbduWZRmpQtEwEMdkq9Pz0xdPjLZICBdSqJQxgQD9Ikkks85JZIf7B/2i4ISQ4Iss65pyXW4Wq1mrO220d/7q6owAXHn3xZ/9cTBGCLmzswuU7wySrz7/yHp3Oass8Nfuvy4oeEKKvCib1ns0PuT9gXHokSJlgLGQoDSGDDJ02giKTVsRgsvVcl3Vo9Fw9+Agy7K8yBbX1/P5vG3qmMlZtnWqCqZypnJvzHJdEkKkVMCVQbhellXnzk+f//RHf7JYLHq9nlJqf3//wYMH9+/f/7XvfpdzvtlsLi4uTjd113VPnz6dza7qajMajT788Mec8+l0evv27eFwCFwtyjpGO5hyY7z7/OGXzrk8z+/evdvr9bquOz7Yf/zk8WyxGE0mxoVAaN4biiQLHpjgzrnZ7FILwqWYLZfGGib422+/feto/5vvfWNnMm2qqmva/+Of/sF8Pr++vrbWRvJBmiTWWqPruAMMEIh3gqDFkCm5soZSGgJs4RkAgVBOCAEaPIaAjAmkmGWFtbZtdGeDccyiGPaGm/k1+JCojDKOHozD1aryypZ1h/SvqCTQewCQUnKq4iC8My3nfLkxTdsGQg/2D8uy4mmh0izLsqIoEgmLxWK8M51dXbfGDAZjLuRwuvPWe980Dp6cvBBS3b19/MEfUZkkVVWXZYVAB4Nh1XSA0KyWbbVZr0vFhbWeAA8elEqsdZzJ3d2dl4NhQV2W9az13qHxtp0vNmXlJsObUz3LMp72jO2eP3uWKkopIRSrqlQMPv7446dPHkFwm82GwCuPGeGtMeWmqusm/ihZ44Jvy7LkzgohCGK0tLVte3Bw8Ozp8xACE/zi6qLX74faBBOyLEukbKxxugMMgnLGuTPeGFO1ZVXWccAf6dO///v/5OOf/bQoxgcH+6vu/JNPPtarPgQvE7lYLu/evzeZTvMs21Q1Bm+hBYvPTx63VZUmed3WNqD2drZYBHSMEm10FXjVXBNT/e1f+/5XD7+4e/vWs2fPTNsu51dNU9blRqWDVEnTWSqT1mjtyvt3j54+PVWJkFJOpjttp5taS5Xqrt7dPSw3rNysLtALvSAAACAASURBVM7OCJPOcueCtbqz5Q9/9IFUtG6abdZRiOwD+ovs5V8KaL0RN8WrP045i6KIt0O8gm8Y3TfANkQkjFPCnXMEYH9//9bR7dZ0m3K1WC4459OdSX+QGl2ulovFYrFerrz3SghC8MnTp5cXl3fu3Dm+de/85aXRAWmwPmaZwnK1FkKcX178z//r/xisK3oqU+yiKceTiaSQpwkDv5zPev1h0e9RSqu6Pnn2XHD67fffnYyH/9fv/x6l7Gj/YDwaS5nPZpuu00ZbSoSxpl5VPeG9qUcpa7UtO2sQWJoEQgiBJEkk50Ly8/Pzw503L56frtari+dPz2czylXVtK+9c08kKusV9/cOrq6uXl5cICEeUFu7rsqmqaq2lSrljFlr8jw/PDw4ONy7vjp59Ph8Ohr94Dt/w9vw4y8+f/ny5WAwSNN0tVpVVZXn+U3N1nVdUfQZ51xwpZRQUmtz8z3K8zzPC+89AdBdFzEwqZKEM2N012hKYLlcAGF5lrF+XyaKC97r9fJeWjdN3bTWWcaYUqosyyxRUbtnjBZi219FpqhSylrb1I0UWcwerDJRbhaEotYmvg/nLGCIhqCqqhB3siyjCBosBssZD+AwIGGMcEZeLRWiSFBr3XYdodSH0LZt1bbxKIvbNkppnqYAkGVZlmUxkRWAxBosPqht26Zp2uv1+v3+crls2/bx48fz+TwEyxgTUmgTgBJCWEDCuNw52h0P8t3JiEC4vjwNIWR51jbOMwoEFJFZljDOOTAhhOCUcy4oU4JLISmDeMBSShmlwWNdtcDaeKA1TRsBE7+QWvzXKqU9vuDgg7U2jSTsLIudj7U2DlPj76O/8+Tk5OFXDz1AlmU7OzuxppmOxnmeJ0L0+/3gvOCi3+8b7xpr0AfjHAB0AHFkhBgIhRte/zaPklLGWL/fHwwGhBC6sRHWYb3XxjZacym2e2HrCCGMbZ+VWOlyzuMYJp5WEQfXp4xQPlssd3Z2esORsTbrFeuqevjw4Z/+8EchBO+s4nw0Gu3u7k6n0+Fw+NaDN4bD4d7eLiE0toJnX3wuCFTr1ddffL5f3RJJQhiPl5MQkhFKAov6OtxGO0RQTGzufCTOEIoAgOABfEyBi9tOQmHb71EEC7+UNxjnDTcl+81ejr5CJtKAgSCFX5SPBiBIKXKGnCEBR8EBpRQcBWQUTfjlaIq//Eh4hLjN5EJxoaLvkDLBmKRICLAQXAg+BLBWx4shfiOEENu0dESwTjCOzFECnDFCkAAgeuc99wEwMErhVfOJIdBXB8TPuz5KOeGEMiG5R6RcMiGBMo/gtjHfNOsPs9HkBpmDIZhO7x54BkRrffHyfLVazX1Tb1Z127R1WW74+emLpMjRhw494QEE44TFV7IdLSs1mUw452VZNk0Tt99B0pzJUHfB6di+cggO0DmPHhlCQPTd9rvGOScxdRS3htqAwXsPICIqiiAyxrbgH0bBQ/zUEHxdd2a1BkKFQBnMYrGx7Uo3tQO27nxAQqS4AcZGw09ErUZ/bNd1EAJQenPTB+cJIeADIBIgwXsIoZdn0aMLQFWaMcY//PDPgBBKuXUWkIgkE2qrdqZC9Ps9CmFxefHuu29NCvnRn/7h53/2p3ywI4VIhSIQnLHeGmutCxYA1tWGcrqpqlsJ6brOBegNBv3BSKjEBQDKgWy3TNcrDYR0VldNJ9OkXq2z4bDZbICJB/dfu3/vfpZlZ89eQHBoO9tUDBCAzJcblfdm6yYgba3Paei6jlBycOvw6OgoTVXTNOgDeksC9rK8aZpgbd21ZVN7wE1VCSmtC4qLvb29Xt4HxOezawZECSoZMV318PPP+/2+B6hbaz0wmQQC3skszZQSSgjJmdUdBQjeBeu6tnbOsdTHI2gb+IHorR1NJvfu3bu4uJBSzmazg15PpYlz7nq2WG1KbzxQCpxzlRDCnPcIJh8MgrVFlqBx4I0QbD6fma4iklFKvel2j96QghMMo8FASbGYXTx78tWmrEWSdp3bPzwa7x6LfLy3u3NxETZluVmvev1RFMMIruqu5VKZiH+KBwcBittDhgseH+PDg4MdIMvl4vHTJ23bBu++//3v3X3tfi/bVgbPnz+/vr4u2w5ZxblgSiVJ0jSdR6CBGOfQ2HY1U2iObt8piqJpmqrt/uUHP/rnf/THdV33er1vfetbDx48ePPBG7u7u71e7+nTp/P5fD6fj4eD5XJZluWjrx5WVeWQ9EYTAEiSxHUNh/A3vvurkSP1/PmzKEpcXmKSpHfv3i2KAgHSvNCdAcIopzJJmfdGpjIViLh/cCzSZLVaffLZQ631P/7H/1Ryvjvdefftd37zN39jNBr1er2mab7++uuTk5MvvviiLNdxS5nnOeeKBeTEIzrJEYLl4F2UNQCL+SYUgBHijGFACaGIuFyshUqQUKkyxhW3tmk7qVJVFBBI2XZ153iSCaWyTDIpOxOKv6TwJEJ0XTebzRiBmHhBGGpNTKe1NtZaziRQ9vobby4Xy/W6rOqOMTudToe94vz8nBDqET2Gum4uLi4Obt0fjSdFUUynk/39w1GGVy+Xz09fWCRn1wsq1WQ4Bm/LqhoMhrbrACmltGu1s4ynXGvzzW+8/5M/+n+fvHwSt6BN04BIY1g4wlYvRWK+ViKbpgHvxoOirUvbNN66yGquN6VKRCynIjtASZIkCefcWoeBABBjLSBbLlcZBc5pPO6ur6+FKOJywHhHCAlxck10t26yLBOcEQgEI/EI2KvNVfw+aq2dC4yxrqpfLK45Z9q0z188q2tzePs1DrUU/PL6Umbp0fGx9/7FyQml3OpWJKlUVAkmilxw1nQ6yxLGRZwUMApEyjzvzS4vDoY9SuDtt9/uF9n5+VmvyO7evvPxJ18nUgCgM5px2ism5XrV76e/9dv/4cXZyf/zz/4Z57ToDXu9gTZWSGmN9tYMR/29/Sllie5CZKEjoveuqqqcJIRRJrjHYJ0lhDjnf0m/c7OFJlsTBWhrIkhDKfX06VOPAQkAJQGRAHgMMlE34auxutAWPXprTFS7UE4Gg4GUkgs66PeUlBhsU6+taZp6vVxdK5FI0dtsNucXV4PB8Pj49nQ6fe/db926c6dp9XC8o4159uyZ977pWkJxuVzs7IybsmyVoIz0isxZzQjWVfXpxx//xm/+W8EnXIoAWBTFeDw4Pr59fLQ3HAzQ2jfffDvL8qZz63V7dnq5s7NTrmx/NCzGxWsHk4uzZ4A+EHFRts+uNxYRkNrOBIST5ychBMpIjFtMkvT1N99YLkuZ5Z12/X6/LEvv/Wg0Ojo64pxnWdbpJvYDzjlEjyFwLtDbwbA36PUiN352dV2u13/6p3+yWpTHb79169YtIcRsNpvNZs65JEmEEHF3FHd9hNKu7QjhsdBFRCnEtioANMY4s6USRikmMZ6IxDq9KddNtRlPd1UiV8YYawOG2Wx2fmX6/b4xpu0sozwAUsGbpqnrWinV1ZVSjDFmrI0VDgBsNpvlon73nfd2RsWnn/y4bZO7d46fnzwnFBijhGyjuZASxljTNHVd9YtESsmIkCIECNoEQQXnPJ6WQkmttQ+BMOowACWU0qZtgo/JpduQp84a55xUKo7VbpAf1rrYGmx9ZEmSJEkIYTabXVxcbDYbJkIISAjhImpBq6jgMdZmRe/NN9/m1DGwEHyWZYViSqmujfuVwIBxzrkQmVQ3aqxtoDdBSiN+P5a1PK4WjbeM0bbTV1dz55AQ+Sr3GeFfd+P3b7brCwGccz54jnh+fv6LJrcotI2o6DzPf+7GISSQLdmFEFJVVblak4BFmrZty5OUAC4Xc8I5TyTlTAlJKJVCKikpEAD0GG7aszgR3O7NGYtjqgkfaOMoE72sN93bc957RCEFo9Rq45wjgNaZ6MVCDECgrMqwNQ5RKWUm8jSgUMlXjx9LlU6n095gYIIfOb+ndVlV2hp0jgQPAF3Xnpw8Oz3dpo01TdN1HSEkSZJjIf+Tv//3946OFutV61xnzOVstt6UTdPWdW06jQED7eAVvx4IEVIAIVxw0IYLnqgEvacQCIC1hiecUQgQ2HazF+g2UQIAkDISewBgEDd7lJB+ryCAEHxEt4TgCCWUEe8tISTON7YSXNIZ66grpUTnyrZdyGKM6CQHQEfRU+hF1ndUfxBKBOeUMoeIwVNKhRSlCY4QcM4DJyIlInGUcZXnA69EQpF2po2bXu+d994YHZFuUWSrtTbGUMYQg6BUMEopSMa9t+gDI1spwg1F6mbx+EsjE0SkjDOGlDAmVJIVQLmUaQDmITCqrHO60TUjlBBOGaOUU0ZUAj4QxrO8d3cwwoBOYbCGAdquOT15aq2VQhpEThgRHAlBDLrr4uHCOZ9MJuPxOD6HsY9yzmniKfESwbrtcMQ7g+gpo4JTDsQFbzGEEDAg8Z4AeK0BwDsfvN82YIgBQEjhLSBlijHKBSM0+AhgBAYUERkBYERJuD45mQ6E97bo5QbJzq09HRgh4pUK4gb28HOYrZTSI0RuexQEN2XVKwqIH5+QGJHuwVDKYgZJQHDet01LOBeCOxuQgDWGAIkxnnlRjEcDEqy/tf/04ef1Zrk7Hf3tv/W9P/ijD//O3/t7t28dt1WzWS2vry6tNY1utbV7fsSVdN5J4ITQ3mDkAlofqJBcRngMUM4oZcOqvbq+/vYbD5Is084KlVpnBZeUkPn1fLmpq8aINBOUbJb204dfHx3sj0ZjA+TNN965xZTzYJEmrqOMQZyy62ajawJo6lo3LXHuJc5Pnj7dHwwHg74QSkrZkz1QylmXF8Xsen727HIyGk92Dygh40HRbpZfPT+ljuSquHX33u37D2ygnnDnPRNyvV4vF4vlYsEpGQ4HnLFyvenl+Wg8HPT6gcJWPUEZISQ6B5q6mS/m0917BMjr3lfL8zt37lIumqZFQikX1oeAYF3YxocE3TVNU1U0+Nfv38ukfPutB0LQ0XiQpIl1pu2a2Wzdde1mtZyOhy/Pnn/26afjYW++WHbGHR+M7j94fbmxtW5MW7VNRTAIKdJEeAQCgOg4JYwi23p8IGCIJ3MIEIKPRaO1dlVuam0SpW7duc0YE5zVTVNW1cuXZ03TYMDlYqGylCsVCLHBeySttoQxQEI5l4wRyvP+hDptQWWD3aTn27ZlSb9tO5EZAPKzzx9/9tVJ5/5xkiTxyn/ttdfG4/FkMjk+Po6Q4a7rqrpsmiqyxExtmK+/+vRDICTP86OdHqFUKaW9WK83zvmoLCrLMs/71oeA6HwAQh3hqjd23jvvjAWWDXZu9SghELBcrhfr1eOzi8+fPLzhFed5nuf5d77zHc753t6etfb6+np+cTG/vAxda3XrqyWztW9WnEkXYJsORBljlFEajxr0gVAWtUyCS+tcWzfeh0xRJMx5CN4jEsZlkhVtvUJCCWVS/VWBfSEYY8qyZAS2GXTOApLosXc2XF1fv/X2O7/5m//2J599/tlnnyUqOz4cHB4efvLJx5xzJoLW2gVUWfnll1+enF3mvUFvOPjzn368Wq8LmQ+HoyRJKZDW+UneB8oko4PBME2yynnnXNN0MunHmmw+X4zH4/29/aeff9Q0XYrEI+WEHx0d9wcjIKBkatOu6RqHXjEqKGjdEJIBhLatOQUC+NaD10+ePeOcl6HSnen1Rs56YixL+Ku5J4sJS1yopm6AoHFat+14MinX6/4wWS6XZy9ftm1LKM2ybFNXtAtKqdnsmhDM0iRPpWTEOxeP9yzPj/Z3+pnSgSZJorVeXNa+rbTuxpN+29bauMl0lOuQZwkyHE7H2tsPP/gxMcFrxxP12jtvjcdH77/7TrvYvPj6y8lkd3dvb7aYjcdDIGTUL9abJiDRgXLOHj58+L3v/Mpms5mMRpTSFy+ef/Lpz4Dw2Li++84702n/5NmTulpb46+vV3WjMYTnJ6cHx8CF5FxeX5x5Vw1H/cn4lrG40a33FKxWiWgsGY/HXFGPgXOOgMJLRpl1duv03xK443wQCJCY+bQF2DG6f3hQ5IU2xhgb75HotopP102/tyXIBogGeMXFZDw2xiRKZFkyHPR2JmPnnNXV/Oq8rutenuJkXJb1y5dnV1cz3ZnvfOf7O3sHxhjd1W1r1psSgT5++uSDH//I6GZ/f2cymUCwIfhiWHAeEqV0p53dbFZL23Wr2bKtqsvrq16/zyipq2rYL85OX4yHhbMuzzNAfPzosbW4Wa/W6zWnlHL+gx/84MHBSLjNV8qX5TIrhsmi0kSgykUxGvMwGE8fn15WZrZYLFaTvlTKcZ5I9c27rzXaunBS1bWxhnM+X8yNNdN2J3oqgAAQyPLcgrdOCy6Vkrd2dweDYrNeFpmq601kUN+7e9sC3LlzZ7FYVFU1mUySJLl161ZZlpvNRms9Go2SJCGUEkqappnu7gCQuq5Zni/KlXMuTbPBYKC1kVISgKZpnHOUkc1mVvSHi9n1119/+aZguzs7m6vzKJUcjIZc0KLXK3p9xlVAMMZyLlzbRkimoMD5NhI5ukXatrXWZllycXGxmmGe51mWIoTocxNCcB4hieARIjGoLCsKDnwQTPV6PeOMNm1cDqmUJmmaGVeWJRCilOKMsKKn65IQQhgt0jR2dJRSrrsIEIkItBjVEwJ2nb6RGd6o0rquK8uy67rBYLC7e3s2v1wsrwTnUnIa41kJUUk63tm7def+enG+nr8ssvTgYH95dd61DWLw3gUIXPA4i4/sBkpJbPMoI4zRWM3GTYb3vmwb7/2mLiPxcbFYWeuUKhABA3kVAPfXouvbppZv1255nh/cPoqF+42BMmJRtNaxPds+MVKoLEuSpN/vR75LP88ZUNN2nHNjdZIoRqlQwgMaq4MO223eK3IfE1xKGb2tcdd30/drrbXWSZIwzsvNxm5Wm6a2zo2mk9gcSsZ7vR5jRCgeRVN1XVdVleV5lIlqrau6dm7dI4IyyhjP8rzttMd1MRjkRdYbDnf29r0P1rTB6Ni+Rpl1NHTF/Mc4AmEXs//hv/vvRaJa69JeMdnb2d0/PDw+unP/aDKeZGka0FuntdZRFxST2WazWZIkvV4v6/cTZFkiKGCeSEOIh1CXm2HWYwAhuO1agGBOeNU2sV1MlOSMUQyS0WdPHs+vLl67fStunKMMsjNaa005i0aym8htxj2g+d733v8P/u6vL5fLVdVVrmlrq41OJNudDtDgq/iK7TqorqskSRLBtXZtVYcQfNYf7+ycn5wsNuXe0XF/OL6uNxaIB0K4kFwF1JwJRtE5J7hgbJukHB8eKYSSsu46gkgZZRTiIRVCABI4Y9Z5SqmPYu5X8W7bANBX6YhbIUpAIOispcEDgtaGS8m4DJ2hQIFxwjhyipQGSgkQC8Q7Rxmz28z6uBLzQiQYLGW8aTvjLGEcraGMIuBN6Er81N77qPWNqfE3IwnKqHeeMem9Z1xEmA0gIEIIwQUMAJTRn2c2IlhrOaWeeCSv9rQErLXO+7bTQCkVHHwAABoIo4wCQUIJY5xRh04moj8ZNdVVkibWmMnu4bKxPEkDptaHYEMceQDQ2HJvjdEWXQgkamUDKiGM5cGr6LO8UQhrT4Fs18iMEIqEJt4YY53rXEcpFYJLCkxwABCSd237zpuvX5yfjkZDTszuzgSDL9KkLjfnz1+EEP7m3/j+Ww/emO7t9vr91mjttlylDz59fn5++eTkhDKZZhmhnMmESUUoR4Cu02/dSVc/+tHO/nHTtQSY9sF5JIwyoJOdw719hoi1X1EMveHoy4eP7rzx3mg4ejH7sSjGAByR5nmfdRUAeEBBICcIgJzzYK3TpkhTEkJl6a+89c7tO3e09x5Rpknb6rwo2qaBAPPZbGcybakwuuXo96f7V2cXuraLefXGm/3hcL/qvCPMeTS2nEx39g8O0yRJpDKm26xWz58/X84XpOqurpc06Tnn4hMVbaJRE3H39W9F2/rFxQUmLSsmQihMo7+UEO8BqYxB9YhSdzY3YeR+8sMf7k19DfWH/+D/ZAyEpM45h67o9e7eu/OD7333m994//bxoXManf293/u9P/zDP3SIRa+fpUlZO2bD/OrCtE1RFIRRoxul8mGRsOATTtu20cFwqQgh6DEOj4zpBKFC8KLIKGe7e7vAZdc25Wa92Ww261WeZdPJ5M6dO9F89ezZs9VqFS2+3nupJCFEdzZNldYGEby31vl+MeRFcbGuN5tNNI2PRrvxjG2apmmaevVyPp+vVisAmM1mlFKtdRz9Hh8f37179713HuzvvJnnedu2JycnO/308PCwbduqqohttNZnsxmqCQAwqXTXpolilMVg1q3gnDKH1IKwhCLnEf5NEIEQwRjtQreqRrvHTic3a38fQlk3l9ez09PTXq9XVdVbb7317/7Gr3/vW+81TXN2dvH4ydMPfvyTk5PHWd47PL6d94q20dfX12Iw9s5aTWheWNO1bTccTYy1lNLgXHAmUQqDB8QIupJIdHCcc7I9hcIvpqf8hWqA8zRNIfhtSiqPpyXGn24OfLVa7e/vHezvH+zuTSYTrZdlWd4+PvbWPPr6cSCYJJJSgpRuNqus6AtKDw4Pd3f3ewWgo0qJO8d3QKTz1dpqm+fp/OryxfNT8N50bdvWUyGoEFypk5NnP/zhDwMGpRRmiQ+Ecxk84UJpY4HmcXkiEpmmyXA0HE3v1GUlGUjBJKfU0d3dnd3d3UGvxzn/7LPP2qZNsizLMqZSIhMpOSKEAJxLAGKMCYzaYD06q01cvzAhZ9erZ8+ecSECIOVsOCwqs05l+tOPPjLOc0pOX5wMevnr9+8CV188elbVjbU2y3IWyHQ6vby87Pf7mvjg7Xq9HCc5F6yuN3/nu78yPdjFRFTWUMZGwyGrXdnNFaW6XJ88+mrz8mzx4mq0s3N8+/idb7z3j/7RPzo82AcMo156eXlV1prL1LmmqqrVpkqVGoxGdV0v19fWeMq2gF/nLeNkb3/n6sJXTR27L6UU4eL5izMuxN379/b3J1dXF123me4Mkai2qdNsLBI1Ho+LQZLlf4tIAPoXnpVYJNzIPX4x1+rmbZzbxmHEN9//lpKJlOpfkeUTdUQUiLU2T1IC8PTxE4qBEizSJJXi+cX5Yv5SctiZjGfz5dPHj7vWyDRTMum040o12j57drI/Hv/kww8Pjo57g+HjJycYqBDpaDzZPzjS7bqu1m+88eDq7GS5XG/W+v1f+W6uMoGM+FCt1sG6crlIJT9/eTYd98/OTvd2RpRAmqb379392U9/tlrXbeuKIjs+Pqq/vHjy9dftTHWLM3R1v8imO8Pe3uHuXfQ8axxpZi/zPPfeOmc3m/VgNJLgmGt++7f+7unZxSdffHlwfNwfj8/Pz30IL8/Pu6dPX3v99RgYpo2p6no6HYuELRZrHxyjkKSqaxsEu1wuNqslI3R5NXd7bnTn/kcffRRj5Silm80GAPr9/u7urpTSGMO54UJQQqum1lpTyvb29oo0nV97dNZw7r3XdY2wHR9TQrJEjXd2f+VXv/PFo6eXFy8Hg/7hzo4xRkjpg9vb23vjrQcffPDBi9Ozd9/7FudisynHk+nZ06dpmg6HQ3S66+roilJKFUWvNQYAiqJX5H2vK6VEkqh79+7Or2cYOudNQPcK5YCvUFKuqioSsF8ISqkUsigK69pKuwiq8RiMs0ma2OAxoLem7bp0UPT7fR/Qez8YDPr9/nKzjjH3jLGu62zwUm7Dxm6QIr9oSop/jNmt3mPMG5TOBYLGmJ2jya/9+r8jsozLzAcYjQb9XsGpv3550hvkRZG8PG2stTu7U2MNkMDZNu+Bc54kSkohhIglBARsm0p3HaesKAqkpK6rrmvj3Yeoo8eV0r9uKe2I260dluXy88/jMzEYDPI8p5QOBoMYmyaEiNfMarV6ef7y+vo6Nt9pmmqtJeOJkHmSdl03yvMY1UyAKCEUJQ5DCCHi/gDAeR8AQwh1Xdd1Hdue2NLEDjtJEmcNJZCmyf5k1B+NHAZjDQIE57XW89l1wEDoFlwZu9boM8mybDQabdEgrX1x+sIHlFIlSdIfj60PTds4jx4RKJGcJmmiCEnyLI64JhGqGV1YAADw2uTgRz/+yYPj2y54T+lysZ7Nl5988lnAAAhSSC5BJTxJkjzPEpUIzseD/N6tw53p1BobvxT/0W//NkkTyzlF7HxIhWjLkhNARE88cMIoONtJCjKRCMF2DRE8YJBCreaXwepRvwiA1hgNW9hJHNJgpOC/Ggt7tJSyTz755EXCJ+MJk/n+dMzTLMvzLJVtuay71HvUN7+ck5TaptIYKKUJZ4TwCs38+pxDYOBzxbp2421Lg6HoTFd5aBAMIYTS2G8SzjnnLN4R3sf6kY2GAwieAbDgJSWcccmZc8xhAAiUMEpYdHZts8kQ2V+8ouIwkgMSghQYOue0vknnNM4C5YRCiM0hYCBACXi4AdwAJQQAeUAEJEh8AI8Q/YZSSovoXiFtKEJsgeLoYbFYxMyWm/BAgIh2CTdjna3llcRAcwACSMk2GwwRgDjnQuSdek8pDYAA4NB77xGQvsqT9N4zYBQcABBE5y3lnAhSdQ2T3HE2HI8ZgfOrtervAU29IQCMEM45cB5PQBI8IKIPAQMiAS4ZAKAPjDJAud50Ud65XYcC6QQFB6jdjYInzoIZEyKRiVLoOvRGiMR63xlHILQ2yDTfO7pV5Pnl/HK0WB8dH52cnFTjyWa1/uTjz4y2hFGVZf3BcDSd5r0+4+zo4Oi9145/4wfvMtazztdt03ZuU5azxbLtOurK5bwxRuuurcoqLXLjfJIljDHdGSkIY1S3HZMJeCclK4YTlRYmEJHkSTH0BinS1oKiChAC4HYbjkExiZQ6QgwKwOCItKBKHYxH45wIVptgqetan6d5Nth99Px8dHQMREkBHu1ouv/d73zvd3/3dwlXZa0DTz0VSEiWEOc9Umo9lssVAaAqlWmxrz+/bAAAIABJREFUc5Tfv3uPABhUzrngAwIGH7jgZVk6656+uGq7lhJaVlXXuKtlQ2hnrPMhdnoUGAWgAcEHnzmnpETPQxCqmHZNfeu195zTHoML1npHCP3k67Of/OwhowBO54odH+1/65vvHt25d3Z29rOffSq+ePhf/Jf/lUM5my8iIe3qcqbrje9aW6+XV6eD4VAR4JIA84jEMxqP00Rk3hrnnXHBend9NavbjlKilBgNh4f7+wCou+70+YsIgZhdXhFwNNhe2muaBq2WMvHgXVdTBKUS7z0RvLOOtPrNt97Ms1wquVlvrLPrsq6bOs6YC8l29g5iuPZgMBBCLBaLOMJ78uz589OXP/ngTzlsbeSTyWR/f//W0a3hcDgej5XC2Wzz8OHX89q1bbdcb4j3eSJXZaWShAKJgOQIYQmEAtmKrmm8kQhBwggTlAlgnMscCKEhUB4Xr9AaLAbTN954o+26+Xz+D373f/voRx80TTOd7o4nk/fff/873/1+lmaE8qqql8slI3h6PWeMGaures0ZG/Qyb2oGVDJBmGvBsICEKsCA3ofgjHXOegw+IpoYjekmf8WlHSfQ6N0Ndi8QDIAYkAKRSuim+of/y//UNM1kMnnvvfdWq6sQwnIxf/Lokdbta6+/UfRGm0ZbdNPxJDjz/PnTXjH6+vEjfzDkpMvzbPPVV45JlRS9orDW5VmuuEDnuqaq6pKQ0HUNeEgz9eOffEBNlef5ZjlThBFCuVSdNsbYGBW7qauRGnZGd7rVXYvgESDPs9VVWM6vra7//Cc/5ozGeHrdacskVXUKQgnlnGeMxxl0kqQs6QWmhG7WmyXnPFWqruq8n95gk30IKk0H4xHWIcmLi9kyTWWzXqzm5rXb+4xRwsh4MlnX+t791452Rv/3v/iTrutGo9Gdw7eo7y7PX15czUAks4vlYjn/9Kc/vSiXjW49IUqpN+4/gGV1ZdCzQE3nW3h28tQsqv39va8ffvXH//KHZb0+efJws15Ph8W4X1yvTaDCIwEXqrq5e+/dvb393b39nf2jL5+cPX52wZXkKmuaarl0RwcHgnqjW8Z5muVFv/fNb/3KRx//rO660/OLWorBsOCCPXn8aDTZH42Go8m+UkWAADw5LA5gayv5Cw3bL/n6/nLXF98naviLNFMqxUD+1ZmuDoEzShGllNWmNG0zHb+ecN4RXM6uVrMr13Ui5VeL668fPU6S5Ojw9ni617T6+enZ7sFRCIEKyQRxnX348OH+4VGaZdo5a/RkslsUhZJkMh4aa1dlt1jVB/ujtjYvnp0543KVUudTxrQzr9+7U9bWWn18uENJAAhSqbopm6binFivddc+ffL17nj45WfPwDAJRhKOXLyczSt9vemAyqxz0JbrALRfFBSuGaPvv//+4uLF//4PP/jDP/qTt9551wfQ1k+n07ZtnV0IISPZO5as/UHRNM1mw/NeMhwOrKVfrB+/8caDNFVF0Xv4eTkY9Lz1L5+fT0bT8/Pzb3/72y9evLi6uirLMlq+Y60bHfhlWUullFJuuT49PU3TjBAA76WUV3Xd7/fyPK9WS0AUHBMhm7aVSu5MJqenp1eXF8PxTtPU8znUbeOcq5vqq0dfr8uVsVYoud6sKWWEsvV6rbVer9dpmoI3hGwLXWvt5eWFdt5aq2nLuRAQrLWr1eqnP/1zRAzBx3fzwTMmgw1x9qRUElxrjTHGNKTpdMfEtjFzzlnvKOWIyDj33nHOVJowzp131jnE7ZB9vV5fXF4sFgvGWNwKWmcBgHMRGSo33MEbfmR0n1JKnfO66xhj2nR+sw4BuOTvvPuN73z3u4+enw2nk9X8jHndtu35+UtjDCF5VZcAWORFVOZFMX90bCWJStOEMRaCRwQfXLDOWht88Ei01kBIlhWECucBkBEqOOeEMMS/Vru+iBxVSo1H4/7OPnJijKnrerFYxIl1zM6+2eRIKfv9/v3793vDYYyqjF0vJ0Q3XblaLRaLW3s7GFzbGO01cMY4H4yGVEpBGec8Yv4DQORkxNo6fpzYfMbPW1sfnLGm010zn1uP2Ov3EFFwOuhPenlOBI+EYq31ZrNp2xaAaGfnq2XUVRNC9vPB1dW1dY5LgUCc82mWTfp7UqmA2HTterkoqw0ARHyLtTa+npudMiHEUZB5LvO8LjdHt46GPniM2QOuqWqtNdBgKTpr6qXhlEnO0Xnddk1VX708T9N0f3+/r9TureO9e/cmRSHTPEsziTxY3XXdqik7rx3g1bNL3bbONFGIYtsulUkvk6vFdVuXmRLXTaOUklxoZ9u2C4jbZB76C4nwICUj1+fn//zDD/b29m7dfdAFenZ5lWXyzq2jVLFbt98uiuL+vXuHh4MQoGm2Xa7WerVazefztm3b9UVAUIFU8xfT8ajgvmlqBa2CTrfGO1CDAaUUMQZYBGvjgiuuuhhXnHPemQ4IYQQk4wwgxgcb5wXxHJFxESE0sYzbUkb+YsA9ADAIjGDsVQTnMc6BERpbHBa3bdYjCXFDH7ad3jb/24Ww1QiRABRIXMZRSiL9NISt3jGEG5pwPGKyLINXj+grEx2GEDz4m9fmfYj8i+3fYIhkvwBAtxHSklJqCQmvDqwYsEE5l4gOABHTPIOABKnRGgIyRiEQ4x2B7df3+M6dvuJF1putHyOoddlJxl+JUQXngsZIVCSI6H1ABOstAoIP1nvvvQs+z3LvfXAuEIj0mE77V4cppZQwRowxSopXzkx0DhlhSEUIJAAQilXrer2JUOmDt95+9PUXp5cXv/brv/npJ59VjSZMMSUZccaE9bzVQc2r6wDXRVE8+ugDSmlZ1pvN5u7du2+9887e3sF7r7++/6tv94eD0Wj09LKq6urs4rys26cvTk7PzhgvFpdXGMAJmWdZnqZz3aSJROdGg+F4OKqblgK1xurWA1fImHeRokECoPPBIwJ6SgCBIXDBKRcZJGkbSKDccUq4DMBezhfT6XTVGsl4b7rz6MXz0aCX7+1s1qt1tXnw1hv90aDq2ikjgdHO+wDUGgNAKaKDQKSy2nR1VxlHCfGUe4+bVsfsXca4QxeAyqJPrGUh0DTL83zo3PwluXvnNSZF3bQhEJmmXAjCeASlOhdyEhhj5y9OvcpGe0dKCiWl8R4BCQNkxIfgfHC6lZwG3eh69eSrz/7JH/wLpcRoZ39nUyPi7//TPxiP93d3d7/3ve/lee/9b71urFyv1x/+5M+cMfP5/PT0NBkUBHiSZFwlrXZN10mVgkUMKJRUSXJ4eJDlPWP0crmYzWaPHn5lrN6dTG/dOt7b3WWUEsRqfdHLlOKksh2jXDLZG/evrq6zNFWKJkmhXXABCCGPvv5Ca314eDgajbI0OT66n2VZWZbL5bJcXsfFHQLhQnZa9wfD6H6JUJzV7JIFJ4QQQi1X9enZx3/yL39MtyGr4Qc/+MHv/M7vHN++fXk9++qrr8u6rupSG8MpeucxECScS0YhUAw0OozRkwCEEAyIGCgEDkgxWGQYEIABYa+y8gTjCZeZRDbdkTAcoyqshtrTL3/ys5OTk35/YIxxzk2n0zu37/3qd7//H7/1RlmWs9mMEPLo4VefffoxIURyoVgvYQB60zY+TQ4JOnglqyUYGCWcM8mZ+P+bHr8SR0SLGosw5BDQWwgIiL00efD661988UVX1+X86u3X7hLi8zwJrjO6ydOkXC/bph1N95JiJJKMp/l4PGay50Mo6yoXEELF03y4M5VJOp8t2nJ963Df+9o73elamyYExxgXidQ+FEV+8ezF6elJv0hCQOehUEmWF1zKiDjnnFvnpJRaa+eMbprWd8Z0XddOJhPJ6HoxS1ThtCEIztpCJjEWWUmVpkmapJ2Ug34xmUxbB0RmgyJt6nJQ9MfjsXfOatPv930IAdB7TxmNGLbIo99sNr0i/8bbr+UCH339FZPZ+OhuoPLs7OXDT/681T4yKp49e/af/2f/6X/73/zXx7fubVotRHlxcXaJ9bOrC19kg/09SqnikiDl1hLrM5r3hz1Zl/OreVeuy/XmxYsXw2HmrXFtydGYpmI0ASaB8M7qh48e7+zvI2VV2z07u9qUDROSUOFDMLZpm5rguMgVIaHoFYPRMCCpui4A3H39wXqzefjw08PD/aPbB0jCxdkZkuv30tFksl+3dVd3IgnbGKhf+EUj1hm3FM94Q0Whxw3vO/ggpQQuEqniO9K/CBD6y12f1TFSGL11/Tx/7623J4Phyxcvlos5Om/brq3bi7Pl6ekpl/L73/+14XhSVa2QXXhxxoUs+j0k/MnnH47G09t7t8aTvRdnFwTYa68/yNLeP/8Xf/yD73+bU7JYrCyK3cN708mOs7hclgzpncNb4/7g4vp8mGcHB4cfffZ5Va2cnS6Xs16RlOVKdzUQv15uVsuy7TbX1xfdygqK680mVdA2VeOdUgqpYFQQ1L7VXff/UfdmMZam533f87zrt56t9uquru6enu6enulZSA4XbRYZ2RYdxQ4iJbGdOECsC/vCBoJcB0iQu0DIZRRHMCwEEZDEQeIIUuxQokQJJDUm5ZnhiLP0vlRVV9WpU2f/1nfNxVtVMyRl5MqAXGj0oAvdg3NOfd/7Pcv///vXTVvFcQRwtndyzTJN05PT0W0kX/rKT+9eu/7u++/JOLLeeaPbtrXepXm2KOZ124iI9VcGg3724vC4rhSl5Ktf/eqVK5cePfxwMZ8iAcFoGkdNXd587c1f/MVf/P73v//ee+8FC0xAZgTlZFVVSZIIKYUUcRwXRcEYD7gKijxsVoQQnDGtVJBBckaPDg+ZjOIkiyTvdPJGNVqLULFknZxS6gFW19fiNAVkTdM6p45nw5RzKWUURbqxAboems+maTyhQU3dNI0FTSlN0qjb7ew92/PgpZRSAkH03hJCL8ZPllh0XikVyaRpG2KAcUAkXAoA0NoGyxUSxjlLJE/S1Oq6bVtrXZIkQa9eFAUitkoJKcPVGw63QEG7GOsEN2lomEPpywgDD2Fd5MEzxpM0vX79eqt0VTcvb249e8SMskaroig6nQ4S9N6trAyUUdaaq1d3N7e2dVnXde29FUKELZ+1HtABYLgpmGBa6bKsHbo8z7vdblU1nGsPHIGeET3+Ldr1AZxTNBEIIVGa5HkeNh5B21aWJWOsruuqqpxz8/l8MplMppM4y4QQcRwHe2UnTZMkAes6nU5d18bYOEtkljiChNKqqgDRG+usRUQuI8p5qI2CcPaC1x+qbUIILwxBAtZRQo02xtn9vf3ws4+lZIwRxngSBQZXAPsEoeDKykroIrz3iSHLoiSHh23bOg/SmBeHh3wykVGU5Z00zze3L3F6+YJY5b2fTCYXMtEQ1uQEK42WedqX0hKqrMm63bZtwfBekuZ57ik0ba21borKKuU8EAaEkTyPurdWoygq5ovHDx4sqvL+3rNZVTWtoci6adbPOlmW9jdW++srSRJ98QufK8pisVyMJ5O2rRE8IzA+PfHWdJL49OQwuvRSID5574PZsqzOwgbD7hQAPAgqeZYOnGVgWCIzSWT60qBpqrpUy0l5cPCd5XI5Ho+llLu7u4GnFxak21sbr9y+wjlYBsWoPHz6dPni8WwyefDhezXaoqmtA85klqa1c+A9WMcIWIforGkVpQwIdd56Yz2znjjiPDLCGOXkTEzIGHWESI/AqA/t2fkyLbT9P9b1OW+9A6BAAgYVz6Y+eO6DJA6IC3LVYFlD8GDBk7MEKw8A1nnEkP7nnYMg2bTOOnCA1HtPEDnnF23nmUnGmDA7CBs54HgxQD3rSCk1zvvwyYfN7zk5zQKg8xdSBAcQHBIXowTvvTbGOYeUEcBg1xGMZ3lOBJ3MpotqCQRjRmUUyVjOl+WdV19/78MnlMWUOwC04JxVymoA0MriGUWWBpKl5NQSAETKPGWeUOe8taA9EOfROSdY4r0D9OFzAg8cidMqWPyllOjBOGyVs4BABWWYdPraKBFnZat3r98anoyHo9Mky+uykXFUF81kcry1s4tVW7UajHFAxrNRn1ljWsHk5s6NUtnvvPOeEEKp/0cplWXZ1tbWztVrt195ZWV944uffytKfw6ALEp1dHg0HU8+/vCjB/fuL041X+kx4MZoXVdO1Qy8s5qCT+LIAnVIvPb+nHtLEMGjc44SDNQjACCAJBKGgvGgwXlrlLM8iYqmFYK32iS9Tkc1zjvlVNbJkZPWtrdfu13pptPrzhtrjUWKnEbheqjqNsT7xGkeJXXTNGVrmqahIkIEpADEO7BhTIoEheC+dXVbLRYL1bTOauYYGOu8b0qnnUOgSGlITmisklJWum2VqlULlFRFYdE3RofAU2UNo6nT3qgl6npzpb9sTLEo0kjm3d54Mnv55ZeddR988MFkMvnd3/1dQdlXv/rVv/wLv3D79o2/+R/8lSiC6bT54IMH/+Jb31hMZjMHPMl4lAJgUxXgSQhialo9HI5ktOx2OpvrG1sbm3du3frgB+83dfPo4UNETJJkMpkMOvQLn3/jrbfemk0X4/G4bdv5fOmsHh6fjOo6z/PeylpTt5zzN994g1J6dHT06OG9cHP1+/3V1dUsy1557W7btvv7+3t7e1RIBqi1ruaLMFTuDlY2NzcjzoqiCDa/adnmKxuB6hbH8Q/vP/74v/vvV3J58/Yrb731hZs3b7762mvzZfN//t+/jR7AeSAWPSPeUaeAEu+ts5pSTpA475gnnFhGLAdjmbzwmYeWMuv0Xxyd1K3Jsm7btlbLymLjObaeZX2IJldfvhMwY1VVPT88/OT+g8lyevnS9s7ly9ubm1euXHrzjdc+/uEPnz19Mh+PjGmJt3mellpR75ASTpnnVjtPERiejaHCuffn+fBdGJ8HNq+lGCTygA491HW5e/ny6Pjw1Ch0/ujg2etvv1VVVV2V6GwaSQQXR5ISAG/TNE6yTp4kJMrW1taoK/JuGsXCEz6fz0lZrQ5Wb3357c1B/8EnH7RVOTrG0elIRoIQ6Sk0ZX16emKtjhPZtg21rm1bVrcAGFBVRVHM53OkKKV0iMaYvJOiFXNVI3jGSRJHeZZncSwoM8ZoZZqmoXVtkXsqALyUESKtqzbP816UnUwL51Q4nNu2zbs9QpAybq3lggkhsjznwi/VTKZZnudNXVVl8fTp43Y5HZ8MN3auJSuNdt4Y/eDBg97a9unp6Ww2u7F7+fHjx3t7ey/duNnOFoRgkiTzyXQ8HhOwuVtrmsYuS17XpmxQAGrdLgs0mnojKNVt+/Wvf308PtJtbVRN0ccRpyQfzpXhlnJe1W2SpHGSHh2fHA2ntWqNddY2QGgURbodj0+HhBAKHry9e/fu8OS0VZow0VsZoORuvNa2zfDouLcyyLurXKZlWXofRksU0dOfyAoLT1J//vWTvPSg0AsThDMXhLXwo0bSn1R4YoBHG+UAeRTlaVYul8PjI6dNJIRV7dGLw8lkooxZX7/kPZmOp1WrmIjaVs2XC8pEp99L03j70nbTWmNMnmeMMUZ5UVRtq5MkffL4XixlnHbW1i6dvDjeWlvpJOnTB090q0yri9mcIAyPXty8dWN0MtzZucQoLJaLLI6aploZ9BeLglJ0zindUO7TJK4qzWNR1FWpXWVqxgyiBo9t1VAqzoz43tdNc3R0ZKqiahtrmmVRrG/1+/2+c265XHLOZ7N5qFUu8sxCT/IzP/NTf/In33+qj3av7iRpdHJ8vFgstDHgvPeeCzabzfb39wHg9u3bx8fHdV2HLiWcY0HoC0CMtUqpPM+tdwGpGEWR1c1FtBVn3BoTqN3hpxlMUhqQEnDGSim63e7h8YuiKJbL5cs3b8g4Gp2O19Y2EcnR0bEQgp0Dk4L74EIiF0TFoeujlAqGjNPlclmVi7qunSOcU84pEgxRzQBn2VHhOimrUorYOWedBURHzrSBTaMQkVDqbeAsnk3VOecAZy6+AO0PPq/wwqwPVD8TWr/QHQTCTXhqXNRRAaRpvKGUCMlBsTRNj4+P57W1RDa1oox3Bn3vzGTU7+eSeHvjxtWmLJ4+f0IZW1lZ8d5yQkFw5yglFJ3z4Dk9U64559DZ0BwFz5DWum1NWZZVVVEWhaob/w00Z/8Gd30XZ0FTN8vlcryYXjAhhBDB3kYpHQwGwXwc3nxVV4uyVEoFkU/btpIxhjSc3eBc0zSeABGcSh6WPOEiwNDHM6btGc2laZqiKC6esqE3sNZuy07bVkj8yzeuizhSxmij67ZxxnrnrTGtswZAax04SD+mgQm3pdIYvJht2yZZJ82yvNdT1mpj5svl6XTqnaHkbAwWXsBZViNjnW43zBu6niS93rSqCGdRJBmnpVFUCiJAKzWcTC16ZJRRwrI8AsIIiQizSqNxYB0jtCxab12/1yVpluaacGmNYxacNrPJ9Gh0rIlDgr0oz/JcxtKD55zHkscRdwT++i/9NasUAcSN3bquw2c1nk1PTk4YY2HHF+BIiOhcpFrX1s4Z3ja+19v0VBpA67TRNXGaCQjSJkJJVVWT0+EfHzz33muljTFCCiEEE+163rl+6dJX3rqTxNFga6MB23qnjZ3Nlm3ZHimhtV0ul/P5oliWTdOGjDXGOMLZBCvpJBduPcE4pUiRMMYA0ALxhGhjAYAR6s4aNk8YfnbKiIhAiDOGAlJypk6kBBEcJYiEeAC0jjuHhCB4JOAdOPA05GIguPNX4L13EKSwgEicd0opTxEIddY6D5ScHS4Xjojgmrs4cxFZKAE/ZR66M0dgUI/huaPv4loyxvjzPpDQszWjc94Y4wEYYw58kBagRUJIv9+/vLvTXxscn5x88uATrZetNc4DZULp8ujpXqe3WrYAMDv/iAh4AgAyYmdj3LNnunEh8oI4yoBQL2OGyjk8O0StteDBOfDOewAETxEthLhnIM4SRz2h2vi6NQ68iKRDRkW0ur7e1oXVVVmXL73y2jt/8t23v/xTdWMHqxu6YybzptW+qAyXsUeqjeNRNKM9Lxw4P5xpJIyzlHmKHFCiQjjaWzx/+nvf+Oe/HacpEkI4Tzt5r9dP06yT5btXdv/O3/yVTpY9X8yNqsvl4uGH7zNwW5e3Hz58BFoppSplgMmESUoJIgECBKlDcN5SJBY8WOs9gHOW+Foph6Cs0ei1NXGchFozFlHR1itbq6Pj4/F8stVPy6YYnh698tqt3/7nv/dlAeW8qA0InrTaIKL3QBhDIMoYRKedVcZYD1xGjoIzTjkFDqy3lFBgYJ11zlm0URxlJFvMhqquwVpntHeeUM6QBhSoBwTEWrdUMpnGPIm0d9RZ64EKgYjWeyo48+Bt5DzN0o5rFoRzwuN/72/8yunoeDQ8sg5uvnwbCb91+27btlWxqOv66HD/N/7H/wHAV2VBKX319iuMsZduXV/d3IqTTDu6rJW2MJ7MyqqqqqqpK+dcXVfFspiOxwCeADhnN9Y3KCGRFM473apqWdi2oODqYiEoXN+9bIwTQvzUl96ezxdlUd67d+/h4yfdbs97f/j8CSL0er3P3b0DgQvMWdM0y9n4/cNjSslisTDGdjrduq4DvxsAtDZKtVWjykotlyXnnMkszger6+sAEDAAcS6qqjoZHh/s7//hH/6hsU4m2dblXcolIlBGAIhzDpymXlNg6I31mjqgSK01lFDujQDLwHjPrXXOAyHonDfGVVWVZd0k7ZRVbbSmQi6USrprVV131y8tPnoIIhVSWK2oTLLeCm7529K+ODh49OjhaHgM3nWyNJXi5o2rnSwD71TT5ll2UEFTLurlcjZb1G1b11VdV1pr75ESIP8aiWco0dI4CtPSRVNZ5zx4SgglSBG9N2B1MZtcvry9mE4Eo/efP3v+7AkhKCTv91Y6vRXPBDKRp4lHX1Ulx+iV23fGhw+73ZgyvPrSzSsv3Y6y/GD/oFrMDl4cSMmd5oBea6VUqwkabbXRx8PDDvdra6sv9p5Jyo0xp5PxYL6glBFCjbOXL18erA3quk77cdvWr9x6uVrOjvefUUp1q6ZNXVZltVxGUUQpC4VHkqQsii74AlVVteAPDg7izuDKS6+sUL9czuumbutmOp32BhKJC08ZbY13zhgb8jaQysuXth/d+6it5m1dcc6lFFVVORqFhUnYJCPCJ598/OH7/zJUI0q1SRLH3ZxOq06et5w77xExkjJN/Nj6iEe9rFNY7VXDwdXl8s033/gb/+GvfOe7f/Tkkx84owhAJ0ni1cuTah8Jo4y+8vJLStsXh0eE8itXr/7g40ce2yjOGl0wRjIp63pOUQjKKYubplXWXFlfJ1KcTmd10wA6ybnzZjw+BSIHMiuK4vT0lDBqnUXnfvIqoRfG+H+NthMAznwH1jprGQtZwD/SPfqfoAkRwb33lAoE3zbtoq7mpyOwjgA+e/J4Pp3pRjWNppQmcTI7nTpEKiQTmKbZZDL96JP7vV6vy3FZzLWBrNNlQlLKqqoez2advMuZ0NpurHaXLck7/cf3n7Wtlr1YK7P3dG/n0jZFRGefPnr0yqAvBEPip7Op4NQ6Y5159dVXjPVpupjPlkKILCEvDidRInkUl62hEVIk6ADBcqSdWGqeMcoaZQkhTdt8+OGH2xv9Xq/XieONjc15sfzmH/5B0zTBQNTr9UKHFoKdokgSQmaz2fe///1Op/PzX735j379n/zar/3af/vf/Fd37tzZe3Z/dFQ1de29J4Q2TXP//v08z1977bVOp/PNb34zTdPRaLRcLsM+nBBWN433fn19I/AOgogxBEqFgjZ4eo1xISKZEjKfz+q2tci6g9UsS+MkAYLW2jRNhRBFVVZNPZ1OGZNaG+c9FVw37VmjgoQQIIQwSpVSSulOmkkprUVjFItkFEXFrNSqVo2yKD8rGKaUEsKFEIxx3fogkXPOZWnWqMp7zRjL83yxWJR17QC01hRBexcjJ4QsFmVbVYTQuq6ttePxuGxqQkirlLWWcw5nMBV2sejd8VmvAAAgAElEQVSD85C2sCUqiiIkh4Xvh5Q/IUStLBdiND692t9gQn77u3+ScXVte11werj/TAgEq4qiqItlFEXdXi+AGyN/tloMzBFEsNYE++JniBnAGDPKVlWtlFFKKWVYcOuct1F/Ibs+DHNvBMAQtBn4/7pFj44Kmg+6nTwNZWtVVcvlsql1sZwH0ma4VsIOMMuy7Z3LG2srAYDDKRNCcI91VQmCswff/9P73+NCRHEWpx3G5fbOlZdu3qQ8opxHMqaSOiKcN5YAFSDj3HhHCUPKnefGOO9IO3pOvFFNPZ5O+3KNR5GU2cmjB/PphKEXjFEeIwpn7aATAoLtxXwrLIKttapYtm0TJTEgTubjk9lExhEizbJse2u71+1ab4GckTaCyLMoCmNMsVyGMQwA0P6GoHxtsMoi2el1k05OGNVaBy6/1tpqU7eNcbaq66qpq7ZeaA0AERNJLBtr4tV8dA8vY7TRWaXOyCT1iI3WIUI1N95aC84Xy+lpUXFlCCFKLZy1bVUzQu//8KPxyejVO3cKW8dxvLGx0e/3r1y58rmf+6nQ0AYf2ng8ds4dLY9ExGTkHNSNlV6gF9IgBZISl1ACxjqAYJUjMgO+ehbJeE5D9QDguKyde+f+yZOPvgdWiSyuvVLWxGmeRsndV197eQ06nc6lV15eHaz0B51+XzCE999/9Lu/8zuHhweucWVZ7vM0i5N+1tEyjqKYVCOsht1IFm0NaK3zlUvjOCaE1JVGCoJJY6x3GKCCiIRSNlM2ibsiiUzbNFKquOOylZanpbfouXfACPcUrLXOomRSO9cqI6M4DKSkjAFA6CVFSCJetibPu9Z6zgQiWOe8c+id8cwA8855b4224I3gjDhHvEVrAR1FbFoPhGhGlaSOMrTOIUVkDnyN4BnlznBnL8ar4fy6INN6AMpYVbceiDLWAnqCzlqPlFMWVkLjybQqK8GFssYqT4hA0M5hFEVZyt7/wbvXb73ez+Oj00IQdnnz8otnh5c3L58OR5QDUPTEeg5AvbeUegaeVHUbSYFgq9IAEOK5N955hwjKIwCFs4RucN45pFQwAFBti0gYAWsqzjkF8EojiEzwLBLEcZJ0VRxf7b/U1uWjB/feePPNulgQQqPEJQkcDk83d25P50UshTEmRuY8OPCCs7OVvgfnnNXOITrtWPcl1Z4CyLppdWVFY5+fjvNMrQzgnff/+Mnjf1KV5c2Xrvzqr/7tbp9HUl9/af0/+9t/57/+L//u8+eTe/f29vb2Pv7ogwezsRCiqVvn/ObmlhQxIaSqloNe7+RkdGn7cpqRjKZa68oqKSUgYYJb5yhjBkxlmjiOl7XurW/6ptaEsLjvWKeTZuBjU2PCMnQWFML5IODMUUyJUkoSbKwWxDdN4zAiQMPRSoCe0XrAIXhGAW0dc5hRahmvPBoWNcZTKsKzhYaCzFuWCg0WrcW6FdrKCI0gjdOeIAdCjZPWV+5Qkngw2H7xbPbk+EXCs16U8d7KeDRcuXIVVzfKBrViNKO8s8O9896vMlLX9aPvfe/uK3fGIiqK4t1v3T88/FZRLjpZfuP67kqve/f2S6/eur7eTy+tr5bL6WKxXJbV6elkPJlIGVEuJ7P5Yl4cluXB/mFv0K/mi62XNr03y3qe5rHhoEErS8AST4ELeWXn6vO9YdP4KIpu3bq7s3tlOBwuFovZYnFw8HxZFnEcZ1l2db3jLHQlHg/bhHngeDo81NoAZXnWSbK02+/2V/qMELDu6eMnTbVIIuac08qW9SLvdW/fuG3N60jIcDjs9LpK2+Phyep6qowzzkZRbJ0vHMrVjeFwGMexcYQwAYwBsQagcPXC4RIo1a03hhPCCAMCCpyQ/HQ+paqJwQGnrW4Siq4tYkZUtUgjCqARwxNMhGn0oiwtz2Wvu7qzU9ctk/J4Mjl4NvXmpFou9p89FkJsX9m8vLl+8/r1a1d/Nuv0tIXj09NnDz4sR8+YaakxEAT8FxUFAiAqaxZVqaw6E59TToDo1hDK4liCcw8+vjceT3qDgcxSDb4dT599/Ekxmm1e3jGGWhIblN3BRm9l/cP7DwYra1/80pfe/84fv/25V+/F8NKNq6enJw5wdHzAKcvj1CAdTSZpToaz8clkCoAIhACVPKoVdHq9dj48HZ9aStCUTpMk6x0f7xHinFc7OzsRp0kcjaYzU7S7L2+8ePocrYbWxIQKSo1y1pgkTrV3jdJeRI6TtJcai2lKVTEppkecaG/dbDpZauLjoe1FtXeO0qiTz4ry+q3N/f0TY1ws46Zq21oJ7orpYvfq7vHxXv/qzn/8t/76b/3GP9ati6OuM56hacw8QtFOp3xj2zQqS/sfPdsrl/NBrzOrPciejITnidEHTIEQCZx6EseXru4ePnu4vJxHa+tFnLAoZUnX9brLBEf7P9z54eYPP3lv0O23s3nbtMY2G3H91pY/HHqritWeEKSK02xldevWK1/4g29+b4lA0S8Wp00bba6sl2XZ6/W63RwRT072UTdbK5lkUD2dbnbyh8cWre3n/TTJjo+OHj9++vYXvzSdYGO0iJPB2iqARzgzFzgCHsB4d9G2hWe6tOSze78zDYt2QaIGPsQohQqKAIIPhVGgjHsIm2TfOi6Y9tqBrari5PjQa7Oczp89etyN04hJiN3qeqfVSmGNmXfGosDR8kj7YjLZb8rlwhady4Onzx994QtfAm/m4xfeVE0JkKfDo9HvfePbN2/dODhaSgYj74D6J0d7ThKTssWirb3e2dm5c/vmH3zz94+PRrdu3fAOX7w42NrefPFiD9H/4IMftK2r6jpK0zRNHQMuJScqR3J10BEsXlZeZP3CGUVgXE798SjOuml/3ThSVSpOk7IskcLlq5uns6P7j59/dO+TV+7cReYZd2kcMSSL0WFC3byYS9bJ+l1v4cXh2OjxpR1Sanx2cPKnH97//Ode629cmUyX7UJRmjaN2rl2Y23r8nQ6nc6LomwZjzmLwbPtrSvFYmG19UwzTjinSHwcyyzrIHpETylaZwjFKBYsSSSlRVE0WisiWzDd/gYh5HQ62dnaXiwWhGBjtCPY63SM0sVsXtc1BxwdHXskTIi2bSUY69qmXRDvbasAgIBNBANbC+wSo413aZYzxnvJ4I2XXzs+fDqdDidFqZq5NcQ74DJ3uuCUpCw1Ndja9zp970zWiRjjtKKtNnHSASBNrU9ORoiUMS0ozbP00u7O/t5z5YFwvpgtlHHee8IEozZoCb0FwaTWmli0yjB2thQNZplOpxOWgWHRSilNIgbeMILOuqqoIxZ7NRN+0ZPLw6NPOLT1rEmvf7mbdtd72WIxs0YvFlWxmN26fcN7xwE4ZR5d6GsC8tZaSzw45wkhnHLnnPNIkDjrrPVSRgDKORd+Oh4sZX8ebPkveHJD6OXqup7P54xiUF32er2QxRfwOEHueNHULpbLp0+fhoEZpVRyYY1pluXa6urq6upKF2fzWVHWjbb1dO4Anh4cPHj6XMgojtMoiWWUpnkv76Tdfs4Fmy+MjCJE6oA4h8agc/6lzU3OeNM0RbFwY0Ior9qqrWtKqbOqKIpWLwhLGGPz+fzFixfdbrff71+8I865EKIn4kVZBGrJysZ6b2V1vly0rS7L8smTJ4LzOI3jNA4C67AuT9P0Qt0azsd40YSASNvURVWSU553OyE8RHIBAJyxjux4hG6/57x33rdtO5/NpqPxtKzC5Rlwuq3RjWqVddratNMJVnVGeJjM9bpp1dTGGOtcsMOi81mcrKysMCQ7Ozs1qBAbMplMPvnkkyiK0jTNsuzKlStra2u3b9+Ooihf30ZVPf7oB3/6nW97760xyL0Hf672gEA9DaLK8K0wvvo0lgOgMlZSkiTJ6upqFovOal9Th4xyGU9G44cPHx49nCil5vO51nptMNjYWC+L4ud//uf+0//8VztZXtXFcDg8rM18Oh0eHL54vjedTheLxQcffEA4E2nSWe03WmXrK01TO+eTOCGEta0y2jh7HkxvdV0VWb6yWIzrBQpKZDcnXoGuwcbMa4ponWdA0PpYSkSijHLaJCISknoI6y/XqBYR/XlSiFKmVcojejgbpwMQgtRhiJSngB4cBNEmevDeggeCYXPjwoaREiAEiTvLoLcAHj05N+9dYK/DMvAiERERkZ1nbHg4J33Cp35lwGAd1s4aa5Ba9C6ITNpWEUImk8nP/vxfffovfnewuX3v3r3bL792uHeYpiml1KF3SIzX1jhvEbyngkgZneWzce69dx6cNeiBEO/A/YieBx05yxH0YWnMGL1gOFFKheAXlw0hEO6In/7pn/3HH//G6urqs/ni0qXL7777gyTrBnAzpdQjYYyhDxtOF/Lr7HmIRThMyLn0N1h8iXNU8CCfWMznERfXrl2TUk5Hh7/+j/4nxpvd3c2HDx/+g3/wD1+9/ebrr33utVfv3r1795d/+ZeOvZmMZ/P5/PHjx9/+9ncPZ0dJkgge9Tr9WMrRycnx0dErL5eM81zI2mhjLHLmwbfGZFkmpZycjkXW5wSVt03VGqNVXS2djTkdDo+irB9HUmkLRAbXEHjwznuPDogDYj1ajw5+TGr1408DH+4z7wg45yGsaxEc8RdodYfgfiRK9cc0V+fqjDiOi6Xa39+vq2plMGjnJ9ZabdrwUHTOUSpQiHO7b9hjI6VnGO6gpc/ztY2NjaatqqJYLBbzyfjBx39m6gXz+saVS1LQ27deuX3n1Tc/9/kkzbXW+y9etPcfWU96g7WV1XVK2YcffjgbT3Z2d9ZXB574oiratk2TnDJCPaIBcLYqloO1LUrpu++++9FHH13Z3eWCb29uvvrqq4SQvb29g4ODp8/2x5MJIAoZV017Mhp/8ctf1sYui3I6nRdFtXewj489IySNk8V0Np/N3n77baWUMgYIDk9H9+/fj3mHcKa1HvS7VPAskd4Yjsg5lYy0RhNwgrI8Sa21umkFZUo3ZzwwyiTjaRQ3pnUQ9sPee2+cdx4cYPiFeCY0Dwt9IAQI8YgeMZiKPQZBASKAdS4MfRhjaZJ6KYh3aSTbahn8EcfD4cGz587+gQOadgd3Xr371luf3139mY1+5D9Dpfo0SdUYxli325WSG63Dra2aNtxKSimj2izL8iyfzafL5XJ3d1cIQZEAuMVsmvRWk0jeunVrsiyGwyEBrOvqk48/apqmKBez2fT998dlWUpO19fXkyimlFkDRVFMZvPT0ahpGudcCCZhUSSN7/V6POeL8QswylobCZGmKYsSzvmZnsKAs6auayrIcDi0uhUEjXdIaVEtY8mXy+XqyppxljAxmy2kkNZaxqKjw2Pmbaj5gpSLeA8AYcwfbFGrq6t13QRdUvCHt0o5a7r9/mQyW1vf3D948fL166/eff2PvvH7MF9GeSeOE6dbe8YLdxeajm63m+epEKJUjYxk1h8snpvatL1IOPDDkxMKNs6yqy9db7VSRm+urW1dvvOtb/2/iGR4ePSbv/mb3uNbr79hbdjWo5Tx+vpG1eJ8MTo5OWEMi6pWmj7b+wYALJfLfiTzPLfGBKmesaau6wDPS5IzmUyv2/UB0Qzgva/rKkhCJpNpb2WVCS64CBBvSs5Tgj34c2O59z+S1Pf/I/z6kavts+cYnmlIEICgsTak2wGi1rYty4cPH4Kxnc2u1y7KIlJTXywpZYQwQowQ0iOhlIE/qzeytCN4bIwx2rSq1VpzdsYU8XCG9aaEplFs7VmiY5IknU6Hc7l3cLBcLttW9ZMkXPObG9vFbDIaHZ+enpZlWRRtGJPcvHmzGh9XyyQ4OhARgFZVMS1P5lo54k5mp5GiXYci6zsHjNJOp3vw9L7WxnuMomR9ff3h4ydaa92qlV6/XCwXZbG+uhaEnZxxKeVsMV9dX2nqZjgchj5Ea33v3r04ibvd7vTk1BgTcghGo9GLFy8iKRljIRUsSRKtdaCFO+esd9bYi7IzxAWrpiKEIIDWOoqisGWxzquyKstyb2+PEJLk2Xw+D9nO3W6XELJcLvvdzmw2C6zaNEvrVgGStc3N6dFBuPIZJfScYREi1MNqx53fGlVRhG1kSK4Kn7Zz3mpNATijjDHGSCgSBI+COjQ8yo0xIZSCMRauJcZYKAwQMY5iwVm6vh6I/cFREv5VWL+fsRjOCS4XlI3wCj+7dQwfjrVWKY22RQ3hJlpdXT0dn6BzURxNp9OmaQL7MIrkfD7rdDq7u7t1XdVlaYwxzoaFqrXncqfzWAEPPlRr4bAPDqMgXdTMfjYM89+q5AbvKYVQlgUMd3hEncEYvQ9N9lmGAaVBkru2tra2sX6RteCMRQCy6lXbVlU1yDMJDKTyiMZ6ZUzKuTKuVuWyavwpOGsgCAucRuqBAKGEUC6jJElyKRNK+X6/xxiJInl4eDhwNsk611++LhhBcG1dNWVhLDGOBlFyuMieP39+McoKd2DkMBSghBBj9GKxkJEcDFYDINs7b73VRnvvl8tlSJm7KEbD/4EQsiMyrQ0hJErirNuhggPBYPoq2sIYEw5FB95Yq60x1iKAlPLatWupjOqqerF/4AkySuM4lnEk0tR4b9xZXLu2SmmPHp3WYU4cRVFQN3ltIiEPnj6fee+ci/M0TlPKGHivtHbWVlU1Xy5/+NFH2hijNQC0wFIGwrXGmF5/wIVwhIDziIiEIPpwA5/r+M82158hVYZMeRo7iHI4Zcw6t729XdjmZDyZjkZplGRJJtiAEHKJEgBfV+WsqlD2vvHtf/X733mXMRpU6ZrC9sYWIHvzrTfXep2vf/2vrayuOcRZtVzWxWSxrEozHo/39/eX8wkJfuIAVyDEIeFcdDmv2+lqTKVg4LSwRZepxC9Sx6hQTECrLQK1zrum8YAMgFMGtnBl5QApIZTx2FtCzu4gpIQLEYLCtQPj0Z+/ZQIuxBkBBaQMvXdonYNASfEAAqwDS63XqgHwlHOjVKDgMkKBOPTe2h9pni8SZsLvn/065woiAlprCVJKKVintTbEGvDOe4YEPBpjgPOmaXu9fqvM9773vZ/54lf+7IMfRiJ+8uwpEu61AWsxNJ1MUIpAiFUOnedcOOcY44gEwANYQhghSCl1Bj+zRPCAxDtrw3HqrXfGWXTOh741vIUsT/I845wwTuq61loVZfnaa3ffeed7X/vaV8tFEQ7WYAMGwltVMS7YZ6T5FxO1szCMkNXDmIczvb4Hr5QKfSAANG3bNg0ici4pwU4nFSJWxh+NTr//vd9aW/lmJGPV1oNBNxoM8k6n2+msrq7++3/1382yHADaRi2Xi6KoTk5O3FtvSWjrYm4RirrKuh2rneAs5QKapa5mfU5nVYEtlQwSSiVBcLYulpd2tt9/9/s/97W/AuBqXXkqzoW9ZwI8C8QhsYDGgwX0oH9SJHURkBW+R7wh3gAQCoR6j/5s/IAAcIZjROddUOBfpCQHNXH4LwI0TRvHiTI+Gax0BHuuFecsRHNtbGwJIcAKa/j5Av9McnwBKD5v/EScyI7PYHUNvEPvrKrQKmLbYjb6s0/uj5ftH/7L9wJMvN8f9Pr9t7/4xcur6+vr60ob731/dQ2q0ziJXaOKamnB5UnirfHegYaYcYYmFsRbzSW/eeNW27ZaNc7qxXTy4ME975yMojxPtrfubDdqWRTHx0PHorS78sGH9z0SypiUMuutDNbXGEPvHEcyjhLvcG/vABA9gkeUUfLa3delJ03b1nXV7yanp+N2ORGgrXOEUGsEBeDelGUR/CNxHIF3iEAJMkqcNaptmqZuPTEBV4BhFENU0yhABegIpYR4Z88F5nAWihkOgrN7mgAAZxQB6rok5y4URilS5AQFxShOOKObl3acaUFpa5zz0Fi8/+jRt//497a6/C996Y3b//Dv/rnyzlBmSSGkEABQN8p7L2WUxbGuq6Zpl8vl6fg0jqNer7e7u2u1ms2m1ugkjt96/bXe+iYjXrdNXRQrva5ME9O2xXLx4N79fr9nbCs5nUwmRmtNWVXVsUzyLONRLDmdCanq2mhTVnOzqBrjJ7F8/eaVx1KW82lHiKCSCseds1ZrbZzRqnXOJVJywTc31/ud9MFHyqqKMwBnZJI0WrVGd2XEJSMU26ahHKWUa4Puw8kJIiZxEo6LOIoWk8NOpzMYDKqq6kUJpSRQEKuq6g+ylZUV3S6KYXHlxnVLXH9t8N133vnCnbvL0+n+/os4y6gQTpuqagLXGSkTBLe2tptqyTnP87x1HqQ0RpNE1FNN2jpNMpZGEIv+Smew2tl/sT89Pp1WxW60s7G+eTqeXL68m3by4fFJWTahF5qMZ8vlcn1tXQxn3vuTk5PBoGs9RHG7/2JYlmWgJ4RbsihKaw1YEyBjSqk86ywWi9ls4Twgwle+8pXJeDI5HRfLEpH0+/1er3dwcGARr1y7lvd73gY2KpwZmc8NoR7AwRng04VqLyQKnx/9ZytCAAcefEjzC5PMs8raf9rzBQ8FGm89AqNMGzOeTE6PjgXlq2sbG6vrs/FkvJiWbUOpWF1Z63UHrdaEMQ+NVkZxbYyzxne7Xed8XTWEcGNsaBpCpEFIakGE7c11pQw4Qxg/Pj4aDocMybIqJ/P5ZDpLIrlcLh88eJDFfGN9ZTAYrK2uz+eLTqdTVWNK4cqVnSSJj54shJBFNT2eL8uizBJ/OpkXyllG406SxJmuKu+Bc8Eoo4wnSbq1denkxbOtre2qamezhfek1+t1887p8XA2mwnKguqyaRpCSBRFsJhPJhOC4nQ8DtjJGzdu7D1/WC7HnPM4jtulunbt2ng8nkwmeZ5TQuZ+doEMnM1mxpg0TVtjQoJxkiTG2iRJrLXO6MBWKYpie3treDyqqiqKooA/VEoFu+DdN984OTnZ2tqazWZCiM3NTUHJpa3Nx08elmU5HJ5cu/5yr9evmiYMUC7uUDw/Uhhj1to8z7vdalFVofptmubk5MSoqmka53w4eQghxnvnbRTnQgghkEISxVwKVreN/9RJ6uuyIpRsrK0roxGRU1rX1enoxBjT7XQIAYEsLPGKotBah6Yr3BThPYZM6Yu58IXrJ7RkQdCnjXEADoAyShkHZE1Tj09HTVVFcYTa9nudKJKMkTzPqir1zty9+1onS69evbq393w5n4dJdJitl2Wp2vYCGXqmjzznXgZnByIGlSml+vxvgfcOf3zg+xeZ5uIhvBMheBzHu1cuh61X6H1Dfl3A5jRNo5QKDlSlFDJ6biZGwXieZbpqwPtXX3315774uZX1tSTOLqb7f/bhh++++97+/r5zjgtOnPaqAqCEcxkxD5AkiQ2eKa/baqaVfX7/ExHHlxC2Nre6qysn0/E777yjdEMBs1gmkSgr3SofBgBh7Hfr1q2LqjqUSmZRmvOaNfRxo9Ho4OAQEZM4ztKMS84ll1KG4EHnnBDiYv4XWtrMUiG4McbWtXHWImSdXErJGEvyTnRGBj9znoVawGg9mUyODw5N01JCnHNSCqAYjFTWW2NckqWh6CUXIapaKa2VUsaefeF5ZgbnPIqiMvwxigLf6eJ1huCdUNItyobo2lX6zP/qHOdcGUcYA+8RnLXu3AHoLpJYP6v6OJduMxZFlNG6LpM07XXWuyurxycnqtHFbGFFFtawiCAYJyxzzjUtBMZMy5jWmEtW11q3ajLa+52P7x0fHa2srjZaTRazpJOvbm5s93tf+9rX/ou//8tFAXWtq6oqy/LRo0cnJyeIOBoNnzx57KPu6XLOEPNY5pGoR8/uzQ+dc0VZdnt9zuVgdWtz+2qcJlLEeZ43WgFg07ZKaWNMUyl0zkcDBA+McwJRLNI0FlI4JN57oMwBgFVoFQAEuYtDIIyhI+iod2cPRIGlRU+88aYlnNGwMAMAS0IshAckn7H2fWqfCJSdC5Q2fupavBgjnX0TERApJYDoAJFYb323208FLoolIfTuq2/84If3jp/u/yf/0d86Op1MinI8KyaL5WQytdoZ05q2tVpxxhihSZJkWUYIsVYxxq21iM5YY53XxlDKPw1hAgAPoWIDdIFgGzBaoV0MYfJJkqRpgujCskhrrevi7S995bf+l//5n/7T/+Pv/b2/32jVtC0T3HuvVds0OmU8IPUuBjFhpxc+kzD/i+NURkkUR44gdzasyv0Z/AY5ZedBHWpZtZeSnEfSE0ZlnPdX0CNhrGx0czw7enoURRGg+99P/lfOeVmWOzs7ly5d+tKXvvTFN978yz/3s6tr/V6/L2O4/2i/qMpne3svXrwYDYfTyVQyLuK419meTydxKqkgaBT1xuj22s72t//oW//OL3xtURbOWsfiMLP+lJBO0VNukWqPBkhI4PjMmPzCbomfhiN7i94hAHqPzhFPw6wQARGcB++ABsv8RbccJkSf3fUJKbUyjEnqwwzBe3BKKdW269uXvQPvPpVyIHhElJxfDHfOHuEaOBeE0TOtuDFpp99Uy1TkMkmPx4s7n//KomrDwNuDq5T63/7Z79R1PRqNiqK4cuny1atXv3BjKxbRS1dv9gYdbVvO+Wg0Koticjqvi1LVBaeQZ7Jpyof3P5xMJtuXL6VpGkXRzZd2V1dXuRDOu2cvxtXytGi09qRWdros3n77y5RR57ENLgpdlcW0LqvFfK6bVkiR5TljLO12ZBKPJ5Pj4fHkYD9sfjpZPMgTfmn9C1/4wmg0ms/nh4eHw+GwmCza6nKv262qqm1bzrjWGr0Hh95qq1vdVIZ1HUFEdIR4RCBgiTFIDVIPHimzWiGCRwxrVY/ogh7AhzUgAoDgnIBvqhLAgbeqaQE8OI+U0HNmD3LJKUWqnfHa+QhY0qFlMV3ZzLPewHpC/zxVTlVV4/E4kjzMxefzBXqggrdtq9t2Pp+fnJxopb13If/q/ff/1Yu9Pa1U09RtU49PjomQLw5PWuvrumbLSErZNE23m8dx/GJ/mKSRd+7Z06eEEN2auqqjKNl9aXM2mUzHk7Is47SvlMJTpZAAACAASURBVKmN4nG2t7f32o3Lm5ubIXz5bHhPtff+bJ+mtVbOInHOHY+OuWBpKhblclmVaSRW+qtf/6VfssaUZfnRJx/P7z9cW1mZLsq6tTu711579dbhs8enh07KyDOh2mYyOb22vn5yOrTOZlnGGDs5OREiD/dI0zQuzDiYSDpdFvHR6dAh/af/1z+bn4wQaDpYaZStlcHWBpIV51xGyebm+qCXfu9PvvvkyZPZsrxx93PdweqfvjdhadyCTTkrdD16MNTXLkm087JQzu4d7qm2nByfRHECnoyORotlsdpfS1O2nNVl1c6X1cYGD7dqeEbn3d7Ozs7nvvCX7v3arwP4YEKRUlrrQs+jlamg6nZ6oQq31k5n852dK6/ffePeJ59467qd/snxKI5jISSTkgiZpTmcpbB+WqQ6PItyCqfFGZciRBydzZ08CQ+pz3Z9gH9u5frpPAoQiANAQqgnRGlTlNXrr79BtE1kpJYFgrfaGu3zbp4knbpWVV0TzppWz2dLwRKjveVgrT06GsZRNhishqM+1JxJGuV5lmVJWcYc4cq13el0enB4DN5zIQgh82WpPOZpNplNoJvv7Gy/8847r9659fbn34gicbC/v1ge3Lx588HDx6+/9cZ4PELEra2todczY2TCknwQFahRN15TwrOUeys5F9Y4ACzL+mQ4bosFJWJlsH50MpIiuXxplxCyv78/HZ32Ol2GpCzLwNLTRhdFIaWcz+eD/vrFEPPatWvXrm7/4L13luPR/HQyHc7SNOWSn56eRFFULJZt03BOkzQ6On6hdBNFwjljrXXgEbHb7SIhhLDFYiY5i4WIoqjT7V66dOnocGitzbKMtW0URR58Xbfh0go0lPDCnHN5r9vr9e7cufP06dM86+zu7jIhD4+OO53O4uTo/KVSq9swhLXWUsr6/f5iWZaq/awk57MhVc45QpAhU00bxxHjBNFxwRhjWitjTGB7nlWViJQQmaYBveGcretqrOq6rlf6ubOmKIqL+jMU2xfx3eEYoYLjmZDzbJYUUJ9CiBAbHsCnURy1pkJCKENjvLWmqSsh2dUrO08PHjlrsizt9TpJErWqqsvyyu6OadXz589PT0fhAAcLaZpaa5um+f+oe7NYS7PzPO9b8z/t+cxV1VXd1dXsbg5NyiRFiaQSORYS2TKcIIFzZzi2kqsEyEXuktwHjhLAF4kBw3AAIzZsywlMJZAQyxJkG2KaYpPdZLPJZg/VNZ95T/+4pu/LxTp12I7l3BmI6urUQVdVn73/vdY3vO/zXucBXgV3hWQco2tL7JVk57mIIyEg/k3wXP5NKjwZizGFhiERPXny5BpdmMqC1N6kDPc0A0gb2Lpr0/KdiNq66fteAiOi0Wi0sqwkg4FfPVLIXn/j5+6++lklJSKGGNG2/XbZdk3T1EPftV3T2yGE4EOMAZu2bZrm8OCgHQajVdvUJAUizmZzIhSMlGAMo84qqbJrkk/btu/9+N3r1iU9oxNZnC8v67pO1s8Y461btziXnHMgCj644IZh6LruWtJ5jZFMPa2UUoncOS+l1Hk+nc+yqvQxJAvpxcUFIgbnryKOOU/DM8G51vrWrVuTsrLD8OjBw3JUaa0TjlspCQLbruVCcOBJMwQAPHgmuNJKMw0MlJCcwChdFLmUwjlbLfalkN77tneDiym6RCoJBEJnOhMxxnI8KyXU58/u/+THAJAXReQcWFqFi9Tkp+PpGrXys9nP826EYgAmQnCcgXWDtTb03HqnMqNNvljs9iCBgZRCSoExemcBIHp/fn62qWvBoslUd7592DwZj0YZky/d/YzzdPfll7mSqsyrybi1A2yWv/+7v/t3/vb/MhqN7r784t7eiDG+v7948farjEmlvlwUxdbCo4f3+3YZB9uut7NS5Fo9fPjwRz989/zJpbX2kSoRNBeiLMrxZDIZT4QQ5koQorTUVVVRDsE7QdGHBoctDo2kwBJvAyNwzjGKlAkP4YrUhIgEeJ1jB+BDAAJggjFpVFbkpTYxRHQxBkIESBFt193dtbCTPv1LXhXxRCypySFt+QiSmjwNVtnzQQAiuhjcttc629tf7Ozu/9qff/V7//QPfvD9H/7CL//b47a7JVUA4XzACBSQXAAf3dCfnD5dLpfr1SozOgXvXOEtr1g17FNn+tUwN0YfY2Qc6EqGyDEC8muRKlrbE12Ze4GYFDIqExH+8//iv/yHf//v/+Zv/qNf/IVvPH781LnLyUSF6LIsE5yRFDEiElFM4LoIbVp+glKaMValEocIIwIDpVUk1Fon4ir64JyLTFgfdWEGH4FHH4GE7F3kwEMAxoD1Ls8KioQIR/s3EON8MoOI77/3o5/++D1rbZZli70xMSiqqhyP5ot5nuVVVX721VcWk6mWCoNfod5uu6HZ9s3q5t5eX2+JsKxGeSYfP/iwmswk523fpNXN1SIPiQNJiBw9BMsxRh4+pZJKg/OrXg/SgJUYAiNgREDAkIlPDd/hWioSY5QA/x+7vuAREQRjwYchBMIopUCMEXFnsRuf/53PmbeU3kf2HP3/3HqqiTAEJGBSG6aNxyiyKnAKkU5WbYeyI0ImeJFzIG3irWIcQ7hz1wnBnHUhhHfe/fDpP/mD7H/7rbzKTJ7lhRmPR+PR6HBvfzGd33vt9WK8QOKXy+VkMvEhhBj7vg8xHD998ujRA0SMiKKYD8NAGDmj3GgcVU8ePQgY8SofBbgAjKEoq8xkfd1uN5uu66XWNqy642MkKqvR3uuvA8Dyciml6rv2wYMHF2dnVVXOp7OXbt967eWXUGaORAhhbzFPyP5ge0TkXED0WjDFoQ+DEJxzkeyuiCQ4MghAHuhqcMeu4lLoespzLT1KH3zFECB6a5UQgUfvHQNIkQtXiQuMqbwIXevQMy6k1oIprpQyxWS2KMdT/OMKicSXMsYwRikrQgghueCcpT5BKfno0aP1elWNShfdt771rac/fa+u66IYrZcX7//kvfFssXd4ww2tj5Tlhpxtho5zdnJ8fHb6zNnuchmkEIvFosjz3OSJzTOEuixLXw2XnAspskw2mzZXym7sBx98YJu6aRoQuSwnaZojpdSM8jwfMHRtj1zEGIix49NnjIdqPh1Pyr3FTAl+vl5tVksp5Fe/9vNf+/ovfP+dH9688+JougCuQ8CX733Gd03wrpxMAstd3xNNRqPR4eFhlmXb7XY03v/ggw+SKlIIkeV5MStO7fbuvVf/xbf/xXe/951MiaObL+QyiwE76z2CzguNwRhjnd/WjV9vorNts2rWyz/1la9EYm29fXJ8poxWIrOMF2U+Go02khmlNOPBOaW4yUvvvFEZIdusax+C0cXQe2Aw9E4Itdk0Dx893W63zrkYeYKOfvLJJ99/50OllN/2RZ6nu0ZKOZ3Ove2jd5nJg4/OhbppAVjf9YyJd9999/GjR96GIi+GYYiRbt28SUL03ltrRd9rKcOnmS7PMSyUhOiMKN1lP9v1sQSuvD7+iVJUCWNXneAV2/n5f8HTt2IMSspIiAHysrpz5y4RdV3/8p2XzuKTh6t1EpyEgBjJBW9tkMSF0IxJY3LvkYEsy8rax5kB74PRmfe+69qub5RSSknEqJREP3T1Zj4Zb7bbph2EFG079CFs22E8nZMyxpj1en379p39/YNvfeu37NBKIept/au/+mvzxc7gw3pz2W43kof1ZrvtXFv33bA5XzYOATnxwTscprKIkUKIShkCihGtDQD87/6vf1+abOfgsG3720VRb7YHBweMIFh3nSVQ1zUBcCnmOzPnXAgsbatOTk7ssBVcJOHYYrFwzkmipM/Mi7wqy48++ijtDK/NDlrr3g7OuTzPkci5kOe5H4ba9iGEoe9/9KMfTafTqqqEECHiaDTSxiCuOedd1+3uir7vpZR2sN6n0Z9NZd52u63remevyLIsbdUSq1xKgSRTBRhjDMHXdZ0kb0obR845J7VKCszUW4bAQoggkAizTAvBYoyCJUtKWtNxIBRCCim4EM5HADLGOO/cMAARIgXvMITovZBCaz0MNi8Kk5lhGDgXWZ4574kwEQ2vUmqerwHLskwPbVq3tm3LWTNY6xOGNMtkEJxzraWzQzUu9hbzcZn3fcMY7u3vOt9v1msi4hwSJic4H8IVFNQ/l9ql/ed1gcQ5l8Bj9EiRc660SEFjUvGiyFKPCkz8ier6CKRMx7TgnB8eHqZZaeJZpUck6SeTujf1V0S0f3Q4m82Sry/TpigKW7fbzWZnZ2d+eJPnVTMMgEwpFckCMpCGBPPRARdmNNF5NkJUSmktY4xZZq7j+5J17e0//PY//f3fzzKjtDo9PUXBBneenjMKNtdam1zpLD2yxpiUQJDWvj9z5XUhEGZZlqYR2/VmuV7FSM45JdXhwcF8Z66MSibA1PIZY1JsYPIwEFEBOn2zW6/boTdFnpdF8gLNp7OqqpSQTPBIaJ2zCYUZwma9fvDgAUfijA1dn2mVLmaEVGTRZDxK/ef1rk8iuuC7vusHi6kUcn4yGiNFqYQxmnGRl2X+3NWTBOLJJJCsUMMwBO9FGHZHWboFrxWG15jdRDe9XvelDed1ZZkeikwwybmjIJUUQpg8IymiB2A8RkACF13S4wGBlHxUjbx3LMsEFzdv3siybLVaGU4nT58Webk6vzh6+VbED7jMhJSrdbNsOmlMxZTQ1ee/9JUsN13XrmriHH96/wfL5WWMoWma5XKpR4ubh/uCQaXlFz776pf/1Bu3Do/6rluvV9a65XK5WtUff/wwEq43mx+9++P3H3+Snti0/8yy7MaNG2a8KLJ8NptUo3Ik/bwQEwMKoPMYGUcgYARIeGXkS9SjQMSTsoXSIk7lhIjEI/jIVeQqIiCXTIBgIDhjiGn7d618TmjZ9ML+bOP3PBM9sXwISAgZA8YYE4KSccakEMAYg4gSI1HAk5Oz6Wzv5Pj8ldcP/sP/4D/+e//wH7z02QtejWygTbvJRxMhldRcFcowKTi9dO+eECwGH5x989vfvnPnDiIO3rftsG2a3rqzRw8+BXkCAJxOpyEEziENXzkXGJkQjCAozZWSjJExmnO4wpAScCUB8enxyV/59f/0r/8P/2M39AdHRx8/eKQk544rbay1IV5t+dKPL5WSUl4dLDGk3oOAvPfWOxeDyq64+RiiFEJIIVGCNIUegQgBAYTSecXV0A6+MKbt7WRSMhCtdUpJLtRyU2e5qaqq75usGnEB3CoiOnzhJaGkD8HF8PjZeZLU1tvt+mKZKX3rxo3Jwa3bt29/7tXPvHT75o2jWdP0zg9t19ngP7x/vyqy1g7Lbpn2VOnoS++hhkFRL7HjhJ+y9iVnlvjUy3xlEwggAwhkPAIPQIKpnzk/IdKVMutqHfzHItQBgHORBl4MUWcKGAHEGIN3wZhsO9gQI4B4vlImRJTyiq+b6nIiCt5zIQAEAkREIqaUYlIEH0DnQyTSBUYfvBfpkBIRLVN5JrOYa+O9VUqF1WZGZrozBc4iIXI63fQPTx5//92PlpcXRulCm6995auf/exn33jjjaKq0oB/U28fPXp0enraDj0ibuohZKppWLO6iH2NQ9fadnd3d3//qKrGnHOS/Hy1HLp+dbkkQIxhtVoCQDGq9m8caWP6ob88v2SM1b3dUyYf6207BGTbprtYbqJz/dA1nb1cb4uimM/nr7322q/86V++efPmarV68ODBu+++e3Z8fPzkCStGSbNwhe2RzEavwSmyiChiEBCFMNcb7OvS7XrDzxhjGAQgUDBKIEoKqLV2ZBlnmPBdAMS4ykopNcaIxBEkSD2EiEwA53+sYkhKmWbzxCi9jyH6GKMWSgoZGEvhQ4xB13WDH1arVUk+xdKMx2M7DMfHxx9+fP/2iy9rrdBZlHG73U7KqfXu7Oy4GuXR+4PD/Z35NEZarpaFyb1155sTJVgyUxBRWZatw7IoRnfudN0mOqe1TotTiy3IIp1wKfu33m51UXLOi9zEGEOIddNA9HfuvLBYzP75H/zB3du36rperVff/e53z87Od49uW/zo6NaL89ns1u070Xbf++53pXWTnbkuZ3meKyODD23bEsF0Onn11fKPvvP97XY7mRZVVblhEwlW27q3fjSZ8Rgu11vno+JCKjOd79RDNywvfIgEbD5fdNY+fviJ7/rFYnHz5s2zy3W92XSDl9ai4OPZTCC1q41vumx/J/adQqpGU21yDKByaPsu+EjE8yzL85IxZrIsK0abTXNxsWKMylF59+6dz3/+c8v15qcf3HfBpGIjVa5lWdb12jlXZtl8NnXOxUghhO1ma4rKmDyE8PTpmR28krLvbd9bKaUQ6sHjx8jFjRduZaZwfmAi0fqet2hwtd9LR8mVrgB+pjcBBkjP/QhX0BfgxIkhI2CAjAgYMboaZBMDIu5jEEL4gAJoMp1Pq1m7Wuk9nE5nl8fHo+mEDbZH4kyU5YQHt6kb4Gq+M6nKyXg8RQSImIz0w2C9vzTGWGtTNa+1JIpt21g7bL03Whut8jznQs10/tb33zniN0azaTmenJxfpGp7u62t9W3TrVaXd164vVjsvvXWW+PJ9OT0KWJghIxgNJkRk2fnDy82y3VthTCT+agsSr8d2rYF6apULjIupXLOMeCIUBajpuntEIwxWutc6Vdf+Uy7rdfLVSqo8jyfz+fWO+ccA8qLaWqNrLVvvPHG//U7/3i1WqWdVbBROpeUisdPn03G46qq1ut1qr6i83meq0zFNV4L7zl3m81qVFVuaFNxFkIIIqSY+CwzBwcHEdE5n2pXY0zf93sHB866vh8u4sXdF++YTB0cHEipRqMRAIQYiHFjTPuvDPo5596HlOGulc6LQjOx+tQMKy17PMnEp+AcTCaFYNFHYNd+BwghJv5W8B4i9oNljJejigEwRkqJTAmR1CsUlcp29/ZSYKC19vz8/MUXX9RaHx8f930PjCmt4vO69Dqy7zp0xBhTFEVZjfKi7IY6xGitHRxJKbQSRqmbN47GjcmNxuDrunbO3rt3790fvvP06ePpaMwZV0pFrY0xq83ltW4uvSbXPuG0LuICBmeJSCqeZVnXdUIIrWVZlVKmGhvhT4zCEyCGyCRPP/PFxYWzfVqeVlU1nU6Tl+/aQ3klmwxhW9eXq+Xx8fF2u82yLDifZVnG5Ww6PTw8zPIipAYdAIGUyUMIUonEKAdAZIyZkgMgwRABQKBnfT9IxVnXE9Fqvbk8P23qhkJkRJ/73Oc8IDLO0p/BgMEPg7XW9X3fdU3TbJ88eZQW3OPxeDQaJTikCTJdPEKI8Xiyd3gjLwuts2EYTo6Pz87OHj99HOkqrjot9/b29tLoZTQapcZpocq+79q2Rc529/fOV8v1dpM85UpIY0xZFNVoJLXKy6KsKm1MVVWT8fjeiy8ZoRjAD9/5wbNHDwDRu0Eqc3l52dphMp2VZclBcM4l4zHGMjN5kSutMucSJIZ8VELu7u5++P5PY4zL8/P1ZpMu/hRRmOwB1Wh0Lc5stttC0Ob0SdM0i51dzrkpCs8dJjxRuHoH0xrz2n52LUq8ui0IMOBisXjy4UcA0LRtpsdSysHVmc4DokpqRAzAiALz6AEAQ5SCGCFaOx+XAeOt23dYxMVsAcCQgEs5eM+EsCE0bgs6B6Yv64G1AwCuO4sYpcoOXrirdVrjS890u91slpfny9N/9odv/s//0/f/nT/9b1VFOZlMxuNxUVS3Xrx7+6V7yfT/a7/2a+mMOD8/f/jwoXPu/OT0u9/97v2PPlLG+GDH4/FXv/rVob4s9UtlVgUmtr0NCIwpIrTWIYCSph2GEFExEQG8jy54KSUKCYRSShvqQCwrq2611nmeGMrEmWtrSfF6xZfUwunVTiQkIURZlk3bSim98/g8ECZewUQRGTAg7z0QRs4QvOKytwOPPivKbdPuM+YCRkWf/dwX/vf/7R//xb/yn0CI4/HYRhCCcalcH/t+mE6rvuu0VAyDEiLEeOfOndFkok0udbZpWueCCnYYhmfPnqRsn5PT47Ztm6YFQK21MUxKPgzD4eF+3ayttVWVI8UsN85ZRMzzsus6zkXXD1lRPjs5+8t/9a/+N//1f/tn/+yf29/fT4KNoW2TUPz66UpfXKt6ruYOygATQmnJOEaPCEwo56MUwgf0LgohvItSCx+c1EYpFYmG3k3HZvBBSmmdi0EyDhEjI2KZtoTN8oIxIAhCiJ2d+Wq1IpnpspREBefEwA6Ds86Uk/nOoe3609X2wydvfef/fnO1uihyLSD83M+9cfv27f3DvXsvvfj222//V7/x39++OX5yjg8ePHr77bffeuutYRjS6DfPc2abnIVAAUXuvQdgRqsQMG1HgThATIZ7KQVxOZrMLparAExnBXBpvU8OYaOUEAyhZ4xhDEKIzWYzmk3dVcIkv1bRADHGBOdMCgzBSSmLonjy5MloVDHGYiQhJcbnn+vneKE0G06ffaUUIBBjeB1AwnjX28V8Wvu1YCIrKx8RCYDzSMQYCRBcGwKUTAZgXOkI4JkRxRTVSCqRSk4pizIbM8L5wS30od+uv/3mm//wH/2jqqqaprnz0otHR0e7B/tf+tKXfv4Xf8HkGef84vTi/Pz8Bz/4wekz4hTmkyp4f/b00aOPP7hK4ikrbnJjzI2jo2ePHreifu0zr0bCi8vLi9Ozy/Xq1u0XXrjz8mA7xmXvo2A8AG9tYIjYDoJxAGly+erBUQI7vf3229///vdv3rx5+/bt27dv/+qv/upf+kt/iXP+0YNPHjx4cHJy0vfdtq7TsLkyYnX2bH9/37mOIvNWAIASwls7rirBUmQCccYIIIYADJQUnMBovV7XZVkOg4sxjsbjvmnyPA8hEGPd0BdKJfMwVzLGqI0pR5VQ+soM+q/s+lK3kOcmjSk55wCU7IWMMUSSUg62n813ueLOOd42BMSUdM5NpBwGNxqNur4t5ZgIMymO9g/6zi0Wi7Iw0+los1k713/88cchhNlkfrxcn56eZWNF0cfBAUDf9eSF995k2euvfaaS4Q9+9/9IXPXp3HSeUv1k0Y1GIz90GIMncM6XJWeM1c12s90Wmfnhj967eXSYZdlXf+Frr7x892/9zb/pve27tq431XQn7StqwM2mDiHcvvWCBWHy7MmTJ7PFNGJ0zn35q19jvDw+fj9d2US0Xq32dsfbjJJAKyIKwcuynJej9WrDOG+aZrxYfHD/49F0Mp3OpJQyxq9//evt6vzi/HhclUc3Dj98eJybQiojTNG23WjkX7j9wlt/+AncOtqcXyoE7AcfoGm6+Xy+XK1n08WNGzeenRxPJhNrLePCGNPVDeNcCpYKx9u3b682706n002N0AxaaxBCa71ar492yiTcnc+mFxfLtm3H4/Fivqi7fjIZz2YzJZyWvZJyebna398HYs+ePev7frLYMSaTUjriLlogUkKiD4JzxYXHGCNyKSJQCCGTquv7ZElyzjHOjVQxxhhimspZTyEGLsAoAYTRJXofR8aQkLjgXBAGIq2Ukkxut83IlFJqgFC3DTE4vzzjKm+bfr5TGGP64ARXRNQ2fUhWWh/dMDx+/BiAK6Wm09nF+WpnZ0dKeXh4+OGHPwUgxolxIsTj4+PJYv/VV189PbuoO5tl2XQ2O372zHpn8qysckIcj8d37tz53h+9uZjvJjbS2fn5bD5nUhwe7T9db3Z3Fw+eNAh8trvXPl0JwZGIiMUYM5NpReumN1oJIcaTcdM0N27c2F4cc84Ha1Ve3bz5Qrq2dnZ2JpPJqCgzbVLXUZXVK6+88qMfvxdjzEw+WFsUhVLy/fff14pee+21i2dPHlx+nMmMk1BKvPHG5xljx8+e9ENbjYpnz54gBillOa6cG7btthqPJhN37969l+/du3//wW//9v+5rbezcZVGe1mWMWAJoYcEEbHr+6IoiqJgUlxeXn75y19+dnJ8cX5hjLbD8N577wnJYoxFXq5Wq/bZcVYUyuikBU3Xlrc2lYJd1+VVdSUTxVhV1eXJWZ7nfdtoreu6RmBFUfQ+CCGcC3Zoy6oM0TNGSqkQB8E4UExoGBBSaoUAjEEIoa0ba613liENfU8QGSPJRWqJX3nllaZpPvnkk8lk8vrrr//4xz+OMW63252dnRijkPIah564kqlKTzeg914ZXRTFtjPWWcZ1no8Yow8//HAym0pF56vjz9y719Y1IioltJZKSefcxcXF0dFRe9mksn9vby+9wlVV1dvtaDSKzqeuwWgdY+RCVFXV973QIs/zzXabZRqApxWPEOxPmMKTSxEJhmHwPhRjk4rUuq6Xy+XDhw9TlZYu3eu8vpRoNxqN5vO51tp7n97CflPPZ7PRaAQU6UobF4NHT8SAhXile+YgPDAk/imvJAhkJIvACCg6P3z08PHZ6ekwtN477NuPPvpg3bY6L4SUSgqjlZEyVTmj0ejmzZta67ZtU3nddV3TNKvVynsvLUu+PmvtxcW5rBupFefSGLNY7BzsHwQMCJhurKZpmqY5Pz9PP/JqtboqTIspAMuybAg+z/N7O/eEkleEn4gpuSESRsK+65u2DTHGEIQQ02rMkbRSIYSu3jLEUV6YIi+pCkRCCm0yROTABfDIufO2X/UhRi64UoowButAZwDEOZNS7M7neVFopSJiWmg9ffL4OuI8vZZGaeJXISfpg8G9R6LEXuRKfVr39WnoyL+EmmQccEh7duccxhhicN6HiC4gQ9SKwZVGzSMRMUBEzphIpOdI6CGqjIgBgeYCiSFwnZe5ktyoyBnX0rYegNJaLsYYMSAGB2R7pH5AjIjokUsGVTWbCD0flc9OL3/yyUmz2SKiNiYiGSElZ4wzKaXWqipLyfl0NivLUTURd+6+/Et/5s+EvpGSd2273WyUUmUms9LU7TD0teKaU+wH72PUxhDA0DdGKS0lEsRI2vBCawAGWvZ9D4KX40poOTivjAmEPnimUXljMgAAIABJREFUJAchlZT4M1tpwlWlbcD1wOza1ye4YDz9jksukBFxLoARxQTxSHNZBBJCAgYGnHOBwAVXzy439z73xg8+vv+977z1p77x9eV2m5kCIw5u4ChknjWDQyLEICASgvcBI1rrms4KXYBQKq9KVsx3zc7BEQBoLa21y9XldrvxztV1XTf1erlcLlddN3jvhASpBOdMCC4kTwJRIZSjoPOCQsAYlM4Oj44efPLg9u079z9+kGUG+0FJGUD8bA1ylROUAuUZIgaMCQn6nA/MEIg/X4heiZCJmOCccyYFY0wIxbkg/lzLzTgBRM2vQ6nShEpkGhF9QA5sAG6ZiDyPLI/sKg2N5cZkAIgMIRuFbDIsXKe1AkIG+MN3vvfBx48ePjkOwRZ5fvLs2W/8d39ts91wrg8ODnZ3d37tV/50Er0Pg0XEk5MT733bNueBe8ad97apvfdKaSKmpOZcADAWkUEI3q83Gx+iNDpG9H5gjMsr5g0Og5cGr+0uae5GWjJgn84FQkQuBBFFjMBJSLbeLOt6uzg8IoIsy3v3qe3T854BAMbj8TAMz4lqSbvFrhVdUoqkzAdCxjlivFKAEabRf1pt4fPUZgIKOm+xMzIDZZCREIJJRzFyRhyQxTDNivlkaspxludJWna62j49X/7R93/AryABbHdUjUajF27e/PrXvqq1ms1mUggMoW2beru1zq57h9I4Zz/+4CfReW+746ePgDMhZZHp8Qs3uWAXq+UwDM1gTVYQo87F6WRMIQJGBIZIGKy1V8iuVDGvVuvttn7zze+krng2m40KNR6P5vP5zqjIXjiaTqeIVNe1EAIxXlxcRu/sgIiYF4VWAqLztiszxdAz4JJBlikZQpVniL7vaqNl27ZKaaVFCEFKFQkSqFkpxaXgRAAcRJIEp+EI/rH3dTpMnHNGS51Sudo+xGARmVKIKASXUsIAXdcxyUIIggnEyIl5BBdiiCgBuBBZluk8jzE617TN4NwgBBgjhr7LM7M4mFOk0WishD46POxiG72tl+uurhljQkohcDwanZ6ehlIURbFdsjRyhd4zIaSUmpnVanVxcYEx7N+4WZalHbp0kxqTAQMkVreddeH3fu/33/neW33bRGelFGlCobT2MTadX223PuJmuzHlpKm3HGCz2WRZxjn/yU9+sti59fTpU8aY9w4A9vb2lIzXAhbvHAEeHd7wTdfWTUCsqooBfe5znzu9/0k1mZTjcY742muv3711cH765Oz8QjCulbhcL/cQMyEC8VzKDMRiPLm5u5d7+8n9+0yRKY1t+1N3Mp9OL5aXp6en3nuhVei7siwms2m93QqW7DBuPB7Xdd00zd7eHkL77KRGpNwYzhMOHoXgeTXKsmw+n08mEyGU0Vkgvqnby4tV360zbYRQShkpQEqZZXnTW2vdtq4nUhFQhMgZEEUGyJEQI0NijCimCAZKykkg3G43dV1nxhRlqaQEwhiQCBkJwYliGHwvASUHikgcBJPABBFgBK0UAKInB8iYcN5HpEypbdu5GGc7CxdBtwPnbBgGa63WSmg92D5x1H1wnPN623Iuuq4fVdOqGjXNh7dv357Pp0dHh2WZc86KopCObVbrzp3cncyUybAdIuG9z9y7e+9uvdmcnR1/4QtfePrkSXSubfqht9Z2wXlrB2v7pt26GOpmozjs7M63fT0gk45ItqCIImZ5URSmbYeu3Uyn08H2JlNd17788t2zpw+UUmVZgpD7+/vj6fzs7CkAvPfee9/9zh9pIT/72utXUUxE2+02hKAzFWMMyFLW1+HhYdu27bb/yle+sr1cbc63Uqm7d+8mqM/R0dGzp0+XyyWGmA7k9Kcm0wmX4otf/GJRFL/3e783Gk12d3c3q+UVuMG57Xa7u7Pfdd2VOylerbxCCG1T37p1mzHmfSiKQmsztK21ttJF3/cnJ6e7e4c6y2OMLIQELIkxcqOT6HQYhizLGIOkkuv6PinIuq5D74l7IUR03lobY8JqsrLMpWAApJTgAihQGjpxzhmjiKilZpJ33UAYiLjWklAwAhaJEUAkIfjBzRd++Zd/2Tn3ne98ZzKfff7zn//kk0+EVlzJ3YP9tm0zltHzqum6DbmOFbjibgCMZ7Pl9pwxbozp+s57v7s7ccPwyYOPb985ujg/4YzlRe69++TBxycnx2lWiohaGyXEaDRyYSjLchiGPM+lEH3fYwhVVWmtKaK1FhgDwmSOidErJYQQIaAPNgX6XSvp/mR0fYwxQriGK+zu7qR9cSKIpILDe59EtH3fX2k26trFoLUuimJ3dzfTpus63/f50RHnvCqVtdZZj8F750IIpihiuLI/AgByAVxd/fvEACiGKAQnCkoKSeLs/HS7Wac87slkIstqutiphyFRg7t+SHTeUVXu7OwcHR1prS8vL6WUiQhy/aPlqO8/fJAGgVU1AiF7O3BOTdM8fvQoM9lkNsmKLFVX6e9Jiwj81GZ5KvIsM9ZaF8Px8XEAGk3GaUhQ5kVVVSLFhQteVGWW5xGRM7Zer1fnl977RN0VSAxjsI6QiDNpskxpwVgkBkBKMsG4LKoQY8R4NRhDZM//HxJ5b7u66PssmfizLMuybH9v8Wm7LRF1rZXomDFJDO29lzE+R4dc0Un/1Uoi9fOf5vgzpYTgSknrXATyIQYkAh6RAEknvWIyoaU1DhECJn4dMQQAnpcxBSYQ+hBb20dGUopI1DkrQQmTMcYULxLW5nmDdAXRSRtmG0Kz2QSC3jMPKooyCmO5U8bocuyCt9F7RmVRmCyXigfOI9D943PvnLXDZr3xzr18a09KUeTmi2988Zvf+MV//z/6i1mRj8bZqo6rujs7vTg+P1Vav/XWW++88864zEMMzjtGxAiTgss566IYF1orHbotxB6iLIy2ITINTBKS54r73ifZRmLeJoVn0ht/mjh8RdRIeUj03B3EOU8NuQDkAgmROAchhAyWwXP4tZSKzcdra//yr/9nv/Ebf+3zb3zx7tGthw8f6WIsjGo7B1JT5ISCuAAEzhlnXAhpjOGRI1et8/2m3UJMTQtjLAPGhV7sHe0e3FRKpNvo2aOHy/PLLFcRewJHKZ+CgRCCEBkTUihH3GiWPuYqy8bjyeX5eTWefOELX3jn3feklFoJIPlpjeKn6Z1XCGmpgHEGnAkmiIiQ81QGC06MGDEhBHDG2FWjDCAEF8ASjDTJl9Lm60o3y4CAcaEiRKQIxBk3jBsiSUwhIGOCAJBxxlmK1mOK8qxQMGaMBe8YQzOaF6Nyu16OypEUYlxNHt5/OJ9PBaPl2dmzR49+/5/87nq9zvO8LMs8z2/cuPHKK6/ceOnur/+5X+l7cC4i4tOnz05Pz46Pj3/yk588fvIky7Ld3V2ZZSz0hsWsUDYGJqUM6GMgIklMSpkZ7jgxxlkI196tkLQOnKcWjDMGwDmTjEVA4pxpLZ88ebJarQ5vv+icU6ZqB/fpVz594b0vy7Lv+xTZorP8OcshUR+ilMx7yxkBBiOBkZeMRRaBASNikJzA7FOCcMY0c+SJMxLchWiU9AGFEARIAIzJ1JpGqVHqw8NDGzznPJ1yiGidG+wAXJ1dLI9Pzx48eLBZLRljr37mlZ/7uS998Y03vvzlL5dlybS5//jxj997b7sph6Z1bX2wO6/r+uDGUe/txeVl13W1B2ttnhVVaWIkay3nDIXgIACAM0KMkVgIkXMeiTFiMaILXupsNBo9fvxY6t536/Xy8vz0NC1aLy8vt9ttnucHBwe//uu//hf+/J//529+94/efvfB48dt2+7v71P0uZaSg9DyOXceFAdnB4ih2WyKasLzDJGE1t77wpgYIxcSMTJOQJERCQ4IpKRIMVDwr0mASiqPw8PDIjfpQyQGhzwC4XXaarqXpZQRIudc54V1LiIGF3oXQCghNREg45yLvrd112bCFHneDw0junP7hdsv3ByPx9Za24c8y6uqOl2fRG/JBc552qgn/p73NkZIV1KCvXkfGPMhBEYuhLC7u3ty/Kyu68FDVuWMsczo3ORd1xID5wJj7JOP7r958rQ0qmu3wYYQHGLKRuGMsxBRSrXdbHaK0dC301FZt9sYoyRaLpeLnVup9p2MR0VRNE0zGRsp+eX5eVFk8+mk2a5ff/Uz2A1PxpMPPrnvbM8AX3vl3urpcVEUIYS2G7quM8b8zu/8zsXl0pTV0HXT6TicnSNiP7j1ZsMYOGvXq+WTJ49Ojo9fvPvqqMwfPWlPH5//4jd/qWnqtm+r0TjGAAy44DF6oXgKQxisffz48c2bh23bNm2UcnItV7vKT8JkJmDbbeO9Wyx201BGa900ZycnZ1LYxXweA/b9oKQKITDGEbFtO7Wp83LEFGoBDEliEEScUgARRCAAigQoGCFjjMcYXT/U682gVG4yneXpEBZcuIiMMak4C0wgQgwABMiRA+MCGVIkDF5oIY0JHriA9WpTGkOcExdRMJJCa8k4tG2zXJ6jkEWZmzwfLi7LMs/zvGka72xVjdu23azr8WiqtdFap5k7Y2AyzRhTSiqWK+OW25qAa20AQEg+mYwP93fPzs7ef//dhBWUjAGAlGa1XAomtDLOW8QYgvd+UE3f9007tE3XRS6GSB4YAAQM3nPvhqIwJ6fHrx3cqOv1nRdfevjwfr28aLv657/8ZY/49PTiww9/Wk5E33ZaKWPM00ePD/cPrqGGFxdXQlOkkOVl+hTcvHmzKtX33/pDtZiNRiNFajHdnc4mPriDw33O4fGjh23blHkhpUo3opDKe1+vVz/44Y9++sFH27o2Jv/85z9LMTAMRVHMZpPd3Z3JeJL4lpvtNvSDMVop4723wSefoVKqLIqLi7P6OaH9aiGmlJQyhjieFlVVLW2fOkbX+77vk6/KOZ84HUKKLMuKXRO7LpuMBXNtK4b1JgWdIKL3cbIoTKZStoIxkjGUQuBgERMKRTLOMEQMHhFj8Il6whnjxBDReZsZfXJycn5+njZvv/RLv7Tdbp89ezadThO2NDn60mondafpHkxbiuv2pKrGCH48nXDBizIDHqXgZZXv7e9URT6uyoPD3WHoLy4ufBhi9FLyLCvKLE9NXVWWu7u71rdt26bjdLVchhCqokhNAYbIGBusJUKlFHFKTrf0wkYEpHjN5/uT0fVRjABMCJFlWQjh8vJytbxIxg9jTLLDJaVEyrKbTCbpEWGcW+/atk2hHG6wXduO83I8HgshqK95jBy9BJBGstxYH0SKOUoEKAZIDogDQAqqUpIzFoMfQgib1cWjj34S2kYJ0TaNaRqIKEyWZRldWSm45FwAxeDW6+VqdZkecaVU0zRd16WKJM/zgvL0rKRPaTWZzopZUhcYrb3zve0ToTRxkNLFeb2uuXJujBYpkz0fVfv7+8V4lCbnMUY32CvIdQjEAIkCRh8CEAkhDnf3pouF4Dw4TyEaLsdFYYqCOAMhIgFEwhAwRGQeEOuuTt0jF5xzLpRmEZUSjAFi9MHdvH3nGoIfgm9re3F2wp+3TFcFsSwYR37NbEjxI4ylRTkDZOxfSmv9fxnP0jcjRs1BCJ5lWUQPAAFjiJFLkSClSZ7IGeOMAb/iDxJGj5EBCC6FEDYERugxSqEAwAYfYwQGTHLJpTLGu5BsB+yKPHG9ymBEhJGImAA2n82kYGZ3p8oyzt9e7BwsFkdcyhCp7QYQnDgjoo4RRCSHgnMHBoRkZTnOJsBoOTRgg71sfvLgd/7BP/7tZ8+evXD7hb3DG1KZ8XRu8gIwzufj1z5z98tfultVFVBF0LR1/+z4smvaYRjqerv17cXFRbO9yFhvGMXeMq+kFEWWIYvt0BX5lPTkusdLmTzXh9T1c8XZlZHzGjtESAw4v3rkIjEWCSJdJQYiMBc8MC6E9jEicMsEENVt9+/+yr/3m3/n737jG994/XOfP19vSOosy1vXS5kRcgBBDBkDxvlyuZQmEzonxpXOkZtScKVkevNdAMYwsaqE4IwxIQXjsm3biDrGyDgJIYgiwBW/GAAYE5wDAgmpEp7eWvsL3/zmb33rt85OL1548e56Uw/DcBVEx/nV8/ZcPvAcGcqEVlIIEFwwQAaAyKVggUshgGP6KFEkzoAzCs5i9JwBMOKMyfRKAiC6lErHUzYdMPRECIyEZEqAlsxAJBauXCpXjxsXjDFCpIgguEViwGReKcH7yGIzcJ71Q+zjkOfji/OLV+7eu//kBACMMftHdw5v8uR/tta+8+5Pzy7rYRj+xt/+e1mWTaeTLDNFUezsLPI8+/pXv3T4F/6s0aYf1l0b7ixyoRSBWNVt27WhHziXBCQEF4IDUce1ErIUKk03vfeBA2lx7RplCExe5YJwIYgsEX744QcEMUTPuXTOX9strmykRFKIEELXdfu7O9dyAEyohoSIISJkPjjFydtOCSYpRAIO9Jw0m0T2gITXmZPRb7UMjDmKAAE9BEYpJgaBIgMkJvLRHJc1M5UFGRlvneVcgJAegiyz+Ww3bLflYhqCnzv4ua99c7Nee2//+Ztv/+a3fnvoOq1VWWa/+I2vvXL39qsvHty+/dJsOvc+nByfPnzy2Fi+M7/7/k/fVzIMDAgs9hsgNiuVbdaIjJAJIYEJDpwLDYFSR8GYUFrbYSDijEnnIoFwpAQIP0SgSDyrZvvFZDeEEJj563/jb43H47t3Xz7cWbx482g2m1VVdXx8sljMk0Zms9m07eBtRHQY3Esv3plOx9YTEiZIfYyRgDnn9vf3CYMUDBC5AALgPOU9kOSc6I+FuUCacCcYTKrSrnBziAKAODfGAGDT1ELyYlQsFovoyTkXIvaDnS12Fzu7F8slMm6tA2F755zzjFOeZxhC13Xe275vp5MJIXobtc7quj7fngOGoW6ttcpQsvaFGDnn1tqUSHblYgpUlEoIIUBaa6vpGACm02kxmi0vL6RWEoBJ2Xd9kWej0dhymN68uRhX9XYZbR8iGaWJqOs6YAIESaUjofPeWae12dvbEyu+2iwN5PP5PMWapfjQruvSF4yo3qzLPB/6Ljp388YRdsPlxUWZZZyBs8Mn9z95/ORJj6Ja7CmlBzvUdT30fW5UURSbzhEBKu4lWAqWwvlmRYrxTI/ns3Kz6Xxfiflid+dydckgUvTVaOrc0PdtlhngULfN/sGBFOLZw8dFlb///k/n8wlwEWN04epeSMVGuixKU04mY8JwcXFR123f2Z2Dg8XuQZEXiMwOwzAMSugQPBCYrGjbtut6EgKAhRDA95kMFCIOXhJLNotk2gqMIhBxZoUO3udFMZ9MjBBElCVPEiJHVFIKrQKi7/tuuzSCFCPOICB54iCyyKRHguB71gXkbogHhze1zjbb7SraQktPaEZlVVSnpxfAWVHmkTECdN5a2+/t7dy8eRiCvTg9z7KsrhuttTF53zvGWNs2jx8/HoZusTMlwqapmcjK0WTdDtbH3tp+GDjnH37wflcvszyXgl1eXq7Xm1yr5XKNiPAcfsYYAyBEDwBlqVfri8EOvXdCV0wKQRK9a5omeAyuHSgoxUIYvvDGZ7/ylZ+n6MeT8vKEMUZt2wzDMJvNAjRVVfl+SKSTqqryPN9ut4i4Xq9NngGjGHGwNm3tUqNydHR0efwUABBpNBqlw6Gu68ePH7/66quPHz9u2zad7Ywouftms9nZ2eXp6WmW55zzhw8fciDFYbvdjss8VRHJv1fXzXK10sZo7TjneZ6fnp5qrYuq5IxNpxMKnhGmfzTRCmd5MZ5M06whLW/yPBdA9nlQQW8tIhZFiYKniYMxZlTkgrmuWydDkBCJhE/jSZ4XGUEa2mZCcGettTZGDqCYoBiCjy418ERAhAJY8AExYPTeOyMF11xI8e1/9m3n/Hs/fq/v+4PDg29+85tvvvmdd999t+v7xc5CCpkCFZLjrmma60C1q/iAzMzNzt7B7OnTxy5Ea62QPNOmqbevvvrSaFxyzpxzo9FosZgfH59Mp9M8z4sscy4kS6QQAjzM5/OTk5PJZHL3pZeePXu2Wa4SDqccFWVZtl1nnSVCF71zg/fW+cF7z7j61wXz/v+362NCYGTWQtu2WZYtbt6cjKvU8KTkbgBYLpdJOZkgGSnIQWs9mk7G4/FkMplMJhRxNBrtTmaz2Ww8Hs9LwaUMAdd17QNyoZabjcpy54L1gQshJRMQOfAUEcOIMY+EwQjkHJv12fr08VRcPUxZljme/ACtjzEE76z11nGIkkNKTZnNZi+//PLDhw+NMWVZpmXLzs7O2Sen63obY0yCkIuLi94OQihr7dAP49FosbswuUlBPddA2NREpUOZc55vh9Fo5L0PQI8ePeJadUM/Ho+NMbnJtNbz2bwcVVIrLgSXIvEq1qvVdrl68OABxsiB/T/UvUmMpdl153fuucM3v/nFPGRWZlZmZVYVq0gWSZGSTInUYLa6BagBAzbshja9MWxA9sYre2Ev3LYBAw0IBmzDdlsSbHRbrZZImmw1JVmUOKpVLKoqqyor5ynmePGGb76jF/dFMNmUd92AlQkEkEDkixcR97v3nnP+/99fUFYX5dnpaZQkIoqoEIPRiFKmtQbrfOsOE26crZu6aVtvudRtyymlFEXAoyi888EHcRz3+/04jr1xcWdr62KK5wu5yaxKGJjynB7p73NIXgx6ftHLe8HwfPETGKfQamcMnkemtForrQERKBIHhIU/on8BEF8MAAKhXjPqCErdMiDGaaTcWuABCyJBGSrirDNSNaDN+XvwdBnq7DnSglAL1jkXBkGVL4y2DbiQUs55p9ONwgR5UNVtGEsIQwkeS0MZpQQsOMMQ59OzosiJtUabRkPAKaGSaBnHweLpIctGi8ZR46iEoJuuj3vtYrK/d8QYPT567/69e2WRX7929eqVy5e21zbW1gnYwVony7LV8cgqvVhUs9ns9HTy/p0PP7r/4NHTJ2o+aQy0JvTYW980UUpd9Nv0eRrvsvHmiCEOACiAcwYJ0nN1xEVaLiJSpNY6rQ1B5JxrY61xot8pp7NFWV/a3vnsW5/+F1/+ytZ4tdvrnszmcRIp23IaG3WxD+GF/4dS1khtkHMeUkqMj+32afLEsYBbq8GbYZCLMCbE35W5b6C+kL7gs1PReQINWCCUAHFImqZZXVtjjM3n8zTtRFGUS3cx4nPO0R/BSHA5KBKC+gwYimARrOGcG2oYUjDLqg+NATRkGXxvEAABfP+QWgJgBQBY8MLY83YNOEcRkDpKDaIm3DnmlbPgPI/OOEMptec2bhYlqpVKW4tIRBSnsaqrulgEFHvdwcO795SyBoPFYkFrTfPGO9EZY51OhykgIknCrN8ZnJ2dzY6OV1ZWHMWjZ0+dc7d/8Jez+VlVVc5ZIfh/8Ku/1B0Odi+91OkP+8PxomwmZ2dHR0ePHj063N9bLBassyFbCVp6c7/W2lACFoE4Zy0YQxwBR7XWDgmjRElV19XjR492tjYQcTgc7h2fUcqM+TESjN/T5vP56urqEji5ZLL7h9gCgDXKaUk4kU3J0VKnqTE+Ut4RAoQiZcZ3iAgQgpTSpjiJAyZICwCEo1aKMcGRgTHWKQpEGeswWDR6fXdFAyjQUdq31jaydQ4dUoMC4p4EaGWdK1IaZoMOYNtfT/tr2+AMAAgi958+/vCvfgjWPn/6LJ8vAODKlSs3X3v1+o3rm1trb7z+d8vZ8Z07Hz14+ATqWZ5Xi+O90WhdOz/osASYdq5p0HdkCCGGMZ8e5ovaMIrjOJnO8wAD2UqlVBRFYdxBxKZp5mUZx10W9g6PTk+PDxaLhc9BPjw8HI/Hw+Hw1VdfvXXrVq/XGw6HISNPnz2/9/CxNpBXZZ43PAguAIBSyvF4bKxBugxvQWQWQDAG4Bil/lv+axSensGjNYC15+wBWOYxImNsdXWNc8zzRVVVyqq6rtNkQKigxBb1/Gw2T7r9IIwsoQSp1tY6IEjDMOSUlGVBqauqKo6Cejyuy6oq6yCIhRAo0FNGCCGMM8aYoJQxRsAiMT5sOogCRCTEXgQcv/TSS3/7S7/8Z9/8072j46qqBaNxGHY7XQtkNp0Oh6P1tY1Lmx/ff/pQ1kUxPWnmU2Q8DALOORCs66YxTZqmBGgYhlWVp73g7t27i2I+m882d7ZX1zcZD6WUQRBoVRNCBoMBgbacTIhzw0F/e2vr7Pjw93//9yZ7h4f7B+P19Ww0SPrde/fvam3zvOBpr23l17729a/+08XZ8d6ly5fmZcOjbFaWSJyxsjJtykjVNFko3rv7YTs7IwGrtFTgsl5HCF7X1fr66quvv/HR/bthJJI4HQx6QcjCKOhknacPHhEi1tfX/MW6PxjOFr7YW/aXGVtG1flC2ge11dAqqcqy8gv15s2bSspO2n2mzWw6Yzyo60ZKFaYiyzJjTH56nKBSddsuiogwDgQdAKIl0BilwCKlCxEAwOrqapqmaRQRQjhjFIAx1u12B4OBsu7k9PRgdna4/zykFo1BAq02lTKOhUgD6YBqq7RtpGulHo/X+/2hsyYSXaOr6VwZBC54FIXIaBgEjdVAiENo2zqO4iSJwzCgjJRlRSmz1sdzh1pr77bSWkdRBGCrqmKcMBFago6gVLqVkhJ3enKsZdXvdp1VnPMgEGBhPp97flUcJ8a2o5VBEIn9oz1jlcuL999/7+XX39i8cn2a648eHFtprXVIaRCwiIdg2+Mzub2z9dpbP3VyMsmiYHNl9S++9cf/1+/+48tXrvfHq0kaHZ6cFIucEfTNSj/nMcZYZ+fzeWKNMpIAFyEyxqIollJWFfFjhr29PWrYYrFYv7SplJrP503T2DRjjNE4XuIiCaGUNlIVRdG0TRaESqnpdGqtjoSgIb8I0D44OPCvIKUMw1Aqaa1DRBYIb84nlFpjwzBMkoQSGI0H4/GYEJTKOoLD4bA5J3T4S52nQsznc8aYa9vlF2pgf38/QDY5PKziyOrSmNpfXSjVPqZ8Y2NDcC4OA16KAAAgAElEQVSbnAUMwHk9oDGGEAqwnJdQgowiOGeM8yRPa5SzTjAuGKeUIqMf3rlzcnp67dq153t7o9Ho57/whc9//vNf+/rX4yQOwsAYC24p5vRlnnfN+MmTv0IEQeAAtSlr2WZp1xpaVVVVFTvbbxIgRwf7nG1Sitvb20mSPHnyJI7jz3/+81VR3H7vfc6FlPLevXuOqDAM5/N5kiRZmhpjut0uAIRhyClTSiVpWjd1Weaq8N+pXr4lxs4z2v/mzPqslMjDMASfF9niflVmSZJ0Op1er+fz2dfX15fzn/NgEN/by6uybdvDw0MppWplU9e6bpGQJIwGEaxvbqxtbGWdTqc/jOK01+sFYbIoS1NU4BHmbhmu6PvMlIK1jqLTqp6eHB8e7G1cfW22mC8WC6W0dkAIDodD8JYSo602ziiwyjnXNM1kMnHO/fIv/7IQotfrTCbT733ve3fv3h3HoziOAaAoiu6wf21nl1D09Y6Sanp2djI5yZ/nXkzonxY/pvd5FV6nF2JYFGXcydbX1pIsrWTbKunPuenkbHm7ZIwHwhEgiEEYDvp9Qsiw29/6+Iaz9nD/4Cv37x8eHuZ1xQMRd7tJp5N1ur1+PwrCXq8/6PYopdDybr+XplkUxz4TRNVtwIWPypBSvvnmm3Vd+6am7zYtFgvGWBRFYRj6w2M8HkdoS1BLBpHnU+GPX7XPFZ8vRji8KCJinJtWa60v+M6+x+yWL0QoF+c0aOOsJUCcdUgQ6dIuaIyjbJk97U85r4vQ4IBR6yw6DENxPuzyAkhrrSNAEalnIhFCmrJgSHv9vm5qxhinTEpJkRO7NClp4yTBKIqzOEEKWkqtFKUkSNIgShDJyclxxNBqo6QxjozSHmEBYYEFpJSdLcpF9exw/2mC2jnDKO100s999rOqrcHaB3fvvf0X31dK1VXRqNna2tp4NOp2um++8fGVlZWXr770iU++AZT81fsfvv3226cLu3dcP3/+fDKZ+LPBryLfUvKaK6YlZZR6Uzk4v+k7B0gooxSMBTCEEiBIHQEETpfaXW+lc9ZZa5u6QsGttdaST7zx5uOPPrrz/gdf+Fv/9rystJIOgHFupSKEErCIBBG96zVKhQDQhBpCGUOlFAASQv0j5bOmL8TAvnMfhOI8LJUQPLfmIiCiQ7DKIqXg0BjlCPq9eDAYDAfjew8evbG5XVWV5ejHzn4JXZQfF32KJSnxfEGSpcLToRdOW4d+1RIkhPgltYwYeXHFAgGyxKISC9YaxgNAQqwljoCxThtKEIFQgh655W1yFJcdEUJII7WzjjNOuVDalFVjWgnOIeFSyjIvGVKlQQSJMWaRl15oXTdNp8uNxfmi6nQ6zqiAC4pgjfEhsEq3hMDm+kaWJVVVHh0f/sP//r8rqzrOepevXvsP/+PfeOPjnxxd2fnYrR2Kby0W5vDg4De/9u3Jyel8sfDzHM55qyVxjiw5LssPxhgABEqMMV4l5XteWZaRk6nXeL8o7/T/lFJ2Oh2vifhRYsRygOusteAMWHTGIBAA66xx1joHgAQIeHUpLB9QAkhkWyVphxIL6ChSZyxZxoNZYg0QIsIgTGKpJOWsbVtjbdXUfllzsRzsdJJeXdUGEXnYaNvrDtq2MlqDNc5Zqw2xZjwcJVEcMPbyS1cfPnhwaXf3+PT0g9vv3/nozqIovvALX/zY9Z1PfOzVX/rFX6DIZ/P8M5/6zG//H/+YGeIccYQ6RwCWTeKLILX8nNfil2hRFCIMrXPIWBpFlNJFUfgZ3XA8ds7N8zxkhhNFCKysjLzUaDgcWmvfeeft733vO945Oex2Xrl5a/vSS73+qKjk7Q/vnUwmfv37xyGKormpLEHQChwCKEBK0BfXDv4/+ACeTezfeVPXWmvGA+usNQYRkJCmqctSaa2FEEEYeCUtIcQ6qKrKnU7COOkPx4wi5cGFG6ff7yVRcHC4h4j9XieKol6vtzpeCYLQWVRSHi9OGme0Vk3TiKomhmvCBeec05QJznnTNEnGwjBUsIw+okh9TOLjx49rpZFHummFEP6S5CeW77zzzuXNLz178uTocE+gnUwmhnLL84hFAYu1ttTpfpYJIcIwLJvWaD0YDJigcRJtbm7GaWeRqyiK6rqOI04pzYtiNEiM1caqLEtee+3WB++q7//pn4dAg8Bzfet00NNax3Fctw0ixnFclXO/HjqdTiUVcEGpEiwEwQlXLBStlFTwqpw/33++vrICBg5Oj5MgSpLYZ6xtbK49ePwoTVPOWZKmQRBUVRlHcZZlzulbt25durT9V+/d5pxzvsyYvqAFCiGaptGyFXwcRVHbtpRSn27StpJ7fpUySZJkWdbUTRRFFztnEATKGtm2IVWmbWRVehtewBgiWnCglQNrKLZumY/q7/2MMX8oXGDPAWlRFHVdgrVcMOs0o1Q7SzVYIIjAgIY8EMYZJ+tKqlaWUJZlNRpulIXRxrRt3bSxbzJWdWkQ0yyjQvgq1w8PLqR63ugYx6kvpc6xA4IQ640P3nW87DISQikNBHPOVnXhD0XOeUCXOGJjGKWUMjEcDnmIp9MTbcA5t7o2Xl1dndUmiqJOpyNlToH3B+l4kFBXFYuzvDntdNLbt2+/9vobTT5///33OBdCCOds0zTKOiFEp9MBY8tFfpF544PNvDW3KZtAUMoYpaYsiwcPHvzCF3/2w/d/EEVRmqY3r968vHMl3F47ODgwxnDGfZZ6mRfLX8RSnkIDISjSxWKBlMZxSpbiVRZFUZwkjDFNbV3XRVEQpNY5a12SRP7m5KnsQvA4jufzs+PjY4ZkNB7cuHFjdXXt3v1H9x8+qpuaB6H/FbRtu1gsAkaXqk5KL/RinoovtZVSNkhkU4QhXpCKldJKQbfb8f46EnF/T/DNWcaEc0wZh0idM9ZZY5bRf5wHLaLFZSIapbTX79d1/alPfWo2myVJwjl/7Y03vv71r3tQonOuLEt6Hp3HGPOL5Eduf0RK6WAwSLNwXpwenhxyzotiwgW/evXqzs6OCIgDdjqZ+NCBLMvOzs6yJNvd3T05OhKBGPSHsm2LoqCMnZ6ejsdj73hfW1sj1kVRFASBbNqiKJTWxpqyhBfqW+LBbP5URQSC/z+t+nDZ0z2fSSLjzhip7dVLq7/+9/49SZOVDNu2bZq2bduqqnyZ1zSNF7MCABIqAHshjDp95MyRZSFRlRVoc3p6+v7t2y7oHx++941//s+NbgJBjJFZHIdBsLqytrG+EccJCVOMsygMO1maJqkIeJykLKGBEJPTxf6Tp7aSKTPjXnL0/PHVm7cKR4HraSEJp4jAqBMMA0Y5oZTRMAj7vb619mv/99d8G8C3Zp11s3IqdU3RcEby6dliNmMiIIQCRQek0+2+fvM1QZkDMNa0SkqtyqrSxkilWtVaW2s9BcaAGMbIwd7TwcqIhnw46DNOGWXcz5cINxb9D8qPd2TVlGU5PT71m3tZlrs33vzYm29SzrRWeVUu8kVdlUcHp7JpVN2qptVaGwedLO524jBkcSR6vQ4iRnHipLV1E4tgOp1RStM08wmVPoraL0Fj7GKRG2PKszpBZ/KJBMLjzFKuCbbacMGcI0hcBIF1xjlgjFrtrLWCc609dsJKqQghBh0CZwwZDbS2BIluGyQkZpQaa6Wx54FA3i3j8YnIiNGaEOCCaacZRGCNaxVSDs4IcMSomMXSWYJCSdsYTmAJn1sOHNB7CuHib5gGIefW6jAUnThGMMN+vzsY5I10rWQECaVxKwPhXDPlnBLZJlwoow0FFHyeF91eX2sVCe6s1lXttEziNM06Ikk1EEMpQarAlQS9x3XeOFtZYzghhPZfEUMMEbuICqTMi+Oquvf08E/+7J8qI0UilNH9bu/mlZeH3d5aJ3j1U6Pxl94c9AdBECjZAKjFvJhNZ0WRn51N6rqetIaRU9lWTLVl0fAgsg54GDqqAbUF2zY2EklezBizTV3Ga6OZbGaNxGy4mDfra1loLSN9rWoHqrYmTOi///f//j/4b/7bN37m39raunw0zQei2+Y1B6fqAjmKLJZGxt00TEJtpGAhB24tOmMEY0gArKFIKONaSUaJ0QrABYB7J6eRSAIeFGUZCBHH0dWrL1VtbolDgQ41EJc4h+goQcvFhx/edgDaGedMFAmOpjg72NnZvXcy11LTMGxbA0gBgAIJiCNGMeLaulpbX7/74H4chQTRadnvZI2S1DHiAKyjXj5sUTOEgFY8KBeFZVEYdBlNLejWcYOWgTbOGmuRojnnXIOxyIAC6Q3ix08+smmoODXWGGOEEBQcIeiMly4iOGDIFBirWipAFqf9Ud9yCei0qQ2L+tvrX//2N1++fMOgKeoySblDrFQRxKFjVrlWG77IZ7bXNZRWZVkomyQppbTIc875UU0mSjEW22Szf/Vnr62M2rZtrf4H/8NvG/2/MCQroxF1bmdz0xq9PRz81MdeHo/HefE5xujR8cRam5dFXuSKqEKWVVWRICXaxTxkYLOYPiinbT3pDsP54vDxg9sBCapSGpaAc4QgELDaIMbO6CjqS82lZM5F0LSAaI1FxghS2SrBOKEIzta1RhpKFzQ0cMR62x+CdVIxJBQcGEsMEINNAUkkkATGOguKcnDOSGsJAhJhAZiB6vQ044waDU4jtQ4cQZ8faohzIQcny4hBiPxUyVGa1lUpODeCGnCW+F5q90wpFSnFmVPtoU12Rpc73a34kkUeLMryO/fO/uKHe3X1R/1Oki9m6+NBr5OiBWsV47xpS0QGyLUjImLntjTVKBWGodbSoWl1TUW3rAtCUAihdFs3igtBKambupVcCM44MhE2VY2IZaF6vbg1ocUMEDqDge/KK6Umk/KPvvF9xO87MBsbq1vbG7srUa+XKt32et3rl38uisKzIlVtXeemrlslnWX6rFgknJSLiRlwZ5SlCECWGQ4OAYBRzggWswljwDkR1IUYT6sFEMITWrdaWxvGwc/87b91+aXd09PT/nD42d2dxTz/gy9/5eTJ/SxgqsjbQBAeIeEGSJoNpJRtM1MSr169vLK+5sm0xmgJkGWJMQYMjsUVUHVQVlZY6krN+03QxcHuq6+//vz2d2PKx0lc1eX05FijMKg5Q1A6n89+57f+0Ww63bl8RdkmCkcBT0Ke3rv7YS8SvQAUqt/53/9HZwxnbH86zSUJB4OkO0Cw2MxSIay1+wfH0pmibcIo5MzySG72+4eneu/w+cvXX93Y2Hn5evUvv/+BVoTRqK7U8+qoktXlLHv44b0qr+ZHpdVi2tRJEtVNvRKO1Ow0Qrcg7ZVrL7GwyfOj0TASbtiNBWDY6fWmbauYTU2MGnG2gOhIGDteGVx+9ZaIssOj407a+fhPfe7o6PCHdz9ki8nt27f/8oN31tfXVzbGxhClzNHxgrPYkWYhZ+tra9OifTkZJp1xLTULWJQJM5830jjHoyBDYjljiOAIMcSioDRhysoAVNsWQcCePXrYtnJyesJ4EGVpmCZJ2p3mBSH05PAkSRPKogYRsiDs9KxztXPVT2S9RAYIIdO8mBU/Ah/4C/TpbA5PnvogX0JI0FttrCUBMYgAkJAfNYYIcGNMj8vNrbXZ2TOjNKWknBKrNbOkmNbV4qBQzfXr1ynns7OptTbrdPpZ1h+NinJhwQAjCFQqlSRpnCbTxaKxOuABj0Lj7Hi0WpVlwJPhdn97Y/uHf/GDxcGTmAWiKAYsTDBWGke7L7Ukqa2YForYYnNna7jSO94vGKo8z+++P6mV7Pb6EY/KQHd6wyZXHIP14ZgQMBQsMTdef4WaarL/aP3qlZffeANAHj99+BDr0WDY76ZJpxvGiQHoZalz7mzeaK1DEfT7/dlsNpmeKaMBiZU6C+O2qFuJebEAFKHgvUyU0+Ov/f4frK4O86odr2/+4MO/ur/3cP341ltvvZXEMw/IaJpWW+shiNo6RCIrQxGMNFVZDkd9opu14W7T1CKg2mkFdpLPTVFr2YQhR0q1soHgzpo4jlvZplFolQQCzw6f12fHen4UxHFxfHLC09sfPXciCPsrcbf79MkjYRRTqpic8Y0tJSFJek0rk6Qu8pYTzgltizwWTNVVluKwF9e5nS9KZWhTGCcN2PK1WzfWElqVk0RQJK5sWxQCHGEGsjiVVbs4PUHdMYTKxhLGKQ2laud5HfCwrHKnW2rbjeE41/VwOA6jaKs//MIXfvmTn/q0VvrW6/pbf/b9+x99EIchADjiCCGUEsYQAJ0jxlgA65zxWZV3b/9wZ/fSaG111Nv5g69+pdPpfOlXfulXf/VLraxUUyVxlmU7nIUAMBqNvvhzXzg6PHjn7b+klHa7mQP98o2rN1+9wUQSRVEchJxRACLbdn42qZuaBZwKfnJ6+vTx47ysjXHdNNNN3WojAAihxDHqGKWR+9cv8PzXN+v7MZM48QYqI6Lgo9uPfvM3f7O7frldHHpR7+rq6u7ubqfT2b50KYqifr8/Ho/TNCXW1rVppTydTp7uPX/v9u39/f3lthKGddVoZU0oeUSTLJ6cLaq8Uqot6wUleHx28tG9O84R5RCo8N0CpVtK0BhFlkEc1GoTBZhkad608/m8bev1nasKiKUUPCPSKYpOKbuopDGN99UopTqdDgAg1kvYSRZjWXpLlVJqrdvtdHuEMcoYE2FZls/29h/cvWe1QURkXniKaZoCIVyIOE2CIGCCr1nkXBCKYRCmWabBHRwd1XXVtq1sJTg/nuK+8eazLuI4Ho1GPtOPUnrv3r0HBMdra8OVkbWWUKSMEQDiLAIQB1ZpY8zp2fTk6PDZs4dWy3lVPHj0aD6f97q9qmydI5wyCAKvcvaDfq21/xJxHPuPiJjyMEVbQxUQW89PdDlzUcxYIJx1VjvZFNkyl9MLl8MopDFvKtUSzTmHGIEQVFgVFQ2CB48eiziWxiLnDog0hjoSCtGekz+1kZTSgAttW0AGDo21oCki97BGgkwbMz05WV1fC8PQEeBMaK0JIrEKAMAt73QXIxfvF/If60aXRWVa2Ukio0xeVFGSeHmAcEIDECA8jgRDdLzTSU+PD6sqp4x7QEKaxASp0kpQqmQTdTpnx4eI2Ov1RBjX1mikSBkSEEj95MIfb3le+gGkb+0450pZoNShsXXdKGOR8dkiZ6GYF+Xdh4/SKNaqqtpFlS/yPFdKFfl8d3dXCHFpZ+vll18ejzY2NuOfvbQ5/Hu/vrY2uH37yTvvvFvXzZ27d/cPD+b5/Gw+U0qlabcsKmtkf9yhWS8NKQN9VswjFs3zaTfErXFvX1UiMGnABCKoosjzv/MrP/8P/7P/6Kf/nX/3jU9+5iyfxkm3rBWjJAiCqm1aJcM4CoJAGdTGaKeMcZwBZcJPWpzW1jnk3BGCBK21gAIItc5RSrM0A9ZSygEZ8aMyIEipA8e5cM4Za7VSRVXP57kxzjhSlOXG1ta3v/sXb37iUw+Oz7I0rhqN6HrdziwvKEHiDCHUEcdE6GehfrLnB9RCCB9b6IwFY51z1lGHxi2zLZcINUoxEhGPwrwtnFQAP9JZeJM9JUCRUiCE/ihRbelMc+6vA+P7uESghPhX0FqDMUjAWjtcGd+/c8ddcj5+11pnnbkw2plzNolvxPgEqtlsFoahb5QuXw2Ac+6Is9ZqZ4UI4jRu6qqYz6UybVUp+aSbZqfT+Z//+Xcm07PFYtHv99c2N9566631jc23dne63e5w2Ov12Q/ePTzcP5geT54+etC2Cz+14ZyrvKnruqzyqLva6OaFeb5MkrQutZZ5W8+sahmlgIxQCtYoAwTAIVNeGUDQEuoIdYQBRUcsLrGdzmpU5zNHioQz6gh1QC34aC/0aknv/7SEoAMHhMCLeGsE7xI8R4EuO6YE/azZ9+9/8vjy/V30kCNExph1zoIGgCzL4iSLjDVKyrbKsuT06PDo6HA6nXhNtQgi5NxozRgzxmjZMIQoEG3bOqOsVka1DIESlyWpp0k55yhB2TRJkjCkxDmrl71r3+9/0WTi6ThKKX91TjsZoUiIy7Ksaur3P7izurZSfrA4PNw31sznMyHE1uWbn3jzYzdu3Ox2+mEct5bef/jwIBUUG0Y5Uu7TPn5cn2O9zIRRgJhzznki4iRp21ZLZYwBcKuj8S994Yvrm2sffPDBG29+fDsJv/y7v/ve7feE4OAc5zzPcxZaJkIehovFwh8cQRD44Q9ZRlBwxhgSVjbN0dFRWdI0AGmsMsRah0jCMKQEXrnxclAf3fk28ZyJy5cvs7izdzzrdDr5aZkkyWJ6yhjN83y4uuGMm83OrG2Vbru8i4hplj57UhEAa21d1YxxP4UYjUae0eKNN+eDIE4pXcwWx83RwydPLr30cj5ftDV77eatrNOpq4UnAzFmOGez+XQ4HDrroiS+dv3lp08eTyYn47WBsbZVrVSKMRYIMS+K6XS+e2tHV+3R8+O1rUQ5J4ToJN2gXQBA1u3O5/NLL11pmubg4EAIkaXJ6uqql2KurKwyxhlja2trnPE8L5Ike/58T0rpLD57tlhbGRFCnz19vrm5ySi31hZVGUUB55RTQOIEp86Ztm36/V4UB7OF6Xa7eZ4jY1rr9fX18Xi1WhxNJmdN02yOVuaL3BijlPQjMqUlQLJ8wl7cAf8aDtA5Rey83vsxpJ93CL8ACPhrARVaSwCgjAA4KVtrdJr22raxWgM4xjCKI2ONfylvZ6CIYRj44BqKSAhRTU0olbJ1zrVNA7C02AZBQBHn8ykjwDkfjYZrqyuHzw8VUwBubTzWSvIkGfa6ZV2XZdE0tWoKxtj1G9erYn42O209nZJR/0QwwS24pm2iLPEDQ2MMo9QYywjJsswa++zZs5WVtU9+8pMro/H07KyqCk+xTuLYo+h6vd5sNvP7tkddXDiACCG9Xk9XDaW00+lMp9PXX32FM7a9s1kXhbUmjqNer/f973/vC2uXDvcPFovF2dmZM8bPxxQsB1/WGESqtWyaxljVtq2UcHh4OB6Pnj17lmWZ1w3NF4WIQkop48w5jJMk63QPDw+NszwIkVJlDOcBTbKcHCGikvK927dP8uatz31uOOzXVa61Nsh50nGUhp3BIi8e7x299vrH/ov/6r/+jd/4TzAMT+cLKkIpK4ooRNjt9nWrtF4UZf3d736XsLDf7/e7PY+p45xTpD7NWEnNKA3D4PjgoCyKXn/gR74UKReCWppESVvn1loeBHmR7+/vV4RubW0fHOz90pd+ZW1t/Pu/90821ja+9c1vLhZTQpwxmlC05wHIXt3gGYrngiO01qZJEoVBL+ukSayV+rVf+7VPf+Yt5wxY50/kJI7KsvGyz7atDw4OJpOJF05TSj/6qLl06VJ+PInCMI0TwWlTlMdHx2dnZ1u7W4PRqKmr/YO9g8ODuinB2gu1rUceun8Ddr5/8wxPYwilSgOlNOt2F3lOHQ2CwBHy/ODk6d7RxeK+2HMZwSgIwySigmedzs7lS5euvEQIQefpSOatT74VMKCUaCOdaYxVWjXz+bQqy+Ojk9PjUymlVrZtpFaKomGcKNWiM4zRgHNCwBAQjPcHg8d7+5SSxXQGwUFrLY1i5IxS5IyEggUiDqOOF6T5c8GTf5TSxmhjXSNVQkhdVs45cKZtm+fPn4kwMs4RQsIk3t5av3b1JQLEWGuMNtY6cE3b+llfns+nc2OtNRgsynKFUKVsI5WIw8FohfnNnlJK0DlwS7qRatvWKxkWi8XJyYlXkuzv7/dWxhgEVSu1NcgZJ8Rai+eZqggEkA3W13vj0bVXX3FWadmA0UbJxXT+lT/4ymg0DkVkztGdF+vef8t+MOt7tFKfWIGvX935L//z/5QioOiXCqd5JbX0dIXHxcHSw8oJMiadVFXu74V1rb3qk7SJ4ExKyQJ+desqQWKt1c6XekQa1YJjhCOic8wAURYsoQaoQ9RGW0NCESExTVVqaygNTibTbm9gHLFaMy4AKUVKpFzu+PDCIXRe8i11xYQFQdDaCpGLIHIEGWOWoHMOGCXWgnMUnG5VEgebayvdOGya2gHuHR5q4wLOCKFhGDIkmtFYiMXZqTh38eK5Wu3iDZBlJDt2Oqlz5AK96ZzLTMacDa2zdc2QBmkoZNlqpY09zcvJLCcEKENDsrCTZZz2VowjpDHm7qPTh8+mnDNCgNrpbLbY2NhaX9u6du3qy1cuffHnPic19PrdRtZSyjJfzGZzQt37H9y5//DO2fSEOoNNkXSDccyK04Pf+p9+0w7XgyhYHfS210bjQTfgbHcjG1wev/2tr9+4vj1IOpo0g27HOt225cqgRwlxy+B6ZyxDSihjxEq0SAwhAA6BIC7Vl5QBGAOEcu7AamMoQ0coZQKRI/U/HkKRIRLr5dkEQFAhQuTcERalHWUAaXDztY/9o9/6nZ/++c8v8pIjCdMkz6dxkGhtACgQ4qwDjtbaJeEGgFLmTwtGKRJ6gaxkyAGN44Yx5gixzPr6rW4awpnzbWoAcGjAAQGk1BoLQAhdvmMgy3gSypjTSzbJT/KtCFlWIhSpMY5Srq314+1+b8hZWBS5CIIsy+ZlAZRdiKUvVNDNfO7LDG/J8wbpC3yxF+1YAhaJA9DgtDLIQhTSIhdxVpT1yWQ/TETS7YkkrR482Ni+VDf1N/7km14b7ABEGMRRFMbZqDfqZZ31tfV+5/KD++/u7u5ube3sHf/VtWvX9g8mZas4mqZujDEEgABpXIUAq4OQ2kI72dYKwxF1CBSddc4AIdSBsX6054gFoo1rtfYGYbIM3hAAYJx14BihDpl1aBxahwbAAbql0YEAAAIaAOqf5/MnzPsq0S1Np14HjohLke6P6vMf+w1dqHqQEGTM84EopWis8rIrZA6pITTrDni/lxfFpz/96d1L20VRzGYzqSwQODw+zouiKAriLBIi6zoQAgB4EAhKkzDUbevQEQLEWUaRUlobZXWLYInTxAElDqyx1jiHHmPsnPUYJHPwXh0AACAASURBVMZCdhEwhSxysdZqbX399PS0aaoib4IgW1+7nHXSyWQCAMbR9959/9233zHaUS6CrEc572dB2mVJ0jHa/GTl687Xm0fdMsaquuaCAzhjNEPqnM2i5Dvf/ObB/r4xZnE0OfzovQ/v3JFtG0WRstqrBxGJVK00RhozGg1dveCcJUnSlBXjQW/QL8vSWjjYPwIgAYtMzKxTRMQYRtpiL8lsGMzPjsvFNAkDpLSRigorpRxt9HorW9/+9re8+RMRB4MhD2PGGOUB0+fsMSSdblfKpj8c5rO5c5B1Ok3dNMjquj45Oen1enEcXzii/SWkbdtyMbPWqEZqpU6OjqWebWxQQEc5VUbn5YIxnU8XALCxsWlPTx263mgwHPcnZ5MwZMbaIIgczIu8UlJ3O93ZbP7owcOzgxNZq5eu2FZpEUVKVR58WhSFsbYsy+FwiIgciRB8MZ/O51MA10oZROHm9vbq6mpZFmEcp1l3OBoOx6OT47M4TfLF4sqb15I4ko3UWkmpwjAKw5YQY610oNq24lahc4hACOl1Ow5ASimQt20rBFnM5qFglLKmqpaA1iSKojCOIx6GWZoKIXIA5S4OMr9K8CfbBUth/AuzO/fjj5uXnXpPwYshqxdTQQeAPqhXt01TUSTOWcYJIOUcwyjodDsnp5Ojw6NOv++cKxZ527ZIqWwb4ywBSxGyTuqAFGXJGaWIxAEBFwUBCG6dsVoHoQBjnz95kueLtqmChL5y8/rW9s7dJ0/G6xu3bl2XRt65f48LFDScziYC3eWXLu/vs2dPnwCS8cp4a3vj6dPnTQXz+dxqSDpjwRjnTElJQ75Y5BGzAfKiauI4TZKkm3UE536fbNqKMWKtkbINw7Bqq7ZtLWVeCusLS28C8j+Wra2tsiytNYN+7/r1lwWFSLDSqNlsqpW01nzuc5/b3FgfDPvD0SAMg8P9fdm2ZZ5HURQEAqwhAM4a5zSlQA2RbR2GYRgI50y/2zs6PsrSZGN9XTdtj3PrtxcRDkfDIIi3L1366le/ev3GDYIoLaiy4ownSbK2ttbpj08f7V2/cWN9fWtnd+vDD96jLKiVbSxZGY4aDb3x2md+5uc+/olPPHi2H/dGX/yFL37w4Yf37rwXadaUxawoFnkutYmSRDlWqqqRMu7Sl69fNeVTYi0AtK0kiB6Gubuzo1t18PRZHAkkzihjlMy63TBO5gvdti1jjDNeWkcFM87uXtqt8vmrt1556xNvHp0c3Hn/vT/5xh9GQRDHASHOOo2EWrO0e3j5/UXh7VtyWus7dz7MOtmr/d7Pff7z3/rud5I0bpp6MjmxRjF0i9m0yCutnb8qP3r0aCnNNcaTF5bgEmsJKNWWTpuqKBfzWSvl4eH+8fHBNF8cn56oVkkpZV0p1VRl6ZH53gdz7oz4G1T1Meq0pRwIonZmZW0rCblf2T5j+uIMu+BbaqPnRX4ymzoC0ug/+eY3RRCg5+ApQwnhlA3GHUJcp5Otr69kWeScvfTyzbW1VSFEviiastJt21RVWZZNVTdNM5+dTc/OlGpnZ9PT01PlFKW0PxpWVZWm6XDYG62Ny1aqpXXHGS0bI3Ve18oPKrTW2hgzGAz8nC3rdv3isLPp0dGRj/UbDYeAyIUQYVA3cjqb7e09WyxyqZS/n0VJ7P1XgRCdXubjK4IwNAeTIAySNOVRECVJJdvJ8Yn3+ltjKBDBeRRGQgjvxvYTvzRNKaVlWSqliqKoitwiwzCOOCMUW62M0z5l7zyamZZ14xxGgagrxYNIEESwRdHO5vnKeE1LXVeVfzWvvPWcUi/3Hw6HngQNpNX57P133ynPTtK00+mt7l67+eqNa2vrgzgCI93TYi6lfPr06d7eXpPPy7L0iRcA4F+kaRqebkZhePBkv6nzOFiNBBalss4QRx01AeXSWWsVAFLqRYIaCRhtEJEiAwCKjPisP0cIpUppIEQpTQknFgghBOmFpejFc8UzuM7PJ2gaHXWjOKHOGkTqHHGA1hPuHAASQSnVWiolaJTFcRoKwUWr1Gw2zcuSUm7B+Vu/EEJwHgaBtTZgHIUwGhGIQyTOkou2DQEkRGt7AVjzt/kgjKk2HJ1xpNGKmCBKuxyBc2FbVRVlXbZOemyqReWUlHVdc84FY5RaJMpotdmDPK/rSt+5+/D/+eZ3/ExDazUeDQf9TpqmW5tbg+FobW3l137lS5df+vXf+2df/t/+1//5zVuv/OLP/+I3vv6NplBvvHrjg9OTajr5wb23v72Y66YC1Q7X1pmIAmb+9A//2c3X3jwr7HB1d9DvX760JRjpRHR6sjfoxMgigqKu8rZV/V5igBPLAYAgpZRxyrSzHphJrAlDjhS1UQ59NBwjSH16AjqClDsHyK3V1kM9COXWYRDF+mzmwMZCbO5cksZ99OH7P/XZn77/4HGtFp2s27aKECSEAYJRmpDlDu6cI4iMUc9ZAeuAOgSCDpxz2hgL1tnlL8UznFZWVmb5AhiVC+VjMIy1zmjjrLcVoQVEJBYIQViSYBw9n/tdRFy+cKe2FAiQC46ODxR0zjnmkHJx5ZVXirPZRreLlELpEFFr9WLKi3NOOetdK2EY9no9Qoi3zVw02i+sVsgZUmactUClgbIxERdpN3Gw0LapGp0kiUFuKQdme2m3LMtKtpRS6mirQZdVnT97Zq0sS9DV7Q8+2Npeebb3nBDs9/vbl65furQrAubDS4v5YjKZfPfb35FSynpx9/0fjsfjMAy1lI2uKOcEqQOCiIHgYCwFC1YRo4mT6AAALOA5ghWAEEAKzhlCCTDjwAGxBK1zjqBdpmjg0lFAfPayIS+OVC/mDEs7ISAlfn+/MN39Kyepc26ZXUGA4rJzb50jSBhSS4gDooFEWUe3NedBrcxX//APwVrBOCBZW1vf2t69fPml1167uba2liTJD3/4wy9/+csPHjzw8cRZlmklLae6ld7mzYCBsVkkCCECOWc+KwsA4Xwo4jEqQAh4ebzW1Bf8Zdk458q6FlHMgqgTpScnJ8oa57BDUya875c3VU4MESIEpLLVaMi9g/1p4jaHXcboT876yLmixPOutdbGVVmSBqFwlmslddPev/Ph2ckpRbRW/+Db36G6UlorYwB5mHWqquBR7GWoQO14ZW08Hj17+Byqopf14jhdXV39qc989hvf+OP33/9QSjk5nXLObdwbdKK6qArpBqNeVVfj0SYx8v4H76bYdrp94wgFMp1Ow87Z1Ve24ziWtvXUeHDWX7CUUZSRKA4p72dZPF5ZmZ6dDodDKSUYSymbTRcQ8yiK/HzPC1Iuag/P4g6Y0FrLujVSOaOaRh8c7HFOgXAW8I2NjcEw+ejd2wAuiESUREmvM5/NkiS69fqrH//4x/74j76R5/MoTvJFWZd10kmTMDrcP6znxbA7apqmqJs0iofDIcytc262yOM49id7FIebWxt/+S/fDqIgjgLGKOc8EEEn6ymlqrKNwriu6zCKut3s5PhUyrqXJFub271uenC4JzgPgpAwfvPV17v94dvvflA3ed1kAhyltC6LJovKsqCcUUo5pWGczufFyfGEoyrLEhmdz+e9/iAMA+esNirA0IF1oBln51xl8q8QueEFetZF7+ni035iHojkhT8vgr7PRQ1meToTixQ6WSYCGscRgp3NCGOk2+kIHii1FDUsFvNWNusbG1JKpDSOwiyJzyZHSlnriNF60Ot1khSIGw9HAJY4tzoetrImaLqdjloZm7oZDQYf//gbm1s7UTfdfunyK9evPXv2eGtz5XDf9Lvjbr9zdnKEYMIoLpt6NBruXNpd39w8PD52zmVZd3t7hzIxmZw2dUUpQaTHRxMGbcIMBHh8fLy7s/Opt966f//+5sbGZDLJ0sQrDuIkyLKUFKRpGquNcy4MQyGE5zYjEM+AcM5tbW02VXnz5itxJF67dausCkrM2upwMBi8++4PjTF1Xb/33nt1XRfzhZSyrqu6rgkhcRguU9Moa+vKGnVpdzuKImttJ0smk8mNGze6nU4UBZOTUyCEcd4oacB1kni0srKzc2l9a/PPv/vt9c1N59zj5/t1Lbv99NE8Z0hHqxtf+IUvnpZqdW11e3v3wf17167d6IYR3r8fx/Gbn/jkx9584/LlK3fv3fv6H/6L6Xz+dG+vapo0y7Ko9+DuR2GUJFlHa8uDOEjso/33RJReuXq5bSsKFsBprVspOeeC836/f3n3Uj6dnqyOqiSS1kVh0O2lbdO0UhJKi7LsZlHW66pq4XRlre13svXNrTBi/+T//O3Do9PZfJ6mWRQwqyCMOFhnnPMFyEXTx1d9vi/c7XY7nU7bmOn0bP/g+enZDJEwxLOzM6O1tYYS1ErXVV3XrbfvLqPe2xYA2qYhAIyxJ48fE2oZZXVR1GUFzjHKGGNVvVBKzYu8lq2zxOhlnJjSbdM0ztlzxYoDYonDvzlVn3MEUTsgjEZJMpvN6oBHUdQdDH1x7M0PhDkqAv8/AopgdCNbwqh1rtPt5nnunGMEGUEtpWpl1ZpW1ifT2cMnT41RxhgpGynl1sbGzZs3B4NBLLhADJPOcGU9ioOQi/l8TpEQQrSWWioAePj+vaTbrWaLe/fuWR5YZP2VFUQKxAIEjKEjzJyDHvw2d3p62jTq7ORw6WUPgi4TVVXFPgwdyZWrL82LIi9KLuiVq5eNtaeTs7ptjTFVVZVlMZk0s9mMMB8cjF60+dra7nQ2O5tNY530R6PeaLS1veN7kL45VMxzj22YTCYHBwcXDmkhRLfbjeO4rusgCoM4CuOICU44Cyx4bq/VRvo9BYCGAUU0TgMT2lktVT9NnIMoirvdXpIkyajnBWO+AqeUTiaTqqrm8/lFa5yHOIzZnbt3f/Cdb71y/eb/S92bPFmWnud97/uNZ7rnTpl5M7Mqsyqruqt6ABpogKQBgiJl0ZRNW5SDsGhvSS/sUDgcDv8HCi9s2bLDDi2knSIsh72wRFERFgUNhAxi6gbRbAw9d1fXlOPNO5/5fKMXJyu70YQjvDAjpF1WZVZl1bl5v+8dnuf5pcOdb732p4tNQSkdDXuDXvzv/MZfmkwmX7n/+f4v/YKUUNfQtr4sy+l0ulgsFotFbvW6zGrVCurSgK3m5/2txOtWBqJVqiotsIAEwhjTai2E4FwCECGEajVSxglBpAy8cpYQ4hC7sAR/peDlVytDAOOv8jrdNceOkJ9RqiDKQAZhHArutQrjABAt+K4+BA9IyZXfl7FACESPBKq68IDOGHBeBMwDNsZ5Qjhj4KGzwiMio5R5cAAOkQLyK5UL7c6XTnNv0TvnLJIOUwPOcimTOLFOx4NkXmwaa7VHRkgyGI+2hANo21aphnhomlpUJSGkaeq2aSil3oPzgge9s+lSRtHNW8/LMADnZcAJ2LosFsfn77z7gbfAOGb5Ik7k9vYgjnofP3gU/ZXob/1P/3NbtvmmXLhms1xuVou6yB4//Ojk5LgoSm3c8el5nm/W8+lbb320qb6d9tPnjm4dHh4Uq9n2Fz+3O+7HyUDIqDW+aVRTrjkHwr2zYEzrTCt4TJxnBAEtQS85MkYQkRBvjAPALozLX3VM7upHjiCBLnyFAhIgJC+r24e32lavs/zeCy9+/zv/klKMo9CVDXEWr6p5Twg1iB7AOddNc64Y6/5qzGyMQd9thAARHV51fd0vOeeTyWQwHmnvsjp36AERnCPeWXtFHwVzFc7oPyVq+mSDhD/H9wzEewPou+WnA+c6xKXzsFnnO9u7DxcrxljxDO/zLNSUdg18txPr3p5KqaqqutlZ55G+mst0hEzSpcw467y1iouglw6aqq4aI8KkLZumrGQUMS4IZcY1uq6pEMMk6TYeWV5IIXTTeuUkhUCwOE76o2Enl/2b//3fmi2yG3t7cSzuPf/8yy+/vLOzc2N38l//V/9l2ustF8vZbLZYLB49fPjkoiqqjBDCRUgYR8aavCLoBEXiDQPDwTLvHBCKrlOBOQ+ADLtXxjvvTPcoP50Nc63XBujGKe6TJ9zNeaCLpoFrx5pzliC5cg92msk/0/VdfyMkCJ2w1jlrHVDivLfOEeCtMc556THtD7Plst/vdcTU2Xy5WK7feKP9g3/0D9q2nUwmX/3qV//T3/u9JElms9nDhw+fPn16dna22WwIgS7qpjvhh8OhUurTi0dKCGesA1cSvELtdBDF7t/nrO1Gcoi4vT25vJyvVuutrW2tbNM0RkNTW+ecres0DtN+aK3Pi6qoKy6DIAj290dK6bb1kfw5GrvuFMXOkkwIoYKQThnriWMOWqO0bltltNUGnGOMUBYQbSyQMAyiKHKEOmcDznuD4f379weDgVdzAIjDJO31oyjyHl5++eWvfvVrB/uHH3744Wuvvf7gct6WWatsEMciDIe7u+koTbe2q2xFqOFStErrsmSbTfbBB63n4/H44exstVoFnLVN3b01vLdaewd+PB724pBzng4HWjU7OzuSySzLNptMUyaE6CK1O7ls90J0O3Pv/eXZdHt3EkfxYjZ3QIdbh3VdEoQ83zhfP3j4AB8qVzdRFFtrt7bHhND9/f2kFz1+/OhytmjathP7RUFACKnr2lrLGSuuLynnqqraPzysfVMURdu2QRDcu/dcnpeTyeT+/funp6fn5+cXZ6fnZ+ddGVAURVcweI9hGOzvx++9+x5lUFUFKsIo/9znXukPksVisckzQHj+3nNxf7TcFNOLmXOGc0EISdPewf6NB48ertfrbto4HgzrslVKeaKNMYO0RylNkgQRjbWDQbq1s6u0KsvSWIv06trsVn32/4P27DNizp/XBOJnpZ7Y0VaRUhZF4Xhr6N0VzkdKIaVggosw6BJQGKPeO+99v98vigLRO6PbMNge9TebIk7649EgjHpPnhzPZ5e9Xuyd8c5s74yzbB2F4oV7z/k7dy6P7gRS7u3uBaG4sT9JorAuM9VWaRQtKBL0hEAYBs4poEQEwXPPPXfnubv9fn8w7M+nU+NdFIYeBWucYAycR4CirphpvARf669//eu/8Au/kOf5oN/P841z5uaNG4jICN0Zb1VVVZa5c8Z7571F9EEgbt8+TNP09q1bdV0fHx8/na12dydRINarxc29F6pi88L9+3W9d3JyMptegPdHR0cniyoOQkEZBUTE9XKVZ7lRqiM9WGs9OMpIksRRFHDOunik4XBorf4Lf+Frp6en8/m8Vm1WFm3bhlHUBWJtTXbef//9TZYt16vhcDgeb4dB/OLR/vTxR1WeXV5Oj156ZV6tq6p68uTJzs7O519+8eLBh3s724j46hde1ka9/tp3vvfd7//JG28IISSlzhjB+a1bB48++ijP82xTDEfjF198uTcYnc/Xl4t1v9/jFK32XHDKOONcyjCO48PDw/F4vL+9RZytqupiNr9c5q3WHj1STjnjrO+04pyng36xVluTncvL6Z07dy6nFw8fPU3T/rhLiFE1o8gYc8ZSRq3DbsjbvWc7l0T3pkvT9Pbt2ydPTm7fvjVI+3/ywzeSMFqv12EYcMEIEVW+Wa/XgwHWdUUIoRS1bjukVvc3SCk7NqCxtVF6tVyqRkshQiFHW+O03++GfEWWOweUcrCmWzkaY7oS6Ppe+zdH4fmpGDzjrHVuuL0VRzGhFAGMMcCEoFwb410nRXbe+9pZjkC5AERCsDcY9dIhpZQhooP5xfTh+cMbo20ZhoCgVOu0YhxljEKIsql++JMHjDEEyxlyxjtpFOc0kJIQEJxLIaQQnLP90fa/++//Fg+iylgWxtq6rKqqukKCnFGtvHMWAb1z1rnucOoJDAeDMNy7RptTR+ezad2UdVm8/dZP33n3bSTEE6SUJmmv1+uNdnZ2b0yuc9Wssd47AKjrpq6rbjbGah9FoRBcqfbJkyeeEnJFL+GCC0EZZ3xvb6+7n649PN2fzZ6l8HUPZJNnrdFIOVJCKBOcM8YlEywMEFFQpJQ6a9hoC7w1VSkRtIM8z+u6rsoyn7adqrg7LLpR02g0iuP4Ol1KEeCmvnl07+MPH/J4MDm4czMZNcY75wgY0zbf+affRoCiLOu6TpIkCALv/Re+8MqtW1t9wg7u3o/jJE+orc3R/mR9+W+/9vprCv3O4XNRmmrtstXm7PHJxtQhJywKrLFluTLG0Sj22hIhKeGIyKhrEaUQXilvbZLEum20VkwzvGJ+o9adTpqCh+564Jx3j44zprXphugEwRgtaKcAA/BeCBFRUrbaIYD3FNAhBIGQXGjdEugkv8A5I4DImAAgAJJxb0wgA4qkK44ddQhgvGcIxFvfLSGRdMz5bp+BSJCAd1TwAFVLGbcelLZMGcIlI95a3yqjwDNmPDjrLFIglAYyttTFUdRzqbU2EEIp1ZN8ulGHR7dPL6bTk+l4vFUURRdpKzjhjMpkB9A3TZXuRAgtDVJG8Hz26H/823/3v/lv/5ft0YRRxuIgicIokEkUBFLsTm5tf36Hch730idPT/7gH/9ff+3r/+Hto1uz6eUbr3+/WZ71mHn9m//sB//qn2+KSoRJGMaBDEbjNAyjKIqDIOilfSECOtra2trhAiuwANYn0oNmjDGKVd0iIHpglHoPHbMRPDrTOei8EAIJRlGklB4Nx1XdAhDOxXKVvfTSi//H3//7v/07/0mrLxkF8JZTagE453WrvEdCiLNXsIWur+OCg/fgPDh/tWhy3lrLKaWUWuestV1yrwVvsYumxE7XRBhjnYUF0RGPDpERACTP1JjXvZ97Frh8XfQ4aztAtnOOIvHWkCsyPFrrG6Vrpa9oKwBXoFujtdbdAFgy2f1tHdHBWtulh3UTyqqqOg1FkiTdEkMby4RAygh61ehaaUTKAlGXdToct21rPGmUbY3TDoQQxrq2qB14SikPImeVlKEB5a313lV1E8dJ2xok9P79+weNdcajNcePz598fNodiYSQfi9tmmYymQz7fUrZl1+6G6cDSllR1a3SlLq6bLPNqszWua23EmnLtTeOkM4gSZAy5wEZJ5R3LwTxjBOkiByJctYZBwiADpGCu0K6g3fWWQRAgt46pABIniWRIsLP7Pc6w5Jz7plKFK53s92TZwSdc4xzzjla69F6JM57QhCAWA9RFCHBvKxEFBvrvPOEMM67zpwkyZVG6Nvf/vZ3v/vdbh87HA4nk8nh4WGv1xv0R12LrpTK81xKeXx83CVXG2OctYwJSon3jjGqtep2L4SQMAyelc6eS26cUUZ79JQxIWVZtd6D8wSQcRHWdd1LU0bQGEeQJkmPezoYjU4ef3B5Ob93a5fRnyMb6o5HKWUY8tEopZQqx8CDaduAC0BsK+CMU+/Lqo5kgIRySax3QoqiaYsy1w6ICGSSUCHTtBeGcrNZdw+2rMq2UfP5/NHDx22ttsbb01sXL7/8uVu/8x/PdXPy5IkqlrbOT0/PDu/eyxtz9/5LWqnzpw+TXsqjhHExHo+nq3w2m925c+eDt96cTqeTrSEltK5rHtKk12/bGtDfPjpKYrmzu+28mV9exnEvkAGlvCqbRVV2w5HrOi/LMmNMXdfr9RoRJ5M9AFCtGm5t7+3tLtfZ0Z3PHR7s58WSU/LCvXucu+xiOhiNDw/2jcPZ8o1Hx4+EkE1VlnXFGCOSrS4XAL7fT0+nZ23bCs57cTwaDp6/+9wHjx5VzvZ6ycHWveVy2ao2CIKXP/e5+XxWlmUcBUe3b62WS9U2BOGll+4TQgaD/mQyiaMYAMfj7dlsVhSbJAkIcaMoNVpRAqN+fzwaLFervKzOz09ajXfu3v7go4/iUO7ubE8m2/s39rcnO4B+kxeMCaXs/v4B52EUJJeXjxlj4/FWkiS9XmKcA4Ckl6bDwXy+XK6WgPBs23Ct2MRPazgBwFvDGOs2S9fcpk/n93ZTlSvs+M9+2fVXdiU4eLDWJnE0HA7PTo+LPO/FcWfsXK9WVVWlacoY45x1bIAkDtum6vUSRlA19c54aJRO4qCt682mvJxOjdF1VYHV1vSs5k2Zl5v2B9mqrdpQBpTQ8/MzIeX55WWj1Y2Dg8v5olZNsVk4VfZ7kVaqqvPFYmGtkVG4nM/ee/ut5WrBhVgul9PplNIgr40UgiKx1pdlA7pqCv3CS0eMsXfeeYcztlot4yjK1pvBoN9PU9U2QShm8ykA7O/vD/uDDoPeWYi7HPVuthhF0fnZadqL1lqFzNdV/uYPv++cS3q9um2ruvne945745ud6RcBbt68maYxp6iUCiSnhBoE43SvlzR1OJtNjdaj8Tjt9TgjWus333yzO4jS4aBDv5RV6Rws1quyan70ox9dXFyMRmMhRFm2F2fTl+/c+A9+899jBBer9Wa9GKTparV89913xsN+tl62F4/aptHW/OP/839frzfK6NVqQ02lVJHNTkJoRcAWi8UXX3317t07L7/0EmNsuVj9iz/6I0D8yld+6fbtW4vFMo6jpNcTMmyV7tAjdVH95M0/HfSS4ycP27oyQAm6tqlElERJop3znK7rioBHQpCQ0Wg8Ho8++uADSuidwxuciVar9SaTQqJklECt6oAm10fBswRR3UUud+j2qqqcM++9+9afvPGD8+n87r17pydPDw5uDNK+4PzJZtU2TZFlShnG2XKxsMYKKeq6poRqrTerNaEEAT3WeZZl67WzzrZCUdY29Xw+AyStUtY7j7QsS6tba5RzpuP9Wmspcd07w/krr9C/fl2fB7jakYADoM/mORYBEB3CKtssl+skSbr47yiKOef7+/tdMGYXQ2/apiyyLMsW61VZlmVVGa2JB9U0IZdCBkJKYCF49B4Ik5IBIUSGgRBCL+fOG0+IdqZ1jpgraz6zUNSegEdUiBp8hgBPmo/PL6ZIeTIYDEZbYZyIMOyiZThne3u7W8M0YNjtvjoVU9M0b7/99jvv/VQI0SFNjJV1XTtjV6slobQ/GFRV7sF7gqvNHAkx77q8rLoU4CiKKKVdWNPu7m7nzVg42AAAIABJREFUKxBCDBwjxBf5ev/mjTvP3aNCOgStTdu22TrPN1lTV8bouq6Xy2VX5DHGbty4MRgMhsPhvXv3vvWtb4F32rRVoxqtkDHCuAyCoqg6EZlS2mlDBd3e3t7dnSSDvmCUWA2qHW3vEMaM0QT9/v5+1xd1mrFu6t8plIbD4WAwoJTmwAZSsmjgRVxb4mXC4pEE9OjRu9Drwc7B9ej0Ooj2ncenP/7o8fU98WT6XkjIIIojzn/nr/32l7765ZaBduAMoIPmlS/U1G42G2tdHCUfffTxj3/806cP3i2LSkqZJOlgMKCuX4EYJj0aBdS7JArWbemMahugwmnjDILyrMoyrfVV42ptUddSyrZpbGmFEG3b3tiJOSe2bZtWMQgpRdXUNooIohQCGQOjrTXOuCRJgyh88v6jKIoYF8Y4Spn1jiNyzr01iGiNtcZo/Qxm192I1iEjnR+CIMOui3AA3mPX3FxRDy0gEIqMUy6EjELjNCJqYxn1xIN1SjvVieCUNwiovWos8dZEURglIVTeGhH1t3Zu3tEiFXmhjE73Rs5YcJY4RwDytrbGVLXjyhrTBinpRaGmoZfp9PRJixkhVGQV8QDgCAInpLt7VtlmPl9u70xWm+ZfffOPPvfC7SiK/vp/9rtgjdV2MV8SRhkPCGfLdXZ+Ps3W883q/L2fPJ3Pl7PFUuXFaO/GvedfODo6euWVV3q91FofBxRc6wxyguAsOMeQaGuux0VSMK110zRREBCCWivvfdO0aSopFwDUe89E8Gu//uuvvfba17/+H33nu9/v9UcOCTioqooiWkBEtM4+a8ncFdfB/0z6R2dmEEgIIcZ7BLTWnp6etkYTwZGgbq0n6KETc3aKxCuOPKfMEyJl0G0IvYcrRry1nw4/6BaNjAjjDDpPCMUrc4vr5KciCDZZKaWYzWa3bt8+uTjv/OXOuSiKurELAJhnBvTud4qi6HTjvV6vu7yHw2FTN1Veame5sRYIpcxaq41B5z0AUnQeKOOMccq50iaM4qIoCCGEs+4Vt85TQI8oZKirAggyLjpeKKGkMVZpy1ESIsBbY1trLXgiw5BgML+8vHXw/HS6cc796I3Xy6oy1vfS/v6NG71e7/69e7/yi18+uLFDvLdOV62urX/zRz/66VtvE0I2yzxJB06hCEOk3HpLwAr0qsppP2bee2eZEN4DId5Z2+SFECKMIsIkZ6Sty7ZtRRhYawApJQSROGONNUgs6XS5hFzHo3f2y2eAeOyw4ADovefPYugpoQ6JN4ZSZoEigLLGO6CcIWLbNIxQEXC8Km2RICXIvDOcSWvtepV579er7OL8cjqdDofDsqy6mS4hpN/vDwaD+/fvf+1rX5NSzufzb37zm++8827dtABw7e0RlHZGkV6SdKCgJI7W68w7g94LzjrrDiVchoIzRgl6Z52zyjgHnlFB+VUGfRRFUlpCKCHwsxE4AABECACoqurll++Px/3T09MoCK2xgpJISm8t8c40TZnExXrVNNWgP3BQcs49YBiGlTZt2wSc13VNeWCtefr06WazGaes3+9zzvN1XlXVIB0MB+l6Pf/xcrGYXfT7/a2bN3fGvXAysKra3tnev3kYJT1l3c2Dw3+5mQJhYdov1qu2bcfjca0UePfqF794efKoqiqCkJX19h7f3Y+rpsiLfDgevHj/+V4SUkqqopxeXKwW66IoF+tN668idrttuZTypZdeun///mq1ury8DIJgazjJ802/P/LeLxYLyiMuyBdeeXl6cTIcxXEQBCG596U96+HJw4cawFiz3myklEkclVWV5/lwMJCCmxriOHz11Vfeeuut2dnFcNSPI2mdGvbTOtsslrPRzYkMgl/7i3/xBz/4wd/5u39nb2/v5o3973znj7Mso9Sv14tB2uvF4XR6iUhWs1nOVnt7N06ePDo9PWmrjIKNA9rW5WI2PT87aVVdltlsubh5ePTo4cfLrM5rY5QiBOqm9LA1n18+ffoYCOn1UibkYp7lmwKR7O7uMqbCMA7j6OT0VBvTHw6SXs8YPZtd5kVhnRJS2k8DHq+0x+Cc/Qyn9/qDbkj9WQX1z07Brj+4/spuGkK7xC/Apmms9W3bEoCiKAAgL8puttV9C8aYM+rs+Gme55LvOaucVYvFJSUuFAIpVeA4ZYM09cZWZUG8q6tNWWYBJU6xxWyaJEmSJFm+sg6iXjJMkihkoYCmbENObh/e3NkaHx8fW22KohgOhqv54uTxQ2N0GIZNq/KiePvtt9vWaEfXiw2j1AOhhBAWeOPqsl4vN7PZ5WDYb+p6Z3trZ7L96MGD02NbVeVzd++cnx3v37ozn8/OTk+cc3fu3FF10zTNxw8frJaLK/BGGAdcxGEwnIybYiMYWc4u5os5Uj7e2UbCijIP+2YwGDR1rbWuqipbb4QQ/V66Nd6Kouj09JSCYxSc00a3Wmuj293du1mWnRwfd2CbMAzjtNctmra3tr3H5Wr19OnTrtqs69o5l0Tx7mTy6MEDorPtYX+TF7as4hExjmpVX55Xbzx9ElcnSilnoT8Y3Dw8mIyGzLUhdXEv2d9O8xypCF77kzdu3LihjHn06PH7H3y4yfOiqJN+IiVfrWaXs9mwh5Qz62CxXGttBePrJDp5+qgXiTrb1FUh43S8dwDeOme8M5SyII6Madoiq5raeV82tVhvdN3IJGnyouwmpJRwgkXdaq2NtZRRIT+hZ19TxMfj8dHR0Ww2e+211+YXFw4BmVDGv/Dii7dv35acG62zzWY5X6hGo68Y41abzhbYjZJlIAhi2zRdXaFtVle51g1YqJViyPJNJmRAuahUa60FypQ23mrGCKPgnFXGOosCxWfaqX/dd30eOu98F+eAzjvjLCJZrFfT+azD6SDit77z7StsXRAwxkb9/qCfBkHQ6w+2diZCiLZurLX1Jicezk9OF4vV9m3ivFfagEcpQ8KZA+QyCnsDpRtEBGc65EMnHtfOUCCOXNV3nU1G55WM0hu3DpSyVdOWbWusf3x83LbtJts0bRsLElDfwZFu3bp1eHj4la985a/+1l/pZgAnJyfvvPPOyfHKW0cpLfOi0c3p+cmNmzeBQIeTNs5GSRLHYVPVVqt8o9qmybPMWlvkRRgEt27devXVVxNLQklDyS/OTo1zh7ePjHOCy1DIeBJMtrads5SS7s3ZGSA3m81qtcqy7MmTJw8ePGiaZmtrK5KhsdY5ApQSxtqm7YhXnAuG1HGX5Zvz8/OLiwvvLTgnKRn3ounxU21N01Zcsm5teI1tkFLWdb2/v19VHTR8bq01waClUF4uN1k5GHpkAZWS8sBTBGucbUulgTMSRwzRa+2UkoyVZUm974pXpdRX74xGcQxKfe///tbf/O/+BxoHmWnjtH94cDjZ2r21d3Dnc89VVSWl3Blv/8ovf+mX/60vIcJ63eR5sVqt3nzzR++++3Y4OTh7/BC9H8TRejZTqqE7E8lomERDGYgorAx23/Hk5GS9modhmPaS+XzeSaq8t5xhVW0oWk7QqgZDEYVBFIZJGJXaWmeMNkarOAg0wbptm0al6aBtWkLBI1LOGOVAKAOKlAhKWeDbuguFQ4aEoMNPpXHAVbNAEcFY++yOfMY6c5p4162RKEPGmGtahx48EEKoA8p4N54nAN5b7z0hMQCoRkvJvbdtW4+C2Fq7yjaNViwIq8KYxjjn0DkCnoAXUTroxXFdEmjbas3DnrKGCElEACLwTFhKkchuzQLONhYQURA6mhwMd24iYTs3bp8fv3c5u9Ba/42/8Trxfmd79xd/8ReFEK02lIvD20fbk53xqO89dD+xWmnVqAcfffxP/skfvv7H3/yHMhqORv3Jbq7N3t4k6cV1AyHnBJAiKGvAX/lDmloRQsBba5RgFAEYpcZ2HmCtbO0datoeHh5mWfbDH/7wztGt6WypVCPjNGvLpNdv2quwk58ZOXt/TQbx/hPA5KdLFkQkBCntJDMI9Cr+0cJVt0Ap9WA7E9p11mLnCus+QOc+I2lihBJCKOBVyUJ50zTee+vxyrmGNhHi4vj41u3biFjXNeXsKlOkU4R2vtCuMXsmw27btsMYMsaKokBEKSSl3DjoIKiWW61101ZWGU45ON/lClNKu6ZaeB+GIQBYuEoz894jAWcsF8x5X+SV7cJOXUfF7UKuOENuQCMFBIvOA3Ih4yjup/2xkDE4v7sV5WVhrLfOl1W1XC7ffuut/63YNEU22RkP0/7No6OXvvDFe8/d/dov//JwONxk2e//oz84Ozu/OLlERC7DMAxVnVO0gnhG0beWOG2MU9amUU9EAXi/Ws44RcaJkGwguEZwSj/b5DkEIIRo0zJKKaGfFJqfavn8VUjFJwa/n/mBwU8Ldz0hRKs2lDK3Nu2lWiljTNsqIWT3Du+I5ldMVK0RUXLOhKCcE8Ymk8l1Lpf3viiKb3zjG3/4h3+olPra1772m7/5m7/7u79nrFutVk+ePHn48GGWZUVRzGazrkuJ4ziO46IoKMXBIA0jyTlFdIBQVhtGhXOmLEsAF8exoJQ4q7VW2livrqMUyf+LT8RrvbOzk/aCX//1X6uqTGu9LhQCBmHACdVtK6Sg3qdpmsdxXddIMBBB3EvWWU4BbG1EGOzv718slmEorbNZvjHGaAPdheITq1TT1LW3tinL1Wp1eXGapmn8oN+LIym4s4Yz4p0ZDMdxks7OT8G5O889fzabTZ88TJKkccg5T5KY7+x8+PaPgu0RYVRKKYS4nE1Ho9H+/uTdd999+62feKuSJOnFSZoOqqrZbPKyLMd7kxdffDHLss1mE0VRVVWMsSRJuqaibduyrrgMdvYmnjjjNAW/mF2GYW+9WgzT4PL8Ymur99HpCQoxmy/u3HshDILlcnl0dISIztrJZCI4N/3+3vZYq6YobJomO4MXymWOCG/95MeDnR3dVFEo3/zxT4Mg6NDh3aYxCuXp6clksjPsp2dnZ5Od7dVyziiCh6dPHhNCh/1BkWWckTiS2qimqfvjsQyY0vV42K/rLI2TzXpVFGUgo/WmruvaGsMIemu0hqou0nQYx7HRtkN1bzZFmvbDMI6iqMulVFqLQAJCWZW6Q0y1DWPsM6uGrogi/hOtpvkzvd+f9f4hwjUPDZ7FdF/7lr33CBQ86T7TNO3F+WXb1gSJUqosy24Yp7XdbDZJknjv6rK0VkvJB/10OV+UZRFKqdoqjvtCdLPvOJLB3aOjvd2d9ZpyRlWTa1U7B7uTCWdUax0EknNW1tVgkKT9PuOUM/SmDRjatjk/OdZt090InBFG6Hg0iuNgOZung2EohFe6zGse9qarFqvKX0U1UyS8ruvNZlM3tV+5YT8djgYH+zemZ6d1XY5Hw36/xzm11gZB4Kw9Pz8/PDzs0lySJNnd3b3K0kMEcKPxsC02s+nZjd3tz798/2I6nM6XN3b3WmOysjw/O1HteL1eR1GUr1dKNWkvnkwmxqrpxbqfJnm1kgGPojCO4yzLwjCYz+dpmnYHkff+/v37SuuTs3NlTV3XaTpAgI8//IhJUZUlekiTngdqm3Z+9jThxvfjkLOz1RJF3B/vjdK0bdp+nLgK0HtrlHdat/Vmpdu6UG3NGNZlYVTbKNOpGx49enTz5k3OOaGcCdNdlrPZVLUtGURKKedJUZRtq+IwcrotiqJY1batjKq5NmE68s4lSTwcjYgQSECrSlV5BzdvmmbVaETc3Zkcnzw9Pz8DgNF4mxFWFUVd14QwKQPKWLfwv06F7X7SurThsizzPHvhpReZCC7ny+FwOBoNgyAoivzyYrparRD8NUnPWgvoPDBt2ixXHUe3ewWtzVXbWqWdsQSoJ945r4l17orGRhiz3mHnAAKwzmhtvEPaVYm+I6zivwkKz+4I6GwXiA7BeRcHIWO0e77dk0rT3lVpYq1S7fTycno5tc5Z55z34H0viiUXAeejXh+BpGnfE4sAXllA6gk4b51D4z1Sgp5QSjiVgF0ALnhnrbVhIK5VVt0pIxg5Pz/XjjjiwyQBQOu8MiYIk9F4p2lbVefEK+9BOff+g0fvfvjxP//mtw4ODm/cuCEEj+MYWHDr1q379+9HvUQIBgQteA+uamtC0HqrtF6s1tPLGaekzIq2bTni/mTinYMdj4Bg7Js/+MEk6q0Ws9F4MB4OBfFPH35kAb1DAKRIOeNAECntRINdOOTu7u7Ozo6Usivanj59ypyzbY1GMwDrjNdAgHhvO6Y0AcooHQ8G1jkLvjO4MXCeYKOa8dbQekuZ187leb5arTrKarcN6/rA4XA4HA6dc14OBei1bUMZcsY558iYZ4xQAhypQxtHV6kMAMQ56X3bttEgdc41bUsIEaxPyvW60sKzZLgb9EY37h5ZSR1g06jZurm8fP87b/5pV+x2d0OvlwohqqrsuJkHhwefe+XzGPV5x/XSuimX2XrukSDlpcJKW11XTrWL5bnWqiflYJwYo3W5uD0ZvPLKrQ8+OD85ORn2EofK6aKxFrTWAdNN5Y0xqimySiORYQREKGuNca2xrTHaegtAgSjrGAHBGSIxynBGuslcICUnNBBSSukYI863xjLqPdhrQDkiNcSgx2caQAIACiwl3qH3YBCBE2QEjfdIKENKLBjvrmYo3jnrrbWcCfAehWeUt00TBtGNrf7ZyaM7B/v0fDrLSs6pBYKOEec7KoIFm1VVW9f9nuj1h4AEKImSHg8kMEJDKYSkLAFrvbHuKoiSVFbnZRvKQDetkJ7G/ePL83vPP6+9SMLo+ORs/Z3XCVKkFCmx333deY8EoiiKgzCMokHa55SNh8P//K//F4GUjNKqLEutN3WZ53lVV8ZazohAT70nzhBCKYDzHr1myBnxuqkoOqMbSiAKAimFMZYTShhxAGcXsxdeevnNN96Ybm29+KUvP3r0JAjCgFNOoTbaP4PMXoUNOAdXwW5w7evzQBA+ac67MI8rpKz3zjnO5BUEBHw3OKKEOCBgHBJGkCHln4S4XBv88NOLPkAACmCf1UOM8TBE58E6cIAeEJGEzBhjzs7OeCDrsrLeMcqvBliIhJAuuLzTeV43tJ0QIEmS4XDIOefIBeUISAU3wgOC0UpyYgARrPXaaEoopTSOgoBRkmebNE2Ntc45j9BJFcEaKWXTtEIEebnuIPbOOf/M+26dM1Y75yygJxQpoTJALmutq1YxLpxziPEwGTgHjVI9QEopeFfmG6fb1fzy4ZPHDRE/eu8jABBSUkLSfv8LX/jiCy++MBoOO50F5/z4wZMgksr4dbapWlq3bdHUgtByNSVIOOMhA8KI1tVqNU/SnrEeCfHOG6u9BYqEEPqs2yHdNW+tJQAOweMVZ6PbA1+pHCmFZ2GDXTrrM7aDN1oLwQC8FLwsNpKCpJwQIihlTDRGARJr0VhgjBGKkghrbassqZU2nrEgy8ruEOj0VE2jJ5MbiNDv99fr/O/9vf8VCcZJ2P3fGWNRHNw82P/ar3x1d3dXqaIocqXso4dPnz59WrV1nW8CQQT12tl+IuM4JYSoJkdAa3VjGuaBEBoE0lJBaUcxMM7Zn2vMQs5/4zd+Y2uchgF/7fXvRFFkgHnne1FklCq9rQpbqzpO44O7R6vF0ijFOR8OhzKM+sMxcDne2V1lZW1sr9fLNpu8qnq9HmLfGN822SBNKSJjNIlCsr/VVLuPHz3MNlNTL3E0LJBaZymS+cUZ5yzppcfn03S0S8P4xuGRcNogD2QcDydatZrY68j1Ya+3u7t7Mr3Mik2SBWWZNXX15NGDfpoe3T7aHm0ncUr3+Gg4VmjTNI2iqCzLpmkA4Pj4uKqqwWBwcHDQNM18lu3u76jMbrJVvz+a7O2cnVwMeqYtivnF+eJ8srk8HYa8Nxyqus7WKx7Gt24d3r9/T7XtZjZHj+j8xfnp+enTV3/pS9BQ7w0icoFJIglniE5ISohbrla9JGma+tatg/l8DuAopcNhf2s84px7ZwUnZba6f/8FKUOGWJZVXea9WDJq0at+IiW3vSjgAvNstb3VF5xFcZSXLaONDKJ+n/T7Q600pYRxMhoNKENn/Xw+bxtllNNG13UdhQml9PLyMq4T5xxB1Frnl3lVV0DJeGtLBgLRw88a+Zwz15LpzjzfuRav6fA/txrsPtsVYD83w5MzgQTBOUSsq/p0caqUiqNAUNY2reACkcggaJVRSjFGiyIXgq1Xue/3Nuu1s8aoJuR+s1kaA8aiNnS9Xs8uZ+NhMugn3pvL2RS8JdYXm3WcxJluuCAhE6vNYjm/zLIVIrZN2w+Fh+Dk0cOyqr/w5S8B4NZw1O8nxXp1eXluqpqCH29tnT8th8MhAcZlIjl/1gkjAAFgZVkul8skibVqN5tNnmXvrteE4NZ4NJnsZNmGEOw8YIPBgHN+eHgI1s1msziOn7tz1zn35ptvGm8ko0a177/7Vlvmw1i88SevI5LGuPPzk/5omxDknG82m7IsGZLHjx/f2N+fTqeXl5f7u3s+cHVdE3DeGiloFMXgbS+JX3rxhePjk0DIUAaT7YnVRgrxq7/6q51Jj3FprAllMBwNF9OFt9ZoHYXBznh08fFbRVGcubqs62gwyVdzEcQErGQYB2JpbV6WTdMwGURF6b2v6maxWKrp5fP3XgDE1XrdaVIAcJPlYRQJKRttVNMYb52z+/uTna2orhokZDAYtLXinAuCk63tzfLcE+klekqsUR7MIO0NR/1Gm+VqZYzxAJQxZ+j0ck5bQwCaspxfXmrdMs7Xfu491MpQwpFSANLJZ64v7o4j0Lbt8fFx5xe9/9ytg4NbJxdTbe1w1CdIALxWqqoq8D4IZGcbAQCjtTVGIXb4cUQEwLIovIemXnvn26oB5yhyb1utLaENYcw4b7znQAknjCBjCN4CeCEYeCYE73xH+OcQ4vnnluYCz8z22LGQuLeGIjBKvDVdmkscx4wgk6K7j5tWtUp3bjZCCCUkz3IAXWb5erYkDsCjdSVjHIjyyD0xxlopZatKZWttWwPAvaTggFLKWFczG6UJ+qt7FJEQUmm9KtpbXEjKCKNVVQVROIwS51xRNSJKxGTirO7ek128T13Xy0qd/OS9zvOmlNLLtbW2aau41+OCB0mU5RvrdNxLhqNhEAV37jz323/1t7a2tsIgqIqyLqunj5+UZZmt1/P5fDGbn5+fz/IskrStipVVg9H2aGcyGI4I4YgIDp0FT7A1pmmauq4vLy+7/UBX80kpB4MBISTgjHknGeGMKXflgCZIuzg8wTil3LSVdla7rrz06MEYnRX5cNz3bSsDIeKYc94Zx7ujeWdnJ8uy1WrVBXt671fri37AdLZoi8y1FQVL0be2deAZIqUWLIUui8N7QojgXDLWyZmGadoVVclwx5QValP7hzIZ9veOCq2VsyKAnRt90FbborPaE0KqulRKyTRNt/eaplrm+YfffW2z2ZRFThFt24Sc3dzdZYT2h4Pt3cnujYPP331udz+VAIxBWaqPP350cXGR57ptXTZ/8sXn/9I4iP/2H//TdjgUo20rpLM2FkHA0em2zDZxGPeipNQWLSIQB956QMId0kZrY6yIqAeqrSXOI4FuxeOcY4joQWtNkHQp+AQcgqWEIKPedwpPdOiBiy6n+nrwaSgw6wn1iJ5zGoQyRge6dQ6pJdZZ9EgIJ+ABARggtW3bMsYDwZ0ldWUObuzfO9j56D3/5c/d9V6VbRnHg8UqM9ZZZ43xthskMOq95ZymSci8Uo3qxQHjiMRxDlEsDYsQkCEBAAcIANTafi8piiKNomy9jJKJofZb33vjl375V/KiUqxHezvL5arRKoojT7GX9hqllSHrTNFCJ5liCM37D+s8a5umH/eGg8HB7d2jO4f37hx84dVXb97cMRY2WeGcK+oSEbIsq5sqjuRisQRjADxYU2ZrAm7Q7xGC1njBmTGm9ZgEgYP2a7/6q//i9//hcLI7HKZVviGEV5u1d76j+hBCkBBOCFoL9LNdH1ikQCnFazzadTCd9VcBA1eZj/5Kj3uVcf+skfg5+QTXS7nrmbfzgJ6Sq0whSpmUgXXOA3GAgNQjBlAfHh5eTKd379/zhFZNfT376EwI6N21Aab7RlJK59x6ve7oT9574gn1xHlCAT146x2CpRQYZYxQrZET0e1yCcEwCAjiYjHnnItAEiRGtarzuBNeVc2wF5VNTSlzgM57551HYr211ngg4J0FCwiegEFricubstT1MBkSAG2oRmRSyIi1WtVt66wxvDfavlFZUjw63Tq4O+G8gx8guNPL5Xv/4PeDIIhDqZQqisJ7nyIcHB5O9vbv3r/3i7/wBUr53eefy9d5keeb9frD9z/44OMHFxeLuiriNnIudN477ZFxKSUFopUxWrlnmJTuMAe42rf7Zxtf765eYfcZ7Rl+sg4m3ltvjbboTFUW3tkHH3wQhWEUhMPhqN9LULO2Swcx3oG31jPGgBLOJZch0lxZT0Wote5CwwljBLFqtVLq4PbdzWbT5hVn0NZNtwnsoqrWy9WH73+gte4a+9Fo9Jf/8q9TSqUIh8PhN77xjY8ffHglMQItZRCGhFLqEQTnApEQBoQqTzoeMaWd9+HnXNd1nn//+9+3ppaCOq+CINCbIpKB9844rY0GglRy4mErTfrjwWa1PthJt3cmShuHdLpYPXr00CLx3hljNsVGWRfHsffgwc/ni1BKD44ggteci2gcn59BtqlQEV1Aa30Y98IkBqcDjvePDo6fPr28vFAY7N083NraksmARannsTX6o3cuuuczGm4NBoPZbDbZ3Wnbdp2trVHrzarrJbp45yRJsixvtZlv5tPpdDKZdAhBpdRqtVoul92tt7W1pR3Pq7rWKowioNDvp2h5W5o0isG4neFYCAyJ3t/b7SWJ5eJyPt8ajwf9fhJGP10sW20RSRyGL790/+TkyRd/6UtBEKwu5zSWTVPs7t/kMqZNtVzNuOA3Dw/qsuoPBp8ZxKQQAAAgAElEQVT//MtCiK3xsK2b9Walm2Z7a4TeFqvZxXG4t3vz7uHNDz74KKBInUkD8eJzRx8//LAfBR4to54xyPNNVRX5rBpt7+1sbZ9dZqen594jpcyDWSxmbVtba1ebjKDwgP10iwAIIeq6aVRWVVVeFg8fPhRSVk25ybK6qWUUxkkchIHVrfgs5cN9oszsUtMIfxZiTD/D6/uMCvT6bXj9NdeUP6Nd12AyRglhWtvpxaU1hiJq1faShHCZFRUhRHA6Ho+ybNPvp23b6Fb0kkhyQRmCqfKiadu6rkzVeGftu++801abO0c3o5jOpydbW6O6qNar5cHh4Wq9SpsBIVjV+XCUdjsJ09auVussN3UjGGurendvv23b54/ufO+737atcp5enl+oSCnVPv/FV5u62Wya8KNjCmg9eIfWobVOaw3OByKIozCUApzvNhHG6LLM27oSjBAKSjeB5GEoV6tFGidlmWuts2xNCHn69PHO7Tsdy/H89GRnlFICkhEmZcJkazTjNE17jZEnJyezi+lTpfI83xqPkyQJhFyv191x55Fr0wrJgkAeHd26c+fuarXu99MiL9fr9dHRneefv9eJXS8uLrL1Jk0Hq/V62O/3k97O1ujG3r431qg2ZGyQRP1ACuLAW2MaZcG1FQUaCpYzIuKUKSuZdFQWrWWMaWA0TIrL+bpupZSX8wUiTiaT2Xy52WRRklIhhDSEUkIIF1QGvCxLpbSUbDAY5FBkm41IIu/s1ngcMDe7PN+ULaNEMEYpQe/btpFSUkybMqtzyzi3yqlaC87Wi5XTVjJelBUhtC4r4wljwjqvtA6C4Dr7uhsFduiysiydczdv3twZJw8fPqi14UI0TYMA+SZTraKUUsKstWA9eEo7gBOg6xZW9iqbvambLiyKAIL33elblvV6kzEmRBASLihjXQQ3l4IzRgjljHogCJyJkDH659SZsf9/ZZ2fcgk8mxEhUsY448x/AvRMkhgg7gS13WkAgN3C13rnrNXGdH59ShkLQgbEtspaZ31NvNOmZiJkPKIUrVfWKmSOoHGuS+lDb6112hMkgIJSQGAI1FsCCM4Ot3aYfISEt1pHTBBk3pOiKB0gEuI9lI3yiJQFXBD8f5h7kyDL0vM87/v+6Uz33DlvZlbWPHR1dTcaAAE2GmhSEhkMyqZoS6YUITmsCC+8dHjlCC/s0M5eemU7HOHwQhtbsmyLFL1wEDRBgCQgDA00eqrq6u7KGrJyuvO9Z/6nz4uTXd0AqD1zlVGRmRF177n//w3v+7yIjqg76raV1oUNy9qdK9dOz86Onj/d39933nHBBsMe4wgMyqrcbDY//9nP3v7R20QkOI/CKE06gVIMsZMkw15/3Bt84+u/fmmYZEWNUgqpGufzqraOmro02lljkVB7KrUGgDacvW32Wn53Cx1ar9ePP/lks1565EEcijCWUcxloKKAM+Gc99Y5YwPBEZHAam/JEgNK4lAFMkmS883SkV0vly/kZG3dc3Z21u12oyhq4+CFENf2UPhmcWwigRJBIDGvOZdAQOi887GFz6TSHjyJz6g+SB68bhV1GxvbGgZJz8q0yMvKBZoJJzBScVGbgIXEGReecQZIoYpSKaqqRBROhtFA3ZzsAZFyNTqP3nHyhx8/fPLkcP/gYLlc/PjtnzbOe8Z6sA2CoNvtpt00TdPJziTq92nS/8s//XYn6fzn/9k/DYJgBdTUlqxdz7Nht/PNb7wx2TuYr7ZZtSyNRy55KJG3Gx4gQOtgudrEnR4TwhNYR+C9JG89gMcXmb+A0PYVL/QsvziruUAGe/+5EkYIztFxjlJJxrGXdiwDNAJRKFRgXW1M7a0xxhnrvfUelQiVUoJxLlBLs7t7cH2/P06DXsjBFKALIhtIkIKD4Be55IgqlBKt0/V2tQ0FGV0iOMmIgQWyztYV73DOGUdP4Jz3REEUFN5hKCuno0HX1uXBrVfj/t7xbHP79t1Nhbwz2umMG6ONt4SQGWOBIaGzGj1lTQlGS0TBwyAJMVDny835/PTtn/5gd3f3j//4j6qqHo13rly92ui62+teOthfrZaEMNnb39nZ2d8/yPNyb2+/0+lq47bbapvnRVHVjTk/Py8dZVkmwZk4/Hv/+B+/+7N3vvWtt46OTxlDZx0j0Fr71jvnPbYVya+cW5xzdqHrRMZYm1zHGGecOWcZXdTQFzZM/xl44LNBtYeLvIcvKjzZX1P4EGcMhfis7L4QbbZ2QY+IyKyxBwcHZ+fnrfuIS/EZBAhfaFHaA/PFdKZpmhZ14JxbrVbj8Rg9MmCCcSmkYIACiGyghDENAHB0xjQXHQc5Y2rnba/b0cbouiIApaRSSmu/XC4HnT4ibrfbKFTOOebQOXLeNo0mlFwKQEAGQMA4GK+BeUvGkfFgrbWWd7UxzjnGEUB4zmTAHS8zTSodhb2J6owW61WU9K6N96TggRR5tlmvltl2K5qaq4gxdj2W0/m0qfJPP3nwL//3rSPS2nDGv/Xmt27duBUp9Z/+039yslg9evr0dDpzACETi+XK1tbojBwIJqUQXAgAfIFoawfDF/0eXHTy7eKCnG+3FReqsy+8i1VdhEp5ZxVniPSlV199+e/fbqqqrurNajOdzqarDYs77Y6QI3fknXEAwDkqwpYMA9Z8kcultW5XT3meO+dGo5GzDQP3okRu3SZJkrTAhvPz89PT048f3m9Dvb/ylS8PBoO/87d/w1rbKgY553VdW2ufTTfFdp3nmXfAhCIRcCWISAjOOHhP8CuNX5Smp6enH7z/syQJXn75ttbaOgzHqgUbeCLrLBctdZVFcVxWVVmWp2enUgWOkACyLMuqOki6QojJ7iTtDXq93np2UlX1yelJHEopmAmkaVgYSMHg6OhwMV/sJ6FpSgu8KsvNiivOnGmsrot8o0Xn+r27xmNdN3mz6DEFjo9GwyiK9vf3p6fP004yGo22ZdPr9ZqmjqOg1+38f3/6J4vFoiiKyc7ubDbvJJ0sy4+OnteubrE9LQF7vV7v7e31er0L8LIQSafjwFpsVMDjOD4/P69zm0bdOAomo763tjfodQPMttv79z+695WvjIYDEUQAMB6PvXOrxUKMhpzh7t7YC1/XVRgqIdi2LsFAVZXdwSCbncok3t/fb1k+WZYh4sHBwWo5L/IsiWNdVwAQRWG324miwDnT7U729yZnZ2fD0TAI+FtvfSOK2JOnj7XR6/ViMEz90krFzx+daUNRZ9zppEX2qMorPgzSNG2a5vz8PAzDqiqNzjlXjAVF1tSNzfIKWOW990B1XRdlsc03d166QzDgSsRxwDhjvxI+ylo88hf0mh54O6don+1flXe2EO0vKj9fHJBtaHN7EgOg0Zp8q7/mV65cddaCcw8fPtysT8I4QSGJ6MmTJ6vVcj49CwOlBFv1OlZrT3Y4HCYhpZ1B+ynud7uMsW4n7fV6zjnwyBiUVa6Qk/dxHE9n51m2KYpCW50kUZkXaZquVqt6vhYqOJutgjh5Kp4URXn4+PGf/emfmKbqJmEvTU6eHz3eHlJTLc+mk8HIgSryoq2B24EaWe+YF0IcHh6Od4avfPPN1WrxrW+9+cf/5l8PBuPtZv3y3bs//OFsOp0Oh0PG2HQ6Xa/X169c7ff77YR9uVzevHlT9Ycnz5+5BuI4bsXPURQSMuNcGEb373/4/v2P3vrbv5etN9vtdnd3dzgcdrvd4+Pjj+4/ePXVV2/duvXuu++OdkJr3e7uLhEN+sOW4Xnr1p2HH338la98ZTQaX758+Z23fyqEKOvq+3/1V5cPrt68dXM8HFlnO0nSieIHH3w4Go0v7+7WVZkKXuhiuZyLZCA6sqpKa6kznuyMxx+8/5PtNg/D0NXGi7rbHaSjfmdAy7z5+PDZtWvX+sPx8fOjNO1+85vfvHn7tjbWWHt0dDSbzazTaXeARMhIKtU0TZJ0+/0+AuSbVVNVpS6Yr4xulFJJEgcJR8RWj+YJ0jStim6+mQdckuDj7h6AFxxXi2ldl4GUvW4vTjqbUmvnAbAlZLd3dcv3alc77ZPpnIui6PnTZ3Vd53l16er1yWi0zdZJnHrvlZR1Xef5JorCOA5bUGobQdc+3s7ZpmkYQyKIw9A7IusDEQgmi6zynjiXQRAyqYxxQCClUEopJRC9Z8xY3xLjvffkPYFnjP+N7PrQATgCAcAZAIIHDwJQMlBehD4QFGpbXKAOiLQ27QuNyNob1nvihIKY9eSBe0Tg4NFL0XpkLHCH0rs6itOUeQgw6sioPTKIKO2kLSuZUFgPbXlkjCHEujKcc6WElLLNZU5Yw53xTidppzvsd6AvpGwJlt45zvkLbuoLnGtVVd74dsnWLgRmZaGiuHLMgDQgdsa7bagoRwhDbZrGGOtDtB6ysl6v9Kys4oR779lSS8EZkHtyqo/nR8+Prl6/YpyrTY0c7r3y8vXr17qDThonu5NxGHeYUMh53dSb7boxumnqsijyzUbnebbeQD5dPPz5w+/P8zIv64rAN/kGlYyCQEkRChXHQShV58pdpdStm3e+8pWvxHGnMaauNidue15twepG6zAatGESSqnWZtmWR2VRaq2rqqqqCmQonTbbhQzDSmtPxLliwK3znBDBVe1uG4BJiYgOsV2jt31km33MRJl2WZ3NQqGzYiGoCqVoiMpmw0HUYAE9cCByQEDAtPFMxQ0BcAkAmgARveoBuVBI8lbukt3izr2vlY3eC8JlngEXMXPOuS2AUcG89u99ODeNbuq6zIumqtvCiJllIMSrL9+9Nhmbfu+NO/vXrx8sl9HNO7fPZtPGuHVWrbZlVVV2+3z24bHi/HIoiicfiMVR0zRhpwMATXcUJ7Gpm7LG3iApq40D45gzzvFAMQTnjSdvrROKcy608wQYhBF5qqrGA3a7XeMK5GQ9Q9nhEgxLIJQy9IDMO4plsJuGDC7S0FvXdftNXdd5nqswvHnrtuxyw2ONqjvcjec5MhFGUNe1qWrmiTM0PG6siJMBVYuuYtBsuCnRmoGIQp9KGodiyIJAa20dKaXCgBMwIuJMWW8ZZ4iMcVE3pjfYLbfl4ccf9DqdNARCbj2Lunvb2gzH/bJZc84lF4wx8p7Im6rWWjfGFNZAJ/F10Et267B3tJrXxjd9ZvMGkKar7KTQYaCiMJqfVR/92f97bf+SN+b54eHrr9wLOX7tzkuXLu0RuG63c+nSBEA/efLs6ZPnSZKuNxs3P3r07vevXbs2nR6i1eN+3xsmcZoGu8B5Vlopg7qyYdxRQlhjpRBN0zBEAcJ7qi1YJ5K4tzV+N0oap61Ey1HkNRc8CAILPC8aozVjDFFaayXjdV0nScLZ2rtKyZBL5NwyAgRBhBY4gSTEOjnfmlUcRjwINZaDtGtqV1dOigRAgUHk3DNGLLlx6ytFkSeJksgY5yHrgomBJYKxSqwQW3uad14TA3TImGoqH6jQGYG2P10ef3x4v2lMFMVJJ+Wcj3aGTCT9OGUMiBFTUdNoLmVjTWNMGMZcCr3ZdtJ0tlz0R0Mp1fzsaTdOHUIcd5q8HqVpCODqhsotiiYVKq+1wM7FRtR75klytI3pdbrkiKP0ANZnzJMiFCQJ0XlvyAcKmdHMN0Pm7x3sZju91Wq1Wq0KY+q6llJ24mQy2mlJmOv1utaeXGSlbKoqHo3KsuwPAsbYg6ez+0+m1tr/7f/+oyZbvvnmmwcHB6+88sp4PG7hw5vNZjabtR6Sk/nKGMOU7PC6Wj3v9fsXAk7G2qu6QZFbaMNRa2KOqcIBgkLGWylOWVVpEtZlJRknYF7E0XDC00mcUE/KHYTX4/h8Ov3DP/rDNE2t1Y1rCL2zhiM4Yw4m6VxnygYok/ZIbL2jTHJvGyRj68I0tQbPhVJRog2R92k3KcsSkDsPxlltbducAJPIQxUmV6+/9PDhJ0Vx7D0sl0ujXUsaS5LkW29++fLVNwajftnozTpfzbZo/Hunx+S0Xm0YoXOAiJx9dn2TI6ODkDdNEwYSQZJ3ZV0T8v6o9/DBfd00gmMopTWu04u2q/XZ+fMHYufl27vf+NK9s0cP6+XC1XZnsLexeP3lL9VNFUVSKREuo1tXrz999EldFbPtamc8yJwbDEZO2+lZfn62ufTKqCkdeo1Ycy4slzIIPnzv4ca4/q7qp3KTZ2VZ1w6ILZkqY0kS6quX+jo/CxQ9fvZxpz9mUnHnIqlmT5/c3d1hO8Ner/f0+Pg773z7t/+930snOzthuD4+ny+md/YOsnwjA3X4+NFbu98ko6dn85pl967eEWJbNXWZ4ag3/Pjjj7755jeatNgsT/7Wm1e9qaU5S4UA1VvNZndfvRvF4d54Zzqdhsw22Wz67EG92bz05RuLJ0uow0hEpIPpeXNp95ouaTIapN00jgPSNtdFyvPlcsk5rwcD59z8+Jn3fmdnB4zp9Xqnp6eUBINeF5w+Pnr8/NlhUVQMBTlTVZVUnEM47l9aZBUh140viw3nnCGrq6rbAyUwiblgJpDBYlYWRTGfLznn2ywPw+h8Nr1167b3PkzixmTTk6khd/fVuy+9+sqnj57V2njfCSTrx2rAXRTUrikYQZsm10q0AIFx1tZd7ShqYfpFUydpqo0zznOujHcMPAAgEQOPxBgggEfvkXkO1G6bW5ln2wE2WDBCKYET1nWJenvr+stCqDzPp+fTXr+fFeUmy7R1QZiQiDXrbDbFeDxaHK+jQBbZdrUxhncDfh5LHPcH8/mhJ55rlzsxise62ZhMxwS8f7k7SmaLMopHSjAvGdVbqjxU9mz+HBl5Jbd1dXT8/NKly2NtTx89zWcLjqR1XtnaVttOFN7q9D01hOZ4cxRFqaFckObI4yD0XtZEOfcPn88UVSG39WYacvyL737PgGBByrV9cvhYMvSLJ9pnq8p4ECiDbposl8vJZMIZcRaBV66ZXu+L+cnZvf1L62x7dLQgJXrj4Wa1vXXjpplnY8tlueHN1m5n1167+50//14vVLPT4zs3b9y+fevs7LzTTa3znbTHRXjt2rWmaQ6fPHHO9Ye9m3euP378GLj/1//mg0EnuHrl6s/e/hGUi2Fweaj8lesTx+Bn5TyJnQoaxosf/OTbe93QOzYc9dbb9e7urlW9/SuX/+L7P/BI4JwUfGc4cNokQbCaziJiJycnYRxx0xw9fnT96sHpycl7737wta997fDwXa8N5+itq/NNBFYiF1XZCYPjjU2SJE7jJ8+e3b1z82u3Xzs/Prr/7tubxSoQxJwNejuFZ50kZkjrxelwMARdLWerS6Oxywer1ery5eshbcF559zl3l7TNGVZiSAajMbl8bm1PIoiJkXVVBdpJYTgwWijre73+5vNxpE7Oj4Ky6wqy6qsd77U4+A50Ho7n85mwKGBurSVL42taiklk61FkNqhomB80Bt4Y7MssygILVM8SuIkDLRttK/3L0/iJC1qnRclodjd21OCFUVGLYwaUfAgUDHngffY+sz/xio82S8s+xDbUWk7nAb0Sql2mn6B6G1NkF+Y+nhqmeroCXz7X+UMmQBGCASckAlgiJwRgrbGkUd+0alraxhjjdFcAABrN+xtT6iUbNXjAF4IwTlnoFs6apZljTOWPAFcbLQ4D4IgiZJAqbZxb2GbbQhjWZZtIgcADHYnp6fnLeCICDabTa/XJaLW9iOiIAhCbVxZ6zAMgyjxyJt2GEDetpw1aw92d+um2dndB0baGSbY4ydPj46e6aquygI9aet5EPR6vZ3dSX84CEO1u7vb66aDtLc3mThtDg8/fZoEeVEUVV7rhtCXVXly/By9N8YU281muvLeNw9PIAzfe+/Dd959L0mSMIiCOFnMl2EYTqdT5+jZkyft3qOlqkop9/b2Wllst9tt2Q88jKkqsqlsf+AisIy94B0gefriG/pC7PHFNLMvRm/9uzwAv0T3+qJh4Iu/gm0X8hlwrw326bKuUKH09ed/zXkpJQJ468g6ImoFXejL7WreWPfeRx9X69XZ8dH+/mS9Xv/9P/iPvvUbfyvqqO5k+LXJTlWB1q79+8vlsq7rTq/bCl/X63WxWeXLZTdNOMCsyA4u7Zm66vX6LAoaorJotK6VwEBJzhDIKo7O+Xy9lFJ1k9hou5ye8o4MgiiUMlTKWssROANtLOMCAYBcVVZE9iJtTHAuFOMGETtpL+l0t9stMmG81dYb6z0gExy5TOKOVFUjKm8sAHiSYAmRxUni6jKSgWLM6OwipbTdVSJJwRQT7RDEEjnfRhj49s1DIGu9YLS3t/fxh+91k8QY48DEcZI3peRBix0H8t5Z8kjeAzmlhECwnHnHAciCjeO43+8Tw1KXg9G4O+hzQEQvAFp7SeOrq1evBoxbZOOdybNnzx5/8sn/+a/+Va/XYwzCMEzTJE35l7/81bsv3eMquHzlxn/93/yzf/AP/+DXv/Hmzu5uJ42///2/+uTTR1wEVaXrxkbpYDCeMKQklOdn0ziK6tIyxrzVTtpYJVLy8+WiK2LwLlYiZGxVbsE1SadrjCmrxgERMqFC51wbcsC5aBq9zXPOIoYKmXLWgUffRlAQQguCASSngDh4CaQYSobcmBoZCgkEzpNHYICmbrI4kXmhkSlEb63xZBgnQGsdOCDEz1QVhEDgrEXBEBHBWW+0KXYnkzt3XirLcj5brbdbY4z3drVaeTJSchnK4Wi35QCPxyMl5Xq97PUGHFFIprjQVVVst0qwThx2wg45V1VVHO82TSMUu37j+tlsayx1OkGjP3fs0GehtxcrMkQhBHr/RVtC651ABmSNMaYoimybYaRu377dxuPmef7hhx9uNpujoyMAuFDggNjZ2blz506bR7zZbFrE9na7bYMKYyFJhR98cP/f/tsfSfn/aK273e5gMLh8+fJXv/rVe/de/Z3f+d3uWH700WyTbQ8PD999993j4+N25ijDoNUyKBV0VFjlhS4zESWcnEIGQFrXdeWYEmkcOGukEt5YW9bkfVNVUvC6rltWbFWVgrNQKeesd23mUntwARIistY9arTzZD8TuXnvXZLEnHNHvtvtWafX660QqmXnWuubpmn5z4JL99kC0JFrNyqtF8V7r7VNkgRi1g6qnXPvvPPz7/7F94w33f6g3xuN+7tv/fqbX3v9lZPH70uhOQfv/hpfX2uzL8uylde2A+zZ+bSpa8YYeRJCMKA4CMPJZLVa/c7v/MEgTVPh18/VZGcsg3j/6s3cASLTTYNonEHGcGdnp9vttrEQDLkju9lswJEQIukkRbZBRIFMMm5IEwKWAkTgjBWCK8kl44xzgRhFUW1dnmeIGCrFALNsm9XGeLZzUJum6UzGvkp1tuYI7c5ESskAW05Do+s0TV966aWPHt5fr5dxFDa6qqoqTqJOmFy9dvXOIPkX/8e/RIC33nrr3r27cRQefvrReDh87/ARB3fr6lWttQx8WdRMVbdefuXy9Rv9fj8Og+dPnwwGg8y5Bw8eKBVorZvGUVFZT1mcrddrATQcjvb3968s85++/+H1l262T/LZ2Vmr07558+azZ8+Gw2Gn0+Gca22cc2VR3blz13v4+TvvcolVVW2329aFq7UWgfIE2zwbDYZKqbOzmdZ2Pl8WtSvL2hOdnJyuZ+Ccq+oqjKKm0cv1mgi2WVY19eUoGQ13QhGeTM/a5204HFa1ZYwZY3SD1grLbctRb8fodV23quMLTaa1n6k6yXpjTOM9EHJDBhB862FA8gDMt3EPjLD1fV/k6NLni3bwLWaLABAcgUdWFKX3xWqTSSn7/WFRNZPJRFs3my9GYZimKUNIkkSg39/dyTbr+fS80lVltQslR2q0LrXXxKbnc8EhpGpxfjY9s6pbCiGSJBoN+2mSEJEMVBhEbf3TNM1qtTLGCqE4E4CsZbADWWStAgakUoGIHDHANtFTXnCwwFZVZa1pdIW+OTk53u2FwU56dnYGjD34+PD1r3/98PDw3u3re+P+g/ffI+eBsKpqGcS7u7vtqKtpGnAm26632y24xjQ6224jEaZJ0hkNgm5Xe+ctkfeIOB6PgyCIghAAojAaDHreuds3b+3sTso811oLxgl8VVWj0chau1gsoihqmma9Xvf7/dVqdZFcMiuasmo/Kav1omkO8jzXzjprZ2fnw/4AOQdijHFgvMUxnk1nd1+/SYx7B0VR7AyHcRx562tj86IAgOnsXAqFnAnBl8vFp59+WhZVm4X78OHDhw8fENHu7m4niabT6eX9/Yu6etCL47iu9Wa7zrKshRcCMKkkucZYC9qkUh4dHTnnXnrpdp5l09l5Xdeb5Urr+vr1601Ve+Yl50KI1n2jlGNctKeuc8Zaq6RsDf9t0FE7+3sBZmuhhmEgmJQolJSiaZq8KGtrtNZCMGedMYY5LwRjUiCR9e7FXyBPTdN466SUbSYVInHOueBKqU6nIy+gyp5z7gitteDBe88Zc85KKRHYCy00sr+5Ke0Iv0CCZgAOsNXIOMYIJbfEqDULMc6YYASNbi7USy02zTNyjJgHhItCxhlqE9EIkJjnUoqAoQBiQMxZAiBETp68A++8NV6byoHzztOFlA4aY4gIAZVSURRxGYBjnMkoTFBwFYceQCh5AZVy3hq/1VlLqvqleJmWbhJFkVIKdaNUe+1yRFRCIkMkAgQhZBgIxuRmmxdVI4QI4452FIRR2/UhELZgCINlU9dNI5R0HrynwWiHnPWJ35WCI3MeCJnzrtI2Pz2z1nzw4GGoJBKRcZKzTpwIw5LBHu+5BDwy9OBvv/6GEoIjknfoPACAkM75+Ww+nc/Kslouz4u8rJ2/ffuOduQALl261DYVL742m01bUrTNm9bac5VwgCpbr9dJ2nPWti9sm31Hn5/jF4xB+ALEsn15L6zbQIjI8PN54Qv8BRF48r/Eg34hcnvhAbi4KAAYw9b1FIYhWidbK4sUaKUUAgHrpvYAYRSS8557L533npwHIocqlYltmvHuVbnx6P8AACAASURBVHQ60/A7/8E/KKry8dnpT//5v2BcFHlO5FsAXWt6fJFkmCTJ/tUrN156GUMxGQ3z9TIORL5uUilGOyNDplgvK0fMGm6NLpsGyBqLgJ003dnZYd2ed857gzFOkr6Jo3KzpaYiU+qqYv0k4sAYB0QBKBFQMAcBEXmgdl8NXBICY1yGGHoKkzSMLVMKVZD0h8NJw2UAQkWegIB7QARLrDYWTBlAMTvKtptNvxN7RBlFXIogCMIoYdIgcMYYME7UdvGCMeaJQwvDUBwolAwlBjdv3T59fnTjxo3lao0MI8UNgQeHHIA8kGsHOQjIgLgAxZj3wjuvuWBMxknPI+eV6vWG3W4fiNA78pacd9ZmWSYAa+8CLpiUs+PNeP+AyeDatattaKJUsttVR9PNJ8++F8dpkZfL5fKle69/+8++99/+d/9MyvCf/Cf/8ThR6221XC9q5+fL5qc//3C2WGZZ3uuopsqdroHzQCUWNffILPYCjLlLpXPZgocisKUKoNbGEwGXUnDwtiirQAXWGEIEwZgUUimtlRCx89KRBeAOHEHb8gFxIALldh0YcAwclyxiCEoBkPEwN85yyaVUgcC6rtO0M12sZcCBkMADlpzXrcFMsrh1JLYJ5gieM84QpXRCaeNKYKvhoPfv/97fE0LmRUkey7rSuinrYrlaNE1V1QUizufz++///PjkpNfvdTrdMls55yVHxSmUTHE5TuMqqxyiBD7qp4N+VylW1sX88HGUDDvd7mZriNwLEsOLZu/FOM9aCwI5b82qF0rJpm64ZPIz8CkBZdvt+fl5XddtKZmm6WQykVIiYp7n8/m8zCutm/Pzsxa02Bqt4zjq93vtr7imKDbL7Xa7s7fXSnSKolhn2fTdd9+/f7+qqiAIjGdxHO9d2g+C4Nq1a69/+ctxHHc6nUo3Wuvtdnt6dhqEcq2hqLVZFXo7z6cB4zyI4k6gvHNMW2KMEwJ4TaYTCgGWeUO68l4wxpzFfice9Dqz+QwYc5a4YN5b+iy9ERj3gBbIEwCB9x6IvCdr3WKxHI/Hi8WCiIaDkdWWIQtkoI1WKiRCrY0HZEy2r7O1VghRluVFNKj3SZIwxox2QoiiKBaLxaX9a3GaGm8cQVXro+OT//WDf85M+cqd/Td+7V6tneLsV+dtTd10Op0oVC0s9Oj4ZDGdMoRu2hWMNXUpuSAEZy0iJlFs83U66lwe9ldp6Aw/2N/3Mrw0vvTk9OzS3kQKYAx8aD/88EOt9d2XXn765HC5Wg26XWOM01YpKQR31nDGmUTGyFvvHDWmDrtCcAilJGOiQHDBJIq036M8J6I4DMMgGPR7SZoaz9OkY03T63WJHHmXJEmdZ2VZHhwcTNfZfD6zq3Wn10+ioNNN3v7JD5er+WRnGIay102vXb787Mnz+fnsxz/50Zff/PqdW7dOz0/PTk/iODx+/uz87Ozm5YNLB/v5ZrPZZt2DS93+8G6cMqk2m608PZ3N5xyhl6bI+On5+dGz+vb1qwyFYIwIEJm3fme4w8CenZw8fvJco3z15VcVt0ZrKWWWZTs7O3Ecz6bT5WIhhfjwgw+01uRtt5v0huNa27Ozc+NdIESjNTEeJYnWWsiSOU7AjSEUcrnenpxN68Zlla01qLCLTK2328xXbQ9ZNcY4d+vWnU6vWxbl0UdntXaXLl26fung6cnTLMtGOzt37typaytQFtu1sw6JDfujSA44tZxDNMZwzp1zjHHnbJ7nxlghxKahxhTUEDCBXFljueBA6IFYi0xC2c6rPDEAwi/Ii1+MhR0LOKLzBEhMBDKIa+OIgHE+2dsPwsh6tzscFmWxzbLXXnvtydOnH3/8cdqJL+/vXLt8sF4tnGmaZXn1+uVht/Ps8eP1dsuCtLHubDEHRnt9xVW4WS9W88MwULIV2yOFQRBHwdNnz72z3W6KiEHSibnsD3a7aY8xbrSxHsIw6o+GdZM7q8MooJpZLwCdtZyJAIgDijZwomkqD4Zs7RscBBAFYVOV737wIVfxd7/z55evXP3owUd/efrMNrUULM/rXncwmuxlWfH08ROj9SezBWfkTGNNowJG1jnnVouZcR5nU4OkOp2Dg4OqKqMwDOLOYj511vTS9PnzZ0WWCQa7k7HRerGdd7u9J4+fxN2oLMprl6/0kpRPkHN+eHj44P0Pf+u3fmt/Z7fb6yql/uLPv315f7+u69Y9lOd5Xdd5VUrBw1Bdv3kjr5rp+ZRAM84BOTGpgtB6+vTBA+Pser2+feOGbpqqrCMVxFH0jTe+kW23m+12vdms8+16u1nOpjdu3u51+4yj86ax5trlK6+//tpHHz14/fUv5Xn+zs9+NlvMw8HoH/6jf/Td7343TZLbt259/NED5n0YhpB0QHPLhQzDssjPz88CpQb9/nq1qstqu9lst+s4il95+WVrNDlqnfCm0e36x5FpmkYpRaXWWjMluRScMaO10bqp63YXpZum0+l0koQAFodLGai9bn80GhOCtbbFagAA50xKyRmTYdgSsMloIYUxljHmwRV5QURBEHDGOJftXfmCGVPXNSCvG1NVFXJlrQUGQohASRYGKozIs8Zc3K3+sznL38Cuj7WQu1+6RhCBc1CBgIAzz3/J7WKsfVHNI6KzYD0Q8ov8bATf5uMygcjIWI+MSeGAiKEMgzYjodfr+QZQ8BbULQPR76RtCkcLQN9utxcrI22Mq1nJxpOrzpExDjwRM8CZ9dSW9Z1OEqiAIwp2UZq8cNQ458qyLMtys9lYa3uMGWu8sU3TMMEJHAMQQnCOUnze6iCi1tpRQUzYtgEjj0AMiDMWd3pChVwpESjwUkZKSsk4OGO9dc5ab4yxZAx58MSYI0EMa0N1kUcqYFxNl5vtqrx8NfTkuRQeiEnhtrapM900uqytbch5yVxVVVIEk8nkyvVRnHTqpk47PQA4uHY9r43z2/a9aGfq7ci83++nadpGLDrnLPIQfL1irc3PvwhahYtI6vbp/IX81l9EOSOiIyCGnyX/wOcs54un5xes3i/Kyl9dDF4UQM69CAZskQ1CCC5k+/AhY0EkwHvnnFISAPgXntHzbenBBEGfSfRVlUOUY7wxpn9wZ3Qj2Bb5UNdpGLgvfAVB0I5q6rr+2fuPz8/P8+0sjeMqyxi5m1cOXrpzZxCH6aD/eu/ltD/kSvYHAAhVBZtVOZudz2ezTz/5xFvnnAtVEEWR1jqrolHS3d8dzQ4/yavsyt7wdLlMgrBpDFqvOHMM/cXa6PPNyQW+X4g4TtJul2FmyVsiroIwSVEq0+pqXIue9JyJySACWynKJz35sx+vl5uMCdXtD5ALQBaGoZLgvXeEAMQFR8aNMYgEF9R7D4EkCtJOuDw7efVLX3r++PDZs2fXrl3PyppzoQkAmfEeEAgIGTJk2PJLkAEAOe+cI2OrSleNrWpTVNo5SJI+eeudQU+IwAGHB+H5yTk6CqSsioYHUZAker5uUD4/PkbGgiAoHm21Nknc8c4pGV45uPQbX/61v/jed/77/+F/iYOgKDM7n/ZGw939A2399ZsvffXrb3S6qXNuPB7vjGMi+e1v/+mPv//jrd1ovS3KatgfFovTBN3m/GmcxP1Bt6GmYWmolEdw3gOhUlZILiXnhM468i4IFXjJMRSoPBjGGIIF8ITgAYARAEW4a1EjNUiOIwevEasg9FwaGbAolUqxJq+bRjs36w3McExAzBgWJQ0TBYDlknvDABgjYExw5IgeGXhXeaqtB++3QhZFkdVVoVTIEOJuR4WKiABHN25eCwJVN6UptsY45/1HHz/cbrdXrlw9Oz/P8jIvcl1kR7Pzum7yajEe7IQyBOOAjHP65GRZ1kXcGxyfnqggD+IeEfuMaENtr5V2eq2YolXXo5Ccc+aB3MU5oALlyX2+w3deCLG7u9seMlLK+XyeZVmLrSrLMssyq22apvv7e2EYtmuQfr/fNjZnZ2er1aqsauASuLx55267YySiNE1brl1RFNvt9uxsyhhbLBbW2qdPn+ZFUVUV55wY3rp1azgcXt7f+bXX7gVBdLC3X+aF92CMmc5nh0+fLdar89k0K8rJtRur1SoOQu+NNVXdVIp5FknOeWMMEzyNg8mwPzs95oEi8M5eCASQGKEgFI4YcPYZ2RqBHAJ0B/1xtvP7v/8fdrudH/zgB2VenZ2cz+fzbZZJJdM05ROhVEgeEFh7pQKj9lp5EVzWZp0ZY9qXsa5rLkLrABlKJoRQ6Dh6JnwEjBnvheLwqyBPxDAKd3d3dVO1PTYS1HU96HUZeWcsB1xMZ2knzslvNhvvPVab40+3Z7osludlXp4utl/+xlvPp/OHT56/8qV7N1++c+XSfsjjn/70J87a6XS6Xm/AuzzPOeeb1bquKwCQsj1cnHceGVOCRXGn8jaJAm/1o08e7u5f+vobX6st9ce7J6fTqsxqGwguFOcSGSEy57udJAnl+elpyHzT1C2vZbNZ13XVJxoNelEnNeiTJH7yeJrEqpvEk1E/lGI8GmSbbdNU3pu//Mvv/eZv/mYUB3/6J3+yMx5OJuMoDJbL+fXr13eGo0efPFxvsqez+6OdnbP5YvfSpf5wOJ1Oyyx77dV78/mCCXFt/2ZWZPPFpiYhY8MEN0W5M0zf/vGPrXNZpXOD+1duvPW1V3TThEEARJwxICryPFCqLIqWNzMajZbLZZL0z6ezsmzStG+tVSpcLFYf3v+4Tf44XRdNXb/xxtcGw8nx8XlWNut1Pl9lIugpzRtDRMxYh85b60BiECVFXeeN8d7zICobI4JovDNM05TAteVKHMcBDxVjHJpABmnciaVryg0RgQP0tiXBckQpOUsiIlJKPZ+W1jXgmGABY8J5T54QOIInQI7Mt0cVwEXyNIrPSgX/OT4XGGeM0HhAFBTEsUdkgIPxpKrq1XKdJJ04jlerFQLUdZ1nWaAUEDVVtZjPqiI3usny1cHBV69f2t+s5ovV2lkLIjCEs/WmqXwI9dm8QK4Gg6Su67wsBv2ejDqbfLtYHDeN3t8dJ0lyvvwEgff7wyAIAhkA0Wg0Is48E464BwUsCMOoKMm62hrmCZ0DxiWAcF4D84JzawkceYe9brefxk3dgKHOYPTk8eNYiUgQR+z1xvuXLj15dvz4Jz+bzhevvvrq3mTn/gfvxUGwMx4KBo+eP++EkQBGzuuq2m7WUS+VUTSbTqttnsiAVLzJa4awvztp6nI0HMRRcHb8/OjoqNNNR/1eVWw3q/ne3t7ybPrg3fcnk8lLL70kCS9fudKN4tvXrv/85z+v63q1XLZ1cks5yvLNo0ePWgPc73/1dUS4evlKVdXzo0edbnfY7zkWys7QeojC5N69e++98850OtVaz+fT3Z0da5psu66qJs+yqiqborx39+7O7uT0fPrwk0873bjf73tvP7z/wdnZyd2XXxoMBp988nCxnB89f/Zf/Jf/VTeJO3H07Mnjn/70p4effnJ5d1Jl65Bh0u2RNZjE87LQdR1I+ezZ0/ViWZb5drtuqno46A1HgzgMyo0LhLTWOmODIEBkxIQQQuvs+Pi4ruvRZOfgymXOWFVVLStxu922jd/LL7/cxksgUbfXu3T52s5kookQcbVaamOk5ESUxLHkXAjpkcqyLIqibZhbbRpwdNYVddmJE85Yey1+Tolzrq2HGWMqCKIoigLJOSIQR6j1BWWbc8449/5vrMKT8N/1r4jkyZDTgYwRGUALxXbeEyPX0m/w4nZEpDbQCtEDMhDoBRJw4C0EB/2LVqpl5V8QVj5rPwBACByOOlEUI4KU6jNUDHhP3rv25b6cXArDiAiUVHEcoxCOvHNOa2O0Ib9hQAyg/eE237Zt/4QQURS1isfY2dPzc+ec4ChV4L1nDDlHyZEzBCBEan8XjXPOwS/Mty72XY21tbHGgTfeoY/CiBCFUsitd1YQKY+AzJF33gO2Gy4SjOm65kQc2Wqx3JZrTbzWLgkC4y0nzoOAMRmG1Bly0dYKLm9HdHVZPz2dMdbGgK43643gam9vz0MjpQzDUIZB1ElaUihwVhttMtdO+LSFruJ1dqEJFJwLIYwn5x2Dz1OpX0gxXzRsLxaGAGARHMcvrlL9hewfX6AVfql1fNHqvJB6thR95xwj12pOkiThxnrGiLyxJhRB64TlnAMjB9YRIqLHFuDgvfdxf+y1DgQDo53161J7EYoYGu+cIQjTTjoA2zAiJGo/J1rrTW2htojYGe2m4z3h6+16tV3MB50YjP4f/6f/+e/+7u8iY41zxpPxjiu53KyBaGc8jMOo24nfevObu5MdDlo3lTVNXetnFa3P5ydPHqWhKMg+/fgjCBUYxQAjpTh4h05I8YvyVw/i4gnPMm2rLOqhZMTBKQGiXRQ5096vXAqGjAi01qFgztB4vKOt08ZeuXI17faDMAQkxoEY54y3yZaMceQX+DYugwsQIvKm0ca4KOks19lwd+/p02dSqstXrq63RSeI6qYBpS7eI7wQ7ni60Pt4Bt6TDMIyK7W21pFz4DwIoZxj2EoDABhilmVpt6OrJlBhbzD45NNDj3KR13e7432ZAEOtTSR2BZdlXoADIDpb5s+nP+n0x2//5If3bt985fWvwnL56PHjojQyiB98/On9Tx8ba6M4CgPpnEniaDIe333lRm+n997Dd54+f/zaq6/c3r+p15YTy4rCkDlZnOY6sd4tl8uirrT1eZ15JzjnUiqOVjIVSQdmK0hwIkaGeyUBPCIBuJZoC8CZBXLeNgxsoKwUWiobBNqzglCXpdlsmmF3XJRb59xgKIIg8441dcPZIO14hp48+doSEXmBwBgKzoRz1nvgCALRMC8EaV2tN4t+b4hMlGWOiFJJ60A3jTG1NlpaHUoOwCKBFflf+9Ir7rVXOBeATAhRN43WOtue/Oj7PzGNy9b53ihlAN1ulxg12iadbhD2jIUX6PzW7dwq7V8AcpRSJXm8EPu2Kn/Q2hF4jtAejGEYcg7W2vPz83bY1A5WkiTpdrvW2u12u12u29T71WJxenxsrW03fq0JeTwcwnBQFHleNettnna7q+W6qetkm6/Wa2utlFKo8LXXXiuKotZNC88I23xC54q6Oj4+fvr06Ts/LP/kD/8v8pQmHcF42unu7e15wO5gMBgODvZ2R5PJuml03Titp6fnbDTYLFZeV+QcEUdnERjY+ubVg8NHDz14xtE47xFbdZtH9MCM8wTekwcCZMCIPPmiKJ48efLjH//oG2+88eUvvc6Bk0chRKObLM9n89n5dBZGUVFVddMQta4P3rLF282qEMI54pwHAfPel2XZNE1RayY5cmadr4uakex2+9vFSV5VjTHur4G5gGuadrZV1/Vms6nrusorY0wsheDMGjM9Oz189MlLt2/t7010VQdKnT3+qNuJ+4EI0ZSu4mDOjp6cbOv5fHX0JAi4X52fxGF/sZhb6x88eDg9O710aU9x0XhzenpWl1Ucx5HCdi7IEIXgXEgCJGsRSFfl06dH2+Uq/cav94Z7QaD6/S6ZKm+aQHLJmNNaqPjOjZvn07Op0WSbgAidiYPAex8GYRJGZbmN6mRvb08m4vj5szt3rj89fPTO2z+8dOlSli0e3F+dnJyHYcIVq1f1d77znRs3rl25vK+UHPQ6VeGvHhyAc1EUVVUzPT+vITx8dowM37//4MOPHkwmk1Cp2Wze6fSOnx3lVcOIrbeFF1HADKFZz+aT3t1Rf7jNchV2lYad0e58thBcEkGadr0n3RilAiJiyHq9vpRKBnGlF+/df7heb9rg08FgsL93MFtlH3zwURgGvV4v7vTny6fzxYaAWQIh5bYogIm6MdprLkIiow0KJsI4koGynvYOrpydTxHJEziC6WL59PkR59xaa6yeL2a7k8stoUkAkvOb9cZIw6l5EaTureacG6vbD36rjqtcx1iLziMD4IQgnAVEYsigFXkjEHjAlpHLPCHShaP0BfjMEkNg6JknzxC5EEzwzWpTGYPAjfNSSu+MJ0fePT96yjn77d/+O2Wenx4fWWvH43EcKgwfAZimyV9++U4QxY+OZsYiV6qxZuvqsB9awEgyS1AZZzw4ZGWtT2f/P3Vv9mtZep73ve83rnHPZ665utjdZDfZnFoURdmMZEewJctMEMBA4AC5iWwgQC4y/AkBBCTIRQwYiWUYMGBdZHIEOaEkS6Imsi1STTV7YHV3dVfVqXPqjHvea/zmXKxTxRbpALpQAOcAtVFAHZxTe++1v/UOz/N7lkYbQmnriUTuiSg21bo6g4Db21ve+cfHJ23TAJB+P5qMh1KKLN8r6zaK+WA0GPTHy6Vfrc49eA8eIAC6LInbqhGUVptifnEqufSUN41CwgBxd3+PArS1feut+9P5HAnJspwgzmZzRFqsNxGlnLHBaJQICcrWi3UIAZ1fXM6iNONcEEKMdV6ENE5a1W6KQmvNCBwdPhJCgjd1uTl+8jCNxCDP8jRRdcUJVpv1u2//IEmS73/vu3/6nW+PJ5PT09O2aXa3d4LzZ6dn3vvj4+PVatU0zWQyVtrYVm3v7KRZHidZAJzNl9757Z2Dp9PVxmiPXGudJvFnX3n5nTffODg42J5M8iRbLZeqbcGbNBJNQ7bHA6Oatq5Wq2VdlfP5lFKSZ9l4Muz3e5eX523b9Ae9/+a//q+ywfjs6fEH93+o2zaRMosTay2lHDEoZdu6Rk+TfBy8E5y2VUUJGK3Qe+80OCcZLXTrnDMBOg18V/xvqoaJeL5YLBYLYwyP5M4zxUQ3Yez2nE3TdJo+a+29O7ezXn+yswcAm82mbVuttPMOwUspsyThggdActV6BGsso7QrdYQUgaBS6irskfM4kpLRNUD38xljaH0nq97Z2Ulj2etlCKEui7pVUiR16zqXDf7VN33/3zE88Wr3F8AZoyw2tm6uxHKUBhICBk/9J81agdDA0YIPVwCQ4MBJQhAcQ6KJjYj1wTJOkASlGyHHvX7WNA1lSBkSQhgnMmJ5L0mSpGkaQj1jzF85kgIi62S7u729jniOgIRQQmkaZ501RQpBCKEInP6IxtcJlpxzVVV1I2StdWSVjGLK0BhDOR8kPdpFfV11REAoJ8pdQQKZMB74VXqvs0Z3jZ8PEBCM90opE3xsfJylrbXGOIqAAa3zjDIg1HljrUFKgvc8iZJMGtWADzyKrfOIhDPa7+WBIhOiW80RRIIErHPOGR1rrZ21aDGRSae7o5QmPfzhu+/de+klg9BlUz4XtSLifD5frVaIOBqNpJSESRtLtVp2DVs3j4Crxg0ohR/b5XYvxfPG76q2QPBI8ROJrs8CzbroHnguqX3+2LXcn1zxdV0fPPsIwXP7KABjDChDIATQOuucQURKmdb6R5ldAQMSihDHkTWKEhRxqloVyRgpA62YjBptHATKk+cRQ4hIadSpz7sRgBDC1Jv+Vrp3cFtXhcQQeDrcOkBGPBCHIQARWbJV1yF4glAW67Pp6p//i//FWRWc29ka3751CwEPPvPSL//i16OAmYCmBeVgUduL1bIoSq/MZrX68ONHs4vTri1/PoYIITDnENERl7GQcRITG1EXEydAOe+YkM774D0JjgYMhC/KDcsj6r33nlCW5dn+wYGMZCQlY4RAUEAZY5wQa60DgoAm0BBABOIC2ACcsdEom88ue2nkjIqi5G/8wr//f/yv/9ve3t7OZLRcbxLBXNZ/HsRkjHXOM0JCQO+726IPVa312iqNARHRGhdCYIShJMR7DME5G8eRd47ThCFfmoV13iPlUZoOR6WdEcopc4SC1bo/2bOtZhQjKSOObb35xV/65d/517892N7aT/tRPmkcWS6LTd26EIyzUSSNVXmWZlk825SJkKsfzLOR5HHyzd/5HbOxZmH3tvYGo0GUJbdfuvnyp17oD4d3X7h17Xr84PH8t37r9xeL2cnJyXw6VWXZ+kKvN5tZiMl+kvc5cskTj8QGEoDYjmYTXOBnGCySijKU8VomILhv9WKzuWQCZMQIMd7jdPqo1+tTyqezC2fJatHsbOe9nk9iaXRw68K50DZBNWAV8Y4hovNaSECgdanLom2asi6L0WCQpnGS5IQxejWd0caouq4SkFrrPM+vHxwcHR0JSpardV3X08UyhLDZbIwxjz96a7WsbhzcrMv161/+Govw/Y/u94ejwWT3Yl4q5QB4F7vcWb+MMePxWEoJz4ZlV1lG5GpY4zu5GyVICAneOFfX9fnF+bIuETHP8/F4fOPGjSzL6rpeLBZlWS6Xy9lslkXx5eUFY3Q4HN64cSPPc8ZY97hcLqfT6QcfPlgsl2Xd3v/wo1u3bo3H4/1rN5IkeTXP8zyfTqfGmHI5Pz09ZYIvFgshxM7OzmAwEELwSCqljDG+rdvNqtwU89kiSbPVetOa07qurQeHoW5bEcnFZv6Vn/qp3e0dTugv/+1fdMZ+/8/eVM7FUvb7KVLKGLtxbS+P401dEuSUEu+7KhAB0ENwPlAerrwQ2AHbIHinnx5tVitnlfUhjTMIgREwgJPhCACWyzUicc5Z6xCRcUaIR8StrS0pZXemde4UZ6+acCml0tYbFzAgJQQppWwwGk/PDldrtSkL5z3/CWUOlTJJku7vnZrdGXv46LGgd7/yldeX8/mD9+8Xm6LLFk/jpKoq7jRqtD4IDME0Xrfz+YWyTNXl7Pz82vaoXq+Ufeq9v3v3zuXl2cXZuTXu+vWbRbG+PD+zWhmjIHAAQAIEETAECE3biiixIVDE5XxqjemPB5/9fN8ZmcRi4e1iPmcEe3lmbfBIdyaTP/zut/f39rzW33v77b/3H/2Hy9msGz0M+j2HyCly4g8/euCcfe/tx6Zp6nL9rd87/Pmf/8r169fPz55+6qXPTOfT6XR5/cYBQhj18kePPj5+9KHkLGg9GY8TGc2Xq9l8WVhhrCmb+uD6Qb/fn15ejkejDz98cH52rrVL80G9KQhLkMdImLN2tVw9pF7fuwAAIABJREFUPT7p5b3T00sqExn1ojgzZpWmWQhhOBh0oqQsyxeLxcPDR4iolRmMduNs+Na797Msma82T57MXnstfqE/mOwo/ODjRvt2usaNEiJerNbronjl1Vc++7nP/sZvfjOQ6P77Rz4QKaJarQExy/u7+3txHBdFBYT6EIAxB3Dn7t0kTsuyzHtZa5T3frXeXN+7kcbx0fkpuGqUDSXPJbMMrsje+mpUEHzwlGIsYs1pVQU1t84EFMRDuPJ7+K55REAkQAL1QMwz3ANcyUau7u9X3AeGglJEpOg9JQQlGw361qi6UUncCwBlWUpB67IkiM5ab20khBc8iSR4t7M1fuXrP8v+6PcZ4Hwxz7IMEJTV1nMa0DhHEAiPXAgyiW/cvnWwv+8d1HX99OlT48+0JxhwXSoehfm6sdZHQvjgTcDZbMYYa5U22smEb2rVzFfl5nyxWjABaZqOJzvrtUbKgnWIEGiw3lSFG/bT8XhgjBuPt5LeUBk4Op8mUUy8UTpML85jns0Xa0qFiIRSKoqSD96/v7+7d3l2st6UaZyIiFrGGaBzgSKlhCex0EoHpBDCZr2ajCeLctNp458+fSql9M62jU2T2BhTrJZ1XQueHD0+1Fr3+/3FYnH79u2Dg4PLs3Ol1HI2r6oqiqLpRXN8eIwYdnd2zs/Otra2zk9PVdMiwnf++A+/9rWvnVzON+uyKquPn3wcCf7Xvt5/9Pio0MCiVDWNINBsNjvbO9uTCQB86s7dy/OzpqoBw2q1NE11cvzkw48e7BxcL4u6KNaM4N07d77whdcwwPnFaT/Lddt89ade7+WJd+a7b3z76OHDvN+vyzKJY2NMMF6bloKnhFFCVVtBcDuTyWa1QvAUoK42SRxr1X74wf3bt287tWRdyCxgRyXs8qU7DAfnPPgQrCMB0AdBmediUc+S4dAEVRdlFieJjAJigGCMaZXWWlNK4zj23iMGigQBCEEuIynlZDJ2xqqmXa1WIQTrnbKGBh+RyHvvPJJO20mwW1FIKaMoao0jhFRV+fDhwzSWd+/cyrJ0tVoZ54MnTeOqqoqSnHH5/6e8Pue8Dv7Vl27/9//dr56uNZTFxcXFxx9//PDhw8vpZSdQ6aItOOchhOCRiahzvRNKheQUIWbeaSOQEeZtU6D3nBBOiPfetK1p2ziOA+cMkRKSRhEBl6UyBJul0hhD0DlvEFE8o3QCBK2VtQYgOG8Xi7mIo3WxNsZorSkhCBicjaXsXLxpmgohujp7MpkcHBx0NtDE6g8efBicB+dV21CKGDylglG4EjCGkCSJm85DCE3TAOVX+WBduATg8326lLLVijOurBHeEUYlo1Ybo3QIYJzzxjvwgBSBUE6rqok4FUyaViFhnAYarLZaqybr97TVzmrOeXDBOk8JEZzKdEDCFZLUW6eUSmSklJrN5kmWyTiOI9F9PH4Mu7yzt9s1vd77qmrK2SVVZZem1VUbAMgYYxSCNz95DXRpJFdc++6Co8Q5J5511M8RL867jnvRfecnu76uiPxkNhpBEkmp6ybirNfraa2ttXGcKO+RMW09UERExvjzH9LRb0OXvdER/G1LuEBnaPBpzBkFZ5VV2jtrEIL1VIjgAcmPIEqEEkn5j56dCzTuBaM2raLAIyEMiCCz/mBQNjVjTGu9rpUH6jwEa4FlURZt7VxzRnlr2rr+7p+/W1e1+e4b/3NZ26KOqRxPJtlguH/75kuvvRrHiYjo3osvvvLqK0VdVVU1m81Wq9Vms2nbsq7r5wGjJ4cfv/i52225IVZz9AmnylmlHQRCAnJCCSHOw6CXZRFTVYmIURKDU8Ph0FoTJ1ESRXmWGO+cc4yJ4NEaK6WAgKptgVIuIuY9gKurYjIaWNUqrQFgPB5/4xvf+N3f/d1vfOMbW+NRXdclZR0SwHuPhPtgkbK2bYNHShkVFI1TTR3HMXV6Oq+s0ZKLAA6d7ygYnNLaNIJyACAEuldSSmGdVkqFAIGg1ZZSxoRwzlPBu/O90oYA1G3zS7/0S7/92988+Pd+gYh4a3dPJGlZ1zyO18WmrivvHYIr1uvqckERoz5XaxslIh9tJcPkUXHYn+x69CbgH7/xvd8+/1cBIKBvjb5x68av/INfGY1++p/+2j/5H/7pP9ZNtVlvPvrwgdLrk5Pz1aoIKMrluqg1Uo5IZZKkWeZJWJQfSc68qx8fnlG2aZq2bc1idTYYJIzDcjED8MV8urczopSvVuskyh4/PKY0+eD9H1y/dlcKzym5M+rXla5K08/3hv19o8ne3jUkpG7rw8NHjL/0xS9+/tM3nqZpHoK/uDg7Pv5+26rZYjmdTufLmTat1qrH7Gw229/fz7N+q1VZVkppxnma5g7C7u7uZDL5/Oc+t1oWxaZWunn99dffff8Hbdt6gq1q66plPDHGChl15wAATiYTROzQuP1+vwM/kEQ8D50jiNY5YzQSoAhVVd26deulF19ynFxeXp6ent6/f78zYo3H462trX6/f/PmzePj4+9/93uvvfbacDg8PT196623upVgFEX9fn88Hqdp+oUvfH5TlO+999729vZ8Pj86Onrrrbe6Y2c4HG5vb+d5PsrTV1555XI2XS6XX/jCF77zxhtPnjwpy5IKPhwOpZRZFO1v7Y0me/vXzNGT40DaW3c/BYFUqrmcL3hbA+KndkZPHh++++c/YIT+83/yawTperVCRsfj8WA03N3fv33rDiBJkmhTVySAt9Z5RwmPkqRpmmAd50w77Z3njIUA3hlGqVEtZMlmvcyStG1q0zYMRVk3yKhnOBmO3ne2OxiFEOETscJbW1ve+25O98z8DEKI6XSa57kQQtnWBx+8dx5caMfj4X2tx3vjri0nPxbChuiV+spPfSVP00cPP5JS9Pv9V196ZTQaLeZT59xms7HWJknSOR3SONnZ2ZkefwhG8ZjxiEkp0gwUBs5Iv99HCJxQG7rBqy/L4uaN25fnF6qpLy4umqYZjUZVUUSxBNKFXhHvfSfLzwf9TdUkeV6W5bX9A+P8xx++7wI4EEBIzPmglxFDzGB4cTnz6JVSZbHee+1zm8WCc3p09OTOzVvGmMPjo9VqsX9wnSJ89OCDmwe7qm3ml6dKNcNBH53b3d7a3d7J0vSjjz6ijC/X1YcP3n/5pXs3rh/UVUExDPvjuq747u7lbH5ychpHSSKTxWrFGKOUdeFUxWZz586dYrk6e3pa1y2TcZT51oL10DQNl/Ly8pKBG4/HjslsvN9oncbxer3u9Xrz+eqdd95xziVJ0r3C169f/+EPP/g3f/bOePegrJrBcASEUo63775QN23V6NF45/TkXAieJplqqi9+8YvBu/39Xa31669/+btvvuu8y3rpxeXlaCBL5ZTRg8Fge3v7nXd/SAjhkTTmKqwySuIEyLJYZlHeNA1DaNqKE86IJ4QY24KXnDN07nlM6BWUm5BODdSt0zMZL33BgCMybzxlnBPOGO/YDAjBBUMQEKk2FsELIkK4iuwKwSP4AE7wCLwNThH0jAQmsCgWQhApe9ZCFAtOB4yA1tp534FAkiRxRivVCkqOj4/7eVZVVRZLzunR0ZEx3lpLeUQpbZ0HhlVVdYKdtm2NtYPByDhrfWiUFlwyxpzHVlnrgIt4XRSEwOVsXlUKUQlOXICyVjLOKJXeV0ksK6XWRUXZRkTDRrXheSxhcBSgrpvLi9nBuKdao22gMn7h3otRklD06PTW1lazVgHIulgprYUQiCTNescnTzmhvcHIG6usTpDKSMzNjDPGufTBIaFlWVlr8yh+enJKI9EN3vO8F8JVlKu1tm2b0WhECC5mq16eac1XyzlCONjfvbw4Oz87CSEkSWKtLTYrFskkSeI4ns/nhJCnx0fe+VbVu1vbFMJ7b721f+/lqlJxHEdRtJzPv/WtP0gG2+eXKyaTa/t7tim/8yd/VFbV/u5unmab9WprPKmT8p23fnBxcdaqdrmaozNtXQ3yeHp+sbU1vn3zxv333nv08Ucvv/xyvVnHkdjb3fmTP/7j87PLVrWqqYQQZ6enjDGCWGzWkuLBzk5wtvZ+enH5wt07AVy5WW1tTaxRBNFaLVhvvVwd4ROKbT/LkyQhHVwEyXS+Wq/XHaC+qqokjrMsE0JIKTtyVRzH6/W6Mwh02rG6rgMhq6qJklzESa/fN949fvzYGCU5aysZ99LtncRaKyiTXIDzgnPnnJCSedvM5x7Be69aE0WCc84Jdm7DXq+ntF2v184HD7SsqyyJ+v18NpuuFnMXAGEuot6/NQHl37Gu78dSyawnlKGHt+8f/rf/6J9ZnuZgkiQZjUZfef1Lo9FICNHdfrpI7hBCXTVaGeNs3bbWae99UW600rOLi6ZcmVb1UhkJ0tYbAlYIZlTlvY8lTSI2GvUQ8VLXwduoO24A0HkhhKNX0+5n4BBYr1fOW+csF6yfZTKJKWddb0MQIQB4TxG7kqVzhjx/A56TRXrgqrpmjMqII+NaayTAGQmEeu/Re0vQXXFKEREJpc8jgJ+9YIjEU4pK1VwI5R2lVBtDKYWAzoNDciXqJIQiCRA6gaKHYH1gNAAllFI0DQ1GkMDAEWcYeOeD044ioUgI+OCCsRwREQhQToAmXApGZRz1B4OT01NjDBLoNrHdkfHJ9u/5pmswGKbjITabj+6/Swhp2zZ7nlsd/u0XxXPe1/M1nXY2lrFpKyFEZw6BjivQwQn/cl/dsCCEgAjW2i7DsCsdkFIK+OzT/uwRQhenBlcMRAgBqNfoPPWaQeBIiNe2qRjBmFMdHAEPwXduhE/us3/sywAFFMgp46FFT+Je7WmEXNGYcOFIJOLuoxFoh7UFr1uFzMacpSMY7t+hhCq3TKjwpbo8OXv06NH1uy8ePj19cHKmlaKAaRQnEYsikud5kiScs+1xnKa73kOe51JKY8x4PCpXl//p3/+PKYGtQTJfrnVbowkYArhgfAAfNJFexL4NgllrgzUavS3LYnv7YL2Y7e8eeF1HaX6lxRVcCoGEWGcjKaWMKGNaa4bgrdWtY4hRJJ33IRAm5Wuf//xv/cZv/K1vfENKWWMgGAhibzBsW6U2GgkIIb3vWD4keLc9GcYR00UVCSIoRBwCEKQ0eE8AMYBGigA+eBJQcDLop6qt+llmVRO8Jh45Dc60hBACBAL4ELx3kjMIngBo1W6PR4+PjxkXDkmjNBGx9pDmQ5nkiADBpfnQaIXBO2YaXyjnOI8BYgN0WTYmWGxJ4/FgZ6y0RkpGk9GyWP2zX/vHiGCN/i//i39gtd7b2ZWC9wZ4sH9zMt6RMs/yYRT1mJCIZFMWy/Xy8eNHRfX2rK1VU0kGhBqjqrosGIW6MFxKQaQ2hiNy5KpRTmki/bX9XQBebOrjwwfXrt3mLNKhlTJyzh0e/dn9EoKLAUVwbGfnmvdQFMXb3/+hCJvhcDLZ2vEOoiiN4+T6wd6dOzeHo2GeZz64GAxjvG3bJ8fH3/ven/3Df/ifcxmFAISxtlVJknDOiVn8j//ofzo+Orl5665MstYYT5Awyrjo0jgQSFVV1trBYMAYV0oxxtq2nc1mQgjvgTGmQxfQHZ6j+hhlQEJwVilVVdXx0+M2uCiKrl27duPGDUppN745Pz/vfPPn5+cEQbVNuaE3rl+D69cIIZRQ5513XmtdV+V0Or2czVer1a1btwDg2rVrndWtoy5rrZ1zi8Xi/Py8rKuOEPPaa69d4dEY7fyxWpnWhqqqrNKOCBLnBnhrTWMgHW/lhDkIzC4HvT7sH+Rpfra3n6fZcDh0zjnwm6Io6+rxkyfeQ5e1aH2ghKZSOuuNbtAZztBbRSgg8YwGDGCCC9Yqa+M8ffLww81immdZQKAkhICEYiSFByAYWlVb51qlkWCaZk633enXPVNE7Ko9j1enIqXUaOu89RCCh+AtY/F8NiUElouZvLcrOPvJs4wwBgj37t072N9dLObWWqR0vDXp9bM333zzp15//fLy3BhdN818PqfbNA0Z5zEjAJQEQgISB9Ao9ZW//vWPj08OHz1SbeOsqVyrtSZIDg8P773w4mx6QQjd39+PJUsieTm9oNQhIDISCcE4J4wxxrPhZFXUo9H4Z37267/+679O0Z+fPGUizfqDhFGAAOBv37mV5vk7Hzx6fPQErT0/eRqs3t/dFexqqC8Yj4QwpiWGSEKOjw7L9coqTXwAbcaD4ff+zZ/ef+99YOLs7DzrD7TRkZDTiwvTFpLTNIuNbrxgDx8+dNaLKCmblqT5YDA2TjPGrfWU0rKoHj18vFptesORiBKtnSOScMz6gzTLTb3irlV1kea9yvhHT44L5bndtG27tbU1GAwOn06VDnG0yPM0iuJau/m6XBWmMOdaNx7PlGqyfv7WO+9Nxltl2WyqNhBpgd24dvCFL3zu2sFWWS3nswtrrbF1mojdnYn1rJdleS6++Npf6z56W1uTra1xnERpnKzMBiBopTabddJPjLLWu6atpUikZGW5QDR5wgc9aU1RrC17NrHtbrvPB7jPdToSWEKoAEQPyAghxHvLPCBA8I5AYESFYMATHiAEFlS3FESEQEgADADetGtGwbsGweX9JE3ji4spICIFxuVipZRuZJpyxoK1o0E/TWLwviqLqqqy8XCxmP/grbcWxTLe3QHnhBDG2kRGCmjERRDSNisvYZDnAUOaRIvF/MGDj6IoHg6HUZxo4zBQRNZqR5lsmiZOEkJQaS0ipo0NELgk2rjLy1ldt5xQj54SQEqcB2d9CCTAlbAMECiT3jul3XSxeXL0tNXOUh5YzKRMIp4wQgnkjBtj8l5vK43jNBluTTzB2WUaXGAiCiKwvoniFA2kWd8Zq7QSMnGeaBu8JyZQ54G7Z9mJ0OnJQXLetkoIIbgoN0Wapp3XutMHdXVdHMfdW9kdI4mMsjhJ07Sh2DQ1Z8xaLajI03g+naI1XqtEsk1dW60no7ENZD6bb2/tCBGV60W1nI5u35hrfXh4KBj1xnBE3bYAXkrOOUkS7l1KZBQx+sLNG4vF/LtvfOfWzRtf++pXT54e1VWl6urkyZPlYhGc9lYPetnnPvfZ8WR7tVqvVys6GKWRJJwp67zznBOn1dnlxeXlBUHf1HVTV4N+TwhGCDijCA+dAkU1bVEUdd04ICygeMbky/M8eN82jWpbZ53RxlmrldJKt00DAZI46SVZWdeX09lkl1Epi6KglHrrnDHKOqO0ckpbLblIhJSUW6WbptbGIqeEM86JcQ4CCClD8KvVikIwxmRZ1rGFOefFcoWUD4fDyWiQJMlyMQ8hxHHiHT43soXwVy/y/KvK6ws/Zu1DSgOAoIQQdnE+06xqJMHl5tHRSddHaa3TNO36ga7Z6Oe9g9294Xg0GA+G6TBNk729Xe+9ZIxTupovivXmaFmu1+uiKFarVUdVCVYZq8o1MMYYeiDonm1jO8WADoESEpyzxgCAECLrpxAcoYFSKKt1pcqnJydpmnZNaS/PSUAM2AnqOmbjlbFN6+5i8t7jegkIzui6ruM0NbpNYgkhOOcQA3Yaww5OGeCTAkX8ZPcYnKBENXWcREobSlGrllwFnXXnB4Tu/0/AB0DvA3oMEJwDyjihBtFbg95yigjBWR0IQkDnHFBGGQVEb50mjIJHRIIIBEgIm3IzyHqcc+tM2zax5HVdPy8aury+TsQYx/EVEMmADLZui85+c/WkwicSF37i6ny+oHveQ3Y++2K9EVx0585Viw7P3IB/mcvtWTsHAEVRdOpt5xw8cw/SKzFJAESPEMIV7ydcWUg8ISAQSXAEPQUEbyPGABxBjpxrpShBBCA/3vWFn8CdM2RIgUeEVuslTzNPqKM8MDCEByoYJd5bAkg6KCeiiMFohZ250DnKOfU+BBRZ3LjLZLA92Dmgw8miLoLHREhOKAVNia1aPV2cd9khHamoYwstl0sp5Vc/daNqGpHmL332tRdffPmFe3dFDHUNm8VmNZ01Vf1kujieLxazS060z7izmgTf1OX04tSZZjLIh6Otj2fz0WjUhYB3s+pb+9t10xhjtDGWcW+cB4xlZIwxDqSMnHfT2fynv/q1wyfHP3jr7S988Yu8baSMG2NEUMpUEq1VmhJOQnABuBDrZhML8Kpyqhz04mEvzhIRnHXOB+vBB+99GknsskB8KNBzDKnA/GAbXYO28cFC8II4EighjBOKSBHoej3nDKNIzC7Orh3s/dkbb/7db/wH89V6e3f/+OwCmSjLkkdRIiVjNJExRkmxWSVZtLqc16q4dXDT12G0s719sD+YjDf1yhB3k4Tx1ujd99776PGjrZ0tH/x8Pu31soP9g0TI7a3J2enpsqjKh4ez2fLk9HK5WJ2enAxGgySJnFdf+OKrTVueqret1RQgyMi0zWa5Gvb6qrF11XqghHLvfcJxevZIKTUY9ohv4jghhK2NKjbtBWXehcYvJ5Ot69du7752q1ir+bJRDW42ytgVAt/eGpnhiJrp7dt3X3nls8tlobT3HqI4JYQQThhj3lt02GpHRXLtxp03/vTNy8V6OKLWBSHRuADK+sbsDpIoyX7+b/6tm7fvPDk9BcpFHAeALrJFK1/XrfUujmNjjDG2U84LIZqmieN4sym7ZIKu68NPmJnhmWZbCHGwf8DzpGma5XK5Wq2Koui4lIPBoLspDofDYjHf2ppIKb13i8WCMXZxcdE1mV2kwcG163EcW60O9nbX63UHFWjbdjqdrtdrKWWe5/0s7bi7ALCzs9O5O+q6XpdFF3MvZNzrDbMk7Y1GQPhssbr38mcopVTwWpl37//w/R++N4gsBJgMR7dv7Rwdn7z/0cfYLTC9293bvXH71t723qA32t/fv3nn1roqv/lbv/Wd73wHgjet0m0FVtuWZJPcaEPREwAuqRTi5OgJBbecXdSbZSZo0yrOkyuiaRqJOJ5MBg8fHxHOhaABifWWPkMZP8+/7Q5tAP+8G+SISJknPkDwDiiGSLL59OLwg8O7NwbBWSDsJ0/Vd95+B4L/9Msv9nq5MaZpVGvU0eHj/WsHveEAELd2ttumEnFEOGORGIx2KXoSWuUaFNFwu//yrRdkmuzu7F+cnp6fnO7v7ViliqLgjOdZ7+Dg+qDf3ywXhFDn3I2b12/fufH+d98ghDgfrDEMgRGsKmN9w3icpHkI0O+NnF1u93sO+dPjp1UvvbkzefT4aZbEO7v7/WHv6OSEkzA9P6GAnPMHDx4QxCiKnHersricXhDGKKNI3Ga1ToQgAQAwzmLisS7qpC+vXb9uAoqmEYIFb5wxMo04RWdaCIkxgEDGk+1Hh4egXZ4n1DIInYIFO71WkqRp2h9Otjdls2rnZa3qxTIY49qVXi+cqs/ny4t5ebaxGiAlsLU1Wm6adakqFSbjXlmWm0ovN21roFY+zvuN9R7oqmrH4+HLn37xzTffTPvD2rjaOODSA7t399bezngxvxhPcudKH/ydm/t3bt/76NHlb/6rbznXDnrj0WhQlqUQYrlcpEkE3qZp1DQl54wQkIIxxkMIlFCl2iiKCYYkZsQSSi1ALSVQoBh41+mRENC55wN051zwHgG4VxIctY0PCE6AbYXgrCtgvKEASJTRjfcgQYbAaXDdLRrQ4dVk1XPgJHjjKslJLrggQTLVdkIqnjHmSSSstQSh3+sJIZq6Pjl5WleFYDSJo3K9nM6mTfDOBxJQCFHVFgGsNoISlqa12gzTpL+7HffEaJBvyjpNZJZlASiBzloC1roO2JwkaVmuKcMsTeu66GbXndfj2sF+CGG9XmjTGmusxVY3AWJAgkgQEAggACXSWUW5RCLr1nrkJ2ezxqNxAYPnBBiB3Tjav7azXqwNuldf+1xgRKSZhkXe76dx7k2Qw3ZvZzfxnDi6mi72tveBktJbSyrvvQmg2zbjrPPMPyPj+DgRHqCf93r9/nqz1u3VEL/X63UFsJRyPB53JVnHZe31+kJwISWS4JyllDjdGGtXi7lpGyJEWxbxcCwoaeuaJchk3FQbyqN8N07zNAvKNcVyuTw7OY5l5NrWG2W1uXvn9vZ4HMXCWKt0Y4FvNtXJ0ZOmqrMsOT06mp+fUkpH/YGpq+PHjzrd32QwuHntxue/9MX5Yn305EgIQQD7g1GexpGQjWmWb/95WWwIekaxLkvGKWMklmJrPBqPRojYqqJ7szqliRAiSnMXCF1XXRjbeDwOPmitOeM848F7LSOjjXPOWdcF1ayLdjgae2RJmsooooTbpp6Mx2W1KdcbGcVRFBfrTYgTVVQSSLkpyrJM0zTKEtX4KEnGk0m7biIpjFHonWC080FoZ431XRb8eDzOer3JaMAZ7WaUaZp6hwGlEIIy9u/yrq8b2PzFEtmDAUCkw+FIs4SB64w9g6Q32buOz5ZpHYw7hLBZrWY/fF9ZU7e1UkobE7zN8/ynvvSlr//sz965eevOCy9+dRgBgBBgLXgPUsKDB5fT6fTRo0dPnjwJVgFFAuiMDcJ755RSURQhYACIhJRSJklSzpTSTZrGOztb67JQ1ty5e6szsi+X89n0QjApmXzO4eyeThRFk8mk1+tJKa21MUVYIeecEeSMCSE4Z0gAg0cCjHGk1Nsro6f3HpzrnJ9/cWnlCEEI3nuHwWNwztnwoz1VRz0BD6HjIPtgrxAZ3QAdg3OmC/3oiivrwYcAlHigCMQDwUA6cJYDROc8AGLo8kAIxQA+EhIRCWe9LO2cOUoppZSII++99b6tq66YYChpxJH86I37xMzv/7U9+2R+Q/ftHXWzbuouwvHqX69647/UWINSinj11nQzGHzW4139uisyWAgAJEDHTg8IBNE/l3kCeucBiXO2aR2PYiFjF8ADBqCEUUDynDD2rGXFn2hrQ3CeU6Toy2qNwYouBYQgAHQULEH4FcrxGXsTgBLGMAQgLhCS5RNVVIhYK3Pt1gvGU4u8N9gGgk7Ztm512yJqSimKJJFpd5B1DsPuEu33++Xhg/cfvX2vjUCUAAAgAElEQVTj9vD3//CN8l//UZSk29vbO1vbd25ev33t2tZ4a+fmna9mSZ5DP4UP7j/84L0//2tf+9mXX3758nT62quvNNWm2hTXb12j1G/KJSEkjmPGg6sWHBC8sbrxbQsQCASruz1oaNtmsyl3d/cfPzn6uZ/7G9/85jfjNB9SbU3rfRuhRAG+UQzBOeucAxcIRCknW/1RHPGqQU+CURV6gxgoQyYEBSSINMuePn1arMtYSu+0bgrNMO8J29aCBCEQkdV16Rw4QMJkB7yKOY0jKQTlo4EQ/NbB1ntvf+/LX/npDz96/96LL0dpzrgkhHrv2ra1RoUQxnmiSdvovoN4b3eS0fz1z3y5qZSF0Jgy62XldPbWH73x4UcPojSq3eVLL9/77ltv7e3tfnz4JI3ixXwaCWkgBA/OeILUOZONBlHGkpzuH1xblIdVtRZZiIRkSKxqVdtQQELYajl3lgAGJCSKIghUtappPCFKtSGODSUsBJxsTQjSWteCSVWrp8dPZJSkWX80TCquy6qynsdRT0hYrRaTHi+KzWq1cB7jOGlbrXULAL4NAYAQGA+HjSnTNC2nCy5ioELGOXGWUeE88UhtsEg5ZVHW6w8nW6v1OsqzJM035doYB943Tes9dhk2zrkQIE3TzWaTP/Nzdqr1bmJ19aebXlGqjfJadeS0o+Oj2pler9fr9cbjcZZlq9Wq8xLP5/OiKGazWcxoXdfD4XAymdy7dy+Kou706IgjRVEcPnp8fn6BiNOLy7ZtX/n0ZzrPbRRFIYTLy8vpdHp2+jSEMJ1OKaUff/zxy5/+9EsvvYSI2l0tA4uiupzO2ro5PTlx2g4Gvbff+vNGta0x/fH45u1bX379i9XywlvXlFV/OATkw9F2q5SMolarStl37z/49p98l3jI+73VZnXn3gv/2a/8yi/8wi9EUm7W67as7//w3dV88cGTj2tVV6oNzgtKMUkHWdZuVtTb85PjYZ5JSq1tZZS2bb1YzmDNur2WdRqp6MKxu2SL5zkZ1tou6vqTuGNGGQbnCXRUDcGlYOxgf3f84q6zhlPyk7s+b0wURcvF/OHDh7u7O9vb22kOAFBVxdGTx9/+9rcnO9tc8qPDR9a5oizzPK82lRQkYsFq21rnOK7W5eJsFSW5ELJrzr1vRqNBsSmllPP5vG3qxWw2ngzjXoLgZrOpiBPGGKFonUXGRZSMtwdKO6V93usfPj66fv364w8v1vPFulaPj54eHBzc2d8uy+Li7Kn2YbaYzzcN6LauAkVCAc/PLhEgTdM0SxlFDZ5RpBStC4JxRBSUUiCqaWMZESFbpbPRuKhbkZIQHAGMJSJ4itA0ar1axtmQMyojmcSZE1Ge950zCL6zUxJCnDZlWZdltV4Vi6JalW3RtEZrDDalIedh1MvWVbsqLDJKKZc0NK32oZRSeoCyanxA50FbXzdKaSuYb2pNKQAY5wJBlsQZY8LZxpqAwJGwDz+4P5udOlt+9Wtf5hzyLI3iLOvvxen4O995UytDMTRVWZcF6/cvL87qpkmSjBGkBAh48FZySimnjCdJPFsE54w2dT9Ng6HB1E1joB8zkXhH8Rk2DwjpPLoBEZ55MRIOg5TxSAQgVAjo7s40YPAQAkFgDFsVtPIEnXcAAb27gj6EYAEtQIBAHFjwLWMROrZZVsFawSJrrXfKe5NnvbZqoyi6fv16ksVlUSdpHEfi6ZPDLmUqjiLtQ123MecIhBJGkUlGm6o2bcW8f+nuvXsv3OI9rrV+8OBhCOCcW61WxhiEzjrrGfeq0YaGOI6FZFq3bRsGA9mUKgS4drD9pS99qa7ajx+9u9ms67ZplCd4hQYPHd2iK7ccBKAeufXBAUHGWZRIz8D7YHWwrfUABPNeuipX3vudnZ3x1lZjLh88emwN9PvjRCS9HW906FPpPBgXfEClrKOQ5j0RxRETztqqXHdNuDXKWUuRikimaR6nmZQyiuIQGuccUh7Hkda6UTVSkLHozooIJGPMK9+4xjrXzZSfrRxcVRSpkJTA5dlpfXZWzC4G/XwyHHkieuOds4vV9OxUCpKSoOsrHxAhhAiurXbenp+dLucXHgNjlHOmHVFlI/t5Ess8y+qieHh4+NKLn2KUYACnjPd+VRWAEEI4e/r0cr6aTi+3t3cAgAvRywe9ftboRkpJKQLI1WLJBRv2+qpuAEJXhzdN1XW23nvwXeIa6w+HRdV2uXxpmuZZ/hwm2N1NOrlyV551mk/BbZr3siwbjseEC+9gtV7Xda1b1b3gxXp9uZiXMqIeMhGV602x2ZRRwSLBs4QJ0VS1FBIQvfcMkXEGzwRonRtia2vr7t0XmOCx5NbqbnyplEJgHT/PWYuEk7/qoPa/uq4P/LOkPgAIwTlCBXioq9ZoL5PEMo6AtKv7r+K8vafeoKWUhuDjcTKkxEEwznjvAwGORBv15GLxL/733wzWGa3SCHp5L0kTSmgXsBvHcedBP9jb4TeuyVju7e9qrbvlz3PVUPdotVlWM0Gy7e3xcjWXqUzyrNF1CGCtCyF4byhFxujzWOHnAE8AWC6Xy+WyW0/1wSwWK0TMsoww1pUalCGBwChwxjySH5MEPuuNAj5rhLw1JLhIMt1UQKnROgTvXMdzps/gQBC8CwABA0LAzjAdvPcGgTRNE+fDQLkHQBZ5Qq0PjEZIAZCY7u0gFEnXegYSun7cCcadc9OLiziWWrdM686l89yG17npunXfFSvVoq7Lpq676PZBv//Jfq/TW/5k5Pon8/oAAClxzuV5XpXVrVu3GGP6Ryjzv/TVFkLnJyQENptNRzVwIRBCPCJBJOYK7nK1XLhaNQBQggCUoAewhkIATqn3aI2Ksh6TaV3XhDFHQcjIG0PB/sUm9ifFpnXwjhHGAIvFpbdNGrEQDCXB0+C8R++xW0JemT2REBLI1QvifQDA2gSg0iFqlOlgYpGng4ElYKwDtFxmKQwDsd0pEEIglCprPbliZlhrVWX72XY02Lv2qVfzqgHGZvOl8e7o5PLw0bFTbXAWOAVOCA2S+V7KrNXvvfu2ZJQT9sqnX7x37+U4Ssp6iYQ456qqrpumA9uWdb0sllDVKWMeyKZWyvsoSfM0I4QwzouiJIQIGT7z6qv/8l/+n3/n5z57eXpaFPWM0hu3bu/1pPMIyAilQkZSRJslB28B3aAXI0VG/JPDB945oxrTKmeNs3apzWQ0SaJ4Nb1oyvrm9X1vHYLRbaONVhWGAL2EamtbpZfaeRsAIE5iXZO6rrIsWSzn45z88P67r336hdAsvv/t32tMCEAIoZSybnpCAljnMA7xkNOIvPPm2eqiMIXbnuwpbxkPEBFuEiF6t15+Le2l2qon0/XLX/yZoljt7+wHZz/3+s/8wR/8wVd/5u8MhwMEzzhIDoTUZX1WbM6K6jiQpWQVoZm3VjXKKU9BMCkEjWPZcxS0Drp1Kti6MVLmaZSapumluWm18i0AGNRKlWVZl5Xq9fLxFnhnrKsAkFB57cawKs18dqxNLeI4eLJYzh49ejQcTKIkAFAho2684oNFSqvWOeCtDlGvf/OFT52eT+N86L1HattWx1HMudCe1sq8ff/Dv/m3/+6qmp+dPxmMRuti0+/3tybXqlIbT8qmrqpKKWWtWy6XHUek8zB3Q6JO3Akh+OChu9rtFd2qIxL1e/0IvTHm8vKyKxc6ScVwOOz3+8aYra2t6dOn3/y//m9KabesU0oNBoMuba/f76dpevv2rTzP3n//vnOGc/rgwQfWGq2NUooQ5JwjkiRJEBEItm07HA6n0+mTJ086BlU3wOqkaEkUxazfVPXFxeWtG58BQpiUnsByvTg+ekiRqLZlSPqjMXJhWkWE1CE01iprozQebm1TBx59mvcuLqe/+qu/msTRsN93Rg+yXKv2+sHBf/L3/14SJ4Ne3zs3v7ioNps/+ta3fFs2nP3eb3/zne9/b2tnb7i1s7OzI+JkV3JAm6YxkmCtAe+FkFwI8ixhvVuxeu8JYR1v7CrD0DlGwdsrDzmh1GnNCR4/ebz16q29nS3vLUHxkwrPXq+n2kZK+f9Q9yZPdm3Zed9aazenu132QKLHa/BeverJkkpUsWirIqSQxXATkh1hSyOHPfDUQ/8FCo0cnnhiMzxw2A5qQA0kWaIo0hJNUlSxitW+Hs0DkMjuZt7udLtby4OTwENVSaKH4h0gkBkXkYl79tlnr7W+7/cNXJ+6609PT0OKRVV2bbezt7e9PVsuLkKKKoaQkpiCtcrHtsx21s36bN0+fn60c+12XpT7+wdnzz47eXFcA3/ly18DoZ3t3fVy1bftZlPH5DlOhd16vXI+UOSsyMrJbDKdFGUlqIrKnJ0vxpNZUYzyYvTwx65eXkamwtrT46OfKC6KoqnXH3/yycYnUcYoLDILgtGHssgHU9lgdExdQuC+c4BgjBnolCkFAPIpWjSMNJ9fqrzQwjEGhUmMJhBrdDab9H1IKbGE0XiyexAuGgqRYwiI3Ldd0zQicnF2vljXKcKLk8fPTpeidRJAkcxSObKd68lOTbQmV5Od/enejYtnTy4uL4vAI9D37t/X2nRdG2Pqug61TtBHJlBGZZTlKgGcXVwKqXXdLNbrkARRMm1AArDXJM3qwoVmNBo1XciL5z7m00n57NlR19az6S3hCJI0Qd82eWZtlgfvCJhjcH2rxluk9Gg0YkmJg/ddR6IxsrgQmrbrY4gg4yEteqBteu8HkBshCiAzZ8rNRlSMDBKZIhMEQCG62gA0AQJdXPgUO4AgnkDMVV0hSSAAMEBCAKMRMBSEmrFdnidU5SRjgcDcdWurbNM0zvWI4Lq+aetDfa2aTELwIjKbza5fO3i2qp89eXT7+jVGHpVVZqwLPlcKEIm5Wy/Pj45UY6y1XVcLoyajFBERMEYWZkkxlmXpQ/fX//pfPzw8+OEPv9+1m+DdYrFeXm4m48l0Oj09OVcaknjmeAUlYB6OvlfdbcQIpMnUTff8hVut1qLMxoVImZAmUEplBGwUheATx9F0dOPWrTYE1OZivQmBLlaeGeixy82HM6W//vY769Xm9GKpq6JHBmNNZoss06SK3GhSgJJJLilpwqoalcVIaYoM5WhcN01iJiJjrQ8hxIhESOSdu5J9AvR1L0rywfFLhChEmGWleKcVJh9W9amUJaEk5y7Oz20xUuV0Oi4V4fpyvmzXlFyCUZ7n1hhBSUi+55QFyjWBIEjftUh5dP1mEYuinB+fxBi2RqOurp+u1n3f5XnmvdOFXcznx8enZ/OFsrk1pu97EDw5OV1cLjjGtt809WZ3Z6frWpuZg9296XTifQ8iKYUYnOv6YpR9fuBEJKIYY13Xfdft7u5eu3bNe1/XG+fcsGEOWrZBhpbn+aBNe/L06eOnT68f3t6/fsPkeQycF3nXdTGEqqoGKcvWZFSvN37TUjVuN+t2va43K9Dq7S9+4d6dWz5FCQTCg65qSKgeihHv/e7u7t1793Z3d5NwCo5TGnyzdV2XxXg8LV4ORf59nvUBvzbrE1QquKBzO5tt5XlBykI5e0X4kJQGlg6J0Eu+KiVvUEKMEvokjIghOFvleTmBxMuLy6cvjr724Lom7OpaRNp6Mwzohp1oGH10fbe7vzd0Hay1d+/eHY/HSqmdnZ27t+8URRFj3Nk+/NX/4Nue07qp1039/R/+4PjkpOuWTdOcnZ52XYesIJExZigph87BwCnOsmx/f397e5uDa9qGCLMsS4BGaRExymhNChlAUkrMr1AihEpd5fX9jD8tgXCW2dW6NqMiBI9ay1WODaKQIiKE9HkIMgIAcBxmqyIpuL6cTJW2SUDZnIk4RVCGlBaR6NNwlgIIQ3NYIyCixKAUcYrL5WI2mxHCqxTyYdbnvR/yf4dPeKiaclPBy/le13XpNePfv3tG9zqpNTKHkMZl2TTNm2/c//wNAi+L3D/7FWNUpJXSitB7P8wcogASJREGeoUIe8lvBeaERMADHhYVoGhDBjKjMabQ6awYRSQfxeaGjEZTSAw/1xL/xTuQMAJJpjknLdFlGo3GGL1WSjRyZGQmGbydChGGVHt+WegOBqQNd2VRdIu1gF5s2vvXb2yiR600YQQvPkZAVFpIUIMistYOh7zh0thBXPfZY1VMQY2yUe5i3L9eee8kRPAOU0AQZTCAK3KzXpxpzZk19Wb16OEnrov/+B/+k/e+8NXVqq5sV5SjO3fu7O7uTmbb4/H41q3rb7719mQyqapMaThb+IuNb/vuhz/66Q9+9JOmaR4/fgxATdNYa3e2t7Wxf/C7//ebb7x162Dyx3/83Y9/8qdIOkSWIaMJlfdx4OUGTsoQkCTgyWSsNY2KYjodlXlR5cXo2uFPf/qj55895cCZNhyiMRaBsiyrJuPRZEykVxcXZVltj0fGFogqxvT0+fPxZLS7u0VEW1v3DrK+rxf/6B/85nR754tf+eXRdBvBiAiR0koNYdmk1LKbX/YXZHGcbb114+4f/u6/fvfBmyfz063rO6eLs1LfEJHGdbbKObpJNd7emS3f/2k22vLeiSlNNRnvvqm0Agwg/apbXS6ez88/iGlRjTvBZVakdl22bQ8p7W7taIbV5er8/LIqRiGAQs4yijEiaWGYTscCYWd7cnLyIstz7/3Z2fl4PB6NqoPde51r+6bb3hplBZ6cnwJgnlub5zaLm+ZscdEUbJ8fnbi6Q51rnY+nW6PRtCjLqqom09Hu7u72wc1bt24nkYOD69cPb5yczWPiJMIh1nUbBUfKVKOJycvFYjXd3tr0m8iijN00TUxxb3eqlfcJs7IYj8dt24YQmXmz2byKJ0XEEAIYfKXwfPUANtoQyPAMfvz48bJvptPp9vb2bDabTqdFUZyfnw/xR13XbTabsiyJ6PDw8PLycsgiPzs7y/N8SFga1v/e3l6M8X3709ls9u1vf3symQzKfO/9ZrPx3j969OjTTz9drlebzeajjz761W9/+6233trZ2dna3Rlcf88+e/LJRx/Uq4XrOqM0QTo9frap27rvDq5fu//2g/fefdD2ab1cnZ2ekrKCav/g0MfQdF2fxPUry0RIKtOQgs3yxLHruvVqEZ3zfVdnF816Mz8+/sPv/9FVUGdmRkU5HVVffO/dt+/fu3HtoNnUjx89+u73vv/9H/wopLhaLLcOroUY7739YHvvWl6WQkoYYgzqpWB+qJ+v0m5folOHgFmjdWQHIqhIKZXn2XJ58cnHHz24t7O3sx2j18b+olt60OjG4PI8U0oVZdm0bdf3j588eeP+/c71773zYLVaPnv2xHv/6PEjo2ZdW1twh9dmnsPTk/Pr995KLEqboijn8/n8LN1494GIfPlLX6rK0dMnn/3rf/XHn376EDDeu3OjLLRS9OL4tG3bPvSj8VhntndhMpkuV3VVzh5++tmtm/f+4A/+YAILU00iWY6cQjw+fvHl9x6E6J598PHezbtnq4aQjDGu6/q+H0r9oXYVEYGkyIJIYtZKV1Xlm8a7UBZZSEEYXHSbLk5N1rmuLPPMmDxXo1EJIpwYETbLVevjZJYeP37y/MKtlpdd4/f3x++8fU8k5caGELzzACqlhKRFaWAZ/F2rdTPW8uL4lLQ1lm7cuvVLv/Jr2yb7jd/4jfV6fefO/bfeeuvFixcDWhYRB2rRqnFKm77vsrxkwZgSEnWuDzHZvEgRSWlISVJI7JC4yG3bbDZNj5R/+NFDAFEIiByj974fVZMudpyiUgpBvHN5kRVlJpKGKbFSijnh1eHC9aEG347zBAIxepFEJEpdGStslg8LbyCjpMSZZsoxz4AhETifgjaIwAARICpErZQl0cRaAWqjqFBkERGQiQQwIgrEkBfWhcZY0haLDCKqlPq+j6j18GsURZF1bdM0RVmlFJ89e3rt4ODOnTvjMj87Od7b3b53/41PP/4oy/LUB6M1iCilMmuTU1rr6P1yPkc2xtgyz1JCBpxNJuPRaL1pX95H7LzLC3v71q2vf/0r9+7d6pp10zTW2D/6w3/17OmLYV6EmJBEG0xCMQELXzlcBBBRCEXQWONju9r0PolwMLZIokWAhRUqAQyJkaVtm0CcOK03m8jsI7AQC2htfXIKoI0siF3vfYzBu0Xfrfo+RtAKisxOp0VVlEVRjKqiyDOd5wI0mpQpBB/cZDIty6Lv+5SS1jox2yxLKTnve+cGfiwzm6Q1kVJKkIe2cvQJRBNgUzeT0cgYnQBCDFlmR6PRqu5LgPGoslo3y4sYvYTeVLNRWRhSpIjKtFmvjdEphpiisUY4heDGo1GR5TF5F7xGKvI8hagIMmtc3yNL33UskASfP33aBx5NpjFJSowio6r03rfN0ubq8uKi7RprbbNeHxzsLy4vEYE51qu19z6I357OrLXAQkQA2LqLy8uVUur23fuHh4fPj44GI8CrUO5XB+ChMBvKk5iSyeymqaVprcnXy9Ww015eXBRZVo4LbdT89LxZr2dFlRvrtC7KMipomqbebGyRxxiN0Yg4xLcOaCsRyfP85p172zu7dVOHlIBjin7waa82G6PzYWNn5qu8438vqz4toOVnqBeirHIMG+eC1qPpTDEPchqjlNUogsweh8OwBAAQwgSolB2RFaBIko3Ap5Ap0DHwZpP37pLHmO0MV2iIpqUhgzslPXyaAC7GSFFEPMCffHSm1IWIMH/8CgFSzetOkp6VNLK7B9tv3r/31o3b1d1746rUVvkUlNLmpd59aCy1XRedd85t1uunnz198vxj17imabaqfHX2fDabYutMFlEUWZ1lGSKQMm3vqgLqtreZYfRKEaAKQj6JUorKyoj1bH20TEWCIkAmTNqYmBIyWmNYEgLDEHKKOITOpSSEohWl4D3ytBwT6mmVK0ABsYTAwVgiIlbIMQoE5eIwYuKUEnOmlUFlgQpRqovWQb+p2dr0UkackVICpLTOcnppIwkQdTbaOJekyLKpgArsAyCLclFpLMXFV7ojpVBrLUN8DXw+E5yAgDC5blKYen15ja6hBAWESMiJEjr18wzP4Vb8Gb0oRIuSXGO00hBzDYVG0qZnJkSfvNMVArJwjBFQtNGcGPBqGjmkihjyCgA4EAiHurBQKMFR3qVeMUgXFCKg/jNoLlxoFOcgr4oUqWtC8pzlBQpwEmEkpX4WCSMIiRQA+kEymjgYCJhiRhGlMeBju7SZjkCa0GhBBGYUfFVaCwRHQ/IHDiknojiGrqkvz3WJKSjINaIuikoxgHAETsTIYjrSdrxTXjx8/M823E7s/Y27E6XL9m7svfm1A9mTfC0i5yE8PenisxOAk5Q+FPndlFJMSSt1MBvPMi0cb14/+E9/9Rv/2be+OhtXIUYRBqKYEv2tv/yPfusf/PZv/9NqPP1P/sZ/vL2zN79cNK7zMbZ9ozPa2t46OlnVLW9tbweOQHD33p1vfOMbHH2KQSNpBSS4IfPL3rHCkOLp0fHJZ0fSpsqO33r7nR98+HHL3Md0u8zLsgJEFui6rm+78vpYF8Vl02YmP7qsq9szs/fgsLw1v1wvYLpqbfBeGYsiwn5oofQiSldJUo7IAucbacz4OOgwuna0TmSvb4IwM9qsZRCtjaHGeaVNVlScuCxGmrIQUm4xhVVu+7Z71l08KtlpU6xP28WCEYlCAwBVVTV1mF/Mq6rIs61u1Ykwp+S911qZQpihrjd5Vi7mcTraSilmRV4vN6cvTvb3t2+8O728TF0fFqtF7rLFeW1tUdsYfffmrfu//h/9zb3d68vjyz/643/NnLZ2d+qmefzk8XKxOn1x8uSDH/d1r5A8JCJ64803AHF3Z99mWbxZ7e0fIOLhuNjengHirICRirP9bWiWWxo3mX7/5CgjQAWYa9d2SdkAygVAayTFvvMiSpsiQS56HNCJznS4REJRmERSYhbWUQwDhzgZj9vN+q13365dW9f1pl4tV5dPn0lVVUM2yWxrUlY5KahfnOZKcQzVuGqDY0XZZCwCI5tX42mKKbg+Op/n+Ve+8pW2bX/0ox91rr9qv/NVMlCR59OtWVbkIYSvf/3rpycnL46OVqvV8PRFRO9DWVSTcYVjOD87I7SHN+5orckYF/3R0dH7779vmUiRzbL1ck4anrx4mhWFC9FLKsajpCgTqpRpfABRiDgdFzGlJJAX+Xg2O798aFLWm0oZFZRmoKaDsy589OKnZ6enNw9vFHk+GY/f/ZW/9vVMA4C12lqzWC329/cQJXHy3jGntmtWy4iQLi/O2madfKsxoURSDCiZjluVsuQTMAAbi5J6Sr4w6l/+0394bVJ+7/f/n1/75XeMCEkHYAQ1AyAoEgUYVmfHvr5YpxRJXEwUQp7lJFAVo2efHd2/d+/JZ8d7ezf/5E9+nGXZd/7Kd9DIdDq1Vn/vu38SQ9jaM/2myenCYVBKjaflxcX8xcfv9+cnzeln1/b3tVbt+Sd7VdSaNqefXXpX5HlMWunCiu4bpj4obTaXLQj1TZtC3GyWW9tlu3F951laRZSL+Dp+8JMP665lL2lT7xrTrRUa2i530V1sNrWxaIgEIcVodZZ8skp31giqlhmsFYHR/h70fWAo1ciiUnlOoILjurdtkx2/8BibrjsdTeHi8vLevTf/6P/9/mLRNJj3Lipl1g03zlhb1j4lKhJ0ZZnzemU0sKBRCQkBsOO8dXqM4xGo8Rj+8pcfPLiZ9/nu/q2D1YetDyzMGkNmE6fTBOTjyodaaxNjKpXKGUqBkahF5+t1o9EG5ghaK5XYJi41Fe//5HQ8Lruu2947ePrZwgdZrRaMvk9x41K5tbXcXLaubkOnTb5eNn/hG98+vL77ySc/Op8fBx1sgZAWb92w4o93dBBhleedEmf3efqGLXMCAUQiUqQJiFCJELAIgy5BiTQpmZcJ7ElEASB9/siLiIEhu8G7h1cujquYpVeHWREBsNgwswUAkNVm7SkDCeyd4Z775VvXWBXNyUUUtRYakcrNrIQAACAASURBVM5HVeGd5xhvHV5bzM8yLcfPHy2fzn0TXRM3677rArNEDtOdvByXGBqnj3Z3dvs0M9b0zuVF7pzvYv/WGzd/6S/8xdOT8+997/vziwWEdn+2u5l/9jv/8APXtcBpNBr13rXrF9/8i+/OZlCNXN9kO+PpcrNhEZvlKem6SVbn4gNFrdAQbJJDlY8TTbq0UZa9bwChtNi3UuYz14ejqBfPNk1XhZX/n/+Xf/DlL3/58PDwcP/G6empD05DyACSA8n1wiecTN1yBYSZBs0hy6zn1EVqziLD2th+d18Rua9+6aZD5E2I9aKQUGRqEVvXdqINZOPxtb3OkB0VXbuxozzTJN6RJOs3pKw11HTRS1SMWhBTJAlaXHIRwBBObFatva9XXts8q6oQfeAw3Zme+E1Tx4q7MRlmT0PwxvaUYxKyVhfIQADRSMfRFjr1oAuyoDkN8WnEyRU2b5p6Fdlai4C2sDrHEFpmQSQgXDWLlEQpTWJCL5hsXycievZ0PowoV6uzT/kkz/MK+UzNlVKMMggiDq7thb6v5ycnoXHzp0gkdYPODXlUrm5810fv7j945/7h/s7+3sXl5TgriyJz3frFT38A4Jt6U9eN1nlYNetNv2Dqg29d7/puVNjeNzbTo51RZAmBV+vupz95hEqPR3Tv3t3Otefn52VVTSczY+3WtcOBlX25WNRd0zZBBEbVZHt7ZrNRObmYzMab7kyg1WYsia9MsH8OkhsGdQ/A58bfl+3e191Zr7sRWIQQFdAwEyAFmGlxoJAzRc5YZlZG52WRZZkxZsjQuFITveRMikiM8VWo2tABHRILhvpBax3d0fGzx1uTfDqdXi5Wf/zdPxlp4zd1ir7tmtpdZXpYazklZi6yfG93Vyl1eO36O++886v/4XeuX7/eLuvxeFzX9Xq9PD8/I02L5eXwo1JK3vcEVFpuFK1cF52zRWmGJEAknyLHqBx0bl1ltL81Wre46VsKoq01gAlSSoljFxMbq7S2AJQSDGE4BCzBJ1CaQKJvEo62J+t2U83GoEAYURFZIiLFyIZQwCfkYXclRUoSIogYZcHkiYzK8q29vatkLeaBE9D3vXOurusQwvAh21G5nReIaDQJJOGYGcWMXQwpOQCTFdlVIB4zQwycjNGvi1oBACgH6YW0aA3WgjYgxIApAaEirfBnRZWvKWN/ZurmQ4whKiQRQtRIOgElEBYAUiABEAlBKxERTGGQRf1M9aiuuGTqtfJSJdGIzEBKpSFf7mfZoT//e9AwV8RXIQr4mlr13+p3/AXmDQ300ZevgRSAQwioABEOGYevyGmvmv0/65y8GiwrQCIyqDShgFzJTUOMXrTWWVblVRlTfPvddw4P3rlcnPzRn+B0NkOeJPvKlpBeebQG7fug30PEjpkFPnl++vHjzz58/yfCYei/jCcTZQwp/cU3r9nJbOvg8Itf/aXrN25ev3HLBW8L65z74KP3P/rko/N5G9vLDUQWWTfrfn1593AfEQ1hpjVrrYiiaI3QOdfUtVsvdPR92wjLOAPydaa1NhS411mllImcouiRLhvftv2m993WzvT23RuwfuESfPGrv7yum7ZPoI0wRkEAQVQJYDi8MKdhi0IhAUopcYycmDkKgFHFFbAKSJhFkFAxEAABaESNZAB8TMFqca5eLOer5cJ3Fz40fdekFJVSi9PT0Wjkg/Pe20wrrduuds7pASPJiQPvTGfn53PXh0Y7ESjyantnppS9efP2cnWhtTLKjkcjRVJV5ZPPHh8fndy5c9+1XQz6048/+Y0X/yuimVUHd+/dm5+fTXevfekrv/SNb34LAYosR8bjo+MP3/9g3SwXi8XDhw8v5oumc5vN5uNPPz05Pb1//82tne26rsuyvHP3xtHxi/v333x+dBRTb60u8nx7e+a69k+/911jx3k1SwKEaIhMkWdKLy4WKTqriSQRpFwrB1kUEIE4tMGH6BTm4ONy05yeL54+fx5TKIpid3vn1XTOOXdycuKcA4DVapUJKptNd3YYKKSYmHd39/q+d31gH2KMyfcc/cXFxSeffOKcu379+uHhoTFmNB5PJpOiKIwxjx89Grayo6OjZ8+edV03nU6/9KUvVVU1gKnGo4lSuq2bs9PT4H0Kse/75XL5/PgFKHrznQff/OY3MaTBjjiZTauiiMGJMBmjEUJkZEmgHWFIlFASEIsWUgSYiBgtUCYqq7JsAAYkiQCgAMuyHI8mZTUKIZzOL4yCzKqUUoxhkFnevnNTE4rwdDo5PDz8wrtfvHvvncHKe3Z2RkSPHz/mlxl64/F4cJqNR5VAVreLrg+5yZfL5WKxKMvy+NmTDz780NgMJP28PoNU13XL5XL32kFm9en8fH06v7i42N7erqqqg3az2dw8PCyK4vr168dHLx49fPjWO/dWi8uiKHa2tlerZd/Us9msLPLL+cXp6en5/NQY03f+qN5sz8Ynz58fHx+fHB+NqkKTQmQEcM4NlDUk1IoQAVFijEjKWm2M6rquc/1gh0LEqiw4pboOq9VCSCFh03eK4rKeu9SUrgSAYloURTafz5XRRVFoa/Ms11prIKv1qMjXl4vIMJ5M+sBt33oFDrlerDeb0+AhNug3HEMsTZpMoNramcxmQnoyGZ2drpJhRUZrCiFeXC7zwk7HY0R9uVxfLJdt2w4PaXjF3wNMib33gbQx6oMPP/zwox9+5df+xuBKYE4i6SrijjnEaK1VSvWRFWWISFoTGdT6+uGN+fKDw5vXnh5dpIQxxphQa40SmRMAjEajoiguFquBIluWpTU5osrzPPjucj7XSnnn8jy3hrp2o40ejSoCH/2GYzYZl+IioWZIZTWZZqOEFYNBLBInEJIEUQBEaW1EBuM8XXl2hyDi1x+Ur8l8kAiGZLShC4MIL60Kr+QqiMikOaWhEyeY6bxy3VqRJkXMYIwBYInt3qx68NZd5/HiYomsfN8p1sNzKkXoABkCYBDwQkmIAQFQV6Pd1emm79TW9K5HAwAr3pycnIYQJtPtb33rV7d395VSXf+gyKuuWR1c2+vbdrlcnh6/kBSNMQzy5oO379+/j0Tj8Xh/e99Ht6rr3/7dP8gLEtYAijkJsNKoyCQX4GXqkwiIoM1sZqnIbJGhgQIAPcqgjLBZdnZ29ju/8zt37tyZz+dD39wYzclrhcpQ56Lve58SB2h7l2VlUZWrpgalOIC2thxVRHjjxuE3vvGN9fyk36xWXf3R+x/cvr7v8zxx/qMfftpFX04m999+sLOTIVUMqu+DBKUAI1aZKXQ2tRlOJ2i0Mig70zGG7vLsWEkMoFum5bruOp8V6sb1w7wosW85Ra2Nzcq6bgdnkFJGK210QsT1aoUkQEOCDCOiUaBQGBNBSszEkGISJgG2KlNKgQNIBIo0GSJSJH3fAyIIkhAAI/DPASOubI0xvvq+1hoIE0iKcTjJzM/ngpBSPDs7q+v64Nq10WiklGqaNsaotNrb2xPC8Wg0n89Pzs82m83isiEUo4QwptAOw1KbRed89M5FdMEJR41iDGlFmlSEaBRpk9lylGc2CLumPT8+ZQSrjcQ0zL3CS9PZycnJT9//aLPxJJhnZWZ15O7e/cPY+9A5Tuklm+LPT17fVSbdy8Lvdfriv+0MfeUGuTL/A70sEV+JDwd64etIzGEM+qp6fP1Y/yrBdtAwvIKeVdNpsajysmDAyWy7yMzi5FSZPK+q6e6etgbUFXbFtZ1zzhqTmLve/+j9j/70x+8PP3Ri8sPDw6qq9vf3d/a2b946vHn7DmrUWmeZHYIN2rZtmvbJkycffvTJ0+dH67pGVEobk2daa+lDZnKN8fToieM4ns3KwroUMAqmlJOymfUh+RQjO0AiIhYCEEIAAk1gFGmUPvRkyDV9hIikiyL3KSqFRMgoakhNIJ2YRZgQAZUwJ5bcEmgDpMjkXde9ukzDcHkymQwfwnAUSyk10S0Wi26xFBFNKgYXvVPG5IZEq0xlp5vFIFnUWitFpFBIAIaOuwgyACRRAhgBg0AEFGVQ9OCxAdQCGiW9Hrrwuj/w8yIKNYAgKdIGlQZSDMRILImRAAk5ISAgE4qAIItCwJeQUQJBACGNw36MVz7Gqx5BGtx2+Aq4+nNS1Z/XfMqwmOUKB48/p1SV/9/3y+evz/PoBa9YGJ+vcXkpvv+ZNw8rnAAJIQmICCdmQMCXTA2AKBw5DdR25z0QZlmWF4WPoSgL4CJlVzTnVw9jUAoAMrnatSWB1UYRKYi+b8uT86997atdvdm0jQA1bdu5/scffvLGO+89fXb09/7H/8na0mQZg3z1a1/7wnvvPHjw9t/+5l++McOmgeXavTg7Pj45LkdF13UphBgCphi837Sto4wyazJVEi2CW50dHW5do5RM8t16ftl1vQtf/OIXGTnGlpkFmTTkhR5PSh/G02mJGIvxjExeVlOX6HR5GqIbjUYuJgWEKCDCoOCqyyAoAMCEA9KNh2WHDGRoSHwRBGHgBJApEQTUMgCTlAFwKbIqBRL7vkvRxRjWy9V6s9Casiy7+8Z9rXXXN+t2ndB0l521NnFyvQeAra2t7e3t5L0iYwwSmqZphfs87zNb5LlVG0NIjx49KoqClDAzAt27d//sbA5sbxy+UeQTSSZG+X//8I8ffvbMe/+vvvenAyVssOBuTbZ2t3du37p9P7+b2eL07OxPf/iDk5MTm+VHR0f/1d/+O1/80pdSSsHHoijPVy/+2T//vYTwd//e3y1Ke+36FlNIwp1L6zqybC4WH5bjidXaIFprUSCEVOSFkphCbzUG14SBMAIEoEgTIgbvAMhk5Wi2M9leT2dbm83y8vLy2bNnw3q7d+/e3bt3Dw4OlFIhhA8++ODixTkqbWyRAFIiZHz64liTsiYryipHDF1TLy+yLHv33Xe7rnvy5MlP3v/pcDsN/OGiKG7dvDkej589e0ZEd+7cGRIv/8W/+Ber1WrY7kbVeDqdjatRWRRd19V1vb+/f/v27b/wl765qjc//fCD3/qt37IIiDgaj+/ff5MlZdYgklbkBSIHIkKFCTEhMtHgcUgxDlruCBBEoggMvlxEenm7M3PvXed6ADCZdX3Xuk5rbZS2mcpCyLMqyyxA6jr/0UcPv/e9P7XZ7z18+PDevXu/8iu/8p3vfOfXf/3X6/X60aNHx0cvjo6OFotF13VeHlqLSktZ2Nl0dvzs6NatW5uLk9lsu++dD8Fq+jl9JwDE4Jr1Jh9V5WwrN9YXdr1ZpuS3ZlsppSzbbprNs6efjcrCWv17v/fPf+efe+fczs5OlRc+9H3fzyZT5ggiZZkjgNWGgER0s6mbdtPW63FVEiKSGGUGHwSgAIBGHHT4nESECZAUKI1IgsBKUZaVWqG1pmuDsdqATgKBLREl4Z397UE5772PPjaunWxvaWNsZpVSIphEMmMkprZpurpJKT17enR0dr6s60jWAW3azrkIDJQARRPAOCvySjdtsJn1QVxMbiCrKSJtRRJqxQIxMaB0zqcUnYtIBoABmHAoisQYOx6PJ4XJc2zb1vv1er0eosYJ8CUoW1ejXGrX94uUktV5SACADCRIAnjj9p22j4yW+RxBWWtTilorFAbU1trZbJYADw8P4fTyxcnlelWPJzNCKxG1MoiUkkeUrmuPnj+dbY1Scr2rd3a3CgsSPVIEGKQxqMiOxltRCucTYqTPT4lKQFnIAICFBBQAikBI+Hp/c1jVr/5ORCBDtoG8WvMill+Kv4bvJ0MpCgCTsLACNCxYlLnW0LSR2VHy48oanecZoqAi0Qo0QUrxZe9UpRCUBtQAipEYgBOLj3RxPu9W7ubevTy/dvvm9snJSUpApNumz6z97ne/u7u3f+v27TfeuDcej9tNvb0z+/Tjj0MIZVlmRjOzyWzf9w8fPizK8vT0dHe2O56O3rl5c92Fqtr54INnL46XSimlMptlRU6YJl3nomiQQTQYbIZbW1tFZrsm+iYhYlHkmVbz83MWyTMTYzw9PY0xWmut1UopUhkRCdB609SbzZBn433Yv36ws78fz7FuG0QCgLZtT05Onj55vF7Mu9XFpMgmVp3MlyKcipk2Wdtz7XlZL3ev+X/yT/7xG/cOcqM1yLWdndxqNdpKZFrQrXPOOYVYGcryBC5eLmuOvbKFGc1m2zt5CCFJSkjKKJ0NrHibFUpbVPrq0K2ISCxrkw0Mx0CESiGQRGaUSC+JelEYr0j3mCAlDhpzRANXOclaQSIhYRIRYAVACIxAIIigQIbjsEIAo81VEAXqBGl4iL9clty2rTY0KASZOcXkuA/Ox+BTEmPM3v6uC3G5Wi6Xazf0ojxK8tNJYTXE0A3VRIwRJSGhUUgqQ2WA88xqFIjJa1J5WUy3d6Zb+4xqs6nPz9er5bKqqlybxCyJ265frJYicra3v1iuHn760LWBGSQJACB4g2E0GwGq5MMwZf/zU/UhAiC9BC3Ky1MjvJzvD4O4VywyxCum/jCsA5TIohR477WhVzHfQ0E//MPhnT+XpCcvyeCvV3qvn4+Z2aUgCJOtGRQZGR0EtnavaQZFFGLwwsooFk4pUWmqChFQmHOA0RYjAAqEEKDtHj559vT5sxuHh6SHjDFmSYJIhCKsEUZlORqNdnZ2dne279+9N51NQ4gAMBqNjTUhBNXHv/SXvh44tV0Iks7mc1Km3mw267rfbFyMQSSSSizaWJsVOCSbK7QKKMXgI3FoWpc42cwmTqFzFB1pHQboC8uQ9yFgBOAlY2EoBTExICkfk/Mhtvzq03uVozgMr7Ism06nWuteol+tTzpHKH1X18tLU2ZgjAgCQ5dwMi6REIA59SmJEBprrqTuiIiCiBEJlYgSMoNgBDmyAIogC7IA0M8UV//GcZlPDEoBaVQ6MgYGIQVIQhpICwCpcFU1ARKCgChSNPQRZMjtwzjkWCTW+irOcWg9sgjza02LP2ukjVdT5fgyl5z+jfXhnwGnwc/tkS/bVwIsyEi/UPW9/pm8qo21UsMGQYiDI0VrowQRIZEoEraUMoVaoSJBZISYUtO3qCgKMyEhKZ1dQboVAyIh2qxkGXSIKYSARV6NZiDMwRnTRjtRo12liqqM2toyphBjKQebTbOV1IMHX9jUHQiyyPmi/ce//S//t//976cULYetIrv/xhtvv/OgHJdtnR0e7sSU5dru7e5VeR68P1+063ZzvrzwLpSkJyZrl5fEMn/xJIeYY4zS1vWlMWDzzOZGB3Deu27pehIWZ4WT1WRjSC5ERL27s4fK9C50fn0FDgl+kAsTvoSWiVhFioBEFGIUVkgACYGHu0hkgAFlzASgRLSAUsoY3e/ujE+PHx8//fD4+FG9PA5uE0JbFNlkMp5MJuPRZD6f103jgxdIQ9bNeDxOKdb1Wmmczsbzk4uiqKaTnBlWqzr4LoTIjHCRFsu5tcZx0FoByt7eNoCazSYxwHK1Qjja25VRtTWejPcPb6OxVTXltt3dmm3qpgnYzNfPXlxy+kiTMtCnlPb3D7TW12/c3N7e+erXfykmvrhcABIAjqazamt68/7dAPFX/8qvEaZHjz/SRIg4rqrTkyNtymlVATC7zjH7mgmpbftpWULqQ7cejWfL1QbKAnDY/CGxDPNV5zoFnFIMKcQYjdbXDg4ym2mjjTYAcPzihbD44OfzuXMOUQVGUFZrRVAqa0azbWMyZFFE0Yc2paqqVqvV6ekpIh4eHr7x1psDwmR4EdF6ter7vqqqs7Ozhw8fGmOm0+mQEHgVVKNM07QEGEMYALnz+dx7v2kbIZxMJ9/61rdIvPe+791sa0xPuFmvq/GIA0CMFsRqBahEIAEIC4MMLckhqhWRQCkkBZ61UlppIIjMnNhWudYWUMUYYwqorTFZjIGTEKsERlDHCN7FGNloM53skqa7d+8WRVFVo9/8zb8fQoCUZltb27PZe++9d3h4YzKZRMhIJaCIkqKLVTU2N2+/CN3Rs5a0BqB/gxObU4rRue5yfj7Z3spzXezvzSaT09PTs9PTzNgyywDk8cNPT05ONpuNHgKFtBlulkyb8awI0UNiAsbEWusqy/t+lUJs1oudnZ3NYtF3nkVAKAooQnjpRSTCJCLCKUVtjdGkFGhNo1GZ55YARJLv+651wilFp7QNITrvdVYmEbGIRNaYyk60sqRNCBGQEmAfUts2vXM6Bk7ctY0hPZtuPX5ydHzeOIakggdgJEUABAiaIwoII6l8fHJ5euPmtUR54yKoq4MB4HC81aR0EOTEqLPMFoHrFAUHiBEzDBOuGFNKznGe50brnZ3roXcAEKO3VlW5Vbszm7FSUFZ5nmVEFBMwICEyYAJIQM+Ojm1RPn12nFISROY4OPG88wKxbfXOzo738fbdN/Nq+/mLS2PmwBS9RCVFXk7Hk81yU29WBKooxlZj3zvXNzm240IgdjH2RpNS2nleblyk3uYlq5ylUCpDIkKNSgMZIitABApQASIO/Vbm1+EZGvFVOaeUQhF6+eXQYL06xYUQYxyeaFGMUBQOzIzYKVIjrQjaxGF4AFmbdqqs6donH/94unVYZcg+EHFmMo4Ggdq265Ma7nwABkwJPWnTdr0LlFJuzN72zlvbW9T3Yb1qmk1LSo1G1cXlZb1ZXczP3n7w4Pd///fXi/WXv/LFQQjQti3kWQhhpyqdcyEtV+u1975tm+V6IUTvvffeaLRz9Hx5croGECIqy3w6zSZlPj+/vFi0zKi0TtFX1Xg8mTTrVds610Qi7ZxTYAej3SvN2gC5GLYmNBYQY+ImxE3nY0iIKKRMUY7Gk8V6XZ+dWdTgexaxRieWn/z4p4rh8GBSXduf7exsutZ5SdD1QcdEfQyz7Zt372+OT08keCXywccvCtJtlrI8NzY32mTajEqbQTg9nU8saOYiKyNqnwBEyBRbs/HuwXXnnLGl8wGJytEka1pDGpRBrYBQWJTWk+l4s1lHN5zwkEWSc54gBU5REBUQKiJtdQw+MUeJIIKJQVAptMow6b5zyMACKEAv2Qqvz/qG5TSo84aKIHGSK30ZIF4JpxDRGsOZzaxWhKRIKyIkgMDCl8slMy+XKxaOMRkiUBIZFJIiTIDAoklFH1KMCKK1tiRKKUBBEd83Q9R78r5Zr0IIiXG9qTNNfrPBGLS2IaW2rslkfd0FZmvWbd1AYpQkQaILnBKCf/jRx5PZqJpsRRdeA2T+OZn1wWuDvqFae0XYf30i92qsMYAu8PPxyRBxfkU7vOoBAqBSSURS4qFEebXXIA74Qb6aM2ISQYAhjeDz4S+inY77R95zKqzNqtL3DhC1MlZZ4qRBIqToHZAM7DhgsdZarYc60/V9u1xtb1cBiMz5eHtPG8MShZCZgQZIIybnYkx1L+3x/PHT465tJaWYvOv6GH2MMYXgGjfb3pptbbkYRtPZG2++effGrft/8Zs7OzvT0aSt2/nioucUQjg5m784Oe26znvv2gYxifdNvbIE1/Z2Y99lisQ7rUhiTDEoawmJEBUpBIgQARgkSUyCCKQghoisMDKH4GuSyXB1houVUrq4uPi5uPaD2zdu7+z9t//Nf/0//Pf/HQE8PZlfNut133Wd79t2fbHa9PWrK2utzkzmXQ/ASIT0UoKrWANkSmeaLUmuAYyJgCkRREUJuvTS1/ezYQyv/xkAeQgDQ0IiGMZ4qEghD6EURqeUOCZCUEhDFiwjoHw+7WOOQxtgMNF+3q+4EtLiLwbH/2IJOizhQWnsnAsh0NDd/IU59r9b4fnynEov7cWMeDV+uvpfX2lF5PXF/KqTopQKLJISAGilWYGkAbEkDCwsiZgRBImUEgDPMcS4vbcbmIVIG+NjyBS4yERD2QlESDiAsJC0VhpEGQYdGWNiAsqqsSlGjU+BFWiddEYKilJNy6zmF0/OPnjn6+NxNru4uLx27ZBjbNt6//rdLLPnnz2Evk6JfvDDD1rfRw4vTo4lMSdWRAQcfViv3N/8L/7WX/lr36km1dZ0VCrql5vQdH2IOzduzDfr1od13Zyfn63Xa5NlRJRl+WZ+RkTlqNJcUIjT7a1Mo0VpQre6uDBFWY0mtUSFZAgREgJ6YZEkQ++BhZQoBGRWRCSJBPGKNS5AioAQFJESRkA9XH5SWuu677snj368Wrzw3RogjkZ5jKreLOcX5873h9fvPn/+XCk1Glfe+4ODg7IsiqIQSfO53dT14ydPurXPbD6dbgPQ6cmF9xGBlot1WeX37r4pwOtmFUIgwuDSZDJxXRhXk9CDQkRgo9EaEK2YVAIab+0kpUUlnzjGmNvcKtXWm/293dVqtWmas7P5X/2rf/XWnTvM0HTthx99ysyg6P/4zd8Mtrt+cGO+Xj549wtf+dIX/su/85+fHD/9v37z/7xxeHiwf/vsfHV+sVhcXoKwJmrrNSfe3dlLvssNQfJ9s1LIBEaQQCjC/0fdmz1Zdl1nfmvYe5/hjjlVZtaEAgiAEMBJEglRlsVm06LU3RFydDj8V/nBb3bYYYWfLUfY0W21FNGWRbWkllpNkRRIgCBADFVADTln3vEMe1jLD/tmYpDCdDssh/tGPVRlVObNe6a911rf9/tCSoKiKoLiq8LaQTGpi7uH+8bS5eXl+fl5Fk/msaeIlGX58ktfuLi4ODpeKJISJcEQAwM0687aPoXkjPHeV7xBtL3wwgu7u7ur1ero5LjruvOLi4uLixwMW1dV0zTT6bQoihdffPErX/nKo0ePcu5f27ZnZ2fz+WK5WDljB3VdOGeIl8vlaDR65f59W7pnJ8ePHz9ulhdFURhjxuNhXVW7O1MRQERWAjKgIBqJjYGUQEWFrlFeCowaMHkQb02JirDhfG1anALAxuQvJ9WkAMxVWRk2/WzZeRnXNWBS1RQpAfh2hUiqMBwOx+Px1dXV+dn5xcXl06IoisJ7f3Bw4NUChCS9SmpXa1Lem27/9j/5p7/1n/0nv/K1lwEp95c+I0cQefjwt2+Y/wAAIABJREFUg7PT46nsvvnjH5+en+9Otiyb3d1dd/v25cXFo0cPp6Px7OpyMZ8xcyZSVc6iCEoyiKCiITlrGDl0vbCnyRhiin0PKuPxwFpqVimz6TLSFTdjRlRAJCQGAQzBs2FVCaEnIucMAPouioglZGuIyi9/5ZfXvX/48TNTDqPCYnFExqArolIXRH1s265p+8Vi1TTdatX1Ae6NoHAWEcmBK2qBedQcroMEhsiE0CICMpMhEelEPJjzWX92+dFodLJcezJk2AIiMVtri7JWgK6PMcYQ0Q1qYxXAg0h+emaNn+9j2zTFsJxMJoD+/Pzc7SxiDCKx7dar9WI4sFs71eHt/SdPT5bLMKjrdtYhWSBQYiALZC5OT2fLVdd7AKlKG1PM0QJ9K4CaZb1933/ve99Druq6Ho8nCGZQjaratP3F1mS8NRlHH9frtusWqOvgV9NxvZo9jc0MJBGDctF3qRxsucFOiq4PZjQYWzdANUREbNE4RYNcABAQI1lARmTDJntDbgRWiAgxbkpBZgRl2SRJ5qpPRFAVU+LcaRVRKEETSIDoJS6N1pjcet72EUIUVE2+sywDR8EgY5cEu3ZROusMqSZXWAXxV2q5tLZ0rlSKVV01wffBRxVbVM7VZIovPHhuWA+Oj066thuNRilGw7i3t314sEcYqpL+0e/+7sXl2XI+f+WVV37207dWi7mIfP3rX/+zf/sXttDReFyWpbWmrIvpdDzZ3T8/X/jQi0QfBSBUNaVkisLWdbXuUrNOoORsicCStO/78XiUCjXs6p3toyePczuVULNrqSpdFhMWhtukCCgKihZdach2XWeMubycozHEfHCwXyKfXpwnUdBkDZMySRLFkCBxoVZnq8jW1ONdv14z+rffee9rv/KNv/jzP59dXlbOOnTWFV1YdT1B14N2hhBDTyFNHHzti4d7Q7uYXT09b4rptqvqrZ3d3f0tVw4DcGltH1LwvS25qhsHxJaNtZnMYFF8u3axx420PxKgFQKRpEkRMW+wjQXS1PucIMLBIWKURCgECVAdY8pyrWsd4OfKh08Pe/JFmHMTYdPiR0Rkk5Hp0TnLgM1yiUhRBVSMMaJ6dXVVlmWMwVrXx47ZEJBlFImSSHz03g+rgYogoEFNkAjAMVJO0VYlxLZtoO0uZ1fGOleUIcam8z5GQCrK0pZV771PIkhFXbVt2zSts4ZFBQWtM4ACnmJMXd9zk2LchIH8R1P16eb3zT2MnMd9Axn7tBpzc54QkWmzkQUEBGaOutnUxhhVPiPmvKkVc02Y3+LmufPp0V9WTt98hZl915Hh4WgkSDFpTMBkolCSGJIqAVhDBeVP4ZMCgEbxKagoI7pquFsOaL10ZS1AglwOhq6uYv4tVQVUVF01ASWRpCmxS4NqgqqMAKAxekgpZ+W8++7P6+1bFULnw3sfPXv7/Y8kJFAYVoNRPQSKrjDVYGCsQ+SiKLYmY0lbpWODQKijQXV53ld13afog2/6XglUFBBQIcWYul6SUDZRxygpKkBCIFHL9cDoat0MWMEY51xGDOXDeHh4mJfnvu9z0d5JfPTo0e/9D7/XXl3eu3e3GJbqmFyxuzetnFZ79YPJVozqbF1VZUxRNaUUUpIQgg8+hCAprcA7BKNQU5Lman1xFNiQK6wpORnxUpSkoiHEHE+fJG1EigCAaNgQkThrEVNQTXE6meQpDJFS2gjxlG2IEgUNm9w0BWQQTfmnKKoK6SZZIeP8s30xxihISJwz3+nvz974dCilggow5OloXsGMKoCKZDaa/MJIio2vj4iZc2w0EsG1fn0zS7wWvn5O75qv9pSSNQZEGdAaowBsjXrhDRs1F8/qnAMi55yqJtC6rtuVGMvIpKLgyFj3yV2Zvy0v0goAEJOI+MlgjA4ZlUG69apyprQcVUMSQFKReeOD8u7hXTBVUt3Zv9NHYC5cbStGY/iiOEsJx/v32753EgV0+86LudSUEDUmRPTr9M6Hx3/zX/93QjoeFFYEe1+yGW1NeVBP9vdM6fankweHd5m5KAtrbFmV89l8Np9dXV7FGHvfz0+elSh+dcUxcGiNpbiKcX3JzpIWFpIh6hMhYUqBlIgINLfqI6txzBoDIrGCADIwWhtjdGQIQVMQ8a4gxBjDxY/ffrdtZ3WJFsu+6Q2p9+i2twHg/oPnPv74cdt2RVEgcFGUo9FovV7HmJyzRBxjWi5XqUNJuFgs+y6oYra6Nc26aZqiuDubXani7u5eVVWz2WXwSVXbtkEkEem65kovVOX+gzuXs1kfkiLMZvN6MIKYTFGCSNO3auzF5YyY7z73/MOPn5qiUGIf/GRr57kv6MXFxcnpqSsrqun86urW7sFf/vW//3f/7t92zfzu3Vur1XJra7G//+Du3S9YZ4wth3VNmlKKztgPP/ywqurXX/+1nb1bl7NFTHJ8dbqcrQSgqgYWKMToDJc1h76J61m/PH/0/jttH+q6rlw5GY5EpKrqtHnFk2fHl5eXIVAMobDOS0rAiDgaDw1bickZg4D98lKZEfGNN97I7ibjLBHliL+yLOu6VpG+7+fz+ZtvvvnkyZOHDx/myLu6rkej0c7OTuHKruvrsgrenxwfnxwd7+/vhxCOjp4BkyCMRqPpyKlCCKGqqrZt6rre2909P7tcLBaE6vuAgIxqUlc42wVfEIYYjTEGdWihwFizxBSNMbxxP2tIYpgRNAQvoBmY0Xvfrpqu6Xa2tqy1xNwFr8qImkSZaTAYZMypiOzt7Xnvy7t3RSSGzSvGOBiOBYwAM+LW1hZGHBbVj974yWtfvHO1WCpZgPD59Zrx1u5u6pbLdr2cNwbh9Phof38fQdr1MkWfPJ2eHq9Xi9C3VJREOKiK66QfZMSU4qCuYvAIwAiaZDGbW6dV6Zjw8vwCRI21gAAIMUrW7EQyjJwbTEkRELkwQIbYkDWqaJxLIVprnTEMIrH3fcjQeTJ2vlovmj5GTOLbdtm2fdv1Ibs+E2ahOpMzlokTsctsz0RExiADJBAgIhtFiRwCApCSKKRV6D/8+ClwQRbBDExBMQaVkPncRWFVxbrCx9jHSNYJcjkcpb6LfZdU2LCIIkJRuPF4/E9++zsvvHDn6ZN333rrB8F7a7guC5DEJKNJ9eKLD1770qs7H3w8Hp/s7hz88I13f/iTty0xACTQBFoNB0+OjoyxqgEkQIyqbmMkI0LEpmmMsQcHh2eXq6ur8/l8YbnWmCBh7PumWe7f2u1a6NtkEAeDsiir5bJF7VW8tca6QhOFxLem++VozwdOWBMPgSwxEzOZAsgCEBeFIgMaIItsEAnZZonMtdWdRIQN42bCTygJhbLqBgDYGkyioCiCMaGkGGMUC5pQAmCvqt7Hgqt6uOWcIQihnzsG9cGHKGC7hhRtUQBSXK/noQuIsr01ff/oyqfQN4mxSMEzcZJQVrxetS88/9xXfuWVotQnTx6fnZ21TVOVJTPFGKbTyenJ0WQymm6NDg4Ojo+PXWEWi0WKXeYa9H3/gx/8oCiKwzt31k0zHA6TD0DQNG13cnR52YgkYwwqAoi1tipL7/skkZmZQUSZabVab28PqnJweHDQrfx63a5Wq6IocvgHIGSrp7Ocd1zep4SGkJJoSJqUokhCMmzbvm+a5vbhwWBwe30xC94Dg49BVXlQrtertu+Pzi/nV3NI2psaOwop+hStdRdX5+99+PPbdw+IdbVYJI1N00HhIHM4RFTUMRiFFCCFznJRGgq9Lq4W7bNL/Oj48fHFgxe+EFKs62q1mDtrVsu5M8WyWddQJVSRhJCIQIC4qG1VG4OogKohBFEIMSXBLJ9hUImRnSXCsihLKmJIfZ89QKKibDwDpdwkE00ZtoCgG36QIuFmrEfgnEVEkEiZiJBhLgjD4WBj56Ec16NJlZIGlSSaAMggMTJz9N4yGyRBQSZIqSiLxFw4pyIMCETAiCKoSaMKkqgqJEQuyhKRjSQFAokgcVCUGlZt30JKMaag6pMqERB1fVi3jcSIkgyxJWuJVFQJIEkKkQAg/UOM+v5BFZ6qhPBpF9+njU+fg7tcR3XnMLrsSkpoKRd13oebSu9mvpG3vDdF482+PH1WS0D0iUD05ttzyb6Z6yBFUYOgSkqgOegDN3OfDKPSLFVCBaQkQMTGWGaTgBQIjUO2oEhZpKxKAAoWyTEIaC63gsSAjJbIIiAqE0FIkYvBzv666YZDRuNQIYYgUVOMywiG1KdmuW6jQib5IKKmkELfLGcpRd82F0fLV197bXd/r6iq8XQymWzt7u6iqDFmOhpPJxNr7aJf9n1/ObuYz+fB+2dPnzz56ONGtJmdp76P3bJZ2NFolOGo+QCWZTmbzRBxMpnEGNu2ZdLpzlRmq/eePKmr8laxv2yWi7Y7PTuPPmjQ5NN6vV6v1ymlW/u7X/rSl77zne8QQVlyVYG1gAgtQ1iAEf0vf/tbH37w5Ec/fXPedcv11XztCy7H5eiii3lYn6Mj1uvWOneTTNX3rffe1tPWdwzgqun2dHBxfp5CQ1gCACMq4roNImKMtdZpTl9FElBGykJ5VQXw1lpI6H2fQvDeb0SepGRsivHvc/Hh300s2Xwdr/UG10EXomKcSyH9QrGniCRQViWipmnSJt/vRsyJN//tBpaTr+RM0M4F57CsDLMxJhGCKBOlHKULhJRbXkC2SF6JSUT4Wndbls4QZwaMfMqS8TnDIRFZa1PvWT2rAiRnqCDB2BtmSYKS2DgRQGY0tm09kSVWAMsOJYtymQRJ3XAxb8WMY+qiJjKsCKqUWT+ZnFIVUhCMWFQDaDQxLk/PThfLwf54tuqedcdIFJ49BoDlcpkXTgbY2p6+8sorL7/88q1bt+7cvv3lX9o5OQ1tL30I57N5UDg6Orq8vOj77unTj995++3VajW4+7JCMIb7rh3WA9A0KF1dFD5ESCGlgKJ1Xbc+tMt2OJ4SyNXFyaAyk0kJiS8vn1qXfHfeNmfjYbWaLS2rGo7RO7Y7t27HGEs3QF1uT3f7vtekhHR2cl5V1WgyNoZQkYC7riO2RHx+fr5ats4VdV1PJpODgwPVaIw5OztTAkKzXnUK0nUNIhau2t6fimjbrI+Pjy9Ho63bth44m0wUqQcOSckaFO363se4t7v7m7/82nA4PDo+7lO8WqzX/aPnHrzw8w8+/MEPfjCbzY0xIQQ7sKbgto9snCXLpEA83d49OT1/590nhMVi1RjDTLCcz0mFEHZ397Z3dofj6arrX3jxxb39g6+kZjye9t5/+OHDjz9+0vdwenQ06zvSdHVxytLd3d+zg3FRFF3Xichisfib7/81EQ2Hw2y1r0onkkaDoip4YCtXlV3nkajvunXbn12ea0wW03p25b3/1re+dXh42DRN53vvfdt16/X63Xfffeedd+qqWiwW1trhcDidTg8PD+/fv2+tbdv26dOns9ns7Pzs/Owihdis10xUFeU777wDANVwcOvwYDgZEzNK13Xd06dPVbUoimK3+PJXvnbnzp3peFJXwydPnrTLeejWH3388bPjo3fe+/n58ene3h5KkpiMjAqKJJ0qqQIiEhMbY4FVg0pIoRPViJCSFEW5NR0RkWVMIaQYyaAPfU78JOTgEyhJAmfLlJTZAgMztOtOBJiss+X29haSJOlXqyUoJYlFVY/G4529/en2zmZVu5n1bTKZ5eLs9Pj4aQRddX1QYKHQtaHvfN8x4aCu1uu1ZR4Nh8YYw1wWhapuguNBKYEhQjAAmoIWRVFWhUpXVhUZXqyWgCwCMSa2hoxlWzLzOiTFrGMEUxRFUXR9GIxGyLbr+62tadd1q+XaGiwNB+9VYozxb//2x7Nl8/h0tk7QB3BFEWMMISkSIqugYqGKwAhKghSV2WoCjGrYWVOOhC/VkIKo0vXW0SApYFLSLEjzalCgLmolQxx829Rlscn4YlQVa1iieB9yJo+zZRS1hECWDfe9l5hiBCL6nd/5ncmkPHr685wyFUM0hpESGwh9+4f/6n/7oz/6ly+//OWHD08n470Xnn/w3gePFqs5GyiK7bIsRcQ52zethOBFRqPRcFSLiKogckphuVwumx65jCFa4xAJVH3XOmerkuZXy+OjlTUFaGSmFDqkgBC9bxHVFZV1lYAzthaq1g0EBecsoAEyYBkMIxslBoVEOZVCVZU0IbKoKqpeNzcFEBmZgfMWC0CT4qYTei0ENQiqgKIaFRJwAhyoRAQGQIE2iUk+sbAKI1dsE6oHVgyiiESgBIYhpjb2QmRVfNvKZDiena9DFwblsO16FTWGi9IMhq4s5ezy4UcP5y8+d2/dNtaQpNCsfFFuh74nIgRYzpfvvfvu6enyG6//agjh/Ox0MBi4yTgLL+8cHrAtALEoitOjowRxNr8k540tiTHGgECEEmMUlbbt+77Nng9mAxBFsKqG4PxkMhY/Pzk5Xqd8GPLIi/JfcoediDRF1YTMCTCqAjKgABq9BrZZAgne921KnoFLywkUEZ1zKeqy9X2CGMVLh6hIZB0L+s6Hn7zxw3pUVa5CAxLFGCcSr90lQCoS0kZUKUIqVeGGozpAwdLNFuvTnz36+cOnvQ/GUEyytz3s2jAeV+ens+m4KEtXlsVwUDlntramYDhqjElRgUCJWAGICVUFlACfu3dnZzRczWcfvvdu3zQ7tyd958lmxVlQlHpoVk0XvEdE64qCC1W+IUSqqrUmpWQdMcOmWW8ZARjZMBlm2sReb8BtAABJJaVwDXsBZmsdElpnfEqFK2LXG0ZQkJRQNfTRGUJF1EyjASZCFVRByLsyo4jeR1MQGQNJGJGNsUqaEoimEFJG+jin1hCb+Wo9Wy45xgrAkCUkSEqgIqohYqnIDCr/EMXZP7jC89NDkpvpXN7Ef0KMuHYAo0LWJYpiShH4xuunSNkZBgJZpZexcJ9PQs8CjVzaEZEmQCK4TkgjIjKsRJLkeg/NAEFF1CAToEDUmDPtNpv6nMGS5SyfDFxz4Dhfo0eJyCiIIoBs7D8CCIhElgmJJcYe2DBnAjIxATNjF5AK4qIojSmLjU/MRBGwURAAYqNBhQCVkEhz/wKhdIUrCpA0uzz/4iv3dvdudW1/cTV//+GjJLJcLtv1OoTAgIV1jDQ+HH77299+/fXXv/jyS6vV6uWXvrC6vPr44aPSULta911T7t3OnuCUUtd1IYSMiTPGzOfzuq53dnb61Lskvu3Pzk8n49HtB/cqa9YhKrKxBlkB0qAcwA6cnZ2dPDvpm/5P/vc/IYKyLKuqyIL1ye3J17/8VQxhWg1v3zn4zV//9cg8W61Ojy/WizUG9U0TY7y6PL9OXsJljPlSMcbkAYg1tLV7IL7vlqvku8qZ0pBhANWgKqLT4TDnsbRdJyKDciDRq0BCArB52ExM1lpFwJTKsqyq6uZS3IQcIv5CoWYu926ULTcX+X/oDZJRosxmU9RlVq/CpyXQ8Kncs0/fUDn3b2OiIFJRFI0aGYgRdKN3RiSwzMBIiJqEmUvrkmFDm8jdPAmna+j2TYn7aR0pGcLkNU9LARESoYImVCFV1ISbrodmG2f+DKKae1b51wdgISvGSRJUEeK0ud2ud6MK1mHSpJQUjSFxBaz8aQQ72rrlm5VAIuatQ0gp7exulHIx+BD8mz9996/+8vsh9ABwb39rvljef/DC7q1b071bk+2tV1999fBwf3tnOhpUBEAE/9Xv/U8ff/xz33cSmtVibrC0bN57952yGtSj2hiqC7NeXJmiOtjdWawb0LRza+/i/En0a0J/9Ox4UFPbXBL6pumX84vogwRfOMfMhk0I8fjouG+6jC4YDgfZU96tulCFSBr6ELqwXqzbpp9Ot5fLZUrCyTRNU5ZlUdit7SlAHvKMDBpUrOvaonXO9X0fOn91dSUilk1V2LOzjw5v3x+PRvOFLxwnAYnJBw+ou7u7Dx7cXzbrejR0ZT0Yjg9uH87myz/53veOjo6UaOfWXllUzhWPLj5A5IywtUQxSRK0xEAUkhBKVY/ZIILuuiKvTBHg46fPnnz/h/VwQKZIoq984eCbv/4bh4eHd+7cfv3113e3dy4uzkpjCoIf/M1fnzx7JiofPXxIRDlysyzL/+Kf//OTk5Mc1vfkyZPFYjGd7DaLxdnREVlTj0ZRpSxLQ/b2/o6fjpIPzWq5Mx547//gD/7g6upqa2trNBk75ybT6c7Ozuuvv/7d7353vVox89nZ2R/+4R/GGH//939/e3s7Mw9v3769v79/9+69FGVQ1W3TfPTo0dtv/fTLX/2KMWaxXj969CiobG9vF0acK7rOd53vvX/29Pinb7/T98F7PxmPp5Ppl195+cUH9w4P9r/17W8Jwk/eevOdd9/tm/bk+GSxnKcY1qvVcHcqIiF5SAAISBT7ViWWhQVCEQnep76ZnS+Z7b179+rK1lWhCk0TiAwphOCt2axl2XRdFMWq62/s7jdrq7kW1d+AogBZiRFZFODvQgKIUopd0ygTADhDDq33nfddVThVdZaD5bKwBJLfBVEzVRoRNUv4rHHOIKLve2uNtXY2v2Lj4qoNIURJZT1g5gTad6Hr+5S60fYtINw8yYjIuNqCrarClU17FoEi0PbO3nJ+uVyuZ+cnqW+nW9umMk3TXc3BEyhjt+qzZMOwVaAkisyKAMqSuddAq7ZPkIyP1ppq1ay9T4q6yfGBbD8AFUBRkCxyVwUkC0oKzNY4ZwjEOetcSWxi6GMsVBMDqqoxzlobOrXGuNIhoYh2JBlO++jRo62tWlTLslTV4HtrWVOK0Z+cXrnCLJeLn/70rbZlSeb8qgm+kxTLsozRN816uVy06+W9u/defP6Fvm1TSre2y5Rido+qCjOv12tboEimJFBKofcNd2RMy0aJBNEjJQBOooRJNIUkisbY0pYD4NraQcjaB82w/RzBZAFZsioYOQvnNPcJspIlw9o+2yL87DIJICgiRKCaFxS6NkcgIgGIIisigIAyKKtyDBBFSY0xNTOZuI4iygAKgoCkihKTN8YUllSKbt1aZknrvlsWpq4KB6Ko6Lu+bVbrptTU2ULmi4uu60ajYVFY7z2qrlbrO3fv5vOSkmQIcF5TvvnNb377W795enq6bhs0/MHDj65ms1yYFUUhIr5ritJeW4EAIBGBMWTQDGHoY9+1PRNHTUVRMJMIElEIfYzxCy++cnZ81Pd93/eFMxs7H+q1jAg36Ms8LGGmpAABVAmQUAmERAiVQFEFFQkUyCAwsiBZ5ZgSkslHWBWiiCokLqDv2+h7BFLEpJE1AiIoAQCCGALLwAKuqHwCVAbCGECQTVFpaldtsIb7kACg7dNoNOh9UIKLRS+zHnTJDIQwGGBZufFgMBoNnXOFYUuGDbM1xJYI1quFIvkUL2dXTdM4xqZrmXkwrBCJjSWi2WJhi6Lr+6btet/FppVEn4ikiFIKIgIgxhAAZJhM3q7n3oSg9J3XJCobkggrqigp5Fm0brx/xISG2CAps2LCjb5WNSUhyr6fPM0SUISb4IB8DlgUHBpnXeKQ4y2hjaCCIgoQQ1CF0pXOlWBIV00UoE1NIQBKqJRFekgIG5Ox/t/iS/z/surLc4lcbN/Ufln2+QmJHvFaF4qAzMxZr2gYFNQaezPWyC6sG3nn5ymgqp9DudxMGrNpyrAFAVYCZMq6GgYEyXnCzKggGhN8qh1Km9w2pdypVSAiZ8wmjR2uIaVKgqqA2VGlMQhiYmAktmwdEyCARJEowCATdhpFo1jDZVH6FKMoIxEoWgBAh87gWFRjNqhupqCBQVEcgc4W68enJ9t3D8dbe7VIlA2GEgUQAJJEH1KKYuT7P/rxv/nLvwZQZ81kNNoaj1lhuntw5241GQ4v0GZlVR7uGWNilicZE2Psum4+n7NVi1Q4F2P0IWzv7LYIqySijIooWJa26/qU0q1797YOD0TS5Na+SLrW+kYRuZr13/veX5mUTh4/ibEfbk+0MNOt7f39w1E15IQ7e2Nme3e/MqYcDqfM9tOMVtWkqpeLdn55FvquMlxiXDfz9eWJKYqgGJkFIDRXiDguK3AUozB0QiQAuSzKLI3MDdcYKCUBvKFIE9KNxBF/Uf0moqASY7R4nRSi/8F1X96SEaExJr+7Zqn49U/5u1XfzZV/g0RKMWZPax5yxpAQ6JMLGAAVCdEio4L4UBg7HAz8OoIIKRikuii985/OQcniarreICIRWhOCd3nQA5p11znmG4gyPMhIMqKsypDNuCmP3hUgigJhBBVVUQVE2ZgXOQ/eBTJ1FDWDaAgBVTTFJF7Ex1TUI/SBVNAarZEBNzdVSqoJVLcOY44FjzHWqV2++/MmyJPj8/ceH3Ux/qt//Sdd17DhsjDWIDP/0jd+49VX/tM//7M/JXXf/Mbr+zu3kzdMZQjJp9C2S4x9Ejw5O1+s27qaXs4uV7MTi6FysV0vDbfnlyfgr87PjkhQg4S+b9ctIxNhXY+CpNnVrF+klBIx9hgCxxgDIV2eXTlrLy7PU0rD4XCwN6yrwd7eniRdLtez2fzo6On5hbkbbhNBVZci2nW9qoQQl8vlYDAoy6Jt25TSdDoZjUYxRm3Or87DeLKboivsZN0GAh5U7u7de88/91xRuIPt6enpmS2KEIWNu7i66kIYb20DUozxcjF3tnCmZHCGC48ekFQ5JRA1nQ/rLhpj2UC7bBnAMMTgnWFrja2GxXD8xde+NBiNO99jWP75X/6V9zHpRsNMAKUzw8INK7c1nRblYGd7ezyeIOJwOKjr+vLyamd7Z1APmmZdV3XXtU8fPaqM1gbIAqWWoqzblUTpixJUNYkCLNbr1Wr1j77zj8uyTCnl7WeMcblcnp2dee+7ts1TdERcLpff/va3B4NB1lYh4sXFxePHT/rOZ5pLipGILi8vVRWNuX//PhhOKUH0Iqkq68LVZTkkY1946YtJkgiG4Nu2/bO/+uuf/exnSPTHf/GXZPjWwf6d+88T0i+eAFHbAAAgAElEQVR96auFdevlajqezNouT4q89+cXF8vlAgH9e41G37btaDRKMYwH9fawbppG/FpCl0KrAEgCGPKtHkK8uTeZeTKZJJ+lDebG2RJDAATVFFPSlFQRyACzMdZYh9fNUvmsI4MAEBQRHCEyOzYx+Oj9oN6MlTQlQuDcmgWNG9QtpJCsYVdYHzouK9psRcHHUBQDIAIiRgZQUBREQqrHVQUEAFfryEzWOkT0MYa1Z8New72dw/1i+Kf/5i9UCZsrkFBZri2iArOVBFEQEaw1nWB+qmczv0hSgCzuyAMoBRJIF40PwbMlV1i7XC17HxGUcw2TUJmEgFRBCEVAcruKyQoYBB4NR1WJzdUlRHFVUQ+qwhBIyp4CBGUkQ6wiSsDMIQbvvSSRFApyf/zHf3zv3q07h9sA4IzNgOiUYvDt+dlxWQEznJ+f7u48qOv6hemuj/6Nn/zYETiD1tCwLoj0/p393/7Ot1aLxXq5XK8vT06Ock6eiBpjmHgwGAikGNcxJmtoOnamkPV6GfwSScCUAAhKEpM17JiUB6K+V1O6kbEjRefFELEC52VG0UYoCYmQiC0RWetEVbMlEgAQGG52ppgt6vrZGYUiJQRAJWYizqkkeallIhE1bHwyEqMCSWbcKsUIEpQAHLnMdSVLmNrofe5GKUkK3WAwJkjOSjRxMJjt7gTHS4m+NHVlKw39qJrIKGpIfdeUhWmaVUopBjuoazYsIn3fT8bT5WKlgFU5NNZ1XVcURUrp7bffnl9dqupitQyS+pCGo1GOV93e3k4Ks3WXNzZ5G6uSsk9vMHKGYdUIYiQW6SFFOT05n4zKJIkIX3jhwWu//Mv/+o82se83aADYQOWSBC9IwJLiRgSXRxeZcGtAGQRSLKy1jEB5ZxgJCZlQGNgJpYiY49Fy3Uf5HDHHmFISBEA0AGgyNx9EgRRIENuYSMBT6bFQola6zgtwgYbICAskAEEgwsWqH47Gq3bVK4aoiGANKYKI+BXJon+qPdMlEzjDzhiybAtDhgzjeFiul+vtYdktZs7aylovRMYokg9JgidiNpUtuRrSNOdjAYJoLpVvjnxKyRhblDYDdTYwJVFJSVIAAIukIKCKm0ORj5dm0rsCR42QBXUEBGqJkgbDjGgYkfPsSIEQFJGz7k8BAQUQiBQNkLHW2rJCwtj0imCYur5VSUSUcGNKbPuO6xqQ1XBRVYWyCb1BZsjvogoElAECqIT/UVZ9Ny6+T1eANzrMz8xGcFOcI+ZVhZgZDYGEGCNmJEzYhINl6MiNwvNz8JjP7Yw/h8GwaAmIiVNKEpGzjFMkiQgqkkVNquHTVR/fBEUgoSIhgSoTQb6q5DNKvM2RJQUNIgIRyBjDLJIUESR/RmRmmwKFHroOLFNhSdQQAlMejahqShqiqEJSVERQQgR2zqAyauVs69MiSH1rl4si9r1lKqxJPmRZMAo4EUhSTcY+9KvVqus61RQAk6lnV/NnHz9eLRZfee3VjimzW/Kjx3tvrWXmi4uLruteffXV559/fjiy2Hvfh6IoECkpgLFFNS6quioHllwMfs8551zXdbPZZd/3uU7LHLt8atbrMJ4WJqb5rO+65e37LyWLUdKz04vUHmvU9mdtNp6116/5fF6W5XA4dM7lc/rrv/Gtf/pb/3h7atXDeABXs77txKd4NptfrVddiO3Fsfe+bS7XTdd2XQLc3TtICkqGhYFZVVc9OGMKw4yEKeXeeRQQY9CYtJFR6i9QeGbVACRn+UZ7ubmk8RPcy//1K6UEojGq971hJyKipKCfG5Xf/Pw8isw3Ub4LNpbXlEQkJS3KKgXR6wwUAFVSUdWQUCjnxlg2hXWgIYWEogRYGOtTAzc5D7krBsqGbyZ+aGzfRGOJrAOJikbJhdgHICIXFRSxjNGIWBUrmjYsUkIiUUkiqKQaIfUgHiXgNad9A0PdtDopxA5MnotjzoXru7Zr2xhjCsmWRQTti4G1JqSkEsmiSorBA20mlyDqtMZysnP7eWAzEulj8jEAJmMQQULwKaXvf/8HCF1dqu+77/3J/3Hy9OLseL6zfZhpGfcf3HUa9vb2v/S1r46n22jM/Rfuv/2zN3/vf/xvf/2bX33vPfzRjz66tVd262yPKep6GNqiNGWKyfu4XrVRNSXwTchcqPOTC+89EUyn03bV3rq1B5HGg9ErL79CtSwWy63pToy6Wq0U0vl5F2NIKfa+B5D5fO5sKSKqXU5gs9aOx2ORtFwufOhGo6Hl9dPHj4+Oh1V9a2vnvnNbBwd37tx+bmtrp7COGd9//+HLL798dHSkhP/Lv/gX3vvp1laMsmzWht1wOOz73pSOwRFYiV6ZkR2wTYpBICkx2aicwLFjQNCEaE0XwqByy9bbelCNp6Ui6nQLURV8SsFHEWFQAq0sf/j+z09+9Oa4rjWJcy4LdPu+/+53v/vgwYOyLA/291999dXt7e3m4sSH+PMPPnh6fHR2efW3b7xhjGmaLvmwf+vWZDQ2rsLBAAAeP37cNM1sNuuDFxFi3traOjg42Nramj54UBTFYrFYrVZbW1tvvfUWM69Wq77vc6DfzvbunTt3p+MJAizm86Onz+7evTsej5Xo/YcffPjhByEEq+i9L8tyMpmlpK6smq5XorIsq6quJ1tN4ycH98fj8WK1ulzMLtbx2eUjBKjK8uLk7KNHj/Z2dqOu8vo1nU6/+NJLX/nqq1uT6T/7Z9994cHzb7zxxltvvfWzN99sZu1qtUoi4+ELRsNycREFlDB7bo1zjkpEVO1VURIQGmOciCByntB2nT+8OwKKfd+KiiSVlJmKQGzQOPh7deqqCGoNg2GVTdQuEcbgVUtVST6CCiHkOR8ABFHM/XAiZLalc+pE0rJpCuum29tlWbbdOkVlY4g5hLBcNz4GJlvWdVlWSDTc3c5MnYuLi9li2bZtOaiHg/EHj559/fVfO7hzf7VarfuVxDSfRx7joLBlWUdlZgvYCjhAAmhzDlwGqhlrECOogG4SgwAx4SAmAGPsYDDY3qXlUtpuE3CkQkgMlDurgpLHTqCKxDlIeFCXSHx7OpzPFyEJaSxyoiCzJyys0xRCIFDIz+eu72KMRJw33oPBoKqqruu6rsujoRA8gPR9F0JrHddFPZ2MQwiL2fyXvvScc/bDh++VpX3961/vfLtaLodV+eSjD//l//o/J++fu3u3HJUhhPwwySkIomLYMed0K6orN53Wil3bxWpAKpJib9CAxpTEsnWW1dQJPXCVsAIsYiI2DsAqoAIqJCRDdpSBZ4Z5M+sAEJWcd5unbtcrBoAoEqQYPxdri4ikRECoYMDEdGOgIEVVUgRMCqKYBCORsHHFQDGpcr7okAySdegidQqqxMSkIszi24YQigJfe6FK/SEmc3W+iokKdo7qgdtKpUqchx6mg2ow1Kb388WlSEAE33eO3XrdPH3yrCgqUNrb2+v6BgBu3749Hg4ODvYPDw8fffzRzz94f71eV3V9enq6uzVJKXQhILJzlglFIwJdL8phPm+7NqxWgmiy9bVp1nVNu9ujEELXd/dv7YtIvhicczli2hiD1/xCIIopiqqkHPknmiIhgiYCyr56kKAZ0wY5F9GgYUqaFBQ4gREESYEz8o6VQQGT7wMiEVpQAmVkBukRQIEUWJAF1BgJoT9dpcZ3EvzZvFlHgxybLnQxGesUwFpHqE2zWja990mMVYgK0KtqyFV9lnOSdYWxNqWw7PvYhbiQnPRIAkMLv/zFvZJURR8/O+0KV5ZlNajLoi6KAsiCaoiS2ZyqCuoJIiIWhUG0WegUY8zA+bxLEeWcnC0pkhIASIzZZaqgGhVEQEFRRSUBZGJhgGAEmRgVDJMjUxgLgtYYIrJsNqRJBEU1CoKcHWwJ8sPDRMHOpxC6drVEFUYokqgKGwakIIpMQaSPQVWjAjjLAAwBFTOkHVAp+waZNipF/H/f2ff/UdWXn0qf8J2uiRSbMUVKN//ZsCGFJOI7r5bwExkbqGofg0+xyI2EFDHx34NDJM6witx3+VSEGiTQIIlFUCBb/EESMycfgHgDFovJEBmmaxkp4E2cl0LWgyBo33cpxdyVyeP3kD6rBpTIEDMOBFOQhMS8KSRzogBQAeBQDUSJEWKBqLqB3IIKgqoIKhgAEMzFZj5WhAgx9kDUR+kI16oFqJaFKVyIAauSCiFAhs0sdeUVqTQDW9cJAaL3VNUuUsCj06vVzuFzXWpyzymfr3xGYoy3bt3KbfKf/vSnhL22vTZ91/bMzMaMRuOr1gdB6WPsWjWIfZ+/vSjL8XSSDylusJCSkuybbWk7p+ns7KrxSblMIMqmHNbF2DhkwZW9xqWyMYSYshngujWAiE8efvjf/zc/leANQrdedV175949doUaU43G1Wg0CgurMBrWo9sHgE6Q6/HIJ/VRRTGk4GMqYum7LvZd33W3traHw2HXdctV4wFMWScRYy3/opqNCLPieCMK/X+q8CQi1RhCwExkVFVQ+KR03ORI3Pgi8iJx0+BgZjImrxYxhBIgpUQKOUBeRAUkiUSMqMQxJR+YKPY+hVCUaI0B1RSjssinDnX+kwfmKSVQJWsT9Ak4KqoyGKfEUSkJqLUxJUUmEVJhAAIl1YwRBeastlAQ1IQaWCNDSiAApEoKoECoOac3OQMRYgi9oBrOMfVQWuMMGgLj7KJtVuy0C6AJURGQEdgViCA5Qtgg8zCZmqtxECE2laFCNaaQoifS0hColqO1of705KGz9rm79+7s3/+LP/333/jVXzXGdb5tuzVpevzoww8//CACBEmj6fDWwQ5C+OC9t+dXJ48/fu/27QNJflCXw3LQrnzbtozGlrVhQeQUvGFbOLDWqGrTtBKFrLm6nA0Gdd8FBEoxXV5crU4vq6pu27Yqh9a6w8PD0Wh4dHR0cnLU+74sreXBoK4zhmQyHl9cXJRlEXqvmiKjShxU5WRs+r5cr3tI7aCyr33ptZ3du8PhNEZhxNFwuN7e+psf/fD9998fjydFUVjn+j4IwqAe5egzZNIkmgmEaJgtkhHBKLkNySkXIUWZn+W2pLZvJaWdaghk2JUCBMyiDolzFotzREQSoyPsm9Xk1t2Tq+XzL35R+xYRQwjZTvzWm2/+5Mc/zizcrMDfrZiZq9FwvLV9++6dr7z68ngy3b910DXdZDyWmD56euwFnXPf+OavZXBXUhGRpm0Xi0UO3zs7PUXE/M8nT5689NJLRVHUdZ3h7ESEQG3bee/Pz86C90VRPHz4MK8XaPj5558fj8cDLhT0+OSkquqyrmfz5RdeOsiz63Xb1sOhWLf22i+aKDDYuuUKV014sViodTwYUzW69+IrBFe5YEopPX329OHDD1OIR0+f3T48HA9H//nv/u5v/eY3h1WNSCEJMv/wb99YrFez1fpyNk8KQWTdrEMwN2LO/LlungZZQdN1nUqMKYQYUkoAmKL0fei9j1kLAvAZX9/16ktZrIloGIHYGWeYc4PVIAmA3gQtIIKoccYYLlxGQOm1rk+JiK1JGlfNMgVJkjSEKBJC8jHFJN53/fll51Pbxtm6izH2fVAABRTF/5O5N/mRLMvO/M45d3qDTT6Ex5gZmVlZlTVwaFY1RTYpsoHWRuiW1PoLJEHSVisBAgQI0E7/h7ZaNCQuBULQQiRYxaFIdjWzMrNyjMwYfDJzM3vTvfeco8U194ysoiAtKICBgMMRCDczN7vv3XvO+b7f5/p0fnHjQ/jLn/7Nb//2b8cY44N7JPmLTz7SqbeEqCgCCLbY7BXIOjKGACjnzCpI/PUg83b/ZnSqMQtmxSSSRRnUIgEqCgAKlReAWlBatzQrw8w5o6oQyGLWPDi7t9t3ima+XCrYfTcYhODdFKNlKI1C59wBVqloCQGgqqppmnbba+fcNE3euhgjEnb9XlUur9Zn5t7NNr7x5AlBdbNZh+D+q//iP7+62dRNs+/2BmA2qwnBEBhLOY59L1UVqqpyzhCR9x4U+r4HtXVdW2sVOPM4pW0IdP/Bk2Hoz1+cFwO3ci5dxSQ4X5163woEAYvGhqolE0TABx+8BwqiAcCIYBQVzsK5zHfp1jtgJcltshAeTKLfVGCRReuIaMpTWaWv59OWSTMZOeCzi5iRyFqHVHOELKmsCzJUh9q3PIy7GCfnnXAapy6O46xp1UI929k2jDcMsHN2HpyXjJcXN/1+N68h2LapVlXdxTilFLt+B0rWV3Vd7bb7vh9DqA3ZlFIIgVNS8R988MGLr75cLpfnlxcMuu+Gk9PT2WxWUraLxa58T0QGrVA2FlW163abzS6mqgonMGVECiE8fvxEZcwprVaro+PVZrMp83kAmKapmJlNQfgwK6FMoiW0kdAciuTDwIpQDUgWNsaWI64CKwsaW2bUwpJVFclCOIyjRRQFRCvfppyFEY0BtTmpIRAgAWQs1AOs2sYAbyfYDaMDndQz55RY0BAZKf3wzABqrd/v+xhZy8y7DFwsAqJksdYimcgwpYSgiJ6BWTOAACpZcA5cqDSOzvn53O97u96M19e9IOYsLKLqfAh1XdWNt9ZVnqvAxlpzGCSwqLIkAFDIB/1gUXci2NLThzIpIVBWZs6sSUABQVhFURkOLkFTouEFjMUSJ8TMBASiJfv4AAMp8vzDLQYBUACJjChkUVEAIs55GidDpkQIlpeqzJmgG3o1Ngsbax2h00RKJhmSryPOiu5JEf7/MPb9A1V9klHZoAU0X7cP0bAehlhjGsAtAAiAXh/HZSkXvwMAgQSQIGerBhEdYFGsOTK2uOfQVJSR+ziKb2pDkrS/DQSEkqQH4gy4w52elYDwNj4HERFEJGXo1Md93nOo2aq1oEAqQAiIYBFRAMS8HoHNchs/yoCIwLDw7aubi3IkYjKTyiAZbeG9FzU2ILlbXgy9PngsW2sWNN5noKTGNfUACMZOOamgqpKCUUIAxQwIBCBFB29RWVTJGZtjNuRsF+sMLqkPfhpiKUUOc2zJcmAAgCofFr1kAlXOwRtVrrxFzFVT+yq8PhG9I68CQN02Oed9muY23Dx/rs5FUbIEwJXT+w8eNKGxaDLHUh4URWjf3aRba/KhIAe4mtYVUNXMgcfau6dP36K2GlLs+z4No2bOvMhFfUSSYxYR76u7zbt8Iu5oZkVmTWOQXr14ef38ObcP9tNo1U0jvtpeHVU1Mw8vrvf7L8ZxHIah67rValWmhW+++eZ77713NNdH7z49OT6edjsU/k9+77+5vDxv23ocBzT4k5/8ZMi6GabSgWMRZiZjiokT6OCfqcJZn/ZVCAbzfBV2w6ZLfRWOOMmYxDKADWgQEQuyojAk2rYtoG1VaduWQKZ+nFezfuBQe3RhigMbRCJBFMDMlNQgIjgPAEJUDrglzkHQKDhvqZ3N8k238CFe3XgA4z0jqxYBJ6itbnbrk9MFy3C9pwdn3xmJRpxyCsY+8mE25nMyFYKycBGPFcHYmGI5YhpjILNDN3Uxd4kQA7aUvBNAEGBAQTAwObOV6FYzbf2UB7RGM2RJYAhAcx69o+vrCzGQABOGnMSpMUKEAARCyAZwCgTZkZJBAtacEe1+2DGaaKmHNAVcjvG1xEJ9bUJ5e57gMQ37WVOtdztREiEWJXSVdyCMSRS4apccb4JpjEzLajl3foymvvfmZozh/ox48COh8JCZQBDiIOMFmVyvXl5sN1+9arP/4E9/ev/+vZOzx/tuEKygDmPi5XJZkdldr7frbVNV0kxCkiMKYM5O2CHiJub15plvDXby6atnJ6uTuukIcLP5cLmaf/udd4/mi7gffvHRpwAmEZtlh8GIACM475er45v1lrPM28W4mzbX19uL9M5v3Vus5tv+VbtcPX7j4eM3HvqqTcy+aa2r/s8/+bO/+enPQgj37t2rJi3gR+OtRSxRWQYoNK3hdU683+7n8/muu1osveBQN8th2FuMy9liuxtAHJIgAKnUhNbVVrAxYdwMZ8sH2/0eGlCV0qsCAFEJdchj7ys3TSbmDM7lzNvtdpwm7/1ydfzm9x6VAPOu6wBwGMaxSx9//jnsRjh/Nf3dl4eLzofYD9O+B9EfvPvgf/of/9vj4+Omaera7bdDSXh/8dXzy4uLzWbz7Nmz4fgo53x65If9q9Wczl/8IsZ4cXGRcw4htG37+OE7wc2Xs/nD43spps2rqzcePD46PQGil5fn51eXH7z/gVoqIszfOPmNBGKDV1AkzTlV1jkFSFMbKGsyBkEmSIzoArLEzmqqHLSBBlhJ0YwYqNyyBgDRbQ+zk8ehrv/n/+WPFifHF9fnztj15dWqbUD0aLH4rd/49X/+u79vnT29d4yI0xCfP3/+2Wefvfzyo253c3n+rK5rIlqs3G63AxpudvthesOAuCRz8mPKUXTT78kbggz9tmGN5ADAgiJkRAFIAGkiGhW9QkB1BgXFEkmeUGtfeWZJyc3mC751xUNVTdMUU0QEUAFrraXgnMTU7bf7zTrn/Em/Gsex7/tpmu6aVn/fH3dXpBUlWhrihx998uFHnwDA/WWzWi4z+5jS2eqs96eZNboe7E1wInFfN0tmRmWHKHkKzhjrvPMAWLWzm+3u6mqHVTRkLVSUqt2rsTGVmVeo0vcpZq6dE0jCWTIH62WMwjqrLKfOec85sVRk3XqIE9qqnR0dHZXe6Jtvnmy32+fPnztKw3AlozA31b2THfi6Pt52SajB4D/64vPHj1bLOVcznB/f//LlBfqG3AxkxdkEWmlsIa777c3yiOJ0tV73n3w8kAvjOM4Xq+A8ZDHBxBgdYeQk+8173/1OaDizdh2zC2KqyHE+SwqvSJ85Pcdxc7owiPtgrSXYQWzb0/Vewfmd0E71qD6t24UqxCEhZWN9TJoioK0VjxCOPdUOWUArH7x3nGOMAiAqxbOtiEpY4615h4ugztvb7qcSERvP5FQlg3KcSAQRDRkwnoEAwDgPUqFFjlM2Mec8TqNwRDGKRtRKihnUW2etIWu88UJ9SoO3ZthftbVl3iPmkC3IZHA6Wg51eHk8R5me+/ryBiXqyhxVL8buvfaUJXvfTnKhKK2Do/vLm/Xa2fzmo/vjmCZbXHDaDf1+6He7m123L9iw2fIojlMdKmUm9MaaOHFOgGidrXLMzlWc9fJy3aUxJ7uaneQJQNQoq2YL+eL6/I03Hr54cWGC319dmsrnG+d8iPHGV43CMKVBhFUoxvxgtdr34z5H51zMkAEFLXOW4MQ7CGEYdwl10qSiwXlrHQI5QEVGY5PLQ05JhqquNU0OVTlapDxMy7YhV41Zx6yBPEJtAAyAE1VNCPDDX/uN1Wr16vmLnPM0TfN25kH2N5vteiMKRsFRaRMZUQRy7bxN042xxcbFxjpjTLKgKqKiiGix2HNUDVEDQEa4RrZp9Fk0Di0p57iy81GmMafIEGx93e2GFLljwZiL00RSMBqCt9Y656ra3bt3SgTeO2cdeQKQmjsRUU4xJZQMwsE7QTaghsB6I02VrbEArWRSUc2aEqigTljkaQApolJQa0fNyWvmoWVXkwOkCWTADJxdaY+DRRaUxApAhoGt1xEViSZtbm96RNYqoSFwjrqpD5VbnKzMOMk28TSx6ZwrJT0AOgPJwkTQOcgA7T/aWd83g18RVTQLppTGcVTv4CCaw5INoKrFnvc1zYUUiQRJFctMTRDL3B8VRSEreHCgVtWomFv1Hb3OWFFF+WZ5XLRw3/BHiZQhGgFmlixsDk9WRJTFewBw27i4SwgpJ8pDuFEW5+yhK3ObO19SkA7nY2EVvpvPlG3ydV/WL+lOiTCLEJmSU4eiBop+9VeMi3LIXoNDPjjfZVfknPn2YQlA5eCxVrJ3oH9Eg6LMbBHrulZVIiO3gtjXj853n055DytTGaU7jGTOuTbGGLPZbLa6XbTzULnyFIWHfhd9fscTF5GkqkMMYKqqWl+vpxjbebNcLs/OzpAlDqPgIQWh0C9Udb/fF2QT32b7zI5W+92u73tvXFVViDibzU5OTsYU+2k8Pj5J2235x+VyWd7qErtcmMgffPDB+++/v7l5BTk5ayWlB8cn3pnvfe+7N5vrk3sn33nvO//e7/7OvUeP9qNO09QNw2632+/3n33xOREJQkppt9sNw0A05hzn7cx7rzkdHy2byltgkAw5Z8llBJeZSbX0ohtrU9cZYyrnjDEyTa4Jxtubq6ucJ2eo73YmWEVVkcyJWQSMkC3rSlVzisG7A/yTmbOASu1DqBsfavUegQQhiwAaUBQUBCQyIQQFRsJy6Q3DgKQ++IJBCsGzc3eg3UOU+Wuri5kJbWkIoLV1CClNiEoGSAAIBBTw4NpNMZdwoRSZyJX7nogg2rsVpaoKikU3T/S1/VrkV29NBdV1WPM5G0MKDK9fHq+Rge/YqswHKbiWOfkvQYMByWBomssc57OGiG5udiWwuhDeiYwSIJJDIouOLKhdreqP/268f//Bq0/fv7q6Olqd9Pue+eWY0pgyqzazmR6iZslaG1Nq2sY5B5WFTA6zQT8MgwtBMCkxGq4pDP2QYnTOAAAwbLc7b701vm3n0xCFdT5fhlDttrvr4TpHVpHV4sgag4oGiY6x7/tXL84fPX7z/um9fhiHrr9eX53ea1aLk27I/8cf//Gnn31xvFwdWjP9sFgsmqbp+x6JrACD6kE5b4DIBseA1ofIHKxVNEBWAGMW0QKHwDsOcnFNM3MIAVCdsVEmKCjE4i9VGPoRRSoiZ1xb1ffv3XfWDMNwfX293/frm812v1sslienp4vFChAFbqY+O+eEYMo5xcjWWGMSEgI651Dho48/+e/++/9hu90+ffr0rbfeOj46Ojs7W61W9++dPf3Wt38wm43j+NV6o6o//vGPT0/Pvvvd71trm6Ypd5L1er1er9MEl+frTz75eH+zXS4Ws9nsb//2b0JTz1fLdjE/u3/v8RuP15sNEL54+TLnrCIFNMU5q6C1ZYtBaz/crCQAACAASURBVD3nJKCEhhWQNSuAAAsAUDH9Hwx1CGWNppzAUF3XIYSjo6N61prqyaKdPXrwIPb9i2dftm37xZfP/uwnPz4/fxlCmK+Wj88eHR8fP3369Ac/+EFK6Tvfvvroo4++/PLLq6urYRgKYnS7252uVinllJJzfl4Fsvb6fCirjjkB+V/mbUC55B2hCKqqulBVVZVzTswYc5F0duOYUlJBYwzHLCJVcE1dK2dCvb6+1JxzStaiZB7H8dWrqXgH7sDav4T6+HvicL5pY1bVcYwb3UhmSXmz2QIaJRz6iVWdNU59GQ4bVEc0Xy6PVyvnbfABAF1VI73qun4QuR38qfee1VrfBmed3wvT8eI02MU4DvXMkBGRfHW9vbzcO+frulbNqhJjzjzlnPu+t9YeHx8vl8tCnP7Rj37U9/3FxcWnv/ji5fMr5gK8OUhmIkLTNE3TDMP5OI59vwcA5pRTcs42TXXx6kVVuRBCgYqFUG13u8ury7MHh/ykEqGkeTo9XgXvRaRpZ103xBh91dY1IKIPVnPebjvV8eFDePSwcd6oqjXkvR8HLk0T54iJEM3R6mRWLdq2TSn3XUQAe2glHlZC+VME83cHjLuL/s6RXtKBCkvDuYKCxkLaL584kkVAAIPWMHjUQw4zGiJAKUzHQ64agqIx1hijX58nEQBFDjFgWKKElAiJnNO6tVbilDhmIq8qBsl7P2sb782jB4tRmj7uUxZj0HkvklV1ipN31TD1XddzhuPjk936i5vdlpNcXPXHR8tZXXvvl/NFFZyIHB8fv3z5khFEpK5rFfHeZ9WcJ9UpxphzZmEjKKKEslqttjd9TCNBZa1NSYwhZj49Pc2ZjTHb7ba4aRRUmAHtNE0KkxQ2iZIx9lYQBymlzHzYkTWWFThNk7WW+XByO1AI7gwmd98UHanmxbwx6FD40duPgGw35t0QuZ9YtNRld5ceM0/TMJ8/vnZmsZgtl8uff/Lx5cWLOI3L5dwgpGmSzKokQKQ05TSNk3dazvbMJWPGCIAqSHHAQVHyKIJRAFI5dGwNGnJgnAlofcdDGZs55SSgSLe7/O1aIENoYcq5GwdVMAZeXrwqqZ51XVdV8N4/nNfGordV1dbBWkId+n1RfEJkBclZwRZZA1jQQwsCldBbPIx/ONvIWY0JvqZ7rvFhutkffkEjgAAF6qKoipr5IJEiVQNI6IxBBALHWZiFVYSZhcBbY1xdG3UG0SBaKP7Kg5CzHGCoZEqD2r8Hu/WPpuo7iMHuJvqAjKiVg2DJqFRNtS/JjIhkkIBAlcw30hYViRUJickAkCIwQCE7iEJmHUUadQQBxAkbLbgNpIJPOQS7l5Tbb6gL8NZ1jKKIAi06SAhRjRrMoMoG7IFLRYCkehB4IEABEmOpMA/hZwCAmFLy3gNAilGYJR1MhsICivh1qvbXyYS/hLc5zOVVc85OFZE4JyUqjFnUgxP9tXCLww+KCKMqmbt88LsyUkSBvj7XkjkoAwtj5C4zwxCkKfngF4tFyX0WxNcDIYugFhD1NiqdjHFkrOCdJqHs3yklBUNKNzc3ssmvU7zuvpZy5SDuvRUwhBDKltF1Xe72RFRZ541Fa8pL9d6XH3zw4MEvhXx0ccopcUppjK9evpScS3MhCSth13WOUAFYWHIqt6LF8VF5QXdLTuXdOE3zZhaHbjVb/OWf/+TJ07d/9v6HLy7XP/nrfxuqsN8PoWrLyVgBQvCr1SqrEJKrwttvvD2bzWPMBDCbtQh6djT7Jz94Z75cAqEFnDnPqlOcpmHSnA86Z2ZEDCFUpiJOHBlE9sk3xp0sZh4hjf2iqSbSjFpWEiAKYlbmHDkXmJCmYTi8zwDWWmdpyIyhStYmFjBGlBgJEAFYgbMwpkQGp2kSHXKKCJrSGEIIznKOgBKCi8aLCCABUpF8gYCqwC1aRlFsRQoqEtv5kmW0AbjETJCoKpIiG2Hw3nMSa/0k7Iwpbt1ClVGFpq7LGyJY/EiH9acF9HJwyn6tllVVTrmu6yI0ZRYkhNvFqYdKr8QSot5OhoumIMb4NVPK2vLhHy4ZhGnqq9amlLpOVsdHXcehrgDRez9IttYosgAKaTnNACCIWjI55vXlWjM0q5YJxjGKiObkfcUxPv/qmTKDQGUdEXHm4AIhaeZxGA1y2zR1W7PEpKOvnXWm8tVms2ZJjrxkvb5cE5icNU+sjITm+bMXTd1UdeWNH+NuOVuU33Z9fV35cHR0xDmP275r97PZkSVI/bB5dXF29ODi5fM//bO//PLLl9aGobupqqp2DaehCUfrzcYYQ6Bq0VkDqkia1SiZupn1/TCbH+32l82iEbIMlsGOiVmxYLKIEJUIgJm9synF1WqpIiF4kNJzIrllgnNWA1ZiTl2Uift9l3Iy1i5Xxydn90OoWKQfhhjzMI6I2HV93/chBFeHxJlVbfCcM7CAESaTYwIzv4nGtKe/+Gr97z55SUQAWlc1IuaY2rYNVXjzrUfW2hDC03e+vR/ialVX7WK/3yPp0elZM19ZMu+9Z4Zh2Fyvv3z27PzVq9/9Z/+sG/oxxW7YXG3PAYCzIplgTGXN+urq3umxyO3Eg0xkAWtt8EOOAoCGEuecJAkXmQYaAkMq5sCx1cID0Cmy82FxvJqGaXl8xIhtVbEIGReqVoDefvfb6+urt9/99vd+7df6vp9SlCQffvzphx9/+rP3P9jtds65s7Oz0/sPH73xZtO0l5eXq9WKnDOgq9X8ON/b7rrr/aCgq+Pjy/X1EJ/I6ycJvVUqsSBZF4IziMpkTDdGssG6CshmAUTDStbXLrQ5ZxEdphhj3G73ks/HYa+ZncEYoyM9PV6hKsdpmuhOhf56aNP/m9z9G/9niLEfBhCwROl6s951vgqKgMaOQ1RCyLmccJGgqhb37983lqpQiSg5f3W9TomBlOjQAm7bdrN90Y+bOrjM2jazuq414xtvPn746OTh43uro2Xf51/84tlf/dW//er5i6pyPoS+H1dtUyrY4s0rqjzn3Hw+TymdnZ1507x68adZ2FrLMN11gReLxWI+326urLWzWVUFYwjqyhsLcT+cnZ2++eaTy6vzvt8ryak/rqrAnG5ubpxz7WzWzuof/Np3LeLN9ZVFaWpHtv7iq1djGu/dq9G6vu+73Y21YLA/Oaof/tPvH82D5iHzHoBYKLO40LCAs6Gu24ipaWpHQRVz0pyYjIAvVV+hKlhnvXP+EF6lWlq3zpIqEOHtnqyl3jvAl0EL7PnAB0E1ZEgpgyEQUcqKpVGCBxkbFukcIxORNYBAVbBS+SEZyQYKP0QNKHOWqBkJyBAa5yxaYgJxyAZNc3Ti7JB5QgBL6L0hhIcPjjLOQhUubngarsn4ERMSA+JydZKuQVUvL3ePHy0iSz8MKaZxigDLUq6XpZKmiIAppaPTM0Acx9EZk1Ii54wxAPawrvRroZswV8EF1w47FlEiI5rHcXrz6QMVfuPJ47ryCQuGxI5F4p4zWbjtH9kQ2rvrpVhvnHPjOLZtc3ZvEaxmZoNYFJ6l0yoH6Rx8XcKBknXOWkd2sVhY1DQO6/U6M3QxDVFiVgGyRu+yokBlNmu/+ur58XL5L//Vf6iq56/Ob4bd0dnR1Peby8sUY7VaSOb1ZjcM0XhbVSFlYe7hoGzTO3KoKKAWfh4QCKneeaUQQUVZUcipCWyIjQPjRMEYR2gyoBojxIqoCAAoqiAaowCqSpGQoDBq1mGMNzeRDBiCjwUMgXfGW+stGcLlvHYGg3eV9wfbv5ZoThUEBCU1JYmBoBhjwIIhXz96/DCEan1xWVt/NaY0jIpqnVejIGyFVFUYmO/45KJSggcYhUmh6DVJUdWKqgFLgk3V7GLcbroZGhQktQYElUsysIoj9aQBxCGEf3Bj3z9Q1YeFEfha35AZgAyZylKw5FTq2hwaAbdx6gD0+kCp3HUEkA9XDnJpXoAKQAZIqqQVYoVqJVvVIgAvOnKgQ9SCAH5j1ldEpKXqKwyk4BoDRrJaJm8MIGBSVMVDfrcCoqCWYvF1n9vdBAygwDsTSAHTs2YkZ3Pm0o4qENjXWcavJwq+7mwEgHEcwdvKW2NMZIbbig9VftV8cdgXD/4LLAnmIl/31cBQsXnoa9ZKIirE5IJiK9rx8iNlFifGfY0huX1OPFSSUuo2BXGFUAxQJj+lr/zg4eO2ag1QzP3d21V2iPL4OecpDmXWR662WVKSrutVdTabHT9+IIQiEvth7Pq+78tvVDrEd6nxd45QRAxts5jNbAiV8y+/YiJ68ujRoydPlLAfekU0eLCSjuMYY4wxfvHFF+VlFzZpVVWOdLftvK+zgAnVJBjmRz/83d/vhk4Jh3G0QnmIDFrwNjkqpxsWSTmN47jdbvdD3+83OacquJOjo+Dsd77zbWINTfvg+N79h4+rpgZA56y1tryMQgy7vr5+9uzZ5nqDiPP5vAPcr9cxQ39zRTxN+w01QUEA1KP1wSqSkCn7roiUVuhrn0I2oiNos1qGto39AMZkhSRS8ktFQIGQU+OddbYfMnM+PTkGVUc4TUNKU+V9XfksphRRgKWjqsYaUnqteZHr2nqnu+0WTLZOrb+l3RGoCBLUvh26Lx4/eDybzYY+NVUrxaJIREKIqIlnTVt4NYU8zsyghHqHjivU9dcBg3CzuXn65ps5JhUJwQ0xArlDi6S0nG57MrdFIEzT5L0TERZhRe/D6wozPBgQ6I/+t39zb1VvVS4vL/f9UEZqHbMiq4AYCyJFpgPAoDBN06yevfjy5W47zGfH3X5Muxtydhx639TKudsPLMzMzvh53agqZOaYMus0pjSMjIyC0zBFmXxtmqYJJhi083bBKcc0gsLUp77fpTHmpN7XCGbZhKqq2rZF1R76JtQ3NzcqwilHgL7vmqbe9/vuundaLZcnH/7tv5s6/vLzr0SpapZnx6uY8tHiFBG9d93mOq4WmiaDXg4lLQqosIq1zGh9yLuhbmeb3VWo2iw5iQIZVrTWIUqpOZEAFeiW67iYtVMWMmRT0eyR3O5aKuKsQUFPoQ2zJ0+ehjbknLuu2++6l69eiQAQtW07s55Vdl0/xcEYIAKJGRCoAIEJnPO2rnJKNpzaquq6rp/29WIVYxyGISXrnENfX40ct7soX1xfX5c7yfn5+dOnT7uuI6LT09O33357Pp+/9513nr710Bs7a2fWmP3Ntp9GVb1YX+26Lgm/urz47tvf+/zzL6aU5k3jrGmaZhyjc04EMosokHFKJiuiIbS35GEyqgDGkgtoHYx3bTUphV8Wsd6Huu76PvgwpeyNTzqh9cLw6vLKV+18KVdXV+O2V1Ib6sTRuPDo0aN33333+fPn+/0+sVZNlUVevLr4i7/4i7fffnsfRyPc73ZVCPcfvXF89sh6/wd/8Dv91Rez5QrJ/kq4LoLxSkaUppRzjADiZsf7KTcUlAxHBoDNrr+8vE4plXSNXacsYAlmNVTOVN5GZgPojUVAZ0wTGu/ldXb338vE+nsDQl//n5yZjEMCARA0rFi18wePHlYXF59+/qmx7m6LZ87TNI3jOJu3OWdmsWQOQWTGEBpVPLBJrCXCYRjKEOb993/+9tN33377n1xcPW+2dhi7EGbf//73nj5996NffPThhx/0/brkGKnqG2+88dZbb/V9//777/d9P5/PZ7PZzc2NtXbsSnMOFA+zqZwzend1ddVU0oTgreU8IrAlVojHx8t7p6svv/js+GTZzvxmt2XJ/bBfHc2Pj1fr7Y5orsCzWfOHf/jvk8of/a//JrMiQTVb7cbJIpF1RFYV68pZw5Uz8xaqCgEGMoyKWYH77Hz7+MmDq6tpu4lnJ/eNMjIo0s1mnxKrkirlLC5YBINYpFt0i+XEgpswxvwSn5OIrLsTLh2YdmTKJ87lAOOMra0FgEySNHIWgyCKqkJkqah7RIksIjsCcMZ7n53PyalkMEFNUgQEhpxF0VnnnOE8gUTESjEBqrWN5lEEVRQkA0/KvJpX7er49PToxfXgcEix38NY6K/DmPsu37v/aL1eHw15iqmPfXDu3uJe0zR1VdHJyXI+e/LgQdu2Nzc3SHh8cu/qen15fRVmMxGhQ19fXi+0bg/AyZF1xvQaC//UulDcy2dn995951veVR88e14OikRsjK2DdyGMAwJK8C0oqZbzD5TjV84sKYVl8/DhQ4sZ8wgimQ/B1KWnXUBvBgBKIBNxmjIYgwDjOCKnNA5HqxUZzYiimTWrgvCdS0JA5fT09L/+L/+zxWKx32/vn52+9523/6P/9F9eXl9v1tcGdBrGLz//PMX07Isvv3rxcppSP6Z+mDY3k4jwYZzOonRweGphoAABG4Ti7S9TPDAkZJi82kp9BU2W5PZ9b11A7zjlyCyEQKiF7Q2oagCImQUyAGjWW/4AIAEr5AymaZllzKJT0lJrnPeGwBqwCETgHNbBOmfqUDVN5a2ZNVWBCpjDJ4KqYTv206tNXfn+Zj/zfoxJOINBA45RSsqDKBABuUNCgQAQZFUmVSWAiQ/xhGARhAAzqyQhh1M3RZWqrpwAIRk8lN4GjYIn9SQBJPwjnvXdHrb0LkpeARFyghwnkjx2+3QrvLRExhlELN6kr0WeCoBZhUAFwRQykR5aKFLGTrfIJwUWRS3r9M4+TOXpv7mpvN41LN8Xgj+i0aLFQVLIB7g9KJSy827jKYfP2wSIO2ED5Tz0g2h2ziGAaMFW6d10C1TkllJzN2p4PQANEUszqQgaHYvSrWaqENVew5/qN6u4g1VGJOVUHgdjLCd1Fv76Xb2dk3w97z/kZHDhoJZMPBH9VQzJXejF19uwssNbUettSjgAvHjxIk/ZG7c6npXfPYSwWCyK9lLuan1mAEgKNknux78DDpXr+p1eGfQ2hNA21Wo+G1O+41XewnKoVGs551L29Gm4uVmP/eCdOz9/CSCbzbWSWueqpnZVWMwWr/2ywsxnZ2fDMBSTXjlo7rabnEXRCNiXry4urq5/+td/O6bYDf3y6Oji6vq4XVmwiNi0Vd2oD6HrO2cpNPPFik7PRFWtZ80cp2G3uf6rv/zz7WYzm8/HaerGqEg5S9/1s7Z98uTJyclJ27YlJLquqt/94Y9CCOv1+sWLF2tV37bxZv87P/pNFhn3NxzNKDlztkW8R9b4EEIwxlhES2AUEFGpILLIOXc9Dd5b7y1NiAYzC0DpBSjSQTOdc/aVyWniGGdtw2lCQ3FiEKlqH4Kb2N2hccv7Vqx95ftyrnLOGcSyfsoIl4gIVAlRBRGtMXGKs4ezYMMEbKxlVlEgJCAtTOcyJ0dEYFUstPMS3HJYaoWlcTDrKaBojNNyuSyOWYOkImoP0/DDTvuasFNv4ajG2AOjCNQaI2XoqnJ7cYNIinFSqF68ev7hx79YLR66EJBQs5ZLaUxRoMxdkahge7DvB1rUOfH2ekPCSx/qukay8+VCULxzPgQAYBZj7LDvQDhNmVPWzM46Rz6OE1qKeSSqlAGV+v1QVd5VPufU7fc5Z0nMWb2rg6umMe43+xji2I3euco39+8/jGNC0hACKeScjDEOvEyyvdzEXmI/VNZt97vMuO/GZrZcLeeUGRHbumqqEJx1y4WoZObynoioqDCBaGEBgLUWUK2jadISC0ZIzhgSLNskigKIMUaFicAYJAFRkQOJAL4+C6IREeGcOMfML168GNKwWCyOj04ePVk9ffvty+v1fr8fhmnfd+X+lnNGIjhAxsuIXkBUQRhVRM4vr9rlUdvOhKz3Xobh6ZM3pmna7/eq6irjWrhYv6ibQ+NcyFxvd8WUdX69fnV1HWP83/9YUaKzdta2Tx+/ISLf//73j06O50erp2+/dXR6st5svvjw88V89ur8/PrqggDe/9nP3nr326ZMpUqGEACrFiO5gCqAHPoRAABoSLEcWaQscEWlQkqkIoExZNGAYVBDToWdr7LCvh+YsV0sU85ENOX04I37+2nadF2fUjWfUwh9308iOWe11jXNk7ffnq8WszqMu916c5NZhzh98tGHf/M3P3nrfjsPP2T4Hh023DupDkGKiTUrWfLGIwEmRYlqA1rjfbAx5ldXm88+e54zZAEEcBYsQV27ugqcxmGc2hCcc9aSMLDy66i2/yc9568Wgb8U5Fs6+mSsKKKoGo/OOd8sVqfbYRABEiyU7QL0K+rxlFLSxCyBDCJaa+R2P0XEYRgWi8XRSTV0++OT4/tnjz//+Nm773z7nXfe2vdXiJBzahr68Y9/TCas15vdbpd5dEp1CKq6XC6Pjo4KpNp7XzqhZeNLEYwxRdJgjCkwMgTglMpgxxjjHd6/f7J+dD+n2NT+29/61vnLZx988D4SzFdLYwyW0wNna6lpK+9dzqnrOtSCquf9fnfyuK6ahU47NFZYQgghGODRmVx7YzCKJBYBEFBKrG07Wy3v9eONbK5ZsQoNkFoT9vtBBYxxolCQFcYYImuNLZdMsQOAgIgaY7VQQm5tKYggkg9EsZK+R1SU/7dyQUVFBiRQyYlzlJQMuJL4WrZ6BAQRVDUIYMAyWEPOWjVGxYI4RifAhASEREDGIxk0UFWVaWvkab+93mz2kHtry+kOicRbzZARRkM4r03ChIB1Q6z2Zl+8BNTU86FPs9lquTomIiCw1qaUdin13U2/3/E0vXz5MsYYc3r25QtAHIahqWsF9XVtrUX0RY3JzNYSIjnn2lk9jnEaB0T0IYzj3liIKanqvZOTEMLY91VVEdqcJ7rdRInUOadwSGASLSM+Y4yRmJiZnDuAWx2QqrN2zPk1V055HD1MY28/P++9NxhCIDHeoCojGlVJaZqmDETeOEABMMVkwTm9evXqs88+OVrNj1bzTz/7xXJ1HOqmDWE5a4auvz5/8eXFhTW4ms96O+W0iyB1XRcIfJaD1JOMo8OnDABgFYxmRoWyn5apPmkEUjUJfaYqk+ZiGSADFm2odBgVSw0AoILFiIRcrCIqzKJEYIhKs19Fp6QACIKgDpBBwVWEBWsBgKJ9r5tdAkjOjM6AIZjNnEUK3lZVqHxw1h4vGobQTwrEwzSlYXRIaA0c+p1GtDj5oLQ1EUkKj+JArbSEylCcOJqYhUFYFcCRoYJPLUAZloNypgj1sGiKbu+Kchsh8I+t6lMAfq0sMQCqgsZASrO6+tbTp4N69rYga6dpyjGqqi1RY7dhL0oWMVshW8IiqXRSyBqwkBhjoGwwG8yqWCCdt+Hph78EcBAMfGObEQDEEuKhIqq7ccgGMLiMGlMyRBaNlMciKBocLD/12j5xm81w+GqJtjc3OefKu3IWQUOkBfFZ2iZfk/3v2JjwzSTT/bi/8zjlnBhREAtu2ihkFcC7TPoDzaXUMUpUSAwFDXLn7gPQlNIhGrEMSRQAgEtW0tdmJ65Cncdhv98vFgvnbC7Qhdu6FBFFwRTZnRatH4Hedi4R5/P5fD4vG1vdzLVWSTzcyg67rru4uCib3C9NO5PocTO3Al3XnZycWOvGcYwDi4hVdGRsqO7mkEXIjrcB4lVVNU1DRCcGLJmh7w3gX/7kz8/unS2XS2DZdBva7RLnmNPd85ZPcD6flx2Xc0LEdjFfHS3rqh66vvLh/Z/93fG9h/cfvwmIxjsgWp0+iP3IwySqaAxzHkXA+8icpqkU8Aqg3WSJQHVxctbMj+v58u133wXQLOhCAMA0RcnMzCmmq+Hq/NX5z9//eXnfDq+HeY/53uJo4aoHp0f379+frZbz+yfgLBoxmpCZOb24GD/66KPtdn23qEqxV+aWRsNu/cr54DE5TEQGJCGxgiKWuCx0Iey3O1LPOSJyW3sVCbUFRkIxIAbUlm4FghIV/5KKFJ5sodoSEigh2Laae/IqaG6bWHIIYgfOGUQl89j3lffMYJwTBSLKdOgolqrvIPEWdcagFB64igiTqtqi5tdbIpxzzhpjkRyZIWdv3R126JcmA9/sXEDO2VaV4qF8hUPVh0UL3db+X//rf/XZL37++ccf/smf/Ol/8C/+Y0CKKYcQul3vnDfBghyamAqikg1478O7737n2Yfvb84vU9Lt0G13g69ch3vjzKJpZ8tFZr66WifJNlRmYs48dGOOiZAQQZVndePZRM4pchVwu91ut6DKIJJy4pSVAdGA4jRGVXBUeRPSGPPIdVPFMatiHnO/XQOosQYBh91IbOf3VpD0yb2Hv/nd7z95+1uhmWWwat0w5c3Lddd11llLcLO+qppaVHPOWqTCzgIYa4DzSHlsHdbEAdhrFomNUXTAnL31gESqoEKkKmoMMWfnrAobwjhOYhwUectBNgEKNucIiOAcOjNbLmc4yzlfr6/Teer63ofaOtc0NRIVv+CuvSr3Iy8oCsiZp9GQERBREJHg3axtUk6WKE4TAkzjKKp12xRUpogsVqcp5/l8vtvtHj5+enFxkYWqugETQNVVEiymsZs17X63u970fdff3PxVzHlK0QY/W8xDUz85Ojo6Og7WqeR//ge/94fk//TPfpJTEgXnQqHGlduUgH7DyQbAt2FFtwZ4PQC2Dg4onTIr4TBNaMM4TsaYPE1Hs4VzlfWVQExjnrJkScbY680uCwZyaDwQ7/tdCI0ACahxrh8TK0WWi+s1cnahRkUQ+q1/+ts//cn/RS6stzsGKaiwr/dPNWC8KO36aRr7oc8AeNU9B0Xv3WxWn947q6v6fL3rEgRngAUJWUlFWIyAs954KpK90nMxOfM08V2L887K/kuFH/5/CbchG7OoonOewVpyI0v5F0QsvG1mVpBQ+WINyLkMMcS9hpAp4hEWub6+/q0fffetd+7/7V//VFSOj489Vd/+1reu15cpTzc303K1THm6/+D0009fnJ+fi+bFYpHyWFW267qrq6sPP/yw7/tyGy86joKX8F5ni3kh+bVt23VsyBljHj58+PDsKA4vDZLkaVa777/3bre7yXnMeRDO1lrjLKIiCVlcb6733U4Au27/a7/+61UIHTABmgAAIABJREFUX3zxhUNYLudT383nLdnKuNBvrhZL4JyW8wYhV4FmjakDp7ivgx0nnnJWsd0gorkfrpTC8cmZd3VmkKxqGBStDXFiQht8jWSc866q6qap69qF4DwBAKcIoCUBoDS/S8YsEUqOpX92CLtVDM4yZ2YVYVUuhzUksKRoiJVUkoocCkw0WeCAcygZD9ZkZ7OzbJwKgwqQ1WySsioBGBGTGQmd9b52ZCGlxNPIFxe746O2CqQsnEdEEZ7GDlld5VqJjECz+ULUPvuqO1qd5UTz+Wq/H1fHp//inTeGcfcXf/Fn1zfxaLVoQhi6/uLlebfZTOO43+8fPn683XVHp6fOOUMEiNZa5xTROWcRkQx579s2zGb24uLLxfxoeXz/q6/W+/3IqinzNE3vfuudH/3wh5vr649+/v6T935zuVzubs4BKKUMymSpOGljzN7VVmHVzBZgwFb7PhaH5zSNMUZvrDBLjsworx3b4NZRWSLrVNQAxCkKyvGs8t5PnA6z7pRV2Tkzmy/jGPF2aqOK3tHLl1+p5MvL559/8QsVOTo+ret2tZidW7PdbD775JNpGImcBU3TEIcONZeBp3MuEAmgiKSURYEOHiEkZuJSuokBECQ01I/jq6ttv7+53Oy3m5tJaRijDzzGjIYEgItrg0BVgVDKCRjQGouEcBvZLiKcFdAc7FwKJfUOwaACS+lZm0PJYMBYVFBRmECQod8wagadDHVlYXt46bwFq288OvYQYRrvzxfMnHKOCbXynhxIyUc7nFIOTWsGYimRe8FxgYs7IMvqFCJgu6wzIu05jeMo1IIQkEEGiIgGEAkYkQ0yAP/jnfXpN78WYTIAVN49fnT/93/v91YPnt7xi5umJkIR+PDDD99///31el1kb1f9btKMLJpYBdUbFRVgX7nc73cX56sKTpZVsAyEE5chVS591uI0YhFRAusO07bbuzyVIHYAULWIz69eRYmmshNwn2LlPRKq3KZdo4KoEbwTMBDROI53NvSSr+IBd7ttHYJ3LqUJnZfMQoBgVLmw4+8C4u+Ypa+XkSV4KufsvUfvUkpg7ZTv2P0AQKLC5YSKh5ZwabOVOhIA+r733g/DUP3fzL3Zr2Xbdd43xpjd6nZz2jrVN/cWKV5eUmxENYFoi2oSI1EiyEGihzwoeo4D5P8I4ijIaxTHFpDEigVbCiwYlhz1Em2Rkihe3r6vvk63m7VXM5sx8jD3ObdIOkBk+EEbhepr49Tee605mu/7fVU5jmMffIJteD1vYygzG2I7+snbL4WYd2jr9do5F0IEa7Km80KNw0SUd4BZ7JFYMndrGIbpdGqtLcsyKpWlOzs7O4VxtoAQAhE557K/OS8zL1kgzNyHyBz7fgzRl6Wr6mJ2ZV856733XU8MqN2lcTyfpvlN3I6R8huqRSvVVHVhnXAESIcHezu7u6hVEk7M2fR4iYwTkYcPHy4Wi2yhHoZhs9kgqGnTdF3rtKlcwcInJyeboS/LkhFms9l8f7csyhz9HEIQRGZWRuf/SODkvV+frdt21bVrtNVZ21+3Dbn65ORs9IHMWJa1Ql0WtQawF7LVqqougUZbxA6vzs+O2yC/9W++cXR01IcxGBJNO7u7164cacDFcnX73r2vfvWrVVXFGKfTSoTG0S8Wi/V6vVwuN5uNju184h5/+IaQbgevrdPOKq2dMwTgB98HtbuzBzhajYVRzqrJpCytxRgKq5wzzNFZRIYkQoo0UiKFiG3b5qUfEaGgUw41OjRhjAoNJDRkFOpNGFGwbGrpWxTWBIZIaQ1Gc6bJEEVCBrZaEzOwJGaFF2JjEWRh2nr4lVI5OEuEcwQWCUpMhOiMjZC0IiXbsv77Y2AuRs7hE0fE6JU2xpgYwnQy7TdtpomJhMePH3R9+4u/9EtHB1e//e33283GFcWqH4zSnFIUyruCPKzLy/wYebnuJrP99vlidvVKWo2r87OiKbp+II2z+TT4uHuwX7jy0ZNnzhUuwWq1koQAcHiwf/zsuHBGa1p3fTkpFcHx86dn52eTaTOdTrvNer1auqLw47gz30sxiYjRtiqqYRiUKKXoB17+gaKuvvGNb1pjMkC8rktEsLruN3FJa+ucH07/+A/+kP/o62TLtQ+mnG6G8dO3X97f33/5U/d//dd/fRxHn+J3vvOdmNLTp08fPXr06PFjH7xItxrX61Pfd+O8Qoqbfnm8s7MzLBfz/b0YYAgIqFOKGpmIhq4fx96a/a5dEUkafFGYKBhSRFSJhQWs0oMfnFNIBKM8fPb4jTe/Ywgmk2lR103TXD06Iq2ZJSQuS39+fh7GQSmMMRptEoLTahzHo/29EMJyvc5+ZmSoFI5JTGFPT0+dc+y7xJwHIps4xBjruhnGFSlrXTWZ7gioGGPf9zs7+7nGkhQ5xhSisTTfuQZw/vL9+5nMDoRPT46fPTl7/PZb0+k8plQ1k3bzx9dv3k4Atqy9jxqFRWye7UoC4Rg5Bp/NyRxiXbrnfnBG+THmKx9JlFZaG2utD0OWNiDSMAxI2nvvjPUhuKLI8lFU2jiilBIIJDG2eH58+llULFg30xACoMr2c2OLrh91VRAQkhJGQSSlAQmU2js8rCZTyhL/Swj51tEOb7z1wXe+82HWSkkCj6AU8qZ/erxcrIfDwytjgCTgEypl81STEUQUKMOcQkpjjFBYUoSmROHkORNNvgdd9v/f15cvaj8mEbDWEGlUxrgyBEaioiiZEwj5wEVRRD/kf2ittc7EmApXnC1XmZmcFeBVVY3DoFAODw9ns9l0Ot1s2qZpSlMnDimFGEfj9Pn5SV3PU4rMqe87QBjHsd2sXv30Fy9tik3T5A+h9z7fanIUytH1ax989JGQChG0VoQmhhBjHLr+g/ferUshTK6wX/7Cj4Vh4BCXi8U4djEq7WxZF81kvl63StHe3t7J2VlRuLZt7929u16vNbDWWlWVMSaJsIC2OiZfltb7AcTXpdmZklYLwaAIUwrIhFQsF2tUShmoJ+WdwyNU5abzy+UqsSDq7NI0dksKANoy8ZVSStMl0Y05bd1UkEc3hghFWBnlvU8p5r+fues5il0pBFAxiCZhZt93pdVj5Bg9oFLIHIIXnxKPAkpVxhSImChbvVEplb1RWlvgyIxRAAXJOCJMcRzG5IeeJBlTF1V6+LQzxs4mM6OYKBBxiKF0E59Eoq9cfXpyvl7CGGhvpz4+PiVFYdxMp/X5+cmf/NFfXL9xJBw3m3F3Pm2aptss5/NZ5ezg3N7e3vlyaa01pDZ5nE2ICH3fez+Oow8hGGXy6eOc++LnX+024/PjZS5QtdJK0c2bt/7Dn/mZurC/9Zv/FBH7fsipyD4mZiakrus7yc1YAYBN0/Rj6PpustMYY0Yfxs3GlWq5XNbFLmz1VuZC1aKyFhSR4WLghYghstHG5IWtgCYCYRDOyAulRBv0PQMCcwSIikArGoeuKK0SmU2aYejPz455Ep4++vjenVtvvfnGybPn/aYjUiFJ349+GHyUyNvcauUKjTgmzpirxMBbgCIiIklutxhAxpBIm4fPT43S7dhzUn3wzNK1XQLMq+OcXqCJUorCQkgZM8E5VR4utilblmI2FXAOc8q7j0wPArjwTAEwUMwyWNnKExHy4hm227sEiWnlR2O5D0FvN1GSyVJtDP0aSagkS1opW5ii1Mbmi4UgQQoiCRDX/dn2+VEJKlTKaFsU1KfEMoawGSNUTqOxCoGiIAciYoqoYkIP6IFe4Bv/Dc/rk5gAlU/xjTc+/OVf/p/OujS1zlprrXUXiduTyeTmjRv3bl7PgF9wSE4VaBQoBEKrvYJ1txaOFgS6/vjhowdtKOuaQcYYEkpizr1B8EGxGKKEKiZGAA6CRKUxZBQzhzikGE1WXs2Lcl0IBkSwBqwmCUOKrDSSMUkCJrFo8ro881asAqWyO45FYvLMmN0+oBRabZiQRZBBMIrgRWrNCymCL9Sjl81kbk2ZWW3Xa5IJWtvmWSTLLfK1lFvHlBIkRmOMznYFHMYLSBoAc0oiWcpIWbiDiIiBUyZYZMlfEgFinWPhEIgwCaTEFwtDQETvw/fIbMgAw1b2uQVyhjCOow+L5dkyDN64T5gx8/n85s2bl/rAvNciohkp6P2oNrneev78+ZPzE9BqPp/vTmeEQFpfAmAuN4S5X7r8PvGYUjo/PbOkiqJIMZ6cnDx79iyBVJOGmVGby1UhISHhlcPDWzduZngXJ7bWHp+eI4AfBkO4PD1N3s8n9bQpfAiMAmk4P21PhGKMDKJIoSLrrAD4EIiorEoiVc929vYP/diTMOpyuRldPb+7c0UZFyILYbduc7YUCDCzSmmMkQUTZ5Qsi4grzN7e/syUjz588ENf+QpoFTQmhYCoAcMwMsPZ6elv/LN/5kePhNPJNKYoLICQ+1Kl1d/60R/0IQZWohw5VzXTBAyIMW6GMQSD3QDLxRlS0ApjHMeha5cLaqjfDM6avl0Xu1P23ikFimJMRiuyJoSgmyZnXzIzguYxEVLpys53BlRTNOt23Q9DXZWBU7/qdicOJNZVYQyGMJaF8bJdRAMHBFGERhljjI3IghwlxqAgj+yBFCrEkCJLSpgwOwGEq7Jsqropq+CHmAIrxMiIogjzXkhYOLG+mM4gYK72LuG0meGptV6tVkap7M1FHF/79l/euXW97drjs1PIaT9IRmumCEo4qazIA4yISmevJNAY+Obdl7/803/n7TffBF2Vc+3Hje+9Qu77oWrqs7NVPZl9+uXPfOf1NyNj38WrR0eQ5OTsBLWEOKQ+hNSlzTimLsZQzcp6Wk1mVVERGUERsztv1xuljR9HENmpd6qqfPrkqZtO337vvbqur1276X2o6/rxg4eJtSvcuFopbVICEOKEwrjabOYHk+s3brSBTUOPnj4/OV/+yZ9981f/93+8v7+vtKonTVlWVV2Vk9mXf/jmZFrquP5Xv/P7z56e/L3/7r/1fjCOf/t3fmt1+vzW1SvAZQzw8NkCnSKWcRwIAEHqshiHzjkLIEiCzAkjEZEWZElRBJNSbLQOMTqnjq7u/fBXvkicmCWxeO+79fJssUREHyJpBQIpDK6w0LNRpIuiLMpYRhGuiiJ7QaPwuOkM+xgHpVjHQWlRqCHFxKNEEu9RpB9MiIkFEssw+q4fjDFFWcXEi+UKAIyxKIZJkWFlK23GyWSvbdtN14nAbLo/aXZLvBITj97fuXv3rbff1QqRIQ5diql0hkUUR0zBIQRmTrHSChE0QQDx46A5WgSrWLbjR5AUQvJakx/HbAUnIouUEw6NQqOVvrgHbieGmfWFeQouSTh/Y5CcG0pEgrCNuWIQhmwLYkIBki0XDuR73OJCgAxCjBgvGkFGAEW83bdL2407UQ6PrruyWa/aYRgAkZKwSEJMgoSKiMYQFROwsqwIlUcL0P+1i4cXHID5J1lPzvkg8IGx39mZxhg5RU2AHJ0r80FjrbXGFkWx6VoRUKScc6t1630SvR22IuAlX7osy2Ho1+t1U0yd06MPSqMx2nvPEqw1ZelOTk4m0/ruvZc+9am/vTspu65r2zbjoNu2zZuTS8k6CyNRjMFWFpAie0i+KAujNADEEDse6q67ff/6sNmcPH8uMc3ns/zus3DXj0UVrHXr1Wa9bo1xAPTo0ePCFda4pnSTyfTs+bPd3T0vMYY++C5FxQZQKec0QAJMRlNSIhKsMQF0SEXdlK7YOTi6Scr4lIbNcvSQooiSCxlg9joqY5RyTheFtRSTFy9b8gpv7+EiLJK2mqZ8cw5jiB4AWClhtRV9hpC3r0qRMHISzNUacAw+pcQcfIIkGUagOCGHGGRApBSj994oxZpEtKABDoAmxqxBRAFkARbijE5CYCBSbrpz1RYmiUoJomKNESAmHlNIKaJAlMiYNvNmHllvNqwCWBN8GFC0tcoohYBWaUWKYwrD2G865BRDCCHUZTkGDiFMqpqZY0yy2VxaZgAgpmityUzXD957OyUaRxuCAQDtnLOAiL/yK7/yuc/cj368dnRtGEbvw7YFA9r6g0DlGiqDGHLBIyIxpRhjPZvFsXXOLRaLaWUhJbLukuaS55hKKQ2AkqHfaI0lxJRi9t4jZu5LkhQQRSEBR2MwxaAVOFd433sfnXNnpydNXZydnRGi1nYcx9mkCcO4PF+MY79VscXEzCmxpChb/KEAJ0YCZoG8mhMWBsGshb+oii/+FLWQYW2FZYyeESKktF1wERACXwwatknCl24n/F6i5KWUlP2F03L7mf2kGMe8Bsiye+B8mEsOR9tGaWdJZUCdJKmM7gAB2NJZFJJCgwLRpzYNDBhxSLAck1jntKaycKUztXOFNVDWwrKd8AMxgFY0ppCYy8Iy1gWCAmEBQdbOGKQkoEljgYIepAf8m9v15ezyT8SWQBRHz1QNY4gJ9g+OrEjuFoZVu247pZRzZ2+/895lQTbETUyDSghBQkoj82JYl5Nmd3cmfX/v6tVPv/TSz/ztH9fWFFU12ZlVTYOKMqs6hejHMYTQ+7je9G3bnpycPHny5OHDh5vNJlO2lFIxkQS1Pnuu2GPorDbMgj4aUIQsDOxH0qJIKyHhmLaTWTHGQEogpIiQkEjiOIqkzIDRWiXEEDyQQgHKfdTFm/39loZLxUs+Ki67vky2uKC5fNdf/7dyz3JHlBkhKaXsJBHYxiHmiENBQsw9RrqQTQIkFkxMGGNUBN4HsC7EFEK4rD+YX9zg5kuQo2yBbNliJ8ZMp9Od3QMSkshFBfksZObVavVXf/WXlzKn/BYQEZmCfFJJuq6rq8o5t3vtiue0Wq3ePzl1ygyBP0GVppShyeoSI22MUkobVVi39/Ju8oFDtFV9Zf+gmjT9OPbjEFLsB5/vmCGEbaBFSgBQVVXe3W02m9nu/nw2q50NQz+f1Hvz+ta1K01VoAIfRgBYtENEvWXhIDDzetPmNLCQUkph6NYnxxtIkVOazSY659GFBBglCWk3qWeTycwS5s1D7kYmk8kwDG3bdl23Wq2GYViuH8fBz2wTE/vIq9U6WSVGaaP3Zzs7873Pfm4fiB4+fNh1XT5U8k41P2cOxvi9/+ePksjBlWsbHxabjpQ6XSyn88l8PpvPZ5Omqpr9O3dv7h/Mvv2dfw0iX/7SFz/90ithFI60M5vWlTs5efbg+eP8El0a+ZqmyQERwuysLaxVaIL3SuK8KUpNBtO0tIVTUVglqCd1WcmkqZq6SGHghMHrECORMmSMIa11XRbE6cL9A0SEBMSYaYfZxsp8MRtEICQFqIicsYV1NkUNzAolMiIJbc20QnIpJ8uPSlcikGXGWmtGHMaxKsusKxq7oazc86cPHj/46NaNK5Npo7XRxpIxhGSMilEJJA0ZOcwZbKCU0kolQFB6snvwH/ztn37w9LSZzR48+BCNHO5fLSwpBe++9gbVRb/yT56cT6ezuzduPX/+vHDWaFoszsdxKEu36VtdQjMtirLQWkfAZlKWldFRElXTuvnMZz774KMH3/rL18pJtVys3n1vqUxx7dq1xWLxX//SLwGo3/zN3zTO1M3uwQ1969btcRw/2rw5mzb5OB6H4RBImaKZ7RzdupdU0Y1pc3o8n8/nq9W3vvWtuzv7q3bdez5rT4cHj2K+TlIy/mnhJj7E/+Hv/4937t46Wzzxvj08PPxbP/G1G9denk72XN3Yujo/WT599KjrN/2me//9972P2rjNen1yvgAkN69SStparaxGVMQeggy+IFgN7eMP3/mX//z/Pjs5qarqypUrxtiiqn7u535eGd22bYy8btt33nnn46EDZGsUalVazZq898YZrSlyCpy0cFNakliUjpvKlIWA9COPIXCKCtkZrYxLJhW2SCFZbY0yKSStNQhIEq01okrCREobq41DbdquJ21u3LzVzKZt27abjfgzZl6v1/Pd/aJ8dPfu3RDCw4cPzxeny5MTpVToun5xHlIkrZ1WrixWq5UinDb1BmTtbOzapiy3MTbMipRVehw2HLxVmm0ZY2SIlL1+AFYrrVEhMCEhCQGBZAGgURoFUthKqYEFBVBAk1JIHJMw4DbeBxkQt9R0AiAA9clI8nJxA0pAGBRfSFIYBWS7ZUcVhyE8evzUOccMPsSYWCmFCpAxxLjedCl6Iggh9N4g4iYAEmw2m3+XYuKFpKXtYlASZOuX0kobQKyqylpT10VdmODDOI5KqbquDw4OmrrIehw/+q7rqsmUiOq6WI0XnguRvu/btp0N1jlXVlUuQkgJESgFPgztpmVOStOt2zebSRWjX69Wf/r1P/7hL/wgM+f/V5Z3Wmudc1mvNAxD1ezcqOcffPyRK4rIJNJqpVJMJycn4m3wvmz0enn+wXvvPnv69NrhEQJZZVLgvh9tVVRAwqi07vthvWoPjq6WRS0ARru+7/7s6193RlX1RGsrKiKMkobgVdIJTFWWdtKQtSOpUWgr/OMExkxu37pFbtINgQwCImllhMKYdEEAopQKPuZOKsSRXAWQEAUgEG1PLhQlomlL9U4gorXKL2cQJsoAEbiwLURjHMAYoxBqZW2eemtOudxXSgkqkgRAoJTSxljtXAGoRIQ0itVjHHLeOHNKEgUYFSGjXID2MmOcKK8j2bji2o2XCQdtO+YONSvFillrLWJC0pFJEoZxNZvWEDYczki0ohpkRLFWg1Zk0CjF1hrnXE73RQGjjTGGQfqhE2Ygcs5B8ETUNE0I2/LSalsUBhHPz86GzVrpSqtCKfJRALBqKlLqgw/e3Z/V9+7cPtjbf2/BF2w2VBqJIinGLZ5SAaBzrh/DpWRJaz2OY+nslStXnjz8ICXFIVjzooNmO9dIAMLbpQUicmKFopRSIEkQUkSilGL0KUDSdgSOTVPF6JmD0Wpvb/L5V1/5+te/niKHcSzLsh+Gvju/devm89OT5yfHTVEFHkQ4bym3UTRb2wuJiHDMa/BcAmNu/YAY9TbKAbJjQghRGaesi1GSF9hGeGypipntgSjZCCffm1t+CYwheGGWRcC5H8nKOHkx/Ey2AtCcM3X5JC8m2EjuZwCZkLdTMkZIkENBlDXChgkpIkpkEYFNiMsujOceALQGg2AIjFHWJK2hsEUWxxljjNY8sDZmd+9oTysZfWzX7MeYvEaOKSYBbZIBFEWgLxJ+/gZ2fds358WXj0iXpUKcTuekTALsxjHjH5SxABCYN8vVdDrllFjYVXXjJsLBgNaoRMQLmFk5BM8pdKvF2+99+Cd/+Kd7/+L3fIqkVVnXRVOhUnVdz2azg7293fmOc25nb/fw6OjKzvylmzfS5z9nrc1NSNu2Z2dni8ViGIbNpH7vwQMZNq0PgAqNG7uhMBYVicFyVmvS7FmEEcTorbWMmWMYL3dZe3ZSFIXpNngZES0iki5j6AWyp2O7o3sxwuESNLIlwWxl2dnejN+Xzpf313gZc5RZTZeH4mUSIDMjAcjWKIh5xiLZOoIvPie+IDfd1vc5efcF2eEl7/7yDLZIQcKlZjIPVkvCsiytshqVYJ8bM2vter3ebDY59Cx3X7ml9MxKKcM4ndbTaeOcKQo7rcr5fDpuOg5RmTr/k7zFTSl1XRdjHIbh8mtzBUYfCmudsd4PKVXeD6WUVenqSUVagejLJ9m2xCJnZ2fL5bJdrXPMw+lihcxhHAzK/mzy9uvf+Y0wIMrB4d7OzvTq1as7B0eumiitfAgpJVQ0qwoi8iHkZx6G4XOfenXo+r5rvR8LlM3ZiSERScNm6P26bVurVelMrgxyO71aLfISsqqKqioAIMg+hqQDA+mDK1fvH+wNkMDqTdeNXb/ph8W778eUcs57fuWbprlAs8o2xUg5jXh04xajaocRlboZE5AsFot33vuobVfGVMv1phvOd3ecJvy1f/x/aij8yF949UtVWc2mt+7fv/9jP35rHMfcuucX//j4OPMPtdbr87Pn/ZNZM0spWW12ZvNNe364N4ucgqQxhDEGZfTYr3zoYvRlWe9Us8Vi7ayJiXNwY4/c9xtLahufyASgLKoc8cQsSSQwO1CylcrnH0TlAstal0IpJIp83F5HdOFcv2xWCUkpVRida5qcOei9zzeE0hpgrqpqNp9845sfvfr5V/N5mScaxhhSpFCpiIET4VYYQoAEqBG1tsJSVHXfd/u7u/VsXiSvXDV07dliYQ2VTlc7M1dUi2VbVnW7Ht54+50bN27s78zef/ftdrmY7k3W7VoYdmbT67euubogomen5wnisl8gc1GZsnEfP/qQCa7euLJebSbzGoJbPH9+vjgFVG3b3X3ppXoy/dIP/fDnXv2Ctub09Py3f/u3q8n06OrVZ8+fnB4fu7I8X6zYlfVknphYaVbkiobJkC3P152tJnv1ZBgGVdSzHZVlSyyyekxPnjzbDOGllz7FGG0xuf3SvePjZ//br/4fpyft0PPewdHe/v7+3s7d27euXjmaz6c/+7M/W1d1P4bRR9R2Opu8+dZr3/jGN8+Xawlj3w/DMEyqqixM9ENF8spL9774+VefPHm6atcp+qHfLM7Pf/nv//fT2bysqtlsNp3O2+Vyq0rSOs/2OSZNSgEGudTMEyfg/J5ro7UVBB15jAlEMB83yCwxJh/iyFIKJCSJyVtrnTIZwpxAiBQqzB3+dDpZLBZvv/0WajXf3dnf3x+7PvigjXO2VEp571995bM//ZNfc84J8/np2UcfPei64dGjR0+Pj9t2PXZdM52QAPsx9UNt7O50+uj4CWpljNOKEjNH31TVMWIYffSBtNJAIlFQEBKiIAtzUi/a31HyuOffmmv3idP1AuEOQBowXiAuv7eE+O6tnyDJNu4FBRi3kRuolWXmrus2bad0ztvUInmiiIm5H8cQAlK+WhMzixoRcdN5oL82i+D7p5yKUCKwMJEoJIXEIXJMVWELrSSEREpr3ff98fEx8HxnNpvNZsMwjsOYp41d1wnV2zmsgIBkwjMAaKWccyko5/pAAAAgAElEQVSlcRxG3/swhH44Pz+/fTs0zd5kcrBer63VgJBSOjs7M8aM41gUhbU2Z8nmrzmHLlbNVNBeys4v9ho8dr0vQCtltKqbxo9+cbo4mO9vVmsOUSk1KYsxblNqq7ouigqRtLKI5Iri9PS8aSpCbY3rxzUiGiVWgzMIElh0Bqs0TaMghRBSZGM1CMbIRmtt695zCJHyXoPsBX8ge/OAVEaziDEaUQAZgLUhUvTCqJoIRSkUQRBRKvuTWRUVX4iJtNbaUEopE+NijMYYRIppe6dOidN2oAzaGEDFiAJYFrW1NjeUKaEYw1ZHr5ljSIIkF/mqRIBkNBFA0ACMpAhROJLSzk1ShChjENSJQRJznnRrQs2JYhQNooEjBaN95Uxd8abzwn30w7Bp/Th6LzHESzJQSmlvb69pmtPzM6VGY4wPIU/HNDq6JLF8N7A9r7xerOZi5MVisbu7K8C785lzJsYuhJQTZZU22w/MlkoNl4qnqqpms9lqM3ZdH0K4d/v20dHRZnVKEJPIJRJfXrDMync/WEAImNmnkMJYFlYU7ezOJzNedn4zDAoSswfgsnQZPn9wcHDv3r3j50+Xy6UIhhA2Qz/0/fnp+Xq9njaTbUiZoACR0kowsEdEBZcjmwSgCCBeDnGABEgAGJMACTDlD58ira2AAAbBJAgMvLWOYs6V2U61QABRBOT7cuP4IoHm+11wxN/fOAlcdo9ZoffiffDy9pelcIAJIQ8bONcACrLiR5h9EhHUSCZJVC77KnGIcQxAIeW7tqZB4aD1ShFNZhPjjHa2rGtdWIdKSYmkDVmjJOEQg0+ikSGxpIR4eQX+Dez6AJgABLbhLsAsggEhMEzne252gIbyuCKXv5cI++A9IrYpYR+UCIaRBBlw5CSjX3WtNjh1RTXbN8tuWs98CKiVAIY+aAOn65PHHz361jBKYkIMPGiLxpgY4+7u7pe//OVr167l+tgYc3W/qqrZ3r0by/5LUFWbGAODJLGghq7b9JuT9nw1dkOE6OiT3POUYoj50lJEeQXV+u0JGsLIzMpqS3a7fs5U0Zy88YLjKC8iXrw7GG0u28I8khGgLXkTL2Wi3zX4zId5SilBvvOqy+W+MGfv2aVRKvtL83L5cjeYu76cin3p9EsXQoLLx/e7L0IIg6Q8wsk9lRZ5+vTpW2+/p1GToDIhc8yy5+Ho6OgTVONlUWJMbPu4GYiU937Ttu1HH/XBl2W5N5u7C2Wm3uaqQQ6HeBHIKSLet9aYzXrttC3LMoSwXC6PT04CR1MUMUUFFhCynh4JiUiR2p3Nb167zsIiorX2SH27Uoiag2/XHIZ2ceJ9tzl//Hq3RoTIBqkxxgCiMaaeNFVVKa1RkbNuNp8Za88fPd7f2yNEFcbd2ihtDqbVZHfPFpMgqLQJYSDYUnBSSiF4QgCB5NmnlF2LLcfQDQf1VJRZtl053xlJJCRliyuzvRz4xiB+9CGExElEOHG+gvq+Z2GlFF+58fDJ03WfOj+OiXWhkAwCTneP5gdXEUUSoMSyUh98+Nrz44/u3r5lVBU9xBh+9Vf/0ac/9fKVKweAph+GlFJdVU3TKK211jdvXtVaDUM82L3aNLU1hoU1kLP2p37yR8bhtBv60XvRNIzjEIMxPoWhLu1qvdi0XVE0gGwNaa2r2jln1s+OIcl8Ptcx9Qwpit8MhFlvwZAX6PmOjwwXKUIa6RKrS0hKaTL2EpW0XZUjWasvsyInjc2ZWmNKEnns+qIo2vU6KULhSd08fPjw5PjZL/7if/X7v/97Silj7WzHFq6yxirUDAlidp4DszCR1mQMIaIguqoZx0DGqbL8j37yZz/+4J3f/Z3furI7KSw9/viDu/fuW+1cWb/x5nuvfvqV/+IX/vO333rrN/7pP1FEd1/51NnJ0/0rO1Xj5rsTW1KSwQeezKsQfLte+TAeTvdVgQQwr6eL5dmPffVHJ83ko7efFUXx0ccf7+8f/dmff+P3//hPlTa//4d/8hffemO+s8cCf/6t1+9e2+1TCow379w1zp2vNzdv3rt5+6V1Um1UuigVqH4YJjv7oF1CLQhFM8sGtu3NgeXlV7+4Dt8W29175QdPTp8/fXtxZ7oXz1azK3v71yd9FyXGGPsHDx98/OEHBOLH0Q+jLevFcr2zu19Npk0z2XXw0v37n75+g0G0slVd1UWxOD1xCq2CBy/fq6aTO7duPD8+Xi6XibnrhtOzs67vT9vV8vx0OplWdeOc8QNao0nEoNIEMUVCQRBAViBKKVSGkRgVoAbSCTgiRUHOzhBjiZVW+ZtWOTTaqHH0tBWrJ1ZJWVQKAVhUiNLHtKkaPdu9qa0ZxrHvFyy47vq8J2GGb/7ZN/70D/+QkCVxWbrpZEpAdT1RSt2+dlhNmsMrVzZdl0IsrF0tl+1yfbQ7TzR4H0YfmJlIo9HDGObN1BoTQ0KgEEfnFDIrEIOIkDgFRAXMAIIsgmC1StYohJwuhcIKAThxDMpZo4gyHV0y5Ro4m8IlY7AJBUm+t/HbZqsJMRBucdaIvMX5Zqs5ImprMtUsc5UTexFRpAAIFWljhTkpnVKKyimlxArE8d+h67ukNG3raUnWWkS1u3/l8OgaIZyfPmeOu9O6dMZp3mBz/fp1q6ly5rOf+dSn79+PKXgfhn5IgDdv3V6v23cfnOQeQBujCaqqAoDT09O33nrz1Ve/eOPoFilgjkTgnM1nkFLU1PW1a9dWqwWi5HS+PDTM5oXc/mURUx53CgiDDONgywqVRsQUoi6cc65pGkyN90szBK1UU9dh9OM4psR/9+f/7utvvfn6m29WVQOoAFRVNiIkAuPoXVEbbY0uUmIR1NrGIKi7qlQMdYpeK6lKy7qZTGbj0DNYZRyApCRaVXU1N6oCbUwVfeyXq/Pg1wrr6BEkhhAvBvWoFKYUUugTIpqNssaIEg3bSE9hohxLnTLNJXd9hc6SpcTMCkmjRkQhNFajQyJkpJg4Jc3GJD8oopQiEZEyojQLpCSaNAjmdlEkZRZITJ6T3/otObBAysuQ6BFRmBGFBYIk9l4RiHYiI4JG0oKUmBNzjBICxwicEMQo2UgakMWaYdJUVRWN7jmafrNcaycRjdYxhOh9jhjvx/79997b3dsLIXDKIsztcHA6nZy3Qx6JZiI6QLAO93abtLEiFFJEMUSUGLLfb3fuOIRus7l5/Zo74YtMYzLa5pyGTKVEJdn+k02qGWKXUjLG3HvpXkppNpuNmyU551O8HH0SbWWNn+wMMioYmAglMadUFEVdV5/53CvVZPbk+fPj5WoynRvFIuLH0Wi9Xq+Hrvvggw92d3aM0or0OI5Eum6mIXK72YSYrHODHdknSEyUHfafBFArgph3uiTb0N9tqBIl0QBJRAS2HdGW+AN50kCZBZm/v9jzb+vg/Isc33DRnSWQS1oYb3mOggk1AmLm/V9mDX+XIjRSDn+Hy10awQvAw4vWULY6UEgEKVuikIVAWbKgMWTUECpQIFr5JIgKAAUJCRRRAgLmMTIJoBeFsNiskJAUKqNJY6FsZawlrC1UFowGa4sUlUSFqiRdRiFC+Buq8ARgBPokplIRColAYo4pdecrNXFKKQwBh6EsS2utqetbu7t5baK11kA8ehmjEmKkADyQ7ITeGNLCiydPUT2HCJWt6ukkCvsUtTUKhrpoaIbCDImFxt4v+74vreYw/N6/+pfe+zwyuWycqrN1nxKXRVJaGweMEuLezu71m9d+4AdfvXbndjHdm+0dOedyg5qXVNnGNgxDXhmNT1eJeeSIiO26jQoSAClFSmltjdKfpMNnqDFRCOFFmsuLI9vLT5pcsEPxIqEBcStKyV/D1jOZmARyHXOJGM352rlTvfT1qQtLYc6m3C73YiIWUJRSohx+wnwR9Mn8AvTsu8bJkiLzFqKAmKeb3vvHjx877TQq41JWHlZVlVJ6/fXX84JuS3ZyTinVhzgxrkD9+PHje3fvNk1zcOs6WbPZbM6PT866PrJ+MZ0v5xlmNay+eBQFEeLu7i6HOI5jVZSHh4e7u7tM4FOKKTpVvqjwTCktFou333prsVhsrR2IUjgSdlo5lINJM6nLT9+/S8JaCyIPY3920mk9zS9aCKFt2+cnJ0Bb774PoRv6s8VZ4cxms5lOpyLymVdelTA8+eiDdggRTVlPjJKy0GVZlmVZFEbVxeXn4VLIukQd295EiQnOFusbL5XDejki933/sHvcbzabdq202t3dPTg4yHkYpFRVVfuHh5klwMxvPHk63T149Qs/pIrSC2jjHj19cr5cbNrVEMaUUuj7dnG8s1tZd4ECkzSf7NdlNQz9rZs31u1yOmvm85lSahiGELz3Ywjh/ffeHYYhi3VjHFars+RDU9fTqrl161ZTqrKpr9+4XtRVM59evbYXWd59990vf/mLOzsH54u2bYflcrXphnEcl+vlYjEeHz+fVBMRsdb4wEPfF86RUNbXJ4JIglFFiDm00HAywmVZVkVhjFFeGSRtbVh3eVV9GYhCREXlch2WUiqKwlq3s7MTRAKQbTekVFEUpdGSIsT0B3/wBz/6I1+5ceNG13VlWcbIrih19mYYEmQVYRwMACRCFlBajFHMEZCUVtOdHV1WPrCt6le/8KUY+q/9+Fc+ePetX/1f3z05OX/1lc9ev3Hb2ObO7Zdee/3Nhx9/tDg7m+1Mm2Zy7fpnAVMzcYvV6aJdTWZV3ZSBab/Z6br62dMnm34d41jXE8uuKF3bLc/OT3b3rn7zm3+x2XSJYW//6L/8hZ97590PvvXa69ev3U4Mw+CPjq69dP/Wf/az/0nfbZijtfbDB483EYWUJFVP50PCw53Zo0ePynqqbBEFnSvy5R1SzP2ztS4qKaZ7T8/aSPbKzbvPFierMa1Gvnr7wI9qVtd+syx1QyLjMAAnYTZKn54v33zrnS99+StIuusHvzr7+u/+rogElnEIzLxenMVxmNXl/s4cJR3eunn7Bz59986tw4Mr12/eKIry8ZOnH3300cePHj979uz4+JiQl8v16fFxGoMlVVqX+ShKKSsmh8IkDahMEooMMckYExkjpIEMIJDSZBwMSZFy1nnjQUCYhUkRZWAsAiiFyqLWiAJESSDcvX/b98NqvV6uV4vVMsaoqWZBa1zbboqiLIri5tUrRKAQJcXVerFZdQZIO/vuW2++/c472YwSQrh25WhnPt+d79y4cnj37s3r127cunVbW7dYrM/Olt0Q/s2f/QUJtOv1/v4hUdJaQIRYMj4JJFczW6VU1lxeysVfvE9eRsVehKsJbzUeF/3ftvDB/2+fBm3PDbhMyoAY4+V8cIvmipFygmvibfyJpEx69pKQhQWZtDaOrKS/fteXh5gvSrXrskiCiclZW1Xl1StXrIKd+XR/b9LUtdPVraOXv/rVr969fXOzWqDE6H1Mseu63PXdvXv33r17Hz5ZsI+XR1vf97v75cHBwdOnT4qi2Gw2dVP1/SbG2ExK50yI/nA6efb86U/8xE/8w3/4D+7eu9FuFvl+OwxDXdfGmHzKZGTo9lgR0EYba8uyZNBKaxSVj2AC0EqNQyzLcnW+yJO76XS2t7d3enr6ta99LTI8fPqYBZwt2rZt2w2iyoHp63WrtdHaEilrHSLF0FpLE1X1vVir67rq16kfhqHriVJMTCBa28I11hSrtjel8RBDDCGGlAQwxIiAKaWYM2YSgyAyaq2MAiFFSimlL6wZuevL3lIRQsyBhwCSM5MBUCRkSkiMWdiF2/Vd4si5KiTILeIogMhbzxXBxdj6IoE2s99ipoYaowmMjkqAvPchcY7KCMFHTgTAEmMIRlPfM0dvNQcWDEHiWBWlAIbEzGBMWbhQl2NhNCdP4AVG4Y7AI0aFaBRNZnsei7Lctv3GmBhGrbQf/XQ27Xo/juPFAlyXZfXsbDUMn+DHhmFYLpNIf//OnXGIpwvmVg0xeO9F3J07d4f2KQA8+PjDL/3g57dYh8QxpuziI5T8EmgFhNo5F+NisVqCLrO5Y+h7YXnrrbemtQUR59zYhXzJKKVySF+OFyK40L+IEGFeaFtdXDva/emf+skhjmOUvcPDABhZSge7u7tPHj/+9re/vViezZrJt7/97fl0dv/+/dls9s477wzr9XQ6JSJjXd00k8nUjx4kJI4Jmf22r9s+KKN8MUco5d8AyEUrZvUkXMRr50yulJiFJHdLSJhxUheLPNwmql8s3+B7vEd5OXLZ+AmDBkQm3La9cKl127Z2CpgkfnciWhLMyvotf59pu3DBzHoBobwfzLgNMlYDSIoxjgyJgRlA2YtbKIhwBAI2IALCCUCBJGAFDoGzlweQOx5a8ZpYsTcAhQOlQQgmewddF3dR479vU9+/x65PQTaLf2IBC4ColSISZ3H/8AAILytdIkJhCL7vu9yiJKIRBDIBDYVBWEQJFQoophSCc84DrG2qSscqICI6nQhtUWWpgNaaRYJI5e4RURYoFiHkavVyTcTMYjbjalVU1Wx3ZwjeFWXvxxXg4nh47V/8awLSBp3TKsPrRcqyzCEhWuu6rgvniGgWuzuH8x/90n9snGOCKCyI24y7LDMjwosUl9zZPn36dBzHzWazteduYlc2GteaV7HtnVQmBCEEIcyJMwIRXaISEFGBVtu0WW2NQpQYZpNmdX5SlG4+m/bjaMpi1W20UgyQGQnIwoAkSKxS4shJQDCjdBmMKYpmp1uuQdWB5SIMXSGp74qauGj8GDmlhEp1w7hndAI4WyyCSFHVhCRRBqrBSUhhUsw0syEsnEckQMWCSTAhNsVQKNOYojIVJFqfd318TEZb52bNwWS/ZM0vYr63qvHvZngmMst+XG8GCdGW1Rj8B++/++FHRISoSSkCU+buLkvztdbTvcn1O9cyXDS3pp0fh8EjY4osIWyS9Vxc3Z/9pz/z1VfuXec0/vn7T375H/1f2lSoijFycVSWqESScARghIAoI7vaOU5hbFff+NM/KWYH84OrV+oyAnV+RGM5BBKJMW5GL8N4CXB/UeuLqGIIV/b3yPJk6iBt7l7ZMc4CQmYCSmJhyehRiWNkjpGXi8jMMXBI0VqLLL7rnj9+sOpaVqSMbiaTGwd1cX03xogCSqW9Hde3i1//tX8whfHHfuhVtlUCG6OaHe3s7M9uXj/4YN0PMYS+izFm3Lwg47xxUpusAcZYwwECYqRpMf3Ga288fNaVlYshsIw+DlorI6frdftr/8v/XJaVsxUi5Tm31vpKafeOdr9y50dSAGWNMoYRgzSr1Tqx+CGMw5h9SqtU54ozpaS1Kav6fcJmf9dz2J00eXc62XcpJSS1XZ4og6hiYh82SikkNfjoXIEMyUcGUGEslPWxHTf9zrT8jX/+T0pYv/Lqz7GUxpZVVcwmO2en3XrxuC5124+GFJA51RFYCAVFEgcLsjOvNI6NEzDJ4vpwT6f1ojna/ZEf+eLp+kxK/Xd+4ee/853Xn4U+nJ/94t/7bz54/8HY9e9+/OHhp45u35sJtUhrRNXGsJRRTaqV9wURxjEMLaLanR0gUgiBSJelu3v/2uMnD0jJw/XO9Vc+t2j73YOrZOtlsz/5gdlPff5HSlc/f/bManMutCyaN1YpRIOmlEBw9b6ktCIlxGlYOlJnp8ezmUtxjdCXBaDy2hgAKGALHyeiA+Mfy6qizeFcVosne3Ycnp81PBRK9aZgW4EuM78BCgAQJUCGnFmO9n1o5pvNRpX1aGd2KiJCnBQnESmiN6Q4hnYYXvvWX31upl/7vddSGIEjAVjia1f2Dnd3SqtuTesv3bkxm02Dxrt37lw53P34wSPC1PW8XLZtt1ks12++8/bp6SkwDh4Tb6azeVlNBRAQlVAaGAA0Cm9asA0rQmvI2ZFTItRaJ2HSShhBAEkBkjBqQ0mEQT568PF6va4nMzDFzTtXWEASPX/2FFmMnYxeinKmq1nk1IcxKRrr2fnK37159/nJcXN47X4zH4PP4/m+3XSi3/jL1976+IkPw3w2byYNJ67q6tbNWzHGnfm8mTRX9xoAMGqWfPAhkKJhGD73qZcV+5R6CV4BIDMSVnU5dsvN6mlV4nH//3L3ZjG2Ztd931p7/KYz1Vx36ntvD2w2m01STXZToihSFmWJsoIEdowkNjI85CF+C4IASR4SBMhTAj/YD0ESODBixAlsK5FjwYkfrMgSZYpqkZK62S32eLvvWHVrPOM37WGtPOxT1ZdSJ2IMy7BduLi3Hm5Vnfqwz957rfX///4NIYQYDKrMaI1cKAGui0Ixe4XUu05IJa1yoicV5t3clNcCgv7hwPQ0upEcJIfEuiQiloIBUMoksWbBnvp0ayAgIq+kxkQMREBg5xwCaCkCh0Ipo6SnGHAtY0l3KeSLH3rRZ7RZgkOuP6TUSq5Bp9aaEKK1Skp6/tlnd3Z2sizb3Ny8devW9p/5St/3b731FuksaI2D7NHjg+WH981s1Z2dY66gysqb+50CQnl4fopGk2TMVRP7QsnA0XGsm64L7tYzz9x46tbjw9OmKzxVUhfONRT7YWEOHzwMPstt8eUvv7poHpNqFHBpTZVtCiEKozeGAyGEAhZKZkrmWqFUgQR43Swg+IhBAwWAHrA3FpslF/mobWvmKAQweSFRSXH3ow/fevP7nfdlUSCzUfKjjz7Kqgq0RSmNMtzUYXoyxNV4QJBFPTrO25d79WtZdVTfmwzLZwCiqcL5YqFEn+coaNg2mVCDAKpzSwDXNbM+yBCZKBdWMUhQsbLjvu/TWSmkEcpIW+qskqawtpQ6k0oSO4rrGawEZhZAzMjsAwLHGKUxCIACQChg8sEFYi0FS9lHAo4IJMl77yMzAPjoI6c0Vg/rQSMsIzGRQJTIHINwzoLXEoklgY0RogkRgpI6QfiZWWmDqDnlOyI2oWd3LCD6CNpMEAfKUB8ZqJrWK2sHzLh384bJy2n/EMOGijel9xqmmyPbdu2LL+eB58uZ1GLP+T4vN0ls3H/8ochA5aXJNjvSuvTStKv6PIhtDME1LS3bdtUBUMcdSNAyet/2S3zzXqyqMQrrqfNdc3V79OorLw4KwqLUGiaT8bv3flAUV4siO4VZlhmGmNB93kUhUAihjQSKo0HuvAthaa13PpQDWC1Pzk4ej/Kruc1913TQZcOqXjaBIMbIfjVbnPeebb6JnCFqIR8jYht9r2C6mpU8vDc7aZtljKEoijLPb165/sZbb9754L2bN29vbmzt7V7x3gsJPrh3P3rn1q0b1UYGut6cmIOHB119rIULfe27LoY1ARAgIkYEJCJCECwQaQ2XIiJOwwwAdsyeOQIDIBGBUppi1FoL5ODazGAI6/gwBuBULoqkQYAAzIACJDD+oYLviV4WXUzncJ3svTb+/fAMA9l94gTtCS2oVIFcdD1oZUHqLkCbD6KIDXVtG/vVFFHqzILUFGPTNgIDxAAIkHTojMgYsQa8uOwlJsyljC5tjEg9Ug8Acp2KyT0LIcq5b0kCaAnwz23V9wn9uosQZErge5QiSSCSrzHljF2iHZk5eEcUAdHF0HvXtm3TNNEHiCSNFZGD90bpjclke3sbEfvgY4xt2yaX1arrQgg+Uu9PmqZh5uFwqLUuikIImdo26XGvGlos59WgtJkebUxA4E6WxUh939eLZSKqee/9xYtf1XVCgFzmojDzvhHT+Rutd1u7O23feaa2X6c7KCFFIgFKaYypqqooCmPMN7/5zbIsNzc3k7mo67qM+Bs/+6dXTTOvVyxF733dtdPzeV3XXdP0bRdd71LbzKqiLFL+mBLSGm3LssrtosqaGRSSs4G1uR0UCqWKwCHEEEJ0PkYGYgYVgUOMIbr0xozOCVDt8tT3nRIuoo4phzqdyAgxBrxkeAoEgICGqQeWAFpJa3RJQiIpigwAgqXSGH3UWm5tbUL0FLz3GlGg0ACCUQBA10YtdJZlWZGBFEVVyKIIQHVTL6azExABw+VDTuXxYDBI7vxUxUkpHUOVF0qgazspJce4sbldDYpIREDO+2W7Bqy1bZviH5qmSWyS4XA4HA6llFlVEoFCJVAoY7Isk1I9ePDor/yVv1oa/txnnv/Jb/6ZZj6rRiL4UFbj0+nM2oKAgOPa3YuRhHLOAce0hlNhtuoaR8BSZNVAC2GVKopi7YlHfNLrmF5eCJQZmxZYUhC98cYbbd8FCoPRaDgZX7t6bTIap3eK1lYZk+dlZErIr0DRGPMbf+9X8iK/du0aCWAlUYrTs9NHjx6tFssYo5aqW50//PAPdrdGlsVXXv7i6699l3QhdEVsfvonfsqAKnX5E194JnV2U7CHlDIZVy5TNGpXr5oFsiDHzaxmahBaCmE0KoqiJAiRw/J0SUR5npdlySQAcLmsT05O2rZdLue9a+v5ql01JrObuzuj0aR1/fbO3sbGxo2r13Z2Nqwxo9Fosr8phJjNZicnJ2dnZ8z1/k57evQ7adcejUZKqdmsE1IWeWWFCMjR15Fha3N7MtlezFcssCQalVRarxW1rh9sZtZqIRTE8p0fvH7nnd/9y//1fzMjtpLr2Sm7FYRsXJrYLwU3GJvge6lww2QUPFME9FLQQAM0i0JETV1bL+89uAfd8tHBO6tmMBzl2rBS/XJ5/PTT+88++/zJ8ey9976/u3N1cO1qNTA/eHd4ePyDtnfEPgZeLrsiHyJiWY6EEPPTRVkYIhYSu7abz+c3nrp2enqa5zrG2Dv3b/25Pw0oHx4eDzf2A2vfNYWwzXKliXOJuRXX9iZEYJHOz4+2dnfPzmfaGGJQKBBQCWWk9uwMCJ3p5enjdnG2vb0dQ5f6wgzAnon5fFm3vR8MBiGEyWR89lg3C+e61gp0zYI8CRIphh6eYIJcKgWsNlJKASZ9z7gGEnPX1UZpIIp9PxiPNvZ2qhCJQtorIPqZ60/v3W9Xi+B717V1XXd9s7e3l2VZnhevvvJlIURZDT79wot7+1e+3rYhhHMPcbQAACAASURBVAcP7r/xxvcfHx11zbJt2/PZPMtz1/vgXZZlhbZCGRdjVpjV2VGy6EAviRyw595RCIgoRZ4VpZSSvNNSainGwwFQVFJ4Hx8+uLtc1EVRGaWBGTBYLU+Pz7JMm8yko6FpO4lyZ2dnMBrmRf745OTw6HFifhhjMm3G4/FLL72kjPLep6GQ9362WJyfn7/1gx9orU9PT8uyHFYVR8rz/Nbt2zdv3Zpsbr342c8qreqmWa6Wi8VisVgcHtwvy8FTT92cz+er1YpYDAZD8v4yIGe1WhTRoyABpCUwMgcHpDJrpECKwXnOf4STX3yS8vL/I2pvXSsyJ1rShbFChhAEcvKnqLSTX0QEIWKIPYBIV4K2bROyIm2YaVFtbW197WtftdZeuXLl2WefPT093djYMMbM5/O9vb0f+7Efe+ONN67v7w0yM7t/EB4dufnSK96+fV21nTPCEVtjh4PBOsQ6pSgjS1wnu0ghvfdd204qzpSpGZkYAEPkhw8OYsw+vHufhR+MylyItD1ehhmknfzS2RVCkBgX9cwYLaXc2NhYruoYAzOshSdEQNEK8XEML0GMcbValVUVl8sst1IbrXVeWIgsZERB1gZEj6G7cnXAolOlQhFSuKlgpsghRO/JZlYrbpsFkbMqMyYnkFJKFjIQxpCY3lJKkUjFEmWy3gkhlNJSaamNtpnUFpW60LmhEHJ9mUYUkNTDCXm/LuS99wIxCdESU/byEeEFI/HjIHHEpLZ+Ms+JmZXSTBEBJDIRkRQiCr6AlBAC05pUxyyS7Y2ImCGRsNO3iay0tUYDskfuhUSJDGiVJGMGiKYsxjE+Jg4UU9DA2nyhVcUmSsYGpUIKHJr6rG1XUoK1mXfY9+14VGlriqpcLOZK6bIoBApjjJQ+hC4FXCEyE3oXzlfHi0WjMFeQWWuHVbGzs7NYPMiMuH7tKjJNp9MFDYwxUqrOeW2k1howCiGyzAJjCgxLHnvNLFAK5MVyMRqPJ5PJZDLp65UxJqycRCsRQ4gheKk0IobgZSQpDbl1D514DbTTWk0mk66tl8ulc241X7k+FEUxmUyUUp/7/OeAsW3bD+68t1qttJGvv/46Ij5z+7qUTMRKKSHkbDbz3l+4gtY5STHSJ8J4L7iAqZt0md0Ka9WVX3d/lFJ97+CfyQcCIP8xuskYWQgUwKvGyUxSlI4FSEEaYt91RIjAjIGEZ2IhUYqL8PkLMjIj/ZHa8kkVQzoxP5HU+Cf6of5EvzsRMHOIwXs/P50nmd+TApXhcDgajZIMAIC0EsroIjPGqNyazclYAEhAiHT48FGZ2eC8lmoyGmd5tmZsrJ0a612m975uuwQacc599NFHZyeneDGFS494S+UxRmMUcwzBNV1bcFXk1Xg82t3e0lKH6HvXXdIsvfdPRsalb5K1DS+WXeeUtgogM6YSF5hpTAmC4JN+b7E8OT0LIRw+PkplcKpFx+Pxdl4prbKy0Hk23JhsbW1tS/XKl3aLogjOn52cHT0+XiyWgeKyXs2Ws1RUeOCeGSjOhJyfncvYzo4foZI8Glbjkcn1bD5XgBqZjUjNiy6ilEpIC1gwszGyWdYSYFhZryA3Io1fk7h/DT66ML5fbO6AyiIGBAWMQiijbNRSCsUkiQEBOQbnuszoqswhyK5jAQwoECUBRgYAqAalYcwyq6zxvi+ravPaPkrRu1Avlt1ypQu7rrr9GpY5nc0uT4z0iWcosiy3mWBeLRvXNTHyaDgh4LzIfAyozSXNJR0tWuvHjx/P53MAqOt6tVqRwL73EmRus8lgeHJyMlvMCy32r1zrlqdvvvWDe9NlvZptbm43i0ZrKxF6167d0ZyaW0CyhxCAo+KYQsCyLOuj933XNr5x3ncdEiVhanr9Kbw+y7I8zweDwWQyaZpuUFbNasHM4/H42rVrN27cQClccG3fuxistV3XPXjw4NGjRwBCGcOMKchRK6utqaoq9RG6rhNWCymYaGdnd2d3VwnpnKMQ77/3g1/5m3+9zCTE5Wo1rV3oyARhkO1gMLYolmfnX/nmT10YWtbCnnQbSys2z3MzyPJMIwtlcW9j/NS1XyQXou8ZYudbrXObZ6uhqQbD8XgzzwpE1TZub39krdVG9n378OH9+3fuhK4tqqE2xlMoMnX48MPp6cHDO++v5oumaZCQh4vFYvHCCy985Stf+exnn51Opz/+439uc3Mzy7Kzs7PFYtE0TduM6qbp+77vXOdd2wYCnp8+rGeP87xURjPEenaIcTEqq+iaMquI+tB2SvHv/vavf/Gl53Y2i+O7B/nVSZXJwqjoau+kFk6hyy0TOWO1my+D67x3CFFoFMqMR0NNLbsVuNXDu+8Kag8O3v/wo3owzLJcnZ+f3b370dWr105PDjM7aJvlwaMHT994USoeDaqPPmqms1ndzKXQi0U3HvHZ2WmeG6UUB//RhwdZpqUwzBAjvfvuu851w2FZlFlV5d/6R/9g78oVF+T56Qz1EGWR5QMAKMdjUjQ/O2TXcOTKimu7G3mZCSizrDSZRWIEqZWyWg+rMq2TH3/5C7uToZXAQkijsyyTF60xK+D6rafbzlXDQkS3v7s7KXL5rNVVtoN5FyWCoUs7EK9RN8ncwmGtAPfOCylBChQJHAyFKjVKDsEzoxCoFCEjGGClwQJF5b3wma4KZCCOzrl+Nu26rqjGbdv9w1/7jbpr86w8/et/o227ja2tp59++utf/Ymf/tpXbt++PRpVfUfvfvB+13V10z169Oj+/Yfvf3jn0f27k43NPM8jRd931FsRu43xOMn1YwQpJWsFvGYUWgUKqV3NrRRai7Iotre2fIiHh4d913dd5/vWaLW/u/eZF17oXN97t2zq5GI4OTl5ePDIWLOxvf3yyy+vS7uz8/OT0/Pz8zzPT85OL+O8nXOr1SqEsFyuvvCFL7z44mfPzs4W80XfdUcnp/cePIy//uvT6XR7ezsy7e7uXr1+vaqqsiyff/75qhrMF7UydnA2dZ4ePjgQQEpIAWu+F5NjAGJPMRAEJpJaRtevFvO+aaxEgH9qV41LD97l7QURYyTEJEbwiccjpbzEniXTdXLu2qwsimIwGCTVZdd1zzzzTGrreO8/9alPvfrqq1ev7i8WC2be2dnp+z7G+N577x0cHGRZVhRF33sLRH2zOD/B5dIASyVzm8XgHUEfYqfz6CnGyMk5JKWSaQfWRmNTN8H5sii7tmUIFGJVFX3Zh0DT6bwos0ePDlHF7b1nUIo/miV4qSRK3W0Cn3bORETLsmzRNimbxDkXA3EkpVTisdEFnf/8/JyYl/WqHA1QgA/eZlmMgdBRjNIMKKw6N93bqtred119dHB6bfwyCcKICBJBI0QKwTsIDpTUBBrBKKVBKIEqkkQA5xyDiiiAFEEk5g66tm0RhdZBaZKRhS6QSK5ziTNjrRDyoh3MCMwUOWWly7V0K1AUAmVSckXBFK21SlzIjznGGIjX92whRML1MTOICCKmApKAmSQwJY2dZCJwT/Z/XfA+9DEwMwiRqOdpmsSXSAIpMqOt0UyhBxJSgNQKQVsjMltJmVflxHc6guk9MBKnaEpmAO66TihjbRb7KNB7X/uwEhB91+flREAeyZ8+Prl2Y5sR+95V1jjnU2wHcH1BUBJCKOaIiNE7EFopIAohhNVyHrxfusXdex6JmqajwSTGmPojSQ2OMiTZZ9qiNzeyQFbrTkrJ7IkIiG7fvn344G7TdEjk+74syr6LROScc32f5XY4HEvriG3XrZHuUqJYR7gjEZs1UjWZ1CiEcPXG9StXrpycnF2/dqPr+g8++MA5l+c5IEmZtW27WC7KPAshXmZNCxGEAMEsABDpE0M4nzQKpX9TTF8Sq9MPUySUUikt7J9Z3ffHhc8RCyTi+aKFoCn0elozQd8517MnjiE0ngOyQ2gDhcBwqaO/oMs8CaZKn8i1ZA+ffD7/8lR9TIRCGGOKvMjzfGt7I2Gv1pnXzImPtKoXUCfxACCvM4hS1H0q5iRg6Nz07Kxvu0xvr+bzD957T6QwBqV8CCgwrqMLWCgpLh6r1vrZp2+OX/58GvEycaRIRI/eviNEZA7DwVBZq63UmZUSQuxdV3MkQvQUUvCl1joJ0xGBEEisXVmZEEIbU5Q6y0WWZWVBADGGmBhVSfsLIJiFtrbgy7EnMXLkULfzVXN3Nj86PtrY3kKtGufysiBIcQ5opB6PRuPBoCxyY40QuDGozNbYaFOVReh6JJYIRZ6jd8qaVdtEABZiUS8LBUxMSNFHisREEpAj95wUkhERrNJaqcJA3TkrgxcmMESidf8thGQNXnfVEBGgZxZCKiWZGGLyBl8SRaWR2lHnfVtYORrmEI01QivFjJE5RgiRicFTgz7azCotV83q8OjgwdnjKFApPcyrcTUICCgw06aU649kn3gyg4EZgvfITD4YYzNjDg4OHz06AAnOe2X0BfQfL9zSqJTa2NjY399PB0+e532MUiqFqm9a13RZkVflAGJ3OptbRFbZ48PHN6/sdM18YzBq+1YLLUDGC6hqCtSgtRqKLwk01tpMF4PJRgAApZHIKnVp4Uvt7cvp2cHBgXMOUUohcqOrqnLO3b17l4iSRTkri6wsYghSm6effvrWrVtCqMjc9z4yAUAM3HStEKIZDM5n0+l0ShJRKwJ23lEKSQUYlNWj+/cGWr/6Y5//vde+FVj85//lfzXee8pWG6fnzf/8N/6Xr7766s1r19+8872+74P36U3ERO1yPm/bvut8CIgYBHXglZCh80jcLmuk6Fy/vbOxapfMEZUQwgAIgarrXFkMlLJJxU0UjVE7O9sbW5sQegT0FCUqbe3e7hZEiCHsjEeIKBlhsHDeGW0efPj+yaMHMcaP3nsbAKyxXd8JIUIIbTMgIhRCSul88CFoba9cvbq1syMQu66Xrvnmz/7k/pWtwHFnY5+BiYJWQyXgL/37//atmzceHz76wmc+9fbb36+np4r6m9euHh8vPvP0zUKGYWmXutNW3hiPmEhrCRBXy5lzzcnBO7evjI7uvQVIT10ZGbMF0gOwMaIorfd7f+qnv5TbajZfCLRaFsbkrnU2Mxsb42eeeXY4erEaFN7H2XQ1Hm0CkLGSmTKtk8GDGbu2D8H3rjNGSQVaq7LMtTdZUTIXDIOuN2fTlll459958/tS8vUbe/7KJnX8/ltvBqJl24w2Nk5OT/u+9y4EHzgSECvkuq4Ho1FRFHffe9sF75wj5kAxhui8CzEqlTW9Wzb1/t4OhKabH2Nwo9EkquqlL/+ptulUplSSdfHaYCEFZNZCiOmmCwDS6BRcGphiiMygZcqcQ5bogketUAkiSpE1UiJTtMwSMcbgvbdCSNRZJJFlw+GWVNp5xwyb128hCufcvA1/53/7ZeoWSivnfJbnOzt7g+EQELMsrwbDL3/pi4hiZ3uz73ubZekNuFws5ouF0Xo2m52enfVd1yM53wOIIsvZO4XQLOc7O3vM4Pt2Wa/Ozs9NZnvuy1xbLXxfS8DZ+ZnzAYRAAqt0nufb29tZkRtrWIi6rpNBQAiRKPC7u7sbu7tr/DKw975t2ulsGuHeaGOzXtWD8WQ4mnRNu0eRGdq2OXz8+MbNp4SUkajr/bI+jkTvv/MHdd3WTfviS5+XOut6v7u7G1yvhChza5QYDodBaSOiRFZSRgBH2DqHFDRCpgUSpfiGf7IYvY9FUFJeduKevNMwp9I+4ealVnqt9SIC4GRARESJQigBwIhwfHwUQnj66aerqjo8PLxyZX88Hj///PPD4fDs7PTevTvJGvf3//6vaK23trZOTk6yLJvPp+fnp2WZjTKlfIz1kuu5MdY72a7mWGqzOTGZREDX9VJoIkSUTMBAfdeJkcmK4uDBQ4N2e3tf9gKFmZ6wVmZUjZU0gcR3v/v7zEIAzqdzgubaaC/9XqmuS9eDJ1NtiWhnd1tp6bw/O3uoda6UMlpIqaXQWZZRAK2tUD0IKVDSGr4t6rrunRNSAHDTtcpa6YA5uFgD5lrPV/4R84ZRIXqgfiWFUEJJqRAlREERAsjgdVXu7uxqZL1qYgACkIFkIhCH0KMAWMcOpxF8+kNM6bSXH1/EYR0pfFH1YUqGwgv+vVIKgIlICb1GzyVuPVNKa18zQhERMXhK9ZyUElHGEBnSZV8KFEKK3jnCCMwAJCjShSuMgekCRuB9oJhitdeBE2vC87pyEABZJOVDpCA4IkUyRoxGk6oyNhtOp3XnKAQXmHwMzCCllFLFGIrC+qABhffBN/OsEFr5quLJOD8+asYjzYC9X6GIUmopC4qRCFzXxRiVNFIZpsRRUBJRMmWWEJRR2irV+DZGD0BSsHPUt11mszzPFzH2fZ9eBhFRCKNBIQWF4LX+mP2OiAjru+R4Yzt4OjubFkY/e+vG40cPTs+nyDoz2aAaCYFZaVdNjSZbNRjYa216F1KTzVorIDLThx9+yBTSVdyY7Nq1G7m1w7JCwo3xeD5fPPv0048e3FutFiF4raVVWqB0zgNg3/u6bkfV5CLL+nLcSj/aBnKh9gRmBufcJYQ8SZkuTPp/wh/8x1d9AAKFAHbz2iHI4Kn1y+Bj33liFMLEEIF6QmQlA0Lki5j4dRuU1jLWP5R6feFdurQvfWLB/C/srA8/Vng65xaHs9SZu8wuS5bopOUgIiukEaKP3qe7D0CWZRSC7/poPDs/yIsP79xJ021jjVRKCLG9s2OslVKKFEqppI8h6WqWy+XDe/df+63vrDtMSllrlVLYdpHi7t72q1/9SiAGgcdnZwLXaQcCJEgZL155qjQu9XvL5TIlBJbDQaAHNisjC51nBEJn1iQyp5BSykDkiZ78uY8fP07Dw8vqJTf2+OSkKEoSOJxMhDaBUkOHog/Hx8fnpydKiEBETFIJoSQTZ5mZnZ1z8PViyUTo+yzPTJ6bzF6/dTsfVnlWDofDwWCwvbkzGg611p6S4Z4ZABGYSADevfN+WK7u3723OD9fqW4dw32Bv09d/xRJlEapkchIsFYAex8aYK+kUYqZXB9iZKlGiOSl5CK3QDHTkOwZkTEECpEIONNDbvuizE2mZks3GFXlxgYr0XXd8nxxcnzkQrzUdl6qhtIzTLPiBGjNjM2MFSg40Kptb926ffPmzdlyGSnWXavMeu2tHYlEbds+fPjw/Pw8hQ3WdT3c2GRmhSozdns0cb1vnVtOzw2Gn/nFn3vq+vV33n3rN7/zbREFcjRSeOc/RkIxMbJACDGwlN57gesN+ujoaNGsukAqs/lgCDFKgKRNTRO/GGOico3H4yRY7TrHRL5rvffGmOvXrydFdKDQe5/8dX3f37179/j4WEqdl+V4vAECi6LIbFGWZZZl95wz2uzu7tqqcBR776SSDBB9aJoGiKuqenRw8J1vN0bQdDpFxh+89XY+3tT5hs3LZds/Ojr5hW/+grU2EQvSCd11Xaq31zuU0Yu2dn0/LMrc6P/9l37p57/xjbpevvjSZ/LSguDVavWt73zv7bffvXLl6u7OvhSm7316/s65+w/u/vZvf+fgwUdVrvM8F1IlnU1m8xhCdEGyEADB+Yb7tPbSYCRtEYmakJQqfd+j0H3fM6PNsxij875p293d/d39vdVqxcwZxsFg0DTNsl4ZY+q29t4bJY1Vrmuns/PxeFwOdm7dvHLr2lN/+2/+LQlyPu8R8/fe/gAUn5wdB3YTrb13ACwV9H0TwO3v79546kqIPUA0xnR9431/fn4qpTBW933vfaCIUtjVqq2XbmdnX+srACHw3IVzhh5RNE1nTRlCJHJCclUV09NpGnekIXBd10SBiJzrnO+850xB38HW5tXh8Kk835uMrwaSeVGMJ4Pp7OS1736762vD+d7+vi1yFkIsV9rY7e09pdRoMB4OBlZpoJgAV7/8f/zdGzdufPpTz5XJm2T05aNm1K9977sPDh792X/tXxGxeeO137z3/g8ODx9+8Se+fmNva4fUg8P52sWdJgAMUqLVJp1nmbVSysazkhKkUGKt/gKOAoViFgKl0dZmMcYEyGZmAogsfPCIiGhElmVleXT33ng8Yalkntk8k548RQAhURhm7/3W5kSF+qO7d6/cuI6ItQ/N+TwG6lxPREIqIWW3mKbcjul0ur+/v7u7+9JLL12/fr0sy+FwWJalzPJl2yilutXyg/feWz51Qwoxn52//fa7G5vbzzz3qS/+zDdY0qOHDz/84I53rUBihPPTUxDS5jkDMLGWanNzczQZA8Lh8fH9hw/ScV7YLNV+4/HYVMN08CXxSN/3PlLvglQm0MooMx6NiixPfa5Hjw+XbadtLqUkYCGliZGI6rN+e3snHB7v7189PZ+PxxURnZ2dIxNQuH/3I+fctZtXkSNEl2dZZDTl4IUXP/upX/yFoQp7k/xHjIBaJ5b8sI73jyo8L2d9gJepswIAU4hZKo1c13tPxmjB4L2nuI7zUlEVVea9Gw4Hw+Fwb2/32rVr+/t7p6enb7314M6dDzY2NnZ2dup6KYRYLBZvvPFGVVWvvPLKJWUtuR6gbwShokAQjQBC3phM2swSYuc9R1EWpZASKZURFCn6zhmty8wcHRyszlf1rJ7IajgpY9uHXgILZvXFL335+2/+Ha1NnisKXFTl5amUTvZLmktq+RERkWvbRgpBHBCxbZtUIaRdFFEKoVI+dWKiSkCltfe+8x0xt30LHqXKGWTvolKaWXb9YquMNGQj64iiaUKhs+A9iQCUAu+sFCQkKimLQo6GJZMMsW78KhCGyJGQWEhlpVSoLBEHipct0YtkKCmlNMYKpVGohJKTUiulEyAEACh6RCMYULBSSiBSDGvuJEUAkFJIoQFA4vpBSQFKGgQtnbvkjUcZL1N2Um9XGEcxAkVgilIFATE4SSq5J0QifipDgtKt5DKhDkCnQgIZvHOx7bQkiVEihMjgAyBqq5XWLnrsO9/1jL53jsACihDo9PR8PB6oUmVFcXroY9sZCwiiKq0fZgcP548Pjkabo96vqkGV5/nO1l45mhTGUAhSUlna4ZCUMiESgkBkBCkEA4BEEMhScFFqYu9cF4PPBlVRFNHFXtpLBVDqF1dV5frae7e7u+tcdM553yflpEAlkL/+01+/f+9helvV9erqtf3B1oBJnxyfT6cLk2W3bz/bhf7w6CQcL7NMzOcuVRnEMS9sVZikFzh6fND3/Xi8IVE8fPjwueeeefDgwRtvvPnCC5+5efNWyiZxzmW5IQqptXF2OgshKmmsyY2xro9SogaBREk6HFr3R7FMRHQRmA7EH3vtEtAlxRUmTQQg/yil4z+9YR/+CP9HgDSRiWThgwTQUXCveiYhhIwULrojipEBECjpX2jdDEVKY4FL7NalNOAPZbn9y1L1EQGvjW1FWQw3Nibjp5LM48lkoTSYbuuamXtEJS54wAIBYLXogBIpFSRC26zGw5FW6vT0NF1cCPidd95ZA6BSB06i1OJyC66qant7+/L2L4SQUpzO54BxsZgdHh7kVVWU5c7O1uHh49ls1q4ajsxCotKXW/mTco6qqpLNzDa+KCuWKKSqBgNpDUGi+iITxRCJAVCESM53q7phZm3sunkjQBs5zPN4HIjIWhsANja2lE3AZUAUCiVH6nrX9X1kYgQGcsG7vvcA2WAyKHK/5erlErp2a2cblOycPzpfhLN5IiIxQ8rDRAAFCgRKKbVVUsrMmlwbI9X+zu5GtZFnWVeUqZmaCmZtNAI679LthCJFirmmuKyD9oCtMdGHBXtNVKPsrRBaiBhJCJBMuVWu89pqTPw4hsAiDXDr2Aq2zNT3/WJ+vljMWvagVFlWe3vb5uq+NGv85joA8QJJevk5EXFE13XtakU+KCWtNW+//c47772fFTlIobSO1KWsDmPMZZfh+eefTwDMtB5aH5xz5IMgFLymFw5H4/n05IN7B1/9+tc//8Vnfuprr77z4eF/+9//T4PJttZlCMnxAZeujHSbFEIAp25d2Nzc3Lt2BZR2RCQkh6AQ19HMISQC2GKxcBdHoFJqMBhxpDK3qapJ3CCplQJl8zwCI6AS8rnnnrtx44b30YUwny9DiKvVqu98oJi4qXfv3/uDP/gDabWtSkYoylIbXebFYDBAhs998eV/49/7d/7uL/2vw1xcv317tLW588wLrMsuiCb6/+vXfjV03f/97d3RaJQ40VVVJdZumpQmhafUipGH1aBbxVXf+pbHo10E/fhwBoIJqGnbrZ2rs9/5/WeHmyiz0+kCQXZtJyRGkBtbe//qn/3z8+n5YjF9+eWXbZ5LY5NVQIJQQmpUAhCIem8jxeViOZ/P5/N5pPjab7/20ksv5UVORF3btW0rLT14+HBra6usSiKWSi5WK++dc36yA8aYXPCdOx9cv/UZ7301KF3fO98bY771rd946aXPfWl3FxFd3R4fPfrow7efefr285/69Nbm1d3dp+q2U5nqfJ1Vaqhr733v+te//3uL5Wyxmp6cHv/+G/eFYkbOc+O8M2wBqGkaIURZlF3n+i4gyiIfWQ3RhVs398rSfu/3ftPH3vlGK2N0US+74+PjF1541mYixH40nIzHY6XUcrlY1cvBYLCzs3V2dgbAyTzmyFHEL778U5/77Ff7LiMqQhAoVWBflNmPf/2nTs6O3nvjg6989SdRq7bvfSQCiMRMBARd5Lr1SkLXR6PFsucrtz412dsj5kixiwQRoPeIYVCJs7PpyfFZ0zR+dd6ullVeVHn2+ne/+w/+4bf//F/4d7UZgzRJAY7JDwwUJCul5YVCOJNSaIWIjJDiUrTSEgUHL5wAANf3AKiEhPXEg7UyCjMUyMQ+xKaOk8292WK5vTsBqxcuKKlIKIEiMkgUUlrfr9AMIB/p0XbXO2nAGMuAebLORyKm0WQLERaLJeZDXVVH8+ZX//FrQnyv7ztE1NoAEABtbkyKzDbL+cZ4PCwrRPHSSy9tbW/P5vU777xTHVLZIQAAIABJREFUTfIYw3A43N7cyNSn5/NlUZQxgNTKxUjHx+dE3vvFasnAxphbt24VRUFEfdPWi2WyoC9duIz2IqKu76VSkagoS6nWEaOJM7xqm+Vy2ff9aDQajUaB6dIEonZ3jo5O6rpFkMbYRLYYjUZFZiXS9Oy0LItPv/Bc7Bvf1cAQAdvA3/2d1+rp6fXt6uUXnv3K5z/9SSc2XbaiL4xq9GSBd0lmf+JaJy+/6mJMvb7WKyXTMIEjKolotTXKJM+wT2FIHhG1VMWwTAHrfd/fufOBc/3Vq1d3d3eOjh6nYICHDx8IASenJ6enpzEGpeX59Gw8HrfzZjgchuiLMs+UtCC1FKwNI/gQFstlvjksNzY8cbPoVjHyuqYg1KiVyrOszHItwEhRL+YfTJfuYPrU7RuY+c2dSho1Gk/eePMBMTKL4EmA8G0nhFgul0n3nmyB6Yld3t2VlPfu3UUB3nutpXN0oeZC76NG4WKMkYCRUUilNseTLMtC9EJJbVSWW200ioyOp13jrB4gR+SwmE8VBIBgZIYkJGsK0VRaaz0oB1U1LCqo23NrDLGbzRom3fbkGCNBJJFqP0TBmCTXLNbzO4kolVRJM5nsduubkpBKGUAMTIKFpJTJjExMwAoSbw4IMAX3QbgEwol0iV9fdgGYIRIQYwgxFZAoFHBM2qtIoBgBZQI0MieYH0qpWEpmKaIAD0IKwTKtTSkUMyCgkEkYKgGIo4gYgaNQQimJHIAIFTVu1QWnnTeZZAiorJSlj+wjoNCRhQ/R+aBBbG9s1zM4WjwUEBh77xtEE/p+Z2d/NMrm9axpjhazwWCwfXx6NKkGFGNR5ASG4uzjN5FEZlBScGQhwfuO2FdlBtFrJZBljBEiCCFTYz212rMsk8Ij4nK5TKEF1lohYvKdIsoYHbP43e/9/mJ6ur89Go1GZVk+++zt1998/fTs7Ojx0XLV/9wv/MIrP/5KXuVSmb/1t//e+x98O882+gCR/GBQGmMksDFmsVgIoawVq2VdFaXrw9HR0d27d/d2r+zv7TGx6/vRcGiNWtWLlLtoddY0bdd0MTIRr5Z1jBRC9CERVym9ES7DyT6xnsH1KAjXqdOIMdLHMPML5+EPzQYvksb+/6oSnqTlPTmHv7TVXbar6Akb6uXwLcWjMUUC1LYgmZOUHUGgGMCsk95RowRKbwpkAHGRGYgATJDo0PIPOaJTt+sTfdHwR7MWgX/EAvWfF5oLpslI6twas1wu0kU8y7Isy9bdGymlHKZ7uWTmGFLESuR1QoASEiK5tmuXK2NMVuTb29tSSmISUnrvldZrVgCmKMwQgk8PN9m67n50P43sPn5p6auYDw8PbFEqravRMF1qfeckSqENoUiqwjRbSF6Cpmmapkmd2spz29b5oEKJSitjTVGVa2IHA0SKKFDpy8WX3FwJUZOSWJXWJs+JqMgrXWR5XsQ1jkrE6FZdH33IqtFwa4+ZI8R0c4rRKyGBeTWfA6mN3dHdd9/e0qUty1zJVds2zlWZjSHZGJK8GEqQ6xR2ij4yR2rjKjf2znu/Ezt37dq1w26RhpnJdoiIiYhzGZmAiGoCX3juhVuf/VQzfYwYHz36ICr1+Pzs9PgxEZAPw83dZrlUwN67zGi9zo7nQMAuRh8Cs5RJDKY5+rZpguupFaDl2elJt2y2NzZny1VaMFVVpXVSVVWq35IGABHLvHBtR0Ttqr5/987Z+em1a1c3t7dPp+dN362a2rsmxljXdZrNdl3XNM3TTz/90ksvJW8YEZVVtZ3nvutXs3nftEbrxXLZd21k8fZ7H7195+Ezt7ZuPLUvs0oZu1guWUWVlevkw6QRYBZCprTiGFLEkG+ahvvWEUfErBoYKYXW6VdI74VEc7n8z33fK2Wauk5L5eDggCE+evTIBe+8y8pCZ1ZJpYTc3t6+efPmZFJ1zu3u7icfAbBILZI3fuNbeZa/8sordd+ezmc2z+qmOT4+np1P27YFYinjZ1595Sd++id/9f/85bffev2v/g//3X/4n/wXeW4XZ8tyc/jc1uipa9eWi845V9f1ar5yRzMASAv+smr1Xe/ablQNvO+2JpPZ+dnLL3+FgKVc2izTeWZs5cKCwdhsuLv/lM0X1hSJGVCUGVF49OjhfNGh5Wu3P3M+n6/qmntKejAOHEPgSBwiYLmWy052is29EMLmw+Orz3x6a2urLMvBYGCtPT8/f++9965evyaEqOtaZ3o6nT4+Prpz546U0hGNh8Phdnj1J7/Rtm3ft0bLK1eu/LX/8a999gtf+9KXXx1PJicnJ6KZf+NnfvY//c/+46vXn52eu48+fHs+f32ytZVVOi/tzWev+/w0LzI7UPN6Oludr+oFa7YD27mm65u96zubm5vuPNy/f18KOxwOKULwHkAhmNWyNSYHwN/6rW/9hb/4b16/fvWje/Xmxq6UejGvXU9+1T16dJAXsu2Wm+MrTdMSEQqeTCZd18xms77vq6oCwOVyNdrfaRr3/r17q84MB1euXX2u7Wg42myb6GrHAhct1FEdzjpjjIuREHxIx7AEBkFMjFYoXVU+BJGNlx1MwBJTTM2ZdSgtZt4HYmut1kbY3Nh8GSMCHD569OIrX9vZ3j5fMSp9cUaCEgKAjNJKSiIy2sQQpJISBciEEF/HuupEibDRWouRNQpmSsevAKQ+SCmRkIg1SoGCpBFKS2NICJUpISUFQhQCJDALZLJlFOBkCdkYpBeITR9QCqWUMZmRUgihqIsxDrJRC2Zzby+dCwBQXchsBEQNPjKfns/aenl8fLq3s8OMDND83pvns7nrA0hXFMV4MLx96+ntja3BYPCPfu03zmfztu+rwaAaDSWKEMLJyYnN7PWbNyebGymN8/zkNIVZ1XW97H0SfK4p/0RMNBoOtzY3nXPL5XI2nZ4enyTlpDJaCDEcDre3t0GgNibdkI7uPmBGYzLngpQKEGOMKRcnek8cnnn26Z//uW9A8AKCRBEBexL/+Nuv3Xn3B9tjWxalFMif5Ou74L+vaz8U8Ukl55PapHWjWug0cFvfqGgduiCEMMYiYtd1RhMzITIChOA5ru08InV3Ja5Wy8FgMBhUw+Gg67oYw2IxJyIhUEoBwEKg0mIwqLRWh4eH1hohMAQ/nZ1Xg3I6PV8s5vNlvVUOpTakZAC2VWGrggXWXcsgQvTMrKWKLKJngUJKtEqdH5+4fvWZ5z99bf/67/z273Ur2iyLaDotBEulja0GAx/JGNH3bfCKg0slTQLF1XXddd1wOLw0kGdZZjO7XB1oJUNwbROkzAUqxHT/Q2aMkVDILC+kUGVZbW5vdV3XdJ3UMleZVBKAgu+MxCqvJOaZoUw59srqDIEpRibBUQkAJvJ9y0wxRooCGE2eG6U8LcmFQEioEo8FBTKAkgqkQpAAkZkoEmJkYqEFokgDMym1lBpBMmCMUUQWaQhz0QnwwQtEEhwZ5Q9PfWOMKdzpcrIh1pkPQilxubouRx/hiZRgEBIFMDEKiSgR5UXeruYYlErlKMYYhVACZbofJtwloEw/3VjD5IQClMxEUkBg70LD0HuiarBRNx1gLlSwVrA3ABQj7u1dz+xm7U6bpnG93JjskDggaAKhEJPMZrPz88654YY3RlNYusaG6AEjcVDCtG1zfn4aoweQH7eqvc/z0mrFUlzbv76/v2us6Hum6JFZSi0BuSzTHML1PoSQl2Y0GiGEpqmFEJPJpl+65FRSygjhpYCzsxkEsjYfjSanp0d/5/XvSgFdR9FR8FEqfT6dlzFs7+5lWa6U2tgYu2IjRv/zP//zeaF+/3e/m5rU6cr9+PB4NBgppU9PTn7r29++dvXGcrHc378ipezajpiM1s7HEMJoNN7c3HlYP2jbHlFsb+9Mp3MUHmSMzDJGGSmSizFeIjbSekHEdLIgIhFQ6hCuM77Xgetr7gaLJxson5jh+U+QAZMujavVKj3JtIMlZNRF0GKQcj0uXhOJmIi4Km3vPKUqRlqpFSO6riMUxDHlvGOCG3HqfCLzukRjBIECAcR63cLl35ddv/832fy/8DSX9OukRdb7NsZIISRLUxprXGovEVEJYbVKsz5GYGattY+khSCiumnSqISZtTXpwhFTkN0TGl2tlbXmcn0kkuelYtB775wLde2D994vFsv+fBqJ6q5LiP9BMbiytz8YT1jIdDynuUf68kvkFADoVReJlm3NIbq+Z4HT2TTtQIlwwIgg5eViTe1YIsqMqoosVaHUlsbkaR1U1aAaDovBYP3QGDny2Xx5ulgQkfO+D54oeO/T5FOj0NosV8um9U3vVQHWFtujsdTahQgATBdcFmZaNIDryEnmKBBd1w7L6vHDw1XdCaGq0RAAKh6mCadzbgO3Lvfu1Lw/Xj187bXv/Ef/wV/6i//6X57NVj25HqCnuKr/H+re7Ff39KrzW2s9w298hz3vfcYaXGVT5QGwGYzddAxYRBAgrQxXUadvchMlEjdR/oyWOq0EJa0ERUkztJIWtBIaGtpyY8DGxhgKT2VXnTrzPmcP7/Qbn2GtXDzv3lUeRJROkMJ7Udpn19HZ57zD86zh+/18BxSMLjx9vlwuFyjcN20XvHDc291FJKM05cZYEYFFd0mEuc0IwGp1dHhEZda7cWc+b5fr+2/dmx8chBDadrNeL6/xOdvMjDxPL5NE5hCqotyZzbPMODcs1ovdg93pdDqh2W4MIP67wwYBnjx58pWvfGUY0oDfBKIiyyFyYezhfDdlnU9nc+/Gi8vzX/vN//1Dr734qb/7Y6SLvYPD3jPqat0OcrXkAxHBCKC11jE4JZJM/JvNJgC3ox9j0Pky+frslhGq0lGYzp3U2U6nU2aYTafIMcuymzdvvvb6Bz74wQ/6GJq2Gbwbg48hosBisfjMZz7jfbR5nmWFICil8qwsqjLtMDebzWq1igRlWR4cHfZDf3R8lCbrwOJ49H5z54WTyZ/s5fXk/oOH//l/+V/89L/7iz/77/29i8XlydHB5fKiKA/JFsVkvn9lRLy6XCldq+yCYsmMffbsCQnHIP/9P/mfmdkzI2mdWWNzNpvDw+Pf+d3fr8rJZDJXZI6OjqbTaVHmRGjzST3dXa770UlRznf2bwBhP4xJhoIRRARYhrFLdJx1t1gsFk3TDNw+OL132ZwlG4C1dmd2Y9l0+XJzeHRYTo0y6qioJzt71Wx+8+bNGOP6/PLJ84vT88vgvHD44OuvPX7y5N69x//Vf/2fzPf2fWAX9aJbf+zHP3H7zkuf+tTPPnjwpGv5a19764WXX2mGdTus7j84bddfYOa2a5pmxSirzebJ6ePdvVlRWMfm3oP7m67d14eEelJXZVENg1NqJEzDdCCCrmuPj44O9/devPvCW299fbNqhCklCdx+8WWbAWnnXXd2dv70aQDgqi6yzALwNVlnGFzb9rnjyLJpm/jkflV2InRweDPICAoCR47oWYPKSGVRSIhQ6RgHIp1oK4IAKJEZSYkiLyTKMhpO6M2rHFxEBGAF6H3wLhRZBgBFUWV5qW32oz/+8cBAV6pvRFSJzCGMGrXWBGiN6UPIjGWQJOMRQkTcOoSUTqbhFHcMSaaFxCICTExADLL17iR4LxEJUQoyQa0UKWJKamsEwyiijC1rDCwiJoOUlSekOAEfdD72fVZNQC/J5lmG9RWJcbvaYs+uC97BdC5hPH/2HMgg0HQ6u/3ibtN2683G5uKH8fJ88eab3/6j0z+Kng+Pjg4ODnyMTd+dnZ3FEMuy/NCHPjQ69+jJk29+6830CYLIVV5YayeTySuv39lSPWK8goQF78d7995ar9dlWR7uH+xOp4GjiPR9/4Bj3zVtk4/ebSG6XXdj90gEEVRqNZIFN1mG04lXFMXFxTlGnxnKTBYBTVHGGM/Pz2ZmL+nTQX2fCmkb8HUtjPfhKnQLkUiuBZ9pqceMBO8taETeXXklI4NzLrMiwaevQST5tDVijBwjE4gHTqaJvb29tm2v/XKTySTJDWKMxqqiKLque/78ebrHsyxL18GHPvQh7/3q6WMDpg/BKIUCYwhgVACJbuQIfkz519uaEgE5xq7ro/cgblpVComDnxa2tqaBnqMnNIjSDQPgtlabzSYK9fWoPg3Ckuz8eoRvjDF6m4CilAIIyfkWvKSkezd6jsAMSim0FpUahnGz2RChMaooS2u1Cz7EbjbLinIqPhRlGYMjxlSUCmxBJjbTThgRy6Ko67KscfALBYpUFIAgLEJkjAiyRyBRhEKGUCMRiwgHZhadVh/quj6+MvUlNAOmhRoRqfTuECSKV4pQEgDEVKBdq7e2uDLEbSixUhiFCJEAyOg0jhdCUASKQGib9YyKUIQ0MABu0+aINEgkrbQ1ApBAkYiJHaPT6JVIAQsoUEoRkmeJkQlBk7JWxRiBUKIIQZbngBj7mQudMmVd1Vk+RljlWZ7nhQc7DANizWCCSKlBwCkFJ0c3IpMp1vvHoShq103CSDQyAIvEyCk0CLXWAqAJtUJNdt2tqqJkDpktX3jxzmxiq1IBGzZGkTKklDKSZcxMpLzv+l6sZufcdDodhj7VnERACjGmDDwNEEC2U5XJZNJvzodhmBT59o1nkFAL4ujD0yen/TAiInP8+Md/LM/zosx+8ic/URWZ96P3LoZQlROlLghJaxtjn4j6bduuVqs8z733o+u1xpSC9s4799umPz6+URf1w/sPnz17hqhivAayfH9fX7qp47sMT/ounbhSysetH5jS9ljgXfTrv63n7QrGsX2k2VmawaXf4NwozAigFWY2VeP4HsAmEdH+3ny1bnyU0UelTIhApIgCEcPWkcBXHakkTO029z2J/oTfm3H617Bbvuv7f/0m8P/fXZ8ICMT47s50d3eeOorrctyYOr0k6RyPIQxjYEw0J4nCICKR8ywLw7huNy56gwCKyqoShCQI7t0AAnFLnNzWLVdvRRGRapJhyn9GjDE2bXN6ucjy/OjoZP/kWGU2y3NBCiEiUnR+uVhcvnMfSYEAC4NcRQjAFccDARF3yaxXy4gym052dnZUZk6Oj7bXPEvqSON79LvpoozBd20TQmSOWpvS+2RU60f3/PnZpm3h+RkAaG0KmxOgyYsXbt1CBFCIihCRow/eR+8tKe/c/bfv3Y9RmDlw8G70Lm53zASIwFu77SQvlCIkBQgCEUSiBJ3bqMBBqHdn3diUZam22zlWSrOIUkqY05qHWaq8LubqM3/w2T/8vX89n03zWVXMZ6w1MxISRtnZ39/f3dNEi8uzTKv5dFpkRQg8pmwNFkAwRDmodr26c+vG3s6O67s805OqIlLljr798WNWmJRO6chIX19roK/6EIk+xBguLp6tNwtj6fHjB8/Pn+dVyYCMkGuVmtXkLVFKZVl2cnLy0ksv6Su2Shfi0HXiQ2Eshhi8X26a/d09RrV7dOPB6fPF6uyNr72hdPng8Wlezz0HUBYwuSMZIAIII8cUCG5M0vzs7e3ldcmkHUc0NowjvmdkkEq9dJK2bfv8+fMQApHmGKs8a5pmtVo9fPiwaRpltMnMdD6vZ1NhQYGDg4NXX31VKZPy+gJH733wnLAuzEyKTk9PI8EQ/L3775AiY61NC2cWsUiGn56vbFkvV80//If/6F/83me+8e1v/8o//scvvfjyZnX5/tffv3FVGt5v3RcxpusnneDeexIwQCLxbv2+TKu33rn/8Z/4pFK6d6EfvKCKDKiXm/VGKXtx2T59uvKj9+4NZXW6SCZ1lRt98/iIx9gN3WqxHkIgYxABt0BeJECtY5Wb6bwA2H1RbiLRb//2bx8e7xwfHWVZFmMkpcKYK4Ndt9lsTJTYto3N7TD2T56+U9Ymxjipq+msvnv3FoJMquKNv/zL3/qt3/qRH/3h+c5scXm5bruDg8NVafdvzR2BqsrzTVtkO99+8PTGyx+goq7KTBuWOAGAx0+e9EPfD51w/PBrH+7HTiAeHRwvLi9zygfv69ms7wcXefCuG8ehH621x0fHznsRWSwufu3X/1cBlzDruzsHVTU7PX0+m1WBG4ZIRJkttApKo9E0jn0Injnu7u57H9q2syY/PX2a22xS02b9ZHH25OzpvbLcNdn8Qx/5+Hz3OLAuTMmM1uaM4L0j0sZkiHQVRpuKuRgZtLEglOclJmEVEsLV5YygSI3jmOe5NjbPMtLWM7z0yvvz2cmNWy/ce3yu8yoEgbQOU6kooWEYjo+Odnd3kyU7shilhBAQGBgEFCIJEGLK69VKBbgmInKiA6T9UpqdaqWic0VmlSKgNBAQY4gAFQIFBBDR2gtrbcqy8t67wFprEfCcUqGIiCQEY2wMMQaezeZ916f5LOJWq43KZqVVwQFH5BDOFjfuvjyOXgBB5+WsyGd7GDoRmc8PYwha57vzXSJUxqCiMXrvfbPaENHFxQWL1HU9391JZ9fY9c1qnSqzp48epVx4vPp8+b6vi6IuipPDQ2PMZrVmjhwCiETvRbjMMgTJjSnzXAB2YxzXXhiqqtLaBN5uaTnGiCDMALC7u/vs7BmGUBW2rmrSWTPy+cVlVU/2D4+m053InACM31t8vJtqKwLCaQz/XWPp60IPU7l3JZEiRSKiFCUfbxrmVnnOzJEpsR+N1kYpIgKQ6L2LETODCNqoEH0/dPP53GZGKVUUuc1MGuNG9jGy924cBxHOMpv+u9msExMum++BNp5sUWdj1z29PDsMMdkXGYUlinDkKKyEk5xMrNKFhRhYQhi7dlJWmhrNHtkpEAIIHLuhT5hHhWA1cYypezfGbDYbAEjCjWtnRDJDhOC8d2VZgOhxFBAhSugRhCRcRDAqi+Cdc03bNk2TF3lVl9ooH1wIIbN+f1aMoT591ul8Ora+NJpZmNlkCpW0w4Acond1ppWuqsIay/P5lEOWLkylwG8jkhUzoI+gkECn5guBFGnESKStJWOMMdZmhTaZMdbmuc7KvJ5UkwlZw1t7XoJ0glZK5N1M3dT3IgJlmTFGmEHYGIOy9expTSiIfG2zZyLQmhDFWk1bhCYQKQZECYKIOKZ87a0UUBERGqNFqRg5qVKT+lEkphodQWlt3OBYNAsICAPHKDFEAGAhYooskTFyYbMdI9Mu0jgOZDWRcX5bbJR5LrTXxzOdrccxZJl95ZVX/MiO386KU03sI0AIAgEwKg3AURvUGllCZDFI2pidcjY/mWplEfS0mt28eUzQu3EdoyMEjrFtO0S1e6Pq+z4En+qTfujPzvzx0V6yjTx9+vRgkj6SMcEzQ0gp5DSOLj3/eZ6jCDITGJHgQszysqzLe/fvX1xeVlV1fn7x7Jn5yEc+EuL45S9/Ocuy1177wNe+9tWL8wujszwvJpNZCKHI8ujDxdk5B55Uk0lVl3kx9C1prZSOSg/9EEJcLdfrxbLvB1tPx3GMLKnajDGG4L836uW7Gp6rApoBAJAFUCmd5KxKKbnq+v7fdzspkPm9W7UUovMecqZkmVYqDSlcCAmcA0SotamqPM9zhW42zVyg5XpEkRhClmUalYBCCRKDcEQUAaF0yYlAwj1sD8PEw/u/afm+7w7zO74p8P+1wPNvrutDBCQSEBHv/DAM3aZN5eN1dvY1KCXZh7IsU1qlOU76vFtrNakyy/tNc3F2wSKgSFlTTSdZllXTSZ7nTdMkGcFVUyQxbMvrNIp78uRJdGG9Xqc4h2EYyqImpUKIp6fPXOSyrnb29ut6opRStjjcP04u7ffec6lkT/rMlKAyQ5lUedN3SsF6delimO3Mt7hIUkZro63V5nqMSkR931uj57NZ2nMiotp0IqK1Pd7b3znYjwKDdzFsW53ow/Pnp0PfJpwWKhDEPMsO9ndfuvvCKy+9NA5Dd3EqYbQk8zqfzKcmL8AoN/rt6IIlaYJXzSZAiOwiR+bAkZUCJ4POqRubzbCMrIzJsixLyuwaUV89rnQaJDp25xeLx0+f33/woQ+/jrZadZfrcRzHIJGJadn82TB0GvH2zZMyM+zjvXv3tNZ5Wc1mu5P53JisnKpcqDbZp/7OT968ffv5ailGB5TpbEKBTh8/ffT8ISFqYonBBy8i0futgCRtWZViiHmVW2shyttva+Zw89bJ7t5+71xeVaP33XqTYAlN06QFb9M01xv2sizrug6kcmvFh9Lao929qqqUUv3gnl9c7OzugMp7P8K6d7EHmw8+BgENIigIfJ3XR6ZIz1jk6Jxj5sePH4OmMbJj1nlBIrkxRVGkzMayLJO+9HoiTkTD4Agw+lFdBTwWRdENPQvneb6zt1dX5Xq5eeONN87OzsqyRqWMyUirLMvyrDTGEtElABHdvHnTFJloNZlNffBt1zXrTd/3HKJDeX52lhN99Y1vFFn57W9+65M/8uO/8HO/9N/8yj/50h997qc/9XfAjVrVaSZ9nW+Zem/ckmtpHMfoQ4w+Ore4vBjZ7Rzs5VVNlPlINq8FIM+63/mdf/lLP/cLRmdE2tpsHMe+79M5/OTJ469+8fMzmx1UtStqWxeRsOl7Bkkco/Rwbb9pmiQuTZ+4OMaxHZ88fCoiSSMHwlVdBT3szlVW1krtFGXmo9/fMwcHB93QuXWIfvn89G2FECbVv/69f16Y8BM/+qHCxqNXb+msIKLL9bd6gfnxrsO4GppidsRGO6IgWNb1urt48O13tNaLi7VwbNtOaXrjK187PNjb29uJnfCAq27zvldufOtb3xqG8ZXD/WpS+uh292fGGMQ4n5ar1SrLq9Vq0bSrplkfHh7t7BwMfTA6z/OSAc4uzruum012q6qoJyVS7PtmGDpm3t/fFwGjrZdQQCiNmuagFTrjNs2TP/+rL9y8/QN1nh/dePnll3/wq+88mtU5gRitQwCQaAgFhNJ9TAAgmlQIwRJmimZ1ZRAIIAArBIYrC4RI27YvvPiC1vrP/uyLm6ZtB6f78dXXPtiOUdkCSRu6mowSECCAjON448aNg4ODvusybdoxKq21NkLxPKfUAAAgAElEQVTbl1UBGKWj98F5BECjx+BFGCSNSxE0AEYRBhQkIoOLi+eHJ8eZVZ5AIYmm6FkhEIvauopQJGYKCkMcxSqOfpT0J5EmAiLgIFlmRxgJeGc6iW6squq6JhCRwELaUPTigwIGXehyShlobQSoHQZmqYspAVYljGNv7GL/6PDg4OD88nwMHp2zZbFeri8vL9fN5vDoaLozd8ErpZxzG6Snjx6ni+NicZEqvNSrhBD6vv3Kn//Zo4f31+v1yclJmRc7s5kxpp5MkMgq2t/dUVohoblS2n/78pEIVFWtlSViTpnH73Gw7O/vdX4Nwv0wOudBZ7aYAGJdz/K8EEh4aflrps7XeXRXOr2tlO76QEiTeqF3kwwIiUh579OCZRwHpSpjTD+0MUZFFBKnR9QWIm2MJnLOMQESWGsQgTlOJjUzxxhC9OM4KEXW2q7r0vmTKgfvfdM0s9lsHMdhGC4uLu68/AOT2Wx6cLR58PhyuWpDAGMigg9OgmiFdV1qZVlk628nQoCmaaIfivkMATn6WZWRRJJoDfVhcG5kFAZGBdH71XLJccnMs9msKIrVatX3/XVIQzohvfeDX52fn3d9mM6OreHz85VzDhS1bbtZ60wzsIQgeamF2fsgItoaY21RFF6880nUNzIvN5sVcD0MbaFRaw0inh2B9xIH3y1Xi15fmkkEt+rbx5T545s7jtn7MXAfgWIEULlWGtVWPEVEiIpFAFBrQ5QlxGaCpdksR6Wtzay1pA1dkye2GdMiQAiCWmMMaXWzVbZd4T7pKrMPESX6q+wrJCKILEEkRlKgjSYipZEUxKi2OqyglWIRFPZbaiVeLe1F0so0BmZmeo/YeFtpIgmIUkrpCbFTWgTC0PueB0ApciWgAanZhKYfS7JAmaKyqvJqWh6dHJ8/706frbuuPzo5Ptm/e+PwE3/6l8+XzZukYp3b4DmGgDhobI0yha6MEekCESuDMYhiTJDayAIQjckm01pVtF43KKQVDX07DkuAIbjeKmKRpmlR6KX5fD6fX5612/VUDGVZDMOQ9vwhCM1SojUjkFIaIPT9UGYKkZIgK8ZIaotZZxZFRikzmc339rso4kLSk9vlcrG3P/d+1JTdu3fv1Vdf7Zru9PQZAA7D0HXDjeNZwmIn+9IwDCZtDxEQYTKZXFwsnAuZsXleFnk5jiMRIV7J+ZImPH7/rub69yARXneGW4WnXBug5Duz7OAqauLfauUk1zbL9LUxJuGUsiyrqqqqMu/7o6OjF1544Utf+tJisVIKtdZFURRFkX7o4vmjW3duP79o8sxwDMgCIsSimInT4D+m7RYJECBKRLVVryBh0talTIurYJvENNbf5ab+3obwPU/C3zqFpwgRKKWSOGBvb2+7CrsSk3Rdlww/TdNcOQdQGa0zm36Z8J7eubHrUSGDDMPQ9/2ma5u+a/ouSxZBEQZRmE5eY01+fQoT0Wy2kzqu9NRfXl5+9QtfCDECQFnWOUI1qR88eAgA3kdkmdaT6XSaGp6UKZ/OxNSdJig5IvbPnhJSCMEoVc9nxaS+uLiQ9BpjjCH0w6obhutOI92Oxpi9vb2qLmPUzCyDMcamN0SWZVlR2iJXZPDK6DL2m6FdM/MYfYghxtj3LY99GNsq16UptcRplSsJzeoi+DGrS1vkZTURAJJtC0pE5byMzCF6FgYA74bcZmHsJzuVPqV6Vs8m+3meJw1twjddk7hTFq2IAGGNOjOlG+XifH108wU3dhKDBGYmEtrf3/ejyzL9Uz/1U5mmoW0/+clP9v2wWreL5XK9bjfD5sGjJ9w7GP1v3v+nVT3pooci15k11h7uHvzQBz/8vtdeTqzOazPJOI6pfuq6LmUcr9vVOLqx69fdRhE4N1xcXNgs88xiSASn0+l7Vd3pGR7HsW3bvu+Xy+VyufRIHMLYdpZUs798eno6nU53dqmq6tHHvCz6ZojDKGiVLsYQlTaBI8B11+cBBTBoAEJImJbpdJpy0jvnO+dUlkfnIMa+7xeLhXNuGIbJZOK9T/uQ3d3d2WwWo+RZlp78oij29/djjIHjMA7MfH5+/ujhkBm7u7ubolEj89nZGacgJM+jdzHGVw4OAeCtt9663Kzyutrd36vqqqyq2Wy2t7cnkXuO0935wST3Ln7glVc/8aMf3wyBTPaf/af/4B/8/b//F5PyB/6j/6AfokJgjkM39iLJZZ4m2ek59NFrrUym88JcLJ6hUawEEJ2EMYBED6j9pi3LmiOcLy+qarpZd1lWKDLMTFrdvHnLXbykxrZbLptxnPLuxo3VdMqJLIBb92Oxc5jeh2naMgzDo/vPX7j9akIgpurTuVNkWpw/GoaF1iQgkePO7swWtu9pvVplWM1qPZvYKs/+8it/NrSXv/zLv+w8/9Vf/GlW1EU9sXkpis+Xz4tpQZkupqUoqeYTNORdCGgePnnyysuvPn36dOhckVtN5vz0tCyLoRkfbx4pRcfHRyL5t771zXtvP9nbn7ZtIyJ1Xe3szABgtV70w2rTXKzPN1pr50et9Wuvvf7pn/m5upp/7nN//Kdf/FzXX6AOx8fHZ6cNc9CGyiqz1pZlIh5nzaafTqebTTtsVl7J2EQstOuai6fPZpOsMHF58USCPjl8aVg3N24fje3a5hkxhNhHAUQSIgVKIaFCQyieNYhWWGaWQARFi7AIXXnujdZN0+zs7Iyj+8IX//RgWkyKouuGkxu3gsB0vuscKLNdAqeuz/sxszZ145mxMUZNanvlS4pmVorAKC3ec4wayRjDHAQAZLssEo4xwd5AiAApOjdkVhc24+CERJMC4gQCBZQ0C1ISLIkiMCiaiC0AAEsa9vsQJEOWME4KqyRAGJUEYp/Sw5IGg3RubO69QhVyY7QtQkTv/RjYZkVRTshY7lYMbLTRQQBVZovLxbKq6v267N2wWC6UUScnJwd82PXdm2++mersGKMhZYw5Ojq6c+fOnTu3r80CyTErkT/x8Z/49Kc//ZWvfOWrX/1q17SbxfL88kJEdnd3u2HYrNeIOHqX5pjd0O9Ob4rIVuEZItDWjnI9SKqq6n137miBoW26bggCQUw/umdnZ4fTfNjfiVGU/v5T51RPpzNf47tx7QSg09jmKnRZKcXKXPuyrlPXrz0dqY5MD9QmCQe2OlIBbfQ1ECUdnrPZrOu6xMS6LnrSe4yZ00F0LRdKk+Jnz55prYdh0Hluy5psNjL3zjkQL0AKUREzcxTcAh7wardASuu6mmVqXljtxj4ztipi4AActFIcQmpOmGPSMQtwURQpbD01n+mRSoJrtWcaMlqb13UtPG5JlaKapmlyZaaZpLzWoghEXbu5lowGYVJorY0g2kQ3XC4uF2X5SnCjLTX7oIwQAbPPcnt0vAd9TIrZiAzIRND3XfCK2bPEEMMYEMmS3jqpRECnIKWQLmxSSiWtaRJYbE9451FFhYFC9N4bbZTRRFc4n/RhJg3AWmtFBMBGCXNURCmSkVNPiHJ9cUBa5lwj964GLulY2K6LVQYgCFFYQ/QQvfOIjPAej8w2+ojgvcYZSMT87eghY0gZWwRgEKNSSqtSEAlMFOKIJitiXClUVT3f3ZG9vbBZnZYVLxqczWazYq9px8gYYfueic4XWdYOYXQblCyGNjgCQCRBQZYQowJgJEmBlCGEcRyKsiAiQzrLzGw6XXLT9z7GCIokcoyCIm3bTqdToqepHkhFYPB9lmVdO1pbXBWx6clXCEqYU6Jhvn1YxWwUKtBa6aqqirJONVKe5845jcVqtfroRz96fHKwXF5cnp/t7u6kn/v48VOlVNt24+gWC2bmoswA4OHDh+v1en9/l4giBz8OdV0nr0ESKHnvq6JInszIMYrEbWFPf73CM50v3/UbEPXWPLLVc30freP/00cKAH8vITaEUBRFXdd37969ffv2i3dvEcaqqqqqQpZ79+6VZbmVZoxj3/fe+5deuvX+D7z2+S+9YbxxAZRSqfHbtn/b4EEGEQIkSKoXAoBtguH3UI6/r57ze31910r7v4W+vhgFFdL2AhCRwXljTF4WSm0hH/M8N8aIQIyBWZgFBBkkSgyBRZhjx8wQWCN07ZDbPLmljdYCIAieQxw62V7yHIVBEPg7Bp+pfxARrRSzjG5Mc6nM5nu7OzqzRVkdHBxmWaaVjt6362Z0Y1KZetf33SaRpoQlxHC9pamAOjfu7O2R0tZkmtQLd+6mAJwUfyOQ5KHvAktDCM67cRifPHmUjt142VdVlYBgF+cXYzgFRUrp5AYhxMJqa0hElNaZzQFlUk+IoG2Hz/7hn2hF9x4/GVerxekzmxd5WVbTWV7Vg2mLojDGoMgYI0s0dYmKOETPMVVXzNiu1s8fPbaKJkWm6rIoimsrfwgBAGMMadKXXi+l1eWjpyNzXuWD93ldSpX3Ir3boCAgtsNAgqXJtc2cG4RIiMrJZLKzd+PO7RBFBEbutRdw4X/4b3/FFtP9w/02+gCARMtN97t/8Nl/8Zl/pUhdR/EQ0mQ6scYmUk5e5HVVh3FEFAnh6PDwl37xl34hRkbK81xltnM+xKh9f/2piTGOo1OKBsOZKCmqO4cz7300pm8aqzT7sDg/n08McD8Ol8ZmXTvkZVHkCGLc6I3RgOzH1ZZjBxI5AopWavBjFM6tGYbecTy8cTJEz4xksmk5UcYqRKMoRRKlk8g5p0ghoXOubdqzi4WkozG6rMw33ebzX/xCqnyjMGlDWhOS0dpae3B0Uk8mLKKVScJOQkpa3P/tf/rV+e7u3RdfmLfNGCOjXCxWz84vOcRt4BHHo/3ZG9980neLp88u//CPf//11z/m+y6M/Mr7P8iQ/aP/7lc/8EMf+egPf3Tv8GD0npQWwK4fSGkGRFIxRnKeYxyd1wRt44VpUu8IKKPsqttkxkSBkszonLYmq+oxAgMNfT+MPQBrDWWVXzarwzLLqoqzoh1jN8Tl5lzSdE+StCyiFAAi7LUmBKd15HDmx/uZ1cEtN5uliLz0yk3hBun08rzxfsxKO/rhm99eZlU+jP0wDjv1zsXynN5+ePfOi3/1zc9++ud+vJpjHu0P3/4Qi+4G73xozp1vW9/047r17WAmUGSIMnJ0feM3682/+eLnRtd7N3Tr5WxSyyBt3+kdbXOd5abv1+v1qhnD7m59++YtQto0TYhxGLbRF/3gmyYI6TEMbhis1e+89e3PyO8WebVYLAtjh95s1o1CyItKBNpmjJ5zaxBocb4e3eglHBzuz/Lq5u3Xhq5DjDEM9XRaLjd5PjHaUVyy03eP8M4vfpSNGoaYZTVgttq0bd+FMBLh6EY3+uhjlZUQQu9WhttSOWFnEBklbKc8WkSUALrexJ67y8Xp/RIPp9WNw8PDarpz2UGeZ4AAQpS8HAjCErwzZdUMDk0exoDKZKJHNwqCVtvNkgALEqAKUUxWJEWvbDsWwW2zwTFGERbUTKa0uSGtACygBuX6sTBWBBSkiG8UBEFSRJbII6KmpCTf/l8BETAyxsh5luU24xgzYxVpEQZAVCgiwugHL5EJQWmAwJOqds6zgDKZCxxGn1mKIZJGm+j3Vh3tHfTDiIwQCcX6wQ9du242eVnMJrW2JsuycRy7pl1wCG7crJbt4AAEUQAlROec6333b/7oD3/oYx/7sZ/4yR/+kU8iiCJI5VTXd5///J80w1AUhS3y6c5Max2ZN4tBGQqdRw0YEBVyjKSVXLXY1ubBB2VJZzl5oMgYWImf1Xa+U053arAowt8ZsQQAoAkUJjwPAKAitZXPXQPxOCrCGAURUnKtraqLi4u05FEqLQMDERVlSURd3+3NpqNzVhub5YhotE6FvCTRuEhg5CDrpt0/kKqu+74HECLlRpfZnECvl01QyEIIBJ7FBU1q3bTt6ICszcqf/tRHqZwMbXvRd74uley61YVDqFBjVFbZvmuF0TMzY2QJkR0yC/sYtFKMRGRR2Wov3/Rr8AUom9uyLGurDaLE6AnABdFap3+Fc64sck2AREVhtaGLy4XnIEwOdRvgZH+eIfexh9jqQkmO2hbR4OHxwer5k+m0nE7mWIn3ncmd+C7wOrrc2CI6ViYY5aK4vlXVZMIEYN3oPBIiFcBZrpSaqoaGKruT2yIrbyk1JyM+jAyKdO0jB3EhAgaKkRAUEomEK+9LBBRSSAolNfQkQiwYAYG0kAalRRu0GZlMKaWJkvieCDEELyQK0Wgy1ioilIEZU3IWx8BIsmU0EYgQAhEqAAWkQQVmRBmdv9oP05U9ASnFH7HK8gzFD72JGAS1QoNoFIGoVBYDqdRMUoySOJAiqESAYpSIae6QlYRWREAZEGIgFoiRmWOe72W64jCcLzoPwmCVHhUWy8uu1++cXz7uh01mb3RdF/PJxfnZrRv709qCqRDsqDOPgDhRlFNsYrzIwe+Zi+NstVyD9wxmvlrpgZ6FACSl0WrwYz8OgrBu1jGzBkqKOSGuzi9zm6W+IXAUDq7vNLK1duh9WVcSWwIEER+cj+DZZ2WpNPfjODiX8pQiQ2SJEBBlsThDCOkCLfO8yAvfw8Xl4u1792Y7U23M/uHhMPRvv/PO0A02s0VR2jzLy/L4YJ7nZQjRWrCZVhqrqhhc68aAiMPQp7TetAVJn2KtNMIIgZVAwC3EgxCYI2oWjgSgCJlRUQJKEG/z6xLDhQUwsgAKKYWEYYwpsTuN87Yl/LvNz7v0jiQwvk5B+N6eKsY04qEXXrj7+ms/IAIHB3s7O/OyLvIiq6ryeP+gymzf9+tm9fM//2mlMUrkELuuW6/XzboZx2FalYfHN/qOHz65uFz0S9cqMCLMIkiKBSQElbLQEk8WgbQCEN4OINJfkd/Nwfl+Uk9ESabAd4P+0vIct/9g+dvU9SkFDCFAWlgDwMXF5fX6JSlViquBwZX/ypIyWpNRSXVAWik/OhLWDHH0hc2AxZIu8yKryrws0lGktbZJBIOolSalt3nozCKS7qRE7BnH8eL8bLlcnty4IcCPHj4IIFVdJ0gMAmTGTieT6XSalcV7/6rXZrDrl6273Hz1m9+sJlOb5WVZtV0rUeIVwYlBBPjqbbl9zOdzrfO6KtMfq5T6+tlf5VnuvZ/szG/cuT3bmevMpqZLASqi5XK5Wq3SfLEfx77v0zQiwTZ3dnYeny8PD4/m8x3SWT+6d+492mzaxWKRmFccxiS38N7lZWWy3NjcFvlkWhd5jhifPXx8+85NxcIxxOD7ru37fhzHJIx+lx+7fUnRsjjfB3HltLClRYWq0UGCIS0C2hQcos7yIBAF0jAEYpCtrpQjg+NII1cmi2gmO/t5vZPnxrF478MwGutBRhEJVzoiRFwNEYY+zWzsGC+asWDKrJbgHz34i1/9H381BHd4eEhaISrHEplN3GitZ7PZwcFB2hifnJwcHx9/+Md+ONF9vPcRYej7GOPi7CJTH7hzsj+O4+DdsllfLhabpmlWm7Ebun6Ika21k+mUSG+PKxBCUigYXJbZ3Xm9Ep9X+RiGdbMJkdvB9WNgBIigEJK98Apaq0IISdI8n8/39/cvl4vZtH729Mlqvbx199adO7eYBQBd4DHBj3wQ4fV6/fU3v7VcLtMG7DrGcKsZs6rt26fPnwlhPd+pppNhGOp6WlWVhNh1A4axoPHp228YHR13//y3f+P3/+AzP/8L/+HJjQ9cLtq/+9M///Krr/7O//FP/9mv/y+/8Iu/NNvde+udh/PdPUHFqAYXJtNZWdZBBAWtMSgirI0qJRKLoCIhdByUyYamISWCMAaPugqMoDBQMEYFcZQVqqzE2ufrZvDRFJUtJ7uTCaIYRQoCcIzetxwndRl813eb1Xo5381tfv7Hn/9NRXHoF8PYVEX+uc87RDBKZblmDv3YgoamX5fT+vGzpwyMMWplV/3+KM9HvHh0/uaf/+qfvv+VD1f17qrpd3cPb9y4RWHYzUsTcGIrHGNGtDp/7ocWgz9brE7feTTVql/1BD6GYbMaxUkxLYKXo+O9PqwXm8uitPvlTEQ2y81kMpVIl2eXzGJsVteTyeSgLg4uVou6LM+fna0vF2PTiuvf+Ppfjc4rnfkxUMyHTplcDf3QLFv2IbMakEHFyaxSBTbDupyWDGbZ9Ad7e9V0ZzqpZvPjp0+fGjJDf3Zxfv/3fzc0m24j6saNV+bTo8P9l2xW7U+q45Pb9bzK82w23amns4uHZ7PZ7NGTx2O37FbnSutNsyFlAJXWGgT7vqe9ulmdw9jMssNSheC6ybS++9KLqI3RGNzgPIBs5/RJtXJycnJ6enp2fmasVcZ477WiejJp+m5wbr4zNcaslssQgtZGa2vzDAElyrUAPmn+ITn+UQA1orVZ7kOEiBq01tb3wRgdmUkACRh4y+9DBUhESoCMIUjoGgAQYgQVolYYg2hlCLVSGSkTQ6pLSZhRABMyGkEDakJLKEoJACkSSfNXiJEFg7GolHjff/nLXyryqq6mWVkp0QrocH/v4GCvnNYPHj589vz56ZPHzBy8X6+WY99x8MaUAKwNIHGIpAzyeWiG/uGTZ7P5jRiVMSqyyzLbuzDbOXj5lddspk9Ojvq+izGwSD8MSIxaPA9CzBCRMZGoBBgFA8swOlx1iDpGaTZ9jFETGgj783Jvd2YLExHMd1cTAgASA3DQRldFdpXC/O6cfnurimhFaZmQ1/P5fI4gp0+fJxxHQvMDKFSktFZGZ1kZgggQomZmH8QYLQDpCmMgpa3Wumm652dnRVkYpcZx1EorIoVakXVj6zIIq00cetf1OJkJi+N469at+/cev//uS3/v3/+P/8/f+5f3Hj955+mjrusm09IPJipFosTDdFbXtn7rrbeFFCYfGUGQ6CXsz2bj0H7pz7/ywq33jZ4ftudA0jBPghKyXe+jMCkEFGOszSfKcFFUQ9+t1+v5rCaJ/dgrBTbLlxsKEklhH2EzcLlYtu5cRAqDF+Mw+viRj/3oq3eODzP6RrPg6IZhLGypFBRVlKHJsqhQQzAQpKjQ6gh5kReTKIWQOBpVBraoCK2KGcbh2eN3ysMb8/lLVb6rdC6AAnocfATUJh89d0MbWCxaES0AAiggIXpmiByuhJGgNCGi0koZVCbRV4TIA2oAR+Ah+rTF8SENAMR7jywB2RPZMcHXxxTwS0TBjSBirYEtFUaEIUWYJpuMJHpn3FbADFtOmJNGK4rBgzBGF7xXpFhIRJEojZYhXhk9AgR5t2iWZJVN2rKOxQOQCERmRgrBoUIAMYYUoVIQwoijcuPaaMoy03QIDMvViqNt12FywtWkuVgPWX5Y5Ai4+9Zbn3tw7y8+8KrePQI0mZiCMxoutbDS6Ixd2Xw4eNX/+AePHz+Tz/7xfZ3jZOd4fqwuF+2Ld1/vW4xCpHPvx8ENs6pQUfkABokYFCITqEy74NCPm8W4M6lcCMF7k2fK95lRmYH16AOjzvU2SFkRKtLGkNIgojQSmSKXvt8o5OBccKMbet+PIPl8d6ft+8G5o8P9R48eMMCHP/KDn/nMZ1br1fHJycH+0eXlJaIm1GMYu6578vjJ7t7s9u2TEJyAZFk2DEPC4xutq6rqmlYpBcKsSUClnMbUoXkCiaxQhKNCTCEGtOWy0HXYFSBsgUGYtqZISimFIUSWlO/33oEUXpnb8N2QdUxLe0iJne9ZmqGIhChKkVb2zu0XfvLv/DvMYRhbazVqsbkuK4sYvXOKYFIVIfZj3xEEJXA8r1483ht717ZtM4owvfLyqyL3y2yzXn4rz8zodQieUUUhCKMCJERAZNjq4AFACSu1rfSM+Q768fX+M52lIhJiSHD+a/hlsrNSEon+zfR9f5M0F0ClICFiEfH4+GD7I5XSxhCi917pEgC2GQt+AOcHSN0TJ4YUMOdaY+TNZsUx5nqq0Honw7i5vFwLgNJq+67aLtkigABu20tFihRVVZVba62VyeTJo0eT6SyKkDYv332ZESKz1hoRCAmY3eg2bXexXMYYw5WpySSYUdpQiwhArS0pLIqcCK3Vs/kJEfE1BA+RJSZxyHV4SGpxk0+p7/sYY1WVSCjCzo+PHj249+AeKpWqH508zERpuEJEk0k9n89SM5bIZoj49a9/bfSjz2xelllVHe7t7Qu+rFRKTZUYtCJFFPqRQfrBu5D4ebLpOgkjAM2nu0VeYl0nCU1VVe8NNvnON6jPWJqzi77vU8vhrxNUgdJK+xqiI1d77fSNbQsu6L3XzET5VTAUolK5VUVR6CkiyyaM7010TOKZd0FRzMGzE+nH3ig139m9cetO8O7g6BAARu89AxJl+oaAIOBywNUwCMhlJ5//828CfDa15VVdKYw6IYxJ3T6+8fzseVmUJs/v3D165QN5iNEPblJV9WTSNJu+7wFRaxl9bJrQ94MPnoiGrl8sLhF4kusf+fBrE2syjAd7O6K0C0xaW53w4+C9Z0lTyW1CRoz92ZPLpw/eZJV/e+gnVWGMfnT/nScP74uINpkyFpVhAG1M8rf80A9+uCiK60ykxLzx3iulfuvrX9vZ2ytzM4S4Xl6cnT0DohgfoqAihYDEfl7r88Xl6fNnmsbS5p/4xCdu3bw9eD+Z1H3XdV37M5/+2W9+483f+I1/9vL7XvnUz3w6y0oXo9JWadMPY9eslNKsOHLEGL1vnW/bdl1PZy6Ok0nVDu3x3s7l5Rg5MgAzYBRmRWhQAEVJzIhnCBPPQVAzOKCh6y+H8XFkF8YO2BuFmTEdtg8etSKBAM6eP330iJarp8H1m/Xq8vK5Uaooiv0bx2+//dbh3v5mtczzzMegrZrX+5PpZHG+DhxGQhF66cUPvPmNbzg/nJ7eH/phubp3uby3WjcPHyHSDyrZXXXnnseiLH2UPJ9YWytVGG1rwaPbL6ze/no5qYh8kU2R5e7d+vJi1XZOWQMRb925YzMNkocQhmH0HPqhHceRI8TAGvTQjkrp3f2Z1loTcQhPHj4duxFA+s6NwZdVrawZ2obiHmUAACAASURBVC547YYxxqgEHQelYO9wd/9gr/PN0HZFDpvQrldN33VEohWF4FAgt2E23c2LPIIvJtkwVjabXi7709M3tS6cH6OM2pBzztiiLCfofMIjffD116tJ1vX+pffdfuWVV2azadv1zjutjVHjr//Grx2d3CClUZvVavXlL3+57cOHPzaNWCHZTFlFAJIuabSE7cVprWW/zmK7NNGTRBDtRh9dX0+nAHx58bwqSzf01loR1zWrMsscg3MuuhCBGYCukVMICpQBHZUFnYPNvBsFNeW5R+IkRwMCYIQAcF12qG0lgYACApTEXwBJg8PaWKUNRYZ02F+PVlUEjCggwGQUKI86kgQWEELUAkQYtSJJ4MIkHvnIRz7MEfj/ou5Nnyw9z/O++76f5d3O2n26p2cGGAADEABXUSRFS6IkS7QoWVKSimW5XKloyQf9I1n/AZelVFKVsuyooqRSLtFlWyktVigqNiVxAUgNCBAYzIKZ6ent7O/2LPedD8/pxjCSKp/8QVNTXTM9S/c55z3vcy/X9buYV9uGxRPh+fzCOeceBwaoqkolL5b3wfm+aQEhMjMHF5xIcK7tfef6zm3Wb//lmz/4iU+z64VU19VVmXvX9p26fnTwwaOHy4VJd1ZtlFEaVDTmMtwZICkngQUIlFZ9111cXOxjDuAAdZo7i8BgMHzj6197+sGDz//Qp3/oMx/7m9ACl7QyJKIgHC+jtJM3RlmtL2egLoRxlq1Xm7puU+xh2/ZKKWOsUrrvOocUfEhC1qsBQToH08fkoVA2VxoBoG1bBMlGw8GgCj6IyGq18s4rQBD2zjWrdXAeEUIIKjPHx8dK4TvvvPO1r33t9u3bTVNPp9PhqHr8+FGWZaPRSCnFHJqmybL8q1/9qqgpXqoKNQkArOut7+oQwnqzWa/qPqwPrh1QgHxQ1oEF6Qr9jQzRBy9hvVn3bXtxceZdmxnVdu35+fnB4bXRaDRfrkXk4b33UfrR6Chn4308Xz5VWGltutZvNt3977xzMBgOhgMSaJoNEYt4YX/9+oHvCu90VVWjEQb3AXK0CiG6yBEkEpk8z6WHTR2NHY5nN1VeDIfDoiibxrOAtiqkHECiEGIIgYF2LDSWuGuTdl6pqxVu+qgQlQDEAAIaABMpkkMMnnRAQmGUJHERiSEAcMreYK9IEXOf5phEBBwJMYaQCnfhKBxFAIFEBJVK6awZKWZ2IaYIcmMMREQQkBR0zrILuvhQtEVECtSzoXDPLnx2THzSRCn7QZAYQZBMgryLIJIhMkBdCJ4l+iDMNi8sAhbFIDJrk2W2Go+VfPCAGYpiQEB5nmsMxpCxSc0YAAxHz+JRidbKKG1zYoaDg8nhtVXdo1Z+eSGj6nqVHzx68ME//kd/V+v+T/7k9zbLE0ASxQxdMSyJIIRAkJS3ggBaKWOMCyEE5/rO5npTd877ohgFlGa99d6zZy3oXBCWvnMpA1MZE2OboInv3b+7Wq2yzMYYtILk0Ls4v4ihjzESwt277+5Pp8uL+WazGQ5HBwcHzWKhlLZWBoPKWpOu+R1ak5LhTSE6SEwkDut1W1x6nVIzduXre1admH6JHxr8dtOlHREPQTiS0r53mc3zPKvrJkUf/9WB1DPNDyYC2ZUiMlH/nr2NWbNLFWqadrXeGK3LauhD32y3IWit9JKFvfdd6+ttgdiv108fPLh57Zq32feOj52PAHCa52dnF10f15tuMJohJeiRcc75GFLzyqAQED7cSe7eW0onAXuS/tLVjTWBAFM4bYwcYwSElP4llwhtlqsWF69iDv/W0FwQiRCYua5rR4t2u9vpXTW+1trkH0t+ubzKECk9RwCgNEbnFWFhrO9cVWZlbmIQZCpMnpVlORoorVNTpJKBDVAoRgjJG5Bu2ckz8OTJE+dcVVV1s217Xwz0etO89/79dBtCrULviGg4GFRFuTc7LKtqJyJHvNp6pfMv9ZO5xG+98S3vHSK0bTNfzPM8j3A5wRJRirTRz1ozsyxLZsX0JBDRcSuK0Bg9nU6ms31ljcmyndxZhABXq1Vd1yGE9bpOrQIipvBArfXe3h5zjFkhZSlFFWL0QQKA1hZM0rmGNnhm3p9OkXQROdVX1hiFfH7yVPgBIRGQ67voXcJmpGcvuaeuRrxpcDctyistfoxhVzKpnU7r6uEnt0x6rpgT/hkJEWTH52SOckm2dX3PCkGQGJCF1YeCouRCzEx2pc9Ob7x2U2eZyYzl0Mm9ey60pG2e54aZUTGzyYcAkHx0yal4tl6mfgkRTWbmtStV8N5bY5Tgycmds5PTlz/yijHm0elFl3zSIJqo69xivfLeK9JZkY/Hk7yslFJ7e/tHR9dfOJxE5/LCToaD8WjIzO++917Tu029bHvvo5DE5GtP2YMhhGQsLopiNCivzybW2h5LFF7Mz9vNOrP6Ex/7+Lbehiid9z4KMyzWy6apnXN//mdnKQp8PB6nai/FGBZFkWllNWlS+5NBXpWeWRujlAGAFN4Qg5sO7cnZw9nh4Qs399/69p2iqABwvVoVWeZ8KxK6Nh4dPfdf/7f/w2/+5m/+d//Nf/+zP/uzP/XFL3Zdv1kttdZ7w7KL0cUgURDBWLJWtd12OB5ylCIvNnWtiZJ8aDcyiMwBGAGiEdQcEHymKHdxiQTTWTXZzwLLd77z5327uTh/ullccIiEuAxP0q6yzIv79x5sFpvFfDEaTh4//EArMxnvLeY15ea5GzefHh+PqgGBfu/t7xpjprN9jLZe9HmRC+kXbt+eL5rzs9V6Mf/Iy7fGI3P/3jcnk+F6uxThr3zlzmuv/+zb774ByqvMkNYM1kfygXqIQvallz/yqPn6ZrNW1L/+6oskEL1kZdk03XR/Ims/GI2974fjarupm662WT4r9oXxyQfHbR/FQ5FXq3q9rdez6d6gGLhBt14sJQCzGGV651GgNJkCXC5XWimDGgGtVtPpZDSoIJB4VGDbtbv/4GG6Oxa5PTjYiyE+efr42sHh/mwmFE/nx5PRNKtuuKBIZ33wfQhZVjAoZbUCj9oyFIXJs0JlmfnXv/eHN27c6H3fNE05KNbr9bZe789mL7z4olZwNl+eLVfPP3+t7XqlaDQc3r59+wc+/onzVV83Priu364SYwMR112X5/lisdjOj1dnj4bDYeh7ynVmDalstTxTmsqy5NBy6NCgVaIgauEM0BrLSl+hIJ+NAlcsylpQCo2OPhAhWRujMDGAIkBBVMIKFQAGlpQFEXfgZRJMeBpAoh2GUGtSCoEEAZWGy9kWABCxSBSOSmeAATACpQCFyIIAij1qZYXZBw+A1loAMFYpZVvXzxdN026Pj49BUe/62eHh/uFB6m02i+X5ySkj+BC6iNG7ENsQetfXvevaugYJTx7eV+JKo4J4q4TED4osN8pUg7vvNu02kRVQW2WL7KJdIYAwk4DWSoIggrAQizLEIW7rtTFeBJXORJAAUSlCrUjP9mdlUf1N4+Od10t2UQr8zMvBzD7swglYdsf64mJjjDm6du1Cm/liUZZlCIGQAMD3XmtttYkxWGvT9391Onx4J29bz1GRstYopWLwAEIIfd8NBgMFyto8y7JV6FE7v95qJGF2XacVjUeT+WJtjf2d3/mdn/rS3yuKXETu3bt3cLA/n59XVdG2fZ7n3sXxePzKK6+8de8iHU1J8K6M3m6XRab/7k/9lDh68807+6Pre9cO3eKctY4csrIgrbVJ4HA01hgEIuz7tu/7e/fuocRqMHDeA9JgNNHa5HnZNuthoQhFKRs8CJQaiYCabT8ajufWqiKfHe67lo8fHQOEEBrgfjKeQjVaLmNRZnlOqyZAjApjZgCFo3ej8XCzabjB0k7z4fDm7NCFPVS6adreCxKIiwLkfUiqa53lhpS1mVIKhIxhAEz1ZQJm7rQz1qSIBcSUrYBKpdcpsPOOOu8joLqc7aJIxKv6XYBJEJEMpSKBiJRWVhulaBcZFUMMPgZO2idmjs4J7K6ryLtROCrNoEASrAU4xr7vdwAhUACaOYooEnx2HHxlnLmifJNR3julgQjJK0DRIqlcIcq0zrQJSnkkMaL6vnXB60Baq8FworX13p+cLs7Ot9ttN8lzYaqbVmud6SxyG2MQskSgtbIGtSYUZgkh9obI+XY6Obr1/OyN79wvyiFCDjFnR9f2r33w4PFnPvv67Zdeyy3X2zl3HtlND6qqKmMMMQZEFGEUio6dc1FEKeralq0CkDy3qig33TZF7YlAerxG20v1NXOMzvm+aQdVVRbF+fk8s1lZldGrvusOZjOt1Hw+P5ztI8nbb393UJRKqc1m/fQJTiZ7lTFFUWw2oet6EbaglVJaGSRIrWnv+xgDYXL9cFHkKZLnEkayUzJe5nzSZTcOl5Vg8uukYVx6BTmZhxBSsrSQocvWDuHDjAf8/t6P4fvjH676/2evihi9MBJSektqrbUxvXPr1Za20ve9KaxA2M7nJ997D1abYRDr43g4i8v16bfvKmvrrvsGdKenZ0hZjPTxT0yLsrqiXaRhYSTFO/xMSulLSFK4agEiC4CkCIcrqWAyMHLiS6tdjXSp/6TLIAICIBC1g2//rWF4AghzEBKRqqrGBwca2jTbu6z7OcaYWc3Mfdc09UYYlUrmYxRCrZRC1EpJnoGPwXnnumo4BZHterPebGh+IYSJH1BmeZkXWmvBECAkzVuKxk7ZqdevX3fOzefz999/3znHIEVRTGf7ghiEtda97dmH7Xa7WCz4gw/S/vlKkpc2YOm/TRhGiH6HYMmywWA4nky890KX7B3EEHd58VcMm/Pz892gUev017qu08YQ0WKxOF/MTZ4BUdLsDcqyzIuqqmazWZKDphoiucaLokjxI9/+9rcv6nbIogmjKMy1Vcb71C5EjaSM1YgX61prTcakm3vddRhD23UxSpYVo+EY9qeXCqvd5Kmu66teN3V9LgZou4RCSjNdoZ12EeOHK80rVSheZb4xpHuDACmlgGKaIRFRVRVYFJGAmTEARF51/aV1W2KajYfvC45TSmUma9oOJCqQyFANx0c3blZVxahIGwZZbEIqLK6QMAnf+uDBg+12y6S8MGM0mdFKRR9YuPNxW3dkgg+hdT0AMAcCGI3Gz996CRE75/veRdTnF6v1eu3je1VVHRTq9PhJ3/dFpmNww+Hw537h513gYjB47taLNs+Npui79C5QSjVNkzS0zOycO7s47bqujxmKdE1TVeXZyem7Rh8eXsvyfDAcodYg+OKLz6ch03q9Ts3/YrFIQt8ED0id52a1vvf+e3XXRqQIkhfF3nRvb29vMhxZm+e2FIqIqLR+6eVXXOdPzs9++ksvmXy5Xi/btmWJtihB6bff/t6v/MqvXb/+h//2f/1t3/Vf/OIXq8ys1+u+3qy98wgoYEl1XXd1baAkapEOzillFKVdBAMwKQZhUaKIBVmRGIOLxfnp/LEstnfeOT6/eHD//lsgXoKDyARAgI0+Q6Qnx8fBhXrTjwd7VXnEDobD4Xg4NTrruu7s9GyTrZtNvbxYFFkuEbdtg6hHg8n6YrvVbRyMZvvX/uj3/6+j2UxDvDg73ZsMOHRVNVEqn0yHddNcLJ987+5f6owCe5Plypi8HNl8wKGLsR2MJu21Q5Pbo8MhoT99+vjVVz66XC6l5XIw2PSr07MLY9ELi0jKlVKoijIfDAbrsOnrtjCFVVoBbjebvnUoYHSW5nyIiCyu79sUjxEBiUBQACDQxfni+Pg4L7N8YEeTQe8cRxhUoxhdnmdVNQSU524+n+W27up2W7dtjySuXWk1Ho+Gk72hgCaC3pOxKoiECOIDRJbOWVucnS8/+alP985N9jxpdXB0XWuKMSyXS5OZF2+//P69+/Ozx8vl8hOf+PiNGzcV4JMnj00+feHW87duXqfomqZJZuDtdnt8fCwis73prVu3FosFB79pttSDzqzVKMgIsalbEpag88wMhqVRWBhzpSbYme8/rBgERbRRyeahFCCKQonABIxJUZPs9fhh1JII/FVJDKICAAZOPosgrEWlo5QZiFASLZB3diTeSdNSYA9EQRJKSwgBBEFmcH14441vjcej0WiybZr1ZpXAHvuHB0DYdt2dO3d2MAPn58uFc84Yk+kMMmtNpTUqYhD+/d/7t0WWde1mu7rY3zsUH22mt/UaEX1ApbP9/b3ZbCYQt9ttjDFB9uAyXyHVOQggmNKFEGk3egshgigAEkRrTL1pXnv19V/75X9kDf21lQRfvgRX9ZyPohRcOq/SgYjOx3QbHwzHxBhCsMa8+OKL27pu6jrL8xgiaTCG0nwz111CEydR+hW4OLnZ+76P3qV6ITOGOaRpXQxxVI2apl0sFtbabDrU1goHEbZKc4yJBpcXufR8//69/+V//p9eeOGFl1966eH99zOj//7P/EwSDlqlTW4mo9HrH3nlnYdLhpQTGEW8854AvPeb7WY8mCGiLotA4IE3XROYSKukpVeIIpQZqwmVor7vBWKW2ehdor5tNhtl8hQLNhmWED0haFN2vQfRMcZcGQWyOzoz630voCN7qwXFK+LguzJTCIGZQWkilWX5oMh1bsVFjlEps2m8iuV0dlPndtMsi2rgnXd9YFBaKUHQWgugyWxWFIVEEURSCQ6XKtVLiIumHU0RSe1ccDs5NAAhYCpaObIECCjCWhNpLYjCrLQiQSS59B+xwIfsZbqKWbtsz5RSpFJuusQYI0MaKwPp3XtfQCeIBSTpIgZJuWqolBIEBI5EInDla7hiwFyt+3bABdBp7BOZQ9hd1FqDCGpFWhtrihjmmjRqIp+wKIUx2junKHTB9eynk8MIYbG6uPDrQk3G43GV59ZEZge463M4Bo5eMCagqDGq7drN5uJwNhwNTdssbLE3HhYpbML7ZrNdjkajIn/17OSDer1a8oI0Wq1CCMKMqCXEqixnk6Iqs7Zvau+d67zXRVEMssGiDm3bJEALESXZU8ozFI4oipmN0Skuejweq0fHbdsk3YOItG2zvz/VBjebjbGqsJlzrsjypmlq0nt7e23XswggZkWe51YpSj5hRCSlgbqUnIGI7D0iIKEmfRVe/Sx65P+HQ4KMO3zHpVCTJTU/wXuVbl7Af8M/5ksyyvdpwT6EBl19FEKFzGJtVpaDEGPCkDMDC3etYxWVQW1IC8yPz0LnVefeaWPbueViocvq8cnx4xy7rrcGOs9PT07X63WWV8zy4R4IMUJSplzGTQgB7vBWwFEQtKbLcOe0Kd+tjnYy17T428k7cffpXQoq/S2kuVwqPNO2xzmnjKR3+xWGK1FeriYEwiCCSCTAAECKmAOHKBxBYqoE2nYJsD8czrKysEVOWu2S00PX1m26jiJwjBxCMrtKygJmjlprAKzy3BaF1tbFGBl0boyIUqosK0QkFiJKK+i/EjayUxhut/V6vRkZ3G63TdvkTV40RVGWzJFlp6AQRCIsiuJZs+l4PP4wBUFERN69fxy8G49He9cOGIERUKnLBFi36nvvfdd16a2etppp+baLQqoqpUhpi6i8l86HKFGZJJ4mIlRKoQhLNMNhjDEKIAsIaG2MMYAkSMyymC989Fc5J+l1Sb3flbgCEU1mtc2yPEubwL7vg6ZLsj8hYQSGy0scnnlb7n6LiIiRvQLWRiFSCK5pG44OtLY2y43R1hST6RV/9Vm4bXr+d7ntQgRiFAbfuch1214sVstNs95uBZUyWukKEflyh55MdAh4MJvdOLqeqhDk1vdOk4reP31yjE8XEWzb+hBZ0DKC1hkIr2vXhXpnxsvzPjCTKcd7ybTbeT8+eK7IrTX0tX//p9lw70//7FtN3zKSznJEFXwXfZdS2lNBk/KFx+Nx6uSNMcNqNBwM8hv6hed/zaqUcaSdD8HX2mbKWHHs+j6dEFqpCDDb309tf3qNsiz76nvvDUejH/rMD4LRjXNA6Hx03m9W64vTM2EGBJvBtml84JPTMx/i+3fvP3r05GLZVlWZ5yb6rhci0rP9g2bb/MQXfuxnf/qn/8Vv/bN/9j/+0y/93N9//fXXj588OZjuNYLAQhyLvMxtoYQkCIEKfShMVq9rgpSoxgoj6aCM4hiEo1XK674s1WjPPTr+4OET17Znp6d3XVhJrIPr2m0de9Zk8ryCQVDKrM/nXecznUv0e3v7KPq5G889evjk5OR0PJowQbttQGA8GEmEYTFe9etMDfYm16eD9bZpsqJENBzh6fHp8zcOlqfHoedhOT5/fBHYnT45IaLs2uAv3/5WOZh2faMzCjF0veudDwjec920N55/cb29s9hsFbao4c7b35ZIQvzevXcFogsNAGfDpsiLruu7totekNXLL9+uN829d+8v53Nh2LPjvm63m9qaHIQ4IqHpewes2PGmWzMHJNM2NSmd2bwLXkAYqK3DdlsvzhcsEjTWUCtF+XSoVXbj6Pknjx/F4Dduo5TSmRbivFS2wLpfoRTGlEE8Ki9KoXJGZ9ZihWXwAUmGo4HNCzK2c30IzrWd0kppREU6y8/mi+dufXRY6rIaJJHexcXFxfpbm1qMLYmQfS8iyTTbu348Hk8n01XdfnB8stlsppPpjYNxUZSRo8kzY7X3ru+63Gj2sbB04+jAKGbDfdf7vosh2XCQwGht4JKAXRnR3BnucwoI4CQYiSygkUiS2J4p5e4JIyKDkCAgCF41f5doAE73kMghilKYKjiWdOAiEDNBRAQljIQagRGiiAIGIE1EIURFkJtcRE5OTg4PDxGBOSiNH/3oq7du3Gw6Vz94NBgPj27eKAbDVOVv15u+dZvltvexjV2MTtgDRGDHwc8vLibjYXTu7nvvXPvhfa1gsjedz+ej0SiEYLW2Ws0vzobDoUIySqMAcAMgMXrhIAwcImlNgDE6YdBKZ8bcvPFc2/YiipmFMTOqKIrjD44fP3r80q2bV3Ki76vHkuEqBEK8ZApgOl6vCrl0OqSbszGm22x9CN67X/7l//Lnf/7nv/e9d3//93+/d16ErdGDQVUUxWaxSX8/3bpTZEXCWSdIevQ+ehdTNYlICEKIIj64x48fn59dTCbToh0+NzuwpHNjlSIUyazVmd6bHmyW9Rd+7Ed/5md+BglPT58SyXf+8s3Eo04ynOFwBADJHg9MIpAcg1ppmxeZVYLggp/OZtG4Zdez1q0PgsYHFhG6xDDQrpiJ+7Np7xrXhaqqlFZVNehStIxgWVTT0WCzPMuMmu7NnFsxg9XE/XZQzDIdkcJob/j05GQ82AMOSsXgah82o0E12xuvlnNmtjYDIavMaDSIilofjFbbVb2/dzNTe01HmTFiqhg5MrjUSKHVBmMUFmQG5uiDByCtCXWCoIJISNs8Y5TRdlc4sde7APakeSajDdkMlaWsyIpK6QzoSq4GEmOMHgAU4YeoQavbtt35lzBBeSXV9NoYrTIWiAyIKLAzd6XfuhCdc0kAJWRSy6cIXbMxwPPzE6UUKgKCJKpKa70kGXs20fdqKBxYhSCAzBx755iDc05rBUACyjn2QQxiqrxb5whwtd52bWu0KcuyKEdZlnmXTSeHZ4uLpulHe/nsaHC4r71zrFpGipG9DyEEjgUoRmBE6X1LFI9PHhxe/+TtF2cnZ82qecxRF3nx1lvf+eEf+cj84oPxeLA3eVVhnCvNLlZV6XzrXZt6BRdYKTUejcajarHmVbMFq5QiH/qIRuvMWhv6GGM0RjGzdyGyXDVZMfjMGkB+cO99nVtS4PqeAIIPILrebpt6oxR0fTvWFZL4rn/xpVvv371vjXnh1q31fB0jO+euVYeT6aTt6mTG2c3NQSEhkgCLtUZr1TbN0dFR7/pUKAKQD+HD9u+Z28UuPwwRkUQ4VYhpRpwCP2KIhhRI7LpGKQrMKdby++dSvFv3ISdodNxZwJCItDUI+Ky4NIagtanb3lpri7JdroAUKYNIwfc9x23XRe5MYC3CTRPaMMzKxw8fByIpig8WFyuOUVRWDCKDUmq5XHkflOGUmcFBYgwCKECAQJKsBSLMALs8oVQJXyGIn0WNPNtToCCmBi9tEXcQU9o9fvmPgnP5j7jrQ8QQ4NVXD3/913+9lVz8uu/7pmm2223SKKaWZrvd7rSLQDGKzW2SSlqjjVakMbgeIw8GgyzLprMRc7vZnAsNI+ZIVBSFUohWpeFtZDRZWRRF2lwlwnsIIeHUROTJk8eFtW1b743H3nXberNtmzzPZef/ZWHOskxpnVZqacuXuixrzYdYDteWVWGMDsHnRY6400Bfdikc424Rf+WLSN9AGgnvsmUzK8Ah+vv375Wj4Xg6YQ7GmLzIMm0UUjpcr3Z9V6nZl1nqyhg9sJUBo0TlRAwqMhBpUCo1u4isQfeAQggpbxU4xkhaJYP1YFAVZbF3sH8lr0pX6pXCMz2BaV+ZEJRX0s2rWwN4QdqtsGnHid4tPlUCNO2udzTGsIt931mrENFoFZTqg+/7bhsg9I7J7maBsDOFJnpnehLSD51lAKytJgKbZQBw87lbBwcHQuQiAwD38SoHJoSQjhbn3Pn52WKxSDlLCQXU1Y0hdfPmzd6FunPee1RKFMQQuxAUoTaGfUjZ0X3dodICyIxp2NbEDCQGUm7TqnJ/2cQb4wPwrnMhCAihAEVQdeSmCYhIZLpe1q47XXdKqfF4PB5n3dnZ40ePtqvV7/4f/9vrH/tY29WIVLddNRh/+jOfeeXV146OrhVlMZvNEopmvV5vt9vz8/OmadIOua7rpmmyIv/Wt7412p/WvauGAwEcT6a3nn/eGIsCEaKQ/8bXz1ArUvro+s1v/vl3SKuyLIsir7cra9Vq2zDzerVWBAgCEv/hL/7iv/w///ff+Cf/5Fd/9Vd+8Ad+YB1pse5HgxJDtJQpoeiYfdBah8CZNprobLlEDq5ba+WMlenU3L37Pe+btt38wCc/nunm9Pzr2/7u2+9812aslRO/7NvtZrVRYCVQNRlpHyFnOwAAIABJREFUsqenixs3DoZ5OBhlZTkYVKPjJ8d70/3MmixTwF5RLPJCTEECh7Nrm9X2+OF3x9Op66I1RVVMNpv+P/2FX/iTr/zf4nl5cnbr8HquR90moMP96Y3ValGpybZtVqv5etW9+vLnXWzKyigt22aBxMG7EGKhyvlFWw32fZifnD1ivy1srskcXNv/+tffEAiDUZXnVhm9Xq/OzxaWbFUMqmIQQhgMqldf/ciD+w/aujs9OTPG+M57B5oso/Iufuyjn3j69JiD6/p2fnZRlCY6rwurlLY2W27WzGwzneUDSHg9EtfEsjSu9sftCWrc1svBsDTGIMp0OtVaB9ns7WXrVTufz6vByFjyvmGP1XBweno+tQcsA2UwLwdRnM2oXTW7+SgRAMTARJpBQGNelKTiZrV64YXnIwMZa2xeDiZtHyIjmxwAIhEDqjxrPELtvvYXb37pS1/qojpd1usHHzx69Kj3nc0yFnG+m4zHo6oclRVEefXVV3/4Rz4PhMy8ax37/hvf+MbTp0/repXifJxz64tFHA5LG0EpH2NRFKB08A4Bq3JgSLWOIyACHx7sPXz4sKqGfXB932uT5UXhvTfGcu8EwPUdivRdJxKBWQhA2OjEDQcRch2PB8PtulOYoxhgASZCxSESoHPOKKW1DsFba4uiYOa+70QkgswXi81yezS79vT0JMSARtss++QnP9k0zWQ4+uIXv1gURVWUjxcrTagUxOAvTp5cnJ3meTndm0mMX/7y7/67P/zDarLXeH/79u2jo6MUTpDE/MnbnEJfvHfWmmazLctysVyF6LJMX5yd702nMYbpZOy9t0Z75xFVZJUE3gQgHKeTSdu2IMOrsIcr9VS6819GK3xYRSUQfPrTNMTs+74syxgjc8isXi7OY3Q/+RM/9uM/8QXv3Ve+8hUfA6J41x0e7HfbnRmGiJxz6Wae/ued6N07ETFGD8qKlGw260FRak3NttZEg6qKwVfWSoyZVmWeubZVCvLMKpulMWXTNf/uj/+ImbPMrlbLqiqN0W3bECkAISKt1YOH99M2NxnJyrK0eQYSbr3wwtvffftpO5+MZsVk0Pf9sm32ByPnOcvyyXgPBLTRIXggGo5LIvjUpz41mYy+8fW/SKdbDDHPy65zfYha28P96Wb+OLcqy43OjNbM0IBbcV8h7xnTPXr07sHNm21bV4MCee1DTehDX3/3u99p2mK0dwsAnRNndF23PS9AQ9d2+TBXWBTFXpZNOYduG4wtmnattemdK7TNs2K1aY3NfBSGuFpvlNJFLgC7YGTvfZ4X3vsij8MhpXMcMSIL7zQ+FhWmXM10jhtjimqApIU5vWhB2Jg8hGAUpYR6o1RQWJblLtY4OIm7yiRpQbUiQB3lQ0ZAYADgwJKEKoDE0iiTIYhwRJCQrNHMHCPHIL5P84IUoJXkTlcSqiudYYzRdy7GQEpiDG3XM8c0ZlUKm8Zt6y7GqKxcUcoZoHeeBQRwtVpba22WZ7ZabefDwURRd3R0/eF333rnrfdefYWm1xQzGJ2hlATbyXi4PntaWWHkaliuw/r5m4dM3f6eWSyaT31yqNRK6Qcf+3j18MG/r6rZj//E3xsNqhduvsh9cE03mUw2IVhrCEEZQywx8Hq9Xq/mNqMQ3HRvYjOYDIZNj2dPF+liy/Pcd/VwULZtnwwaKOJ8l2WjxnfA8vTp8cc++QmllM2MMbrZ9oQ4Gg201ohslY4hGKUb5qdPnx7O9rKsKPOiNs1qsymrwXq7BYV93yHR3v7B8dPHyqgUf5LgDNE5a03o+8ViEWPYBXKAGGNASASvdllpbKQU4Q6FgQqICBOmj0ABgtLGITMHozWHIMCIxByJFBKk3TARaUWkRJssxuD6ABJEcDisrLU/+qM/2rbtm2++ycw3b94sy/Kb3/xmDL6s8s5jURTVYLCtawFQSud5sXGN653jRhvxTR+7brPZDIuxaI1l4QiP2003yD72Y5+/jgqRhNV22z15ctr1IYSQMgZTVAWACEoEFBESEGCrNHPo0/6WrNbWGOW9F4mIgCjM4TI2M62RIgEBIDMndWOM/GGzvTuX/1Z1fcxMpO7evfiNf/obPZWjoU1y2CSaJMTRaIREPorNy8FgMB5PlNJ46QiymQWOmhR757t+f3/26U9/et3Myagocja/ePDB+9umloSBFUEREGBWgDbRx2jXEyql9WQySRSZEHy93b7w4gsheGXNtcOD16fTPvgEgxEWFAkxRuFEXhGOWmvvehGpw+41U0odDMsYw2azLstivV5leZbZLOHojLFXvfqzUUhJ3fpsulGXrZRSo9FoYg1Z03StzmxS7q194BDTDS59xat/RUTD4TBZxUTEMKgo5DkyEyKS3kUyC9PV1EVRAubijsZJIsISlUIBWW1Wq6c7U82z37M8I9JARAYk5iSadc7t0C1JaCGQUM07g8ClqROewe5ejn9QGZ1lVhvDEow1o+mYiazNCmOJYVl3V6N5jpGT8Y85xOi8j21g5gCWo8+MzozyznnvTk+frlYrZUw5HJFShaLE4MmtJpUhDtIM+/nnrqUrM8bomJqmkRAzY/uu64NPXzT0vajdQxAiBoIIkTllsKQnKHJMsVVBMo4SiJiVw6wHs3f0PIN4Fs8cWIADcIghxNT2iuykfYgC4JhPF/VQInCcHR5+9oe/8Hc+/9ntZsvMgtT7EAXeeee9t956u3e9CO/vz8qy9N6FEEV4OByVZaG1nc2qL/wXry8WTRDoYyBSpPRoPPHerzYbTRSjNH2DOixXm6btqsHQknl6clpvm20TbaZj9B88ehC4GAwG4+HQaAXCIHx2dvpLv/RL//AX/8G/+vKX3377zic+94Xp0Yt922mOw6KA0BN3GXJVmYCIRk+m09MH2zKPuekX8+PJ+OAv/uKrjx+9v92cub5dX3xjWOXL+WORs66rN+sOOfq2y22uJOvqUORl28T16rztsV+fa6Wr/eHp49V3Tt4dDMpu43p3TykajQbModk0KLg/3bM6Q6zzsvAhCKm66e7ee//2a6+269V2vhDP127cbDf9Zt7lNoOeQlnNzxYxBqJ8FRZHh6N6s/zzr/1x3+vnn3+pLLnvl0rnWaZjjKPRkev59PTRelUHt9nIcm86Yz8/PNhXWpVV7pzTRGLl5vUyt0Vuc4U69CEGry1ev3Ht9OR0ee598LbIkWzopd60jPjg4aP9/elnf/AHfvuf/9ZwUHV9ByDGKOe9KK20JoCu7wFREYrEfJAHDuJkvaiZAynJigyDJoWKlW9Du20mNw4268fDwWRQDSPzen3m3Hq73RTF4NrBzTzvNCulFNCqLCOpzlpuO4+IlDSCwghojXJtG4NjBaP9fUpGGSRBzUAMhokiXqmqEBgUKgXak1XlyEbUWl8vixs3bybDnI8uxuidUyAQeHFx/rtf/lffeuMbLrbMbIxBwBDD7du3h8PhZHoYfND6xuxgRnXbOzfZn5k8X9cbEfDMhozrnXfed92Z6y82G5Lw9NED8c61iAi51Yjs2zp9ae77sirBKpQwHQ+fnp4YygRBJGIEAeEg1uZCxncegQ1qdlG8oIDS2hLGAEWRo0QBFomKyFo7Gg27zsTILgQBxbyZHRxWw2HnncmyzvUPPviga9oHMb7xrTcuzs4n43GwuiwKAojB51ZPRsNXXnt9PNm7cXQ9huCdZ8Rt12dZtlytzs7PXO9v3Lh5+/btoijbtu06H0IwSm/ddjwZ1vUGEazS0Ydrh4fr9XJQZH3XS+Suqb0PiByDMHOV54isFILErm0UHf610caJzO69S8oM4KC1VlZba7VWItC2rUIRgnqz0lpNxgNjzSsvv7Jazt944+v7s4Of/MkvvPzKC6enZ7dffuXhw4f3799P07pd9aZ1OkCvPpkoIIigicoqH4+G8wvkyEZr1rxLkgMsrC2M9VleZXmR2bwaaCIRVoqKMnN1q5CKIhcJIDweDuvNFgCKwiBIvV3Pz8/rzZYjImqtlIg0fdf3/Y0b+xHk9OwsOKpbv8/D0WSktYme8yxfXiwmw1EMMasKZOj7flOH0dAcHz/OMjscDvum0dbEGIEiEGltjLGjQXXz8DBCXo2Lawhvv7Ntl8eHMy7ptFtR6E8cFnWzV5rS9W2m/KAwiFE8r+bn1fC21qbr4nB4yE292TqVi1Hq/GJxbf+5LBtkZhCiisFra5umDYGNzRGjd17QxSi+69PCtG16bdjonMiHENLh411wLhi925OlTp4JtCIiBSkam7RA8vgRkmEWjkEkpfMhkE5nnwemEETSjJsua1nUSkcJkSN4QUQQdsIhQkzxmIAJcs+yEyH7kKoJJ9gpQhAmBHZt13Ufwu6vvFKXqs5nSf38zA9SOkV9CgiRBgSlFSmFqHCXFg8iCkABMoACEU4eX2NFEJC8D9tmPRqN37575+Tk7Pmj21VVbVcWIDKLMMWgYqQiy5tt7b2nXMcodd0oRYheuK1y3h+bG4ceKAyGXTuEyI33F1/+l789qo5CLwix7zcgnipb5IYQQ+8SlqnZtjeO9k8unoxHA4EIgH3fbetkXMRkCUvur4RLQFAAvSFFBCgRgFEgBn/7xRefPl68+Y138txqQ0QUfB98LxL39w4X8/NBVW1Wa4icZfnZ2el0eri/PxNhrdV6tbGZWSxW4/Hw6Oh6XW9j5LzIVv3GOadBbeu1UVopElEsEQCAn7H2JHNOeoHwr4KCmQB451ZDQozB62KQZxmhms+Xyg6EMYqTnRVbee+ZJUU+FkVe5vDcjRta6x/5kR/53Oc+9+abb7711lsfefmlBBOaz+cvv/SCa+vFaqOVMDIQTPb31qslBzFGV0UevJDXuVUcsbMZGBOLLBTlZlufRz832uxP8eZ1eDoPkUMIvQ9AxEACV+RYQEmh8wDMGkETUsTQt1rjqMqV1SmCDi5/IoBCQU1XsE4B1KRQSGJKomBgAWaUIBHZ98hxt+tTf3toLiCsNPR9v1wtR4fj5Xr7LJEJAN5+925K005ehdR19M41bRNCMEZlxmpFEGLoXW7NbDIdTDIfgi2yV1577T/5xX+wP5sNBpX3wbVd33XRh+CFmUIIy+Xy/Px8u91aa1er1TvvvPP++++nRm4yqji47333L4vBYNs11tq8KHRSrZBSSKCoqMrhcJhUeYR8eLD3oXY8Kbk5jkZD5jgYVMwxEZPSgMN7EISdFPGZhzyfz3fUMqXS2CbGAABd13bbdT6oykHVB6+1Nsbmw6E1pqqqLMvSXjTd79KamIhWqxURaaOMQgUIIsSSkEIgkN5deJm8TLILSUmdGAIAMmnUmdaGjFWT/b3/D39pvV4zy+4xxAAAtY86xKQC8t4n/fFuh5cab7o0NSa005XAWz7c/SulUHFq/LXWdV2v+lYUaW0MKmKY7M+QcOc9QASALJtdaT7TJ9dNDN6jRNc1SimNaLTuu6Zd+eV6EznWi4udLecy0SVNrIfD4Wg0mk6nRVFsXRwNR2i0xGhMghKyVuhDSK09IAhjFI4kiCxAQCgcBeFSG4Yo6D2LBAIUpMC0bTrnfRd8gvkmNzpRmnFT6ti991fpNwBAzdoQIcSm6xjU3v7hZrtBUhRCFIpRNs0200Yptdo254sVIg4GA0Tctn3Te6XUOK/+zb/5423XHN14DrUio+livq3fOju7iDEezg6m02kxLJark/fev4tKr7b16y+9en5+cefOnV/9r37tl/7xT54vYVs3Ecs/+IM/evONN6w1vuuWq/lyPl8vlzYzn/jYx9+6c+e3/8U//7n/7D//yMuvvP+9726XFwraP/8Pf0QEoNThjRs6z7W1syn47vQ//D//erVZDAaf35/Ed+7creuFUfLk4QUBR/I+OmLISQWPXaseP57P9g8UZjHoebNRpAd2ulmvWVyz7ruuNSYzmAGrZtsBSN93fd+3bVQK/M2wWmzW603X96gjGHO6uuhC/+rHP/qtP/smBpgMxqHtn56fhj425A5n1x7eO2s7mE4Pjk9PHESaaYnhq3/6B6Ph/vUbR1XlXX9h1JTQsvcuWIRK0+D60S3fnbfbpeu6CPHa7KBpGt+7xXz+4vTFTOWESli01pnJuijL7TL4eHB4UI7zh/RoPl8mb9QrH33tc5/9O7/9W7+1Xm9X283FxVk1GiijLBhG6VwLykwG++vjdZaXgBQjEBAguE0bQXoGgA4JlMZ61W5zNZkOR6OSTGaVzig0y5PlycnJ6Xlgv7dfkYknjx8eXb95EpZ5Nlhd1KSttQNleqW2s9kUIRMwfe/6vu+9QyJRPUJs6vVzR7farn7u+VurVesFYxAW7r0IIcMlfXuH7lIsikUV5ch5McZgB6hVFI7B2azSWi/mF9euXatXa2vyd96+O9k7OLs4zrOdlkFrbbNys20Xy433fr1e13U94vi9d+/2wQth0zsRGY3GeVZMJpOPvfrarVsv/vQXf3K8P2ua1vsgAE+fnjR9b61dLJdPnhz3bdu2LcbYbDQRNZvldnUuruuQFZkorLOMiCSyQQYFhsAqNchtaZQE37S9IObGAqrOtcBBKQD2gKI0isBkspdlWWCYL5bRxVc+8krvnQ/hfDG/9/BBCEEIkZFF2r77/GufpypzbZf0jYoohODa7t17D7rAXduBSIghxAgAXetu3LgxGBak9PnF/NphNhiMlVKTybSq9N2795Bos1wxKWtt27auJ43EkV3f180mstNEgYMPAVliJG0Iket6lWdaqb9emzMajcbjcds2yV2Z5zYV03t7e9PpFBEXi0WyJ1hrp9Mph66qqh/7iR8/OT2dz0961zDzeFR99nOfXiyWn/nBT925c+fk+LH3/s6dO/P5PHkHktw9TQ+JqGvrpM3J83w4KM/PYmLwG2OM1kYrIsqNzY2BarDNrFFqUBVVkUetASSEWNdbUgTAgNL3ndbK+S7LMkQgwrSSjTEiJoebhBh96Fgky/Pjk6ePnx63Gw+iD84mn/r0JyfDiQTuQyeejdbAggLK6NnhLITGGPP48aPXXnvtxo2j+3ff34WwU1RkTfI/aDObTNbOrLfnxyfHqC6+8MPXXzjSexNTVLHIhh7UOoipbLdlFm92dvoYfACh87Nl1uPhdGTLwfPPD8FOhFzvTibDaW6q4KELTrBn5XyvfWQtwoIuCveBtAk+KKOsNcrYtDcAgBDijm1YZMbY/f3ZZDJdrVZd17Vt0EYxgAZFQgqUNpnJK2WzYjCd7B/kZfVhsjZL0kwG7wAg00Ygaq0jxBBCIv0gcPQh1WEAYLQmBAMKSDPsqKFyub/wISafQhS01oJwSm6IziiJq9CDUolKykQx4lWGtdb6Cgn77GA9ZXXu6nMEANDGaKMRkRQprZBRokFSyALgkhEWCJAI0/dFMByOHK//X+re5Me2LDvvW2vt7nS3iz7iNdlnZVar6oukSBEUJUqQ4G5AwII18b/gmf8EAx4YsieeGjAkA6Io2IZt0gZJkSyJVWQyK6uKWZWZla9/0d/+NLtdHuyIqKRJeyQB1h0E8N67eBFx7jl777XW9/2+d955Z3d3v+s20+mUw5FSVykmRCVFSVC/9uqJwr5LwIwCpRBJCV6utyhSocpJQyKuk09YQKlKH0S/DgezQy0qR5FEJGyl9CF5KYUgci6DT6Ns9Gw2OziZ/eTTT0Z1lcKmb/1q1cckkUw+yxBSShwjIwgiYaT2wRNiUZRGaefsn37/+9aH09PTrmsFNsQQne/aBJC0EkrJ5XIxGY2EEMaoQuvCmLquv/a1r//4xz8+OjpA5NG40VqmBE09ijGklAY77OzMVstlu2qLQrNPuQ2Uq/c8cfl57PhddB7+FcIjYLzJckgJsxMJi6IgRKWUMbqzIes5OTEQA0JRFJNxNZ7UUkrv7f7ezt//jb9z794955w2+A/+4d/9tb/9y3/8x398cnLy3nvv/c1f/vajR48ef/JR2ZSffPp8PKknk+bx0+eA4Lxz3jIHgAScEhATRiGsFL0UFtJ19GddN09plKBHdb1YfPqzJ9aG46N7ZVWX5dB1/WdvNoDEwUOILKWRRlCYjGopqawNGRUghBiHtqOE8YZGCyhEXvduTc7EjElA1o7FEAGSylQbjIAJKDuq6d+bWR8JYQPEGJumKYqiGdefde0DwHgyy/JOqUxR1n3fD9YCUlmPlBJlWSohcniXHwbbdpfXi87rmJLn+Oj5y9/9/T8gIs64W6m0UhJpPJo09TgvQPl83zTN66+//iu/8ita681m07btsNiGGNfttho3q82GiDZdG5333tthCNbFlKx3i8vLHFSSIRx3ZJd8V4+q8vLyUmnd9/1kOs34MrzNZANCKRWRyAVb/owfPnyYdZ6bzSbbxL33MYYQQt/3q3YTz9inmGXrpTbmFs/YNM1sNsuTvWzqq6pqMplkRsiw2pIkJAyAJAAyGQIgYbqD4BKkBAzAxACYhCAlBQkchm61We7ZqWrb3IK9e7366qu5qZY7sszchgT94FabvOamlOD2aiDi3XPPwH8liRLxlrVwh3jJZc9kMhZ1FRFijMnF5MLp2Ysbgejt67NJdzdZ7dUeQSKCsiomTb2BsLczHU+nuigZaNsN4/oGhXq3N2T3/9XV1Wq1+vhnn3jvOxsLrYPzZVE8OLnHkIySjEiSSAogCj7lqvn2cEuBUzYs3jzDCJASJeboUYBkxOgUAUhgQBdjiB5RAGHw/q4r2XfbXPVlih0z75cVKKkkMQhdFKPRuB6PAai11vtkfRzPZtPZ1Biz2WzyI5MdDv3gnHPe+8ur+eHxSTw7U0av2zY59CE149Frb7wuhc6O867rfYr5fj47O3Pboaqa737331zN2589flyOytGkClD/vd/4jX/wX/4X2+1AwHVdXlxcziaT2Uz/6EefFmXx+3/4R//kn/x3f1iaf/gbv06e6HgytJttu76azxOsh+BRiesJRogvTrfWtdfzT8pKEdtxZSajOg5917Y+2I3dClCUVOihW8d+HbfCB4hCus4OQtF+Vdm+m0zG4/F4sN1qtSAQRKKuxtYOUUA9m5y786ooCMAPDhF1oVVRDhy7oZ0c70dK6/lSgBi67vzlhRYKAhelbtt2tdkoafJhBaIa+lCX1Wr50+169dOfvtf387abl6RJRKnqSk+wgYV+hmB7z94GSWTKZtyMvHXeO0x8fTmXUmYVjDFGTIXQQhppbd/brRCiqiprfWQSqpjs7Hzxb3z1Py+rf/HP/tni/Pk6eq1oeb2qG531Swf7h1/6ypddSkTS2n49X3gEJaTKxOvEQCRJIeAwdDFELQellDGFKczPPvpoMt5NCQtppjv7SHYIW0UewnY7tE41zaQOvtuuV5cX6z/4/WG95lGzX5az0WhidNmMR03TkITPv/P2dDKyQ5dXbKG0VBpIM2okBoEC42f4xJhNFzF5IZEEMMSiHPkYMHqtK5SCCMbjnaKsh86KwDHhq6+9fXTvnrX2TvP/6PHLGKMxpq7rutmJSdbEJ/cejqZTkGLwAQBICtvZ66ur737vT7/3p3/Ov/XbNrijo6PDw8OTk/vWu29+85tNM35wcvzFd94djcdCyWG7ycvm9773Z9fzay1x6NqbfNwUMuSQI0Q3kMTehnY7d24LMQJb70IIMoRUzyYciTAx3nTfTk5OLi+ul4vLdrAhprOz8+9973tX8+t7Dx4cHB3+6q/+qpRyGIbl1fXF+cX19XVZljaGvJxm2fl2207HE2mqw5MHwzAgs/e+KEzeqlLily9fbru+MOWjx8+3223b9sYY5O7VV1575/NfePjKa6SU86HdbufzK0w8dNvpbPzixYujw0bJoihqKYRU2hQSUjRG7e7OlPx/wS3cLrlSyCzPM0rU9Tgr7YMbUkrjpmqapizLBw8e7O7uDnZDRGWhvHd7e7umLNfrddMUp6cvVqtV26539ybRW2PM06dPz8/PP5sBG26FM8YYrbUQhIm10qPRyA02JYboU7pZwDkljkkSKikVCUJMKWmtQ2QBrJUKwXVdqJsybz25KfaZpMEYgmOWeeUWRFIVQtwoTr/+ja/Pr7bnZ9d//+/8WlFVj578TEhKLAplOgFlUXRdB+iLsjw7v9B677LrsvsjW8czeuGuYZoCxxCIClTc22VZxV/8hbd2qxbjNqToQ1puLAACiJxDgMjIiRO7YRBCMOPQO1uSZmk9X12dNxP92muv7+7usCe7BYkUEJgjkGH2McYUk9SIgpJNMUahblKf0k0y2E23OvMhmNn7G1u+9zEkhshIQAgJkIBciByixCRCsC6A9IA3gCXkCADOhVxM3mR1JjCFuAtbR84sJAwZxRZJK8lIMSWAW1NTrvqQspXDR+aMjU0xeAecouv7riMiJgImzmjZRBTps+KjzwLSb3SeiQGYBAOwEISMfT8wR0QRBTvnUkqVFMCSISEKAEYSkDjfaUKglKSFXM7bnb3paDQ6fXrV9u39+/c52MA2MaWIzKJveyojMzrrJUUnoktucb2dTEVRF+NRYXDwECgmQUhERlC/3orRFAE4Wo49slRS5IgyIsIIUspf//Vf35nW6+3Vz549kVKMq/Gm62XnjTDRKyHY+3iHVUdURGSUXrg2skSUfd8756yz8/liu10TkSB0zrXtJkZTVgYR27atimIYBgDilKy1+/v71Wj8K7/6q8f37h0e7RujmNP7P3jv6upqMhnt7B1Mon/58jGyG41G7OPQ9c7Z/y94/51Y7K99AyBDBAAC6LquGU3293e9Y98NwJxD1DgJ71MGfOzs7jy8f3x69mI+vxqPxw8e3Gvb7TD0b775Zl4tjdGvvvrKwcHBixfPifDTT382rs1muy1KWVZGaKULkyCF5J0bwFtIPnGKiWNKnjBI0WGK1m5DjCiABLIUSd67//Dxk+exd6PJJDrIAM+fb3jEmBCIUVJVmJ3RqDZqdzoGYBAMklkREraFuaNR3EGy5eI9AAAgAElEQVRMwu2LmWOC7E713hNBSqSUAkatJVHKnax/fxSeKTFQSiCEMNo45xzLmygLrbNPYBiG0WRnd1/nUcwUWEhp7RBSEEL44CQSx1iMpSZx9uLlcj7fK4+EkiRlQA4xhluhHTKHAIHBXi6vLq5zq8AH75wLPgghnHc7s52yLA8PD/frUQIum3o1H8qmrupqOi0RCAFFDo4QFFKy1jrnnHM5tTzXPzlqzzm3WqyOj49jSm3bJk6r9UprTbdN66xEJhJ3Ue9CiJwhkbEu+S8vHH/8ycdEdHR0NNvfA8IINxMqTJz3Nudc13WLxeKOqpKx2lLK6XTatm0gAIEsMk8FEkQgzKUKAxMwAAhGzE7aHJ4Qg+cEnKQiIVFpMQzD3Vgyf5eXL19+FqTOzKyMTrxtt3Q7uuLbLmB+wokIiHN5lljQ7Sp/k2dyM/Tn22ngzVhQKVGYQmutkBSKiOmzOthMLs0X/+5r326Ct5xSVUiA6IZhuZgPQ299ACGFUJdzkfeGvD3kS2eMOX7ltQdS5jKSveXE0QeIqe86hEjERCiUqpuGAayLKQnnfAghppg4CUCk3NjCnEFqKEVKCKwQBDt20GihikIaA0JEZolCCfXzM0FKuS16Rzny3ofBd9aVrHzi5WrbD84ONgFqUx7dezDb2ZFSXV1dPn/+IqZYluXO7igfmJRUQgpgiCk+/fADpc3bn3vXxiiNWW03JGRKvN1sbT8IQhTiwcMHjz79SWeHd9/9zuFs77f+h39+eXn5j/6zb7z/ww++8JV3GKNQ03/93T/6nd/533JLXgixu7OTYuq6LptRJ9PqH/2n//Djn/7k/T//V7/0ra//rV/8TlFIIZA09W743p/92WK9Wq8fT6fTq+vWBtN3S4x1t16mkGJrl5fz5XyhaiUKiYwiaYpGQ8U+XrxYmrE+fmV/YkadXcd+q3UMfvvy5bUQMsa4mM9DiClyTAkICzM62j/QWkt5MzSIKUnisih2jvff/fpXTq/O0Km2bdfLlUb14Ph+U9cAfHZ2WtfaBTv41WgqN0lsl0NdlsFtrxfrDz74Yx90s52W1ZikEgRajpud0eXZp6vl+XbVCoS+63cne9E7QeitlYgKjZbK2oGEtNY+e/bUGKONGs1GkRND2j88GE2mUlfvfv5r6+1wvVhIY37zH//jf/4//Y+Li5d22elKe+9QSmPMZGfyhS9/iYxmhhTTD9//gQDYbjZxs87MO2O0FsZaNyqmLg6uT6vrrR/8aFzvjKbRRYjobPt0fsHU7R6MKoMcup3RDgIN9lRIdXi0d3Ly9tDh1776znYD3klr09B369U6xhjEYnF9gTw8/mQxqpvrxbwodxhETOg4DpEUJGJ7o9jOy7oQIgV2QyFQcMSUNoMDhJyUEH2IMRGKl6dXdVGWlWahWhs3rRdCV+ODkRBCCAAWQnrvcqdMlVNaL2XlyvGujTHFLnHCSGTU7KAQIIBZku/bpe+7frt+9viTENM//egnOcghxohIUiqCVFXVzs7OerOdTGdG64cPXkciACqrUkoVovPeRu+qymxXq7p4XQtfjmRRFW0+H7thsfSYWEqkmLx3zNVivlRK7+7s1z4sVuu6Gr/66htl1aii+Pjjn33y6eO8dwjE2WTabnspNAuu6hkwZYvIyT1zdXU1eC6bKRlXV1UMjqNrt21vHQAWVfPw1dek1MAYQmQGpZTmdr1tf+u3/vmbb7+9aYfFcvX2W28BJII0quq9vb2mrP7iL36YEmpdAlNKXBmztz97+fyTf/Evfuvb3/jqK/cOlKS/7ryGKSUhhVIqpYQpJu8YuCr0qKly+NDe7l7d1PfvHY+a0eMXi6oeAcQvfeFtaQprbVnsDdaO62oYWmu773//Qw70xhtvpJT6vjfG3NBBvbfW5mVwMpnkQPj5/EpKVEJu3QaBAJMxRghVFEVTVTlvgVNSSh3sH1R7u6T1atvGRKYwzg4oRPIhOj9uKiPzWA9TTCF4iyJDSHMYlpCyLEVRlta7wdrpdFYV09Fo1q7aFCMlkChdjJPR+OXzxylEpaXS8vU3XjMlpJS0Vqv1YrPZfNajiCiY0Q7eWRd92AyrcqaEdvfulUrOk7vQZJ2LEqQirk2TzW2ESICqKNpNKsvy+PCEteni+ur6tNb1eHooyjTbLQ8OiFwXEgISMNh+uwnXjWgQiIHgpjWqhAhKk5SKiKRQHDMenogo135d1zkXnAt5No6IQBKFRJIoFKJiIYEUIEXA3npYb6UNQiopRQ4ck4RAmV7BQIIQhVRCoJS3REcGrXWMQSnpvQ/epZRI3rCVmCEBcIqABBBjSu6GGHA3J2IEEERSyuD+kvw4C4V+zghh/uzg5TZ/BZnx5qtASJQVQsyMxJjRGag5cUqQmAhZSAkJUCBDSgwxeRdtVZXG6Pv3D1+998b2/Eridnn9YmspRbRDSiksluvqeFrXo0IBh2C01Mq026EsVIqu0MLwCKNVqeRIGJEDCyBDMkKMHKSwWhtPwDFySggiYyO01hzT8clJ9FZIqmoz+JDLV++8tTYllkgphRgjIBHJZlSo5ZYJhJQMURC9+ebrH3/8s6urtjSFH1IO3KuqYjyuhUBO6ejoaLlceuucc23b7u3t/Pb//LtPnjw6PDx8+MqD5XIegt/bPei6bj5fZIIRAK/Xy6YezWazq4vLG9DDZ7RUn1F54Z1XiP86CSDyjS0AAIwpHj548Nprrz16/HQ+75xzqMqUoncuxlRWutDy61/7+mp5JQT90i/90uHR/iv3j6tC2mHz+NFH3vvJZDIej7/x9S93Xff3/97fns/nX/0bXwh2+6O/+HjV+cnOyfnFKUNkjkIQQIrRE0RSMkrpnWejolaLwW6WrQ0JZEkJ5ICFF74om9FEq6qum6dXLzZtW2jzlxIjUoQYmYGjF8g7k1FdmFyIpPxcCqz3du6QHNnakw2rd72/EDkxAEA+CQKAFCpvp0pKyALaf9sSz39nVR8RRNYaiqKQUo5nM/cZvK+PkZnr0SgffG9ovHlIRaIqi6Io+qEj5uhDaQwxh8TWemeRAwuZQAoUkgiUEjcBH5wvj6dk842YF+VMPem6bjwet23rrP2j9/68t8Nbn/vcutu6GIZhQCFyZZNChMTOu8SslKqqajab5TlbriLqopg0jRCCXlP7hwdCyhBCURaL5bKqqjy5y0KpruvvPuD8ePR9fwehyg4H0fnNZrNcLs+uLh8/fwpERV3lf62LsirLXKtMp9M86Mvmda117iLn3zHwEIGRmIFjSjElkiKP3ghvbilIkJNKAW8GV8457y0KBEib7Xpvun9XJuV4pTu39F2N10dWMT0ncQt9iUQqv4GAGJOUMgHmnz9BEnCjMPksxxkAhLz5D2OM6/UqDS0qzczsAyaux3WejWTrNgCUZXFX8d50o+UkeBecS8HmUJ/JeDyZTIQ2IOQwDIsh5hJr8D6fMIhouVz2fZ+/dQhhYqipayFEpYvSmLIsRk2dmEGK/f09JHIuIcht17dt5733IVrnEIlv0jQBADRwJCAERaAwpRjAD/P1VTv0TIKkTD4Fe4Mdu92Z6LM8g7qu90/uCcLoHSM1o/Hh4WFd1yTU4H2IvFpvh6E3Rr/51lvDMKxWq+vr68ynGYahbdtMGzoeN6dn56dn5733e4eH/WBNgaYo701mRhcEkISX2jvnptOd45Pjk91DMxl//PHHdV1bOxweHk53xj6Zruuy+Cd/jn0/DNYxUe9cURSL5dX9+/s7E7XTfPuPf////OF7v/eFz7+9XF23Q1uNqmenL3yKZ+c/revaeT8Mbm//4Omj01Ez7dadRTdsfKmms+mknNaUlOtwedkvr5aFmXZpfXx8NJlq0lHH2D3fdN3CaCOUHI9HZ6eXzWhCJFOE0Why0zyiIbNVQYhgh5BiqeRoNn7w6oMHr77yr/7kD8tOYBLEomlGl+cXkzdec942o3K9XTF5U+AQbKl3OEZIPPTbtHLbzfVk555Usaq0FMaF1Fo7anbG493t2my3nRF+Mm4m47HtLAF029ba3gcqq0oImu1M56v5crkejxuhqKrLbbtxPo2wCSlF57/45S+9/4O/ePL0aVVVz548ee311wn8dr1QAjlCBCqq5vL68uXpi9Fkcnx0vLOzs7uzY4R8/8/fe/bhhyklKXAymdbNeLvdrrarkBIwO++sHYAxAXISUuiLi/MI7sErO/Prc2a/vzNDjnWlbN/FKDabFGN3ed5942u/fPQ33g5OMhoptSCVUmp20j/5b/7re0dH6WD66JOP3nrr7ZdnKykVg4KoSKCgKLLiPUWGHEWrIXmOTgmQmBCRdQEAIaUQIpHQSpOA7aYtC+y6Xgh9fPzwgDmrHnJD7eLiIu8It2Fu8WT3YNW72f5RM5lJo4lkSLHQRpBMIW7Xm6vTTy9fus1mMx2N5qtl3/eT8ay3Q6lVUU0yt4N9mM1m265dLxa709nF+dlHP/3p4Nx2u42BmdnHntEXWh3t77Xb9eHB/pe+9CWlyBRqOqsPjk4m09njs83Qbq0donUpuN2dnaIslDSEUrjQ9SElePDwwcHhQUQez6Y5dvzi4mK5WOQVuxk1WFQhRKMrY8y2H66vloyy7YccVjr4EL0rlFDGNOPxZrMdrB9PZnt7+9loTiiGYfCbmMesX/ziF88vrn/4ox/v7+9jikqL7Wp1enr6ja9+7Zd/5Yvb1sUIfTd03RDs8NFPfrTZrB6czFbrRQwBpP6ryQ3Oub7vc8aWc06UoiwLKW76ZFJKZ+12uyHC1XI5apq33npjOp0i0oMHD3784YdSitFodD1f/PjHP7LB931fVZXr2HvfdV0IoaqqO71P3geNMYKkEDcBpM+ePSGkg4MDTqnvbMZdKxLLxZJi0sx1Vb355pu7x8fPFpeeYbXtKl2F4HOIyGq1nC+u9/Z3rq6uJpNJUZREmMvLyWQyv2JMyJyPHLFt29F4XBQFEk6mE6WrpqiIqG/7qqqa8QQZmrrhlBDFdrt59Pjx8xeP3n313nQ2yeuwMYaEvFvPQ4ze+77rSlNePX969uiTtp9/+yvHCGuCTaXR2Z6jlMLs7x9s5qus6QohGEUE+MUvfuHo5MHT8wsl9dql0A/7R+P7rx5Nd8xq+TPvg8RiVDWdD8vWOt8nc0MUFIIRCAByvnMIMXGy1sItg+DWf+/z2HY2m81mu9vt1nvfhygFSSWFVEIpEpKEEMoIWYBQTCJm6U5iiDGlSIRKChci3f7nAtBamw8MzjlC1kpZG+qqUkr1HQtCFCRYZDSFyK68bA9x/q63q7VOMcSAd0Eud8dF/nku3M+p4Dfa2luXfn5nCCnGQAwxu334Ls/9MwnfQqUUUwrMgESCJAlUmrxH5mTt4MI20SBtGobetcwp2WCHwSVmIokogcXBwUFhKAVJJBJSCM5oWdeF0XK5aoti5DtKrIgNgIxJYMJR1Ugk7wdAy9zHQEnkwV1MCbXQebl4581XEfitt966WM5TokzFk1IKmbTWfW9vg3Az5BjtMNyVvsaYsjSz2axt2+DcbDo9e7kIwX+GIOgFwYsXz402QogYg3O2bVtr7dnZxXq9fuedz1V1eX19+dZbb+3sTt9//8/zfZJ7BJvNWqJomqZddTHGlGIeE2ReazZOMjPeVn1/WYR7p/dkvC0I33jj9cPDQyVV27Y5xDiACoERcTRqTu4dzCaj/PmWZfH22283oyoEe329TCltNsV6vc7AvxhjJmxtNpu33357Oir+5t/8RdTNxXW7GeJiubKDRQQSGCAlDigUC4oIgdAxdNtNSvlkKmgI0AU5pE7HumkYus1ms9lsiqKAv9xoICmkNBjTMPSrJUxLU0gSEgulQKPnENi3294Yo5QCzvFAqCQiSgAZo4wxJiASOrMGvfeIIoSgpAEAKfHfCcHz31rVx7dWvhyjmM1liCFC8F5LOSqrJOJfQvkD5NTyu2d4GIZhGCRhSn7oHDAKpZCBc6ABaakrpfHk/knVNIvN4mpxNQy9EITEgoFT5JScddExCBIiR5RKJJGd6jxAMTrYhFgfvHL55MkgGz0daYk6+JRSjJ5jAmYpREzgfMxEjYXFi6eXm/XmRmp4Gw6za8TL09PeWZKimo6/9s1vTKfTlDtVQmipDvd2dmfjLIbMHLaMEpVSLpfLi4uL09PTy8uzhw8O+n5RVlWgFDgFF71jZFgvEjI4l4ClMaaoSn17uWw/NE0jIjdNowMcV7oQkYBdcDeaz6G7A+rk4VhImogSc4LbVGKpm2KawsXgqtVWrT59nj2Hd1mCd/jQuz8CSfRRkLZdDDYK0gBCkLD9ptSlQLLrq6IoVCowBoEUIzufjDGQkhHypsKPqdKl7YdCa2LY39mR41oa7Zxz/VBq0yWxXC6vV1dKqXxW+GxwYqYbyWQ5Ji2VFEIJVEJ471GQKpQuTNmYPRB3JeJd+ToMg1JqGIaXL1967xkhOL9dr7H0k9pgckZwAmYIFHtg1ADBs0qhECwZIYIoysjJJ8/ExIkRWudNpUlQiM4jdf2Asnj9tfsoVGT23geILg53Su4s671JoYixbZfnqyv36FFTmJmpCs/r8yuNeC5ZN6U2qtSqrvTOtAYkgFQY2TSzo6Mxkczw4hTBxaC1/sm/+TdaidmkKVNo20W73S6WIS83dVlJISphJo2BwXZuiGbXqXtR7I73bMJzl84Am4Rvar1KUE93X1tt+939o/lq2XgvgEN0ru+auhiGOalhb7pzfv700+XVaFw87RfVWDczfXF+/vL89PLycm88bedpNtuPcbU+7zVW3bIvijLGmGS89+AEQYUOYrTb7fbT558e3Tv0vtWlS7Ivqx3nBrexRX1/tlc/e/aUKHV2PYSEwyAEVk21dzT23ofgF5COx9Mx0Itnz5GkL7Wd1fVs9pWvfuv3/tf/3VxGwlQ0BYmRtVbWxeOz09wr0VoXRb1cWO+RYLGscDMytqhBDHieCpTVSTNfr0oV7+2c9PzB5TbqakNie7h/dPHiBRfFo5+d7h8dtoOPVA0xTaP0G5uUfLl6GVKcVpP9vX2t9Wq9TAm9izCGelxsN70kF92qH/zLJ8u+3zx+9GFR0tHMAKZNv18URdtukNMnT364u7t7cfWp0WVVjurJ4dp2g/ScMNrQX5/d1yJES8AcwxAjCPARXFh87vDVGP22bSd702HoAZvdyV4I7urcGROXV5chSqXQmF6L9miKy7P33rp3z1Qnptx1wW7tnAx/+LM5AF2dPg/d3C7PSgXL9eKeQBcCc68AmGmIAlFIKZE4B4oFgnpn1CfrKXrvlMAYIXG22sjMfBqVZbTdrNa+WywunjGCMcZobUoDjTzZfyPGmJ9651zXAfebZNdXp08e/ewnETikpJQhIoWqqWstVT0aTY9eaeOLkzfeGW02zXhyPZ8HHzfttu067+Oi20Q7PD67RqK+96/Xk5LFztGrTJgRS0jEKXjbA0Dbtht38ewq+A/PV6vVarUSQhwcHNy/f38kAxF949vfOjg4mH/uNVMWP/rRj56/+DRH1Vtrrb8c7ajNy8uybu493F9vOpfcZDbu+t55lrqynglEWTZ91/ddcM6V2nS4heAheMXcr1bVaNK7BFj1rpdmFHmz6fr+5QtFVBSGiLRSu699/icffuhZMIrnzx55u+bYD9bZYEg315sY1PjFZe/ikMCF6EWlTD364je+9ezpo+985zuHO5XSA4D+q46MvAULQdYOWutuM2DgsirYu2G1EhLL0vTJxm7Zzl8uTx9/6xd+Ubnkov/xn71/PV/YEIbZ9MnTZ+1qHTghk+3s6uK8kBhiasZTgIRhEOwEEVMV0Sy9aMJKKWV9H20Agqaue+8MKXapTEJR0S9a2SjXD9V4fO+tt7/yrW/9L//X7wRFEXg6nhxPJ/by4tAOvtueL+aHMc0AqSjd0PsYitE4adqEbhPa3dnRetUFbxGIORJSSgkSKm0QRYrYJQspBQ0Dhm27PMF4vV7mVIzJaPLD9z6YTIyISSnSGosSu5YTS4CqNFPvre0WuyN4UZpn5/MIrpE9ibhbkeQq8M7G4pCs4zDe3a2m4/nFwieli8aqNSqXJlRMq7PN1XLwZV2fXfTHeyrBpSTqN6LvnIsE4BKcDqHz0RqYDr5IxFfrQeuCCu1jGNwgtWLG/d3Dy/m1QArBA3BZlmUp2rZrRpV3UUoyRjgnnRuUZu96ElJxjN5xlKARo0B0KMpCKqUJCYkYJSJKZg7BS0rZhZVLLaU1CSkk57GGEGRMEVJMIQISkAAAkUc8nJCUcz7e4oIgBY6RiLztCQmBU0ycAIRgwJBACp0AOQEm4MScMFemUmgfcqxuBFBE1HWdkpaZYowBIWbybcxpn0JL4V2nlCJISBgII0vveVYfDkMnUCIpjjFGjhwwCUzm/PSCwDnbaUFy920Mbz559GS5fPrg5EEbDrhfN43pVnMlOimF64Okwg1YlZMYU1NKn2LitZSFC4HVtPXeJidJDbYrSg+4kjKWxZbwXGmWuvJB/eDJp/tvvXpvOvPCV7UflzvbdYucEGJdqsura0IhEIe255SMLrptb922MUVg7WXRebRUbiKODo/VdXe9/RQ1CFP1PglZEIrtdr3/4EQwZbNNWRchpsnetJLbSnaTUlUyHExHx3uzD374wYOH9+4fH3z4kw+HoXvr9VfOX8arq2uS2PeWBYJCIpVCZAaIiYAFSEmshGIWknzXdShIa9HZVkoSQjCgc6CECs6l4L78lXePT3av5hfPl8u6GLlqdH3VJzMIBIC4t1M3BZ8cNA8f7l+U6fLyhdbFctEaEaOzALDZtFk1IIkE4rSsnvzko9ce3G9CGgtjUHBw2q/3jLnqLyhEISVzJFOGoBSCXbXsglYV63qLHgsFAFKbIa2rMgRjK51KzVgJJVgrXFxv63okSMcYEYRA5WNk9gCsdCHqyirsKREApYiey9LUddO5zDZKlFB4ZB/Yx6KuELH3LkRCTZFjCl5r2VSVd955Yg4kjWeIwLd0xn9ffH1EAgERu75P19csk1Iqy8bupvZ3MxwAKIqiLMvIKeZugRAxJASotEHG1Xy+Xq/ys229A4kPHz5USoFAggTMOe+PkACIb3h0wAzeRyRhrbODSymFlAqtvLfBu8ApQALErDvAW3q1EKoQKqUkAKWUVNeT8STrMe4KD+rW88VisjM7vndiUzw/P3/y5EmIMWWbJoMgzrKIDGLRWkuRFYIolSqLYjwev/vOF9qu01UBhK23IaWyKm8gPwwIgCi1KrNkNKbkvffe12UVQhjatu/7lPijjz/KZq27Ii3rP7O48UabSYaIEtyO4wm11v12WShMvp/UR9Xe3t2kXtyg035u6rupoGQsJMUwSMXMzruWUQnJUjBHC8yjcZFiDKGLsVdKeW+bRgOwtS7zsomiprxVQNbqhBCStYwghdBNUwg5qUYPjg9JiOA9A6ic5Bt/3v0D5hhiCD76QIAgdDf4xXrb+9ANQ0RgBIXq9ihDgkSeCBVlEUM0hTk6uS+E8CmV2gQfMEZvBxfAhgSIQJhQkhAICWOQSmgQjB595MSJGTEX/wTEIClfJWQWQkilu6E/PTsfnAdEQGEqBSKrXqXWNzlXeXx6p0vpB48+hs3Wx9h2Xdn1Awa7XaaUMCXBOf4IhciCoAxMEwlASS2lAkFlWXofmLlpRiOjdFGQFEwopdxuNtEHgYTW705K5Dgdj+qqSjG+/tprH334vc22lVJb7/t+8HFTVvV8sQASL148CyFqLV20mOKoln27AGx/8uP3rW3ffOPhgwf7283V6ctHRGwkKUHHJ7vTWaWhXC6XIcY8JAghmKIQUmpjRuPxcrVyNilZZEvi/tFe0zTOORwo+thvur7vL84uxxUD4MnJSR6SIw6TySSzBJ4+fSqEaJomgl8tV62PzFxWVYPy+smL//g//E9+9//4nSeffCqFEAzOOmAuTBFjWK/XxpgQgrOOMkvYEMdUFBKYtVKDUd7Z6+uLveSaWkmA68vTni8vLy6St4IBGQtThhD6frBPXkRGrUypEyLFGDnEbhgAQGq5mC+11iAghARAy+USkfb3jsfj8Xa9fv/9D1KKMQ3TcbN3MLF2KxVNdndiDFUtEMHH9uKyJ5SrhEoW1/OL9fY64+9RYE7AzCrxdoiT2Vhosdwsci5ZURR13RSF7vt+sVitlitTGCKUArNRkEht2348NmVVP37y+PzsX15dwvXCgpSyQOu3kcbJtp975eS7H3x/Z2eXSDIjABljvMWQ4t3UOut6mHNHj7abLvhISELIvySG+QwLXgAh3qz2CW4GQXmdzFO+u8CYruumUgDAK6+8sntwqArDSDllO9q43WxSiIMbsqTi+vr67OzMFFUzHgHgzs7OgwcPxuNpWZZG0LZtnz579vTpMyFE3/fAFDhlUc0N4yqFbKI+Pj7u+/7g4ODg4CBPMNbr9Xw+X7rNar167/33iWjTbpHo137t1x4+fEhEm+32/OLCFAXElHNBOaWmrpRUL8NpVZR1XQ62/8N/9Qe9H/b29sqqHDWjPEv3wQGy8/ZmIsHJGJNilEIKgQBcGj2bTjlFIowxMqeXz59XhUFISuAXv/CF0Xe+6ZzfbDqpVNu5ncmYY9xuhrbfJPSATOQrjbPRtCqnx4cPpmMlsfhrfX03jOhbl1TuGzrnQnASCYn7vl2vVnlzUEJ+8OO/kFL2zu3u7o4nU2kMI7RtlxhISWAiKabTHRCi7bq2bY0SRopSFIg4xNh1rQUnUp84eecTRKFkxkKSJKXUbGdHo54DTg/HO+Op74fB2n/6z/5pvTur6xoIJ83IW9tvW/vilBF6NyQBuVHMiCgoa79HdVOZYt3fuASFENoIRHDO7e3sLJerFJ0UZUpJawnA3vvEous6Zg4xVEU5DN2D+8chtD7EsjIowXvPkAQhc2II2tBIlIBRgNubVetNXLleK8ZrU9YAACAASURBVNidNT/84IOHx82940MhJGAMIQx9b5QaCBFAkuCUOFLXtov55WRykjAwx2wl2Gw2QoisoHbODe6Geye1qsrJfLlwzmld3EQi51BZZfKDaa1NQnjvMzouo+luyPMxArCUMkHI7dQ7C/3d8E1KqaWq6kqpgohI3Ogq7WCddxmNhjeYzSiEAI4eII/XlFIxBiDOgh1EUrq4CYUiqZTyIQJiuA3XywIcYB4GjIQgUQvAGASyQI4BIMbAOTwgZg7cbbo7xHgze5FSxuDu1DQ5yf1OYnP3e6XEt7x2ZuYsw84fOgEQovceMPY9Aqa60FSwFNhvW2OKqmzWq46k2qvHCO764rIu0EgpCKMPkJg5ZouOTyJxEgA5jRsRjdHOJQaWigZr+6G1V++Vav35t6chUW9xvYYvvfP65vrqPPUne0fv/+Cxq2oAZwrRd97ZZEzR9YNUCgX0wyamWVmr5MF7z1KGGLVWZWG26/X8+rrrOkHCJX+TL5Ki90kplU9TggXEmPE6iLher4dh8N5///vfT0w++Lbrzi9Ov/q1r7z77rtPnjx68eLl3nQqSC4WSyEEoRh6d9P1QxJCBh9DvBtM8c0xUgrvfVb8WhsAIaZUaHl0eDSdjN9480GIthkVDA0s3Xy+LUrhSHJ0Q9/nTO9PPvmkKNTjx4+FoPl8Ph5Pri+eFwryDaOUKgrtre3a9v0nT+eXVxC8QPrhjz+4uJ6vt309nX39W7+Q+7xZYZCnIPmwREQ+xFuwcI6U5pxHMp/PdUMHB/vWhqFPVVWNRi6EhHeupVs4zY3iJcaM5zBGlUoD3aylApCUkpoEY3TRo00IPoSQYu88E7LlkAJzcH0OYY0xcUygiopTEiT+mmTV/z9XfXwrvS6MmUwmulaZ/ZgXlPxM3h18mdlaG0JIwDlVjhGMKph5PVhIPPSdtcMwdE2qJcm2a+ereeYLASZCUgKFEFIoIeQdl4RIGF0WRTEeNQxojCGUT376UyXFznSqq1JqVdSVC1YIQbcr4mB92w15+uS9dyFkoWSetuclckffTLGVUlIVCeHg4CAXmjnalW7O5zcSpqzJvDvuM3Pv/Xvv/fl8ubj/ykOhZEAQWi0fPQbMjCNAgMJUIfByuVxtNkVZjEajyWSyt7PLzKO6RsRXXnllMh4Pw5Ab5PkIZYy5Y43m2q9dzG8cbgBCCEjgfT+srxW7zfXZsjHbWzHnZ5kuN2A9rY0xQggft8uLc61ZiXh9fXp58YLqYui2fb9gzxChiZKIZrOxUpTFzEJAjFGIG/uPlOhtVCQKKcvCTCejuiqwNCCFlFIhsY8vXzz13l9fXzPzbDbLvvm7nypXtqYYxxi7bSuIhC4CUDOenZycNJMxadlbK0DkPlD2BDJznv6nlFar1R9990+6rtNV5azlEPd3do8PDmyiJDQgJk42IAILYJQoSSZkfxtWBZy9IcTAyICEiSMhCBJCSRLSmKooCmm888k51/bWRXeXeRhj7Pv+/3HWun//voisAjNg3Yynsxk1ZZCslJLAwbpCmcl4moGf1ruuGxDRhxvP56brht4XRbXZdM+fvVwPnYtBKNlbG2Pc3dk5PDhAhp2iKCUE247Ho29/82vPPr76he98+8Mf/NFisSjrWhlV1Y2plFamHJxUWmkdY4jRBtvWtRLgry+2q/VyaF+8fPki+bPl9VNmi9j7wXbeZhTYzu4IQhU4MbOpyuVy+fL87PXXXw8h9L3d3d2FgYShy6vLYRjquqmLqssnQmMkqYvTi67rjDaZIktEMXpmPjw4DsHdBHyFoLUej8ciebAeAJp6nCShdb/ya3/75aMn/apdXc6HxbogxczGmLIsEYQEoTBryQkit9tNDmEzuwdKyGG9hhDKoklsjUp7O7VkubarYbVZXl/5YTAEruu1VMHF6NN2tVKm3N2fQhK23ZRlOZ2O277r+zYmnl8thZJlaTZdS0QYcDbb7dv+X/72b//0px/1fQcAJJI0WisdozZaXW8vEVFpkbHAbbsRQm7WrTFlWuLgl/ceHDPj0PbXF/PVesmRq6qaqdlsdyq0AAH90G82m77vm6YxpkCU3nnnXAjgnLuIixhjwHB4tNvUarXqmbumkl/+8uv/wX/0t+r6uHOBCUMK62H47//b/+rDD3+6v3/44x/9YDyaxATBJ0rJOw7OK6UFoAASWd6TEBNKlLazybNAgYQh3oUI36zwgx0EMAno+h4RYwxAZIwZj8dFUWitu67r+36xWOR5uJSyaYo/+ZPv/d4f/OFkd3ZwfDSazBBxPJ4e7x9opeuyevjggVTCOnf//v29vT0U8vTsLCVer9enp6ddNzjnNGFiVlp7HyaTidZ6b/cgAt/hh1P0buhyey5L7mezWZ435kpbStmUs/Fk5pxrxqOMCH/n3S+sVqtt1yUm56K1jhAP9/ZX2+100sxXG2TQSk4nIzdYibw7mwWM0+kUEQXherXMVrfSGIGotTZKAaGU6FISxFrIFGz0LgYbvE8hWteHEJpy0g8dceq227Zd/97v/e5v/uZvLpfLvd1dN1xBDP1m5frxZtUH8CQQUaRC7Y7MMMBq2WNKs6YW+q8p+m6SYG/OwyzkzykdEZgAvI8pBG00Ine2K5uRtbbr+9Fo1LatXa2u5td7e/v3Hzws6sq7GFLEyELIxDAMQ/Tso2UFSqmYMEQELJLAxGydS5wapaSQHCMwvvvuF473j0dV43r3rz/47ny5XC2WtutJibppxtNpYi60vn76cr1cVcsNKWmMMnVZj5pYFZwCKYNIEnFSNSNTPnp+zUkAs1KqKITWZrWaF1rXdd214fLy8uG9vbv6h1DGFCeTyV1FkZWGKAQQMoO1zlpfFoUREJMFZCB7cfnMDXNNXmO3nsfPvyN3ZuX9nXcUuhCDtQ5RaFNttxtJSMwxBEgYBscJ7h0dC1DVaPzi7FnXtz6M87g7E/q11v0wWGtRAAMpmWVjcGcXz03b4IMgmdsoiCAEZopp3gezvyibULx3RKCFigSF0rfHaINCEmG2CWbTTZYIUrqp+qQU3kMMId0coL33vZIyd2oQGKRkTt65/Gbk6BMkxnzkA/A+JABgoBgjpwjMiAiJM00zISZIMQbOYdiQgvfODSkF5nijK08pca7hb/KQiSClkG/Xu9jhz4JePvvi20yIlKCzgx0cIXjvlZBIkDgE79s2CQF1ZQTovh9ms8N2uz05eTidHMQYHz/+iRLr548/+eZXdwUmCCAz8hspZatQSvB/U/dmP5qm53nffd/P8m7fUntVL9UzzVk5Q0qiRIpSHCoSIwjxQYAYcOCcxD7LH5Ig/0AAGUFy4iyKkzheAlmCpRiSSMmUKC6iODPkLJyle7q79vq2d3u2+87BU10cBfZBguhABXQDXeiq+up7t3u5rt8FQmgAFIMCUtmG49zQDwtTxknTFPH0aH/24oMHMZWrVn70o9N3vv+tsphOmklKTkXTD9f9uBY0InozuMElIiMAyqjR971bD27ZEDMjEYTgRGR7e65L09SVNUYRiUDTNJPJpLCFHztrzGazybVlTAkVkSIRyZ+MMZ6enna98yHEFE/Pnh0/uIeEx8fHb//g+2dngzGFtYW1JVFvbZmtS5k+GkKSmx1DxptDJpNZa7ux1xrm8+nO3mz/YO/u0f2D3X0iWK8vBXF7bx5TkeRSn62k9+Po6tJoY/q+e+3V48LolOIv/dIvvf/hhy+++OLjx58aY5lH51wUJqIYvaSklFosFk+fPsUUjw4Or6+v18tF56NnOD09XaxW060dW1itdQh+GHqSVFoFAF0fiqIwRiutY2ARUUp1Xff+++9u3IrQdN1QFTMAHUK4ZWneyt8ymDJPkHNQXFnasjSB/fPws5s0JM7plMGP4xhFQow+RlBKERIKAHDwMUQRiZF9DEWEGAIkFsT/3yP7/rq6PmHOVruU0jCOsFqVXNwyGPOlmJceN9llItZYAdHGkFbyXJ2oEIEFYioKIzFMmno2mVSTemt7RkbfuKERCDCzkgiQBZjF++Cc8z50/cZ7x8IxRqsLRNSEybvV8lqPNiGQ1knYGKOVVs+NwNaaui7NzjYRKbqJo1FE9DyuoOb47OSkHXpmbqppkJTy0OkWUMvCDAgEZEGSj2xsw8KRJQuyBWRv785i2U0n29qaREjWzOa7iDdvCkGOf0iHh4cMkDhl9Fmu9UdsReTD9z/Y2tmZzWZTa7NTIuNe+r53zvmUFAARTSYlAsYYY4rMKSelvPTCsff+6Ohoe3sLd3dzcXMrDY0x5gMUY8wsU6J+Nq3vPrj/67/yt4DQziqqa9Q6Rk4uJueTrADImlor8GGwhmIcU0x5EumDBwBQkyjSuqHbbD7++OP4GAeIUYQUGVSUuJlNptPp7qxBxMIqACUcUFA4xIDiVSQaZTBaBx8MKY4RmNerZQjec9TWkDGFskiU0zjys6prN9lGcufO0YMHx4poSGC1ApZsZ9HGJAalMLH4FDUZJEFIubJl4CTMjOk5rVhu2G0ADGS0IhDAyGl0jrRSSk+qIqakrQGFed9IREiolWbmxOmmuAI5uzgDF7Qlpc3l9XUbRq/ASZzNpg/u3dvb3lldLX70zrveByJlCtvUE2uLJKyUJiStbFHYy3WvlT04uPNgNlHWxJTIaBEJzo/DoJCePv74n/7P/7KxlPx4efLsww8e3b9zFxk//fTTEOJq3aFeVTEO41VdN93ltTHK+0Fh2Jnbxfn6G3/wu9cXTwHaEJfj2J34c23g/PLUja0xuqyKlOB60cXAs+aeDyHGMJlMZ/MZiwzj2DSND369WWtjbKnaxy0S7h/sgiAHJiQQ7Ndd3w0xRLaCjTVaN03jvb+6urhw7t69OznTBUA4pa5tTVX2g+OQQui9pGZv52tf+aXf+l/+8e5krgCVAIQUU+QQ/TAqreuyKotidC74kKmAJNDUdQipMAacAy/FXPWDmzZ6d7v47p99Jy1dFy4NSIjh6elpU1alsX0/Ri8p4jj00V34YRT0fTUuV+uqrojIBw+g6qppJpO+c0M3KqHF1eLJo5O3fvBWVTb9prN1Maubzabth/XQbwSknNm6riFSiFgUZjK1Shlmt729RWSKUilnmRlBgDiyL4uagbe25s45CVLYYrFc6FLHEJuqAUZNNgUBlnbtuq4HAKNMMZ92HddVMd+erFfLwXXf/+F3gLb2D12MNoGNSXThh3X35OzxKy8ezrd2AXVhq7Ksuy6mCAiU7Rx5gZ/RWTEyM8znO0SaE4rQrZVXns//tNIErBT0zmWndEwppTSO4+XlZS5Ms6k4D1yHYRhHt793UDY1aDW6cHFxIQInJ2cf/Pi94AMK2MJEDsaYu3fveu+VsTmUbVYWu7u7xhRKqULRMI4s8vbb7yyXS2PM9fW1T5kyKCxCwFphSil7uTNcO6dCF0Wxs7MDADwMzruqhvl862pxfXG5/PGPf1JWFSlV1bP7921VlNdX16SorOvFYgFA1qhpXWPii66ryzKGcbozr8r8zQGBU3SqKuazJoYx+KEoSoVInDh4q5AkoaS6tFapQpMmFWMlwig4dHzv6PDi/FSEry4uri4uh657+uTxbDJDCR9+8ONJM1+3rajEICIw2rRV7xLZ61WnFSr973zu5z74OWYzRVKAClEQUEBEkihlRLKHZxiGbM8OIZgYAeDg4MDYYrlcFt5pZZOwARUiZzxPoVVTV7OKrCYfIXZxObRcGmbxzvvoy7JIKUXA6XQ6mU6/893votALxw9aP4LRoGnv6HCxWfVDjxsTY4zanjx9CiFi73WFqiySUgzgOKE1QGSUkRAlxAKVtRZEpxjHceyHcbNZ3zs+QID33nvvwfHLuWvKLQQi+hCGfqjrqSI1juNkWo7jMJvVIpBYlFbNpDEmEhBKFEbGQOSurj+dTRL69mDLPLbw2ssHEDeMQ4QAaKy1EtLp2eXWgQiCVloJQWQgsrqIPkhClHB0sPPLX/3KpK600QCoNTGnTdcOwwgIOcGsKMh7z8KZAn2TBaIMECJQ13XWWuCU9yHGqOx0yOWWMTcLPaUUKlFkrTWIpJUyRimtEFAgJ3KPgqSM/JTPISIiuR7ICWkpL98Rs/gzS18AJIaAICgJlGIG0AkBmRMAEkpMma3y3IcSg9baGmsUpajdABxGpZVSSKiQKWrCRBlDSjllgTO15aZgQVREFHzM/043/FL+7Mu+6X41JuFM0mFMIYQoDEDMCAZvYyp8CIoxRQg+arIAajrZLmzpZx6RiC4vTpcak1VgldEYkUhQ8u8kgCwJlACpJDomTAlG1/vBWQtVXTJQ13XTcsCwVKyEm4kp7+3bT979yfzBy6++9OJ3v/Pnw9i98cZRO6xJyqLZ6UM/DENiiHGclBVqjZp73wZthbQAMCc39l27ntt5WVitKMaYZdve+6Is+nZFgCm6oiiQMPmgwTDzcrm81XblNYYtimbSLJZXfd9fXl3u7+++9NLLJ0+etG1nbYGgZrN5jMn7MfhExADILN3YZ818ShhijDEqo9u2297b+dVf/Vv3798vG9VMSmCSxIS4tVP3/UrZYtMyQ+z6tUtSlpX3gy3MYrkYx9Gocv/gaDqbfPnLXz4+vh9COH/2iAPmI5vXAIE5Rzoj4mazeffdd2Pybd/7BNINedbv3Qgom8267zoiLEqjtYrRpxQAuChsTPAcLmhiDMvlsgub4NmY4s7RNifsOx8j/1W80M15RYqstdaYXD8nzutunVcmMYTog4gwgCgMwqiU0QVhwQLArIUREJBAM4A4F7XS2liN6iavj/7m7PoQkRAQ0TvHXdf5Ngf13JrHnHNZbJA/tNJGawYRBEHMB9Vq0kgkkKLv+s3l5fkwdkF4DF5Zo5SazBqjtNHaaKMQbVGUVZXPhrKcA0BliwwvAcBcTLz3l28rAqtpb2+3aOrIInRztUtiZu67oe97Znb94JwT5qZpssITn+9by+jLsqwmjTHGe69LO5lMsoAzJ9ug1qjVLRUz32SzXf72/tuU/O577ymliZQoFJZ+GJCQAHOTmfvk/E2UVnnoaJSeNE0afV3XTx8/ZsRqMsmht9kqmd/P/BOzpLaAxMwZRsrMGm+g1X/4h38YgZZtf/3JyWfwqwwAVVVlpvZn6OzD8f7hP/uDb16dnx4dHZVbTdCq906TrYt6Vk6KirJS1xiztbV1eHh4fHyMFG1paUJZg3q5bgtQM1v9vb/3n1V1BYVxyEPwXd+z88Ty0Ufvn52dffTBe/mNzVT3zw7qAKCa7aWUCPBwfz/G2BQ0r8zW9lQUAlHkNHSjRPnsl52fn+d4QCLa2toSkY1jawwCG1Tz6TS5TklUgJEDJo/IaBAIbta8AAISU+DsWkXMkVYphcQxRlaGkAARWeJyueyHIQGEkGKMPgT6TGBffktvbYpa6+nerFLGr7t+6Otm8uDhw8n+thhKzMmHTTtoU7z66ueza9n52HXder3OYUfDMLTDSES19+Po3n77nfXQ68K64FErrfWLD164c3RU2uLx4vpHb31//+52sz8/Ozl58403zp+eHty5c329yNLi/cPDyQTatm03XVnY99/78eceHq9Xl+O6/z//2T+ui3DnaL68Xvn2urQ29Buq7PLisqwsA1NlmmoaYxxkEJDE6eT0tGk2+QSuqure/Xu5vldKXVxcopKmqUkTMhkybnDBhaEdEag2dfDBKRdCaNOGiCb1tCjNOLi+7bTWTdMYYyb11DlXF3Wf+qcnnwLD3/n61//iW985//DRi7/41eX51VY92VwtMpAJAJbL5XrT2r091/XZi6W1NqQkpvlstl6vIaR6tzaGaqXn82Joz1x/OaxWV4tTpVQMIXkvthiHAYFidJqs80MXB0hMJbz88qsvv/zSt771rdPz893d3bIsC2P7zTh0XpCMMq73dVktx/U4uu297fl8TsSgxfve+WitRiQASZHbts1AE621LQxzBEBj1XQ6FUZr7dXlJYeYJFyeX45uDCmCosmsmU3mTUOr1apdd36Mq9WaSB/sH3nv62LOzH0/XJwut/e39/crpUqW9vTsBGnm07C3vxNTtV4LYon6CgD+/n/+9+eN+le/93v94ABUWVbL5ZpEqyw1pDxEzw5+CD4yy/37x8YUKbVw4+zGG1S3gIgwiHAKfDNa9t53w5BSqqqqqqq9vb2qqpxzq9Uq6yOMMavL87qpq6ZhUvPtgoy9vr5WShHDpJlwTP3QdUM7m83efPNNa+1iuXbBI1AS3mw2Z2cXi8UCU+yHIacK7u7urtfryWQSOOVTgEVAkkK5JTZ772ezmVIqSyeGYei6jgL7GA4PD40tT07Pr5ebP/32d0bnciTs4Z0700r//u/9XuT09a//+sNXXjK2HAbX1PXl6WW7WN0/vme1ubq8aDfrEIIxJscIBe+bujbZ9W1NYhmGru86EnBhFI7TplIEVtuyulnPhX48C45TfPbpY0bY2dn+/d//vb/7d//T0tiPP3q0vLr45V/88tnpE6FEFhKLAPkhfPjhTxbL5eNHn2o4CHzPEP7bEJ5/5eO5XgYBGG8P6E3oAiokY8xf0fGKZNMBkdJaK1LehX4cWVd5T2XIsCIJKKBKW0yF2mEchoG0RtLGiNEGEpR19fTp05Nn588eP12vun/z7T+r9qtpWWtA5UZbFCySIRNgys1iNdGFFSxAMWmvNRIlkBC9QCynVXC+27QGKaVEeAOBtKbUWnvvC2M2m/aWCNK2Q4zJWjuMvYAYYyaTyXp5tV77u3eOEZMxpbUlUhrHMI5jYagsQWlGiqbgENcHM6xBEfLPfB7u7FcSN+VEQ8QQEjMoZbTB3Z35IvXzyYRTq8gUxaTr4rf++E8A7+7f6e8cH9y9ewhIGbOhkkrMMSVm0cZwkphE29Iam192UdBtqxNjNNpmFV8IQZN9TlmUXBsQqbIqtSHyqJRKElQuaoQzkPd5TkbKPRKpQKRESJ4HP8QYJUUi4hhQKaMUiFaKstSSRUBYRIy6uepzn6mfq/0BqTBGpySoNLMIZP2X5JBxEkVgFBmVUw1EhBGEcuyDCEsEIWR1mwHGHJ8v7vinxDilssDqtr+93QECEgJnXSIyC0OOhMqjWcrzDK0UotaEZFJ0o3ND56eTad/5vu/n8/mk0msD+zt1GEPVaIMUmVEABG+W5pqJFCiTwMREiZVSejKr57NCKey6dQxJ0xKZDZoQg4Lp/s785ZcOAOIwrmypqaibplCaMCCiRrCFNV0/irA26H0KiZXWnJnzKQkCSOradd2UhJB3FTFyrqAmzWS9uEopZHOE8+OtxPHy8jILIHNdSgRKq1wrZsnV5eVlZe1sNvc+dG3f931KYm2hVUKrjTEA5L13KQLgzSgQjdZ6cK6qyi9/+UsvvfQSIjL70fu6mDSTqQJBmsW03Q7u9Tde1mb7e9//qCgKF5k5aU1bs/lrr70myddVtVwuju7eWy4XN9ikGL33oAggb7OpbVtjTV3Xs9m07/t+WIfEtppG5s1qsRnGI2uVos1qPYz9fD4vyzIFl3/f56AgRAIiUAq1VvnUmk4nDx483Nk6fPToqfdea/v/UAtndj0C5gy53M4oxrIubjCTLChAREmEUaJwREGU7NZBAJVQJWROhjRpCCGCBIPKaqsEgZG0+huj8EQiEBQBRKybZrq7a2qdFXeZ45LnqbdiQkTkJN75fux99IgIRMENHJUkNoiIUBR20lT7B3tFUw/eOe8jp/V6DQApJg4hpeS8T8y5ns5K8bx800ptb+3u7+9ba1PwHKMbhnEYIkg/DkXVKKO11kaZsrQ7O3s5G90PY4xRK3VDiAqB042UouZ49YMfLJcLWxbN9vwGRU2UmwECZB+iC5nWmkv8lBwzKzJVeTMkk773LoJQYSsqLSjaPzhEotz1aVIAElMYx7Ht+7wrizF6QGtMLh2stUkkpMQ5LSfGvKMTRBbhlMIwZC81AeaBKwAoZBfTvG7W/birzM7B0cF85/ammV9tdjXkvuIGqQL8+PHTppm3tm3qWVlPR+Tp1n5TTSBJ6Hw/hhDC5XW7Xq9DCDlfTkRy+O/W1lbTNAf3jsjHncmsVtYHr+oSaquU2t7enlTVdjP9+td/YbPhvu9zUnOmsOT1Zo7NiDFeXS/c6ILzbhwff/Jo6LqhXdaVLuqqqhtS9t7eblZ43lKhv/SF151z1tpMc0kpNYFTiH50kHytpbGqVEKIiQOEgUWBtkQ6A7+RhBCYWUCQtELSSqMikRSYEwgrIECl8OjwMLvbi6IKnEiZzwZ+ZPZmtjDdqj0vN1ehG2a2MsZeXV1drZfJkKpLY3VdlE1RzutJVZZFURS2qipTVdX+/kFiJlKIFIWLovid3/qtg4PDn//5nx9iUNa0fZdAUkoXZ+dvv/UWsCwev/vC/fubuHr/vff+4W/+5te/9ncOdg+SoCAQ0cnp6fXqh6YI9+7dM9Ye7Rx+44/+4Pj+0d3Dg+98+1933fXefOvP/s0fTRu9aVcZhzufT/d2DkIIo3dX58vkoagqEJOZjZKpbyxKaef8MOQ0KhCBkGI+GWJMCoAjQ4KiqEjUsBlccCg0DEOePipF+S6PJMxSljoTkmKMVukxjG3XQYSduwdG2/fefWc2mfXrbnd7p1tvFJnNqh0Hn8VFSul207sxpCickhsDMJdl+fLLLxdFAU31+quvv7yzb+tiubr49h/9X5aUdZCXyShSVZXRqu8GSTAMzloCFiRS1tw93n39zTdOTk4m8/lxWQ5Dn1LqumGz2Shl7t27R5E//PgjEKzKKqVU1/Xu7u75xUk+qZi5LGtCTVgiiSJEUMIEohQVfT/GMHgfJKBCCpIihxgYQRmrfPAxpeBSTKGsyjtHLw796H3sezcMY1nUItC2Q0o8aaY725Nmd8f54ScfPHrDPtzbO1wtO+b4wU9+vH/w6gsvfLFpdtZrn2T57NMnv/Yr/8E/+V//DG1JMwAAIABJREFU0cOHD40plTJV2VgzKrQEMDrPWdCRH3vZscMwm8w0aciDEpKfstvkxuktnLIo65YXlfVFZ2dnH3744cHBQR425aGpiDx79mw+23r9zTfR6CTgYjg+PhaGftNaY7pNmyQlicvV6nvf+55SqijretKAoDJ6Pp8/ePBiXde+75TWb7/zznvvvZ8vuq59OgbPLACYmDmFqjB5fZF/eiY/iUg+UgBQ6fL09LSqKtSqKOuXXn51NpvlmjSXHWdPP9lqCiT67d/+lwkgicSY9vf3v/jGFx88ePDw4cO9nT1bF9lYqLW+CY8dx3feeWccx8ePH89ms9lsS5F2/WCMHscx+oCI0Yex768XwQ+jcy6OAyoah+7Zycmm777whS88fvz4m9/85pd+5mdns8YNndXESWypbWUiMAASFOy9D/26W0TZJhL4d9hF8mDzuTQupZRYQCQlAVKgNX0Wo895HKlUVVVa66HvsxvTh6gL29RTABDBqqqms9lqtdQKkEQpRYRGaxWZYwwAiGgLi2hLWxBRihFJr1ebwUdj7Tj6bhwMqVcevnR1fv65l1766PGjqi4hsUZiZoUkMd0snVKKnFISF6Nke01iH11+pOY1JhEVhZlMppeXJ4f7+2+88cbWfPvTx6chhHEcRbgoCmNCVVZb863Do0NJvu2W+/t7m81l5KSMJlSIaExhrCWVEeAJwXMcJUlVs1H+zlGpKCGnq4vLadMoXSMLc4oRQcSNo/eeU4jsEaJS5vLybGf3yI1D261dUGVR52cxZ56qUkgaUUVJAmRtWRZlfsbdzmrzXutmUOudAJMCQI4x5lgUkZ/i9FkSCwInRgTW/FzfCyIiEVgBMwjHGFncLaf0dmCdjbi52AhukFzCMSMAEaUYkG70figMCXLtkR9/AOXNllhw7HvvfRIoLHEKkCIzp+C8HxUCEyAq5KgUAhKSogTPc3wxzyNENAAojQKK0NyqOnOxlLHnn6VnAwIwIZEQQ378gUIiREWos5qOUJFGpbRSBoD60W3NZm3bWmNEZLVaFSTTSW3pUGSVkjCQMCUWBkwiLMzESApQs5jElBj7vtvbbRKHi4tTxHY6KVLU2hZKG0rCkW2p7h4fsFRjaMFyYbQfgx9c78invt+MKdYACkFzkr4fu26MSZIGRRhCRNRKYd9urjWul8uUgtbamJskrSxhcIMzWpHWPtLzbUTMx+Im3aosSAkg3rt/r+t3QwjOOyJQIqUx0+k0k3XHcSRSmZ2Rn1/jc5ToZ73c1ppc6l9cXDRNc3R/30fvxoTsREQh28og8Odf/5mh18L/BzPGGKq6cuMGEO7du4sSTs+e3blzZ9O2tqg/+eSjva0ppDHGGFJyzqUUtmYza23TNB+t18Rp2kyquhoWy8AbNCUAEGDwvq5rpXMnlkA4cWSO6qa2T3lXfLOF4hiiJ6KmaXZ2dhTpbD29HYd91tr3WaKs1jlWwFhricBHf8v4VUr5yBCC0hoQb3bNiCTAIUrkpECB4pDC6BlIGY4xQkqgzd+Yro9TQsSYQCmVYhyGoXUxn3whhMvLy7z9tNbGGLPP2I9eoSKjq6JMwtnGU5UlCRfaXJ484+TbdiMoVV2P0bfDEDk9fPi5g/19AsxvIgNEuWnPbGE0EohopQmx7zZ91wf2rm9RklK0Wi6uHq/v3r93fn6qtAkxSn7BWQaJaLIkFZETF0VhtFZ084TLdWfmTW/Nt4qmGp272QciSmIQUDchVHAbO54HcpklDQBD2+YKg0F8y4FTWVU/3fVh/oNEVNfV3N54DIzSImL3by5UtAWQiiwhRAYUkeh8/p95YKOUiqSzKhEhb6QwRNpcbRwW88Njqua3ypZb7Gf+5lVVZS0WEXEE9OFq89ToRuvJ8fErUpoEKIKYkGYw+P42OzX/nQf2/gaSDkMv733wgQ5sgf7i29/50i/8/MV6yVZFEESwpAttku8PDg6Koggh7O7uIiIREClEZa1tJhNEun+4zzFZYwprg/PGmu2d7aqpBh9DjotI+NyzDrfxUEVpEKGsi9nnXmBmD8gxkcBqcX369CnFob06YRBbFDwENCZiiVJqXRIhCQtHiR5JcYoJGJK2RRHc0FQmxUjIF+cnx/fvCofTZ2c+JAZSSmljirKs67owVBV1Uezc0nEAIKUYQhxglDGYKN8e28PDvaKpr7pNF91m1a/CNSaBW0oQUFnXeXiBpAAgxoRaV1W1WCwm00nXdWC0RqzrWhdWa72/t/faq6+iwPmHd/7F//YP0fJXfvGrv/Jr/8ninIfRVeUEhJ6dnOzu7bpojJXlcuW9f/bpk8lk+ju/8zsFDlcXHx7fvbu4/qRdrzXWW9O94GNVzDkaYqWgrHTTD32/Fva8WK4P7jZ7uwfAarNZI+J62Ybg/RifX+xV1w5VWV2cX27Nt3fnu1Vds+fL86voud+01pRGY2EKAGmaZhgGQUkSFSprjUJdFbX37tNHnxaoNmPvYyom9W/87b89dMPH735QFeUwWQ9dJ4CcEogE70VrAPDOBeeZEwgoo1BACJ0bq6q6uLwE4Ov1tb137+zi9DINkbs4xlJXe9s7zOn6+no6nXrvqroi0s7FMLqiqatqure7pybpj//4m33f5yuyW7evv/mGUfrx40fO+9OnJwfbe03RDMNISkUfxn745OMPy7q4c3j3+vryXlFoa5KgIiLCFP1isWya+tnTS86cKaTt+c5kq4o+llWxvTu7Ol2ZQvkAzWSy2WzqssiGNz/GST0LIY3jONvfHvrx5OmpCGptVov11tZW1JICTOudkyfX69oaqozRH3zwdjM5TEkfHX1+HEmRm02brt+wCCIBwnQ+r6rq+PgeJTRKD8574bwZizGGEFMCpWiz2YQQUuKqqnrfPU/rpBtrH9/QFJ5XjREAmqbJ+9iyLD87fM0luLXlcnXRdZ2LSVnjYiBUIoJAwaeiqA4PDl2Yffzxx/fv308pKW19DMLgnNtsNp9++jTGWGrlQ1gsl/mi29nZEUbUilkyw9NoMgrzIGa1WsUYm6bJr8E5t16vU0qlaUbnouDu7g4LNpMJkFJaQ4yk1PbOXrdevvjgXtt3B0c6AYQYmSXF+NFHHwfnf/AXP/iFL30pYd5syPMoFxqGYTabzeezL25tz+fz3IgOw6CVKkv7woMXnPN1VdV1BSgEmFLqF9ePP33y7rvvllX9+uffmG9v/4evvfb+e+//0R9944tvvjFpJnePjpqdCVNSllyKwKSo+PiDj+uJPTjYrieWUT7Lwf8MzEWY+dbalg0nN5RyJCR5jmgnrXVd16Bu1BPOuapuZrPZut0YWxhjszUgS3bv3r+3u7t/enIyDO3uZAaYECmx9MOYRICw6wetjNUEAIooGzQuLi9XbbtcbADwaGd/Mp+dXZyX1n7y6BEQtm1rlC6r6ujwsL9ekSFbmIQync28c51LUUFdT9fLVW0LiexiuH0Kp5QAVNu229vbIQQiads2Z5dVVUEj5SiC/CsURTEMg7X22bNnZYmJ2ftgrUoMIcSqJK11lsAGP9SNQhqHft00emorFOd9d3YSzB23tTsdPDPL1nxrGEdEXK+6qlRPnpy89NK+LcpXXn5Nm6Ptg8OiQaU1gXHejy6klGxhQ0hVNUnMGpkTxigOXH57M6zCORdjyrgOk4fC2twcLEOAwpyKoiRS3ruMl8uSbwQQYa2IEIJ3AsFWM+E0DH1gMQUoLbd8vrwUurUIZvkSp2SMsdYwqxQjp6gIjdGcEggRUWLQAARglEKlEDgnNwbnMuXBIJKSPBISjjF4EfbeBe+AI2G22/NtWF8OVZds7UMBkBBu6pZ8fG9CrZ67+vMnMywqICQArTSzACGR6rp2Om0AcbFelcYMwSkiZjWm/uGLnzs9OQehtu2MJhE2WhOB92EynW3N7kOoOQwxxL7zPiRQFCUBaRSvtEpiXbAsOiZtrEkiSHjnzp3zs01iSjzDpI026/XVcuPKypbN9Oz88v6Lr3568QlYSi5ZNBbNdGvrerVZn/aQeXNAs+mOofJw/54Z1yFhWRWQgFNQJMJhHLqb/IsIOzs7RVGcn5/PZjNnaLNe4PPSqG1bW5TL5TL7rfJEbGtrL8SYR+17+ztpnbwf15v1SKSUsoWJKcQYtNZlVXgXU4opCfNPi0bmvDqGvJfLZ5pSyrkYE1bFpG62CKhpyum0fvz0yXe+89a3vvX9stpqN8EW4txQVQUh7O/vT2obolssriezrZj83t4eJv+1r33tW9/6Vu9GEXFuuL6+Hoaha7u6rnMX58YBAWIIWpnVammKijDvYJMhzHf1EDwRiXilkQizQzamRERVVSLCdDJ9+aVXjDHexds7ZD61bpSMQtFHRSQgWuvb5xeIhBC0JmMMR0ZEn6JSqm4aFzxk+ytihidKFEI1hNGwIgOJWWlNuXTUFpT568hu+Ovq+kipnORERFVd7+ztoYV8e/LebzabGGPuKPK9I1+fXde6GJQhAOiGFoRTSsurS6toeXXlvbu6OgdMymBMiSUhyPvvvdtt2nazqWyBiKu2XbVr51xZGGNMU1aHB3uZnWqNmc4mVVE8+uijpiqnVbF79849QS/p8O4dpawgGFMoJGO01moYhjyIcqO7vrrKi69xGM/Pz7331vv33nvvlddfW59vAkgE3tvbA0StlLWWAFFpXejPjgSY+Sa7AyDP5H7ywSMAmEwmk9nUNJWypuv7THNBRE3K+TGlSERd17vFIl9F0QdmbkxRVdVyudp7sHWj/lUqMY/jmKNFcm51nsYErXP+KQIQIKfUh6SREulEGovKKr6tAD6bjZPvlTf5h6oxhRE0MRGZsqxn0VAOPiVAi3qrPHpu7w43UlIArXVRYVlv5xuNpXJ/vk0u/uB7P5xv788O7wQFCSExY0wc4nzWZBoSgLlYtBlNkc8Z733m1lw8ej/5gIgKsG3br3zlK//+175W1tX+naOHL79U1mbs0+2cTz3/yF+bFVzM7GP041hoUxKcP30yrYu6LDKAJ7jRj0PoO4dodDmbbSOI61uFmlNUubTnFPph1kwJJMQEMSmMEv2f/ptvvPjCw/vHx2RsSjKZNHVd3dJcAGJZZqtkl19PSslpMIwhJI5uUhf3Hxw/KLQqrdJWAVKSwhrmtNlsRJBFQojX1wtBiCG2bTcM3TB08/l8sVh897vfvW7X2logzI/c+XS2u7NTFeUrL7zw6ue/8M1v/+GvvfIfv/za57sD7dvx6O69bnDb29tVXW3Xh80k+xeBhHZ3dl579aWnj9793ubk0SePu/bkjS+8vrhaGDupKoNIXTcul63WBgC8o6R5HIbVshc5m5STylRn67PVarW9vT2dTQtTjMMYY0yuq8rKWANbVNpSkY4+5E44BM/MiUPykSCfkCSS8lLF+bGua+aIiMwyDOPW1q5LyXH/q//Rb3zpy1/+b/+b34yjn27tzOoZR2GQzM8Elpj9HoioNIcIiGH0gAgiiaO2BhghBBfC9Xr55OTpmtzW9rRSqnayWsaTsxMBeHjv6OmzZwJSNuWrB6+8+6MPIcXt3el0q/I47B/uOedLW4rIxx9/rJE+9/Dhxx99NPauqZuzp+cpJWDM0/HptFksFpu132w2znlB0UDtxlV1UZamsLZdn19drCeTZj6fM8PF+eWdw8lHn3xgrf3Kl746aaZ/8gd/1nbr4Nm50Xu/O53uHux3XbdatVoXQ98KY7tpy7JmlhhZKUKlvPeJ09C2vld1beM4bm01s2bqXffhB2/9wpe+en35ZDq/E50fh7aubIxelOq6btOuYvIixCxKkVaSWBSJVoCAhDolRJDgnNXaKGW1HiOJkHxmwcDCKHK7bZhOJ0DknBvHMcbYtm2+ZvNmo6oqZt7b29u07dHRXSEChYLZy1FIiKvlqt1s1ptlWZaJ+Z133rm8vJxM56QVJyGtptPp0dHd7e1tiMEWxcnp6XvvvS8iZVkuF2sJGGNeZYEb++jHHHiV9WC5Esqa+YODg+l0uly0diyUUkVZmrJQRmdRBIOQUqSUCCYgJIPKaE1kxIdoLBIi0TCdzu8fv7hx/WdHgUR0cnLy5OS0mc27rnt6ejb0oxtdCMH7cW975/z8vG5Kjqmuq2kzYebpdPrLP//FO3fv/vKv/Iqy5unJ2U8++ciU9Ve/+u999OEHP/jBX7720svHD+7feTBFDZvBM4AyVhgqaz95/+17L9zb2Wsgx7n+v/XqiwDchHHlgXfwPkMyMymRmeu6xkz6fz7/Hp0/Ozu/XiycjzGlq8UCJ6XXtLpcLfoY0fhx0MYURdlUpSIUZmW0G/uQeLXppttbzJJxYihMRICordZlQYioqJlMUu8W7CNGQB2HbsozBGnKyihNoJRSZAmsvukZ5Dav3GldAnPeWuTRc0opDyOyRyh4k29NMYZhGIi0LYvd/f3lajGbbW1WrSLDSaKwMmCMVuom3g5AjNFlZetidny4nbx3PooIsrhxGNN1obYGl4zJT9VZ08yr6tDYI1vXokYGiSE575iZtCIySqEpSnZh7NuYWERlmGdizpXJ7f7hp2JdhTdNFuRfOuW4bWadh9pZrkkERusoBBBBqKhqRFFIqFVhbFEW2thbj5y1+nbXkUWbAOAwEKE1RikVg/duRASjVAIQ4Jzvnrf3Kq/nAKxRIUfzRc9ARVFoYpaUAqcUOXlOATiKMAjHFIP3Pvj0Vxq/yMwC6XliePTeK6Rbe0v2H97WALnxyAxkEswiBZGsztN8g5RXqJRio7WWmIwprq6WAIhaAeZw0gTJQxKSwpqqLIg9DZtlN7ZjQOdS4BQASNNWI5BQkk5ciJTG1u2mq+vG2JiSpCTBM+FUQCNhXU+AWGli1A8fHr35s69eLJ+NflAshTZt74LbWOUV9SmJcLJ6Mp3Uuzt7KYzXzxbKVsIAkcuy4BQ0InCMwSulrFUppaZp2q5947VXCkPvvftOu15nKqEg3GZp3m5xQwhIN+id3DCLiA8upJDbc2uN994YFWPyYYiBEZFIJMpfSXIDCCFNJgUi7u/v932/uF4KmarY5qgG56yptrb3H316uly2ALqqJl3bsvicoNNU09OzZ0f7ewcH+wD7V8tlvhIXi+snT55Ya69XSxGx1rhhyF1rPspa66FfWFtsVhtiAOHonVY0nTSltdE7AHBuIBJSCgmJyFoDqJ3ztjCI2Pf9bDZ99c3XjC7H0SNAblz/7cqI55dbNjcphcYQoMQYhaXQFSmlQEgpAMpoCTeMyGIIMaGPEY0uypqARcDYwtiCAXVRaWOyivVvTNeXs02zaXyz2VC51JXKioVbSHdOZryd7EqUwhbT2YwMxRS1xsTJarW3NdMgP1wtNqvF2K6dG2OKW7s727MpI5VFeXh4xyglKVtH+Hq9DMEVRbFZr+M4XJyfG6VSCMF7QgTgR48+2j84WK+Wl8uFbmplS7i6IjKoqCxrAByHTikoisKQyufEnTuHxhh8fqRjjLLuPnn0aDqdmsIeHx+T1SKijQGRlJImJUgZMXq7Pcttz+1GOMYckdl++ulj1ITWoFbaaBZRSGVZTpqmrus8wJhtbWmj87lllCYilSSE8OO33watXIpEirRilgiQ8CZFPCFGAJVxNwIooG44MaQINRGKpOAlxe293dvT96dW7+fhDbnrcxE1y+Wzp63rBz8ychRJiIqQlNbK9GHM1YRoVMoQCEKGNWNRVIjIwqWxzEhWmWpCpmCtRAkSGUIlqDgXimhrFUIIMU62dsZxVKaYbJlcMHnvv/xzPxO8N1ojw4/eeWfj+dt/+Y73fggeFLngCShrPHKbnT11zJwZ1ru7u/P5PM9+CHDWNF/+pV984ws/UxS2KKwpTD2ZWGsjQhBxPrbrYRgG53y7WYXAKbFIcn4cx8EnIxw4xuiHxfl2Uygt6Yff//Nv/+mfJBaljdJKOCqlyqrKUmEkMloba43WefARCl0pa5JMquLq7PTq6tJr9CIxJUiiGADys1+JiDJ6Pt8ui5K0toXZLbcZEBGf/eid3b3dX/ylr6iqQK1CiqS1iLhhHPo+xXh6ebF37/jlz39x2fvf/t1/XeD+aw8/N5ltn569r7VeLK5Ua8PTa6UNJ1JoFBInP9va/wf/4L/4k2/+q+/9+e+3fTDVpJluj6Pr2nHTuX6MwIEQEYVQF8bszLYuL69/Ej8qy9J1QYHZmu6Mw7ju27ZttdLDOFRVmaXz1+56MplopYVxPp/v7u4GH0UkJT47vfCjG/vBFsXB/kFRFlVVXF8vzs6uurar66qwRdt1AeLu/Xtf+IUv/e///J+eXZynGNmlqiy99ywJtcpmXeCUtcvBjYBAxnAMSqkUYuDgkmcCIFh23YePHtV1Mz84XPYrTtwP/TBoa6wt7WQ63b9zEFJghq397Zdff7i6Wm2GRTeumu1aK71crMqyrMt6d3f39PTkx2+9EzkZYzbLZaMaRASMxujI4eTZs529HaVps+76cWDmk2en2k6YGwCZF5MHD45Xq0Xbtm27mUxmRVloQ2988bXl9WpwHZJ88Wc///DBK//8n/yLPMBmBu8jolotVkVhh34oyyr4RIiKKIjv2gERp7M5CZJI8uxFAHhnVmooxv70zr39P/7G74Y4Y6lI2t2d2Te+8Yfn5ydkS9VsWWuGoeWopkWlFGOMpMBaAlQhsEgus6JAjMkNYze6QZU3nInbri8fCMSbmqDr+n4cELEsy4wdbprmlh2fYZ5DlOur5WKxiCJj8KR1lg1jEkJFgHXdDK4lxNdee+2VV14hZQQBgVARM3sfLy4ulHA/DHnXl1K6uroyumDMWjgSgPm0ycz3Gy0x4s7OTr4Z5nb06uoKyWSDrrLaB0+aDFhBiTEycAJ2iRmsEOSEsATJFDYHFaNOQtqxhASMmPNhEdFYa8omysKUzURZWzZVWblxVEoV1o7DsNhsPvfSq0VhgneSmBTFGP6Hf/Q/ffjJJ2/+7M8d3rvX+XD3/vHZ1XJowr3jF5aX1z98+63/6r/8r3/5a1/e2pt59sqaerK1NduvbXPn7rGigsgy4/8HHrhSiuinhY5SykWfCfi3g0IAMNbic+aZiDRVncXVgDSdbhEPQ+AoGNHU8zmVUwmbqiwAoeu62WRitUHBmCISjSHsNY0LvrSFIgIUQuSb7hNiSoGTLi0Z7RrjxauE2G7qsEcgtTYAlHJIkMKAgoicGDOvwt6Y7WMIIQwp9pPJ5DZmmpkBVIxx795ePiHrum6aichgCwuIWmtrS+euJ802JIzMWpMhrYABKDKK0sqUxthC27FbKBFSmhBEUgxjRBaMgPov/uIHL7xYXC96a7fLogQyQ/CSRkCUqDJtkqP0cWBActH7gKQ1KucCypA77Xyx5JQRvknkRaUUwk2QutZKKaO1vrkMnzNaRYQ5Iip4HhbFEEGYUxIIAEjaodOZI5iPb241c1XzU3lb8s85TBqFY4wofBPeIJzXGsaWAOBDQkQGyHOBfhi7rr9ZNLFHEGEWjjE4iYGDlxRAEqeUSRvPS+08r0MizGhQIhAxAKBv9C83K748tcmtS3apZIIUCxptEQnpZjieIrOgACSWEPN7gppU23WoCAWTRI4+YkIJLJzidje41gSVghuRU2PKiko0wJFD4FHZ4KP4xIDGOe1CCpFsUU2nEJwv7EQbVMjMwY/BkphapyTG0JNnZ//jf//fXS7cz335te1JdXFygjEUugvhEqEvKxNcSMlx3Iq+dv2GgSj7bgnGoV0trj/30ou7O9ttyymmEGWz2Xz88ccPX7j/1ltv3T3ar+u6b1tSyhjDID7ErGbPIJPCFtba68X11fV1P7STaa200lon9imlmMQaq5Qg8ui6lEAkIbEIkEINOiW+yQYBzqdE13VPnjz5jd/49ffff3+M42xWPz15KuFkOpkuV9f/N3Vv9mtJdp35rbX2FBFnPnfKsbIys0ayRs5kkxRJWeputAQbMlqwHxpqA/6jDPjFQsOADNgwutuQLbVGiuKgbg4qVtacU2XezDufOSL2tJYf4uZlqQ0bsCEB7nwqJLKAe8+J2HsN3/f7fnnnF7PVQpvq6dHRar3IwG2zGfarzXqzXq2I6Mtf+eIPfvD9nPPlS5eeHBzWzdpa88knn8zn8+29Xe99jOex9c8QVGCMqabT09ncaqOdzTkbZcbj0c7Odr/f26yXzmoiYc5Enf8LSJExzjnnY0wpXb58eXt7S2sdY0TEmOKFtvn/rvHrfAyf/Tfd9EEpVxpnCqe17h5+yUxZUIBCDm0QQnSW8fzBjjHlJAzkVIrC57EB/wn5+jgLC+ScFdFgMMh0ztXtjiRr7Ww2u8Dr55wxo1WWDGVJibNARuTNan2w/ynkvJzNBMQ5wzmuN2tljbI2Cb+3/zQn6Zdliuy0KUf9Vb0OoS2KAlKMIVilqtIRkgLudESG6Ojw4PLsmhv0h0WpnM2knKuU0f3+0LlSkWiNbdsePT2YzWaEtFouRaRtmk4z2bbt55+7eWEtXa1W/fGwqirrXGd2d8YqrVn4sxKabuHT7TYBwHsfhA6PD1xhgNBUBRM0bdu2bYqRmY3SItCtg4uqqnpV91w7Y621o7LXudRsZgnRGCChrvPMLJ1Dm0VYBEVyWGMX/EGkACEzxFpZZygZiaWS5XJ5cRN8xtdLnw3myoZ6SjPFNq6auBKddGE4c+YIkiR4csUzuwh+ZicuIkIatFaIOqB2oFWWNuaQpBr1UWP30CtAYogpxuQZuBwOu9KhXw4vcDhdxJ8lDOu1KG2Mie6R1vryrVcFIHKOkhMzR/4ViJy5mzJorZUxmehwGQ+XJ5vVzBlbOJf8o6OnBw/u3b127aqIzFeLboCaJfpmPRxMvv71b9y4cdNpg1mGVTEa93u9ctCvjNGbYBCkV5XbExdbnox026bHj4/my1Xd+hhj0zbr9aKu67ZtvfebzabD6rRt24a8Xp6mlLh0YdNe374rb08oAAAgAElEQVSUQwscb964uYxtMRj0B4PCFBowphgldY6j5Wrz6aefPnh4V4BSSjHmJviU0rjQDx7eW2zmq7YBRajIpzidTrcm00t7eztb29ujvY/vvvvw6eGXvvu9t9/+nsPt+nT2hS9+5X/9139LFsaT0Xh8FaDvbJVF54yYKadwdPjgbLZ59OS4iYiKAGLerFKIqLSyNi5WwKBQtEJmkAzOqJ4brM42qWSNNmc5fnJaFEXbhOxFWaSsY51s345Hk8VigUybuu4S0gDAFKb7g2KePNnvUjS75OiD+TwELyxt45u6bdt66Hps6B99+9t//v2/vP/gISCN+gMCnI4nzrmWudCUUmLFXYxvd/ejSGpb0JqJRjvb6KIPDZYatqYcsi6Krd3dYz8/PZ0NnTMxhsBlWc1W83fff6/sF7ZyvV7vbHXsc2MrZRIWRXn/8cNBfxhDaJral00IsVnXrihH1VhYNriOq9RZUdartTLw3K3nx9OxAC83a200IHofk8TMIWe1qVdb2+PBsGia+vj4GDB+93vf3N/ff3K479tYFqWBog3tO+/8rdY6hlQU1Wq1amMoiiJnWTTrlFJOwpzX6xUiWKMROITg283ueEsTLWbteu57vZ7F3pNPD27ffO7b3/21O+/fe+21L/7yzr3SDFJzK/qaOX74wSfUG5Ia7O/vP/p0vwBVWVPHmLV5Zp/W3UK9KvtE4n3bQQJjiAL0WYUn5ExddQmAiNvb264sOqduBwq+c+dOt8/vCEAiUuRzYi6RKoqCtNba9nq90pQxBN+0m2ZJWqy1T58+nc1mZdVfrJYp5jZ4ACjLXlmW/cINR6Ner7fZ1L1ebzKZICifYtdAppw5R+99F7bezeO69IimabrQl7Isx9OtEELjW+OM0sTC2DEFVbfcwizAqIEkcUamlDMwS2ZFJKgzqNr7JJhTNxrX2hhtbd2eoDLGlYnBpzZumrIoCOnw+Kw/qGofE8u4NyBlRHJVVfuPHh+dHN+4eduW1XCyZRKfLVaFq8i4kOXV115vm+bp4cH/9m/+9ze+8EamfP/TT2NGyHrYG/ULu56fffGtV29cuwz/75d98qy2wme5tVYg5wxy7h0SEa2oV1UpcxuDNdpamyMj4qVLlx7vPykK3dM9RwwAhXYLL0vPz+3udva8tq4HVc8UJiXuhpi9fq/oVTo7RaSQGM4jBHOMAZiZx/2Bqapq0C+vbCPRYDh8uL+/Wq5u3L6dQCJD6o5yhKg6nKx02j/nVMfH7hKAH9x/MuhPY7uYTscbX/cHfW1Kpc93gFrr7sGYTifL1TLE1hrdes+CCAqBUABBgXQDC5XQkNbalIyUcquUMSiQlUgwmqreqNq9dXbcTLcvPXxQ3n7xRes8KpdFS/fWUpacOHYbKeq2UMKSUm59YJYUc9ucDvrTZ3F50FnWrbWJszB0+mFO/JlySxvjRLoMV621AuiuVFRd5NB5yAppY7TWHWETsYN5cjcC/qxR5SJ4FhGFO36BaCKtLYHEGLUhTufg0BDzeZcoWUAhQPe6OWtEqs4GEpMgoEiSRJC77zd1rmEiQCQLhs7jvuS89MoBMgDwRXmgSF3EDnc4ys45fyH77EQ6AkjCzxJlsMtx69KMc84xMkhy1obEvZ4WL0iSYxLxiDFzwzGFNOpXLpMWAVQ65FB7RGWV02JzW0Phk9KV1tW6UePR5Zdeef3OB3e0tkoDZ9uGbDI6ter3TemErZKEMXKKrUlhrLUZwgAMcm2U396yvSk9PNwgeuE2M+Tccp5qtTXoWd86YeIkiF2oIY8Gg5xSzsm3rbXj9957bzAYzGaz565e3t/fR8ia6BzfQMgCXZ/ctp1g0ndbr9SFoj1bUQBI53pLOcQUYmy7RaDWRgHFkBGBhBApZxaRLrUstI0x5r333vvRj36Uc177pak0ET8+PDo7tQKiFCTJZ/PZyenJpplZNwiJYvREaKyZz+cPHz6cTCY/+cmPr914vhNpxhT7vd56vV6v12VZMidyLnrf9RTEudvna60r7c6WK+B848b17e2tg4OnbdMUhev3+zG1KQkikkKt9a9CJkV6ver27VtVVXkODYeqKmPYVFVlrf0sw/OzK74Lv18IQUSZZ6Ssc0UokXOOjGYInZTOkoKUU9Ny7aUqkkCIAUQUYfAxMQMQmaKzieJ/Qru+8wNCwcUZ0YRQVdVF48fMw+HwHC5yztMzmLENzabd1G2z3ixXq3lOwTpXGt3WtW9rACircjjsl1XpykprTaRjG7XSirQCXLWbNvgcIyJqkLqul95rhU29QebtrS2jVQht7ePp8VEZQjkYSPBFf3DR8CCiUqQU9vv9/q1bnaqzi6NJKeWUUkqbzcafzMqy3Gw2IuKDT/P5fLFAREVkjLHasEjm/NmH42Ji2pXv1tqz9bpT4Q9Gw8nujijUxnSu9JSS5G7nTjlnH2OIobNuo0C92XAb+v0+kYpddu85JP1XunZEjF3qIwBwOAfAMiGSZAYOGpRB1pidBtPvX/ycn1V4djVQ998NeqVFGcgQQ258rMm4mCWGjJk58NF83kmz+v1+956EEJAQERMEkYyAAlYIUZEgZgCljRhihSjAMeUcmxC0MQqxjbFt26ZpptNpbNvNZtO1o977wWBUldWoKKkoyPUYwIsSQjGGhQHEuXNRSvcbXfSx3UcUQogxXrkxXa1WWqneYFJU41UTbrz4ijFq09TQTY9iXWhJiR/cvXfnnV+KQE4RkQE55ygcESHCoN5sCqOn44ECGQ37OecvfvGL3/r2dy5dmSaGZ41nRxgiYyAEqOvzsN3utH3/00cf3/lg/5P7w2H/pRduX7vxnFeQteLEyYfsEyksnOvCSJTCW7du3rp1i0E4C7NEzjnnez/7+d6lS1/5+ldFq9q3bfAZZLVaPd1/cufOHd+0k0EPMX/+jbdni/Uf/+mf2TTeHo40yGx2RhbnZ7PF8n7wJwj69u1XSZUxxuFw1O+/lPzJ1Ws3Hj68M9kardanjLluG4VWGV1WZWhaZ3SvVxoFMfoc2+6u7fy6g8HAWtutrLulcVEUMQRrzWg0Wq/qtq3n83mv19PWIEFZum7GBgA5RCFg5sODo6K06/U6pQgsHcsYiUBgOBkPRsP3/+xDjappGiP23FEcWZQoo7NwZ6PqqtLc1OPt7bZ1Hctxa2ebaVP7ll3RH41ksSrKXshJAMbjsWFWSQbDflVVpjQRE2jQVq82q8IVm2bd1n5Q9I1Tg8Eg59Tr9zjllGOKUSm1vTPNkX3jp9Pp6XqWUiKFXRvU6/VeeOGFo+MD1MoHn5mn0+nZ4nQ47O/sboe4EUlIMp4MrdOIWBTGGGo3LTMvV8uCcs7p/v2HPuTSVF0ykrG2SzhExOFwWJbl1auXZ/Ozp0+fAIjWisgC8PHJoaGCQEtijWa9aBIuQbX/y//8B2R7k+nlt9549WD/8PH+p//lf/FPj4/3rz5/sxjvPTpab21Pjg6OZ4dHwRWsyGMTYwQhpZS1bjAYppRCiCcnRzkLAGQk6NYIpBDoPCAaBJ7t+g4OnrYhDAaDwWDQpUhfuXKlkxjlnDebzWw2C6dzo81isVg3TQYRVJ0wBDMWzhXWjSb9TbNp2/btt98uimK52vgYFGnSynt/djZfLBah3jx69Kj13lrXxfEZ7UBRUZRFUSJiVZYKpSvuAWA8Hnc/SScSm8/nq9Xq+HTGcL7uaL0v/i7uEggFgAUBFYMoIMBntF7ETUpZmEhXznZiKmFp6na92gz6wyf7T5u69T4QKqN1zqyd0db0qoGzpS2Ktg05Z2et9/Hw+ERr+/zzz883GxEpytKVvbrezOfL0tCwcDnnb3zjmw/u3zs8OLl+68Zrn38rJJGsIeHhk8cP7u/vbU29l34B/9+6vs70153Dmc9NU93fxJQkgbHO+1D71k3KqqpSEOY83dra3t4e9queI83RGKNclZ6e1dKEENC5bhlFpHIWa62xJqWktOr2qyTQIYJQIKUUswSfEZGUQs3G2f72ZLVaiVaAKMyFdSHFbn2DiIyY8e/8It30VmuNIk3TPn36NG5BvTqxViunLm5q730XogUAXTg4KQohECESjcfTbo5KiACRWYCRAUEUkQVUMeWcQ18TCDMnABZByXFre1uJn/RoMtZb0wZoI0LMVZYCIETBLIKKQKRrWslYSay1FgHfxpQzaRVCQEUXFrvzUMHUcW1ySolTomeZvTlnpbpy/FlmnXQsHuGcUneeEl2AWwUVGOucM9YCqovq9jwo4lkCRNcNMiMRKjzvCTUhIhpNCVPXgwEQ0jnWgpQBAB0jGQMAAm3X9VmHhCiSc/CSI+TolSIU4cyMKCDnQQ3ncXCfXbN0FUuH9X7WpZxXnp0s8AK1D+fPUUdc4c+WOkQk1GXSQObcMUucc4t5dJYABYCRGJgzpJglJJAUVM6KtKsKkxWDdv3COKXLQssjzhhiBlGu6PcGk8uXr3JaAARhQaTClX1XE7T1egU5IegUqq3JHu26p5/OLJADo8hfvbwdSSVDL764NZguo1C98pBUVRFhIAyk1XAwAVHeh3JQdhdoiL4qK+dcShwjHB8fb42He3t7ZycQfC3P6kOldWbRn8lxSTnlum7bRj2DlzwzRqJymrt4OgKlCZKklAEUAAlkBP3ZD/niRYsxKqQ/+ZM/ee2114qh8qFGsk27Wvl048ZzITZN227qDVJ2hSbqJGZSr9dbk93lcvlHf/RHX/nKl7a2thaL+WA4rqpq5evHjx9Pp9PZclHX9fb2tF6vc84IaIyJTWzbNodVSKkNzMy7u7vXr1/vWIxFUeQcnXPGUtMIM3TTqwvwj3F2b2+vk9cZZU7rWc7S2VaJCID/H3Z98GyodJ4ghwhdGCxzyMkQiohCstog5xQzh4QCHfohF45jQmFXFiplBlRWn0eDIvz/dtcnAOdfOJ7rebBbxPcHbjQZnMwOhxVhzN1HAyKKuVQQOYoICWnRJCGmKKElX+vgC/DlpIfYUzhVmaneHK1XKdTJq9UCFsszVFprffXa9cnVS4rUdDRRRKu2ziTnN1MMZ2enoW1zjMzZarVcLk9PTjJGbWG2ODmanSw3K1G6P5oMJluodAYyxmmjFSIRlkXZ6/W6WWb34WutmDGILnsDRtW0aTgZX792u+sUn8FSgIWZMz6zyF/EeiBgzjnE4JsWALQpE+OmCah98+Q4AceOqgLAWSSzQO7C+0CRNup8Ea/1tChIoLA2S+YciXQ8H7EgCV10mSkH4Zw4FUadb92BM0EKkROHkDhL24YY83o+V1oREgvLM0UHqfObgJAQQaNFQIWCHHPbso9gnNHOVqQIJaZiOOzaGxHp8JudjtlZx/KMNoZqVm+GrlAIzCHETcyQkVPOOSQJURSy0HK5PDk9NVr3B4NH+/c6o2DXVOecV35VaXfEsD2aLA6fDqdTpSkhMqKAySlliSKcM3eBsxkZFGToYE2kSiOGGra6GCtFwmkyrTLLaDJEwmrcjxwZhGSkWJTSV2+/DCKbzQagm3TmTtZEhEGs+OA0Sdv+4qf/wYd488UX/uaXd/7y3/8sRNakiCSxJ6RusuFcYYxjZmucc13meLZDd3X30uWvXp32B5PJ4N7jo3I8iiFpTYNBv7ddGI0sWSksCguIIbR1XafcjSA4sxKBo0JtmtWH770jWkURBjHWEMC13ckLV3c1kUb4wY//3fzowWufe+361bckNNIutqfXKlVFWUzGAKjc1k5dt3c//mXORGg4Z0W516cvf+Wrj/Y/erJ/tzcYl1Xvxgs7N2++QEh/+/NfRN+0bRt9c3L4dDLZS6HdnW7vXoKHDx9u2ry9PS2cm81Oe70SBdrNauDK47OZD7HZTSeHp8bZwvaiT8v5SilcLzf9Qa+p69IMJ5PRYr50rshZ1qs2tdmUFSmMwQvwYDhEo7/w5S+dPD2KZ8s2JiskCtBq2ytczymEMgsqEmMToyp6z9249Y++9a2bN272euWTR4/+6vt/URbuk3u/CIELoCpxVfZNqYNiqBMuvOesSpc3EFIKMQ0m/TbUTute4UKI1llhcL0icKqKXnd3rtrVzs7ecr5cLlcxJescA2trhruD1WqlSGXlhPno6VFhivlqFnJqQ0uKtFGDyiRfr+azpq2VophjUbid7Z2QwpMn+ynFUbEFCKvVAisZ7Uxu04v3Ptkf9bZTyBNTDPr26cG+MyWA5NQuFxvh1kevDYTkgUAVaK1dL0SVpSmoSJKlni1qRl/0L73xxa+u6/zuB/u//PAMSSXV+/7f/OKXH9699eILK5kp2yNjv/y1r1/a2umXDkm3McSUnDk3KtebWimlUA1Hg5RSSnnTtqdnM+995OhbH2KUnBWA06pez63GwlBhi+DXx+v5s+pQADotDSJS8G0KTen0ztZ4R22hIm1tZtakUIAzS+bat5psTvDhBx/P53Nri5BiziIARVFYVyiy091qMBm3bTufL4y148mkKKr4TAYWY2zqEHzTFaVN02zq+unBQedq7uRn/cFgqE3KiYgGg6HWOqacWDBJypJFDFFmJNLMgJAVKgDwTdBKKWtzlOCT1i5yFARlFCIZkJy5rjfreq2tDikCIxB1I4OqrNq2Wc5nnFkV1LQBFTx58uTJ0ZPv/sZvhMyPjo6rfr/2MURvtEFFOccMsNjUaMznvvS1n//sJ/c+efDmm28pCQlVNRg8fnh/NNwurR64v3t1dyULYGZWCIaAUyQW1EaApUuXpfO1ERotiEmgDqG7zi7GaiklHwOSappWWdONC5VROYfV4iSGjW9ZY9HmOHRFVfY4HcZ6OWs229s7IrnXq1AhAyfObRuapl2tNyGDtcVksJUBUGHgxMA5RmMtZ7a2SKzcdGtweBAbacOyBKOAUsqMVFQuh0CdBC1lENCkEChHTjGAoFYmtLUiHA0Hbb15/vberVs31hvf741SBA4ReX12ctdvTkdDXala2lhIdLaHyKpXcVUs5puEgJJRWDgbAAQNooB1ZiLiEEJWCYWNck47DYZbF5vsrB6U7sbzrx8cflTXbF2ZAiQJyhmFfS9rEvQxARKLEBltlZAhZVk8IBulc2LITEjCTEAIhIDBBwD0besbT8hoLILqQJSI6vwN69z959x5ZBECyoIApMmEkBkzKOp8lIBG6fMRqjbGWNc0TUyRkAQFc7bWAgigQuq4MJJYlO78rEgASmvSQkoDojKJuwAsbUhpFu7AR0JodB9ElMKAbZGJM8SYEZRABsJOsUSoGM8vcQABISItLJkTAhHplGJHiGURFu5axZwznLPsMMZQWkekUFAyS8o5BAXIMQNjjEIICEoYFRWEwEzdwhMpowACETqlVOAIIfYLNd7aHff748FYKctIripJ06atP3jn49ZLWUxH/d3T2dMf/vj/cNbd+/je1njwwu0ta43PS+2byhnnhqv5otmwMVD7dci5GmrwsTfQgZveyDGKUHt5byvylJmW6ziftVVVGR1O84qzU6q3vbWNwMvNfNArV6szTqFpGkARyf2euXv33tVLO01bZ2DtzGbt67Yx2nQK5xSDcn2lXeEKYk65dbbwLP3xdq8/Wi5OnMK69onEKMMpcxJDFikDEnO3bVZ8nr1xEdTeeQKRiDa139pGkVyv63d+9hNFtrS9IO2D+7+sBoPVqlnVkcAZTavVCrFkTv3heD6b7z969PLLNz/56IM333zj+HS2qf2vffNbP/rhD5wxddsUVc973/jgQ0w555QQIKe82Wy0VoF55dtX33jrra9+vTccHp+cbe1dRbIP795zqlf0lDI6xhSXG1LEzD6sQWhnd28y3kLQigxzajbrxWxpbF+AUBEpjaByyooUCBMoEMWZhbrfFKzVRKAUkKIQhFmST8FENIZD5JhJpAAMTUs+GMmgEVAMCCm9btqcUlWWRWlZQBljEFBYgP7e276/p64Pf+XRRwAEhMQCErMYa773n33n2oufS7P9bgnbmaw6gtCF51tERGHd1LODo7Pjk/nZbLZailUxpbZu/KIeGiW9anzzclEWRa9nysK4Qil1/+HDB3c/IKTgY/KBETJISimlKJwR0RrtnIsxNOv1ZDK5evXqkwJCSFWhyt5gvDXUtqqGo/HOJe1cBlLOGWWNshdT5w420C0kQ+QQQkrcL0wbvXg9e/D40eODxNIb9EeTsbUaNVZVUVZl52oTOSe2XTCOlNJWW0Rk3TpXknLGVf3xqKh62lruWsYQU0paozHEIj6Eut20wUffBkWxaQlg1B8kzvVqrYyOnDOzICRhRaRJKSRNpJBQoEnSIdmoy4AnV/YKzlm0C6ACqP5wcIE2vtDCXVDdcmdlC9Syh5QtIiXWog1VbcIMmRwi4f1PHuach8PhdDrtVYPBYLBYLIQxxtypLwBgsVxBCJUiRZziZnZWH8yPfU4xJcigBerYGmN6vd5g4GKMi8XB+SnSbc06o4K1SjhsNj63q4OH474ptLDRrZACrVGJip3uJecsiEBcFEVKyfsIKKQVAQBVSIkIKbeDYf/pwaNP7g6VUjtX91zlyrIgsu0mhJQ6V30Tw2q16p5hY4wxVivdwSFzkhjyet3sXLm0c/U6jdaoNAlxZCQBJSklZkFQiAqAcgIAykSorClovt5fzu6tThcPPr4/mW6zwnVqg2TkaEEMEEkikG77PZkOvvKVL73y6stdU93vDbbGk16v//bv/Yt1XbtepSunnNUWfAulg3bVPnpw7/Dxk8ePH+TmVMPm3vsfz/cphocqn33h9W/ldXIT/vThu+MphvX86pXnbr7+KqHpNCC9ftG2q7Iy//L3/ts/+J/+1X/4yU+/9M03fv03/5k2er1Z/fLDRzdu7qYcjg8OysnlF27emk4np/f3r1699vDTR8fHx7P52Wq1JDcIIeYUJQunmKJEpocf3dVVrz8Y7e3trhaL1XpxNlsw58t7VzTqzbKeTCbz1UZpN5mMN5s6ucgg9exUFy5Bcq6cPn/5q9/4xr/6H37/5uXrn7z3XrW1nXP2kOrYZk7teg0hTXd2qRgGUf/4t37n7S9/o42pbZpP3rv3/T//k8PHj15+6cWmDsYUOsPq8eFwa7pcL1YSyjrZDUeElcOhK9rgnzx5OmwGo3HPaR1jDG1bFuVivp5MXVP7ZuN3d0fXrl179913Hzz49OrVqwygnVVGK+Bq0GNgNzTC+OTRZjQYl7b68L2PUIHP3pZ2e2fLOFcV4H1s15u2DUqbzCAp33n6kSArQ9evX12dBlJse27n0vbp2Xp6+bLtbR8+Xh0/+MQNy8FAXbs+zUnXdY1ARa8CRalNoEAXWlmdILEWVUzrECunyqFFiQAgWftYxbwFGstRWbeZSu1VVUz2VDUAbVFbAPP4ydMYDu/px5yjxNTUjQ9tV/GvFwvsqk6E3d3d9XIVQrh247nf+M3fuHTlSkwp5WSM2d7aKq1LPh4/PTg+Pr5yebdpN12iSSfQOjg4cM51t4P3frVKx0ebZrNYzk7Kfm/d1Em4A0Gv58vZ2RmKkC7IFCA8GU8m48lkutXr9RFRGYOkuqi9Jm2stUdHxwfHR4fHB6vlpizLtg0hhKqqnHNKkVLUtK21tstzL6uqC6E+tzR7v16vvQ9FVeWcOXeTXRJBziRIWhShNkaJZEqgz4XxGgQUECGd2xER8HwWmAGAELRSCKCIQLgsHGcma7tPteyif4lmZ2dVvzw4PrrzwZ1rz12nwvnlsvEegUBEE6WUUgoaKQMwwTp4QPzm9379T//wD997973vfvfX7z18lDmRlpjbnZ1xbJKrPgsEP9f+O+eEEwFMJ4PBoHd0cJpTPpcLMnffESnVDbRdWSILdpKNbqYlooxu27Zt2+mg3zQNKqr6gxvXLp+dHklqg5eysCFxEowp59DkesEFFM4QgXNWgLW1RNpYO55MF5vWucK5EkmDUkSKQ1CatJDErFHFkME4Zau0PxsZBWTQsiRuWm/6FSgFiEppEsCMOWUFCIiaTFHYXtXvUB6XL12aTnYf3d//3OuXppPdDz94ZFShgEqr14tHw97s1ZdSv6Srl6RyWMqhljGn3vbOi6536cGnT8/mpwQJOJIkw4oZDBjOumnEGiCixJEkIRCKUajJ9mZHpynF/qAcb13Zu3JzNhsen5445yRyCB4EfRsLQzknIJczIytSpvE5dgpOzil4W/ZTZK21ZDZKg4BWCqRzB0Vk0FYBEAB1bQxneJbVro2xIUTOIniebHUOZjVFzpD4mfnfOKWdMq7b6VlrRYQiSxIgZV1PKTUajSSHLjlNKQUsmaNkBuEQQqe1CzknZmFhwNQFSqVEnR9dGYUKEb3P3gdrVAjMidogpIscWgZEBUhaUgTICrr2TTFnETTagYAIKqUMSErQ0UE7VxUiODfpsPsXG1EO59GFnJgEDBFYByyaNKEqikJaASBX9BFc20YAyJyQhAARDIhDgaJnCIUVBOBZs16H2jmnjWnP0nyxms+XGoxS/f7gaso6w+l4MGAOu9t7k8EucAAVRerMEBMJ6HVNm7opq9Qj0T0Njtfruua5o4QAFrMltqm2wpt12xcHTpdFlcArHXv9vaLsX9q7gsj6TIpCnRw/sRZybgFSzgCCOcHZfJYRut77pVdfPj4+vvfxJzGmqqpQULs+AzV1Uwx0YYzujQLoK9evPXfj+ru/OBIJBOAjG0UigqI0Qpf4wQwdGD5xBhQ55zNztwciwpSiMbi9vfXo8cNbt68loqZZFpQ1ppjy6dEyJBOiIm211oWTTQ22KJp6YxDu3f3k1779Vcnh9OTojdfe/tnP33HGvvH6W3/z73+cmjYxxJy5aUfDkVY0Pz7llAFEKbW1e+mju3evPHfje//0nzz38ktHxyc7V64UuhgPJ6Uuc0zKCRW6aZr1phWUmKMxxdZ05+bzN8uiLwKz2bw/xKpwMdRKUWawZSEQNZl63SCiZEBQiFo4gYAx2hitFCIBYF98qLMAACAASURBVKe2zTmzpNhQi0annDWSRdysN3GxQBECyCAkRuesBQOLAFJm4QhApBk4IWf8BwC66H84eafSSgPu7+///u///oaVDkuttdI6p+RDyCldhPVRtx6CzCCXdi+/cvuFS1euXTYqADMCsBRCA7I9Y2ubkRSjhGfpct/+7neNMjEmyZxT5pQFJMXo29YHLymlFBHA+1aE683mwYP7l7cmIYRBZXL269lhyhD3wT74WBmjXFkUpdbW6PN08m7bKyLGmK7E10SlMT5sQlhMp/2t6ajs9Xf2LpPWQJByCClqrZxTmswzBYIwM3b8sJT4GVAwxqapV816JhBny1Mg8jEhkUIFIpylKGxZWgHRVruiGA56Ro+cMcCsERXS+wiFqbQxUXJmBqIsLMLIwJmjzz55YMnWdleCCCOgIlKkOKU2SRLlE2Bdd8u0jn1yIY+8sPadk3gYBISZfWjreqO1y8owcEwZOZZlmVLq/vflcnl6etrhgM9jKprGe1+UfS1sILd+8/HHH2Kp5u06AQuAQrKgIzAiLpfL81U5nWenXmQTWWv9ejFQFtt4sFg+3n9YjAdHx09Nvw+2IrI5iW+yVoozpcRMoEivl15rbXWvS22CDEisAAhZJMcYOjZUSuHB/sMmtkBIZCVBZw/AZ7zdz+bFi4gXLoF62khTP37woD/pP3786cI3Rdk3yuYQU44ZYkpZGJXS1hSTybTol9Y4AOoejK1qS0LeHk1Pj04///prWdHKt2AVCWNMEoMwZkCApDRmTo9OFw++/9OccwwJBI21xjg+Pd20zWA6ZVJoTFFVrW8hp37hruxub43H5ai/DrFlfO2tzz//3BcK+7ajFcVq+/K1b/7G5779m7/Z+m30tfcxtlmrqFWRE86a09V6yRJI5Vdf+vyg2r1x82UIUG9qTaqnKpVoUE5C2Q5tv1m2n84+pcRPjo7JmlsvvRJCOD09tkodHz6R2Nbr1aePH5KycbMaX7pyaW/vd3/3n//1D/7q8ePH63WtjW1X68ViVRbupVdfv/PundffeFsAm8aHJDFzbGo9GI2nw8uX99br1euvvfnv/vhPT0/nsWnHO5dSCMZYEYwh9/vDra2dMeBq0/iUGGW5nPtQI2C/X1Sl+d73vvUXf/rHH370rvAmpUQRUptyZm1sWm1AsHRFDG2KiZlz5ul0yxV6Mp6mGGLIKfJgYCeTySuvvPLB+x9Jyzdv3pjP5+v1cnt76n2zWMw6sKqI1PXah7pypbZ2MhkPq9F0vBVCCCkI4XAw1MrGmHxd13XnLovasAAOeoOVrFCoWfrlbGV0yRKF4cnjE2Wql1990+nxOz+/+1/97n8zHlX/5l//AYD/4L0PKaPS1NZxOBgW/a2Y2vF0NJ4OUQmQbFajGzee6zn3h//2377++bcJ8eDgxEe9WEfXGzIaOM9kAwQCIUKNqFLMioFZYkzRBwTRzilrOyL2eDxBEefs/uPH3/72dx7vP+6mLd//wQ9b7xNnZY1SigRQIIeggI6eHrz08gspBe9bRCrLYjgcvvnmW2VZOFcYQ4jStplen73x1kuo5MHjeTubhRTrpokxJh+sNv1+rz/sk9HK8Icf/9JoU7/XkNLM3LGUqqoqilJrpbU+PT3VANcuX6YrhEjG2HNfX4xNWwPwRnJOsTDKELSbdbNm770I9Ho959xo0F/CCjlBzgiZhVEyp4zdxZUJOMbQxuBBmNDoLvBMGCRjRynOkZER6TNRv5xTFuYUU04JATPLRXZFl3GYusRsgfff/yAL7l26ElPODCwQO7Fbl2OmDAtnFlL69GxWTPf2nxy88fbb7/z0Z//jH/zBV7/+zZAykC7LajZbmsL83Y6vu6Tym2++YTDV62VhlNZErImgKAtCqpv1crkUZun0fAAIcG5Tt7bTEIqINnqxXHUVtjVFx747PDz03g+Hw857RqTOYwOMKYoCoNVam2e9LjN3idzMHELIgjFmolGXtSZEwJmZg0+DwWg0Go2m24dHJzkEZEICyblLH2Lm9WrVxDg0hlB3ViNOmYhIoTFGK5UzK6VtaUejsrL9UWVjC5AUAqXYtjU727z2+as7W8+j+J5ThLBZhswCioyBT+5+uFh6howkOeeYg7UGwCjtyPSyYBNCaauYA6ks7FvwEQMw9wqda59zEuGu/0dEo52PrW+DcyWiCsHnCBlSSqAMdJEJMViltMCFQo+6hRfRuQXrV+47BUT4jErfWeY454u5s0KMLAlRP3Pw4bMUPCWEAtB5a11ZKuM6QGKnvS8Kt9lsUkpKkbWmg2F0MigiQhJkQQ3cYSERlSLUpAGlExMStj4yMyAxiw8eBF1RVMVgs9lohTGGdrPk2Ppm1S3pzl1SwAL5WWUC3W45pZBSyjmRopwTIXcOl4vlc1fVdJ9MN8hGRpUIEFKKKUVrTeaEGbTWiKC1EmQF6hm1Ibc+KBWUTk53eu3zKs4YMkQKQKMQMkESRuFoFIxHg0LvbU2v3/vk7L337r362vNam35vFDerGENKCUByjsZppVEbtbU9nk4nyhSNb2KU8bhEAylF938hR1prIZ+j6UIKKaXZ4mBrqwJsHz95tGnmo23nBsYW1hQOjSI2KjqRMJ9vgmdly7ZZLZZr64rpzg6hWi6WIcW9S3tnV6/Wi7OrV69mFi/K16GrwcqybNetMSYwI1L3bl5QUuVc5nf+LSGeZ3RfLIGUUtYWMca7dx/dun29V/UWi0WrfL/f394a7j850cYxSGJJMQFAVVVts9JaF6b42te+9tOf/vTzr7705MlqNNrOOf/whz/8te/82vXr149OTzqrVE5xtVpF3yhFzjmU7KzbrNYv3H7ht37ndy49d20zX1TOWmNRxPSLU4un88VWf9KniqRLucLRaPj8jVuj0bQoi7PZ6dbW9s7eDvB6e7plbRUS+dCSgFbaGht05JTlnP7TbUqgO9mYWf0KBwU5Z002pTSfz0OMlXXSNE3dcIwKiUGScF5v2jaJcJck0TaNMpaUIVN0h7PI37/G8x+M5qJ1zh3TFZ1zylTzw0XIkRvfqfU6qMnF+wkAPse2bcydj/7sT/8ixphAEooAAIuKuRAqUe+fPkJndeGUtcoaVOrSpSuf+9znFFC/6pdlGVtvSA0Gg72d7cvbu9YYBEHE4aBfFIW1djqdmrSpm5qUWm2amFPrw7pt29b7mNoQc2Yi7WzBzLPZ7Ojo6OnTp0opv86LZ0COuq6TyvP5CUBblL2d3ctFqWLO2hpbWKVotT49OkwEzhjjnCuKojO8/UdO0Ix8enqwc2la2MHat2WvN5lMz9HDDCDAOYkk5xyLHDx9Mp/PvPfOahLol9V42I+hwTqK7chmghpQ0GqHCokAkFkxALRGdadhijEzh5gJWCmFyoIykWFSloPB4ELU9Cu/ymdFqgzOOa3UeSNEOJvNTlerTdOQ4lG/MMVQadSGALn19Ww2WywWWuvhcNjv9wUYSdabeUFqxW3meHj0ZLA9ypCZutk5sMSYuXMXdKzXnHOX83Zh0ttsNmJQkCrUJJBzXMxPD54+Gu/uFUNROqeUm40URUFEBISCObE1NoTgs++OzqIoBNmgGEUgZA3lFFPwQAgoxpgOdx45MnOI57l/3c+gtTZWKWWJqKeIQioAY0Qf6vniLNznVjIpC0wK0FhVDYqy7EWOrffM+d79063pzs7OXpcACaAW3g/LvhEdOfWHo8PZzFV91ooAlMmQchKNpHNOQmwUXdq5sVwtzq9q1IgKEc/WPy9McfXG7XVIq6Zm7bamu5JSDu3hfHN0tjaaA6hI6ke/+Pivfnwa46OweXp5fDOB/e/++9+/c/dRCHvQLNsmDAbjF26/fOnSZaWUCFuHV69duv3Cc1/9ytd7vWFdS1GYTlH02//4t0mkruvFYvb40UNjzF9+/8/fef+df/KPvqWVWayWzHD91ssfvn+nP+FBVbXr5aePTvJmZVz1ysuvPv/882XZf3JwdPnKjU8++ci6cjLdM64ab23/8//6X0z+5M+++51fjzG+++573vu//uu/Pjo6AJJ/9tv/+Xe+8+07d+588vjugwcPvPfR+5TS7vb2dDrtvt9uIwS1jzG99tabb33hyw8Pjuez4zt37jx4+OD+Jx+88sLN9erEFbheJoE8ne5cu/HcS9euRwfztk514312ZVGVRuaMglVZIQkBAeCgP1BKKTIKVfRpvVpxTj/+yQ+Hw+Err760WCyOj4+NVUpjymEymdR1rTUBcFGY69evr2YrETk8PGTOpionyhhjOcV2k+enK1cUWhsgApG7H97fu7S3XM1uPH8jpbiYrwXyVjFumzDtDXe2r77//sNvfPO7X3r7G4/3P/36t3/Lh83u1Vd+8uO/OX30SPd7X/jal7yv77z3t01AWNTMgYhndb790kvD7Z0mqZdf+8r21u7xyeJkvupPLolSdd1qZ3OqmVEEOnyvVhoC5iwpsTXWGKeUUkanlOq6zjEbozar9eXLe7PVejjZ1ienlkgA+5MtrXVmrtsmxmiUVkSVLWYnJx988PG69iH6nLNI2rTxbLH5+N6nKSXvfXdoWGuprseTyfO3bl66fOX2yy/bwl25cmU4HFauODs93X/0+ON7H82WZzdvXbt+fW9nZ69umtl8xhlIq8FwqJQOIWxPtmez2Xo5i4QnB09T4pOTE2bW2oxGo25KVZaFpCQ555TazUaBaGMmw2GHj8o5r9bL6FulFHLpNIaQDEnOwiQArISMFpaYckBElsTSITezQAJkJBFIICTPLPrncFNmYckpdcKhnDkLMzNmtsZ2Ue+7ly//7Gc/a3148wtv26JCQKUtKCWAiUGwi5XWnGIWMEV5fHJ25UXFSMrQN771rfv3H/zVj378e7/3Lz/5+P2yPyJjY2Jn/+MRcozhpZdemg6rxdlJCnUI4aQ4DaHtFp4AOXjvvQ+t7/V6RunQ+s4gXSh1PudVSmu9u7urtVk3dVEUw+EQSJ2ennbZtgCASGVpi6LISbqZb4rnlBh+xuGoqkqbVRcJKKgQn7XB0gEms/d+a7rDDNbZ0Wj05OmhIUg5+ZqjJNtdT4zGGLBOW5cSa+eUAhEA4ZxT06QQQorWaMg5ayXGmhSQGXrlwKDynBVE5qVSCwAW3qQknKLSW029ITDawMHBvrZD1XU7qESAM2bmNiVnddnbzuxTOIuYLZnEdcIgFhiXTbsRSCnL2dkxKQyh3du9FEKkNhmDZdHXlKMXH0NKKUbBEBFD1wbHmCRnIeg8qOfgscygNszctk2v1y/Lsm3blJNh1cn8lDZKEaLq9mCd+FZrDee7Pnwmy0tEipRCZYiQJXXUlm7wfYH3uIhB72bEXexeVzV0XQHAM6wrAYDklBNz1wMY0lrlKKIUZZROAeSsUUpZa5zVSlG7mbdtk1NCRG3+T+re5MfSLD3ve4dzzjfcIebIyMyqzBq6K2vowa1ukiJtQi2AtCFTomUbtmHB3njjf8CAVjZswztDOwOGBK8twzAs2QJtttuEpaYkstlsdldXdc3VVVmVQ2TMd/iGM72vF+dGdLFJLblgoBaBSKDixr3fd753eJ7fQ5okFqiByo1nr/AXVAuDETeLJ5QbZt4NKb08uK/3nFTbyjoDANEyoFpnUo5V5ZxzIfiUo5RxTM5ZxRquqtr7AQmUmNFkVEQgANScQ0xBCEztnEoI44hs68o2FTu7+8nPHt29+/pX3virb7/3A2urtp3s79f9chRZWGvYuJzHcsYiKjISSQhDFpxvTafbu/0Q/mxdPZlMcpeN4aqqlF3TNLXL06k1TnxYK2XA7FO0dWXqOohGQBUHYETMMKamcUD288fHL734wmuvf+V73/ve/v7+6cn5iy+++o7qkydPGmunszk1s77vo+TVakVEVVWNfrguWq9nguX7ja+LADIRiQIRIm74OiXLoa6rxWKxWqVhGJsKAND7YG3IeWmMAbLkU44xhJASFMw1KIfQHx8f7+3NPv/884OD/R/+8Ic7uwch5qdPnt6/f//Nt35yena6vT1HY7rlUnMqGWNd18UQt7cOGtewgkEyFUTJkvraumbmzk4ePX30eGv3K8ZxVVWEgKJ3b99+4YUXum5oGnfr6BVms1ysbh/c39ndPT9fHp9crVa+0DQ3bIhykIASEQL8vOuL43WsyDV3CjIyxpjGcTSiYbWO3pOIImSRDJKyylhUdULWxhwBqNw2zAxEfxE8l7+ori97z5WrLAHA2dmpVDO2TkSypoykbJA4q0bNMW/uZGBTT6ZOSWNim6tJkxGkoJrHkK7Ww3q498qXjbVoTJScFBTh9Pzse7//L5ioW65y1omrK2NzjiGEEIKkgIggWtcOEXd3dr7+9a+9eLTjQ2gnbdVO9g8OFGG2tU1ElaNJO3HOpbQ5wna3Z19941Vrbd/35axR1cvLy/Pz85PleV03dTOxtprOthWpqtvTi/PR91lyyrvRSxjVe++9T8Gjtf06/UI6wmxWt7Vr62q+Nd2r9w6O7vTjUKYmlk1lLACmlMYYUk77B3vGWgDJKSXvNSVDdHL8LETFa2QIFmRlyohIUGJ1FUQDRGaWLKpS0AOESKgphWHoum51eZmbpilKnk1wqrU3YeLXBhDj1CNhzlFEmHg6rUw7WQ+rvl/HFELXqep6vS6lUkrp4OAgxlgAKtZa5xxyMAApxZxCN6wme1Nk3eQBXwN1yjOm3GA3gJmb97/4iSWnKNkCiyaVbAwZg4YUKDPqpKmLAVeEr1MHvSFqqqZEkYZxcG2dEZXBagao6tptbW0J5ESaQ8gihrlt6/LMKK+uZIjlzVdKSYYUK0U2xjlDhH2/psZFRokxR7XETiywFLVwCGmkwdmm61f+8ZDTdehnnavnX9qaT4l5Mp8dVG4dUwJABSJhA9Y0XcYcx62duWp++vTxzs4hIgKgiMaYY8ztfLsbxqqdSy1aN8bVMcaqdtbVcRziOMTQrYYxk9k5uGXoOcPz1r6U13bo4b1Pv//gta916+3dickJlsvu8fHJBx9/CgAxeWNw9GuivFpf5YTWNrPZLMd4eLCnktu6rmr7a7/2qwcHe3t7e7PZ/isPXv/mL//KrcMjYNM2EyKsDJyerFprry5O/+gP/uDNH33/6uL48PCwbdtl1z9//6U/+IM/iGM8uHXn3r17OecXX/7yj996f7a9//0f/mgcAzM/e3a6f3T73/sP/4Mfv/knX/vX/sqXHry6vbf/w//xTz7//PPXHjz48osvG2P++I/+aCNTstZ7f3p6euAaAXzzJz95+OjxZHv/b//7/+63/srX/+v/5r9EyF2/WK4u7t69IzKmlBaLxaeffuovr9r97TH5eLEY+lTPp7HegkilJlaVk2dnTVOTkjWVYcfEjx8/Xq/XLVeXn1+2X276dXd+ejafzoqICAC251uocHz8VOtaspCa48fPzuzFdDod/BhDWK3WbDir7m7trq7WJCwJ0BpmgjHXrtbpHAXD6He3dk8vTi03h7fv7B/cPbr9/NGdBydPu2U/JnW23T9fhpcffP3Zebd3dO/FF1+cz6dPn3x+76UHkEMIS5XYTKZ7d78MxgLZozvPC7pnZ13dbM9pmtGKklI2VSXJqyoAqmymSQDEzEyggimmYRiBGRFTVkQmY42r2+m8aiaubtrJFBFjVh/DMPZA2ExmW86tl0vNAsRZsR+8rVuuqxu60uC9iE5m852DGhGHYXh2fnG7ad//4MNPHn4WQFLO/Tg0TVNV1bPjZ5jl/v37v/7tX/vlX/1m3w9NO5lMJta5qm76vl+teyQqaVSnxye7uzsAcHV11U7q9aq/f/955+pSKAzDMI5DkeQ45xBoaz6NYezW4fQkGGMmk8nW1ta0qQ2CqlbWEEIMg0FQSASgCqximZiLugnLHsJaq5qLXgULDWKD2oebvD5mLI6H8h+Uji9nFFUEVTXOrZbdk6dP7959fmtrh5hUMiApUEnvRMSsYggBSACtqS6vzpNK3TTrxZWdm1dfe+N8Nf7O//2dr7724OLimX3jJaQ/XzXUdevLy8vgh7ZyVVUtThZ9jCXxDBWcsWH0kjIBMlJI8eavKGe1cw4I23YiCmeXF5M2930fs9R13bZt34/MbK0r68VCxTTGELrSfpQMMWZer9d915ec6CIvvH5uwk172bbtYrFaLpa2Ok8pRR8UAWtnmAkwpaTMQoyEOWuIUZFLqHdhtd/QF5gNbWIJ1KBRQgYcux5yburWWGsNMHq2qZ2wBF2tQ1W17WxycLhLrM5xvt7LEpVIwGKJd9PZbszqO4o+ZMtKaqytrMlYVRUT2ZTD1eIy5xxjPD2/3N+7dXh46EcREZCeoFqtx5whZ40xAPANWY2JjbkpQOFGkpNSYWkCERdG/M+5esUpSyACOaecN0/Y62tRv2CjiGwq1U0Zres1DqWpk+JSmc1mpfEuT8Gu6wjSdXwfFn59U1XB+xBHJgKFMcSsCgAhRmaTUkpaBsd8Ux+nlBDBGJNzNNY65/rQU/m0cEOSxA0xAq6hnSQCpfK+gWrczKi/qDu7+S03l+vNN2VUUUbzBc5HRNdUDih0YiQmykREyESqTJZu5EfCGPu1F82Ipq5nCJhSBsl9N/ad35pDCWpbLBYHe/db588vTn0YrQVEJQZAAVSRlIJYy/N2vuiiD/HPvUNTSqvVejUwUBMECsSLCETEVVZiIsMAVLeTps0CrMCSwZiajYsJKkFEA8ifPvzsN37jN/b3DhHw9ddf98HXdb29va0Al5eX65OLlc+T+ezy8nK1WrGGnAvT6DoIErNILCdZqTGvkelY5jPXY5qi86Tlcrm1BcPQS0LQ0gX5lHpVC4wxSsmSKX2jiDIhEh0eHnq/Sgyr1app5kQ0n08eP3n89a9/dTqbPT1+WiIHJ5NJ9EM/hsKK297aburZ8mr5z/6/f/rSq196+bUvG2Oq2lWTJkd/cvz4yePPDm4fTHd3ctqIAipnNcet6eT+Sy86W6vCveeeC8MypbwwvYpsyNJcbYINkYqfETfeVfkF3H1pCFXVp+AMAQIhMjEpSMqYJYEkyQEV0RDwhrmhSvrzHk8QgP5SMTzZufKh932/Xq8ZHGiCgrVBVgQFVVBbW1tDGfUlEEB1QBhzDAHYREmAWFdV5dre67gehhAbNs4Yg7aMlXbaqWSRJPP5DoiO46giBmqHgFQmTUJIOUXRHBH/8Ec/+v3Lc1Gt2waZXFuP3iOhMawiMUQt5mlbEZG1Znt7p2kaY9g5N5lMqqpmJkRSS8zGmsrVDfNZyGqtm81ntq5dRcxouGa0N4CpohEtm6JrQHDsj5++8carzazxQ+dzWP7sA2udAqhoTlmzFK2pSBYEtqZI53NMpLmtagJcr5bjONq6UgRBMNZqyesBBFUUhSyoMIyyAbQAMDERsrEMrHGg7FuHOefVanWTZFrW0zdnaPkTUkYr48X5WTlwCw2sqhqlCUBCNWPQnPN6vVqv1zd01nJOlJbPGJMkVEh5GLpuMcaBGBCL3QVJkQDr2t5Ab8tdFGO8CQ8sm5xkkjU2r4eoiSAvlueffPJBdfYsIeWEKjCfHxY602w2m8/nJQQ255yUcs6M0jQNGMWcVCAlH6MZx370PSBmRsUS7BOTbJQMReC6Xi8Av5BYZcCxadmAj6rifXdycjzd21LFqmqEVZPkHFdrv1wtirKrcNvn8+1JO92UHWRSip8/ejh/eZIkn12cg6miQkJGAIOECDEKsq3rtu9GJDg6ujOOo+rGS2WNswa9m/jVmNGwM4acqSqqFEFIYdpMCZCk+/Dhn4Qw1rNtpB2CqEDt9hY3l8ANgtua73VpTda4bXfYzlW1KDqs42FYW0ei0XI99sFZm0NoqurNN//k+Re+fHF59o9/5/9xlQPUEMOYVv/D3/+fQsh1M0G0kkFEfD8c7O5NmyaG8eDWvb/zd/7j2WzWdd13f++79154MEQ8Ojr65re++a1vffPk5FlV19Vkt3JmcdXNZ5O33nrnhz/848ePPn/n/Y9M1f5v/+j/+PjTT1T1k08e/tZv/a3XHjxwZIZhePftd9ervmzKUxLvvT9burp+8MYr8+2dvVu3/rv/9r8K0Y9jz5RCWG9vTy8ujsdhFNWqappmMp1uVfX06dNLGJMLurxaz+8egERjzWoxIsHianjl1VcKJNDHUNnq7OT0YG+/u1rWu05Vzs/PQvDjyOv1CgCm0+kw9M7ZYezuHB1dXSwvTk9TkhiWwScgBtC+641lIIpemmpSVc1ytfa9N5X99m/+Zj+sPvjo/cXl1f7BbjemGLNkbOvte8+/VLnauAnb8C9/8IOrq35v/yjRzvufPHzlq78MAIY5pbB329y6+9zTpw+PH3Up4/b2XrOzPZm1wLy1f8u203GQi7U3detjAkNkbYy5WK+JaOMLIso5B5/GMQODigiQAqGiAglISALEg08h5qvVmmydYjSVQ+OAEJmz5MFHtnXV2BTi9s7+bHt3MtvycWTmKdHN7utGiOXqtmomO4a7cZzvbCsTGh79CIiaZXtnF1VTiP/0n37vd7/zu4BQNxMEcFWtxV8C6Kq6aRpjTPLDbDrb3d2dtm1T1ZV18/nWfL61XnfBh6qq68oCSN/3OeflcjmbtAf7e+VlpJSWy+XJ8dOYUwiRiFQl+wFSkDAk77HQ5CXFsetWV33fV1VlSFEVBEASKhBkRmEURSMAudTuxhR97KYeLXXqZvolRUKJiMH7t3/607advv76GwLgg8eUYooiUk4nBFLNoCigoGqt7buRmLq+q5xdrdfLdf/qq6/94Q9+8N6HH37p7q4PEbn8pi9WFGosr9frJ08eLa8uNHlVMdkhYYlSzHlT8RmzOdKdcxBjYSRuaB+IxYI+DGP5+fn5OVs3mUzGcTw5OVFVY6wqVFXVd2MZBZp6UgxjcM1bNsbO5rPex5SScfVkMrHWWWsNI4qoSoECFO3M1dVV27ZKgj2Z9wAAIABJREFUuOF3IUJhSDrbSxbJiGqsaWpnHY0xFkVkVdmiBjfGiuQQxnEIW1NbAo9C8FXFCNqtVpAyKaEgRUwhEecYfEyD9/3p6bM7d7dEIWku6QIiKJCIgk/hahXHEcaeG7NXuZhz7VMQsoJmtb6q65qZrCXr2Foz+ui9D2nhx9w0LRvTd77vB+Ca2Za0ktLRiSSU8gwSIqNZrvPrlC05Z1U1xoAI1zm1Jc1sE7Ehkq8zCbOqlGbMcBmwwmaSqBmVii+raapmMitVQdHlLpdLACECa7mqLAAwFm2kYWZCyDm7ygFk4tpZiwBVykoEgAUQYIxBRFfVZEzXdSHEnBNhKsvMYRhiCMYwG9a4CVwkIsNchiKqWGhqpQOEzeoFRJKx5mZYfFOF33AabzrVnBMAlq2nquScriWLogpZhJCUUET6YbhaLIzJiBI8ZEKJkDOogCFGJNIsOYeccs6IJsZEZJvJvKmmb7xx6/RZ+u53f881aToz0+k8xhRjtNYwU4hjtbkNgRmIKGVxVVXX1XrM02l7tVj/2br68eOLz58MQeAONbZxiEjAwctq2eUEJ8/OD49uuXZrMp23E8xCqlaQiC2ikRJ0miXGFPzwu7/7uw8ePDg7Pd3e3ta8maev1+vZbF4R2kl9cn52fn4+aZp+2Ytu0KmljEHElCRlyQqKmEWTZESQDKoYU05pk/AuIkS8WAyvvvqCs3XbOCLuuxUipRgVMkhUJWZTOZcyDIMgqIgYoslkwpwNKRHt7+9nwZ2dnbfefuvgYA8BSiF9U5ttLj8w1tp+1a/H7vK993728KPHTx7u7G23k3pvd3dxeXF69qhu+fzy9LJbI2AMwRlCEU2pmUynldvZ2b73/H1j7Ifvv5tDuqq7tmknTTtp2m7wIpBSssaSKmyOxJ8rqzcyaaSsG1sTM7MxKQcEYCBUsMSlDxJRYDBEjEZVYxSQn6dkl35URYDoL01e33WGBahqCJFDYEaRfD2DQaSb7fBNbyCiokmQ2dS1IFRoQk4CYJxTRCUWxHY+z4CVc1EzKBlnU8iZs7MWVdUa+SKjOacCHit+LENAOcugKY7VfA8raxxTzlESqiBAOwEiYrJIG//6VR8WQ7wZR+l1NpGzPI7+4PD20dGdYUxsaxG4XC289wKCiDkllfxFmu0vBN2o6m/9+r/x27/9265tXFOTs8Acc04x55wJ0ZIFIGucqVyI4cnTJ89OTtbrRVVVBpFUl1dXt+/cFeUMysa0s+litVx3XcHP5JhCP/R9n0NsdrfgC5RtS5wQCXHeEKQu94tlb/b394sIp4hRi4CkHPcbsYRopUm6CxEJwRNRCGNMaTqfxOiGbjDGFc5k30NKmZlTCtYWcKUtmfBdt7rs1lZ1eXlezRqRhAapxAUJGcMp65/i4QKU7d+N3aWMUlKK88lE+wFAJcW2qpgxxUjISeXi4rNy1q9Wlvn5nZ3niOi99z5YLBZEVOgRtpq/8PxzKJly+uj9t9LYVZVNkoEYiEPM1/3vFy7qgkK9vsCJCAlJwFUOdJhMJ0MIouJcJZKNsWyMgmZIIWzKI2a2xi4WF973s9lW0zQ5R2Mo5/jue+/Ot+Yxxslk3vuQRCxbQi786jB07Ewcu5OTE0T9yle+QkRdN3ZdX1etcy45JwDtfD4kqStQJELO0YcQ0FgE5awF8mZsJVgZN6/YxjVv7d2CtR98ais0WztFr+6uIW8hhATimhpQDIKINg0zs8ZEIlTPdm8/R027det2klRP6p+8/VbO+PL9LwHbGIRNxez69YCAjKgilZv95L03f//3/1nJcfnxT35irT26c/vZxcc//fCzf/R//d729vbu7q6t5uM4bm9ve+9nk+l/8p/95/efv3W1uBz7VdPaf/JP/s/v/r/fOTw8vH379scf/8wALhaLsl3x3u/v79++ffuj999/+cWXj+4+t1ytnj17uuxXkKOzJFHbxuYYllfn8/l8kdcxRhHwPvTdOCoEn7dcezCZrOLQVI2ZVuM4ri5WwYd6Xj97/Oz86vIb3/i6BNEs06ZdLpfDME4mU2azu7t36xallJ48eRJCcK5SBe+9Yffw4cMcFQAn7cSZ+vLyUkBd045hOD05cU3TqmUyhDyZTFR18MPZ2emdu0eTSasQ/+bf/K27917u+/6Fl15+86237zx3//jZ048+/iNj58uOBKshQkhuPQpcjdP5bDUGay26+enZY8UKuJZxqKtJ3XA/rLwPGcJifek91u2WT4OQARUtx5SA9z6lVDkzDF2zvdc0TR88ke26rm0aKgYaImstgMYYy/3gfXRVlXL2MbKyAEBWTQmYkB0RrPth2rT9uA5RZvOdKcqN/aboc25SAUryBxs7nW8d3b7DlTPOhpyK9psBDbP3/uriMqX02eefTSfbIYS+8/0wQIF22ACwVlVn/OnJ6aNHj7quOzi4dXx8XNd1jDnGKCKgNG3r2llVvbq62t/f39nZGdZduT6Pjo5+9Zd/JcbYhbG8zpzz7s72ztb2/fv3y7S/7zvvx8vV1z5/cnx+fj4Mw6ef/mx7e7uUkkVup5pDGF1tCZUsXys+MjPWlUWQnGOK0Pf9ZD4fusEgLRZxNml+9vGHY79+9Y3XK2sHP4rkLJGZx3EMo98IHyQrgWZJBDFGhawKVe2k78o+TVW+/e1v/+P//R8ujs1XXr0vWaBg8+HmgNNh6MexF5HJtDVQp5TGRUgp3pAwyqqh4MtTSq6ylPON/qII8tma1XKZsty9ezcnbdvWuOomoVREjEk5y3K5RNgUaoiJiKwxfC18zTm3bevcerlcNpPZnTt36lpTSuPgK2OKw42ZRYQNV1VFbMVaH4Jr6m5YQQgJlFFL55OiF9H93e3Z/GRxsawcqwozSy7z+GJGkvV6Ze/ODNdZ/GxrxgQxZBI7qXdYOgbGBBbciKlu7DgOl1fnzz33XMrZVY2kEZSsccwiMs7n/OxqoTZeLtKTzy++8frLBwe7KS4uri6jItoasEop5gxIGFNKKRtbj+M4hk6FvQ8Iw9ANqhBDZMM55Z2dveVyOfSdYRNTBM1Nbb33xnDOiYiJyppRnLOItF6vY0zFRmMMiwgZEk3MhmizL6Vrk2RKyVouAtF2MhMVUEHUGKMPQaArTf5NInwZYZcvVZ00tkhgALUETcXoy9ZuGPrKOSKKZQ9JjEjD2MeYidZZdfShPBmJaldZkDz63ndr60yMASWqZs0JQJhJpBQwBYgEbFCVHNqyiZrNZimGovUoUpwbUVVRXpRrJuc0DPk6kIDKmdP3Xd93pc4hBsMsIj7FsV8TG0TJEsYQUBKABSVEk7MQiGgKIagEAAUwOQdRGkNMk4ZJnZt96UtfirpI2X/yycfupVm/HgDTMPRNyypRVRFvUjBJNF8tLieTvaxV5TJpX1Imrl887O9PDo5u+dz4SBlrkcum2a6rWbcOBNVsuhO8Xl2sko7b89uWKgGGnCZtbQxOp60f+5SHELwx3Pf9+++8e3BwcHZ2xuiapikdcrmXr66uptOptTalIedMzLDh6BQFIzjnZAxkDBkOMZOIlnZYwDAQGUT0MRhjnLMicO/ePevMwe4WMX74/vsx+qqql6uhatsCAWmaernqmRk05yQ+jm+99dY3v/nV9fKybJKXl0tEjCF++OGHT548KYWcs0ZUSw6WiPjRn52dSaqBNGsGny5OjxHDxXl6680fDutuPp83VRu8TyGrqsRsDXWr5fnxsUN+7cUXHzx49ZOPP/njH//h2dXlk2fPrlb95fmyW69zzikmIigXsyVGRCaOYawq2sxXrt+98lXXNasT0GJoB5XaWCCuJlNNGRIHFEIDGQDAVk4QmFmIsmos5gqiTcDlX5a8vi8Ux0hU9m7482zYsvcrQxpQBFBEBCyQSQBAQucsSWJFZrPBqZFBNqgKRCCAhFGUmAyRsU6zqIow/vw3CYumzKw5q6IwS84ZOYJJaJlsIhs1ARlFIdjMZwEZ2QJfI0lxM+8s464iMeIcP/rokxR1OtueTM2qH1VpPrN5mojIWGssMOEXlQbl0Cl1QzmV/uf/5R+mnDNqiEkNZaDVesXExrimrpu6mbYzRRzHcTafv/6VN15++aVXXnkNNJNCbR0DAggwuboia+qm6cchg86mU1S4urj8+IMPF1dXRY2jqn70fdd579fL5Xq9Dj7MGgfJX54/Mzu3Hz9+/OzZs/JM7ft+NptdE3M2CJNmMq0g9H2vmpfL5cnJM2hmo/h1v+r6ZfZDVCzPfh9GVTXEmiVLCtGnHMsT3VjGqrKqpq7LWZySqCYFIlUG0D+z094krZXbYDNMwKKZ1pxhEwSWVXORVzFAO7EAgCgpdsurk89Sf3Z2tlwu67omawmSsWYY15988uGwWrWVsRuRQhkdKaJBLKmy/8qr+lo9Al9QPuCNLR6ACItuFQkNswJsUmJD9DGm0jNXlTWGu3G0aBlNIZ6VvxcJsuYoOQs6S5OajMEcMoOPIX72yQdVVW1v7e1tTb2PoV9P20nOeb1eRyAxTiArCiKztWwNA9bYtM421s2mU6G5oJc4Ipu6aYE5xSRWEpHAtUcbEBETAiBdK4lAEROgBUYGZI2AQSGTRWbCLMYFpdq1VTsjtsYomorIkGlJFAEQ1DGTrZ9/4Uuvv/6Vjz76iN//mSB8+zf+hqiGEHs/juN4etUrSb/unjy7FJEUw3sfffzs+NHO1hQw7e7Mnp08+dGbbzU2hGH8+MMP/+q3fvkb3/jG2bOTDz/88OjoqBhB/4u/+3f/1m/+23//H/yDH//O7yTJX/n6Vytn1v3q9PRZiv7W4UHbtuM4ktmknRh21laDj87WOo62dg/uP/+M8jgsUozz7dlsvh1CWCyv2qq9vFj4MFSVA1FUaKvaGOPY1NY554ZhONzbL7LefrUu6wuJSVBdVVVcodL+/v6676JE6ywJZonIBhSTRJFsrbVqPvjwPXa4tT2ta/fws5+dr5Znpxff++ffOzy6a+v68fHJu+/85PZzX26md1HBGHtwuHN+8TPr6spNRFk0W9c8f+/FYX2+vzv96L0fv/jSy+9//thaN2nnTHEYrwBdVgNoCCQpghKQyRKdc8awD2EymRQ1XM6Z0VrHKYUkYBpOKelm9IGljDLGhBBuJGcbfQqhbELabwbqKiJj8FlTVVXT+az4IpbLZRnWFM3ter1G1ZR11Q3rs3OfN/iSuqqWVwtQ3Z5vzWfztmnaZnawf7S/d4hEVV3lrDGlmIoPKkZ/WuSCXdeXYO6UhIjaduKKR5EAUdu2ncxnXde9/9GH5fS7vLxk5jt37gAAMjHz7du3X3rppelkioh/7+/99yGEnDMCNHW9e+v27uHR1tbW1772tQKAGcex7/sSSH3r1i3n3GI15k3gSur7fhzHEgK+XC5zzk3TVM5E37VN1biKkVL05+fn9+/fP9zb9+O4Xq1s5ebT2eVi4SxPp60P8eLiylVOEiBqZQ0bJMCUgsTAqE3lgHgIo4nuztFtClfvv/ue/Dv/5jVuQQCofF/+qHEcQYKpnXVGauRMGz8zE1tDhhU1SUYV8XIzFbuJQi3tgQWsqsprFNAbV1WpxauqQiRVVcEQgvfemrQxkxtT6s6mmYw+Ouf29/fv379///79i9NPNypKRGJTVPrGuJxyjJEEclWFFLuhX4xjQ1RmBFaFmHPOBNo688ILz4/r2HcxpuC9Gb1nnjrnLi7OFouVQetTCCmlFBBRJBMaJfvWmx++/mD3+TsHeexqS8vxAgRTSnXdHB0dPTvpmI3lhhkITGH2IBGRvvv+ew9e+ZV8yylOh8FqbhHRkE2Z9Bq+Itf2lhA8QkHRCQkh/DxK7gbjwcxlMgKSKmdzTtfpC5pz1hiNMXVdt22TczbGKJjNAoTKAV4+pg1lEZG/sJ2AG9mjiGTNCBRCAPZJFkj95mO1tuixy+O4ZB6KyGqRVTXlSESM5P1wsL/PBOM4xhBjCCGmYRyLRhTIeO8FlJBVdYyppD2NfiAiSTHEMYcRJRnDkEVEBW/iRbDAbwAASfPGspdv5KlfRNrcSFtvOAVf3DFsXLXX4s8/J30bN1UoKiohwXVVqiXQnhC1rJXLelAlS3HpZgQO04kDyMZyi1YoGee25juHhwfvHL9nbGjbFjB+gadUchQ1BEnJzneaut3d33/+Zx/+8z/72oZhQFszl8E0q9ZkaqOckhR0Tl3X63X0fV9b0gRj9lmAMBtGapyIDj0TqiT1YVgsrqaT6cHBTnkf2rbd3d01Y1r5XCS+juRawV30B1CunIKjy4ACSKTGWh8GY1gVAZJmLR9rjF5EqgpExLB59ux0Z2d7Op2en3tjyFoLulmHlGupqB5UVUTLlG17e/v8/Kzruvv37z99+lREhmEQkb29veefv/v0yePxT0Uyahm0heRTKkrgrDnnHFMKxQ/J1ohuLqmcU44pe0+S92ezq9PT//WP/vizTx9eXVx1IOdXi36Miy4iV9vzeYwCyCAJAPImvlQ3vcz1pVUeh5ALwzPHHIy1JcAPREEUVDVLCeUWUrJkrSs/Q1B2NjEBkrFmc5XiXx6FJ1xj4G7Wr1kj4s3PsegH9FoTXxhAyMhAhQytjEJgkAiQEMgQgCbRrJAUJEsQQSImIOsY2RkjAqgaJUKxuIMiArHVMgcDLWjtAZYiAdkAu0yUAcgQERIgimrKXlRzCRwsTmfs+7H0qESDsZ1hY+K4XHdVMxuCTKf1fruTFBQg5pxyQkIiQfj5SOlm7OSuBZ9E9NzW1tvvvvPCyy+PwXNV+RCTSvH1GTbOWgICIDZGEU4vFo+P/2XKmUGjDyWPtluv3ayelbx7wjFG4+wwDIw4ayf7u3vO2JSSJSRCw2Znb8cQOfsCM6cQS0/OxG7vuRslZ7l8U0rFG1lqlHK4zhw+Dd0wDKvV6p133pnsH6l1URIbqC0sl/312aoFZRtC2Yl/4aJIGVM0ZEA1pZyzACEAgaIKCoDSL3ZaxpiyZS2LSt1kzUIEIdkQEVJKmDKIEoICSB6LZS6EcHEenh3HIj5BiMH7nLPhhsBZZpq4iXPJj4iCICV2skisCoP3X3FtIxIClDEdACCRuR6DacGnFdOdgiKjMZbZqIgCWMuGDRLFFEc/VlU1bVpMgDH3q2VOyY8dIjhrVcEBMwBrAgiEwDDWVhjy2F10y4wSDvaPDGrTunUXMGdLyMZ61RgTkBpjcsohCyE0kFpQ8EMexoh9otFgdszbuztgzLpb7c6NL4J12Jw1iCDX4OCNqYZRs6hqZawhilkVGIjZOWJQwkFUvYBaoBpYkKoMaJyRnCVnBjB1BaYJGk27/dxLr/6nLz54/PTYa43EPOH5nKblAYpUuSqGAABMulpcrrr+9r07O9uTzz//5OOfPfzXf/2vVdhP6saSHcfw3e/+Xop5f/8Qkccx+DG+9+4H7775zgcfvH/vhfs5p2G9YssMAElyyN2qa9r66mqVNKWUfIwpSfR5PfbqWDJenF2YppKDVkWctZbs1cWl92EynS2uLh6HJ8aSQq5qZ4zpBt80LBIQV845730p+ochTKcu5+xsG8WnGGPMoV+HMTrn2mmDUsL0VHLuQ9/UDTKlFAFUKbVN9ejJJ9s703ZuP/j4XVNP2rb96OOH1UcfmO//fjNpju7eFblimte2irGTxKDqve+HfvBBESkkmrohyKSefvrZo5cePf/R+28R0WQ6OT07T3Kxs384k4Om3WWeojCKhWByDtYSG8gSjMVhWI/Z1vXUjwlBrbUMLADluYVAAEJIhKCQVQRUSxi9Ke0UAOiGxmGZGckyI6Ati54YFz4UdVmp5lPKVeUQ0Y9enFPAnd29bd5HZlPZAuUjRcucYuxWHYiOY7i8WASfYpEKACoAEhdR2WSiWYGts64+vHV0cHi7XNGyaT+VAIauYzbW1uvV0Daz6XSLkPZ2DwEgxBBD9ENvjPnxj998+6fvjENfuWprPnXOYVHj5PzxRx+eXlwZY9756U8RcTqdlm4nhMDMV1dXL730Egq1Vd3utEVyVrTrADCbza63iPOUAxFlH6bt9PVXvnR8PD28dYshj+NYWTKMYeji2FcG18vLrMQEBKqaQKJEzcGjJGdMTiODqiYJEYFR06RxX/36t156bt9u/IebaNjS/sUUUk7GMqklJgB1TZ3FDMNAhmpXK1G+vEDQqIIKylhfq+mstYAURbquYzZsNssWAUUFIprP53fv3i0+OkQyxoDS6enp5eVl6cy/6Lny3gPQ/v7+a6+99ty9F/b395eXn28GxKoE6JyzpmLevIcV27OUVzGJUrAO2jqhDsErKqNiio7pYN62u/uLi/WHHzxUldLpxBj7vjjJCURH36coPgcyGHxWtE07mW/tAHDwGZKuB6+GVBGB22b22qsvjP6DEFNlEQFUQuUsEaEmQ/Tpp5++8dVff+75+/1ycXa+Ro2IluwkRCEXkFBEQgzFzsRE5SpK0acUDWXdvB+G2TDbk5OT9bobx1DoSkUIXYqrjaeIuPRC5ZFNBJWzRFj+sRTSzBavJXplq2qtVRVGKjklAGiNIWJFLptDAEVSZioONJFcfg8ScVEcSbbOICInAih7iarYWVUVQFIOAOosqzISI0Jm9iEIgQKQCiJYw0guxgCEdV1n0uQzIAMIQAYiFQDSG6ciUhF4AqJeK8UKD+hPNXLlBvx5I/eFhMrynhRX2p9+roOoIlEZTiGSqG6CmDe7cQQlQEesqEkxgSHLRhVFTBaTMhJbhaAQmYWNEWQyUtf1+fkZM+Wc1uv1bI6b/9vPmz8MIXqfzs+uxrDa2j78c+p1YzgjMue0Ieiu+/H4+LRbr2PofVgc3ZpvTezpyZMnTz4ZV89Ap3WVm1rbFsO4IIahX27PW0kJ6irGpCmC5u3t7WuqfPTeD0Ow1tq6atuWZNBoymgb9GaNgX3fx5SBrSJkUUAOIRAaAMoiKeWcs4AWyW7OcHJycnR0RIo5qzFuNpvHGKuKfBQiW3Ybm/qz6LlUxnFcr9e3D19AhPPz8+lsGwDY8DAMWaTrusPDw8rZj95/Pxbh/fViIGkeg1fKSKagKwrXo53P59u7kjQMYaNmBqyttU6ffPrp8vj07T/8ge/6pq7Xy95vTVfrbrEeLhZDNd1StEWtevOJKV67EgBCCCmZyiAVPL5KcQcgEDFtcMwKyGyJIUfYOEeRna2aSZFaZFU7aRhA2dqmAcKcMxn+S9X1fWE+wcw5jnBdI5cbjYiVQESv3Qybf2SkslWIOUJhRCsy6AYGrKiASbTEx1Z1xezK/c2EdVWD0E3wAKpcL/oRkZgMIVgUyskiosG06SkRiBSxANaIiYz5ohWYr996vv6qrBvjuB7W5GCyNRuGaNixsQ405gSITAC66fpujubStJSrk4js0C/Xnm0Tx3h5sTq7ujw4OCz4E2tkOqkMs3WuapqqqeeIMfmcc20NKVTGRh/efvvN6fxgvrMdciLDdUpKuHvgCHHo+48/exp9MMRh7MsZQUSGeBxHybm4bGvrdnd3u4wvv/zyrVu3YowppaLwLFLPra2tyWTCzGSM07A83nD2xnG00YuqQCa263Vf9Po3+y5rjTF80zCUYzcmZbgmRCsgMDMpl3RjJmCAX/Qx30RFlSVYSkkNGXbWGGQBJRUsVw9q8X6DZdacmYiryhXQCmIIwQ/Dhp4aY05pHbo0jtEakIQSmTADZYUyolbgP219AQS82YKBwmZorYqERIaQN1475HJVAYJIgs30A4tiXVWJGAD86MdxZCZrLSa1Ys/PTh0jM6FEQAo+KJABXV6djP3CFm2Sgels1vd9SmgtstH1etUrzCtbO9Iwdn1HdVtZl7KQZmRsXGWYzGq5W7txa1Yz+hCDDlxnEZk2LdR2WFxtvdL2kvELI2ZEuOZmU7lnlVAAQMGSMciQoWI3IIMgcplgYwxI1BiqMyVil1NWYkBRoiyizFxNUvIJqyGPbO3te1+qJ5OYdfQ+ZVECchS8BzFgSGJSgFt37j85OT66e+/y8uztd9+bbm8/fPTkP/rtv/7k80d93/+Nv/1vfec737l9eOv+/funp6fjON67d+/09PTy9MxV1dbWrG3b73//D3e2t1JKYfSSJUdlcDmAndqqqkoxGnwKY0opu6QXZ4uTi8X21+5NMq+Wy+VivbW1naJenl9a60DRso1ZYgiSM4KJQUSSNXVd2Ulb1XWdoiLEFHW56JIqAzNB8FGTWGuHYSADXOHe/tw47sfRr6J1hggtUjttAJyrzMXi7HzRe1nYyrU4rsaLydQuF4v9dqdtZTbRJ88+7cdhbze207ZttxkyQyJQZlZCUB1DFMRl3yGbt3/6bgqLlEIKZjoxzJc+jOnyTPG5SXOLcELQBI9UgWjMObjK9P262d6HIc+3pmv0t/YODfH5xSomEFNkPxpDqmtrmcI41JVDFQIVzSCATAoKKqCqkkBEcgTJoLlbLX0OzrmqqsrRcevwoFi8ykD38vLShTTGsFqv0JqQYgYtSrPz07Ox6wGgtsYZtpZfefByjPHw1pF1VkRiElFNKceY2KSu65bL5bPTy6SIiBfnl4W7eHPEpBDmVe2qyrhKkXb3DsppWXrRtm2pMt775MPW1uzx48fHTx8/ePW1unLOmPV6dXx8PCZ94403tra2Hj58+Pjx42EYSgNTZt6PHj3KOTftrFi7i2xSVb33Dx8+vHXr1mq18t7fvXu4uzvrll1TN7N2Fof1b/71v2atS6rTrfn+/r5x9f7W5Ic/+pFhqgyNIVrUs2ePjWE/9Mn74yefD1336LOPp5VrDVRsjKta6wyq5IganMGcAmymOfgFhmdUlclkghpy8DlnQRNySipb86351lQI9ZhEcwa9RoNs0F/GGFHAa49NKbWdc8bZmDcFUJkhGrMR/DtXAUAIoTxab8hhxdPinJvOZ+zqyWRS2mYVKeNjZ01ZAKWURj+202p3d/c0xk4S3tIaAAAgAElEQVTUEmFlcuW8amuYNFUGU5aGaTZrFitPpDGGabtT17Wzzo+RSXd3d2OMTz5/KjhPIEIMTElTkrjqrl574wWjlyEtd2b10A2QDICZz/a2t/am2y8+/Ozi6bNj7yOoJ4zWsCWTfUDB1159cHZ2fLB319VIXIxTopCtNRlYRVKKKWXi8rhUAMg5xBSzRLKMSGyYcLOvW6+7GCMSWVs+y3StvE1EzloLRM5VSTa4MWY21jJD0WEas+FwIhLgF0knsiGoQi5b35SiGkIjgBtuSrk9S+lSbPZ0re4u3qryAaWUVHMGLJJRJiqyzDKWLYPE0pCVbrNsySSLqqJqXdfMiGARdexyGNYgGTWXTowN56QbAQ7q9QUDiKbQO3PeCH5uOr2bvd8NbWjzc8lfaP90IzL7BfQLgmgWVUAUATYEQICCSgAMSICWWFWMIhIawKxZk6oiiMIYU5YMQJh7RMnoQfoQfOz7w1u3fPCXa2RmiAK62bSDEgBa6wA4xvzk8flymXe2/ixvqWM3DzGGmK2dIqJxRqDAV1NV6WyGd261fmhPnj6aVl1KafReJRncHoeL+XxKEAzCmMambmvbrNfd6uqyfLJN0zDizs7OIItR487OTlVV3WLhvS8kG0QqvlAAnM/nPkRTNcZZ79MYfN3spSgxZvChAGxCikS0Xnc5Q8HPztpWRLv1kCWDkjHkUy6fqBTQIBEoFvNtWTbeuXtn9EPfrz/55JMXX/oSKJTrre97Y8wv/dIvPX30CCTl0Zc+jsoix9p20lgHxlrnDDEjctvOmnZrHAMGMcSgqiZN6kbRyGoYLi7RdJhlfb5koh71/OJiuR7XY47KWSgJGks3qGESLNNxBRjHcayomjY32gdrbQWqYEv+h+aspKxgiAHKWpaZQRmxtgAQfY9IQJhFi8JQ/8I6sr/Yrq+YiEsoGVNB819jX6FkGWkp0wGx8Gs2O7qiBmRiY0CVMhBhzgmBkA2hKhEjGGPKfFAUS3wGIVkwWTKksrADK0CgIkqobACJnAROg8PEZEdQREgqmlEBSaEcIpoCIV2TtTOz2Ww/cpkpYDCBa7xcn3/0s/cF4NbRc93gU04KIKAqMgZJMRdiW3lcAWhxpauiCDDSpJogu6xcNXPTzLb2b/kYTRZVcNZWdYOqow/r4UpB/3/q3uvJsuw681trbXPcvTfvTVumq7raN9CwhCMFcjijEf0Mh5qZYOhhQqEXPUv/if4ARUgKvUociaKEIWcggiQIWpAgml0Euqu7TJZLf92x26ylh30zqwCC72JHP2RVVJp785x9lvm+32fzLMusUioYCsPgfTREJivPln01y3WmQFGaKznntVK2yK+/MtWktFJ96LJNqhJzCCBijVVKfetb39o9OLhx/bo1um3bhw8fXqko06N6w3HZtNtouId2gSRZlhmzoTmjSgYVcvFlSCkxB6WSMzVcTeBQ6U2HzxwDcdruMYigMLAA6h9fr12VX1ftXxRgRBCFgCCIgAp1sooSIAMAa4kRULthCM5txC1gFG3YW13jwVBhrAKNMUaOAsAcmQUUXjrCX1hPXxphvCzyREr7YNCEgRliFCKNgCwpAThd83z5jKGXPz0pfjmKjwNFUoD1ctk2NQ8DF7ktzIB+6F03+G5o0eCyWV/MLzgGJNzbOxCGk/n5xar2ngnV2eK4XS7GVW5R9VGG6I02aY8h0fd9+Pivv3v00fs19KvTk2LnemREAOc7XYyqcbmcnyKyjiACSSmzoaWlc01QBEBQAFlAg6iACtkyWiAblQBLav2iiKAiK0IJoJ8KC9JWSQx+CDG6wApt7wF00QzO5rZbO0EQNKJABL1INSrapsmzoqysH/p2GEjZ58cnwm7/4Ppv/ua//sEP7n7723/w4N4nwbnf//1vPXr46L7/5Hvf+5vJZHL95k3vw8XFRZFnvRtSCd6sluOqyvPc6qz1HYBaLltFeZYBKRVDiJEDxtj2rLHuQoloDR3df4yDICECXYSFMFy7ftNaoxSs21VZZpH9uq4LOzLGOOfqVXNxNvfO0aW0HbFODkyltNHG6Lyo7LgqI/vnx08zaw6u7QlEWEZDyjmHBLPdrduv3haMP/zw7vVX9otSA8YQh8aths7PtvaDq5mz4P39+99nNGNtnZtnbh1ti+yRoyJRBEOMLJGIUVEcYDqbNd1yUhBmmc5551ppS3V6cdQNhOSGti2Lg3F1U5C6EIrCksJ+aPcPduat64cYwrC3v/Mvf/XXzk5O/vAP/0QHStARAQ6aEMFoGldl39YEAgQJKAUsGxQZojGWMSoka0xu7fZspixdQXG9d48e3E/62FS2Oue2skor0/VOiZAx7B2gyrL8lVduZ9YSIIG/OHs+X5zMl8dd263qc+8Di6Qguw2nXoCI1uu6HYZyNI6Rb96epLpRpaJbInDMsqzv+l3mw8PD0WSSzjGO7JxzwTOHYRiI0Ech0q+/8RaLrFZrEY7eI2JVlhLl/PTcavvaq6/1fZ/qdefcxcVFVVRvvfEWKH0FqUpl9MnJidb6xo0bG34g+q5ea4Lo+m//xZ8/e/JsNb8gUkOIbT8IQFbk9eJ0trO7t39NgeTGFFvldFJNJiMCzAy1zRcIcCjKQqPmID4IIJm89+HWzeuZMUVmzIvk3xcKz7IoU6oysOcQALh3Q9e1WutqPNLWuOBd8DF66hUAmKCVyZOsNymykgPC2EwkjeqQiHw/vJx3LyJ93yfz/NVsPrEUrzgcWqsQwnq97gevbe59jJERRF1mtxZFIYzD4BP3v+u6bG/Prdata9qmPWCGhCrrnYcQuk6YkaPHnCWKRAFomibESGTTlKGuaxH2kUgXSINnASLPPWG/XD6djZxRQz1csAwgN0RIRG1v7xbj7fF4EhlWy1OOA4Ju22Z/lGF0EuH69WsRNNCANAAOhMxMMQ6CmdJj710MCaiDzNwNPQiE6AVkg98WwY0bCJjlzmuvdV13cnzUtiujSaIK0ROqDdEHMYowCxAZgyE65wYW0gavnubMaSYrSmnBiEAAlFp9UUQBQAMIJSAKKaU3Y1Z2LkULbp7gaUGttQ7BE6FzQ2611hpRQhCFRGqjF91cGDEKhCvVtyBqrX0IpExad4QQEVFrUipXBACMHCW4pl6kKEEghE0shKTHe9oFXYrGr/JzX/DnNjfvpa4qTV5e8l+8+O/lK/OyehGl1CaaQCkMKCIMkghNqeWMQILISEFAkRBiZGAQAYwAMYTBNQQxqtIYQesRJUY/Gs2GYUgWxGE4L4EACGTT+4mgd6FuHKrc2qJr3d/v+iaTycl5Y4qyLMtVxyGECIM2RVkpTVnw7WL+5K+++5RZDC12p7hcD6KM1sCxOT95XGQ3FAYCsgYlGYBDWK/WVzrYuq699+PxOJ8Yk2fpL9M9EuIVSVUBQNO0IQr4KECDc4IQYq/IKGVGo5ExGRG1fdc06yF4Y5UxZjabuW5QpCaTydnZWVEWAqgsrRsfRRV53vUuJQZdyXSZ+eHDh3me53m4mK/W6/VnP/fZv/u7D7IsI8KHDx+WRX7r1q3lvDxhOM2y6IdEv2SQzg1D8HvXZjduvnKxmCdcoI8QGIE0KQJmScYTFnEutJ0q9cQWLAGSbAFwNptVUTlQ67q/un74cp2zOb4Q01F2dY0hoDEGFA1O0lyMiqJQmW96DlFiBBEgYObI0QELiwc2pDvvusEB6YCU1Gr4j7Hru9INaq1efqfS8ZGGjZvjgBAJKEjqoAnFucGgECCh0oq0VkNqPwgusal6cM5mGQGhgIgoIkU2YAgMwgE2xiqIIihCDARgIBJ7jVEhK4gAFBPQTACFtFJJpZQGD0qRYmCOIGnRtxkd6Ywk9quz+X2F89WqrO75CIBoMltWpTZGoSW0l69dG2NGoxEgKa1j5BhjiLH2TMoCqqLIHIutiirKRpMAKgn/bVGkWB4XfD84EckyGyK3dVvYTGvTt2LsSAjrrm2aRmmd5/l63RDRKC+8i8PQZpMieMDABCCitFKD0DgbnV6sD268CqY0Rra2tqbT6dUouu/7K8NG8l0IQqXl9NG992NMAz+ttSCluKlxWSjeTBrTPjO+5PXfqICSZzLdKVdeOFJASuJl/tzfu87pslVLYzxrrYcQg3j0ygcEVJQik1SamCKA65kjKZMpBBBITiGllLDEKFpntihrt0hluQRRipAwBB8FUBullEmFQ4g/trV+yWuR6npATj92ikfkEAI7z0KaUAECAW341CnHRmutnRuSUO1K26yVMqi7tlss5q0PvVYHt18BECKIEAMHm2m0Bo1GBTHy0dnpbLo9HlWKLHeuXrcHxiwX54eP7utqooqRFwhdp7WejMejvOy7Ljd6ZzxuFvXq4my0i1oTbR7hOJmMV6tVP/Qas8RnvNpsplZdBIQxKWAYSYMQC4AYUIpBCwBpUsohA7NWmTEZAyGGBBmPHI1SAIjRR/bOh8lkGkH5CEKahVBbZnaRWYSIlDEhhrysJMRuGKxS2mQ2LwDU73/rW7/+67/y5NkzbbOT49OqGu2/unv0/PjGjVdWi8X5+Tnz8u13P/XWO++8//77Tx4/Cl27f+3akydPiqo6vPdJOZ1YmyEM85MLnedvv/3uKjzXxiCi0TbPi56l5TBRMLZx1TcCURgUbRKovIvRhUHgzp1bi0/mxycXs9loPBqh2JOTE2vtF7/4xbfeemsYht/7vd87OzvbUIhCIDsS5r73VokmapomREeKxuNqvV6t6ou2710XtTaTyWRrtjXdnsyX55OtcRL4IklZFBasVtkon21Vo/V6Mb84vnZj1+T53sHutYMb6zV9+MMPfNcsV6vzxdyxUnlBBKOR8V1D0V3M5xC6a1MLCtvhvF73UzuKvBQwdX3SgciWnY2vk83m9WoymVirF4v5O++8/c1v/1lRzHZ2tkV0UWRd356dnRhbpRtcISFKZgwh7O3tzs8vbGaSzDOCADAgpGV73/fsAwtIiNG7k+OjVbtKJ0M6IQ8ODoqiuDIOXVxcLM+W+wcHt++8KgqFaFWvNynMPiSP0/nxIUg72SqJYlHq1XpeViONaLOirKosy4hU51BEHjx40HZdUY6apoksSVEJQIhIHCX45Gfe29tDoOOjk3R2VVV1cHCQZdmyb+vVcjwelWX5/fe///zJ47peW6WKIhuPRoTQDiEvJzHGg4ODW7du5Xnetu3W1tbTp08X8/n2bPbq7duLurmSzXddlz5I+KLJZDKZTIJbS+wP9vY/+Jvvn5+dvfH6nc9+5tN971I4TNs7H4PiVx4eHp6eHK3WKxYcBmetVYo4+jD0z589iT4cvPMOuEGzZ++73kXQn/vCF65fOwjN6f7urnAEUC81fgAAPnjnHCIgkY9RJAaGwDG3RVbkzvXzxWJd1yyAKiWhggefplcbDIYxyTmTwgxCiOR9WvolqAwiam1i5Ku1HhFJ2pEgppopUSuSvz/9syTvT4/grm0bjt57BAVAe4gJbDPe3pXM8to0q+ARgnBkdm7IRAP76AOEaCfjzeMs+KEb0q5stVrluU5REM7FPMuYMcRIWrG43q1JBReWjrvZmIxi3dvB0WK+VJR5F7pu2N7eHrq1c40bwtnZ2c2tyWhUCuP89PTzX/5ZQGnqFkKnFFhlnRcX2egd5xxzgl5wostImoAjIPGl9zXNC5kpnJ6exhiHwXnvo49d02pDZVGR1tZaa40LkQi7YUjFYpZba5XSqJW9XHal+amkd1ZAiESBEkGt1Wb/LMSRgbyQSrRHjaTJwiYoMSqldGoHVZppJueHepGYkLoy2hBBNxdGInYSiUjgKILOOSFRSmmjU5WYQimENwEnRVH4oQGCmOz7HAEFCfAS1oebAgLSUkFEiPDSFPYirT69G1dFCBFF51/29aWL8EqLdBU7mV6hIh2CEvEAIBvwfJqCIiClUBu5RAuwoKCwYIgs4CNr4V5Aa4qoAoBar9fbk/2+j8w8Ho/jqr2auQBgot/NLxbVpLp+/dXVygE0P1YLHR4++e734L3Py+07M2ndaDSKTkceBt+YEidlMZtm88WzqqreffuV9z71HnJlpwdt2y7nc+eGyaTsu75ru8wU/dB7F0FIk5pMJgcHB5VV5ycnROQ75wmCcGmLLMuG0A3OIapLX196oyDPcyHqB58X+c7uHqA3OtPaIilJWlBCAI7ATbt2rjfGGtLMMUaeTCZN00y3twu0g1/5SFmed71LHpmUHZle8tnZ2ZtvvtE0bjKZpNoyy7JRVS1X4d69e6/evnXjxo0iM67psizrGkotugve963JeH9//1Pvvffhhz+sm14p63x0PvrAJsGjEDJjMSKHmGcZxjg0zSgv+q5vY3/z1u233n1v0fiHj58/5pPj04ssB0FCQEUEiMKCiOnmSZj6lJkCshnrKyVKqSyzGnCEZtX0PsncECIJSfAA4WrSrsiH0HStQJK/Mf0DETv/P+n6CH7cdRgBkAi0UaREwJMgcwq/3IxksixzaQ+TlG+MqDSmKBAQAGWriRCGwems5LiIHqoiAw65LVlYKQ0sWinxjpQRQhHhGFzXXcp/XQoYjTHqImNmsKbpOkErWeltPmjrgYlID5GiCIMoCkqBIY1IRMnSptSmrQCAwIzChpTtCui0wlIFzBRZHUPshWVoODQ4KitbFKI1EVlSyMgdH5213vuubWOIKSKmGm05WDV+KV7ZatKHwIxGKWCJ0WXGkCIFmPCv6QWGELTSemyrYpTb7PnRifCZG05Hk4kPvbPD4OoMRtVIIyLIAJozTV3nmKPAJjJIac3Mvm9HxmjnR4CB1EaACtBHhuiVtum3yMyCSogEy9bVyhYRImNEwx13HVrMS9JqMfgdHDZNtggIA7LzjpnLskTEGIPW2oc4MVkuFGq/NRtrrzGzTgSURGIRJsUvOwwBwFgTY2Bk1IgKmKL2rBLYKNe9uK18IsOgtSJjF0OP1mQsZDBIr2yqaxwZkE2ALHj2niEUWSNslM2KfH16QWLFgbHaBefFi6YQg6GNfRk38KF0mSfXEkSBANFHZ2zVD82iOx+Nq9JChOCNdsZHRCVgGRn5au5ITABAVl/xXZkdIIDETLXN+UPQal2vJlm7s7s7tD02XR6GoXM8DLnb+BXH47GRPi6eLevaOTeZTJ7d/0jh8OHHfynlaLp7MN3aLk2Ri84CG4p6jG7Mf3F0+tNf/8U7n/tMI8uhtQy5HcmK24uFv/bqrNRHPb/F6IAwQHAJw6wTOFhIEFhYqCpG9XqpMx3FOxwgh5zssl5rzALH8/nZ13/q68ENpLKqGA0uaqWNJgkOxBsYMkXSXXz1a19a9mvUrG1GRNz3GWCBwBoieieR1LYbGkPRYsTYSfRlxt/5sz997e3P5LM3nM5saa5/nn/4d3+zntevv3Vnd6vcWpx8cTb5y+/86enzxZMHR5/9zOdu7Y4fPny4WFyA7ybbVXZ9ena2iA6RBRDQ+275qAb60o1bn9z7uDIyHeuj1RIIstHuv/76r/zRH/7x3ePDHhQoA8G5uskMXTx6lGVIe7ODcuqW3fP7F+XWRCufZYU25uj4/F/9xr/NsuzR4ZN7H320Xs790OfW1u2aVFaA4rrrpO1z61ECoi53AalZzst8qvfaT33qzRjj+fnZn3//E6XUwbX9SwB0BsDtoi1KGGglmnUBVbY9ntw8fPh8aB5/+bNf++f/1S+vlk0ebp2fHVtr2nZhDC6W58PQn12cHz5+8tlXfvPw8dPvv/8X40kVnMzPu66LJtvNMjNf1LNp2BpFCc+HzhcdFUWmXMxxpEIxlnxsCrqYT7cPbIj1+by0pWeMPgoxKMXA0+1ZJMTMmHG5ruvRaOR8xghRWCAqrYlw8EEER0X+g7/9oNrbPXjt9VnwV/K/vmnvPz7q2i5B/2IIo9HobL2OWpvTMwEgrbTWWWGm0608zwXAOXdjZ/Kd3/2/Jlujb/7Zd/7Lf/MbdbsM0R0+O1L5tPW669lFyCwToVWKBFzb7WxNQwhKW5tlAViAMpTYt8zc933TNEbje59+ZxiGlEBzfnbc9/3guhj8xNzYGmV7mdx79nGeWSLqm+jOycc4u3bzU59+fTrdvnfv3nf+5A9i5K7tp9MpM7Rtu1jMT09PAguIlNbmk7FROvrw4P79iTK6d5rFn81Xq4uqsk9Wjz68+9Ebb7zZD77xMQhFHyAyoRZlIKuins9ms+3t7TQUW61WiXrPJTeHJ9s718QTBPJMRJkpcxB1/8nRybPDt27OPvjBxz/3tZ+KEuAy2yiNdwzq0lYgSkTQmBhQIWTGQmB2gZjGWTXJR1rpUVmlfLOiytNGLjKQMWm74r0DgOBilmWZAmJlRLxIldlhGIzV3gUSRuK8sGWVhwG0ypQyEQkginilVQh+Z7rF84VFP92ZugabZiCkPoS0a8rznBmW69V4MkOBgx0urfh6UYTlFvothZnSxXg6DMPa9c7JeLwlsSrySZZl/XAxHpsQH2X5KM/NMPjTs/Vsum+I2nVtMVOx4Nhpa52Pk3Kk2CEYcoXFXOKZNTukbL2+UJnZ3R+dnZ+WW9pdyPlFe3ER8L0yqgut3ESri8MfTmbX4oBsJowInBoYds4xocfIMqhNmHjkSDEoYStgo6UeWwegNQmKJhmPsuVyGWOvFLJgNioxBqWJ1MZ0oDQBQlnmWmsi7b0PwaEQiCjaMAaNTp02GI0bYo1VBEqTSoYEJAIBhRqYKEKRZaQVitNKW4UiCgBCiCBRo6nyAgC6ulNWQwiWlLUqxhBjAGYyOhkXEaGocu+8G4K1mVboQ8xzG4Rj9ARgDfkYCFIgHoTAzAEkElEMwgwsiEpTEg5QgtqH1MclcSpuMj8gFcmXljyxVjNvel6RuGnuDG06amYBQUKBmNqJjQYn2Nh5MpIb6LsWgs9szmwEAsfA4kWEbM9RoYDmHNkE7mNAFvRCLjCQhh4jDIIXhAFpQjwJIQi356uPjfKj6o5EL/mzPj1dEQCQI9WBeylu7lxDRKNRiaEYkaIGnwFH7l+9bnZ3bbF1c1k3gGXreFgvhlAMPe++OtmqlqE73MnBgB/FpZYnyi5K0R3IuBwPxV6zWDNNhEztB8csSsdBOg+uqW+9cqffv2kmx7PZ7r6irXH5/PnT6Ntm3Xo0fRyyTEVgQWBkUmhz3bTrIYTeu929vdGWDagVoNXkus4QQeTc5lrrdduY3FQ7U+Tu+o3rZ6eLOBSoMbgYfK+MWC0cGQIZGqMxYWitzXvfdM7brBxiXNSr63eufXz/k1tvHPiBl+su0/rGwbWqzA8//uSLX/jcbGt6Vo5EZbP9V9qmA+mjlslo1g09c3nvh8/Pz/1kdI1FCEATaMIQIkQWxB4capZJsbzovTZlNlkNvkGqi7wrixM3fPTwE+dYNJMRoYBgInOIgkQ8RKsh+N5YIPTaxrZttre3T07m27u7Z6fnFnOtdFqWeuFWhd5E4MgcHbCjIKzBKwLUYsADsFg0gaMS1IAQIqoNSOgfR3IDyI8AD8MGV4VIanOXspDSmzD7GJPJG5M6JwV2h4B6k7K9MfFfYlGYGWJEAkFIsN2NZkZRdC4NoVNAwpWRN/nLvfdxGNKC0TMzMCRdqCEQjAheOMEHkp5BKfWTdpiSThylVJZlNsvSD5lebDJbe+/Z+8Qv8d575xVtZBtp6umcuzh8hMqMx+MoYIuic1EkSlSbIDYUYzQhpcVYwllppbMsk8ioWJHq+357a9eqHJisymeT3MXL8JCNO41FJLeGISVmIhHF4InZcfTDQCgh+KA1Img0aYqXcnUuV3G0ydtEKm355MNTiTweVUnrLlr1vvdeMmuHIb6Q0RMp1Epn3nsfJLV8SCZy38aOQYHV5bgChUN0gSAgJC4EOr4Mk6JkPA9BEJUineZAHFlArNESYj/0QDjZmiij+2EARKW1T3vJf3j/vLFoMiBLIsEMTWdAVVnhhV3wAKKUUpCcavACXpVWiS++OCoSRKOBQmSIqEERkyCSIKbIFpaEpUoXolymu2xU25ucU4kxBk7pRIygJ9Ppsq4vFsu+biCyUiQEl5Q8IqLz84u09kzNZN8P9+/fH+1tv3L71V7r8/Pz+fnCgB5lRZbnOjc6M0qrd956+9q1fRAO/ZDZwvtY5llwK2soDP10Oj6/CKk4AQClKGkfkrYzpjFu0j8LS4zaEAA71xPBZFIGlPVy1Xar7e2trMi6wYtnFrTKdF1XlRmi9kPyeKO11kSvYgyJf6MUCRBssD4qLSGJJpOyrxeaFAJfnJ+PxuUv/MIvLBu/XK62prN33n71zdf2bu5NHj/4wf0P77ar8zLH0VaB5F3ozi6Ov/4zXz58/BRQ3Xzldtd34+meslWWWyQ6Oz1DxAePTvXeZFV3Wpl61S6irnSxXi9Wvv3t//sbzkddjiCiKGVNNp5stYsz0BKA/vK737t5+5XJ1mS5Wlul0aiiLOfn53Myv/sffvfw8KG1xhq7u7MrHI+PjwBUEsEZa0Sk7lowJIZPT55du7Z78+aBcHjjp96bTEbDMLRt2zS1UtqazPkhge+JMM8LwuRvQUQMMd6/f78qt0Lwv/Vb//uffOfPnQsqvkmEuzvbeZlnuWnadQqnnk4PRqPRfO2Pnj5dzO2NW/tD8GHgPM+3xlNjqq71T58cvvv21s/+3E8fPpw/Pjz88le//L/+L//T9RvXB+de3dkdb20v18MnDx48eXp0cvLcaPvCCQNRQp/nWUa4ujgDlHrZKz1DQqMQFQl7ECk1+OibeT3KVavl+PEDz6y1zqw1xhTjYnLzAFhymznvzk7PQggKWZMoJTHG6LywGvrm/PwkJNmfiO6b3b39588fL1erf//v/48vfPGLBzdeqcbTfLTtxJpsEgUBfFOv69X86NmTwtLi/IhFBu8FdWQQRBJwfZsueEToQ3z09Gm61/I8G1XVVOuyHD16dH+IULvgRf2L3/jNne2p94ESL74AACAASURBVL7r+m4YmratB3fv4/sxfuy939+/LgBFXmxNp6vl+sGDB4A0294VVABstUbEvmnbrlVK3X3/b6uytFoXeXHzlZvrej407dufereqxo+fPM3zwmQ5ICGqKOySYVHk/Pw8mamIKCFDUyJZ+svPf+5zGL1CVoRCatn0q7oZmuV0Os3z/CcfjDEmMRIIABpETG9y9KHve2ttWZbj8dhoU+R5avBms1lC+dd1bYs8yzIkcs4xs7mEXU8mxWq1ats28U4pxvS5bdumk/CKDKkUZbnOMhtCKPJCRNq2LfKqKAq12UVtloppFZPnWVkWdbMu8urg4CAlJb7++us3btwYjUZ1XV8FcG+EJzIXd65hqTWMc2PgLHTrZe2F1cgWoTn3Jl+t1tFpIomBiyLPsu0f/O0Hu9Nw5+YeRem7VhCE2Xu/WCxH0+nJ8clkOv7wo8Of/uoXbxzsPXrwoOsXVW6MyRlyQN33zmaWKYIEZpYNkEBCykAHzxpE+CpC4yr466raSX9McptUxqQzIdeKmQE3ApMIkmX6Sjm8efLTRv54Jaa9sq5tEAMhEghD1EqBJDWK3cSJcQzBE4ECxZhiIRKRVxORMHTtoJSiFATHfFmbcaptkhPGe4eIwDL0fYgxhJgKvw0ZZtO5SYiB2SGicPTed81q6BtC0UkXRAn0LS+/OZfZcfqSTCNEBLK5un6sWkuj0h/9XLzSEF79+8sd4Oad9969vCq8lINC0l7FCMARkREjRwnMUYiFvQ8sLCVq0kT6R+2FVisVva/rZnBdCpxLfXJKJfTBZNlYxDZNENExRtTpZSpBBSQxRmNHgFkU8UGUzgHCzs5ODLBaHTOc3bxhwQ9XiJoN0oJIaS0OmLn3Do1NdaAIJj+LCN+9+8Hu/rWdnd39/WvLer1er7e2tpp1PH5eV6Oi6xp4sc8VFvYuDG5gQGPMaFSNx+OAbEgZpUOeK0HX9QlZb60dF3lZlirXzrmiKPrGXWUt9E0dAjAr5xyA6roOEVPgx+uvvdl1HaBdLFZvvv0uwsP5fLk12b127Rr7wYcBAA4PH1Vl/uabbx4cHPR9/9WvfDUGXjcXMcbbt2/f++Tj+Xw+n8+V0cYYpbWCtMIlEGa4vM0ITJ6ZLAPQQ/A+eC+c5GxpafTkydO0uku2w8uY1dQIUBo98KUE13u/v7/fdv10Ol3OG6uyoigQkbzfwJVIIYIGNAAxEWVZojBECDF0XScI5ctwhX9UCs8NLDiZmRiRL7Ee6d2OzEiU/lKIBCCEgCzIsqmDBRShgk3Xl6Del+DdzfcwxgDhleicEjkmxhQpk/TcaWufPlZKeWabZdbaoFAg3fyp2iYWjrKxIF/qGXT69V/dvVc0ziR2T6fnMAzpaEbECLGu68AMSbKy6Rg2X9BorUhdTriH2fYoM6rtvVJoNCpltNEaiQitMZQ4eYRAqI1OcpfgBxKw2hgi13eznX0O1HchCpO2EnxKwhURZCFgAdGZ3iBJIXFuoNRF6IcQBkTg4J3nJLhNHWn6Ua9UN+mtzmwGHPI8803tFU/HowagbVd5XiqlumaBtkpneuTNryOhya3NwHsBcJ7FQAhxCMHJEFUMGJwAA0YEJBIGBUYuESLIuInpSz3XxnguoOWSOy5IpE2GRBy8CIPSHJOdDX6SOPMlZJZnBCQGxaiBcmUMqhAiCVAEHUHg8kH34qvRj/4RNCiNSokCDxhJoyFRIIojRSBAIGbFL+VXppPicjyZFCkhBZDE6COzIAF03RCDJyQkrQgBhSEq/WI9mJclM8MlDz2K5FkmUdq2c9aQsrnNQ+f6vm+atQcGRdifz89Pm3od/aAQnO+aZY0+Xx4fapC+XRuCEHtt01YUESDyJqKHUBGSwg0mLjNGaTEa227dtUvGiJrIKkCfWez6Ji9zpbXSth/CEJyxmQBxjFpnRiMLJH3dlSxeAalN1ydAwIAxCiEOQx+in07Lw0f3nz598iu/9i+Xy6UXs7uzs1zXuQl7u9OhXQm32zvjxdmD83MP6G1p/LL/8OO/q5tTnRWjyU7dNoUp67Yz5QyzPDB/7muf/+KXfuob3/jGWXs0MPZDvL53c7/a+uj5E6BMZ6XOqxAiWnz3tc9MRuPd2TgOzTe/8TuxXY6rQoM8f37so1da9V1zffd2nueZsQ8+/PAPLs6SYKyu673t7WHo77z6+tKzH/z66LTv+1FZ5mXWgwf0Tb9cruHG/q5Efvjw4c7OTgjh+Pj4xo0b6XrnKF3fpfzcrfFWjEOKTibSShFi0jWF4+Nnidnw6c+83Q2OUfVZHrNsgBHH4Pt+cVr3D06On51NRkXdrlfzRd0ut2bjxxfP18vWBT+Zbk9mk9OLp7/3zf8TZffRw4ff/s5+IP7o/r0AUHfDq28e/PQ/+bzJJrfuvP3f/3f/bZVB18Fy2bdt68JwcXEhwG3bdl3XtnVd18OwPnz6RCm1d7DrY1zXy9lkq8yLrbHtzsPt/enPfe0L2piEhooxosDdu3efP3tWr9dElGfZqBo1qyVyhBiUVmVVZbqwVZFlWZbnaR5XINdnRxHjG2++8Qd/+Punp2evvfn2/Pxoefisc/D0+VkU5VxvNI6rbHd7PJvZO7duHZ2cEE1sPvaRQmAgE0VijE3T9H2P5qza2k0V4TAM9aIREYFV2/qsqFQ+6lm/8sa7iS2cB1/5OAkxsJ/OtoqiINQA0LbtfL5o+2HVtMn/c3x21g1xsVg0qyURTUbluKgQsO+7P/3TP4HorbF1syKFqNV6XfeD29s7ePtTn1k382RHi1H6YdBas0hZlm+8+WZi9JdluWH6r9dZnhdlqZWuqsKQNE29quv5cu18tFbv7e1NZxP4SYk0qHWWHouBJWxyOBCx7dqzs7M8z/u+995fDbAA4Pj4uG3bJG3aPDUIU7iRsTZZ+I6Pz0MI66ZZLBbOpZEeAoBnNsYS0aialGWZHB8xumHoAWB7eyfP8zzPL2nSSQ+PG5RalmltRbDv+7bt9986OD2PzHznzp033nhDRJbL5VWpnT4FEbfs+gtvz9565dM7s2proowd2m4+9B6gArAfvP/x3Y+ffea9z0/3d53vrEUfHQEojXluUREHP56N+rqOTIh4dnYacbparfIyS5qgyWRy586dZvWhyXOTbZUyMWaL0Rij+Ao/iUCoRBNLKmPwMpeIEVUyiaeWQynF6krNiHVdJ8ihUkqLFpFEelEbhWfGuMlSCyHEuOlzrkAmL5fsV0WLiKAmYIYXbnOIMTA4ICDQ3juQSFFd0VyuzBpJsH3FV7tyxF2pSVNxe6mTVEYbQlJKyQY0GmKMgSPAppOPSdEnHKNPy39rFKgUMrHxSsHmx+bLn59fqo2TI9SES47/VcN2FfP7Eyf4V0nuV90yCJZlYYwhguAHRLPhdINK4O6EJzBGSTSURtUISCoIQhSt0QeJMabMuhBCFIeUpV+3MBqT7+xcA+B+qEX4KgU0eC7LfGsipKqz8yOtbbazQRkOzOAFxDAVpLbaHtuWVysHkjXNojAtkTZaGWMQ5VKKJJcmNEDSgCqRCi9ztDdlXUoma9umKItHjx588cs/M19czJeroauPjp599r23t7a2zs5P0j0um9EvMHNVVTHZ/rQaj8ej0WhgnxtrlM6NLWxWL1cXFxfJOGqMSV1fXdeT8barQtd1gMW6XdRNC1QSGe99ZFAKSalhiMWk+KVf+qXZVvUf/9M3OOLJycVsur+YN0fPLibjaQQ5OjpSBLPt2d27d733pS26rum6Nni+uLhYrVZ/9Vd/xSJf+sqX27Yt9Ob3m27VTYYQc2IzMKKyBo0ePEffRx+Z0Dufmo7t7e379w+rqhxcJCIQYuGkHANAIVIarc2umGQxemV0iZWLrHWfhg7JGma0JkAiMqC0Bo3idG6MiREQMSZ9MwghKaM3nQ4IAv6j6fpe1lILAJImlEudG4CASJopxcuVmoQQSMCQUkSAECQyc+qaXkxr6MVZJiLee1SX5pINkSqZCsLVrzmt/q5+GO+9kHjvI6gIzMyFysRH5sgISitEkMvxz4/lLlx9nE4KjGHzLYQTa3ljIxa+ZDngVWeJKr0Q5rgJlhnadihKFLFG5cYAkFJaLjk33vuEi2IAFBRGQFAJMcqiFRAwIUuMBKBIawRUKrkmUBBTIgUgAnZhHYWVUcbatB4FjAgh+iG4FsWnfmYjzwAEEOc261PanHSyXnc9+b5dz3ZnVZn19ZJ1NrGFgIPAuQWPafB/eTsBFEYbQgleJ/wlR4GglYKU6KoASBBTQgKSMAFoVMkNujnVOWqlmSOnUbRSSisHvXPOAto8Y4BVuzZljlohUTr0+e+XNS+lq2/OelHEACzAECOEIEMfAnPaxnCAqyP+Es8L8PdWiCjEIaIilAS50iCU/kdOIXdEmMIg4IpOfjkSEdj8spGQojAzuBCVIh/ZcSRSyCKgkFBICSqADRtGRCIDijBIjMIQnXPVaJTnOSrVhTAMnUbl3WCMLqtSNA68Cn5o18t2vYxmXK96N7hFMz99dsi+rdk//OSjhdyebG0BaQYSwRijMRkApUaXWTjhL8WhkNa6bRd37/51P7SReDyb5KMyy7hzq3ywqPNMI2mFoGIqeZCMLZRE5s2lpSCF1EoymsBlPiQRoUZrNLt2ujVar+ff+eM/Gtywv79/7/6j8Wx/vV4rUllGTx4/GNYXh5/88MnhfYv8+OH9vb2dxXo5Xy2J1N0ffDIej/OifHay2Du4Xk6nP/OzP/f85GzwEZQudl/7hX/177757f/tfFkbW965/ca/+cVf++P3//pJs3r4wb1mFezW7NW3bn3ly78MIBrjvb97P5pCTzVmhsRzWCHipCyc9yfPj7VWB/sHu/sHdd2Aj81ypYiWy3VaVv/ir/zq/Pzi3vc/eHr/IUeHWjKjMC+u3d63Wnb2SkJ6vlwcHh4651ardjptvXfWmqqqqrLaP9hfr9eG8vV6dXZ+WtdNWRZaa2uzEF0MjpQoE5nZUxzv7XReoq5WkRxFQKHCTSYHxp5+8LcfDUO3NZ7kOp93FzDWw5pP+vnWbGKUcq5BFcaTEYgc3NjZOZgJ8fPjIxfjYl3/h//4+7/1O/8vUFaNpzd3p6XeGGCM0WVRlKW2ltq2T6HG07HdffXGe++8MXjX9a0AKH3bKNJEzXIle9td110cPY0AiijEyMwE+OqNg+vbG4LBfD4/Pz8f5XpnWu3vz2KMkTn6rhnqGi8d4yIUY0bog5Tjyc//s//i7Oz4d377t19/481r129l1fQrX/pSFOyaEEJ3fvbk4vzx//w//g/Wqqoa3bz52t7+HcQRA0XUHiCRV1JPtVgu03Wota5GI2MMCxlrm344X9ZOYF53WikXQhQIQUBpBDg5vcjzPIbonFNKEykCpbXVOiNlqmoLlC+qsbp1m0CII3Kol4uua/7Zz/8TP/QxhKIqmmEQga7r792/P55MldZVnvmwyUEasYQ4lOu8rlcsYbVeAsDZOafpz+C6rm9IgXPOd7UhRqI8z7ZJMZDvln3f4z8ghJBLkdtVicxxM+VMRoy0bnLOJ71JURRJ3pJsmYwv9ife+34YhmEIIRTF2Fpbt23btt77vChJKbis5dNkNn077/3gWhHe2dlZzBdPnxw9efLU6Ewptb83Q8K4kQulNiMlKPgYRYDH43EKlkwrvmQeSd1ImmYSEbrjca4q46ajMCoiyxpVjRhBHEeqKH71K1/e37vWt77vHYsACrPcvv2qpZXzbEjqZhUDC0ryvccYR6PR8fHx9evXv/1Hf7Q1rg729opqNvjW2CozM2VKFgyhEwjIkSQRQaSPcWOVT0RJBI4p3AQQr9BfcNmqcdqFJqYac0jPuMByGZ+dMuhAWGIylqctxiVkNdVCVyCTTQAjoiTJ5mbmTQntQ4RISJpMbrRWjJqU1qQ3Kg+QGFgrMMYkMjVwxM2zjBPXVYBBDKbQDti4IwT4Ml2BEUmlbMAUk4QbD1Ty5hWZKazuCxv9wNFz9CKsiXhTbb1I1r18mL78rL9ivfzIgP7livTlD15e+l3Vq6nsSB1sYvupjdpHXlQCSSDKkHJ4hSHEjRhVmBThJQ8tldjCHL0PWimmiC6COACOUmxSopCVYkTIs9K50LVuue4Aht1ZiKAIUIFVWaFUBmiijNyKtFFaRUa9s+O3RpO2HcbjcVX1Icz1C6QNkMLABGQY1ODFB2HBhKURkcSfEeGmret6lefZD35492tf+89mOzsS/Xhc1XXtnJtOpzF6a21wAaIopQjJex85MiBzTDcaEdV13bddkWWTcrQ4v0g2rna9Or5/X0REQwjhzqtvTqppWZbQRWlSRxBJoVbK+RgCaGKt9Wq9Pjs7/+LnPzeb7S7myyePj1597fXgubNN19au77LMNvUKRvlsNvvkk08MaWvtJ5/cn4zHXdc1TWOtDTF2Xdf3fV4WSYCWLh4Q4Rg5BmYGIc+BMhsI2+BjFNJaGCpTpW4lnS3e+41Z8VL5hkCyyaFl771z5HzMrH799Tc+uvdxNZpoTWVZmDwbjUqllHRDDEFYCFCnlFgS0EZpjShKawRRCouiQKXSwIthk2Pxjyiv7yUUB2K8nD/AleQyhMRKSu0UguCG6omAmCzO6UF0FZyQVCLGJBcvs0AIrIzWuPk6IJwe1S/O+pfuarmMEg6IzKyVBUxwbbnsj4AJmSNeajvT+ZgQAi+zodIDLx2pzKyN9m5Ivf6LmIHUiKanqWxaduHNrJSIpuPKD10Mg9E5STQoxtKGfoaAAHRlYEYU2iy+CFg4smdSyiqIrkVxCtPTXIxi4GFD2U+DTkBVZXVT+76X0AMAe68Rc60RfbOad81k5W1RFEWZXak10mt52U5Krb91/fo//+q7O//1v7WGmsHd/ej+x4eH3ntF0K7np90qvd4rsatzbhAJIeR5nqKrqr2xisES7UyqaWE1sTHKEwhAsgAT8csnNSI616FIApCptFDXKoTAwiQCyJFj5EBCwBEiY4L//kPp6i+EIoQKNzxRIiYKCEEEgRhiKrIu82nwMor9J1zkIURvGI0GYxgxEjJhBIwCgBCFAa/uW0TEePlY2py6kp5dqBQJQOAYPOVV6YchMIMPDBEJUWEyMLwEHEMilX48rY1WhkXcMARjEMkYoxmFGYRDcJpMZk1uTd/Vjw/veyjWnbfGRj8MzbxZzZmGj354t981Ak7pTJkiK8eCijliItUgKqIyN0ZDDKTZ5bkiCN43iIHD8OzZWTkeI/n54giVZMWENCFmKbpQa90Pzg0yLvMsy7XWOmriNI4FIkL+EU4OkkTvhL212fd+cHc+v7hz507ft9OtiRANdbc123HDxZMnT//kD79582CHWS2aZm//1q/86i9954//tPcw9O3+bPf4bD6Zkc7HN26/9cv/4tcZ9XjvwjMenZ49OWtff+1Tv/nv/pv/9JffXtx//Nd/9f2DbDq6vv/KZCpr3i5mTqtut5ru3Tw+ec6o7WT7lXc+szx7tl6eQ70eTUbd6sK5IfqQFxOFNBmPDx88EImz2XbvvIi0vcuKkkGdLuqt8fZXfvrro7z6wd33s8LWYT0eVdNZlVkYje3x0TOOVkS2trZu3rypFK7X65RaPh6PQXB3d+/8ZGFMNt3aHoa+addt247H44ODA8opz22M6fEGo628nTcDAJtivDVVjPXyIsa+qrab1tXzpVG2R2ew7NbRYtWum1CyH1wIvY+NyaIxU2Xl4PqOMjSZTY09vX7z9swD6mpRD6SsZ7fuusge5UWdFDk+OTx855136rrWmtbz785XS++9smSzLJVQhc3YDaOiHLr+9GI+3dup8iKtmIqqunnz5s72dlWUXdednp6uFsvBhxBC79x8PgcAbQ0RDcF3Xdf3QwjBGrtsum4IWTEqq9E777zzta/5Tz755NHD+5/69GefHd43Wb64GJiHyGvXL0YFfPDB965du/7WG6/durEHMHYOwFowKu2IAKDM1Juv3boCCM/n8/nZOeq8a9vxuIp+sIqAIxkNAigYJRqkvf2Dhw/u3X/woCzLg4ODwXmiCKi0tcpoJJ0VRTmZlUWR55lwGOq16+rl+emjB5/gz3/93Xfe7NtG5zmavCzLrh9a57SyzDEzubZam5SoRhfzI2NU37daEwBf+fo2G4PgEMvTkyPxzmqpykLbfDyeolL/z19/77t/cNT+8n/+y//0Z8ryxx/96dwOIcSwmcM68VehcEoptNZaK8xp4mmMIW0T/esKSpxlWVK+9MOAl7qbpEWfzWYAYPM8+EhEQeT8/KKu6zKz3vvs/6PuTX4tS9L7sG+IiDPde9/8cq7Kyqqs6q6e2E1SarI5ye1BtiAb5MYLQoC9kP8JL2zYAmxo6Z3hhRbceGdZEiDYkEgLzSab7oE9VXeNOU9vfnc4Y0R8nxdx7s3X3VzagJlIJDJfvnffO/eciPi+7zflNoQQfHCZzbIs+JTcGPKsBICu651zgIIIxnB6QUQ07GLU1WoZQqiqakNUiWse6cbCMcYYhqUjJuhiP2TbBmQFpgkMGgtl/NL7n8/uvb1aNheXp3mei0YRE4aoYKMaIrCZCV0DHrz3ZEBEsizLsqztzf7+/rPHn6Qp8/7BbWIfowMthwh93ykMDD1BANHQiwRtbRslxKgAIJxImKqiosk2Oorw69QiGU0Q0ny569YClswlCG5zRotI4oOEMPKe1uXPa5+SzZ3aDK/T/HGDi/oQIQYlYok+DMhqwKYRSwxBRIqiMMSakrEIQTXRONesnLhpOUQkhEGVUdV3XUIjg49kGJEkxhhC2uxFldOZHlLyePJsUZUgIhojrAc9V3+lu5q4S+Pl0y94eG7ggU0HCADJLXbT916tDNenj3ZdOwx9iMNVsui6AU9S/IBIEiKggEbv/TAMURWUgoJh56OEOBjDyAYwemnbpq+KMncGgRUMIg5+5L2lLixq6Dz0Q7RFeefuXWstwQ+IKKr2kXKYWLflAw6xUMTtnb3Or2Ld1/Xq2p4zJgM5lRTA6OMmaYoIF6suyzKizLpCuIzBSYqYJ0VNehSYTEpj6eat20+eHyHq8+fPP/7wZwcHe1vT3FrnMj4/b1TV9x5iAmYjgjIzAsYYVCHLstXiwhqT5jgvXrx48MmneZ5Pp9M++Ply4b0vt6qqqh49enTn5pvb29tVVTV92fs4X/bGurwogoQ+DMysxkQP3/rWt+/dffPd+5//0Y9+1HX+7PTSmuzu3bceP/706eOHZZlVVdk0zf7uLiJcnJ475/q+K69dcznXdZ1l2cnZ6enpKRGVQ1VVVVoIyYFMJGgUxORli8DUxHDRrAAMk4YgniCEkNiF29vbz569ILKIfEW6lupJAoyKpEgXFxe379y8e++tVd0+ffHinXfuXxyfRhzVatH3fhjSnENFQpBBY0RLhInUZpgU2PqAzGxYf8n2/W9XXh+s+dNXV2NSvqVlue6g1ksZIij6GIzNo8RU7L7OEogjWpgUXsgj+JaGZ4Rg1/vgRjawccnfMLm9l2EYILMRNSmIiJiQ1xPNaK74RhrzN7xLwzCEEMcE8xiNs5shk/chJbVpesh0jGHtuz7txevtiPq2Ozs6+nBnD43Nqxkyx5GXgs5ZaxhFCXgUCzqbmGNb0xkwWeLcutl0YnPMM2QjQwyAzKxMRhUQIiMYRkbyFPtulcwJYvQGqcwyKid9XV+cnU4K11VTQ3tF5ogwJJPUGABxzFtWBYC2XvZddveNL2baNqvF4f7+zdu3/yOXE6HGQYdey51kKrD2x4Ok8UhuxYvF4vLy8keffoy9z9HwnXZvb++yq5d9P4KrCiDaw3AVJUZEN5qG8fp4016TY3yUGBDEMiGIBg8ErBhlzBv4G57ERM8ABICAgEiGkQ270pnCgoEYJdmGIZIkkA4UMHFOFXETsLPm3qh6iEFFiIQ1MEQCQYgEChoAEFRUENZc2c1JA6AAguPC3sgNRAREurpW5ixzyEZDBND0SRuTm/Rqo59hjCLiuz6bToqiQKKhH/q2A2KDJBKigAGT+DbWWgSBODjG0DUSBmeIIFii4Pu2WxRthtznFRU8dWSjQPQ6hM53vR8GUJ90yDmDXtut67mEfbKQGdNFIY7TKnt19NxYd5CXhjWKDr5H4Db6i7Nz0JjfurVONU21yetm+srpi1VVNMueURGhXi3v3X1jb3+vKsqXR2d55fb399veg5DhYnv7Wtv6nZ3rD89X89qfnndC+Z233nvw4OGzpy+u37gx296luj85u3j87OW1G7f3Dq6fL1Y3blW9j+eXy0FPhiGwMV3d/at/8a8mN679w//yH/29f++bUoetm9c/ai/rrl8u6tu3b7x5793l8vLo1bPpzm65v+PA+2Y1nZZh8PNV7du2bVZVVRBgvVq6rKi7wVibZfnv/O4f3PrCF45evjp5/KyazHYP9pfdpXEuK7MgPkPsQvf0+XO1O7PZrCwmRDSfL5wzIYSm6ay1L1682N3dPTs7q6rq5s1biPr48eP5fL5cLnd3d9NtHXzX9c3jhz+7X2bWMjLWPtTLReHyIst48BjQGjPb2wPiy/mqyCoUYoD7b98+Xx0N3bB3uIU2nBy/mm1vOZe73PZD98UvfenP/uw7Li+rneliFW7dvpaV5erizIAXEYOkKn3fI0Dft6a4uHX33uX5uYhMJnIgUUS8Rhij2iUz3Dftq+fPhq4Xl784v+z7vl6uYozOuf3dvdlsBlH6vt/Z2bl169b7771jjMnzPIhUVVWWZVoIEcZq/vz88umTZ1nmbr3x5vnJ8XJVTyfVwcHhqm7LoiiqSYjxzq13z89fts1J6I/vv/Olxw8/un5tv2vqn33wk/lCCXMwDKypkdja2tKh+fTnP0nR4bPZbGtr6/a1vWp7/+mTx4WzQ9fGocstSuhJAyHnDFmGse8K5770/vt5njdN68mrooRhaDtSCH336LNPu5StdNqAMAAAIABJREFUHHpSKHOeZNnFxZn09V/8xbfu33vzYH/76PzSspnPL1Qxtw4N911PxoTQ+Sj9MDRNw0a6rgXQLHPMFGO8du2wKAoAWC6XH330ITN947d/O/rWN3XdrJpuOD45yavqxo1r2eHk7t03qypXDb+0N25IbiEE0TBqR0NI28tGHiZRPPlxwyINITjnrLUpxK/vX48+1+cvGWMmk4n3YRiGoqqYjLUWmPt+uOraFWNUUGZerVaJ/Jm4PDFGawgR2aC1xjnLzADpEI+gtFzORWMy40k6okR8vYrthATI2gxRgHqREHzX9yACMWjXDpOqePr06dbWVlFkxFoVJZtAWiqVBobBN8Owyqxa53qva04mJmXmMAx7+/uFM977Vd0r+BgUCUUx+N46QRAYIzCjH6KYtcoOcfQGE0lIwohFjH/CBttKWO46GjGmeibGqACIAwBGUGbjjGFmgHU2r+Gr+sB0gI40pTT4NgZQVMgYYmZjCACVGJmJADAZqPbpoEkD7slkkk721PCHEIrcjqczSoyUKqiE4WyuIhVCo6GaQpRUO/nXgkaS4IcYPBGI913XEETdvIiornt40Net3ZrDtWnM4tX+bYM6bEDOJNLQXwlkujrTB0sxRh/61E8aY0BkvIKNZT+J6mgKpkpREqszBSURMBIaRFYka4yiFaU8zxW0bXuVPrNsjCGzPvUBVDXVOT4OxnExyYjIeCZCH6IP2nQqiNZVyEWW29n2Qd3Zbrg8vHY4n8/39w/fuP3u+eWqHy4cKoBscgiPjttqQq6YeVFViAJs02MgqIQQCbXrm+vXD4noi1/4wtnZ2R/8vd/7/d/9xocf/iz6ZnF5enFxYa0F0FTHOufyPO+7gYhEdPNgJB7y4nJeZJkzpiiKsiy99z74kQSeUuycu3Hjxmw2WywvsiwzpvHeAwZr0jvdxQh1sywzOj4+Pj09ZcYsy7p2aOrOGLm4uGjb2hguioIJTo9fnZ+f7+7u1ovlMHQI1Pd90y2ttX3fW2On02ldb6xQR5nr2i83EZFRCb1KP4RV1yE6Yu274OOwv3+QJMSz2SzLzvo+0Ou1iaoQBCwCG5tlWVmURcanJ+cffPCzz3/xC2eX80ePnx7uzOar5bJZgqgdjREAAIJAUO1DUI5GZOSmERKSJHvLzVP6t6zrw7WUNgTMYI1lp+U32kXEGNbyYgUVXm9MCZFj5hQB1zTNCEA5t7bOTf2Y9RJDCCiwDvyBTVhCagVDCBvob+OFSmkGqWqs4aSPUY0ShQDoNRFi7CSvMDyvcmAkhuQZA4hpkx0J7umKYtS1xW1M1wmv1aNrzNBHhHo5B+LlahVAjTE6mtcGECEkhNGLNhU61ljD7NhYJGfso88eqJXdg/1u6AXAiya1KiKJjxKlyIvMOTAu7ZYJ10fVKsvORR2G5fLs9ITa1XxxebqzszOZVHk+pjAZY9jasXNRnVYZQzw9eWljI2FwfWfyant3N8szZgJLMTaERAVBniEhMzvrQgxMHGKIMTLxN/7ub5oIGIV8jDEOBEvfgSEEBB/Bh6WJbdsSYhQ5OTlJ5JZUcUgK1BNpo2UABhU/fPmde8PQE1FQuFiuFk2LxkDQGGPX9SH4jZwvBG+tM4ZDjKoqVUnGDCHaogzgwWrEsLU3W3UNA0QNROiDZ2JiCsEb4xL9NT3DCJTivKbbk/OT42lZaOi72PcyIJsIEkYT7hglIGCU19kUI58xRjBojY1dx2Qto0GI3ueZCwgIMvQ9R0UFQEUikdcOQ0QJcA6J8gQwPvChHyDLTFJTKEGIzBiDHwa1EoF58AOGYGwmqjbjNgRnMfQdGLO4PKuu4dGrJ2+++U6zvDBkinIafGzqNoaACqQCGEU7Jl3ML06ef7K8OCG6G/oBLeSZNQhpVLFang7D0Lb1tWtvipfMlQBweLjXLOddt4ph8N6r6kiWEY0ak9aRCAVFRbt2ZQxOi8nDB5+dnB79F//oj//0z/6vVb3c2d7uvK5WCySTu9kXvvibVbHV10sN/trhvbLMr916d+/6/Vu3b//zf/6/DfOX8/Pzr/7G3xXR3YPr+9du9n2vpFWWdz4UWZFn2csnJ9ZwQHLOYhfOT4//13/2z775zb9/9/DOh3/xl83BZIbxjVs3EPSzJ4+m29v/9X/73/zZv/k/YjP/o//kP/yT/+V//vTDDwggLyZbW1t9u1otlnmRlUXp8qLu+lu33zg6u5js7PeR8mrr+PynH33w88zA57/45VU/D7bbO9xeXrw6OT2xrgA75pWnFsgYU1WTEPxyuQKA+Xw+dGEY+mHoAbRpGsMZApyfn1dVmarhYWiePfyehMXOtTenu/dsKB1PcqS6vswt9X197+4bP3hVLuaL6XQWFVGZEJ3NGWxhq8VljTa4PHcOq6oIvrPGXlxcOJf7GGM7INvO+9X5JZH1ggDaJQmuNQTQ97FX6zVXN7XGCPm0cfBI4QYE8L7P7bTq5OSzB19594v10KsqSTqAoavbYRh8GMTwWeMvHzz98Q+/f35+4fJRMpGKOAFNq2k2nd28fcfaLJ9MX748nk2qqnDBh5s377w8Oj05O5/MZnfv3jU8u3Zty5h7F/dvHhxMf+vrv/WtP//297//0z/+43984+a7besNUwwdIp6dnV1cXDRldnN3K/E4uq5bnR4R0cmro+Vy7vb3cqap1bNnD27fub2VZcg8hGgMzHaqw723nzx5evzy6dbWjo8eAaKP09LVixiH9tr+ThfQ921Z7KvEoau3qvKjn35/92Dvwc9+8uLF4+uHB0XmlqvV4eFhFD083Pvw5x/dffOuYxNDX+R2azrpqqr1q8vLi+3trfn8Mhl01fVKYopjlixzXds8ffpUhpY0xBiAzdbW1MfRU6prW40Cv2oJztx1Xd/3IYY1AZMnk4nvh2QVkzIYgvfW2hQ1Uber8/PzNNdjZzeWaRsFxKi9LIqm6y4uLhAxiEjUyWSys79/enra9/20LNKXMDOgTU1+1/Z1XRtj0o7XNO0oR68ya7ksyzGJRyEGjTEgwWw2Oz8/R8S6rlN4ZvruG31HNAVmZT1vzMSt6s65TKlXIKFSuIxcHexfW9XLrm+m06rt6ulkplwNTSPSWgvOqErjm8G5yWLVIHcfffRR27ZlVQzDsLe3xyCGSCQKOAEjAQAUCfq+IexZI8R0imMiEgNA8Jq0JKqkyelrdPbyXnwMyYzcikhd1xtDlzSecJSUbCbBEcykCin1RDXFL42FxgYM3CTfbjoiEQBRZy2hprtgbBYVjMHEVslcsXbFc957a+2kyvu+Rxi9xAwbRmQE50yMUaO4LCNCQFVAZ8fe21oTY1SFzJkoWhXF4L2q+hAIkY01RJhlYogQo6FhqMXHpHQMEqPEX6JlbkYVKQl55GQhXaXDpNovTS5eOxQoXHX427QBMt6I8btkmVNV3/drj1AUiaDEKToYSETIGFGKUSMaZYeojKwKDAYxYzaKJggg6eADKJIxbA1EjRJk8JFhczvWHW3IcgPgsxxEQ2w7UKNqfORFHRsft7bzW7fe3tm5cfPGG59++vj8bN6FGzcO3r5z++5f/Pm/DMGbFEigAKDGkEg8u8wi0OEkc1Au2xSeyj70qup9ZzgD0MvL81evXjZt/+a9d99++72zs7Pl5SUbXM4bAKjKadfXxrBGZWRmloSSKRDR3t4eMznnsEFjzHQ6NUjtqs7zPI3+mdnH0HWdQRtCeOftd/b39/u+T6q5tEi9923nhyEV21oUZfAra+2DBw9+7/d+5+nTp0GGx08evX3vflHkiMhM88UFI1RVCSp1vXKZy7LMsL17942Ts+O0dRNRlmWjyizp64wRkWHok14FCA07BfBB0HAQZcuqRM5RHy4vLx89etS0fZo9rcFh3RiLJL0YlXkUMc6xoyozz56/mG3vvv/+F37+4Uer5eLWzZuPnj5Z1MvD7b2bt24e9yE0nSoAE1kKKRVKdQgeUK0zzBxFmNlLjCIgwv9v5zf8f9b1xRR4DSl1YAhBUQ0zosY4yvcT5JqKP022HMQGiQEFNICm8C4QWL/R6r3XKwTAtFBFBDSOoSeEmzW8YX5vRL1jJoxqopkG75PIMhECN+ZOaRvY/HMMb1grA9fPUNh8icSoCAl1HE0e006RQnhknNddxTTSj2RAUANETwhIBlQZRFGRUqC5apTECGUixyM1P/rg/QDItgCAuFielhVHBDJsLbExw9C7LAcDvh3aumlWarLZKAlDBVFCaOaqwzC0y7LMHKnXMNTzV6vLzQqp63qEhtYd76Sc/vXy5E//91baBWgkzkxWlmVpEVF8bhKjgK4OFLe3t51zyWJud3d3a2vrj//xf2UiUATwGqI04pvoXZ6FfghtT0FexYthGJqmiTHe2Z/GGJOq5Bc2fbcnfkipxJkxZVmoQt02xhXVbBYUzs7O5vP58+fPF4tFjDF50CWS+jAMCfN8Xi/PT46jD3M2l2fni4uLJ08oK3I07Io8ggICoEZkY2xRFNYC51mMkjDeBAUgsBrNMspzdNuFsdD7FZNDdpYdMZJxCGaNyMUQ0pj29Sw8aHAMGkMIQqhhGNoGzKQkw8TEiqQkEgJEVXXrvAeVEIZhbM4JQUKR51leGGP6GKMIJ+YIAoFGFIBkgkZBEfpOehmGaK2xBOo9aMjz8tWrl+9/QWO7+vSjn+4d3J5WW+cnr4gMgGKMfd/EYeiGZrG8NIRGwzQzeekMQUQBQBIgRMdsLHarS2ssyNA1c2NLa1R8yC3bSRaGpqmXMUbkEUyQCCZNt5JwhFUYhmGwBgDpe9/9zjv33jo6fqES+7b1gkgFKcYYl0N0xh7euJsbaxk1CmgMMXz26DM3vf473/zPvv6Fg//uv/8nb9x7CxSLopxMSqn08eNnP/3pB5cX8773dV1f9h/f//pXnSHv+4IxK12zmn/nz/7tZ9P9n3364NZvf7U+9p/73OcOb15T3//273x9tbp4/vLFLDdRaf/a9QeffDx0vbKQRjScFY4Io0YfIxLV/RCQHzx9vsvl9qQ6OV+yK7xv33zr/oOnn/a4LMrZ+emR5VzhYlJNQ5Bk29C2bV44a+1kMmXGvu9FsiIfaWygZIxJB+fW1laMoe+7LDeL5XySnz386K+65dnhb2wXOYao4rv9icUYe4xf+uqXRF+dnp4++Pjjwti2bVH98dGJy93Dz57ajA9v7btqNvTd9haT6ugXQ4bJ6pVGIShEZHg9wo/OWjA+gAFXQBeUyJSVpioXxmxjw2S9Vx85awLn6CZZVm1wAETkzE9HF8JxnH8W+x2T7+3tWecUdCSND8NkNkWiuq6fvzpW1fOTk8O9vWa1yF3mnE1Zw3h6OV8tf/TBzy7P2xDaGFqV+q27t1bLRd8P2zs3/vX/+afT6Y/vvPn23tb0YHcynU4PD3beuHPj17/25ffee885CyCnpxfn5+cxxtN5LT6cHb9CCNf3Zt//v7/97T9dVWVVTSdsnaiqyYrZNjPfunXr/ps3d3b2Dg8PV6v6xYsXoV1c35vsz0qXT+rVsu9aRKaskuiPXj4tMrMg/esffO8f/IP/eOjaqij7ti7K6v69u91qNS0zDd31gwNkDiEw6s72wenLlycnJ9tVJUWRdsi6rvvVqm1b3zTi/bMnj6PvJ7lxzpEx073DnbIihLZp+r4lRtG/gZKzSSpKWh3DpizLYBK2BoMIIsYobduen5+vVquiysfMRuZEMU1RfgmHvaqV2mgl/OCJOE1yl8ul975wNm2nPsVGp47RcHIHzVyRZdnQ9zGGGGPX2yxzRZHO8ei9pFlYDMPrs1tkbGDWhM/0moKZUFbN9tnUPkqGmQgGAcFMTb7qQzFESxmA9kNj2fRDGBrP4AyWMUqvQiTMPARRJVU9OjoiVyQLNGeINIJIFEzijLGUB+9lYBxAFZUUSAEhQX8p8xrXQhJIpeQoczOUkoL4alzt1aHzVVlaMpxWUV1fr4jEZDawHhSmm/jasySdIwFQRMUSKiEZY0IUAVKkIsutc2SsWZcBNlBVVaqCJIxArEm8YGgkjhpjEMFaG8UT8dqoGqIPKTBZQAGSgBAI0XBKsoVR+Jdm5KQIwEgCAiqiMYQQY3htQPravWGceK7d9aI1dCUPSdIHN2/aGOsHv/xk/go8CInsPJbIxoRheI1jwNriDRSUACgCCxgBQVAETtgGogM1CozK6ZKJRzv2GHX97Qckg8igRKSvMUkNIhFiKC0poY/syfpoJNo+8Hw5ACxXi08O9g6qLHt2srq8vHj08PHF2Ym1BgE1hhQinCq3v/P1t/wAq4Z9UGKnQiEqIhprURAiqErft9NZ9ZMPPrhc1s6Vy6aZluXhtf2u67uuc84mrO+qB2xyd1+t6vlq2fV9KofG8Y0dGzlrrfcezcizK4piMklMlvloDbUWnRKbGNq+9yGoy21SgvV9e3Z2tlhcXrt28MmDB1lmRX1dL1P2tQ8dSDQEhGCt6ZpmVS+tcYmWmSKa0wxljDsf06BHz1tIlwA00sWpQ2RABiRVVCRjzNHR0fPnr0TRudIYN477EZN9DyABUNQIQMY4Y22eWxFB4u9+7/vf/OZ/8MUvf+Xos49A5fDw4OBgP2Mblu3F0YkqdUPfRN+jcHLIRxBVH6Njt7e31/YdrWMx8W8T1sfMjHFN5UKTR/GIyc2GZ7MJIiaT1ivkLowKiIpIUcVLHLwEFYdsZGQpXG3GCGkUwK0X7ZWW7DUud5W9vbn9o4lojJA6+JFfIUqYeAT42qh33CKvzsyu+lmN9vsxGsOvd+SkdAkBERPDEwEkyi9Z3RAippEDSHLMCMEjKqAQKKESMqaBJSSrYEBjFKJKUAbVKDGgRASh0fFFJWiMoW9qEZGghpiYrWEFEeRUYDEhAXgJoFHC0PdtNilC2LhdCRIeHuxeFTGKiB+azJlcbZ5vIWIUUrIx6mJ+3jdLFq+jTEs3iH/XdRs5QVmWVVX9mz//q51isj2Z7u/szmYzLrJg0GYZinDQ2A26Y5Pl92QyuX5wkLLdf+nRny81BSgyKEpUjUSmsNP5qnnx8GHb9QfX9tysPJjdL4oiOYMn5v1mBGCtPe6750+fDcNgiRmw73sAaLp2vlymlM90g7uu67ouBDk6Onrx6hURO+cMu8Sl8TH6ej7U9bxdhLYOrczuvSmIQbyEiGolQFRh5swYIpuGQ1ebWCJSPxAwSMysyTOblcVq6FSt9wpBwAsyKMEm6Tjta6himA0TADjDQx+gG7qu88xkjXMOwjo7IoaAxATsnHEWDWNEJJQQnaMwaJrHnx09Vz+UhWvbWK/mW9PtopiGEEVi368uTo6aZoWGYxiA0RAQGwneGCNiBDQkFFkwy4wKxL7r62VrC8SuOsx96FAgdxDJEmkIQZDRGEy2sbqx0x4JuOWk0ND/+bf+3fPnT7/5B79168bNB589tNb4PkqURJpmayUEJtsPcQBhZkQWxHJrF7Ji1dTf+f539w/3k9zo/OTkhz/43v7u/g//+q+fP312fnTsLy8hK6CYW/qqMPihtmCGdgDHZyevVi/OLeHFJ5808+GH86O37r/z+V/7yvOnD4wziHh+ebmoVz/+yQfM1jlsVQcfSaJBDDEO3uds2dnlamWystra2drd257MrHHzRT0p7GcPnnz04LMbb+29eH7sB0XU2WyXrfXei8AodIS1lZ+ERJxLJmGJGF8UxWw267ru8OBaysDtu6Gqqr65LMqdbnXy8x99p5rePrh2ryh3/NABcjGtVPVzX/4Na6ht/IsnD6uqgABt21pXDk1QwcV5l7lpxgNEadsWBIjIsGWi8JouFxVAlQAEFETGCPsEy+vaciMKxQ1DDRURQ/ComvJt04GbXnD0KUMEFCQeF6kIqCIZk6HJciRK66jIC+O9qEYfbVFOtrYIoe+6W3feePn8RWbtbDpBsmTNYrXcznLn3Ffeerfvm3o5r5eXN2/dubg8s9b5oKu6A8Mffvpht1iq76y1q9UqhNA0TVqY+/v79+/fv337dlVV126+yRndf+/dWVX+5td+7T//oz/8p//0f/js008eP/oUgLZ3d/LpzK3mInL07NHHH/wYAObzpTFmNttiMtL3Qz1vlwsmcqhZliHy+dnl9YO9F08f5pn77MOfZX/0n05nWwCmaZowtKRIKIWznfcvnj46v5gD087OTtvWVZF3VWkIl3VTFAVnbjaprh8e1HV9cXY6n89///d/f3F5imHo+r4bhqPTk3Z4KRK3t7cnZSUhAOPffGgzEwokXTdgwvESvrTmltN0Mj04ONjb2zs6eZVA6aR42hytm9IQAIrCpbMgvQIbY61LirjJZJIAvU3TGGJPhAcHB13Xpz4nPe31qi2rPDm+1HXNjGsuj4qADz3zSKFP1ec69ByvdkfsuK5rCfV2IYUzCKiKqgAERND0dSY65rJGQaMqFIUMOgEzeDUsNhvpQsk2s+sWk7y6WpmpqkZRMioqojH6qL2CV4yCQEhKBJvpMDJATCsgLfbUq4Qw8GhppqqCMOYujKrLGAFVVX1UEcEkTiEGpaQ9TyNrAEhGg1dLjl+1OUiu6UzJj0xQACQqcj+0/Tw4V7jcG87Su62q1prUnyfGVno38mIiIhrCqOoHiTECM24E7WuG8FjgxhjFq8LGRSXGKBo0xhACRU3GQhpFUEAUQAnX4ozxfMBNG7Z+HRiFhVdavquN8WZ4nezQNv91FfxcF42yqXnC4FMr9kvFJCCQkiY8VDlKiCEpPxSiRtShB0IQErJq6UqcWUJBdew/EYSAkUB1rPgAJcXRpzNAJDIioQnCgPbsdP7s6XkYYlWWJDKfX1Y75b03v5TarcvLy62ZrCmz6fJ1Pl94z30wwExgRJKFz3ruDMDMCrEosr293RDC4ycP9w6uEVHCzGezWd93MQoRbOg5qXj+yle+UlSTZy9fHJ8cp+KkXyMxm0q4KAovyd2KE+cztYLpEUr1rzGGjU3DIx3CqHPBBI3ER48f3L//zsXiYtW0Bwe7q3rZds0oSQW1lru2SROHsizbun356rmxNt0+BEyuS7+0G8DrLA1KrQQltw1AUhIgVOpGsjr4IN77qpp2nf/FQhTHlQaj71dZTOaLizwvJlGePX/x+fffh+uHr46PrbM7e3sgclr3s+2dFSxCA7GPfYgcY4nIxNZakRhjBIxBrniIgNLfFg/PoevY2BSVkDknzhkRa23XdSI+epXkdrSOQgNUUUolQpQYVURFcWQS0zrjjpPMcWTlUhr7jM7+qaMDWssD5ZfGOQluTiKEoCHB4OlAGmnb40b7+un4VRuojeHYL/iUrnMFXj/u690ofWmMKQcAN3vLSJhhTiNLiIQq6TeA0ighA0RgIAHlcR4GGj2pGkOMgBI0DipAysn3MKioYGayFH6HBhiIkHwc0g6ZrGD9EAyScwQgEgeDcWjmRGSIkhsyAvSrZrz8UXWg1uYOAb2M9DxyhJkCluWkyvOcRNbZIyGERMFy1o1MGwRVZeIPP/6ZVbRArKAIYniAqIhGsTSuOb/8+PnTqirT+3P9+o2trVkIo0Rho+5DkztmYiAVJMisJWOcy+69ff+NN94KIk/mr5g53WtjzGgsLsLM4z1zLgP8tbfv5lkeQ9AQ04B58F4RiHnwHil5DkVjLBueX87n82VK99kkIHnFMPQhemt4GFpAdNZGxfmqPj07X9Vt5z0gjfpPERHpYYSjN0OEHpUFfBtAfF8vkRQZVNBwyrMkBY0YlZBIEQEZUAOjEqTVEgliclvJXaZMzTA0sc6QWQUNMhMyiUoQjDpi6elIMcZEIkSsqumjukWJDkEs+a59+vjh7u7+zu6uxgF8g9JmxgOLR80MW1RnMEbv2AibAEqCGkkCha4ps3K5Wl6KWs5WzTA/OwOV6IeLs5PZtLw4P16tVoERyqJTQGC2BSowIoDGGIcQu8WiKOwPfvC99997t+/bTz/9+OWLF2++tUDKOCsAWAQCxKhB2SADKPkoogIE0fLKD2L4YO8QCB89fvDjH/7wzdu3fvbjHzHo4uKyXS6w64yNhMGLn1hexh5AyEJAgRicq7aIjclfXVxC1022Mj8/ur0/wYx2Dvd3dmfLi/itb//lEKXpfOGyrMhQREJ01kkMTds2XeuKCWT5F7/6G7fu3qVierlo/v4//MP667/36cc/Pbs8unHzza997Us/+PFfOlMtF2fb1awLIdkeNk2TKo9+SBQmTu6J02kp6ru+U8EQkuGeOTk5UwjXr1+7uDjNYx7ariy5bS5//Mkj0fLe/a/9+t/5A3JVwDw62w5xsntzazr5ta9/4+LynMD3/VJ8rXM/rbbJuuWFz4xe30KIspqvNAhEGKuQkdySbABCGqqDAkJEBSNqIMa2sRiseg0qyKRjIGqSv0iMjGSIDJFBJBUE3TjkomLmWEU1VYQABCgmQ1U1uVdlw9a5KGLLwjqbFpTGQeIw+FBW09n2bu4yUSi39rIi16yYbc+arrto5rnNiulO00o1u4W0o6BDGDjvbe72nSFR6UNa76r66NGjX//ar/vg26bt+u7Bs6MQw/CTz2LsLYhjuDx5dfry6c7W5N69t8sid9YO3g8S86pMx46qhhBn13aSUF3E61D/1Z//qR+icy4GT0Qi8fziHEB3tiZPnz4Fyf/kT/6kKia5LYboy6Kabu8slqvofRDdPziYVplEDV1jibq+f/7kyc9+/ONVXSdKcOZcjBGJurqen509ffrENytDKhK9aFkUZcWGjR/qEAIi6a+6HKdUAGO8b4nQOSeRrLX1crWJAUzHX9LvpSSGNE2z1iphlmVxXfOJ6sZrJPmylGXJzEhMNFqJVFWV3P+v6vCZue/71H5ba5PYvus6lxljHABWVZVgwDhm/FrvfQr0S13feEasR8BpbqiqRF3w/YOPPn3/7cMbb2w39QmrMopAj1xH6UBtiF0MsSgyYywAMeVRQD1ao/QxAAAgAElEQVRLRHVgM0oOol3XZUXY2tqa7mznRcYMiftDREqaqENRo2qIMgAFhEBolBHVJHBvxOiICRmJmE3SB6Yee01WlI2FycaFBcAkP0yDkBrmESMi8j7QmLeUYpAFATexBCKy8ThIXTEAGMpQJHOGCUYNGyKxHaJczC+RlnlebaxcicgPTVmWaXYvY7os930fY0hEUJEYQqr7kIhxzVplpvUcQBAh9MPYySnEEGB0TVfvB1BBjdEPI/qHaI1RjYC0du7FJBGKMehYAMraqu1177cJqNj872jTQHA1hWvD4bqKB+JYLI2O8bKOplBZY60Uk4usAgqAAimMpQUCgUJTR2RAIiOROCW6JWhUicGLogioYPKvRguAUUCCIjIRAhKBgniJCEYduwDW2sxY17Tzo1cvb147OD89eu+de7ffe9fR7On8RVkWZGYA9frpSl2JqFpiYzDzkYIos10LXsIwDI4zZ1gk7mzvTCZlVm7t7Oxsb29nxiIqMy+XqxB8UWZ934qIrt+uvb29Tz7+ZNk0aNhlWdu2bMd1HcPrbEkiWi6X1tpbt27tXttL77CXlLYa04ymKAo2BdEiz/M+DDpmeECeZ3t72xcXZ1n+uWvX9xaffTaZuuXyrK7roasBokqMHrdm02EYmqZWVSRs2xbXG4gPYbFY7O7urhWhCadLRn5IhIqaQrtpHEMSKaYBylrY7AGoKApjDOL6MdArjxDgEHzbtTHqxfwyz5yx9t69d548e2asvX+4e3Z+7iV2XZvZ7NYbdyybJw+fLMWrWlNYFB68ZwY27NthuVp5HxWhnG0rQtQkHf1bgvW5PA/eX84XJycnr169WgQ43CurqoreM3Ph8qtWS2OMu5KqQdG0gBghDB0bw0i87vqImYljjCGGxNBFJmOMwhiToFdavqvI/mb9p8F/043WZLqR/MIYE660CfCThFOl/eKqDdRr//2NDt6asJkhrQPZxs9Z5zTAlWFDep3MOUZUiaoCEEHVECLpGKMCMQYJISQDz8QgDTGigmEzDIN6H70XTxqZyRAaUYkjVsA0bqkxSAS3xkJHcgVYRlYAiOKHEDyjYULVECWqyLhhwzoonQlTeJoOGQERWpsB5a0HY2yWZRSG0K0iOiJCRjZqNrlDNCRXN+8DM2TT3CkxIAkAQjCooAIqQ0BL7Ex7WbfzNsvzLMuePnj2KMYsyzas3fSXsnKoSQ4+GCZrOWUG/ut/8S/7vs/LSd1dbOSddv0r9WnDMLRtS0S33nj7vXff3d7eLrPcsnHO7e7uujzb3tnJijyEUJQFEyFSivp9Y/9w997bIhqjbBTMbRSDhAirem4Me98fHZ8gc9zbC7fvCGgQjPJafUFEs9lsI30ZodRJFtu+v1w++exhkRdB5aJvV36oV3W7amI31O2qD/1VS6S2bReLZTKqIqIOEQCatl2tVjSbpg9yVItsDHoAshSCAHMiAasSoWoM4w8Aap1VhPnFeVFW4n3m3LKuz47D5fkpqI/iJXbOKJnCkHOGYtuGMKQcZxBgNkzEaAk9qnfGTEtWwKFrCKAqyrPTS0O4s10WGav4dH4Uea6i9apVk6fRm5Jq1GEYdremP/nh94si29qa/uTHP7LMz588/vnuz4ty6+Yb72TlloiAAcMcQ2AmRGJFY+zgBw8yb5ZFVbw4evXy+FXb1n1X//V3/6pfXfq2peCH5TwjdMzD0AfrCkMLCGjBFQaaBiYZtsEFUzk683GSweXLh6T99/7i3y18fOtz7924cX15efnTD35aNw1blxXFChPp1heZcSYDIlNMtnYPj+f1bHc3r6qtg+uv+heFK7bvTKLv//A3/miQ5mT56rs/+M7jFy8rx6z9vFkkf8Isy7a2poh4fn7edd1kMtne3jGGB38qEfI8U6HFYhG8GmMWi8V0Oum6fn//8PGTB+R4sVqwmt3t4vjV4slnH1hX7Ny4e/3eF5ZBzWTWtIvmbH7n3v1ya2tn6h588Cpztu+Gvf0bCkyAXc0ogqKhH3KXGzIpeQREAcVQosYIxrHxS4wpRwoUMbQF6YCiKoQiqKLrxg5giAMmo6XQYehRPGECAmENQABImu6PUzdBa5y1xSRJdGxRGNXLxZyCGmMAiC0wCiI1XW+sDckE2mTKbrq9r4yCISszFbZZPsRFiLkiG8O2RBwWAkNeFRIxWkoDYxEZ6KgWY7NiOtmbrMvHoOQM+2aZMT4C+P73v/fhhx8aUmdsjL7rOiKoJmXyXK2qyrncOedsluf5ztbW9b2dGKNBSs2PIDjn8rLoh4ENP3z4sJiUTVOLF9+F5XLZNnXwvppN+3bFbF++eG5tFmNUhDwrAGBWlhBj6Vzbtt57CGE+nxdFUVgb+v74+GiSud2Dne2tWVZUg9LZxQWo1qtlkrtEiL8aWzZquSkHDIjY+ZBOsa2trTfeeOPo5cvHjx+n87eu67quo4b0fIqIAooIrrNzaT10S4fvhmaf5SYJ4Ie6Nsbs7u4yjBEgeZ4bU2xtz1arlR/8mBEnyszWOgRWxcEnvsaIUznnmLnr2mHQ2Wx2dX6/IYk450ZfsTjfKotvfP3zUwPN/KzIqBcRkkEbg84SAlC96vpu2NufMTMA9V1EEVQkMooUojKzI8cdIuKdO3cGQU219dpAMmFTiT0ZxXvfoxkABAkRrRKAjr6mawWKAQBmY61L3DMiImbV+KswXeIfjnxpeP1BEQEEw4wjyEnMjDBavI4xOev+MPWKI95oK5DgLKesp2QrQMY4Mq4oAcnaPIm40plijEmCC0RCVABBJGOYCPM8N8akqEciTFtZKqQIlAGRIKnzUKTvB0MGDbKnOJ5rY5CcAuAYzGhNyoKKIEKiIK/FMqmC4hR4m+osRIwhXp0gpB84nbYbvyJGvdoK/lIi1yalfU1U1mSwsc7plaupvyPBFFg1aEIj1wEYSI7GNhVVQQGiSIq6BMIUkI5KqEzKTAbApKnTyFmFoCAMIskkmRiECS2Qs2yJ9OLixA+r6FeIeHx8XFVV9MuTs3mR+0Q625Savfe9913PSjmyY7adH4W7ybwidblbW7O6rmc7h/v7e5PZVIOcnh0bhGvXrr98+bxrOza/IJU6OjoSVS/CYIkpxtj77io/brQAbFvn3Nv337lx40YkSSobg0BEQx9CCEVRlJM9hfzBozMWNMZK6K21fSvMvLe/23WrZ88eX7t5Qz/1xyfPJ9PpcrmsB68QVKKXuFrOEREF8zwf+qFtWx+CiFy7du384mI+n+/tjd0mArAZoQMEJcOpZh8XCBErIhApiMBsNpvPF4i4u7t37dqt4+PTqyqw1IolF9OmaU5Oz3d3JoZiVRUzohDCbGvryZMni6efgrWuKo9PjkFgb3tv92A/iErmzp49bsOQIQ9+oKCAaIxJntXGWWtdqs3ImP+fMjz1Fw1cUuPDxu7uFP/+73/jf/of/0m5vTuEuq7rly9eXlxedF039IMxJkFAaTYQRFUJ164jAvrZo4dRdWg7iLEqdZgRW8VhldYZC6Mqg2HDqqgRGAiZZCwcFCgl2MQ0ZLEIwGCkuYSWMzUcJYTM5ikgmAAJCZlTpR4ioCoQpscCEQQkDSGIWFDVobBGVTAoCBIFmVTB+8BE1rgYogQFwNGEk5IXZNosRkcXsDYSChFaE0FN5kIIqgSgqKRKCqqMCEjrwZghstayQoyKxrKx0vcRAAh9jIIYVZApSgBVAjKWULlHLyLWGmedimgIETCKgHFirDpHwCDJfwqJYL0BJQ5X+i0pYNvmTv0QRJ2xE2sRIGM2zvQgS+83PbZhFtW2bdPpm3J4rbUBeoOcQKqkySAFa60HFUHK8sls0rZt7zuRUJQVW6sIQIyI66R57H1NiICMJlMELzjU3Zihwq7pOmPLtJ0xGwVsu9j1YxwFm7ysHBGdvzz5q6Pz6H2IkQBFZEwRIooqIUTDyT+CQ3Lz29q6eeMmrCXjaVDIeT6ZTsqyAJAsy6JE55yoMtvdvf39/f3tvQMk4xH9enk0ZyfGmKIsMpexNQQQ5q0OYafMb3ztKy7L+mFAZ4A5Sfs1yhBDREGEFDGqKiHE1Wo1n8+T53eMsp1N5quVVx0gsUeQEeIw+NCbzEaNH3z40+OwvL5TakQ/SPQaNBrpgfHOjRuT2UyBHj99+LnPv9+1i0xVg7cZ+r5BFBQh8CCAoVPtCDKQMDRSZHnX9cSsKkCRjIoOyKYfPLERiav6jNgeHV0GPxhrJHo21eDrTz77ucldfrE129t37KJfZXlOzH1f587MV2fLJjz4+U9+8ze+WpZFP7QGMMurxdlFPW/Y2Ot37gIiectk1HtjLYICQRg63/dDPf/s+aNVU98y82G5ePjqBamevHy2NZts78xOnj8HFUWu+945BAFqfaZGAVtEAKZWQzOsAM9WtbDtJYAxre++973v2slk0S7fffc9VP8Hv/vb3/rTf9uvlnWzMJPCy+CyTEzmkSJm99778pd+7dc/e/KymO0rZ4+eH4tAkecnZyeXfd8Ow6pZHj1/+aX33v/2yavptDw+eomM1tgsz62zWZFXVSkKfduevjyXIIwMWRSJb755eHBw+FSe1nUtEl1my7I4Pz9vm2LodfB6sjyZFpOtcls11quLj3/+E3jw+KvgZod3IxgjLgQYKA6Rdg6um3LStQtEuDw/EQ9lMfN+eXFZ7u4juyyb5OhUXIBMYz9EZeIsBg+ABJhmpykwJip6xT5GjzQoAFHQuA4hG9s+RUJjkuNxREmZy4lwhYqUtJ1EKSck1WUZuThEozYK9J0gyuCHzBZECCpEyKjAFgBUwt7ebte2ZGzT9mgMAPYxZuX/Q917/FiWZndi55zPXPNs+MyMiMyM8tXFNtVNL7I5Gs6QlCBhJIgSRyCozQBaaSPIYARttJEWWgjQ/AMSNOIMKE7LDQgacEhxxAZNs7p8VVZXVWZG+rDPX/OZc7T43nsZVd0LAdqoY/Uy8r0b99373e+4nxlmWNZ1g6BBIRiyymSZdb6uRrOt7aFCVDZXWTGbT3Kr5vPaaFXkHW3y8WTW6XVZQu1bAYnMWmlQYkz+0kuvbPZLYJ8GMkhoNKJw09R1XSfjgel0nNpz3nsi5byD6G1mbZYh0mg8ZhFjbFYUW1tbjXPdbq+t69D63Z0dpZDFu3paNU2Wd1ARFiUDxMhtNc3zbNDLfDv13s+mMwBhm3GofOtFoFOoj9/5i+hdmpwLYG+wsbu3l6mQFZmxpo3RKLoSviWJxrWu8a5F8Rwdc1wEIkUL1w63N/dvHpLCu/c+rxaLyJ5dMIpEQBMapRJCkWPQqGNS0lZKEyFIHRcWi7Pzy0f3HysiRJA0FkdsfOx0e5v9jtYpGGqb6TSrKctOCDKdLkCQGaqqJQXaFkiCKFoZLwwcCbQmisHVy3CYc2y1MgiIwEqlL6c0GQeiY5bpoq5m2kZrkImYTBSOYBgVEDpfNe1cQGJEpZWAuFAr9L5pUEJmt9p6gXwB1Jos07YlqqITQIMEBBRYhEHYIzSt43nduOAiOAtpcC0BAjGBILMOPq7GwoyI3jsACcEnrA0nvFPS6iIhxBieg2aT8blGwJVkDlHy1iFJyubCTFGppWVfGnimmfBVeVUiAglLeykBRIIINssjc4q4LOBdqkIJEEXAh2BttvSm0lopjYgMMUqyDFnS8PLMBh+0UkQYvY/LnwQjQmAhROGIpDRRTN4FhIBgNCVsp9YKEwGSOc0sIUEDIEmdMgIs0XmwbKiDSIywlv/GFStvrW6CmKCaIca49ChHIMK1WioAECFH1EovuZEhBgkrsC2sDKEBQYg0CIAwRCFhCZ4jCyAKCEjeyyANlrTm5FgrzGZVKKKKEpWEZGrIDIgRST2fZzKIYHd43XvwkJ+f1Zez6qDYGfQ71WTayfLY1l3bOX96ofpP9q4d1HWTdYvtnYN27kkaDS0hMWKAMqpeCBG1tTYToMAsyTJNmEiLMGP0fhK9FwfPjp9QiBubw82N3Zwy732IcbDVid7VC09LLhQFAJ1nIpJpzSJI1NRNyz4z1hhUAN6npwEEcf/m4bX9fQGxWdFD3bYxyX342ORUkLE3b78wnUeku1prhbFlzjNTV9KGVhmjon767NnNW7duH946Ozvfe2mvKst6okJkFmEOIoQAofXNoqpnMwPYeGetVWWJAL7x1aI2Ng8haoMiDMCkVIIIIhGSoiS0wawt5blpW89JQ0Tk2rVrRy+8xEwPHjxajm1kzVtgAiaCyHh5MZnuNTub/fm06RQd11T9IpNudvrgpDscbF+7rq05PTk9Pj5+6ejFawfXdZk7DOeTMXvxVYjBm8yiQiZ0QWxWEBJEprWFy/8vq74lUnOlkQQcOTC2oX3n3ff+2//qv7wcT8BgWZb7+/svvPDC7u6u7pepObRs6a1+0iwuzUZ+8+/92mAw6HQ6bdumLHvh4peoekQ0Go2yLJtOpx9//PFn9+4GYe99GsUkVkDqC65/ibd2UnOxrmstnoHzMg8hJDuc6L01nV7ZJ6IIEmP0IaSdBjXplVJZOchtL6MQrMXMICldLeq2dcPNLaXU6HIsIkbrNZAjbURLoKkARxDEvMhUZtEqlZlFXUMIZVlKZIgQQ0RmVESJBrBWQI4cWFxkYdZFqfIsw2ByTUa54JFQICQYAhKuGdU6MxwiR25dIyIGVZbn0XuwxqFERI06te9WCFlZe+4tse8AMTQkUHsg0Yqo9SHX1C0LWupwoFWoFIUQOPrAoW1bItKol4AQZhKykHpgEjkwg06gXdJOK6UUG4zgI3hQ2kPIE58NWACXqF4gBGRSYSWmTEhrKWdhWfq0OkDUABCXOj0GAWNM/8TUINQRiAQxzb4EUHBlhwDMSWWTFACAURoAWh+OHz266hcEAKhoTbpNv0x6d6kBT0RAOtnprrkZrmmUMal1uuYPJKO269evl2XJzIeHh4kGmec5IpJReacYDofD4bAoCmutBrg+6L54fTdNofM8n4ZAgAoQQpAQUWJCXgFKVuSLxeLx3Y86Jv6D3/p18FDPGyUqz4oQwsXl+fbuf9jp937j738yGHb+i3/4n21sbI4up+98/7179+771imlBDg6F2OYzUej0aiXGdEWAb/y8mudolOW+axdVNOZsbCzWbZVBEHfurXmzZLSY4pkz0laqsXZbvfa5Ozhs0f3XIitc8wcQ6tIQgjf/MbX/+qvv2uAVWwuz6dKU8eWsfVdrfv9zunDuxcXT0xmu+Xu1taWtbqZx/l8fnl5QURNU5+dnw6Hw72yzOIUQjjc2xuNRqjo8unTS8KbhwePH9xfuJBZtXBRFMRpa8EAkVMGpLVe5WXRet9GYpI868S2UdZe39375s/81AuvvFxV1Xvf+8vf+/C9UM8NQpnndTPLsrwNPKtaW3ZtdxB0t46ms7HXGW43XmZ1PZ9NgIdPT56ABJPbxcm0ns2+993vsmtns3Bw82B0MRn2h4ONPmo4uzytm1qh6nUH88unpw9HmdXOiLVW4Wg2bat6XtfzoshilKatE4us1x1s7944OzlBFgoCigkYpHX1NJeofEOMrVeAnHeyzmCrDvrX/q3f+D/+2T8Ji8usWxCH2Mw2uoPz08nezuLps1NBjuQc1GCDcGSf/FJEYcJsM4MQgoAEIQ/kQEXQTkgrzUvKHvJq2CekUekQPRpqYhsBGIzg2sgEn8MOU9MOoFBq1jSWFBpcNI1EUEjAjMKKBAXB+/6gaxX99j/+H3/l7/zy0dHR5mbv4eOZIh3IOB98cLk1ndzUdQXILE1Vz7Nis9PN9CVoQoXKkmkW851Bdzq/2BqW7y8ue53i4ny6ubFNVp+eP+1v9trKSQzCIZni9TrFRq9PirUmndssz4SjAki4hgSlS8PDq3pUEmZI6vjhwyzL+r2vkdbB82xR1XWdtSERHU5OHinF8/k8CsQY29Y5H7z3tXPOOe9cp7dRlmWv18vzvCzLLMt2dnbyLOv3ht1utyiK1169LeyIiHTGAt77Z8+eTc8e9DKMaPOiAFrKJ11p20qSkdCaFChShsjM5hEIyZjata1rh5vDbr8zn40R2ZBSSsSLQkwGNEZRorKnXZEQkhGy6evoObjom9CGSBDIMmpAbbu9rrWFSwh5UFonMHMcDAaujZeXk+AjIjoXkJTzjsVYq1iisCXQRpHVmdXUcqutFRaVZVqVEhklyWa0MbKiDKGIAZXq+EaayhsImAckFdCKUoS96LPFonbmwlgSgbYJeVH64AVd2c0enE4f3P/8m19/Y9DbJzP3kbOMikKUajOjGQBBA2hhD0igKpAmgnjvQozKZAgM4AEosnAMwKBVX5aSnRJjSOMp7zkEzxwBhFgTaARGYARIdDAWSb7SMaBSSjSt0CJCJAiYGp3Rc5pegVGoYO3UlxCeaei3VsLTKl6B9WgBZCFI+iKISmkkpYxZU1qS9KgIx7jymhPJMgCREF0aESeQPjOjKGWtcGjbNrF9V+LnYLTy3qOg1QpYex8jAgAoo5k5IhNp59pURsdUCoustFviCj3AwslRHRCAk038Ch+74iCzwiQOldSokBGUWnq7J7ReAhI9JwECKlLMDARmxRATZkkSSIgIsBScSbo8BKiJjXK8pPwJUSuekJKojwYlwCAIoFNFzUhRGDAKYGRhDIgEZAgVIEWGZLX78PEcSdsiG42ruw9O60a99poFFnGsWAXXHhy+CDqfzMcMsTMo/AWR5BqcQZ/ki4KUdch9jKRyAIzsFRoFoFFHDoqMQCCLiA0KaDDTi8lJnFu4NijKtibSpVIqz1VotHjTShtCIG1Q6+l8nmVZpnXTNFmWGa29C1prIIFkRomISpVFMdzcHG5ttm07nc05cF23mcnKTvni7osXozM0ptcfnF2eVHXbNi4GDyBN0zJIVTd37x/v7W40rT++/+Da7vVqVu9sbIZFdfL4kVUm6/Sm01HwbeoPaCSDyK4NrvVNM5tMm9YbW6BQ9LxyUgMR1kYvixVSAATCSGQzm+Wm08vyUs9ms6aKh4eH168f5EUxGs2KopjN66XwQGqagEQJIKSVqRZuOqmvbe8V3cKabNjrFoWx5CEeTKfT4KNWJvpYluVoOt7Y3tza3jio9zqZrRpflT6xIpumGY+mNnJedBSRIdKIKBHwx0TDU2lNQNqCtfbk5ARIKaVHo9FoNProo4/WtKg1BH9NVk6FXKr6jo6Otre3t7e3k/amtRZ1njQhy7K01iasyObmZtu23W73F37+X/l3f/3XW+fSQdJmmo6Z6AfJA6D2vmma09PT8Xh8cXGR/jeNrZO4aNN455eGDS6Gtm3HkwmDNE2zmI+zLOv1etBUXY1eQIc2zCdIujS23y8ouvHFuJfn/Y0N58OXxCdFAFYWOkqpZloBx+Cc5GHY65i8HI/HJAQAihJCPcYQ9MrsgQhdiDGEzFiljFYo3hELO59mpkIIwkWee+8T5DxyAObWLSltCJhpwyEuZjMCBBatyRjTrIxW19P5ZAC1nmgDQG4LBRi9a9tWk9IIooQIkYFFjLXz6TzdlHWkWbcV13qqzEtvnKtUyatw3KTJIcyJycdLh/REgKalpPgVbMZV9vZVUZ8vXnZZhavnAOC40je7qop21ds3aU9fXdV5nq9RpkuptCjCHDyvARXVYpKCK6GOIaKWhO1MwSMBwK7K5CSZfudc0zTHx8fpKbhz5876oYgxhugZRBuzxhsn8fTDw8PBYNDr9TY3N2vEwtpOWRYms0iAfHBjv9/v5kXunZvXVbdT9jrdnc0tV/tB2S/zznwyL4rixv61P/2zP/njP/kXs+m0/vzeP/sn//Tycnzr8OhXf+Vf/7lv/VS37HQ7pdYAIiFEpdF7p7Wp5lVhyxjjaDIpu53L6cX7H73/zgfvPn7y8ObhYbr1iaZy9cVisWic6+d2dnEyH18om23vXss2etqY4XBY14udzY2qmiPwxcnTV9943VXzul5oMk3bdiwZ8L1cNU7XsRHnLxcnJ08eVFVFRKQgUQh6vc7moJtnej657HXAaLO7uzvo9+vZ5Cx4DnE2nb722mt3PvhwOBzOZrNKgkhMyQpLIKUkMiFubG8JwuV86lqHiAc3b+7uH7z22us3bh7cuXMnRm6aJtfaKkrgw7IsVeDz80lnsHHz4GBzY6ANNXVV5vl0Mr5+/db9+fjTTz4C3/QMVvPpgwfHtw6vPX78+Oat62Unm15O63ndKTrBRYg8Oh8tFpVRqlN0vHODjfLo1tEHdz/d2NiwmZnNZsZSnlttSGs9n88RUZHRWjvfmEyHup3M5uPxmNnmQW3uHOzf2G1YtRzLXid6F2IQwc2d3ZdffWOwtTdvA5p8Mj3XDCZzitHX/vH9BxoURgQvxESMIASsUCIhgERKWHZOrRTQCMgRJCIwSCQBRlSMsDJdRuH0KUJRIshx2StMzzLL1YctsaAD+ihOKJJCaUPkVkgIBJAFBQTK0l6cPCPgXpH91Xe/G139xhtvGBSUgIC7G10kMz4/y4siIGSajFGpHYOISlski6SUUn/w+7/3kz/15s1b1zi2u5vDej7e3to8u7jQuel3i8vTp/3BrnA0xlAAELbWlp1CJACwxNi2rdUqqQiknaEoikRpTgjDtLfMxqNbt/Y//PjDBw/GX/vqNw6uX3dtKLu9tvFt60SkqebVYlYUxWBjM/Uojc0RcVZVi8UiNS5Pz0az2ez8/Hy9a+V53u12jTF5nicC3tZmv9vtFmVXmYyZt7a2Xn311aaaN4vZsN9jZvhRauCpPRrZYfSIkpnCe59nWbOoxuPxjWt7g27vXGsSSL3aiD59sXWoXar8rzQnE4YKhXr97qDfUyBIHimgVh6oCdDUbcA2xmiMWeVkorWez+qqqkIIJpUBMYrzImUaLiXSuFJKpYmUsFFojEKAwWAwm46UUkTiXQwhKpstAwRwluW57RdZy2GyougTCwILEUmIvX7/NJ6mgqJpmsYd/E0AACAASURBVBiEGRSZtvF50ev3BhfjyKKVFh8iOBeZtFGQpOCWpnIMCcunlFoK5LAiTPIcEogjKqvS9XluInfldiR1RAKKMUUxFokAKr1I2pIxIoBNQW2N4fQ+rCF2S10ehWsZ8zXEcR2gV0lFSsC+QHJbyh0SPVdcSeK9aUz0RX21NYkrxpjIKMwBETWu7WRjgk0u3wNqhRWMCW7qfVyrpCzzEFipca6YHcCM8Jy8swzQSz3JZeD+4fW8dvd7/i1wyZBcJwyp/folMc90Kdbl7nrYsISioyil1wy6dEAifm7rtbq5CcGrtZalbcbzxOS5FiBHAEZFRAaWaVgEEKXL1sdm3i5qv1i0j58+29q+3i/7nuPmoB/rdjyddDc2q1kNJCKL2WzW1UswKgIgKo4cvCBqRZkIMl+5wkvpwuXXXdIgIUxnk+lMb7Z7bWspkuOAwN4nyXAxxnQ6neFw6L1PXa3Um7bW1r69UkhzyqtT5tM0Tapq2rplRk16Pp8L+Kqq+hubo9EoeXR5H1L9s5hPFVHbtsfHx9tb/TzPR6PR4f7N4XA4Ho/LshQQjrxYLNImCQg/LOSRtNaRlo6j66W+ekHPa32RRKxINz3LsslkYozZ3d3d2Nio6naZQD5PL2Ep45m4iwjMPJ3M6rqOAfOcvPdZphDx5Zdffu+99x4/fnzt2rXBYDAajZK+dFmWW1tbWmsXxEdM1iw8mgQeCQKDhOX0nUDkx0bDU0R88KjMYrFomsZk+eJyLiJEKgnjpKm8cAwr40ulKFMmefeJZx/aD955P8YIINZmCd4GOls/4TFGZlFKtW0DAjbLjDGGlEZCQqNNQjU8ByuufLolM51+ryzLo6MjpVSv28PAViljKNfGGtspslynUoswMf4IM2t7g77NsrZtm6Y1GJmlLDtZlqU+lPchhJD4+uPJ5Onps0ggzIlUyjGGGCWd9mr1xHb39v4NZe18MT8fj8dnz8qywywokBpOCCuSi0Rh5ii5Qo4RfB0dON9oDB2tKQStkAhRJQEiBmECNISAxAilzZIuFQIic7o+HKPRSMje1aosiEjRsgsYOQbxa33iZEuObVBEEpkARKIioxDapjVKa0V5nuEM1xtl2hTW4jcxxtXAVq3j3DpyXP2N1haxSdZSiIi8FMUBAYGYHgGFEmNiKsNqCro8V8Q0bMYvgY9jiF9aBgEiynK8kMQmkBnTRyWhniBV4Oufqmk5KaOtxKMJ8EseIYjUNO06rrBzPoSVzhgigGvbpUHl8uSwiU2CroKAVlorvY5tioiQtFZIkFgJKTa1bTs6P5+NxyuvW4gmA2ZghhghMgqDiNIKCIJErfU3f/ZNx+4f/OZvecedstfJyrLozqfTvMgenz598PD41Vdfufv5ve/89v+sVfannn/nf/jHzNFo2ykLrTUACwdAWSzmWZYXthj2hyGEvCgEpDvoHhwdSjNrxqOj17+ZBpJX5RlCCClIbG9vK2WAVJaXQuQCR8T5fGGsUSTG6NH52Xf+2e/+w//4P7p+++Z4MSNrmdkCffz99zAwg/S72hOMp5Oi3ERK6kE+RN+2bd3RWWZHo0vvtYnx6aPz4Nq2qjOjX7x9G7wfXVzMJrP7i2p7e8e3LnEsfPBkNBhCEA5tZBW1r6p5xCWq+6tf/errb/zEo5OTP/0Xf5J3CgCoFgutNUIsy1IrNVnM6rruDja6vTjodY9u3xps7e3v3zg/v8wMxYD3PnnXtW0vR2Xt5cmj99/7mz/6g3+Osdm/fv3y7FLhpgJNUc3Hi+Bj0cutyvp7/bIsM2PVdRVc4MCoMUIoykLpwvlKMRRFNplMLi9HZVl0u/2L0eXFfGyVJkFbqI2t/uiyBmmr+ehf/l9/+MLLX9u+dti4UbfbdV7mVbuzc1g78yv/2m+EZvH0+PP3333bV7NG0bY1GMTN20IVrvIaDLEhYWTiSBzVUn4r4ZBS+xRYESAwx4DCwICAxEtYO/LSIhejKGElgsIYHSU+9lKkYSn3j1e0IEnHIE0bZspkpAU1R/aACQkFgtw27vGDe7Pp5D/4zX//f/vO7/7pH/3+9OLkJ776tdyoyLEeTRF1L7OunqkYxDUQ/LDfE2YXJAhGVKTM+fk5u+b4s4+3B3pzayBuMSzM6OLZ3sZO452Lzf7u5qyREFym0RgiFF83wjHJHWtD2hpC1IrKoiiL4uLi/P69u5ubm1opa3QCfWithoc37tz58NbBwWuvvjqezHObccRh1sEBRRbnQlMvprMZIr744ktLvwtEF6Iwr+TzKKU7TdOsWesJl5EaRnVd13UdnKuq6vJy3AZe7r0SkUO3zHNr5EdlEsLsvW+aRkKTqr5otELMrG2r+Oj4wWI8XsznJOid10qBUkE4rHbCyOy9t3mmtEZEXhXxzSJ0szzTirlSCvIMo3jGEFqMPkNtANtUioTgWSS1wFIdOBwOs6wkovFoisSp3ouRM6MUEDOwhFTmILJRgMD94bBpFkDYtI0AGWtIawmSGwMYna/adiIcrYlW6RA5hNC4GsluDIcVUGSHwGWZ13Xdtk5rq1V++/Yrx/eORxfzazs3hsMbIWoGa23XZCUGI6kHwT6yizGAeJYQIwkDM0YXAYkjGqM1aiTFq070Ompc5dolXAwplYYla0peei6WKc3q98aYBIzS2ixpNUmmRUgppVazvqukvjUyZakNg5j08kQQSa9+SYhqVVqxrKwvvkSZW1eqiXQgIb0NrdEhsNYJyZI6pIm3p5KqmVZ2hcCK6+MsoTGcerhROFEfUdbYLpE0zFwXzICySuhh3SR9Xu8xL/Gu6c3PCza+6uZ1VYRvSZsXuIpyumq1tS4qolxFQuHV9vHqOInRx4nDmWVZcE0SkkjCP+nGCCbfuBhFFCOi1ibTWhMZoLB948Uo4KMSM5o1Zl75v37rnV//t/8dwc8m89oSzOqWqro76AnGR48+8/PR4Hq2dGVGBYLec1tjludWd4StD9K2jlkt3YYlJFcMozuKjFIE6MsOmMwzVNqoxtWT+TTrMgl67xJsJ6lxbm1tjUaj1OhJiKS0EWlSqbBMTN26aQAg2YAdHOyfnZxXVZsqwNl8xOibEFB1YwzWWi6gaRqBaK0VCIlN6pzr9TqL2ezZs2eI+Pnnn7/84guDwaBumhBC61BrjSCMgVfaPlrrECJAXGnH8loMSSnFrAD80v2SVIo1qYGScpWqqoqieOXWS4PBUGudZWBtm4SOvuh0s1xyZLRSejafn56e9nuF0fzkiR/0S2tV2fEvv/zye++//+lnn71wdNQfDCaTyYOHDzeGw26v1+l0PCMo671/9OjJomqyPI8MPoTZfNG4NnFMf2yqPo5RK80EacVXTZPbfDnQa/1aKOXqR/xK2HBNUF5CBLVufJ3cP4T4+ZanFKjlemrqupkvbJb1ilKAELHlRfoTaSO4asRpNvry5Kn3/p3vvTWfz6/+0fQ6IzFpxazcZhmhqqp6NgOj+4NBURS+nhOp1Ho02liTOeeKooiBp9PpK6+88tM//zPdjR4iqkzpToGrhbUWhiGiKKXJs96gL4o2d3ZslrfeoyAiZtpmJiNiwpW7NywX2aMHDz/77LNnT54YY6y1j5+cC0AEDsyeY+BIWgELM6eGOCLeu3dPYkwbf1y3PhALpay1FKNCIARKzbPoYwgJqXi1O6jqFkUiiNIKRJRCIlRaZZn13teLKsuydIbp+V8DnNYaYiGEFAwSwvaqQMu6E5OezJiEQyMnUfcVxXBZJsXgn0/2QC01kZcY0MSXlquqOXDFNmN98VnBcxFnXPUFr/BTAZC/qHTn2+bq8BMRKY36l6wABMC6bpKEACKlYZ5guHoQY4wsKQpw1YvpKtqz2+0myhPHpaQYAsYYXWzW48HWVY2IMSa5HjWLOTAjYKZ1kVml1Hw61aja1nn2rNSw28s62f/6P/121ulzRAkSfNjY3PTeNb7d2ds52Nv77JMfhLpysULQpdbdvERA8C54hxKJ0Hn34N7dpmowSqfbV4hFp9O0Ve2rzZ3Nr775E9ev7f13/81/vWaSpFsfYyyKAhGn02nTNEFEF0Wn02tDaFwoe/3+YLBYLKyl2zdvdjvlR++/fX7/XnfYm/lGZ1YRvXRw67f+vb9/68aBcy5A7GwPL8fjfv9G6hYBSBr31XVd11Xyhz09Pf3kww+cc9EHH1qM8frOrgJ49vQJxPjxRx9sDDfrum6bs6qpu8VAdTuZyVrn49S1bbuzMTB5djaeFHmxtbX1zrvvfHr3/i/80rd7na73nn0wWvfLTrcslKJ5W/d6vSIv3vjFr+dFZzYZffrZ3adPHi9q93//yR8pbZG41+tYre59/oNnDx8sDq65Zr6zOaxn89dfeW2xmB8fH2emGF9Mw8l53s0YuXezt725Y4yZTaeurrLMHhweLqpZYN/vDf246fX6ITgXfG/QI9Ldfh8ELxcXTVNB5GF3sH9wrZo+4uhcM333b/5ib2dvc9BVvV7rI0ccDDaEMoZOb+MWcLO9s58PNv/4j/45ScTTy+Fg+9pOJ4aLtgmEFkAjCgsBq8TylVTwydJfWAGQVgl0lbqVKInNlPo1q8YNJyqNSiIYQpIGrUnjbpVwrTpNAIJRMIbohRAV6ky5qkXCJTwOWFtz++hoOro8fvjwX/3bv9zWix/84M4ndz7iKG9+61vgqqMXXrw4O4+xGXZKjG1bzTu9fgwhohLAyARCW1tbb7z20h/8/v/5wsHm6OS+NJNq9Oxg9/B3v/O7+7dvb+wMJxA3rr9CQfm2UgSZVsZQv1uCRJEoJERotBaWpq601p2y3NvdtdaWRZ5n2brTXFWXW9sbk/EchY1Sd+7ceeGFl22WKdIhAkgLABubW9PptD/cWG6FSpPSLOBDTLJ7nSxPQ781FiDtpantncweJ6PTm0dHWZaT0lFwdHlRV4voW/bt9va2NT+CLZIGO0t/oxgRpfWLsiyVULcoqvns9PHj4JzVmjDFClwn2SFGBWCM0cYktfGl/DpAW4dCsasriTUSGGWsFh+hbYCQCtMFndxfOISgDaWaJOHbLy8mVVUhojGaFOZ5LuIQUCtNSscoMdZIQEoUBa2iIozRG2urak5KkNAoFVm8d4RakE1etG0kDcZo71tmBFRGK+d5UU1rnF3UTQzOGFNVFSI9efzku3c/3d/bbR2cX8wePjzd2LatF+9D66sszwQzUhYRASIAK+QIkWMMkWNE78Uz122riDs5Zsai6OA5iLuioUPrMmyd26yxJOl/kwz1lw0JSFaXC5gDACn1vD4kIlKpqUVrhZs8z5eOcMxpwRhrV8nP8xkIEiVrssjPRxspE0tx6qrsKgAkHRqkuOKzpFisAEBYCJXWOsS4FrhP3gVKqVQrJVvgNoar0vrPp2HreP18MPPl4P5F34Xnr2U1wfzCFOgKReiqUN+S0h/jl0J8OsMvgYlkZVez6jh/wR9CKbW+S8+dDDnTmiILr+hQqawFkbhMhAJSAFRAmhRpNEiDPMu3usNrt4ujV6vZvPnun//Fk2dnewcHW4P+k0cPNCEq1ThvDFqbm24HMYqAIAEqRBNCAMkJSoQcwBCyd+1alyABjJljnvWIdIzBhyoraXM7J91Mp63W17qdfoDKtYtUma8xcUmmJcZ4dnbWtu0LL7ywzp8Zlpm8MWZRVZPJ5NWvvHZ+fh5C6Pf7IYyt0UUxCGzrdv7s9LzTV8ZopSjLTNM0zrnM2qqeWWsPDw/T3xWRhw8fHh0dGWvufPLJ9Rs33nrrrWQF4ZoWhCO5tZfjWiN9zXr9kqr/EqWLKMsUd3mL19/x9u3b+/v7AOhcvLi4mM+bNAlcmXuvUWbJSoS0NiGE+Xze7WRam6qqYmwH/d7F5WW32z06Onr48OGDhw9ff/11rfV4PB6Nx4PhcDgcqqzsbWxxhP5wMy/Lste/vLysqqppWkYQlWQd4ccG4RkiMMuKnF2iPHfP/IJ9yhcnswnMuW5lXYXeaa2Vsc8NspeW6BC8Tx0vEfEhCCkACEmlg+h5m2e1pTSLKlEvnHdFXrRtS+nhByTE4H3DIdJzdAALK6U16cFwS0TAcxubTBkCWnrMsKtkHkOcxMt0np988OGH772T3HLWe26Kkeu2GRFx1mu9Z4S8LG6/+CJq7UNgBhHWqKzJFAliJES97EmARNZKvfTiS1sbG2k1v/Hyiz4EJkTCpbW9osxmACAx5iaz1nZ+9VesNd6HumkAhAF88ABweXlprBXmZgVL8N7XdZ189q4Y7TAAGAbv/cmzZ65trVKIICGIcJIrsJntDrpVVaWZ3rpcrOuambMsS41J7+Ma4Lqu977gnMOikADFB++d08aEGFakgBUA5spH0nHSsvlh39WrwNF15b/c9BG+ZOlzNZAk0Ivwl4IQJXXWZUoqEGK8AnQRAEkh0PvgnAcAWGJkvgCSWZ9GijGp3ksRMV3zerGAVVgVERShZdMTFKBSmn1Irie+aT0IkcqMFiRgFu8b7wEEmA3ZOnpNyByNouAaUCTMCnSIsTBZPZm56IpOMbscdYsSNBTdfDGviVAQtvd2YogoEjnEGAjZUnYgN43SEMW7UC2qosyGptuG5vT06eXl2XCz3zZVU9ccY5KfkhhJ69u3j3q9biyLtqlNZm/cum2z3EdhJBdjjHFvf79pqqNXXvn+33yvu7FhbW/h2ImOAbXCR89O/5P/9D+fXVz6EGyZ9baG87rSURljOp0ihVejdafbaZqq0+3MZ7OvvPHGt3/pbytSnbITggeW7c3N3FiJcToe/dqv/to/+kf/fV50OrYRiEopZQ2IZNZuHW53i47SelovmmZxsH/76enJaDR+4eatb//iL9ZNc3Z2VhZFcM3o8vLyInbyXBe51np7ewtA6rqSKLcPr4/HlyYrbt3YrZp2Oj5RHpDx0b1PFqOLM+N7HTudXHbKEhkfHz8pTLmY1raw1lqFqvX1bLSA+FQAptNR49rhcBiRvHOTyQSRnWuMIWbZGG5ube18+ukP5tNqZ2dvt6OQpa3qTGlLWVbqatFmugMl3fv0g5Mnx1/95b816G66Vs1mE4W69Qiqg2QAzTd/9hcenTz69M67BsrrBzevHd78+PNjRqpD8AABKaCQoAcgUsBmhYIWAIkAloxH40BHtAiAQAwigBExeeskN1aFyGi86AAqguLn8z1a1obLJ0VEoGkDACltWVQURtBRSIkCQQZGptaJqGzahI3BoBXd37nx0zvXJcbPPvv03fc/rOv6r773PZ4vXnzpxcOjFyyCAl5MJsVgaI3Os0IAmtoRu6++/pr42XR01lbTPCsL4nZy/uLhjQeP7s8mhe2Yhov9vR0Aw00VfVvNJuOLM61Ra8rKPAmdR4mZ0UWRd8v8xrXdNJxJ6XXCOz0bT/b39/u9AQDt7CibdUQUgBJBFMlMHsPS2tjHqBGVUj5ESoYkAMkpzvuWiKzVzGyMSiqFV4YSEqPvdbvDXg+1IaURsciMcCBhCe76tT1mAcIfAYdb7fbITATI7JvGFAUgDnp98cFp3dY1syilOUaBRN3QIpKIMYjo45KmEWJk7xUVzaKqq8WgVxS5AqyVRmuNC1iN47Sd97eSSd1SVTv5kWqdAcB4PI4RsixjjkiSZZm1hdYmhJiZTOtkh82RnYIIrLrdDed4Z3f3/ByLbjadnjsfFSXIWUSl6qZ59GQUd+2t/W4QTwwEqLUKEeq6crpt29razDW10bp1od8f5HkZIty4cXvY71SV3zEDpVXIlDJdbTthaUnJMboQWgkeVcsQIysRJbAS6CaK0bA2yCb6wMRX4ZFfhFauSh9kQF7OwAEj+y/XOYmyTs/1J1eJxrKEW2tN4hUI7lo4OkXesMShoMjKslpIG0O0MgLUOvHeUwKdjpBC+TqKpfFsEt6MMTR1a61GxAT8XNu7JbsFTDfMOaUUszRNY4xZwzaTSGaMgaNnjiJRVp3QL2Msv+TAdiWFWKYuAAJCClNfat3LFXx+nC+BXZfHFFgPHp5nC1csKK/WnCn1X7pNhrD+oMSYSru4MiJbNkD5uSlYGubzEtmgmNFHZvAMpJRhgTkgtK4Oi43trsk61dlke3d3XlVNVZ08e+ba+md/5qeZssliUrd13TQdSywu8R8Rk4oMFtlQk25bAQ6AhogEgBSl6ciSqAbKucAStBGBhqFC8kgEGBGQUIcgdV0755YUfaXKsqzrOgn15Xnu/VJ0N60u51wMYTqdMvOjR4+6H/W63e75xUVmLYL23iuNhNjr9SazRV1XVcW0dDIUrTWzW7usIYHWuhgOp+MZMzdNG0K4vLz8xV/69v3j48ePHggzMPsltB54tRIkROdc6+J0Os2KwjmnWxJYToyX9xdExKemZFrSWuv9/f3Dw0Ol9XQ6y7JSa50G0WrVH1knZkTETEvkFnNdtcGzMVYhel9dXFxsoq3r+vr166+//vr9+/fv3bs3HA6NMZPJ5MMPP+z3+6xsb2NnY2PDez9bVLPFvHGubtq2dSwIqFhE/bhUfckeIKEr01w7xqVOsbXKJ8H3pUEprkcliaeXRlje+/R0h5B2lpxIKyQGVEuxYFrN9EUhSWQAIK3RaEQUYB89XykG1tVXWFTWWhLQQKF1hpR3fk1pJwAkE9c+gogaEZaY/XVdQa2P1hpEjJIgz6xIJbQSR4gxoIh+Ppzl5ZGTiwpzlChE48lJ0elE4EmzaK9dyzvl+OLSe2+tFQZrjGtr5HCFZwwhBAX40fvvp7dFH+q5R0KdWdTKc2y8W/rtIhFg8J5j7JUdWhtRAiSFoqJT4qpqyvMyTWa63e5LL720f+OG1jo5QSeFgJRwzOfzP/yDP7jz0Yc6ywgxTZmA0FpdluViZR7lnFvTz7IsQ8Slax9AeoSS4VIy8Uw7aaJ+OeeUMllWLBYLrSyzD4FDCM83eEJElBVckxnS5Vnv/ZLW2Q8lNJwgGctHFiQu6eNL/OdKuuYLDExYsrGvvC2NK5cGgN57dTUKy/NDXfnMCmHyPMyv7GblueJtUkUGDoioEAKHK/66gMnJekVwvIpdpdVf8TGgMAGAJOFVEGHnEIRBMM+N0cqHmHcKbqNz3pKNwTGzVgSR+/1+8G3UULGrJXSzorezIRa7g2GITkIUiUiirN0+3A8haNQY5e233nrta28wB7K4P9vvDrti4I03vzafz/M8Ty3zJGUBAB6Zci0GHeDWjVtt8AaVsrnzAbWuqvnRay8+OLl4+5PPfvLNN4fFpgcGS4GZXWMEp82xzntPHxzv5Huoiyhuu5NlmXXOHR8f180iNReYw8/93M/d/eTj97//17/zv/zvwbnt7W3v2+hDpyhdUxV5Pp1Mq/m8LAsWdBL2rt14enbqRqOQd2RRdXb2bx4cvvPuuydnZ6BpXlegqN/v/52/+3e/+fVvsMh3vvOd7Y3Ns9Nnw+EwRu+92xhufPvb3/43/s2/Z23uIitt3nrr7U8/v/fBBx9+/oNPNjY2zp4dZ5l5+aUXDQYCP5mcNVVd5MVkMnn7b95mxuhngKi07vV60/m4cQ54NrmcKKsGw561OYNsbmxl1jJHQoWgppNZnud5XmiyEvV8VnfKWne4KAr2UYLMFxWilEXhXLW1cc3Xk7PJ5Q8++v7e3o1r119SJLvbm/N5EFSKUBvrQzi8fduFRZ/br//UT7319ts7N2+ejy/zbsdJyPv98ekU0aFRLkaNOsrSTFYRhhDaun3h5ddchCZIWRQhcDJ0z/I8Mtd1DUDdbv/y7OnZ2agcbJDJk3iFUsqHkOdZQl6kiUTiYN/56JOvf+NbmvLWRQQVA8YWG4zWaKsMEoBCQT3z8BMvvjqbzRaubZvKKv2VN386BP+DOx+zGse2OX32rD8YLmbTXlkeP3xU9noff/i+yYrbw5edc+xDd9j5yW996y/+/A+HveLxg0fHn975yhtvvvbSbVLS3ex9dvezv3z7937h5372W199/dH508noEiXcv/u5axeTybjxLWl6dnIafNjZ2fnWt77V7XattW3brsnn3W739PT0K28ceR86Zbfb6QPqxaI2tlA6i4Fns6pxTVUv2rYdDAbT8VhbG0KwWW6MBSSll9YvnCjuK0fydbKbhn7JynxJd9DaWIuklSJrOrFtMtNV9KN7x6lfaYwhMSwRgA0RhxCcSxzvbrd7cXEhScWaJbKEENLN6g76CZtTt43WmkGii0tAB0uW5865+Xy2MdxbLKbaWFLkfbtYRGOLGGOWZdbaxFhLKLKmdukaitDh4eG9e/eMlcFgEKNTSgOTUipGZonakNROXARNITbaZJubW1lZvPHG63/2L/+4mk82NjafPTpRZJyLncK+9pWXxF8sqVYiFCTEYE3Z73WD7eaZraq60ymfPH4WRC4vR1//xjcVMPuwOez3uh2WZ6SsIqVNqYwFQh8cB/beu3pBCoxBQkVELACok4tTjC7G1LrXjJw63mtSwCp95KUWPGICRqaIuc5bvkSLWLkhktKolV21FHlVPAOv2tZrSvkaTvKcDSiSHjRERYoTYoJF0ukTaS2CcQmJTM7aaT2vz5mZZ9OFtZZWEx6JIcsypZAEbMLnZ7nSum196nKq5MctkjAazJysJhIOeS2/l+K2IhIh7z3HgFfUR9OoP81ynmuxCF3t7SIhQQKuIq6Yh1fplGnNX0WNEhGHuIYgXa36rk4RcelGiCEE78M6xq0Hg8vkMLBaPpsswhlpa2xbVwnJHGMNQCIckwMwC3ivGViI2WdZ7lEp0m2QZyfnzrNSamdn+/79+w/uHzf14vq1vYvx5HK8OH784PDm9f2DvScPng1yQiTUhKSdExYNoL1P0lvsY6OURkUiMYVL711RlMnXERGt1ddvDEWcNmAzHTwDaK1NnuWTMEmWLeulmx4i51ye5yKSPGmApeEYQuh2OiHG2DQXFxeffPLJtWvXNjY3FouFIqNQzxdTa7HTzze3hg8fj6q6adsma+MuhAAAIABJREFUBEtEwbNWuNYcMtqm4f9sMr97926RZb1+/+zi/Bvf+uYrr776O7/zT+vFIg3GQRGDaK0lBufaBBANES4vL22eZ6XVZtmZSthjZhZcCkkmLJJS6uato4ODg6ZplIGUu6Y5U1F0EuXPO2H2RFpEISgiRkzsO0zQ9CTprEiLxEdPn3S73aptBoPB9t7u8fHx+egyyzJb5PP5/Mmnz1DneedMa5uc65u6ca2LMSbcNV5VOPuxqPp+OPPG50RIXO9fS7PdKxP5JcYvxqtP3RJBq9WSSoLAsGS/JeeN5QOpMBIQoWgCo9aeNwIAhILrOvMLROQvAQsEkGFlp4MEieuFV+C8gEIUJEGYtRBzRAICkRVjNGKM6ssuuKsIDczCECEzVhMhUr9T3rx5GEQeP326WFREFHywxgLEpGVMV7CHaK0yOp3zvFqQGKNtURTKGkboMGtrUICIFGBa3W1Va62FcKWhHL33cTpLpWNWFujYIdZ1/ci5D956O0GJ1i5z6U83Ejf6g06n3BgOUq2eSossK1NIqKpqDU1Jn0rb9/qmxxhlJdmwzlRSHyXRxEMIeEUrS5GixLpeSm6l/h38MG/7hzOYq6/Xg9Yv3I4vZj9XA+pz28UvYkiuhuEVPiT+8Dr/4qkI/r97OuT/G20XhXHp5CQrTGtg1saqulr0Bt2yLD/+5F4zWQASsSJNS9SrABFoo3ObNcGjMZSZluPJ5fl4MYsuhuBijCARUYIII0oEAjSk2rr+3tvfDxI6vSLL1UvbfSd+sLW5ubuTLtGuUkQ0mUxms1kIoXJtEzxkBZgsMjIgkPEgHMV2Bgsf//Kv/+bNn/55Y03VohcAQFFK6Vxr6wJMpvOs7DFp57m/uVlfni0W86UwG6JSijmEEC4uLi4uzkLrqJuByKP7dyEENPbce2DZ3NstinzpIeZ8d7MHAIEjOGE3R1F3Pv7k3mf38yI3We6Bz549q/p9IvVHf/iH3/3ud5umOTg4ABGrTQhNCD6E8Ojhw5OTkx98cicwuzacX47+7M/+/PT0dFHXeVZqiP08P35wj8R1y8y7jDkeHu57F8ejKaNoUqhJmSWhnJKGCgORik2YTxcRmDks5q1SKsusa5s8twfXb92999kMqk7eH/aHbRNOnpzfONr0TfBtIKYQGABjlLZtF7MZoApB7nz4rkE63H9BgW+b2cZwd7FoAEDYa6KXXrj94tGNH7z1l9u7O4+ePjm4/cKjp0+QpHV15QIi5blhRteEGOK6sZ3qjdaHJBNvjUFEES46ncW8Pr+4KDqdotOp5rOzi9OmrkAhEbngfersikThqqkDR++9j8s+V5ZliQaczE6BCYW63T6HqAi0QhTwzgUWFlU7AZUH5MH2Nde048pJ9NvXD45eevXy0/dH4+nW1taTk7OmqofDQVsvJhfnh7eOOpmuZ+Nc67v3H9w+3Ll2/frnd94D4aePH3nHX/3mz3zjG197dPJEa/XNN79x7druk0ePityWRfZ4MtnolSeXF/NqFmKwmZHofdM8fnB8+vRJqoV2d3fn83naLgaDwdHR0bPHT8eT2dOTZ/NZRWTKTg9E7V7fHw42hsONXrczGJSDQekDd7vd9ME2hBhjUXZTPUBKh3qhta6qioNLVCjfNmnHLsvSaup3y8V8QijMXNf1clBjdFzJMOofVfhxjM77dVqMiHluvfeklhi8GILWejDYIFLMzGGpCem8T8EiK/KUVqc+/ZKBJsYYA4hKGSIFpAGSCarV2ofg1zjVpK2yHigliJC1BREZozc3e91ut6rmSikBFULQWhVlr2kvZ/Pp3qAMvtYEgcP52ZkpimenZ7duHX3w4TuXl5d5nleLSrTyEVRgFGT+f9h7k19Js+w+7Jxzh2+IOeK9l3NVVlbWSLbY7GaT4iCKC5uwdzZs2IAW3siwF17Z/wXXBrywBcOAIRiWAUOWDEpk05QgcRAlqpvdXV2sMasqszLzzS+mb7rDOV7ciHiRWUU2BUuGaegtElWZ8b6I+IZ7zzm/KaUjcIwiHKOEer26bJ6JSBv46uISkG8d3ZwMh5PJJHSt79qiyJUxmvqCikDpLCeyPrgYJXgfQohRAFAig5JkV5lcpRGTaNMr8oaQmXFb57wUDr6XYAw7odGOqPYS7RAgMS2BiAAZhLZYGV2XCns/iUvykp6QlEJMSJdKsDAp2g+v896z+PS7aQ9NF33frS2puJFFIKauKa1jKNEYE0JItdM1u2f7FfYUcRtyEGxrpAQbbsFLLSIcCCSBbxuVHW+nTgD4gl/L/l0tDJskwA12J9f0vJeUePK1m/g+xHdtFIcv8Ei/UgBg3BDNktc/IqIwBs8CYTtBFpPUyRseq0KiHTqbPpEHDuyJGTBGFmY5PJwVuX31lbtd12mi0XQCqvxH//Qfj6aDezQpikKpCIKIxBF8ZGFKOZ/ehfRkh9ApY9KdAAgiwAxa66urqxhjnufC+ILfjDAAxK3z3O5shBB2QSAJ742+S1SNZKDKzOvVKjIPh8O6rheLxXg6Sfc7KTDKILH33kfe+q9H5nBtcrOFo421V1eXNw4PDw4OlsvlYrnQigjps88+u7i6zIuibVvkuPG6B2CQHY05xuhcxLihB+6zpmO89u8RwPVqxcw3b968c+dOUoikNgyArbVlWSql1QbMfNH4Z8/6YbWqEiPd2rxpnHOOSK/X6xQZP5vNptPp+fl5YsMl8MBF8D4przvnXNt0IkK0AYxYUpjaX9quD1K6jFbCsmFaCxhjQgyuc/ucdSTaOl1gSolJi9lG9L+F3a8DE/eQ+pSymCDFKCLe75S4O/cMs63a90VlLzy3SBEp9XpJKUzbmI5Eq4Mt0VwEiLRSwLHdMOMRFREICiPKS3L5gEQIKjkyxxhJCbCEGPRA3b1z5/np6cHsYDyOWZYJi1Y6xLCZNCXGMoCEyMyu7VL+zLpxft0VWlPSpnMERaHtODICqK1TgikLECBEncpKRI4cYzw+Pm6aVmujs1wbnduckEIM1brK8mzHx4gchWWYUWZNv9/r2rapKmuM0SrGgAgEUFXrhJe/SJKUNCDcWWgiqn0VZXoa03OYkv22llJbrV1kAMFNC7YxQSGgnyQr5a0iYMN3+ar7Lb+0WDPzy3vGXq+/XdERIojE4EQkhvAyBxTgax7Rr9kV4OvaS9kQ4USIXhpD7DpQ+crxrru+TfTWxopGrNEsoetcMeqPpiOfakQApVVsonMdYSIniIg2RhdlMZhM2raDxPWtK+s2KVEiLBIBmYEioMRodVbmhXNe5Rl7qZu69aKMeX5y/OM/+jiBA13XJVOfhHukq+Gcy3saTA4RlDY6L4ShruvbB4dPnz09uHV3OD2I3tlsROw9cODA7IVMBGWzfNm2BwdHP/Ptn5mvV02RdW1bluW91+6HEJhj2zbW2ldevYdaF0XxxfPztm37ZQkhMiIBlGVpbZbCg5Pz3lV3GgIXWQ/6fWAZZP2hKVzdLhZLnWUC0hsVNsuMsePxOM/z6WTiuu7OrdsH08m6mi/ml/PFlTHZRx99dHl5ZYyNMVZV/fmnn67mc9Im5PXy4tgABu9Onx23bXXz7uGtO7di5LPTiw2ODYqIdE5ZkfkQOIpErOettipKyPNyNOoFDheX836vZAmL5Xw8HthbdtY/OD4+efLoy+AioKpWzeXxVZ7lRDTqDwoNVe7Ol1ddG1rVam0RKayXH//4+9yGWV/PSnU1/zJGJITWr2MthO7gcPyp0loZrZTEOOyVFxdXKjQAHhzENfvIBIZSgZumM0YRRheaDJwKdYZeXGcAu6rDKL0cq9XF5WmTWZNpZdCvLo+b9YUSlynD0cUQMq2Z4+X8goh4Wx0SlxAde2cQQJOr2i56II0CLoaAkFljNEKELLNN2/oQfBC3qDhGq0mRFmIX5e5rb64/+MAzRUGlVN/aqqm/8dZDpc3J5x8NR+Pg2snBUdX5h2+8Fbv15x9/SoTPnz/LP/6oAyzGg3d++hsO+rlRUYL4JnTN8ury2eOPL89Pstz2Bn2jshuHB+PRRADW6/VkPLZZ5rpuOp2MhsO2bQVgPr86OzsFRBC0Om+67vT45Gqx/PTRp5GhrhvnHEAEwjwver1ejAFJl2XZGwwGgyElE2Ztcq2n02natlKsUTJOSK1mXddt22bGpIYtK4pNXrlIWWRWYZFnzC+vMBv6qDHWWtRAbIig7qIPfkMfxSIrcn8hEeGV+68oZU5OTs6ujsloZTQA+Biii1memczmeU7Jsq/rlBFlTdf5LmDVsFY9BmnqUDcuAjDGLCtSP5DSpdMUWJHdMVrX6/VwOEhRyyF4kY0vf4ih0OrejVtFL0p93naNomizvBgevvnOu2cXp0XPIlJdrQfFwBgtUrguaoRcF0ARORChUgJEECWEzjtnrLVKheAJ8csvH4/H47atEVlnSlkS8AIGgACV0ibETSKUd25DlQSNCAwBgQQJURMpgYCoGIAlCgjRRlq2X3Xs1B9beicmnhQRKIVKodb0khgh7aTbJPRU7qYSfFvKEuKLrNGdwGmf+rS9E/btDa/3TSRKG+lu+Jvas4Qqbz4zEAAyR2YRFYXZ+7Ath9F7h+r6yCEE+qqAb2N2qiJvEtWT51+M/gXx/94Gmvq37ex127nBy21YjClEDxExNS5JUPzVvu7avROuP95Luo+9ub+8RCKjLYCZzqIwbPEzAoAY2CgKISR8EuKGOiYgLBJFIgMiJV4vRPaBAzf9ogSElFSltEZQbbPSGmezMbNU6+pqPgcpfvEXf8nFNtl+RI5Jlul8rJoQWHtwiTQbQoiArnMUjdYUYwQkYfAc2q6yZJVS83m1XmVFbyBRgygA3IzufZd285dORdrfN94NkUIIBJhyj2OM0+k0xDhfL51zy+VyMb+ajCciGEJQyoTgA0fPALBZjtKsZ0cTTVzig9msrlaPHz/uFf2iKBTiqlrnRbGq1gxS9spqvSaQoP3uSuR5DoBt51gwsvMx1HWdzK6893lujTFhi+gCcJoaGGOGo/F4PE6u4AqV1rrrQr/fd46Xy/V+k/LCLSQbd0rnXFU1q9VKYZHwybULrmsRqaorUmo0Gk2m09PT07qptTakSIPSSMIggSGKQiKlIDoBVKBJEP5SY32olbY2CYJ3IxNrbQiBtirhBBml5o20DuxYdia0CpMD0ounYTMk2wJ6iKjScqi1Qmz35jG766SMIq0kJeYgMIh60ScHaeNrjZI8TgBkE0tFG1tcUoQSBAkUotJIUREBsQBEYk4uVIwvoH1CAApREzJI4OS4lWcZt9i2Ls9ypa0AMCCn9Tb5v1l7rU8VIKKyKNLK21T1xXzBVnrD4Xg2FUJBtJn1HJOhlkoW0ADPzk/ZB+9csqjSSmVZRkghxBijQrVqG2kkzdeLosgH/R2udb3NUDSkIHJb13meW6NFOISwXi9FJIaYsPj9dnpnLb2P8e46wMT/3v23McY5d+0VFtl1XdJGCm7VcSphfj+B6rzlT243TxGt6CttknxV1vLS4v7yOCAG3AggvaQpGX5N8fRiMyk/0XuXt/xSwmsO8J/1lf5sSJB3sDYCC0CUmACZg6PZ3VfuXC2vfAiTW7OrkwtIGlZIdF8OwpGZJd67e++jDz9hjgigQBFSlxSeKGksGSCavAzso4/j4fjy7Lyu1iIRKEZuFYCv2+BiHZv79+8XRZEmiDHGXsGp5eOwAgaQqBSRQhAOwed5NplMfvTD7//sz/4V37nIYVVXqIlyQxBJUJFqq0qaatLvn588++1/+Ozi/LRQloiM3eL8Etfrdb9fLtf1F198MZlMhFRd1wcHB0qppmkyk/f6/XQT+q5Lvs950Vc6ywq4c//1arU+7I0f3LjTrurOO1sWnz/7cr2aTyaTzOaDXj95OltrUaAsirK03ndnF2f9/rDf7+s0DUQJzhmFpJAgclsDQAhktakXlSrg8PAICNerddM1OrMqy6IH9kFnSEZF1ymlClu2bauYgEVFpSHrOt/PBuJj1dSGdOz40w8eOecylUuH9apzLhhtv/zsuNfrjQfjUgmCArBt61N4capLSpJY18uz5/dfeeOdN24+fPhuVXdWa60xs+Tbpizsox/8ycN7r5Zkvvn22xfzq2lhvv3um0c37vzB7//zP/3okzwv8zx3bZdwoSSOsNa6ugnzy5NPle+cIqqDnx0dZrao19V6Pg8hVN4dTqfErp0/g3o5f/5p7TgJe/r9fghhfnKSGpg0Kcgyubp8/vRJDtgNJ4e9Msvz4uz8sleWjWuariPJc1D11SX4Nca2Xq16/ZGgYmAffJSIHDqJNBzfe/BW670PUpblH//xH7/+4NXJaNg2VZHTwMpFE5h6XXBWk85ym+e/+mu/9uWTkz/99PGPP3n0c7/yC9+4eZM7mF+c3zoY/97v/t4rN2ZNsz6aTl+7d1skooKsLLyPo/HUGMPMqW547f6rX3zxxdXVZVrZmHldubquNxT3tl1XFSktqehHLHu90XA0HY8Gw1Gv12NmBsqyLMZYt533HQDEuqqB6rpOJuDL5fL09DTLsuSOmGZnIqIg2Lwoyt5gMCRjpuPxaDgsMtPLjXBsm7af1LAvrncbKxeOwhEAI0dttCKljUGjBCnv9Y6Ojr71rZ9r2/b04iINtonIZBtTkLptbJahUslUJsZoe1D289r5qglnZ2ulmaVdt03VsmAPddj6Ul5HRxhjQGA6nT798nibUjMaDHqInOcFIhIq7/zB4eS1Bzc++PBftG51WGhrKLjWhWp0YFfrSlA535W9fvCxaepe2YuNcRCt0mAyRdFzF0MIPkT2gMEaOjo66roOSL/+4EHTtr/9O9/95re/BRizzBBKFNe5ViktKEqhCuJDdH7T9AmzAoVCkYGTxHvTPqAPYpTKC5tbqwijIqaN9mnfvXO31+w05zuHnp3FyP6upFRK907icBbZgIfXQB2jbPiTW/e4bWbSrgDDa+QQd4achhQiECIphUqlrmkXqrxPktqEPOUZEfHmEhIRxMgAvDUI1cnKUgT3DVReDk/CffoVE4L3PgQnMSYGB4JsG9wtRROFiFJXmHaZTV33EpS3i9n7uq3zqzlPitQOAEx/MxwOX7Jbc8HtZWbsnFvi1rTcsESl1NayRZgZtQohCgQEFEntWQTBpAFkZkwcJw5E6EOIIWoVNak8z422IkEEJ5Ne8MIMRJQZ23Ttk8eXd1+5P570jk8+Or+8uD07QN8IoHOxayNr60KT57kqTF2HyAGQQ+xESt5ULxRDtBmGxiHigwdvTg/EdQsAs/FaBgaILDGtMC8i0rgj5F/T9+SaaaW0Dim2wRpErKpqPBorpap6zWwFnDIQBaw1eY7WWuFstaw3+tJtrTgYDn/5l3/5//rud4OLAHBwMDu/PE+TpgQbaK1RWCultEqTkB2/LG15gePOTCGEkGwNNxbr23vJWkvU7Cpta23VhK0LA4YQFouFdw6AYsCd7wMAAcQtPIBJkr1aVVZLket+b7D2V8baNARfrVeAMBqNirJYrVbraq2UAjHADgRj54GZOLFgYtd5SE8941/irg8UoVaoFcRN+Y8AEYSMVsK+bQNHa61R2SbHjzkIo4iEwJzEUIIIQiipCUAEAO8DIkbYOPdrZhVEAxhSWgGDY2aAjUfcNbWPECSxQwERXwZ5JCSlLQKgJKBPEn0OAQgJIyiIQKgARAKBWIscPEKkTWBJBIVRvXDBlEEiEIwco0BEJc7HLAJp1XVOgMqyLMqeX60650KIhYCPzFW3cxMWEBKQy5V3HSEppSKapl1WbWdah4oiSOM9aiWBk9xRIYrI9MYNY4wmndZIBaQQ69X67OwihDAYjCa3bhpjt4Aoeu/S/GODvYsAgA2dcw4RxuMxMzuXwog309nd4Ge3x6SgtkQT3WHru7Zwt+buTJYSIwhT8woYOYJw5ACIsL0eGEHw2pDzz2d47m+lXx0u4k/yRkrWg1/3W7jF/YS/upEwvXQUEPzzsb6vJXy+CD6nYYfs7Ea/9ndwiwvKVrXOIMrQ86fPB+PRYDLsfGutRVICMUrqDBNdgVliZD4YTj+JQkwxcNOsvO4kEYY2hGoxedHP+mKFWMSDBa2s7rpaEdWuVRFC47vVejCetFXj2q5r2uBDVVdbBiYDCwETeCXBtR2ozmB85523/vAP/2BYZu1qIRw0YZZbMko0uAAcohI/7GWk2Go8un1057VXPvr4w0efn5BWXQjeOwGxxpSjaRRWeb+NcHwxH02GnuPnTx6LiFa6qmpFSkCMthwZRLTWysa7rz1wIb759rvnx6dYd6tlpQDHo9m6bQ4PbhS5OTw8DD6uVivv3KDsMXPbdXlprTWTyQQJMpsfHh6en58/e/o0y7Iiy0eDngQXQ3BdFyMr6DVNl/Wy2dHk+PSkHJR1UzddB7QJ+wLSja/cwvvGS8cajFEmM7bz6GrfZW3oovMuTeAzkxPT8mqJiCCKMJS2XxgIISINFGuIqqm81mBNGZkkxKZxMbDWWhsBVIvz42a1+h/+u/PINOiNhFlCyLKMnSuK/OnjJ7/zf/7mZ+9/YFnu3LsbFqt//jvfNTo7PLr969/5Zl23znd5YQf9fp7nIBJCICRhXq/Ww8GgbVujdMyNsTbLis6Hqq4TR79tKoXy9p0hR98fzZg2Nv3JFw7W2HV1WC8jc4u4qM7GQ7VYPF2+f5YVAzJ5vzdSxlRZLswx+LaiXqbAu1w6ruej3Lp2nVRTCiXTikALhyfH5+PRUEBlRX9d1caY+eV5rvjDH783vzx3vvv1/+A/q8VcztfFjeLo5u1qvupcQG1v3b137613WNOXz08VmTs3j3y9eu9HP5TmvsTYtk2ZKRc7IByNh0ab1XKulMqybL1a5Hn+6NOP79y5c3Z29umnn967d+/4+PTJ46sss4LAzP1+7+bD27dv3wKCEKJzHRKUea5IxRhD1woiiyzr9Wq9XixXKf3Vh9g2nfM+JjKttQezqbV2Op32+/0U2k5EViMAeIa27ZLPxJdfPgmuhehm00mWmT9jxQNO0S/CiCgEWhsiYoLIrLU+unnDGPvoi8+MMa+8dh/QWWuLXpmAGpPZ3qCPROnFg8GAiFpw5bBvszzmEKKwBEGT5zbvm4A2REoZuVlm086wjSQVrXW/33/lldeI6PT0edu2xpBSKnjOe+btt94uSvvxJ3/CHG2m63phsz4h+xgXy8XTkwsX3TvvPtTahhCsVt57wgwFmIN34hwLA6HSilgEEHq9vBPTdV2vKG7fvukD/8Iv/EKQoDQYiwASfTCWBHTyKQgx+hidD3XVBu9omx6ALooOISSJio4iREg6UXEDbrAC/VVy4H77IQApqWtjSb1lQu7bmTCnvkKSkfhm21WSfFiYWb5ORPDSO+7pbnAbzbcBQL7WMv4ljlU6QrJS4xCZ425qyczpPo8xskTnXIwbcl3r3NaUYWeDyUlwkXpC5igozjnvOxQhAq01isj2+PshvVtXiGsq5v53JCSGa9E+EQGpr2J9O13lV0+UbKWPqWfYoI4KX1L9KaXA0C7FLnKqapJ00Cbvpc2ZiZ45JPWXwK6qp401lqSIYgkhBl+LVoYBADUpEOqqFSnLjCIq/f6tm7eenT09uDG+efPWdBja1WOlJITAohgIgEgJS3DOMUdrDYD4IFor54Ikgzrgpqkmg4PRcJy8AzMzAM44pi42KApKQaJe7858MtVXSk2n01S5bU4CX1todm3btG2WZZeLeYzx9t3bzCFFmDLHyCFwZCTEXGu9BZWROTJyiqdarVZHR0dFbsuyBN5UpJPJhEGurq6attXGZEXuFbq2S01g6zoUSA9FAgyT39UO4r6+XgBAEqOEGNLwMY3YdlLb5EWUpmmj0ehqvooxMm95hdtbbHcjhRBDiABAqNrOwXK5/+6Jb5/eqCw3qiiOskX1CQSixK7tOAohxcDiGRXCv26K5/97XR+LAGLiaqb1LJ3fsixtlimtq6rSxqRZaYyx7bosz2OMAsDeR+bIbK3Zyn+vr99+BY8CxKIEDJJC6ASj7LH1EADA0Sb9MHWeaTbwwtLGETnsDi2ACmkTRryBEwlZtNYKMcZIIkYr5wMBKyJFWxdshV87VRJJrEXIVAYAxubsnVIqy/IY43A8GQ6HxpjMWB8lWZLuDEu99wow0eeaqp4vlmo8HY2nB4dHNstEkSjcaDlgQ0yFyPPYrhcr13aEaJUmgWRmFDx7H9frev70aRpIpO5rX7q2c+MslMrzfLVcbOx2OGzyeazdxvHRPmUiLQ1FUey6vt1zmCgBaR1Jr99RxhMtfkspQdkouAEgGQLHpAL4i6BnL7Arv7KH0Z+rBtyiZy/jgTtn7c0W9ZW2UPBFwBCI4Cd82t0Ydd8b+i/YEO53higi1zJCQSQJErqgB3neKwXkaj4/Oz9XSgUlHIOAgsSX0kRKoaIbs0ODOsRATEabwuZd1ykkRARkREBQq6tFv9//zre/w85/9sGHRWGaxdoUCjhiEF811hav339wenp6fHycKPI7j760sGZKETBJwMhZZqeT4Y9/+L314vKtt97MM12tKpVZAgYWiAwxZBr7uc0U+uB6/f7y8myxOP3wk49V/1YXYkrCRZTGhVyRc77oD0xetG2bl8X55cXtu3eUUpfnlyNjiWg0HE8m0/l8fnp6GmN0vs2zoo3rO3fusgvz5mw0mbTL2sWotZHop9Np+vCTyeTq/KJarcfjMTCHENZVhSRHR0dd6548ebJarbz3eZ5755qq4hgH/T70em3btmucjCZVt5zP57avRQkZTVoBKA06s9aq7NK3vvFRgghaRYUttFLBB99F8WCUMdoOh0NScn5+XlfrTUUV5Z13fuqXfvFXmPF73/v+Z1+8HwJHL8Fzr9eztjTGdpFjZNBkrVUYYoxttc6s9e1qNjtEcEgUhSl44JiT6tkcXTARCqT2alFqtXj+vHNDS/FGAAAgAElEQVS+m6/e++d/3HTdeDJ0vkqmXCQbQzoRCc6VZdl1nYh0CtbrGrUiZUWAiIaD/mBQ5kYBh8Pp5PHJcRs3eTYAcPPmzf/mv/ovjDHD4TAFOoUQuDAiIKQD0+Wi0sq2zq8Wy65pF/P5+dnJhz/8/vLsDLW5yuy73/jm0+cnq1UdQuiaRiFbrVE47986Pr1A4NPzCw7tT739dlfPrSIO3dnxs8OjmVE0v6qObt/6/PMfjTJxIQLS2++8++jJ85qhkbhqKkvx8edfPLh36z//m3/zwx/8y36/lytYLBbOt18+f/rj91GA2s5ZaxNuqbV+5ZVXvve971VVdXl5eXFx0e/3Hzx4iIhZYfM8z/NMCJqmGU/Hw2EWouu6LnRdtZhXdZua4WVVX11dAYDSm6A2JDUcT0Xk6OioKIpkopB0dMy8WCzOz88BACU0TfP85HSxWNksy/N8Ob+0mqym+cU54tcz5BPde2PeT5hpTaSTVI+EI8emc59++qPFYjmdTjObc6h6vR5pZYzpnCPXZVkGiDbLrLVN06zrah3Xr9573WRZPulL5MxgRBfF18GHIECSlgVrrfcuxTozcwzQNBdEdPv27eVyaYxpmrptxRg9Gc0evv7w4vzi9MPnWe61obrpepYUiTbkPTnnRDDLsvPz8/V6bYzJFBFihmNLrdUtSgPCIUSUmILpEpMweRJqrS8uLs4vL4xRo8GgyLQ2FHxDpApbNC2iohikc85v8p9ZBEhpRVuxCRmllTIaWAuCsQbRCfooQCikMGzFRdeY2wtGYiIgvMnrg23IWCpGYe9P2bm/bOmXGweTzceQayeYfaxvn8LDWxc9RJWiEbTJ91hUgfZMEXexkLsp7e6VW3YPbBEwSODeBoWT4L0PgXde61+7r1Fi3ErKARVrLQBDgv6INrSZnV3+TnSzZVEqpRheVtnRNuc6teUiguq6P9w2mS+I+nY+LruX7cc2pO+OhMyybQV5ayn/gm34hmZL2lqb5zZ6D6BCZNfFDTsX2w3lSAQRAFWMICC7q9a5NQUSDhxcZnOtLEfQiDEgSNBZbozRunz48OGrr959+PA7f+dv/7fDsoCuSUGqRASoxqOx977r2vFkOD04DCF+9vkTpdU+Q9Va3XWdMbapF+dnzWiSIRiRwJFFRQAhtelediP7XShCv9/33ifSltaaQ5onb07UYDC4fPpkNBrdv3///quvuq4VQVOauq6Wq0oZEKWRbAp2RxClVNxq8Kqqms/nV5eXOB0/ePDg048fJVJDWZbruko9RehcURSKsNN16s8RQCKXZS/Z0bOkrS2k+9YYoxTFrUFRKikTYmlMhqROTk5S6141YblcLZfVclU5x0Q6FcbCG9h4757ZoOXGGAAMwTvnIncIRvfK5FGSGr/VapWUrok2n2VZQEoLewjBRxD2MYQ8y/M8z2zGMSpt/j+O9fH2z/3REQIoAFRERmutNackN6VSx5U8jgjRaG2NSTi6NQbLMqb/AMizrGmaLMuUUlqbnRgMkoc4bKZiRBSZxWhV5EzkPXsEpg3zoeu6RBdJp3jfvmkfg1JKAWhmk+4qEvAijJsXpAqYEU2mXYyWtCA57zkgg5EUJAWkEC0A+Si4CYGR7WMQASzoRLHzIRqSiB7J193a9M2yW589/UwpY5R2TZsMa/ZZ+ElUnWXZnTt3SEHkplnP8XACoWMNZdEDRbkuNxnfAmkPOFCjEILnCLRJDzek5lfzzz75UBsaDorh4UxrndbxNBteLBaykXNtmpCaQ24spO1KwJBGFlJ24+ilFTK+tETuWBDJFTfJTqzV1ibmJybn8aZplCIAzjLjtIsYUTC2IcaIm8x1RoYt2goo4Sc0bPRnEiD/H7GUX4yChb/AEEYgRvD/Cm+xb9D5ApAnf/47UhRGYCQAJEESpRmNoip2IXTTezdfe/D6j370Y47AzmsiiGI0RBAfJXoWUc5jS56VgAYfGm1M7VYS2WQFAEQXiLTNFGg5+/Lz9w8no1Ff9fW6XhUDC+R923S5DzP1M9/52YuLC9vP2dWdpRh8GtNKjNibgCUhVVedzTOFMSKgMT/++NPXH7zhJAuNteWQSEdZBiGOWiAXjsvWOYzB+GdXJ0pn51dL2zsMWrRWyCQhjgfD4F3TNLPhIFPYNlVkDp0Me1Nreu+8/VOR8epqPplMiiyT0L2/+iF03hJFgeg8Ai2W9dGte+uLde18VubzxUUEtmWmY5pNyHqxUIpG474II7FraqN013YMQFHdnN3KKMcxhhCWy2XTxrZjm6G1mc70pAdd12Hg2DKSwYjzxWWWZURiTCBg3611TaEVDQoIPHfIYpRhE51zrXMAYHo6QBj1JveHkx98/0/yst+5uijKppOT86siL+/ce9W5+oMPPshUnDdX0/6kaZpS2a5bZ/3ckDJoQjAxBMWqnrsLf/XKjfuj0Wi1WlFOIlLXdccuWFlz641wpqvoRv1R0zRooHJzlXMvw8h1UeTOddaapmmVUtbmIYRskAfBwWzUNE1PcUHKOWeMcs7NpuO2bRfPFxchFEVxeXKxWiy02kyXCOX5R+pHv//dtMSN+r35fJ7n+YOHPxdi2+vbyG2e69V6MRgMveM7t++/Nb35yuHgb/zX/+X/+r//LzHG8/PT9/7J33n33Xf/6jdfPTo4FJHQuU8++aTX62mii8v1aw9ef3+0/viTj9/7l791OJuePml8d9Er/Orq8dmzH3hHzxfAIZ6tw8nC/YN/8geTg1l/OFLWDkbDyagoq9NPP/303Tu/Mjssno7M0e3Dxfzy3/n1f/83f/M387J/6+aNR48e9Yt8NpvdvXv38dNnxpiqqlgwMpish4hV4+eL95gTYqERVAghy9Wt29PI7c1bExeqi7Pq8rxL0S95XhhrM63zXq/f6+d5YfNsOBweHh70+/1khhxC1Fp3nb+8vFwul+tVnWapXz4/rprae1Y68xH8ujFZqYmMQaAMcUNKe2G1iRFYgJCUJkNKEwQKISCQUVqTskRaS8+QIzbswAUfGYA0GU2GtCKiEKJS1HU+IRu5LQozo6iQaxBvDRGi9zEEQSFLVoQhBFdXeaYForIqjQgNUmjbcVGOjH7y7FgFn9kcSHrDwXQ2e376fHV5YcBRd+UWX05Kzg11rbpadaS1Vg5gZbIcvb0xevj5Z59RXxiusvGN0GjPmSFzdnGc2QFjEziK6Yc4iKq4cThar2pEd3L8eQxMZDJGFREFKGoQCh4ttMJGK53ZYlV17D3pAtGzRA9BISjOwGcSIoKP4FGB86gJdXJuE4gckptOIixtVGSS0vEgVUsMABtblTT+2hjnvOCigUCEIcTkS2GMiTEgoo8bLwOtjcToPSffCAKJYWu6q6wmRBCrcxZJFi4MKIwSAxBqpZklsCelERQCghBtnfZ2s+DU3hjFCJ4xpPzepLOzuSEixxGNBhcNGW0EBSTEzKikwUOS7U4tnp0wgxKNHIA5RqQQ2cfoiUgLJTeShAiJABJBTD1b2I5KRUvckWM3WYKZCYF3Q2dCTOl4kvo0BAJEUgy4a/NIYQiR9lw629YndprSZnNYJc65zkfhKBw2bwEpYA26WCEoZiBSgqpzARWF4IVDZJeibpi9UE9rHRoXoyBi8JEjGGOsKti3wILQGDJKkB2IqEikSAdmIM0IPgRU1EFrvcIKD3j8Kw+/9aMf/X1b1hG84DR2k66ehdDleQ7Yr2vtnq3u3bt360i3bZsZSMXwfD4v8knstDbUdFdr92x6467Qouz3Ly+CMWVwLUho2zY1Y4nHmMY6/X7/GhgAiDEqIhaxNhfGqm57fcNRH8xuv3b/LQRCRTE6ITG9IpPRal0j2+TGmileLk6dy4zNXbdSKifMDma32oZPji+7NvZ7w/W6Gg6Hea6btmrbtiiyECOHCFGaukUgRK3RSknrrnM+gjbBMwsqY0EoRoiRE64owjEGANJa5Rmtq+bu3ZtaZ58/fqKUaZpGKXXjxo3T0/evrq6c48PDG4qoKMuujU2bPFfAUdgcxGiInRPXRlJW6YwgwKpekPfJDJ8AgcVqIywokBmbWkGwvOYFBs41htWiOb1AUMMbNwLQ0q0GxWEAGPwlZXgiojZm1/Kmpjk13zsd1H6fsIsy28T0KZVmCWr7s4OMkuNqWgoTpLhbH3d4YLovdyZUL43W9hmJO4LydfzRlqG/OSDgyxT864hCBSzpXxK9YbOy75EilFKEsMkxD1GTAhFgSB4wIfKg35/NZr2yD5FjCEWWJ7uQXYZ48IGIOte5zoUQYgiI6Fx3eXnJhDbPGK8lp8QbjfbG8ps2XkwAUNjMdV36VFVVidVa6zSKS6h0ysfcd44WDhLiermMziUbUAQBRQl428XQvxSUlyw6dwHuyZsu9e0bX9ZtNuNGe837EY5f7X/+jchb/3/5EzigCBlix48ePfJtd3Z2Bp1PGdh0nVR7Tddh5iLLV90qti1lRJGVzUIIHGIMUVF03ul+D0wWnOMQtdEdc+Ao6AA3YtGz09PFYuG9n9y4oa21WVb2erPZDAGGo9Hx8fGXp1da68lksmrqW/de+dH779+4cWM2m2VZ2VbOOefYaYwRBJRKU8C0ixtjFufnJu/1BwMkFaLXSMPxgKL0eoVGdX5xRgAcWSsVuhYRDw8PjTHPnj2rW5fZvG3b93/4AwSejUdKqbZpgHzKWgwhRKUTik7GzGYzUDivlmmpIUKXZLGIaaaYZTbP86ZpBoPBYrGoqmo0Gmmt1+t1XddpwUk+YF3XBd+m5cta65xfrysAcG4tIv1+P8sy5sRo8jtno/QwpnFyXdcA4OquruvguWkaFqmqql8Ub7/77sOHb3jv265l5jt37rZtNxwOiajfH/R6/eFwdHV19eTJEyLVNK0P0rZtURRN29osCxzny0XwQRsdQ2QRbcxuJdyEoG5pS+m7ZFmWIIL0OUOIxpjkJJEiWJJMQmsqiiKpPkIIaWyXXpOaliLLktqWiLTCq6sra83pyfHjx48vzs6M1l3XdvG38sx0rsoLTRTvvXKn3x/cvnXvb/2t/yl6KoreYDpad2sRefPNN6/OL54/f44ARpvM2jIv0mkkgYvLqz/8Z380nR38/Hd+rtfrnZ2ddm3t2xufFeav/+qv/vCDT+6/9tb9+/er5cpoDfDt58+f9wejvCgiAZJuuvYwn735xhtXl+ejG0ev33+1n9sPP/zT05Pjn/+5n/vT999br9evv/56olnO5/N7d+6s63q1WiFpa61SOo1sjabU9Ylg1/q2a52vr66u3njzvtLxF7/zi3/v73435dloHZil67q6blrv51fzGDnZ02mtrLUptjttVl3nm6bx3sewAQpAaSAsikxpG0VARBFoAqtQa6KvhfpSJLzWIM57HyMg2P102Z1l/27724E8McbAUUTyolBKBdloY4wxZHubBrWpjKLMGEG18WBkttbm+cbkKUpMHYWI9Hr9dt0R0QcffFDX9fhglJc5aRRFq9XKdY5DUBAJYwrUdS44p5bLZX8YRAQJRGQ4HGiBGOOtW7fvvvLm8fG81YSxUxxdDSEEZQSEkQPHBlFZkxvjU+KItbbfHxGqPQZKKiQoCvjog2fnwn6U3MYREzFy3AJBwAAxAiSyHeitZwrujAxeok2+RMjcqfJ2UXu7kiPdAPs51Pvg4Va59ILMYTsop92EN/1jUlIhUrIe3R4TEEBpxUKIqHTiWG1c0K/90QRSqbaj7aRPknZ2tb2pkp3IDi3czU+vg/hAYozJDTV4J8xKp0rMJCwvieQgmeLskWJeAK75ZYpmescN5TX95Z+R7b7jKO4cZXbH2fgh7Z38GLsdWkhE17aiW5poEqEQRURqN2bqHiQKREImRESllVakRVz6kMyilLHW5nnOzM75jYk6EQIgpWw/AIikdJYVNs8AKScsVVkU9NHH73362QekIbKPElHjar1crWJ+cMs51+v1FBkAePTokdbWGFMUhfd+vV4zc9u2GjIi8sGTvsYAkVBEQgwivDPv4W0NmdaE1Wp1eHiYZVl0mz1OKx1j5BCn02lknkzGs9ksxmiUqus6L+xw1F+v10dHRzZbXV6uYowgtE3OuGYd13X97Nmzu3duHBxMrLWDwWA2m51fnBrTK4qy7bqu68qyBJYAkIgnilSWZWJJa5PnEFk6F2OMtM2B2Dq4XMPFsCk04fLycjSeHhwcpOy+VdU+e/Y8VcXMXikFGJVSRGlBQKVIa40CIBxj1HuNQ3pae72ei7TzLExEhpR1sbudQueLvMiMWp9fVFcLbv1w1NOoeBcLCAxIf8m6vs2is0cw2HHkXjI+Srf4jrewjZHBVCrt0mZSTOTuSU5bS6KQJXaK1WbXFmZZlhTn+8ieEO4zK3ar5G7B2jeZpITkbgXBu/bvJbNKBERBSaa5SCAcOcrWg2OzFqRCSl0Hg2qkEGPK8iMBiMw+PD050WQUkW+6ZP67i9xJSPRgMAghHBwcjI+O5peXp4umKIrpbKYyW/Z7sD3+rutLO0TXdY4DbbvfQdmr1tWH773vnBsMBgc3brzkZ3VycrLPAUBEQlGAwTmTNOgpgYIQ0uCY0Lf+q1d/p4FO/WQqiNP/psU0XZcEcyulhAGE0s6ysftgvq40hP5tO/cXfbaV9rFLqpW0+xZF4VuPPrILwC+E3W/iekgHH5RSrzx4fdgfXp6dX17MmbeC+boxRf7a3Tsdh7IsNVJus2XdRg5ADnIigXq1Xly0rq5NUfy1X/u1tBYnBogx5snjzx89eqSKYVkWo9FoduMGGvPFF0/+w//oP7E2e/z4aVO1KfkZBYVFp64vhrRQ5Lq4fe9e14VV6w8PD18/mCLAZx9/Ohr0fdOB1oOyXK1X0bVlZl3bEFHbtlG4Vw601lVVGWNsnvu2fvr0aXBdWZakyBjDbVtVVfShrutJ3rPWVtUaFPYH/dXpPAmNEhUt2VufnBz/6EePer1eYuKNx2Ol1NOnT+/evWutXS6XyV/ROZeyK5XSIQTnvDG2KMper1/XddM0wfsQIqLfzEGYeW/slR6cXaqyMSo6v7i8ujw9742GzPLNb/7sdDqrlquyLIs8NwN7cSmz2dFkMsnzPNlFWGtns6PhcDKdTo0x/+C3fysKK6Orqgoc54tFlmXGGGR2wbNwckRIDWf6My1WacSblkfnfHInb9u2qqosy3rloG3b1PWlax1CSLkFycQ/xnhxcZEyHoioLMsQQwwSQsiyzPR6VVVVFazX63feeef7bbucz8uisFBczS+UYhF14+bBN77x04vFYjIZ37xx+MMffoBwaa/OTZlfXl6Kl/V6fX5+Lsyz2ezG4dFP/9RPffjhh7/xG7/xz/7pP/7hD3+wXK/LcvDd3/6Hq7rqlxlwGPZ7f+M//Y//xR/93rPnJ//z//jf3759e9QfrJdVlmX9fr91Xln7zW99+1s//53bo+Frd+48fvw4O5wVmf7pd9+U2H3yQayWCyJ6/cEDq+nk9AyQjo6ODg8PLy8vJ7NZ6uF94DQvcD5k1oiA0TmzVFXTdV2M3bq6Gg6Hp2df/r3/4+8PBofAUWs9m80ODg6cj48ePbparja3gUAIoevalJGTdgeO0WYp3sDk2YYI2nqnbaaUQVIQI4jopFKQBGjA1zZ+qSjhGEMMMXKRmxhjCrmOMTJSjJH3nEXSvrxBURTten6XQCfvlVIqk9l4ZK0tNBWZVYiCClAv6nZROYCQZf3NCFhvwmPLstRaP3z4sLSla7qyWAwmZeua1nW+C5Ex+EDMhHFDh0PWWnuiqqp6w5i+SFEU0+m0Xc2NMW+/89Z4op4+n7OgRNBKKdIiQggahcGRAJFJJJrhsOz3B8JApFONEYKPHEQ4RhDfMpALEkUz0074jYhEWikCvFadIyIKEl03EIo0EliT7RIy9F4Xfi1UUYQvuqm9NCInImV0Ekqk8MYdZWnXvSBS6nR2juXwogcmAJDinUYPEJEEGK9VDEiakoUcaaXilgcMLEiYTOdERJFCRNSw2803Y3dAAtSklNa0nbbvxgewDdDbnCgNaadIwBluLRt21e+OQsrC+0K+1HFtCra9Vm2n8duVc5vcQqSXTNdearmRYGdYml6ZKOv7RFCVvEbS11eKlDBziDHsx7hz8iMxu4gO3Ng1g6LUJaargNsyL6bVMqXep6YiBS+DgEgUCUw0Gk/Hs0Nls84FF7zRYZjpZXXy/kfvVfOTG0dl65YghEbV9ersfPXazXsAsF6vZ9PDtm2Xy+WNG7fW63WWFaneXiwWVWWH5cgY453PNO6HqCVV1v5mtCMnp1Na1/VwOLTW+k0CS0yho0WWX15eaGPzPEeUs7Mzm2U23+wLeZ776Hu93snxRefEGoWIeZ5XLbEEIkKgat18/PHHs+lovZ7dunEkIvP5XGvVtq3SOm3oAKBJpdiDnRu8LYumabvgU8dujAmJIL3t+naPUgpsJ0RmrqoKUOVFL5G9j49PLi8vEXE8Hpcl700ZUvN/XdkKJxRWhS4kZKttRSnOMu39ZvaxH5WZesI0tdERhmiQ+exi7hZrCkxRMlJZ0SuyXCEB/OuveP9Ndn0pZGkbR5KWrZ3uM3Ep99e7/YnUVtLNu94sbTzpMdjP1E7H3IVsKkCFhAIEmNR1CVoFlGQIkkgsL4mSd1M3eDFL8Lrr2xn1An6tvCodBLYjcBEgkTSaVVsv8s30C65LbWBIe2py8AWS3No3H75RZmVbNxxikRfRh6SaS/Wl916jWi3nHx6fFkVx8uSJj3BxcbFYLpmwN+gra3bjWOKNsE0p1ev18l6pjE4e+oOyt++JnNKE9+V8N2/e3PdcAYDgu9C55dU8xUMRgjUmCO+skHdE/91Pkq6mVT5dqZ2H545qu5se7QewJnIFbOLuUg5m/LeN3L/ST+QoIBABCPI8T3uJdJ1wYiFvPdn2MqNMbq0xmlSR59baoigyW/uuiwpylVFRlHl579ZtNDoqbOqKfYQQU5QoIYFAWzWrk9M7b7zR7/eVUh999FHbtovF4uDgoCzLk5OTtqrGo4PxeIwIBwcHH3zyyXQ6ffDgQdO0T788VkqBUPA+U4gI6VECQqUIBBbLRVvXed575ZVX3n7n3eFscn56dvr0uYTovQ9dR4QoYJTuF+Xy6irtpmVZHh4eCqirq7lSyqjXQ1c/f/pkfnmplNr68cjO2RlyUKRCCDGwLm2WZWmolGgsaVA3Go0SucV7/8UXX6RFPG0Sqe6ZTqdFUaQ+h4hEXU+X2rZt23ZfJ5OU64rM7lrs6qHdmpmejhgjYdy5HZ6enr799jvrddXr9Zq6vX///nQ6NTpTSrVt610sy8x1IYQ4Hk0H/ZEx5uEbb/R6vbfeemv36K1WK1IKEHkb+LV7r/Q87oa7m1l4jHVdW5Ml9Vp68IfDYcpYT2t727ZltvmCqaHdwUTb3E4RQB9j8mwkoizLmWNVN+fn5yEEVMpF7vVNP5Sjcdl1lTHm93//96bT2XpdL5ZXTVMBkCmzqqqtsWdn53mej0cTrdRyuZRwvFquXn311d/93X/0d/+3v21tNh2PPvvi8WK5vHnz5hsPX7u8OO2adWbw848/fvjG67/07Z+eTCa9ordeLJXSdd1o2+9CfO97f/Den/yhLfJ33v4rn332mUb4/PPPv/3tb//qX/sV77pnT54PBgNrbfSOAVsXDg8PBXC5XI7Gk/TV8jxLr0nGpM55BO19UGrRdQ1R/xf+6rc+/uSDPM/v338wGhyuVwGA0jA+L+ju3bvTrk0UshCjc957V9d1Eix4H1JJuu+usVnPtQaEVEoiCOLGVmo7r/wKVXwbYkRECtT1OByvax3vfdjr+tKdmaqZLLMpuy8V9OnGcM5lZsMwxABEJMxImEbv3nvfeZj1rzfEbaptVa3Pj88fffTZv/fv/vpbb731/OzLEELb1gHAmJxIkbAilVTTSAERlUbvXYzRB4+KF4ur2Wx2/GTJzLdv337n3btPny++/OKzxWrluRbmRLgUJQisMRi16cHyPNdax8DJiizGwBwFBDH1FDFwCCFVEbvoghcH3KiJPBEJp0RhQhGlSCmtlEaS3ZfdLzb2qyDZ2jjverndiPx6TqfUbnS+g173Y/3+HJOz3W0QIaayCAElvacAM7NEYYgQAZUI7+ZQX/V0AYDOuV3zv5uG7zqHEIIQbtPPYNcwvPRJXJMsVf0mGxaQFKo012AmRNgTJW4LsIS2yV6va3eY3m7xgRdzC69P8l73u/83KRdkHwNMuMJ+18fB78b+KZs0hOBDiHv9UjKdYQ6RyXuhROzaBDWhCCtlBJEhhToCCzAIg0ThwHGbM5iSmKIIi7iuiywxRNdWru18YGHThbo2gndfvXVCF8v154ASAQwRKgPoU1j56enp7VvZ/83em/VIliVnYmZ2zrmbb7FkRGTkUlWZWVVd3exubk1xOAJHJAWSEDkLMDOYBwoCBP0FSX9hoKcRoCcBehEkQIBACYQASeQQ0BO3ZrO6i13Nru7aMysjt9g93P0uZzHTg12/4ZVVFGcEAWJLdBQKkRmRETeu33OO2Wff0jSNamiLojDGKlRUlmXTdFWmSE1016Y1CcFu3rGXBJM6vxoyPELwWeYymxkyass0nc1YICuLPM/btmW21pZIrAXtsl4am4UYvU8ImTHGFBliEO5Rg5TS+dnli+OTEJrZZHJ5eblYLG7dOvChIUNZlmkTW2S5b9vB5zbGSDGi6jwldZ2PMRZVqXqlzZqWiJAZQJBI50kp9vHR5+fnn3322e3bd/b3D2OS8/Oro6Onwt2Q9KZKdRICkrV6izefvRg9c2i85HmurtTDcHvzlmbGkA++buKizgVZULpgGPIsswih8yYvfvI8PIetMDErjDGAxxurF0ijRoMqxCySGA0wYNH/SCAlLlxWZjmHCMCODBAbwMzYKDEoM5CMJpoPG+tAGoFrUTITGVJ2OIAhYnU3Ufif9tsAACAASURBVJcZFqSXz8Trh15eJgZcg3rQkweIKEHS72zIGA2rIEzcl2usq9U6YTZECQU4kUhG1gF9+v6HIJi7DFmyLOuBNOWkI+bOOutu37ypVEmJ8fzs8vDw1sHNA7AGCOuu1YYKEanHdkXXZ93UcdmTK1ZXi3pV67B0uVw+ffpUWR8DUWHTqXn9kDKyhLZzhpyxSlVNwgw9YGLEfMFd+pp/oluJXptejzaxOj9R2qfWkRqtw8alFFFtSkAQjQgPBt9/19T9mxiBZjZjiow8DMwVDiVCSbI+6kCL8hCCl2TJJMFP3n9fwFhjyrwQThyjc7SzvWWNPXn29OTivG4bIYxNAyCOjGASAQMEItXWdmHd+cnpD7//rtIdQ4yh7R4+e76Yz53LOIblcnF6ftaE+Ed/9Cev3X/jT//0z5jl9ORC9QHMCQxotQGAUUArZnbudLk0JnPOdV338fsfPvz0k9i2z58945S0UzXOSEyZsanrlEYiIs+ePWt9FAbvfb1c+mZZ5PnW1tbq6ipC9N6LgF3ju13XtdZWVZWAr+ZXs3xsjAkheN8NdurOue3t7YuLi+3t7bquHz16pByE58+fa+G4s7MzmUyKojg4OGDmne2t87PzTx9+Wte1c865zHtvjROy1jpDBgQHibmWy5tODEMD5r0fj/IHX3nj8nJeFPDxxx8zy+nxibU2snznO39hjDs4OLh//36MXBQIQCH4EGJRFCEk7+P2zvbW1nbnuyzLFotFCNE6Z51NKQECEcW1vbsKOQbYe0jjFRFnnUKVWZaprOj8/LzrOmMMM4xGI+dc52tAQjLLVR1jXCwW4/FYR16rumnaTpNDmKULYbVauSz3vrt9+86TJ0dvvvlmVVUXFxcC0HaLtq13b2z/9E9/89FnD589e9513eHh7TfffOvtt797Ma+B3Gg0ujw/TzFy4uj9ZDLx3gvL997+7o9++F7qLvO8bLtu58bebDoigk8+ej/55tbBjf/jX//+9rR697vfvn/vtVv7W13dzfa3QufBrxC8IZHSMojL4MZ0dFbYw8Nb3/rZb9ar1f/0P/4PeZbtbk0RsVktkAjIKlPx0aNHIUYAuJxfoTEpcWJG7PUITdNmWYFAersA+W53syzL48+Oqqp4/vSDPJuWZVnXTUo8nk44QQIxhgCMABQFFUXvlRJjbJqWiAB6QA0H4ygiY1CEGMQYJCC1PiRBMvTXeUWpiIAItafpowXIqFkfJG6aRueWA31uALB1XfSGB4TDaVJ7McZYYzitC+t1RW6MYbzufJhZPdubpjFilYH2zjvvtI3fO9xxuQ3Je04hREO2dMagQQGDhIAxBcTC+y7G2LZNkZGAdF23Wi1j9L/3e7/3u//zmbE3LEoCIrTei6TkrBppJAuQ2yjOIVIIIYYEgCLYdZ1IIoNWZXDAgBxCZEbriNOGaaQwq/OIeiwLrb2vkVkMgraIKSVIEHzzpf3edTm4BqOHXm7TLnIA6fRsHZqxzfOa+shvGcIhhhHccLdTSmBIAAiBkaQ3o2cNWuAkUThGSazoGw82HlrjiqzdBVE03piQjFEGltNyRW0FUgwh+BC8mo4yJ+esiBhDIZDCbdZatX4Q9eoEEEgGSSTFGFHEaQAO0cB3Y6a+ORmAy+jh86n3m2Y2sE722uw2kXohoP4+w78aHAo2/duG8cB6nCgDEWN4bUqE9I0d5jwoCZAJGQWQMHMZswijGj8yC2IKIQC0yhC5Lj5RkBjFAMlqNW+DFyQ0zljH4EGIk2QZjCaTLNsDHHUh+lBmmQNcaCMUYzw/P9fvdn5+fuPGja4LV1dXKaWqqgyxtdmomuR5nuea66tesgkBAYEIX2J4KtinEM9yuZxMJnmeX1xcOGPzPHv99ddvHR6+9dbXXhwfPzp6EoVv375dlNXV8spYG5M/OztrfUvGGaKuq7uWU0qoBnmolQkSmeVydXJ8gpAeP/5scXU5m80ARbFg1XadnZ3VdR26LsYwUFIRsRqNMlc0bXd6dqlJOUpX+sJy65nb2tUba6y18/n8yZMnIYTpdMqMJ0+eEbk8zy8urtq2DV50ibIkvRXqduh9q/OMGCM7o+b2mskx4CBDDaw0GSKqIvizi+Xllam9BWTBEZkM0AHlZB3pnvwT6OE5MDw1mUchNDV+5A18kTaiNga7/6HaGJbugD0rP9B7r2+/WXcYhsyAiilI08cQ9QNrTPFzIe+bzedw+OHaHfhvbDAGHMQay5CGSWYfbksC2J+ONnPWGFkflgaJkJxzApwiE5LLsvnl5XJ+5X2MrU9rQ7PNy9CZdUppzRwzLivPz8/mV/OEoLM+baI2uz7lm02mk7woensV606Oj3UHn81mk9lMESDFaDdNrob7Zgh8084vLmLXMTMLk9ItUIgICCG9fGfUwnHYIFQUpN9fY4XVNk3lN13XAYC1GWJS+SIzoVqIDaaU/X34u7nf3/zS1cRq4AzQq4cFgNAZF2OADXmqrqmiKlNMRZZZoqZpwGQX8ytEIymF1cq3DTAfP8uX8wXktppOHZKGFiZmkQQCuXWXflUU+WJx9cGPf0TWctOgcw+v5oAIMXLXZtMtHzpj6Ozs/OTk5NV7bzx/fpxnZY8hQKQeGBsoSSyCLLxYLBBxOZ9/8MEHxrpPP/m4Xiwno5E1RhC7tiXhxaI7OX7e1SvdLMqyImuczfJiNB5PYoyZtX/1/e8dPXo4HlUuzyV2w3Oum3J/3ziAQWPN+fn5dDo1hpS4WJYlEdX1and398WLF0qSSSldXV157w8ODowxXde1bauTQD0LVy5brequ9TEk4T4gSL/Ad8Fa9Re4tiberOT02oqiIMOrbtms6ldfeaVe1jdu7BVFsVrVt2/fWa1Wr7762pMnT0WgKMqiKI+PT4qiAICtre0Yo/cekULw48lkMp2cnJzs7Oys6rooit5AXAQQyfRWfjrYGajvei5eG7UJq9hvNBpZ6xCR0N64ccN73zSdKhIt9fM9LSwGSoUaWPcFGYgSqOZXC0fYdV2euaOjJ23bLRdXb731lfG0Wiwv/vE/+e0ssx988P79+/ecdePx5Ozs4ujoycXFGdnSOOe9L8vKORfEb9248fTp04P9g/Ozs9lsVte1ESWmwvziNM/zt776lRS7P/vjv5ifnL9yZ2v02mtFZs5Ojwtnb+zudW13/Pw5OVtkWeWcjz4B7GzNPv7gPQOynJ/Vi4vZbPbBj9/7xje+cevWYVEUP/7RjwxINaouF0simkwmzOwyd2N3xxgTuOdBiEjT+pQ4y5wh55wbjUYHN2+8/fbbN/a29/YO6nr5+utvEuYppTxftm1b1/V8Ps+KSiUPPiQV0gw+8iHElFJVjdfA4BpLJXHOJRYOKaXUpxTJF/NuP79fbByFw7Y/lLkpqhNjxM8PjgZpRtu2ibkoCmYIIWxvb08mkzKRApRdCChsEEHE+65t2hBCgr4nYZEYIjkqiqKu6+lk9vCjh3VdP378eDbdXq2WW8XUGGOQnXOERg8cSQIoLAlSssYQoV5yllsG8L41lsbj8ZMnR6+8tlWOphx8W9ehSyDWgAsxKqgCAhY5QD+OWydGRSL1WGER8SGE4NnXq9YjOVeMEEHtuDdsq2GATYfUo5gYkBKmBMgQmBPiuktfD8cGoLa/4YRpLerTb/7Se6H7uTJ0tGS6Tle/7jr6oHXtwK8jFtY0sxCCHdk+KqIPnmBEo78RS2IWIiYgg2iJZGBjAaDI0D5ZY+xA9AURYUlRVSp9y2SQU6Gdg1o4D2WStSaEoH3N0E6lGHpdB/RWmWZNLITPCfdk0/6635rWSsjhjdgkkQ17ztDU4aCf5D4Fokcu1uWf1kh6u4ZRKhPHGHEtI0wcNpB5pXvwtZ1bWn8fJX8ZclbHDzom6G1jEHkTECfqn0YCBBQiQISUUtOuCkPVeIuMazsvQtGHSVlezC8ef/o4s91o5GKEtkPjZlkOs9ns+Pg4hPDee++9/vrrmw+AYsFnZ2dFYYKPADQYkxpLnFB9b6Snr36O4dm27Xg81prt8vLy/v37V/VVjNEZ24Xuo48+enJ09P3vf/+nvv7N/YO9+eKKmS8vL6txtVxdnV+cAsBqtXJZUZSlnC+auu66ABIFtOFUg6I8xW4+X+zuzh49+swa2N6eESEzMidr3Gg06rpufnF5zfUjo6VmDLGBTm12X3pIPpdBvf6/c65t27IahxA+/PDDR48eGVe0bTuZbB0dHbVtbFufEnvvU0Qd4/fUXGMm4/Gkqtr6aj4/SSm1TVO4Isu05THasGzyZbRt0dqg8BhOL/1qUSRAToAUVs385Axj8E07+mJ02N/yrg+JBECNN41zCfG6FwIYujtdYyEEEIg+aOIHrUMeiMggRR+iD0adaJGKLOeYJLElY8gAC7BIYhEhg953RVHkRRZjnIzGKUQ9MkMIzli0yMySOMvyFGLuMkS0ZHqFMasPE/GaMqFuLnidzYEvMSV6QMiQHhVDpurwbEliiwQkKUQE1fD2lH1JEpmFxIdgjKnr2hmr1xOZCZBDEJCXYLzQpZSSJgcSSJ7nk8l0Z3cHrHF5htYMw+6B4anTg6urq3R5qX+cVKN6tYoh6KINBMOuqiYNmzTa/ruhWCQVaUlia0gAIid13zZkUkhDF71JCVPK9UDp1I6967oh5FenGdq29yIim6WQUOmJgMyMGnzUb8f4pYLsvz6D4f/7r3XqEsKQZcl9vh8gKE2xByCTBA60IW1NKalplQHyTZcZZ11GrScUEBbl/RCEriHB2E/GOfquKEoAIQJksLkNPiBSbLv3/uqHfbBSTKYo+xAwBLLOWIsgzPHO7Vf/l//9D775jZ/Z2d71LMtFnef5armczSaL+byoSm2f1pRp4cRFUayurhggNs3Tx4+ZeWtrVi+XHGPiZBGXy2WWO62iJMau654+fdp0LaHd2rmB8QkQ+aY+e/FiMpl0bTOqqqqqJpPJZds656Ks+xwWIlo1tavyPM91mStPo2ma4+PjGENKUftA/ez29vZ4PNYHvqqqra2tk5OTAQq9PL8AgDfeeOPJkyfb29vW2qqqPvnkE+2dmqZBEeNc8r7a2mrblrS2SGkynep4kIgWi3mWZZ3vnj59qnnxVVXt7OxY6x48eEBkyrKyrowxPn58RGh8F4w1XbsKMQw6H5b0/Omz3d3drml92+Uu6zpvkELn8zxfLBZbh4cDPKmoDQAsFoudnR19zBaLhb41VVWpBMI5l2dWUytiZJVtxOgjQwg+Mrw4OZtMJr4Pz0WbFT4yIWfOCuD6AbN6ijuXdV1nrDs+OXt+fHRwc//y8vIHP/g+olku57PZrOt827a3bt8U4JPT5eLqajabJYQUg7Pm9PR0Np1ezS/LsiDEV195ReKVDyElvnnz8OjJZ9bas5Nnv/1b/97VxUlOmDl67d69ugtMNitHp2eX2Wi0v3dwenHuo6x8sFl2fH6ZMzJz8t1isVhtbf/it74lIgbg8cOHr736amLOy8onHlfFKs/ysvLen56d7ezs+qYpR+P5fD4ejw8PD09PTyeT6WpVV1Ulwl3X3rx54DLjnJlNt8iY+/fuHR8fd74bj8dPnj29ffv2bHu7rpvj45ODw+3VajUejxeLRdd1zrmT4xOzHroqZtGbapAwAJJxzllCBCiyTDikrq2qEr4UPxYBgRCCITHWAHBaT5N6LZZIjHE8Gq1WKx0DuiJXXHK1WpE1RVEE9ZTE/jlpmmY0u3F8fExEL1682JpOLFFkaLvYMSBmIFBVFRHFFIYTc2trK/n+mFCvdsVcbGYAIMaQZxRCIMNVnrV1FOKyyC7O54C2bdtqZywio0n15MmT119/8PGHH1xcnId0+rWvH1qbJRY0me+MsYUQhsDjKu84GFN4kRhjSqJUWBWjWksiMXFgjogck88yi+Tarkls1W9s7SkinABojZf2dhFojKW17441RuS631Pp7DBF2WiwE3/+b65dT9Z0AzS9bmIYQ2l9OTBr+lSAjUJlOAL0Icnz3HtvnVOpzZqopt1FWBsRoHqyDNJBbYH0BM/zXM8ddfvQ9AJjSP8TYRFglhA8IhijchlmYeGBFgtEiIQWbf9JEbRGmLwyv4icc5ISITpNPJd0bWy9mcYuogXkMHJReH2zAxQR7D1R1DgEUmKiXnctItYazYrUGakSRLXb2VQSab+Naf2+kLXWdiHE9RAbIA7giSNrjGVmZYNpwcgsoP0AGEFh0VtCPjJgmyBx4jwi94pZnfr2HNcQQl0vs3yESChZUYxAJMsm9x98Q2LTdU0SAIvn8/lkusfMW1tbi8ViNBoR0Wq12t/fWi6XIqiHfpZlRZHHmNq2VfoVkaZNJkSbUmCJQ1+kXBhdHb1ceS2oyzJnLYXYMbMA1/UqxPi97709ms3uPXhQFMRi9MlU1C+l1C2Xu7tj55wUtl6FEEJKBKA5T8ScrHWrZT2ZzJzhF8+PFLSKMSJR13WaCqYPXp7njY/KymGIhsxkMg5xqT9LEEIILtlhsDyANYgYU9KHueu6H/zVe8+fP1c7a/2Cw8PDP//z704mM61DjLEsAHCd1hhjKMuyWc2ZWYTgui/gmKSqKuecAqbD/qyNn7XW175gGZks+BaByFhxZnV15aNHEGvIC/+NQWV/q3R96/m/AtiIL6XTbJp2GmMIkTei3jYtWwbc8Yv1ve4Lw/LeNIbS/aKqKr3XOmlU2u4XJ3ibDIoh+1PtehEx+vASB0NSlC+8Xjbb32g+UMAYgwCcWIMrhDmJoCQW7K01120wCltjk0Q1OH7pOje4xaK7W9M08/k8IdjMmcwNrfXQ9Wmsyt72bDDom47Gpycn1Wiks76d/f2hAx+w25eNxSTFzp+fnsauy/KcEKL3RGQcAUDTNFVWbVJ2h4QMJYNp412sh42wkVP3+ZkqbTQxhMhERkSz2/UvVWIBX37b/+711xM+r21Qv/CpHplOjIDOOtWwGOzDjpQehiAoIIzAEVgSBw040bXOCAISWRBQYgJNZ8E+eiMBSkzoKPkgwnfv3v7+D/7SGnv37t0uQopQllUIXh1lFfpkTpKSWftqKvtCvN++eXu2u88Ci9VVHX3XtQmSMYSASGuRDQga0nMuy7Kt2c5se/f4xUn0PjG/+bWvffCj96y1dV0DtZsCj75oWJ/uWgDqYcmc8jx/8uRJjPHy8sIYUn25kjn39/cnk8nR0ZGq27uu29nZUSJH13WrRX3z5s39/ZvHx6cieHBwuLOzc3W1bNujGJMxzlrr25rWy9NV1VAODm7pavjkmzA/v9ja2t7b23fGxM5PRxMO8ezi9ODgpmdhTl13HQVr3UASByKsslKKoshz5VNxSsLcta3SSW/s7jZ1rW2zKsf0AmKMOr3UTwUfh4Wc53me5zGwUlu9j23b6jZeVZVfv9q2HWrHvgIDEWuISK1FkKi3qGMJkQnFOZcV9HM/97MffPBB23bPnz87O1v9yq/8vTt37uzu7v3whz/c3d3Ji+lnj4998DqUWTTNdDyJMd46PByNRq+99lpZllvTrOnazx4/3t/f/+jTj959991R4Z49e/r3/52f/4tv/xHiKBF95es/XRXlxx995IqqDWnZ+r2DWz/+6EOyWTEeJ+YSsK7rw5sH1tByefXj9z/8hV/4hUePHikhqayqxXKVgtc58Pb21mKxSDHu7myHF8GAzMYjk2WaAkyE1pJIcs41zQoJALCuW2NMXa9AFCaLiIVzLsuUKgmaopplWVm4LMtWq5WaxacYNZvLe+9srpvqvQevhZims+3ZbHtRryRxnltJ4eTZ04ODfRamL5oEXO/bPXqJ6DYl7jqoUSMZXTKD57NzDggH3qYx14YZbdsWzhZlqeLG1WIhaIxxBkCQRkWl57UxhiwNEHBmMkSczabjcgRCxvQ2iUSoEKy1JstIV6tqTREpc45ID24hImNxOp0cHh5yOgvpwhgYlSMAw2yPnl1Mx/GVu1PM7Hhrayw0LmerK+65bdJfvCq8AEUYmFNib52aBvR+3sagQD8v6jfW3hWQEIUQASiJ4PU8h/TahmJmmJ9s+osMt31zfPfyP8Fr2xXcYIQOtaw2GJtqz8H9ZaA7WktkrBY52u+t3z5KGh6XoqAYZzJLqZ+LRQJ2BgnIoDAnQCEkzSvUy/NdK9xzfJTVCQjKghVYD5z1qkDNxsjHCJsKSRraXU4pSUoaLKgko40S85qoklIibQk24fj1b3ptdrDxWRUyKq9Eb1EIkchqBTXUWsNrYJ8RCRGZtSp7bQgpw09Ro1EQo41/b9mqkj6AlARRTO/zAyn1hdxaad//3BSBDTGq75oaHAyjBQkhsqCBMjqtnR2aCiAzUpFQRXR4uJ2Xk73bO0qw+u7b77zxxhtVVencMsuKg4ODxWLhvR+Ppo7Gq0UXQiyAhl0aEaBP7+pPxoEMuXmHlbTSP7cAhnpZo7Ic5/MLnWuVlfMxDDpkItqeTmfT6XLZrZb+at5YY5Ztd32EMwiAy4rJZFLmdHF+fHU1v3l4EGMUEED03itlRsOuY+tZGBiUDK8GFnmehxAUWrJqJyuSUnIuAwAtQIkly7IQwtGTZ0dHR32bYDINqNje3q6qqmmaohitn8m+jtL552pVP3r0yGAqiiJzuPZnSgMderPQ2lSHiogkJhFk7l0RhUPrGQFYYggco4J6PyFd3/r5/esSOWFjwfTV/3oE/zl/lM/tYtfM6ZcwsOFrCNFg7wytJARnTBQhADXzIQAfw0uqyk3hX/9tP69LHPaO4WeZtQ3pwDRI/e/1ck09RA30P2XYF5hZzWEIBYFBjDGi4ywCIPw3EUxqDqHCWl2KV8tFF4MyahBx6Pq6rlsul+4yN65PhByXVQxBCZbL5VLO7ACSaeN348aNl0V6BDHGpm7qui7zIs+ceoEMb5nivpsUi4HHMtzw4bYPJ5bSz7Sa3KAYbXpeiYhBSZtUjZd6xf8fDvf+b67IL4dnNrYkZouEG0izZpH057G23Jp0tKFLUXK8zn6dVYs2QUDhXgVHKAkFJHFKO9vbzPzee+/90i//2ny+IFfUja+qUUoJgEPgsshUHCJk1XzcGqt+0AAwm07feOONajQOoXn46cPnT54uLlNoW+TeGUmEGQEQF4vF7u6NG/v7CCaGuLe3N51Ol1dzDh2g2j1R03lmTin283MiNdfVQQcIDMbCuiMpAy2E0DRhe3tbgYytrS3tV7XNU73BgDepZaUutLIsVZT14sULHRX29O+1xZGIdG0LzK4otra2VP2ldW0I0TmrFupt2yrd7uDmzTwrdDDSNA1T75BZFMVyuby6utIlOR6Px+NxSqkwmYjUi2VKKXY+t25ntsXMXdc1yxWUZV3XRVEMdp2KjA47g04nmrrVG61QjogYcsO21nVdCEGTmvWMV6fl4bDXmxlj9JHJiCprEkKR5369bzCzD+nmrZ3vfOc7IpJl+eHh7el09Ud/9B3nvvPgwZsPHjyoqurZ83PrqkcPH7o8Ozw83N/fJ8TlcvnKnbuLxSLL7NHRZ+ej7NVXX/3WL/zi0ZPHPsbT0/k3vnYvyzKWXilgiD7++OPpeNK27a/9xq/94R/+4d7e7unZBRHt3dhpvF+uVq/eOpxfXjx+/HixWOwf3Nze3kYim+dXV1eLxTImWa3qtm1zZ4loOp2eX1xqrfBTX/vaV95669vf/rbm/6q3DTOH4AE4RK9gOaydlpumFoGUUuKgtAvr+jAPIrDWjqqx6iO6rtN5VFEUzrm9vb228avV6vDw8LXXXn32/LgocpeZMA/OGudc0zWLxYI2pVGfZ3j2IgkENaPePMsGBt1ggq9PwjA40gMLiay1WZ6raYQxJogty3JUVUVR5JlDESArYChwE2FwVkR7zS81xljjiqIYH46RoW089qfh2ktDBEk7QOhbQQCRJKDKWAkhGIMK/O/v76d0iDTpuub1ew+Wy+Xjh59+9vjFvXs7aEeGitbbxdXqAiNNZoo5bjguKt4lIoklKtVQgHEwfVcJHoBG4YAS6BGJhER01MO9YKnXlPWZ45+P896c4w0o+Zfo/b4QjPTFf77xBbhJZtsEZDdcYQB7/TD0BM/+WkGEAAHYGDSbXegXL3uYQW2K3IYP+iWPsNmgprV4eGghlDmMa5Hk+oP1DIBZawL9wxqni+rmco1aCv91BedLNjPDeGC4hs25wkvN3uYfB+YUESXu1TpRFZ4b/HzR2YEIok0Q+6dJcCOMigDVTYKAUO9UEkYguM6tssIGSJmjpNpgnTIxcwzMgCLJoCRiAkEk6woWm5KUVTGeFWU5Pr86VfBFrYlTSkT2gw8+uHPnlf39/fPzcwX1itLEGK11uqXQOt8DBFMyuiGoF7fetyGG53q2jExGO9Peu1ZEiqIEa6wj68hYG1IcVFrW2slkMhqNptOOsLs4XxrKcN4Onjcaho6InCDP8yyzTVv7rvXe50Vu1p781lp2DktgH4wxqDfdGCLa2tqazna6roucsixLzDFGa81m+zBgvqenpyfHJ3oiZFmGJhsUjFmWta3vYz/W1akhE1NfjnrvC4cbs2etjjSnnDbnVQNVuzdBZQ4cGQQEdBYcJUWRxLFv8n+yGJ6bG42sp2fDnOolXyBEND1L1jCz4mkcE1jhmIAEBTgxxwS84cYpggj6l+pvCxs+MZu0+MGeyxjTdF0KUXmkBAhq+MkCCGSUPg0vdX1asmiEw9pbT7501nf9sVzzQvuKmQUIQa1KVG9nDYMgIRMmkCxzSIREGhAhoh7J/cxBro8ZnaMKGgCSqqzG49HW1hZYYzOHdj0ZIDJrEQcitm3bxQDUp+plxrZNWxTF4K03jBT0dXR09LLrF8dRUfbu3swpJiLSeEDFVF56f1W8NOytuo0Ma0yrn+EU2QzMWN95g5gQxBgrIsg993+dGgQvTQv/7vU3rsRNE7Z1Ybd2u2ZmZsuSQjREOu7rHa5EEEQdALWnAkkgjBQNoAAAIABJREFUyJxYGBCHTye5hlQ2iwydw6spfFEUDx7c+5M//eP9/f08L8jaq2WnLYRzme9qJUGkKNOd3QS2aVpEyYpMQVzMshfHx1fNd3d2b1xcnfmmbRaLFDw5Zwl8XSfVyFoDwLPZbLlc3rpze2f7xnyxIjSKL+R5fv/+/Y9+9CPfdYLJe9913hUxs+76uQLS5DEA07YtEYpQCOHw8DClZAwtl4t79+4pb7nrOt129vb2uq47OTnRX7mqqqqqtre3CXo3nYODA12Abdsul0ttETnGjtlm7uDgoCiK8/Pzy8tLZfKI9BSRpmmg9xNW+/6OiJ4+fVpVIxldbzur1cJaAwCLxdxaW1W5uo15311enk2n08XFPC/ypmmstRyib9rjVT2qRoDAITZpFX0wziyXS4U8VT88ELqapsmyTOMudEXrGtd+ZqBwe++Nszq4K6pRF2Lrw8YQAwVJs6G19MF+UCsxsSBaa7uuWywWb7/96Wuv3huPxwC4WraE7mtffev09HQ6mX76yaOvf+OnOIW33rz/za+/dXV1FbznxG+88fqTo6POr54+fXT/3v2taTW7caP1/o//9M9u37m9t7ef0tNV3eztbn368OFkMhmPx8blH3368Mxlr77yyrvv/MVXv/Jgfjn/+MMf3Xn1FSI8X14ZkLquy7Jq2rYH+wBenJ6+8sqrMT1moNOz88lkklJaLpeTUXV6eppnbrlcIuIHH35wcXmpSua14Q1732Z5BmCcs9aOiqIgJAEQWegdXg9kuOtaqq0CBIiY5261Wul7XZblrVu3jDGTySyEcHl5qc/Y/v5+lmVt11in4vmkYi014eiNx75sg1BRj0ASSCK89rlY7xvM6svyEndA93xDxjmH66COofy1WaEPfNd1ltBamwRTYkCw1sZ1zU2CmydpCD7P8/2dg+dPnnrvKyz76h9EOIXQZpghGmb1NhRDsOl4qZq3siybph6Ny67rfLisquz8/PzF82MfZNmkLrkm5rNJ7soqT01u80C9uK4fJiEQ9jScdREmICyCApHBpAQi12anRGhQhS0IURgEhQQwCRAAgnJlcRhlvNTCDcOlHg/d6PpeGhfA54MHNklP17qSwSRvXXTqKlYEZyPZL2lH3Xu1EoXgBZHQ9O2rITX37LpuiODr3Vxj7IGhlNa5XLwWM2pPxUTknO15O4QpSYzB+26gAwz2AS91fVrIMadN0L/XR62bTIUaFTXoPdKBX4KAN7001sVY3Gz2NkL2NKHUiOCAXA95Yy+ZoKpUD/FzfoQZEa/1870BuRChMbT2tEsJQMgMSPp6ZItWkIl4811FRBCLYHXqBYZEGICEQQRSZCY1+gxEwBQJoyVgsImBkTJnWLonz59fXjVVVd25cyfPSmUtFoVZLpcff/yxPglnZ2d7N6bLZe0775zTtMC+/ETpowJTX7MNAP1mda37f0+mpR4KIUQWSRxRcLlcbm9vj1ypENV0Og0hFFWxvbNT5KPZLBG2iM+HWnFdNZPSWpumyQ5mVVWF2F2PYUOfZ+ic821rDK0jTJIhOxqPQchae3G5ePr0aTmqqqog62KMItkGPAHDQ3h2dtZ13XQ61R24boNWsFVV3b179/Ly6ux8Lry2XF2bM6WU8swJAEuI3oNgCEGFqMYYIruZAjJg64OjUkjBKbfXICZJwmAQBfSERUvyk8Tw3EAKmRmZRTnZG7MgPcZemtVshl1ujvWGOdIXFVyDRFALDtwY/elIeoiCUIbMdQL72pd8eGN6GAxpAFy+3JK0d5j4kpZvEx9FAOo1Aj1MZckC0aDWZQQWNqDWvIy6PTgLksgaCpT4y6d8m0wP7/1isYwpBWGyBq3RmCwiMmv9tYbyleMREMYYsywbFeVicTUYsuV5rnj8cB9ms9kXdX3tqu6a3n9MQAwREsYUmNk4K/Q5jbX2k+rtu0n71GsbbOuHs2RIeoV1Qgb23AYgStibSmmjeO0086U8z7/rA/+vGJ4bE77N4XY/so4RAZX/MJzEGnyynvgJIMMajEAcOKDEACGlpJAbIiRGxEwlE8wuy7oQ7966PZ1M//LjT3/p7//y8YvjGwd3RXrZ4Xg8aeqrLCu7rjYJB6TbGIMIWjtKSr7rKOtSSpfzy1TXRKaaTAQSCvjgRdhlDi0hijGmaZpvf/vbnIDQTre2l8vl3u7uyfMnX/3KG//gV3/1D3//96GHWXugej02D4l9AkaiwTZpSCDQ02VnZ8d7r/uSqtt1cq6uSMpuGo1GSrP0bcrzMsZIZJumizE+e/bM+whAofM39m8eHBz83M99czKZAMA777zzgx/8QEmVm866eaHHVRzEw2VZGmOePXsmIuPxZLVamcxZa7e2trz3mhsxmOWWZTkejw1ilRex81VR6js1nU69903TTEaj8/PzlNLp+dX9+/dDCHoBInLr1q3Ly0tmXi6XxhhDdn55BQDj8VjJUaNqslgsUkqaMdB1HaWojs1p/VoHiw9AD60pQ31AZ+cDEZHpQwLLsrx376fquv7e9/7yW9/61tbWzv3799W3Zn9///nzp6NqXJUVEaxWi7LMp5PRxcVF5sz29qyua4PQ1MumaUayx4G7kGLif/rP/vmnn378B//b/zo/P96eltuTkUjKnHtx9PBXf/VXnjx+tD+b1POzp589vnljq7m6mK9WO3s3nh+/eLSoVQcFaIqi/Of/4l98+9t/vlrVSaAcjUfTrRS6O3fu6NZXFTkXxc7OzkefPNzb26vK4sfvfzAajShzZVl2XbNYLA6q/bIqqmqnaRpmXi5qRJxOZykF772KZ9aW6EGgdy8jIpEI60g6hf+Xy+XZ2dl8Pn/9wZu6imOMalQeQugtGTkZS3mRxehTioa+pJLgxCEEwogkIowkgxGaopbOubwoetbMmt+relcgzLKM17oj1bEQkU0mM5TWBzqLABrVrEaOJit6h0m4FoNYayHiaDRSG89BOsvMgpBSEjSIQEQQZSg0VASos6BRWRZFYQyNx6PVcrG9vXW1WFZV+ezZs3feeednfuZbb37lp/YPplkx9SmuvImSh86Mp64/UNY1BBmMiWP0LBERXGZT1yEa0Tjw/hciHLo+RXVlMCuVJEJIA4mAkAR7ytxLo7xN4QmupdkvRUwNZ6gxBggHf+zNb7JBaCRr3YCA6xcPlLP1Ma17OIsgGQNC1qoU1IqAEElStSISGV3pMaoyiphjjF7r7BhVodfjtmrRmZJKzJUHq9IMne5GHQ8O4TTGkHNOBynaNsI6/bjHo/sWQmeR1/77QwkxFGCbuV+bZLGB7SnrdkWLEYXwNkhbCGAG879NKtnmGWowA4DYxzBTiMy6L68p8QJ6k4kQ1I9A3x4FTxEQAZmvcyNQHW3x2hQUkIWJEykxNECEtQ8NAIkg9kEsKaXIEhFaJsxcZbIs+bhYXdoMRxPr8r2yLBVh/OSTT+7fv9+2/vbt2yKoc63333//3mu3u9i98sqrL04+XC5Pb+xXKUVOIQRk5DULV514VNtmFDfcrPSu35T1qNIao6JcjW7a2dnn+VyE9fvoKalawR5h7BQ42CTZGUNmNBptzbZeFAV61n8eU/Le97ZhqrdcJ8GmdeXvu6gUiRjj7u7uaDSStV9OSuyc6cGO9TNmrTXWDItIST0nJyfLVTMajUJIp2eX/fylJ/EyEaG1KSWDiH0DibKefBhDYOwQVbLJsh6UEZh1aAOqy1BKwkCEo6Kg2QwMpRBkXZP/bez65DrLrjfXB2Yk4hiAE7IBsaKlo+odETixMQYMxBhTSBJFqF8Gm1YiOnHWj3NjJAbkZECEEyIYBENq+CpEAJwkicSQlWUCIBAD2lmJVVtrlRutpUqkyULr+T4aEgTE3kiox39QOS3QRxlBYhFrUJkbBCiCxIACynYW5B4sQVHT28QcOSKSoBhCMpgYAMGxSSjCCBElCCQgNIkF0JDNxESJpg9BX3PZezAMCERSAiLjinI0mWxvbxtnrXN6lUhKgekZ4WgoxtBT5xGNsZISAVnrUkpAFGMCCOqaqM99XTeDMXefgaFxGumaoJJS0ju0djyjlzoxGlhDRH093XVDtq9qDIYOv6eBpZ73r2te8WZEK5i0j2ZJBMPWABt8902+4k9W1yf/tl/wJcJUEgAkYRQkIRQQAkYESwBcVjnEZJN4XueXYIyaJwWg0c4WgFPiGIPvCGFSjeq6Bg3jYxIQQiOGkhCYDJAy4whAgJNENGiMMQwmSmZzETGgKagppgAAxtoQo6uKN77+1ePTi9deebNe+lE5uTi7cFkVQyAi9t4iZWgFrVRFHYNAcLkrMxv8qkuxCxFBINSyjJdxeXD7jiXz4ulTIONstjPbuqoqSakqR5fzubNFEzqfghBkmQOBxfzEFcXF5XHito2NFw+FgSgp+AzRiaBwSslkrr66iqEz1hgUVxao4YdCgGbVdZPt7d2Dm2XZ0yAtYvDeWAQfLi8vU0pdTHmeo3VgrE/MzI6ylIRZnHW+8zpJE+G7d+/MZjPv/WQyevL4KMuyyWTadZ7IkJEuBElp1bYikji5LC/LMsS4Wq1Gk/HZ+dmtW7f+s//8P71581Cz+/7Vv/ovOYXFajG/OH3ttVf+k//4d954/Q1jTOay7//lu7/7u7979vzZbLZz8eKsXSwX2dVSvK3c+ftPfuvBT6fLJq6as72tX/gP/9F//V/9N3dfvTOeVtU4r+tmazI9ONybbU+aujs9OxuNx7GLkkSNi3NnENH7jlOsV0vv+4of2QlLSrFrW2G2xsYQrHWcWGs+56z3viwK4QSEMQTnXBDJnTPG7O3t3bt376/+6jt37tz9zd/8jeVqGTpvDRLy6dnJwd7OxenJV998/bwqnCGx5ury4mB/fzaZrJaL58+e5nnuMpvlLnFMabW3t//ooZRF/gf/+g9RyW9ZcXDnDkFY+C4uru6//sajz46m48nb77wznU7v3n0VEE7Oznbz7OL8bHsyXVzO7z94YzabXV5e/ejH759eni6WdXN6srOzG4JfXJy/eP5sXFafPX5clqOjo6flaHx6dlaUZUx8fHw6v7o6Pj7Z2tkpy3J+eZGCv7o879r64/n8xo09RFwuVyw8Ho988EWRG2PLqkLEEJIlQy4HwRAjoVhjmLnIi8xlRCbGxNK4LH/l1dd2926s6jori9CF2WhWlhUyVFkGIl3bAHM1GjOgcdkgO7gWnrOaLonNnLUgIL5LROKsIzIiGkeLWZY7l8XEzlHilDgmjsyChOraH3wHhIrCEwLyKnSpyLJxNSUURCFLABShaxadMS7LnaBoeWfRQoIkzEEAsQ2tlwgGOUUhAEBmiBEtWYAMwRE6QWOAYmTrirKcuKxyWZnlLiYQwbbtmlWdO+cMLa+urM3yHMdj+9v/8DfaZtF2i5R8lmVV6VKMfB3UBkiASAwMSImFhZ0jABFyIBbAcEKOKAlVmiLASViz3RNDiElt4DimxGyNASABSsDMCTi9pJkfuGT92Xr9zgwlcF+hQt9DDskPmzRO0TwqEKC1C8tw1G5yoK7xPkBkZABaO4YgILAwxJ5qmIDIqEsnIQqIsDhn8yyXLLPWCoiw0SmiHveDp6iy75RKHVMEQO0bEWk0Gr/kE54l1nx2EREmEUm85jQRIqABgaQ3YlDWfC72GRFT6F7OWybabBG1ALyWoiMY09d6OjfWHlUFX+s6BDbj39eyPWRmASQyAEgEKUbftuoKa4yBXs7DQsTCIt6QUbRaCJEJCSBFFtaQSUPUcwdRRAhVB4kpsu6OxAkE2IiNzIDCMSH6xBA4uAyNESJklhBqQ1EnUb6NApySSIqh83u724T3RqMxCDZNM5ttG2MuL+ej0TifHEYf9u/uv3p59+IioFTIpQEHEhHJoPOhVfBI3ZpAUoiMIK60ImCsSZxSTJK0TtYMELRkEWU6mWbWBe8TBFtQc9qhEAguLua+XQlCSDZwhi6rl21qt8kGwQUTADgAakLcO9hCaur5hbMFe3EVOJdnWZa5vG27LCsECMlOtyYuy6IPgLSqm6IoD24e3HswPrx1cLVc+uAFpYKKjKXMREqckkbGCQuHgCwokkI0xgnICuNHn33y4Y8/iEuP4FbeY1ZEAiCwgEYwMVgideUARGMcirPOuMwhMkrIjEOXKV+AhZNIEkEi51yR5daYIstXFysgJEAiI4LsyJTFZH/P7uxAUYDNAeknp+vrSTsAACn6qqzqjqOshXyIAOCjBsiCNTbLMoPYhRYjIqIPnYhkuWvaWjGGzreJoxFuV0tlECVdq1kg6id+CURChJBakNzaLMsIEFLkECRGk2UWARGdNYRACCHG6L0xJviOJRESS9JOY83f7cdNeVkpXi6CZJwl8u1cUiIDhsCRyciAdciiixqIlLoJBECQuawcVfOrKxaWFBMndXIqKWOCIDAqKkfu6nIRQkxJTB9l4QgjrWftG7da0UVgZkcuiixXdYhpYIn0nocbo9EIbIxx1uVZZozhxIQIIlU16roO1NyPe5cUxcCspfF4on4Y2vv5bgWJm+Wq5QQshohTFGabGURMwsPUVHVKAx48TCZVHavY7WAEvEkC7Lqu72+Hw45ImAFJhqQ+TQ7ETfEnfsHpR/6tZ1//b/pv/j9wJQkYGAwgCZEAIEZISRIQwTibzianD5/VFytQ8wEStCbGpLtkatlu0aQoP3n2NMagSG3P0mFBUqEfEGICTCkBZSBcOCfCeVkIsg/ROZsbG5etMZnvOhYPABZNYTMmqLsaMvuNn/6mHZXf/+7bv/QPfksQfBARbJsWkJxz9XJpxHBiCy5Vo+3t7Ru7O5k1V6fHjz963HSh84mMg65O3tfLJWzvHB4eys2bo6I8OT421o2qcYqpKkZPHh0R2KIorLO7s23vfej8eHfSti0Btcvu8vJ0Pj+D+sqOXZHZHIliRDQppWoybtsmdCuJkpm8qsq6rgdiibWuaVrnsrb1RMQMMQYiwyICZF3uQ53l5Wg8zvKCjHNZnlIizxKjpNS0nW/b0Hbtqk5d9x/9zu/kef7f/ff/7dfe+vnl5fLyav6nf/wnL46P9/b2Vm0TE2ucnT72t/b327aNIb5695WbN29+73vfe/3B/dl0cn52IiLLxfxqfm5tdnl5/o//4T/6p//sn4ik4Ou93YPzk/N/9xe/9dU3HvzLf/lfXDaB2s4FCantCm6Fy+Xi7llrPz5fUpyngqUeTap3/+r7063xm2+9/sMf/jCk9vzydDQaVZOKQVZ1061anWj0yF2v4xdOESSBJK17dG9nZkJihc+VgKcO6cYyp5Qip2hN5pzVmsIQDgZ6b7311sXFxePHnyHJztb2O++8PRlXT46OvvqVB0VmHn7y0dnphbvpZtPp0aPPfvrr3/jRj3509/bto8ePD2/efHJ0tLu7e3x8fHlxUpWZs+SMefr4Wdd1KWFIcnx+6SwXpb1585ZfdiLy5MVpURQ3Dm9/8Omne3t7v/CLf085KT/+8Y8X49wafnF8NJtuI6Xl8tLZfJVCUbrF1Xldtz/7Mz9z59adR48eAQIzVlW1dXqSZXk1GnVdOLx1u2ma4Jumaf6D3/yNFy9efP/dd28fHq6Wy0cPH3ZdN56Mx5NJ57tVvXKZ+/Cjj5aLRZZlMXAIQRhjCMqbKGfb3ntCQ0SCkJKUoxEArerm8dMnWZYl4cXZBTO3XWetPbi59+DBg7zK67rO8zwvRwxogDdbPgBEY53LCQ2zdF2IMVajCTMDkcopWIQBsrywLqvrWgA73wowEhpjkLHr2tFo5L2PMSYRgwBEzoW2DpmxLis4BiQ2FonIRbKGDCBDiilWeWaNIaAUOMts5ztmFkJbZHVd54lI1foMMZEzOUGGQITOgEERBsry0db2DVts7ezc2H9la1Uvp9PtbhljCMvFVdc0y1W7XC7r1eX88sVkbA4ODnARUnJEBIiRfSIjIpIEgXrXTbXiABAgQYgsYCyKA7YIhtDReojHmAQjazC3UJLeGV84SkqCAuiAQDSJ6PNRcsNme+1rsO4u1vWUYO8us8H2FODEKsy7nhyubQTw85LAl2wLrj8wrj+BBNXzWZOTRTQqAL0kEEopwloRoId4CH44Z3VaOwzZ9BdRasbQRRMZxP6kLorypbislJJBBpaQGBGVNISkRIC1H7iIeoAOlqcpKan1ehBH4DYT8wYi2Ofkq2hVKKj1NJFGFIoxqDNYTeNABOY+i1IbqnU11Xd9iYfxJpAm4jpH61ttTd4zn9fzWJG0vvOaUoHOUkpC1zHz6/x67IEAIIkMOiiOIkgmsHACgKTbLTMnRgbrjDrFMjIDdKC9CSCIqUZ5SqkqMgTa39u9uLhKkd99992iqH7913/97iuvjsbjgBOmi2fnz77581+fn+4cPXyCsTA2M9SCMQzkJRRlsVisABDBCKA1FELMcmFO1toYgyEySInFkkEBRPRtJ4Snx6c3bx0iYOdXPjWJmSKgQLOcc0gBQhNJYIQWKcumxS3PJ3W6iBKELQrs5NV4mp+cfLK7PfrlX/z333v/w8wal+VABoBC4MjJ2CyERhBc5nxmb+wdqMXaZDqxzi3rxdMXT6uqMs4hGTIOLAkFBiBmQCBgDr6tGw6MNgUWQfJ5Qt/SoqFVQnIFmk6AEYEQxVjWQlUSC4ARMgliYCAfU2JCMsCVM9FaXHtakjUEkjmXKyRJZASIpddSRw6JPQhYA+MqlUUL/yd5bxorW3bd96219nCmqrrz9OahXw+v2d1szqTYZBxEgyHJgSNEQURKhKBIARzZkQ0EUJRvcZDAiZAYGQwnHwTaRgRGlmXRjmEhUcyZIpvNntjN16+HN78736q6VXXGPax82FXn1buvBQh2BNDxRaNx8XBv3apTp/bea63///cHR/JfJ18fMyOKSV7ned7t9Y7H4yhJfWgXTuc0IBUx26aqS+eISMeRjPQ8yiXLsjAPDetCt9sVAhtjrDUhS5SZ69qRnLHdAZQS3V43ZGpZa8bHY++9cY0Hx+hRQOhHIkwHsk3TMEI7bgpUtEAuCkuEZ8eeTTEJS7H3RgiBJLXW3jkppABG64GwrhtnbRhve2AiDM6Wuq6rpgk5TiiCdIYFSyIqi4K0cohZlqWddHx0VJUlTM3NBrxl7xw/RP4Rs2CcdmnrLnSWlhc6nU4YnbW5WG1BBQCkZNM0VVnWVe2cEwIQIZ/ko9HQWtvppEVVtn3BNg96XnaPiBJ9rLRAlEIoLRG4qRzO6jrClrKJLZeiVWyeyICa94TMNztPBM7Od9fmN6155M+8gXPOa/5voIJzrps57X0SeAfer66va62tc4AAAhDQWkdCopQoBJJLsk7a7dTWdLvdJs93d3cDp6QoChYiiMGcc40xgAgkgrFACFHXTV0UgAAaer1eVddVnlOthRAEmsGDZ+td4wwQJp3kwx/90JvXrxnTCCU9ELKTJNFD45xlJg9CSCHQcr2YdRMdg3FNY33jOknPWWYmICVlJNiCt83xGFfXU6HQeVvWQ3N0PDxG5qceu+KtUySyKCm13lpZOzg4cICLaadfNeAsOD7a2UME8CyF6PV6g+GYmYP0KJCsy5ymKXneobO+qcNBxjsn2JN3YA0KIVACsLdGCpFFOou0W+i1jQxNmGrVNExSMLOpm6aqq6KsitJbd+bMma999atKCS3VH/7BPz5/6tzGqS3bGPZeEKHnWKjaGoUCBXrvlZAGyRnbPzwKtuS337p+59btS5cubW5u3hTSNsZ7+PSnP/35X/pcPhkvLCzs7uwcHx875sPDg/X1zQ984AP/13dfXMhidKUk0ORq751zR6Phk8vLwpTu4PCNP/p6lmU3b95MkuRDH/rQK6+8AgCj0bjT6SwvrYeohsCAmCctz2eizlSvU9T71Abs3Ik4uPDJbRp36eIFrfW9e3fDctHaCHd2dp599jEi6vf7xtYh12FxoZskSRRFWZZdvnz51Onm4KCPyHVdrq+vbm93Afy5c2e2t+9tbW0QAbNL044g7T0Iisqi8Z6ztOt8WeZNiXUcr8Rx2t89WlhY6PV6VVXleb6+vh6uQFEUn/jEJ86ePfv1964Joa5evfrW2+8mcTIajWuyTVXaxighkyRaX125f/fOzv17jn23u1DXRaIjZlZS7Gxvb25uemeSSE0m48lksrKyEvpya6urp06fCatl1u0IKW7fuZ2m6dNPP93tdPI8Px6OpZSmsU3dhKXvrRu3mNl6E4nYeWetGw6HUsrJaEIUUseAgKbpO+iLctLv9z0GViR+8IPP1cYp9T74KyllkiRSgPN1oPiEAZSbETUAQCo5T5dt/Rfh3czzvIVGhCQJGSVVUSuKhRDOhbhktOyLom6axjjRyvzCLRSwkzP3C7ZNw+l+50EIUDIYQoOuHBAhL8vYVYuLizpbSpJEEEVRBMhB3hzFSaezgQdlr9dbWVkJZpAAtpntFw+BPQgAUTCFvoZjDwzsHDA7RMIHdLaAmsSHzRfQ2trnXe6P+kRO5IbNww7mS7WHjF7vS0yYY6E/HPsO71v1zT/giZ30EfQXn4hGCNq5tpJp/z8fjdDO+sKv1HUd7N9B99v+yvzDeu/FnzLTmEe18FT6+BAOsfXatEqoE57G+XFfyOWeXmdsX/h8+2N6eHjfOKh2xQt8lXmkDc0creF9b7+Zh3k8yrNoCUnhB+aT0KFN3fLM7BEZpo02RhQANBMbovfeBY4QAXjLzAjCMyMKhKnRGhGV1EFeq3W8uLh4//7O3bt3G2O9901dJ5G6d/ddMNnkeL+uqywJfD7yOJUsthmh1njvIU1Ta01A4mNo9OuH9MZT7GekQ2kuhIi0rg7HkURm9q5RZJ0pgYyiiNHGyqYRHEx2Gj50cqSEAIEIylu7v7tXjA97cWdtc9Vee5NZB+EsACmlyqKIoqiaTIIHIQC3V1ZWBoPBzVu3irK4devW8srK4uIiqZnVCAlQCgmuDhdPOAbvvfXeU7vUAAAgAElEQVQOnHDMgB6tB8PeOjE1o4kGGNmHFv2UscEE4KAdmyM2TW2sFSoGcigDB25KzQiOtocEn8AMIJCC6zqcsmg2cAo4+3+dqj4kct6nWdTpdsq61lHkOA+9E+/89HYmYZ1TUkSxZPbWFTavW2gvMByOBoTkCPPGeO/QK4dkrXHeCiEUSu99y5diCj5SBuTG1MaYSEdpmgyPh0gQKa20tM40TU3o41gmSSQkUIDjOSscEZFx1lrjjH3wOZ9G0JFSERF554MW3CEzIQlByAFo6MOYjxAEEhJ7b5wTUiSdLPJpVVeTMhdSkhQh9tIjsEIZq0kxyRIN6JgtCY4jzc4LYEC0hAwBWjN14DN6Bh/2OgYG8nk+1lp6b4hISjUTfz8kIWGagp6TNCJEQeSss00lJEqhFnqddHExiDQe8jfO08wQ0RtwvphMysnE1I2gMMefFmxAaBrTcjgDY3DWKqN2INDKdx9dDed3shMBFSfXSkZmDjsuAk2d6BgmgQHqiz+6k70/py+B5DFoJ4IBhqQAbwDgzOnTSqgwjicg9jyFhjnnhWSGqqqaxjBDWRYiicq61IUWgjx4GeIfAaQSqKV1QZzEDEgCAVjHcVNXUuqAhCapMKLg5wRCHQljndLSAWye3piUoxe/952oewqQrDGeWQpdVKWKIkRk52Z2CDi8d++QwTnD1sdKdKJIi3hk0NXsPSqUBCKyXB4OJpOJUspXVc1A1jZN40zTSZJiPNrsLWy/+95o//B4f58AzWhiTO2tjYFsYwhRRakQFAwGzjkiAcB1XXn2WZaFRr5GYYAq6wWyVMp6KxyTY7ReAEkCZPRIkoRSQiqJgM47Y4xhAOtNVbP3ggUAKETD7JumKfKmabZWn7h07uxXv/bVz7zwwsrCwu1bd8aTY28bCWybupel1jssWWuplKqbZjwYIqJgKMYTU1ZaqWqSv/na66mO/rO//jd6vV4vzXJnP/eLnx+NRsY2OOZrb7313nvvPX7l8Y98+GP94eDHf+LH/4/vfIOYMnaSMWaq6jpbWvjh/VsfOP9cWtCpKn/pn31z/MHHt+9vE8HVq1e379+/dPnyu+9cX1paGvTH49E4ipLWZ9W2ckL2ZmCNhuNLS8abP4y2+TrhM97pdKxpwgAhjmKRpnfv3nXOdTqd4+NjKeXu7u76+noURfsHu1tbW3t7e1tbW1mahoHD2tra/fs7N26891M/9VPdbseYpqrKqirH41GWpXfv3l1Y6GVZurJxxjk2Ncc6JZRCQJnXWolhfyKVX+xx/+g4juNw/Mrz/Ojo6Mknn2yaZjKZ7OzsvPjii0VRXDh//t797VdefllInUT6/mh05szZpq6HR4dJkg0Oj8bDQZWPnnj80r3797NUEwnrjbVWiwVT5WkkcmREfOqJK2++8ZrU6qknnxiNJwAA7EO1WRVlURZVWcY6mozHTV13u93l5eW6rpkxBKAD87PPPhviDXq9XlU3RVHUxi0tLW1vbzOiUtpau7G8ysxxEjln67q2tkFB3jlrba/bleJ9jhNsp6lcQjBYG87r00SlKYKLESDEgIS3Lxg1Q30YvDrhlgjM9DRNtdbGOmaHRI01xtlIK8dQN8Z6lFFiLERRNEXX1rUQUkoVhNPB3Dj1F6AQQhJKBEvIUk7ZN0Khs+DAd7sd5+jChfO9xSvRQtxZUeN8dNyfHB4cW2sXFxeTOGnMKORMIkJdV3kxCYq7AFDz3jt2gYkf+pcMEhiNdcFO5qxjAOdM0FU6h86icyHaEzwyoBcCCTlYYQO9tk2gna/HwnWbB2OGs2B7IgSBLcT7RIn4oF7yJwmf89voiXCsR51pbVP4xM54ghMTujZtVT//ct4XYhc66W3SXfh55z3gNBc+/G4wS7euPABQQgYg8IzSyiQe5Cv4WVr4dIufaYVOvMZ5ldO8kLUNAGvnqG3VF87l7UMxM5F8vxkGzhd+bYZBS8Kbv2Itp/TRd2Sep9q+9tb/coIZM0sP8gAOwM+ATEgEzEAhItKzcx48KyQURKFxD0RT9CcZUwe3bOAnraysOMtPP/30+fMXnHOvvvqKMXZxAz/x8Q9I3Hr15a8tZnqxuyil9MzOeQfs2ANN6RhSynC1WoiOUkpp7b23NnRtHjQUoigSWp06c/Z4PNrf319a7UBTaQF1nptq3BSHjJO4E8XaW+99dVAMi0h1tShYNXnFtgElu/nE/OCN164+saoi+Bdf++dKp86ZsixUnCqpSWCgZBFRVRSTySRL04sXL4Z/POr3i6II736n07GzW4M9KBUhoGuqENsBiB7RMWAY+CDo2ioDwBApqbRGIHB+CpcAZkBPwSLaepIhiiIDFoVQOiEyHqhl/YarFxDfxEAM0547A1uHQAKFV4rslPAsmMkzAbxfLMCPTNX3aKPGWdd4d/rMmf/oV3/VM2TdmXjdh2sHdVndvnXr6PBwttZIRDW/roWbPiwQk8nk9u3btjGMTDJgTwQHxoOgAEUGAG+dcRYFAWHZVD5EYyJ44LwsyrIsy3LWbWLrnZDKsMl6Wd00RBSxCt3BB0sGk/feOouE6DGO04WFBWYuqpytV0jAzvrKed/pdYN817f6jVARMZIQOk5tVQqlozhmmPqYXV2RJq5YKLLOJJ1YIAhiZ4xgJoQGvceQ8cKz1SqUzH529vbdbqfTycJ4sx3WnVy2cEpRdybnGdm+qkpvrfd+MhmPzIxXO1txqhDhNbddKXCKBDhPwFprZDZNTUwhDRWBWgpoeKOn9p65jS1Yb4P3t0WutUixOS3Eg+Zu+Pn5qi/gHzjEYVJQz8/ExA+koeJRQN37iCL///TlwQdWwhSpCd5MX3IWd8CxEkpqbY0BZlLaW5suLFprlxYWnn3mg1VVbe/sLm+sffD554UQd+/cvXTp0qVLl65fe6sqS+dcQCEL9i5EjFjFwFJL42htbauqi6zXtdb6qgEDIkmElKEr4JrGWTxz6fznvvC5L/3D3yOJztWDo11ETLJeGgkls7oxROiBmY0AAsFNUcRxnCaZc842tWDvnSFCjmINCpzx1lSj8Yhhkk+iOHbGeOAoia13h8M+RbKyDXlXTcY7ZVFVVRrramK0lOFQggjGNOCIOHLOAHoGTyTjOGb2QtDi6ioyO9NoqThNw00YRZEJ7UyYIfkQCdFNO9EeHLbsTSGlZw4Li/HBewxMbNnV1ghFe4f7b15/4/Of//xzzz33SWv/8A//8JVXXhkXY1TkwTXWS61IACIjslB0+fKVyWTy7rvvSq2WV1aSJCnL8rsvfe/f+cmf2NnfM96VZbl+5lSSpkIg1mCs/W/+1n9NIADgt3/7f7hy+XFA7G6sDHcOlYOIdKaiBrk0+R42e2TQN13Sp0y035h7t28/9fRTCLC6uhpyMxd6PWuskjLSuqkanFVx4dwf2tstUk9rXZuHfDtB1z1PmZ9qwwh3d3eNMQD87DPP1HVd5ZMQKxzH8d7eXkjL6PV6ARZ65cqVb3z968aYtbW1l19+udvtPX7lUlVOJuNhEquV5YW6yr/yL/7vL3zhC5/+sU9885vfVBIDI00JQYSCoCqKOI4JnRRCSYkg8kn+8Q8/V1XVvXv3nnvumZs3b16/fm1lZQURtrY2imKSZdlkMjl/9lySpF/96lc73YVIyvWVlTyfKEFntjaIfTkZKsFPXL5Q5qPJZJKknf2DnV53cXzcz8eDNFamzpHi0WggBSgiErC+ttpbXDg+Hqdpur29LYQAhLqqq6jKskxKORgMrPEBrBU0xmVZkkYpVciqaox1zkk1paroOEqSzDkHSHGkAMA0LoqUUsJ7z0IggJaK3q+DjDN5oQvC4tZoPUsWRjk1coQ5Xng3pZSBMRswjyHFcW6Q25BMhfTOOwbr2RlHRdmUdeOBLAALStM0JD7XdZ2mMjxUgNaGwomIvGMfmvHWeAeerfNsWSRKQEPO+6KYLC+t/vRP/0UZnelP+tmi+MGbr49Hg+PjkRayrk1eDhAlIlZVEa7tVAmJIfScvfcgJQAxWz/1t5EHNsYxCyQ/xbOhQBCIkoKUnnkGHmMSQkoilKHqa+k74YK0CBzvfXCanGC0tMC5IENkgvclvjw4Hc22yPa3TpRh+Ci3eW5+1aa6P4rTmyMNtkNXmnf4twVeeJwWAvfok5w6C4FJiCD9bSvGFmP4ANkixDxyk9m1KL5gbJma5eZoLjilRs6qPnqAAHyIL/LwMLOdZLazvln1i49eh3aUHZ7eLIOK5uefbZHWpi+2YQ/wcMrFfLLi/Plqls1j5ifA0x7oNPmaABkoSLNp+h8EKyZBS8KZZiGGERMjBvmMIBLWWgZM0yTLOkVl0jTb2zuY5Hld18h859aN8+dWh/1+J1pSWoVdzDnrUeCs5NNaI5KT7ByH82E41AXfUGNKay0zzsd4uKbZ3tlO0nQ0Gr3z1rU48gJQy0rHpqNJ6ZgUOiiNd5vLdS/B4d5x5RqD4AxUttIic6Y+2NvOz8jHLz/93vU7ve6GBGWdQWuCVbLtREipiURIUbp37x4z5/kkxNtMPymepwxbDCKdcI6W1jaOyflpdjYDAMq0YYWCdKyEZpLW+UAJmc5gEIED1sO33Lm6rgWhkBKF1JGyCAQYqp0WbxEWgfY2E4gCkHg2vmg/oczh7f/RnfU9Wos650gKheTRN85Yx75w3nsOdl4AZEASH/rox9IkgTDPYgKgWUZLAFROS74QkBLHSRZFJAUiOe9CyEE4LE4LHsDgokXExph+v982gsIjBtywRuG8RyUbY4SWVV3Xdb27t8feSyHYs2c/dU4DMoN3nhm01oiCSNR1ff/+vSB8USTIO1NU5JmQRZAYIJAQwKyEFEIMh8PDQV8yqzgSUiCRMSbk8mWahFJd7C6tLNWmmUzGJBDYMXulhBTCeevoocSLthhucSl1mZskipRAIUiEQsjP874AoPFOKRHpVAghkBDAWts/6mstmbnXzXobp5RWUkpgcN4FieasSp9qKiSza0wxnpi6stbSiWYYhEs0VRS0uNQT8DFrbTgxtFF+rRpkfkeZLxRbmeiDAgdnfncEJvT+gRYljEQJ/s37YgYgIaSQklAAomOLsTDcWGOqojLWkpJKSlNWYSUqihyYP/aJT/7mf/Fb0/dIiziK4zj6G7/x1z/zmc/+7M/+zOHBYV1VyLM9D9k4p5UUhKaplZBArLRy4O/vbf+zP/rnf/O3/7uiP4ljvbu7NxwOlFZRHJGgrNt55fVXV1aXPvqJjwAnWbbBDMfj/P7uHUbpwiGJPVvrJAnCXszej21dOu/ZeyGSxaW0mojGWQAWElAKSUJGQljhBXsAoZQlxlT2qxESQUe9d+emiGVdVYCuMg14X3t26EJrBmTo3zljjJKqMlPitnPOGmNMgwzgXeW8I+8lWGvYo2WrEJxgBmSJjtiyM+hBEnuwwrNnSw+A4IREyI6YmQtbTup8ZIqK6421raXTa4N6dP7Jx77ynW/s7e11V3o1W06k91yhS9LEE7EVVgBJFKS6qwuqE9P9W+NRrps8t5W15v7hzje/9ydWcOHq9TObW6dPjfORlDKK5K//+q+vrK0mUTwYHP/+P/qHv/mbv5V1Os8+9+z39r5ibZ1XpYDEJN4n8rBDf3TnzQ+duVQcu07WQUSpVDjrBIxnr9dLkuS4ybMsq2sTdtA2IztAgEO/rOUqE6m2pR2iCEJvu+WhK6WKouhkqRRxFEXD4eD27dtbW1v56DhJkl6vJ4Q4d+5cWDGUFmEGGMxp1tq7t++EkTIzFEXR6XQODvbLsvzYxz62v7/3gx+8vrW1tbKyfP/+dtSMe91uFLFphhtr3brWy0sLt2+/t7y8WJXHSUTPXn0qSZKjoyOt9fr6+o0bNxYWFgaDQdjItdaXL18mNpPJ5MUXX0TEjfW1LE2Xlxbu3aWN1eXTW+vEbmlp0Xub58cS/bB/GGmxvNBFwQLtZ1/4VF2XVy6f3z3qR5FE6iRJ1lQlEW7fv3/j5s2trdNK0IWLFyf5pCrLhd7CYDA8HB8477O0i4hCSalVkqXWO+tZCALwSskwpOp0O0KikCEIyxKh965uOIq00sJaC+yVknVdOdcAOHoonGgOcu990P9HUYSIAVlhrJ3y8ZCAecpz8HN+ztlYI9wDYZYVtg9jTCyEtTVCk3Yk5E1jDCMpnQqdjPLJ0sqSn+3LwcA/LY3ctKQMt4qM4ikvxNTkGZittd4jSclE1mPWzY6ODq+99aZ1u4fHBxRV19+5TtDtJIvecVkeezbW2LArWWcBPTOGOst7z+yJ0BEx+xmhgIAI2AfAGZECcIgSgAllKLgg0NqmXiwiQiEkgmgrpXlJ81QR83Aa8ImaoR1JzUCGJ6u+hwKK/UODrBNQ68B5YXBtKRLekXk5aBjZtHJQmin5PQREMBGx8xA4+aHUn1cAhTe9xe+1rzfURbOpHQSaCzhX13UIqmlTQENPP/wuMoT0F2YOsz7rwjzQt0GyPIPthzXBmDr8cPuUBHJrpTtxUmovET8I35v9C7vZD/tW13qCDT6f/M7M3ruW+TyfMznF8RvTTinbN+VERlwr6QzL5glNxCwNJTA/aaZM9TDldpL3ofoFxGlpMF0nRWgfBLY2ArBz5L0jCvUFV1WZ50WcdnZ3d4UQly9fWlhYPBj4w4Obj19a31xf7R/uLXaXkGPrpkggnnXkZxZWH+Za3jtEds6FvBbr66BwDqd3Bw4RrfUkVfhoW2PSbmrqUaSsjlmgQAShGKVQcbS2tKnijKto0gxY0o1bxYsvHvSPDhaWO5uby94Xd+5eX99c2987XIqiKE7ruqjrGlCwg9AkOh4MCLGq6qIowt2+tra2srp6dHTUGNM0TeNskFmyZ2JyznkHSMI4O21PUAgyQSLMHGitRKJQ6Ny6xjgADvUJAvigc5sJPQV6YC8AFrqdLOuE4IWqKRPJDIxEUogIgJmrspyOoxE9eu+cM5YZNAkppUbIZ3rmGUXoR3jWd7IOFOQZEeHm7Tu/8/e+yECzSE1sK2MBWFWVt+3a4aUSLQe2HZqHzvFkMsmyTAg5DYedrYNh8gCzphR7H2xIWZadOXMm6HaCmjykRU8mkxTIeOcRjHekpIqjbrf77LPPrq+sSiRnrdQ6+HBaATdwOKbosqyapjlz5sxibyHRUaIj8o4cJ0ojeEUCEcIcWSslSRRFkReFY5/nOQpCRM9snJ0uxJHMy5ISfdTv66zjCbz1715/u79/sLqwUk8KipRBDotL+JXwKtrwnGvXrt3b3VtdXV1ZWWl7CUEh035QmdnjlLByuLcfrkbAsURK1XVd5Lkuy8DQe7BReR6Px0G4NVV3AGshkTlNU/BsmjoEd5JEpVTQALQHgnDrTr0lwa4tRJIkgUgenmc7K6iqKnxuW6xLePcDAYyIqqoKk8MZN4LmlvJp+u28gsVb0xaZrcxmXm7xLyf4/JcTjr6vH+PPYdaHiKCk/uVf/pUoipIkYYEWnEe7vb89OB4s9Bb+k7/61+7du3f79u3+0TC8F1rH27u7n/+lX6qqqtfrFdUkBIs1dXP97ev/6//2d59//vn1tTXvvQCMooiU6Cx0lVK2Md6ZUOFb16SdbHt/L02zj370oxGI/vFw/Cd/8soPXv3V//hX19fXjW2+/E//ybs33v3lX/7Cc889ZwqnKa2qZnVj48mnP5CXRoZBkOfAAkGGmhvnPQkVGufWWoV4sLP91rUfgKmXet3xeIwQB4AvI4SPs9CqsWac50JJpdTw/sHL33+5riqt9Xg8EghVVXlv2U/pbQJJpmpvf6eqq3MXLvf7Q2vNzVvvnT11en9//9zZ03VhcnYkiGPlGjYSLeCkyqMosgCFqaIoGhVjGUcJKUawtgnKhziOm6oKiFoUwjpHJIqiEd34eOd4/dLZDz7/3N27dxvB6WrvT157qa7rnZ1tjwjkVrY2jgdDBhnrmEHW1oJia83eeFhV1cQb6kbHRW7ASynr3ft///e/tHhqfTgc2uFhb2lpeW3Ve9fURVGVC72OA15cWWQERNSxvrC5pT/28XRcLcedocnfyw+bBM98sNc9LHRv5eraKTQuW8Kf+omfROIfvPZ6N+s8ffXpV199jb0/HgyjKAEPWmlrzHwfKiw14eM2beIIaqVQzrmFhYUgtQiagpAlkKZp0zQhvTjckO+++65z7vj4eGlpSWu9v3/79OnTg8FgZXUz2DYQMSTjPfnkk8fHx2kSLy707ty58+lPffwbX/vK+vr6e++89dilCz/84Q/v370VKXGwt91djABocUl2u7h5qmMqFUXiM5/56BOPX377nbeWl5e1xGtvvXn69Om8GL/z7nXP1rqmKCdRFBXlBCkztk61KsvyJ3/qx7/0pS+dPn3qtdde+/73v5emWaeT3Lt7azIp8smw282yLP7Upz62v7978+a7adJ57rnnxkV+8cLZO3fuSKW8b374w+ubm5vvvfPO8urqyvJa49xib2EyOj57/kIc6UG//vW/8ld+53d+J8/zfJKH9AIdRzpOnHMra2v94VBKLaXsdDqIkGVpyOnpdDpFkZ9eWUri7Pj4OEkTY2sPLsuyfr+vpbx48aJz5tvf+pazrjVHPSzXmcouvG+s9YhYVs38Rtx+TUMmvQ/p8KEeCHmtYQdh5uFwGCa0SRTnE8tYLi1HgJVq5MLi0iQ3d7f3dBpP8nFR9NqhR1VVQsgsyw4GR1VVbW5u1fU9EQLXhQg6Lq1FyDhrGls3DkgzJaPRgY7Wv/rV/ydLLozq42G+c3R09IEPfFySsN5pHe0fjBGUEEJIlCiV0koFsrSxdirqQ6kQp2lwSBTFSVmWSsVl2bjGaUVExN55QACcKXoECZqOAQUyAxK2GI8pWHJO6Tfd2pydr77CTvdQdRccQ3MlXzsaaqtHQfLEhhL+7hzB0rOHVoYXHLmtpmY6lYJphJIMr917QcKYcNggIuEZtXbhox0afwGFP//nWgO/Uipk2IRszwes7yCCmuUrtDM9IUSaplOto7FzhRYLIQBDw3emDngwf5tOTrQOF22aF1dVFYkHg8pgQZyN5nD+j8566O3UUcwAqtimAc/Xiu9n8HuQdz8fEfE+dsSHp3ytcy88q3Au8rNx+rzNEhE9ewivexoXIHyItQAngEgJrbR3hggIg9gEnLOIPB1oTXmg1DJLA0hRCGFso5RgxijWzpuL584/e/VMkvBjly8d7KrQwbelVUo2jGVV0cz0y1w6a7RWQoiiyBksEXU7nbbYFkLUeSmEICTnHCPkRb68urK5vjYa7lljklhxPWJfoagFN4JRokI3zrQAqA3KXmZL2zzx2Bm2K9/4+uunNxYXMqlEMxruS8/Ly6eiOLLeNo3p9RYBZVMZKQkRQnLSeDxGpeu6LssyzdJOtxuOvkVR1NaEcJdIRJKEtw5CSohn9jaOoqqoBBN6sHW1opLu0lJ3bf1wPOlITf1BPRihY0ng2TmPQgkyxlujtBCI1tRry0ura70sTbRUiKh1LEk69p45nJSUUk1dz24ttmytscI577zzjYwjFpR0siiOm5keEPFHddb3p038wv0ulUKpkGSLKhTtCqiSaUecgcFK+cB62242oX1Y1Y11njSFfAIhBYWEt9B0DPmp3iMAIXnvHUJ/dOyHg9BAarvLeZ6b/sgC6zjykkhJqdVoNPrq177unGPrYqVBoPWOmb2bvj1aR845KYN82fZ6vbXeondOAAn26HxELayHEREE1VUNnuM4PnPmzJUnn1haWmqaxgOHlowHEEKUTV7WtdDR/uBIZ2njHHv/Y5/45BOPPaGAyuNxtthr4GR04bw5+7Of/WzV2DC25mkH9EEi4oMcUoHOOduYqiwnk0ld1ZHWTV1PxmNm7na7Iuu0+sxw2aMo2tvbOzo6CrFjUspikqPnb3/zm4PDw27WiXRkTcPeIbXIKTgh1Gy9PS2SJ9R7ONc9ar1AbdJD2y+chb0+EsfXfhraLtpJnzoBoPdBiREIiDR/k7ahf/+q9/yPjIFQKMWeSUmdxEpFQCJLk/v728889/Th0f5Ct1eMy16vd/78+eef/5BW0fHxsXNcluVLL700GAzdFL2gh4dH4/E4TVPvnPf+j//4j8NA1jtHgADOSRBCOGMJAkQbbdUAwtWPPL++tfm5X/zF/u7+wsLC2XPnBoPBf/5bvzU8Pr506eLZc2cODw//q//yb5qmiUWkSAPT2uapC5eugBA+ZDR7651l55mt7MbW+aC2aBrbNA16+4GrT3zmxz61stAdjvsLi91JjlIKESkMMwHwqKRxTi+kUkoh5YWtc5/6zAtSUdM03ro41kTkrXHOsvOzjnX9P/3P/8vjT1z9hc9/4ehoYBr7d//O3xke9dfWVg4ODtgam2khhPXWE6BAINnJkslkknYzm+de0vLm+qTIGx/cTcl0oA3esPO2ab96vc7+8HA8GIAmjMVO/8BJyJZ7R+PjxfVlRIyWelVVVVW1vrGxde5MaHUNBoMIYHV5xVrbXVq4vH7lmeefC537y5cvdzqdwWDQ6/VCctFwOITS3LpzKx9PjKl+/j/8+a31DaWUQHnr1t0v/oO/V5aVWlsFa6RS42oiYvXch55rUjXa2TceDtBff+lby2nnO80xIlrXFEV+dHRkjKmqOkmS1dXVvb0D0zi1qObtefMd8VZv1oYKtnmD7Riw7ZcTobOGMByOLc/i6cLUKIqiNE3LsgyCz/HxqN/vhzLj8PDw/Nlz4/G4KPLJeLi9fe/ChXOnT2/1+/2Fhas3btwggp/7ub/8K7/yKy+88EJnMSqKYjjY7S+kTz1xYWFhYW9vD8G/+cNXl5cWs1Qe94/TNF1dXe33+8EBElAf3vvNzc04jm/cuHGwu/PMM8/ESfLU1atZNz116tTdu3d/7Mc+2el0vve9733ykx+9dfNGXubf+e63iehjH/vISy+/zAyTfDQa58x+b293aWV5Y2P1vffeuVZX6yQAACAASURBVH79GqK48vjjW6c2AcRrP/gBe7zy2JU0S2/cuGGtvXr16uCb315ZWVlcXGyMC3I+P6OnSElSknMkpfTAob/Xzl2RGImBOATkpGma5xNJ4gPPXI11tLG+nkTqfUN/eZZ7RkRCIBGl6fR4YI0Jm08UxaZuwnsaBnHzU47QbQw5VK1njMjn46PG9qMYux2J0EPsCnS7auCdw9khOCiow70UUKVh7hf2temORuytl1IJImBk9tYTycSZUbfbneT1tWs/zCc3K5fX/vjMmVPsnYWmLBupXZKli72lOW9ViJyu23QiJC4a9t5764CRGQiFMXVVN8Y4IjAIzjO4KSqLPTJ7Dqx6AA8gWOA0j+1BaN7cdMiHUz4zy0fmePOmhsB7C1SbdtMPZ5g2yb2t+qa0tll0QSu6mwopH/4rYYTbbrIAgGLa51VKB7ZoFMXW2FAUEQnnQQjVTudaKEU75ZsXpraz2dDZCYM+pZQmIkHW2mDUbKfE82pPOYsyd86FFmZIMw86T++9R5r1a9vTRXsEaE8O/kRyw7w3pL16syWLZyi4BwVaOwN8UKIDPKo2auec8w84f+b5szDDW/bJ/HnpodO5IAAC9IgEMLsAQQGMomXPhCbO7F5BZvZsnQ940xkmYxoCGQRB1DinVRxSu7a2tpJ4cXfn3brqm6ZOkkiQCvbUunYmpHRqVRdFO5idVd3aWM+zHMXZPfzglkuSxHhXzzoCWdZVogEYMzkAB+wAmRgRPAEDOAAUYJmtAMNYxUpkmWiqEaFUkgWAIB9pGccaUEjtkjgJs77QqlZKGWvD0zt16tTm5mYUx7fv3L5161an25VS+rlUXq11e7wE5qZp2BrBLL0HRoEYoVhdWj596VInnxTMIk33BiPkMOAPmCcH3kqByMymibToduJESfDWewEwrboRkGgKbp0OeGdFOTtuTCOsFUiNNXXpKi0UdFCQUAoeEHl/NKs+fujUHSCWQYaHUsRZmqQdkHFrKA4wIvY+UE8gbBvkEB3NwtznLbPe+2GR13XdybpJkiil/IxlrAkD+panUJyp5iSMiay1sRDGGJzN+lhHh/1jFJQs9LLFBS+RGTory6ZpJKBC4a2tjfEh7Q7R+6nCM6yJUioiYYwp8mJ/d9cUlRKE1glG8Jb91HEbEh+RwVj7g9de/+pXvsKIInD8rDXWIoKUyrLzwKjVpCpPnT9bOzee5L/3pd9Hz5FQTV7JWHtxUrlhjAnRz2VZrqysbJ0622Ka/lQmihTMnMbxhz/ykaXFpbqqSigRAEEA+/Eo93k1vyqFdzOKorNbp5MkDp+TpYXFKi+SJDkmslODRUiWJ0TkGea4XfrbkNPwL8aY4PJvJbttaGy7n53Qscyobv7E0onYLpc4r+N/IMTXej7+aF5k/6CR5vFfPdrhRwkbg977sqgCw7M2jZ24ra2tN994s5jkgLC+vu4YVBw31g2OD7SOmCDtdp946urpc+dCIq6DyhgDzFrpuqrSJNnb2yvzXAjpnWPnUAkUjAzeeqEEEYEHFWtA2Dx7hrQ62N45tbTunYvj5OlnTh8NBivF5MKF8965K2cvRnFU5aVScm1lPUrSsjIH/WHjvJAaEaVAJUkIEqRKZxCQpGAESZIEewtvvPn6t771FVdVEtGYMs7WUQgUEqUABBSEUvhAnJCSmamGtbXVMJXqdrKqLJQUwAwIgkgGrXhR7O4fSBV98Ytf1DqSUqVputDpJFoRghaiSrBdlMJyFM7TcRzneR7YFQxgrVVapWkqSAgplFLWWAZu6qYsy9rUzPzhj30kxM0TYVmVSsnxeLR7sHv2wjlEPC0FAVZVFeKbyqLY3FpP06ypqqZupJLVpDoejyaTSZi3vPTy97MsA4DB0VFZ10mSxHEce/GPv8wHB3sb6ytra6u/9/bbTVWTEC/82Gc6aa/b6/6TP/gyW5eQMMZgLEdfM4fl+N//uZ/b2Fx79dXX7955e7W32Ad45aXvX3nqyvrampZq+979Z599bjweT0aTbtahrrTNVNc0D+mdb2wDgKCpkyfAG0ajUfCeta6w9lwVqj5BVNcVEdV1vb6+fnR0FDplAbroPF145plr166FhW40Gr3xxhtFUSwudop8hMTfffHb3vvFxcW3rv8wzycrq8v/++/+g7/07/709vaOKKvDw0OtYDw6tHF898673rs4irudeDwaeNcUk8o2bnt7u6qqMFPKsizP86WlpY9+9KN3797d2dlZP7X53u2b1955W0pZv/GD1dXVrTNbB0f748lxt5dee+uN4fB4PB4vLS3dvH0zz4vHn7hy8+adrdOnk+PR7bt34jQ5OjraPdjpdtIkjrq9BSGgrsqyrAlweW31YH/vZ3/2L73y/ZcliScff+IHr7/x3s0biLi8shZFkfMglUqyNE6TSOmgcU3T2BestIjjKEniNE2UksELraNIK2WtkVoCwMbm+pXHHvv7X/zif/rX/ipPDz0nt36csRkRQ2w3twON1kAlpSyLgpmDjbwd3bSVCQAURRFKlFAkNPlRke8zDuM4SpIOMhNqa1kATcpJKqOwPodegNZR2LO01uGIOR0iZTESCRQxCqUi74BREGlj6iTrSd84OwpyIa1EnGROgLdNVeSWkjyvEoA06eR5PluuWxXfLA4bnLOeUYWuLTM454y1wOg8WAcy8PoYgYkZg9AuHA8AwlgsWHwpnBNaGXM7A5nfnT37eQtca297iLlCMJ97NK8ADL8YkIzzVV+okB9gNoXg2ZMJrsJWX/3Aewk0R4uZJqzOva3Ec878R0Ev4ZGDVrONNQ+hTfPfu4epJ/PGvxPIzdkoDMKka/7HWiMkP/gtmrfnERG0yJa5iV+r7Zw2xBkeWbLab7Cd472vwe9hWCufGMa2T6MdfrafkYfdknTiV078f+6viNl5JbwuhpAHBoRAwOR9iM1AQYwoGAjZAoa7i4kgpNG10DuYhiALARDymUhSr9e79d6dg/3t/tGdhS4M+4OF7rLV1jmSMhJSlnWNgN1uF0E4560JOAifZanzTRzHWZaFieXsVUC4Cb33URQxUlVVZVkmSQe4auoRMbNkz14wIgv0IiSHAFiC2PkG2SHUi73u+dPL+4d9TR3FvqmKwpISy6i6UdyJIu2c8ezClppmmda6muSRjoLw7Z133tnZ3fHMVVVZ53q9Hik5G3Q7a433zpjKWs/eNEXumkrYRpGMhIqTeEFmWsnSlDuDgxJwVBZAKJAFz6K2vENngT1bJyWeXl1bW1kkwWANoSKUYcQNhEQCEYAoqCG00kpIAmB2QogoiRVJIiqdcQh1VfbY60ixCChHxB9Nhef7T/nCPxMqrdJOZoTkGfIxDPcAQE/ZpiClRGBg13bIwoxOCCEUSUSQuspLS0JlnVDTMwIzkxRtVjcCtJJuIQRKGSWklKKmYWZuGiACbUZ5RUomHlKlHYH1LooipSLBoEhoFLG3Zm7uFIBFRGSCdV4q7WGlB+PBkBoXaUnCo2dbe1IyGDI9szVGCikC1tbYxhjnHApq8XclllJKoTQjd5LO1ac+QEp/7+XvO4tJFKHzJJSYsWrmoXlCRgwopdIR3rm7fX97PxjqwkQ41Lrz9CoAsM6Fsur6W29778uyVCRCoEr4ZFrvHu3Zz3/DzJREisTWxsZCtwuebdP40LcIvWOPrjkJZw8SiyDmDPr1YPdvcxpa1UcLe2ibZ201aGfJp/NULsSTJRZiuzeAQN/KSmEurXWes8xsH6VpP+SG/zN82h7t6uGfx0j+z4JTIhFk4gxAghCF9d4a/+orrzHbGzffbSyrOGXmxcVFQdP2rdYRAMRxWtd10zRRDKEN5oxt6jpN07NnzmxsbDjngregNCUE9a51hGiNC5/xcT752te+lva6P/Ezf3E1Xqrqqj8alGV5+sy5vYPdlZUVgbjUWyzHeaULqaLdwaTcPljbOnX1gx9mkn5qYA64E8/M/eI4OIumN4m36O1SL91YXUkiYatCChqXCACWQxKyr2xTVlXV1FXTBDiE7qhTpzZXVlaqvDg+HqRJZOrGeeOts6Zpas/MmdbLy0u3b9/64VtvE8mnnnpaCJqMx8dNczzs10UxES7clkFH5L0PmrqmaZRSW1tbTdO4umHmMKlrDxMBZBc0UV5wMBsAsDEGjEkWOk3TSEmdTmd9fR0R+5PReDwuyzKNkxdeeGE86L/+0kvGGEJKk6Su68fOX8mybHh0dO3ataBU+fKXv9zv93/jN35jdXU1y7L79+9vrW8464bHw5//D37uwx96/tatm/k4f/zxx594/KnxMI/j+P/8g3+adTu6kx4eH6lYr+rOM09d/cK/9/OI+IVf+Pwv/sLnci3We8sbm5uSxL27dzudzvra2j/6/d//1Kc+laVZvz+UQgsh5+Hp8yOIOVChbI+hMwMeJ0nSQhGcs8YQ4dSLG85e4UjU6XQODw+TJLHWrq6u7uzspFn89NNPv/feewG4+swzz3zja1+XUva68ei4f/HixVBhxnEURUpQdnS4PzoeBAXpezfuJknijI2j6Pz580cHh3EcjwbD4RGvr2/cePfWxQsXczu5d++OUsqYummqhYXuZDIqism77779xhtv9Hq97soSl4WIVF5Mkk68vLY8PB6gRMf24Ojg4OCgm3WlUkVZ1o1pnHvltdf/rb/wbyPi4Y1DM4s0iOMoyzKloihKJnmxurrUH4xWlhdXlpeC9FoKwXa6JJ49fUbFURBSWg8kKIoincSRFFrr4G8s6xoR4yQKFXXY/qIoAkKhpXWGmRlcVZV7u3uDQf/tt99++qmrSor3XcvCp0YQA1rvvZA6bKzh7K6VEiTYc6/XW1xcrOs6kBKiKAoVWig2QgsytEWyLMsIL55bitKEsRYUDfuNNQ16wdaXRZlk04546O7NqAzSO1sURZ5PwmgoaLokodQSGNhBnGZJEjVuWNVWiB4wCEEMztpaC4yV0JG0da1TyLJMKIOCtQ6FSiDJk3PWew/o280oTZacc1XVOOel0L1OJ4ymm6YBQqW0EGRbFj+w856IA1QjaD1bFkC76TwKbzzh6HvUvAdTHR62TP+wR8971YQQYSJ1Iv7hIc7KTMgb6s+5mIo5cyA8EGmH7u1sxhZG9ESMRDK8ljC+m69YxOxr6s2bHUL83PBnujU/DCNtfR/t83HGnsi6YM/z9ZtzszYtPiSbbKfNUkqCB1ejfQ7zcQLB2zJ9fHgQEDJ7OUGESfODu/YRTkAHToBD5xGAbQE8T51pvz+BMDjhAJy/SWyoPykQRACmJL8QrwnMgM5bY4RAKRjJIzoEg+gBwAN6L4iECuAiZMRptCODD0tr+Ivvvvv20V5x88b1g72bH3r+ChHrSKVpChWjVyxlaex4PGFroihiBqdYqWhtba0si8HwsNvtRlo3ppndjRSK9la1570fjUZJlnZ7Z62hxoNA1CSRJTN70IIFsAeoEYBYeWgEecdNJxPnzi6PR0eJ9uQrW+S5Z6nHlFaAgmTsHBuL4NA51lqnaToZjqIoLooiDBXOnj1bNw0iJmna6XSMd7PbyXm2zN45a0zjrUFnyBqyRgtYiOPFNMv7kxVBveUlHh4eHvb7gyHSlBVPzAQIhMxGIG5srC72kqWFjlbYuEYgxlooQczOO49AHn2L5E3TVAAKJGQgRXEcC1szA2kpGBtTj/LxgqkCn94B0P/3tr4/z7y+ULx776cwV+HDIX2muQPvvJl1IVwgusyCL0EQMoSLHOLePZJlKOq6ByCImIik8N6TlDyLh2cAFIJnS6oDkEqpOOapagKJSDQNSUVSolSoQmA7gxCSJDtvrUdkIBFWPs8U1iEdxwCAUjdNwwA61jAqbGOMMRLBNpY8s3PE0/B0652z3oupw804Z41LkgQFCSE8TCfLzlgtlUHQKl5b3ZBxfO7shW2xLVGURdHJulIp4+wJKLO1tqoqrXWaZkVRsuVEJ3Ech89YsBKdWJ4MeyEEMJRFgcSLvVgKYY01tUXEOE49mxP9La11qATaRuO4aZgEAlZVRYBxpJEVCMIZYXl+wZ1f79on066Pc/gAf6L/N/8c2i5yu+xOeWIPxt4P9Uf5AT+WmRGYnGVEZI8kxEMJtkDvm6E0vyU/Wvj9CLn4Hvmy1gIgKemca6xHpIWF7s7ONhF9//uvdtL47Nnzn3zhs9baO3fu3r+3vby87Jyvqmp3d+/4+BYCnL9woaryt998kxFlFGVxYox5/eWXOwsLAapEgJN6QjJg75wgso3JOt38eASET3zoOST8H//236YSBEB3dYWkMGyPh0OwBqoGYr2QZfl44kW8vHkWpXp3++gbL71RWwcoAADBizBzBJ+kKSD6qe0ZpBDlaFAND3rLS+QaUxe9TjacVNO7KBwLQitUCqlUaEJrkXz3m98GAO8tO5dmiXMOnPfsnHOBLEXAKop1lHR6S3Vt3nzzWqIj1zQri4vsbSeJKdUhqEUweAYl5OLmlnNuZWWl3++PB0PvfSJUlmVLWTeclloOYVVVoaW1e7SXbp2+d+f2eDT+yMc/fv782fF4fP/+vaLMAYCsZ3aJ0l5FMcmlxaXnn37m1crcx9uRFgSoUQDQk49dtta6ukq1EoTjvPjv/9u/9Wu/9msS+O7NG5cvXz5/+tSNO3frMs+ybHFx8Xe/9Lub6xtXrlyp6/r69beJxM0bt0xTHU+ckq4RwODNaPwXfuYvn1tc2z86/OGrrxPR/d2dXnfp/p27SRqdPXt2MBjcv39/eXn56tWrr736ZpIkadIZjcbtYb2VTp0Yp7eWlVat1zJ7wyJWljYYP4A9M9OsTT7ldsyCnoPUk4gmk8lkMhmNRmk6BSmvrKycPXsWuOl2u1VV7e/vh+nQM8888/bbb9+9e7ff729ubioRRyqNVHz/3k5dNnlexjq9eOHKd7/74q337i0vLxeTKnSjwkwySRJEvHjxIhHt7OzEcXzhwoUb23eHo+M41kCoo+hb3/mTlcWlvf3dwWDw2U+/8I1vfIOZB6NjRCGlPH369M1bdw4ODjY2NlbW169fvw4AcZKsrC4dHfWdHXW7C9Zx0zTj0bjT6URRNOj333zzzV/6xV+6dfPm7v1t9j5N07TbkSoiIkIwxjRu6lKWKqjyVGirPwzNQimF4wf0ryiOD48ONzbWLl64cPnipTjWzllJ6v1wUMFxTRjKeJ6er9l755wX0jvTrtjWWrJifnGWUrZ1YOtW8phbk1MzNi7XsutsB5ElgRBEwOx5vhiYouEBrLVlWf6/1L3Zj2XZdea31trDGe58Y8yIyMzKYjErK4sscRAlNUmRMtWWDAtqNOw2BHQb9Kv7r/Cb/wA9GO4HvzTQQKPVNgQYcgu2RFFji5NYzGJWFasqx8ohImO605n2tPyw7z15MzLlhtqS3cqHQiEr6sa9556z915rfd/vc87HDLSopWSUwBAcK5UmOheCwMqyslKzrwpBw0u7uxA2SBiRmLquiSBJEilTj6VjAwgRLuC9hxUBriVhAgRUkjF+nOf1TDSSICJj7CarVdUXc7p8VKFHWDgRAVxMNYjH61aFSBTdZ7Cu/HzZPLluKmsVsO0OCBA5Mrj+xLVBecuGNRK/2NB8OeOhFQbGk3q0YzFFx5oEQAyAa/PGCwzedptuM1riU7/uRYwZANyeeVbzzwt5vG3JFL8LIgocPyC0up5VxN4L60z8TpdEWbpYmIW16d9yyQqu9Qe+fAB4Mb7vBSnm+lYegr+QlLjuIVyfBL7yFHEh7qI921xM0UAR7e7xfsPlx4mRDOLlSQvjsjAmIloyNNo3ybwcq8TMOl6JVPHs7Mw14vDp02Ixy5J0QVRX1XCEUorJtPKInkFI4f1yeqlStbm5/frrr08m59bVeZ6TEJLl6rt7rkrM89wDW2u9CU3TCKkdByDNAQMSg4zwBwYC9sAioEdIgBsSwTmvBPR7Wb8nEgUSIVcJcYKM3jtjGraBSFnLApRzXhBlWRY339FoNJ/PIz3IrPLD2mft+aQZGQkEgnWOkAk4IcyVzIXQGFipwGzYOwJWQibaoIk4koAIHJADckiT7OrlvfGw503JYDmwJNJSYQRMBuDlNwthNQjBwKsECHDe13UdQvDONRAWTdXkiXHOeb8s8P8T9/W91MoCALDeG2NqawyGJSC6FRgD19ZIQYjEPhBIBOm9J0RA9M7BKqZASolSCqUcg1AapQqBAcgDE1JYUX0BIJrMGBiQjHUeqfEhnlmjwtMEtj5IBS4E671MlJLCOuc5CACSEgJ7gBCT/+L0UFIAappGKZ3m3aqqGEWaplmSoPWJEtZ6hGV+GTBHILinEMMMfPBxsffeYwgRaBr3AG8DskBmJdWgOwiKANGFkGSZtN4FYOcB0fslvQpwyTLROgGGqqxDYPbQ1FbQ8qjkbJBSRgzpc4wnRv6173b7QghiYObSF8AEDBwwS9Mo2W+7UM65VCfrWo6eQHZeSpmmSXDeey/jh1oDHLdhu3Flb8Mb4l6ltY7Tj2j/iB3WeBxsf9ESsrQmzmwnlu3G6b17FYh5XQK6rBhbjnz8+/aQSkQY/p+qvv9oX9//bwhP53SWD0djqbX3PkkSIvHee+99/MnPxoMhEpMQl69cCSGMNzY/9/l3llLrEA4Pj77/vR+cHh1de/31sj7/5KOfAQl2bnNrqyyKM+cm5+dEhETeOQTnbYBoqMgSlehiMgMCQE6SZLQ5/uBHPyLOHfN8OvvqN77+6OnT+XzB1oFS7P3sfKqE1HnvtRuf393bny1Kx+iBpJJR4ycFCQRBJBgDB2ut814KShP553/8nfrkbPb4GASDM8XZAmh55sWl5AqAmY2zoQIfQp7pYQKmcXUFIIB9VTVh6dngJe2VgVLd6XTGG1t7B1eJ5Pvvf3jtylVTVQJDcL6TJl6wMSaEAMDWOq0jrwLQuW6SjLoda11PJcs51ao3v6gqaBoCSJJkMZ9DY2SaCcYrewe2KB5+csd7f370zJhGKbk4PR0Mh41zCjHX2ezk9L0f/fjDWz/FxiqlgvfBhZSEm5eTyWSUdX/+7XeMMYui+NGf/+X/Yrz20CHFZTOZLpqmAaLaNr/7u7/rg737yZ0/+IM/GI3GB3tXvvmNX7l7794vfuUXCm/qXM5do1FsUcqz8n//l/96YeuT+fStz17/ztM/nkwmveHgtddee/Lk8fb29ltvvfVP/+k/Ozw8vPWT90MIZVm2ztv2ULWuzI/fQ1RLRt1BOwqIfxme4yJjgcHee0ZUSsZAgtYqFkX+sZlljInApyzLvPe/9Vu/9emnn7733i0ODSL0+/35fLa7u3v58sG9e3fLskCEXq/36NGnpvEIkoE3RjvvfP7nrLV/8ad/xl4e7L32BE6bur5378H+wfZoNIqwmdFolGXZYrGI8TNKqUePHr3+5htlXW1vbjCzNeb69es//MH3f/3Xfu1zn/vc/YcPr9+4Pp0sJh/dqetiMBw+evxkZ2fnz/79X7z++hs7Ozs7u5d6vd7x8fH0/FxK0e30Op2ukElRFELQZDIBoIP9vffee+/0+OT05GRnZ2c0GkWhBwkhpUSguFrGFVJKibREpywlguzar0Mp5ZyJfrW6LuMP/PZv//Y//Na3vvOdP/jSl7705vXrrzoLyNVmsSo5UERfVtRIe++CX0L8z8/PnXNpL2tx83GJjv7SVt2XZZl0J4IskRVgkxSrIjhrOZASUpIQyOuUixb+2TTNfD6Poa/e+yxXeZ4pLZuyIaJut2+tr6oKJQQvLDhBlCZZLgdVoaq6CFgrJeLQDBG9C0wsCJmfC/6dc8bWK71J1CxUUacTf8ZaHzwwg5JaJ0pK8t4Rt7UBEa2ilrmt0xiRWyrpc575ixO5eOBrN8oLspol+QBfzBZ/sXIjIkJxoYpr673V90i45vdbU+o+r/qCD+t8EeaYSN+O8QFWQ4pWs3ohJaJ9/+2vbqOY2lKQ1/xvF3q47Su0JWUcDazXdS39YjUveb7Xx+8uLibx1WPfh58X89B2mVsl0brecr20jr9zXbMQW1Trf9pZ67p0qB3lrR9XXhaCrhd4bRO8vTdeyS9Y3iwIwMgQlj6xZWqQiI0yIiAKSABIyIGIhCApovcVVrJeYIiJLUGISM6TRGSd73Q687oZjYa9PBqZIJJFraXxeNwZDJ6dnU/OTlcjU4hqlw8//HAw6GdZFlfjNWL8czurcy5K1WbTmedw6eAz3X7PudxXIoBjJGZkEMCCgQAcsEBQiIqIg3dILkv1znY/1UIAZ4kSIY19mbqpnDfd7oADu+CaxmCkPAJ77588eRInFueTc+d9WZY+hH6/j1KsfK1ABN4HKQm88NZiCBJAaj3q9jKSoWqyrOO8r60lKXrDnlJJebpACMDLR4IQg7fBUaLksN/1VnhblRQg6vMIpNQOwXlvnA2wdMpGMB4icWBrrXVWEkmixpjaGRAklIR4OI3CwL8DIv3fXtXHwFHlDoEAE5BsAyjKQPmAC2OyoO2KEtnGs0BcN8PznhQJuaJT6FgzSCltYyQJQtKZJiWyPCcheE1bL4Soqip4pgQdeGSQgMoTF0boRDnwwWmiuixN3QQtLAdgyFFRw75s8iQBlCCAmQMEgRCfsOgUstayYJ3JxhsLTnRF6eo6STnJUgMdUk4QY7DBuhjNgSA8C1oKIDSi8955E8nIQkoMMcuOugIJuaLgUgw9SUr1x4M3lIIQAkPe69bGCKXjMiqRnHPeubqqlVJSCGPMD37wA+uxMxx2u91WaxHdPuvCEhsCAAfrjDHOG9uYEDjf6D85f6YSFVKAXp+JQOulvT6EVEq7+rPUYNQu0VJoORwPIPi6KOqqrGtDUgshAERRnMfScXn+YJEmScS0xgjvcjGRMT1iDfLZhjsPBoPpdLpOA4/f/mAwWCwWbbPTGCMTvV7stftWuxALlS9txxLZueVJHwODj7cbBmSZCyHAh4gLErEzioDMNWrI6QAAIABJREFUFHXb6AHD33Rw1+4iawXhC/9X+9nbjyBIXoB9vSQcDYABgIApLgLB+SRNrG1CsHknretaS2BfbW+NnLN5tw+C6uB+/Td/487/9NH57Pzqa/u3fvKTZ0ezrNv5+te/vn/1itQqZoYOhiNgbuqmKcpEaXQQiJXUwNg0VidZY1wAgKpJ+n1T1GA9CRGMVSLVWtZa12WBmhJKwSF4YF8qpRyExpV5JqQzwXuNBCBqsEaBZ/C6N23wrArd/mhRVAo0AggEFTU2wF2egc4sy9IG4TlVrH0tsXJs0QEHgOhmV2Jp6BUiatHAGiAEQSJPupujoiqgMSAkiUTCEjK51BXEW8XKtz77zsw2QSanZ9NEZeeHZ6NeB5Wwkowktt57rKrYgPPeF/v7+4vFYrGoI8xQa23UkrKrtWbwAMDgCXgwGFhrGvRv3nzzvffes944dp8+flRV1WAwmM3mSqnpfMrMnkXiUya0wrKBv/zO94QiRAWgSEBV10qJx9NPO92eQ6dlRiY5q0qRZd97991OlsgsmVXzuq6hsqPRyHt/9OmxZzeZnelEWlehbP7Vv71dVYUJmGUd+8QxS9+EjxbNd//kj//xb/5Xb75xffv1NzbGY7b041u3Op3e7Q8+JkHb+52vfuvX88H2b/8P/yM73897y9hlSdZ7FkhELCkGPKSdLOY4hRCkQOcMU/AQUKLxlZQSSZZNuTwMkfeBBWkiCUDBh7pqAjv2Rqqg06BTHzXhs9mMiMqy9N4vFosnT56E4E+PT548eVIs6qtXDuq6KhbN2elscja/8/G9zdF4MOh/86u//O6P35UegfD8+PjGjRuvv/76e+++Ox6PDw720zStqurGzc9+9NFH/X7/3r17/cFGlvd3d3cPDw+PTyZa6/Pz8zfffPPu3btFWQyPjt+6em2xWPT7/W63+5Of/GRjMP7d//V3v/rVr16+fDlJkv3LV/+Lf/Qbv/M7v/PGG29897t/kvWSvb3d4+On8/kkTTNna2sqwHQ6mR7c/IzWutPrK5nM5g9DCJP5REp9cHn37Ows6aaLppCaYmicqRb9PCvLcpTo3Pvy6FjtbiEQoT49mSWy782phjwTHcmkgV01U0p1A0kXVABfma7UvX5SluUffeePz87O9g9e8yxopXq4oBcQQjhnkkQAgFRLKEvUg0XgU6R/zedzIYQJDMaCVFJKzyyE6HQ61tppUb7++utbW1uz2WxWZ0KNZQi5kK5gZHVeNky57PUy36iEZAJNY4FCvz/IOmljTKL1ZDLJ806SZE3ty3K+MRiMe1tVWc/K6vXX9ybT09Ozo9F44EKN6JQgXQ0ESuvnAUDnW0lnMFtMK1DN7MHW1k5jDLIyhrVCBhtcJcBIETy7wA4JgIX1QXtKkqRyFVMEHjqGgAQBuDEWMFEqYwxMxEt6fvAxJzUiXJYOvdjxRCK5iirhEFySKCkFESaJcnW9Bl+hJYUDl3nxkeEZXhzNtaOwtqCSSsFfn+7AzEjMS5UjhADtoKOtZ9I0ZfbWtjXSMrnOWockl57AVeVorbW2kVJba4WQQkhmJpSEytomwhxWXJvADLEKk5KYJQePzMiBvfPOCQRJZK1FACXlqk5b1WbgYs0clkO5JcM8Ikrapu3Kd4rMMdtYIPgVq3tZvMddNCbIxfqKiGxolhoiXmuLQ+sbBE0r2cLzjRif2welAACP/kXUHAOhkCKE6B70gXAdDLPKjHhOrYsBDPGzR31WPIesz3gDlMDR1idiuIagmKfFiDHqO0TqT4jfEiAjx2BMDp5EQIRQXVKJFiqpjXeOtUok6Y2tUZroB/fuvnb58mg4OHzykHjf++2qcloPs3zU6w5++N0/yzob3/qH/6XPqTxbYCqNMYE9Ynh2+rjT6TRucenSpcVigYx1XQeQIBIIHFgwKaG1B5hNprUzJrji5Hhy/Oj6lc+Xsv9w5pQkBu/JElm3/D4CMhXIxD3htETvvbHV8cYAfROE7pVmJkQx7iEJl0J+NrcTY7vdftHMimIqBYJwvdEAPKb93C3Ye3/1M28+e3bs+Nw4JJlqrZRSITgKKEGyxYy1Z7BBekdbupsR5jXmAOjgVBxvu+7Oohh2Ng7n5Twx5wZqFE5SYAkMITBwBwEpNLm0Dfk60TKTlsHKpJNIiaECFADSWGMM+yBZNLUNzlvETCeehfCirArR6z6W5QkCpnm302NIe5TkIUiwgQNg8vdj1rceKe+8R2td1Sx9equqrw0YXUkm8OVBSlQzRggeIkJgZ6xVxjsXUU7WWud5VSSgRe+sCSHUiGy9lrKpm9j1REJjbVFX0bXcNGY+X7QipZaBRkTLXueq6vMh2OClVgHBexclmk3TeO/k6qBvmkalituqDxheVFQIEgGWa2tUtSy7UCGAAEQUUgopY5a6QBRShRCc856NMQaYcTWoN41BABe7MUudD8brE91xkffwQpUS52Nhqc4f9Pp1XZfFPLovohUkfvzniAWiCONuX8c7F8PiF4sFcnCr9Ii2SEvTdBmnsfJ4RHxLS2pJkoSkWm9YxpN0nAHOZrPI+IprcZtY2vbq/roCbB2VdsET/0oZ53JnWMqQYZ339f/BUO6C/ek/9peyaRohUSpdV7WQwlkvBVprtJbOWwKJnkKQ/+y//fYPv/8Xs/nk67/8y1/8wj84OT979OjR9370QyCMpLVhr//OO+98+UtfUkKmmfjmr/5q0zSfPngwm82auh6NRovJRGiN3W4znyOKOCNEgUhgnG3qMjajlBJLG74gINRZurW9/ejJY2utZHQ+CIFABCEE74rJaTdRKlhfzTtKhdDE3JuYP7HUeroQYnC7cVNXSKn6/UFdLOqqZgSRaJVmSusk0VIIACYUWTdP0jTJM3ZOaK2SPBOqLkpEzFXSy3OK8EGlgGK0eugESodDN59dvnJla7Ox+1VPJhSc0DIgW7Don7e045327rvvKqW2t7dHo1Gs4fM8bwfXDN4YY8ySC3LnzidlWd67d68sy0i011p3u92Ygr21tSWlnM1mAODmIXgLno0xjJyKBAh908RfKqRoGtM0Z01jTeMgCGNs5CVOTs98sNeuXZVSzqZH0Z3lgk+zZDQcJZlidrPZHMkrJYJzSqleZyAoWUyKYX+jKhrn3I0bNyaTiXPu8PBwNpueHh9v7+/99//8n//xn/zZT3/6048++Kgsy36nG8cvaZaZVVBVFGHGEU18nFsTb2z8txme67KuFxsfz/XhhCSEjha1uq7H4zERRS/fYDDodrshhPF4/PDhw7qssizrdDvPjo+8c1rrjY2xVspas7G9iSHcvXvHOZN10sePn7799k0Ads5ub2/97Gc/iw6lt99++w//8A8PDg42NsbWGu+dc/aHP/xBnud5ntd1tbu7M51Orly5bK31vnn27BkAxCqUmaOl8/HjI611lmU/vvUT692Xv/zluq43Nzdns1mvO+j1eoPBsKrqOL8yxkkp79+/v7e3d+unt2fThU7Tq1eupZ280+ktFouYqBwfTCllVNlJKXui1+12AeDatdceHD21ja1r623Y2bnU7XQ4eGdNU9eEvU7etc7KJGnhii1wP954Ubf4SjbchRnIkqvZmq9CaLNb43SlaZp1Eb4QYj6fR5/qdDqt67rT6WitZ95bZ4X2QuiqrD788ND4rglKJ5SmSSw1pVh6CPMsYcYkSZzzAJxlGsD3et3j42cA8NprV8/Pz5umzvNOXTVJJphBCkWCnDPsKpI9Bi7KRa/X6w27Dx4+sPbJxnjbe06TRIo4vtIEwGACo4jKf5Qkl2bx9QW5NZ+3AQwQnh/KWy9iu7BfEBO25va4Nbecj/ZBaM1g8YZ8XrAJWhfurqexX+B4r++G6/JCXPPStS+7PnWMPxMboqstKfIzjXM+mvo4sNJ6BcSO0Qs2VrbLDVcyOZIK2vjyJRB17Ze2jrX2VmzB3WugV2pvJB94FbGAbdWHiN4tjR0XfIzrl2JdY7nOxnyZkLmeC79+nEBE8OHCi1+I0bvAdHnlmC6SjdZftgWWvkxib7+dC+PNl48GF4eBS+oohMBIvKpdW/NLBBCS984Hzjrd4Whjd3d/OBg9ffrU2WZjY4zEz54dHR8fExGR8o6zLEOkBw8eTKfTh49Ojk/nB1euDYY9658v6VmWxb2vtXE651CQcw4C++CbpgHmuCkgUsznmE6n5+fniY4He/tKlLAk5oDWNRywLOtOJ3fOMQckIEEMXNZllnmBmGUZULJYFEJRlmV1WXjv8zy/vHelgmYwGJ6dTaXQN27cGAwGjx49cs6SoBCCEDpLUyHkeTF/9OTRwd6+zFPVyURZognoyTkGZCB6dnx8NJ0uHE9NaIACBx8LbeAQWEDsobCNduhUSMRATBijqoGDz7LcGGPBYGRkhYg89QjoORBRQJB51rBvQnDM6H0klp+enAKjNZZe6cH+T7TqW0ua8M6xMaE20eXSum/brSI+8MzQ+nfbuz+eHuJM2VrLZ+fgWSltrPWebfBZngmhdZZqrYWQ1pmyLL21rjHe2ERrwpXnBMEteQzsvV8sikhnaQUG7ZMZvOfgGSMgVwBi1uvknY7KEh8CM+DSqsshhADLI0uI0v7YoQ3ccquWeobYcaLIO32eGheiniGK5BBn8/nTx4+JUWqls3RRVSHWj2EV/ApojEmTJD5v08lktL03Go0itigesNYHfcuVFEAIIgZjjHWNqRutdZZuxFF4kqgsy1okTDxmRSlmpC3HeMBet4cIVVl6W6da0fK6LfuTRMLWS+L2emTzBV5WfNl1I0c7ooyioAvBei0JbZ2/fCE7df2/vuzNW0eEre8QK+jr33Kxd2Flf3mlXvdtr3sA/kZ/sjx3zllbw3Lf9szA4OqmMKbWmex2u0VdGWPGo62Dgyu3b0+lTPb29kabG9s7O2/DO51eN36tH7x3+wc/+EFT1cPBoKym3W53a2trd28vgknyPN/e2fn444/LsgQiFgQcODiAIFOZJLosZyJLvLNJqow3m1cOTj75dLSz8YVf/Mr5Yj4vyuHmZoeUYkzTFBPlFaW9zf39rUt7u40Lk1kxmc1How0i0krkWZoonSZqc3PTBDCgACVhSELza1/78uLkkSkXgNAfbYxG47Ix0d3EiNba6WxalOV8Pp8u5kdHR0VRzOene5f2rl6+zD48fvjp2fFJsygAIAAbYxpjbPAdlFevX7/34MHTk5PguJ7OE6ZgGhDIGApbCX7OLYhoh/n5ed7vV1V1fHxclmXTNPEwHUuCpSU4uKjEm8/n8/kcAZhBqaSqqtGoF6u+siyFUN6HqmqapskojQPDummERCI03oYQKIaMWVFVNTMrlWaZrkujlEpUcnR0JKUM1s1m8/39vaOj41j1GWudt3knyzqJ99g0hsF4L8ebW6PRhrdcVy5NU1N7IcSf/Omf/F+//39mWWaNAebpZJJ1OhsbG//zv/gXb7/9+R/+8Ifzyfzg4OD85EyTFEJEvF6LH4xDzqqqWnLdOpbw5ft8PTQ5cIAQmZ8UPHjvV8R2jvlseZ53u93ZfFLX9be+9a2/+tEPEKAsy43RmJlv3Hj79k/fhUTZxhhj6rrIs/zx44eL+byp6s3NjV6/m+dpXVfj8fj4+FnTNIgwGPSrqrp+/bP/5t/8Tiz5Op18Op0Oh4OTk2NEKMsiSZKiWFy6dImZtVZnp2fz+fytt94CgNu3b6dpeu3atQcPHjDbZ8+e7e/vj8fjh48+/clPfmKtzfPu3t7e1ub2hx9+qJQeDkd379599OhRnndv3rwJjL1eL0Jr5kXx8ccfDzfGOzuX3n///YgojBLiuGsRyclkMpvNEXA6nQ6Hw6987WsbG5tl0WxubhOJc8JeNzdNXRaLH/3wwXR65pzTKo8zus3NzfF4HB0vseUXB9SvTGl3q/RrAPTe550EAEzTLHnLJKQQwMs86NgxjJbLmFWttY6OPmttURTxaLg4mwkhUpkIDNaYsuKimINQaaerUwSALO3EAtJaJ4h6vd7p6SkRE7Bragje1JV1VZLKPM+dM5PJWZIkDFDXjXXQ73dCQOusVnq0sTXe+Izx2bRsDo+O3rx5vdPtnJ9NtE7YgWlmDhnQga+RDbPxwXlgzxQb96RspOO2YMy4IV6o+lrDWIsiuxBbciE2PW5z8cosJ07PwwPgZavC6knBdQnlBSFozLm5EDBwkcGGF6u+dltsBZ8XisCWYNk6FWNNsUoEYO+dUjG/yvJqVtZOHdt+QdsPWoFz/LrvNx7/4nu+oHJERMBWPIltwNLyhLCSOK50PowR4k3AgZEgciPXncZ+7c+F48HLh5N4HeSrdu0L/eXWu3jhNNLKaAXwut+kDSJ+mYPatgDWUxlXfnX3StvU+q2y+i0cQiDR3nMCgDkQUqibMgALmaTQMaY+Pj6azaYffvghBE/Ip8dYlWUnTTu9LnKoqyJK74qqHI/H8/rkzp07g9HGcNwzlSnLstvtElFVVYvFIsuyGJG3vODMTdNAYIQlMxYQsywLTaV1EsFaJycno+Ea5eila9w05Ucfnfz4rxohoNeFn3un0+v1rLUJK6mWjkSlVFnUAB2lFKIoqpkUSwF8XTcA8KUvfenmzbf/4A/+6M4n97IsK8syy7IkGQhJAB4AHEIgLoM9r4uha4IiJ7FmD4SJEEiBCJECCxFIGG+Ksi6d90zxrvNxkrxshYX5fH5+rjrDDuW5lFInaZZqhQE8FrUJISRpKjMyjWnqehl0weCsI0SHWFnb2Rzt74w3BOb9QVM2x8cntmqcC0qn1llBf4+qvjV9NjMTA/hlM/i5I3kt38kH9i8K29bNwc654H1dlMQIJAIHF8A5xwBZVyaEJEUcxEczRlNWtmlsYwQgM3tgxiVaBlfNmDhev+CGj5UAIUQ+MwohpBCJStJUr/WQYgim9z6AWDrW2K2eQ74AaOJVsiogxQD0F+R8jMzsQhCesyxnZue8B2ZCa6z1HsOyaxKDUZxzDSxT15XSkZTdjivj3Kxd2eO1Nd5ba7zzSZL0+p1E6RDCbHoe316WZePx+ELV1+/32w7c0pVubV2VTz99sJieN00TlaDeM6OP2ty4yNpVfHP83yOJPpJFm6YB0i2orZVqxBHfxW/hBe0+r/fG/jqz9fMf4IuctJfl9e0LtmX531bVd6Ht+rcF6Vx51yDKXOM3IxVde/21TifT0j96cigkZHlKUk4mk6zTYw5FUXIQwVNV1Wdnk8baOE85fnYaT2k7u5cePXh0WD197bXXZ9NnH3/88d1P7sRVO0mSGzdu/ON/8t/Ew+Lt27dvf3D7waOH1tri/HxRLRaLAAg+2N6on2VpJuhXf/VbV799+fHh06Tf/T9+/9996ee//IWbn0s9Ss9aa5bkCCoLT47Ojh8/IqVfv/aZrNuzNjjn6rqoq7Ksi8W5vXXr1umsPJ4UdWNMUwmzwOpsfyPbGg2kUM9OTsumZqCmaaIcqLHGGBO7zVJrZ0ze70md3v3o4+8WJRgLDKT0qrH9HIWWyOTnv/Y1yDPLuJjNT2szyrq50iSAJTjwg243ym/qup5Op/P5/Nprr8WhunOu3+thv9/tdmOLCgCizyRROsuyuq5jHWXN8gmFwBDYNsZ7b+pm5nwIQSD1Ol1TtCJSR0IuZ9GISkshnieAeeeMaY6PTsui7vd6RVHkSdJCI6SM0cbRm+GjCKosy8oU3W6aDztx6Ts/mRSF2RptF0WRJZ3xaExDzLLs7PS0k+dJnn3wwQeIeHBwUFXV5uZmMSviczrc6MeSEgUF51fUgUjEi/wtUkKCZO89Bw7siUhEpn3g+DOBGV/1wBER+Ofpz1rr7/30p0KI4XB49Ozp8dEzRCzL8tLu7ng8gsAPHjx4//3367re2dn59NMHxWJBhLs72/fu3WvqKtGKBM7n8yRVVV10uvuxQv7CF995//33Dw4OfvDD773+mStf+vIXzs/PB8Megze2TlI1Gg2qqjo8PLxx48bde59sbW1prbXWV69enc/n1trhcHh6elqW5XA4jOiXeBE6nc7GxgYRTSazuq5jjuJsNiuK8ujoyBhz7drO6emps/78/DxNUw4IREomjx4/zvNuv98/n0xihSaEiNdVCKmUQsCiKLvdbp7ncWQ3n5VbWxtHRydVXRjTl1IMh/2z8+N4MiuLsmkaZ+39e/dk9AEiVlUlpdze3v72t7+dpOLlq7+y5Akh1kgYK+mHjKgPWKbCxpIvnrMjs6cNZownwrin1E1V13WSByGAiPI82dlRKDcWNRhTIj5vhCVKx9wOU9W2aUxdKUlXLh+UG+O9vd2iKEMI9+/fy7I8LrCbm9uPHz/0PuzubjOR0EonGgUF75n9zu7Whx98cPnqlStXrpw+m5RNLaVECAyOUELwgYmEQg7swXkGeE6WbnFEra3rhUyFl1CcFzam9eprHf94ocC4wLS8YCxfiTN5nUqyXjbQiufR/lh8t8/3O1yF1K4BvVenl6X1LtJcYuGx4p8zYhzKLY8/zzPfmeMW/cpWznqV+3KQ3SvZ4BecDhe2Ue/jFXhuCLxAQ10/Lax30tfRqS8LhS6OVVdv+PnFXwvfW7fhXfgGX6baxFIz/nYB4oJr45WfupU1XXjbFy5aKx175bVahk/EH2FaegEZARmYorhOSArBFeXi/HwyGAyFwCRLCZCA8yxx1nIAZNRJYk0TJxTGWWNM3stHo0F8MMuyHAwGsadflmWM4YkYG+89SdE0jbeurMp42aNH+nw+ZcI0TX1jqqpScrlPAb5Cw7W5uTGdFAf7jRSQ57C7uz2dTiMaUWmKSmPvvVY5Q9JYWxQVCnDO6USz9zNXHB4elj+qi6KcTqfb29tPnjy9ffv2aDR6883r3julSGuNhMY7mejRxkbjnRTEgiyyAPYEzAE4SJ3IJBFZVgstTUAwwQQPvLZuru6xEJqmoYoSrUGiJJJSSgxITHYZ++aBhSApZaS8IAMQeucL09Tst8ZDFPiFn//ixubOv/6X/6qqql/+pa8BADAF/lu39f3dVX0vjlyEEMAWPLPzwTnvPS9XwxVKCoAJL4y0W7L/0tOPSJ59Y1Gy0loq4aRkXqa0o6Do9OMQIkiamU3d4AooyrhUZmshEQiBnPWBWQrhrEdCQor8IWYfPZvx0YxZf9balJfRc2G5gC41FPFpliiBAyJKBIEMEZRLBIR25UEkwMh3FrH8QwKkFYdtKarUScoqMIOQutfVcZiQJAnBEtIV1fAhhBhsGpiLonjy5Em79bY7RLtJOGYiFEv6lYfA1trgrbU2NunvP/xUrQ4HrQCj3R7i32PwCFwURQhBEi6N/8Cel4uR1jpaxWKC5zrPve23CVqbQHrfNE1r2Itl4Tr7O/77y7KKsLbLruslWp09wkXpRVtVPu+TEYYQ8CW1zIuJJP/BMSD/TSkv692+9Y7d37CjEnxgIWlnd/vgYE8IYj+/fGXPBfHRRx/cuPnFwWBQNZYZOt3MmGANdzuDbrdrJhNE8iEopWLPvq5qKSU7l2VZt7P301u3Qgj1fM5p6o354IMPbt26lWVZv9/vdDqj7fHVz76WZilbmyUJIR4dHk5n0/PJeWOqp8+OHt172Mm6BzfeGO9slaZ5+PjRD7/7p8IDGI8IlWkMBJF03v7cFy/tXzZl9f3vfQ9IZnmHAQhBK0qU0lodXL46qO1W5SyDBM7I3Prz79z5+MOflTUSAiGhiGwJIGSKjy8KZmecMxY864HI0qyZl56k7CTgGZwXJDx4F8ISWY7IJM4m02lZ9Ebj8Xhj9uxcCKm1MrbxJlh2JVa82mqlUFondd0wg2mMsSY+zrFEiRMPRPDedzqZlPLw8HB6PkmytNPpxJjjWByuqjsf8wbiKMA5Z52NLW0hpVASvWMIUgop5Qq3J+q6cY611vNZcfj0aZKmMQ1pMBjUdZOmaXwbznt2tq7r+Yys84lOkiQrFjVIeXZ2dn4+7ffGeZ4L1MW8appm1B+enZ3F9q1Sqj8YjEajRVXGYi9yxvr9/mw2ix2BNuulPba260Ybu9Jagltx1/p4wXu3tLgQLiX1cQiwmo30+/2Dg4NLly4R0aVLl65evvJ7v/d73/zG1xfzuXN2Nptubm46X33xS/+gKsr79++SwF/6xV98/fVreTfjEJSSG6PR+7dvEwml1I9//FeDwSCE8OTJY2stc2iahjmcnZ0+PTwMwLu7u0VdZt0cBHoImztbH935ZHt7ywbXlKabppPptGkaIuz1em/t3Pzxuz/u9/uPnzzZ39831jLA1atXT09PkyTZ29s7Ojq6fft2v98fDkf37z9I09QYY63Nsuz6Z9989913UUhBKn7Sg4MDY0y32+32ugAQgzFWtiWOAlfrrE70KrWLi2JOCM41iEzIwE4K4uCroubAde2klEmaRmyOMSbOmpRSxhj5StXQmi86fkHGmLj4J/GgHFgQebEMZ2sj1OPKH18/TgWTJMmyzFo7n8+3NjcX55KBvXfMqt/vvfnmVsDhTz+8Zz0oJZqmIRK9bi/PcgKoy8XOzpYS4pP5rJhPbty4kSSXHj6519RWCCkkImLTmOFwuLmx/eD+g7tPHm5t7iJi3ZijZ0eHz5qj0/rp0VlZV9/+7769MR7fvfMgTbrOMKCLpRRhzNwDIhJMLoRY29LK4hFLnXae8wL0ck2q1870XoJAvrARtMmWK4KR0GtztpeFf6/UbbaToud1Jr0i8O3FFicg0gWUy7roNITgV2Or9s0wt1KUtrAJzOCcA4mICiAgLrUPUQi6NEuvFTlLtkoIbeJim6Icn/H1kIb2mPdyw3f9EwkiUmq93LogiUREY5oLEpt2Ctru/rFF/PKla9//ep7EheKwfTOrpR7XhaMXTikXRA3r/3wpRIpboVNLo2FmqfAV1d2LFWkMMgFkFMuTD6KA5QkIABiJQwjGBMdMQjHT2dlJkmjgwBCcc1pKWIY3opJakAhOlzUCAAAgAElEQVSB87yTZcXVq5fTvD/eGtd1VZZlURTGmDzP4zrfOoDimKHf7y8Wi3JRtEypQb9/6dIlkSgmNMYwEjM3daPk6p5/aRGaTJ7t7PR2d0fMNJ8VAEFpJbUUglAgc+Do87Q26oqvX3/zbPLs0af3U63iefXOnTtbdmc6nSmVSqGbpnnjjTfiqdU0JiJMkZcJVZf2LjVVDc6nnVwlWmBAIZ2xyMF454rCFOW8cWeLqjQO0y5wpD9g5EcSkdYiCuXi0Zc0o7bGEBAL8Hnereu6XBTGGPYeGQKDlIkgEkSlKWfW6E5nEcLCNv3hCAE++5k3vvD25/+zb3yr2+k3tZGZ/vuk8GyNfUgkpTQ+BO85MDAIWor61ltQYc362nIvXDQJOw8+iBhyHwI4zzJAvJ0jhT14FEIKyd4Bc3BeEEmlXTDLJxYgACChEIKtj6E6cVvFGPMOS4npCrARYzkiMUh6x95zCEsTnfPOOdfynV3kdCkijKs5YACllJBLKX9rC0YiLaXjsJQicABElERSa61FogExyzMldAhBZ6nSejadzmazPM3iMR0BnHOp0u2CEnkn0SAU3SAX1AgAQEpZa9h5IpKKBBIAFIvZ3bt3rbWdTmd791I8fyzL2hBiFMR61rmtK4Rgq6K2jbXWMydaSSnZx6XKAnlETNM0IrxjolSr1I3sFl5rB7YtrjzPo7Rm+aWvzH5x2Nv2QddaqvzK8dqaAEO+POtbL/xeafb7uxB5vrLqu0hzEf9B6faFj8zMITjX6eYbG8Pp9KyqyzwNpBJA/OSTj65eu650gkhJkjgbsjRP005RlBGyxwCz6XmSptGHVtXVdDqNUpg0UdaYXq83OzkBKUmpeFSdz+fHT592BoP5uz+Aru51uprE3t7elf39gyuXPz/+XN00H9+9k6R6Vs9mZ9Obv/Dzf/YXf6kSXdVmXlZQ1AqlQLLsZZqQTJN86AKhSrbHu2XViCRZmuARLApgYcvSBkKS4ANDIJQAoGVC2nnvrfWRYy0TCYDOesc+7ngkFAOwazpp5zPX3vjpom4ms6B0IlRAgMAShZTSR5wLcwi+0+vNnGuc1QKdc7axTkhkTJRGQOd8C5FjBkKhpOYA3gdC4X0wxgyG/bbgAQhxMv/06dOTk5PheOS97+Tdpmm01sxQVbWUsiiK2KOx1i3mCwjc6XR8cIEDIAol8jwnic45nSRJqgCgqpqoY0+SJNOd6WTe3diezia9Xs8YMz2f7+/v9/v9OJacTOchhF7e7/V6VV0IBf1+31ozm82KorKN3905ODk5GfTGTdOMBhvPnj3b3NysqyreuhHLYa09ONg8OT+LgemLxXxjMO52u8cnJ0qrdqmJWoxVAG6IM8+YZf8yib49HLdDlYgrDCHUdS0Vab08hiql0jQdj8d37tzZ298dDAZKqd3d3f/tz/88BB+v2Fs3P7u9s3P//v2bN2/++N0fBeZ79+4eHh6WxWI+n73zzjt37t/LdPIrv/IrJyfHp6cncUgrpXjvvVs3b97c2BgfHz8bj0f//nt/WRQLa+329vZkcr5YLLa2tsbjoRB06dLunTt3nj569MUvfrGu66dPny6KQirV6/elUkmaMPCjx49eu3bt0ZPH165dOzs7q6pqf39/OBjHj2yMaZXAWusbN26UZekCF4tKal1XJgV2LvR6vaJcJGlCRMBLrZ0QChHPz8+jjKLX65mmAeZuJwvBAtvg61h8leU8TbQQ2NSNUmm8G+PZ3K+VHN57KUVkDl1YtiL3nChoLUII1i3FdWJpwHZKphGzGQuJ1cWUSZLEWWLsffR6vaIorLU7OzvGzY0xnS4KIOtD01RCYPyMSklnjdaJliqWo0pQr9P72QfvH+zv7+9uHh89u/vxh4gYVAgBmsYO+uNiUY/Hm2maPX78hEibxp+eTC9tZsA6zTpaDz59Ort//97n3vn8pw/vB+8bUxFLDszkQ7AAHtCxt9E+J0hIYCQkoTzQOrO6ldutAwh4pW2GVyV3r1cjr/T4xY6JXCsIL2xJy8keLkMV1s9CL836Xoihe9V2g+seivXM2+UxZsWHb3m5QghmF98XMxASETLHqFIDALHJhchCUHzAmdk5s16DxVuinQArpVq7x3o2XYvTbP+ldfYux2XLMWM7tXPs/WofjMrP50BmRAYIbSpMbKh577MsW6+vAMCY6sJsdh3mCQDiJe9xyy9ov+X27PrXGJVZSLFu+FwXcLa+xwtHl/VY479RLzgqPzkAEMWpBRLCKgaVCACJgMLSMgPMQUiqyyZLtVJJcF5rDaC9bTh4iQqAjD19evTMBqDpQijV6/eiM/n8/DxekKqqIto6rgODwcBz0Fo7bQUtRWej8dgYM5vN+6MBMydJIgS22wRCePnc08kSY6x33jrWWs3nU0ARb1cgjLGYSiktc0B9Pp1orW7evDmdnCKEpqo6nU5ZPrh///54vCFl0u30vV/OaR8/fjwaDRGVc04ieGOD94Kon3fqRemEVCS0FJlOvWUUwaUCPSOAICk9S3KOCJiYEBiQIDjP3gMsPU21r51ziITGIARPLDEYRC1kkqXe++l83tQ1MaRJKkgzgHOusGbi3OnD+he+/ksnJ89sUf/n3/zGOzffefev/mp392DnyhXngpD096bqI1paFBCxaRpBFFf2CzL0F9DDL+ooWs5K+3hIEu2cLe5SwOCdEyQwBBdsiKxlAO99pKZQHCQC4Co/EFcLynqE9wvQfxLxSRRCuBCcc0meCSHiY9gWLc45vQqFz/O8cQ2uTToRkH1w3gOiiCM+WrGVPRMDM/jAWuokUdHgJyGO/mSaZVKpJM8l0cnRs+D82dlZnGFmaQqBJyFwCNbYiNkty/Lo6GgZcbEmV3gOGtYagGP6KmCI0izTVNaYvNMpy/L0/HxJSFcqDu4jV+o52hggV9I709QNEUmtwfu4wkY4jZRSrTLo42RAKRWvcKSxR/sHrG2obWZDS3hfZx/HmjC+wno7MMKw2s3vRZTW8m4JPqznt7YbZxsp4b0HBCkl8XO8yvJXvxD8LtZlJGEtBasFjq0XjS/Hwb8ywW+9LXqhYfyyfmOZRMIRFBfhcqy08C5sbo2MaZxjZn94eExKMqYkO/fu3fva169M53VsaJ2fT0MI49HmYl6CIOtcmuQ+BCKpdSpIec8MRCidNSTlfDYjKa0x49GIiB4/fpymaVPXxWIBDDAp57MSAMr54me330dgCKyyZP/alWfPjkSQn//qV5x1xbPj126+5a0D65CExCgaix9QpL0tT9IGsHUwQZGNOVcSESkwGtbcBNIOCZC880VdAlPTWFdbQkQQHJCiBXcp1UQhpXWWgACAdVIVxdOnh2VZpd0+Ox8Ce+cJKUDApffGB+a817HOOecGg1ExXyCKwWAY6lpp6bwnIXxw8RBTFqU1NtEJIXHgpm56vV5d1Z2sQ4DBeQJMs+zs7OTSpUsPP71/enqaaJ0orTvaG+caw87HBpYPNpGKiJAhkSoIZ52tqgoJhRSMYJ1dlAutVZolPtg07UmlQjDWWADhnJtPC2Y0xiQ6tcb1en1rzenJmZAYZy+dTsd5r3VSFGXT1Ewhz3NAUEolSchTdXx8POqNF4uFlHIxX6RpWtd17GFPZ7PhcAgAnTwviiKuWk3TpGk2nU6bppEkvLHLZy0EH4IQwjsPgJlOlhhP69QK3hAz9wIJ8IHiMSgEXInSY7fPNEYpJSR+5jOvR31gHByVZRm7QrFncXp6evnyZe/doNff3t5G8h999HGapjpLR+PNn9y6pZTUSnV7/fHGZlGUX/zil/Z2LhHR9es3Dg8Pv/rVr85ms0ePHj18+NBaf3Bw5ejo6P6Dh93eYFFUo9Ho+OQsz/Ms756eTUajkQ/wwYcfHRwcXNrdPXr27J2fe+ez16//4Xf+8MnhUynkYDC4cvWqdbasqtvv3x6Nx48fP/beE8mTk5OT47Oqqvb29vM8v3r16q1bt+KN9Pu///uIOJ0v0iTvD4da66KuIvgEsFOURQghy7LATCikJOc8c8iydGNjHBE+VV2NRsNnx0fW1Rubw8aUccM9Pz8LgZNEWxfafc17D4imaaLevg1nuyhkYI78ISF4sVhorYmWJB7HTERKaWutWoUotrLA2NSL+2n8omez2cbGxsHBgRCinM5Go2Fo5kRBCC2ECD7UdZ2kanFmtrd7AmUI3DRGEnrrqrLY39uti9nk9Lip5k1C3vmQ6Y2NreEw/dmHdy7tHuxd2js9PVvMi9lsfnj4bH//8mv7fR+wrMzJ2fF4PP7Nf/QbnW4nSdXZ6TMC6b1DRucdB8/smR1BjDICG4wHwSyMdyhDHLmso9FiCyPuYswsSbQj7njzt9n0rcS6dY6sB4W3/VNmxtV4bT05oM09Wm4Nq40y/kx8M+vjRLF6J/GXtvmWz/1mSxHV86qj3TTjYy6EwCVBFFfyzljoiuizjYnbES+klGoao7Rk8C19VAhiBq3z9UomVkSraHUfm0fxM7blX8svaRkwz+Wy4NvLEmfyKx9jaOE3bU7MeoNVSgnBVVXVNE1rmWtbxm1hHDXway2nJahm3aXcXrT21LG0tgqx7vO8EL7Xlq9EZCOjSMr42VsZ7XrEH6JoR+WxTI1fQVszP2+Trc4GRCilDMvoa7DWgg9CIIcQAyRjg4LjpyMCQO8DAwaGgMCeAZyUuixLScJa60KAEEgq5Ej0Je/ZOTseb7711luPnh7d//SRPJTfvP7NTt6pquorX/lKCOHWrVvdbjfedbG0Lstye3fnnXfeEUh/+t0/vn/33sZ43O/1Ot3uzv6lT+7dDSGQIqWkkMJZpyUi4+o607LRAME0VbwHBZFzPs9zY70xhgk7OmcIDkAp5S32+n3P8oMPPuj00itXrkzOT2fnEyFEr9fjFKWU4/E4eBiPB1LK6XRqranqSirMsgQDK8dsnVRKSwqAlKTDTu/ZvU87XRAuSCBMMvAeAiN6lYGWwTUueFCCnAtSKmaI3lZedVLMqqq31upEAoAx1oFr6soYC0gAWFblfLbQWuVpVldVbzAsgsu73aauFOK1117b39z4o9//d9///o//63/yW6lW7m8f5vJ36ut7sQfmOQTgGK3uOQAA40pDh8thBr4Ew/BxxBYxt/E+efFIrIRIpFIoiBEY2IXgAwZGBgwxP2clIYVV/Qe0irzn9q+fp3hFQyIHIGTG+MNpmqdprlUKy3WThIhj+hfc2xfkqYH9srZEELjKK1wf38ThoxBZJ1cqEUIsFgUSap12e720kwtC7/1kMpnPZgAQjFExQ485ClSWGMbhsDWftM22+K7iAueYl8kFAIBBCRlCODp8orRO03Q4HPaHo7jqJUnS6XSita+VZS5X86ZytvF1ZRuzFHcyw0r6jyTA1+vhXTH1eF1X2e43rd4jSmfXDw0XAt/bptrLjc+/Dt25rqJcl4tc6MYtK8MWC9b2UPm54ml9/HzBpLHamy/yxC64utejh/7fjc5pXVNqmgYAZrNpUQYhMEk0Is9nRX+Uf+OXv7G7d+38/JxkdBxxNCNdu3ZNKVVbE/nRMb4ynnLOz8+7Waa1LoupaRpYa1rHN2+MwaX7sX1KkBgY0Ae2RWNDuHrttdli9ku/8o3P7Hzmd/7t70Djht3hbDIF6xGVt0EIIUgyUEDJIvNChABAaWD2QFHtQYCIjAxs5kEgSAkokISUibVOoGSSYQl/E8AgSMFzBhojCCIZ77qN8Va7uERVF9LSmIREHBtHPnZoKIpPgo9HKOWERUZgH6nswbNzPnhGIEESGIUQvW5fCimlR8TJZDIej6NcOaIdDw8Pvfe9Xi/uB8W0NI0DcEIIDiikTNIkTdPJ/03dm/3olmV5YWvt4YzfFOONO2Tem5VTZeXU2bSqCxq7u0HgthBqcMMDb/iBF0uWzAMPPCPxJ9gSICEhWQhkuVDLxnSLxuUWruqCGpquyqzKzJt1x7j3xvyNZ9p7r+WHdb4TJ764VY3NIFcqpIyI+8U3nGHv9VvrN0ynCk2WDmb1VBbJnZ1dQJQ0DkYCBGts5SoLgVqPdUaAum6apuEAk8k4NI0sCYeHz+7euy3NdSbe2tqazmaDYaa1mi0uLi6mu7s7JkbngkGT5+MkSoyKz8tpGiVIUNd1Eser5XKxmG9t30XEQEEqHsEhvm5smkpsTFGWEsktE+MumF68ZCSpRe5EURoLmfxKKgmztTZOYld7RMzzrFgti6K4d+/eixdPnz17dnJy/NYbb9Z1PZlM6rq1itnZ2aEQEOHk6PiTTz45uLX/2ec/uvvqXeZwfHL25bffqopisVhUwadpzgCNo4vzWVmW9+7dA1ZaWWvi2XTx5htvN03z7lfef+XO3d/9vX9ZNf7WrVvPnz8fj8fb29s3btx49uzZ2dnZzZs3Hz9+/Bf/4m/+X9/4l4fPnv3Bt7/95S9/+dbt2wxQFMWyWNk4Ojk7PT49cc4Za2/evDkajebz5fPnzx/85NH+/n5VVTdv3jw4OHj8+LEM64DrLMuG48n0Yj4ajbSyurBCJFEalRZWZ9o2wlgxO+9dCB6Ao8jEUeTqWmu1mE9Pz06+9KXXyrKsK2eNajc4ZrHg75FpAzNTCFEc/8xGrYzvZJzu8kHads3Wgm3vHNOle5kszkL17BwRpdPkvV+tVqPRaN2SI2YCJKVxmOdoRtvbdd0snWvKstRaZ2mSpoliKpdLJs/kYqsKCMDOKkgn25PJ9vHR6cOHD10DN/ZvycI1yAcAUBRFXWNZNcA2TQc6GuTDfFksECOjI6MYwQIBKEIEVKAANGtEWd+QiInZB0LwHRS5gq/E9lSpKIqQNzeXrsfa3yC6yPJut5LftCfl6iSwP1RsYd7a56LzPNt4mMT2ds4inUj+Cge1V230k9D75NIOP8ihWPfe+6NIlC9mCZlod+R1KcaIIK543ZXW1+G3sg6tZXPvBCDSx+m2mK7nK5k3woaVEwTQAmxAQJSZHgjLlDmsC7x1Z7Z3Xvqs8utKuf7x7w/xoJ20QtfU6Iv/u4loP52v/4DLeQZcugZcd9dbvyXs2tAdnuy3g7Wxa6eJtmsgbsnG2O5PtDFKAUvwssz7FACgRgUQENETMwgjsRWjMTEDEhCiUqhwHcOoUWmt0aCN1GBix1vbB3duj7cnz4+Ov3jwxbtffu/g4OD9998vy/K73/3u1taW935nZ0c0/7LlPXnyJEvSYlVIlNqTp0/LsmzIp4M8juM8TrIsiy2vlpqI9EtnmUzimdSruxShahqnTB3HsRhNxUksgiDhHn//+9//E7/4Cx998OE/+of/s9Ry1trnz5+nSb67uye+dH35q2YwjGgihQoZIm21pdhY8canwEBwNHPOBxVH+Xgnj1w9X2EACETrWE5eU6Chd3JVO5IC730gx6Cb4FdlRd4jgokiVTV1aJplU1e1UTof5khU1+Vnn3y8PDlK3v3w6fd/eH5yZr0bpsl//Ki+/zyoT8i7SimP4CkQsEC+y14U9vRTDNedD69oZ2XYgaDXKSpBjFKIkFgD0poVDWuHRtVSltvH8/8rCRVDd2rXzivdPYnrTBfcsOPvL7Td1sHMar0GY3+wQ+wDKaU9h+BQpuRaa2EIWBsZY3BdPAWlpedHPrRmmMyr1Wo2m3WCBGmud8J6aY/V3ouuTymFitM4ESMmV1VNHDvnLon+6z6lPKcINkSzUXBQ2M6ytFZaa4UAoEimKwyqB8+6/a+/mXVa6o4c32H7rkDpo75+uM2VadhPl891FclLId9LOBjrliReZsFfeaqXSsb71/aGqntDv37VTPn/81208RRsrPY+FMVKaXYeEFcGATXcPLiVDwZ1XeeDpGmaNM2Wy8VgkF1cqDiJldJELBWIZgZAIjbalmU1GQyd8xAIiZVuIwFD42ySxMZKVrXzbj1rVICgSBGxq0sAsFmiTaTi5PXX3/yj3//u/OwcPBXzxSBJhQXf1ka6O8IIgMSgWDEyt2GJLLWZkObF9IdRyXAueLn19JrLgtRGtKPUSbg+TnLKPBMKTkVgBLn4lTRcFSq5l7XqbkeRsMt6wp7IIBHJoB6IIZBi0NrERtreNfvgA1nVClwUAzm/M9kaZvm/+/w+BMqT1NcNkjldHiswCtF7H1nrmLVSkbUUglpX5FEU5ZOciMbjcVmVw+GQgau6rOs6AOlaDQYDg63hBIWmrusQmH1QStfeG1TG6LqumNn72ntSWh0fn+SDHFHysG0ITMQGkZmrulKqtBjtHRwUyyq4YNUlKTr4VovvGxK0FpogKtzUJovFwmqTpqlRmpmzJHXOLWZza+18OiOiYT4QeWEIwTdOAVpt4jgWV0DxfQFiJm6aRqGSMiuEMBgM6vNSKVVV1WAw2N3d2Z5sdWkuwiH87d/+7ZsHB6enJ+++85XPP/98Z3cripKirLa2xsPBCFDfvv3KYrE4PTkOgQUAI2pEfXp6HgLPZovPP//81q0729vb5+fn3/nO9z799FMX/Pvvf/hbv/Vbf+fv/J3z8+nOzh4RDIdjZozjNMsGjx8/PT4+FoTzr//1v759+7YsktPptDOrbJqmqqpnz56FEIqiunv3LgXoynGhTuzu7kZRpJVJ01TbKLIJEZ2eHDXBe0/MnA+yWMXS1JfSARg7l5FusjQejz7++AfnF6e7uzvO1WkaL5dLG+k1eRD6+klZikeTSVEUMsX6GSuSsMU6b+226cYs3+jef33BWDd46Zb0NE1li1mtlt57tfaHNMZs7e2B3v7i0dF8Pp9MkihKjDFaad84Jq84aAWxNaNhxqHemow0Kkqy05Pzp08PEbXEOO3v7xdFMZ1NETGOI6V18GTjGJV+9PhxIH/79s3IqiSJI2PAU+VrthLR2ZercecV2d81+t3DLny8BXLuCielDyQ6bNZ38nx5rHlvR+vDue57WbI2ohr6iA4RKdBGP7GbX7U7l7oyzu2bYPdebtNppjOCYRLngSuHJQSPuEnUquu6S8OTFkBXTnTiz37HVog//RFZf5umdeq6pPwgwgZa6xuBbhxYa0yWZaI3k4ayzD/5qmZ1g9vVvx+UUqqXzP5S8+0+O71/GVzJZIfLdrC8zw7Z9l7uSsTidfObbt3rvVW1QSHuv01E1Z51pZBDB/Nk6AegUWlgxYxEoFD6t4htJqDsnap9+4ygMEriV+6+mmTpYlH+3u/93te+9rWzs7Pbt2/v7OyIhOfu3bvD4fDk5MQ5l0b2W9/6FjLcObj1+uuv51n2SlmGEBblary9labp9PQsjoBpKZBP7Jo3G0/CRkNUgvERva+ZgImbxoMy2mLTNBo9Q+29FwKwMebw6WGepDdv3jw9OktsLEFikiYv+uTxeDQY5HJlhhBYoUaFWjEzGq2N0ZFFrYICDUp8PUjhzZu3J3v706Ie7TQf//g+IQFzWE+sNm6ry9mRIEMiUi1BzBNpcZfQylobEAORAnQNEVJkta/di8ePv312MY5yqoNJBkhBqKQ/n7M+paS57pkCcGgnBUjEgpPbr6uBfRvGR20l1/LdL0WDwft6VcwDF9GKiJ2XeiggQwf52sEa/3t4c/SRhTRNETqmuBSXrdmu8/LcG76RPcvFrpOig/BOERVfTh1REtuVEklM8OSpYoI4yUxkozgmxDiK7bqNyoGk6a5RKaWsMYIqJduq8+2U2Gj5sVvjoihCBCUYFWm5XEqNguvN7Gw6ldVZKVU2jQz9vPdFXdNsJp8x0xC8K6syhKARAoCngKhBtV473Za/kY3TV1R7Uht7QF8eLah1A55dZ8BvJNhuvByvz3t/QW+a5ppROUE3CVIKLl90w83lSk9i3VLsvvz1kIYN5d5/inuKAglMfe21O0liGIJimM1XJyen89liZ298cTGzcRqCN1ZleRLIKwXOOVkBCWGDgKQQV6vVIIn0ul8A3td1nef5aDQ6OT5mZvYeUXEQVhBo0sSsgib2wXPT+FdevfejTz/74oc/bsoGUFeLlc4YSKyUAEHMaxmZkYIKoBgUskX0AqBZ/HUZkE0Uc0CtdWBF5BC1QgWMcht3t3MrmkUABm00ec8AOrJENL24GO/foO5OZGDFJNYEDMDgmCSCTHA5r2M6KRARaW452VVdi62ujLWV0lob51bG2BC80BeFkyTuiycnJxcXF5LxQERNUyulVkUJAHVVR1FUV5X3frlcusYlaSJb+GAwSNIkSdMsz1blcj6fT+dTosDYtieqqnJVHQKHQMA6OELE8daW1FgKVVUXRFxV5dbWtvc0f370l/7SX/pX/+pfFUWBCEpphViWVWIxSZIq1GdnZ74KeToiorp2DdUyoomiyLkmz/OqqojJWlssF8fHx1tbW9JOEl69MD9F7CHuHUSU57lQlaS92vWeBLn1K7BO0lPXdRpnxpjC+dlsluf5vXv3Pvnkj5h5MBjs7u5eXFzUdT0YDuI4DiH86V//1bPT0+FwkGWZMSbPh6/cuWeMSdLo3fc+PDs9mc6XGlUg8J5fffWONRZ9WK2quvY7OzsPHzw+Pb2I4+yTT771xhtvGK3v3v3SZ1/cPzo++9Yf/BtiXBXVw0dPHj95Np1ORdtMRP/r13/bu9mbb74VQojiqGkkPBdsFJ1fnFtrt3d25vNZUzdENJ/PBZzIbDOKovv37x8eHgpbtaqq4CmEUNaNNTFqPZ/Ph5NxmkZrXq7rLEzF9Mc6SpIYEYiC90BEaZpIcEKaxqdnx+PxeDY7Z1YAaIyUpJcuXCIZeu+99x48ePD0yRORbL0U+MmkzhoU/97Whb9bSxUoNG3bkUhaFbLWyeoqg1/xcUHEqqpOTk4wXFiuU9OuxNYapdTRyclsdpHneT5IRPtdVVVTFWlsx4MMgkPgJI6a2EQalcaVo2fPXnz+2U+MicqiKopyMBhYa58+fXL79s1f/dX/ItHPd3fDkydny2X51ltvAxKgVzrU1SqoxqoUmJqmBg6AQYELQC1tkE3AanMAACAASURBVAFQK6UNogfVkTBlM9rQfYUQZB7Sodw+KuvXf/1drA/VNnyqN/62p9NDRuhbsm0gHCKSFtcmXOz7ogsh56rh2YbOVsic6z8Rsq7fcKfp/SSMViXGdLB23+un3nWPv6R/r/V+VwOMsd9WkJVh3X7FPiy/3ENf1rrdgMT9z9j5hG/AWnG46QO2jm0r513Wmb6NXJ/82ZdQdhzdbkHrjpXRpp9V2MeovdFre5SECtEN+i7PclgXdaDXY2cja2YXp8zEAAqAVXvBqBa0CahjQtQAiMqAsqg0gBapm2TPtfjUiiZJBcEqDKFuUCsC2tvfuXnn5mpe1YVP0/TFixfM/OGHHz569EjecFVVRVForY+Pj8XD89GjR48fPZLCFRCXVfnG229mWUZEzoWqWIYQolijMsDumlO5YgCE9tMAQyBGVDaKAzARpFHsvS+oUEoIJiipPHt7u+fn56vVKs9zHdnt7Z0QIImrEGixWLRB3KqdRQMCGQUIBMzAyiBEGtKIY0tGE6jgvEdVk8snk5ro0dMnnlTo+tUgDXPu82+lOybhiYQMqu1zodLGWCIm55vGBWJrI62Nd65pXEBmCkTesjcMtFqFKgApAlOvlmY8QhUD/lyhPu7T5xCV1mkUCQUI1qP6Dc+KjUWwW9RkgkcamUGsWfQaXLm6aepGDjEjh+CIyAiHAbGr4i8r964KZbwye+OXODJu2D2t13q9Fvi2kCOyts9SAABiAmINWlhr+LJTp9caCfHCQuSiKAZJ7pwDmUesZdZGa42KosgaSyFQaK/ApmkgzbvAU0lPKoqivzYxM2jdZ3iOh6M4jg+fPuZLNYKVmrXNUu+xg7rObsSuLFa+LEryzjUEEFmDqGTnAdTMun+gpNrrWmviIFet6g3FfKeFk1O8MU/bYMJ09psbGQ8bNlzdyt59CkGVfVRGQNibx3LHfvkps77+RPdyg7lG77xm0Iw/zefzP6yTgnFsiBwAKY3GRNPT2WSy8/jw+Nmz53s3Xh0M0lVZ53nuQy3C974A0nnPax+2qqqGw6E1pq907Wg/UsbJd8BsUDMwslrTIlWb70uASt+4eetf/M7vpLOCqhoUJ8oYUCZJoWyM1kqpJnjJSI7AyzYTGwzK1M5R23r0IHHtqAK3SlQmBg2SE0UBDOrAKLrbIIM4QEDFrAIBKDTaEPu6ariH1MXbTGuNgjcUmCAE8sBi6CmFLXMI5J2XgBXFlwYPYpVkrR2NRjLhEd/q1Wr13/zWX/z1X//1r3/969/85jefPn28WCzGk6HW+uTk5MaNfe99WUyjOJZcO1kKvPfaaPFD01qnaXq2OFcGpzMXx7G2ZjQaxnGso1aMOl8uhsMhM1JA50JTOaV8CGE+n+9MtqzVh8+WaZquVqv9/Rs3buwmSf43/+bf/MY3vtEUDhWYSGutgLGqqjwfehPKcjrKxi9evOCAr9y+++iLh9LooRC0se+88046yH/w8Q8fP3482dmO4/g3fuM3Tl4cffrxj+/evdtUdZZlh4eHy+VSSIxCCH/69GmWZe+//761tiiKhw8fzudzGXP19cZtDc0k+aWi4BWmaBRFz54929/fPzs/SdN0Op3KcRYvqyzLdnd30yRRCvM0+1N/6k+ZKFoWxdZ4VNf182efHh+fSr5TU/vtrd3hcHLzYH9+Nvv88588m72oyub3f/+bOzvjJM6ePD68sX9zMpn82q/+me987w/feff9+WyFYIKHOMqOjo5Go5EQdM/Ozr64/+D2nTEDH58cv/76648ePdrZ3V0sFjaKqrqeLxZ109RV5Z2XiLyjo5MHDx4M8hEzP3ny5KOPfnE+nyul9vf3z8/Pnzx7mqbp/sHNrcmOJ9qa7IBWkhxQFCvn61bZorXwlxhYTEDEWiPSZnp2roAO9na3tsfz+ez85EQjaK2RKdLaucDIcq12cydxjk3SFAC8D9b+VK8pVAABurxEumRegDhm9/O+OzpJN9WRV1wulzIFijXLbtgqslB572ezWRzHu3v3AIs0yau6cI0zxqRJaozSNmLfaINJFFmjlFK7uzdOTy+WyxViPZsuvvrVr73zzjuvvPLKyenRcjWbzs7HmV8tq729gzTbmhcrG9nziylxrQDyJI8HSZKa4A0QtsvXpR0iEDMCEyNqvOyC9UZ8HT1MKSXCiu4xncCsXy20RvZrjZZZL63dc6ren2wk5m2gsp/W1gSpjK9i906C2BI4tVJab5hVbmyvwtNZvz3ug9J291QgSSt9pNTdwR4YWIlSo3NqESLi9TgleZVODnfdU7TFh2tk1SaQX8V+fdzbf+YNa5buaaUq24CL1z20+3bfG/t4lx8mxgQbufB9+9M+SmStNoxJTW+EuMEa7QBqdwz79sgdX7TfL+udSmrFZUxEcoLWpTFT8AwkHhtrrxzUQoKR3LiADIjKrg8vMQrh2fskShkwBB/rZDAYbI/T+/fv7+zsSDZMx+KeTqdHR0fD4TBN08VisZjNB0mmlWIibYy1ljU6546Pj9l7DZd6RaUUh5e0swE0MVFQREAEwCoQozbARAGZsaqqyKSoGmVSY0yU5GWxWCwXO5Ot8Xh88uJU4iXOzqbL5QoAl8ultbYsS62VGFHpyDZN5b0nYNQKgdEgRdpZrICIqK5Ln+ZobOUaq01Vu+cvjm2aizxEQgN40xtWxcagtX4tVoRL9KO1NkBgjGXi4LxgdUTFvgHyGikCANdUZXVj9yAQe1ez94Dwn2Jo8J9j1teVxeIS2Qmj/30mbv0O1kv/pOsJSXfLU+h7Sf2HeDNeGstegk8FvTVoI/ztet9URGFq7b7FL+uthhB88N1yY7r/rGGFSRInSSKVoiysl45PreNW23AVTZFs7YKvuu15vU6ABhEZ0tnJKTNrBWBt24Euj/K8HX+3ORlXWo8KEWMIwTf1aqGYBO+uP4IDAAZl8JJh0pEzO3pSF8zaExJsZub0E8yvI8Dr4QcvzbrdIGNsjIu7H1vtO62FHN2V9seYZV1hg9C1k9qn9Eg0nFL4H/2GCp68ZtfAxcVF45I8T8fjrbJpbt68effuXemdR1HsQ/O9732PfJXneRTZ4Nuygz13eY6Na8QZMooi5prXzrad7l+6+9BjWSMAMihWyAEIVZxFUQSgmKFeLvx8ORiNFqu59z5Tyle1ZhDWKAi7G0AjKAUMYJXSWjnHwEzI4oKkWkEIBOYuH+Xy4sG2m7kOVGhp1oEJBF0AM7PSmtaEcOSWaNsKnBAkbJrpCsuLsO1NgDGiYQFEyS7rEmjEsVCAitAg5e5wzn3/+983xmRZRiGcvjgFBdkge/7kBSAorUX5lmXZKl1Za8/PztLhsEsuLYoiTuKyLIuiGI1GSRY75wjBkGqaJk1TY/RyUSilrElk9q81L07PAPHm/o3hMD89i/M8D1Qul8uDg1s3btyYTqfzxaKua6UxsGLW2mh2zjkny0WapkDaRvEbb7xxfnyWZVlT12VR+Kb+8MMP//x//Rv/+J/+k7/39/7BnbuvJjb5K3/lr4TGffJHH3/ta18D4iRJ/u7f/bufffbZ3/gbf+ODDz4AgPv37//tv/23EfGv/bW/trOzI0VAVVUPHjz4+te//sUXXwjr75IFDay1trqdHWmtQUFVVVVV/eEf/uF0dg7AH77/wZ07d8QUQSwi5/P5/c8/D8G7ujk4OPBEnqguSwAej8d1VRmjVquV9wERJYvi+eGhnNbxeEwE3vtPP/3UOT+dTj/77LP9/f3xeDybzY6PjweDATMvFgul1GuvvXZ0dEREW1tbAHBx8dw5d+vWrel0ulwu5XqQjsnOzo61tqmbnZ2dpmk+++yz27dfIaLVanXz5s0XL47G4/GTJ0/Oz8+l/siybDweTyaT1Wo1Xy7Ho63pYm5MFEVR4yqxZuyURZI7LAV966Xs3Hy++vTTT/f2dvb2d8T7YTQaIejrVXvnxHN4eDidTtcTvPCSrX894FLIjcw6eB1lBmCtBWTumUnK63KP/CmmFLROhVFKDYdDdkv0yESsWCafe3t7TRgETGykmG0364iymIGXy+UwT8l7DSQJV8KCLlbVcgl5FpqGj46Ozs7O7t69+yu/8isPHt5PkpjC6saNGz5EjYPRcHx8+ly8f5LYZlFuFBZVQ20WZEAOwK6HE4iJfKDrVsrdEKbDMApwg/53nZInB6HDOdetvF5aHW0QBcWhfoM50j+5Ifj+H14vdUKg0GtTdmrD/ttQJurDG0QUUoOMWRAQAzC2+UZdjBaAuJKLts1bjDeIo4L6Nq4Kubo658+N3u5LQy+6rixdy9DrH6uuLgprgwBmLsuyqqrOw/PyfK0leRuJUFcqt6sU306ivAHI+7hRXWXt8stM2jpQt8aBupsfdnbl/etKd37srQsad7YInYdQvyUdvGIDnWn9+oOj2EAA4ZrOqZkDgGIODMDAks3YkZ/V+oAHCnXRMOJyVi2mhbX2+9//fpIkOzs7p6enUppWVXV+fl7X9d3X7r3//vuzi+nFyZlrmshaG0VlWdIa8eZ5DqHkKCocO+dY+evSPiIS6QcRiudXIGoah0YDIiiUXSOKI2ajjNEay3qJiIdPD+cXU+9pPp+HiJ89ex7HWVmWIZDEJnVtKeccWM0Kxcdbr9OdPTABeCbyoWiqUukoTrz3e9vbt2/fnq2KplkTa1tK0mYjRiqHEEhch9bRb0ywjq+zFphd3Yi4w1qrjQrsgYLyNSjI0xQZgANQUApAa2YPaP7/iPpEVIMA+lJxxYToEYICxZCwKhh944MLTdMAgY2sZ99qdAGBgZEJLwP8ZJUi72vyTFSTV4jKcRRFjKQoaIWeAiqjtWhyiJgUhRjbpgEghLaZdTlL1ACsmcFzjzLb3mmtLBMMM0pHCoIC1qDIl02tk8wohYTBKBVFNlBQyiJCZK1zDkDLdYCgUYE2um4aQLRaN01T+WCtVdoyah88ofJMBbiJUYmOqaxT0EvvPVOjYbw1ahQM8swzBSBUyEBMwWqtmJRWoJULoXEeESMkVJzlidByOhH5lfZYO/NklKkGM3GoijI2CBDyPBslg9FoJPW9FLJtRh/iJavBE3n/7EntqxIBtUKDRqEiRApAxMqoTnwiRC8xPvXeaa2VwqapkczlSWaAQCDS4kCxsSUq4gaQtXlZDA6CEMEdN+sGG/TNIVpbqPXEjoEJPDBAADYQUBx62LFnxdpraC2EdLsPrdfuth2FLMikZ8yq+Wo2CXAsjMFO18HoOkaKUsDkW90ZoowsRDvRTYkpkHi7dptN3yBOaYWApJiQxJhrjXmUDxo1vHhRK+21KpSapmn6zjuvKDLQNFYp5cIgGSYUFqvq2YNH3/8333vr7fc1ArkwNIlzjSuqNBqMbOpWFdiUPdXOaTSMGJxL8lG1KtMkD77IR1tVVaFRjfOoVAAAhII9iMV80aSTnXfvvPW7v/M7cB50NlwWtbb52bOz3eEueGRjiiB9dYU1hCR6Nvf5KPMc4sabWAWjvfMqoAHFgSJt51HtqfHli8ToxHDdVAUUDQQw0CiAUCMqDEjBd310JIys5RBcVRlEpQ3Pq6FKmqZBVMDg1yWQME0VIbNCbX1RjUCZ5WpA4Yzq8+IsSiIWH2rvsarXpUxrWtA0NSLMZtMkSdI0GQ4HMdp6UUJDT37y6OzszLAFQI3aLcMwGwPAYDLe39+fXlx88P4vHh4efvLxx1tb+3LVCYqr67osCmNMbsdcq7L2ROjYSZlVFaEqA2IEiDU5a20ep4mOYBy890dHR8fHCKC9AxXUrZ2bjz77yZe+9CWs6pvjLeea6XRazyqOYwyUbQ11aXay3b3XboRAzrnVqjYaB6OcCFghKR2leV27j//o4+OnL3aG44Px9o9//ONiOhURPyr65//7//bn/syfjQ2Sq0JT/qN/+A8ePnz4F/7CX/gf/vv/7u///b//f//+/3nnzh2ltdBc7969t5hNsySOIwuA1lprYmZWRidpGluhZWAax0dHR8zZkwdPDnbvZGaoEJ0LUZSGAJG1gfT+jTuD0e4r99T+/p61drlczRfT+fyCAay1y6p5/ctfGY1GQhyQhatRZnDz3tu3v1SWZRzHN954k4gSY4YApzWO77z+g4fP77zxbnBNNhxu7yX7IQBAnuda68F4X9SMNjm7E73z3ge/fHFx8eLFiy9/5S3n3Pb2dufcqLW+edtdnJ+WZTnZeQMRb0/uSrA7ABwfH7/1lV8ioq39W865G/fek9JtCzGfTono9s5+54zStyjsLI7jbHzvjbeExGFSM8633nznK1rrJpjh5ODm7bckN/nWK68pmyZJorWNomh3d/fo6Oj4+FghLheLyXgcx/HWZKKVbkf064UNAGRPKeoqtgq1snFUOu/JC5GjdA0T5WnmgQtX6ySqydumkSAHAYFi1CF1lSyG3nsLSw61shGy8mAA8GJ6PBxsffmNV5uynM9wVZ6nWUwhGk8mq/kSgjo9W+1sj5h9zVVmIwBYTJcKVBJB8KiQD58+/hf/xz9/7713t7ZGW5ORVlgszWI5rxtHxMYabeNhtpemqbERIjbOlWERyCB4YIVIDIEllgiMUpH3GjByLnSLv1KglCA3jQiyNiOiNrqlHRFJU6yDGRuMwW4Z7ztktnX/mpsjdXx/k20bxArl/XXUxz686USDfcE8rDNpuwIARR/Yw5kdo1KeSvpQHflwg4ONgFpLr0/CeVFghjTZiQIiSZGwXE07f7Vu0hhIWWu1ZufLEEI744SmcVWs4tb3hRyDZ+DGNUYZRGRqgMhq5b33PiAAgmJiZBTntE6+2GczXU5KyXfwUGvMskRI+PKGW2Um40sVfd1JrORftWFmz8yBQBsn2EjpfgLw9SThHjkTO7Zw52zXveK6XSLedbR+wkB0CY+VAu9bphUhETkAlsPYHW2ttWotYYLWxhqFgMDi5YOBAwE4E7XeNgoQAiIBAmpRC1NDpFBlIcLIAoAnr4AQMc1ShZBog6TDshgYGuzb1bK8czBwzp0dPYxt8uLJg9Nnh++8865lCGXdzGcjTYNxcjvf9vVKMZeucUM7K5ymGlk1jXvl9q2HD4+SfOCaaWwjDg0jEiMxCmN4BQmgOTy8iOO0KN3e3l7AqPYFEFirFEfMqdFj7w1qJHJaK228UjQY2apYLC7KLEuorpUPRTlFhtCEuq5r15BvijIMR3uAbFAZB+RAKQ0BgA2DVjptoqRmbgDcMCNtC/IOuaora/U4H5yWFxaURSSWgCXCBGrdrKxP46DJp2S0V5YxBKohQGw5OK21rwrXuDSKmENstbfKKwIAHwIRMWgwkdMpeZsBKmuVKwywRgbiYKz5uZn1rY2hOwPfzrh2nfHir9E7e/SDtv0ukXqtBpsBjDJMgAw2tkqZwMAECLhuhWCPZ/sfwkwFgLbBRSAjMqOUEgMpJg4+1HUTgkcTtb8PhAoRRKoEigEBW0meUsYY6XeJ1FBrrb3yxIhMgZQCIAYirXUUx9oa0Kpz0pIvpTQqWSy61mBrt1U1zWK1qppGlhLvfdwzapOjYW0sjjbiLUDBFauibsq6qk2cXFxMVeyXy0LAXpIknVVxZ7aplIIQrIZAFMc2MhaCpxB8aMT0XxvN4K5HD/2ModmGH2a79gmk4Db8sHMIuDYEVtC2XTtmP+NaC+H9prmO1najNYhXZQadK/Q1iubPjidRG4/Z8BGN4tS7yjXN3v7+wcFBURR9UC39JyDuGlEyTZpOp4eHh3Vdi2jTcyDFcRxnWZYkSZIk4/G4CzQjotls9uCz+1rruig/+cEPkySJ4/iDDz6wSr/1+hsPHjwYv//Bf/Xn/9xgvNM0jeSJhWCIyBhMkuidd95GxCxLJqPxV7/2tSzLQgg7OztKqcFg8PDhw8PDw6qqJpNJJNmoRAwQpwkzZ3keQji4dTOKorfefvsXPvro009+JFneMsB56ytfmUwmHe4lIownX379zu7uLlu9WC2fHh4O8kwbnSZJZCw3nkIYxXEcWeH9GORBZO5NJuFP/5ezs9OPf/Dv6qLYGo9snHR7apeFlWXZ1taW+OA3rJ88efLw4cO6rkej0fb2dlVVMqyL41iG5NlkdPv27aqqsiyr63p/Z1drLUW/lFZbedblLMuIzxgjA6Kzs7PDw0PJpfzhD394586djz76SAat8ipiJD0YDFApSTTRWh/eOvyVr/3J7e1t6ewmSSIEPJtFfZmK2KDNZjOp9QUPCFtSqHdaazERkYtHbv/F+fEv//Ivf+c739na2jo9Pftbf+tvCUdxOp2K/9NwLwuemqZhRmOiKIqB1f7ewc2DO8ZEUrJLhMOTJ09effXVv/pX/2qWZdvb23/wB3+glDo+Pv7GN76xu7v7zW9+c29v79d+7deWy+VkMnnzzTd/9KMfWWt/8zd/s67rb3/724A4HA4/+OCDs7Ozd999d39/X0Qp3nvXBCJaFquqroFCXVdN08xms48++mhvb881lfgcurqpqWLms9NnLTGM8Fvf/DdKqY9/+KPj4+PXXnvtvfe/ksRxayEI2rvw5PFh11mvqqqua0T95MkT7/3e3t5f/+v/rQwhpXavqmo+n8+mF40kEBCvirKqqk/vfzGbze7du/eX//Jf3t/fn8/nZVFfXFx89Wt/Ms/zx48fI+Lp6amU7N77s7OzqijffPPte/fu5XkuYYwvXryIomi5XCZJhqi99z/60Y/lvqjrWsRv77333u7uLgCsVquiKKTQFxjQNE0IzXw+R0RroyzLh8MRAGxvb0tuIVE7nZtezOM4jqLkl37pl9ZmZkouki996UtxHE8mEynZ5/P5L/zCL/w09oGEsBkNgVoaXhsYwKC15jXO6Ye4dmugnIIOePRoGldYi13NKpmQSaQh3nWNDy5UZcMMf/i9P3S++eqf+OiNL72SJFFklfP14nwWRXZnZ0QExtjxeOS9/+yzT8tqOdkaNU0FwWdZtre3PxgMy7oqyjqOY7OOXqjqqqprYxRAkDpDITIrko/ZpvlSf1zTsTf7/MDuA14XmG34OvRpMhteHUop05MkdNzR64O4Da34huggAG3ssH1dRusv3Us46Iv8O+vd2rW+TV02L0C3BL1EfNiN3TYsaq5wMXpjsY2kq47o2PFmr+hQeh+kfzSol2PQp7x2F9JlOdGT9nXvof8bpRT3k+6vikc6Z86N6Wsf6THzpiHf+sm7gWQIgfUVPWGXx7AhFHzp3LglpBApZaSvJL0VYXJ1tO2WG7U2lZWbeu3DhERrj1DFP23IfOmrF1hfJlWAUqJ1R6UUaGUwIvCocDSyo9EEEevaH704OT+/f/j0RRzHWTZYrZZag9bKSL0MUWwsFStN6NhoRNdU+Tg3xsRxUlftStKf9WGLAPjp06PvfqcEniUpzG+e3Xn1bl0vQ/BpnsaxVgq0UcGH4H2SRIG8aI+ttV4F4XQsyrk1lpmd80qZJElQqyiKlFXXC7aO09Q53gvokG+89z74NWcYOoUpKsWXd8cVC98QRM4QqqpSGFtr0iRSFMg79r5pGqMwS3Kl9cX0oqoqY2NljTLaIa6Wq/MlcV3rbCAulT9vHp7c2iSANLSIFYPsagxIPrQmH317YVi7w8sOoZWGNsSGsOO4S7C5RaUVUyACBBTNWosB1L8PcfRn/KZ1mmtHRkygAoFEMqIWJ05lxTds3TBse3vcapwUAzEoVAhIgcSohkMAZoVKS4gmkdaogDWgYgSiKDJrByBmZPHclOgIRIMKiTwFYQx29kxooyTLh8PhwBgrabkScbNmR7RkDyYmCsykELVWCmG5WJwcn5oouvPKq/s37ggp1K7z+rr6o4NDGnm5nB+5Zjm7qMsiNiayhlkxQSDnKWhD/Y5Xxwm5En6AemO+ulaAEoBiIGNsP6xGlvrrDYK1STNCO+bly2tIvURFKTkN7bVFQExW6euhDpuNiz92yt3r70oJuKEGbJoGmPLBYH9//6tf/WpZllJ8d/YARGSUFveLbusdjUZ3797tuDEE5MiLeZ385vz0TMhaVVVFUZQkyQcffCBBMZ2nzscffywCG2vtfD7/X/7pP6ma0DSNFPFG66ZpbBTVVbUzHlZ1vZpdhMYYrRGgqetnh4fS/d3e3v7Fjz5CxNVqFZwXwpVzThnt1/6Tp8cnn3766Wg8ns/nr9y5M5lMmHk2m0VRdPvWraqqukPdNE1V+8Mffe8nde0oZMNBmmdupVZNc944DMSBrDVLBgBWREwMwakQmrLA4He2tr763i8I5WXhazkFwsKSD17X9YsXL+RIlk0YDAav3X21raFdk0SWiKpiVSwXsrvXT8KPPv6h9y6O4+VylefZZDJ5fvhUSrWmaXxZdTqfroLpGrcSR/vgs0/Pz89Ho9Enn3wiGEzMPOR0GGMa5+Q3QjzrlB59r3NW3PcGkPtRbsm6rsuy7EoHeXUBQsL5kTKuqqqtUf7P/tlvG93+mGZpv51BgQq/1FoncaKNZQLngta2qZ0xsWRXaK2JvZBOpbmwXC6Hw6G4ZAlMReZiucqyTKY6chEK47FL59PGOOd+93d/tyjKyWSrqqoQWhaAaIG0MYHF3IlCCE1V/9t/+29Ho1GxWgjX1CgdVDt/EGOhVhMOIGvUfP6DTz75GJBWqxWikpyVELpmuZDQ2ZgojmNr42eHL/7xP/4n0+nUGEOBjDHaaCZmCmulAHQymyTOHj86/J/+x79HRMvlQqZncgREACmv0oF2pvDd736vaZrW9XRN8+uXfazthlDjW9/6tlwtxhg5a6hw7TKLkhEaRZFClabpaDyy1hbFH52cnCCqpmmIWKHe2tqK47QsSyLS2jjnBBDKUiOXmRw36YxcroRXd8G1cQgSt6mPbWqrD5ItKf6M8kullKhS5SKU61y3jrbmsubuvVJfn2at3RqNrMGaqsViOcgG1sTbW1vnZxc/+fyz09OL17907733PnCufvToEaqzJLV3790ZDEaDaBH/egAAIABJREFUfLSzu/3kyePZ/PTNt16fTIZNU5ELazNJsEk8Ho/rpkFEH8gFH4RvqRABlUKNWikLHBgUgBZJMCrF1+QA3SoNV0O9f3Y38Hp+z4ZgD3pEzb7mrcPPfNUUdANB9emafYy94RYjZnIbLi/9SCQxFOnQaTdY7iifL0WVfXi5IcroZuzCkuheBYA71KfW/S9Zty9RkGp9vFABKtCo1nvr2rqvp6jsA7YrsotrTee+AlBuSb7m1HpdMbhxvq5HseM1rNjncIYQRFz3Utzefd8XqnSArZ9t02X9CW1KALMcNzn7xhhofF+zyQxErFrPPETU0BI+17awoEIIiC2xkyWmTwExMgERE7AmUIjAish36kEIJG9QyvrxePzhh++OhoPhcNg0PoQAwbF3SjEDBOcdgwbVUFBKMQUkTON4Pp/LxmQNaK05BL7q6jFMzdtv7N05qJWK6oajKF2tyq1RIi0Mg45DFVl0oJyjdrgbWBnU2MarIOLbb7+9XK6eHb4IgZQ2YqtGREa10krgq1Vfi7HbJVfWsThKm8YJGyvP8729vel0ccmc15q9h9b2Qm46MMYEL+MHBIYQQmQVNU4FtqiauqpXRVEUiIiDfDAaDdIsuECgFKDS2mYZOm+CJyZjrcgHfy51fXKA5FIWgkHXLbu+WjIjXNKLQRTC3T8xw9ou2jDJcFArbCGVBvZAbYrYHxvH8DN/w+Lnh0KBYQBFjERAgY3Rwle3iVYa2QcCQAhGaQpBg8iWUDMQBwEfwQdUCpgQGYEQCJCkuWjQ6tYrNHjvVKxbmYGAGlFjs1qHX4ioita8bdmnVVXVy+Wqqurrs75u8ep09lqJwQ17EbM2wbtwdnb+8MGzrv0mDxbvddnLB4NBHMfeVb6pXFVo5Li1FmClEBQwKX9VGA29ZFJYRx71G2zr+61jSAvwY0F93ntm6Ouhr6I+pVC3tYsw1dUGbQNf6hTUFlJAGjXiFalAL41D1mVkxj+2X9Dvar80ZyJ4DxCI6P79+6+99trZ2dlsNpOO3WAwyPMcEUsfjDE7OzsAMJ/PZVn/+OOPm6YRGE/IQsnodujBYCDjAmnGn5+fl8tVhyWElra7uyv2ymVZGmMQi6Zx1trZ+cmTh1+kaSo+GUQ0GAzkHL04WomIJU1TYe0fHx8fHR115YVGJUpIT8FaG5hsFC0Wi3wwGAwGSMxMz549e/r0aVmWMnK8uLjY3t6We5/XWIobxwrjKFKFJ7daFoWsD1ZpYMZGJzpyTR1Zk6eZiuK6KFdMtw5uIcBPPv2cAm1vb5+7Zdf3lT/PskxGqXKuI8+dK6y8mdFoVFXVYrFYLpfS2FNaKeDJYJQkSaxtnudN3RjAfDBwzhUE8U7ePb+c7qqqxBgaAMqy9N6za1599VURtAhdswvPbGtxY27cuFHX9dHR0cHBQZIkh4eH4pwkvufGGEeu3y+XmVuWZXmeS4pmXddyQ3Vqk+68SJ1d13WoG+fc7u5uURR7e3tPnz6VBUEuCWa+e+M1731VVYg6iqIsHVxczEIgY6x3Qd5/oCaOY4EHTdOMx2NRcQiL7+DgoFgud7d3tre3j46Olsvl3t6ewNQOiHrvtTHe+1deeeXiYup92N3draoKUS2Xy6b2URSlecYACjjPsyiKgMg5V5Xljf1drfV8OhvkeUNtivF0Oh2Px5LYbowRW7Y4jpmDsaosS2koyASjc8aTu0xyBYui2N7Oi6IYDibb29vy0VrzSYHBWks7Y7lcKqUiq6zxOzs7SZLcv39fZM9yzCWWcDKZyLyuLMs4ssAUR3Y0GolBaxRFXa0mEiNjTJTlHfrqErrMGkqJw2cnphV7rRBClmW3bt2aTCYHBwcA8IMffj8EiqKoLMssHWitidqMH++DtREzL5dLmTPLDDxN0yiKBLofHBwQEaqXLG7ryrULGMCuYiai2EayUMjYQY5D5z3Yr/77CAE7txISKkcQj+V1Roh3jdOgRqNJnuYUeG93//GDR4tl8fkXj0MI+zd2oiQdjXLvKc3i4WCUpnmWpdvboySNjcGqXmkDBiXuyBLAbDarare1tUVS468zlD03CgKHQEiaAgAxQ2BQbQiCMirewFf9cLY2PMk1fVfGK0q8q96S/VlT32665Yz2QvOuq8JwHQS8ISbvRwJ2JjF9sd+VH9eorz9wuzSZNMZaGykji4+0LK+n2IUQgKAjanVGKa2veJd71Nvrr8raO7Qfrg8JN8Bqt5J33NfNWd9VoeP1iRxs/Hg1IGrNB+OXbugvtUv5GfC+L9rsm7W27/9qilVfGd49eMOuvN8F6PNOZakPIQg/RTqJXdcJJF0OQIPioFBRYAICZiQGYnRrUSJp7nUiuqY5dIG3ayhESmkGDhwkQWldDonZviZqlZ/W2v0be4PB4PDwEBEUUl2vIqMjFKch1JHVDNz4xXzmCba392bzizw3URRFFl0z13jphyf/MyoQ8WQYuYBWo/dFEnHrJQCklFLskH0cJRTA1ZUPhNDZqxoCEAdBURiJiKs7YpZtR9jZOLPCEhoMBk3TRFEcQmATMxeLxaIsG0BTFI1SKFf0pbmu1mLCoZQyWnnvKSjvQxMaxqAUILFral/VoWrqZeGLMtWmco0v6xDVkTbjwdAzNIGIIUkSriqsCBAZ2qoff75QH18Nh+lcvza2h6t3IL/UiKVXWKNRRmC05jWPAtoAdM2aINB/DNsbbvWaQJJc0rXTGJg4QPDAQTTxiIB45UW5HWB2+W/9IAGGq/wNYlbAPgTnOHSc0EvfwXa1WrMbrnezpPoZDoedrq+137iSLCckFtDrlJ66KFfF4vT4BECdnp4ncS63hxhOdLbd3U1SVVVTr4zC2OjUmiQy1mhgdj4QUWD82cYnvWUUXsqK6Qni+9001Y/r6YW6aPH2BWB12be+dM38GYv15ToL/FJ+/89gqP60p71+rXaPz/Isia3UkZPJ5Ozs7N69e0dHR0VRyPJERDtb28I2PDk5OTk5kZ0jSZK9vT2l1Gq1anxjk6hrOXcbhojjpTQkHwRmWGsxiozWL54/d87t7e1tTSbi3jHamUi46tHRkVw23eARAOLY6mgMAGLCIQOcDmxIbaoBOUj/i2xkmXmysz2bzVZFwcyr1YqItre2VqvVYDAYjUbS2erXuEqpQZ6zrb33PrjF+YIRR6MRo4qtMcZwkIlNrchZVgZIo/KKken4+Hh7e/uNN9+Ua1JDWte1gJnOu6ITtTrnbJILdpIJDACMx+MuhUVKn2K5VEoZwFA3dV1nUczOW60tKgYc5wObRE3TlGXZmj6vN4kkSS4d9qtSRl5yuBaLhWzSaZoKCq3rGgGqssyzzBpTleX+3p5MxiJr5f4UGCllSsfkkc6oUmo0GglvNoTQvRkZtsh9ui44xNlVGRN98cUDuZCybEBEUZTEcfz8+JmY/WplgufZbLG/fxBCmM8W1kRZliMqQOe9Pzk5GY/Hkqe8v78vDYjpdHp2dubq+mD/xmKxIKL9/X1EvHnz5ueffz4cDk9PT7e2tmazWVOWk8nk+Pi4rps8HwyHw9VqJXKYKIrG4/HBzZuMMD0/896tVquqKPM8q+o6U7GMAoqiIKXlTA0GA2PM7u7u6empwHtmLoqCOCRJLNF8aWq3t7dPT0+liq2qVV07ra0ENwEoRL23d8Nae3x8vCZKmbaIRGWiOLVWKZUNhjLeNMbM5/P56Vk+HAkqk8leVddam/lyJX0ZAmTmYT4k7y4uZgBQllVRVELN0lo3TSONy9WqlMqPSCKVMYqSi4sLZk7TdDQaxXG6WCzEUbhpfNN47/3Bwa033njr5OTk/v2f/OQnP0HlJCTDO2q5wTauqkqapHLoZOCcZdl8PheLIPm80kQwRgeg64tbC5IQOp5FRz5svX/XbquSGCQEB+EYdz2RPja4voS27AZEcTj3rmnll01TrsoHDx6tFksXQpxkADBdLLd2t9N8mCSrKEqISGurUAOyjYzWuCoWACFJ4nLROAqhqhCV0ko46oGC98F777wPRGv+DhAT8iWJkYAB8KVekdcne9fCDC7phf0/uf77KwjnqvcjXEtRh3Vaw5rpd2n22I+x3aR0XjMt69tWb0TD9R1oun7cVecY1VpfIHTvYW1dLpo9vcY5dR/3dhZucCU+l/vhB8JZkOuhq+66vAR5ti5sqYsKZA7XZ3T9U4bXTD43Hk9ECmHTiPtlu/xL9/QNBL4BQfuv4mEzEb6jpP40bhFcyxI0RnXJK91916HNdQIGEmFP6aDWYxIighD4um6lb0vTOb60M4NACBQQEZRUjOK/rzQQgzIGtQIm1GowGoLCnd294XDoyd+4cbCd48XJCwYCmQkaDY6MsYC+XBXOk7BU8hy899ZwoKA19l0bEBHIeecQDQew2pJ3rqkpBGsjQAQgCo13ZZoNEbmsKkDUFilACHK7QeWaH/zgB1mWa62VNs5R0zSwTlmTa6xjsPdDQTrKTNs0ZBbi/XJ16j00DRkTtSskEapLYnM3dCcigDXdXbMx1jWVAgTvitWiXq0saqsQjNYKmDygUsCKkQMBKm0MaQ2qDQcjIiD6uUJ9a4sLIgrea2s7njj17vOOSdDSKRm7GBwAiIztlk6rJetTVLmGiQJ7IFbGUCvtUojEJJrAXihKIIk9xfVEiInXIkK8xHi8Hvrx1YgbIYwGkikHhaC09o0rQ8PAnjwhKiCtbROcXEykMAiLsG1hMHFgYFDAwIECcWAgQEBkIl/XQaiAujFaIwIrQK0w+AaiRDo90is1xgRya6qkotZLmoP3rmkoBOk9d1kBl8tWe0uxaAGZWQE3VS3EpDRNq7JYa7U5eKvTRGrNJI5k92woBNcwchblSkEILo601sYHTy1Hi43FjiUi5UgnMe/10jaWV3Gxl+5Li/F6xlZIxM41cj/LLkkkGh6QzZMk1bXVmnWf13SneM0YXtu1iVc3M6mw0V2TlmRvh36JB2x/E5VRXr/W6Svj5ZFVVSOQ9z54X5alIGqpydI0lQM1m826UOPRaCRgDBGXy6VU7VEcOd+IuFRuGYETVVU553xoIm0Cr/ebNdFUnl/2aWttU9fz6UVk9Gg0ypK4aZosiU8Wc2NMnqbL5RLIsOc4jg0qZU1rWOcDEhujFMNqvpiMxk0IiBhZu1qttDHPnx7mg4HR2mi9NZmcnZ9XqyKLExljhsbFxlZlZYwh5zmEbJghEWhjlGLvt7bzpmm0aukrVd3IJ+RQJZExlst6BQB1VbMGx77mppydUWBExEgtl8uiKKIoStNURm1yCuQI+NVS3FmTyEZGA0CWxM4pgYLAYKzN0xQRhWpitTZK6TherVbHi4VEBSQhFXJjZ37QlJVSylW1CLHSNAUOkoUoaE2mQLL6C0FRrDXkwhCwlOe5NFMETjvnNCsJ/asBjFJ1XSdRxMyRMc65pqrqshxkWZTnTVUFImROokgplQ4Gs9mMmV1dD7PJ1mTn5OTEe6+V3d3ZKoqCCauyMcbsbO9pqym0LSTnfFVVF6dnWZYbpQaDQWSTs7Ozolzu7OyM7g2KovB1o7VG4rooQwh5kiLx/0Pdm+1all3Vor33McasVrXr2BEZGRmRmaTTaYzNAYyNH0ACBEI+spB4gA9AQvwC/4MED/CABAcb6XKFBDq6cnWNTeYhIsuodrnqWYyqn4e+1tgz1k7f+3KQIB6sSEfE2nONOeaYvfXWemuDopT6rKoq+QrL5VKQ9v7+/mw2Gw6HddOIbtkYIzA4hDAcjpRSzoau666ur5TWtrMh+qIo1ACTnYnYCUCUyEYlioPz84vRaCRJxM6JWkwNyoH3XiuMgUMITd2tlrXoGI3OEZFQL+arGONoNKrrOvi1914pYzsvGsWkV5TMdOcDRzw5Pq3r+vzsUmutyATPzgaOyBGdD4NqJMN7mSkmk4mM5LWdQ2AkTURAzhijTBSovKpbY4z1EVCJ+5cI2vI8t9YWeSW142y62DADTByxKoeypM+fvXz62d/O5/P9/f0QAiqLSE3dbdOxddu2MYqgAwix62pjtDDSEqqR53nTNE+fPlVKPXz40Pt42xZObCH7bhk+bsaM1SYEDITim0wmkjbUR5hyyCS9cc8W8lVJPHOe5wwgXJO3zWI5DyEsl4vL86vHjx97B+fnl+PxaLI/uprOAT8zRmelyTPDDN6HED1FZA7MLs9NjNh2tcpKBaCUJiWjEMgcSSliACKpJxgISEEEZAObC0PNFEGjRoqqP5qVfvUF0s45Ar6N/XaC3W+/MjY20an1+XkY8pXS/1UY0Jdu3khpAG+LSH9WhsFObIM0+5g5sE1GJkqZNEGzpc4AUaqekCqxpmkS3ktEaIJ58v8k0WOSLMpFyaEh0gPBAEnkmWc6hOC9iPF8P2doO97vxJqln2rQH7JgZoK4Yw2aMuJ7E4m44316G3e9mqoX+5C7v6R9LP1qkRO9dz9L7pu+VGqm9Ddb2ifee0TVf6Enbf+Ojne7AxgQkBSRDA54H2KIETePemo19PcnbiXxkVjFsFHhZoCgYJP4DgAkKRoYI3sfJG40BJaoFWs7713b1tneOC/yuMkBVDZw07nWBSTtrV8u17nJ7t+/P59/HEJQSqMxEG9yNaRCMwpVppQ2IbKzwZMn6AZlked5ZAwhePDRN8SWmIJzjGiyEogDyP0F76LJzWg4jGFFpLRWzLxuatmfzrk8ZsG/4ndIG92HS7vOe2833vMhhij2+dKo2hwIIcQYAwQiUkonyB3DTc6l1tqum1wZ23SubqL1oKDtLCOyC3WMrChGiKACA5qMEUmrcjiA3DAZJPoPAmf/gW4ucnYJLbBYLG73zCRlMj20MXpClecmKb+NMfIn4sjEDOPRuGmauqnFoQQVrRerCKLEkO5RJHylfVUUBREKZwUA0bliMODIzOxTCtmWHNuGoW26IYwRQuBAzraFM74jdKQzY7uuw4AE3juHbFfrVWRT5q13BBDQG6QQAuFmbocJbbDrpi6KYkjDwGyDX7f13sGhyUznovfWWksdKSIEJogKMHYOi1iUWZZpl6l6sVJKBb9xTPEcA0cAONgbF8YUW2YAAEyWQVo4OVLzXF7A0hts2zr6SMh5pokBY8yNIiKFynvvuqYhUFIBK4okSssIiNH7Is/Hw8p1jXPOeW+9AyIEitFv7VU2E33S6t6JuHDOp65w+o2QGzLTKEEPvVltThgyhKgUMLPeaqlvgtWZqacUUEreDVE4NDkuN4fcJqYRt1cbX83euXnt3baWHg6H4uUtZ7H3fm8ykT3cdZ21lkPQWZYacojo3YaroSxLFg4SKSayLqVUG9laK9NoxpjLy0t5OlJYkPPWeZcINyISJZjoDOWS5MeJUXXyeT8+Pk67YjQaTa+vpCwry/I3fuM3vve978kAnlRvo9GI1+18PhfaSrxkBIfIT5GBw3q9FvGntZYBxuNxQvgiliOkGONsNpPVE1cJuRFN0yCi5ZhlefA+Bjg8PrXWXl5eKqORMARmIlQEaLvgtM5s23atI610la/Xa4/QeuuCd87pGokoJY4kJc+miM8y56MUo+l9Wde16O4EnBORKQopR2Rh1+u13L5kkSJHvxDpQmamVmuiOGIIIi9M3M6GgI1RwLnca8GECeyVZQnbSlr4Q/GAkb2ktX799ddns1nbtnfv3n327JmIRVPjX4psZh6NRtJrFCYHttGdR0dHIYT5fC7XppR6+vTpg4evr1arum63gaZUFIX3brFYrFarw8PDvDDW6dSJkCJeHuTVaiWZ7F3XKSL5skI4C8aQ0bsYY9M06UvFuOlVCwUnbYgYo7OOlDKZAccylCWJPooyY4x3DiJ33ou6VTog8oGynw8PD4Utz/NC4me890pppbRkSOd5EWP0Pkj1KY9heu/ImKWoKBeLpfc+y3KlVNdZZr68vDLGyPrEGLrOjkZD2QMyYQgAZVlu5vHEFSfPZYLdWisdTES1WtXe+6bpiqLKsqztusFgUBRFqndHo5HwllJqiGBSJKnCsQsMzvNc0pABgJSXp88Y41xAjFlWlGVmjJlez4uiGFTDdb2UNZc6piiK0Wg0m82E99OabnN9SCRPAURmoKT2J6Kb9igLp1q2bbtarUArsZjameWW+yjLsgWMmx5cWZbe+6ZdlVU+GAyW82siUEofHh4E78fj4XQ6Pzw+MpkBxMFoNDk4GAwGy9V0656vtJbsT80cBB5orYNjIgJCUhJVp7z3Mg6xMWngCBgpAjIwg2aCzcgEMSgECsA7VM9NxMiWsPLeG0W3E976oe3JV7PP2+zMocVboUQpLSl5RcCWLdwhA2/wBuAOs7ozXAAIELGvg0jq9z7hk6YHUzyVVG7iesPA0cc+nSWVlZi9CcZzbnOsJV+0PouY3shJgy3navrVn4SXFkxycZPjQrBiCF5e+knakAxOeyRtvD3X1zd90VpLetDn5kAkovJzBT59cm9Hm9pPVtyh8mQF+iKU25+8s5HSLtoB0n1Tmf7oqWi4BJFpY0gZImJw4gcRvGzFDU5PsYH9RZDKIiCCVRydDxEYWUm8AxAF8X9XDDIXE2JQCjrvXL303oOGpy+fDrI7pJTJMiJipbyPo3JSBXj24qwoh3k1qgYjF5o03ul8MOpWXIeYK7FXpFhzAeiDNtqQohgRgb33wTccvdFlnnHT+eCCPCKbPCAAUffImjVtI6J6a23F1YbYiGHrE3njLpH8qNLiiGZenoQsk2cn9J/ryDJDTrxNHlRKta0louGoQmQ0GTJ754ChNBn4qEkHYBeCXTuPgKiQjCfSSgOA0lpBJAQJ2IXbYTL/mVGfTImGCNLn1gDzq1lwnoNwYAAIbd3czAuRIk0xRtvV0tvI8yJGL0I8WWAAuL6+zDIzqHLvgwsWAmhNABuAicgcPHMAZhLyD8B39aaVBVFpHUkH2yCRItIaJUDDh5CeAGD2AGKIoo1BYIWca1LIEm+JAUm4O4Yg3SetgdnGYCECc0BgxIgMwROhjxEBPcRiUBGp1rsQY0TOynzVrEoNnnm6mDOKeS1DjGx9hA4Y22Ydo/O+67rahy5GAo4cWSmFBHojUZvnmSoLo2gTJ+jdNixoM5KNrmvkJUDbw9EolRNlCN47VNhZh7RxkwClnAXW2nWxP3oOMQbvCCE3ioOyndsEuykCRqU3obRywEl11X+pyK+iyDf3MwbvHYDk5gm0QwBWGogoBHllM0NEZERQGgBQKfSOmX3cCki2mXiwzVtP/tocQ0SIABC83UhrbyY3mdQr53vfWbvfR+wfzev1OhVDcnrWdS1fUNiF1BBNyTzGmBg2Jd1sNjs8PJzNZlIj4tYWpes6iT29e/fubDYTI42u6wQGIKICoT2jUOWKyGgtisGubTeuElmeZdlwOGzbdtbNYoxFlY+Ho+vr6/V6Ld7Ze/v7SqvpbPbo0aPnL54vloutJ0Qoq2o6mzoHCinTJhuagwdvyFja1dVVUJoACXC1XErhKO+8QVUhoXWuyPPJ3l4QGyEGo3SmjdSvwXkXI4FsSNG6g0VgRaB13XVd22ZF0Tln8jyvBuu2jt5XWtdNG3mNpBzHQVZZ6wJwVECZ0gGB0PBG6yKnfLKf3RIXwVkLDChnkaj5gWOMBKC2+YERuOs6QrK2I6K8yBUpRRTCNqeh7YBZIbnOdk0rGtQYYxckdRo5JPu7TbEiTZbr62vnnIwayr/lEEHxoKxs20UfFFJuMg5Ra52bjDmeHB13XadJ2bYriiI4PxmNh9VAk5qMxhyiQgrOE2CZF+PxWFD0i2fPsyyLEOq6LrLKWUcKq7K6ur7USk8mY5kUdc5FDp989Km1VjKXQvRNvV4vl3mR70/GMcauqWOMWiQu1hpjxPRf9ichZnmulEIAwYGCe4uiWK/XggekWYCIfjvupZTOMk1E1jrpehRCFXJcr9e51nITtTYC9qS2U6QAOSOtlJpMJsvlUs6TraZxs7u89xKX5723thMjGXk2rbVS+BmjnXOSHxMZwYspTgDktmt00KSwzEsXPBBYb7U21lvSShmtjQYPpNXV9Or4+HhVr+q6VkYJZXE9u54v5zJsMxgOmrpu2kYiWF1wzroszx48fNA2bYiBIz989HBdrxeLhTaqKPP1et3Om02GbWclqaXtGuu6osibtq7Kan//6OnTp23XnJwca60vLi5C9CFI3BYQKXmEM5MXeWVM3bad6BvlBJblEpvZlMojb+fdV3aMXWdDCLnRIYYQgsryjTs8oHPOWwdb5lZ0vDKQmcQOqYWRqL8sy8B9Tpzp/v5+03IIYTAczlfniDifr46ODt/70rt7e/vz+RwRjFF5YVpnu3mXKZV8dogUbCd5Ygwhuhi98z7LsjLLJCA3y4oQo86MXax8CGLxHeMGBGLkSGA0iVlaAHHzx/5T3AdCqQpXSgHwrTHIeHtSoO/OksY701/IjNnh33aQhrQtduBiP8lDYgx3zGZSQ2RrOEE7vJ9AtRuooBQqk1DW9t2nttgJgSFs5/ESkNNa7zBj0g3pCzVlHrKvRxUIJ/X3pvLeCuY3SQ/BJSJFfqJ0OJXCLNN90Y0cZbdBNTMjh525vsRG3ji7xBvq77ZZy23yNt2dPu7CLfkpfzn0/nP3kl4dPrydKryDEvsKz/7kduqX9aM4ETFEh4AMoecniczAkTiSiGK2et2t1wsR9/hbRAoAEUlEUD4wYmSlZCwoAEhuJ97yJ5fJWK3VYFAB8JMPP2yaVinFEVfr2lnfdG69bh89evtb3/595/xHH310efXCua7rurZlY7Rwfa8eQ4SwceFSigBNUSCiEluN4Nm5Ftp1qFpFZa61dUI+U4wRkJCIgcU+LcsyZmhaV5Zl07U7Nnv90dCege2N/Y9zHpFCCMAwGAyKYrhcrhG9lGLy6GqlzfZZFikiIohvalVViLyqLbgY2bN3koSitUKOABTlq0aAyLCZe42RY9O16ByY6L3PYxRboP8aqE/0kiEzAAAgAElEQVTe+tIGtl03nEyaLOuJX2GnNSKRI6RwPBkKleG9N5na6v02srwy1za4rm6IKC+qTRffeWvbGAEUFVrnSve5vohAwCEGZtYcGRhTwRe254tAakyBEyL44uA773309mAyQmdRkyKtOChFFF1mFBpSiFhoBIBMxyBeggEgEDKhxD8AKVJKz+dzlZmqqrIyg4C28RyxcZ0q87wsqkFpyiJTmpRSgAZIIeZGjydDJPbBEYH3tjCbkFMbPAOEyFVmcoLKbN4r0vLvb2Vmrg5GAMBxEwdviEIIF+cvfddYawlilmfMHAIzxBBD1/mmialNJZ+W6wKBl8uFgoAI3lnrHSMRa0AKgJdXV9I+lxZ1nufz+TypEeTun52d6d4v731dd5vPz3OlVNuu+yfsxh+PWebQYnSL5WwyGkt6DxFqraRx3o+avXp5YbKsKApJ3EkNyBs9J4IPXn4jsuyNLyVRWRXCkBAjaZMm129ykHqvt532KiKKz0Qi5WKwAupOTk5E4XlycnJxcSEm/lVVffGLX/zRD34oF7lYLObz+Wg0El4oMVRFmWdkktmjtfb1119PQ18bYhAwoW7538vLy9lsZq0VD4a2a5uu2d/fPzg4OL84d84prUMIDFw3DTTN4eFhlolDBosiUb7vfD6Xl31ZllVZDstqsV5J4rNWyjoXnC+KYlBVTdMUJqtXa9mKCbumsAGZR18068A+0ybPTfCubZqyKFrvykF5cHSY18WqXhcEeV6dnZ1lWZbpTCrOIi+MUqvFQoB3sJtbJvBDzl/Ze3K2ZFk2n88720rGtHPWGFOWhfe+61q5mBBCjIExhhhIGYmXFJgkRYNr/cbIIQRxyBCNk/hqSn0j+Fzwv7VWshaEJpW4Nogswl3heKX8FcyWnq+sMPJ3pLI5PT0VyH16eip3WXxBkl2K9/7u3bs/+tGPTk5OHj169P777x8dHQ0G1fP586ZpjNHGaKVUiF4CwdeXq+FweHBwIB9iMsU2xBjyIu+6VmsqigIA29bGCIPBQDjtfijwK9J3ZtFzyvjixcVFCGG5XAodKr75UtbkeS4WIwAbPlZWwAUvONw7j4hFkXvvvXOy60LwBAhIzPHq6tI5m2XZdHot43ZaKwCuqrKua++dtZ1SQmVgjGKgx8xRKY2IZVW0LSbjO5kRQgJru/V6NZlMRqMxIDVN07aNxPplWaa1apraOSti78PDg5OT4/Pzc+ZYFLkswng8km+U59lgUHZdwxwRIS8yRBwMKmlmreuVc24wGDx89MaTJ0+ePVsopYbDobXdcDiUeU6tN1Zng0GltfLBxRibtm67pijzEMJsPmVm66xS0hQLSimBB1ob7wMRHR4ezucLUTvLOouaLnnJCtOYLNN2uL4Yg3MuN/lmVEXrLeLZfBoCbL9vLuJY2auJFZxMJkKGO+fEr3iYvfJTxpPJm2+++cmnU+e4KIrZ9NK51jl3dXVpjGrberFCnamqqgaDigiQGBGjDaIx48ghBiJSmogUYCQFzEppled5URSktDGmGAwF6K7Wdc+qTUXmGIgDgUIirUnzZlAAxBPi9hTiTqKP2CvsGLf0YV6q8vt+jOn1l6qdnQnwRMz2CBy+bTeS+CJElOhn7tkP7kQUKKXoVa6gf4UbDJ0VPZMwLWxqSmnf5Cbjzb+9Uc2k2CEArU0SK6Z1oJ4bTQheXmf9Orvvm9InJPuzEkJ9J3lFghzyc18NCJH8ybhDZMlbu2/OGeEmFLfvspt+Iy2kPp/2ucatic7tf3j6lRakv/g/a4Dwc0nmJAEVkJwGz3b6CxFksEVFGc8DjIAI6JldjD4ErbOEBgUQit3x1vvmJjfSOeeDaKwohBARgSPzK0mS2zXnPL8ZNczzLAR//XLdddboHHVGeZUZzEfmq7/y1le/+t8Oju62bdt98O+LxaJtp6Nh1nVdXtHt0cbIxCA+q4xKkSKtIbLigC5G5zlGDr5t21WWVYi50do6H5GZQcouJDKGbNcBKAaUFmey+JbWQ1F6AOovY2o3pGSaoijqukHEg8OD4XDPmHK9breIN6buv0hCEnvVtZaIPPvpdHr37p0lAmnSWgetKQJwDD4wASAorVETBWKHnLTBzFG2WwhOUrD/i7m5bAfkIrO8ADbOudsnP7H/m76aQu+79dplWSaqaK3NpkUXgQiYOVhHzEWRKaUBuOsaRJLCXWvSWru2mc7WfSvkTTOSYwgROQJz8BswQ1tvorapbw5KIuaIEBHRaJ1rZYp8vVrYzuS2MMaAIkRcLWau6wZKIW/ko8tFy5oYUREVyija+IAyQiBgwDv37nbOrtfrVb2WwZrAQB4qVeVltl6vM45CQ0XvPBAAzqfXq9XC2pYITJFZC0Tgg5U3soSQ5KSJuavrbnuWnT1/3sdaAPDUPt06VkZg7romhDAeDkeDqiHsmhpo4y1mso37tlj2SQGxXq+7rptNV0TU1A0El2dmMKxGkzEao7OMUDHRa1/+stBfkg8mFgKpGpa1/drXvpYMvgUdhRBms9mLFy9kCui9976YTnM55iR2OVnGXV9ff/Thh/0urETY9c/oRw/flLr87OxMdE0yZqZ6s7cHR8dpnwgAu7q6evLkiViGvPXWW1U5UOqVmv7+/fuyMuKhgoj/9z/+o/ypeDbKfkszD4g4HBR5tml8fv/73z8/P5dIAznKZSxNbDnu3r2bPFTEZVH+VylljGb1ikX1arUSTkN4hq7rMm36Li8SSbeRhG3YVxU5Xl3P6qZ755131uv1yZ27Z2dn7dVVlpcAYLICIoqEb71ef/LJJ4eHh+lmCcHifSAAQ6oqSx/CbD4XQaMPPpkBVFUlxYEgvfF4vFqtRHEhZy5zBAbrQrTokWLwTe29s+ydDxYwKoW5KrPcnL045wDey7QDZJlh56N1WZYV2szXbfIuSpbZchAnI4Tk4dlbh5u4J611iFHQr4hXOmsFnZZVJVo1Z22KY87zfDKZJMJEwFjfEy81AtJqbLTKBBt7zK3+LdUcacaGNApcHAwGJycnUqaXZZnsLphZllS8/pumOTs7q6pK7vJXvvKV58+fG6OKIiOCPDfOOebgnK3rlXM2Ru+9PTk5ubq6ury83DQUikxrlWWD7V7qVitbVeNNxAJAURRC9MkdlG8hVZHo8K216/U6mVXKIsvCbiVeBIAhBK2NCBdF6EVaZcbAdpTF+yDZdFWZK6XaELzzqshIQdOuyyo3xjStIgWkwAe7WruiKEih1nq9XovPipQvUkP34s49Iss7Z1tYs1JIBM51AHE4HERG4djFvWb73BmRBjnninIMGK1rGULbbYL1lCZSum3bPMtFVZGU7WK0U9e1tHjKsnTOfec7/yPZ8xij9vcni8Wi65q0VeTiAaJz0i7xi8XM9nbgarUYj8d9c6wYw6Cq1uv1bDYbDjeeXinuTGrHqqpS+ywNWf0s/yqZfeqPIYUtdJHhZNEnp7JeAKFEism3S/b95tXRCQA4OT7+hV/4BVKfPn7yfDqdrtfr2fy667rLyzMAHg4nkkaotfLeL1erCFFpLKnc+mkjomJm7wLgTRzgJicgslK6KApQ2nuf5Xmij0IIqHJ5u26ZEORIjABIwMTA2NMH3q7jd8YUbxuS3Tb32okBuHF2edWxc0dKKhNazJ/jDXY74C7t86RjTMMFMoa0Yx+agEofZSUE9QqOFWUvQnJJ6Gm2Yx+27cz1id5BDt4+EE2EZzohk67VWjudLvrfIkHu5CeUfsTn2oRulhfijngyGXclyqHzbofN68/y9af10lKnr9x7BfPnDgHeYNGwawpwu6ewM1WYvmAiIYlUvDlF8XNHRnumQTcWgD1L/I0rRMpTkUeyb6j+ivUrkVaklEKIG4YmMtJmx96MFBL4GFBtLCZzXaAikxcuQETx8kFEKovq4OhY6ewHP/p/r6+vFSIR1fX66LDi6Jx3Gj8nPoYZQ+AAQQMoZZA0BhLrDURQChBicDaoIPIurRQQh3CzvOPx2PvgbGAGGUOQsyjP8xDc9ov3xb27z3La1cnBPkZIzoJpeCotXapFmb0US6vVquv2jDEkAw5ZpnzkuMncFsJG7FcJtRS7SimdGc2BQwgysPkfM9r3H4X6YghK6S7Eo6OjP/iDPyCtMzJ9z99+52B74rir6/NUoEvDdcdvo8xzqcla6168eDmdzxCUMcbH6H0AgFLrYttT6R9wUp1IRSJ1ef982VEhOm+t6whJGQ0IeVFIFZ8XOSnFMjbGrFzMuhBb2y3WLgYsM8hNRAAfFKCKYHCjptDGMLDJss7apm2YeaOYZwRFniAQUJZFxK985SvEaJQ2qNBHr+Jrr9977913NRExdG03GY3S80nS4KRMvpeYSUgB2tcAAIDJclG3AUdm0Iq6trFd2zS1Isrz3NEruhTR5Qq5IVYTzjlNVQjOEAJ7Rag0kSJQiolE8Ko6vw0J3YRApP56Mr5PxlzpOEtqyY3iHDa9ACE95KfLxSThtVF6Jzd250htmq5ffO/IPOQ31sW+jEcu+Ld/+7d7MYMIW9lP0i/1FCnBOff7v//7ScwpbxeBczeuANHF4JRSb7755g9+8ANEvLi4SAKYuq7//d//fX9///z8fLlcDgaD+/fvS5jyYrEQ5KaUMplBBCnapOiX4AEZFJQ1JAYIMTrfrNbz2awoCgWYKY2ItmmZ2eSZJtw/2FdKffzpJ4g4nc/qdW2dk/t1PZtiQEniPjk5kTGts7Oz5NsxHA6vL684hKIo9vf354vFarVS29snbvUhhNFguF6vJV4i3ejBYCCMn/dea4rk2QeIbH3AyIPRaDwcqVxdX75ouk5n5mq1LqsSI+U6b+r6YH+va5oYPIWYIeaEBlhkRYJ70/2V9ZFGzCYNYtu7zbKs67oEjMVhXxszHA7TtElyxBbCcLlclmUlSy16XXFtiTGuVqs0B6II02znDZ7cPpKTyYStt02b53lZVm3baiQCHBQlES19YKQ8z7Mqlz0gF+O9lznSpMuSHVgUxWQykWk9ADg6Onr58uXV1dWXv/zlJ0+ezGYzuRHGmLquhdz75JNPJpPJvXv3FouFxMp774zRMbJzruva+/df67putVqQwqLIZadJO0M4PRkpFEQkpYlM4Ijm+fj4WIY/r66uxMZTGGm5BUVRbulNPx5PAMDZkOc5acUAzlmt9WQyuTw/lyjwdCvTC1W+ctu2Dx48kMSnhJy996Qgso/sne8iK8CoNDIDBQCMYnS1sSfxvj8nIw8XM7e2Xa5rpVTEOJ6M27b97Plne3Fvg1sCMLH1fr5cds6VZelC6LoOrRV+CZUajEZN2zjXGaO0lrn0uudoH4yRIjhj5slkIqeHTOeKHdFwOEykjWwh6WIkmlfUwgK/t6efijHIVnfOTaczRJIZ3Y0exFoZEZR+gTRunHOvZqffKDyJlHQ0YvQyrSqLFn0Q5yrX2fl8fn19LTuhb0zftq3QvOkJ+pxJM4CPPv54+fd/r/S+PFxd27548awsq6PjQ46xKPIYQ9cFHxRpystcuD6wJB3LbRtZRj4is2fwADECtbaLbZuZPHB0kZNVJgCgIuYIjDFyCBw9oGIZnQOkKNllAKrXWetLOV71xuTPnctKA283JMw2SEnq7NTj3rFXSfVlz8OMtt4Wu0Ys/fpSxtP75iIbOW7i/TYgGfuBfrcdPnvMmHTHmAiSC8DG1bUHk9LEcg+lcB/j7QgRt8Ux9xtkCY/JBksT7/0XehKQb11w4bYh5w7kFv3ObaOdDcv36nTcjvfm7QiHV93j+RXUt0Vi/Y/qh7z3RaGf2xro48CdnMD+P9+ZMZFJ5ttsavoLWz6QlLJKhdtuuv0P7E0S3jytYpSlt93SyJGC5K7cONMqoLZrJNwrRinh1M+984V13YTIbRea1jMjg5rNV9bHajA8Oblz/vLZcPD206f/ulrF0VD28O6sY4jIjDbEEHwE1IDegY/kHYYoI2Nib+nFbij6aIwJ7J2TFdvchbIsFXmT5UrnIQTrnWC/pnHee+88w2b+P8YIHPudevm9jzAcDkej8WA47rpQ1zat3tY6kNPSpnuR53nbWnkSr6+vJ4NhtD5wcOwNKZUb6xwgMIHWGDTlbHQwzDFsrETAy3wARPEcgc87q/9ToD6SUTjUIXkrQlTgK+BhdOuzC86qtZvL4921rcwwuLbbmKzIs8Tq+OjuycnJ1cu5a7sQvN/YZriQ2uEMIcSmaZnx7bd+7vXXX/feLafz4agcDIoYQ+ColQohdq3b2ztomi6GSITDogoms64pRyNGEOe91Wo1HAyvr6/FMCAFbXXWK6K2bat8bIxBBOZgFBkI7XpNRE3XHY6OV6umAbDBqnHhus4YlUmGMnsPHAy1EEXTTxytC9zVqJUH8CGgYmNy0BvaAQFD04oPuLzdmxDyPIeAmc7Ho7FzblQNnOucc4K4gnXdujYYp908iQFSbG7T1MYYIiMBtev1Ws5Z4aNc4GpYdaGbHB0IJFbA1trBYCCEm/feGiNHrdB91lqilpmhKIjocnp9eno6WyxEQSSt8XE5WK/XQj6Mx+P5fC6ntszkbM1dQH6QUA0CU1MAFDMbjavVKmXEp9ZUMmNARGNyyUpeLBZ7e3vL5VLcIPb396fTqdY6U1oKkdFoZDsrrOMOHeHhJvV1NBrN53PxOhcHQtmW9bo2xozH47Ozl9IsSGMVsiFn84vEYEtTMBk5SmnOwZd5rhRenL+cXl8WRVFV1Xw+f/DgAQBcXsa2WWdGAcZ1vQ7RzebXTdMYY/YPJrJiRJTnm+Q3WYSjoyPxUJFKS2L3zqdX3vtn5y8PDg6qyUhwFxglufXA7Lwtinw1nzVNc3p6Op1Os8FgfzJaLuHs7EysO/K8XK0WX/nqL9R17YMtyqwaFCGE8XgsMglQXA4qAKi7+uT02D93ye3DWutsOxgM7r12+uLFCyk967rubEMKVuvFhk7XSB3kqtSl9t633AYItY2lIq7dwf6xc240GtWj+urqigx2vhvtj/Oq9BwX0xrbLpBuA6wWa0mhkFkRKYsFmAnGk0JEMIMU1il/MjVN27aNlq3xoKhQGmPENhBE1Ghz1SEWJ3dVt3Y2tM55jCVhdE17dXmQF9TadV2bqkAFdjQSSJYs4+Q5Et9IIjJF1q6d65p8WBVmsFqt6rZZdc1rr712OZ8+evTIWtvZmOd5iLRYNsx8//79tm2RMm3yxbImImPy1aq21ofAp6f3PvnkE+9bpYzWWdN0//N//j9N0w4Gg5cvz/f2sra1JyenIjG9e/c1RJxOp6PRRABt0zRZprYPAX388VNhhBRlYExVmbIsJTpSUtqZeW9vL3Ff63XdtFbotRCCD0zKhAjjyf5sNqubjpTp2lpEtsG7rq211jG4i/MX8sp4/fXXY4xXV1daodb6+urcZEqbsq5rk2dFUQjvLeBcuqf37t2bTqchhMlk8vLlS2PMer0uivL87PLevXuz2czZEBVMxvviuF2WA+ecIpMXg7Zts9xEbiNzbkofUGkdIhXlyAdcL1v2sRwNwDEFPH92NiqGpS6QsV02xpjKlFdnl1VVDYuB0UbOCq10aYpBMTjaOxQ33YODo+vr67ZtmdH7WNdNnueIqiwH0sNuW6uUYt4Y/8zny9FolGXgvS+Kylq7XjcpiSRGNib3PpZlube399lnn61WdZ7nzoWqqpqm1XrDALRdnRcmhNC0q8FgsFwuqqoSKCjnXvrM7Ysgav1qyBICEmmj87IAjOwRiJAh+oCI7IO0Mwixa1rX2WJvP/oQrQOA0AsrQwaxVVMMpclKkwUEj7EizjRhF7vF4p//1/915+4X7tx9uxgOg43/698+Oz4+/uY3v5mE2ZtRGQZmClbGMHwq4wkJSeyvQ4wOIAIG9mi0BtaAqDDDoCPj1cVquWyc5RgDQ/SxETNeRGCTRYoevUh7pFLMdJVmtKQElF5PslW01mraOI4kO5Pbcdu3iZ3+4B8Rgday6jf59USMyIibKfYUYLYtx/vs3OY1pE2MkYiTaWqMEUiJZ+nmjkgVu+XxSOxPAJAQEBlJq1xQ9PbybtJ9JQUgepECMqLgZEJErYkZpIxOdfDttIMdwxWldAhCvfI2Q5yc8yGELMtP7tzvGWDeRL2nAQ3nOkAgpZJaj1LC1c3MngSi7NJ9Pfy2cWLswyFpKIuyMcbgO5kwjH2RSPrncUvzMOoYo+QMISIz+dDL+qPdcIi+6mRzPbwl3DapKRsVaIjOu0C0IaJD5BCiMYYBSOkQAkRGQgZ0PiDrGKN3UWud5XnwAKzEijD4aDsn2exaMwOGyErFRJym+64VEqq2XTnXZZl20UWMShnng7MBgAjYKDJGxchEqFAZKmIXFZACAgfAHLUuqmGMkOVhONgErUFsL88/e+vNt5qmeXn2/OXzT621PpJSxvkmI4gEEaNnD8yKAVVAVrE1PigfKYDVxngfrTPeDzhkYKw21DApMtZyF8A5qxQrRd5ZqabmVwspV5yxYv3oXXP2cjUeDUbjcdu2mMFoOGrd2oZWGVrVndJDAAA10EWbVcr7RjfV6elpWeYRI3Jn21VmaqVXzteRozGFZR+pHAzHRIMi04qiVtBBx9iRjqxUx3HZdBmpgGidj95mpBEpaJMNRsVg0CJy8M479N4gKZMtnVsFM21qIlibfD+jnB2g+S/A9SFsdAHe+6fPXvzd339n3jhjNr4gJCNZG5KcjdZi+hciXJxPf/zjH/tglQBxiRsA5u3UrwJkBq2Nc+Hs5XmWZTLw9su//IvvfekLzKTEbBgpG5Ubjz5j1us1kcmyjMG3bZvluSLVNu1wMKzKqrxXCqhwzmml63Wd5/nx6cn+/r6M6GitBKswMweLqMvcXF9fJ3cpEUMmLkg+DSMJ4gKGruuCZ0ZoV3VZVUVReB+C85EhzzKxJRAOUzIYViFEmbcNsSqqGCIyt20rvByE6LqWkMajUWc3fQVJSOuPt21djGLKxpGKTco4qa1lFEeyE4wxs9msqirR+MkJJQblIQQxe9wmrgwEHY3HYxF3ibXdcrnMsuzi4mITVVdV3ntBWfJzY4zWOhEuyv8vELdtWzEb8N5bu8mqloPYObder7MsK4piOp3KKbm/fyiyRhExCgEiEeeCVNt1LTTjfD4fDAYJZE6nUzkOuq4LiAKriqJ4/vw5Il5fX9+/f186WIjYtp24U4i7ZurtTadTKQju379vMn1xcSGrJBGfQr4l28bL89l6uQSAO3fuyNLJ1cr1S4nTNM1oNBJnPKlxU+5CSn0VIz6Z2BT0IqyOLJHI8ISiEYrVey9KsMR6CUMiic8PHz789NNPpQQcj8f3798/Ozu7uLhwblVV1Xq9vrq62tvbk7yyRGCKPE9IpNFoJB2NwWDQNI2YeUguxePHj7334nMopJDgf9kGcmHi9S+GmTJ9JCWp6DFms9lisUhkrzQFxCVFmjUJjUgbWGpoiaKWfSv0nWj0E1qWXo90TFPGhjI6cAzeO+cUYF6VBqh11nvHWuVG8aXVIWaMUjLUnS8m42XTLTDmJ3s4KDrnMN74raWen7V2tVpJ0yRRhVK3iSlllmXT6fTevXsvXrx45513lM7m83nXdULppJ0vCJ+Zp9eXiCisaYzx+PhYcFHXdbPZ7Ojo6OLiIsuyX/3VX/3oo49k0eSZkvXZRKVpLTtcZEtN00g7QzZtUutJTeCcm0wmgqjLspT0xb29vfF4sliu6rqWT6uqSh5wOTHkwEEokq2/nPdy5XIrhYOSldmkum9/pdI/8fyyA1er1XK5THtbDh9gpFwJ0ZrmWpNsLMUeGmOET0ilfFKRaa3F7HcymQj9LjS1XJtUol3XHRwcVFX19ttve+9/8IMfCKMlSp7lcimfKc0RADg7OxsMBvv7+wIzpHdTFMXR0dFsNlsul9basiz39/el6Sb7QXZ4P8FMNJOCN9KmktaSSM23Tp5uo17ruqSnSCNYEhXzuRqznV+b8E/fJavADdiQvPLNhKdKsot+4ZhEqv0n2jkHCgDIe1aKY4Tlatl1IjZD52zXtXKdYqmaWKAdA4w+qbI1lBZ8JG7yLgYhAwMS2856YlAEvBFRK62Y0cewfTneTJorpSQRvc+J9dPwEq7b8FfA/bTxJMa7FUvLPVfMHY3oz4yHvfnLhPxqbEN/ZC5J+PoyqDRaeeMjektfKt+lHzPQtyFJGha+9WtngHBHrSNvh36cg6i0Um5TUrP3Iwf7o4aJQ0uEYV9/uKODleNCfmI/J73/vXYI2J8Vy550lWkdxDJtx99lh5STH/25kU4/iwe+HQPYl6cmTq+feJF8gNIGEKy787FJbL/zaSlJiPGVYey+1Vz6kCY08ochhLb1Wyu+sKVzOULkiDEGJCAiluJ8a5oqSYnAyD36CxG1zryPH3744aAa7O/vl2U5mUxOTr66Wn68Xq9HlWIOyECM4oQiqwJAQMABOEYGtJ2NqBgMQATkEFgxECprXdM4HxQZJdOaHDdU86AolVKr1SoHTjS7TBKRGDREToOm4gso6m6t0domBFeW9Nrd06qCCJ13vl7O5rO5URmBQcwJmEOG3BCx0kyKAThEP6gqRlZdi2LyaIwCFZxnH7TWOQG4yMwyL+RjRKVJKWEaATByTBbxRIrFe4cZCf4LoD4RhQOwzgtjTGCY7O2rYJkZefsIRUbE3GyGkSJEhk1aSJFXuVHWWoWkNGmto3cbdbXzznmltDEQ/IbJBYhVVVVV1bbNfDb99LOnq9UKQXed39vbu7i4WC6XStH+/vj1B69dXl4sF7WoFN54442Liwupv8WP+/XXX//pT39KCo+ODt977z1m/slPfiJDicaYhw8fTqfT58+fd123NxrfuXNH7M7FMf/tt99+8eLF+fk5AOzv79+5c+fly5fr9Xq2XORZ+YV3333y4UfX19eoaG9y8ODBg67rPnr6add14/H4tddeQ8T3339f7vo3v/nN5Vd4d+wAACAASURBVHL5/vvvI+Lh4eGd45PBoHry5PF8OtVa/fzPfyk35oc/+kFd1zGEX/ylX4oxfu9735N5s7fffjvLsp/+9KeLxUJrfffu3S996Us/+dd/ff78OTOfnp6+8847T548efz48eHh4VtvvXV0dPThhx9eXJzLlM5v/uZvPn78+Ic//KEx5ujo6Ld+67c++OCDf/mXf5Ey6/d+7/c++OCDx48fy0v913/913/yk59cXFyIwO/bv/etsiy/853vCDv0zW9+8/Hjxz/5yU+kb/f1r399NBr93d/9D6kGvvGNbxhjvvvd70od/41vfOPo6Oi73/3ufHYVY/zd3/3do6Ojv/iLv7i6ujo+Pv61X/u1t99++x//8R+fPHmitf7v//3bWut/+qd/urq6QsRvfetbWZZ997vfvbq6YuY//dM//eH3v//jH/94NpsR0de//vV33333b/7mb5bLJRH9zu/8TozxH/7hH5rOMvMv/uIvfvWrX/3Lv/zLq6srAPijP/ojrfVf/dVfSVX67W9/uyxL+c+yLP/4j//4448//tu//VvZD3/4h3+IBH/9138tWOLb3/62MebP//zPX7x4UVXVn/3Zn8l/Tq8uDw4O/uRP/mQwGMg7TyKnxW9QoLLY7tV13TSNSPtEU7fzOhSrlaZp9vf30zB96qr238dS/MnfT6nKIXgB+dLjEFdS0c4R0f3795Uyn3zyibw75/O52I32M8339/f39/fFkufy8lKeZWlYSA06m8329vaappGmQ5oNE+whnyDDn4lGlgi7ZL0oWF32THqRi/FJPxQkyYaFRk62b1ITJAPDJOlJ2jOp/mXFtNjAs0iVlUZyPrS+I6VIYWfb9cV6vwUj7XNUCNA4X5bl0rlloWF/FAqzXK/pbC6pCSmqZLlcCme7WCykHSBXJU4wVVXdv39/MBhMp9OTk5PFYlGW5WdPnwsMk2URqV7XdVdXV3Y7bbhcLler1Xg8FmvQR48effbZZ2+++ab8uMlkIprPTz/9VN52h4eH5+fnYjwjd1PyAGSd++LY1B0YDofy4EjB0TRNKrAEKGqtidRiuUqjjLPZTDjnpFLrui4zRr6y7ASBXkIpS+dFNrC0Y+S2CjqSHS4VoWCwNFAkUFkuWJj5rrPBx+l0Ks46CV2nuaAUgZDqvxS3IM+I1J3JfUFcQOQFkcZsUpiQ/Ny9vb35fC57chOWY4zs2xTykee5KJwBQLohjx49+uEPfyi2LiIuldM+TT1JqoG8UOSTEyktW12GA8VPKKWnVFV1fX29USV5LzgzSeslpkXiQ3o52p/j5iL4UGvtfdeviSWQahOVk7IcerV4fz5frjPbOGmxtVZnmtBwxIiAiHW9Xi7Z2rZpVh99fFblRo4yefWnKcG+NWVvqKzneIkiiQqRSQUQcBEDkspMZhC0DZ5jQkoYOVgf+4pNjtz/oUSwI87fqaQ3xTps0sMTv7eDiPpq/36mdgJsfeC0M+J1Q+XhjcKz77rZlx32k+gSsupLDeFVCLojj9wJu9uZGbvBe4DG6L5NwI4I83Njx9P2S1+/PwSVbDz7dtl9HJWwXD8DXRvDTLcNMF8J36Pdhd2ZuxPLuv6H7MQh/KxwhZ0/CluD4ttc7o0AbvNvE+reGuPArkFouvvpZS3PcmrXylGQTrBE1vXNbNJUsOyEtGPle90eOH81r6J/L17RrG6+I8fAwXnUpEhBDLHITWQmFhtKYIAYeBuJfGP3dXZ24b1v2prmhACTyf79+6/9+wcXbdMapYOPEIkFN8mmxyAQcONnz9A5G1hxJIQMIQKCIqNNxszeh8gAEQEibKc300paa7Mil7dSWEdR1K/X6zzPO2urcoCgENF5F5mJENhHtt6v85xO75zeP86t7ZrWZiaPsQCOl9ctQa6x8kAQMgXBaKcoEHoGjF4Am6d0KnpiRvA++hB9CBEwxMgQrUPjo9YRAnBASbRGCjF67xfrVdu2VaWQaOM78l/JzcV7JmisazpXZByasD2CtSJCja7t0BhvvbNeKaWzzGRqu32j995H1lGFEKIPzME5RwzeS/wkKKXzPF8s58ao7byQrsqqruunT582tR0Mxu+996Wnnz1zzs1mq6ZZfeHdn0Ok1XwlVfv4vfFqvnKtu764DiGUWXnn6M7H+cdn5y+vL66qvHrw4MFiuhAiaG9vb+/Le651q/lquVzeu3PvjTcePXv2bLWqLy+vyrL8lV85vLy8Xq3q9Xo9GIzu3DkVr471YoVDvHNycnlx1TTN2dk5B/ilX/ola+2Hn3y8WiyropyMxsYYDtG2HSLevXN6fHj06cefXF1daVKnJ3cO9w6exDidTjXReDi6e+f0pz/516t17b1//f59rfUH778vpv/h4cMv/PzPf/Thh/V6HUMoi+JL77138fLs2WdPQwjj4ejdd77grfvko4/buslN9vPvfWm1WH768ccAkGfZF7/wLjJ88G/vO+c0qUdvPFzOFxxi17TzEN94/cHF2XmzrhWS1vrundMXz55fnJ0rovFwdHx8LMqi1C8/OjoS0wvRdI1Go6IopCH92muvVVWV7Ob29vYePHgglaVQQDJIlmXZ1dWV1vr09FRa46LtPDk5Wa/XUlKLbamwhaKye+utt54+fTqfz2Uq5vDwUMLiqqq6c+dOKi5lEOXg4GAwGNR1zcwnJycp4lwqwqOjI2lFSwP78PBQ4IQU4geH+4LTtNavvfbaeDwWRajwkKenp4PBIDh7eHg4Ho9TbL2cPlLmCh0q5WmWZYlDS73Y1EBNZZyACqlcV6uVyOHkGyXvHLOtuXvD/ZwS7ay1Mjd4fX39ta997YMPPhBm++Tk9NmzZ+fn56LUTVcrtiLCvkp9I61ECQ8QUkLueyJyE2skFy8UqBB6QmsIrSdoUIpgeTmVZXl8fPzs2bM0gCd1pCyXkHjT6bRtW1nSxDVJsStIWHxT5R6lQRSBH/1cqRijt0FprYwOIUSMWqkYoG2biMDMishqo4xmQgyeFdjIxAxZxq5drWq/jMt6/aCo+m3X5HeSXn4pxSRRgmVZlmUpPkZE9OTJkxBBCnqprVOuoNTi8/ncu04ptbe3JxT32dlZXdez2Ww0GqXkd+fc06dPpbHSNE3fSkfWR4QJgkKl4ZX6BQKn5e0oU3zC4ct9lzslv4qilJueNAUJzKQb6l2X0JTcetlFAj+Wy+XW2ucmnli2dNJopPlMmd4UnBO2w2aLxcJ7r0iLNajA4LquE7yRhyjG6NpWxKjJVlGEG2lKMzMZR3txcWGtFTulBMakMBIwX9f1Bx98IBcph9jN4PQ2uTEJnkXZLg+vdNxOTk7efffds7OzxWKR7FtTCqg8U3IUpCuXlZG3VfpSKRtd1uTg4EAGKfulueycJE9I9MjPGjHqxwPwDe1AO6bcwCxHtKxkErrvyPySpYf3XhnSKseoEZgIy7IsiojIi9X8Rz/6wTtvPXr48KEQfWkgvI91NyAhBKUUUbKo2dI44AFECsEhhBhkXh4kR0tkP0opQGbPAISYYgkoxkhAEZPjCGEv47tvjNlfsf4sXN8vrc8H9iFccr69naL+/2HswQzJejQ1HfqMzf9PaNatCPidL3J78i219vp+B30Scuc/+9JWwZ99V/b0/N42kulDtZ2khNv8WN9gUyklWsgkBbrNXfep13Qfdyb0bi9jnyHczkPCTkZfejrSP9xBiTvYknkXQ+78hR0as39JcsEpg1eObllzeaf3k/3UqxffZ5U3jgaBd27obQq9fwuIdvfAjQaVGTRoxIAhRrORhjPhxoxzewf5JsdlOKyOjk4Q8dnzp4vFkqNfzH2MkGcZb3W+wLSN0wKGAKi3jikSkaBi4BCCJgZCQAIgyW4JIURGJg4hEkRCEjtZefl2XRcXTEppraUmmezt9flhpZSP5K3nSKSA2XvXGkNHR+O7dw9VWNl21TWdycYZmao0BGuIDITEKgQEYmKL4IE9RI4cOtswACnSWsv0GihltNFKdT7EEA1qBnadpdxrJMvcta0CNsaQxn7C9uf2hv6zoT7sdzVQNJlESEpnRVZWjpVRGQAEpMgQJdBAZRGNygyjFqMwDNKSt0YprQ31epDSyUCEPM+V0l3nEEj0TnIihRBkv5ZlOR7tOTv13udZ/ujRo5cvX3Zdt1qt87w4Pj6OnXr8+HHXekJzsH9suwCsYojOxrIY3j29f3F+VTfN1cXsv331l9969HPz6aqua295NJh0jVNoNGXz+VzqJxmvksdsMpmIpcFyucyz3CiTmzy4sFgsIMLe3t56Xb8IL6+vr43SpjJFniPAerlaL1end09Pjo4//vjjyHExn4+Go8P9g/Vi6VvbrZuyKKpiMCgq71yzrPVdOtw7bFfNdHp9dnb2xhtvHB0dXV1dyaM+HA6Hw+H19bWoLp1zYhUgJY7Y5Ijk6ezsTEgVqexlkYuikPZwYnIEjYjbZFEU+dYbTabXpHQTvCFxwFL4isZJ6jxRMQkhsFgslFIXFxeHh4eiD5Q/EuHW1eVFWQ6MyRFVVQ0vLz8dDsfex65z+/uHSpkUzibiNxF2vv3226enp59++qlcm1xzlmV1XUvetMwZyijRw4cPq6paruvhcDgajZJ1h5SD+/v7w+FwOp2mo0Gkg9775XIpqDVpaYS+6GsqxADTGDOfz8XXXois/f19GZucTCar1Wq1Wkl9Kad8UkgKrJL5UqlxU1NWMJsI3sSPWDjG5FeZai/5RtPpNMn3BXdprQ8ODu7evTuZTORL3bt375//+Z+/8IUvXF9f13X9/vvvHxwcJOGo/FtR32mtJZzw+vpaTETlWJeCWB7APM8FB8rflwuTZRGyMb2Gk7BH3p1ShR8cHHjvhbcRfJhsAxLLNBwO5UaIIlFIy9FoJO+JJLEWRPEqUQAp43s7tu5ijIoUsSJAHyIr8sgWosrNQJvorO/s9TDLDFFk2wYFSJ7X17NBWYyoVAEV4Bjp5ORwq5T2ycJB1KdS0wvpKpW6LKzgmb29vcvLyzfeeOOzzz5D0nVdC4aXjSQrIwl4VVU9/exCZLcS53B4eLhare7cuTObzRBRngWl1OXlZaLRhN+TRRAELg+1EJ5pO8kAnrwOhRmTBZR/kmg3KQustYAkqycfLj7X8iHSkgCAGDb3IomU5BBI4F9ebIkUSrdJYKSgTTmsUnUiZ5T0I0SgkWU5oRJFccr/7VNGSZculyqnVmLOpSEl6E3awNJiSBrglCgtnyys2he/+EU5r5LySnof4tQigfUiHhHNuTz7FxcX3vv5fN6vUKWXIVs3tTmSQE4eInmgUsNFjhqBzU3TXFxcJC5UrIz7iTLStUksXN/b8/YveaYS96uU2WjqGDbnwBbTygZLGr8kiZRtJvtWvpG3alBVFBYAXlzMqqpgCIvFbL6YKv3mvfsPzs/PpU9UFEU6GfrF6JaSVTdoAQNAZPCIDBgIZR9uWNMQIMYQw66Xo0DZdEgKTmeIAgUT5nylQtK6b5WJcHPe9iME+nCir+28jetuZwDc9lDlbTG1A0H7AtEbw7At3t6Rj8YY8VZmw2016W0LyjTuvtmlW85Z+hFCpN+OKU/oSCypRdiS6Cn5fQJs24BNm5p9t/PK+4Rqn2HrB6/1IRwixt7npLbpTt6SJuwD1PQt0jMe4w1G7X+v28zhDk57BT4B7xCAchNf9d6kPnZN3ZPUXzN5lu6F9H1u5LvbC+P4CkJOTlevsL6v8re3zWCTTJeZQ9h6nEBq6CBw9D5sgB/rGBmgVYjyBCkmtZn2ZI4QQWhGHI+ruq6VIms7RCjL8vri/JOPXxC4PNPBt7jRdgJHgsiIEMkrNOKzFCPGQEi5UgxgIhMxex+tDQyegUOIPjhNGjFK9weREFSW5Vrrvb198Y09Pj4+uzj/t/f/bTQaa20A0DnXWas0RI7WWlQZx4gYEf3J4fj1+8fMq48++P66dow42js02V6uMwyLYKdGMYKJUWmsiWsIy+Ag6AIBfICNe1yIkQERNakMKSNlldJAGhQC+K09L8fovWdkZTRuzZSqqiJFJjNxA6P+z4O//8NcH96cXwD0v5l701jb0rNM7Hu/YY17OuMd605VnsquRh23p7LBYBzSblwWjaMIKRCRXyhSGpAQiuAfP/kTEeUnCokiZGJFSRu3O8iksc0MjemioO0quybfe+tOZ9zzGr4pP56937PuPrcKK0okH1nWqXPP3mfttb71rfd9n0lGQUmaXbz8lEh7tlq1RnoVmiC0VCEECNtms9nJ0UNfI7ddE4mqqge9vvc2BmEyRDiELE3a1oYQjDZSwl6ytZ4f9lEp1SsHWTZpmjZL9XA4ms0Wd+/exSDBWX/hwoX5saOotdbRyyLrS3GMb7RMo5ejwU4MpFWyXFRNbbe3do1O0iR4F0SURd5LTBbDYhVBK8QGZMEdAm55rD/no1ZaSi0E9Xv9xbJqW1sURZmXwQXb2jRJh/1hlma7O7vT6XRruBVjzNLs2lPXxqdjSdJoY5RWUie5ybM8z4pBrz8pezGsHmCj0YghL1gvfO9732PqIEeZgRaFyhITEaiMMEJGqYryETsyJEagcuEbVGmokLhO4ucoTggeM8AoeG49HA6h5UM1DKIX60m4wlNKwUYCskPAGriX+v0+BwOAKwhDPwCG6DxhKrizs4OWD2UESiKm2EE8U+b5fD4XIeRp2i/LO01TFAXKCorRW0tS4h3QyaBQhqcFGFMnJyfXb1xL03Q8HmPrBPphjKmWS/TAXPWiA8/zHErI3d1dtC5pmoLTxY9PaB3ZsRPkyaZpoH4EIRboFob9wHg52AeYCXpRNGxFUWitm6Z2ztZ1/fDhQ9BHrbV37tx517ve9dWvfvXGjRshBK0T1MF5nh8fH+/u7tZ1jUXFdimQ/EHqiRqRJ5F4T3wQtC5YBuzbhgKUSXqoHXkW0E1WxO/gfGJloso/ODjA593a2prP51Bb4bKylQuWNF9oPiqsBDZyxCjaWutd24RgQ5CJSdPESrFYzL2gQsqRMvdUGw3J2nlbySidF1IQKaManzhKg0ya+FZ4C0Mfls5iHfZ6PYjfEF2IxQCM+saNG5C6AStu23ZrezCfz5955pmDg4ODgwM0A7hVl8slNH74RLhJHz58aK2dTCYgJUJ7hrM0mUz29vaQBbK3t3d0dHR6egrR2mAw4OIep5c7N5wodGUQtqFW45EQqyLXXYHq9/sIUwG/lzPcpJTHRwfc2LBEE8o0DnrGUmGrSeZNsTL5+PgYIeyLxQIXEXRf5j9LKbXSOOz5fG6MAa+SSbwhhCwx6CpR90OsyzAy6qTEGLZOxTgGUwP88mw26w9K8DbB6sem1EV1AADixF6+fBlZi0mSYPIFXJHlqczRwhnr9/t3794FYsnTaCYwo4wDfxibDD4vTjX2AcYYcQ67KlPuSVCvwyLyiV8rvaUSUuI2XOvrnIfeKcnzbugOso9x+zMEhIsL7J2IbCMoT0RUcVWqytHWMM/T2XK5vb1tTALTV7TNeF7gDXG0K/xh1bTIdaCWO0uQi857v/LYCHJd0QprbfBibcSCLuix4GzgeytoIlCkINSTiXwMVoMPhiNkp5xuN9VtwHjC1Y017zISN4iIDLDEGIkEdRqMJ75kQ3uG/f+xNolIrA+GL1AX+uuaxHRRPv45FIa8t7NJdbdl6raaeP9ueDoPm7AeWHbONNFOPqHonrcuvLluaVbnQZ7LvTg784+DV+xn/lgqiQhdcSP3hB2wS74dIbZ7p2xI4zZh2EiP2VzgJ5GQlSciAZHuQpHsIcSxFlCiMqe6m9/Ap9db1+0twVbAZcIqRTz1RhPYZd6ujDqlVDppW21ts541s+KRhIhureYl8jLIGFsppQlaqSC0FkrlJl3HRMPjUoBLcuFC/v73v388Hj9466GmcHo6TVQilRNBwFNIRCSEgFyKYE4VI4moQiDrHClNZJyLjW2EEmmmY1BKG62jD04piitdnohReB+hAtva2rbOCaKdnV2p9Usv/b13wTlPJJ3zVVUlqQoyhBCMEjF4JSlL1GDYG/TMm2++fnm/qOo2CCW1sH7uhYrxNIaGxENJUhFJKSj66GfByxhJKr1uVmMIQQnSSqtIbdM665RUmkRovY9RaiOEqJraCooksLlFIQJuRq2kU6SkIML//wBjfV1KAHYc7z3pICjvDZZeqqJYKSjWmb/L+SKEldtEI4TJC92KEByiFpNBkiVpCIkQQauzRzJj63ghbrP5Yq61ruvKmJSI+v0h7oGmaZVS29u7jx49XEViSJPmWSQxmU19DIlJSEkfw2Q27Q36aZ4FEbO8iELkRU+QqupWKtPaRVlmSieCGqmMNulyUStp0iRPTNY2rtfriSjzrCzyXgy0XNRpkvZ6vclkEoJIkkQqDeu5W7eeOTw6xDAsz3NUVyggBoMB0m8nk8mNGzf6/f50MgENMknSIi+VUoNe/+LFi8tllaY5XDSqxTJL0tQkiTa2aUWIWqoiy1OTCCFmk+nu9s6dJC2zfDabCR9s3eRJuj0cTadT31rXtKk2idJOtKk209OxEjQoe9V80SwrWzdGqlSberFUUk5Px728SLXxrU2ULrM8T9JgnZTSWYsOoSzLg4MDdpEpyxLo0MnJydbWFlpixgdgaIGalf1LGCMaDAYPHjxYeS2GAO4WVgL+FXslJD17e3uobKqqkplgyhOojJASMY8IaAPKSnCrgALNZrNLly6t3MnW4AzeBDUuRB3AuJiX2O/3EUqOXCxjjE9TROoxsAApM8ii2Go5qn44HOJ4jo6O8OQDipXnOT4pP2uXyyVqa+B4sNVBR8Q9D9RBh4eH8JYAQrsmZYn5fD4ej+F02rbte97znvl8Dlmpcw65KrizAHhiilGW5Ww2u379+oMHD1Doo3kAsgpeH5p5/EUAzuhmueDG7x8fHyMWAhImjBLQ1ePlYCTmec50QSnlZDJBfQw3TjzL8dnruuYiHn+CJx2YMuD8nJ6eDodDju6BLY33niQJQVppkjFITUqZNCmMSqqG5kvybU9R4lrTRmU9ReW8sCJEYzALdS7cuH79DfsgyzJgX/CVZZ4zPhrOJzDMvb29w8PDhw8fgldc1/XR0RFG40mSXL9+/fbt2zx5wawBwG9TL+fzOVC+e/fujcdjYEqcyQZbkSRJ9vb2Tk9Pb9269ejRo9PTU2vtzs7O4eEh2mMMUKC9RAUDlxFmxuKcI4iP6zmMk0CvYCOi09PTtm37/X6SJOhm0XhsbW0tFzNwqtlMMoQwnU6Pj4+Lotje3oaIEW8I5WdXMAP0MsuylWGm1o8ePYJGDnMTHGQIQRqJP7q9vY0DRsOGqRY+FN4ZvjjoptAbY/SATtJ7P51OeYiAlcOFOzvEgk8LFfc62yNHYxxjBOcCOxtn/s5mM3TdGAPxY4tNs7jgg+dqXde9Xg9rGx047hf0uhgr4DZng3vcI8w1RffF3E5MCoAZOueeKOrza2urGOxiMYf/exfE4yAf7Lrj8VhI6vaWrIfkxr6qKq18jNroxDY48rKul03TxChw3uA8hDWAApcBkLMEiJVz40rQq7UBytfaJkavtQxBeO9JrJjtVdW64EmsxpEiROccCRmDUFKH6EMQxnA8r4fsipHhbr7UhvePkhJ9Aj7sEz1yNpqiLvDCdjXdHox9RDYgrA36X7czYf1V95dZGrcRPce9zUbX571XSnYxOo6iYQevGEXrW3yPy4r5Dq4yNmoIHLhbY8E547Tse9fNN+MpDwv5uv5AG3cfEcXohdDcgHW9Zzay1Dfwt420w+DPur6uRrELj280591vzhu9bFh0dnMFuzkxG1ekK8bjZg8bMmY9zPDkewpsHTxq8fBi+L17JCBlYK/APYinHpNrcIm53SWisDY+Bb1/raiPa/Bz9UHatl16b5TSWhljjBZttKKNWSbSNHUu7O/v4+ELvgMeBFrLN998PYRgbVM3S+9aoUOidBCCAgoDKVXQzCcnGWNUKm1tlJS17VyqKCTVlY1CK1Jt4/Ii9SHyVQvBuaaRqUqMwRlAdYGgte9973utszs7O7PZtD+40rat0Yl1rTRJCM67mGW6bdt+WeZ5lqdiOZ/tbI/6UZUF4s5kpCSQbF154UK2rO1s7uraSRF7eRrsXKueiFYIubpBPSYpq1Xq1oZGvrXeWk8ClV/Uyjat856CJ62yLJchRrEKX2mt4ykG0Q821icwPYM/rlQkSSijkyxTRTBxdVZ8cEIEkiLPECQpWhslucWkWS6dc1qrRCljNMVVbgzW8Tr/10iprPVnkSbRMyauTUzTLEkqIaRznneZEIRzAeB1mmdZnldNbZ1LsjTNM22Mj4GUlEpJpYKIzvuqroWkoiyRK+W8t86FGPE/3IT8UGS4gzfQEIVKUpPm0ujW+8a5GAUpFSmSUq33xoc0y5M089631vkQQxR337rXtm1VNyGKqm6ms4VWqm5ahA5Zi01RplmWF4U2KUnN7sYoboCxoGGYz+f9fh+TeJwfdAWs4eG5Hb6BESKMAVGvMwSH3qPLgOcdGbvzxmwM78+WdKBswcuBX4syF0U/Crs0TSUpoxMSUkkdfPQuiEh4WhudKKmZecVkp26VwNmaPHVmkJP/7griMEaSTEyCOSEJimH1zcpUe01u5OIDsigmPaIQ5I27m3nKKi8hIjsQQkYIhw+QwdhoEacabg2AtiBixDkHRMCD57Ztb968eXx8DHAD/RLOM+dooTTHswH/Crs1JvU988wzQDKxGMbjMerCJEngC4J/xZkEaRACV1SWoFYC70U/hphN4E7sSoJyn4i2trYODw+VUltbWyi7WeuFQo1JpIvFYjQadafgTKOdz+e7u7tVVaGTx9XncTKWHBsq4KKg8Qb4CWooj1owNOlv9ckTRbG9tT1rmvmyEoZE0/S8387KXuOeqiolomwjBdkoOiLflsWBsDPhr/+TDzy1f+X2G2/umT00ANLXnQAAIABJREFUA2VZDgaD27dvG2MuX77M4X5MhwM8PhgMDg8PsR54rY7H4zRN/+Iv/gJTDEbY2JgEX0BQQa5GJAkXTHiQgyyX5zmIcxgoYEwAOAiuuVJKpJ6gBcKUAS19J+vWgRTA3mK4FmVRTmfzk5MTOHYeHR3t7u4CS8TAAtcCQCX2EObpXbhwoas9w4LEsmdOAd/j0MdiBoSeBNUMcyBjiOPxeGdnp9frgULJGTC4jzAJwhbBRvz9fh+lKg5PK4W+GjeaUmp/fx/Wr9xB5XnKw4t1MRSgMUY1jL8CQ5fFYsEjKrwnhiMcPwN6Au7f6XSKTy2lRN+OwgWoezc7GxsmtnpI2YGggguAroxRRBYj4XewltaqPCnEZq8i19xyorBW0nIkcYgxyrWlChtFSr3yyIGBDSsPcbZBdtAyWlsJ30oSxmhrV0aUFy/stY0r8l6WJ2xWzA8LRm9WT/lV83BGYicZiCLr+qTUsMv23se4ltSGuO5kiB9nqyQ6JWNc9TnnKZddwLmrzUMSMSNaXSHfE9+BWeXnO5ONtmQjDj6Es8DxdViR2ehquHXvtpfnETCWdmv9hGKP8XP2WdmgPoZ4phHgnr9rPIPxZTegb+NSsjy1i911nTO7J3wl1uo4kXAPFoLz4cyQs/ubb6eW3GCNrrG+x0ik58mQ9DZvcj7bnTvtbvTfugJc2/9ExF3gs0Sk4eFtQvBdZiafB/ac9OscuS4Quikc7dCez5us8j6wwcR+oqCX1k6wLGBBeKMQIsBPUyokY3gflApRKCUlKZJKRyGNNpPJdD5faL1aS9PphEg4Z+qmatu2WTTBNUTR+9aRldFLEYlIS6Fwi8ZIRosonROTcdU0suwPY7CtD0orpU2MigQpZbROfSvXekMvhCC5qrqTJPGCirx0zqGGJ1JEoaqqvCgQoiMEwaANeuB62WidnlTjarbc6ve1iiIKE1WIIQgfKQhZR0nvffdWiBSFcj76INpa1BVJqZQ2rfdRuBAVCS9IapJRCiWlJClEDDEI7DlGNdbGGKKWQqnKtk1dpUoKJZXUrXXO+/Fkap3Li8I6B2bBDyrDk+jxmyWK6IVUPohF1czrNqaZTCiQCD60tgUAqhQuoYrSOyHadU3jvZJJqlT0LtrYLJfL5XxBFJMkyVPd6/WNSbyLAcbN0ZOgznCFyrK3WCyllN4HIUjrpKtol1Kned56Z73XaUJKtc6RVobSIETjrEpMfzhUiZaJjpJMnvaGg9a7GKMTwVMMUpBRED1JqY1JlTIxkrVerFZkopTxMboYhJaktYguiDjYGpk8u3P77vHxyeHJSX80SrO8Pxh67wVJkipCXCRIkDRJmqSZ1NrH2HovpDJpQlqOJ+Pb9+4++9739YaDQOLw5PjdrVWCUm1c00opm2XVy4t+URqpbN1U84WRKktSb523zjZtoo1ROvqwnC/m01n0QQpq6rqqql5ZDvr94L0kiiHEEEgIBIoHKY3WWZrWVWW0tkrhkuNfvXO643CNKg1MRexEqPk6c7u4NgNcuUFgcMjEP5RTXUNwFCJcUqDMQhHD89S1qMNzDDo/TlAtoU9AH1vkRdu2SkoSFHwIeEr5gF2ThBCCOCB7leZc10hYRgeLghiTLTbO4o6UVUY4TqieMKuDayUKWSnlU089dXx8DJSGbWkuXLgAWik3593h9/HxMcr0nZ2dqqqQaQHZG/IYiqI4Pj5G/7CuGAJqTdYKwt0YHd1gMIBN42w229raYmAEBFRoNdETzudzQB9Xr1713l+9evXOnTuj0ejVV1+9cuUKt2H4HVwgUOO2t7cfPHgAEI9tPNCe4SCbpun3+9vb24g6ZFkjSyhZQ4sjREnNZRlaAiRwvPXWW9euXUNCBhpaoHC7u7vsaQYEeBlqclEKwnBBCEqTNCwXeaBLZTkQ9p/OliKE2IZozKk235X07eNHyf4o2cn+6//uX+0Mtqv5Yst5WKcMBoM333zzN37jN+BjiUwOrBP0S4hzgJqUzXW4OnzmmWe+853vcBHGcyUs5uVaVIMTm2UZ90gcRbhYLADiQTGIcQ86GayflX9JksAGCRhUv99vmgaBHEB3ARzhGvV6PbBMUWM1TTOdzgRJprNikeAGQQXWNI0k4pXP/CW8OQ4etxXOEjoWAJ7YPdDYADRDS8OVYjcKGR+n1+vt7OycnJxgygDclSGI+XLBdx8OCe0NBgddRROXwoCy4ZmEW3s+n7P1blVVBwcHwGzRmvb7fZg81XWNXhe6vm7VyG400+kU+Ryo9nAqer0eTG5YEMuIE0o3HB6mTt1Ck5kRWELcqHD7xw9HZjuHEM+L+1h9pGRc+7Xa8yxErVcoYtu2sRUs8+O2BJLU3d1diBgpOu/n5FyeSqWkjqrQRZIkzz33Q+9593N/9x/+VsrAwBoOj+0WuOuzztV1jYZztZ61kFJIKZRWgtYWiAGIWZRS+sC5cOu0clKYwQkhSEgktgvh1/6Kj9H82I4Cw44zEuM5hK3bnfI4o9s4bYi7zhICHjdZeSx/PIbwOF7HBBnuVZQyG2kT3b6LiOK6QecfPqH+07pLLl05pa8PEgYqVjlO4+iymvkhsmF2ytIydszq+ppyCw1ae+fjqPNg3ePnJJ5PaWcm8z/qbcODaZJio+vb6AxJ0Nu1fOcD4jeuHU8EvLfs4YmzFUJ0zm8Y7XSnBtw3cjMcYug6lG6Yjm50rfykYIvmLsDLrO8nQzUAeIWg9abN+Y34/xgElhPcb10IoW5CCKlJlFJWWtnK4MFCT4nEdDpZLpdKUdu2y+ViPDmdzWa5SUb9PIbai9pFlxjvvVdCEWkpoqQoRCRSQugQ4tHRZDr3ezZRJnXBhSiVTEkaQT5NeolOW4tURKeNJqI2uKZu6soh23B7e3swGGhjdGKI6MGjh8fHx1HEdYaNJ5UQoiqjaFu3XNosSSWZ46NTKbQPDRWrkLkgvZQhUohtDT9bL4WzQSrjlQqeYoxSJEJqH7wkAc9KEYSUkpSK8OOVUhkSJEXwXkRPQhgltIJpXAjBemedtc6ZJCHQIbVCi/SD7uFJ3PWtVr/QJtFJFpIsuKUkqQQZUlAZyyhIkJYySCX8apQjoliPSElLVVXNdDqLK/lvWLiFUlopzasZG5NYy7hjhNDOSCmDX0VtJkl2+fLluqmyLLfWBhkvPXW5HPSiElGJcti7dPVya1uttY1OJqoc9pIyCSE44Z3wWZnvpfvL5VKlmpwMMgaK3ocNs11+Lq7GwCQCkRdCSBWkb7x3bWPSdLSzk/V7Rb/XeC+UzPslEUmjTZ7qNOmPhvPFvPWuso1KTNHvtU0bYhBK5r1+UZZ1XU9nMx+D1KaxdllVeEzCYhGVIookJlpgws2oGgweEHd2fHyMirCu69OTE3YTQRvGKcz8oGLEjN3hWLdj1l9cpjD1CN+wtpAfiqB54KQBk0GMO+JctTZK6TTNrLXeB/ycSMbo2Q4EQpSN/JnuHo1j6zABwnKtuHv04BG8NIE24N3Y9xJmVuhhmHUGFKXLLsZJ7s6GmavTJdCjUeSlAqonjnx3d5eFi3hGomyFZAsACPtS8NMCpXNd1/fv32fVIo4EdTBqcRSXHdLmCo7TWr/66qtJkly9evXpp58ej8eo6be3t4UQH/7wh2ez2f7+/snJSb/fRy78F7/4RTS0V69enUwm169fv3XrFsqFd73rXXme/9iP/djf/M3foFNFITidTj/ykY90aWzXr1/XWr/44ovddDWc849+9KOcRYb4AQZAuualxpijo6M//dM/7c5cUdrifN68efPjH//4hQsXLl26hJfDqObg4OA73/nOm2++eefOHaCguDWcDtHZRJvp6bgWUffzEIJw3s0qW/vUqyuHj0QUsRXeZKbMD5N4Qfqj06Of+S//m1yJR/fuZiZZ2BBjPDk5gejx4x//+B/8wR+A7ov5BTAlngtwLkW3hjDGHB8fY7Ww/SNG6d36A+A20vxAOcY5BJUXDTbXlMjPxBUBfTFJkpOTE8B6EFMBo1v5N8aINc8czq4JJxIjqqqqqlqbhOEF59xoNMLNyNQD29Ygu8L9EtVknufweoEZCRoenkNjZTIAiN0M9y9LCtmRFW/ovE/T9N69e/fv34fRy6ohiZGXFqxNu7sBSAfA38AY7AaBLJdLYG5swdq27WDYw59mQgenazI5HJ+lLEu0ykygwC4Ki1F4XHGSB/xseHqFfpUFUVyr8QCLJwU8Zlqlj3rPDWqXvcZYAfuOIMngPMkzrtNZiIJ3lnd4KaUiCbrRmjUQ6rqez+ek5Gg04vwV7C07OzuIdsRWYJQwKiolUaCG4EmRc+Hhw8NeOeqXo1l9wM0SW7nyJswfJ0kSeHgCwwfWp7TQWkbhGMfgzs05J6LsZs2tC3TCE0QqdCCS89J5n+86Um5ARiF4nmxy3l2XIsj66i7OttEhnDdy3IipiOKsY+i6R3bJkIgZ5L2xq9ZbXX0paf08wjo53x1tpA6ygSq3dj4EBv+Z5NLteJnAz+ef43O75MknklfPm1h2DUK78RKAmsPj5+SdIb4NW5d38K3dDPF7G5PV82YzG//Z7dC6nKaui+lGt88/7FKCO2YtqutJw6Oux/BA8VgHzrvThqPsecvQ805OUqxx5nM6RiIpSSkZIxqzEF3w0nkia4SQXjrrXVMv5gtoQUMA3h6jCNqovb3d3d0d8kGGWoicqJbRkQjI2QvBRhFJKCVFG4KRyjtb1+HkuKqWB/sXL5g0iaSj1CJSYvIi7wkhvXdSSorknFVKhOBjFCGE4ON8Ob9z526SmOFoNNzaUkomSVoW5Ww+X8wXbdMWRUYUovBRRGOS6LXSymhjVJqocGn/4sNHb7iwECJQDCQCiUAyaq21VEQy+ChDDNEb4ZyUUqaCQuttiLjjBGFBhRi1CCSCJGm0EhSi1VnqBAUS0uh82NOK9LpWt9ZBDRpiZFg7CvED6+ZCjwtXhfA+EgWlpdJCqtY68i2hfLEuek9RpEUhpcxMooOopJoH8EO00pgi29lkEkLwwcv1jiyFq+vamEQpA9Gk1ipS7GzTqxtDSR2V5/DfJElBbyOi6WImjZKJmi3nGDQcT05ARwwUpVHzatE0tffeBS8kLerlyclJVVXz5UJppROjEu2XNUNY0LN1u74Yo5RaaROIhJaJSklK0irJ8ijHSZpKZbQ282pZt60QYjybWu+FkjpNclGqxAgpkzwbbm3XVa3TjJSKQlStbdpmPJst69p531oXxErEAr0cl0SMLbzwwgvYU37+53/+8uXLmKyjnovrwSo6BKU12jA4B6CYYIojnmSo5lEIsuYKuw8PfVkBws5yKHwxyOdRdNfKma1ftNbw3vU+KKWFIK0NkVzbiSO1cjWRYtbcBh2foZLuA5U3XxS4aZp+7GMfm0wm+/v7rLSJj8faSqk4q7prmAZMCSpBFKkbDedafAK88YxoinytboJt27ZwBQTBDBgdLgHeH90CIBrQ+nF4s9kMyAO8QHD+AeywBAv0Wm5l2Y8R/EbkWMJcFG1JmqZ3794djUbPP//8s88+u1wu0ScgXPvFF1/8y7/8S8i07t+//4u/+Isf+MAH8OZgck6n0y9/+cuHh4d7e3soap955plf/uVfhnsqukpU27/5m7/56quvcunTtu2HPvShX/mVX5lMJoDImMfIKBZoiqjgDw8Pv/zlL0NOyWUu0JKf+ZmfefbZZ+/fvz8YDMbjMeAsEF+feeaZmzdvvve97/3CF77we7/3e6enpxBwmlQaMspKSUoG751TSmZai6ZZTuqkGGbtWEulorFtaLXY1WaiRL5YyJOJODjejmmcVbWJ3KtMJpPnn3/+61//+joj0SMIBKo2yEHH4zHuFJ6qJEnSWn/37l0QZRmr6cpdcDawgNnEsiiKvb090LZxawMDxFYATBgas+FwyA63MUYkH4Bu6pyDVRLWKo6BSUccUIY6HibeXcgdFEf8GjqrsizrdSPHnS3ss3u9HnNKcaFxgfCbQNK6sABWPhynmO+Khk1rHaPY2d4FgzrLssVisbu7O5/P8QuwS1nWFe8S2DRAnoTzJ+77LCt4c8BorGtwug6yc0D1cT6h48UkCHcBoGbc14h2OOtA1q0awFUs2q2tLahucBhQtHYlUkw849FS17HjzNHBn7UiXBpygdjNY1zv5E/2CFj/Ob+GSdceLVIppdawggDVVgiRlwVo6nzPQlUL1d866MVLIwX6PSIp5WJRFT3lrH/r7oMs61kx5WgZNuDpdjJCiLV4idbx3FKQECIQibU8wXAB7VzTNt6LqKRZ94FgA3KvRURCklo/rENczZofy5943PlzPeuE78X69txA8Ljj6uoSOUJ9w2Czi85tNhgdXRDe8Dw/E/zbLtF0w/Ad2dlvlzjHriQbuCWGPjzcxJnpKhe6DEN0I+zO1W2E+HNtdHob4Rbne+Au+MnDdO99PPcRuEH6R3u/x9oecdaGPTG3/fvI1ThLhXmiDpCd7TYSTbpBlxs+ohvnZ2VGbXR38NENh+zg0o/1dX7tudLFjdlu6u3yAGLHN5b/HBieRFFKiiRICBlFiOyFpmjlNxsFUYyiyHM89733aZporafTsdII+ZRSSiNJRUmiNcrGKEO70IKcdSLCwJJgyERK1U2ldaaln05qrWd7l3aV0kSahMrzIsvyuvXOeqVUECFEFwJqQm2NIJLGwI+akiTd39/v9Xqvvf46l5FE0hhjEq2UFJa0NkEokslytiShvIuz6UJ4iuSFiFEEtdIaSh21DoaIRJBKRBuWbbN0gQwZ0loqEdwZOg35qIwxoBuXSkVhrTNpEqVSiYmKlDEyz7R1WmultA0hSRJJuuz3er1+XhT0/3lAO6vw/v+JhNCklKSVY1jrvJHKSJWQUiQVSUWkiLQgRVIKkgK2VZJZxeAL4YnbTaXEkw+UfaY9sBqVfbp4PopB7MnJycHBAWbJMOeAwIYdhEGLwjj59PT09PQUEVgYhHNoGIfCcZWPooStb89oeEr6uOJVmzTVCawjpDEmK3JldKQzMj1X7cBA+M6E6WLbtkLSaoofY1VVUiuYweDTdXUCGDaznONHf/RHEdvw6NGj73znO48ePYJ8aCNE1Xsv1+o7lD6MKvAIGRUeCkquQrpWwizU6Y6+cBVYT7wx5GPbN8YJObPrvB/aBpmh6yz6xKiiblgQ//+6blAs8OPwqw1TYykfyzJing/DEd1SjL+6rspEFILvZjFDscPunWwVyI/PwWCADGjvPfpkdt3onjrGVBldaZqmbVt4RaI8RRHPIC16SNS7gCkAknz729+eTqfL5RIkvZOTkxdffBEHORgMMNQ/Pj6+du0aPgJ4d1euXEG/mmXZm2++6b3/yle+cufOHRwwwOenn34a5oS4X0AUzLLswoULXaIdqnwYvaA5ZJiFB5wQOhpjIFJF48q2/jiw559//ubNm/C6hA0sggHBKcVS/+Y3v/mZz3zmF37hF4bDIUxBEIqgpCqKHnvDBO9t3Sxnc1+3gqyWUakghdPCp5Kkc8Mk+9//l//VTxZyvszDqqzHwc/n82vXrl26dAlJIbCU5ByCixcvXr16FWYtXPdwZYO7CX0a5jjdXaVrusD3C/vTABzuMv2gY0zTdDQa4c6aTCYxxn6/D4opUKYN9ilCGuq6RvJ7t4TlzYH3AawT6BVBWsbNhSatKAo2N8Z9PR6PsUohaYP2GOMMfGS2OALbmYdKHPXOrEUusrmtAosY7RnuAlYjd+NP8HPAa/BDYuETR/mx6SheDmMhNOfssYRAUSbQonNDSYQTy5sDpH1YsVj/ly9fxszi0qVLiF48Ojpi0jubQwLS5ylAt3rjQpxZnTwd6PYe+OvdQvCdw/pwfs7ocB34aH1lFEZ429vbu7u7WEi4W9Gynp6eHh4ecjplRJF9ZnERT05OnHP7Fy4opaazKYivXFszr2EjyZrHZBgWrErVcIZ/8kcA26ULqggSvHvjTHLk4Pkc8+5DhB922PPxwqTzla6/kKOT5znzrvnnXX3gRnIGfX9fXZ9MZjaexyE3+H7dqO53hsW6D+Lz7SsL8LpyXM7m6abPb8xzuz/h99n44sHEeaOUzWbsSZl+GyfnnZf3GQr6eOrD/4tgtK4nard77NYn55Wc3WM4n4R+PnPvfKW08WG7vStjgOdP6cbb/qPo6Eb4Z5chzM6u3H+uB0sRjBJObUWdgBp7/cs+BCeIwGZK0yTLkiRJiDjeHUUaORe0NkmSCSGWVR0jpiAY/hies7PklZfimRGx1mVZ8t44HA6LosjzDE8iROqdfSIh1756W23d3L9335i045YkpFBEFIMILvpWeBuDJSVNmhmlZVzXeOuFur7ia22nkCSlJEmRhJRSGq2MjjjVdLYP8G1VliWc51rb+uB/UBmeIYgoCFMcEkQqeheCDVL2CzUsgp3NHPVqF0LwQkqptaRYaznq9Y1Si2rZNI0LzqSJUTqK0LZta22aZ2vXdVJGxxBaI6WRTgpNXiuhlRLeemtd7YU3wfsolG3t1mg/McVisQyRqmWTFX0fjTKDyiaLxmhVTsb1ZDJvarG/t32vORIxjSEuF947TSJT1GsqN+iXeTo8OHhQZsWj8YOmqqSLi+nCL0NYRmGcdVWSSu8tUVwsZqgwyrLXNC0Rucb1s367aFOdv/vd7y7TchmWmTZaqRiia2rhS2dthnpUSqO1iLFXlovFosjz4L1tW8BQQgjXts650WCoYoitS0iezObbvYEOovXWRR9jSNPEWrucL7Q0irSrLDnpKi8sGSWNkk9duXz37t2dnZ3pdGqUdLYt86xazBUJSQqKU9s6EnIxX5KQiUlt67wLTd3GIJz1JGRTt4lJSUijE2d9DMK7IElJUmVZTiYTpptCt8b1ImwPIOQDjYqDqmCyv95rolLkvXWuTVPjXOu9L8s8BFdVC/yEWxe0mgAnwdkDB0mZrHVRSF01i+3dvSDEoq6k0d41UUbSVNv6QnnxdDJWRidZqhNjvUvz7ODo0KRJ62wQ0ceQZIn1NsvT2Zy888v5jEJoFotEyrptyzRlBA/mk102V6/Xm06nWVq2TdRKB08iqrqy3rumOUPtwI+COQrQBgj2qqpCBDPMMLtOnpgOzGYzVMbz+VxKCXImOxZw3ckqR+9Xur7j4xNr7XC4BdhB6+T+/Ye9Xq9tm/3dHSHE1//o3336Uz9W1QutYvBtDJFE+8zTT4lYaxXu37v3wz/8w6NhOZ/P62q2WCyyVB0dPviD/+vLRovdnaE2xtrWufDCC585PT1MU+V9E6Mbj49CCKen/n3ve/e//tf/B1oRIkEU3/e+90yn47at5/PV4F8bD3sb56213nk9n8+JpKAgper38xBapVbnbWdn5yd+4ic+/OEPr/PfTZJoIYSPblnP5kvQm5O6rst+ce/BvY989KNN237hC19YLJdZk06DD1K0QSaDbFCHxWLh0mJ24/px3Xy7aXf1/p7Tu4Fm1Pbq+kfvx3+aJf9zPnmj9H/+l1/71L/4l7frqq9EJMpy2TaLrVFvcnL4y//qv/2ffud3Xn75lUlrTZrAPAayLs7BQ3mKmwXhhIlRdbXQikiE+WwOpz4lBXIF8CpQBxnxg8YMy2l3dxdOs4CzMERAkjtMemB7i6EABIc8EEG3DPxQKdXr9aBcBeS1WCzwJ3Z2duq6ds6C/6wVheCb2qaJ1oqapsImcHpyBL0rDhIoE5A3bBHIFIUVENY/pm/OOXRWgEbxUIcVR9cWGD/BM5JFrTD9Ojk5YYcJxEsqTVLKEIOIHvlsSoosy+fzebWcA5JaVnPnnEkUGlGpRGtrH1ZJgEgXhNEo9pmdnR200JgDhhAQlY4+jenfzNBGKgNMa+Di45yDdhfEAZRKIKmiP2fqVzeGC7ObLpcBvGh0PnDQZbUV25Nip2V5s4CabT30RR3Ytq2zLjhP0RmjgnNhFaBHztsYhIixLMsYKHghonz61q3g9enpibdOk5kvJjvbw+VyuhbN5svF8vjkJFN571Yhc+laF2IMbTak4V56caj6l/b2H8g20w5ggrU2RgohShkEUVj5sIcQoxMueoKNZ5TKk0QhGEUgEVRaRLeiPtbNMgZZlKZ1XpCPUQpBJIySWZROSwXvB0VSBBusF0pIKbUUIQStdIxRqHUdJijGaJSOMoYQKAqKAqLBrkNG1xKz6y/C0lweTHRL9g0K6wb3MoQA0Uq3sO4mJcQYhVSRyIUgOyGB6ADwDZGMkeLKEm/1/bppIVBmtNEhBKU1jx1Xycnrw/P+sZhHcOO7zFJG+TB7wn+yVy3zhLt9abeB6WZj8KCEeeM8u3fOeR+JjIjRe8dNjVLKe+uD5fnm25mvnDVsHVhso8lfIfPxbOgQUPqrdXe3Nn6TgrqupBvJeHiuGaNWEXaPO9CcnQoRSNJZzDpA6RCiiEpLeM/6NZGHolgR1wUx85OU3oih76rEcUFXw0SkCkShpIwh0lq+KEkSkSAvFdByRWRCkDEqIaRzLaiGznvvvPO2O4WBf5JtW0+UEumUorSttdpoH4KUJGIk/C0iikJqvbR+MZFZMrp58+q3X/xrRbbIE9uEokiNkDHYou0tWlWkV9qeeOv+w5NJFRfh4fTeM++93t8O3i2kKGkRYySVkPdWKxGdkFJFp0IIUgWZtLmWXrQzp0Skf/6JHzdZPv6bbyaqGGbljauXlrPxfFE1LgjhVZq6phbCC7LFILHtQhiKSrjg17RF6WMMyNnQQSlHFKOIIXhbm+BSElYKq+LCSO1tGr3wQdgQBEVlKGtiWDrryRG5SLUx1vk8SbwUKRER1UJakiIKqYytmsWyiTHOFoumsfPpYn/3wjuoMX9QdH0cUkJKeVsrk+/s7Lz/fc/+w2u3A2UAdAJF5633flCUtqnr5dLbNk2Nlmp+OuPpoCZyzhmldWKkpMQkeZbFjKQgJUiEGIKPMao1oS5NUxf8smpJyJF4AAAgAElEQVTgde6Dq9umruter79YLpWSLgZUG0cnx4PBAAwcnq3i2QmZx/b21mQ8AV0qTVOJ3OEQlVIko3fOWdfUM4hzGN2CTIVZSXiu93q9S1euaK29X8muEE+EkqWqqtlstrOzg/k6Sjpw8NDuDofDtrHaSCVVnmbarB4DMUQlaBW1st5xsANy+JUxpm2nGMBjSgpS3/b2Nu+wHCGQJEkUAoN53sh4ps7CsA1CyAY3A5XZxv7OzhldBiZP/rrO4/xWYJGBoMXvwyAwNz94chhjoB1iThTvevgreZ5rY8BKCsHhbxHRSy+9VNf11atX2feS/eggeWpsu7+/jwl927aJNm3b4sGNT7S9vc2T+K4TGkpDljJycQb1Y5KAm+pQ1A4GAxwnnpFMIEEi33A4xGLgaSuGx/h0gFkQBA+sozsxgh8jemPs/hiDAXbDLQO5FHzqcQBVVc3n82984xs/+dnPEJG1LRrOW7dubW1todn42Z/9WRYDwBHxD//wDzmqHsFcP/mTP7m7u4ulyOlqaPKvXbsGj0T4iNR1PRqNTk9PAZhgdNe0U5yBsixjpKZp9vcvQFoJzwbgS977S5cu/dIv/dJwOHz99df7/X6WZVBYlWVpTIbfrOs6hBqWlUR0+/btT3ziE7PZ7Hd+53fSrT0fQpYXYARgKCicN0lS5MXD+/e/NZ28L9vaF3nWtlHTTNu6qp/uF984ffDv/uyPX/gvfm5Ye6HDsqmDdVqp5XEVY3zm1rt+7ud+7ld/9Ve1Tvy6Ig8hTCYTAGjQc+KOw42DqwZElOPmwZ5CpCEToRHGACNKdkTA9GR/f18IwVixMQaAG6jFuBYM3SA+AREmvJYQDcKFJucfoN9gRSsbV2L6UJYl4GUcM2JLuC5k4Rnf8sDiGIxlYxhQPNhFiUW57EaL5cHZld4H71byPNjGImSFZW9SSu8deyzh/uKcSR7Yg2SB1ovFdbhZcAawzvHy7e3tyWQCd3W8BEY4nMvCOw+TcvGG8MVFd5okyd27dznhEGcATwRcaBg7QZjKQyUcJ4O9GCJgb2RSLpuFclIl02eYNfA2jg4+xmi0ljLEGMteD+Onpm47Nvf+ypUrzz77rHPulZdfr+pFjCEvTF5k0+nU2iZJUiJZLetHj44ePnz4rlvXyl4iZbpwQQjyonWRWjuZzA8W1WRZnwYdiqLIs1wI0Vq/Sm5A/xfIBe+cs8ESge8TiNRj1LvHEKF4Ls7OC6E4+fy8jmvDRuWdHSDZ32Ij2fyJTJNuYvt5HVcXLzoPv3BQHv9rl8pOG2jaBqvz7KH8GADY7Q26D+IuVbjL31kzPANoZtyPcRnKRKGuHy+/D8eucrpdF2vCbYLdj99WdlSI3U/0RF+cJ4YWdqUW56/p+n3i+RduxGO8HQh2hqEJ4lP6DtLBJx5Md51ssLU3cDlnPVNtOdaYL8SGFLB7ZVG/8XbHBmYbCR+dg3kC0Npdw0qqqFa25GwNyt07KmeSwrnAJE+tcDyhMxaRzquiGPXLwjqdJMN6OT6Yz6UIdePaelH28lN7slxaIXpEI+d8XbdRueU0lP37l65+QJAP6xIUc5IYVp35ClSTsiiKMsmKXt+rtBztPHjwIMmLp566ur+z9Xd/8xdElJel87G2YNUJpVREbR+FWD044vftYbm+s+RKPuA8OeesDzohpVJbWY8SXUTngnMugiq4XFLdNPDuj6gb4b6zGn9kacYl5Q9619eZVkVtktb5pqouXLjw0itvCOWbytXVQgDllGI2OVVCuKaZjsePHj6aHh/FtgneEZEiGY1Ok7TfK4ejgbdusZjXdeVcoCAoRvKRQpREo+EwTdO6aU4nYyFEmqVJ1bRtu7e/3+v3lVLLetm0zXBrpNNEiFhVVdNURZH1+6UQQYhgjCqKzHtbFEVdL6fTqZRyMOg5Z0PwwdnpdEqCWtta26YmSRJjXSti6EYUYNiMxzYerjAwgM7HWjscjUxiYIX36NGj7e3ty5cvZ2khohRRxkBZWngXm9ra1o9Pp8PBVpYWb927e3JyfPHCBayxLE2VlD44o3UIvq6Xks6IMUqpGFvU7iiJnHNvvPEGqCb37t176623YHfRZYsxXBbXfQXXEygWu00g56t2qeT8VEMry3lEnV50pUzDsBkT6C5pjSmdsJGAfQL/kEN7WRrBRCb8K+OEXV4TzPqJxM7ODq3Z/8y29947Z/v93mDQjzFY2164sO+9L8vCe5ckpt/vqbrC3B2j9DRJ4AWPyrir/cAjGU8ytF7d42H6E3hlMQYpJTBvNpzgZzC+ATmQA21xHqqqGo1G/X4f9EWMLfAkgIE+K8RwZo6Ojth/IqxF+bw28HJ8NNYhPHz4MMuyfr//zW9+86c//1NrcxEHH/8f+ZEf+f3f/zef/vSnQV8ELDMYDIbD4de//nXInIwx1jkhxMc+9jGGX7pcEQSs37hx46WXXmJfOBDzEMWG0lauRskwy/W9Xv/w8NC2TkoFVt7BwUFR9KSUP/VTP9U0ze3bt8uyZJ3h2szDCyHa1ill0lSfnp5673u9nvfN0fHBJz7x8bfu3f2zb/z59s6OUDI1GmmiFGKa5x5xKVL+vbepiM8E1bOyyv00sVtZcbMWN1zyd4/u/w+/9T/+wn/+Xx2KpTFJWQzqupYy9sv+0elR2S8/+MEP/tmf/dnFixerusayB4qF7gtsUsZhAIm/5z3vefPNN+E7OhwOkby3tbWFXqiTo7VS4LBjE2ixk8nk8PCQ5+4wYm2aBpOmbmUwnU4BGmMUxYpfnt9j30CvgoUNpAj3MqyeoETF5KhpGiSqs18US0QwDeEbH8MFtn1n/jP+s+tCDstKJu9xfxtCwD955+FHivYVa5KlyNhbrAsMtmAP6XrxM00UqxGnESAkuJqolrC8QR7GKWUKLlO+QWTAwbdti7s4TVPMXzCaQfeIw2OlIlfJmDeBxLhYLOAOis4NgZ94T0496bprdtEVdINQ34FAywjwqq6lJ3R9qJyUUlJBGSidC0KsQrol0WQy2dvfvX7tuvfu3r23prNxUWRS6eVyjlltlhVK6WpZ17UNnhKTp5lcLKdCzIUQWlFRJm47E6a5ffflk+VUmpDpYdM03ocYhPWuaW0UwodApMT6cUBaEoVVeJZcaZlEFEBfhIgiUghRiCCiZKEHGx/C5mGNO4W1O5HkbLpuj/EkJtPZKLOrbdtgaZ6nHXaFdt12Ant+l+l3zjxDvF12X/fduhrObkfUsQmljfzx7oObFaFMzMZjgil5yHrsSgrPqoX1aAOQfred4FxlPoyuAWk3CJ4Bui5ntas62QjKe2Ijh6zzt4NENgxXhBBrqw3xRCTwiQTI7jlc70LUbZif+MIndoOP//AxhV6X8L+6Om5lEcR+4F2rTyY0nicA83uuc9XpvHfOY2kWiroaxfOc4Y1Eje7fwjqx1l68dKFtWx8CPD69UEL4AJSZ0JMr73UMoqpFjO6p6++/tL99fPzo1e+8bNta6sJa5dzEkYrBUFRpVg5Gw6pubKhHw8HOaEsIFzx1bXJ0ouuqAXwdggAGUM8WVV0LI3RTv/R3f5tmRZplu9uj0Wh0cPgoOJsmGRExcXiN7a+m9t8vvMaXMvKQJQgRpNJKKCGC906pJJJwwfsQIiljTABxY2lBHbDW1U1rjEH2TJpmIVRZlvUHfZbLPtF99wchueHcRmltkNIY9fDhw2987WtCpE09DzGSJJMlWWK01mWa3X7jjTtvvHl6dNhWtfStkpSYLDWJ1tJoQxRMouuqmk0n8/lcCNEIZ6RKkyQ3aWKMho9zCEmaFEWxbCBcqlywt27dijEKCQhbjLZG2hiTGKkJw1FY8IMPg2fqYDAAUJZlyZUrV7y3iA1Mk6Qsc2sb27Z5VmZZqrWqmyCkTLIsLfIoqaprG/xo0A8Hh0cnJ1rruG54YFxx4+aNvMiFEMfHx6hO8JAej8ewnfihH/qhGOOdO3dQxN+8eTNJktlkOj0d50nqvZOKxienb917a2swJCHg7IrJMc9y4JHAKXaTyeRrX/va888/bxL16quvvvLKK5cuXfroRz8qOuuba6O4lgwB+mMAilV8rCnqbmFd21Jwitjcma322A8dbK7uPI9zSFlDCMM9FlSw2V1Xi9xF9sBphGEGPhfvg1mWZVkKm4qiKD75yU/G6HE8o9HoxlM3QIyEL+Xly5eXyyXMCS5evHjr1q3j09PFYpGtW0qUlV194Gw2u9Tp+lC8ss5w9QG16hJ18NmllJnJUC4zvscFPZ7B8/kcXZD3fjQaAbE5PDxEqPpisYBlBd5wb2/PWjufz9moDds9gE1cFBBB8UQHtxB1LV6yMiXKUlz327dvP3jw4Nq1aycnx9a2QFc+/elPf/Wr//dnP/tZ+Mtj8ezs7Lz22mt37txhd8osy0aj0ZUrV7r57KxPg03Ohz70oVdeeQW9q9Z6Z2cHb7i3t5dl2fHx8WK5sNavHTLko0ePrly+6pw3xszni0uXrhweHsPk4+bNm/CkOTk5geH+dDrt9/tFUexd2MfpRSr63t4eDEXgMLRYzj/3uRf+/sX/iFlDqqSSUkvlnXOCyqIosvzg4OB4uPV6VPfa8E9E2ka7SF3eVk+58j8xvddC/D+/+L/9p+/50EvtnZdffvnXfu3XdJbIKJq6lSSrpvrs51747ne/O5lMTLKSECNLnSE+DqZDQ4UQAuxL+/v7MNRBbwa9EPA0NDzz+Xy5XG5vb8M/E8sGV2GxWEAGCaMp3Fb44JA8YWmxqQn0SKjDsELQt4ALivsRtzPbFGH6gNB5ziMpyxKvQg4Bhw7jhHfzr7EYAAUA6jTG4AjZxYfti7p6M05BwOZQN7VWpmvgztkw3GGCaMBnmz02AB1j82cTBXZsKori5OQE+4leO13hG3jSYFvA9IT3sW6uJm7qoijQVE8mk+eee46IXnvttfl8PhwOGV/FC2GWwxsaVsWFCxestScnJ6PRaGdnB5LgLr0Q1jiAzXkPwVpiT+Yu5r+S4T0pqJ3FWtoAK1D4ON0A7ocPHx08OoAFtEmy1tcUhE601quK3/s4mR4fHBzb1nsflZLO+TTLe6VJTZIlu3kvKuN9qPb2+62ve0nPOed8VFonSrUQ6fkgFeaYIkbhoudY8q6JtCAvpSAZjDBdo/yOMGnFX0VgWjcTgmHC81DMO6BJXHmfbxI2stHPS7C6kFEXh/k+J/rdRbVy0XibNnW9/jdbwSdQdUhx39iV05/3lnyikhAXAi/s+pdgmXEgeLcV6aYIMtiFQVi38zkPQm5AZETkXNhoxvhh+g7tlpTifOjC+cb7/Gu7/SrFs5XwxK6va9ZylgS4tt5dzYuD27Bl6gKwfHKY6dBtjDfM6vj3WeHGT5aunnADWO6cItpQGHapxV2njCea0GAZoBANIYi4Wp+ovSMR8k4EqbzsiRidtyfjea8sR1t6b+9W22pr7Xw6efjwYZKQNLquY9uIvNe7pNKT8ak9ehgaW0/nMqEsK40xbbsy2BORXRgUjEOTJOnt5qezqZKyyEw5HPaHo2efff9iOh2V6Yt/+++1lCYxrmEO5/rOClGByeX89yP1hAsUEUkpvAgh+uCcoEQpFSj4EK21WpoVWV0IqaQy2ocgnPcuBOflWr/N2y+AoqIohoMh5qpd5vAPHtZHIgoR1lIBzOmjEMH5u3fv9rYvHR+f9Pv93nDgm+bg9MRa+91XXk6kypN02Ctbo9tqIT0cI8EYDiGGuq5t08xmU2et0VppkkSKJK23p6Zp9i5cGA6HVdvM5/M0L/KyCCImSaJ0kqbpZDLLyuLpd7+rtQ4SrMuXL4NIubOzMxwOQwgXL14EJWk4HEJpk+nU2mY2m00mk7ap2Z0SBJh+UUrVYLLL1tu8laAiYUsAQEM8rYFCBqWJlrKtay1lkWVaykRr17YxRi2lIrJNkxgzGo36/TJNTLBuPp9Xy2UvL7yzOCQ0Zl0hOwfmoNR+7bXXPvaxj7XeS6NJqygpkGicDSSiJC9WLPaiKGhtFMnlOzYapl92iQHdkCtW83fhO35+dMXcXTkyOyisyAzOYevnhFBsW1x2bLAvuIJEncQCGzZkR52ntWJCWpqmRBHVlbV2NBrhd6bT6Xw+h8AGEia8w2DQH4/H2pgVXOYDW2admR2v9+Uuf/Wx21ibLiOI7VUhi+gK5bHAVjwB59CPAcpDxca5YezhwXasMBJkc5puJADQDy5bgfKxFSH+Ok5djBEJ6ZcuXTo4OPijP/qjz3/+80wObJpmb2/v5s2bOzs7PCTGXv/Vr35VSlmWJYp4Y8xTTz2VJMnp6SnXAayCQM/53HPPDQYDmCoppf76r/8abiKQIV28ePHa9UtAWmKMSZL+yZ/8yX//x7+F5qSu2zt37pycnOzu7j733HP4EwcHBzdv3kTi2dNPP62U+tKXvvT7X/7KYrF44YUXPvnJT25tbcHb0zlHFI1Rdb3c2tq6cuXKt17+dpZl0mggzCEE551zrrGtUkr1dw8Xy/sUn1NGOxGT2Oiw1bhLQu36uNjZ+tofffXlePR3f//S5z//+a2trRDiZDzOTW6MGfX6n/rUp/7tV74CywqWt4G5x07oPBHo9Xrwwun3+wB2xuMxxhl+lV7j2IsSzVi3SmCXf1iqYs9hPqFeq3e6HjO4H2ezGUBsHh4DbsISgtcLy1fw58D2hGsLDgzdJryvkFbHTjzYDwGjse0t15RsWss7GO8YUCcyqo83wTrnIQsJyW0S5hccF863Zxdp5K0Dtz8zsa21KFy6MAV+B30y+jRAglwYoaFFo8jdKWjh7PY0n89x0wFZBeMDL8SnQ2GHE4ImH2wRAIw45sVice/ePb7lUc/hikMxCNlkWZYcXMlLBaAfW2o9EevjJO7ONo4lGuLaolkSTafjyXjc7/eNMe3SJklSlitlslLKOS+EWiyqg0eH1iLLYfvihZ280IKWbRvns8lkEre2iqAkNAR11XoR0auRVOtFDv6YJuUwxichBcHHUa01iZEIcfOEQ+UBdIxxlS0mA62M9Dg/QD4ezPBki8sud24D2dsw6z9f7m98v5EntFGCvw0zcE1Ze5uo8RgjSXo7i45uD3Me53msASCJxw3bd3eb1bUbueyiTGzrvfH+DCSyQRpDUrimjDduMEs3aJkMUj35U5+FyD3Wl3b7wy4X6e0g3O5vft+h1GcfU4S4ke74DstgA8F74qXh48Q2uFFUcALWE5fo+X64e7o2WMfnZxDdLq7bRXfb2hDD+Wux8fLJfJEovU7tIsgO4Zi6Gr0EIaW0rhFCNNbXx8dlUdh+v+iNsizb2t7f3bvy8PDVpratrUlRlmulnU60dbX33rngqrpetNt7KW/gcChFzhanN23vXziejMtEE4ng7Hw6+YeXXnTO1cu5975XFMuqUlrFKMP6xEBFqaT4R0cAj9+SQYhApEmsHhaCQhDe++CDEyQq2zgMmyR3y0IppUV0rnFNG9f+hevibZ2VGkM3bvEHmOG5urIC8uIQQ/BBKdUverPZbKvXjzGcHhw0bbNczuu6HhZFsA25VoSoY0iyTFJ0zgYffLBRCmutiNE5SzFIEt67SNJDd143kuT+7u6HP/KRre3tKCnEKCQpJWez6eHRUdu2UYhbt55pfXtw8OjN731vuVx+8IP/LE2T09MTKP6Vkm3btG37xhtvOOcGg4FSt2az6e729tM3b4XgrWvms9OqqubzmRQiTZLlfDqbjL13o62RINHa9nR8KpUs016W5z6Epm22d3YQ5thYi4E65mFwEEWBvrW1hTp4Pp/neT4ajVAKoC1E8zmfzw8PD7y3Vy5fRH8bvEuM6ZW5924+m47HJ229HAyuoZREdTIajXBLwEwFjiCnsyOEv2VZVpYlHEpRZaZpCuwRWiNIvzjFrigKppZBJsRZAuvJrodjAUbm0P6heoA6CNIX5kmi8BVCDIdDdBRgoqK0Rc0HERTKSmxYEL+BJIkeFZQ23vggnmH6O/u8QckJZqm1tm1rfMayLBeLWZqmw2FfStHrFSG4LEu2t0f4RilqmubSlSuowJxzWikY7rFN4uXLl6GJQqkEoAmlLdxc0Efhr2M43TQ1EAycGdSIaKuY/gqyHB4AQCFQkOV5vrW1hVaZLebxbpPJBAxJVN5t225vbyPUAe9/ZjC1totM03Q6nfL4EFczuOi9f+utt5bL5Z//+Z9/6lOf6vVKDBdw+X78x38cZxJ/N8uyL37xi3/8x3/MVnXGmPl8/sEPfpDVUOhGQL/EKEQptbu7C9sPVAC/9Vu/hRkKKu9f//Vfv3xlr23t2jqc/u1X/uBb3/pWvz+IUVhrL1++srOze+nSpc997nOop4loPB5PJpO9vb3f/d3f/au/+qvXX39dqqQsy9/+7d/+0pe+9NM//S9/8rP/4uDgAD6RTdOUZRGCv/LU1Zf+4e+LooghapKuafHoApFPJ0aE3pEJ38rdh2K2NdenTVimMXXVP9t66j9UR22qv/Xtvz3dzfpF8crLL3/gueeIKEmTRbXoq35j7X/2mZ/4kz/5etU4/vhwNuKnMqthIWs8Pj5GujeTPLtaOPZAwv0FL1AQFnCecXXQQkD8hnuZm0yAxvP5HCcN+R+np6f4ZSBvHNY3Go3QvHXHLmCWov2w1oIVDA9DXL7BYHB6esrHzGUfP9uwM2DUwuZPHGrCAZW40bgbgXyX4woxuTAmybLViAe3ITiZQKcxOuHWjrtWtt1nwjNHhoDIevfuXeZ8QjDJketYqIvFgm0t0Iii4eyy4tE8c6ZZlmXf/e53sePxhAXbfteVF40xb6qPHj3CXGY6naInROUND0l0d7jrQbrGto8tiNkWIFngsr5dmUvrIk8pDfti21oM3fI0TxJjbWudxaf23vV6ZSSljXHO/8dv/YMx5vr1G2mS9gf9JMnqxnkXhKC7dw5v3XyqmseT8QHFIGWWpSOdFEEa62Oa9sgrLUSMwvnobeNDDD6SpNY6F1bSL1qVPnJdrKNpiSSjlCREgKMAAK4Yw1pz44WgKHyIgR35zk8nN1xMu8mrG9jLeaXZRhPIY4WuTP18u9h94YaD6NlUVNI7aMDOxwA8sbjfoIZyrNTZEIRWuiw+If8PdW8eY9l13omd7a5vq1d7d/VGsrk1RYmkSNpabFObLSWGJXss2wPYCJwElo1BkhlAjj1AEGOQADPJBMhgZoBBYmBgxAJGAeSRbEu2tVJyRMkSRUqkuEhcupu91/bqbXc9W/74vffV7VdFjQLEgE3bdLO7q+q+e8859/u+30ZWBfNp7OGslvA6MkGlYBXyTyIKK1G1m/iSmCVw3NbkYDxNVAXq+ujt3/TvBFhH7ai1ljN+mPt6OweSeLC382Nd07sVzVWzMWuCjQuz5sa3dQtY6NHlcbS9bMKbSLVeoOw22ypjDGeiCRU2I92bC6aJJTbjRuizNLu4Y1f1UcEOBliE0zp7m5XrUejVGMPjiEnBfYAoSWOsEG5uLMQ5514wzyvGtJAiSVVd+ctXLksp0yRN0zRQqtNpb548l2WVCifTSZlPSs98ELRObK4nSZhESWZ0WdV1XUdRzBhm4s5ZDAQZGaRNp9N77rmXSzXOy7KYnuyfWt/Y8N5bXUlmqrIKggDemHBsklJyz4UU3hlIl48Dexsfef7/rLVMMCG5c8w7x7gzVmvDHZfIgqkrZ72ToRLeO8+NtVIppYKQeSlUVdV6bpwBLXe73S6KsqqqbJrh3UFuW393sb7DSEHOBedCiOl4UhRFbUTCuPWOmTpRUqVpyPx4NPJGRyoU3jMhuGDWGW+dMRU6b60r7z1zs6JHoJ+utfYsVEEUBJiD7uzthlHUW+kzzmtdR0m0urby7LPf3dvbv+vuu5VSMpDXr1+ra80k94IrpS5fvlwUxdmzZ8GaA5MKRfbm5uZzz37v+tVrK8v9u86fk1KMR8PRaNhqtUIlM+/Lqqyr0inOhZBKWeeMtSoIsjxLkmR5ZUUFCrMEnefk4eE96/V6COw6zFKrq6rIQyX7va4SXFcl904wX2TTOAxMXeXTaRAqiXhM5uu6NrpO48QYvbe3u7e9453v9XpEiAKACVOBwWAAUiXu2Xgy4UIkaaqCwDOWF4VUqtVuB2FYD4cwoDt79ixqcQqR63Q6IKQBGkLQMHktoBYpyxI4DyQ9RJqF0wNAVPg9UKIA+EhFUQD5zPMcXR+ZEGBcDdiNGiro/eDYSfnscAGG4x8OoyRJRqMRgCOIYdBfkb8O2m8cZwgnwDGHQgroE67q1KlTeZbhxRYGwebmZp5n9DZaW1t748Y1fLlSqt/vN0VQvV6PMTaejHGj5oHvbu5ywVFYJ0myu7uLchYvRWQqUBQElG/GmMFgAK95UPsAhVGELtot4pc2+3OgNMDr8D4GFgp2JengwzBMux08r5WVlXe88yc+//nP/8qvfJSkQdbac+fOTiYTLKrJZJLn+Z/8yZ9AWKW1brfbsDN/4IEHSJEopXzuueeeeOIJtAcotYuieMtb3rK7u4v3AVpxPCAYRWpttNZF4ZVS1vjd3d1ut9frLXnvGRNJkpZl+eCDDxLUKYQYj8dnzpz59Kc//cd//MdhGC4tLTkvlVInTmxlWfanf/pnb3vorevr64PBHueec16WRbvdbnU7KgrRIyFFJlAKrXtltHNOlcJ0ui/zvRcn+btEnEqdC19Grj/OHpHhrSLbCxiLV06srL3w3e/+4oc/cvnqlbW1Ned8O0knB2PO+anTp5959vnNzc3hcAim5XQ6BUqG6QasO2ARCfuluq77/T4IrtgyqMaIK0uJfE0MrQkBkUksnjUMdQAKAfBZWlqCWyZMUBZaAhrJE2sAx+OJEyd2d3cxy8BPhMYPN5zmL2gLydQKl4H+Ew0YYwyUY3TgaA6bAj8sDBiTYLODwYi5GLln0YclKuOC7TjhWlT6YAXi+lEh4VKpBkLdAFctDOmUUhimYA7TgpgAACAASURBVH3ORiRzAx5Mx4i8TQ4HGJ8h2wBQKpw5MYrCfwLNhrUSuKNNwQxR74j3Tl0o1jzNE5tRh3AcxWrB90GPOvM5g7ztCMOTz4HBIAhgSFkWGtY1S932aDTKptNeryMkL6tCBdJY0+72iqJYXl5y3qetljZ6c/Nkq9XN8hecZ9pYIbizcmX5tHFZlvswUq1WS8jI8cB6IbhiXnrPrbXaGsaYdd4Y65xjXBhrhZCIfYoCNUcnOfPCO9gqkpaGcyYY885Zzx25LcIYfablY1AYHbb9pK1qgmDUs1GDtOChQkjyghXnAqlvgd+xoMpr6usWZGNzKxeBru+oKwwBQQtN4FFMD+LGoxnoTa4mpTc1k76bZMsmKNUkkjSz10lnRUozTBwWUsJJD3LEIIcviFQpYbJJI4KhK/V+zY+ggnkClnZHvXaa3p4wk1zojRdiA5t9IFnULFp93u5oQLdlgeK0gPWRue58zqIWWoum5am11jtGZHuiySzgq80V2MyXIh4WpR8t9K5N0jI/Dg5tcke54MLPvluzlW3e5xnI5VxtjNW2rkvrwkAJpZTwQjDmhXHWSsm99ypwQRjKpWS4P3BMj6cH3vtuv727M9a1sZYFoYrTSAZCChEna4zZ0WhsTB3EMbATgGZVVXl32MGCTr+zt3v67JksL09sro/G03NnTp7YOvXqq69Op+Ner3cju6EkCOHeOmuM4YwFQaSE1GVJlJk3g/s4n1EOBOeeWTwMIbnwfI5nY+N5zrn1bha9IIXkSiglhBRCRGGQxOl0mk3zXPGZvqzT6TDGJ5OrlIHZjHf+O6rrOzxE4ZRkHRdsY239rW95yyA325dem4xG48mYC8YY17rmznHnPKt1ra2xnnnLrDXGOsucZ8xJIZh3xjHOuJJCSlk5q8LIWxsGgdZ6f3//qaeeilvpidNbJ8+eDuOorrVzNs/zrVNbZ++8QwVBXhYnTmyura9HcRxFsdZam+qu83cYY5w3Qoh2J7Vu+ey509baaTZWSu3s3BruH2xubmxsrmIYVRYFd76qyigMQqXKslByxogIwzDPsjvvvHNtbW06nQ4Gg/vvv58obXfeeec9992HvgVFz4c//GEkaF27du3cHae2Tm0wxpaXl62rVlZ7Dz38lt3dXSFdUU5UwB54y307O7umruu6tkZPJ6OqyJ033jmra20qxmwzPBCtGgoX1F6YPdN7YoGl3QwAhVUp/ojoGRTTh66SRL1EzqTXD6mN6cijU4NOMYrPIp7VwtlKlPTmKxBN7IKEvUkTxY9r0tbJs2H2duecpomYl2utK+6FZFx4LnxZ5e1Oqk1lnRYy5sIz7riY7fD5mHHGW6ZTFXAH3UwSItLrjcafDR2jAHzqPANe0W63kWGwv79P+AMqbDR7TbUkZrFYdc1DHBYyKL6vXLkCO0FgR4S2UZyg1hpdNBpUUhqQF0UQBFmWPfvss88///wHP/hz7XYLfW8QqLrW+GuoRD/96U8je53K5Vu3bv3qr/0amnZqgD/72c8+8cQT6E+EEHledLu997znPV//+tdHoxFV82CgAZGeq0kZZyIIglarrVQYhpGUitgdZ8+eRbeGy4uiaDqdfuELX9jY2ID5JxcR57yuZ5GA/+pf/avf/d3fZczneR6EyjlXVsWJkydnCYGeOWejdltwHkcxk9xXlfM+ieMyNDeE+44t7hLtJd5mriwi351W96j4WqhespNrxobGXXvt4ne//e0HH35oOJ1KKadFJgJ5MBr8wkd+4TvPPAdM7+DgAB+NOHjE5kVrBOQNewGXjSxv9EXUxtOmwwanRUJAGbGjZ4wR54i0ib2AxoYG9lhUQO3QwzfTOPELIojCzRLHBVqRg4ODKIqKooDer9vtTqdTvIbRzhHART6iQNiwlvB3qK2lzUuONa1WC4sWiSZUyZHxjJQSpFZEpWG+hruKJD2I6Cgajj47sSSwfYqiIDtZIcRkMqFRBVDB1dXV69evTyYTfFvcdji1oI2HGxN0ufQRcHKur68jOhXjJ+CHIOsShRUPFMgkjdLhHEO5LITyNdNBiVhBVswk5QJWD6+aN7PxpM+itXYeGshwdXVV63p7e8daM+OyOh+GQRyHSRIJEa6t9c6eOf3Vr35NiuD0qbP4LFEUSulbbdywSBsfJ0srK4xLrpTw3AuhuBfOcW+FChiXwtV4I3gpmZBKG8O4CMLIM2+9a4yWUbDOpu/ce8aZ98zOmmTv2BwHu41o5+Z+Eq4hAONIX6YSGWPEhfK9Sd1fAF6aaNtC9PZCU3HUi2UBmjvCErytCG8CLG8m5PvRv0kS+ibSuGAJ0zTlb1zbbX9nIfYW8yOSadDYbqF5aOr0iLe2AC5heIrDjajOzXwL57wxton12dmkwDS/1bEB6wvJqHQZC433giTv6KM8mtdHkGPTd3ThShYUoc0m7WjX19z1pgEEkdv5gmfp0dBC6vFo9dIR4d/kH8lFk23bJNASIsq5OGo0elvX55113FrvvLfMO8bLstRSBsooJTnnXDruvZIhrHe5YIGQ58/fmef5YHAQxzHnTglZ2dJYLYQMIyGkMlrLUGhtp3lljelFSRAEo9H4zJmzUsq9vf260vPlxNM0XVlZwfB0abm/ttr/R7/zO/sHgz/9sz93zuu6nsV9hdJ55/08+pVxr7xzDrMwYKU/JuPXM8a5F1wwxuq6ZFwxrqy1jDuhmGFcO+ucU0zFURQEijHuvA+CII4SKRUXsrYWblvr6+uTyeTEiRNRFJ3YPLmysvK3Qe/8/xPru801eX7MMMeqstzb2X3xtSupr6s8j6TgSlZV6YzmzpmyNI55UzPrnOSWg7DPGXN4jNZ575y12nvhmXPGqTQ01tV1raRst9sPPPjg1ulTXgrnHBfCORsEQdJOP/Tz/zlj7OUf/HA0HrVa6SOPPt7v95988slK2zRN3/e+9/X7/R/84AeXL182xnzsYx/rdDoXL168du3as88++1u/9VsX7r1/OBy8+OJzB4MdJYWS3DPrrA1UKKWs6ypZ7pV1lZcFl2Jtc+M3/6v/UnD1rW996/TZMx//+Me11l/60pe/973nLly48ODb3lZV1Usvv/z6xde73e7Jkyfh3p5l2dlzpx566CFYvLz44ovGVv/Lv/ifrt24ub29/fTTT7/1bQ8wx595+lnOeRSF3W5HYALKuMKk03nBZ4b7xL8nCh9wM7JAIMfIZueGP8L0XQixt7eH74aWA+UCDf+oi6OEdBpfNYd/ZCiHFhSdD0orVK7Ui1KPSrbjTcEPZRBTll3z9dm0kGl6zNArCuNzTL5p8IbXFdAhb1UTdyW2CQkRBeeUz0tvLzKVAXGL0sbprlLKfFNBQVxHzgXIde1OSinzUH7iI+Oa4eEBqRuImsBL19bWVldXB4MBkAeQb4Eb4G/2ej0YmeR5DjAhyzJko0F9CjIY4QbE1EWTkEThaDS6cePG5ubmzs7O1tbWl7/85Y9+9JcHg0Gn06HUMrhKCiH++q//mkRWYC12u90PfehDeHZpmlpr4zj+/ve/f/Hixbvvvnt7e5uq516vd/LkSYAVKGcpAZlzrms7V554IST+18/HtLq2dWVOnTqFyh5FMPSBQEHPnTu3v78vuBKSa511u90kiV986fkvf/nLv/RLHx6PR8boOA61rqI4zosiDIJIBsx7QGnOWRmEHumjrbjMdl0U/yAsXvX8Qa0CE7GYZXnZ1eUDqYpUsF1Z6/OlOP33/8f/+T//i38ep7H1rCzLTtKqa721dfK9733vZz/72Yceegj8w/39fdD/lFLI0AN0vL29DWgLFizD4RA9IRYV+hbiVhEDB3gREEIAhlgwmA2jlyYbXtRSzW4B8DIRUJsuIOjB0BG1Wi0MkpaXl5eXl9Fi4aeg1u90OtPpFIpE0gOTuwlmXkRjhqb64OAA5EkpJeIoAEc3XyO4A2jbkEgBf6Zz584ppfb29p2dGeRS30gnEq6QNjV+E2gnuWiQ80G73cbJADYpUFBi4eIou/POO8+dOwdEDpQHbE8gpbjVdEB1Oh1sYehR19bWrl69Ct04Hl+v1xsMBjMpqTF4NNSdHvpseY8KG8+rORahQw/esJPJhGY3VOYC28eoq5lpflwRw6y1xtYqYEqpVrw0GAy8d60kYcwrJdrtdpFnaZqEYRgEMoxarXZve2/Q6S07LvaHB51ORwj99scfe/EHr7a6bSllqxNduXK501sKwlAIr60NI8G454JzJpiXoPZY42qjvfdujumpQKlAaa2t8SqU8+lyswQXnlnids58IDm7zRuTcc6ZEDOVX7Nvcc4vcN5okeA8RB/YrPsJRqZ33ALo1GwtqGI72hweTc2mUeZh+X6cToxIfVJKdpy3Z7PlmCf13eab0qwTjrqPHg1IkFLQX1xgSzaF/dT7EUObPLex5IjJiQkLIRjNgKgF9I8KjPmrn2MrgKnhvUd8gDYcCX4LSQbHmlJ675Ghd6zG78gN9E0C5G194GGeoW3Yw/oG8OUWPGAX3F8WIv6OZfPOu2lOp32Tpk7tdFMgelSnd3SnUxDi4Y+TnBBOKq6a+VvOecYX5wgLPwhvEGstrs86J7kwxlhjoigIgkByKefeJghtL20p+Hg0HgdB0G53Xn/9YitOBPdKMsas9pV1mguhrRNKec8cF46L6XR669atra1T3W6XMX4wGNZ1XVU1SrLhcIhU2DAMH//PHv3DP/x3Tz311KnTZzdPnLh1a6fT7UZRZBq5jkopwYOm5hYBNv/prm+GCnjOGSYqWmsutOeBtc55pziXMjrs5AXnQnAuQpSU3nc7nThNrWfgfBVFsb29XZZVFEVp0sI8lHOulPw72vXN1vfczYU5x7iw1nHOL1y4cO9bH33w7NbzL77w0ksv3bh1o8pz7q2pal3VSjDpZtprxz1z3jPLGLPOBUpKKb2znCvCNJx1xhju/erKyvnz55944okLb3ng6vbN5198gTEmAzUaj4fDIbhwURQKIYq6stZUVYWpIfzTNjc3X3nlFZAYlVLr6+s7Ozuj0SjP8/N3n9/a2uLMjYajsiy7ne5oOFgY+WBSju6oKIqLFy+urqyj/MLUajweoxaZW/DPZCc3btyAIVu/348DpctCax0p2e92uLPbt24xa7zRxXTS29ysKrO5uTkYDMqymOnrGKbUhwc3tT0LNnRaa84ltqLxznHmONPO4tdcSa6k8c54Z5kHJ/4wp3VOz6CDiZzcKMiB+kBqk6jDpH83Z1HU/9BxSfMqtHyk2GlG+dGfNmdghHjQaXjUt5qUTsSOoKSg5hCrqqper7eQbDN7GzX4EtCpGmOkFE3ranrVkTgBpRiV0UhdaozlWF1rapLJXx71JbXKnHMyliAUiO4hwE/q3KhYp/BJfE/kTPT7/Xa7TVaEaJNQ+GL14hbh4ss8A0tzMBiEkRqNRpcvX0aTFgQqy2ZQIXCbp556ajQabWxswCQpTdOiKN761rdCOIq1ZIz54Q9/qLX+9re/ff/990N1JqWCAPLkyZPXr19v+kGTnwQ9I/j4Nd3JnYVihwEsmmfQ2yAInnvuOeLjBUEAlWiSJO12e3d3e2tr65VXXknTtKoLm2t0m0JJ732ggiiMlJTMOt1I05JK5a6SXNx/971Xht+87t2DLg4qbyNfBSys6zWjbBiw2oZBWBhTFvlffO5zv/SrH5VSCSG0Nb3lfp4XH/rQh771rW8Nh8OlpSUAenhklItlrb116xYCx/FJyTCWchQbBdAsKRE4EromOKk0GUdUvGKP4F7hdKIXNnYTRRTAcaQZsYBWCsEDmAcRvoouvaoqNG/wmwXqNZ1Ou91u06wFKBwAYQykoKPD+Uk+dYe7b17TEIDQNGXJ8xzEVO88mVfRNeP7E8ptS41GizhyNHSn+gaPA/cZF0PJ0USUzfN8NBphNEZqFmxSbDGSFgN4x5cTPzYMw/vvv/+FF16ghzgej3FioC2nTnuhWkWnSiw4rB+wggHcgQlPcTtketzMhavnc24hxLHcJSpDgyAII6GUyvJca8v5nL7BENsYxHEcx2G73Y7S3srKWq2LRx99bG9/p9PpGlP3eq077zp37typXm9JCLG+JLlwzjsZKM69F9YxLxhcEARj3FnOvPAcxqdMSGGtFTKQSnIuvCMQRjSZRd4xLjGVgaxEzFz1mCMWFuOzCIQFY5X5Ocqod5ptOr8Y2LBgurjQCRzLVDzaiR01GmkK55o41WHYj+CsgT41W9NDK8gfifUthOU0yTiEDFN3cVS9tqBMo4aWuDn0zYmXSCmgcBvGP5AKk4IdNQwGrwsv3KOd5ELr0oCmXFOfyRlvYl9NeGSBW3tUhrfQ1C0AfW+WuNBEyVCo0K5fCPBo0ncX1Hecc8nksTatdIbbuQSR7jmRFDAQb0KpC3jjsT38AmG4Qd5lTeOr5vxidhBx5o8jDN9+0/hhUsrcrNs66xlznjMmBJOKB0AF8RwqXW+s9+4+f2+WZbdu3Vrq9oo8l1JIGTjnGAuE4oJLURnOlXVMBi5NW8aYLMv29/c7nU4rbdWVnodbMLyn+v3++fPnL1y4/5nvfOeF559/50++42A0rKqq2+08+Na3Xr16/dLlK1JwXImUUnAphPCW2Gfsx3FzoYnNfEbDEcXhucNhYq31gjMphOBi/viUkmEYegtXv7Df76+ub7Tb7bo2EIAoFeAVRjFgf3/y+jhnzgkZrK6ubmxs3Ngbf+ELn3/p5ZeuXL9mjPHeCiGMrpi33EtnjXPWcm5nUzTkQnLnHPNeCikEF4xzxkQYlkURBAFzDukLWZY9/fTTTom6roMoxOR7ZWXlhRe+X1Y1/nN/ePDUN77umQAxKQzDZ5555uWXX4bKYjwef/GLX4RhupRyc3PzS1/8krAsioOZtUZZ4Plaa7xnzLlAyGmeY9DrnDt16tSNGzeYRx1TfOITn/Dej8eTuq6fffbZV157rdvtaqOHwyFjLIijMAxBfnvpuRevXH0DYjwYKvybf/uvq6o6f/58nEQvvfziN7/x7YPBZPPE+iMPvy2NE7yvnXNSCLgGoS4i400wJQiIw04OgsAXh/MYMpqj844OaDQGzdhxst5C4UJTIsIBmkQpMg1vsmKaLFC8AEjSTWdl04+uOT6klK0mYV3NZVe4bBpsN9+a1AsJEWIVkScYSIbwnEThtba21pzDEQME5SkN772bWVMQ3QIjWepvaWYJ8j3mxEIeRiM2ddVzL4oAtSY57JPjIuh25MyOHzEej/EeJZS1SWoFrJEkSZZlGO1DIgwtEKl6yOodJjqc852dHaAiXorl5WXklQFxevnll2/evNntduHKOByOZ2R67//oj/4IGRjkMj8YDD74wQ/iRyCQOo7jv/qrv+r1ep/73Ofe//7342YClEiS5L777nvyySdRMeOB4oNTSD2Bq8aYIIhmT9wZQI4kVSKuLx4QjDqTJEmSeDwer66uDofDKIqmWTmdTkmohi7FWllVlTHaqyBO0+l4wgWfDyMdE/zqaOft993/3/6j3/knv//qpVt5VvkNHYzKoopl3/tuWTDnl9c7O8ODcKm9tbn5uT/788ff/c6Vjc26rsMgqKrKOrexsfHrv/7rn/jEJ2iLoYsjGBxrgAIA0AqStypOfyhXybmEorcBF1P6H0R6kFlCBUfZA+AINVnHdCxgM9LQkfIbcJ7gy/M8x09ZWVmh/YIZxNLSEmPszJkz+/v70HnC3B+KXwB6OB+wd/b39/f395Mkga8s6JR0T5qOAnj6xpj19fWVlZXt7e1ut6uU2t3djaJIcIkaA+ufFJ7Q7CVJMplMhGRkgYOZCNY/Jik4OdGvYqSCDU6WNjOLY87run799df39/fb7TaKV5Atm9otHD40GQTFejKZ4JLuu+8+wPIgiOI367rudDrWWnje4nikET4l6OAswsAFHS8OGdTZ+B0wAoiZj/cCSjE8Jpzzznkm2Jt5fnDO0AMXBUCGWgkexyHGgkEYRlEEh5i81K+9ejGKg42NE3t7e1VVra+v3nHHHcbYRx97JMvyOEq6Sa5krMK2kAET3LGKC8sVE8w775y32hjPZoAP40LB5RVdt3FecATtHqEWzR04bw9nZ34utWr4lC70bHOkjkspGXeHGjbnFwKvm4qsuXjh8EWz0GItqMWasq5jS/Cjv9ns+vxxtMPbQUXe7AYXSvCZ2mheay6YLtK3osOTPiMVmvOuZkaOpe/cdN6m2Mmm0AP/BqaHfUF0JFw8eKELrVRzv1NTertFJ5uP/2gaYpsfTSll6urNVnUTEF642gU/zwWG57Hh72RKd2y2O07vJnJ79OkwxjChWIAcm51b076lac1ybLgIBeQcNVpfmC9QnMMCtbjZcy5+rWecL/pJ0tKa4d6cC6EYMyiWpJSOeRqL11pzx4X1XHDvmfWecR6qWMl4Min29vYPDsZKKe5sEEjGWFFrpYQKI61tnMbWcFPpOG71l5ez6RCqh6IojJlG0YzeAtknY+y+C/dLIb75zW8WRfHwww9Pp9Net2udG0+LwWAwybOZpehsxOY9s6HknjGa0f94vdYC8smklNYh7F1y6bRxxs0GcEopISXzzDlrjHHGVlVd1/r02XPvete7wjB86aUfTCaT8+fvxovA6Nms8Fjfqb8jXZ/gjKnGsvdeMSksZwfj0Sf+/b+bZlkxneK1GrJZWRwL6QTj3niJu6yF9FIqzgRjzDGptVEyCMKIMa619p53FCuZqWrb6y1nVfX/fONbTz/3fBgGq+srDz/yVuWMYPzWYBhF0ef+7LNZlr37Z3660+kU08krL78UhuG9F+5fXl6+lRWf/+KXrbUPPvjA6upqVmZf+/rXtNYbG2tvf/vba1t+8a+/dOvmzl133fXeJ3466S4VjldOtNOWFVJby0KZ61IKK4xJlYq4v3Lz5mven14/0Q7Da9du7AfhcDjc3Npsd4J2u7u6siFlMBpOBnrYbrfvu/ce5814PN7ZudWKN6pcJWmoRKvd8rs7F0ejg+FwHKj4/Pl7xsPKVSxmkhU28EwXU8WcEH4yGUVJqh2P0qWsdHVeRFIpKdMkqYoKGVxCCK5kXpaprvOqjONEilCyoMqM9DHTUuc2kRGrtNBaOd1RLa94J15Kwo42YlraQrtUSSutCo3nmVClMRE6JdRD5B+DaX0QBEZrzpgUM/exGp54YVjDiYExo3UglbdOCamrOo2TKAitNowxU2slpDNWSM4Yr3UllQhCFUaBkNwzN80mZVUIeSgqICyoKZQCmuSZYdx6ZmtdFWUupJjbJAZBEDnHhFDe8arWzjIpgjCIjXZ1rZkXzjLOpHdcCRUoxee2ZlyK2hrLWWl1Yeooigz3RhsyykOXRaFhc5dRZ61mTCL8PUmjg4NBWRbOWinDKAqiKCrLmmaf6+vrnPPLly8joeHQXdM5FLKj0WiWGh9F1EMCu2vS/LAPkV8Jch1OEDTMaZoiSvuNN96AvggE0SRJplnJuWi1l7Q2URQORwf/67/83//l//bPiyrP8jGXTutyZaX/yU/+3zvbe+3WUjZFp5FOp6Otrc177z1fVZWpyk4c2SyTQfD1L3yxHQT5YPCNr3zll3/1V169dDFOWlrbMAzvvPPuKGwbLYIgDCPBPAvDGJOU2kykUsZ4FYRCyFbaY4wrpVZXVouimGbj/cHI83yaD+IoHY13ut0lFTDO/ebm+vb27pkzZ6bTqYpUu9edZIVxTqjAOLF58hSX0d7+ZKnfhU1RPhpIZjhjXMm94RDFXxSFVZGvr/R2d7ff+sD53/+DfxpG0T/7vX/2h7/3P361p+5lyd2ZWBoPjSh1WCqt/4sb299l5XdUeTnh5frq//XZJ/+H3/7H64pP9m501vmAZbt7137yHQ8/+91vXrt2XXA+Hk/TNC3LWte2s7zUX1rVWk+ySVEUUqooTrIsa7VagHxNVbGiwq9JUIp2Ai3KdDodDofw8kE/0+v10DPD54N6Jwje0DyTcSjWD7b2dDpF73369OmbN28WRYHmAdmS6BiVUnlRhmFUVtpYr4Koqo11zBgzGk873aU8z7O8NNoZ7aQI8qyUUhljBFfWWQUucZxYawARA0aDNq/f78NyZnt7GxeDnAnnHEIs0OqT4YT1DkAC7RTGWK+/VBSFULKsqyAKoyjKi0qpsK7rstJxHIdRUlVVq92Fs442TqqQcS6k6vb6RVFYa53zngmlgjiOp9NprXUYRWma7u7u9peXozjO8jwIw8l0ClZ2ksRlmS8tLVVVmefTKIqUEkWRAVO64447jDEvvfzy7t5eq9UKoyjL8yAIrHPdbjdttSaTSRhFZVnWWmPqAWFku902xmR5nrZaSinrHLp64IRQM4IaCpItcBVKX4T4EHLKXq8HpJex21EGzxifpR3URhvhvavDMJzmkzQJO2kouPa1aXfaq8v9S5dHZVlLEaatpcpW9XS8f3NSlP277z6vtbZOa22rqkrTWAimtQ6jJaWkkIxxzRgTXDinbCWcDDkLjDXaB8aYsnTWcqUkE1IpVZUgNkvJmOIKpCHOGTxOnLMwQJSCwLpGFeu4s0zMmLF8HlvnvYfrj2jGx3GxaDJ5NLuPSnallPeHEoCjQrIFl5dmGPpCPB0BZU0DzNt8IBvZ3PRVdi70moUHzDmvHC2R90JKMcc9GXPWHk7EEHEhBLNWO4fAGKNk0GxxhZBSMCkYY9wY46wV3AdhaIzhXIRhYIyB9wc06pyzMAzwdJqmxCDUYKIBX1/cPQpwIrST2gZrzZyIyzhnQaCcmxnwzMfBHmTdebg2YwwjG8X5THJMYo2jt/oQCbydgnSUy0d4VxNAo4ktvhX1VzR3O+rxczQMc7H4nkfpLKwWmsU3SaqNDD3fDJ45BDA9s66xhjnjgqGaEhLgHraQZ9w758BSDcIAJzxFcy2g4rMP4plzvsmrmiVMcM4Fl0Jyz8JZ5Yd3qWQ+WHBbqLSu6yyOq+hVogAAIABJREFUQ6kc885747m7dn2shGBexAHz3niljGPeM84C77k3PlJRVek4ULauJdNhpCqX+iA4e/6e06fOXr58eW9/aK1VKuRcS8W2t28++fm/SJKk212KktiamnMZpumNGzc63e6Nq5cGg0EYJcZaJXkYcOeZEMpzzoWq6qKqnReRdtLC58nj/zynAwHTJM8Uc8ob77RioRSi9N5x5hgXQcRVbK0OYyZKp7UOpVJSeQ+PIuucYYw5ZqZ59vS3n3rtlR9KpRwXnaW+86PdvT2tdRrFKhBKCW/d3xusz3vvHLOcTafT0XiUZTmb85ECqTBs03UN1FjBawiTG8e4mNE50jQ12pZlCSqI9344nICMhEIfhcLy8vLa2hqGoHlRSCmHw+Edd9zR7XY3NjauXLmysrLy+OOPp2m6s793+fLlbreLDHSaWP/ET/zE0tJSEMjxeJwkyS/+4i+uLK+Veb67u02WdyCrG68FF1LKKFZEMhwMBs650WgEJdWzzz5rrf2Hv/EP22F7f3//he+/bIy7794Hgji6sX3r0pXLSvGNjQ2p+P7+vjFajlhZFu1O0uv1/vIvPydlsLS0hLImy7I6L2BxQcYbIOnhvY7pF4XmgURBIhNglVJK4zQdfAuhtPPjj0nhiyKr6zIMAq0r5LZ7Y918PEq0qwV+/0JETHMORLgZvcCOBhA1hch0MjaHcM1YW2J7NsddxGuiH0GQIw3eFlJuceZSZh04J0SEI1YD9Dx0DeQ+T+S35oiOcNTmXFPM31vovuq60gY+Kykq1DzPlQqBd6FAR9sDsBFsLrJHo/cZRHp5nk+nU9hv0IeiZo80Ts3wsWalgiVEGk4sLe+Z0cYYUxSlMRp/dMhi1booCiEk+H6woETyuJTi4YcfUUpNJlPvfVlVnXY7H08QUb25ufn0s8985Jf/QafTkSpotUJjTCtFtlhpjBFCNezLjJRScMGYbUjMGRBLQnfnNE6tNaiJ9QMPPPCZz3zmzJlzeCN2++lgsF+WeRAEeZEZUz/22GOj0TAIZVVVURQw5kjrRXPuNE0Hg/1+v7ezsx2GwS//wkeEceN8ePf99/XWVqZX9+owNEp6qThXqYwMUxkPU84SFSRB2JHBrWvXdF1P8pJJPppMaqVDHmZZdueddz333PPL/VUi8nnvqwphRAZEytOnT3vvDw4OsOtJd4cGjCB9vO8R8ULB691uF30gmIorKyvQlRGb0VqLxBSS1lBWCklhwde9ceMGmVsQg+AwiYsxDFmAuGqtT548efXqVaC7VVWdOXNmd3unGX+HsQUWTKfTEUIcHAxUMLtUQrO998PhEAJR4NWgjMJ6F6uOEh2MMc55pQLapKgyURIRcxLMRsoop6FJnufEAiXD0oWKH7kyxMSuqgp7lqp2rBnoNAhqww4FRxc1ItR6XCiUemSyAsYsnmxRFGma4n4SdE/YCFEqsLWB2s2xO4fuHU8fT5CukPCK2400jhS7c+twwV2Wmbquu91uWUxrzrzT2XiSTcYwvAENAYcJgErn3K1bt5aWlrjgcKWK43h2/WyOJvFZsoKU0nvu55eEA3NBB9VUFlhrORfNNDM00pTbBm4nlb+zX+A7eLZQN8M8mWiWPwIXoitpvjRBRDpqed+8zwsVc5OdsUCmbVbzTf42F4Jx9mZ5APNf86MY4O1Q0mIAffODzH+iaQJKRPmmiBQhZ/JRAprIbKnBRTw0R8FKxoolF7Gm2KzpJ9f8ODOMc+4pirf2bQ/0COHzzXSPR+0lf3T8+ptRSZsx5Qvo2YJocOFDHftzj8kMPJK42KSGLtjJHJtA2AycaMJ0dJ+h7DjW4wf7Fzf56HdYILKy2VThNgnM0RjD5sNqdsv0E6XAz3XeO8Z9Q+PjvcOKb7QkHGGbHnU+jtY8z4ej4dkzZ9fX1weDQVGUKytrg8HeNJvEYSCV4JwXRT4aja5du7HU7/dXljmXt7a3q6qqas04A2klCEPn/Hx3zf5n7kjpf/wURzZTKc7YB7MP7hyYDAs+q0dJ3aiUeF1Xxha11sYWsF73M+4bF39/GJ5CSs6ZdUxrXVf1bEyFzsF775l1hgsJU2WHEATJjdOcS4Q+cC4EV0Egk6SdJKm1tshL5rz3vixr59zKysqprTMPvf3hCxfu3969tb1zw3ufxInr8DAI7jp/fjgccsZWV1eLorh69SrquRMbmwf7060Tm0kSa62F4EkY2VrrspAsFp6Zus7G43bSyvOpEhLmmVLKIAyiKHLWMsGCUDmnZ9BlGGK8in4AAv26rvMsr0zNHL/nnnvqygVxbDzr9ZameTaaDEUYxkncarU6nU6Shu12K4rVwcHAGDMeT0H1QQkl3KEMAKtkaWkJPuYoWUCLwvyM7KTmxn2HdHYhBPNzM0nGm+9XIcRSK9CVzcsRs1UUMF0WSnLvvNGec8l5wNhhghYVqfSmwSZpynJQUBIeRQ3VUd0OTnkgh7whkm7KD1CbglbR1BMSeYlq6KaYkNwRoZprBojhq1AsjkYjaH/xIwDThWEohQQgRgz+0WhEabZ0nBHhEzUuEVNJSGOtVWp2+FZ1JQQnQw7UNEHAMZLHWHRvbw/lKTzxcT14rGgdwzAEeQzaIXxSsqFHF7dgIdDkq5AqcjgcYhSHzzvLh/Hce4b0vziOtKkph6Npn4NvAkKg1tpZp5S8cOHCcDgs6yqKI5MZxtjXv/mNG7duxnE8LrLXLl3cOxgYa/Ky6nWXRqPR6srG448/9vWvP8WYI7uRGdeLMeswJxJq7l1Z1zrLsqqqMKEfjyZLS/3KVJzz6XTKGH/3T73zb/7mb15//bWlpb73fnSwF0jhTB3EYaTEnefOvv+9P/PGG5d77fZ0OnHMS86hAUb9ipIUKikEaa6s9N954cFpUdZ17lb6D/z0Oy599kuXJtmykkkQpWUVMx4KHwZBR4rUsqi0aRxNx6O//PM//9Vf+IXhaKKdLp3TeWaMeeSRRz71qU+VZTm7aY4JLtAkc87jNIZGi8xI8EyB+YRhmNUl9hE9X4BC1AwMh0NgZTD7gf8kvWz6/T5JZ/HECTfDdqCtBBPX8Xi8vLwMwieVbuiXOp1OWdVZliHzAKI+PAWQS7EOyRgTixB5MCBzBkHQW+pVVYmiH1sbJwB6XQggYadprYVqERUA9jWKAOw+YsOSOxSlvJCiFb5BaEVoprbgP0yBnwA/kY6IBpvC2Xu9Xp7n8FuDWBFJMHlRcOaxVbE3sywD85ZzjpASFcz6NKzn8XiMGD26VGx2UDFxmAOcJ9hBa63mBy8dyHgN4XHA6mbBUISeOwllj9aloGbUdW10aYyOoshYFgSBUnI8Gu/s7Ox6xzlfXlkOggA/ZTAYxHF8xx13DAb7SZJwzkbj4aVLl8JQra+vY1sFQQB0yEIo7a1zljFhnNa1L8uKidtMSui1cruFJhAMmhs6IYSQh9okCH1vq4lnkNCiDWaTrfdmydpHI9fe7NdHSXQ0JjsW8FlodRYcEY+9gIXv1lDIL15Gk2l5bLJ8s4FZyHBbyAshGyfAaNhxeEcTa5Q0F855rEO8QzEZoaFSE8siD5IFaxO84onStqBIbL70j3ZQtyU0HMdvPFZaefRBLPTGCwnsC1/V9C9oLtRjPTzf1AXDumMT/xZw42bt12zqiKt5NEDy6KUuZC000yaaDWTT+Y9+kLXWGmvMzHOhma5BIb0wPW7qYJvuCbMzluMZWW8sY16q+W1nBN4epgE0u1MheFXNEiClC86ePXv3+XvjOBkHk7rWe9u7ZVnN5vXWrqys2VbHGLOzs8cFr+s6y4rJdNrv98fjUafb7fV6O9t7RmsuGOBKpKszxw4z6d2Pi7ARpOzZof8NQ1vjvOBqoRhrPiAhBOPKcua9q7XWblrX2llnrbNh9ONfw98ZrM85L4S1zFrrGXhEKklnrhJFlldVpYTknHHBpFJxEDLBqroimjjgvjhOu92ukuF0OpXSTLOCcK3hcMi88IJ997vPdnrtU6dPIKYnCsPhwcEn/8N/+Nhv//bly5eRINfr9TY2N4UQ165dKyuzGi0XRbG9fevEiU0hxHe+83S324mi6IEHLlhrvv2tbw0PRmEYfuADH4gCGQQB8w6sBsYcY54JvtJfma1CKRHJnaZpu92Gf12RZUoESa99+dIbz3znOWPZO3/qp2QYX7+18+rFV9JWevbuu2vGVvrLf/M337xx8+odd557//vfE4eRdy6QCrlh3jlEGJMnOyoG5CbPJUCSuL8kdWtaVtJxQD6ZjLGm2MxaKySPVRXwKhJWiUoynUZq5Ky3jnMZBBHnkbVS8ln6Kp1EgJIWvDRpn4NoRNKXJvUCCxroAaXKgOhCsBL5QFAlhBF703oU3w2NHLw9ULKja8JBgDKUhpRED0MlR/JCTK/Jlw/aIbiVUNeNKTuKLfx0ukiU3U1RFkAYvDKF4LgbKpB5ntFLjjAByNyFEN1uF64MlMaGHQFvRkKltra2EAMAQz+C8lB/4yKhYqVROjlhkMoCvQT0hK1WC1K6uR0aq+vaORtFIbluKKWCMMQUH8ser4rxeJyk4Wg0Wl1dCYLAIiiWs9rZc3fe+fHf++9Pbm0xxvKq3D8Y1FqHQWS0Kct6Mh1/4AMf+NrX/rrb7aZpWlb5PEgNjfSh57ia/ROkaSqEkIpba2/evBXHCXrU6XTabnd2dnYef/zxq1evKiWyLFta7l++fLnX61X19GA4+L3f/3hZZmkaV3UZhGo8Hp88efKpr3+z3++3Wx1jZg5Gu7u7KyvLWldc+Le//e3TWzult8lSe38yevi9P/2nn/jEyKmVsJsm8TLzzmnpHGNBEiVtaRMnjPZR2vqz//ipu09t3XXPGaZkZYte0AqCII6T3/iN3/iTT316ebk7Ho8ZE2EQa62NsVjk3W53Z2cHWxjcAUArJO8mLAvESAqiVEotLy+Dizgej6uqAicTCRbAmgCpUR1AKB9BwVghMAuFkg1vdHSDyGmAqMxa5xlHtwOwa29vD7pK1H/j8dgZi44R641WGuC7brcbRkFVMVwqrhZ6VyjWiqJA4wfyAk48NLT0n3VdCyGnWX7u3Lk77rjj5s2bV69epYRokvg2JyNwEoYhLbY82RrjOCIv0OXlZaCLeDTgB+IbwtIWYfTY+0gNTZMYVS84t4AoAbzTJK6u6/39faQ4dLtdnGmTySQMw263OxgMwOMlEIxQPuzWOI7TJIENLwGe0Nai1CYT1wV794UUx6P/hFGUZdlkMllZ7uW5mUwmYdRtt9vT0XB7ezvP83aa5HkeJ0mWZVE4Lusqz8sgCKbTSVVVmyc2xuNRq9VKkjhNkyiKhGBRFHFT0Tgczn4wS3DOz+LX3KFBBTY5OSI2a1ApJUFZGB0z3jDxmqv1BEFeKLvFYRg3sD3O3zTNfKHjWgBP5k0XW9CrH4Xaji3cj5L9mkTEI1/o/O3+nwsdIKLqj20ID7/V3PK46Sba7EmaYsJmb9DszagJp33U1EbOr81TRiUFz1LbQL9o9jDQoTQT4YTgBPkuJA3QQ3mzOvgoQ3Ihi68Jo2HkfWyntDAhbfaKC4+ykffImljWj3DOPLoSnPNv1uYdjw02aKvNyU7zUpv+5zgH6GY2n/iCcQ6lfzVzPpqQ4ILFS9NKvblzm1LkphPeXAbmlRSMW+YZ555zJrhg3AsuOOeeM+ZnElI+82ES3nvJJWMsjiMh5Orq6srGWtJpo+qI46Sq4KPeGU9MEIRZPvHeHRwcbG5unjoVe848Y1Wl77//fqXUtes38GK1znrtueKMMSWFsQyZnk2i+I/Z8nk4St1+9xBwyIUXTDRvZhPx9vM214DkyJ3TzlvDmRCcSc7FjEnK+N+Xro/PHGBZkiTdTtdYOy2MDAJrjLHMcclmzp2Sey9lGCQtJYVnwvuKcy6E9I5Fccw8Gx6MacaQpul8FKqFlGVZXrp0KY4jLje1Xo2iiHE+GOzHcVxX9aWLF4Mw7LY7dNBEYRhFURp3qqLc3d3JJlO+ybyzJzY3wPgPlGqnrXar1U5aeZ7psgiDQMzRJ2NqGro04SP4YjvndnZ2hsPho48+OplMoiiSXO3t7O3t7T366E+2253KuvUTm731Fcdd0m5xKaqq2t3dzadTznmn09nd3XnkkUeuX7uJYTNjrCrLMsvR5pEh8sHBAZVHwJdQJuLCCPgiRYExRoSCXByaGXf4U8VFr6163a1XL75RTA4C4eMo8M4ZbaxhYRRKmXAeOVc1s6dwrJDvy0JAHxqbppcm1V5UZjU99JoIRhPNo0RddGh0Z6iZbEbKouklPAHfEG6rZEyK5ooxhvNwMslarQ7nEn1QnpdKhTgnrXOo+SgNGdImusLJZNJudaRQzHPvmK6NFMo75qznzHvHkLKKT3dwcDCdTqUUCL4DZ4wIYMA3gGAsLy9DvEfFAbLRaGjqvd/Z2QFWgyx4ooOSog+cQBoQEj65AKWSOzz1xkqpIAjnbzXvmQeG4L2jcx+YJIpdRA5m2Xhra2t5ecU5ZznznHW6XcH5xonNU6dPO+/CKKp0nZfl8vpaVZTCizhOnLPr6+vLy8szC1MhhfBSCsysORM+EDTFqKpqpjZxTjIppfzhD195+OG3Z1mWJGkQhKg5Hn30EaXkV7/21aqqLl58xXs/Hu2vra39g1/6yMmTGzs7t4IgyKZjKWUSh3EUvPTSS/iweZ7DdXB1dZVzliRJUWYPP/xwqJRQYcbdZDI8dfbUez7y4W//+V9c5I4xv6x46hS3JlJirCRvhb1eJwjCXLulXu8Tn/jjj//TfxImseJKOZXnuTH2fe9735e/9ORoNGKMaV1zJjFDRccVzyNo8TSpCUGGe54xMqTF00TCOw2GkBF3cHCQZRngRLAZsa4AyiGBALU16jMQKWFP0nQOWF1dxR5H1ig4BWmaGmOm06kKQvR72MudToegRQxNppNpGEVa6ziJ87zgggdBuLGxsb19644770iS5MaN6xhVYEdjd+P4wkbD8Bg59RgM0dyHVrKYh5GQAyqInXwe0Qn0nhiPzRkZ+ZoSbkYjJ9As8daARaq1DAen9zwIojwv0zQNw7iqqihKhJCBCqx1dV23Wm2yodLaxHFSVZUQCFdgcZx2Or2yLK31kGJKKZUK4zgJw1AIlabt+TTKcc44l7PehQsMQHBweS+c4/DMryqttXaOMybr2jrHwABnjBlr2RwWEPAIXSg2D5EHu7q6muUnqiqXUq6urnKRFPmkmh9NWJ/oh5VUjLF+f2kymQyHQ63ra9euJkmidd3ptJMkZsxZ67XW0lnOmffOOOOc02aG9VXa1ZXznslANh2/iBPYNMhp2iAfJrbdLgRYdG2ZDd2b1vziRxTlR/PTmjBFszlp9ga32d/f3qH9iMZvoZFYSHKHuIDd7gXSnKjOHXrlseHsCx+wqWo7auy5wNBrdn2U7URZC3iJU05vI9XN0obCOUY2VETqwZ6lO9xM5Z3nNCh6R9NWbZbITbLlsXajzYHyggzvtl7F/yjWZfOhNKnRR/1a3ox4+WZr7GjL2uzhj9q0vFmXS5UbsaUWeuOFpUsMrKaWsikxWNCvLjbJzTHJcTkW9HSakRJE2GnuX84cn2evIDqFCya4oLvVIFke5pIEgeJceu/Lssiy6brcbLc7daW73f6tG7c4F3Wth8OD73//uQcu3LfU7w2HA3iJSclqrT1nGB0CNugv96WUzDPrrBKCSyaEkJZjQIQsAfH/xTcT4Q04kaHZk8JJNORyVgEurKLbune0u84z763RThujjXfOJomf5ZT+PfLwZMw6JiRL03R5Zdlal9asruu9vb2qqjkXIgxDqRhjuta1NqrWMk6kCJk33jPPhXNO14bi42aOi8NxGIZRlERRghfFXXfd9d73vidOoxs3r04mEymCKAiFEOfOndvf2+/2enVVKS4YY7s7O61WK46iQASXLl3a2dnp9XpJFKRR9F//5m++5S0P7O/vf/KTnzR1+Wu/8stnT5/7xje+obW+euVKFMEVjSavnDG3v7+P9zr21XQ6Rf7SrVs7cRwPh8PJeHz27Ll20pJCbW6eMMYywaWSS52WCCWcxrrdbhiFxjnYCQohrl69ur93sL6+Dl8+OY90Q7OBlmlnZwdz7jRN9/b2ptMpQTGEv6H/Kcu6KIrJZNJb7VJieDNPb85M4HeePbFx8tTNm9fz8TBOOt4aJYU1tq51nAqp4iBMq7ygSJZmlAINexYOKcrfo14RtRRF3FDCBIiXxEE6SlsXQqDwBbmRnO6aM0VEF0AgB2tKXBgaKvqeeGps7tGCopDMV6CeooQchHdxzp21fu5dSWkBdV2zFmsmDaDiJKt64r2EYYBP55kEUKZ1DQZsmqZ1PbO1yLJsd3cXHxb3B3Ig/CegA9JUtFotpRQCQrCWAAQBUanrGiYu5AfQbP+aM1c808lkAsg0iuJZ6oDW1prVzkpRTGmqx+auBoCA4KMFy5iPfOQjSsmqqsI4LOep4toaFEqD4YFCgpMUaSsNhORMOscZdxcu3P+Vr3wlCJQKhBBSCA4mMhQ4zjntdFVVQkjEqqIliOP4ueee/9jHfmc4HEmpICeDf+lP/8xPve/977127doPfvBikiSPPfZYFEW7u7tvXL64srKSZVm30x0Oh3Ecv3H5jZ2dnZMnT0VhmucFDuIoirx3P/zhy//dP/5ver3e8GDY6y5PR4O1kxumrJ/53nMmSi7X+kaWh6aSzFtdrw32B7HcXWoZvsbS1HkZxoIZ+81vPPWO977LC1v7WkoZReHu7u7b3va2p59+RgihddEsF8BdROuC+0/uKc3hBSn0yIgVqxSmSgi0aHr8YOXEcYy+juZHNKyhARbODUB2URTdvHkTwTZ7e3v08u50OsaYutakvcGmA+UezFIpJQIJJ9NJXdcrKysqUJ6xsirLquz2elEcl1VVVhWGZcjow+EAHR2Ky4ODg1OnTvV6vel0eunSJbSyNCeiIgNI1xtvvIFVCg+YJner3W5jjEKsb4DbOzs7nU4HJrfkTIu5iXNuMBhQ7gU2IOWPgVUL2R68bY0x1oo8L+u6DsMI8YEbGxs3btzo9/thGE0mkzCMrGMIvcA5g58LESPUm8D5qWDCTSZOHUXaKKXCSFprjbVKqaquvfdBGNR1bZ0NwpAxJ+Y5otoYYmjPZ//+WFHG9vb29vb2iRPrgWJVVXFvgIffce701ctvTMcjIO1JFB0MhtM88yLe2trq95dG46EQYjIZpWnaaqVSHpo8x5LRjnbOgavpHDPGaG2FkORfTx+wqYSZ5+bVwPrmf+SPppMtRJiTHmmBs0euHkf7sWaKABXKzVpcCOGcOdpkLhTcP1rNtaBEwOujKZ8GxWyB+dm0zVzo9I7tQOhWHJsORx+BlP8EPtBclew0fYNh6G5PM2p+HBS1eKORvzdFK5G1LNGU3qxdpwa4efObQXwL6rsFu1SMaNkxwfeMGpgFhuex/z4aTHfb42Z+Aev7T3YKTYbq/Ju4hQ/SXPnHpiPSaYDnRUVUQ3d6OEbHXz6K4zVFNwvYL2G87PZUd3IoOGqaQNeMyRolbzXDZuafws19o7xn1loruHLOCK7IlXeuSKVJDVOB6vV6RV4FQWCMvn7t+vqJLSvBOik31jdff+U1Y8xwOBqNRr1ejzM5nQ4nkwnn0jFvnfOej+HcVpTQIe/t7IOuL5mQUjqLDBhIy2aOQj9my3fIqpstdcOkFbOjhy/Qp5tPcJb54Zk1jjsrGRPo85xlTEg2/8K/heiGv62uz2gtg8AyVhRFXdecC2t9kiRra2s729tkRmeMSdMEqmxMeSljlz5sHMedTqcZdDOLlpay3W4jM7fSJbHJpz7Psuxgf/Daa6898cQTURJnWfa9b33Lcfbggw+eOnWqnbReeP77QohOq1WXVafV/rf/5l9DSX/fffdsnTj56U/9xzwrRqPRz33w55Z6XSVkFChvndaVkMJzVhsNI7VOp9Pv90GXQs3d7/dfeumlGzdu/NzP/uzNmzd7S504jkbj4Wang7ZwZ3+3NHV/eWl5ddkKIRhP42R0MGTOt9NWVZTM+aooy7wwta6KcjIeozpHpUuaseXlZZAVk1YI/LPT6bxRX6Fk4bW1tTyfMYtm+h/OQJdinuE4WF5fRQXZbrdxv4NQYrIcx3FthbUuimJ4A1KIHJ3gEK7gBCG3PTxxjO1x2bgGku0RPoCKFnwqPFyyLUH4OOobEMmgfMN/gi25s7MzJ1/Nfr/Vam1tbcHOZG65Nvd0NgZClG63C8QPkS/nz59Hwbe3t1eWJY5m5KpVZbV2fg1n68bmJpoNrMzl5WWAHowJxsRdd919cHBgrRdCRVGytrbhvS+KamVlTUrV6/XSNCG0AXAfngiAkek0x8MF14uM2ikWDG4Z8J9YWloaDAagE0N2yDnv9Xqgd2IYD1IZBT1TNUwjPfhqjEYjXABjDP5+UkqtEaTrpZR1XY1GoyAQQoiyzDEhAEwE6iBgojzPu93OvffeO8tsqCrnvK3rPM9DFeDOt9vtvCiybMoDyaxr9Ze3b+22Wm3n/KlTp5aWlobDYdqKtC4RmBEEgTUOPUmv22q32/v7A6SHkzX//v7ge9/73tmzZ/f39/v9PvqfOI5v3rwphGi10jNnT7VaLc9sUWZxEmb55NVXX11eXkZp0u12/+AP/gDeOYgX51ygDa6q8uGHH/75n//5mzevB0tpyXSapsqxH3z/hdd/+MpS0q6N4co6xQyzLhY195OITwNunQ68lYwpzrNs8t1nn3nsXY+tbq5kBzk6nLIsH3rooa985avLy8vtdttoh+WN/QL7EJwkeHyA9NGGTcZD+P5jtAHBapIk3W4X9Eu8yTDxwVmE3ae1Ho/HkN416dMo+LBfzLw3wPgGSY/j8RjLA+szy7KbN2+CcoCliLVK3B5jTKfT2d/fB9gOFuV0OsWhgc+yvb29trZ25cqVVppBX34AAAAgAElEQVSC7YyLJHQOZ0KWZXjcYIfCZjZNUxwR4/G41Wq12+3JZIr2CVkOKysr/X4fWec4Z7C7Z1yPKMJ5BTEnWLJwCOj1er1ebzQakeM8NjuqK7SyGFFhDIcbjl1jjGm1WkoKKQXJg8F6xVrFfqmqSgURFINLS0t5nqdpiqvCITZLZL3dKgNPB1eOy6DEUfwaXz4zS5iz37WuSOmd5zkclRqppF6KY17Zo9Ho+eefj8KH19eXlVKehe9+97uvXb6UpjFhcUKI/f39sqguXLiQdJYQQB+Eand3Z07DFsYYa41UUkppihx8LccgL5fWMmCwsEijq6J+DzcfjfGcxytuN1mBTmHRQsw55+elM9r7puU9DkNqCWaWy4rTj5aNKT8p3o+6vEAp0BTMN4t1csw6Nrio2eo0U+8W8R8mmvzNphj7KF1zoZm8rSVr3DRMPfBa6Xa74IdTmFOzLaR2FJdqrEUrhZHQQotC+J6cTxkwfiXHTrzlcTRRbs3CXVJKcc6IQ9S8vdQeN5NmFhxHmoxHsiZuSk5uE7w02uCjgG0zY2nBoacp3hNs8QIWnkKziG3CcbfPWfgCpLYgXyTtzOGzmIktOeliFhZVc3ES07vpuYAl1KQRUWYSpZXiGVHtJKWErm9h1R1rZURAMXmPE5VDCB+FUghvTem84dwx0OaV53yehnUbqxmPw0BhHgbxZDIZjkYHBwdxnO5s70HMDMU4Y/y5577f6XTyPEtm8Tz1B372Z1957dXd3X3GubV2fWMTJ2EUx0kcD4b7S8tdyYWKo+FgKmUQzDtqrB8QNeGahEZ/ftNmayMMw9rWggtY0+AjGGN0ngslwzjhkpGrLfYg1ZCzR2DhTcsVl0zKoijLyaTbW2olCXPOs7m75d+Lrk8FgfXMejYcDq9fu66NCeNOnCRKynYrDZTknk0mE2et1VJKyQSv6tpZ1zjXPEJca10cDOuyLG1dS6k552kahGFY1fVgMPjMZz4znU5On936mSd+Ko5j5n2n3c6mU0gRirzodrtxFI9Go6Io2ANv0XV9UAw4Y6Ph0GitpDSmfu3VVy9efH1lZfnc2TNFnr/+6itX3rhmrX3nO34yCkMp4JhntdYBD4TkQaDKPKeBB3hubBYPXWCmPhqN2q1Wq9Xa2b715Je//Esf/ahK4r3tW09+9clxNr7wwP3vfPc7R6MRxGDtdhtjYxAjIVxBBVYUxdramjEGXsYAsgDOpGlqrdN2Qrp/jMlh0tDkWKOc+n+pe7NeybLzSuz79t5njPmOmVkji2IVSVGcZA6GpG6rIdhtqdVuG9CL4QcbMCCDkJ/0DyzBNizLjw0PcKNbbqltwGi3AQttGFTTAgy25GaZLYkyLFJVxarKqsq8c0xn3IMfVsR39424meSDBFApKXXr5r0RJ87ZZ59vfWt9a81mMyaFAaFHjx49OD0K3iZJ4jwNpzOTFoPxpOlcCNakaZYXCRlmbpvaaDUZj7xlmQ0TuSamTTA+h+pEeD+4scdxn9iGYncvMUHGM9hau1gsYKDStm2e56+99hogKGRvk8nk85//PBBgWZYPHz7MsgwlFKRHqJ+wG47HYxwewCFcdkTJdnMzd86t15VSWild17W1ru9tkqRK6adPz9zWP2YwGBweHmL6CDYVMuEj8hu0/8GzobKUvHUILzeXw/m2bbRWSqViGzgej6HBQ8mOGhH4DSsBqBtFIQiZqqrwTxggxBvJow5sITAk5jGqqsJTP57rOz4+RpAdzg/AdgjkaPOwzLKMieUiOue0Uuv1ejqdSRemLMs0TV986eF4PF4s5sxc9V1iTAjh5Ph4cX3Td91oNEqSdD6fpybJ08z1PRENR2Xw5L37+I+9dnl18dprH2Mma1sfrNaqaRomxWykeAXjvQn0M0xEk/Hsv/1v/rtf+7Vfw/yYMQa+EWm6qcubugk+JCYhCkmSlkWp2dR1Pb+ZT6fT3/nt33nrz9+eHZ5UVWX7AAdwAIbhcPD6669jiXYJ3VxeTstxfXldOP7P/5NfT9PUa2Vz3eeqT1XQNP2zj9pE9XlK5SBNkkIlQ50q59erlWv7m7Pr4XC8XC6TJK2qCnqVxWJRFIOiKL33sD5vuza27d4ZokC9JY2S2P8DSwvBdzc3N4hZB8parVZAIEVRTCYTvhv9jPsOi1AsFgCDr6+v0XPZiAO3HXS8I9EGnaKbI/EtWHIw9uycRUatVkoTpVm2qqur+Y3JUhv8F7/0r/zBN7+JhRdzaPK4LctyNpudn5/DqBb/CkUAMPDGS9AYWGv2fX94eJgkCSJPcGyob0A7S267eBKioJG6Gb8CjI1iAt2i7eiLVUobw6jksyxn5jTNynLgnNPaaK3rqnEu5Fk6KDc3FAUfAlFQio3RaVGUXdcrpYk4SdI0zabT2WKxWK+rqqox2oAD67rOObtlejURO+ed80SsTBKYPQWltE5SnaQJbWyKaVubmizFi2ijSSsbPGvFQEFGs1ZEfn9GBbD83Xff9b4bDAZNW5VFdnB4+Pi9d548eTIZDbMsS9Pk6OgoMel4PFZpBhQxnU6KIqvrquvavu998GpL96VaoxLeFMTOOUexenNf8BbzNludwo4nh4/ntcBHPUe0uR9OLSntoFWeNeYXH+fzrVn2LRyf78gibxqPvd0rEI2HM0XBCPvNnY/GO3+Uwt0hoEUG7aS1wax3yFJBGltERPHQmmDmGOgiWEteH6PmO+xZPPMGQI7PLmhk59h3DFTvdUzZZ02Zbmmoe8MSnnP5njOAFwN4H3nD7jv63Bv3F344T8j9H4t1qjsS053kiecAVNRX8UqLiVNB1KIjiE9gdN29dz6GuLGN345ZDgCkyHojM0KfGGIVglfeEdEmUcYlGDpIjdGePLEiJt6Yo7C1PSLsMBRdN82HH3704osvhxC8o/l8AScCZoXKGQdWluUrr5x+97vfXVXrwWDgQ8iyLNt6m5VF4ZwbFOVsMg2KLy8WRKQCeevIeQ4UrPthkvo2ixPkJFGSJH3P3ntW5INv25adlkaq9ETk7DnnNJlUJ4qVq6rqZl7Nb4KzIS+C7XGdPCn6q4L6vHOstFY0Ho8nk0kgSpJsYyuislSztbZeY2bZMbMmHxSrJHfOBXJa6ywrlOI8T4i8c66uV7atnAkhBLxU27Zt0yd5ysyLxXLTIQjERN65PMuePHkyv7l54cUXFLOzdrVarVcrzQ+fPPmQKVxenK+WiyQxWmkKIc+yxCSK6WY+z7JMETVt63vL7NfLpXM9gl6c7713MP8B3YGqQopvVAyr1arrW5UM2rayfXtzc9NU62lZJMy+a5rl3Na1dlYTsw+K6GAyTZTO09S2HXlvlEq1MaywkjBD1bYVZK6Q9mGIv67rwEZ0sGmazudz2DxKhF1VVYNpWZblJ77y1SRJh8PhcjEvimK5aM7Pzs7Pz2cHkz6kT89uqi4smz7XVA7G81WndJrnmVZsNGep0fkQm4jojoDNREIgOFPaUXEwEQr3eMVL0YkWSJ7n+KSiDEF+F6zbB4PBYDCAfYKkGMPsrqoqMJziO4JdEjgKGA89HqQdoKp2nZW4VRSLGFjC7BPoJlTD2E1gGYLDA4u4XC5n0yPAYCjocGwoSYG+siw/ODhI00R0EWmabmVOfos/b1BMYxXBkR8wEo9nPE6A9uFqCB9XkJPSEY9TiUAyhBBms1nTNBDpATgZY5qmgTITt+TV1VWapi+88ELTNIvFsqlbNPbg3C0aJOAHa21VVRDj4X3zPH/llVdAzlRVNRuNbd/3gVaLpbdOBarXVaJNoo0Lvlqu0iRZrZZpmnlHXWePjg5ns2nf902zDsGLwnabw0vbpuNmyMQ5t1gsmqZJU1VV9W//9u/8yq/8ytOzjzaPEOes7Yh8WearpXbW1lXVdV2SZBtvTEeDcvjO2+/+7//0/xgNx2hCp2lqTGKtq+v64cOH5+dnv/u7v/sLf+vfdM55T0mSuN66ujsYj9Pj/Hq16Ay7TLks8YkixZNPvmGD74Jz3lMIpUp1IK3o4Gi2qNZqu+qI6NGjR//g7/8P24i8TR5M39dVVdHG1XrT5AZKj2fYcFPjd3EnCq0EuJLn+eHhIYJkcHeIuQIe1XGDIM7pip/xEDSKJBKbm6wr6KKt80WeY+ZNWlGYKnz69CksTKq2wX0tw8aDwQAeLVjz4/F4vVzIJA8WJ3w1R6OR1hq84mw2GwwGT548gSfKcDiEfht3Ypok1jlQcNL8llIMRy78tgwuSjMbTSKpcaUqwtoWel8MBqVsjc024Zfjtl12mVsG7yfMhoSJyX0EAlD8UWPbLTR3dtx3cfO6bY0F9k+6afK7uHFw0cuyhM3VXcXg/bbbq9VKKfWdP/2u991rr71WN/573/veJz/xY3juPH78eDabHaQH5WCQZ8XV1ZUl+KOqoiiyLB0MyvF4tFot66buuk4pStNEO785wT6EEJz31gbpo+/bYEqnX8a8jTHWuruVcXjWrNT+7JxQdjujU1v5orvNs7nvvMRcEBSqz5J47egAd1ggqX2fFSpwZypvzz0/pvK2ty3fi/puhYJEtB0lwm2OZpDsMKK+26Gq7qRERGaw0lOOR+Bw0fAK6P/iZtn/XLHdi7B2ck+labLjrbI/rrY/bCmjIput0rudh+C9K+Q5Y5A7LjLxJKFMBRORt27fgn9nyHAnDuFeoHev6+YO1xc79Ox/vUP3mS3OF5Z1J1ViZ4eMWxsCFOU1Bat450MEdCXgaoduFYFofGy3SnVFxihmH4xh5QKR0Tmz3DJB9gRM9QNc4SO0bYMxqMDmyZMnZTkqi8FsNut7O5lMQGn0bdv3djAog21Go9FwODx7550Hjx7OZoeL5VJrbZ1bVxURpUm6bldJkijmhw8fXZzPE6WZGfHL8Vn9oRbP1oImTVPvtXOBibzboD6Udng2SdaXTKcrH1IXyLp2sW6vr0NdG621t8oHZvZE/q/QXB8zOx9I8Wq1evLkiXUu+OD6nkLQ2mhjNLN3TiuVKBoUWZqmq3UTOAzLMkkMNCHO25R0kiZ9363W864low1UUlnWhBAUc9/39XptDG9ymWyYDKd5ns9vbg4PDg4PD4MPzPzqK68eHByCUcmSpMgyzez6XgUyzK7r1vNFnia2a1NjEq05BNf3fd8maZLneYdwW/YYrFdKodUtlhiy1jdxNxuiu2+7ajjIrXeKXZmoOjPaW1qvqK0zJjRFoJO0zoqDPFRD2GcB3rTW19dLSKokjq+u66dPnwZuUBDgJsdA4MXFBRG9+uqrRVFgGCzLsg8//LDv7YsvvkyB5vP51eUFpHdKqTf/+M/efvfdxx88/etBO0pMlueDQd/bpqmTRGsV8sw45wUmYRGLfBTfR3QbhrnxhJBIVhGt7YxxS2UmNCCKKinXEArnvV8ulyidUTwl2z/SdxwOh8CE6Pdgs4jTzGUDwlGlaRYCBU/ovo9G46ZuJtOJ9yFJ0rbtvPOQ0g2HQ8zggdMTh2Ii0jqZTg9Qf6dp3rZ9lhXj8TSEkGVF37uyLM1wwEwb5wajnLPeO4lHy7JstapQrmF+FVVynKaNlSaG/vikIFUQvwbFmkj549EgULuI9pLRUFFx4AeQb/v+++8/evQo+GCtzfNCa+29DuTFxgbbOs7DYDA4ODhYraq2befz+RtvvKG1RpZJ2zR1VV9fXP6/3/nO0eFhU9XOe3gXrZo6UPipn/7p6XRS1xUF5T0XRfaLv/iL/+gf/U5RZEpvUtfQrKSg8bBBkV2WBrdeIJem6cXFWdd13/zmN2ez2V/76z8NdUddV3meee/rpoKXSZKkzNo7b3uvlDo+Pnn33fd+6x/8w9FwOplO0iLrOuuZjdkEoIFttrb7jd/4ja997T9yC0uddSp0dd3bvl1e6zyzLtg187IB7XKdp0qxVpwqpSkwtUppT2FZrVvvvLcpmzRN67q+vr5+8803R6OJdGGTxDCXzrmqqcQ06DZtJeqyi8hHhlFBC2/tEBLpiyNRAFcqHpSKc3hxr4k0CxAxrgVlqkqYMXGEEu09dJLYi7A+ITZm5uFoRNsPgndZrlaj0ehmPl+uVt65NNmkKQAmgcqTsTqgKWhKIYXAh7LWDodDzLtqrU1isBhms9n19fVwOLy8vJTpZezMoO9w/LLJCK4QayhMNKEVIvsbvEzrujY6ocAwbaOAqKHEu+Ccz7OCFduuHwyGztmmabuuxedyDqwUClzPShuTGI1bT4VAfW83OttAve2ZGSMvzCpNsu0WaogoeFJaG530fces0tTkRdFbV9WNMQbstw/B+0CsWAFn+d5a66wm7T3Shdl550PQ99USR0dH1tWXl+c4V4E4MeXh4eG7i+vRaDQalNBRz8/O0iTrnc2HIxCkUOg5Z5PE5EU+Go+ur6/aFjrtZqOru60OaZPxTWof8sVDyDsW+TtODzHzcy9zEte11lrncBB+axsD1/hbfkPvyV4lReAHMjb7eXr7JMzOMFuMCu6SeDATvMMZ7qQvwNLmOVUpancfkXLAY9j2ZXYgRjg7Q4M7QoMoTPVWALndK7y4eccUUDzSJidZxKI7w04iC5S/Y6Yu3rL2z3PsLBID/nvjE2Iibv9Qf7B1x96M3A6o2xm8fI7CM5CPZ+dkhezwbPdagz5nNHEnQG/HeWVfIotvioHqjtZ3C/o8Cml5jsgyuI1+6bqd67hrNcRMFFixNszeMGsmF0JQm+sbQgiIRSciVkRBGmFo3zvnXNW6s7NzxcnDhy/2rbu+vr64uLi4uKiqzXjOZDIxNHj55ZeVMl/56leyPCdSOVQwXQdBVqJSrVRv2+Vy+WqWDQeDatlRUB4UpVLeuecuA9qdaw2gOozsWtY7pqDDrdQ2vunkd01gbl1Xr5vruV1Wytuk1Glgo5g5EAxP/6KB31+ihyd7CoiNZiIiRcEzWWtd38FPRDFrk3jnDHOilGKyIbRtHUIagmu7ligQ+SQxUFqphPuqYaWctxftGWld5IPe2zTPi0EJWeNoNprfzNfr9c/93M999atffefdd4P3ZVm++uqrRDSdTbEoLy4uvN+4pc/nN2maumCzLEWdvV6tXG+VouDcatVW1XprYmaIube27Tq2DgQRGt6LxQIKmbZtq6qiEEyiTMIhOG1okKejslyvls16Ffo+zdJBlrXLZVVVTdM4a4fDobNuJ38cneD1ev3Zz34WsOrx48fwPcfu+fTp0763w3EOVPDo0SNwF9ba9Xp9dHQ0HI6hIMULvvfee8YkAFTD4dDZ9uL8aV3XWZ6c36wvbypOy9NHr17NF3Xn0ixPMyqK3Pve+16p4D2DWIsek1qAhICN2PQZGHVLcG10IGIrIu7kKGEBP+RRJCIBIDe8IIZYYPmAETiMFKIPBMJNpm4AOMfjMRrhAG9AuVmW5aYocjudziiwVmY4yGzvTo5PvQuj4Xg8mqyqFVK5MP8D0wVMUoFqOzo6att2OBzC5P3o6AgHP5lMALY3mW8bIqvBFuGcQ/CUGMCI8JKI8Eaj0UgmfGTYALNnmOjDGYB7oUQIggtCpStl69nZGSSmIuwU+1O8O2gN+P5fXV0laVKG0lo8A4J1PeSpfe+stWZDQBk4YqEB8eDBg9c/8TrMXYwxWpvUmP/lH//jf/Z7v+c7OyhLbIKds0VZ2uBHo+G/9rM/W9e1YhOCCiF86Utf+q3f+vt5niqlLi7O0cbWWjMZ5zzWMy4ihvdAVJ6cnKzX67qufvM3f/PrX//6v/3v/Fs/8zM/bYyuqrVJlA+KnO+bTo25SDMiZXs3mUy+/vV/9nf/7n/98ssvH0wOh4Nhr/qusyBe0pQBUaztjTHvvffet7/97Z/63OerrjWZqYNd+3Z8enRxdZMoM+RkxtmEslSrd3yrQ0gDZawTxc71gXyapT2H1nYmzQoyl5eXs9nBr//6r/edw0Rl3ztYNMcTrcAeYmUZd2fRSo8DpgEFYYiCVjrWP+4jICg0TYRiErQvRR4QkfSV8SL4Lck0j/WfSqnRaKy0gbAW46kXFxez2Wy1Wj148ODi4mI4HF4vFzKIkqYpKwV8CCpgNBp1TR1PoUB9jUE7kWIeHx9/9NFHV1dXkhGHKyXh6WErN4L+WcYjxX9I1AdSecuUMppQt3k2SgH2D4fDt956S57NODNFPnTOEbFWGoDt8PAIw4QhUJEV69W677bJtBhO2EL3EIJz7JwLLjjrves3UJApS/Nbr3MXtFZGJypR2PwZnneBlVLGJEVRFEXRXF+GEFjpNMuz3lLbElGSphLup5TyIXR9t3XQacuy9MH7oGBheG+d2zYNM8/n88RsdvXp9Hg4KN59993f//3fT7V59ODUez8YDEez1LuwqtZ102DrmM0mWLSL5WJEo8GgyLK0rquu68g5oo09yZ34cqWCVzsQK+6cyoxWlCtwy1XC6PI5JfuOG6S1FtVODL2890rzjo/As6DjForwPtcndbmY7uy4rewYxuwoP+Pf3RQAigOFmNiJv3i+E+m9LpE7X8usnfd3huJ2dJWMypPupPnJozl6wVtqXfzkdoBZ3HXFo1/QuHB9O840+9ad++g6tnxzznnnBEI/C6XHjYZ7HVZ3Xn/fPGbHIjVGa3GrYj8lbw/13XZy7+Ukd3K9d/xvpDC4O/J6m9wgFjs7/HMczSetQPnFnbcWDR2oDHn3+OtY24n+vsyt3VUcK6WCUiSM+e3+T5Y9E/XBA6/CmN1TwJoMSZKUZeq9V4nX6eD6+nq5rNq6vbmZ+95h/hwdpSzLMp0ul0vnQrpev//BY2t9mmWz2awoiq7vnXOJClrrvqe2az/44IPpeNI3N8ERhcBEMCh+7j112w9iz5F23QHK9M4575JEJyYRX2Kxo48VPa6ztHbNah2aLoV2tLPkLG2Nlv8yMvv+EhWezjNy4bTWzKpaLplZaU3Em4GKQMwctrync67puuViEZwjReQdKSbycHa2XY1dvxwOlTKTycF4MpmMZ+um+s53/sTZcjweN00TnMcQyPX19Te+8Y2XXnmFiBbz+be+9a2u67705S+fKOV6u5wvNKvxcJSnGRNdXlwYpUeDIQ7J9VZrPSjKoihstQ7BIaMsSdLe9l3X1U01TArE9SqlDg8PUSdJhpJOkizL+76/ublZr9eJya3tx+PxPPh2vfa9zRKdp+kmx8mYsixZMWhMBGQDxKLC++QnP4nCHQye3OcouT73uU/BmvbRo0f+NFxfX8P2Y7VaPX784Wg0Ojk5Obt+Wtf1YDg4OT4djUYfffDBxcWF7ZtXXnnltddee/e9d5Iky8uh7n1ZDt794Mn19XXf99PpNC3SZr2az+er9XI4GIkLHA4MN/lqteq6bjqdAh7grcGJARvA/F3muVFcCiZE8x5SsbquoUKRtBm1LRaRJSVPi9VqNZ/PcePleb5cLufzObY5mFug+AP5iW0I1TCK2r7vi6QEQ4KDPD4+Ho/HEKehKlWGj46OYAsBavfw8BAauel0ignjs6fXgGowzwSyBZQSH5rxeNy2DU5d2zZKM8zo8PjEFNaGIt4+5EC8SOmPRwsUxfCkubm5mc/nJycnstHDiwVUpwBy/DwyHmEOCWMMYwxwMvKmP/WpT63X63fffffy8nIwGCZJ4j0UQaZpaDweDwYD53qEkXjvmf3l5eXFxcVwOE7T9Atf+MLR8dHNzeXp6WlVVVqbd7///f/7D/+wzPJikgcfsiwjxU3TDCfji5tr59xsNhsOh2mSt63NsixJDBSt4FVgQ6KUpqBD6Nu2XS6XSmlRqEK7u41cc1/+8pfffvvtv/f3/vvDw4PPf/6zXdeG4Ky1ZTl0LsD1l5md9b/1W//wm9/85y+//PLhwdGTJ08fPXp0Nj9L05TJbCMK/fHx8ZMnHyVJMhyVZ2dno6LMtOm802kyGuZ98A9efEF7GjRhXNGwYePo4cmJ71tvW+UseZ+lWW275XLpUtM759om0/nR0dGf/Ml3uq5TvIHoSZIwQSxtrLUm3bg4ohUSaw5jmwExq7DWYpnh8Qm8CtiPcT4gt3g2BlOj8ixH8QduM5q+UFjSmEyTn5QvwCLWTeu9XywWiIUU3xQMtWZZ1pw3RVEI7W+tfeONN87OzrDmz8/PyzzDe4GlRAWAAVQshvfffx+WThgegzcpxBEHBweAGZiOg8cpZon3zS0AdLE/K6XQ/YlzhGUeCW0pfBacE/HMjKVQ2IWwO8EkKUkS75zYwEjYpowRbt9I7bjpwHFUgB/AKjZ/oHGMSHVdV9c13H3iVC5wJovFAqddxBddcwvUcRFjJRg66zuPbHTWLi8vMbo8Go2yLNda//n3vtf3/YPjk/F4jL00MUZrU5ZlEujg4OCFF15omurJkye47nDiwca+ITQptlsEitiQWZLJ+Syt4w5Rtu9f8qxxu80pujWw8eruxCCC3Z8jubxXYPmsUbF709X2nWBuBxEjvmVnPiqEEDwpDjux2j+MO+hO5z1mFUSVF+cleO92KDJZXZszHzyxl9/FvSBQZ/v6t91Jme/YCbKTxorEIMUfPIqe9zuw/Fnk3r1q3hgHPp+b3Vdj7l/0fZi385r7OYR0N/50Z+ztWQ6Q9zrKysYY47o4J1C6XbHAeKdTEDcN93lj2fCfJWiM1bloEMTgcAd1i6GDeDeIj8t28BILZntO6I5b0oZsVPiA2xOydY8TBxqtTVEkV1fXq1XdVE2SpIHgmOAQlLpcrq+bRZZlx8enJ6cnRyfHRTFYLJdKqYvLq6urK2MMDaiqqr5vA4fz8/MXXnh1q8jAh/1hDTwluWHHURbsH/PGrUo8deIlsbF+6VxfdX3bqsBpknpn131rrcWNSUT8I6vw9PC44cC3O47Tinrrjo/Tv/N3/hop9tVgsVi8+eablxcXfjttYr3TWodqvdGP9Y1ir1INY7qjoyOZ7Eepin0BT3FkW/dtPR2PMpMtLpfjYtK0XTEs1031L775rZubm1/6pRr9ie0AACAASURBVF8aj8c+uMuLc2utUayJQqatobq11vAHl2c+SSjLQpJ1rDkvF4uFz1M9zgajUWuoDvbjn/50MZ0Oh0NPum7qT37yM1/84pebpqldsMo0nl587bWXPv5xq6mzPh3ln/nCZ1wIaTlo6qYYTL/81Z9K0zQf5Kt61fv+b/wbP5ckySuvvGK9nx2P/71//98FK00qWVXdv/43/7a19vDwsLUuH5R/82//vAvu4OBg3taX6+pf/dm/0bbt6elpHULL/j/42n94dHSkPJ2dnX10dg1NYJ6XdW+DNuODw08fHCqlrhZz29Pp6cPT04dEZIOt+ua11z+Bu3ReO6+Hjz7xmY9/9kt5ni9b6wJ98YtfxPN7Pl9aa9/48c/mea4CWcesUm3yelE55/JiFEKwjokT6zgbDK4WC0vkmPsQ0rJ0zJ33jbVwk2zatnG9U7ReVzpPLQfLgVPTeus1V33rFAUi69zs4MCH0HbdYrlsmuazn/vc5dVV1/fGmLwoJtOZ86EcDAfD0XK5NEkaiJM0GwxHSilWuustsXr46AVmfvDgQd20g+FoNBqVg+HJyclytWalh7NR13UPXnrY+u7g9HAwHmbDfDgb9WR1bo4fncwXi6rrOu9Vmo6mU+99MRqt23Z6dETGDCYTlaardf3ohZeUUqPxtByMut4laZ5lmdK6KId101g2ddD5aMJJUq2WRZa0Ta2SpO9d3/c+sCZl2wqSKilbt/JRDXsY1PFKqfl8PhqNVqsVohqg3oQRDkILtmYbm1Y3amWhQfC4BT0IRrFpmqdPnyLtHR6zG/EG2UDKByIO5+eXv/5r/8VisbDWvvLKK5Dz/flb76V54YJ3zuVl8T/+T/8zZg7xyPnTP/3T2rLS2cHBCdxHQghZNlBZdnwy+IM/+Jfvv38OgIrWRgjh6urm8PDw5rqaTk5/93/7PXEPN8ZcXV11fTOdTvMi0Ya14YEZJEmCgaXJZPb48ePp9MgY85/9p//Viy+++Prrr0+nU8yPGWN+//96E9nl3/72tweDwWAwVMY0zj565aXLxY3R+WKxUKqXyqNtK61ZKd3U3fe++06jPBcmdGHEgyRJ0jTjwIG8KjWNda2NMdquV1575oR0rpRiY0ZaD0Ow1h4ANuhh13W//3/+c2d1Pij7vk+SzFpLtGkBGmMW62o4HKpEaae5Y+vsaDjquk4FFUJou5Z9gGFVby0WTFVVyOXTxrBSN/P5wcFBIJpMpxsbN+dYKe+cUgpOOEqZbZRc31TNbDYbT2Zt2yZp2leVd96HPmhDJmEfXAghUOcDMwVnjTFB6T5Q0FqnyfVibrJ0Wa211tPDg6ptHIX3PngcmN76/jt5njtr8zyvqypN0wcPHnz4wQdaa+9ckedVVSUm79s+TZPVerlROXLorWPllquVtbYoy/m6Gg6HSVF67y2x9WEwmTJz1TR9oNFkulgsLCoPpiTPuq5TiWGjne27ph4MBk3T1G2XZdl8uYLac1XVOknhEgmQlibJerUcjUZIqMcyBliFypSIyiJd2jZNTJpuYsSr9aJa02Q8mE6nH334fpZl8JYkorqujDFEwTmrtQIF55zVCWd5shn88z1ZXw7ytm210towMSeJrurVNJuOJ8OmrZTi5WqeZVlvu4ODA8C/wJxo3bfNzdXlhh31rlottdYcQt/2tmt1ViqlvO36vh8NpxQ8B5WbTDEpF5QPQfkN9IJbQFDBhkE2dDWNsmmhx65mS/Nv//H3bm5uXnn1YwcHB+PpVBclwiHxvCajlVLX15dIvIDU3Hu/Wq611lqlfecSxcSd50YZImLlc2sz8ppDUJpYWe/utBWESoptPJiJeZtexR5Bot6JqKEzaiNd9hGyEgIK2uDgScgqeBQL3g4hwEMilrfF2k4ZuYQ4Pzaj3mGitjRvnMCu9njIIA5GECNLzgIc/VB8EinnNtRskiQhEGZHcDC9w1uwJAmI0emGTKVAUfMoRs64/eHmIkce27Tu4yuQcuK/gtaGcH1yxuKobmGchPmRvjZm7HGXoS+JLq10P4EZNpmTG62BFgfauxrFWzDW2T5JEmblnXXBawXnhFsDEsXK9pYgHtRqI/mNoheYmZVmqctxfbWiDSYIWxEg+eD8dihxk7QRbrloRWon9W4nF555E2cSO7LGZjlKKeWCCqxIbdWVyvWO72pEcQ5jV4UdtSfdTRdw3iutVdS8CEQpa/E3jUSzQCkUAhGz0mxIW4vz75VS4O99CByIA7V9Gzg451izD95Z54NXrLTSrJmYvNNtrbQhCqSVca5x3jF7jPYxe9hcBMchOK2NUrBnI/iH9b2jwJpDqt3HHh0tFot2wN776+vFbKoV58PBZDrJy0L5pFwsFk+ePl4u58PhsCzLl156ZTgcrueL6mZ+fX19+OCFYjBOs9y2VWj6Jx9+0DjOimEaJt1VzU2Z+pLpjEkHMsprDppCqlmlSmlWSrkQegrKBOV8wqHodRJMoJRdZx05bQpvi9AXKnPMTFqRVj6w5UAUDLGz1jWtJlXUHS+uVdupQN65LnjNyfx8YUbXqWfjQ849cfKjyfXtykaYteKQKPXo0aNf+ZX/uGnbUp8opX71V3/12+t1VVW2bdOikFarMebg4OBjH/vY66+/fnh4iIk18LaXl5fwR8FMl1DJeZ4Ph8OHDx9+5jOfgUCu7/u8LGDw/ZWvfIWIYGVRFMXXvva1wWDgnPv+97+f5/kv//IvHxwcwKy/aZqf//mfn06n8Mg2xvzC3/qFsizQhe267md+5mcePnxojPne9773/vvvv/zyy2VZgs66ubkBmYYDQNn9uS98Adv0zdW19342m4nBPb5/fX1tjJlOp/P5HFtblmXQHUmo3fn5+Xq9TrLEOhsbkYHlQPDA97///XfeeadIsuPjYxTB6/UagVpoSOPFAQBWqxVGy9C3u7i4WK/X4/H49PS07/uPPvoI/uPD4RDddDwpIY+8vLxcrVZtVT969AhQBJpStPAHgwF+Erv2cDh89OgRNIdg3l566SUM9uAqHxwcdF13cnKSJMnJycnR0ZExZjKZOOdefPHFj738MpRdzrmTk5OXXnoJc483NzeDwQAHUBQF9sejoyPwQtCsHhwc4BRBBfrgwQPIPmV0R4RDUL6hgQQFGqpnecYQESuWqXQ86uBGI0E38HKI228iqLi1JNmm222bcJsjUSZRStVN17ZtkaZSbaAQweQSnr6r1QpVI+ATnFRQeGGYajgcXlxcHB0dgdvBv4LvFUEgDga3APr6s9ns7OwM/wqOC3wyTGLQlIEjxWKxePz48XK51Fr/0R/9ETwST09PX3jhBVh3fP3rX7+8vBwOh1jhkPl9/vOfv7i4EH4JLBZW10cfffTee+/FsqKqql5++WUYijrnvvGNbwwGg6qqgGk3E0fWLpfL4XAIkgTJjRAESrMwTdOLi4u33noLOFPslfEMHY/HZVmORiNYzuLuGI3HuFMw/QUJokS6ffjhh9/69rdfffXVBw8egIC9ms9B/IJthgnQaz/2cXAyAM8Yze37frVaLZfLpmmuLtdVVb399tvHx8dYNoBeECuiYp5MJlARr1ar9XoN7xPIm7EvHR7OYKUj1pSgwnA7AACg9SO8XNyaxfFPJiV+WFwuoMiSCOau68rRMCa1Ykt0MZ5FVAwmaYuiQF4CKCnvPXh+YZ+cc0+ePBGDE+Gugw8yw6wUI8wAtBXuhYHSi8UC92bTNKDpZKYoriyhWMNeseONRGEzYCyq77quMWaMo1WKi6LA2DDuRIhXIX/FHvLw4UN8FiwecJjSYcFeh2NDrCj860URJzY8sWGJqNZR46LaQy9DPoiYp2ODnc/nvXOxWh5XCkKD9XoNrYHve6UUeXc3QdfpbVbHfv4vHD5vbm4ODyYh+Jubm+//8Z91XYc2Ciac8zzHu+DiogLdWN1ug5eEgdy0573bjqiFvfi4wMEx6WcxbDvDSzt+8ftxeTsjapuadLvPWOd3PFpi7ZnWmsnv0GvPSeh6Fse4o96k+8LfY6nnfvL4Zq7vudODIQRl0udIUvGDsXoztqWRH7a237egfFaRJyqDOOFNKQVYG0O+2Br3XsINi1C0oN57Y3Ss5pWc0g2RvgEzPyAcD7enULI7s22xeVUcYr4zj7eDxHZiITe/uxWmPsvk417Jsfz8psFB/jkM5P6LPz8ybn9qMT7gH+hDe6+DUXTePCCy5AHutBLiNNGdub47+YRM3gcmF8gHwiTthisSbjmEQM4a75OEidj7jklBmIKbFYcHRwM8uOu6Pjg4qOv6wYMHk8mkaypr7enpaVkM4Qfx+PHjwWBwcXGxWCzOz8/XnXvhpVcPp8PRYFhX66ZpR7Pjdd0x86NHj87eX3ddR6Q3NyIHH0hxIKagmJVl5UNwrAIZzxhM9MRknA3OKSSzJ5pNyvdEeuL/vCfvCeyXtdZZ5ck7Z4O3RD2RlP2Qsv8VyeuzVifGk9u2Od3N8gZubJ/+9KdFw3Z6evrGG2/8+I//+OnpKfIJ3n///SdPnqCWxZjccrlE6VMUxcnJCdSA4tN4c3ODgLXr6+uu69IkxQTIa6+9Bqx1c3Pz0UcfQRgzmUzG4/H7H36Aog3713w+n06nFxcXopVarZZJaqA0q6rqD//wD5MkAQ7RWj9+/BjqvocPH6J+Qnl3dHQ0Go3W6zWsNYblYDablWW5XC7X6/WDBw/wQTDxhbAB2SshmkLHCwHcDx8+XC6Xbd9C+Ym9SVITxKPPOTfINjKqjbd+lPUUPwJRWaIeMsaMRiM4swEIjcdjaBcxGwarXHgkoINrrZ2NJ1i4s9ns4OAAH6Sqqk9/+tNAVhCszmYzuM7AM3A6naJkR/EnNS7MP0II6GHj1wEaoTWCSq0sy+l0it+NTeRRYqLckeIVZSVmk1Dmuq2/nxj3iQoFEA7fieOGsDtbaxWLPvl2FiJ2LhZ4IBscDgyTcvg6z7LhcJiYTRez60Ke53meh23madu209EMPQs5HuisYBuDc46SCwpVeTTi3fHR5BVEgit/5Mkqnt04OYJaJS8E0RSiJMFA3WQyEfwPIhqXCfAPfN3BwQFwXZZlyM+QCDhcdLFUxnghLhlUjjCNxNe4L4D90jQtyxKBbzc3N0dHR8jPgJPqZDKp63qxWEynU1j2A8lLKhe6MEmSjMdjfGc2m+G6l2UJEVrf9+PJBLceSFRx8EeLpCiK3/iN/3I0GjnnAEqzLFsul1hLUCMTUdt30tmRUkbm47333pnj42P4KklrBi+Cex/hbxj0retaCmhcUJzY2L4CC7UsS4ii0XXCqsNql/Mgyx7kxo6xoSQT4IQXRSHjFhIAJRJHEadBaoiJPoQfYvFAAYhfAewR5waZ9UdDAe9lO9vbDqgG3wTslLk7NEFiqCAKoq1dituRWuGEYBPYpK5tNz0cWMxa4K3R4YJGGj8G+SjYPxGli8poJ5AqHkKTfxVxqVST1trAvB+5Fs8WysiHWA1Lo1OepFg5sjyw3nDvbwLc09SBX9qCH6mhheC6tyyFCiBNjbWWFVVV9eKLL37mM5955ZVX0NHAA/fp06dYk8VoGDsPAbLukxt3kafv+947Zb0PwbOyeZY9R2IXld33YJsdo8t70qjvE9ftZ4JLDNe+IcpeQXzrsbQTtXcv8Nv/zxhO7PzAD+nsv5nOei7k20LKQHsx4jHa9D7sR67T3dD5Hcf/+O94Bu9ep5O4MbEjJ8bNKwBDzgkexLG9TVTMgIDaOWNBWIcYi+6btezny+33DmJAfm8KfBBRcjyH+UMnad8BkPyDvYjiQu5Z6yTO+LnDJUb7/HMccfYbQPsglon3GeAYHN52ee7qGO+emQ3dSOxCcESwqAzBi0MvBVIb6p22iXaBFRulKAQHeYIIPlH2iME16IeLi4tEMxwxrq/m8MJI0/zg4KCuN7Lz87PzrBgejEdpka6WC60TY8zBQVlXq2p+GaxLco0imgIHCsQheE+kiUNQzMpx8KQ8s1eKPBMFw2SYPZMi0iE4YtJ8Z+Ry44WhNBOzUqyJ3G2iBuEm8MTb0EK4Civ+q+PhaZLEOqe0WS2r/+fNP0rzzNfZO++8MxgMXnzxRWEAUDq/+eabeJjFvQR5rIIHg4sjhihQWKAmgAUIaJzBYFA3Na73+fk5+DS0ZsWKAOSA9x7W5AhrRiksItLedoXJxWh7NBqhJsiybDKZXF1dHR4eSmGNZgPqzvV6LeHCXdc1VY3KeDAYoJWLykySK+UZjGPG4xyVxOXlJarhtm9lJ0I1Izsa0g7QZ8W5guO5tLRRTwgpJJ9dhlXi8N/pdCoBVlrro6MjeZaj+km0cd53fZ+XBSZ2lqtVVVW9tdS1ipXtfddaZ0OWZVmqqjU83ELwzvvQ1J1i42zQKimGgywtFBsm7R31vQ2esywzOu2tZa1zZp0kgTkwr6tq5pwPobO23lxKTpKMSHlPeV6GwFF/MO17l+cFkWLWRZHnecmsiVSelyEEY1IiZUyqTUq9c558YFbGeTJJxsqYJNMm3fwnae+sYkOIHmPjvGPSicmSJMFmJehRSrHpdAqDDa11ludlWSaGhYFB+ds72Mp5lJjS6cfWMBwOwVQAh0jCWPwKKLyIaLlcYuRJDF2A6DDUJz7y4q+FeheoXkgGdPHBUIkzLTASJqbQNBGbWTj1b7z+thhjMpngm0ARg8EALxLnzIJDw42GAwA8QPi4tEKY+eTkBB9kOBwieEOQLbYCvDi4LyxRQMrxeAypHuhNfBYolk9PT0Gg4Ye990+fPg0hYKPAIeFuAqGXpumLr74G2qccT+u6HgwGRw8eYaoQ95T3fmgdMMZsutGfo+MgZHKeD7CHMDO8f7BLiH4BSRtgaJEEANofbanxeIyZK/A/4tGKBAugL5iRSDM7HvPARcfeAkgp2yz2T+lZbFzXgxKXV9Bl8ZMe21fTNJeXlwg4qesaygjEimBnxvFgY5eyAHgbBR9WV993W0O/zX7Y963M1zlijHqiDxgHIYihlOAlOM2gfySPksFg4KzH50JDDVIFKCNOTk7SNH365KN+O5qI55cwaVVVodvy9ttvYynKqQDjh8YffiW2zsOgMs45Vrj3Ps2yW++WaIRJfFMhUsAP4D7CDYjOpryaHKcEReBkyurdwEjxAOQ7Pu9bISJRHAalqOvao+OD6XTc9Q2r7Cd+4ieOjo7SNL28vJQpHfiabhabVjuSSAFLuBNB4aKIgV44tuskYlb3Z9zto75bMdF9ta98rnD7UhRCCEz7SQAx4SbgfMemXz3DInMnCuL5PMzO0JdcbpGH7Fho3hbxz4V8z3m7e+MNYiQjS3R7U/NOmvzOL+pt31Pydem+QMKd+n5/9GsHCaCZghfEOo99X3bS53547mun030vagrOB7r9H2ZSrCD73S6RCCh6H3xQWlHAhBUTq8CBtzR+rEN+fkm8M23IfP/E1t3Py/tr9V5eTpTGcSdisw/0Pd15U1aMkdoQ3U0/LAcoqyXGk3d+Ri7EVripbm8BYg6AfIEcM4XgiXx8R7PCoQXnnbU9s1PKkCKmBNEO8rnwcNz6Tk3htFdVVdd1dd9aa8/Pz23vEVRLpJqmmc8X0DSdXS3efuvt0Hef/8wbR0dH18t1akzvvbX2q1/98sPJz/x/f/IvPzp/QsTbxeCJPalASpGiYDwFRyGwCUSaWPugAuWKSW09SIktqZa58JF1qnOOiV0gxawwECh+LVBq8zbhNcj/p78yXF/fWjaaSK1W1T/5J/9r23elPkCNuHG5jFoysfGjlLYS6YYSAVyf2M2BhQDvhP46CjXbtkmSXF5eIicQ/dFY8oTnPYaUXn31VZSSeZ5fX19PJpODg4PFYtH3Gy+N4XAIzdt8PodrS9u24/EYjzRQJXhIi4YQhZfc56B90L8HfEVRUtf1cDhcrz86OTnBIweJc/j4sN8QbwDp10o2A2pWbMdpkmIpr9drSKFEjohjQ1kGgIeyG34kUAnCDF3eEW8BszhUTjjnqJ6V0axVkqbEbJ2rmjow6cQQc5pn6PTjsMH+4QkH+LHpu2+F+6ALpI2Nj7Ner5PZeF1VeVFMisKH4LzHZ06yLM2yLM/Rm4+fKGLcAtpBXlBCUbCWBDttHurM1rkOODyEru/zPLfOWecwWwipFc4tgIpwJmAsUQmhxkV9hpUg/QIZGkH4slLKGBU88icbIsqLAesN/MB1QUl9dnaGmrUoCiRu4eLi00k4JMTAWCHog6ALgA+IIhg+FjjhaH/gB6CDBbOK5HqAAZl1weSGfBw4Z0KIiA4ITgigCCpyTEBhn0VXBZUxAkKwADAXhPMj/hmr1er4+BgICspGwCoJP0Qte3l5OZ/PxcEVFwixhBAn4zPCD8kY8+DBA+gFhFIbDAZw/cENrrVGmQimDtsOgjGQArRarU5OH4GuDyEk6SYHRSlFbID6+r53bSeW6NbaELwxWVEkw+EQYG+N5ghzVdfoCByfnKzXa62U834wHD6YTP74T78DHhJ+tqLORWtM4rYkIBS7olTzYsguWQ6RjssCYNd1HQIL5MPeiyPEIkELIE0SuZF3ev9SMoLfg50MVIXS8gdRJreDsPT44Hiduq458Ggw7m2PpA3pUEgOjda6tQ5IBs0RvG/sOAeGFjAeCBaXGCdHKHFhFdASRk9NKEcQsJIkhn0VQs3VagUpvmYFFStYOHlgoRqOrUclzAZmTsBpuBwg0/AHVxNmV7EVJDyWsJCapjk+PsYZBoeJx5mEUqCnAEeozSQnSnNW3nt1azLpjDFaae/stnYM+/UmMUyzdZomSgc8BZxz4hqNrI7hcCjaih3Xx0jKvrX791bF/hxo73rtt64JzyKafmC2dURHRIjorl0+682sWtd18fgZDibWHSilmPy9Bv33ZjnsCyZ3XnzHvjJmRXbmr3ai5OHh+Sww8Cw4+iy0ueNwsxdEoXZopR30ErZAV/oUcdTnFkzeBmxIS1qAXHz88mwSu+B9n54Yue1k0+//wK6ty1YCqgjiQK+Isa4xGkchKHgIMW3/Fkp4g4L4DrDkwER+m39AG+RHeyTtPmB+DiKlKHHx+eEQO9T0vZdVtE77Ms4QgtE6zttgIlaKojzG53OSz8LbcfK7IGR/N85BCUrccHakNHkcA9N2/PVOlGVg7T12QnLeUfDG8PYzgvrzyLbBw06UKVVVPX369OLi4vz8fDwsMZNlew/zMKLNVo/ZqLru6qu6XsyPxuVrH3uFKKzWy9nBkeuSN7/1L3S/WF+dHZyqzWVmRxQ8Wa8MsWetSAUmTy6QDpoS51WglCj16Gx5z9prTSYJzBzuRt57dhxYaa2UDgoDucETqe1EJSu1kcRDP0/hLxyk/cXO9W1XW2CTJJ6CD2RMNp0cKqOpS6TEF90OnpooeYUrl30Nz3K0WjEHHNcQ0p/L81x0boEoMMHjG577eOrjuYsiqW1bjNCgjY1y5/T0NEmSi4uLuq4hMUexiyc31KfL5fLi4gK+/IilwmNDRHeYEsFDEc9j6MQg6sMUHxwRUbmK/V2sHANv2XUdipLAG+IO7TF8X2iELMsSnUguap7n0NhIjK94l6McRy2COmk22wgLoR4EVYXKfpuLbWIram1M27XOe6WVSZIkMdqYpqlZsUmS3tq27ax1zKooyjwviBjJ130PsZk3JiFipRDCxmmaMSvvg9bGmMSYpCjKLC8S51hpIjiqqiQ11vlA3HY9sVLaMCsKHAJlaa42XtBJ31utTd9bYxIK5F0InvrOJsaXRerhmR58mmbeh67rfQisdG+tSZKm7QbDYV6UWmulDTGPxpM0SdCasNYVBXSk7H0g4jwv4KWOHv9oNIofSyLcUkrRtjKTSTnFjBKWiJTufCCVKJl3B7uV53nMD8OOBV6jgnKFUMKWtxnx73vRv0nHGrcPSnOxeBG0j7lNKGMBdTZWDdvnOup76SaCUsY9mCQJmCuguzzPx+Ox2OujrbBYLNBQgIgUiDHOn0Uym3Pu4uICbREMKEIjinsB7wU5KDYQiFHBNUEIh5FCmfKSXhI6L/AsffToEdz58ZrW2tF4DHgJyAokU5YleLmiKG7mS6VUORihvHaetFbE2rrgvFuuro0xuTJZWgCQCEMLHrtt+qbujo+Pz87OIBoH/gGzN5vNkM1YVdVwOETwN3aD9Xotg2Qor+FhK+UjQPVGTq+1KBVxw0p3X0LAcXcnSSZDJrhz0AtAWwRfS30mCredaSW8o8z5YJ3I1ccjWRTLUgcDr2LtoX8K+Or9RoDtHOYtW5C0ZVleXN9IKAXQoChXAcxA3EkFIDUH8DM4YaMTUWIvl0usVbz1zc1NVVVZljMR1jleYT6fY0sEdkWHAqtUQs+wMiV7Ny6GoPUVbYU4Fu74EwoQxWXCRg05PWoU/BgOFbgdxrx5ngOmYpfAXRmbTPptfwrbuzJ6MpkYpVbLRVQUxhWkt65rmtp767zNi0FRZJPJRPJdpLyDLmYDbCjEA3KikBd9MjMb2k6yBB/TKDsSzZ3ZpJ3UOOH6Qgh82/IXJZ4Xo/N7x8kEQt6dKqS416CUSsztPvwsr8g4/m7HomO/ZI/Zrdg7N85Gi50Vb8/Gln+619R0Y3e5lwu/E8W2o8CMB96eFdC30+VRSvEeiyXQLpp02KS3Y5NHS3EnlV6E4tIMFS3AVsbC8kTAz0ivRKxuNkV18DHpy2pjQuK9p7t6y32PTZjG7wy/7eSY36sH3ml+hbsWPvfMbYZ7UP2O7Bn622etHO89B75XLH0vybyfKrnxbdYmUIDdEehNHzxvzYO2LZOwr97cv4Pir+OZ1U2XhxWFoEiIRLHr5Q1JyswcFDMHtTG+IUPs1Zb+J2K7OSdK6Hp4DsnXWhujEnmEbZOW7Hq9Ro81z/P1cg4VjHe0nWoh733b9qBw6so5T23rPvzwQwquHE/ZBh+Ign33+29xMz8YpeSZtSLyIRBtrKSCI+ZAhpQPQjOUNgAAIABJREFU2vpASoeQeqsDJUSps713ECEHpSgxTJ52chGZGXLZPMuC9bRqgtqYKrNW7MkoPR6Uw9EIkFOxIvrR5frCXYJ3+43AzJpZm20pKfcY6kIpJaXEhMAp7imi6gVRgCexDCdcX19jhmS9XldVleV507Vyq0gzUogLIEm0LdGOgi8LqmEsIFa3gj0UQ3LBQLaIVYlsjnbrqicbusy1oxqW2ao4ySQuqsSuXUquzQ8bLTnd2CilhgAPk7CWdn6c0II/aHjjCFHlgwyJ7b/x6+IYLhqMHS9gVmydI8y8U7DOaaMDUW+t3oBwNNhAbW1SrZzzW79ybwxrbbIsx3/iEaOUzvNCa+M97KEoL0qltHWeWaVZvlV/bRBdnheK9TbGSnsfEpNqZfrOZmne933wlKap9wFT+kpp5zy+8DYkJg2ebO+yvEizXJvEB3Lel4NhkqYhhN7apu3SLDPaAKNa6/K8sNYSIUPZI/YQsZNw1wSKkFC1W7dl6DOD7Tf+Cl74QyFPUK/HznUi9MULLhYLYaLyPEeKoFwjgYKxkgeeRnDXEFQfzxGBBAOcwysDlQF1CHeEslJcQKE9BrKCIFMmNPABsyyDYSZQJagz4A0YTpZlCX6jLMvZbAZW9vT0FEeCYxBiEysfNxEou3g6H2BAPOuFYcYdLQOKqDbAkADxLhYLIMbJZHJ+fv7GG28sl0uYpqCUR/AjaJy2t6izxTcfJCF8jCA3KHSCqTDQI/AywQ2+XC6TJNFpYrKU2qZztnNWKTUcDUMI14v5BqPSZm4KCk9MCMu0GBYDlAU41dgMAYBxiqRUwkkQqA8KV5h2SQ3aGqtmEDU0TQP4ISGQssfC0QT4BBry5XIJJhlvAXgj9KBUISK/BFrANog91nvPQYUQtNLxbwFpi2xJDGClPyi+UHI2sM2KmQoWPOg7vIJWt50vtH7l4zdNs1qtFJPbprfjB6DLwE0t3UYRT4LWjmnVHdsb/JFbA21H/LPc9UBrcgehfMFr4gfwSaFkefXVV8uyPD8/B0xFTqwM1MW2vXivtuu99+Q3YYxZmuR57m7jUu9qO1EKpGmS6AcPT8ejfDQagNiU/SSen7yt/NQ99XGs3GFh4rwH5lJ4enodNpHNIc7v3vHVuAM/WCRq/l453P4QXazBY2YbPW3j8yaD0HHEn0xE73jc7wQ0708koi0YBzzIi+wQffvNlEhsyfsJ4LsRC4p3yJb4vgshwFE2fp1YS7UzXiiYQaYWZWRCR5hf2hOxLlTOFeqinRlCeS/5jCLH3acu46ONo+SUUrTRvj0zXWCDLuRQRRjJrIh6+GcwB+fvwJgQNGbs9wb8QggctsPMOCc+cKB9AWocB3rvuOl+6EIcwRUvV/lF7/122EvFyDBe80IwxhdiFxlu58RuWx9+Y85JTMETBWK1uzL3dZvxmpG6Wlb4JkPT+VsWNATFoMtYsbqLCgB6AWm2CzgoIsbwHjgkzL/BKouCw9wBkaNwR8W6k1g4nU7LPEU10ncOD0prPdrNmwAMRX4TD+fOnjw9IP7UZz+2btpqvR4Oyt6v9O2J1SE4ChxY9Taw0kSGWeN2YmWCUy7kSTJwVGgddAiBvEm1Vp5JEQIqKYgMRBC21obI9+hhKfZ2Ey0TFJdlmZeFDz4wBaIfZdS3DwM50quq/Y1yOp2ifwl13Gw2G4/HKOPEiyn2AsKUBYpCGBuKqFoU53GiyI5Bk0hD49CeuNSWeghCj7ihRXfzRnciROUw0HHfGaoWRYQUW0J1ihuBjF3t9qWijUAEeKi0ZIxE8Z0gHcGiODyhlfafLqKtFWFV/AFjsTjdTU0VR4F7PNP2GkJybBuLlEjBG0v8ZRMB4JctUiiF+I3iR0gcV4r2gTTRZbvEAQDA4OSb6A8QLzIS5awaY8z2GASD7SQRxeYWspCEcMNyip/TzjmjGLjdwH5aGVJaBSsXQroG4vgK91poq8qyLMsSth+4a2SnlqguoXeEwRNODP8qlbRkqmKdoMCVBSa8CgR7oJXQCsG/4p8EG6AaEEUlNJPL5RLEO7AERo+A9EBdgotbLBYS0g0Pm/l8Hlcw+IOCOM7gRlMGFwLX7sGDB7hSl5eXwD9S2Il/add1kH+PRiPnPRE9ffr0J3/yJ8HRoZ4Gol6tVm1vgZ9Bs8dZqxgby/O8MCm4F/zAaDS6vLyM9zpJjMSaBFKVTDP8jZMJQbgMcwprFxsVxFnt0qSX9A7ZasQvQf5zpyjBdd+O1YWtmTvDVRLfj6s0EdBCcik3RRaNq8V+qnH1I3p1LLkQgmISCSt+DPBSa3bOXV1dee9H0xk2vRh1CELAlcIBSLqpDHNivSVJ4qyPmwW40USv2HWddTZLU0xIAnvH3hIbNjWylwAyLMsyrn522BsVJcWJ3ltsV4R6BcwTJb+cLsH21lqMA2CnqqqqGAwWiwXWPzoXccbjZnlYl6YpB4dNb0NL3ored0wiUf76siym0/FoWAxHRV6kXet2GNQYhCilPN0ZbYqrxtvhveAwTXQn7NvzBvWRN3pX5/kMF83wHJvEW7tFOVqtnvVqOw+OyE3EPyuM+1kTZbFR5/PJop03fY6sTowK7/2w8fm/V9F3N5adYj2qPCMiJKbFGAPfF9S3BduK9uLd9oO/d2Bt/E9SNsQARiTK8uxwbrN54qGzP+lHFHD3M9+hH+M5QPWMtSE2S0TEYXfR3gvj99sH+2OW+2OH90YL7kwA3r4a3xMAuA8L41Ht/RHrsGcJswO8gw/7Rjv07JD6ewnMmA+U7WsniIKiPfbeVcHEzHqTvEEcArPSG8qRGfBPVK/BbzpTzjofyJFXyitlKLB4a+1PmW48t7bpMrb3W6fALoQAMjhN0yRRfe8Vk1Z6Pp9no+F0Os269urySVFk3TKYRN2OVgYO2Jk9B0oCGWuNUopC4h3bztte6TRhVjpJlO8Cc2JSZgv3TaknE594752N5DPR1F6IAtn9MxocP5qo797BQ0VBE/GO4AfsBB5s2HdQ58X3RlyoSWmCx9vG/n5b6t3O9we/T4WLo4CADTxKhf2IX8R7r/RmdhlFw84hiWmbGDwKjxf3HmQ7k7Dj2GUOr7DpeW9VUnjH2Ps4BkioifHsvzN7vbXPlnpUbki8JmqsHfGAoAuOfN7EGVWqKwEwEL877wMFVqyNVlp5yC2YkQCzdaNlIhUCOxeUMkDcaZorZVD8hMAIYyFSWidaJ/iVzSCGSTS0u5i1Vsr54EOAu3Yg7nqbqRyvg//FyyplvIcqgJk1RiDxYHMueE9iANP3znuy1mvN3hMro5QJgYl1IIeD760PnoO31kJgwPgVfI0XROwSRUGowFcCQoA6vN9UNtZanShUzKwNETlrdaKEAcbFgtFr27YYHcQ8j/ASxpizszOwHNZakeaKyUcMA8S+AiU1UJP8PN5FfF8h8BOdG15QLFtktYjSGIRDzC3jXSA8xsGAt3fOvfzyy2jTCKYCZhAhqNyAog6F8BLWLGDAUCWLDRI+iPAko9EI4v6iKJbL5cHBwWq1gjpgsViIGhxuvegCXFxcKK3Pzs7Ksnzy5MlyuXz06FFd10hKgLw8Lako0pubm67rR6NRkhhjkvV67b3t+zbPs6paZsPxcFSmmen6Zl0tszxZLG+2nXLWhhEVQFGMB4xPRG4K1g5QE9LWuDsj7QbciQCuYnYKDh+yScHGgsGwiQmfLwIzfEDpOgmG11rneQYoAh5PmmVbjWgi0jjsabCwwhUXSbnkx0iFgeMUSaQPXinsqHgualQOaWqkgy6HFNNH6NrK02G/EbBxmCwKNBeMTkRIFvcERd1nTIJOChofMDQW2gpzzopY8Jt4a+FMyrQSlvSG1Y/mCXF3G2NYa5knlGEHPFOwS8d7styb6/X6vffea5oGqmDcBVKsi0uqPH0g65hOp229xtBmYFqtVuS92jwsvDE7XJ8n7yfTifd1nussM973aZrv2Nzv44r7bFfojn3/jg0m8/MtT3Yq5ohF2daUe47w0iKR7LVbW5cIh8Sawx3vQemf7mcz7HBu+8Bmz0CfMcUddzafQw/KN3cA8z6DF1f/z5oii/cK6ZrJx8RDQfp0Simtkx0gF/86qosQtbmlsI670nGDfmcAWKZFpIMsibJ42ImDtHO36nSxK5eKawMTohosbuIIugBrJ0WavONd79OwK9e8y6nuT5bu57bHACw2yNlnC2NicKeBbhId70Uxp7etRV1cOu5oQSXqID7yOKpnc0Ed4i6ZIqNMZtpgEkRfBn8vVIutd6138f0uF126+akyFAhCSYx8Be8ZsX60iT0IAepNTYFJvFgDb44lJoeUAurb3rZGcabYbMjKu7dnzFUws7VbtRqJmJa6rrPWo1eeZQmTyxKNHzt/+vStP//uJz716fFouLxaeNu1zYaLDMGFQMEzsQ7BMA0oZNaSsxRC1rZ6XbWdVZkmH7zSQWnygbVSIRhnvVKetvs/enPBi7x1Y/wS+A5TJip4j3nTH2EPz2jr2bEUDgr8sNZqp0Ei1QP+xkMu3oUxR4G7FyNz4A3ipYbbA08+Zt62DXbtg1Fxyg6I2lp8sXdaWURB2vDiWLiD+mJ1u3i143Er6aVioCd9UHwT+51YgEibTaSkglQDWPLt1MRtlNwWavZ9r/StrEjGBuLHsGy48iJSiuGpgG0RX0vjE1+LVUOe55Y8ehcmSVLYSCj2MNlVTHyn6xbv/vIBpRiVCjUGDJujUsp5mWpl67z33vlArLRJWCm/13iLCY3YTBkfDSdHzNaFuEjSVGkdUJx5XzcNQ5mpFL6gEPRWEiPyMBy5vJQcfOytGlsXBlSBrIXpRUhLkm1eVm9Vx7j6wnyKEyY+gpDVuOhoWWFeFGU0Ui5RrIuubLlc4ocl4OvWumC7IGPOFmwnylapwMSuBi+ORdv3PWxU4D4iY7cbBYXW+NfxeAxfjdFodHh4CJsNPOxxNuAzJKo80VmJIBB3Lpxa5BGIbQHBHmijdF13c3MDYScRvfTSSzc3N3CaBerDGcAbjcfj8/NzDEd97LXX3n//fSSVQegorjBYKqlWhikz2jAZDq5ryyytg8uMSjUP8qyua+/taDS4ubnB2W7b+oUXHpZl+cEHHywWq8lkYr0LTC54653vQ9d1WZErpbQxpFgnJtPK9TaWhMXxCXFfFto/cI+Hh4ewEsVFlEDOONtA4B8unLVeOHZx0gM4/P+pe9cf2bHkTiwe55DMzHrdV8+je1rjxUhrLSBIkHcFAQZs2P5u2H+zYQzWC/iTpse9I600Uk/3dN9765mZJM85EeEPQZ5ksqp7bUC70Ny56Kmqm8VkkodkRPxejvRWlMw5urVJW1bk9abhr68Kt5qk50hv/TjV4KSmNqeUmtC2bXs47kVODVJKiWi6/zRNI3Aq0H2HfX1W4ZDjXdVUyamkPnpwI66U0uXFVa3/6vqsfF3vwVw96GvYO7rK45j0hCnXEVi9UurWfHLhx9MRY1/29V5RN1Vlb7UQr6W573/VMVayg5OifUEOwwBEzkD2f/Jr3K8Lf/T4I+b6+vquJF/zr1/dmNnj4wMBHI9H5pe0Isw3N9dSDoSCpCIF+SR5qnPVVTbAqkCsJ73+a3Dfc6hJVeswBh+5rjCo5aR1VpifGJ7zY7oW2cYyExQrWAr2rFuzVZ+2vMsx8wp1XKUfLXuxF7u+msk+tZAvoYLfZ/u58pys/jRLGeGqvSy6BmpqSN1MRjijBjxnx6ycXU5R5otWnxFh4SNQ7yQrdujy4V7ZjMs/dT7it5p8Ihtj7duXKQ51olF3WLWUxZTnRdIjGoCBiqpIybkOgKbx02THYr4Uzg/46bSWUiZPlxnfWn6LM+68zCRcLdfnSNqLuOKS6brst+vtIpzzpypgexZmY7rK1ltJ75zXCrXxM5jdleBUu82/+/yDVIbnc971srW2mhOyNIBldu8VmDbufE8hUCQDQM+ucCIrIhtAmktTqHwEZ34qicyen6D1ObIsxqrotJynKdbgq3HM7sn/qpfDPgXUGGO8uvrt7373y1/+8t2PPvmjz3/2xd3XMbJqxgl+c5sVQsCht1ysidi0F2Cs0pqSSS9SivjVasiGaipgRgGDK1GNcClYhcXC0Eq1x0UIia85/wLtXzLW9wMOow7+rCkidXy7nJ7W2YkXjotbmBLR/f39sptaaosni4jJSUgq9au2Q6tpZVjk1foU/PRsRqtWaRUzWfI5l9bhtYl1RMLva35/rI5wXq9XDmTXdatus26/3k/rdViFK5V6UWPQ/MXelC5fuWzqlsZc/kW1AFmSPGvFtvyMfl/zSyjGiKC1vVwlsa604Ev+WOUDLP1OYM56XmoqTuFmizbVEc56bXvlR4s/NRTL11IlPS6nkvUd69Or1n8rFlytDmOM7hBQxUu1zVtOoGtVvcwxu7+/90Q7RBQPLuPGD1dKOc6MRBewMzM3zXIyWuPRXdVT1UFeWTq7rCrxbm9v3VvIgSO3AnK3HgD47LPPttutI9uOmVcq5jiOnn9dnZA88+D29tb9VLyKdeyolv61Tq1FgBejXmq7TZEfEO/3PIbu/v7+V7/61ePjYw1B8YM5DMPhcOi67uLiwjsZj1vYbDZekfuaHIbBrTtdcOWrwi8ur613u53vxtXVlVMrP/nkE2eZVtNI3x/nDfpBSym5t8qnn37685///IsvvogxekyCd49V3OgXrBPLq32IL5KmaTyKYLPZvH//3ql633333SeffOKVug+qvJT3U+lrsu/7OtueC6xJuubiYRcK1jqsmihW71NvBvzOs6wGfKhURy1LJ6GcsypUY+HKrPZRhb+scuCXPiVVclYR49rv1UNR77fLAPHlncdFd35eiAjNaTNGkTyD5+rqEhGbJtTbjtM46+TiBMvQhJlXG8Ba6HiMYSnFz3IdHS7n31Xd7ezQy8vLh/s7hysd9PPkX7e88n1zaqtfJh6TsGS5+7d+ldWBhTtFn9zzZk1YvW9UfxT3aKlSBVe31tHV5eWlq2qnAKHNpgq/fb3VQU+lkLRt++bNm5KGDx8+OODvPrpoVlMinjk8TqHzasJgqiIgS55qtX6tP8kqqzp1iXXMna1b9amButmjiJjCxPA0YYor3n69z6xArblsqhs/dX1V62e1fH8GIS51gyusb74hv2DMuJpOIr7g73K+1KF2hs+NN+tY5EXAc3G0zZ+2teVbZl7PYEtYkS2fo7KqLwch1A9TisJ5hvvJEMiHFGq+surk2pfBMnxiGEYnaFTro8keeXFzgzkh00kKS9FNlTLWQVvdyXr5eLdvJqsyY9WE5FTqt5U/tfzsiBgI4Fmo3Qr3Wx6r59RNACCmZaDCcwdU0+9NPlj2/0tz19WADxEnS59ner+zQgttleiwGruz/VASyffxUZ9jyIAvE4xPbi4KKzb4slKarxZEMiQAMyKcr5iJ7uq+CQgIMGFFs6KQEUlERdS0GMjy3VcjhqnRndb/ycmpaRq/E19cXJQSxuE7kLRpt/unO2b67rv3v/71r//H/+G/jzG685fBgIAnkieyGuzvD8x6dbVp4ibnWFIA01JU+4xBkSwEFHFbBw6xLTA4T20piTQ1BBApWsSdlu08jFTn3g8ADP6ldn1kDDjLl3Hq+NWtalAYFUXUykvXABhIlYu6xgYB01jmJrCIlmm5CyCGSuypzJl6o2mahgOCJpNxsp8qgIiBlBkJiskIiFh6VQ28aQkJrMEiIliUEFsKClkVYtN6GB84LUpExpGbxqkJiHi526hqKsKSo8lFuwEwKqkBvXCGUkmgBU0CAaNJHhmN0QJBZOyaMI5joEKQAk3tjUkfKAYqKSUTbIIGEAImVSolmqEIixAiq5bjkUWay0sh1TJoGZBbtGyiJoKWTUbG0DYhkBYU0MTYtU2IERmlCQCabq4uCIqWIZAyCkGRXPJ4CKQmoxo1m+jHM7JhESslaGGwoCUa2tjb2Et/3NxcAZiWI2gJVJqgCCmPJY8o+YB2wRjz+LTZbNBGxi5Q7NqANgYqkQWtECQARRsbIxFpQ8QkmKQxuu52aUhBIO/7DUUCsljujx+pM4sFWxVOYYsJ+uaC9/uHsL0ZFUYdRh26ptvsuvv7Q7JRqBTMAAZmx3zAMoJSy2xWZDhEkJtdd38/YBmPD7cXbRhzBpKcs0IuOmnVxBKyFh03mw2ylpRLyttuIyJpGJsQb66u/5f/6X92G5WU0s9+/Nm/+8t/S2i//pu/+f3vfy9ASeDy+vWm27x//6FtN+Nh6DaT2qeS2byN947Xb9neojhH0de8XwXuXuV1vFftu91ut9t9++23HjxQgTVEUHWzR2Tm6+tLR9Jqc/L09GRKTdzknF/dvP3mm2+YJoazCjZxk1Iah4yIIVAIbc4ZgEzppz/5mYdM/Pa3v0WgN28uHx4ePv/886+//ro6LLtZiItyvf+puSaOVj0+Pnp4pj8hrq8vb29vt9ttSjnG8ObNJ+/fv7+9/fAXf/EXXkybUdtuUkopDSFsY2TV8vBwZybH4/7LL3/tN4S2bfse3r59/eHDh5zHu7uPb9++bZqQ8xhjMJP+uBeR/+vf/7LeVbabNsbYRE4mw9Dvdrunh8cQQkmZiK4uLnPOjHRzdf3w8ABqksvj4+PT09Pnn3/+5ZdffvLJJ5eXl/f394fD4d27d4+Pj9fX1y3i4XBw4mjNCndLTx9/eKPiWFMq2ckeCoaEIYTQxBgj6uQ17x2jH8/JnjsE76LdO6pt24eHB2/8vJ2u0F/TNKWknE8uF0Qgko9H8S+YCTOMxyETBeRSCiqQYcklUpjsN5mGknWuqAzASrm8vOxzPg5D27ZN2/ZlICRqKJeSS2maBgCp9VXK1PI4DCDKGwKGZClDvn26K6UUbEMIGXTs+65pzaRtOzdkPhyeToP/kohou7t43B+LpJxkYnyENgkMY8HQhnaLzK2hFbu8vHSTIUkSY+xiN45j27Rd7PrDoYmc05DGIcbYNmHoDzkNr169QtCnx/tSSghxnnNNPSwAunth13UO1wFqKYW4GcbSNE0/5KZpCLiU4g+U/th33QYASp4wcxFpYjeOY04SYyQMbbMppeTkU0vojyMzD3365N2PAeCbb755OBydic1t1+eiBjevXntf6neGlPLl1fY//f3f7vdPnkHS7NpSSh6KgT2mQ0GIiykzADomBxakBCbiyEzuTT4NnoHQEAydeeWzVQVriBy0T85+J4orLEv4I6JvnwyMWCO5xqZKhSa/Lrdxd/1eLR3nliCdSByGs5HVJJGIMYamrd5FtcBSVZO5tgZEiqvU6SqRmCtvWzUDIhWac3IacFgDhgY6uRPOaOayE64C19XQYQW7LQeppRQpOTACEUIgIvIzZaALLKboGQa4pAjO1RExh0J5mVRRMdWpX2Va0VZrQFHVNRGdmkBmNs8RncfTzBwCl5JLyZV6V0qupIxlcMXSkqDScCrt02nw9UPJghtMRCBuw62VKr8045l8YnQ4a64I1TKoTC0UIiI4pWKl3lwOLJ4jsXUCdSrN80KshGgKKmoLE1FUw1MD5mWxkTdyhApoZCsppoHbkAI50ZH9fU99/RLzA7BK1IdFCgMDkvlo3nAB5y78buB56zgfQPJ7uaos/UUBwMQIkQi1TFguIpiYF/shcOCQJS/R2pfa1BGhMAVkQEQ1m2R9KE4iBQD0ZQ1oinryUwG1euU2KpQlxxjdbN9/z9/BL48YtNpP1KmBmRFqYMHW3r1W6cdUpOjBiF+/fnfR91//7X98/JNPP7nh/ASlDCg7JGDSAgOSAIWMUFIpSnfDsN1cWQf3+WMRPYzHqE3T7QI3iMiEHGNRHSEjsaqSAAAE4w6bklMTYwwxFw0xRuQo5GSFQXIhysyFeBRS7Zha+QPK63s2x/qhMNPnmoHqHv49+TwvDxuee+wuL+zlLG3p/7F88cRDEAWkpQ54yT9ZtporUv6S/bIcSy/9SJb2JCsi9cqnxB2cfRRq6txiNEVEQmAEBiPTF/joS/4AzjkBdd8qUWq5qxUyrXPWCqnVgdwy9HmpH1iOdpZM95PWYkEbWA7S6mOjHtXJ7DuESgFdZqBXQdrKT7k+78tsxOdR7P63FHWpHiK77JA5EgVTRGLCoKZpLIQhJ0HgwA1hIAwuliQKOUuVCAJASiWEhiiUcqagmCwfx/E3v/mNh3BcXV199/7bL774om3j3d2d489zAoQug86qEsZZXg8PD77GvA/04+nwl0N27h2ytEHzjDsHA/0wOnJeK6GUEoCt7P6qk812u3UmqlP+KgDr0EdFsCtEXxGPCj9Wur+jRnd3dw45uuW9+23Uh/pKTXo8Hi8vL3e73eFw8HSH7bZzbaQfKDdi/uyzz969e3d/f+8BYm506dU8Ed3c3FTsyzFA/7DuQepD36urK3eJ3O/33nR58X1/f18FJ+M43t/fe1u14rH4ka8N9uXlZcWdKmJZk2ncGdh34GmGyKrEyz+7Q47VHKV6Ea3Iz34ndGjLAUYR8T1ZcqvqjtULsBKuqqyxKtMqv7dSHpwJDwBNc3LRrBXqWYnAVJkzlWyzlLhUS9ullK6uf99PR76WM28/bpXruzQfrq90vNTTeBGRuFGdmI1++fuS9kM0F7ul5tHX5MNVEAWAeMPsqXrVANZfTETjUJZ8+HoJ1HY651JjGKrL69JVy0Fs38PKR6rPjpq+s2QuVHeuJQ8/D4Nj0cx8c3PzzTffHI/HpSrMgdx6ofV9//T0VCvs78kTU4AZmpsOtSKtE8aWrJklNaN6DlUa9qn+Y8YZJqiOLPN02y068PucTl7Uwi1BlVrPVeeb+vN6GE/y/mIv+pEs6Cqlwgt+3k6hbTXRWtaBCsvr1Mzc7n35miq5X1LvlubYS13ifJDPSqDnVgUAgByWjFk4z/Wu5MSlBm9Ve3ik2oqvW8kI875hXcD16vbjXK+RMSWX+9bLaqnrqw+OFb25anMoGoeDAAAgAElEQVQqI7TKapZuVSdw0hTmJ2x9ui1BvFVB6O9YC4mTaPbZilpVic97vB/oA5/XnzMJ+HuBvh+O4FtBjt8HGNp5RsWLDkP4LFRwCSkvi9UVW/I50LdkV9VImKWYsIpfXsz3m1YXBmIkYvZVBzbTtr2MQWf6zns4+T+pnMXMMLUAYXrMMYd5adGinA7gElabTPMWhojTnapr8VNMYwlxKzKgWBnT/e3dP/z937993e22u/u7Y9d1WYaUxQgV0YqJsEJjRpJV5GjCBXLgZrfbDcPISO7yChWdJIfxcPI6NoMQqmiIiQKxOJw4j0uQ7EVj3j+krq/6/qipvKAj4EXb4xC+T2TYEF54Shn48G0KmgRAH9LMCxZFCKgoFAVmEkNUQISigIamQGIA/q+sQGOWCCSGyBEomJkYKhAFphDdzFcM0IBCJFFkVkAi5tgMKYUQFMj/jlmYGSgASVEIgZGjgvN8WYEAKBUtCr5XWSyL7xEWBUTwF/vWgIJ/CiPCMMU0u2Gt+gSQCQMbYTGNsTGz+kamQBQUKBVFjshxGAYxBAoKlMWKQt1t/7kh+4tlylIIY5aigGZjllR0zLI/DiEEmjZS/JCCgQIVhSwWY0BmSaUoGLICApEY+o6Jof/1b7NYEKPAYkihoQCePqRA3ETXOxVVRQhtowhGSBxi144lx64FhVPTC2yKUgyMVKBrtwjsPMDqTFjVI35F+cOpmAYmYDKww9Bj4MfD3u1ms0qfRlEFBE9y8zuaQyXH47EGJbvOsIh4gNIwjmp2OB45BKcpi2rOGWHiYgUmQgNQ5w1++PDx5ubVZtM64OOelitbnfrAdvGeO9nOvmfihrfVFsWfrLvd7vr6+ve//32tpGe3Ca6vqX4VPor2rXXbRqQws/+38utcyOC1VNs2ZpBzUhUiGsfh/fv3h8PBm73tdus5EyLiUX5OV/MqvD5WHX2qpfNPfvKT169fu+cnM3/++ecpDd5T+Xz6/v6+67o/+7M/e/PmzT/90z/t9/u2bf1EuLawRh3WcAg/6UuLWtebpZSc8DYhPzMb3L1zqlbQd7JOT7yFePv27e3trfMhr6+v3759+9VXX1Xq5v39vbdzzvncbrdfffXVZ599tt/vHRvB2V/CVJm4lDwOg6q1TeP2JIHZJ/iTOKUIIiqqlDKC82Jsmf5SK2z/jLWpc/FM0zSer1BXyPNMp4o8VB8/Vc05zQAF1IGdqlPKMWfxtG0Xx8amgdlmgwDaObkkhqCqjAQeGMXsH9xEkblr2khMiCKKCMGRMlVzlzOGwOFitwshppxTThwCIBDzxeVFSun29s4jbQ6HPVJomob82WpqKgihbeI46jj0zFyOQ9u24zg0Tcw5X1xcpDyO44CEgI1ocU6Nw2Xe43nt61a63sKlNOacQojMZDaVfX6UXILtSTNIyMREmEtqmoZc+QyTjT6gFXGRvoOFJiJShJikSC4lhoiEHGgcx5QkxMDEgNZ17bE/lFIM9O2b1+M4IgYm3D89qpScRiIC05yKH0OOEcwudxegNozDYb8PIYB6ApsXULSW5TPFyLFhBCFWFSHglaoETU10ykxTDewfLaMVAiUkkTTZ8RGBr/fCQDNZy0xSKaW4I6PDxEoDViVcJezNy9R3LlI5S39eTG+ZOefCpGoKOuGRaJqHwZXnbmihqkTBreRpspKYeFTg0dyIgDL/GJ1a5X2vWq1lzWQRL0FTpp6dMfRAzRVLNnkymMKS+weTmYNrstxgB2G6hCfAB+ZUDFzqZHBeXT4idAFh7R/qpXriyeJkCuBFpDEHIm/kFJyJxfSsxFe33JgnvCcRtb+pmZWSawFNRBQ45ZEI27YBBBGJITZNY2BmTdd1MUQ1BZviT1JOE54zo1uT9ZGK+bEDNLCST0MTNWUANMs5E6MZzDcrmfxh56yHlXkEPnMSEluQvRHQ0EwR5uByBI+DO5uIPONrdqFdzOynGhdw9n+fuumpBMZpwQCiASoCIBkaiIr/LrryFcyPkoG54s1Mnoul5v8BM+oU8b3WWiG5wFVPCCFW6RiqaeUNEiGgMU6BFIBqqkhWJYVqOrcsUiM6zabxEE3rx8xEdA23+LjHTixFNCMwNvUcDoVT1kW9vhARFKcVWKdDBkBODzUAKMyQ81gKLKeW9ROVPDnBIJ0WgJkBCqCgquRhu73pOnjaj8chP9w9hABpLN9+/fsWbxDgotsOejRQioFCowWywiCoIUDYoF0obSjoNm7bdtM0zbEfpEAWNQIDz2kGBAOc5irk3S7Axi3cfZSPfgbFGQenZUnITMZq8M8P9P3XwPrmFfB8/friRdd5z3M/mv+a4XRLskU6gpSJ64/zLNwlIhNZPwQAMyQg9u0oIBP7twqYZdLtMTFysEnDRwBAIYqIGIhB4BBiOztHsQEBMlJAYjVUQ0DOoqFhQwViIBYDQkIOQMV/ooBi4NtXQDNouk0zptC0iE767fyVyM6pECDOfifwX3EGNDEyay6ejE4h+pxv8ZdVxF8JxGoWQkQOxIwcYPr4korsiDk2YpCKUIi+k4aURZGDIbmDkP+QQiSaTodvRwzIQAF9m0CMiLA4vCEEhcH3xBvICIgcmm7DzIbkuZZ+BHzLYuDbkVKkeA/IIpLKSERApuAfzVJOfsANlSyYKqiHYTJj0GKMgYAJ2ATQKFCM3BAwGqGRv7hrNjFGE9Bivtt+xv3jZ1FmLmrI4dAPm65rYiMioEjAIpLH0sbO38Wj/3ocs+qQs2cxJBEM4TAMLo0rZs5b4FkORJGZyMDmFDXxeAAHK9zR0Sl51e7S16E7D7nD5H6/d31XRTOc28azQ+DFxYUDTc4ynR23cInQisjl5aXPTR2RE5Hj8eCg093dXc4phABgIXDFt5dBAkSkKiGEUrIPkbfbTds2ruWLMXZd52Yt7va5DBuoGiHfma+//vrDhw+OlTkTsm0jIt7c3Nzf379//9573b/7u7/78ssv7+7ultLcu7u7zz//POf81VdfVQlo13XH49GjKbyXSykNw+BdkIi8ffvWbUvatvUwDD8L1U7Gm0b/1P6tt5SvX792aLGU8vT05Kjs1dXV4+PjP/zDP7x+/frq6sqFiI7d3dzcEFGn5klrXdsSktc9Ktof+0lCTDz0g1cAXoR6ytwyD7rfH/zbet492q7i8x45WD17l+yGmrRR01Pqh10CgN7rIp7gu+omp6qIU55yFkHHVEsBM1+NeRylFAKIzG2Mw3g0UQP06WbgEDkQYBFJg09AmIkJRVURMDD3KaUxIWZ3Ot1udw/HfTbJQ+66LicBhKQCgSFQ07alFC0WmEzFwJhQRLabKRzVVErOTC0Harsm59x1bcpjyqMv+81moyrHYxqHfrvtLi8vPWX+9vb28vLSF5gXuzHGtvVSUlWBiJomIuLl5aUvraZpLtp2GMdhGELgbtP2fW+mk9pOpxxw5yn5M0tVQ2B/7jVNkyljAWaadeDoDr0++Gia5unp0Zc0E0rJTdPkNJrZZ5/+9OHhwQsyKVO2ISMNx54RA3MbG0BFg8DMzN5+v4T1gUExKwC+0xnyC+EBFQ0QEdHepwnPk50XX9QtzON4xQVRDYz2S0//F7ECW1STSwVaCMFYSykOM8z3EyddAiGwvxJAwBAFTMxA9KWoN5xLyjPrwmfx3DiF5RoqzGPrs+ODSgtqIiKiIgDouZuoAehc1C/l9BNKhqBo1Y1sab5SfwhzYF+ttJYG6dVXZoEykbcANc4hxqgvmfXP71i5JA5dTM3NjO0DM4XAjtuGwG3XNK2PFGlpur7ZdDW3U4S84JomiQD+cIEpVDnUZ5OZbTYXVXtfSkGzQI7rbpb+UsvorBDaVZ7Wic8Fz5SfflQJA/IqCmKNT8BzUVxx0aToIihrYSA/NTo4E6Tn8h1tboQQxMp6/UyzkcnJxEi+1/AWYaqc8fvi9exZZv30X1WpvzhNCLAW62Kkk4WmmXnRYKYLX4ZqKb/q8ZYQ4vO0EvRuBqIagbnYt1r+en+IZhZCVFWvmkD80eM6SQzBjfas28TqBZ1zjpHXmsmR7Vk+hzM8CUVEEACClaLEsNtdHfZHScfLi4tN00oqKv2mCUpPzI2YpdFCvNpc7PqSrbBaMGs4xl1HlxcxpXR1efUnv/jXv/vm97cf77OIu9r3qmaCgGaKam4KQ2a77cZT6UXEVFSF1RCNiFBR0cTUCJARZ63cHx7WV4dk8CxjvohMc4t53fkgEZxWbCdrWpsvHQ5c51s+HcnFbbKRCNWcRzHdHhFnmNijBYgCuysUAVKMzVTW+CVJzIAGWIooIObsLk/EzDFOyQEhILOhZw0hInmwOHMwAM8ZNwMkNkBnRs/zJjSDcUxFxI2mikjKGYk5xBAbBBDRIkociIOnhorOM7ca8+rzonktTwaMk/cuIBJxUBE1ENG27YqojSmE+PD4JKJIDID+RjEEjzgvRQ7Hvm27UoRDALOUS9O0KeW2bccx9f3gzZqpDsMoohxiCBGJVcS/bdvOj6TM0epOuRnGhMRdtwHEcRhEBiLuNlswI2YRNUBRQwQiPhyOSFxEvLmYmd+kpgZwd3+XS4lNLCIhNjknz153me9+f/C3HobR4aZKIPHSzY0Za6w5MxNzdkkAwM3NjUuPfBjpMW4cQtM0Hz9+vL6+dhIpM/d97zSwKrdr29abjWq76uEH7mgfY9xuN8xopo6QMAVTZQpz5Ff2Kdps95K85asZev6Md1uXr7/+utrlV2/SOvOueI5/++mnn378+PHu7q4GOpcilbvrJoT++urU4pvdbrfeDjnu4Xhd7dO8bahmHtVlxDuKlBLslZnfv3//9u3bvu89Mex4PHrQuWOSS2NDr7/HcXx4eHDI6+npab+3tm03s3EFEb169crDwd+8eeMf1uMWmPn29tZbTf915806G9PhWVXd7XY1Wr0SXD33zGV4bdteXV05OfCrr76qxqe1y0LEp6enzWZzcXHx8ePHvu/v7++dhLx0g6zZa33fb7fb3/zmN23bNtvdkkvjJs5+hB13rXnfKxP2JSfN963alj49PbkM0vuE6h1VudM13sBPmf+TI1d+IUzp1aV44V7NY2JsKh1riZDzIsESCH3llPnPMuPUG8u6Vmv36Mk0no0RQ9zM/U81xlwS1H3VeWKHxzA4Huv2JP7gJ2C0KZs+xuhoeeWCunVbexFOos3t1qH7ygKtvFm3u3QCbdXIVZvloU+1W6sem4tyVvxQVFTEF4YPd5y466si5+y9ums4679WSNbX29L71OWgPvfxW83r16/dbKbrOp/X+Od1zHnpTeXfxomrPH1SNWVcYX1meRzHoR8OpolYVBXKWQ1nYKYmDpxNWT7BxwFEjAgivoTOsxzUjcrJ85enx61ncyECoICt4pv96zMephosuKZTd4QIZjJlipRV2YFEqqhSYIHCLVKyrGbi1Tp5YV+/jk+oKdWTG+HsxQeVLTn/DhF4PVu9YmDBw8SJtWtLqiECBCaMk4M3E1EMwGcOk6ukdX84Pu+Qz4mOuFKOVUJ4FXqIrQ/1MqreW0cvx/1aXjKcq1mUM7PczLku3UrUqlFby8bVTb9gDvj2r/2q9CvIH9yVmJdzBtVAWBUrqzAt/9N18XnXVx+m/pNKRHyBgrhwR19NOmA9DkiACqhILizzEldrq4xnjbStSuK5u3Ydmq6caaq6FZ/5N84zkBlefGbTsrB6hjlvqxKYp/8y05SZd+7CiDgheH7AZrNSADDmas2CZp4TVpZzCiISyc8prPOqIwAkpsmPHMkm75Yp7RxnbFRyEfGq5hRcqapgTF52M1LAbtOEGHNKzsafGviplTVsIqiZqgnMnYQamIIWKIoKjDnlYRyLJm7xJz/9ZDg8BJYQrGtoOEoehnDZm4lJF2hzc/Wji4u343hPDLnYccipJDjI8JT2+70VA6OP7z9udxchF+/FvdwCwGLqlZ/fB5zVQohWOyMyUDDEAiBmfUkbEZ18jwsB/7Pjff81sL6pRA78nBuNOOG281WHrsgUUZ91AQAvvKq8Cqm1hZmF2dzyFE3j62j+62ueOUwPPNVhHADQf5BzdnufrptuQ+OY2Ee7XluHQMxOOg4xhjgxP5HYuzsDRGIEIA4eMecCdzMgX+bM3rYZQAhxd3ExB0Jk11uHEAHAxiSiXbdpmrbetRDJP6CdJ8hOZgLOhCxl4hITeyMnorkIcfA6pL26MoO22wDgsR+YWUSbhufu1IZh3L25KKKxcct4adtWDTjEnLOoMYe27fq+T7mIWtNGDtHcaUc0xqbbTF4UokYcum5DxKr68PBgBtGl9kVEBJCapl0EG/pDBUKMuUgI0dt4DjyOo6i0XTcMg4E9Pj3lkmPTlFIQyfPMmb131ZQyADZNO46paVoX0c1Pgm4cR7dw9ErUzTA8isDL+qvra89oTjmL6ma7ne12qe/7q6sr3+Htdvvhw4fqGu8NhvsEeunspa1jXC4l2u222+227/dmSkyixVMBieMcjpcuLrcVvRmGoZq4VLanP7TcYLOU4h3scpZZK/Kl7/YXX3zhrp7+KQCMiL2tXQZqeQMwe8dz6VPThiITL7QfDgbCYfL8iDH6qgBURBApjmXtdrunp6dSipk+PT4529N9Hf2Yv3371rvQ3/3ud1V8WG8RNzc3InJ3d/f09HRzc1NKeXi4e/XqlXfvb968cQcX9ym9uLg4HA6et9l1nR8cr4C9WA8h3N7eisiPfvQjN4/xJnwZOeVCxMvLy2EYvvnmm5zzX/7lXzZN8+WXX3r1/Pj46Jahzul1BaNL6fzt3rx544RAf1NHAj9+/Oi02x//+Mci8vHjxxDCdrs9HHsG3Lad5OJ6yICUcx5zQcS4UG3VSiXOQtZTV0/FGcuO1LkXTr0l1p7fX1PH4d6I1tTQm5ubZQg4Ivrx9LZzpuAmZnaaCjP5wiACRBDJqoVDEBU1bJvJU1fKJPKcEkpNuqY1UTfsMp1cvfOYzCwQt20beRI5FJzdidU2Tet36ZQSiIpKjTD1HszFP34EmqaJHMfjADHstpuu60pOT09PDn23TQxMgWmz6Zx823Xtu3dv379///j46G01IrRt0zRx07VubFsrVyfuVqecEOnyaueBfiklQCVC0UwMfv32/aBqjgGWUtq2ESl1ngJgzBRCSGkUcZmiEmHfD/4YCiE0TfQ9V9VxzDnnlEb3le26drfbtm2Tc84lH/ZP7969Q0QPn0SwEMJuu2FmF9MS4LbbAFp/PJpZE9nUtEggbkIEO4cIsAZkgaqaCjHMhqO4lNKJKaiZG1cApDROyH8kAFSPMT2XMBXxNTmL5bRull0mPWd1QXW/mAh75gxFAgBR8SirWlVUFa6IBGZCWtnoBwrTqNjAYXO1PPWKz6wUa3Xh5UdFXUIM6ywHCM9D3pa+/DXS2t+GcEpxrKM6V2hThe1m+kO1hyUiYFaC58kNy6kQh3ju1XGyDFh6ClQcxtdzBcfq5GLlPuCK3IoomkEpUr24fQv+W9U8VsGcMVG7wfqFv6bGeNa3q866NfKqzkdq/sca/jVjF5qq8hw5uPIMF81Tv+0GkWbVZTdUV+Fcnrti2qkzw+c9nvvZnPWBMjF76zihnvsJ11Z7rhhcmji86Of5PKTn2Z7Qyo71RQni0px2qYCtF8jKzWUlF1yFaix/scpol1Y9yyW6iij06mURZoaqBr5jk1elZ/n58VMKDOTa2Kny3+8Pqm6Q0wIFMs45jylxCMSMRG6iU7thACBIhgbkRrg298YoAiQoAjkLBrt8dXH5ig5P+ybQ8VGudt0mSsqPaTy8fn1d7AMZIdnhMP7tt387pn/YXvwIeQNMgdBAuiaWUVUxjeU//If/exzH/+7f/ruZ2erCQslZamDG1NYWOfPvIFQOiiiExSirjapZVSYKpCHIP3ub9l+q6zMwJErjNKcvWUsaVzpvv4ZVispMOZg7w8DNS4vegtOITQkxxLC8YZ3uEaam0nStmTFTSslUcho3XZvGIYSgkptNm9MQGE0LE5iWwCg+6EKLhGUcva6SthWRSMQxAkAbQs65DWGQbFoQVCVLSdvtViW3TVDJpqXrulIETBGMCRFMpOQ0xsBuRVpEptRKLUN/AABCfzaX4+HJx727bec7No5DDJTGfrftCM3A/NtXN1cquWubpzQ0kS92G0JLY7/ZbHxrh8PT27dvSx6H/jAMQ9uEGCOYDP0BQZvIIpJTUMlN5D/5kz++vb29v79XySp0cX1Z8ti1LZiompSEoLtt9/hwp024vNg+Pj4i6Dgcu65LY09ETFDyiKCH/eNkX06Qxr5twv39/XbTPjw8lDzGQM73K6WYlpLHEMI45HE4ljyaFqTgbLcYyA+OlLLdtH3XlDwCQOqPZRxSf2QwBstpbANLGkHK5XYTEMo4jMfD5Xaz2+32+/22bT4MPYMFhJxGMpU0BkYhiJv2cDi8/+73P/7ROwSPU9c09m/fvMpjerw7kun+4R4+eRcQhsPeSt62TSQspZSchrG/vLwc08DMu4utmgDa/vAEaJtt9/DwUEo5Hvdd26SULi4u0nhkZkJKKYU4Df7rM9UhFw+HXJby1cnm9evXHgrnLZCvkxpdoKpXV1ebzcbj6X7+85/f3997sjMRlZKbpq28Sr+4HKOrrhKOe3h8wtJmwJ/EnrT+9PTk7I7dbufAkTtGXl1d3d3dIeL19bV3Wf/4j//osMZ2u93v9998883KnO3Mtk6m+t63eXNz41MDr7wdonG05/b21nuY/X6/tIx3B0v/sG5JejgcENGTAyu/8fLy0q3wHRiZGgyAr776yjWQDw8P2+3WebZec7tM1B9yfjocaLq4uKj2m04BbZpmt9t1Xec01Kurq/1+f3d3t7u48uLGP463WF4V+U8qWFQ9XWpp5ZEY7nFXazhvrqo9oHeefgy9D/RPt3T2W6JJNanZW1n3lfGntXfsS1hgaUg4gX4htGEKfPez6YfCAypcg+or089Xpfv6Cvd3adomDePxeKzlqTc/vpLrCqnZ7jHGKlOck/0oa0KbEsB8VfhB8/XsV5AjeL4dx9wcM6zPlXEcY+Dr6+umaT58+OABDGbm0K7PiXxScDwePVHD3YlqPEaMUdTGMdVQE1/GFbirrayjsh4X4QvYf+gs3LoalxRop+D64W2aZrvbOmvaKaaVAudLrv5i3/dNG72q9sUTY6xa1rgqZA2BeRj6lFJOfdsG0RywXcWi+iVQB2oUIjIhooKBGcewqhQRMVItUhUMkQCBJhyDDBGbcArm8XH4Eo2Z/MABiZlWHhjeNkVQ1SVy6TU6PUNswLBu0N+JkGb5HKqZ51ADLRKPwGqw9azX4lOvbDA7duJkSWGACMSEJ+KsFfUcWgScfFC77WbZ0U33XhUknEbAcz2zsuWsQz0AMOQVruKR64vfsmc5DWUJ+tV8ptoH+nKdAjxmRtHxOPhzIeccIyxMOwCRY2QDCBzBXL7J45CbpmliR0TOVGeKfsdr23YcDgCURoeSaLLYAVYRMHJxvgr4F7PW05NEsopWT446v1t2fTmXinMiYE0+c6XpNOmgU6xIhc5EqhGow5tnB7yOCxedEp2TRm1dr6It2W7T8ZxXkqtIi6oZik7+F9UAbyFFK9UCcJYehNkTE8XQDAKHVcLELDX1JLxQA05Ona2BK5UctfO7ky9g30Odgf2zxpICstvuGwON4wgU/BMrQCq6Ypg62CJmpaiYMDOwIhRCcsZ7kRRCMBWQSehKRMwRGGlyCwMBxYANT9HWzKwKApjVjmNSVQE04kVOzCQ8mRiwqGoKCGNOFbM1tNgGCphSNrPQ4LHfD3nI908320Dap3F43NPVliVL28SnJOO+AF9YUclDMVO00LAKqcJ2e3H/8FSydN3m4eGpbdu3b99eXb/6+PHj119/3XXbEIr72Jkoc0hjSmPftu3FZns8HsciAc1iELOkdrfvS0CMzTDmzWbDgAX+Ref1rTFxA+zaMLNcwkwor3e6aSxCNEHAzpg4t3uhZwYw7tBaTUFdiWvzXyQKbdN4r2WGgdkCSwwxBiY0punRYdOvEGITAwBKKarKNAWx8JTeY4SgCKoCk12m+c+vLi9jDFJKE2PbNF3b5JyZ0Hu8wGyqOLNQCKGJAUylaBrHGAO6+7UImDWNh/MmFTEV4kD+eFBRyTn1aRyIuYkkkp6ects0IaBpHsdjEymn5OoaKaVrm9evPvvuu+/GYbi8uPg3f/rfisjvfvc7MP2jz3/2p3/6b8Zx/Md//C2CvX3z+tNPPz0ej/v9Hsz2T49Pj49gigC+80wY2kak9Mdj2zZMSE0cxzGnlGPIaXThhF/fhNC1rX98KYWJNt51EyJAfzyaKgeOgVWKlOw2PDklhBqwWExVpRBi4MBEDw+POeXAYRj6cUz7p/04jIGDmTLSMPSA5lpk0bLfP6U0dpt2HMdjfwCUtgu5DMMIYzrmMhz7p9hQLkORwgEMikhq2yAipYxtG5pIAGCRhr5XzTkPAKqWASVERFJGkFTUsmjqh/3UFDEcD48lX42DuFIupx6sEOrx8Pj0eDcMh1KKRCyScxkIbRyHwAEBmTlw07YNYPB6ziGmYRicRLq8mrzCdgDN/1vBK28A/LHhnEYnknkV67xK7+iGwepcuZJ5zm3oTmaMs6XbxBuMMTRNHIY+54QIFxe73W53ezve3d16Ma2667q2aRoz8F6lgldeuXrmnle9U2LbXIL47LASR722qT7jNaFOVb05qQ49tciu5Enn11U316ZpHKr1evrm5iaE4IV1M/uO+Ou9RfS+qwagAcDbt29dY+mUPO9Lvav0HXbDz6urK3cf9d6vnhciurq6apoOEUvOOSWcdG6TWhIBOIQ4B1HmlEopTCSqYCaqfr/KKS2z+9x5dVnVVfx2ZQRaY0JrcGhNWVyF31TBht9ZkRAM1NRBbzNSE79tWVHUkxkggo2D+NPeVAihbdnDhzsAACAASURBVGLOSIAI0MaGmcGsCTHE0LYtAnJgF8bUggYXDDyocIrNFgTzt0ykomaqIuhacMTIARCklKHvJ+xochIwb+q8YvO0wIkUtPBevrzYOVXSAV7PPhnH0Z/WMcbdbtf3R0SIMSB2pZRh6EMIqlJKPrn841m63cnsflbelomOKE7LdCmmN2be69ZElmU8usPLzpd+enpqm6aUUty1MuVcMiFVa3OnYGbJIkIEoIaEJWVQa2L0+y2dGJX16CIoIkbCZruJxCoDctyc4wzGPImZ1NTUJn7gAj2zOZjLHU7AgLiYGSGqeiMyD+UB1AQMS/bfZySkSaoWnkEcsrAtcWkDz7o1Q9QQg18sfgTtJRzkuaGcazUW/NJmVj+RF+fM4VkF0j5j3OH5rgLS6icEC/QG/ZPM9LWpjqEJLPJ/VffyO7kpYWVfn+Cv2Ry16rI80ZmAVGfpDE353ICOrHprioCeVY5EYWK6muHkeq3mfhvzOwduwChwNEWm6BP5M9KWirtkz9xdXmUJIroyBokCcwSAEE72yDMnPLjndn3NrEX0HVFAMxU7sXVNVaTYZJxjoAZqhDafQwNz/HlW183LAFW9Ojt17whAU2I4qiwol14nAs8R7VOzR9j55pGqNdPZiuPo0mJd2BXqHL49qQqnG/PcU4LVYHKYU1JbBBDVnJKqIUURRmBCoIA+jz21fLOtyqqMLs8i0xxJZzI1C3yKEvVjoWAIYmDoEvNZMmoI6iFqqqqrNQ4vmgP7qfGFD0YiClBmRNonBe7qZHPhoTb1nljZp7FtvQEXAxNDDMQdYGvGztM2cJmia3DJgIjH6bLUieeKk+SSJlxXNYsoGofYtC1HAigoGSIyEqsoschOLYh2ZmKGUDAPqdlcBKQxj8f7p49ZRHG727169So0u1zKMORU7M278Nnnf3T95k1WuL29H4smt5EnLMVy8fRSTGpJNBNb1wByP6a9QYmxEAvFZrP1ptRUgOMfRtfHxEksjWUYhlevXuUkBrJi/VYb92Xe95lR0nntCwBOJl4A5ZNCwLFjAIiRGJrEME+yCRWxCSFwQEMCQrvYNF3DIVBAQ7JNExCRrCBY10TNIcQQYuO5ZNZGESIT5242gQJBQONIiNZFKm0IqFYSSGHQhpFBQRKDbduQyQIqgzLz1W6Tc2YQBmLmQnC5bTcNt00AADK53LYBjUAYgAg2TchDPzAiYk5jw/Tf/OyzP/7jP845//rXv9408V99/rO//uu/fv/+w69+9Ssr4y/+1R9dX19/9913qT+Qlaf7j98FZGZJQxvoq9/+/e37b6+vr0WEQZ/ub4ebKwJg0C5Sw5j6PSKCpEhmVnjyZMsNQxsIJDMRaolkDFrGHlVRSxswkllJVshKbhgbBrLidUwXw8WmsTJGMjIJaG0gzSMBiGTUHMmGw+NUD0lCLWxAqmwQALZNw2bbps39kI5HTWkTIwAc98eSh4ttJ2VMAzze3x72D0w2HPfMnPN4f/eRCXIamsgqueSRCRA0BkKg+/t706JpBKKU0njYo5ThsPeCWNK4bWI6HhAgpfRwf/vw8HB3e+Xtk5QUGIf+MFnqj/1mswloRGBFxuOeQfNwLKWMZqk/tDGIyPFYYowpSY2vB5tqcRggxEks1DRN9XZfud16gp+nOXvCXlUS+hXhAejekOx2u2EYvv76a9daOPWOmZxaVrlFHmPgHifzALWs1NgiHuTAOeeHh/v7+3vHOlRlHAePs5szdoeUUin59eu3FZysoGKVNnlou1/7dca8jJCaJ9BYlSSeUuD++P6p3aLTO8A69626pqVpZ/WldHHjq1evqvd3NXyfjA3m2M+q6fK207fmfamDft4ZVirUMAxuHOobqahI3X+v7J01JSJMVBWn3l66cqxtmq7rnNTq2/dGvOs6DxDvh6Fqwxyd2+/3Kxm9x2zUrs8ZqjXZyeVhDsRVc9dKnvQpfs455cEFGABgRb0k4ECAYUVPmnCVmbRWZTwhhCZ2npPWta1fWcfDARFlu63quCbGGEIpRXyuUYouY5pFxNbh1DxP6JRImRmJQpCSAEBykpxqN6vndv9EkPOoqh70BwBm4k6kgDvHir2xdxyv73uPa68jSPfhVJWUxmEY3r596+af3g0Sm5/klFIpqfJF/Xw5MX8+TZpScr50204mTDmPZhPt9ixkmfnq6qqUcnNzFQKNY98f9qoTdwaITEq/cGedG/hgZiXlOf6HMMbs8OPUmy26PkAAHg6Hm+t3D3f3jAaoMWzpvMOZTDVUafbeTn0PAGInDuRud7mkRAIAcluJb+7HpqrV2QUAQtzWccaLmQoAEJszL5mlxZEbDzbdxszY54dzI7EuHp7Z0oCd7ep2u1vtPDwvS84rMHtu608TUvGclVflJ3XjOiX+TZSKU4HktDecIUTELIY4BQrWz1P38cTLMNC6/2jobMfJzJMIae7G0QAQkIHAaKY1EgHF0AWOi+wQbluO0cXDEkIIYd31WSmEDMbuXclEYOybdVov0gR/mlLg1szAGAHAxOnfpkDMpqSCYBx4gn/RnRhBmRCAjNQcv/EojtlabJG8NUC9XTjYQzwNjGpbQoRotIjLIzKgU359WN83aJnYPptNhBoSZ2b0fMggDiu50s8FeKiqZx4q8zqk78lG99mlahnGUdXaNnTddoUSV+8ue6bznKWk666vcm148ZOTqtBs9qaFpcpaRXzCA2RkIphfYPi9wDed1Ec+viNC4hMWPc0QTRcXSDzdlowAIBdB9DjUaEgcGg4dYDBkAwMKBGpmSHZuXASICKoeukLhJPI0MxUjNlU1QgJkiO0W8jgIaWTAtk1aBrkiYoQLDSlsilnk0AGyCDw+9B9ub/ucQ7tViDev4u5i16exH8dNCIc+/8ff/D0Gvnnz7ruPD2NRVSRiQCglKzIFQo5iaBQ0RkEw4mSQi8V2l8bhw/3+8s142Pf0Y470z9+d4fek9/z/JnQuBl5zSjvQMJbHh6df/fr/6Y8jk65oxzUy7jwf5odiUjjQKlFkxZBmYpGpRHNMY0kZn9CAkvxhXFltVaa12Wz6vkckmhtR/3VnwFfVTdM0MGtw3WbjdG3Mqn0AVJk27uMNhwK8BPRv1U6pYpWyVdVcwzD86Eef/PSnP9nv9999992333772WefOVFqGIbD4fD69esY435/9D83Nzfu3Hg8Ht2dwis5l3/c3Ny4COr+/t4JG5WQsN/vnfbGzA8PD36EvdwRkYeHB6fMOSbz8PDQdd1ut/Nz584o/q+ubfM+37/ebrf39/fv3r3zI+M26K9evXKClpPiLi4uarHulXStm/u+v7m58Tw3jwf48z//c3/NMAz7/f7Nmzcu4nKI7Gc/+5kHoB2P+4eHh5///OebzcYN2fu+//GPf+w38W+//fbx8dGFMdWj/927d/X21/f9xSy/vL+/3+/3n3zyyVycZTeTmBiDY9lsNjUAwAlg796987o853wc0uX1NSF88cXfqBYEiYEREGx+0GLoh4OZOeusZnat7v6+5l2b6pK2Zeyht1jO1nN8r+/7qrT2o+1Om6eR8xwIUZl7ToFbPZNqpt84jjc3N84d9d3whCXvGL2j8J3pum2tvXxrV1dXbpXhfalX/LXrex7Y5V3fLHZqfOX4pfr69Wsi8jjElYdbPVb1qebCQu/NfG/9JuAYi6N2zjCsfelSHlMJUfVQdF3n7E1vEvyfnCzq/gSO2HTdZFtXoci+H2vruNygl6d+PEXE2bl+Kv326CJAJ5HuDwc/Qd6XVhnMyal9zoJb6Un8JzV7s4ZV1MLC+1u/V3jXV+POljDgUry0JOhW+mjN8nLOtmOt9S38Mq90WZl9R6ptjN/9luYKdu5z4Oe0trUVAPHFUFmyS1nLkgnm7+Xnq67t6QE0o8EOAtfe2MWTOeemCWVOpfc7RtUvTZ9CzauTynT1Zr52fVWg6BMBH2u6ya0PXzwzcxXR5k5U3mQeDgen4y6T0Co1urrmqCqiO8TU2U1OKcWGEfEXv/jFX/3VX5F3HIATrmUAIr/8P/+Pw/4hsBNwcJSXJfqnjjTSis9ZQylP/6Xlx5nyo09gpiLHzVI9+D1liizzxJY2nr4zXdfY+Z9lxveq2K03Bx981DctZZ0Q+CJk+MNhbohA9EIZ81ystbJuWr61wsmccXVwTjuG/DzE+PzrCULxa3OlDKztZb0VV3/gqsEjIgSa2VVYK5P1gZ3fZXmCVjeKZXrhyuD91P/P95yVcnKWocnCyOS0hF6MPl6p6ZancjlXeh50vBLarbq+U/bjOSD/fBkwnMXfLeWOq3f5gRTNekacc+712+pEr0IpX6Tdfd+FsBLsrY7D8pKvQ8zlWf7PphqudLOAiqhncw/y54sseaQrmqhL4winKrp6XC2NneA8IROtrBZGfZYtgVUBq2GDIKXkkVXaQJZHKWO4QKYmxm7o8zgIGIMF5kZVhyGNOWcFAWjb9tWrV7ENfpra7aZpmjEl//nt7b3TOiIHM5NZTRM5ePlRjns2BeLDkI9JMLa+pne73f/+v/2v19eXKkL/3Fjff6muT1XFJ02AyKgCDb00GVj2b4TPAivhBQsjqwEkCAjqzJaZ61B5+C4AncIefyhV4mSllUuJMaieojMqpZ8Q3L6IEN0xiBBmvzV1iSrhOd1CDSejnjqQAynKTDIPqGiRXl+R9FwKAnBgKeJkz+Px2DQtgIUQpRQOoeRsYDE2OafADSB6GpioxhimWk2VnJHjc33ClPLcHkx8mEVmCJhpCKHvh65tJ7Tdd6mGI03GaEaEppMqX0QRgKaMDSMmFSUmUysiMQb/1tkLzsvn4AJuCYHdEC7E4J71jqKUYgAWAvlJrKe+79Nm06SkGOH0oEKfSiIAOB1OVGOglNPp6TV5RsGYxk276ce+azvUmsOLpeQYIhJ5kJFTlTzSSE3VNFAoWphYVZmm9FgxaTCCWSnqRGUPH1tmEmSdCDWllMBO3VWs9RacbLv8YLp/xovciXqbW1mc+8xEp9M1lR3VAreuyvqMXD7nqivjasvLl3mHUKUd1f6xNm/+w4VBCy7xmflh7w0VliJEvMhrhpWcvR6QJUGxRkLXdvf7gmjPgUpZzoaWGdO14a8N9rLaqJXQqmhbFiIr5f3qYfnsh89vbmtP7VMuqdWfrFugOahDny8SP+Sq9vwpeF4E2OKuA8+XhKpxwNW41t0p4HSrmhQzrpaZFCCLzRJS3Um/Y5SizCjidnBgViOtXs4Lnu85WPO75igqnEwRERBm5dVLFczza6d+xloBz8HNMzoyH8P5zJ4OONF5BfNCO7S42BZ7slwts5OejyosRi5F6IT98rNxP6gaMzlZ7MQYXHyu+UZV33QyqHz+sFUTVQ0cnDPpHcqp61MAUyAEE8gJmvgC0oXL/1vI3c7H/edB1XoOKs5f1KN2UkPZ4iOsK9Xl8js7BdPzdf0r+kKOGT8zH1ghe/z/odQpLxUly43qCvSYKYj10ODZHtRi5pn3/tlmay5xLZyAv7/f8wMj885MH/KFYs+mQkpNndBppuiPS4PZRBLPQ8/+846Cy5vb8y7ixQ7hB7ZwcrbEH7YNnFREdZ1YfcosMuNoornWCAT8XhPCOfP+xcoZVt3pyoRCXype6/Ff3vHPkhvwh9zw8QVW5XT5mJ0Vmj9cRr+4Y3WXZkR0vZHl9s1e4nP+4PYn0StWZSOgt7u68MQxhWXJTpVnu8j/E0RxNBwmwPBEs56hSVrGUSwO+KLtgOqRuvD/NMcGDVQk+AsUTGf5r4cNOhmegSZaqXrE5cQ3t/qYVlPCUOmqJ7+gM+2nALi9DSsyIOZizNXfrIRAyH8gbi5EpAa+80WA+ewUzJWBn4xFf6WrjTyfW5RlGQezHKHeOtV8dlVx/rP1XC+TxeDtVElPVHewmdbvT9xax8wldb1GbHo9ArrNzDKb0s2d6fxW5Yp0d25FOisQwaZg1iaGmasjbtradQ0TqSmCAiiCIlnkAKA1zXu2SDUE8AIdptCq0raNJ2LNujv1e1mYEU5TDSGIGAI4GuQB3N5B0UxN8cbPqRo6s/jdkqfeZqtMBJx+bua5rt45MJPOhPqJL8+kKj5oJ2aiSRrvoU5VFS9ixFOAbttQNjXTwFykIBEgFCmBg595MxtzH2M0VUJWNNGcc960GwAF0CaGMfUtB56lEdxEA0NQRCiSA4eimSZ7sWRgwQWfU3GERYsXoIimKrFhmViFRhxUMiICUhpHblpD8lRZL6xonk3MGbiTtMkTkL7ntomLQZ2GwPO6nY3Nder03K+5FA2B6u95qb3yRqpN0alSf2kIvYyKWo2c69DXtU8Onry456oWAqVUmIPTl+onnXVA+H1SGYc+HNOoFMoKzv9A3eM9XrW9qRupgqtK7KyT11p/149cx4Qrsf4cWoXLDv/FOeszZ+0TKUv1dIsrRT3+260ya4lYuxEvJPyfQuD6pD65Ds6HblLYT1f5WQ1gBiGcrinvw+sd0rtTP4dTfPCUZHxWlRqaJ9Gqaa3v/Vvv98wslxzOJ5R+H1hYcnjqvPeEp7M3i5tg7gynd647oGIeZDgtWtfarGRU81N+nk3VgyxE5OMkfzs/5v4mdSZOhCLzIEn+X/berMeyLDsPW2vt4Qx3iDEzI6eqHqp6oshmt0zSBC0KEmCbLzQoQzAEeHown/1i/wg+WA8GBFg0bEGQAcOUZQMyGpCaNEGZothkN5vsru6qrqmzq2vIITKGO55hD2v5YZ974saQFVnFrOopNgpRGTfuPXefffawvjV8nxCh1p2Kwxkuu/X4iZx99N1y7v046YtiZK2TYG8P6YGon12nplLy4KTVnR7W+V0h3cJ66Xtiq0NMfUiTJD1IlSCfDz4hx3MbDUFgIAUqXz2h9zcX+TzWSrbUmtGv1nt7Hov1lYD9jZ8/9089Y7zQ2Ixn8Bydh3CnXznjp7jQcL3IYKbzxUvnunNBgdMTdNXwLAxde/LrX49rtY6rr6D3h0+ICqTHWigXvrkfc6CVz0KdfAUiMJz2IMgFd4Ln3SvrW+I66uMLN8zzr5zrqUBvPV8cdxA4nYkAnYW2cin2g9lFwNfR4klh20rtflUVfMYhdwJjTjYZxAvTGy/CaRdO3aeh5ce1pbK+WtaVR9Ymz1OhMVljKkJa0RxJz5V0kb2+Ng3og8gJ4ArkyBpE69wWZ/Kjnwh4+5RxQFo901OO19UzlzSH15+IxNUX4amrrWwxYAaFq6RXAUAI6VAAQIxpIUWOhkynByfAkUkrQCAQUMmGZSSVIkSCgKgF9NpaPeXv6fGmgAcBpgQigTRyqnBFUtbKuVDtj02s76kaX1b9iWc8lE8TRL5qV+2qXbWfifYUW7Xgh7jquW1WLkljEzgrD3zeFpQLbd8P5IS+zANy5oxAeYK//GM6NLiPa8lpd3X/6Igve6YYAeNlw/YM7gefTYrP5V5jvHS6kX8GXQknWAmQ5MTyZ1jl20RUgLAmoEZdTE06Cs5I8kHH7fwkJ0bqRSZ60kgCTjlQwAKSsTofzVuz4BkSRd0ToMLq2h7eH6TK6eLNZFOfRaXmkscjQHLmaiu8gV1pIcGlT5AA6CmWzyXb1Cqap/EMeUo3WoxPs0U6dSrw3MV7OjaksxeWJ4avLvkSUP1t0wkawZOw+vmhP78n/NhYu0+zVSN+mE990IF9Zv3HH4uRxHUYjAzADJzmJXfpYKB/4vT6rtpVu2pX7ar9BLWP7UBE+XG81F8bC+FpW5ZOhpQuNUfo0mhSfBaPRz2LO32anujz93uOq+UZPH21sp4Q4ynDXSECIQOACtSlg+FaQtiJ7Bpo+hAuk7MfYYKgT0QI4aR6sl9ZKY5ywUB0CUbQpRStr0a5ABudA2yn1wBK96VycpGzQWn1FPcXVv2l0xhSuuQboMueoDyLKckQT0VC8dQQcrd4Lp/XqE9hRelCUKq/iA2X30C8bM6+fxgPn3b/fSZxHoKr9hNz1gqeeF4+qnP4CvVdtat21X46289gssCHuT15qqE8O5CXXQUv/aZngdN+nMDeiY2Fp6bfSeyOkS55YHL5M3wmdxyf5S1fYqxfMi3kGSDQSB2e4Yt6lWBLxl1q1tkb6H/yM1hgAcQDEAIBKADqwuKMAIJJeh2SBhdBBACUVa4trjGr4tlxlrXvlicCgqdK7TuF+i6rzooAjBC7ehxASaScsB7/C5eiGLl8X2K8dCLBqiSMcRU1R+mTGxlA4lMgHKELEJVcOq0/4NbVx2rxRMz9ZITlJ+94kg+1Nj7wXiUX8oA++/7LxzXQ9BRjghduQPTscP8V6rtqV+2qXaG+n9Z7/ig+Ik9xxj9NDs2PTZ7NR4W4z1Ag8Jk7PI+1zk3Ij2lAnk2GJ4anQH182SN/BqjPr5lKPUVDz5SSeuBMZ0UxniTy0Som9pTjHi+bwZwK71d5fZ1IQt8lBAAMlEQ403SJq+gwpjcwAK3CdnJSiCRnvpHPGW9PwIpn8eKpm7009Q2F16BLp3UsJ2Ba8PIniHz5fLushhQQuy8W4E4EbrXK0hNGeKpyJb9Sa1/vEq0hgVbjpZug5Ut76/on3AmIrt0hrZGHAbwPw80z8fD8CC/yIVDf+SObPoL+f2zOQrnMf9CXPMY+8WDdN0Xy7M+EHy/Udykev6rqu2pX7ao95c6N8sE/87PX8IMPNP6kgD78WGejnIJ9nVTU2o2LvqCw74ypThfZ0KdVv58V7fZfuyl5Ck+0XCCOfsbQewY9QQEAxaISKZysGdgEDAQI8XStnKzgaB+5omcxySxELdz1oWfIAEpC7AkAEDAJKBFkOWFCJVBIieUZROhM+EnOPjiFcMnArlcOdvbk2euIvsQNQSAGBABUSoXkjp3yVAbjpfWQfPl8u3Qu0SpjVbAroEXp6DhhrXrz0paB7j6bJkDH2bg6LQQai5eiBLrU3YGuw8VEDCSoEmNIn+iLcjIDT4/UM2/xWeyjHybWh8/GBykfV/8/DiPlbE8wOYh4tbpklbmcpiMDPvsE3R8B6hORpDgHAHmeV1X1R3/0R7PZLETGnpwHAACMNWVZ7u3tjcfj/f39qqpQQM41eLL6ypk/Xfjimfc/pQfioxiW9/mW89o+SaVqY2MjadmvE9lnWfalL30p6b892Y101a7ajw1++1Dri+WCjyfJeOgI2FASzyni/ffe+/rXv66NSe/hGAVAESWi5V6YhLBLGkqyH5E7y4BX2krMrIj6d54oAfTrN3EmpjesPphqe3AlqgZwQhC3Lj91og1wws++IlAVoV6WulcpBEgyiQCglepUb2M8kcxKRWGnpReYWViQMDG2g8CK1LRTKdAEK40BFJEYQifHB9JpWxMhJiZM6ft7SthALqLOX9NQglMSCOtSB4DYkzDjaarzTooak4iCgDHGWJNGeDAcKKWMtds7O2lXXIllf0x7HzOnArLZdDqbHofWuabmyL5pUYQUCbNraiIaDAZJCiU1vyY/mHjMiYiwk2dI7PPUaRAl/QZe58F/kmDXhUy8J+uF5UTPuld9WQkns6wrDXTztpuNq197+ZYkbJjem7h8ZQ3OdRTTRN77x48f7+3tnWhOSGLGW8larOXACUuamWkunICVxNW4RotPitq2zQbl3/zyl7/2x//28P79XKnYOiLau3HzC1/8ImkTAN69f38XctJKaXrltVfGm5vGqqZtjNHXdnat0ZPJ5Hj/KMuzm3s3lVLHx8dN07Dw5sYmKVosFsvFEgDGu1tZlrVtO51OAGA83lBa1XU9n8+TPTMabUSWyfGx985kWTkcVL41g8HtT7/w4PHjP//Wt1CbOJ+x8+1i+ZlPfXKjKF3b5nn+4uc+t2xcy1FbCwIS4nBQLhdLBPC+nU9n3rVFnjd17VzLkTOjsixrnUt6NsKMROu6l613qAgRJbLWOvigkUQkON/U9ebmpg/hgPQ7777TNq3W+vOf/3ye5/cfPHj06GEIIT0To6CtKwLcu3ZjNBj6uilsnlnLLN57JGyaJh9rIpKVNl2MMc9zQOQYkzpUYbLS5pFjDNEY07RNWZSRY9qIYowCorOkimmZpW0ba7MQQlF0wqfMQjYTbQ4eHzw+eIyKIgcFyBwLmz1/+47RejGbR/b91GOOp5WfOj1PpYzWGgGiD4rQKF1XSw5BImujNSkhrOsaEG1mlVJ5URBRXddFWXjvURFH9iC9in3TNFlmY4xKaa11VVXGmBhqk+VeoA78xV/6le3rN9YKCgVOtEjh3r17zLGjN08bfx/e/VDpjudl8z74R85+Cp/uMh8UsD3d7eCzcOadEVP50WV4XsBxtkrZRpYVBykz7N28rZX9CEDfjw71Ja3w8Xj82muv/c7v/M7+/r6PsXF+3SYYj8fXr1//0pe+dPfu3e985zv7+/vEnWpwUv0GgGTivE9bF8Fc15ldPyZ7e+tJ1ufTWKXyYSnpet3PJ13h/JmdBOiLorh79+6dO3fOiFzfuHHj+eef393dTeq9V6Diqv1UIsMIeN5dgivOK0HQLJ3OFdG9N9/8Z//0nyap2SSlDQDGGGG1whudFkVSV0+S5XEl6dvr9aW/9lZvakmzvu+GUiqpwKf3I2LTLtY16HuViDPmO5yWtOI1CMfMRule1z69M+kNpleSZGISq0joKP0paZr3W9wZid6kbNEPS3qFpFNHTJoiSRk8y7Je21CRAsG+b0nION1pLxd+4W62rsIMeNbcOCM6n6QgewXnNKSpG2lAyrIsylIQROT69etZkW9sbv7SL//yeGOstAock0bOx3S8k2IAH1tStFjMX3npu265jD4sZpPoWqt0jFE737ZtnudZlvUnTtu23vumaeq61gayXPWjkaZEemS9PHHPVJ4GPD33fiqeleFe+3V90mKU9YcFa2rR/azz3sNp0cjem0BERFSOtmKMTdM0TeOcY+bBYNB/Udf5IKnby+XylVde+YVf+IX+djrRFOXOiHpDn7awowAAIABJREFUL5280hBPPek70ytnpOssFoulj5/87/+7N7/2x//qn/+fNgSoGgL89/79X9n7z//L8e4uW/vwu6+oB5WP/vadO3/xv/9vxWjwuZ/73O617TzPv//g3zy4/96dO3f+xqc/t7///Xv/5k/S7dy+fXtrPH748OGjR48Q8caNG7u7uz/8k393eHhIRNvb28aYt+bzx48fN01z586d5557rmmav3r7veOqvnHzxs71a0fLxb/+7rfn7H/hb//6i7/4i3R09D//k3/yJ3/xjReKkTjXHB//g9/8zc8+93y1nN+5defn9m4ul03jnCnKZrmYPHqMiI8evFdkuSHcf/CgbdthUUwOD2LwIAK+HgwGTdOISJZlaQkn0Sattfc+CCujmTmGoJA4xMJmMUbXtg8ePHjx0y+IyP/Xtl/5ylfqur59+/Zv//ZvO+e+8pWvvPbaa03TKKWMMUPEOJ1ubWz+6i/9srjgqnpYlHmeG2PSepxMp5i7GGNRFAnbG2PS00nbrIhslAPFTEQbGxvOuV733BiTpkGWZYfTIxFJSzu5D9IkTD/LsjTDbSrGr7/5+l9++6+EYoxRIfi63h5v/t3/4G9tbWwePno8mTxK212/yaT1klYKMzvn/LLdGI4UqTIzEvlwf//xo4fio1K4u73TNA22Utf19vb27o3ry6oKIdy6e2exWJTDgXMOCJVS74RFcrdprdNYpY23KIrFYqGU2tna9pEdqVZnN2/evnb9JqyT86IAAEZh5ldffrltG6115JCkWZKMHCKI0Pn984PCJHyKZO4LBdbP/PpRRA7O386HxYEf2JrAZ4FIPwzqex8ndopcIxFpYdrc2ilypVH9VGV4pmW/v7//8OHD6XRq81xWXud160cp1Z9/vYVxRinrjCzyeWPxwp9nQn/vE2376FDf+ldf2Pn+eOtP8fW7QMRk5K0Dv6ZpkrV0FeK7aj/TbaXdeQYjJYOmwzmke5M3mQjrkKx/BVbRv/XV1xvKyQLo8ViMsa7rXl8eEbXR51duun6/SHt7yHtPREVRWGtDCMn8ZeY+/pO6l1Brvxkmp3h0nmNERAFM4RyrtJDEGLtLRe7BAzMrQEMKkAVEIRGRRgq+BYAU8CFEQhRmYcbVOU24Cv70QUXq5MXSwMmTY2z9SS/ndk48YTlYjTlSigkACQFqUm3dsDHpIq5p8yy3mY3SCTCeICWOKT4WhA1+HJ4vAfDRh8Cj4ejWrVvv3ntrfz4HiSgSnW/RSWTLKK2rmtZpnZ5+nucDYynLuRxUVdW0M9csk+VqjLHWKqVUOiACRERGBOTefZA0B9fN3DMhvvVjcd106/KH1iAcpHgdAMSYoLlVEmPsYjJpeFeKhSiIjH65JKJCqWIwiHnOzFVVJTGxJBXfwUgiIOK2is0SQ2sQEVETMQgROt924Ya1o1xi7NTJiACRepdo+hkj915dxFhXrnFuOf/083dt8KZpYl0ZIFUtm4ODG1tbnOe7w8FuyY3DclBulVnbLuNi+sq7b1XV4vOf+cyv//LffPz48Svf/ubBwcG1a9e+/PM/t1wuX3311Ze/9Xhvb++F52/HGB88ePDm976zu3fjM8/fiTHev3+/ruuNjY3PfuIuIh4eHr70jT/TWm9t39jbujadT9745jeb4PfGo+ev75Rah9lkMplkZXnj5m01WwgIccQYtISM5fE7b08fPloGnjdNNnIZqls7OxKZmjo3lr1/3LY5C8/nzdGh1UaT4nbB0akYtdYaIngfY9TMORbtchac09ZKAxyCxNiEoEk1ySXE0h4fxPmu1rqt/eRo4n0oPpn5pv3BvXvzyVRC2iW0AmwX1TVjX7h5czvLp8sjbp1SOjin8twoFTjqGLYH+WKxGGgEkGVoh7mZzaYAQNYq72OMzrWxdVmWNRydc1mW5XkuItKE1vu2bSuiItdEtJgcJbNw2jTD4TAJXyOizH3tuVRWSwDfsASjaTgoxMIoo0LJZq5pWMocaxeSR68TX227TRUAvPexaTZUViJwcKXGar7g6eRGkVOBRuHOaPBwOZ9W1agsd7dHW8N8OT0EjvX0UISX0wYQfQzD4TCDOMjytm01cjnI67oeD8bHx8eG9VaZtW1beFcdT4It8q1tbNsVeWui9F3xdnSqtcLMkUMIfhXz5rS7XkR09MFR39PokVyQnHlWmAefBfg407fz+SD4VCHFv25P8GnUb56J8SyX6pGcEnEXBOYQKQJoiQwfTZrejxL1MXNd1y+99FKMMcsyOUuwBaFTvu61npmgyyrpf/bO+N4Ce59ElzNo6kzA7dmO7zNJCj3vuF13hCe7oXeP9X/SWhtjUrINXCSBetWu2s9OiBBEgMgYU5ZlChqkhbOKGJws2D6Kvq5N36cM9L+qlZ193iHaO6rOOGJgjfci/XU9PS/9O8uyZJokV3cf+OqMcgCF1Heyj631Kvbp4mVR9ntm2iPTMamIhEhYUKFSighDiCBgtAEBYZGU9ElAiNbYGIMQKSKldJHnzKIUEeJKvp17bvmU56qVSun3hJRqF9bT8FbHmnDkBFDTCQd4QsEgABxjv9MlI8loTUQcIwC4tu0jCWlzU0TCHHwIMTAzh3h0dHTv3r3d69eKsmydU0qv8jw/FieD0hmpGONwONzZ2Tl8eB8VZUoxAgmS0sEtjFkFwaJvmnq5nGitjbF5nue5KgebgKPgfd00bdsG771zacT6aaOgS25WaYqx6BP6jyR1f7Ln41oWMWGn1yYgpndnCJAASWdLIaJW2DtB0jTrUWUfNE6pvcv6mLDrW/reUZl1RRgpRRNAkFIkxHuyVmmdYoYcI4cQENFYg+v9BEi+hi41+vRp2q+a/riPMWqtKYM333pr68YNrdW4LKML3rnJo/3XX355tLm5ubldLSsZ5rkqnLRmc/hof/be/Cgb2Z0bt8JQ/XD6qApLPVCF2XSWvvXWq7PZNBLf/fkXZ7PZW5OHSlGTid4dLpX/4fF9ItVmAsYsyE2O7ydHUn59LMKT5SQ8PgCUYa4zwMPl9PG9ySd3tnRejAelRlpMpiMAYA5BYtuAc4o9AJZWRyWN8M72jlsuw3ReLeZxWXPOrqoy5jLLl7OJaj16j6Rya9q6icxoBSKDiAb0LMTCziuBnJTzXgOpzLbSGGsRoAmsrNq7fj3Ps8lk8q2XvofCRWY/+5nPvP7a62+99YP5bC7MRuvMZt67QvjXvvSlz332s+2yLjdHPs8kxqZtMTS+AVLq5rVN56alMmFZA0BBWho3znJjjHO+yPIEvcbbWyLQLBaDwUBiRO+Dd0Q0sLZQijmyDyJ+ZGzaErOsoBW0z7IMBYPIqLSbo3JjZFWWF2W2tTk2LKFuSRpLcXNgxnfuzmaz2WzWp08zquCDVSrPs7kPdd0iSNu0HGPlXbWsmvkMEa7v7Cqg5fEk1g3ujsY3bnBZ7HP1bjO5/dzdiXBW5MuqMpn1HtVIy+GcslxaF5wfDAaLpjGjsWaR1pWDsp7OSqpI6xphuaw1UqLoWVGOrja81SGiNGmtRAImnTbofSaXIxE8V8x5FrA9xf53nlPqsuDfhw6Ona4apQ/+Nc8CB6FcXh39bEzmp7kKCqTK1C7+iEoRCxKhSr5U/CnS6zs+Pv7a1772B3/wB8k3AwSk1DqDrzJ6/T+TWRU786s/ftbzrNaPpXUb633CfXBR4d+TAoYfHcxbj+k9aaafifUlx3YKMiT3f+9374eitwWv2lX7KQR0F+nqnhJiTnZjjCAgkVEgM9aD10qjxi5UIgZW+dXJvF4PjyhSfZ5kH2Ej6ozs3vRcB28nmZksSGi0WT96+7S6dedX78BKBVeJ+UGTUkoZpU8yMyMDICmVME/XK+ly/5jZKh19UKtAJTMSSkKPImKN7QEhM2vVJdqFEHC1Vabdg1BCoBODHiDljyF0kJiAFNCZ0GUE7LcgZsaLqPC8eCLSSgNABBE8leygtO6Dgf2OR0Rk7akkwFSEucpQTa9apbMsa7174403tDU//8VfuPvc8wLQhw2fseFwbsNnkFSRKCCGVF1VwQfiGH2LzAoJJLICEWm8S/FhlSmrbNu2latqXyd4b4zWWmfFKCtGqRKpbdtlXYfQJd2VuV3VYRIBpTs8YdbA1StycnAkzhBepTWlA+TEQ8opsiv9IQOgRCQIiKCIQtJdFFcE1+KKg4FKk9CzQ0BCYunSMkmTQo2IVRNEWCMJoRAq2yX1AYA4FBGGk+XQAcXzJRiAZ16J0lUSBhYgO2X/jVe+9w9+4zf0YLg8PCqMzUhPF/V7+wefrt32rdvDd96TB7PGecrh2s3bL73+6qc//7lPfOr54bC8f/+9hwcP79y+eXfvuclk8ujRo8nxsYjcvXv3+eeff+ONN46PjzNtrt26vbOz8+abbx4fH2dZtrGxled5COHw8DBENxpt5nl+dHQ0qY8RcHd359atvaqtHnznpTZG4ght2y6WoXYQgS1QpkyOtrSDUSGWjo8nTdt4ItBUjEtfV0pRiCHPTZFnvprnmSlzG2p1bXujrZZGaynyOs4QICBGQWMMIJKKraCYPMsyRFKsrLXaaG1LJGIQo6wLfvvWnYPF4qVXX3/9tdetNZubG5sbGy+//HLTNE1dCXOWZcIRRD71/O0bO2MVW5K2WU6GRelc1IadXy6PJrbIi7EVT4NikCobR4NxXddKKSU6ti49biRYLpsQwmAwaFufZVmelwApaUuLhKbxW8NhjNFamyLGg6xIGaQpd1QpNQHOSz3aLIZbpc6hKPLxVrE9Gvv5shyYslRi8uHGbqYOIGDTNEu/bFtnrZ1MJjHGjY0NiaBEvfPOuzFGBGzbSik1KgfBtUHQO5dS2a/dvYtatUTD0YYaPuYsa5qGBWpCj4B5dty2o2wAQnlWOudikNyWTe0G5ahtWxSVZ6UcT3c2tx5U9ayeUhTwDrJsjUOok5dEYGGOPqCwcOyK+ZDTTMfLq8LOUVzKeU6fyxliLo31XfjVl/TkaeKQT/O9H0WsD+TSxNdnEymRp/w7E6zU2VP+hXTxLcKfLtT38ssvf/WrX71//75SqmkahRjXMFvK5vfeO+ecc8lzE31cLzzoY33rVSvpROndk++T2/kjr+tbL9V7yrq+dVDnnEvO7zOBhXX/7lWU76r9TDdEWAXNEr5KBUgnieJIsFYe3PuJUgwtfSTGuF60dr6uD9bSDXqmpcSykJZniKF/QzLu0wXXw4wJYqWKr/5LTwx3kfRSKrhaT3pfIypQRVH0wMl731e5rG9x6ztD8rit/ymEgMB9YVV6JWWHImKWZYl0ZCUBfcJn05f5wROy5VPZz0n4FAQUrXesT+/vt7v+HhPgSZHYNIDpxfSYAGGxWEQQINTWvvXWW7VrSevrezdijFrbj2GiMUiUgIjA8eH9+7P5TCklHIEFEUlB9CwKADAGZmEihYi1bwIHSQQPEULLWJPWOs/zPM+1zW0xKJhtVTVNE0JgER8lhIiIahX8XS+PSdgtwaeOIiUdp3RCPsQs3biepheSnrglBdxWPDH9HAver0J9AABNXa2HwRUC9rQsCEqRAKBBUqSM0qx1rkVJG9v0EcdORAo7XlutfGrm9EtSn3IxxBhX6Z/EGFGrfMu8d3hUsYx2dhaLpYBf1PNmuXw8nb7z6NGnogSiOKmda7Hye4Ndmfk4qe+//rZA/MTzz//yr33x8PDw3ndec87duHHjV/7Gl9u2/cEPfvDS175548aNL/zii23b/vCHP3x7//vXNjY//9wLIvLWW29V8+nGxsYnr9/RWh8eHh6/u18WxY3Pf6FBfnj/3T/7q2+ghp293SzK5tYG5EWR5cOyHGRFywsN7ERa1y6bGtoWEBb1Qo03y7LQmfUcs8yUg5LK3Go1OeTBYGAIlaLhsIyuyTLj8tzEaK1NG4XJshijQXTOkVKUZRwiZRlZ24YQEAEkMoO1jXdlURw+fHj/6LAsC6XUnTt3QghVVU2n06qq0iOo6zrP8+eff+7a9hYiaE1lmRujdaZzzmvXLptaFM6WswENfeDkGmhdYMHc5iGEwXCcppAxNjhnMjRZ1ratoDk4mgFAnueChrQebZQHDx8WRdE2QUSKoiyLsq7rsswEKQbwzs9CPcQ43BrduHldF1QOs53N8fXt7epoqhnrtppPZ48OD/b39w8PD9OYpF1rMpl472fTZSp+ycsh+9A0VV6OrLVZnum8iESBlR1tZFlmPfnaB2agAqpIFZeUYaABZBAoL4v5fM4mW1RtnueNi3W7HAwG03m1sbGxrOeCWumM3KGfz2fH0yoAR985I89F1LrDoFt0afNEpA4Rnkd95wvhLi2N+1Cxvg+DeS6tOXya4sCPp64PRejjqesTugz1pQgwweofHLg7Hi8Ijv54oT6B9+mjnHjmIwsRxhi8b//gD7767/70T2JkUkrbXEAUYuKRSye+Jq1AkZBGrcloNEySHL0EEiMnDRQRIUzRciGlSJGIkNAKFvZsLt2BgiBrB4r0cdjVe54S0Z2PB37g6G4fvF0RCfITLoJrV+v+r7RSWmljoqzeIYAICkUpfaai46pdtZ+wON4Fr+ATN5ZOh0pYhKg7KnszEYkAgBF9QmXaRABSxmYaADgKAFirnfOAqDMDABxZWUNEiVoNgJTCtKxEWGstks5rjJFjjCqxF4Dqg/DJ/UREXUVfvwt1sScBQVkd+ulegnMiqEghoYsuWfZEZKxFRKVE5SoZM6uCQArBW6W7OL8ySpFSJu1tzCJI2mbpbQRApEIIwhxCQJDE8ds0jTFGm5B6KyJKRYqORUQl5hjSxkZSMcYQI0QmUlprQGJmjgEQlNEIgkpF7vocY5RIzD1yECKlFLEAc0wsqyKMiEp3ccsYY55liTi0x9tW6RADRyZSChABow9MGEPUWgmLyTJbFEorH1maJi8KAHTOP7j/4A//3z/c29u7fefO7s5ukRfD4TAZQNhNGhThjiFTAAVXRHWSeEkv8A9350dXuMhp24YTnndfN23VHjy8//rL350eHGRKeR+C9xxjYh7yrWitFVqEKBEBBQWMVmm+Rg5KEUaMravqpiHSWiujldaoVFnkAhKZSSBy7ZzDwIDIkbU2RIoQiRRzIjiNnQW5SpjFrig0zUP0MfZct+s0LammMt1+DD7liyUkl7IxQTrzjpkhShqKGELi3EzIEhAjc4hRKcJiBEovvJs64XJjFhFFjYZjiB6QFGKIfJLtDBCZqTvzUEBQgJk9M5wOpKeTUlbURCOVTQ4OvvMXf3Vj90b11ruKdFHmZEibeHT4NrSPUWa5aw1Iu1jsjcefvn3n8P6jF1789Hg8DtP526+8pgDvbF5bLBZU+Uff/+FyWWWIn7vziel09uCNHxCpEZqtUdE0/tEP3kXEjKkwhQ7g6mruHMdwfWNHabWY14d+aUrzmZ1Pgg8PHx0EISoHtZLD2La+8ZNjMxAVeaRwrMymMmLpsHaHj49ubl4DZZpls1jWOh8cL5vMqBIpKq3yvKoXrUQEXvq6cjURBY7E0XkfQhDEtm2VorqurbWk1WI6K60Fwja0EqOK0s6XNsutgIhyRTG1tmVnxD5/57npwXS5aI8mc8xyrcEazcv4me3xF+7evb69HWJczOelHSwWC2uzGINW2bAYu+Bb15I0oNRWWRqtQwgeSTmvmPPCLpfLuqpyazfHI23M4eFhVdU1orHWaON8nDw8aJqGFFlFEuXw4PHxZGKtjRw3NjaQyHuHhEQko6zc27j7yU/s3bq9fff6tVs3dq/v7G5tzPYfVweH9WR2fPBevb94cP/+fL4osiw3GQSPHEtjVJ7XrvUuFDYLrfPBMcjmeExE8/nMew9GkVab29tZlgFpF73VenJwiD7mqEip1rlxkdVNUwgu6taa0rMzxpDR08V8tLPp5oFANvICfdzMyjidtsczWdRFPjAiYiCikACmXDYiRqBU0SeRJShUgCu/oQAhCQBDOBce4HNnoD4bBzsdxcLzpWUXbG5y9u9yjsMT8ILDF0+CbxekVJwP0qG8f0/wqdTaLrFp6bLwpsi6hsmHRH3yFJCM+JJ3MOJK0FMS8EMgAOpkV/AjkW7Qz9ROwyfFUwEAPAaJ2qq2rUnBV3//X//Vt77Z+gZBHU9mxWCkCIG5y94BBAESxJQXIkSiUHp9TTgjGdNZUys9mrVR7N8gKYtlvbsnDx7XkNvTYWt5Cu2pS/EWC+OJgKqc6tKp6/bE2un8Rli/O2VWdRadg4jlAzhXrtpV+/EM0n3Q9xGAMNPKQZqoRfptSQgZ0VqrlfXeI5LJcgBYLhfJnFXpE0Yzc3K7IpEgktKguC8FjIE5VbcBCxBqUgo1oHPOGNMxuAizdFJckSNAMo8xSQ4kPGOyPBmviWRURMpi6L1PYM+YTCn23osgcweQkJABBZXNshSmy/Ky39xIRxFR2nQJnIhG8o7BhSQVAEdpEDjJTCBpItJGRuNx27Zt23Y5FCAdgR6R9x4BlNZE1POUIqLSmrT23qfoljJKJApLiB4EFCpBUcoKRFIpJRBIYeSY5bZt24S1EJEBhLuIYpI9kK7cD6OwDz5TGiEVIhIjgDARYUraJ0JFEaV2LsMssIMYfORtm3kfAHA5X94P9w8fH+q8yLLs+vXrO7tbo9Eoz/PhsCQkhghJ0E2QRNaToxIjzjrnKioChFTMGJKrANEH72JomqZq6moymx0eL+eLejqF1m8PRtODfd+04gKuLmIh16CMMp5dWzcsPssNxygSY/QIgIFV7CjeCUQ4xNp5jiFx6SgipQaD0cbm2FrrfZjNZstFzYFb34qgMaYoSq2Nb5sujsfSF+mdJM0iMkTo9Lf7HF0C6AQdIP1kn8oEUzwcBCRZpaQBACSyoCJFiKJQgPvYoFY6ORGMNjWY11/9/tvvvXM8W1RV9cY7DwZ59tlPf+r5vetWWQUgJBBZRLQmEaGUa3qieS+CEFBWcyZZvmxUt5SMJhEZAxWD8fe/88oXPvXiw5dexrhURBxb8TPiBbgDP38nBBltb+lAjsLN527+5Uvf2pxuenGDzKDk13a3i2IgxPP5PDaBDA2Hw9a3ja8TMWZRFFmZtQTLemGt3bi2U1XVwXSSF0W2MTQIzrlptaxqJyRmiKVRFELuWAOa8eZU/JvHjyaLSUECEJSADlJ4yQO42mdCb7z62rW7n9ja2pkcTZt5w3aAQqPhOLpWWPI8mx4deu+3NwbRbz3e36f5LMYYvdWISkT5FppqY3tbeScxDLUqhkNrdO1bZMfO1dPFm99+5c6tu7df+Mzrb709eG5v41OfmL317q/+4ot7165/6y9eOj6c1m2ggrRRIdTXSvr89qZd1ofu0BiDDIt5NZvMXNMCQJkX1tpqNquqaukqY8xUa2Zu2zbxtaSY/HK5dM4hgFId3VTy8njuKGQFOsor4QAAIbhyOLhza++9h/f39x8Mh0NlSKECUKNiwy/rcTn89Iuff+7nv7B795bKrFJcbN3gvUk9O645HOy/ho9C28wwWlbG1S0zI6g2Bm0NICymxzFG1zSZtdE7F2PwTlu7tbPDCjEzLTIQtxiHm+Pq6KjcHNaxKbMy+sgQIvgm1ionXy+1ptbVg/HAg3ehVRiqydGt8fb88PjowcPs4FCT2UCrlbVaocIIgAKKMcn4MQBhBEJBEGAgQknGHQEgAQEQo4dzZLznwIm6BK5cWgqY1uAZU/6sqCaeCTwKyNk0tEt1JvBsZz5MjFEutwwuRX1PZ1xcUhcgcLn+w6V5pAniJNc1iQAmJk9iSLAf6MebzQUvGUsNGEUkTqaH//h3/6ff+73/Qyn6rd/6rUE5+spX/tWjx4cmzznyWUT+BOW9q/b+ofYrvHfVrlq/byQgBABt21KuEdF7l5Iqy7JMtWE9reU6b3if0tnv+6lWtqfUT7QrwiyEZHQKc4FIWoLJ9GFmfcKwIj3lUirKPUntRjDWauEQIiAqrbqTlVCSMa5TaiUKoYgE4V7aOCVMJpBJRJ0SWozOeyLUxhChgGhjBKNapbwKgs2yqqlDCFEYCRVpUgrZSUyKF4oohdlOWFhijClzFACINEAiRgciUqQRwWaWiEKTwHOfzsAxhvRrSuggRCLqE26ttX5FvqeUIkStVNcrpZTWgCd1g8YYJBIErZRZ0VlpUkkvi5Tqnl1ix2kdiNR1dXR0YIwmgqIo89zmeVYURZZl2to+Eydp5Z0w7ggkAA8uEhEgCnPrWudc61wKZczn8/liERrHjfdNXU2n3LpcKYqeQ9RI2mgiCSE69sGnMgbWSgFi9IGl0+sjhaQIT0rXmIMgodZaYkjij8Cxmk7c0iBpRCyL4trd3bptXevb1lVNczw9EhGDMeH8RI5/ZkWkQDRSX2KKfdAbEQVXReYsKVtTemJtEASMYVUIKMAsREikiDo5DRFBUgRIRKR069z3f3BvUdd5OVBGh8hHR0c/1Oru9V1e+TJEEa3EIRMDfpfz1OE/pNX6lbWM1vUs6yCytb393htvPLe9s7G7s9wPyqqmWT5478GN2zfbo8nYFvMwGe3tmdmEhV/8/Oe++fK3A4coXptMW1osp8eVy7Ks2Bw55yLzpF5kWQaZVpZQKYcsoVm2lc5NkHgwOciybLy94YNfugoR8yJXdqR1E5lJM7dOnM+0Uqys1tGHyWQym8+zLGsskKEAYIosz7O2Wkho42KGTVVkNi4WalQWwFTYkmPj3I7WEvztjY2Y23q5sJ5vjreEaT6fQ+2zLLM201ofhiocTsk5a61aNAcPHnphMjSvl23bXBttfvFLX2oaj0U+e1zxdDqrl3efu3H91rXXvv/Gu4/es5kqRaPGHEEaP7K6nhx/9y++idwBsxhCDFErAsA8y7TSrm0BwFho2zaEkJiorLWz2SypyCQeWhaum9o5Z63NFNV17YOkpPeiGJJWzjnf1Nrotq0dh81qZ1ktF9UStaKAWuvBYGCKvHLuYDKRglkjAAAgAElEQVR74YtfvvXJL6jBIAIyuOHGjqjh9vU7bhmb7z3avLbbOq+RRsXAkN5/+Mg1npkVUl7mHdlyCHXViYcJyMAYpZWxpg2etHJNkwQPjTGtc8tqiYpMZmrfKmucd6PxqJpUWWZr146LfGs0rmfzWxs7zcGxO5xUDx+DCwpVpg1TvmSRwMAMfU4hAiPEi4zvJ6Gg97Xl5EM5S59B/g1i//NJ0ZJLU+Qu1+I7y84IT5NE95Pk25YnPUb5qG5EP7vOX9LaZpqVZdMs/uW//L/+l//1d40x/8lv/tZ/8V/918L4rW99Z//g6H1A3aUq6lftzE5xhfqu2lU7u9lpnZCeMSYJ+KYASBJL6LeaBNWSQZnUtNclyJJYQm86p2o317ZJ3y+RvqRP9Riy5wVdz12cTCYJcvTqVZFZKUWkVCLlJzLWdjZujAkL9UCxB5wnTBjMAKCR+pJFxV3KZSJ0YWZNJKvCrYQ2OwpgIlzpfUWOhbFpF9HarOTyTM/oaIwlZXyIxqpU7tU0VYwxz7NUlKhIASZ+NooxJuyXlIibpkbEoiiYOUampBtBKtWiIXcBWgVISgmpVAfYYYO1fF1ldH8udMm0CY07n+obEz7sxBVNWxQFgiwXC4CkWO3rOoEipbWGzAZ9otXRP31eNQCAZduJH/rQtm3SQHNt65zzrXPOuWXNrYveVZPpcjoD52ZHhwScZXZzY6MoMq11kQ/Ts2MBzzF4j9RBYxAARmbGVSAUOGk2AwJoUusahqFtER0RTZvm4ODx9vZuUebjjVFkds7FGOfHR977qqoSjk3YL6HlbnCIkrN6XS2p9ximrM70V1nRCXZTEZG7ZBJUKj0FSI4GYdaUmFpSgFARqePJcVVVWV7YzCqtQDiSHE0nPjIhWKNCKnBFCMKwKnwFgFQP2c1V4XX1yz6o2Pc8xqiNOZ7N/u2f//kLezeOHj/iIFlRVPP522/ce/vb37373HOzYYAs80jzqhptjGfzOQJvjsdtPaukMQibd7cWi0Uqmk3agyG0ERwgaE3GUp7bul5c37tORMezqXMOlWhFmnBZ176N1tqB1Qo12iB+KcwqyiAzmnRa2pGjINQcc0IREBICFtfe3t5+eHzsDx7B9Mbk+/fe++EPb23vQuS3jw4QETmWmX30zjtvvv660XTj+vXt0fj+gwfNbBZjdMakRPHpdJq04/I8P4pxUVVe2HHMRmWR2fvvPRgNx8ONzaXEGuHo+HDvzu0wMJPl7Pj+QQAfQtBKDABV7WaebxvtpnMQ0qQldquAEMt8GELwi3kTYwr6VW3olwki+iYmFcq0+jofh9FE5B0vnSOllnWdsoZ9tejIn4C9Z1B4PJ+FH3wfFO7u3RhtjIlAaz0ajbb2rjWF9Qi3nv90Vu4ENAAQggclgAEyVW5e39q7HkTK4ZBYDChi2NrcGo822ra9d+/e/v4BANg8H4xGCHBYVUoppVWqjQRWIQSrVWhdkeVp248ctdVVU49yG6NorZqqzfKcNYLCPLPNfDHIs9CGXIV6smiaIJPF1nBgizLTtvHEPrILq2TwLmAWAAJAdpEV3SVmw3p69vsCvwtCbB+Pkbn+E5/ya59BSR4AyTPp/zPoybMaaVwFMFFgVeTX53j++KK+JyFuWTtOGMDfu/f6v/gXv5dl5tq1G7/+t//W7du3Hz18nLYqvEg38QrvfWjUdzUOV+2qwRovSAp9EOpe9lNEkt3ei4Cn94gIUcdGmPBhfzEihUjMTARJoIFZhEGRVqSCj4CoSAtBjFG4SwIhvU4Dw0oBIimljbG98DqxJFFjpZS12Wl+FFRKEaqE31puEzmnNbY3fxMoUlqvGB2RSGltAIAoKUkQrEjkkmmehCtWZYoKAIxJZYog2PGC9soQSinvPQJpaxUAeNdV58UYIpMi0po5xBCDi8ycGZtoCZKEQ4zRaAMBWFhIAIF9JKCEZxLEyoztcHKqYFvpHzICdZoE2MdLV6zN0tOrMnPwnkwHjBP+QcQMco9trZZKUVHmmTFWK6ONUmSUNtqI1SrT6R47QUKiDgOv6MEUYAgBW/HIFjQrXE5n3nsOEWLAGCA4bhoIEUIU79xy6etGgq9n82o211qLREV2MBhsb28XZZ4VZYzW+UYkqVEHDswhpixW0oq0gjWmMWZGARax2vgQAEGRYh9862aziW6yLMuyIs9yS5SNiryqqvl8XlVVYvRJI5n0tftTYj2b5qSurw9Kn46W96vpREo3scnACSkaGpNyMjv4TkhK2TwjY1wIWmthNCZrqzkpRSDM0o95PyeZU1oqC3d9WO9AevO6VYCIZVmEEFrvH91/8IUXX6iZq+VidzzU2h4+PvrB9964ubUbgeJ0ku4zM/a5mzdzZY4ePSRu737qE5rw+OBx27abm5ubm5vz+byaTbXWljDlKzrn5nW1PRguDo8QsbRWAVXLuhwMNkcbQ2MXy2VYLC3k1tLh0ZFvpiOd7WxsHi4qjmGFTjnGqEtrlNaltkQQgwXYf/uto+PJ1776+9/5s6+//cN3l9PJ83s3iejxw0d5nmtS0+NDrbUmVTO/fXScZZlrvIjkeS5NUzVN2iu2yhIAmqoK3mdERpscdAi8qGaPDw+v3bh1/bnn3plN7x/uP4qONkYO/fx4OltMo/MkeGP32mJ6RMGPB0UmEqoaEUVbrbWxikN0rl1MO2InhRRCWATvMuq32eTUsNYm3vXkC6uamhTZPNNaBx+zPN/Y3jbGaGsTlywgjkeD6XSqDQFAlmUMvHfzZlGWApGZldbDrXExyE2m7XAIaIRBCFAMQCSdgQgKmiIvN0aAaFAZIXHRIFll7927l+Qcmqa5MRoZY4yxaau3mR2Px4TUU1KlRIMUZxaAra2tw8lx6xyvvEB1XUeE2rXjvGiahrzOBd3xHKtmqLOyHIRlG620PnovYBVqDX28fcU7zRfhqCdJAb0P8PsQoA8/xEUELtZ2WE8IR7gkTIdn8xUvLwU8T07zjCDfhzCQP2okgh8XZv+IUB+fj1maXH3jG3/6P/zDf/jGm6/ffe75X/3VX3vxhc8SqrQPWmuC9/jkUb6Cfx8efF8xeV61n9WZ3/87hfiUUt6FZN73ZJspwjMYDPokz0S/2duj6VKJ7jKFzvqYYQIYWZGjItJKsWbmwDFZ7clEds5R6NLS+mtubW1lWZZCN+m7QuuQSCtVliUksYQkUkpESmmtQXVezqzIbQokrlQa+h2SBGKMHKNKMgDWnhTjETGzsRlz9N4n+o90BpJKbCDIzBQpOgdEmKrpQkBEIIoiyhiTZR2ljegYI5EyBkejcQhea+0cMwsiKKXs6qv7MSSijY2NpmniKnQpfXnPGhXqifJ7+hN2aJuIkAgJvQ+cBOEAFAjySVQophCriikugRaVUsK8XC44hqLMRWLwrWtza7WxJssya0z05DUmjdP0yLIsSxHgHvWBjxyDa1103jctu7Ccz9kHCdG3rq5rblponWtcrBsKkUIcZBkTeedi49pQVU3tXFCKBoPBaDQcjUbG6uGw1DpFeIkxMqIIR+HIHOREo0gh0YptBhEVKe+994FIjcdjH0LbNs618+UckQBhoxhaa7e3tzc2NkIIzrmmaZqmSUg4xoiaEEkpSmoTya2Q5lHKv00Mn2c9uERAJMxp/iNSUqzQSq+UprR0JIQCWqHRi+UyRsiH1sWojYkhlEXeVEvnvbFaGSPAyR0iXphQISmlYmLQ7Wr8cF3ZqIeI66UfHKMHKMfjV7/36v3pxG7vUp5xcLkqFpOjg/ce6NZr0kf7R9du36rrtjqeuun8UVN/+hPPfeLObVhWUeLWYAuz0s0Wy0U1KIqhzlKdrRGPFLiqo2uBmpG1IlwdHAnHkTGWIUxm9XSKwqW1EUJNdXQ1+oCgXahi6zgyiCROXWOsaM5QlXlBLvijia6am/lg55pZzOftbLGnyOzs1McHrQ+FDxkhx2icR+9J6dxa14bDg+N8UABAw94737RN2sQOlzNrLBG5piFltM2UouC8b9s8K4vtnUfz+Xfeuve9t3+Y7+3+t7/937z4c59pltXho8ff/PNv/D///P+eTw9siENtRqA2rDEjBSicouiItsyHamy08c4pUkVRcAiROVg9Gg2ttSFEETbG5HlhjEn/VkqH6D1HIhoMB8ziQoiBldZZniMqZnYhgISd69d8aGOI29d2QgjloCwHpVKEiph5tDNqSxWhBQoATEAxQq67KrT2YP+9d9/OylwmFBEyo3KTo5Gj/f1Xv/vqwcFBU9UbG1t3b9+pvauqKgQPAM45Ft4rCgEhxCzL6raxOosx1nW9rKv9x4+v3bxeDgYhBKWRY8xtFrzPirxZLJHUprK8qOF4Fho/Bk21MwKZ0se+0YhBEG1G2sTIok7Yxxjer/Ksx1FPZ++ez5n8KOzk96GXf59Ku0szPJ+CHuOn3ist525bPtqB+AhjfZGDIuWDS6UR9fLxP/pH/+PXv/7nt2/d/ft//z/73Oc+l0jkEsFuOtBB1icT9i75nmmdFJ5hHl93VcJaKeCZmsB1HvD1hJaPx+J8Js6Jdatoxfd74vU8KXUASbbsFUi+aj9rGI+I1g+S9bhEJwM1GKQ8TES01iDiYDCy1gNACJyIVXrtXGOyROCZMjbTP1JUMCk7pQRIraHX0SbS67mFSVqgLK1zriiKVC6Y4MRwOO5oXUzWxQAt2azoZdmNhRRrSr0FpBC6Yq2VYgEDoLVZnzjaNI0IRAalbYKXpMyJK44ZYkyXz3Ob4nipq9YWiXfUOSdCtrRN0zStU0oV5dB7zyJ96mMa2rywxuimreu61taazKZkDaV1GmGTWQDQ1njvmTn9GkJgEKVV4kdR3bCpEEKS6jqzq0dha2y/mymjY4x5ngOhQg0AMYTMZCjgvU/RuSzPSSRi8Gm3V8r5Jssy5tg2DcfgWqrrKstsllmXZcYY0ESZdsxFUWitm6Zpte4FyruEXuHoA4cQfWgWVVvX6GN0nkP0ddPWtTRO2rZt21C33DgJgVsnzMCCLIRolU7JSW1VNcvlw/fuM4fRaLS1tTUeD8fjsbVWtI4SgCMDiEqRUu5GJErC8ywIhKQ1ioQYXV2bzBqlEZFBklDkdDrVKw4ea+3W1laaw1VVLRaL2WzmXcyyTEQx++SMOO0IRwDIrVl/hSi5CbCPEie2U1rVnSYqWEFIzgtjDBnT+lCMBqjN5njMIk1dLarlYDQMIju71+vFFAVjjIyorZHIIYTgfUrx7UFvcq/0DoJ+nqQbbJrG+VDmxda13Wxz/J0f3PuNv/t3/vJrf6okh2qhSFfHMxswtj65n93hcVlkIzDvvf7GXp7HQTGfHW+OS+N0CIGbphwON1WGRLPZ0jAr5ZRS1LayWKAHxxxj9N7FGJcxpDBg07bXrl1zbvaDRwd/5+/9vUez+3/8h7+/OSgRi3cq94L3hOia1mjThsBNKAcjagI2rgnHYT6bLRZZbsHz9tb2xsbWwdHBZDFr2/bGjZuz2ez+/Qej8UZeFGVZHhwcaG22NzanoVoul3meE1FEQQRAIavb6DXpgKwhDors0eODqvX55ubj2eydg8cwLB8sZpO2dg8ev/raa7/5n/6m1rrU+X/8H/5Ht65d+2f/+Hf9wdGvfPHLI0UyX+wMBpBpyYxzbrlcbmxs5MYaY4Q5ZSXkNiuKQogODg6cc4qQiHZ2dlJAjJmbyjHzxubGxmAUQnDBE+msyOvGMUDVNszdQzQ6Z+aIcf/wwPz/7L1Zr23ndSU25/y61ezmtLe/7CSS6qzGrWw5suWy4HIVECiFBHACVCX1WI5fEvgXJHmqxJUgLwkSJAEC10Pq0YBjl5GKY7siN5JMNRapnuIledtzz9ntWuvr5szDt/e+h41FSiYt2zkf+HDv4b77rH7NMceYY9SuaiptTeBsFIR+aNtWMHX9bDQ5Xpy+Or06UqwHL1VTAafFvVdvv/T11dkDWq26rnPOGW36fnCgv/zlr9x79S4RHR8fN80IEReLRVNVxpj1eq2Umkynfd9XqoneK2sQ0XtvRLTWq9XKWDubz51zIHI0PVguFgrJD2Fc14cHh9iF8PDMZKiYJLLOIDn6EHNK6vI4DYnZXH78sXo0AlTnlYlyjsnY2AgTnffnfPsDfuqdyELgtypfCVC93ojl3K6UypTewpCT3kSc+f1bIL4dMvOtd/n1HNIPkOmK8A7g64LR6TwCRCREESwNub8tCk8BkMH3lXMpB0QQ4C8+94V/+b//z5/97J98/OOf+JVf+Y8++MGPaG1iTMylaZcBeZtSCBf83sW6WBfrHV9FowhCWycV2PE556veQuIVYjCE0LZtwZNF6JVS8t5bawuEAwCtNW9NWXLOgFgykllKSoNoY3bYprCIALBRSRWRaKmzlZQMN2YOMWwyAoiKOQoRmW3UDIsUpSlsg9Q2c4DGEJahvqLnfBQhuMmGASgqyp2HSsnQg23MYGmuKW3akbExFkqHlD6fHAgAijTn5H0oSlBmFuFCHBGh1oqIUhSttVIaQBXgV15ySoE1FhByzEPfQ4pN22hnmVlQCNVOF8rCEiMzb0a/CCUDEmYQKMEDCAjIeRPAIEha6xjCzlZkc2YlS8o5BGtNdlYrRQolxTgMg9Zluq+qnIDkkNHo3A9MuJkYzMzCIDBISjEmHznlFEL2AWLmEDnnNAQZfPY+Dz77kPyQfUg+ALMwbzKFMguL3nKYAkIEDLiaLeenszJB6qwbTUbt3lhbg0b3KQzBZ5DJZLo3mbjKaBYQSTFs9LwAoo0mZGFJCTa0xwaWFZLZe09Ei8WijHs5546Oji5dujRbLr33wzAUNWVKeRj8zv2l1BqJN6bXVA41ChUeQgBACAl3gyeCAsC4MdEWFjJEhedhdlWtjCFtEWRsLddN9kNiTpyVsVoB55xiLNdY6ZUgAAGWgqCUPrte7W7qchdrmVLyPhvjXNOCcz/7D/7+P/nVf/bTz/3c//YvfkOJjKbp7p27t1588fL++wgAOMf1uh21T1y++soLfxHmq/svv9o4nZQC31mi3KfF2d3wYD6ZTLL3s9kZAI5GbYzx4f37Nm0eBcaa0HXdasXCWuvxaOQfzpbLpe/6Wb9a+P707EFYV5cuP2atAZEUcnnUxBitRZVEYhwWyyUSr1Z7bZ1S4swPH5w8fHC6iv3cr4jolZP7w+DddMxKRYRVGLJSrq5MXe81Y7NeW2uLitJaO5/PC0lFSrWTFjNrZ67fvF61k3lM/ai9v1xmyS+fPgyEq/Xif/of/5dvff2F//zXf/1DH/6Qcuaf/tP/+GPPPvu//vN/Ma4q8r4Zj8no7HQ0lNG09UHIGTUOMSAiagUinWTv+9rYdjQ6qFxOeTabnc1npb+DiCmmGGPvB+usq6umaYA5dL0gbUM4NTMP3qeEO017yrnv+5TzeDqpqpGxZrle8WIQ6+fD7S/98R/ceOp0cnjVNZP5LM5Pbp/e/u7i7H4eln42LwS0IT07e/Bv/t8/SYO31o7H46quV+tV3w9Xrl65duXKc3/+3MHBgTGm69bKGlM5MBuhR103KWdjzP7+vk+xXH5OGwmpApX7cHk0RZ/UkFf3TqoEhoHXvUFUirxANshWr4za2z/Yn1zi/aOs0HMW2iWcAr1WDnm+tv+hyLLehij0b1cd/reHMCy5t/ia0b5dDv0m0+Gd3pt3CfVB5aqYPHN21jz3pS//l//Vf/H5P/nsz/38p371n/3aj/3oT/qYlos1CIjgBvW9ldfqxazaxbpYF+uvAvmstc65FPl8snnOG268ALPCkMQYi/+4c66Aoh1G0loXi5EiB92hvhgjEhmlSlFY6p7CkgFAVVWlQi3fsCted9zFVrGwMcJQqHe/8ZHQ9JwZTPknRKS0zswsohFtVck2MnuXbHZ+Co4yKWNIJAkLbbxJFRtQlEEEAbUyWoUQSwNYaZ2YM4CydiepICKFyIjMGVETKYGSEU/MBcoSc/Z9EiECZbRB0OVoF660uGVw9kCUUsoiAIKKcJsoXprYCpXbcIEKaRMpzhtAkgmEiJSgMAsAKuScqcThIOaUEFGYmchY5ByZIHjmHImobuqEkFPKKUSiRATeiwiFZIzpu27DruW8UxIOnIL3OURmhsyQmX2UlCEzh8gh5hBy8DlFjjGnmFMo28Y58zZBEZhh52rKAiyKlFZaRGKM825+9+69IcZMMHAKwBlBOTOZTveme9N2NB6Nrl663LZjKZdW8btnsdZIQf4oRIqIQiij8o/sZ2OM3vvN6VNqsn/gXLW/f1AyG/u+DyHEGIfBFz9VpdR63ZUPl0gSgEcOtKUNXVzjZdfrFTDOFvhnrNMlXySmpm1RadAq56yJQoqklTG2bkb9aoHEAEAi5cDKbvDpnJXO7lzsCPxdR7jcs9BFABhNpz3w0WOPtVcuf/Tv/cITv/e7tz73Z6O6geX8S3/+55/46avjZgTDKsYBhQ8PD2tXaW1vXr9JJJJjN1sDgLX20tGxiJyenLRtiwIpxX7dpZQk83R/P6WklEJFqMhWbkvNa0Q0zh401Z999g8X/uzKtSsmA4iMxxPn7ObIk9akhFMMvrHm8PjosnV5vVrP54Gw2puuBx9CfN/HfkKP6/l83vd90zRXr17tlitjXN/3O235KoXZbLZ7DjjnYPvY0VrXdb2cnaW+r2yFSo+a9olLl2YP7h7cvPoYxIdfe6FG0iB/8Hu///xffO0//c9+7dO/+ItHdfPhD//I9atX+lfvLR+e3bh+pW6aCLmPEQBIG0BKgFmkqMeRJeeMkjVlAUnMqKgZj4io8P8AIDgwAnPu+957P/RD07SuqsotkFJiTohYOZeih+2TUJXgUKIQQokfrKyLfW8R6/EoL+cvfP6zGVU72leIPPQqRg69RN/NlwZVO5qc3X/w5ee+mEKonLt25ToA3L17N2eZ7k2feuopAhiN2ocnJzFGY02xxcq4IXxyzomzIWusFcQSIum0S+u+QrXu/KX949W9O3kIdjE4UCpnSKytGnJYpiErcZNRdeNyM95XdrICCMATbT2AgY0ckgAU8Pmy9rXpmttJube13lK5pn5w8HQuJPotWbm3w7D91QEMytsY7fvrAQrvwN5suL7dHpEA42YfUd6t/dDv4iERcNaEFP71v/6dz33uT8ft9O//0j/8yId/zNp68B2iAcgiwlzerPxGQfLrJJoXqO9iXayL9X0/ic7Z/aeUct64d25AXRAi0spuVJrF+KT40jMCkTVV0U0Pw0CYtdbWVCmlFHnDQ8imZFWKitelUibnjKiIBFEQlTAiKEWGiAg1CAsjKYVARCXGTxh5gw0AldKKNmB1B+FkK2krIKHYaSqllBKAjU9j5lRgo1KKkUHSrlBmZhAqeFNrq5QUMrOqmu00oyhltNYJVHHCrKoqxigSiNSuyCYi4SSEpIrwUqyxoEpmfQIAJIKMSpMAsCAhkTICBIk3oRFEnCMp3YzalFIJYNfGFN6mJBwqpUiR2jKQpDeRfVSsTWArdwfZzJgRlYm1DIKIKeeUc0E+mamqqkJh5SzMvF6vjdFKUYkRY0WlCAuBco7D0O3qvx3FxDmz9ylGZCEBEOnXK0hZmDmmYRggZc5ZmHevsQK5C2osG4qv9UrBUqMrQ0goKFkUmbq2IScfAZC11WDUKoT+4cnd+w+ctXcenFy5cmU6mRzu7xljUgyhHwRKLB8DiyQBgGKmuhtS3Y0D7EDs3bt3tdaj0aiu63JwiMh733XdMAy+YGCC3TDqTkUM58RmssuQLe3q4mGrNREpU/JRYha2lRNUZSq1qitNGHtQWltrs7NdtyyzssycOYqIcVYyiwimXDYgbkdqXzfQsasNFJICZASyzk3GCVhr9dgzz7z03J8Toq0qJD1w2HMECo2zZ8uFdfr9P/KhS8dHWFXOUIjeQBVCyIjZGCKq9vbImKPxuCiHAeD45s0c+sL5x5Tseh1i1NZ47xer5XQ6cQcTTqmatmpO3eLhwf508GrHSeaYOGURdJXJzEKoaydax0FBWx1Mp2Ls8vSs0vraM88c37xWte3ZyYmI1FV1+/Ztp00+OYkxLhfLPAzVuBZNKebBD8xsU7BNhYgYIwAklKSEKhuYT+7csdODZawzgW6a97zv2Tvz2e1bL++NxndfeuXWd279N//8N373d37nJz70oVZwdjZ3QMoaU9WL4PsYbF0RkR9CZV2OWZFBQGDYPpCUTzGl5FMscNRWlU+x3IuRcwax1nJKMcZuvZYNniHtbMF1heguJzeFWA41Cnjv+74fhq5t26qqOESODLkzrRo1I11VgMl3g/goMYZ1PywXYd3vH1/67re+fevF70rKtavGTcsp937w3k8mewdHR8652elpziUNVVxV7QJpykDy4L02BhFDCCmlunacsjaYuoFsrZNQYjNkXIeRrXPXQ8xaU4ip42FQmdrKHk39/ihqvUxxBZIUZkDZ6fgEFGwwH0i5bx7lEbyNqIbXo6C/OgKStwJ++DbovreDxd4BL5a/u+K/In8leddR6zuE+t6woSysNQHAZz/7b3/zN3/zmWee/g8+8x9++tO/PB7vAygAT6gBqFi58EbhKa9rS1woPC/WxbpY78wjlaigvmJqEkIorIhSdse2lU9aaws1V0qBUhMXTFVm4XaRfTvdo8jGd0IAMnOxWCStrFalwy9Zdtl9Oz+Y3YYVXJe3602bXCW4HErMnSKNQFlZ54oKFAkJyQdfyv1dCMH5N3ep/kGksGcFG+yK6TJDWBiJpm198DllJDLOoiKlFGzmuEBEAIk2w8WbIcmydwAgspnBttaV/0VUpK2i9cYrRSmNSBlU4qgUAiCLZASyWmvKmUWkpFpB4ixcpvgEt6ObhFgqaWZCLOSeQswpA4LWmrdmceVod6s+hRhdMFYVFguiSDZKYTkUTACcoUhnEVerFSLskHA5hiZJiiHHBCLFYhRjzilJzimmHLX+DLIAACAASURBVGKMnlOUzJJy5uJln4GlNDU3fKxsSp+tNpKcdimlzMyJNWkRToDWGEsUUsiCSNpYh0TJRz/41au375w8VEq3TTUejS4dHu6Nx4bQKDK60lRizCXGoZzu845E5wMPij757OxsNpuVg1Cu8+l0ure3V968p7OHxZoo9t0utmSb9EEMQqAKhkdEQhKFSinX1KiUNqb3fj6fk1JGOyZQxjGDsc4gkshytTqdz0bO7SZiU0qsMp0P5BDeNbzLFXue5S5/3nDISlXO3V+ttXP1/t4q5UapG08/NT46yCcnq34IKazTGtsrAAPV+pV7t3vfj48PP/wTPx4l9ovTDFkUWt00TQsA3g/UjH1MtnIhJt+FEKJDqffa+926m5/FGOumMU0dEVbizzChFm0tZD1fzZXVo+mEBWLyXjbepKULYLXppbMMVklP3CvhSqt2ems5b/YP9JXjzvv/83N/fOXO9U988uekbQDgdOjvdatxO3rQrxBhmQdC8vNlCIlIiWDf+xjzcrkuZ9k51/e+jxEgESsxiqw7Wy3uLM4Wtbn2vmd+8uMf/0Y7funr3zycHAyScuRbL708Me7Q1W07krDwIXmAQUDbqlKOmTkmQUFAYAHcdDEUkiIV8wCAmTMLZ84hBqV04ZRNipRJI3Fm0ibm5IfBD4M2rq7rdjxyxsYYu9XaWV2AFqeMAjGn7LMyGgZeMw9dr4natvIxhX5ZT4V9AEDfDXHtpc+x9+zT4cHkm89/7d6rd3zfY4aDyRQRz87OlNFPPPHEeLrvnCua59Vq2TSN1tr7oTz6smREIISUkq1cznm5XIrI4cF+TGwE/RAU2ol24XRhu6BDGinrgwhLljRkDyM9Pj6w+6PqYDK3GokUIBjLSg0QsRTbDABAwLSLnntN++KHQ2y8aRZCoRw3Xk/wekfAH2AQrmjSL0qRN4Xlf50n/t3i+ggpcUSA+/fvj0btr//6r//8z3x6sn/IWZAgJ2nbUdf1ILhrpuJf0kw4pyrBi0vmYl2si/WDPFsRtdbz+bypR+fz+giViJQ5Pec2isJCphU+sBhjGGPato0xzmYzAKiqqoz7lwLUGJWFtTFYIGWKhVrUWuetZuk8aNyNBW4KjpxLUbhT0xXaZCdv20j1RBgkcVaolNbGblSm1uiSIjgE3zTNRvu3tX16rYgI6JxBf9mSIgkrkLhQiOPxuG6bruu89865umkeaZ9Syjkb7URRMY7POa3X663BxiPvTRSt9SbuPIQUQmrbNoSQM1eVqWsLiju/ijEWW6/NN29nC0ujfYs0gYhA0XbInXbbU4YzNyWIiDamdAqZGTeTkVg5JyJd15GHpmmM0Vtbnc3gXyYBzAAgyCKy6pbnlbfl+qnChl9FFs7MOSNLTqlsagg++CHFACzEwinnlIqNGYvwlp/cwuCNCxfnzU8AgEiJgCJC0hFYYsiAoDQqk5GAlKm14YpTZgIRWSy72WJx69YtjOlof+9wf28yGu9PJpWziNiOm2EYdpeByGsCElJKOfOGHM65oJGTk5OiQG7bthjMPvHEE8XGo+/7lFLaykrLRaW1NqrYh22heDE4MibktFgs7t67d+/evcuXH3N1y0TOVYv1atzUjTU5hLxevPrqq23lbly/XLS4ZSZ2ky2J+fzNm/q0IZlFdv5G523MFvP59OAwpjzZ358e7hvdCKRnPvjBa489dtKtVVV941vfeOJDH1XOAEizP67W67qpf/u3/vi9zz49aPz93/nd97z3yaPDS7N7s+L5VFxwSt1ffjUz50Xu/NI5Z60FRbPVLKYUU0wpAeFqfkJEIbKqKmVw3XV7h8fr1XK5XPngi1VSDEGLdL5vTRUknczPlHFKMipl9ianoV+tlk07WjO/9OWvfOfO3YO9/Weffo8xWqyRynoUEBgkN5Vd3ZsDQF1bEIohp8ha6wJpQKjve9VgyiwpV+M2cDqdz++c3MPk86h573uf/umf+rhNcnbn4b3Zw+WyWw+rhmhRNR+7/njugnHW1vWyWyqk0Icck7U2+TRq22JkZUgRKmERZl2ZMiC9Ye2YkagE4QBCjJEKImQWkVBOH6hlWsYYJ3sHdV2HEECy1roy1lqrtQ7Bl6dx4ugHr1TKoCt0yJLjICLGDUCQY6ZEKIRgSLkXv/2Nk3sPHty/37jqyuGl4MNyuaxcc7h/sH90iKTLTV0GXGdns+LfpbW2zqbgM3P0CYAycxqG9XpdHsuGlFaKWBTDqGrms9leTA61X6wV540Ps1P1wUF981hG1RISNQ7JildZkSgi0PzaQp/e8HragSbcxCD88Ifpdi8O/JvDsl0I/v6moL7XnAkCgJwBpFJaO3Pwn/yTX/uFn/93m1EriGU+0TW4XJ4x9oCQc0opGTIRim/1tp18zr/70Q8Rzg/DwBusO/+yC/fRN7wd5vINH3s7P/l+PwDfTzTF6+KJdjla53ZtR7u+ptS7WBfr7wps27QLH90Lb32Fs8hGh5kzr5Zd20yYJWeoq3EBJMZg5syQ6naijWXARdc17aiLOccskhSzVirlbJtaBEYHB30/sDIhi3Nj3/dWN53MkKIhTSIgrNAAIwQxSIQuSWYMQ+hFBAkZsjDHIRhjlKE4hNIms7YuZdOWcjTMvKM4EFHJo0ktYWBBEFBK58Q5RWPMqJ2Sco1tY4ylCNvO9ZFSSiPGGFkiILaT6Yb9M5aQSKmcMxmqXVWUaACgtDWCLIAbZSIAKlIIqFJOIXJd14Fx3QVnW8qV0QZESjaAUyrrPB2NYozz+bwej0xdKaWYkEMArYYU/cor0k5XGgwIxNRpMn4YirAQRRlFYHVhX3MWyNkYY7Utuc8ESIBZhDUhYkQho5g2WK/seyG7vI9KKQDizMEnzgCAObNSpBSkxMYK5pRSRgUppNViaVBxjhrQEEJOiigNwinlrS0NAfoQckycc7HGUVFUVpxzSjmnLLnMLjCnXA41xLhDe7s35dank4EZOIMQCxaNa2VsEM4hV7ZiJhZQSiFlBAYEUYBgUANUcKcLr67uAdxzzhUG4+bB4eHh/qhpNaEiIBDgJJw4JxSptLLQeD9k4UopFvCDn1RVSjHlFFerB90aEbF2dVVP2tHewYSZ4xCHmLwP3eBZgEhsKyGEpm1HTZtY6qat63qxWj88W/bDYPT08cePesPFbgSRJ4eTQhVibdXBtNjqPjzrnHOj0agZt7juvO+1VikPjLIzKFR1DSwMgISEoDdBkcycmCNANgd7i6HbM/pSksOOq0yBjRldnzzxobPTdV723C3+9Kuf+8AHnm7qaZVYh9geHPziv//v3ddAB6P1Y5dedBiDP+07q7UAUkyWJYrknK0hJPGclFNRTVipjiWGKEiCJuviJgvlhKNzQ8xqachefbHTD2LntZn9xV8cVe7oq88/w91gw0cqO23HTzzz9LTSKIKgIGaJXSWsOGOeGdR7k+ny5GH04eunp0dHR08++WT3cHZt7yjGmFe9YZUSj8fjkJMBuXLl8MHJScpdyP2kHSdeks7Hpl13rPaP7oj92mz9xcXim3cfHMZw6fbBd+br9773/T/1U5/8xoPv+K98Nb18V1b5la+9clJZY5qD0QiuH69THGVI2Q9Gm8qtU6oaN0sDtQa0Lh0FIpVzdhCBAByBQAIGgHU3b6DVWrFiQaSsnTKZWfUDDoNVSCLAEM/m63U/Go2NolVFKfPpamHrarFeKaVW664kqTBzQllrv87Rek1CB2YfMsRugAwaqLIWKL9y9+X7L95OKV2eHLuqClkSqdGl472DfVdVXqMP/Xg89kMKvU8i2hpnbNcPd27fuXrjxoPTmamqxNLBkAJUSo+0bUkfB6SQxkM3GsR1y0YPJqRLXVqnMJM8d3rQFCeHo5vXYX+6MkaUjpz3FYSUuakDI2bYywglucEACEAmDcwoIGJKqE7KChgRBKGMdDGgofSGQhvf/L34l3NuiPw23q34l9T1iIAbr97Xfobe4NgJnN/iax9Fe75tevAv2aa3WvmtKu/Xg5Y3Hlj6/mWGPxD/mUEQUFB403mEIoTlzX/4zis+3y2uL+dc0mA/9rGPffKTnxyPx1l4xxq/Dq1dVLTfbwNmJ+K6OBoX62K91c0CsB1JIiKtlTHWaLdtJKWYU9u2GdgoqOv68vVrIcV9gdPTU2ZOnFikbupiyIhaoaaQYmVsSvH40qW6rv2yR1RKW2TglAUJBYAUAzCwsWZIURu7YbREFJHWpiSqK1uC1Emh3sWsb7IjtuMu5UWnkXYNnV0a8nm/yk3OBIggKFtmC0Fv9ajlxazJPuL9RErhbKuqiDyZGQGKGz4S1m2z84MpB1Aj5pwhQGtGhX4cjUbA0oVgjNFqM80FAIDiUwwxZBBTOS12GAYhJKNRqxwyEFlbab0h94y2AlwI0t0bVCnZCFO3Z7N4RRQqFYtRKW4cLDZ5g1ubnHK0QwiEGy5XBHwJV8imhCUigtZaac2MkjgMPvqUfBBAjqFEoXPOCgECFL6rjM8hYvQhl2iNEHPOkAXyOQ8SlpyzZC6SXcnMKfMbSqXzoXOlS3Gug4lEJFuZ7vd4V5bUDWb23scYEfH0zp3K2aapD/b3DqaTo4O9cdtWruGckh/6YWBKqA0RCgqhrqxGRKO1wUcGKj6n+exscTZrqqqt2rpqJm0D02nIOcYYYpx3K0D03gthVTcp59lquVx1UbgejZQ2AODshhgvxHJhvHHL6Vnn1NB33vvl/PLRcTVuV0NHgsba6CGlQADFoLIcTGbhMhJJxLxpZxBRKfOmk8n+dPLcF/78Iz/7SatMzOno+PglpCRCSq0Wy8V80aCzRnNMKHDj+vXf+r3ficROaYNKoybAvutHdWO1gZwzQwZAbVgk5Gw0hX7YPVnKToEyuQyREikgEbE5GyIU5sTkh2du3vjmc899/fmvGOc+86mf8zlBWE3qttG2OznLIVWuAoUxRhE22qAiAVJKUdsQSLeYvzSfvfLdF7XWN2/e3N/fH1WOiAZnWNOqG5TVkfNkb9r366qpu/VKRKbTMRDuHezfms14cgzApw9PLh3srdfLbjmXEL/5wlff94EPfeD9z7bGfcH/6endBynFh7Ozb3znW8d7e4eT9rCqSaGKYnxWCRwR9tERWWW6ZVfOpu/8/mi0nHf4aBEiGqlklTLmYsSkjBowCjA2LqdgjBv6HhEz4zL6bpEQ8eiJG+Xe3KkeNmOiRJs8z8Rh2UdEa8wiQ2UsMFjSoM3Z6ens9Oyll15SITvn9o+P+r6fz2c3bt7UzoBSrqq6oSejOz+MdbXwC+vc5cuXr1+//u3vfGfd9VXTfOhHPnjr9qtni3kzqnOIzrpxVVchWR9NBpODZWqVoSw8xLtx1cWUGovTxtUVjWpP0vu+sBo+RZr7EPOA/Yox+QBIrxmDOh978Oahdgg/VGXbRW35Li2i17C8wj8EAPRuob4S0RtCGI/He3t7q9WqGbUIKPAmpNkF8PuB78mLm/NiXay385y11lRVpbXZqRDLvTPE3jkbc2qdvn7z2uWr148uXRaE+yenx4vFfD5Xh/td1zEiC+icUmZU1K970ip7L8irblk3kzB4FOCcBEg2uecaiRBFO1tp2EVBFCvLXfadMVikmHHYJCic3zw4l6kwxAAAG0/LcxKG3cxV6bXtFH2bJIntB0r1LJJfe3BkGHxJjADAnDMAchYEIiStjFYmpVTgaLHc8OwJlbUmxgiATd0QUWYgxJgzMBjjjDGLfr6bwjrvuFgGsQDAGKOtUapYGwhqssbqbIiQmWNOzAyKWBgUlV1WSjECGQ0AZcARmFOM511Vz4+xbae/NhpaAGBOxeVkO04JRJRiRsnMrFFSiMkHIswhikjWWjILQPKpEHebuTKBGAKnXHaHmSELZCmJ4ZILH8ksXKxnBBg2bqNvgvrOKVy2fXPmAiRle653n3/TR37BwDsqOBMNwS9PHp6dzW7XblRXe9Px1cuXDvanVptqZHLcefwIITjriiNoEcYCSMmCd8bmmEMIHHm5XDpb7x8dteNxmetzXSsig/dMwCJni3lMHDijJnLWVhUR1bUt9ie7WIidMlNEUGnT1LJcdsvFfL1qm3pvf98PgyRARZYqEeEUNs40O4xckuUJUV6D8Ilof3//u9/5Thq8qjQQHh0duabuARjw6Ojo7t27V67c5FnnnFNEvusfPjg5WZxqp6rKcXPYrdZD18cukAKOaTY7c2199eYNZWixXkOHNdnNBaCVMCfmNGQRybKJuSAEzAlRCLVR0Coa5mcVqeV8NT46FiHNUo8PZg9P+7holSGAYT0oJEFUZFGpkGKMQatcngFG6VJKhcG/9OJ3H9y7b62dTqemrclZWaMQrla9MSpn1lr5wSutNOph6HuJuqpjzqPJGBG0wtAN2fvR/n63XLzwpS/f/LFnr1w6/tAHPvhc94WzszPXNg/ns7PZ6RNXLz9948aoqePpQoeEmUkgpaS0VoCORXKEzDpn6AeLrkCVwguV+7Tc4wRKRLo4uGmltV6v1/XeaL1aZQWIwIYiZIKEgLP5GQAYq5u21kZlTgLMzIBKESGgAcWSEdAwxS4wpco5sqZfr199+ZX5fA4iZPT0YP/ByUnf9/vHR4KASiHRuu+GGMbj8Wq1qpxar9fL1XLoeh/jqltP9/a0Ne1k3MyawClRJgQeBpt5oq0s15aMzUhZMIaUIg9DXxkeO9W2PK5100hTLYEXq4VfLWKWZbfOy9MhpI7Jm2p+8hBiAmvPU0vbO/1vdOn7/VrLXJTlfyu2891CfeUxrbUej8cAMBqNeMOqouCjwdBdTVCO2cV1c9GMuVgX6x1/FgFAzoyIVVWFEHPOCGkzQWfINe7K1Ws//6lPXb9+PQP81m//NiC1ozZLVhZGdrx/fLjs1uPJRFeVCMSQXnn55fVyLQi2qQAgGY00cEqZB0FGoiwCCEqBEDKJRqdUCYcA5jL/prZEjdpgPA7balIYNll/ilQh/bTRolAEiJCUEgABUVoxl5xfEpDMeeRciLFAE1LKbjvlZf6qSEy3sX9lYIOQiEUUYfHSzJwRqW4bYUkpKa2sc2V4KQ4DIqIibQ0qsmSJyBjbrdfWWkI08Ehtb21ljNHaIiprqxJTJiIx5hizc24yGhutyzifiITA1pBSoHUJABRE1Ir84Isn6a4t2jajGGNKiRRZowuq3TjE5FRUZ5sEPKe1zimGrX9P8SYAIiUMiZOIpJR9L5UhpZUDLUOIXQcCYfAEgtZJZuGc48YnU0QgswhsxuNyzikzZ2REBhDJKZV5P0UkLMAbzQ4KFBD+ppfobmCBiFA45xxyzgqVMa/vkL6JyAt3hj0biG6M1lpVlXD2Itn75QN/6+5draip6+lkcnR4NJlMRqMWAcpsKSGIFBWJUiUTL/dKK6MNZEYAAhKAs9nD08XMWFM3japqZfT4YA9IP5ydzc5WVdtU7cjUlbG2blvrbNU01tpd6skmVTxnAMg5266THFRTm6YKw4AptXVtnOMY+9UKBWLww8BWaQRBFNTKoOWcgVmkWLkSkTJG5RBzjFcvXfrqt7/ztee/+v6P/qjR+uaTjz/xnvf82Ze/sFp3/+ijH7v19W9/9CM/vpwvnHOc8/Nf/frxweHd+3eWi6521TCcjdrWe5+GEGMgxJCiDF09GdfjNrCQppximRoNMSitWISFiRQpwjJiSgA5ZeGQe20scsydjPf3Q8/Ur/0ypZyW1hlBo2zsvRasnYshCkCIUSnMAgLQdd0uzLOE8pUjNp/PlVKr1crsT40kdqRIoVZIat31BBJCbJXu+z4Fv+yGS+9575e/9bK+fJVA1ovZdGSvHk73KzdCO5stX/jyl5648fgH3vesJfqTz3/ubDH3OVutbj24/0ef//wHH7s5ERyV3SMRgqx4AG9bO/hhCN45Nx8W2k1k46dbLlFOfSjYTxMKQ0YchkEVRXXmdjwud01KCT2VeJv5yenmGrYVkTbG+MQsiFmUAkQUBmFCRNpYHeeYZNWH2enZndt3h76fTqftZBIBWNH0+OjytashxchijTo9O3VVJYiJOeXsnMvCy3597+TBdG968+BJBp4v5824NbWbPbijAFU/uAyPTcZw1jnINRCHNHjPwki42nOLvp+f3VueJDseqfH4zA+DMGibgLveT2MQUlpXQNpVNWx1+48IvxLyveliCBRd5/bvAPyG0b8LyPd3Ye18TOAR6v/rPsL63du3ndKmWALgo6v9NRfTBdf3/d6K50mAi3vyYl2s732/lFHA8rTdiBhLRVI0gTmdPHzwzAeefeI9T46bNgr72P8f/+pfLbvee980zSd/7OOf+cxnfuqpJ48vXbp1+85yuWzb9tLVy9/+xjce3Dvpg59MJu30AJhzCLOHD4eu36TKoVBlDDADa3SCGJlBKdwF9MnGUabkGdRKl217ZKe5pW5IK6V142wRdmqtkTBzNtamlIpxpVIqM6/9QERCCIqsc7un8ZZ2I9yaJMLWfbFqmwJTSSvIEHKetvUm5UIYiahkCyg1DAOLGG2quso5g0gxSmGAqqkRoGTEe+9jCK7o+rRGomKEE2MchqFp20JFuqpSqETEOSdSFwc/3KQFoNamqpxRujh+IWKGLAzWWQAQAUQiVERkLRljt6cYtw4sqFTRyuayL1trm817N8aECFAS9TgrsZgpYQz9kLvBaAUhCAuggsw58jAMj8SX5XeIFOovxSTMCEiCG65PBFgyZ2QpG1+w4htFWxsXnOILyhvbHhLaGOgRFQCGb8w1OreKRVDZvQIVfPkmTQBGcuqCRwRnrRDNuuF01T3/3Zf2J9PjS4eT0XhvPKkr64w12mjlkIVzZpG6aTnnzKw3QzzkrNPOCkJMadUtU0iuqqbWDUN3tly4tmmmE2Wrqq3r0ahpWzL6cG+v6JAL6iu2sTvU1/T9fDVXOaOzw7oL3Xq2Xk+aum5HnCX0vTauqoFzZEbJKLDrE4uwMAuDCGIRuHbdejoe96vVH//bP7rx5JOT6d6la9d+5GMf+/K/+b2HdEs5R0QnL79cW2vIijHL5fJ9Tz/z+S/8GUqOsVPBmtEkJM6QwhC0obppZsv5arUma32MKFliwQy5873OGpViZqIMjLtON5BWRCknZgkCTinvA7CE3iulajJg62G1ZhTnKo6pqKNJqzT0gIjOWmuYs3O2EJioIKXYNI0xTTGz6bq1zi73cTqe5Mx103DOClXwA6ESxvVqEBI9ndw+nd2fzy5duvLMM+957vNfuHbt8MreNPZ+atvppePnZ3e+9fzz/mz++JNPkdXffuWlL7/wldm6cwBPPPvUp37u7734lS+F5UKI1sNARDF6rTXmzMTZyCCeFRuMWxizabGR0aRUFhmiZ+ZKIXY+ilRVFUJomkZZM6QeshBpQk45jaq2PB/yqs8ZJvuVM9Um9CLkcgsoZZjZ976ua6VU6P2r9+/dvXvXKj0dTQ6m+32O6/Xq2vXr4/F43XeFal92nbEOiM5mc+dct1oT0eB9MShOzCEOIfTdMEz2psDwI8fXTl69qwEwBX5wZgPXtkrBDzF4zKiJjJpbdbIO0VImlytrG9daY4Qjw6pb5xBC36OxOZPPkNZr8B7qelPx4nZWa3ND83kE8DpA8MMtMl+f0XKxvk8m5i0n/eSHcZ7fLdQXQtg96621zIzn9KwXkO9iXayL9dfD8m1GTYxxzqWURGDrFU8A0LTtEIMAzOanypA17hP/zs88//Xnv/b1b3ZdF1L82tdeIP2Prly5PKT0f//+//WVr75w5cqVSTtKIY8no8q5m9dv9FQpJN+tQXiOyCkICKIYa4DAp+h0vUOeSpmtHaKUQh1RIWJOQUAIS+wA7RIdAAAIZZtGsAGKSj1yy9yyAUqp09miaZodrN2JPHcm/mXYr4CN8s+rSm9xpgKQnEWAWBBQabNJVCelqrq1ru77HgCsq3OK3nsGVFpPp3tEFEMoviaIZK1jSDsf0fOjesXcj5lTzhkkMVTOaq0zsJ+dAWLaFvZZQIFI0fLRFnloNQxDzEkpBYSxsGrb4bedoX/Z2XKcK2d2Ktmi8CyQz1qrtSqFGKISwRxzyV7PKWcfgCWhylnK9+COl8u5MHiSeZPRxywCeWMlygQACDklFmFmKlpKSfhmicmvF3luqy5FCrZ5GN97lXmK87Hy2I6YGQRJAYDWFZEIo2RmRKWda5xbDP3Db33bKL0/mYxH7f5kOhm1h9O9uqpIKcg5cpQsVmllDLKUFL6YU2ZGRVXbsBsppRLzyelpNwzXn3ictAVFVdPsHx7Wo5aI2qYtZ7yIkHeuodudRVW7rusEwGg9KL3KZ8uur/Yr0ipvzHVt8B0iZpUl5YyQRTjlDI8EsYRKW1KkFIgiOD15OJ/Pq6apqvroytV6OrXt6MGd20R069atDzzxbJIsACQwmUxQ4Ob1G04b6/Xx8fHJyX0iGoZBKXR1hQqPj4/3jw7ny0Uffd2q0WiUc7brtTLaOcewzUUsiYUZYsglQEUpBeuKiCb7e/tKFVJLaZWQlEBKiZBG43Fd1/P5fDQZaz+IQmbOMZDXzXi0G2rVbhMnwwhNXdm6ynW9ClETDd1gScXBW+skZiRkBhGmxk0vX3nx699ah7juu9FoNBm7xrlKK2utJuIMj1258uqtV77x/PPT8eTalSsZ5e7D+6+8cut9zzz9q7/6q++7/vj/8JUvDtEbYzKwqypQqJQahsEYY2vXdZ1rqhzjeVE6IuYckQABDKLWzsY8cVMiGtbdyLW+86PJBCEQKG1dIpNzhpQJiAUxJB9XPSrnHAJwjL5IDEgrY7338/l8NBoZq87Ozl566SURvvzUU23b9n3PTjfjkasrVMQiISWl9Xq9Pjg4GIJfLBaXLl1ythLg8sycTCar1WLoek4Jc9LM/TDsqebhbDnWFTKmxbpux1VVzVKMGqWqpDJM9LA7W4ZQj0cGMcQ4nM2GApcDagAAIABJREFUlFHpJNCvV8N6veecAEbvfRbQBrYNOHhE9JU/8Ov/8IgR/BtRGF/wCu/u8fxh4J93C/XV28bG7h0mj67oR0m1RbC+EyC9juvcxZvuCqAf4ADtZtPf+JZ93ST994Cgb8cI9B1x9Xw7hWw5LKXs28XvPor4FCnD/a8J6bpYF+tvPYT7vt9Du3Ty3R9yzta68kwqoKiZ7k0m09u3b89mM2PMaDL54NMf/NSnPnU6O71/P8s6fejDHzw8PCjqueef/+pXvvLlr33NDt1w49q1f/BLv/yTP/6Te3uTV8+6r7/wQmXt40883h0fzmdni8U8pXh06aidjES4onFK6eHDhzFG59x6vd4YjRD1fc/AiKiJCk1Ust7P3/KZmVOyRKS1LR4SAGabtldGaIpZTUixVZtctcRZRFbrVYxxOp1CIePwUTQFElnnYozOVOv1OqRYVdWU9hAJFAECgkKtDBnvfecHrbV2NoTQB2+NNs6GGNl7BNCkRKRuGmHu+56ZDbmcs3M1Inofi+azqrjrOmuV1haRQKSqKmuqzAmRmmYUgkeEbbSBpJSMsTHGwnqGEBEjADRNo5SOMWyYz20+oYh4HwrB630gwqqqaWOCXsg+UzhOIhSRFBkAjDI5oXMmp4gMfrUyznEInLLPkhk2WRCbWEYpUDSEQICKKKWcUlJI5eeF6CtzfbCxtGZhRpZSbp53MsNzoe0FDElKWTaJhbtXUvnA936P7NoBADAUMg2AcyEWUMqvRQUACRAJTFUb65h50fXLVffg4ZlBbKpqbzrd35s6a0fjZjIaGWOBBVAYOSGg0gAChKKUctZaO18uA8vla9eAdN027WQymk5sU4/HE+dcpXVpQOxmWQs03bkEKRIyxhrLOft6XdnKd+tuCJPJXggpxkCALKi1BYg+pZRLf5wQiUliykYbYwhzXszOjOS90fhPP/tH15588lf+8T/OKZqmDgjJ2i9+6UsfePLpkFOULCB98Ndu3jg+Pn76Pe+9/fJLn/zEJ569/JRz7vT04Wq1OjjYb0ft/ZP7J7PTvUtH+4f7y657OD89PN4norPZrBnVo/Fo8N7HAAKklTEmxNhFwESuqkQEQOq68YP3oCBJ5ZocAgsajaOmiTGCiKAMYSBDq6EDRM7so7dKj8ZjQBy8302rzhcLY4xStFwt67pZnc6s0sNyrbKAcEWmaa03VYyREVNOg9HfvPPgzqI764cXn/vS3l773qfe896b1/aato8rjQRKZczjGzfv3X/44gtfO1xdHx/sPfPUU7/06V/4zC//w/e9/wP/8r/77++/dPvyuFWsanK8DpUxaUi1roFFPDtdxyFWMeht4I0PIYZQ5jiLvW1CrKjqI4QQUsrlEn3p1QebZx0RIHLOnR/KN6zzOud8//b9nVXVxo4YFZMCkBAC853C0rPA0dFxXddFMsCNG43akNKq65lzVder9bqqqtVqDQh1Vc9nc85qsVgYUjF5jhFzNggmsyQeTs8qou67r+4H4NU6h/TYjRvehwer+Tz7WJlZ7rouu7b2nLsYhtlcaaO0QW05xqoxRquewQiGGEHLkCQCnZ/hk9cIN3c3Mm/++ho0+M7ALXwrk8/vwfWdf9q8E/Dv9d/xA33n31yWaAdq4G0L8TYfKzbZKACQ+V3fTv3XXbqdO2c7NLIdV7hoKvxVbiZ5U+XnBZV6sf5/zvXtYspCCIiktVZKg0ABSw3WiUO36r759W8Fn973/nGU8Mmf+dnnv/qV2cOHuXLdeqkN5pT+4A//n9nslIUH31eVffrp9/7kT/zY5ctHh9PxH37+ud/4b//rx2/cIIG9yejo4PBHf/SjSqmnn31m/2g/c+4XqQC89Xq9Wq3u378/m81IEwBkySKitEJAZ835N0fZbGNN0cmfD3Io7NxoNDqfXp1S2jvYN9YWWgYAQgjaGtIKFSFiXVeKTIwxhGCdJiIBCDE3javqNqWkjdXGccqFNBOIgERKG4s5ZyTKnGJiEXBOE6ocM2dBxPF41HVdyKwAtXFElLJXRpd5JNIKEbuuI62AMHHW1hCpnLIyGhWBEClNKiEp6zbhgSkljVgwnYjEuBmra5rWmI2XDAA+Cq3ZEpvwaLoQEaH4RorsOugbp8GtfhYAKCbuOVhIxOL7Qecc+4FThgpAlAikFEQ2ERZcTNe5ZECQpCwpg5KNP7UIiIAwbVMEBQSBsczqnNtc3JF7JcILETazg1tTVhT1aMu/n/c60nliQWDjCV46pwKgSW9EyApQZxRQSJnzvBvmq+7WnTsKcO9genx4dOXS8eF0z1WVNZq0EgBOUZDRGFPX62GIItPD/fFkz1TOuaqpm7ZummbctmNrbWNd4Zl34HyH+soVyxwhA+sIpMyInDaDq1fzmbK2Ho3Xq+UwDJZIEBWASsl7L1kQQRBLvjSDGGO6vk/er+bz/cloul5/8Quf+/lP/+L1y8ej/f29q1fvvXqrG1Zf+NIXf/qjPzHE0LhWePjIRz+qjg4/+pGPvPKdbztlLIARuXZ0BIcHAOC9f8/1G3tt0/k+zBcG8dA1w3ItIppBMnfzpZQzKuIHn5QCgBTRJ6T/j703a5bsus7E1lp7OENON+9UVagqAFUAAU6iCHFQU6TQJGU1W7IG2xHd7gc/2X5XhMMdHSG/+Ac4HKF2hx/skO12t+3wg8PtQa1uSdRAUgNFUCSAAoipCkCNt+6YNzPPtIe1/LAzsy6qCgAJkRIl3x0VFTcyMvOcPGefvdda37e+D5XniCghhM57AAEWEuEQSWs3mzGnWgJIpIVjo7AAKEIbI4YILFlRBBElskiYncMQClNobTCEMmChjRKMXadQG6OZuegPp02jMsMib+/cOTL2zb2DiZe96aRu5h//wmfLLCPmtaLHHvb2jnTfxhgvjMc37+5du/IyltmHP/mJ//Kf/Hp/ffP/+Gf/7Hf+r//3LJnDcHdFHkbE+Xy+8FRkTiWnWM9WNqfpsR0MBgnUdc4BwIQsi17Zh3peSHQuaykCAKyQuVsehRCx7QIAGGPK3jCEMHeeUz2MFPuOADOjjFXbZ84UvfJocljXdX3Ma2tr4/FYKSUCs+mMiAjIR5fmnndeaZMZCwxKQInkpPvKmi4MsmL3zk5TVcNDn+fF2sbm2vp6bzT4s+9+96irasUe5ICbaegMdEZnRmfJY5N9RAmh66KxF86dWx9vXHvrzXY+0VqVg37eH5oiP/n4nniYZSnN/27pzWlIfDr+Jmd9ArLo6Hunht4pyfOHUj95N1XP02t7Ov7//GissD6tVVEUSmljLJGKYdFDNT+eAUJbd6++9Go1q0bD0Zlz26P+8IvPfvF4cvziiy+8dOXFf/HP//lHP/bxb37rz/fu3i2tYebPfPrTv/CVv4cI66NBVXeHRzuPPnbGIM+nM02xnk9/+Zd/8ey5s1tbG0Dqt377X9+4vjMajTY2Nqy1WZZdeOzCmUfOTKfTg4MDZVXqdSltYYxdurzJMjgOSZ+jKAsOMSkixBjrpmmaxoewtrZW9nqI4H1Awl5Rpg9SCrJj1NaKSGBmZm0tETICaiUiLgalVN4rUSmjyGKOiF3XGWuVohg5LdikiIQA0RijtDLWxhhQkSYVOQYiY0zbdXmexxhns1mCFnNdxBiFgZkRSCuNQNbo9XEWFiMqIsQFVpZlubUWcbaitwKACyH1KxJRXpYmy2KMgbmZz1MOnNDFdIkQMZF4V3d/+T2YzNwR1UJFQVZpIQFIEAmBhchostbGEAKwd52waG8YRADZh1VDWfqfAEVEUCDEpKXDHBc9MCtUcIVTC6AAn6jN3YP7Tryy7OtbOTVDgkSQkssGv0d14x0j+ns530kBiSUlJHhGwSUEqASEkyZOUhABAICjWbN/dO3a2zc21tbXRoO10chaUwzK0XjNZJnNcyeMWo23NgfDUZZleVHmeV4UZb8/KHu9siy1MVmeERIiklo1KEJcTHIOIUDbeNKWtITo2oYYog1ZUSqlbR5QkbJZe7DfdV0IPsZIpCILx5QwsEQEiKAYAHJrm7paHwwunDsnefbr/8Wv/5N//J9//KNPf+bzX3jje1cwNO28uX7n1ud/8Vdzne9+93nVL0M1Z5Gjo6O7d3aKuddIa2vDIs9d61zXtsc2SoTgwKlerxSlqPOROc8zx9h0HSKQ1korxxhiZGYNxohI02QKsqJoY2gk5kiEkkN0oaGAIQRFikgF4eB8jKyUWsjwEBlmEGzbjptAXUdKdd4vnCUBqsOZD4EQo6AXoCQuLCgAaHTL8aipqui1MaMPPbX12OXbdTy49qYp+8rSi1deGhkciJRgNWTTSYUmIioh1SEIYls3//CXfvX22zf/7Df/53/9v/3vRcDQ1F0EFk43kZkBAdVCtwUBow/IGpCIDCJqm4EBDoKMAMpQjoSOdAsIAKSIUnIIkOaDi0FYlFaAmIjdflnVWlRGvMMYhDkAMQTkwCF45zKrWXDYHwXht29c986FGKa+c861bTscDvu9HgEG77u2tdYGF7z3xhrfdBiZmH3rtAg4lws0+4eApGfNpjbrZzciCK0NjjA8f/WV21Kr9fKgntWhC9aIpg6krRuJTIRaa0Ry3nsfVfAOeLA+fKr/kXo2cSwzLzVqpiThS7x6IB+C9cniHwIscH38K44hT8dfwXW7f61ewcByUsvnbxHWdxLoO5n1nc6eH8bMW0QPePoMn47TcWKk9EBrXRQFkQohyhKxAQCjNSAqUTu3dyaHk83NrXPnznKMP/3pz7qm27l5Z8YHv/Pbv/3Vr/5eXvaqujZ5duHCo1/+4t/NjF1fGysATXTt2it1NemNN/NMaSVd092+deOJy5es1spm+7sH3/nuc8kgbjabxRjzPA8hFEWxvr7+8Y9/fLw+XFtb62XD8+fPZ1mWQsD5fJ5YoHfv3t3Z2WnbVgBYhECyPMuLPNXFrbUhBO+DUqrX74M2K4t2pVSWZXmeJ+AihJCQFhFJBg+JPF+WZerWS94PIYQsN9oYpYUUAYBSirxPXMoUt/nggFlAkiJCZiwR+bbTxmxsbgbvmVnjopC/UKRAHAwGdV2nTEwpFbxPLX8Jy0oJW3Ig0FoTKmMMh5gSUQDQ2hqDzjljjDExxYUKiSUSAqmFWEiSXTlpWSEcYCEAs5DIEYiIhAgLvwpBIK2NMgYz0gDSdZ3vOmZBUIxKhPRKQpRFmGkpWJhUPODEjKJ7CN/ScXcFMko6j3tYHwgk9z8UoORIQKQAtdZKQGjh4Pfe3Q0PIXHFleHv4hVCLQILCFBEgRIEwqQSudg7BFlgAQwCgFJZlhWZMW0It3b3d/YOTGbH62ubrsvLYmNjY+Pi5nC4dvbM2fHaWln2yrI0xihUWhulFCXzcnoYQ0zppbJuLHqDxW9DDp1zXROcr+eVc+2dW7f39/e7UGVFXlVV07TMURFF5sgRYnJuh8isIGqtLRiuZHY8yUZr2XB458UrR9NpU9XPfOHz3/iDr+7/yfWmqW7cuT09nuRFH42qptMYY9krh8Nh27WQdaJUO5uF+ZxjNEp1bR056kxr1s4ddc4haUukHGPXmeCRCMCFEJq6BkJrLULnm9ZFx4RqOMCudpNDyixEBmubag4iqMq2bZumYVgYugTnYozAokkxMylTNV16Uqy1dV2nRSytDJA6OZVu6wYZM2OjQOd9y7ESjpmqRfIBXX708cHTH/u4lxvzdnrrRhAHSMIQfWh9nREUJovdNCts07giz8Gga7r/9b//H69efa09nl8YjB7bODvZ2wtGIWI8WUdbeooCAIegyx6LtCf6XxLEt+pkZqU8SAghcIQQI4gPAQCicAjBcxQRLbgwZA8hPbwnTV8SAOhaJyBGEcSYGTUaDAbDfnPYTA73+2VPaWXZsufp0ZQ9a9QL4rSLyigffHQxN3n0nhB7eXG8d8AiGaF2EX0Qhu2iPLO+cTCr51373MvfNcO+9PNJoafNtOaYlb3hcOi9b5qmPyolcupOEpHgochsK+GNm2+PtzY3trfG/W3PUoKuQWe9kt8rypX7/8C/aqzvNGL8YBftNOt7/197Hx51ykL80T23p4/x6TgdJ5edlAlobUQCEWmlu66LMaqolKLMZkopz/5gd3/nzu7Zc9uZsU8++eT29vZ0b++Rc+dcCMfVLMuysih/6ic/MegPmMOg36/r7sqVK3U9MwoRoiJA4OGof3BwUBR5kWf7k/nxZFKUZVKzsFlW17VzLsQYmZXWm1tbWZaNx+MPPf702lrWdTCdzufz+WQyERFr7fr6uojs7+83Vb00RbBbW1uj0ShJkh4fH9d1nWKjTkQZHYUh8SrVQg8mCqMiVISoJAZUlGcZKhIRbY2VJDOjgLDolRBl1Sm3IGV5n1h5aW0x2rBEjsvuYqW0Uh5dStiW9ugtIyCRRIwgQTjGyAjJYUJAUGkCUko1TVPXtXPdcDjMslwlEMABIAOpFUE3nUme5wmPSr89+rA4c4DUrGiMSbFmym/TBEjpX/o5IhI5xZGQJGKEFWllM6NVhBhDiGqZmDFC0sYQOAHfrTC/pC0fIwkIAkS+l549gOORQJT3wvpSCnpfKLFq/4N3dve991C4EIeTZRuRQERQKcNMAC6CoKRWcARMhQAW4QiEiEiCaKNEQJUVuVIKOIDCrCwYMAqON7ee+vBHx+PxxnhcFEWZFUsZR1rELrxItR/6WKYIQBFhIjoDAEBW6DIvECWOve8cAFRVlbphO++6rktGiyDMC33URaskxJhsDfv9/rRrcqSDvX2j9cHBQefcyBgfQkJ+9/b3X/iTb/ydz3yOtN7b2xusjdY3NrTW1WwuvTUBmR3VdT03Sm+Ox5k1dVVBtJhnTdO0XavAGGMcSKpEkFbM3HnfNY3WOhjPMVD0GUEXvGcvvjVdA6ET76PR2gWtlDIjpVgbSfmbUuq47lQQAlQCzKAhsRM0AOTKlgW1bUtECIhGp8nsURmTC4NRWoCM0uAdGhVzixDR6Ft3ds5cvDzeOvPIxUdv3L7pY3QBPEIIAYMQegLKtbJI+WDQEYpIPy+e++Y3FcLZ9U0K7KtGlXljOAkjJfP0pmk0n2B4sj86qleU3fSApKrTavYSAuDigRUEFialAnNkTs2rQcAE0BqZJQQwhvr9Mqn+JADaM5MQZkYjjgYDQtZIa/1e5310XXJiaKsmkk6CVd77tmljWNjzNFUFAJkxvuvABa2pzIv0oG2tb1ilhjbPmE2EbjZ/a+8uZCaW2dqZjUpDfdRm/XFGZIy1yhrSGqj1ziiVstbOh9Z1mJlp10jU1g+K4DKTM4K1GZhcJUXTh7gxvJtL++k4HX9LsL405xMepYg0okIUUkmaTkD45KZ2kv95r6Od8C/DCP3AQiw/xGO9x3ve+yMP7a892Ru5ek/qyTmpunuaBJ6OH6dM7F2rnX95WC+hGcsVAwBwmbfEpm21tgwgiKAUah1CNMYGZtLKGCJWewd7V994fW1jLcuLs2fOPfX0x15/441JXWfWKm3bpv3yl37u2Z991nX+woULZGh//+C3fue3b1672s+yrmmapg2BTVbeuHFr7+Cw1yvF+y987u8881Of3Nnd/eM/+1PPMevlzKFfjgxSjnT54sX17c3BcOi7+Lu//40333pz5/atvd27IjwYjoaD4fmLF8+fv7ipz1THh03TEOBo2P/wU0+sr40nkyMiRHzk+PioqqumridOAeF8PietfAjG2mpecWTQWiuNiFqZBHplNgfBruuEAQE5cowBEXObd10Xl7KfCy0ZRCFKUiQiokiTMFNkYhFR2nDkrCg5xKZ1zJxlmQ/BGIWIqDQAaK1i22hrEJFEMTMJ5ibTRjVdG4UhxqzItTXpPnIyV1CMSuVap4AypZ0uxhVQafLMsFmpg0RhIqW1YZAgrIhCCIZIaWMQlVZEBAIQcOXdl9QBk8G2UjY0DXsAAOkEGFAx8sKK7ORWtnAOEAEQjsIiCwWahTB7SroSFrWc9AjJZhqXTXeCAJJ0GwQIOQoIQ/SkiHBR/xWklJuKMIIQLDI1WCGGDxX/Xh4C30EaY1hQLEEkwNIXLLlEeNel/FKpZD+HgCyAEaTx3gIorYui6I82bW4fOX/+Z5/9dzbPnSnyXJESEBEKIRit751Lahxc7T4ntNNWKIYk3hsubQgxAT5RiDDLHr10yYO0Em+98FLbhnnVAkhZFFqpZGkYQyQUBgixUgDM0SryLLprx/1eyf7V73zri5/9pAxGuNaXuR/avnPNjTff/vLnnj12TkCwdeP+MES5fXD4eB2NNbm1OZHRKLO6luirWnIbjQnOoTDFKMpzjBiC0pqlA5EMUUclUdD5SNHkRpTJMgiEUZuNM5sxsnet1YoQCGDeIFnVL4dd1wlgG2NvfEYhiQBHjiE4owOCE2m6FkSCUnZjPcTog0/rmguBNSiriZFdTJ4s8wCBqIlxErrZ5KipnvvSxUvrG5sfeeLya1een0/baYhBodMU5+2aQQhtkat2dqi1CcwNR9LaxECKpkcHu7P5HaQWhAs0Rjdd13aRLAYWZY1jbgOj1iFCYUuOwSC4pju7ue7qarw2BGHvPQDlRW61Fh+89z4EQEysBCQkoiTtzsImRiJKj1V/0N/e2mZhrbXRpm3bnbs7k/1DjNIry8GgnzigHMPhwX5uzaDfQ4C2a1vqbJkRKF1a1EqjUkhWqaPDA9e1CFDXFXm3PV43Xs7YfNzrbdgSppVZX0Ord48Ou2nblYNybdRTeLetrx/sPfLE5Z29nRBicA46x85LjHXwiUbBLDFEJ+zquo1+NByUZT+zeVPXERBZ+YgSokQmIsB34DirjicAIEThJSNg0YK7onq+ZzVf7iv333eQd91c8YRv4EPWD4T33qQfciIfZOf/IOHDChN716j2fYtj+H2c7wdSZzyhEAkAiPfiEFhyL+5zbuDF/QdEUSAMBCweAF3oChpFAfXDDt7/6rI+RMF7t0spMkSaSIzWSlGM7wA20z4ED2hv0g/OC/2B3v/XSDp974z0oUJMK932k+9ZkJqWe22K204zjdPx45X4PWwZ/iE9RCcrRyTCq1YuJGIBIOVCJA6ktVa67bwtssxaH7vg4rSe7R3u7+zuKpsXRf7Mpz77u1//fclsmeXNzt2LFx/9uS//XFO3WuuNrU1GeP7lF9+6c7NQajad/cznnzW2+Maf/NnxvAK1/9y3/+LcuTPj9bVnP/85ZfSsbauu+r2v/9EAeo89/uiTjz4ujZvPZhuj4bntraNq/j/8T//y5ZevGE39IisLrRV23fzIt01XH04mjz9+eWNrNJ0iMGxtrW9trK31ixe/+9y1N15fG/UFfFFmzzzzyS472+/3j+ezaTW/u38wOT5W0VeT415Z9vNyNpuFyEqbGBeleUQKPoCgVSYxrGKIxtgVOBZjZBZrM2PsyYoSMzNFoRTbKVIKAQkZUIkIKWWyfPFm4RTeKWN82zIHrTWRIkAh8TGYzPagLyJV0ySVfwAgbXJj265GrYkoOhdCAKLkBbG4v0oZa6N3vuuUNWndY2adWVAkhETUBY+RlVKJSrdADuWdVTOFAMwoiOTawJ0AInokQcMqxCgxpoPSUl10Wb6k9LcAiPBye05AFkS+35IhifsTLndEASQSTo8DCqJwVMAAqJZeFYgEmMASIRACiajg3j4IAMLv5wp1r7MPV+FaBABYHOLe3oGIKRJHAYGgUANKlBjBKK3J2i6Kb4OgeeT843lu7kV/Igr1AuhbpXkIEiW18t9LRE8EPphiAsGUKIswEMYYtTFKQQSls8wWRV4MjG0Qa+8cW2AQDuJ9kBiTGacTR0Sibee8Z5bp8ZDg3KB4/YW/+G9/479eO7P15y9feTroyDH4eLx30M5n0rYKUXlns0E+GkWkrNcDAMwyk2XMfOS7wXBQ9EpmTg2FiGjXNmOMGCOG0HFMDhsLpEuEmb0EMVC76IBaJ14ZFbOqres2KsXWKNe1lfd11SCij4GU8d43dYtKhRC8j8zsAQJiFGEQZvYcXQxBODLLAhxjr2OmVI5GRcpIE+omctC6JuiMmjf10e7+5ssvffYzn9kY9j72oSe/89KslVBHF7TO++QkFhbemk4RcC3X/bKnI4vImh2U/V4IoR0PyeptRYNeZoxp2tZFx8a0zKz1nYOj+eGRaBOB+pRzXa2vjymEDz92caMsQ9OE0DVNE4OYzIJA8DFhfUle2BiT/kjlGxFBbhMvFAAUe54dDQaDrfWRiLx258bB29dIYLw2LjMy4pEwELfOGYVFkSNRURTa2sM4sYUOQZQ1oJRSml3oWqdIKQDvW8Uxy0hzGGr7yPlHhnkpzhtrvfD+fNYayDe3Rv2tK6+8eufwkA2Z4fDu/uTgqIrRoQTDTCIIUVuTHGWMNtpIV9fVvGZCduyqzudOQwRSJIiRMQpFAXpwk0uPIyVx5Shx6cu5rEc98Al8P+t2fOBT+MBmiydzznfJnPB9d2SBH3gPR/jLb/uyWC9OXKfvJ7y4/53yvlkfvl+IfmItPUksescLdIKg8dBInjEKCoEhIWQSEVIAEEVJZI9Ky4+A8Kn/GiO/VNVbeVLhCTtIOaFvdpq0/ECX9JQwcDpOx4PLfVJzKYoiAoQQnYssTKS898rqXBmTlaAwsD8+Pp7P523bZll27szWue0z0+m0ms5I4KmnniqK4saNG5cuXSrzcndy8J3nnz+cTjKkL335yz//lV948/qtv3j+RQGom+aPv/nHTz39pFVqc3Pj7Na2Vfr8+fPsg1Lq0qVLv/pLvxLqdmdnZ31rc+fo8Gt//I1bt29prYlAkRqPh3VVifi0PF6/fj0yfPQjlze2t0IXin7ZdG40LH/2Zz/fVPM7t64rJb5ttsbrB45/6//5P5u2G6yvDdZGrp2d297o5WZ6dMzirCWCPHUHKWMoRmImpTjGCKKWMn1M9ypKChEQFy5wy4qSJElNkaTIDwDBeSTyR75RAAAgAElEQVQkpSzRor1tlZuhSkokSumiKGKMLJGIMm2ij8wxyzIilYTdy1JrrUKIMbK1Ns8Kay0LhxCNJqVU5zoRISREUqQUKVDKWrtiloalg1+e5wv9CZbUSgiInLCmlFooTUYvNTNBEBBJAJglAjMzAUYfkiEbSkwW7wCwMLpnTokXQdLTYHm/tZcE8B2Nf0AEvDQuEr4XHyyInaskE0EpBRw5RiD1o3hSEod2tR0zMypIdcOVP6S1NviQaX10dLS7u7t9bgtT26ciFoaFOQSehAMI6D6gD9LvXUa2KTdObFtZWKpYjqFpm5s3b77yysv7Bwe9smh7JYkgiNHYVPOmCwogCjOHGIJoYRaWCJIaw8LRURwMBxc216+8/NIlfurXfu3XvvVf/Tc33riaD3t78+O33n773PkLR3v7LoZXXv3ek5/42Kzr9gSIVOQoLIhYNbWfHyKRgMQYOTIA7FT7HDnEEJiZowgEjjFGJATEGCM6bwAikgNFWRaV6UKMKEFCqjm0bd2qyMyRWWstDIzcmQ6JhESMEKkhm2E0BjHF7BEkK/KUBCYnuigMWjRihjpDm+uclJ7Wrer370wnDfII1tz+wbe/d+WpT3xsfTD6iU//1LU712/euq4kmKL43Kee6XWuB1hb4hjLvLBKAwsCeu/7o4EPoQteG0McFUdmbn0nCI6jE3Es3bQ+dD5GRKUjubIsdm7eHveLajqVak4xWqUMks20877rPAokrRoJcV7VKeVLPcxpVlibrEQxmSVWVTWZTPb29rqu29nZQcTNjY0yL9JUTBbQqSy1bGz2WZZthyFEmjedylgVxBwjBuerPDdIWXc4Y4zY+rI3yonIQ2p1rkOYtV0ojC36k67ZPbg+984Meoez+Uaet5FnbWNIGSBmMUoZkyEIIrZta03GzErR2bNnI4rKcmOMtaYwmpHA2CgKif72CdTL+1eaPlBm+H1ljggLavr3e10/gOfbQz4iD57JfU1693expVdW+d5DiIqYSoZRGDkyIocQUBFSamplxB++75r+6503IqK0TnuzPGxWnfS+OKUpvkdciw90S56O03E6VsCDUpRlGTMrY5TSzF3S3CvLUhCapil6mbU2tH42m4UQrLWacFY1vu1i07HzvaLc2tg8nkwQcThe6yTs7O/d3L0jhKPB2ld+4e8//fTHQdkvfPHZP/yDP/K+rZvm+q2bCnhtPDKEs6pr51VuMwS4evXqq6+/1jP5I49eVFa/8sJr333pxcBBKQUSP/f5n/nis89evfr6lSsv393bbVo3Go12du+Acs8884wp88l8Nm4bF9YU0qVLl+7evgEcSeRPv/aNMx/62BuvvvgX3/nOcDzuQhhvbvziv/tLZ7fHoZ0bjcQ4mdVEpJB6vZ5SSkIMIST9ldT4ZNA4jidyNkzZ1CoVSeqLy7wEjNIiIkaW2yRC4lsCiURAVFqnPCXGqEmLSNu2SpOxmaa4StIGg0HKOmLk1FKYQICmaQGAUAkJs+RZsYgOYxSRrvMKsSz6i75NRWCJkJLAIALmWbmE1nDJERVrc++91lrrJGDjEVkppbRWWiGiVkqU4hBi9EiUW+t9d7JHFB5WlLwvUMCTbTty72KexKVPfAmeDIrus8ladCcS8dKa4n3irQ+6lZykiihFCJQS+xVMCgBZlk2n06997etf+sqX+v1+P8sEABTi0mo6EVsJCWBpS7/Stlm6Ma5+J+jUdwoAEAIH32mt93bv7uzcufHW23t7ewAwmxx1TWMM5jZDZjPor/VL77tqPpvPZy74JnQAwN5m2thMGWOOp9MioxAdS/jMZz/1xS99sXnuOy+9dRUQO+9ev3b10tMfpv39GOPvf/1rUwiVcDFaS62haR4mr5Qsy4wxjNjF4L0/rJrEOFJKISlmxqUHd8L9LJJ3Dm0eiTAvbu7stCLaGAElEFFRLCzOJo9ferzs9Xq9Xow+6S0ZYyAxvgB6HfWcEgABiSIsYjPrObrgYVmOsRkBi2aCIBxBGINSUZvjV19um3p9PGqL7LkXrrzw6vc+/ZM/tX3+/Ec+9hO7ezsa7HxatVV3pjewIaicmroOdcWImTLGWubQzaZB2BijUYAZfIDgFQdrDYYIzIbo/GCYX3ycshwAfVFqxLedu3zxkbMbm8e7d1FkMBwm+4TO+RimbdOtNHW11itxqaIo0rzyXQ0sSitFCjWQzaqqunPrdgghy7LN9Y0sz3Vmk+aTiwEAhNDkGSCCUNU2nuOmylrvsQtKlDWaEQ7mkxidtdQ1VddUVpuzveE4y0PduS5GdABq0tZ2POhvbO3NJq/fut1Qb9a2uley1dlwIISDtfXcaAsc5nNpuxCDKuxgMMiybG00RsTJfO6Z523DRNbaPM8VOBEIMQaWGAIw/8h2tx+XeA9/8JQOP9hxVsqFHxio/GFcaoEIwg9kNEt/crmHwZysg90PGBICAgQAASJSKIyESpHWiAAoP4pf8teZ9aWNMBFvViXAVWb8MET1NJ959936FOs7HafjvWpMAABd12mAxDBKFDtjjLLa+cZ77zl0Xae1ds7FGAnAOVcfzzjEzGazdjqZTOq6zrIsz3JE3DvYOzo+9jEGZmUyFugNR489fgnV130blDGT48mZ7c2iVxBAlprfskyRms1m165du3D2kYuXHpu37e29u0nTH1GKsvfkkx/aHK8NfvKZ8Xjj+RdefP6llxQBIt66ffvCxYvnzp7ruq71rnV+1DOPPnrhjVc3D3fvuKZ74bvPf3Zj4+ef/cJsclC7tsAMxe/cuXlme+Ppp56sq/r4+DgIhhCaukkCdNEHBDDWaqWSakvnHJ7oFl5V3O7THdFm0YAXQVBEKcULO3NAQmQ02jArAF56c6UED5NYizDEyMltO0aOHI2yKSJP/dukVQghYR1JgjXx6JRSgkBEghBjDC7ACQQySeYk4dCVvMQq3ExvSP+nNGbBkCdkTJ2PGoBijEL3UDcQBuDECkVaOasteKKLDpEE370v1neiIQ8BhAXpAek+eOdX4fJGvEeU88DrH4AgQ++86QCravq9TNU5Z22RJsObb745+79n29vbH/7wh7e3t4uiSNnLPXuJRSuhEFHCJ09ynO7VDsgEBte03rVNVTdV5X13uLd/sL87n85yZZRSh65jCQa0xOh8xyFoQkr+lr1+rygO6kmMERi898F751z6/qtXrx4dHW1vb3vfnvvYh0fb2/M7dzeKoq3qAsnVzXA8/of/4B/cbqt/+40/qiOFGLKi3+/1YoxoWiLKskxrHWPEpiHnPnP+qXQj0/zxMYgIKpUmp9ZaZboJrc6LiGjLnih9cDzxyCFGVCatLZfG5z76yBOJ5FjV817Zm0yONANzDMEzs0EDiCuTEJbYdiHJn5AiQIWAs0mNkZUQMAYXo0DWH0ymk9n0WLRaH6+JIDx/5eDgqKma2O9fePTicDRuq+nkYH71zWujxy5vFb3QNhA8CQQfQqhapcbjMSjKlen1ejrPmtncxcCkjKIsM4QATauN1etrW+tbaLO6aassu3Pz5ub62vbWpoTQ7xW+qtm70EHnfNN2zjlFqBQRCkcPEgkFgUEiSMS0jMSYJuFqHiZJmF6vt76+bq1Nlzcl4UnIdOFpmbqIvY8xxoSHCgKA0loZJcC51ZkiNNr0+2WWn+0N55Pj2Ia1/loIzIRlPqTh8M7R4WvXrx9UMxqaYrzWX1uT2XHHUhTF2QsXS60yET+fudk8+E7386Rws7u727Zt1bVCat42xWCwxhvMvEK4F07URD+ife2vKyr+fszfH1iFHuRV4gc+9Lt5lQHAg4LH38eZvH9Kev+B5F3Pf7VmJrWw9zhVIF70AyBpJCICpclq1rnVBj8ISPnjnfUhoSKd53nSWYoQ33GTTui4nKZ87/0MvKPefHqhTsfpeGAwS+oqCTEyC0AK1JgNF9Y634QQosRUgU5CcLDsJW6bBgHKoijLcn19fTAcZnkWmK+8/PKduztlr9d07s233jp/4fHBcOi8W1sfIyEQ7tzd+cQnPhYleifB+92duwhQliX7cDSZ/PRnPjscDK7dufXaG69Pq4okdsE/tv3oYDj43utXz509c/ny5cFobVpV371yJcuyGPmt629vbm55iXd27xqlibaKvPjIhz/yUtfUs+N+Ud669vpnf+ZzX/z8T//uH/6B0QQKbl2/+qlnPvH4Y+f/4A//6Mz2mctPPr2/v3/16lUGQQQGMUoL80JLPQRmBsKlROUyZyOE5LpGhMwSWSullPLeG6210q5t0xVTRKmhBgBCCACKCEWYIxCSgGhttfYpKGcftdGZVc67GJmIFOlk5BV8iJERJc9zrU2MgVmsBec8LEQ7kYh0knRMjniEvNAKAW2NQZsyW4WUFsZVHkiISusYo08S80opRWrRbWS01k3TQAhWkSIMMbiOccnDBEi6g6nBarXzCz6gIfAA1Acs91rWl0hgQncAMVk4LNfzpX5MykuTqTcRvreFw19mnNRKXbWLL4BdZuYAhHVd50Wv67qyLJl5VtX19Rt7B4fj8bjX62mtNzY2siwrikIvxf1RqyzLUrvmSbjYOZcy89aFELzvPETumqqZV8H5rq6aWaME266bVBUAG6WttRy8a7vgO5BIgDG4GIMmWl9fDyEQg4Q4n82893med53b2toCrQ4PD7TWxXgD8hxNZkCuvfqaVI2fVbs3bxUXH1nrD/q9fu7g+Pi4FFzPe947U/RBQGuFgMzMtgSArEs3EpAZESQxsSKTImWMgAQXuHWWVdW1PVAbMVbzeaZwvLWxsbVV1dX3Xn3lyQtPnqV8cjBRRstkwr2ucB0BiMQ0GTvkCjpINgkgUUQpAsQURHZ165xbLwrPAjFoZXWRsWAX/N7+bufbWe1v377VUDYerpvO14dHU603x+uXnrh89errcTS8eXhAIT66sdXD2nVOQuiaLpHP/blzg7Wh0jq2DSjlnBNhQrRGIYFRlFlNCkkbsrkLfDCd3PFu586tUtF8Oj0z6FOWodLsvYRolBJrXddp0mVREpFzDrSBDABAa22UBoAQolIqVdyMMXVdHx0dxRiLohgOh0VRpKnSdV2ysiiKYtVdPJvNEru767pJACZsfJi7NnetRZMblUe2Pgx0lvWN0Uox5DbzomyvwChgjcmySQw7s6nXqre5Mbrw+Lypj7qmBnn7rWs2y61WpdbjvFiz1hAZnU2OjxNZoGtdCEGUYpYQfJZlvV5PBGKMUSBIiCc7XX/wXeuHgsE9/JX3NgXED3Cc9+NEwkNJkj84pCgn/v/+DvsBuKb0ftoDyfvnwdwSTww60S+d/kiU5ns3GKOIgEZibZRWSrw4bUwgQ0QPKBX82Gd9i7qsCCI654ylkxuMUgoEsiyzxmitiQjxHU3pD5WsXNVu70t13rPGL+/xnT/Ql/y19Bm+t7/FIiA4saosPan193+JTsfp+JsL38HKOWqpWysnyPTLhyJJoWvvIotorZIxHSJ1XYc1SVJkBBFmEcnzfDgc1s4jLuJgo3Twfntz69y5c8PRaNDrv3T1tTfeeCOBTlXV/It/+b/s7B6SNt/+zneqqkpW5nVTFWVOCo3F7rgTBG0MKeKIm1tbeZFHkLqpO+9DDD1rEPKz587M6/rGm9fb1v3kT3xke3P9iQ898fatG0fHk9RJkra5eV0dTidKwaPb20999COb48Fv/at/dfbMmVu7Nw7u3P70T3785e+9WIe4e3g4n8+sVZFD2zbaqPWNcd00RVG0bYuILHw8mw56/US10MbMq6q0/cFgcPPmzV6v55zr9XoikqzwEvoxm04RILkOIhESZmWhnU5rUQJbsrzIcgMo6VIDcVaUPnSdd0BKBAKL0lqQkotD2evVda20Spx/QcqUUgpjjK1zadcQANI6MyaEwACkjc1yEvHei3BC7xaaNAsRmlwplTzQYowAXgSZmTm1q1GSUnfCRpuuc5hneVEkdBFiIACIUZitMexDSoRXS7EikqUpGQIQ3tN6kaXKyr1pKkkl9F6HmwJcaLwt8itRgJywMqKFCmiyd0dMAGrKCZN46Ukdr3db5x/aFpEQksQnPPniKsNPfxCRtkp4cbhEuC2KgpCYues6RCV1nb7Hez8YDEaj0d27dwEgz/Ner5dAVxr1oFvYiiSm6AqiSXaUvvYQ2Xsfuq6ratfUEiJGNlq3tW8bJ15AICtyidx2beCIpCRK17UikRDrtvWBEdGgyrTZ3t42xtRNM+0aVEpr/corr/zir/x7G+fOb557pLt7BF0nLuzv7G6U/eOmffU7L7xw6waWOTlXSPTTyYyDa7vRaMQhtMzA0u/3SYSZW7OwU7dZ1rSNMYYRiqKomibTedM0BSrdNKWmTEEe6nOlfuTpSw5lbXN9NB5/77XXPnn5sfWzZ2sKnRGwgH1DPSt1mDXV2mBYVRVHp7IM4iLlBsJM67ZtlTUKFcSoACDGdl4REgL50IHWpMysrqfV3Hl/5+5+B3Fy7B7fPD99++YbHjY//zMqs5945pNg8Nvf/BOjszvttD2MTxKPBgMkZQUxAxCZHhzs7+wwQtEv18ZjsFYQjVGkcxcDA69vjr2PTeBy0H/19Teuv/3m7egN4vHR/NXZce8jH1Eh5EoXJstt1nZeGMZrozR1ESHvl0qp5DRjrebo27ZVSoEICRhSzbyqprOubkaj0Xg8jjGyD5rIMVdNfTybJp+bsizLfm9/f//g6HB3fw8Ry7LstGZhU/RVbpGknU+zyDhvUHAtLzMBN+t4mPfXxoeHE280WNo5mkBR7LVVK9AKnD3zyCNPPfE7X/3qZF6hVo6lmk010W5d+bX1WBbKOYVEvZSsBqWUc87HCEoB4GAwGAwG09l0dnS36A861pL3mBlCAKUeeDxBIqctJtGGl4RAxOShyR8E2XuYcsl7rQb3oWffJ6HgwQ/S+0tzP4iwvX9z4MlUChYKbcDMgKBIJSZ2r9drmqYoiuPj4/X19bap7lsYH/zW+w79ILykly0Gq5W23++l6kN6MxEiwUM63k+wS1LB8cTJCACfhP4wCUKnah5HBiYEZg7sJXqQv1EMz9XOF0JYdvzzQ/ckY8xgMDg4ODiNYk/H6TgdP/SFCBGJIMY4n88JtSTHtrhwqOPITdMoDdrqGFzC+qqqappm0O91bZdygCAMigajYWrbOJ5Pv/p7v7d7926eZePhyLmJ78K/+e1/EwUFpD8YCHO/12ub5u6d2+e2NzwDIyQlBtK6NHYwHFibEWJZFByjVkoBeQQfY/Cx6dztOztbZ85ubY23trZH47VpNcuMaetm7+6uzQpE3Nnbber5sCxUv1/2epcuX3rzjTcwyvHR4Yc+9KH/9D/+T7794pWvfu3r86771re+/Su/8tizz37phStX5NpbR0dHzvvEcURjQohAuNBaBNBaX7p8uWnqRx97zBgzm82qqiLCzrlkE985l+y2qqZRRhMRi3CMIYYkUG6stVnmOr/ArJZbITNzBATKMkNEKIs9oa5r57xSnQgsHb9AKa2UjtEnfDHVPJOLWdr7lWJEBOHIvGCGLZMTVEortUQT4yL7QlBak0p3PyKSMCMRIhrSQCoKCJBSBlOGiSgSUZFGFA4PQneYAEYQXEpy4zLNwxMhzYmkDxjfFQpEAREgQqAlpiq8Uj1ZwYz3RW/vVtpblgLvvZNOcMzeLbA7GckteiCFAOnk6z547IiZlTLdnI320XPIokKtcIGWIihFDhhJKaRFn+SCEhlC6pdLtQDvva/q6EPbNE1VV9NpO69827qmCW1HIkoRChQamsZ5770LCAQogSUCIlAEEUGjsxij95E9t3XHzNqawXBImZ3MqzfeePPbzz334fNPlMUoiJDWqOjN7730xOOXB0UxcN3kzp4aDY9kXpa9um1UNJHC3FcSJbc2hlj5mn20mW3BgQZmDsiddqzBcYgiHXVodRe8IUCGDuuqroLpUxE3z6w7YDDgVZMNSQrdDZEQsChmdSNKT9E7y7VjpFhhJE2WGYMQEQJJFObQzGtjTEJ6EYGdi0BdiFEEUAWgCFgJz5umaluySplsY5jbzvXK8vbV1786nXzh73/5zMVzly9fev21l7iuLjz+2EcvPWZeeXVyNInO24R2E4EAikDkZlZziNlg0Fsfa5sJYueDtXpeVUoZm1llFBCQpQubZ+dHE9BoRBjC9sa6Fohd6LrOeQ+oMpMBcAjRO9+1LQASYZIqTRPUO+d8F0JomqZpmhXK572HZccjLB04Qwiz2axpGgBwzo3H46IolFJFUUjRC85JdKW1PaMhBEHFQCOT18dzm5eXHru0S91sNss21neOj/ePJsdtGxRRWQYEm2fe++9eeX7e1nkv72Jk9nm/kBAsFv1hP9NaQDKljuv50opQ5XluED2zKTJrrYgQqfF4jNpoMFD06QPTOx/E9fH7UL/GdwMM8T2gvRPNQd8n/Cf3I4bybnXZEx/5YJ18Jz1OmUNga63WynuPpDKbceTMWo7c7/W7tsUlO13wXcASwAea9AQQCImIFgW2yAjAItaYXq9nra3qemmpk7j6yVgHV0DUggQiDEvdcFnuZ+9wdFh5qqVSx6rsJoASGSMgCy2yRBT5oUsB/aiyvpUo9kpaTdNDeMCpZnbmzJlr167BKTXxdJyO0/GjwAMBYoxVVYGQzjJEEkFrbZbloelc8ClcddEnvoHW2lqbpDh1kTHI0eFRDMFmWRJBuXvz7re/9Rz70Myr2eT4kcG61qZxoSjLwOya1mamsKbr6r27dxT8hBCYMjd55iVGkFzrqq6bpulcDwS6unGd6/dsCH5nZ6dzfnNzazKZVFU9Go/7vbLf7+VFVqCZzmf1vFLahhBmx9PJERLHz3/6U/lw8MjFi29du6ZREWM9r7bPX7hwfnru3Pk//tZzf/rNbw/GW3/vK79w6ckPvfLKna7r0p4XYkSALM+QaNF/gmiMmc1nWuvzF87fvHlzMBxsbm0eHR0lWYWdnZ0QwtbmFohUVRVi9J1LwE4ifK5adDyLUonWYZU1aWcj3yXYB4CjW0ghAqAxNkbOsjxp9KVyYYyRSOEy61hlLzFGrc2CsRkCUSLbLEbXNUolVuFCFx7iMpWEBW83pY4AMdVkldGgFLctCwBz03WFNUIkISjUhBJi0HJf1RaQmU72IIjgiehHRB5Uc6GTmmVyL5Zaap0AywNUDhBEJECQuKhTwDsK8w9N/JKw6ntszQ/2xtzXfJLCEFrRepf6rsGHBE4StQozWOi5+hBC27ZlWSb2XQyBez1jTHcQ0tO0QvmSzqr33nvfdZ3UIfpQV/O6rurprKtriOzbztX1fDafz2a+c2vDbH283uuVWdFzbdu5NrjgQ0ABa3VW9ptQhxDZBSGSyN77gqg+Ou6tDc+eOffia9/7jd/4p//dP/3Nr/zSL09u3AxvvQW5PaimT+UGnM+MbadzDXRg59n6sG05N0JG1xAEWIAixigYIDAq1TpldIyRmE0IGWnovAIyPuSBOXAwoSVfWAoiPo9113U2sqaA3hGojbw6rOdHu1lWjEajWFdFWbimU8qQzjLRdReRMEpQgMH51GAsItF78AvOudYaYhRFwQUgRVYjkmee123tQ+V92e/nvZ6ykEc1HJaTyeGbr7/6yBMXqDR5Zj7305/9j/6Df//vfurT3WT6m//ZP26r1kfkEJxrrLUAgEAKkBlcF7xUQajLrTVaK/SZyXqFSOg6N2vaEOL21vahDllhlSEMgRSaTNXHc9d0Xee9j4DkupaXNz3VIxYIOWLqmey6rmqr9Hd6eMdra4ToQ7DWEiIRjUYj0GrV+LfS6U39QenRaEB6WWmhVDHG6dQdTtDH9mg68/uXLj5+6emPlGX55s7be84dV0dvXb8ehNfWN2vXDa1SgMM8k+Cu37kjEPuDHtdVF12qArVV27jaROWrqiNa29pI55lnRVEUpii6EPYnh1VV3b59uyjL82c2QOmOVQNaROCd0PqP2/gAWN+Dr/xQwnd8v3MjpaxRzrkIkGd5CKHIc+99UZSHh4dra2uz2cyoxKpdtGU/5FTx4dnGaq1DRG1sVVV5lm1ubjJz0zTeuXtNZ0SIgCgnVIslFWUEFtx4ASClTm4A6cNJ6GUl94LAAAoFmJkgMgZABaAS3/tvmJpLYoakPDjGqI1+AGSVtISNx2NmPlUhOR2n43T8qLe3BAEBLLzdsixjJyLinGuapm3b4+Pj1EACAI899th/+I/+0dHR0ZUXXrj2xlWtNSmltb7x1nVFZEiv9YeXn3zil7708/v7h9dv3exCmB7P7+7e8d7Vda2Qu6YlogCASqHRJ9u/iDAzNjNm2Ou3rivKvJpVd/d2j44nF86e7zqfjBxIqaIoyl4hc2eQiizXpLrYkVZKK9J6Mp2eWR8NRkPUKjbxjTeuidI/c+b8xYuPbp05e2b73HFVf/PPv7197mKWFSk8ogxRIPVWWWNwGfezCCjK83w6nSLim2++ubGx8dGPfjR13fR6vdu3bzvnts9sRx9ms1mWZWy4ruuyLJHIGBNjjCEAS+LtEy0zCpTE+1jiSCCASCTMWZ6njDHEiET6/2PvvYJly87zsP//V9ihc/fJ58a5k+6dRAADYpAIgmCBIqkyTMpFkRZLL5Jj+YUq2i5LVvmJj6L5RJcti7JUYtlWSZSskkkzmCgRJDjDAXAxw8np5pNP9+m00wq/H1Z3375hAiGMTZl31VTPuV3d5+zevfda6/v/L8wi9bgyJk70cpgBADjvHXtEwpDPjTOvyMVWMrgCzvIkrDXGaDGjuy+l7d32LCEiT4KEABJCCC+FEJLnHbqQLfShVPm7Ama/Z2r93MAjZPDdVrYj4SzTHZHwox3P+x/GXc2HxY5qzly6oyu4LEqZ4WaLwfgHpQDn0TN6NoDhh/CMNxY9a63zAsL+WMy7rwElVlVVVVVRFNW0csaWZWnK3JSzn9mGCwQ8sGkvnEAAACAASURBVGO/t390cHCstGg1mt12S0khdARCsjWlMZNJpmPFXiAiAiGyICLUguDdd64Z8IeDkwud1crYx596ot7r7Vx9t8zHLqK40yxGY2VsHMdIgpGcY8/oLJOS3jr2YIzzzmtBgiQ7gKlByeQ9EpJzgp2yECFAxUJ7VYETVFgLhoTSOk5yV6XNtPS+rEoS2F5ZGVWlPqkaUvSSWKY1LXXpcFJmAlSCcmpRIpbGGMQsyyaTSXAu6bTagkUokQhPyEAgEAUzMZJHYuRpUZbGVcY12zEKxd7ISI/zMUj25N599y2O6clnnvyxn/mrP/ZjX91/651f+3v//e7V66OTUaQ0O2aGkGQz3xcDOC6nRT4phUSthVKK0atYkdKV9yjVuCiiOI7iuJbELstdkZMUg8FgcjJEJmZ0jitXsXHo7eLbX3TtAnIDgKoqA34ryzJJkrBjXGRszjl1zOyjKFpUEJRSIbYhmPcgYl6VisEDUFmZ0YgnOTjnnOuurT3yzNOy0bh1eNgvy/f29ktn407bWDt1VVaVIssAIEkS9l5KEkhxrC0wCJJSomKXZY1G41S3S8ZoqaJaUlWVlNI7NsZU3pfWZll22B/Q8GR1bXWtW5MkrHXjPF/kEP75B34ffXyUWfE+09uHKxXxfY5tltFXVbZeawZsppR65513Xn311UX241e/+tXJZNLrNObHxovow7tapnc9M//4zOACE9PZKo51s9lA5CybTKdTmiG98PGBeZY8cFdiNi8NfJ/q221rNPazMApi9Mzzf8JHS5L/c4f6wtcwnU4DJ4rB3vWCwMpN4nhjYwMe2JA8GA/Gg/H9X8zms40QtVotiWuFMYgEQMYYa1271oiiyLoybB20UlVVXb16tdNdWVtbW+11trZ/BAG/8iNf+ZPnnz977pzWusjzOIr+8o//xFvvvnPt+vXNtfXnnv1MnMSlsSiFcfxb/9f/+bu/8zujwUma6L3d3SrPUTUdMBCCICGEY8/Mo5Nhr93tNFuXHr84+tafGGN0FJnK7OzsXHr8ydXVtXa7IQj2Dw8Pj46Gw2HdSInUqjdEFANhu93e3to4tbb2wjf+gGz51R/58sOPPfL6t787meRXr944t7u3ee6hra0z5x8ev/La69O8euPN9x597NG5oBEFziRw4ZEEAc92Y6PRKICuJ5980lg7nkwAgIRQWjeazbKqnHMoqKzKRx99tNFovPqnrwQnhmDlEvCedzMZtnPWewcAxhhcsiNZeGkuchqKoljuXwXwttR68mG/uNgRAoBxLmQtwNwJ0Hvvga13oYknlHSlAQQkEkQEzMxVWYWWQVi3PXuJOooiHUUVkRTSVLkCAARjjNIS2M1Dxpc6dwyziPFgJn6bzHmnpGRp7WZ/b2LyrD04ezvDons4g3wcgt3Jgwv2AAH1Lawy77tuLjoqy+Bt2ZH1rs7eDPPPeaEws3UJvjJsrSWa0aWQvAJmZufYWhf2XlEUg2NvnKtcmRX5JEuSZKqnRKSSCADCtixce0HRFwB5WZal8845a4wz1tvKWWetLfO8yHJTFR6YlBQummZTO50eH59cBZaS6kmcpHGzVo8ipRNpTUFEUkm2jpmlVMbYiSkvX/5uXK+perK/f3AynTY31y59+hP9a29PR4N3j/eezAYsxNRVZVUpGa80ulW/SEHTlHUinGH0GCvF3kcgvMdIK1K10LRVUoKvrCXvBIOsqjKfGmN8FCvlI2ko0bqbtus67iYt0Op4PDIMm1vnFMZS7kY6Kk0O6CaTMXj01hlj0Zf5pIijtMhLBiiyosxK751AGhz1Z1bnnikEeEhhrK2YHVKBYACP82xaFqX1Ua2BUslYld4enfQLW+hUHx0ffvXcV3/qJ3+iFce/84/+yb/4h//4vVde7xESgMXQD4eqqGBGWWbn2LFHkJIRjHelc5g79qWrdJrIKI6adeVRk2Lh4zhpdlpkbUPqajhBQQSCUJIEV5SmMuBZEAkS3jvnHCGRIGuNNVZKqZUOqQyTySSKojAhiLlf1OLilEoyc5ZlQVo5UxFbGyaxsixbKqqMsd6LshJllQipoqh3/vz5ixd9vf4Hr72yc3B4a2+3KAvrfUg0B4Y4iax3iY4SrYlI5n0mEgLjSKJIGEARQiNptmo6Vs4bqXE8HhtjhBDZNLfWFtaejMekFQlhjDk+Pr4VYZTWDgbTQWHKogDvvycbz4/i5vKhFM8PZ3guSwoXuQjvt5IuJrN5Ih2/P177EBXf9wBHBQnnXLDSieN4dXX1jTfeuHr1apqmRVFcvXr1F37hF/Lp8HtzteAlC0ktZLvVllIcHR6VZSmlcNbBLH0BHFhYiK0X8a1z9SrhTL6Anpcp/osvYGaPDOABGHiWjyvAMyMBCrQ4o2N8DGYuHxvqCwvzZDK5du1amqbnzp27N2xQSikEkYjb7bYQwgPcL4vowXgwHowH49+qhBncO+r1ehLX3GQCgEQKTOU9Z1mWNmpCRkAqqadCrpAQw+Hw8uXLGxsbSsfrp1eZORtNXnvjdfB+Y309TdPPPvdcXhT/wU/9lb3+4eXLl1/8kxcbjUZ7ZWXr1Om6hs2Nzc319atX38sm0+tXrh4fH53qbBEySgGI1jtXlkVR3Lhxo1FvbJ/efvKJJ958882T6UBIJUi8/NLLm+vbX/jcc1rCzsHgO5cv7+zuCC249IAgQyh5pLe2t7e2NvLx6I/++JuT48Pnnn320889d3xj1x8dF3nVPx5snaMnnnjq2t5hq7WfVeabLzx/6sy5RqNRFEWwQZfziOTgPj+3iudplgkh3n777WeeeQYRb968uba2FtbR8+fPM/NwNNra3OytrNTr9UDvjLRmZlNVoTWhtV6GQOFbSJIk2K4Eo0JbGSFkFEVVVSFivV4P7aDFfi6YfywQy0I3H8xIoihiZm9NAIc0k2vOeggBVwTGjo6jOf501rrgixjUc6GpxgxCKXKamfM8n0wndXBKSkRg67x/v6xYnkv4eJ4QuFTKXdrp4EfYoDHPMleJSBAhoQDBRC5sJOZmD0F3Era5H2BsJpa+2Q/YSH0wsyvo+sLTzvEsrZ448IGt9YQCALzz7NlZi4i1Wi3PfBRFpjKh7FtLEmvtAvUFjl/4fsPXNPXOOVcVpbXWmdKZgAgrZ62xtgxXlHNCqIB2TJEX02wyGlVV5a1J0qjVaG6tr0VRJJVk7wFI60hImTs/Gk3ieqNebw2H493DgzPbm89+/nMv/u5vRdsb12/devvmtbOnHyqdzasybeu4oFu3duv1usEcU+uMtcZQrcHGlszO2mazeSLzkCigo6goi2BllFbpyXAolXLONfLMG5usdoT0mHu01gyys48+vNpdH+fFqc2z2kvuRGz56Kgf6VoB03pSz53Ps3I4He8Oh42anQ7HEjBEw6MHRp5Op7NgTOZQQGFJjOQQKgYjpRdykmWWEIWoNRoklCd749ZN50xpyzRKQOK/+frXd25cf/WFF+K8inOzEqfoDXrO8yISUpC01hIRzqRNIEGgw0TESgnnK8smirWII6GkIVBJ6hjTRlNtarD+3Pa2Yl+djJ2OEqWrwlrjnWOptJVastdaL1JV0jQNIRZFUQQtaOGMlLLf75dlycyrq6shGqEoimazGcfxcDJ2wAHjhcTORdko/NqTk5NkWjR01E1SgarKDbF7+lNPnf+Bp/bG4+fffO3qSX/KFaWpsbbda4abXUo8v3W6yvNIyEhIdr6WJjKKWs16lpdoKgaMpagr2Vvt+Wk2nY4RasPhJLTEx6OJUqrRbFbOVd7pJOGqPDg4TDWoeHr11oGRMRLBvwu+en+mwOf3M077+I4t/EWhZEjTFUIMh8MkSX7xF38xz/NGowEA4fq5V/bs78xLxHvm4nBFwZI27dzZc4PB4LDft9YSorMu8J8X86rnYOI1e5eb/2aaO7vQfCFbrgMu6pi3TzgDoCeSBABMIJiE8DxnWHwMuO/7hPruOLCwqHuGSkV2Z+/tvb3drVM/E+mW85a9lAK9E8CRMZnWyvuq0Ux0xJOx9S4Ky+VcpSGIaH6Tg7UmpP0u3J8XX+ft1GBGYDHTSYQMwBmh1gMAh+8e7ftdwR/r5XvvL19+ZmH+86Hvurv4EUSft69mFjKIwC0hOTaE9P9xMOOD8WB8/26ipeLi3UQ155yYa5YAAMCGmRYBgNEaKMA6C0WRpzVuNGqAPrdQsE11ZMscPaeNBqBEocqpv3VrQFL3i1JrvbOzl/nk7Vtj+d0rKysrayu9VqNxMnXTsV/tndrZ7b91472HH4He5iZI+djFR0nCYDD4zne+c3BwUFGtBeXe0V69KtLKHF3fSWvNSelgnHX7g+3trYvr23/5s1/83/7lv9IReLCjyeELf/LbIE7SeuPatWtvvPVGs9HNiyJ3RbPZrNVqk+m42+02FbWEvFkUhalks/X6zu6nVrfKWBwWE631zf3dp4FjoI5MNhudwWDYz/Ni/7i3ecph5WxVFGWapl7rOI6LojDGGGtJik6rOZlMgGh7a+vw4CCguIP9fUTcuXWr0Wg0G41GvaGEPHfmbKPRQMS0XgvF7yiKUMk8zyUhWa+1NsZkZRH81oOpWWjHOeckaak0M5PQJKR17DwqFcNSNDyCVFIBQJ7n3qMQUklhDZoKgD2w0rop5oaW3jnnTRzHzjnPpWcbhCCkva0qIsHA4FFJpbQChkBmk0gaIz+1XikTyclw1LOwEcWlLY9d5QVFBmpOTuVs5SYG8IwAkgiDRY11iB6E8HiHSG8B5xaPKOg2aRND2djxfKli5siRQJELh+ytBCNQKImIEJh9AnIEBII5vSrIUJlmODDsNrz3wTsO7jEW55lWcEbjXN7neQaUCon84nyyd4gEiICh7+e9J7C2Yj+znPFE5Fk4X5RWKKXMtBBCGNAlFMF9JLM2iiIoSyhL51xA+OEkzII0/MR7751la72zAB7RMVTWFUWZVaby3jtXefbM7NixBgNoADhW3ovS+/5gcHM0SJKk2+q06416mrKQAsmD6DRXfO5F5quTyevf/c5nPvkJzKqVtJvBxEHj5pW9py9+8gYc6EY0tINCNDN0zhTk/CibxkKR57IonLGxjrz3hTWWpwHlGwDvvXG21WoVeamcS4ViIFFWMpJMduqrdlJxBFUng7UsTahO0O4Nki6ObrWQqR6pW1f3ExA+M8KABJ6U07QujJ/UEsSp9ewdeOMMUQg9MQvJq5QwkaSEtHkeKRWlaso+XamPxuNGq5GNhlsb2+PRRJdmOp4oCw2pI+fw3WtX3rnaQ1mTWsVKCWmVRRIKpFAaAKAyxrFSSskoJmGtrcCaVJDSZFE7bDaaWVWIRGCkxrZqrK1ymq72akQ+bSMht9fqjz70xOGt/dHR5ORwVI+6jaT76nvv7g4HFMWdlZWDg4MyLyhJmPmkP4laCSaJipM2qP7evvCkHCdxNB30W+trXlAUN5miyrD2sc+dE+Bj7WOo2DlrhLdNJ3uoqTKpEWs2R/ak5aDKba/+8Cc/SY889ppx7+4e7A1LxbVHts+ZydFgMMimkyRJMKk59tPJ+Hg08ARCSQcMPo+VSiMfJUpkFRGCNcgm7++vxnUGVFkZbrdakmajSSRlM45H7Ip86sBphO2VdrPRORqcEAgBAr0HZPAOReA5OAbP4JBTIPRsSJQkhSsdcCSCpzF5j27RpbvNsvYfbnp591sWGGNG270fxuPbs8UiF1QIEay8Lly4MBqNBInAyA0N2FA39Oy992HNJe/uWqDvOTb6UABDwt23YbigVgpvJRPbyntMNDHiH/3xHx0dHRVZXktTKcTXvva10Wyfv3Q2pLirXHeXL46U0TTLoigKevInnngi3+0Xw7HLCiUlIjrnhfXLH1ADSqQgTWMEAiGkdMwOvAkHQJjMDT8XO3liH6w8HS5apgSMnj14z2C9sxbYomCQgJo9/TvT6wslQCKaTCa//uu/furUqaef+XS3sxpAmLV24bKNJIgEkUB0QtCc+c0LJjcihPKTEOTZLV9Sy6m7MzTP4Gfm2gsF/72PD8aD8WD8/3949vNiHFjnyrJkxqAMAfRFUVhXiagupCiKgthrqYDIs4+U0nGSV4YkHxzuNhpNIqjXa0kS3bhx7datG816I9bS2aoo8rLMkdJ+f3D58uU8H589e3plpXPp0hONOP3MD37mW9++HMdJaW292f3hH/7Kk5967sbOwR8+/wIjlmX17ntX1ju9h89tP/MDnzgYT3/3934HiZuN1sH+4W/95m+Tkklc0zoeDIYAdGpt7dKlS/V6fTQe9Xq9VqtjnH3xxReTJHXOvvfeew8//PBnPve5RrszHI93d3cvv/zSufMPnz137tU33iyqUifxa2+8/qPnLoReQWBJIWKQ59Xr9SC1AgClVFVVi35RCFsLE+zJyYlzbjIeF3lurX3rrbe01hsbG9PpNE3TcNrjOA5LY1mW4Z8096VczNWLJt4iIi9YOy5kPIEpGpoPoaIfTCARMYjEQmPQWUfz6uzykrycw2695ZkRgAQGQaIsS0IEQCGkICIUPtA1EcKBVVXlwCmlWRJW7K0DScAzd3JEQAb2s1aDCJTLuXf5B6A+f2e9GZd2YH5JUzf/FLebnAgYqtEOWd5DFVveXeH7NSY/WvH+/UqNi+cXZVZEtNPpbY6ukkopIQWGMz/v00Zq1sINSsuQg7Ko23rvmbNQBQhdPg4/WxvKDeEbt4aXs/4WR7vArqaqymI0ODqRwLHWsdTNZkNJKQQBcFHmaT35tX/4P7/70mWcFuXebktQe6V77ebN1958s7uyYoyJ40jW6/048s579lpKDwAESmsQBFKCcyLWzpVCCBIiWNfGwDqOZ2wuKZUUaa1GkWh266qhuuvraTfJfJY2e41WQ0Wy2WlZU/VqdjLO8oIdHeRVybYiJXUcJTYFIucsFFYpkeWZBGjVamVRhhszSRNmtsY2W82MRJnnrjK5tXuT0aDM47VeyhwltdXVVULsHx2PhhNv4cKZrUfOnm/Fsc+rajrt1psRivfeetOUlYq1EMIaa51jQMvgmcuiKssRkVxZ6QH70WgsEIW3grmsyt7KCillhNBKxrVavd3eeuTC5sbKqa0V4qrKRzEBW3LVYT1dqTJvK7+xtVVfW5mMx8PhsNls5lKaygRhXhzH3vvj/nEvbUsp6/U6VFW4/KqqMsiMjhEkIyGSFkEjzcwKQBJGpBOUtqrQ2FqjkWI6KcrDwUlrbfXxH3w2XVt95+qV51/89vHJcDopBIra9bqATJCwVZXv7QJCs93yxBa4Vm8Yb5UUUDiKElVr1pOo1usJIXxlsDQNlj4rHaEllFp1Wm0llZSyltY6vU7aqA3Go9KZytooiVfXN5rtzqbl42mllJrPAstQ5N6gudkFHtjeDB6B/gzdtzsaWXjvM3gPxWDxDBHdZh4isvdlWTLA8OSkrKrnn3/+0qVLpqrq9fp4PA6tNqV1WCOklM5aRqT/15b1JcdQRvjSD38pL4rXXn3toXPn2q1WWVWJ/1Cn05nLy2KUk0k7ScppWdd6Y2t7cH0nyzLnHUfSEQGwJwx+m4gzhodHdDjL3QGEWcsGAT2K0IZhYMKZ2fP8iP2SbG8Wyzqj9QfSyaz+Bx+n3O37hPru74cjBMEjjzy2t7f/q7/6P/yNv+m+9EM/4j2lSV1p4R0IQYgoUEoREWrmyrpyeelyvvJsPBsGC+gA3ezMLL0m0C0WvT7PPlj3AM6h4+xy9rcfH4wH48H4CzCCU9ZsYZtjAz9b0lycJFEUkVKEkJuilmgdRdbZlbXVVnel3V2RkQaSUxwO+idayyTWRVY5w9PpNJuOJYIxFSEKgdbaXm/Fs7l589bBwf76xmqv10uS5Pi4f3hw3O0MGgJb3d7ZsxdOAzz8qHvo0UsvvfTS5GQ06I9fe/PtNKmv9lpf+coPd7rtP3nxhXevvqtUXBlTTbIhFlJGSsWPPXbphz77aSHEcDjYOnWq2e4kSXLtxo3vvPSSlCLPze7BYb3WZOLP/tAXY50c9gd7h8c6iZ9++vGdw8MXv/Wd0Wh8a2+nLMtAj4G5JCaKIpi7WwaYFMfxeDxutVohTTvP8zRNFx6MWmsp5GAwKMsy2LdcuXKFiEK4XwAnRVFolAswRoIgVO9AIEAQ1IEg55xHAEEOuHIWpUAhcKaTQ+dZaU0BHxIFiBAEKJ457PeFFEGgOMvQEyHXAedxQUBEpa2ElCTEDGp5VkqHld977xkYkQSxwEVP0hkDApSUXpIwjtALQAZeFMsRwTuHAJIESeG9Z+c/tKaI90N9s/Jl0IRAMJG7rdkL+6pZjZ9mpuN3sULmtqi3sdAHR7nfpw+w9MyCtbVQrcCdCbe3YyGW3kvee+/RzczLyXsbcq4shivHKxXW62UXR++9kA48hxK7szb4KnnnnLHOOZiFaPrlVX5BG16chyiKglmrFsTOTbPxcDRIkgjQoqDCTDuNDtXEb/32b57udp7Y2Ias8BU6gt2jo87GRq1Wm2Q5pZWUMqnF1hglpJhthZENiiQRACKKYs8kZxc2EVnvGBEIa0kSrOlWttaFFhVUIk1ElNa7K7GGevdUo9sRWgkdWyqd2ouarfXToqxQiJ0yM/mo7K2s7u/vDwYDFela2iCQw+HQGBM8UW/evFkUhSMQQjqBotNqSHX8bv/46LiwrpIibtRB6d5qvV5vChTj4SgbTyLCtJmc3T61sbqWKjXuDySCiqLpaHw0PPHOlYM8jnW466WKPDAiGfas1NrWVrvTHQ+PpRbIrJBrUYTEMo5IK0rieqfZ2djcPHfmyS988cyZraSmoZgMj3aOd2+Oi9240ZasDvaveyN66+tNCYeHh9k001pLKQ/29qWUSZpGUZRlWVmWYzc204yZlZTsXchh85KAhJIspXLWOXYAzltGB5qAnQdrHFkSiglH4xELpdLaDzz76c2zpzPC63v7v/31r1+7sVev16MobjWaZVlmRTUZj3u9tm7UjTG5M84xKEql0DpuNBva4/r21ubZrSRN02a91WyMhyfHN3fqIDAvbip9cnT82MOPtprNvd1dQNCRnk6nDrjZak2KzGeZkLLbbFbl4fHh0e5gkmfZPKxvWeS7oBkub0o9gAgogJDpfuLbj97rg/t58971z8WNfEfynhBh2pFSjkajVrNZFsXh4eHW1laQ4zrnhsNhURSdTqdWq82MVX0176wsyDh3kQ3u7vV9D/UpBmb0gMiEjMiIlTcOHEhodprGGs++wXdHI94lqEbwdCfqa0RxmRf1OO71esV44oejsTA60lIq64LVs7TOLc+TJqQwzIJYkfziEzJ6DtO7l4KX0hnutxwsgnmWKIfgPlbiofw4d1xYlvbSxSd+/uf/+i//8i/v7O0kv5R88Qs/zOARsTIlzuAZESlESSikxFDondlGk5prRnmmm1+yJpvlpSy4LjOpg58vKv5OzuRyr++BbcyD8WD8BUB9gBwi2gGkErVazYd9zVIKNnv2AEmaNFt1rZRS8smnnjx99uzB8eC1N97a3t7e3FpdX1/xHq9fuVHk1c2rN523xlRCqSDB0lp5j1mWEbHSwlp/eNDPs0op5Rx7L65d2xnsHwglW50V1PrgeFA5126vZZNS6+RkOP325ZfPnz23ebr7qWc/9fAjF27t7l69dq3fHyAJ5wBQbG2e7vZWB/19IhqOTqx1m5tbjkONVoxGYyI6Ojr+Z//yNy4+dKbd7iIJFcX1VtMBAsCnPvPsrf29/quve+Z33333/PnzwSgvzJ9hgxXi1733o9HoySefVEptbW2dnJwYYybBzYWoLMuZu6mGYJseDPTiOA52oAuPPiKKdBQc9kIA10IUAUvOkIHjtzB0CRr9mWvFEpM/bEGWHSbDH5JS4tyRZbb2QtDXoRC37Tq11uFvISExefCSZFiGA0ZFCHwSQCKhVTAj9eQrYG8dACipKnYwA363NyDeOTez4b4/P//eCvPd+cB85/IfjhlDj+v26QoES4bbRuTLe4LljOBwitj5+1VA+L57x/eTFSybo96372fLkogcERA555zzFNqrchbIDoi5GYUQM88yaLpu73CDn2flQjXBOedDSoG13jprrLXWB62/8wGjz/5zHpyHWVoGhE2EIGCYcYJAYqSV9YZRqUiipCgVhtypc5sp0bCYIFK7Vccs2zk6eJQ5iqLRZDoZj533QJiZMhG0vro6nUyMMYZBxxIRS+TSWHTWe2/DdSsobI7TNInjGBFFPak1okTi+pntWrepm42NrY3m+mbS7gIKAFLaR8qbrMwrjhp1VatVLuus101h41qtiTCdTK/v7xumRqPBgg4Gx+y5EDTyNuuPQq/vWv/YmcJXLoqSKElkpDFJ+s60ms0kqb3z+ps2r0xhO436Q+fOb69tmKLc2T9oNxq1dputO8kmzZVOmqRcFTqKiYQnrJwrK7Oytqri+OatWzf7x0dFTqZMiQnAMmslkbmcTjTWVBo3Gs3mSvfiU0+tn3lMN1KmEhNqbuo4bWZT/+6rbx/t3xpN8k6zNxiOLPg4Ss+dvzDo94tiura+aY05Pj4enIxMWTXqrZrQhyfDoiik1sG7pd1sGmTjPDu21jrwDpwA1FJqnCnllBTO2uPhETC3263u+plHL10CrfbyyetX3vuD55+vwG+cPYWA0/FkXGR5lm1sr20+dK5Zr52cDMbjsdaq1WvLSIESKEWtXm93T33y05+6+PQTOomiRNdraT4Z3Xj77ZOdvXde/tPaSk83GnGUeOb+YJBPs2BhhVJkRTGcjp33p8+eKbJ81B9k00mkpSQBzoGQPEN9iEB3tqw8ATmeQQVGmJcrF21tnhuufHg8333fcuczd7UAeW41cvsxihQASElHRwef+MQzr7zyymQyAfCrq6txrCeTSVEUURTFsRYCg0BXfniz714PT/weFnXmWUZqoFZ69jqOgBCkEIQRCV+WKQr25wAAIABJREFUd7cH7/yzxHc3WitXyVjVu62KXX8yRImR0lIKZs/ekRCE6IHnDl5BMsJAyAACUAASIjEQMyASAjIgYEnIDG4W5DNXQs6OYd76Q543ChkAvPPAyLMT5QG+/z3UjwP1UZD2MYNSkSDxcz/7127d3P0//vU//1/+0T84ffrsmdPnlYqNwaoKYlBCEMALbqefW6OiECAEIHoAx2yZrRB64f/rlwIQl0Z48WJ1XdwnfunxgcjtwXgw/qK0+xb1R+89kWRErTUSM4AxFZsiSWKBNBqN4lg/dOHCxScuGuvefPON3/+9382Kai+/hijOn3u4zM3Z0+dXO+tZlpVloYikFFKglKLVrhFRs1nTkSyKYjIZZVk5nfYJpVLxdFJISsvRdOdwqKJERpHQ+vrNa2xds9uLpLx6Y+fm7sGZvdXHH3/81OZat9u99MQTBEAAlmEy4awwV69eu379RpqmzWbz6HAwGo273c7Z7e2LFy9+61vfqqX16XT6h9/45ne+9bxQqqpsvdHc2Nh+7rOfu/Dwo5MsH4yGpa0Y4YUXXoiiaG1tLYQxuLmDVqBZBiLZcDgEgGCusLa21u12j46OpJTtdvvKlStCiDOnTw9PhsPhME3TYIqwgI5hBx9FUdDjwTwtwxgTx/ECMCxAyMLnI6S6BXgWnhdCmKJciOBhER0+NwIBACVlAISLIuCCGRgamN57kgoBTOUAhNY6RAqhZwAKGm9iwUQsIOA9JBQoBJGS7J0F9sAslvtdQbUvhbUWkJEgyOBusznfh+KJS7XwucyGl8vioSZNRAJEwHEB0RGD9x4JGfjeXh/MjdQDiCUi7/kDyv/3Lfx/aBth4aaz9F6/WPIhLNPeeyB07CmEWSEhe1d57xEcADhrFlY04Xeays2+Keecc+g5EHedtYsS8F0D7iG1MjMhMYK1xoOTAq03ShPIqNZIG616t9cDjT7LNVCbFJ+MSwu19dWT48HhySCO4zSKRtYCABM6BCfRCDipcq21IznxJssyZq7F5L2vTGWtjdMk0QnEUeX9xFZSpqWpTP9gVXVaq716rydrSa233tk8R0kTVBtAOWaSCuIhyanKXa3bbY0KHSXluDg5GRfGOIb+cHjl1p5MawZBKVU4F5rqzV5PpWmQ4E6n026raUqTZ6WxrqjKbDhMN9YK68ZHR/1+P0LRaaRPPHxhfX0dnQfno0gLISx7rVWt3RxNRwY5nxZUGiRyACfjcX80fG5z49LTT/o0eucbf5QPBy1B2/W6VkII0lGiY1V6G6UpxlFcS7vra5eefbaK1xksgAShkEmnbFHfPOgf7hyixXZblrbKyzxJklhHQkohJQPnZRF4B4AIgpIkCbd8uCq00M5ZFoEZLiIVseCSK8nY0HEMwhZ5nmeVtXlVMmF7rXvpqac2zz99c3fn6Ojo+q2bf/rm67LRXF9dabWbUkr23hZVFEUci1qtVuZ5S8v1M6eTNDG2SloNGcnSVE8+8/Slz/6lM+fPJY1akF8xmEZnZe3UWTgZ7Ny4cXh4VFYlO5ZChhqBc248HoMgUpIAHXOZF2mkwHtTFJg0RKRAiHlzn+7sPfCi50/BVxmIkYGIwQueG/zOe0F4D0xCuL/P1N1v4TsaSrDsHrzcD5yzymtpenR0pEgkOrp+5aotq1ObW0VReGMFYKz04d7+6kMPpVFsrZVIlv3teFL+qJCO7i2T8fuyJHC5YYazOZQBgpknM2ulvLHe+zL6EGwsPMs7K1nMKm21SuTRaIipYoC6Bwi1JhDoEdlrEEttwxDPGr5RFEihj4mBtDk/o37Jx8UvV/gWP7IPqs8ZNxFcSPv7aCkXf+56fYTIhDjNJqe2z/zsz/6HV2+89Y1vfOOb3/zD9o93up016ypmD7AIMSQiAcCBfbTI6k3nI0mSOI6Nue1aFsbCw3e+HvgHARAPxoPxYCwARqAZOu+NMVqLyhhjTBQrqRQS15KOjuRwOLh64woJQEnWuyjWX/nKl7/85S/v7e39t3/vv3n11VeLvJyOy72d/Z/+9/5KvV63lYliHWmtldRaN5orSRJvbKw1W42yLA8PDweDwc6t3bK0wGSNPToe1mo1Ip1lhfbARZnGSZHlBwcHayur9UbLe7+zuzscTV5OkkceeXR9fcM7do4nk2x4Mh6Nxvv7+1GSHh73a40GCjo86q9vbMhEtztdxz4risraZrs9mQ7YWK3iaVb86WuvvvrGmxubW9bx7u6e1lGWFcP+MIA0Igr0+CC7WhigNxqNsIgCwP7+fhRFKysrWZYRUaPRePvtt733cZyIrlhdXY2iKM/z4+PjoijC3jT8qjRNTVHNGjjAwfciqaXLwbmMgIKEkkBojWNmoSQzO+ODk5eScpaqTuhgNslLJaUglCLkiwVO6vtBgrkBCTGABxZIQspFNjRaO3cAo6UQRUKYUS4FEbFnduw9irs7bEGCOK/aogP80MxZWtoU4Z18rzAcLLfjZj8vGJ5MHIzJPsA373vQ9X3E1y/6mYs/4a1jMd/WEPqgspvXZJ0UABBp4Zw1xsyz1+yyn97tnN6ldoO1lt1sQQ/n1sy/2cUxLKKAw5OmtFGkkloK1lTF1DlrbRXXGlGkO53W2tb6+sY6SCLnyLiiPywrJyz0OklZlvuHB7VabdgfOOMAIEriGnih1LTMR0XWSSImUVpzMhkBgI4azrvSWcdOAntCVIItg6RapxU7l+fj0vnS+awqo0injVba7HmKADSD9IyAWjAgkNIJSmGcnRZ5VRRSK+PsZDKtKiNIENOwPwwbIfRoCtNoNOJmnKvcOadIDceHAhUIqtea6Hk8HQupirIcnZyEzvlKb+XC+fPIsLe3lyRJp93JJpOiyNutlo7jwWRkrY0rRilUpIWOLLD1cPXmjaTbevfa9f54EsVKxlFcSxWhM6Y0lWHjCX1V8pTiybQsK4i0BQ/sIxQCpPfCe7x2ffdkNB6NJwe3Dob9yanTp6NY53k+GY8FibRWu3blSlmWRNjr9UJEaiWiRfEiSP6kVEAQkjwqRpkIIRAdCwQCBuedscPR0CGce/Th848+fOrC+RFjJeX1g6P+dHrmkUd0EltXZVXVVFpptbe/36jVo6gJZWWtBaThNKvYlVVlBLajjkd69LGLj118CpSwtrDeaUWE0ruSvAdBaaPZ7LRzNa1OJsBz0alzob1dWee9V0p12u3+/uHopO+qCpRxZQnsAcUSApl1fmaZlKHrE1K/YSk8gf/MN+kH39fv98y9j8FvOUQj3LhxY319fXNzc39/P8x4URTt7+9vbW0lSWKDXRMAe3M37Ls/fPu3JfDwAj6FUEln8+lUIkZKHhwdbW1sHhTDD//gd0KqXq8X5AxhUoqiKMlmfE5GXlBLlh1BmRkshIjQQAYPs5QL0G9Gnb09TYfeLt11bjw78BSWQ2ZmxwH/fXTo/OcJ9UGQd9bSBgA895nP/d2/+9/97b/9d37lV34lTRuffe7zjUaTBAd34uCckyTJaDRcqL2llHGcGmNfeeWVt956C2YcThUMABYOAbNS6Nx2LORkzFYd5xa14eWWIKIKDcOwKQmhsYtnFs8vv+W2bnDph/uyYpbp1Mvo9K4q6SIT6d525V27lsVeZPn5xRvnlyAj3n7NQubhvBNExholxPJx3nUPzAwDlkwRFlc23eGIePeHXSYO3cU4uu85eb89xH3f+2D8xUZrH3TJfU/T0axBFPiEREhEgCLPc+tEXhZFUUhNg9Hw1ddeOXX6dC2tK6nOndn+Sz/2kwDiP/4b/+n21pk//ubz6Gf5sPV6LdJqfW2t3qhtbp7WWl25evXFb70wGPSzLGePq6vrve7qcDi2xpOg4WgqpACCyXgYJbGSxJHodVYno0m9VvPOCdUAJGv5+rWbhwcDa32eFc55Z22eZ0LKyWQqpSryMoqSfn+wv39UP7f1xKVL3rNzrjLlaDQaZcPJeGKMMdZphqKobty8Za2L48QYU9nyS1/60pkzZxAxy7IQeRcq7sE3JUyAg8Hg6OhoPB4/++yzzHzz5k0i6na7AHDx4sU33nhDSqFkioiXL19utVpnz57VWgcZUpZlwaoxJPiFwHet9fHxsVKqVquFtPeTk5NAEA1fR/CPWWQwhH5dSGiAOz2vAws07GtnXqAipFeDjiLnnGc2xhBiaCOQECiZnU+SRBB555HIOgfMJIVk5Z3zlp1zpIgEFWXpnLPOthpNJ6xlL9Gx8yQWVCiYJ01XakY3dWmaWmMCr3LZo8V5J5AAwXlPSCSV985aywyEwJ4JMSxc3s+8N22YjQmD9DGY3xDfnkvxHlO3RRZCmEsXLuQfsPW517vlLvUEAHDw8V/K8VvGWrjwtHGAUrBzhn34MBJ49oBYlnn4hUVheAm83SbsuJlpEHj2zoUQiMBmZeuq0O7zdnn9DVcpLJn3JEnsvXPGKkFKayF0HGmdiFa31Wg3Hrt48fyFh5TS3thbN25uPL261e7+xj/+J1RrNtfXX3/r7bVaUyIiQtiK1JvNk/EoiRqtXgeFQM9FVSKRknKaF977yphOt9vpdCpnPVJurJtMo8FJVVXWFTrVbjh+JK2j1Dd39pprp+Jm6j0yAKFEAIDY+erkZJxNC0BBQozGI5NbQMyLsixNJJQWMogVvXWSBABwUSJRjFR5W1da93oI4vh4OByPVavz137+r//4X/2ZF797+Tf+6T997WggpDx/9qwpKmNMGichWSROU60VIKIgJFJaC/BIBIIceyFFUk8Gw5NvvvC8Y+6sdoqqLMoSpQASriyLstKgolrCHoH58PCwsbN7eHMnXm/EWrEvrbP9w+Mrb75+dDQYHA/394+TtA4kyqqy3mXT6WQyieMYPJPU0oNAKkoDQHGcJkkS6lCR1p45SRLvnXFe6YgB0IMSUgkhJU5Gk8PByJYVO6/T2tZDZy9cuhg1atePj97ev37z5s3heFSr1w4Gx3Vbd95m0+m1a9fKslzp9ba6nVJCZqokit58440izzudNiB3vdO12sHR4V6//1CRKyeBQBERIDjjimo0Gl155U9tZarKDMfj4ui41WgKIcosDz26OIqU941ardXpJCpSWJ3b2u6s+lKnSbC5mottEXBW//EO2AkhPAIBIgUo4oAQvWOBQuI9XbB7N1T32Xa+36IaXrysAZ7/wHEcZ1kWXJeFEFk+iROd57ln69lKRePJsN5I33nnnQsXLrzz7ltr6yvrG6tlWSJxUWZRFLkl48zFpnYRYXffdR3vaWfhPVZV7D3MfFJm3TOlFBBWzhIgAaIHQSgt58fDXtpw46xHOsuzIi+CLVSYz621ZVlWVeWsA2vB2MBAsdY454SQVVXmeR7WnbIsWyWG1y8m2EVtdGY+bB16BkIPQFpGtbTebjU77Ycee3j7zJl6qxnpqCoLJmQR+IeMiN46CNYtnsmzRwfEzOD9rAwQRJYkgNkDO/wYMNrHhProXtD/A8986j//z/6Ln/u5n/v7f/9/EkI+/vjjK73VEKk0GBw7Z4SQZWmYq+k0hyU3Mzc3P0XEWa7DHO8Fd+87aqXWzuqvAlUQ3sxFI4FKJISQUhNR+GfYQLRarfBziJSp1+tpmi4gZai23rUiBlVrECJnWRa2LHmeh8JVeGbZn3pZwr5YwIJzQPCaC8cJd+ZSLMOnhV3Bcq7IrBZ4uy60RApCcuzu3SXfV867wHsLtLysw1lwe+57SIt/hrN0L7xcBrSL19ylM168RgjxAPM8GN9nhueMdneflGpXWVMVgsQjjz0qFVW2/M7lb0+z6RMXn5A1QgDvRb3WGY6yi493n3zymZe/8xKRSJLIWtNuN06d3ux2u5GOvvFH3/y93/u9Z5999rnnfnB//+DrX/+D9967+swzn9zaPHPzxk5ZFSAwVUkcKwYhJMax1q36Iw8/EkVxUZTjk+HO/s54PJ5mlbUwHudVaZ1z7C0Reu+sLerNdpZlxnvBMOgPpt99iaTa2lz7yo+uEUBpnbFOaTGZTvK8GI1GJyejo+Pj69dvHhwcHB/333vvykMPPfT5z3/eGBPy0BcGLTMm5Hw+CQhtOp2Ox+OiKPb29lZWVqSU4/G4VqvVarV+f1Cv1UIxOEytgTX61ltvdbtdIUSSJCcnwzRNg+4/TdPRdGLZp436tMgHoyEQ5lUppQxdO+8BBJXWkJIy0qRkKMZJxGVIE5ifSqkQuiCEkELMsvLmI7gCBhAb0Kxhi0ISQ9DlhxnGGEOkdKSstSxYCjRkScp6vR6YolrriGia585YKRQRW+sQgIg8gHUutCIZIYpirRUzE91d2MKZ5xsDMwmUgipngZlCAh/hTObBjMCE4BaEKwYhhJ87nc7sFmb25R9ewmfvv7eG3r2FuftWXma7BxHqjMFAzaNHYGZB3jtwAMiIuABsd7mwLFCfswwAgdjpXfifv23icpvFA/ctjIbfZq0JhfWyrIC91lGUpO1u88z505/57GcuPnWpt9Kr1dvI/OKLLzabrccvXnrxxcvXXn6lEcdRvVbkWRKpmpJhhSKisiqPB32dxIDY7x87Y7vtDgIYVxjvmvXa6voaEJrcRXFsvGfmyhgSopY0mZSUWgpdWnuyt7eyv7suddKIvDe2st772FfTo/HwaDgejCfD0XQ4nown+SjPsrIsyjhKG0nTW2+tjYT04CeTSbjm8zwPStqqqlRHswNblJmByWTvj59/8YnPff5v/kf/yRc+9/m/87f+VkwopRwNh61Wq9Ht7u7uHh1NtdYrq70qL6bTab1e393dXa81hBSlc2kSe5HmpiJBQmsP7KvSWxMl9XqrLQnTXqcWxZPpqKyqKI5QaId06+qNf/Hr/+sjn/nK6VOb3VZz1D9+5aVvX3/n7f7eHjjUSqdRcnr71Hg6Puofee/TJAkHX0vS7e3tqih3bt3SWq+urmrrrXVxHMdaj4aF1rqiWVCBEEJLoYTKsvFompWTLB9PCKjd637i08/2trcHxWRcZLtHh9f3xzuH+1ES1yNZeXdjZ2el16msnWZZq9V6/NKlRx5+eGBK8HxyfBTFSVlU/f6JjiOhRu2VlSSpfeP3/+B4jNvbm41mPY7jZiN1VUHev/rd77zx8kvj4+Pj3f3RaFQDKrK8FifN02eQociyNE1VFIWGTf+4L2xBOlJC5t6RoEVEOwfUxzijDwITLtAakERggQiMAsndS/G7H2AD+MCoPbrX8ncmIb7N6rTWIkOkNAISoJaqKspakg4HJ/k0W+2tSBKb6xsHBwcEeP3qtel4srKyMjju53kegnBjHeWBIH1n/Wj5wO6t5NJ9jD/vfhHNN4Qzz2ci5723XksJAAJISSk81FBu1Fps7O//37+/8/Jbo9FoMBhMp9OFfdQdZ4Bnfi8zH5qlyW1hN329NIs1cTFlLb+MHBMDEFrwFXtPUOu2D/rHv/mvfrO3uf6FH/riT/30T9elt+wr9lpIRzDKpkpImAdRIIacd0CYJ7sjCEEgQrQBAtHHETvwsSrc8E6fWvXlL//or/7q//hLv/RLv/Zr/+CLX/zi1772tUajYYx5863XrauU1kKoBUYKIv65l+wdIGEh7bsXJCit9RxCAID3YK2ZXzTF4jZYXj/gA/P6lptRy03FACADHzVwV8JjuAfa7fbilctv+dBTtjA0X0a2SybXs8Uy1Mjr9Xqr1Wq32967wJyxznjvoigyxlhngcEjL9/2d+G0+0P2uSRm8fEXDgr37ektvprlt7wfi2DxGnh/U6kH48H4OKiei562c45nrACbJq3ClKRhZb2HAg77BwfHh9vTba2lEDSdTg/2T668e+vtt65trp+98s6VUINKktRWebNZj+NIKfHKay//s3/+vz/66KM/8eM/ikCXLj7WaLS+/vv/5vXXX+9119fX148Hu4IEgrOF7a201jfWtzY30jQ57p+8/uqbR0f9qqqEjrudXp4X06xAj2VZRFrGcaQUCpRCYuGUc246zaXU7XZ7OBx+61vf7vW6iBhFOo6jRj2J66nWullvrHZ7iznEOR6ORpcvv5Lnudb65OQk3GuhMhWmiwW7QUqZJEkIcw+Unna7XVXVZDIJbi5FURwcHEzTFBEvXLiglOr3+9euXdvY2Dh//rwQIuxNQ/B6nudRFLXb7U6no7VeWVkJ2Q9PPfXUm2++med5WJXDTB5Ks8tziI6jkLfuvfczO2wm9kAY2J6ChLOWGQHRsmcE5yxKEWkFgrxzQitn/Cz/3TtCJCEClljYulp2JAVpqZQqmRnBWxcqg+zZOydEBOyJg6AuyDDYGmOdA4Daai1N05PjwV0rtA+HFeq4nhUJrbUpq5DkiwCh97hoICIHo1MiQnYcipWzGTg03HBGjP1QNhf/2Wmf94mTnYsM7wVa898576KDvx0DOPfw9LOWo78L9cGSgSfzjBc2uz1t6Ox5nJmZz16Dc2+28M67oCAAlKZSUoXcQkEUx4m1HMf1n/jJf/8HPv0pqSQK9IZJ6otPfLI/6DOqzYce/vY3X2iurra6ndHVa3VJkVdSqXGZC8J2q51VRZHlCBAJ5RnJuGajkbGcTqdaRUpo652tXFVaLTQgeh8+vhQUe0eD/snq1nq91XLFdDo4IHA6ShSKIp9W0+xkr3+8c3i8u3twaycbT/Px1FQOHHsHAGRMlY1G0+k0pIMAwsRYBiakSCmBUoAXRM5jI2240mZ5de36zf/yv/qv//Xv/s4XP/vc577w+TdffrkcTcaHB+PJpF6va6WklN77vVs7gbN9ctI/tb29Vq/VavXSGhTi1t5+kU07ta5WMitLcq73/7D3pkGSnvd92P+536PP6bl2Znd2F7u4FgBxEQR4WRQpyhJplyhRLlVsK3K5EqviUK5KXKlK7A+pSsVJPuSLbPmDZcslh7FUIiXSCikeIilTEigKPAAQBxeLJfbenbvP93yufz48Pb09swtQUSiVVFIXMJhp9PH22+/zf/7H72h3mlIZ7zgTRVXv7+56azz6NmfEAyUpE273xtaNnf/UaqbdVtMa3d/ZMmWxdeMmatdJG7FMkijWWisZO+eM8UrFjAmporKsnXNx0kDvi6IC74UQdV0LxODjwhupM5pyjOMItauzoprkVVmUVS2SdG3j+MOPPtY7duzm/s7l7W0RqbjVlaNyko8cmjiWgrNICeecNabZ7jzx5JOLi4vbe3ssTaQQi73lJ594+3g47Pf366qy6Oq8pIIP9wcv/vEf7J04kcYx5yxRsswzU5bUuRRpVuiE8s7iCgdQUuqiyscTRoguq3KSGWut90Cg0rqe7MskLQmbUFUWBXpHKMNDQzsKxMEUIQicAlJKCb2t9kLonRnjXVfi/JK8W1L3ZhZ/sz4+KCWLIq/rejQaMcZarVae54PBYDQa1XVdlsV4PBoM+uvr691u58KFCydOnFhY6I7HI865UrGUoijyMMucxxPc5RiOhil/14r0rh/5IIJ4j14IQQk4bRmlEohiotjZ+z//5/9ltLu3tbl1nPcCdI8hckJmgii333zqlTpliYX/cMYopdZqBCCc18QBIeA8WBcEwwTnOOvleQz/BDVRoJQAGffHiggVR2ZY/MHnv/LC1771rve988mn36GaSVXWvBHLYDhOCFAI0Z4QQiiSENoBgZADxRiPiIAOUfzA8+IfVNUXxnpvpTZT11bJ5Kd+8qe/+93z//pf/ytE/8QTjz722GP9/u4rr3yHMajKqq4MY0xwFeqfoijCloeI1jnnXBh5z6qpWUU0hXwgUsoZ4wcbJSGEcEGPjOnKMiOUcs7DuI8QkmXZzBVqZnQ7v1HNgEYzFbIw+T1yXd5tX7w9WAj96fmKblbfTjGlt+2nyW1DqgOC/uxTSynTNG02m0mS9Pt9zq4oJZvNRpIkjWYax/GNGzc+85nPxHEspWy1GlJKwaJQo4bSVEoZfldKhfMQkNnft+N7Z/Yw34WdGXzN+iLzk70/yUzmrwu/v7792Q39QhoNU5TalOmupCKcAkcAcN4678bjUV1XHi2gz7PJ5TduOstWlo8TlIjMWWCUI3rG2NLSYpwowfiNW9fGk36zFV++dknJeP3Y8fvuu7eq6s/9zpfyfNJotAVjQjAEFJKePH7svvvPem8vXbr865/4xCMPP/rIww/u7fWff+nipUtXz569r9lsb21tRUIoJbggguPiUndpaSGv40Ciy/Kx1i6g3KtqKoY8Go13dojxVRzHSimlFKMijuPewkKY3j/++Nucxe+9cSPIwadpGiLSLNYFWGbg5gUxzxAWQqSqqiqO4/F4zDkPpjuDwWA8Hodp4eLi4vXr17XWu7u7CwsLp06dyrJseXm53W5HUSSEuOeee86fPx8UX+I4Xl5evnbtWp7nnE+RbGVZBrmXEPFCZJ7hzMOIjzE2Ho9DSQlTzhtz1obAOIP0M8aCHmmgk4XfEZEyxgillDp/0AujhAEzxtZVxbkESvqjoTZGcK6EJBFVUiKtKQKiExQcgPcWvacAhFE/haEyIZhHR4/mNA4IEEoBPRBPGcRK5hNPARkB7x1lFMFPoVCh60c4E8JQRIuUTm3fKaUQDpgGTgu5a59uXiPnT4GYuDNf9Hd0ReGwtYMDP5V6R+ppMFvygQrjDirq2X4Kh4kMt3dYCzOEZ1BzmUkKzipDCoeeNY+dmdulvMep119VGS6Z9bB+/JSMW9bWnAgmJBDoD7dv7Q2PnzzTXFoelMX+eLIgBKUkUYrkwBmrigJNLeLIGmucRevaSYMwYcuaKleZ0ltHHE7GYwAQjHPGELGq692tzHvfW1zqtHvD/vhbf/ytYxurrV775NnTo/522mi0220KbG9vT5Z2d2d7uLU33O4Xo8xqg8ai9c64sizLsq6LnDjNOXfojNXT0+i9sbrWBWNMSK7zyjrgshELlRKxtdc/9dgjv/mpT/+7X/4V6eFdTzzUE9IZkxd7w9Hw3AMPpmmcjcfpQrff7184/1pZ5e12O8sHN9vkAAAgAElEQVTGxtQOPXBuTCkYUMRYckYRrXG6RsbGeTY2rhkpQPTWe+91UZuqFtYLFXMHink7HozyUaRUk7OS0JaKPPHddttqN9zv00i2up18PNne3l5cXFxYWNjd3a2qqtvurB1fn0wmo8Fwod1ut1s3vTfGKCmqqooilSRJlKQM+d5uP9vdr/LcOnfi7OlHnnz7wuoyROri7vbOcOCjSFMaKXns2NLFizyKRRLL0ycfXF5cYoy/+OJ39vb2PCITIua80NbVNo2ibrPttaUIQnDKGZeCciaE4JK4yWA87iO6XWNNXlZlHlPOkUjrCDBXm3GRl3nBgBCPttbZeMwoc95Z54IilCOUeh+nDdnsKqVIEPmfLd0p1jPM+kgQvkWKBAmhNFjJIPHf15XhzdBbf/Jca9aLHw6HiDiZTEKw3draCsF8c3NzbW1taWmJELKzs3P+/Hmt9ZkzZ6y1N2/e7PV6wYqDUup1fecQ/lCWeLQUPGqoAACU3qXqC2P8mVOMlNJbhwhJFMVUUON+41c//oe/+5WlZseV9fFGt8yDvi4P7cIAzZtl+ISQ2mnj7QG2hQeYHiPAKEHBAcAyZjmf4dsJIYzSsq5nqTAhhEWCMua9Z0BCiLZVJaWkjlAgFOngytZv/OrHt2/c/Jl/8LMLi8s3+7uNVqOoqykyBf1c4QfET2EcOHXvQCAe/mzMG36wsz58C+5hpBIArOvqwx/+W1/60hefffbZd73rmfXjx7a2b127foVxgh6EUN77ujbWWkBM0hRuE8AYYyjVUeL+zM93uvN54v1sdwn+DYcGUISQJE1n9VsQgxFChL0kXCXhBecPPgCiZgXbbHp2yOTksPnsnXVRSKFmNeq8ZDk/uMKOiJUFost81Rfq0izL+v1+ONpGenvW57xF9JxzKXlIfZIkopRKHofqblb1BXWcNE2DaXWn05FSBmhruLPZbAbv5lBecs7TNA0jzfAiR5By84t8NjfXWs8eNm2rWzt7VqCsHFEI+OvC769vP9gRHznQxb+rQn1VVkJxpKQsS0cdAjr0YSNkjHDGkrjpHcmzcnNzazQcW+OazbQsa/AV5wzREcCqKqTkQjCtq/39/VajudhZWFtbo5Rub28LEXlvgZBIyt5Cs7fYVYIyiF944Vu2rt79zNPH149PypKqzm9+8reMOf/EY090Oh1dFoFx0em0Tp5cX+x1L1wa3bx5M8/zZrO5s7vFGGs207Isgy7CZDLx3i+udAGgruvgjAcARZ4nSeK0KYrCGJMXyDmvqipAuGcLcDbSCQjJ0BELXIg4jgNVL5wWzjkgBM29uq4D7mAymRBCQhF469atyWQSLNzSNA32fUKIbre7sLAQAkie52mahiAW7pnFzHnac1BenRV+If6ELfxgazjan5r6BMxRppkQaAwB5IxSDLJ1lHMRtnPCCWOuLPPIEMYaWmvvfRRFURTRiCqlNM2dcZ54xhh47xB9mEweaFGSUGUdNf4N3VxCgTiPBIERGkgH86Tx+YOnlAYiIiX+yGsdTuzugvC8bbI3u9zfsqL7k9eBd1K4Z7+4AwOrYIxJCAGPPgA7Zwfjju7XU7y1x4ORHQE4xKG/87DfQsPzUGZ54KJhjJlkWdIcvvDCd5CwheVFzuMyy7Xzr7z62ricPPXk02snNpJGq6wr47211jJjLfFlSYA474fDIVdSMG6tq8tSUR4JWeYFch9AzlVVaWtarZZkvLYGEBmlUghG2N5enwoCDAf9PmF+d1NQTqu84aqMMTbaH5Sb2Wg4mAwHo8Egn2QUwTuvy6rW3hlrrXfecUooZ0CJhwDt4UJw6lxd19Y7CqzbbBWF7q2syoWlG5NycOG7eZHff//9F/G1ye5gOB6lzRbxzjiLiP3hIHQrAGA0HO7u7jJOvLESdFkVhDLGubcmiRSnhHpUTHSajUmeUUqUjD0zjLFSGwzSHR7Bo2CMWO9qHTcUI0ic5cBVHNmyiJWyqMu80JXenmzG7bZoJGFZhaSLc95qtUITxxgjIzUVWJoq0HopZRxHLI48kMlwnGWZs66hYpnGZ87cd899Z8daX9q8OawKzylXkfe+dn5hoSM4q8tyMOgv93qdTqeq6pBr6dro2kopKQnZF+q6qstKl7VkTAmJgEGfa5Lv9icZADBCvbEUgXo/LEY6LxoysrUeDoc8Vs5YKVUcSVARRSAeK6NdUaD3gnOZpKU11hqlOOUcOHtzRNzBmO7OdPruDm9HPdbnf/mTKLjQO4pGbczO9nar1ep2OoQQ7xwlRHBOCblx/fpoONxbWjp37ly73V5dWcnzfGV5WQiRTSYry8tSSjyQDD4C/jpiaXNXJN33jULzyTYhxKMnCOi9EDKN4nIw/srnv/jGhddTFdWTvB5notkaIuPBL50i5YxSGkVN773zPvCEIYqoYIioZ6iBRuwptXNITu0s8SSk66E+PBAOnSI+6rqqnaFAJOOCMqxNJ20SIOC8rmsOtJe0leDPfe2PHnj4oafe/U5O2axfObX6o1PEBDnA70PIkynFKfTzzyQb/gFWfeStikEAj94jJHHr6Xc8/c/+p3/+r37pX37iE5/kQiACAanrOpKRtxmlhHImBUdA63Qg+HLBnTeMs1pbQKQHhk6EEH+wTxDvA6RzSqYILHmg3jlyIPMajsVWlVDKHogRVWVJGQvfpYoiRPTeGaOllAjEGUcYFzIBCKAwBHQIjtHIaM05c84FEq4nnlLinAm5GmfKaCuEAEK01lKqIBEW3HYZoZSBBSBIvQspgidAEDwCEkqAEiRAEalHAHQOHfEAgEFqHAglPBICECtrCABhjHLOiAwfPBgao3HFYOK9Z3RyJ6PpkLoM4m1p3OnOGq666WASgDDG6IF3Z1gG0zmhlOHeNE6mfJhIKaU442kjZXRaKHLBKaFxEoXyM1SbUkqlJGNcKRkGj0pFlBIhhJRKylCjqoM3nZkvkzkzq7tdcjNi8UEKhHfFHBz+G+8WRt8CXwEADt3sLB48xs+i3/dfGm/WLbkDbAXkLinc/Ls49JSQMA6Yb5Ih4DRaId4NRv/nVHrd8eHID+DV3mTs/GbPmmXbzrnwTOedhhqZBwSKhAvOPEODprbOIgC13nFwri58XQlCnNa97gKjpKpcXhprAVEAkI0TGwBw6fKVRx9/+8racR7FFkAlKZciz3MhuPe80Wi0W42Tp9a73QXtfL+/8+p3v9vudpGQwSRvpsmDZ4/ff+bkhde/d+vWjdOnz+QEGGdRzLvdXqfVJR6/+Y1nv/yVL6+urn3gR34kbSTGGOs8AazLIo6ijbXVxcXF5bXlsq6t9ZOskFJVlc5Ls7+3BYiUUm8d5REBUtU1pYwA8R4ppYILzngYl2htTp8+ff369QAgv3bt2okTJ7Isy7JsSpMzptPpVHVdFEX4EkxtgQDjTButIiWkCE3Und0dPuAhnwt2zNeuXwsNo++98b2lxeVjq+vbO9uBrk+AWWspo4wKIOAcEmBAPGEUPTr0Dj0ljAnuAb1HymiwbkcfgJSEICFAJJfWWWccIYRTbo0VUjGKwMhtLCUQzri11jlLgPBIRDmPasa9dBQpqYHoxmpvSJjazwkdoMzBCwRCiOfgGQHGiLYAjFkAmiTR4iKLr/miDEkVpdQ7RxA5o4iec+YcAHolleTCaU2cpYjEGk6p9R6AAKGIhHNpnOeRQCAOwYbiCkNqgME5HZDcjlUHNRSBMCI48KGi/nBPfT7KoPdI38Sj7/COjujdTOw99O7mlh0hNMzMIciVB7gNTCGwU8l4Pyvg77B6nyKuPWA4Jh+MuKY0SJwaFt9Whphndhw5VCE4Y4xyynkMAELJhaUl5/x//Ph//NLvfnl5dWV5ZSVV6db+7qvnzx87tfGRj/zkwrG1ex556Marr2pjuRQMSNsaXZcJg6HVRlecs5RJSqEaT0SkOt32KBu3iExFFFFBUdui1n6MXEhCEIiI4kaz2VleyZxhgshE1tpcu3nzyo0rC71Ou91qxHGQnPE5G42GZZYVVZ1rDYim0lVdeQ+lKa23keKotTc2juNEqbrWoZ0RxxEicM61roWlSbsZce6qqsnwoY3jL126dP9jj9x3fO1SVVy8dMMuNJuEAKBiYvvGjTyJu61WNRr2N7c6SVKVOYJZbDeAEK5k7X1RF41mTCOZLjS4lFEc10a70vTiVqRUPR5HhDMPvYUFLmXpHSqBVEyGE60tIpZ5XmY5oLe6jlRUFIW1Vkq1tbXNR8Pu8nJvsdfudre3t4fj8elTp+IkGez3b9y8oZRa7C2WxoyrUgPGQmitkyhpq7Ssdb+/t7OzCwC91cUz997fW16mSr527eq4yDNjRBpTxoKkE/EIHtM4tdYxwvf2hgQuZXmel/XysfVOr+cp9MfDWAlBGWfEEkAKxlsLgECcQ/AEkGJRDbZ3KAJnzGmTqrgsiiov0HnSBq31uC4jYyiQSVGNvWeU1mUVnAOiOAaAtNlsNhbqSkfNLu+tKC4soidIkUylIylYQO4pUEYJY4QxpIQgAUqAICVIb6+gN1ukR1owbzbTm2ZyiD601wHCnMM6Z43RWkdxTAhKyZ0zk0l55swZKWWjkeR53ut1x+PhSy+9dObsGe/9q6++ev/999d13e12L1682O122+12cABCAGt1FMda60ip0HlBAM5YaMYA3HVwdVsiixwiG85nQBgpZY1VQlhjuZTAqSQErFdIv/7sc3/0O1/WecWA5caJbm/b2YnQzaZqtVppmrZaLaWU98gYk3I6sRCRZFKEkpLzgKvjcwMYAkAizsKIhxAiBKeUIfowfwnyIExKIjggUAR03mk97g/3d3dfffmVi+dfq60zvI49jUD8p1//xAvf/uY/+Mf/aG9/r9Hr5mXFuCCMOeM4YeAtZdx5BEaCmItkTCNhhHj0Dpwg7C9m1Ue+7/8kQMF7xhmh8sMf/ttLy8s///M//+9/5T+84x1PH1s9MR5doITDQbinlCG6brctpax0SSgFQCG4syRwmsMcKYqiID5+Gy4ShquIzjtwCIgyiuDAyTfIXUZJUhRFs9m01lrnkBDvXJQkLElGw2Gr3S6LXCkeRdFoUsikoVRUlqX33lkDaAUDLqgpnRQRY9ToggvmnBWSOWcBgQsa0koCjFHhnKPA0IHRbibBMq2lKKHB19FPe5486MgZbdECBYIkYiJodHoETyCoB1HCgoEnp1Qzf1s2B2f8EAoIQdeGUGZmmgFkiuc+EJXFg+uAMDbVOfDOOe8YY1PTkGnGgMYDGAeg37QrA7dlZu4K2iSEIBzCLYRWynzKfgQHG6adAY8atP6klEFcPoqiMJyMoiig2lqtVqvViqJosd0N9WdAl4XbbFwQOJnBYPeg/hSU3lFA4jRFmiUo82OEKRZcTVeQdSYAzCIVhXLiwIGaCy7verq8hwMcLH3r9eS88wd90Gn6NSv2/JT1pKJ4Nh6ZVncePGCwNKac/2Ufob5Zv/DNeod3kkunIE/Op2B6StE6553XDgBiGlFKfO1d5eqiRiSMcRUnZ06ub99cH+1vD5uprasyy1utlrPoHXGWOscswIkTGw8//LbX37gyzsuVYye1oymAQxiNs3s2FpuNNM93lVLGWiCUECaY+MOv/fE4K9PGwovfebnZbN533wPLvc67n3li89aNQX///gfOaWMYo5RSXdu61EkrjhRxrlxa7iwudStdYYHWmXajwcG3m+nJEyeOr6+VqK/duHr5yvWd3cHa8ZNn7rnPek051lXNPOGEe4S61t55ow3nnBIqhQxRFAAoMft7+6dPn8qybGNjo9vtvvTSS2VZrq6ulmU5Ho/X19evXLkSgD2MMWvtaDQaDofNZjPLsjzPKaXgnEevKz1ldhOI4qiqKsro7t5ucMwbDoe6tq1mJ4kboXLjXDImAqImLCXOBaHu9pgIwHlPKJVK1XVNKCWMgifkQOKLUea9N9oE9wVAYJShR2cDf4Z670I70HlLSeDKM49IOVtotJXhzHLeiCgzo8kuayWV5kYzX1dajTjtOW+I94wAJQTQUYIWwAFYIUij4TgL/XpKKaNBnQ45pdZazhmgB0DOBGOMABIkkhFKEMEDesqEB+oBGBe191IqwjgQ6gkhnCNlIVyj9zzceRs0Fb41Frzp4XZz8/CokALinKYCwT/ppj4tvg6aLATnEzJPeMjoPHriyWG+0MHUkZIjRICZ+nm4UXdoXDvvcPVms755LOtBLA3a3VONH9SG5IVSymq7fWsrG012b20DIdqabDR67dVXv3vh/NsePPfOD7z/s9u33O6+ca7VWXio17iyvTXJRzSR6xtrpnZNIpRFaLSR2JpYTHnC0v3dfSp4Z6HbaLb646HSutlqCcFra0ye4UTVzhhvllYWuZT7e6PxZNiQMSpX6rzK80hJX7NsMMjGE1PrutTO2MlwFCkFzhNbKUraSVM024HpqrUW8dSRspjkWus0TcuyhBqSRqMqy6oscqMX2u23nd54+dvffOjxx8vV1b3+fj/LuWKRkI1mOhzu7W/WebfDGMuGg6XlnhN0bW2tJ7jxzgBKJcdeG1OffODeE2fvQaClrvOycIOshXypt7hPKG10FBdZXlaVHub57njIk2h940Q+0b2FhVS1d+3W9ctXwNm04frDgZCs05O115Kn3W4nTZKqqhZ6C3Vd39raDPzhtePr1traaukJcOYIcYxxIcFBf3Pn1tYmVUxQcuL0ifufeLKmPLcW0FlOPCMcOQXwznNKwDlrbUXJPWfOosXxOMsm5eX8FuP8gQcfXl5d0U4jwdpZSrwQtKqL/cF+UZZpu+kBr127FseJs05r7YtBf2snUVGr2fSlHo5zrbUQot3tyDhyjKS0M7l8i3OupEzTNI5jvsQDQgoBgofN5v5NqH00Nq5fZYOhoeAAIgDqAAgAAwfAgQBQEiY7SMBjGPj4ufn39x2O3ZVxc5etkBASoA2EWGud91VVBbWSKIpev/AG57TTaY1GI6WE967dbiolCCFPPfXkzZvXW83Gzu5uq90eDIfWues3biBAo9ksq0pKmeU5IjaaEeXUVtYit9YaazjnwLh3forABqDkTqbiNFgRuD3cCvbrsyjkEK21zSSt8oJSkZVVO0qaKt6/sfmV3/68qsHXELeaRvk6Ufc8cu7v/szfStM0SZKZauNBg3IaozhnhJIgjDRzZThyYFKQwDMPpPcQc8LeZIyx1mpT6swFEF+73e50VtbJBmPs8R9+ZnNz8xd/8Rdr5+y1LG0lWX947Y3Lv/e5z3/07/2dW/u7S512XtdVbQnjVtcUnecUgXpKvPUMPVhb19Y7RwhaRPEXG+H51knb9BdjTBzF733ve3/kR37k4x//+JXLl7OsTNOUU3443yULCwuc87S1rrWuqjKOozyrA0mj2Wzu7+83Go0sy2Y6mQetQTJjyjnngrkq8cQ5h+AQUWsHztV1resavI8bDfQ+wPRVFJVlaUzNRDTOM2ddhVWZF1GSBJ13gkAYIoEoiRB9VZfW6ShpWK+RMOMs5zx0YIw1lAvCwBoDFDy4OJ2yVpyzwSpCcO5uu3QCEtClk7HSugLwXApvbQlBzRcRKBJABE45AnrnPQLlnN5FBglnPPvpzzvuORI9rHdT1tOcA/LRb/D7DYrCnH9+qHgni0OqQ9dwqMHmlU6TIHM8t/FrreeZPJTSGzdu3AmROsR+xKnP1bzEToC2zvicCwsLoZgMFWMcx0mSCCGCP6QQIk2TZiMNvtihyIxjPy0dedBNBetdSDE5kwHEYZ2llDIqGBUA4Jw3xh0UsYdOezAbm8W+2QlExFAHzrDKlDJxOCoZawghjDJGRehaaa8ZYZyymXRukFLgjFtPPHpOOPwVvoXLu65rPgOceB8atIzRgK8L4WI4GO/s7O7u7rbb7W6n85GPfKTX65VFhYiMMq01Y4wzHqqdpeXFqsJed/HJJ5/86h987Yuf/2Ljp9sP33dv7eGFbz+PiBsbG4PBwDlHKcnzrKqKgCBtNBqTySRJBt1uNwCiPYKIVLfbzUud5RNCCGOEc0ooAvGUsiAUKQRP03QG6iYE0jTtdDoLvW6rEV+5eP0Tn/hErV2j2X3luxd+/Mfk8vJquPa89w7QOpznJ8/M2Q/UsyBQ7Djnx48fR8Rms6m1rqqqLMuLFy8+9thj4fFJkgRgZxRF6+vrnPMQk6cRPo739/fDW9R1HQJyHMch1QiDC2P1aDSQUoa3C80d55y1OmA4vQcp+AxGOA+2CWUqIoZe7Mx4JoSRGU4s9InsnC34baRQYGsElRfwTAhGOOEsqM5w65IkaUg5ZAwZo4yBBYJAD7Fzpo12LrlQEo6gmxCOyI8RQqSUjLLQ7iNhoSKEdpNHZISSw/Fz1qKiAN6TeW+eO5sahxRTCPwpwFT/n4l/B9qqd6JI5t7xkLXPDHk782AAD/OCYeFEHQ3vb6Imeti+6LZqNKU0qGoHFxDnXFVVxhrjHFKqa3/r+o23PXjuoYceeuXUqe3t3eFo4tqLSydPvbq3s1MUJOooKYwne3nd4SqKZX+Ub4/3k04jqyaDMqM1nVBESiqCKaecEce5oWicY2VOQ1Y9zrhkpDYNJvU4mzifKFVmeY62AQ23P4GikAASBHLOuW7GDVPXcQpCCCaldg4ArLGVnsrtUkodOodOWw0UNHVoa2awRlI6Q71eXFmMt65P8knaTLb2tsrar7akSqLBZBgpGUkRtxpCME+8ShPZiNq9zmKrU9T1pC5rClAm1PD3/OjffOjxJ1QcFXW93x9cf/mV7/7h13aHe+Ns5GrTSpp7/f28LA1AVuWS+85i13nBpUBrl1dX9vd29vd2iaZpMyGElHWlrYmUiqWq8mIwGKyurqZRfO3aNe99M0lXlpaHw+HOzs5yqxtzgc6bWispvfd7/X5eFmjoyfvuOfvAg0KqotbGGKDIpYjThFuvnRWcU84DYdgYs7GxgUiuX7uZl7qYTJSKGWMA6J3zYBmF4LNnrR3s71vjJOPNRoMudLMsyyYjJSSnJFaCUTB1lWcTU1aNRqOVJr2FjopUVUdFVd3XW/He67pGj0mSjEajnZ0trXWla+dcnudpJ5HAtdaGlFRwCtTdbUXN9zM8+gD48hSnQYmQ7ztfuWNd36aeTfs2AAgYWlEBmpikUV3X1mmttTFmNB7s7e2FWB1q18lk0mw2wwpdXl7u9XpSyde/d/GDH/zg9evX148fG40HGxsbcaKstVxQFYmqqoqiiOO41WoZY0ajkbW20+nMVvRBt8bdCWOdofAApir9MMfuo4zVVSEpq4qMc0oZbYioGTdi4Fd2d621XHAmeH84sGn8wQ9+6L/+7/5Jf/tK6JhkWTYejwOxaD6k1LqqqsIYE3JL7/3Ozs6M8xU2karMQ9UXHjNv8BYeU5Z1WU33zYD6fvTRR5944olTp04tLi7+xE/8xK/92q+tdNqeoq49pfRb3/zmj//Eh2jIS62rUBOKhIKg3AMSRkMQU0I65/K88t4TQtmfAT7rzzkRJAAguEDEsip/8id/8lvf+taly5d1ba21ve5SEIGeokQAWq3W+374h8fZ6OWXX/7Z//Jnh6NBt7Vord3d3aWUfu1rXwuZxKE9gJAj1clsC7k9onF25vvU7/dnr7Czs/Oxj31May0jUVQ5AcaFdBYRiZu2K6zWVVUXta4osiLPCaVB1m48HIfxjnXuwvnXrNZUCfRQO4OMIiJjtNBVKLuCBzHnVFrjETwlhDMkxAIySo2tpOIEAZ0DxhAwYHwJIxC4Oh7QesYZmzriwlvTPG73Rw8Kvpl4wPxTZszX+Z9vCTu8I+J4fLMxy8z3b75+C+8S+EKzvKGu6yPvEvTl75RdnX/Zeeyl994iEgDtHdF1uHdv0D/ahLDurpkTzDe3b6dhAECUUpTSgCbiXFBKIyVC3hzQqpTSwIGUUiqlGGMBxxruCQlcFEXBxyyMGUPZeSCxM5UXSpKUcy4EDyNKzgXngdTEGWOUEs7EkY2DUh5GfN57cuCTY41lhDPKtLZc/Jk4fv7FL/YQw8QTZ1RSSilBIJRKKRmhoe8QctC61lmWXb1y7fnnX8jz4uTJDQ/s7Nmzuzt7V69eN9ZIqcbjcaORFkXx4osv9hYXlpeXvPfvfuY99cfwy1/5vY9//OMnTpwaj7LrV2+865n3rK6uXvreG0pJQqAo8jzPrTVG0nc/887vfe/ic899Q5v63rP3SSkFo0WRl1UhZCQ40bWWcZLEkVKSc4bgEbyUHNFZW0spRiMjpWScJpHsdFpJEnvA577x3KlTp/6Lv/uzdaX//f/16/1+v9lsc0I5F1Zray2VIqiYzjjMRVHMpE1DfyTkZDdv3hyNRr1eTwixvb3d6/WOHz/e6XRCcRg21Js3b54+ffrs2bPPPfdcHMf33Xff1atXOecnT56cTCbHjx9vtVqj0Wg0GlVVNfM+CsIt6MHUmlDw3imVRFGkjUb01hkAkFJQRsN2Gxo3YUsOM/9ZEcgFR0qcR04JAvFhvXIGAN74A47bbV7xjB094/c750pTcmAOvUPsLvZkpEhZt7udwsiblCCgB5SUAiD1QAFoAJOCc+gNula301teIpwFbQaCHjwQQIII3hNAj2idEarVbLY44wQppQStRUDKGCWEBukUArPaFP0UkDW1FzqwsSXzkhBzbjpHhBPuSmE9RIrDH0DhNy/afETo63bQBHrXqu8IQ887h/NesgdxbQr1PGyfe2fhRxmdP4DQK5xtLqFTYL3VxiKlqpFcvXK11lUs1Qc/+KOfufgGW1vjSbS4tlF9/TnOEm3g2sXrUkYnV9f3bm3Vea5iGcfNwWASAV9ZXXPeD0ZDpETGUaVtPRozzmWkGKNGW2q1cebGtRGhJEmj3kJ3b3N7RMjG8XVB6HiYC238KKe1BkRrLACQUg8nO3mWhUNFwXJTU0qVUoF1GCxJAHySRN57xkh7pee8p0qhc9v3FPEAACAASURBVGXluOLHN45tDLbfuHZjeW31bQ8/+KH3/5AdD1/+zku6KFMVFaNRLNWx1ZXBMBmPx73egvH6W6+8UlvD4pg103NPPPX2d73z/R/+sGg0rEfGmLHu4XvOXn7h29evXGNIdF5k+aQqq7wsMq1FEq+urahYxI1uf29vNOgfP7a2tNyj1J08sdFopoPh8NbmTSnZYrfdlEIDQhJToxFxpdNGRGaNnowbgtNuJ0HWEFEqlK+0I3QyyQpdL64fW14/dvzMKVBiZ9AHLoWUlTaTYc44Y0JZawXjISIxSpkQlHEAsrSy3Gx3r1y+Msmym5u3KCeM07LOkyRhyOqyllykSWrq2ut699Y4iRU19WTYT1dWlnpLy+0uBVLlxVDuc8rTNOGMCyYiEcUySoQa3doZDYdlWWqtAwJICFGWpXMuSRIlpbaVkEIRlXPOABxaIPSIRCUikDkI80FT/qBrSz16+n17N2/trTJbpwdizi6UQ+FQGWOdTmcymRhjQs8uKDCnaRp2h6IoQv1W11VVVdbaBx544OzZs/1+HwCCv184KmNMs5lmWUYImUwmAQUaOi8hgB/Ay/DN8DvTj+Y8UIJ+SlKcJaJRHJeTbLG3+OJ3X75w6fU3XrlQ7430qCCVIbVrdzugtVbi2T/6wy89+/uMlqHdP2/5E1BjB+wkGmRjZsg7pdShLhulcZpSSihlnDNKGSEQfIIoZQc9ShWpKGQURVFkWbazs/NLv/Qv19bWnnnmmfe9729k2fjbv/nVqqp6vcUir8dl/m9/+d/93H/1D/PJmDCWRMIhEMolY0VVO2cGo+Fiu8k5s9bmk0k2njQWHJK3Vsn8i131GQNCEO+BUBLo78ePH9/Y2Lh06bIUESGEC3GIDwrk+s2b165fL6p8OBpdv369rIrVlePri4tve+zRLMvOX3jt2rVrUsrZl0qAeITQSr99SR30DgmjQTI7lklRFImSiHjm3rMf/ehHv/71r58/f34wGn73tfPNZtOD+9Df/lCj0fr0b306y3Ipo6qqQlpICHLJOWeUYjtuxnFqjFlcXOz1FpvNltE2y7JPfvI3syxXKmKMV1UVLqY8z5MkCQ2DMDJ2zsnRWDuj0XtOa3C188ZaW6NUknmKxnoOBiwiOh/+tQAUnGdAOWOEUATH78zlcbqvz376mcoovMl+z6j33hoDB1os/i4+2d/HA+r2pgt45M8ZRz9k2ADgDhes3rtQmR+Z9YUh4wyaFYTdpJRzdr1ufmDonHXOcSWPkJvxkF6ABwCJ5Ej9OYsCnDNKaW1MZaZCTwQIpTSv6iMichFns2zmgGEi5nvPiFO1jJn+zcwqbVa1hotkpjEFAEHbcCacw7mYaa6GIrPdbgdsRkCYCCF6ywtn7jn1+NseXV1ZpYhaV73FJSFlrWupFGMM/krK5EyrPgQAIoRgTNQHwpWUEM6YrqZ5oeCcELJ2bL3V7rRajboyF19/49rVG0wldV3v7/eLvOJcOWt5khit7z1z9pVXXxoNB48++uhDD59tNpvve/d73/PeH+rvj0aTTAlFCa+L+uqlq4yzNJVFkRdlduXK5cWlbjvdYA36znc+8/Wv/9Ef/MHvP3D/Awut5vMvvfTpT39qZ3f/gx/8sdWl3ubmpvOmKDKK9fJiy8RyONy31njvvHfNVjqZTOI4TuJIcMp4kHgkJ0+evPLss9/85jff/c53/tN/+k8uvHa1qrQuK2MMAVBKzXQFQkcztHvDnhdKrCiKxpMRIeT1118HgE6ns7OzMxgMGGPtdntzc3M0GgVLhuPHj6+vr5dlWRRFq9WilK6stK9ehfF4vL+/Pxu2R1EUWh7Xrl0LLIubN2+2Wq3trS0VKaVknk/29sswZgcA5wylFIg3xgR7vSkkm5AZ5i3Uq7M7Z4pQAagTUo2ZAlt42Lxw1LzaMJkKqHC0YL2jjGlrKWfNTruyEQlg0ZCO+LCcASFIbYN1ziIur62tnT4pI2nJFFgBUz8oJOinmRyBOIkZY0Zb7z0L2RKg954TAEqoO1DzC8d/UCDNVL6mVQ3BAyL2UZTj7MNi0H+7W9X3g531zdK1eff2I9NIeqRCO2g4TtGiQGgw3HMufNip5udBpMbDgM87kZ/hp7VudqJmiWYwGpm5UGqv0ZNWq727t/97v/ulj37kJ3qt+N4HH2q0O7S3cGtz5yEU9ahqgnQodZ4rrckwSz3VZa11HTeSpmMSiO6PvPfCWio4rQ3NK8pY0mqmVJR1bYkd5/uD0ajZbjUaaWaqvcsXEyXTON4fjcA7b50blWHoHSx/w7c2ysaU0jhWlFLrTMRZs9ksy1IXeZqmx44d45xvb2+naeq9j+N44nyz3fJALl65RDwsd9ptJf/m33jv//O5z7/nHW//qY/+9Mvf/sbvf+fFK6+/LpBmXFhd1zJa6bS4c8Pt7YZg/bIwFRZlKRE7zdYTjz7+43/nZwAQmJAEjLW60uP9vvS+10pd7bb29mSc6iJPIxVFav3kxun77u0PB3tbO51We7HVrMej8e62K4pOHG3fuL61uwMAKWF+ktVsv9lsnlg/vrm5OR6Pz9xzD6W03+/r/f7i4uLxY2u89F2VMOM2b9wcDPa39/dP3nv6oSceTVrNvXw8qSqqJCIxznIhEkbLujZ1hYjOWWtZyOmdc3v9fSGiNE3jpHn12rVJNu50WoB+Mh5t3ry5vLwkmdre3k4jhd4Rj3WV3bh6VXGy0Onk4/Hl/Z2rBDmhK0vLrWYzYqKYZKPdvUajkZcl42z12LG4kY4Hw2wyEUqGRnDISZRS1lp0XmvtnKnyiaeetCJCKCdMH028/IEpWVgGSH1IcIJzHwBlBMmfYlUeuSkhjTEEgQCg85TxfJL1ugvPP//8l7/85TNnzrz73e92zl27dg0AlpeX9/f3AzZSKZWm6WQyYYz19/sP3v/AZDR++xNPjkdjwfhgMPDeq4UFXdXOWGesqfVrr70WUuU4jimQlZUVIUSARwaR3rvS+m476oaGjw+YCjLTnlFxrOt6eXn56uUrv/xv/s3iseUffc/7Lj3/6neee15YcN5f39488/BD/+3/8N83lheYkpWeHCkpj5wl791siBEeduAXcJtYVJkKDvsFHJlYgEeKMAtZASj0sY/94y984Qu/8iv/9hvf+ONf+IVf2JCrn/zkJ3b7w2a7Ac6++K0Xnnrqpff88A+Ny7y2dRLF2WjEKLfWAGVVnrOFFqKP47jRaDDCyN1ETf8yVX2c3waw1bqmjBpjlpeX3/bII6+8cp4Q4pyFqV7KNE1vtVqvXbjAOGm321/5z78nBH/xhVdC3yKAfMIldehLpYTcJpVNyaszpkG4tKydPj2IYRZFUVVVFEVlWYaEnkfy/R/4IDp/8fWLve5Ct93x3nPOuRSeYFlVVV0K7hljk0lGKbPW/c5nPxdGgp1OV1vXbLUR/Y/9+I+tra199atf3d7ePnXPyfD6M6Cwcy7tHaudsQyJ5JZB4fRCd7GVtva2dkyuYx5l1dgyjdNOMAEEZ5ygHK3v7+zlo+yuqfwRPcw3M9A7hPB0bj4ZCmf1KG2PsrdOI474gd4JQ4IDx4s7+Vfzsp9HDnJqa3EgRx7SvvmPFib185/XOHskOTjixQkA1uNRSRtCHKLRelrIASWMW4/WuyMzRkIYYYwQoq05uJOF1ylrc/i0kyCw4v1Bu5qSANkFxOBCKyI1nTUhBntJlcSIaNFbXQcBWwKHZGPnBQ8PMlcvhXjogfueevuTzSTO8/zv/f2/f9+DDx58pxT+St4CpoVSUJInSVLXZlo8eK+1dp4IGk39URhljKpIyUilaaqtGY8nhGQ8KsN8SSnlPQGAqqqUkkmSrK+v53n2jW98Y3vr6snT95w4eTJtNJzzsYqKoqJgLpy/MNgfKiHyvLDWNBrNGzdutFqNOFbNtPnIQ4/8s//xn3/py1/57Gc/22q1rl6/JpR8//vfv7FxYnd3G9EzApQiF1yqCBGcc9aabre7vLw8GI2EZLUurYvGw8lo0K+K/L57zzz+2GNcqeEo+81Pf6Y2/qFzbxNCOecIAcEFI9TMkHUHePug1TnDrlhrEaZJzCytj6Jof39/c3Mz3L+/v88539zcDHXa1atX19fXAeCVV74X1IDjOG632wFjk2XZwsLCwsJCuG6jKHLOra+vdzqdOI52d3eXVpa893t7e0HwU2QiLPbJZMKpmO24s8onLPZgXIEOCSWMs3CgQkqttXUO0QfpqcATnseZzwZTAahDCKGcEkKBAeXMEmCcM49pmhY2ogfj/oDDDDM+QggDAoDaWU9gYWVp6fgxHikbdLYQwSElxHsMulvhOSJWnIvA4EZPwPugl8IoB0QCjgJjlHJKOed0LoZMLexgpu9wFOE5iwazKOfuRGrMxeQDUvf/38Jvfrb2ZgjSkPMdSb/mMZxhtBvyXe/dgUBraNO5txD2nP9zdgbmNQPDBDtc1YjIFDPaTSZjRthzX3/uS1/83Q/96PsvPP/tvf4QrONKkog6agf7e2vNjVMPP3DjxvXtG5e6nc49p45N8kl/OGg3knYzneS5NbbRiFvdNjAKjHnAtMGThIF3/XwyGI/yqlCpMk46a4ajoYljU1VoLDhPAVROqroGQGNtpSsP6LSvvIlkVBQTBGgyIT2KCAVXnknpqZsUhAs3KeKkWWtLicWy6A/G1nscZpGSaVnj7v640j/+2Nt7ceObn/1cNhg8dfr+dZG+/MKLKSXeET/O9a3ddhJ3LPq9YUygYaDJBBoXF8Wzv/Wp1/7o6/ecO3fizL1MyBubm5evXtM3rzYqt7ywev7VVxPtGsIvLC5xLvO6loXWm3tVv+891nnVjNNsPFFFjXl98+XzxmiW5XEj5UxFtR/d2B6R7WGjkU0yY83FYe68895bY2++9oaKVMRUACBMsixupqdPrJ8590DSbY+rokTnJCeIkjEEzIpcG8MY40IhAet8XVVciNA7CHpztdZRLE5snNje3rp+7erVyxc7rUY2GQ13duKogd4VhHirna7rMmPeCyLGu9vEI5dcClmV5f7mrWqUttNGJ02bUZTnuSvL7sqyZLQcjZyulOSMsyzPEMA6W5RZmqQBpL2y1Gt2T5XjnDnhGm3BCIInt0c2sz7kNKAQOrVqCLsVAgL4O73s3gThSd9khR4gPNFZO01p6rpGdGka7+3tcE4ff/zRc+fO1XUZRdHu7u6xY8deffXVp59+Olg7BnHmjY2NEMm1ru6//97d3e0kSSaTSZaNvfdRJCeTSZB6ZhwvX3mDMXbu3Ller7e4uOjRIlB/YIjncf4kzA5+fuZPED0QgkGai9CQ0XtnJGPZZPSFL3zugQfu+7l/+HMNr5791BcSrqqqRE4pj3zEnPBZOaGWOaePgL/mnWwOJKL8/L4w82bz/sC+T7K5ZzjEo/oLYVMIOlaEEkF5o5EOh4Onn37HuXMPfuGLX/gX/+J/fWDpoWa3W5u61lYILhC++qX/fO7cuc5SxzlNUCexEIw5p+O4BYCTybhEXF5eWV5aTtM0uAr+wPv1f35Vn/fAWNB3pkopbWpCyL333vtDf+OHPvWp3/7CF76wuCidd5Qxa60nwDk9tr62urqqlDDeUUqE5NmkajQaITUpy5IxFkC35uBWa229C120KedS6wCTu03soYwQ0m63a10LIf7vX/+1UM2vrB0DRmUc1Vb/xid+Y3V19datW3/87NeWl3p5nkspW90FTyBK4kmeLy81GWNJ0oiiSIpIRhEAcRb6gyHjwiE65x5+5JHt7e3jJ05oYz7wgQ+Mx+M0Tbe2ttrt9osvvnjhwgUfL+TjUaOdOoLalMfWTvz8P/pvvvaHX+vvjh5/6on1lfVLV86D1Ds7O1JGYTi2v9evq7qbtr21WTYBRMHlbPQU+uJho53ntwTxvXASgiXXfHsYEVUaV1UVCE7WOhX0Eg7fKJKAjgsd97C5urkerfHujgniUfUhJOwIVnQGeggbN87iAs4hSwkDABvC4PwrTJsE0wAx94xD8uWHAE13iH/OceoOAeIBaAAIzD/tIGAfOK36Q8dxwGOZv9Md6bvfqUpyZ419BF5L4Dbfx/vAKr49yCKEIgKlzBjz4osvVlW5urhACHnh+W/fe//9jDHEMP34y43wvCtP/ciJDVD4+XovnKJwujjniMR6j4hxklhrtamCZ4DWGigRQljnuRRVpbU1AQOjfRGUSwApIg29eUqJMVWv1zt5coNzPhntb21tZ1nZ7CwYY0aTCSMcEcuioBSqskKmKaVRFLfbnVdeeVUqee+9Z3rdxYcffOjcgw/lZVWWZWVtmRVZVmxvbQ/6g067xQgBj92FBRXHlNBGo0EpK4pid3dXqUhwJQWpyjoUQjs7O3EkV9Y33v3U07l1/f74l3/lV69d/fxP/dRPd7vd7a1tMidLHUAsodwVQmRZFnb6PM8ZY5RNme6NRmM0GnU6ndANjaKIMZYkSVEURVFQSsfjsZRSa33z5s0QkwOYOUTgyWSyvLy8uLjYaDTyPN/b2zt37lxVVadPn97e3l5ZWY7j6LXXzm9sbCwu9qJIFUVx7Nixixcvrq6ucs6ff/75YyfWFhYWrl+/HmJ+QOPP0EqBIk6AmAOQAgBIJUPskkpaawkl1tjweQN8ep4HGDIbppjyAo21zi0vLzNGCXqKIIVA7wUX2rjQk2aEsDBqoxScJ5zFSXT2oQeShQ5VHNFxyigQQoEgEkoQHRDKBRNUcMkXestcSiCk0nWrEZdZxhjx3jNOg9c8VlXvxImhDV2taQwvisJrDeiDuZRScZAfmCkQaK3nUQzzZc+8A1Cocqf3wFEO3uyczHpJxtRHoJhH2ojzLnx3bfwBAMXDcfcAwTrvTR8gOdM/AYJX+5QygEgAgk7jDI5xxAAQDrtKzBqFs5IvfDRbWSWUc855SGT0f/xv//uXPvPb2f7ePc1GYp0idGTHnWOdGvJTJxa9M6sLiSJlWY8mWcY5byVQ5f2hHqg4EooMx5tM1MfW1vIyt9ZYbXOfTcajyd5AVha1LottI3ajKFpqNLK9YW6c6uhuq51NJsTyIssIZ4ioy9IDKqU6cYqIkYyEEA3CubZmlAFAgwjUbrK1BwCKkMGNLe/9BJEzCdZSAh0HaRLT/UkxyqMkhay89L3L3vuFTmfsXL27vWAJKUrJqTdAdsc0Neui4SvfaDZcMaJSGuv0bl9oXY4nL126crnTTVrtvCxv3dqUVXmq08p3R3xYiEnpSu8iZbz/f9l78yDLrvM+7Dv7Xd7+unuml9lnAAx2EiAlShRIiVYk0pKihSqakqVITqqSlPKPqlKpVFmxKpXEUSWU5KRsyU5VSnGiyKIpK1y02JBEgARJACQBYp0BMTPAANM909vb73qW7+SP0/2mpwckEEVxFUN3oRrdb253v3ffved83+/7LdbiZGc4ev0aJcxSGGhNPCgh66JsNZvZ+ialNGIUxrmv6rxAY6y1drRPri45P5joOxlOtr2TcTQYDdM0vf+Bh3tHFmvAzY2NSZkn3Xa730Vjtze38jxXMi6qUkrZbnctolIqimJCSKVrU9tOtxHFadBxnTxx4vUrly+88Fy71ciGI8VJLBgJkJD3xXSiqzIWbKnXt3U5Ho4FZWUxw7iRxPFsNKmmuW0UrWaLeshm07qut9Y3qrxoNpt1Uc3yTCVxlCZlXWltT548vtRfaDeakovxaGShTiOVT+rdnZ26KD1YAApBw7uvRQ0mS1IKh5JT7wkDzwAIpQQZ8cTfPuu7/f66HYg5hPgHd5k8z4OamlK6u7sbOPaPPPJIEEMGGfbGxsbcAI9SGn7EOdfr9ZaWli5evBiIdZPJJEmS7e3t4ODVarWuXLkSRdErr7wS5l0vvPBCp9P54R/+4SBymSPyNHBcb3vyB7MZGGXoPSVBFk3mEmjG2dXLr7380ks/9jP/PiN0sjsweQXGESAayLCY3tVvoaBK0TLPiOTGmr1RudZxHOPNSPo9Fdn+TGjvr+/Bf4SI/TBtSuH2iLiDsd4U9nrWuatISBXy3i83j/7iL/5CWZaf+8NHx+Vs7fTJ8e5Omc1iJTff3Hj0T//sR3/8w61e842tjWOrq8OdgbN1s5n2uu3drevNNK6qFhUtzlhd1DSNv9N1fYev13a7fccdd7z3ve999tln55VuAAQ8QOhVtKkJo4xTDxjoRvMtPGiiwh6wR+TgDPY5PHNOXbD9LMsyANvO7MX0TSYTKeV0Og2lz/Xr16MoKopCJdGFiy9LLtCYTrM53NlaWOibSuzs7uZVzZWw3g92m9ba7a3dwFnyHpSKI6VC3RNFkTH6ueeeC4XR9vb2008/feXKlYWFBc758vJyKKGAR16UpUbCUVABFjfefPPCCy96xF63u7Ky0mgJlfgsy2QU7w6H4/EYnR8NR7WpS11bdIjOoyOEUMHDzldbEwp9Qhmh1AMAobU1IepEcMGVJAdYQwwYpTQriiAtCxVkcFo//H5ZhAMWnQet2MIuKyJ1qC5/C3HgOzah+pslI73FMYcjleGvwYlCcG/7dw6neP0/fzlsz8MPw1KEHjFYuMJNt2OjvUckHo2ptalhz7jPEcIONrLfhbO+fTUrCd1OWFWCfJQxRqgPvhrBKQQIAUsIoeAJAeoRKHqCnhBPAbwHTignlKBH7yzamlLLGKPCW5/nhQPqHBqtHd0zokxUpMEWprbWEGArK2tVVb34wsvT6XRleXV1da3T6UoZAdBiMp0V5Xg0yrKC4N58QzCuZKSYyKqq0Wg99NBD6+vXf+u3/hEC/MxPfzTsYUtHlhe6nU67mcTRi69cWDl27EhvoY5UuPvKsqQerDWS80Bzdc7VdT0PQw/SFK31dDqN4/j8+fOXr1wKC2wURXmeB4n1nD04GAzCFhjOcJC1hN8WRK11Xe/u7oa1dGtrazAYzKeIu7u729vba2trxpjhcNTudE6eOrO8vKyUKsp6YbEZJ43FpaNcKGvt8spayJAI4pMbN24E3WxVVYEz32w2nXOwB2rcTB2cB82H5jDUOvO5U1j6QvRfeNohdYBRKrhAzCmhuip1VctWr5U2SsYIEcJyggiI4DyCdx4Zo4Ix2khVq+k5tegCnhjkO5QQSomFvcYLAJgUQinKpaeUEaYthnAhwghjjAtGKFGRtNYqpYwxLFae0jiOGRWmLKuycM5566SMAtB5kJJ00Mtqj3x0oByZe0ffRJqMhQMZs/PG6aYvmvehGJvXkd8+eutbs0C/5WH7xjP+wALsD/LxgcxVT2/B1LpVIICHmtiDn/dBSYuIBBAQiAc09saNrXy4sxKfxLrUtR5sXk8J6Qu1++qlfDKOItXgzMym6BGkjKzjtfMMYucJZ7pEOhgbyp2uvbOuKEFwVhTNXBNLGU+iJI6SOE3TfrezK3ZGuwNR+YRZ6bitkSDjyIGShqThxomSOMyfIQwBESnSw2c79MKAHnzsKRKOBIz3rNAaZmVdEUqRQFFWADDd2GQewLsGEc1WS1Jqq1pQIRxwKhCRV7YXJc6jZcQL4T3xldZlBR6INdK4ljNem931zSzL0Npu0ijyCrz24LknlBLvPXobR5yIyBkrPKWUC+sRmNbWoSGcobWWGth3Tgo0uXDhhYY8fFFRFCw+d/6uhaXFpN0czCY0lqUzpdXVZDrVtatqsNYDIPhguUS5ZN57DwHl8Yjgvam1R6KtoYSDwzOnT092tifDHQRIOs1EiLq2eZYbXemqINZ6L2ejIaAhDh1iIiOtjRdq5ehyM03LLPfWWcR+t9dsNoFRFUdxHLejpKgrTwmTQltz9dqbRVHs4O6br18F9AwIUuM16sKVIvEAAribb8Fkb9C0P3EKnwkAArD9sCV8yx7vLcL3KP026oZAsRaMRVKGYBVdVWitM8bU9c7W1uLiYr/bZYwtLCwMBoOVlZWwwAZGBmN77lY729uxUtubm3Ecz2aznZ2dI0eOLC8vP/bYY4EU6r2fTIbT0ajT6XzwB36g0Wh0W63RaBRFkWR7NCjr3SFDCe9v5meRA5TOeYh9uPqllARhY2Mjy7KFXk8Kvn7jxnQwaidNdFAT5FHc7veQgUPLGLGIIVFTKXXy5MlXXnnlkKeg1rXWdWCNhblRVVVhWwzUP2ttUc4OMcmzLAu7WPgptA7cLYE0oagIJMTz58/ff//9j/zQB7r97p/8X3+81Ol6o62uGJJvfPXZfr/70Pvfk8bJzvZ2XVa9Xq/dahZFezYevPDCC7tbu0tr59bufi+o1NwE6L7Du75w6ofD4fLy8tHl5bvvvjtJkqoyHgDnfj4ExuPxXefPf+AHH5FSDkaDZrPBqQq7HQBMJpOnnnoqcI2CXi4gA0Buyq6C42LYt+JYKSWMMa1GlzHWarXyPNda13UdsPwXX3zx+PHjIWEPqKcAxBriUDI2HQw73U5d5Emc5NpYh9evbQOAMa7M68HOOI6Sqt713oMnztjcZNpUn/zDP+h0OgFseO4bz1BKqzK31r5y8eWAu4yAal1x7ZSkiuD46ujRT/6L3c2ddrvz1Sc+//QTX5CKyghqrRutlnGOcZHNpt5jnDQoI44gMAKUamM8eMEF4wyAGnSUUEqp896Dp4QCo5yLqq7AOUppbQ2le8FulFK/3+OFCi+g/rfv7nI/13iubZtPF8PBBt23sHH7ll3fOwkV/WtNlt9B1/cOVCv+bU0P3r699If+1F+rrXWEhKxeFsC5g/DYnB0BPjg7WmOM9y6Ip4Momn539nz7VxyhMPd4DKdub8izb5xF2Z7U2wOg88ZbyhkhLFjjWGspZUGjFDofRPTggzEmIhIAh+hMpbUDRgEoorG1Jp7yKKbEUyLRm+Fw2uu1lo+ulVW+uzOuKzceZ51OjwCtqtpSOh1P8tnU1DUaCwiMsDwvr7250Wm3Vawe+YEf/MiHf2x3NJmOR4898VRZ1ktLS/l0arTjXDXSpuDs2WefffyJf7ZOwQAAIABJREFUJ+686x5KxGAwOHniDGPM1tp70FqDQ77fDYZaObCj2+12q9UKENjVq1fvu+++N954Y2FhwXu/s7Nz4sSJKIra7XYwZ5vNZqdOnSrLsqqqOI6NMXVdh102LLYh590YE5rJ0KGFf1pfX59Op8HVsyxLynin07HWIbrhcHj27Lmtre3gIzedTgHIbDabTCYrKytpmjrntre3V1ZWrLWrq6sbGxurq6tXX38D0YclK/R7AKDiOPA8lVKV1vO50JxtCPuernMjH3ROERkrVc0Kgr6YZePBMImXYi6nZY3cACB44HsOTwAU0KNFbCaxajUmph7Ppm1GacjM8Z5RApR55x0Bjc6g5ZITKYngTMpIiTKbRkoEazGLBgHBQ6vdmiH2ej172SrVwv3rNo5jzigickERifc+z/Ow5YWJ5RyEDq0d3QM/b1EwHlxdw6I9b4YPuXHuh7CbQ8v4IT+VdwS3+W93pPc+ZFzsRf558DfX3RBeG76hh8ich1ijt0sGjDEB9p2TWhEweNaDJ+CBULa1uZkPB/rYsUjF1JPJi5fvSnr3PPIQL6tiNEoi6QUMxiNrDCeUOqAOMlsxwRnnWVFoqwlnJdfGWU8J8dSphlugDphDBE44F5xKHNdrJFntRZxS4qEyJSbCKRdWIaRIKQXrycyQfcpJBd4iocACyyPQR+aeqHuie4fEEymEjKRFp4uKEI/eOUQGQBjlhAjOGUjUVhAuGYtTic6CxUgoSolDJ6mvreGeMia0sXVdUsbdbFrWJQBpIlpGvBRRHNW1dp7EzQZQyj0AoZwLJOCcs2iUikxtwijeGKtES8axdpYKoZ0DToFSzjl4TyhVUjq3l9exp8ZEnGGt4rjZalHBMjQQCZRScdYQQqNz6A1iu9lgjBnjmp02AFSl5pyHSj7YULnaMi6Q0EhQyoXkfHlx8cF77r504QLRdS9JkyQe1CMRcdXqcdoHRAYerSHgZX+BM9btdkUSG20EY7GMRoMBmrntk5mMpw5RKlWMJ1Rwz6lMYkIpoh2P84HZiphopQ3OeFbXMY9avbaOG1IwYzXlah/F8P5b3BZzDfAew4f623o88u0fuVXoCwCglFBKNBpJgMCqqhKC9XodQkiWZePxcDodx2lzdXX1ypUrm5ubuG8c1Wg0vPe7u7uTyUQKfvLk8SSJLl68QAg5f/58v99/5ZVXokimaSzEkjFmcbH3Pd/zPdbaKIrCTGVeT86LxkOv+6CxfNBhsaBmCmR2GpB5NHWVRvGLLzyHzpw9c0ZxMdrZbcVJNStq723MO8tLSydXHfcOLONeyKiuq8lk8uSTTz7zzDPdbrcsy3nENCH74db7WFiwep7vCEqJOFb9Xvvm0keCRxinjDLKGN+bKVFyi61gAEDD1TKZTIbD4f/2yX9+6tjxX/3Pf/X3/un/0kwahlAAX03zp7/81dN3nu2tLF7f3lRCerSXr7zqAZwzp0+cjONUV/VoOGz1U6QcKPtO7fr2gcObV6cxZnFxUQrRaDQ454wfAALI3tDv6ptvjD79aSY4Y7TRSK2FYP/dbDabzeb69Q3OuUUnpZSRcs5VdeXQBgw7uAjceeedSZIEJRgiXrx48eTxU0mS3HvvvZPJ5Jlnnjl27NiXvvSlsiyb7daV118LCAenjHrst5upFJVz7//+7wPKv/HiC95DxCVEzFS4trbWaDSGw2GYIraaRCkZpCxxHFMKQrA4jrXWRVEEJWGQowRual3XYy+FR6armLiGR5tNoJoSZmfb13ykaoRBWUdJnJeFdm6czaI49pSh94LJ3Z0drWupFFJwxDvnrEFiSVDOeOIJI8ZY770Q1BjnkQCjSEHFqs7MXhY8QDgMaxNFUdJIw+UbPB7CMHyO9QYYcl4fzCuMuf8hEexAoU2+xZbPDpUEt7V55G/isn4Hv8Tht+/fCCB5a279weeP/1bY0Y6xIHpFzrn3dC4snqdqMRYBeMqQ7M1xUQgG4OHffeyPXPeI384RQiKlPIAHF/pAQvaVpYSGNOy95GvcCzkgBCnlYax0ABHYR0Ascs4Zo8456omMheLCKltmJVrHGGNOxo0Gob7ItYo4Ab60uGytnU1La0aUcK11bq2zFg1IHtU6L2YFBTIcjy5dfm2al2vHjq2uLuVFzaikPH3ggXdZ42azGWNyNitef+1NCuTksSN/52c/duHyq1ffWH/5wqsrKysPPvhg2MKllIHwF+jEc6P8QHPI83x+RW1ubt51/s7t7e077rgj2G/WdW2t7ff7V69eTdN0cXERAM6ePRtwoqqqApNzd3e3ruvg+xKIW/1+P5gBhDMmpTTGtFqtkDlWVZoxcePGVhRFdV0nSXL58mtVVTUajeAbvrW1s7a8cvr06dCur6ysBCYqY6zf7yPi0aNHr7257pw52NiEcv+gGDhYMR0kq8/9im9SE4FwxjhleVGaWh/tdCMhmfeSc+EJYcJrZIRSQnm4D6mnANrVhDOWxhEKDFGoACR89kAJOEqEYMZbrY3zqJpp2m5TRijxiIYCcrVHMGaCcy46nbatXafT4UIA58Q7znkcxWAt+D19WuDQzk3G5wzGef0BANbpW6scdnAS6L0P7lkHe+B5D3nIBeE2Z+Nvj7DchuJ9Cw+YA8qmw4+A3w9q32fYO4+HsvveUij4ljOQm4nw4BERXIiMpWidQwDKtrZ3m4t9S+jLz78SM9Yu4d0nTp880hoPd4zRSrZQeqwN0TZhMmOpcZZY0qCsgBocAZka50pdW+uAEMOp5lTGUbvfbXa7vYV+rfX6+vrOzo733mpDlbCeCsGdc5LvMZImozH1EBwGEdF5byiz6OdNOIviW3Se3kvGnHNAiYyUJMSi02hVpKzHWuuwI0dxGquIe2jGCRiryyJsJ5QSylnMuaBUEOKIr5whBBUAlYwyiohGa08BmLLOG+pXzpxsd3rbuztKJWHUrFTEpQCAUPaMRiOlVF6U490dFUfn7ztPBLOEVMZQxvy+ujLcfWLfAyPA7lVVFXWZttOSoDVGxIkDLylwFSdKSoeUMcGJYAQRjXa11s5aAowxFtRW4VLH0lRZaQGBcsaMLYt+u3nXmbOr3e5g/U2sq0RFvTRhjDHitdZlXuhaq2ZaZrmuahmL4e4QBZVCDra2GaGJighAmAJRSglnlDEAMLXWRUFjtXD0SKPT7i700zTVeXn11ctVlsu0sdDtUEdQe2ssYVxwrvfrnf2y6JDiYj/lEigJXxMg76CMuZ1OdYiG7T3O+5lwsLU2TdNGoxGEPFtbW344Xlxc/OAHP/jpT396c3NzeXk5zCqCRec3v/nNVrPx/d/3vq9//esf+tCH3njjjbDy1HW9trZ2/fr1lZUVADh79kxRFMaY8XgcOsw0TefWd+GufcsQ3YP3L5nP+sieQ0esojIvnHNLS0tJFL/22pW/9UMfevm5FyRhlEnnfQb+1J3nWKKoZMQ7r+00mxlj/v5/9Wv33HPPL/7Sf3Du3Lm56GBfwe7CCZ+viofSYrz31N5iUDwfh8zRQ0J8ANfmq004aWE7CxM/iFv/8//4W+ap/MN/+8Of/YNPmaIG7zqLneHO8Auff+LDP/2RbrttrX7xxReA8YceeviNy5dPHz8+m+WFthGhtq5Zo/H/E4bn/MwGl8KQBzUXN/n9fsE5t7y8fPaOM5xzRFeWRRw3q6oKEDIiPvzww4EzUNd1eMQ6o00dJB9a11VVfu1rXw3pPcFbf3d3dzqeJUkSvFXW19eDl+vCwsJkMkHEfr+fZxn1hBGPVVkILhj54mOPUS62h+PKOZE0qBRvXNlaXT5xdGn1oXe991Of+uQr33yl3+v+1E//1NLSIqKjlObFdH39zWeeeSZI6UKPhIhlkUdRlMTp2upKFcXSWTId4XSS1mWncwRQ95fuya0tGdWczUqoDR2Mx3Ez9ZyLSBZ1XdZaSOlMSFN3ZWXD/MHuDXn8fj44C68xpM/NZrPAyQ4nXCkVZtmB5oTGzmnc4QzPp+Fzr20BbH5vzJfsOVzHObdwOIr3ndDQv5VDwP+r8c47aHbwMGx22zPxhLxdoWPf1iTlNufdv8asD9FSwbyHUlfWO7/nduUP2vRYaylBesAGOsBXt3bY360tnwd0OK9r94d14AEF20Mig8cSoYxxSQhx1hPiKGUErLWWAEXiPTohpHMIiB6so2CNttYqESF6JqVFRKw8AarAOR9YhgDAmEQkVmvGCYDVxnKuEb01Dh2NogSACcHRlhaN4oJzBQCCq35ngXM1Gk6yvHzj6usWXdpoDYZjxqVzWJZlK00Jo6PR+OWXy+l4duTE4h1nzp49e8f3ff8Hplk5HEy2t7fBYaQUAMRx7BkNzJbQ7sZxXNd1GHmFxk9KGbjugcdy5MiRPM9DB7W1tXX33XdzzgPDIvh8huSGF154od1ur62tEULSNF1YWLh06VJwcKnrenl5OTRjeZ4HmbH33iESD1wqJqSrauchn86EEDe2tgejMedcxcnFixfDkwxk/jvuuKOqKkrpxsbGnsIkTQipDvY83vvAX0XE4I7r9vfvOWIVRG5zfSA4YJQzJGgdJYQBSMbB4XgwyiczTqhzyDnnQDgA8YDOeUQRS3A1EECAdq8rlASHQIFzTlxwoSPEQwAQw4ntLy52Fvqtdjoa7B5ZXckmozvPnq6qajQazbIsL0rjbKPRLMuSElJpTZUIXa41JsyiHRpECMKbgw6f8y31YCBeqMzg1izTcHAaJ3Pt99wKdV5HhsdD6z7/hQcnft9qKXvnzvI3u0pvb5/dwQED5EBYfUvW/c0j8S36wPCO30xsoug9oUAoEESvrWk2k36/bz1SIdOO2rj3xLXt3cHm5Veq8Wq324qF45jXldbaa5TaN7iaUVIb7b1HShxHbY016MBbhkjQE0Bn0FkOKp3qGPLUTcez2WgyRuY5YxVWpa0pER5R25oSwpA4a6minNI0VoKxqqo0Msakt3bvFSFW1t6skgMXl4MBX1YlsSURzDibtpo+FQtHl3q9XlFXs9HUVXZnsLu9caOhFDhEYygh4DE45zHOGG8wTmtnSlPySMpI9hd6FH1RFPls6qxmMk7aXZLKLW+u7ayPJ1MuZK1ro61SSqnIo9em9N4XRQmEjKczje788QeqflI4awmpHdiqxrpG7xljUggUPFIqzKbBOW5t4v0CtZU21tqk0U7SxniWUSlEpITzZVl5IJxxY2t0ewxnzrmUEadsDthWVZUNp1me19ZQLhCxrss3ABdbLYnu9VcvSe+rsuz2GwGucs4RAO+8UsoawxiXEquqBmDtVitOE28dAqJxAF4IkTZST2CW57qo0ygi1jgAKUW73UrSxFmnve922iUXrtZCCM4oUG4oB2c9OghRunvVyTxU0+//R4D4PYv1EM/11kyotyh2DhNbyC2USblv4uCsddaaulZS1mU5GgxoiCagFBh/6aWXQnTqk08++YEPfCBJkjiOr169evTo0cXFxVMnjt/Y2Ljz3DkCsHz0KGNse3v7jddfv+/+++8+f94as9DrKcnrCjoLvVBsh5ZPax0INYieUAqHlIoHmdh7X3kCgITAfuqy1nUUR5KJj3/842dOnfrsZz9zfG3FGTsZjBSPqBCEkfd/4JFdOwZBqAPBGVXJb/zGb3zsYx975JFHms3mZDKZe3odYEDskcmdcwcMHWD+XKQ4PGFzVgftHxOBiIsO3cG3KY7jkOIQyIPW2lkx+eX/6Jf+p//uE4P1G4joap2mST4reCJfeO6F+97z4J13nUpS1V1aKitb1/WJE8fWVld3t4frW1NCCJPSWTzgK/Od1vUdul7DG9BqtfKiuHjx4vb2dn/hyO2TnjRNA+575crlxx9/rCxNcI0LLKA4jrvd7h133NHpdIKRfZJGjN8UXIa9NvjgA0BI58tnVV3XAcM+efIkAATL3bNnz/Z6vSeeeOLc2bMcKHhXF7n0XEpFEAn6VjPdXb/eTRqtZut733vm4suvHFs9XmTVmVPnrm9cv75x/c//9M8+8pGPrKwe9d4v9vtHjywcPbL0xS9+sZEmOzs7w9ks7NZJklRlkcTRkbXlXhI19WK2fq24drXHPfVsMRX3P/w+tdTPvBeN5a9/49L/+S/+4LEvPKYdyjTOqipKkqTRyLJidXX1p37qp8DzUOhYa5vNZr/f393dDQVunueEkGazGcfxzs5Os9nc3d0VQhw9enRlZeXatWtbW1sBF1eMR1EU8PtvfvObwcc24OWhGvbeF5Ms8LLC4LQsy+l0WpblvMbK6nJeJRxkgX77/v9t/UX/Oiq+d8DwpOztHEfx7Y2T38Gz/RuQ1AkhgoRpOp3OjUxvfw5B+ryP6sGcefvvPrwHh95aG8epJKQsy1meMcZUJAiBIPGiTDDGam2c1kIoh0gIk1Ig2KCIoJQ4i4xxYwznjFCUku93Dh6tUZwTD5RStC4zmTMoGE/SBJ0bDmbNZrPT6RZlVhS5lMIazzknxGttva+895pQ75AQyhnXCMaZ6XRmjEHivUOGpChKwuh4NGmkrbKugwKrKEqWJFJG2Wz20ksvX94QS8vLDsloNBNRCp4ZYxgQAKJ1TT143FsV5+YujUZjNBoFTX+r1SqKYjgcJkny4osvVlXV6/XG4/HGxsbKysoDDzwQ6BInTpy4ePHigw8+eN999zHGdnZ2ggKk0+m89tprxpg0TYP3t5QydH1ZlkVR9Nprr509ezaAU72FpW++euXo0aOEECmVECJIdLyHbrc3m80oZboqWq1WQK8Gg0FQ6MVxfO3aNc75+vp6HCVzo86w+ISwqQCxhQ4TqAs9EhwIaAlLsdv/YJxSIB4xUpEUspjleZYNvS9mGSPUWofEIaUkRKAwQEJbi4uzXDaaTcqoiCPGOQAIxgRhBAk4pIxaj26fGZE2myurq0dXVhlxjJKTa8vDnc0P/8i/N56M3njjjdeuvH7lyhVtdNJW2+NxgDKjRhLHseAS65oJQSnVBsKtHd67YKmq57bD++utdbesZvPJ5xy2y7JsngwRsNe5/G/eAXJ+izjw4Dr5raZ/bzF5eKtZxNsOD2/v7g6+nIPf7mkm9zNd4VbB+aE/uvcCPQHESKlWq5VGvBwOXrrwcmTdhZUGpK5b269ceFZoOHeyc+qOU5feeH17a0w0xBYiDzpVoYkkgiEhtTUOPOecK8kER/CxqRtoPecwZI6CJd4TWpqa7q3bKIUypQ7j5V6nm8ax1cTVOp/NZMHTOAEAW3tb70UOhrfvoHozvEAeC/Q4KzPvPRXcenT5uDT18fzEilnd2dnZ3tzpt7qM0M7xleV+P5tMKfoQv8Q5B+I9+NJFhFJJoRuxbq8dp4nWJXgH05FPlUdHpcpqfePGdb9NPSW11o1GU2vtHMaQMFsZY5RkSZyASPI8n4DpLR89+/CDvNMqB0MUzFJCatnqdQOHKDRswDlQ6vb0wCpRCkfbyEhv8QjnfJYVKk0Y40magifOeWOsR885J0IwygOV1FpE6xjjaZqEO+LG5fXpbGbRcRUhujLLqmzaoFxEghGy2O28+fqkymdxHIOzBD1jTKWxs44xHkVxXWtjbNKKtra3tje3wKGgbKHbAwCt66IqgJA4TRqdtrT+5MppELx7dDFttypde4cRZQ0h0VhBWKEzsD6fVNYY3JcVvLXKhBxGZMme5whh9O2dtw+KdQ+NvvdudrdP3gbw4B26QMIMWTLT6TTLZsdOngluW6dOnXrmmWfe+9737u7uhu5lNBptbW0dWVpYXVvt9XpVVQF4IXhZFg+/5+G1tbWtra28yLd3thuj5PTp071eb2dnJ+B0obWe1yE08N9vWy72eZ43TQr2Ii0IEAIeEZyrtFWcf+QjH75w+ZU//ld/fOnVV1tKJSIudM1l9O6HH/qLrz1OGPUISRp95s8fi+P4J3/yJyeTiXMuiqL5BjHPQz0Ykwg3jT3D++EJIeD8oUU1eAvPj3PeIdmbbcyp8uHtCCOWKIqYZBTgl375F3/3E/94odONOwvbm1uMc2ucJe4P/+APf/2/+fu1LhmVVV1evPhKq9HIRuOTJ86cObsUJQko5R37Gy+H/i12fRqAAVBABM5oVldVkUvJy7J89NFHG+0WI0wADSaoQLkGmqGwUaeOeo1uh2T+teILP/PeB0bjCSIMZ/nWYJiVutWdyYVjiVGjyQyAOBmBEBKQmEzaoiFBEMcoMCaFiphUwGRMOSIuLi157+NIeu+Pr638xV8+irr8yR/70a8/9aVstBvLiHMp4/aw0DVrZoX0AOjREr412KISDHXr1651O8mFl7+xeGTp/vvvfeprxfMvvTQril/+D/9eHMdlZSinraWjx86e29q80SOUMFXXNXHMlMIbMd7B5RYb9fibTebOniNJsv30cx8k6q7h1op+Cd610u97LDd/op/c8UPv+i++/uXrxs1qmzvuWTKYGlPDy2++9r67hn/vv/yFZ555Rggx2h3ccebs3efPt9ImcRgpVZVlXVZSymcufXMyHgvK6/qUtZYxTiiN0sQrwZLYO0cNEiXuefhdm1tb9PqbRZV57y0aAHjg3Q9wyiKpvvHii91u9+TJkxcuXDDGdLvdK1euBFVkAPK9sQcls977EAY691MNTWOQEoUv5pbx8/LLlTi/keZ0o0OLmlD0drXJwQMcuekpdzDI+OAHpfLgZHJOnpk/f8EIBKOgPeGoZVwAEOPQaN1oNp1z3OpvD3sT3M+lIrfQl295XcRaa3u9Xpqmx48f//KXvzwnyNV1vbOzc//3fM9v/5Pfee4b3/jPfuVXEhXVRWkNKi6SOM6yLI0ia63jBEA7XxFmSp0rHnOWEFSeAGHAwHpCDtFr/z/jUt7+CPmb6Nz8W/9af8vqPLevOEwv91jXtbXIhAhKvFDRMqokl1VtGCeMMcGxKApAEzjY1FdRFEvCrbPEW8UZwarTTIJ/gCmryjkhBIkFel+VZeh2tNZRFFFJtdYOLOEEfG4N5llJKW0ksdbaO2cRBeeMMUSDzknGnHdKMm0rEIRKpQGpEtR75xwF74k02lpb69pyzgUhSEkcKU9gkhfOweLSMpdSl0Jr7Wqii9w5F2AwQEyTptZa6zo4tewHo+FkOCCEeALamiiJ02bD1LrISwBopE10ngBdXVnTWl++dCU8mGdFu9V58YWXzp49a60dDocPPfSQ1no6ma0sr2qtBZec80AlCN4qSqkkSYKibzQaHTlypN9vCEYYY0qpgE9NhltpxE8dP1HX9cxV7XZvczbNi4oQMp3lQqiq1s1m0yGoKAEATgh6T/dTQIN9cbDhDkAY51wp5agJChPGGGGUMVbWVRzH1jkEzwRPfWKRDlh5NEnTPPKsR6Qw28PFbnE53jXCterF3Yh1Cts0UDE3lVZwTmbjpTSqqLMCAH2CoCh4rCz6BpfUaWHZUpLs1AVN1M50bDk1Cx3dSI4tLrQWlqh3V0djvbAYH1k+2j+6oVk0xUGdodRESRMBJFyjcwgRpYmK0GoPjjJfEGY9ekoIZ0jAoEOy538S9LuEEEHFwbVuzjSZ30SKxci8Q4+eGCTWUkSUgvlaS05sXRJCfNzgnAPFZrNV6lJQZmqL2nDPiAdn0bCbeX1wax7DzSnc7armEB3mffiMe57M/gBKuEfz3PNFByDU7Zs17xkaz39V+Mm52v/gOn+w33POKaIgqDOJA+IEAVKX09xOJ5Nm2jAA7demgfBdEkH7iV+5w/WPxTbZXH9aKs5TTintIKnrmlAPzivOk0Q55zw45oE5TwhRSVclDc65YMQ5N5tOqrJcbi8nkQq6CcZYt9vJyiLsTfmkMMYgonEUKBOEl7rWdU2BaqgpJ4xS732cKqdNXmTUU8F4VVWUR0VRJEmj0+kQzjwS9GisrSf62qsbjLFec4lHMhKy12nKJMJ8gog6L3WlKRCPoJRSNAdCdkdDkURm1mg0GlEc7e7s2loT9JGQFP1gZ5RaEseRMaaoEerJYrNJOJnsDgljTaUSoijWabPx6uB67OhD584didNsWqzGzWk2Mx7iOCZAnTYSJBUJ8YQ4INZTQaiAWpcmm1KSpBGhTjAqmooVRZE2JNOOcx512tbaoixqU3vwUnFGuLUWEAihUkbek7Kse71emqrpeHe53WlEanDjRloXCK5RzyIWMaqHxcinxBa6tkAsgnNMUmod8b4oi9F0Eobew2vZ6dOnTyytTCYTydXa2lqe5+PhxHuvVKRkJIToL7Q557PpeHR1I1mF8Y2NyWgoBVdKjgZDACQxCBTeEF1YU2oKggCHvbRk6gERvPGeEF9RdNx6BswAtwg1xCzqpt3xcHjh1avD4XA4HIdpdhLHxtSCUc4Dtks5Iz71IcI3JPrOM36VUkHixHJUUdRqt4kgFWqdRKWpBuPRQqdbVCWlsLOz1eh344aSM7Z8dOn6m9e212+cO3suz8rF5YVr19bHm+NTHz7VbnWyLJNSbm9vLy0tfvWrT73rXQ+ur19dWlo6ffo4IaTIMs55XebtZuq9d6aWnEouATxjRDAOAORWFhbe4uQU7lYB4BkBIEiIC5u3cyZNm0bjYFqcjVae/sxfLLDWRrWztrI43R7ff/ddbWJ7xqU1AmFb4+nXn/rK+9///slgRwiBurJa00MuFWjJrT58t1cXJSOHh6n+tvpjz/79ZgeOaCmlUnKt9Wg04JxneXnk6MID73vw8sVL73nf93/6U3/caTa2rq2vHl0eXRoWNyadEx3tUet6ms+azfi+dz/okeSGbg13jzQXLfECvmOTG4ABoqeUeI8OXVFUiPj6669//vNfeP7550fTiVw6bFEaSaF1qQS/fu3NKpss9jo7O7txklIhzGBUVRXxBLxj4HvtVrvVQg9eKiIEA7TZqJ7tUl2gc+jQGCxr42mJhEJtOOfXr19fXl5WSwvb29sEfAALT5w42e12iyyne8pS0+1287wOKcNcMIfNrJplWdZa6C8vOWbDAAAgAElEQVQs9j7xm//Dr/zKr8RpMhzuUgqMk53drd///f/9V3/1V40zSFAp+dBD77rwshwNBmmc7Ozs7m4OCltSwp11DQMLd5+KWz3kNF05svC+h7e+9nxU14PL31xNq6V3n/YUq6o6c++9//Vv/Lef/uLTf/XVZ7BwNEkXjzQ3r2/F7da//jd/PpY7P/ETP7G5cT1N0+eef344GDzy/T/Qa7VrrRljnU7Hey84T+NESdVIvPe+0WwZ5668/jo4PHPi1PqN69/3vQ++ce3NzY2N7kL/3nvuabSaHkMctFvodPNZppTqdHtCiG63myiltTl+bO173/Oeuq699yFz1tYGPQaiqbUWHTrnrLOhzTPGeAyGWIgOXYhld2idRYfGGmuscw7NTYbSXKhzsC1ExEqXh0yZQusY2stwWNjpAwF93g/MP2Dfq/dgZXAwdDjo+gBuFjRCCBfgRsaD631gCe6FRJC5ex6Sg7kRhIK/mSpxAF+ay1lAcOasAUb/4JOfbLWan/nMZ/7hP/zvf/M3PxHH8VNPPf31r3/97/zCL9y4ceOu83d99KMffeyxx37uYx9H5z7/F3+5sbERvBz8fpoEPVB4zfM5bg68vssmf/4AtIcYclSrOE1Dz4OhWAQTrofAEg8mn+GaCXOqkHsRimazn/Ae4vvCg845NCYYXgdeR0A6wjUWvg3hB3uaYc7D4CX87JyYkBXFId7afDAVGLyNVjsIJwJZ3RgTRVGYyZN9izxjTJZlwa2bUh7sfPfgD2CUUlOZAKDGcUwZM8YqqZyzTCrGqNEagISk3UCmCGcmYCKBUBBefmCEbm5uhjvu6aefDu0W5zyO4/BkZrNZkiTdbjcI+QaDwcmTJ8OTDwGA/X7fGP3qq5e890eOHAlRhGGgffLkyc3NTQBot9vhhJRlOX8aoc0DAGcdEgyqaa11qKTnt3xYPZwxoSS6Gd3GWFVVwbdNCAGMcsKBYeCHoHNG67IsSbwnR0wYo8RQSgCBAAH0iFiXVUl8rFSd59DoxkJSxjhlJORTAeGc19ZIGWWIKo5X1o610tQZXcyy8daWMxXqGrSVEesk6VK7vaPkdFJng5GNFQfChORJIrmglGLQQYH3noaBZ7hmvs3E7HY/rYNf11UphJJSOO9rY622lHiVKBEJRhwKJgWrDURKjsb5qC7zooiiSDDJgCABRqnkghB6cPl957O7t4Tq5ov5oWGgfwcL10H5zQHriLeeQ3p0BFEIkaZpWZYBixRCSCkhLP4Eur1umqbD8SiKotXVFWONByCUqNqmjZQAEYJ7QGtNKrgUMookpQQR0SIBYq0tsrquy6oq261mXddWG8FZYNbc2N7yAFIIt78CAEBQVQSTnqqsOON7/vAAlBJvnZRCqR6jNIoUgL8xni6vdo4cPUoom80yY80sKxC8iBVn3BhTFoWfonNm/XXbiCOKDqxB6zgTkktjXJ7n3GtgtDLWgGOKi047m07L2YxR2ogSTmieZ4CWenS6NnUtGPFITFUCQBqpOI4ppYzShYV+f+lInCRxo3nvPffN8rwoyrwsS20qq4Gw5eWVSEVSKPC0KvZuZCFpcAySXHIhlFLh5uWcB+FuWE6NMUqpVruVF3lYbQKKEcKKqqpqt9uNRsMYQwnxzl25fMVWJfduZbHfbnab7VaSRP1+33kHxHfaot1uByHrPNck5Ht1u11K6XiW7b0uxmaz2ZUrV6SUs1mGzlMyBU8opRdfnfV7PSmFdy7Pc12XnJKqrquqpJzVleZItdaUqF6vl7Rab10RE0qI4MAAOAOgHplnSZpefP7Cl7/wxauvX3EznPcdHkO2JyPgCbiwuQGAJfbg3RGozkCAEhqUgTUhlDHCCKEkbibLKytrJ9bO33+3UlEjSYeD4UJnIZtOlIqUUovd/s/+7M+8+eYbrWZzYWGxKIu/+vxftTvtc+fOUUajKNrY2BiPx+PxEBFbrebi4mIcx+jRWTNXlMzrtENzyHckAw6qGApzk3XOWQBpgXjOmUqiRqe1vrO1cGTx9TevqnbjkQ98AME7Z4kH4+yn/uW/vH594z3veTiKVJZl4c2da8th30GK3pqn9RYuVP7tnu1ty9IcWQtsGiEE8SC5JAQ++rM/85u/8YkH3/3AxZcvPPv0M0tHliqjG512lmULtFeWla51meeD3d2rr19pNrpEtNFXdVGwJPoOnvWhASKCxIUjYFVVTzzxxI2t7a985cksmzYaDcao38PxPPXee4wlr2aTiPnTa0fvP3/uex9+IC6nda21s3lRF2VVWzeeZp3uAvEajSUIZZlpj4IAtRWxmnqnIknQ1xa1dXVtDJJemnLOg8IkaD8EY6FhWF1dWVxcHAAUs8IYd/zYIpeKUjmbzYAQFdEoigiHWpeXLr169OjRTqf9z/7ZP/34z//cf/Kf/sef+O3f2trejONoff3ar//6P/i1X/+1ZjMd7u62282HH3rX1772tSSOuaDe4XAwLvIcp3ZzVkIK3RRFNyWpwKXu4vsfev7Rv1xhSb41OkLa6HlBodb62mDQX1v9keU10VmYGZQi+dLjX7jw0stlUf/RH/3RdDr98Y/87Y2NjW678+qrr3qLP/jBD/baHaN1sOs8trJaFgV4r2uNCIgYS5Uotby09Nwzz545d3Y8GHBCLr36TXKZzrLsofc8rI3xiEpI4r0UPFEqFxzRVXm20O1679dWVlqtFiFEch4cedHdnPKFLfZg43EwzmF+wDyzPtSp1tqqqq21eZ5Pp9Msy+ZmuOGAsiyttX4vuBjD4hJ4I3MLu1AXhjo48LjmrdHB5+YsnU8dw+dAVZ23jtbU3hmtdaXrkJGdF5VSEglEEAUjTQbkQN3jDpY0oecgwNgBvW/Qst9UIRFCCJlko4WFhd3x6H/957+3uLhY1zVweu3G9dOnT5+9645HP/+XWVk8+eSTDzzwwHA41FrfededZV4kSaKkBAgqo7349/0cZ/Dex3G8F4GyFx/xXcf2DIVloMkwToUQgR3HOXfIrXNAMLAHA40c92vBqqqCOME5N5vNlFJKqXBA4KsE++agfaKUeoCqqsqyDA1PKClCPRdcocOPzx+52S4eCK2a8+vC4we1ageTCeCAr9LBBjV8uH1Jp/c+zNHDLgwAjArO+d59yrzgQghBiQbvs0wH+ZA1NoqiVqsViuAw8IR9m8dw6uZm66GPCvddUEqHu4xSOhwO8yIPtlVCiNFo1Ol0ptPp6urq7u6uUmoymezs7ISh6MLCQq/XazQaRVForW/cuMEYO3/+fLPZfP65l4JYYmlpqSiKAOVsbW0FJ9tw6hil87MUTlQAfeZcaGtt2IPDpDEA4XM/T845R+a9J4wSQjllgF4y7p3RNfPOeYeEcCUYJ0jBU+JDlJ4xVdptdhotW9bgCbGeE8586BoIo1zGcZaXMo2sLqRSK2trgCYbD1poJzubusjjWN248qpQMSOU5EXkXALgqppxway3xgmglICg3DLrPQtzAk95mNaGKy0gUPM528EvDqFaB41/k6ZCAGOttUgZUZHK85mUpJFG4Ky3JE1TcKzZbtdVXhqtpAQgWmviiTUW0AvOZSTm3C22788+X94PYhYHU9S/fct3u1/LO9OP3Hyl87PxrZilc45r2BtCBFSj0WjKKNyJVVW2223KKYDv9DrvevjdAcJYX19faKnQm1HOKaVFXlZVDZB7tBQIY4x4QgnlnGtdWWtjKRkXVVFasEAVB4bOBzW49WisQUQGLM8zwYX3Pk3TXqerlKKEGGMYI4IySmmWz5SQiM4Z3WqkrVaLNBLr3HA8HI8nxhgmVFmWFl2j0QohaabW3jqPVlLiKAjBCQHPCHgE8CqSlDKd15RCr992iEWWZVFECUGtncNSOykEJbDYbgediLW2KIpWq8U5T9M0fGGtBe9Ho+loe8vVhiXppZdfHsymBsF4QAIOfaPbaaapEMI5TwnEcbwnzFNMa/DglJLNpDUej4PjgLV2Z2en0Wi0220pZVDnBsqcUgo83ZdhY5qmiBCcjfI8Z4in1o65paVsPCqmsziOlJJ5Pqt1DgSSOImiaEHuIVnholVKhdSu0CGUZRk3mmVZDgaDra0tADh27HiWTRnjSaIAiK6NtXZ7eydNk263TQi5cWOjESd5WSRJnEbpdDoVKiqrKdQgKKExJeBrXYM8XGyHdYIB8Z4wRzmwdqP91BNPfeZTnx1sb3HBaK0bjQYhRNe1EBIRCdqbIycCAJAQeRBGmXvsBYTLOUcSxThHQGOMHufT6aXnn3/h3/zrv7j7vrt//Md//MzaWVe+qnrq3Llz1zc2P/fZz/a6/SyblGXBGAFASv2xYytSCWtNqMdOnDj2+OOP33XXXb1eL0kSY/eUw94hodRDyDWllBJ/u9CGvA1/h1C7J66heywBGnSsiIJRKSgVfDebEiU2BzuW+G4rOXPHGREpD74qS4vm8ce++Et/9+db7YYzRgqqtU5iGRwo5ti7B+f824mPbvv3QzRd4smh0HlnLGOMM06AFFleVVWWT5126ODc2bP33nfP5/7scz/0wx9ijF165RKhRDv7xS9/5cTdx01tjywd+eEP/a0Xn392uL2bjTNHx2t3LjHK6trKiH+ndn3BhtWjR28s2jzPv/Slr6xf37DGBishbNxymqlHhm79tSufGw8oI877JEmIrpVSlDImeLiCVJwMt+ow8GaMc8YZZRS8ZKhEJHnMKSGUABOUK08loYxYg4hHjhxB5/I8j+PYah1FEedcqejcuXPj4UgppbXd3t7u9peiqBFFUVlV0+m0021EcYTespRaV3a6LfT15ua1Rx/90/vvP691/uRTTzZbLSHh9/+P3/v5v/vza2vLs9lUKXH33XdeePnlXq8juOCcb2/taG3Lanz96iUbuf7JlVj0ht7yTuPcR39i59LlN8fjG9vllRs3xsQ3+0tiYeHsqd6wrDMHvDLZrPi+H3hv0hAvPfdcmh6pqurxxx9/+OGHoyjq9/vXN288/dWn77n7nhOrx9AjeL/Y72G3y4Duh18y62yr2fy1X/8H99x3XyOKq7y4+/xdo8nkc3/6Jx/+yIfrvLjn3nspEKO1oAwQCZBup1vXBtExxhFdMDzwAHq/2SP79BwChAeoyYXuB9Cj9wgeWLBv9hACOzkXsZCEENJuBzK72zPt9jedfTwACQFm6BE9eufROUREY22oaEOpFyx8rLHamED7Ca4VoUoOHeacbqprF0qTsDiGunYeLIaI1tQenDXOoqOUlmX1uT/5kx/5kR9VSYKIurZCCGtLdIiI1tl5HYnu5i9xDtHivLl11tZaz4eU4X8L0JvNZp1e91P/6o88QFUUlPN//Lu/U5ZlkiSz6fR3fveffOzjP/eXf/XoE195ggH57X/0m5yy7a1t75yptZQyOOz83+y9ebBl910n9v3+trPcc7e3L939etEuGUlekI1tWY7HwgjbGNszNnaoATIwMDCkipkAyVSlaorUVAVMipBkHEJhpwhTnjAGlWXDUBgk4dh4Q7b2VksttdTr2+6729l+e/743Xf69ZNsmQmhxgWvVF2qXs49995zfuf3+X62fdZxBkSZEOAP+Gn/7nn8gjvCOfAOlDJSyqKopNaMMaTAGKOMgYeD0YXB5hSyAZxzSZKEYoCDwWgB/4SvO/QWEDHj/Qjg1RAd7xHBauOtM0pTSpMoNsaUsghxJkZr52Z/BADIaCgmQwDBeRheBOxorXWUTsYTAKCEWGMIkigSAAjeG60RCUFS2Hw4mTRsm1Km6ZkIw5FmQxxQawBFYZTeuLkCcxjOcDqdNlxEMCQDwGQyCRdziIny3ofm+rDvD04z73273RFC5HlOCZ3rzwkhdKzrWpZFCR6eeeaMEGIynkRxnKapMbYsq8uXLidpev1114sostZ1Op1jx44FiOi9D4UQjLHRaBTOihDCGTfhKyAkGPwaR3ezqwi1NAGRBgVUWZYhHiZgb601pSywQJQSQQlYp2rphUcAgsAQKaEICsFRQihB71zCI2R8vLu7d2VzdWGdKEO0B3SMM/SeMUYIp8wA5YxHXntgwuaTcm9HAfgyN6ORLtnwpfNKa0rpaHOPl0Ubaa4s98itq8ua9oAhYYyB4Q7Ag/H26rXdtDUcFHPuv/FXznO/yoZ5TQl3FKx11jnvfCxoJGg7jcEqsKTTTU2JnSQBbamHOIoI5cbuD7esswh1XR+cVhy8R66WRtirxYANg/3yYJiXx3r9NfOurjZPfKtuiaulFIh+HxjHcczZXMRFu92OKC2KYjwel2UJFLtzXUrpcDikjCZJEkV8PB6CjzhnSkpmDHpfSUmRMEYJ4QSAEMroLLTDGFfXkiIpi5oQJMikVLX3xHuFzmgjOKeUhnCWI0fW4igCD5QQ8CClrLQmAMTRyso8n8q6iuOYURK6eYrpZE9WxtgQtomEcvQKPSJaVdfGAJCIUu8sY7zfztKYWyWRIiGUME4os97XtXQI4YBZu70Yzy8uLuaT6dyxjBPqrQXnk3bLMwTAcHNNBdfaeOcKrYbbW8bYKBJowHpX1nUtZRbHHOlkc7vd7y8sLEyKcjgatZeX5nptzqLJNDfGB5mf8yaMthjlQsyypsJ6Eu7ZsAAKIdI0DVp0QknIKg8jDMa4914p3Wq1EPHChQvnHn0siaL11ZU0TkxZGKNf2rqsZUUZ8eidMwDgllaasH7CGFKw3khdF1UelcIYAyVk7fby8iKjZGd3dzIZE0KdUdN8GhYZD351dZFSHAwHCH40HhujBWfGO2lNnLUopdwCKiQ+KggBQiMR1a+EK9B7tIQZxglQiy+eefFzf/hHw8EIkd5y8y03ve2OdtaO4sg5F/MoRIl4D856Z72z1nsgcqbKMsY4a8M2Cby3+zsMU7vgS9RGV1V17twLL51/0Wl4+punzzzx7Lt/8L7l5eWkL5567PGqqt9+993Tab55+fI0H9eyFBHf3rly5x13ttJYynr2eFA6YuzUiQ0CAM6AdSERENB7b+FbFx3PrIXfNpzGezdLu9k/grXaOaCUM869d4Wuon5ntLeTLvS1U+2Ffm++r3QtBOecfuHPHrrnLW/9B+98uzOylhWlVAiqdIUEZ/vKANcAAV+Fh3xVUyW+AteHlCAlAOCTRCSxiBh1zu0N9p555nSn337wwQdf+9rXvueD7/v0p//wudPPtdqts8+fe+ybjyFlhuDJkyfGw+HNp06mrU4h2dL8AmMcvgNv53/OqC/o4RxlrC7rnZ2dEDpy1/e+MYqiP3voQX8AXCM49B6sTgW98cSxvfGwLAu0cm8yCQ22jDJ/YJRo3SxxBChHytB5io6iBRdKMIn1aJBYoAA0ZggA7XbbGhNF3HvPCAmtlIh41113/eUXv9Rut6XU00ku4halUbvd5kIMR3We5xlrcc4XFpYnk8n29tbx48e/+rWv/MIv/MLW7o7S8t573/nlr3xFa/XNb3wjSaLv//7vX1tbKct8fqF3443X7e7u7YohFyxtxxfOX6r8pCr3/EugqoLak3Nri0MKY6MXb7vFXtr+1f/rP7znA+9jLaHjFEUkkeS5Ko03xLOEIOevu+uO77n95qgbrywvP/n4E5/61L/7pz/1UzzmAO6pp5/c2t6863u/d2Njg1LKMSIUvbHOAgFgDCupNtZW3/LG7/v9T/+H2++847/66EeeePKJ933g/fff/+lv/tXXb7zppp0rl2+44QaCmVMmEkJLhUSEB3ZIQQi7jYa0ogSUOlxZ3qQmcsZDPn5RlM3gZLZfcc4dSH/xzB0q/QvSl4DKwq+ERpQxTkhCyMEZf3OQsHE/GOAWfiecQ/CFVFI31kFKZjU61rogRg1BNgi+qirrABG3trYfevhhxqj3/tSpU0KI5557Dqg42JSFiEGf1mSmO+ed9c0LhYiLZiM+IyUYpmm6ubmZJMnq6urly5fDMymwE4SQra3t0Wh0ZXPzfe97X57n1bQYj0bra+vPnz07Gg4JIUywShs/M23vV3KF/cd+38zfwRCXUDzSGOTDFTVLDHYaEJF4a1AIsbe3F4iswAIZYwJzFSbB4fdnabfOBTQY4F8QCgJAEFs2ortAA4YrvEFTTYFYk3DbpOo3N4uZBbXHaZoySgP/TBBFeLI2231EayxjjFGmvLLWqJDiKyVFDHpWhkQw7j0QCsYbb63UWiQCAZxzdVUZrYNSCgDG4zEi9vv9QA4GR24YvQfUFNi/MEYJ8Z5xHAfnXpqmAUeFzzDcsJPJRNYSEY2xYXUlhGqls6ztvQ9z9/Cu9wZ7zrl2u720tLy7u/vMM2cCelxcXBQippSGtp4w9pZSRlFUVVUIpEGApoS9IfoO0vuU0ojzULzbAJIoihru3XuPDISILFWIIAgRlBopZVHSCBgAo4QTysAS7ymgR2ShDINQVWs9KeTeWG5ux56iQ4+ADoKZwVgjRFR7aLc7o7FVUlO0qGpSFy30gpI6n4wvnK+VFCwqdscur6i1IElrbi6jIjc2pnzm/KQU0QUjGwU8lDZ+EFPNrnMChyx2B5vrEBGtimIWUaGVtd4JwZw1WSJ6nVTQlHjT7/eZSbJu58KF86U21oPxXhpjjIni8DmbCPkhP20gwJs1OaA+vFbscFCYevDXpjL+5QrPV+1NPQg4Dx7hFYWmYXqYpAkADIfD0XCQRPHy8nK7lW7vbE8mE1mV1urV1ZVevzMeG3RWlgVjLGK8mlYeYqS0qqQxiiIJl70zRmuplGKEIfg4jnu9nnOduW6HUkoJBHrcG4MIkHJrDHhQVe2sFZQZrSprY849oVVeDEcjylkcx8rYuq6lqrrtTkCIIkm4YFor4ZypK4rYYswY68rSVWpxcUHE0Xg8YYzNdbtpFC/M9VYX5rWsxoPdTicTcUSpUAB5We4Nh+fPnVtfX0/T1ChdleV4d+CUpkiQUFOrqiyHu9sG7JEjR0ZFMRwOgzU3iNnCUhD5DD3J0qSbtoqyTChNCEkJlaPJTllZ5wVBr2qrVMw5RfAUEZFHSYg35oQzxgRl1trQE1BVVdB1h0aHsARxzpFgY9HcX1RRCBHHaaBhz58/n1BWT6dmru/Q7+5sC0ERnHWGeCY4m0ynzjlZl0EBpGSVez8LP7M6Egy8FZzu7GwS4judHqKzRoKPWmlqrNN6KpVUGq211506EYat/X7v1HUnCWK/16+qcppPwiI51101hcnHStXOKVXLGqLslRzwyIAR4DEh1JEvP/yXg+0BRRZn6Y/9xE/szgMhJEniSPCQYjUcjChhnHBKKWOCILPVbM4VHjdhvBWGemFDm9UI3gcNcxRFe7s7Tz72+P333z+dTLQ0f/Dv77/++uve8cNvieJ4fXmFcTYajd/8ljf/+9//vy9cvvi+97yXUnzN99xWFIX3hhDUWj388MMbx48KIbRWlGbGGO+d1pJTcQjyvWob8yuE3KDbj55x+30JxBjHOeGcaC2nddVamqv3tgSHqlKvfeNrk3ZSydJ5q5V67LHH/ut//vOhzAPAIRIkntKra44PZYCEkFcrwUPnXyVZIPQ7HURTZBaRCwBJFCVJYrXa3d1F4o8dW6cUewvdr33z6z//8//ip1f+2f/wK/9mOi3HW1vD3eE7f+C+y9ubly9dkmWZJnE3yxw4IQRQSuG7GfUBcWH47Zw9f/78o48+ppQ+vnHiR3/0R1ut1pmzz8nKBABNvCOeOOIm4+H11x3/4Pvf75wVEbPWilb34Ycf/uM//mNZ15xTQog13rtZ6ZZg3DqrjWGBYAZwJmQdOk9Y2HR7pMYo59ze3p41RghWlmXE+fLKEiEkTZMbbriBMVrXtdZWRGI4HAqRxnEctvJVXQrJkzSaTMbe+16vu7W1SSl57LFHu3P9e+995wMPPJC1W889debEDaceeeSRLMs+9KEPZlmmdH3ixAnv/XSaL4i5IIIamjFzLh+PrNKtOOl1unyuzTrpUMrV4yfu/uAHH33p3MrJY92MV8byrJV228T48xcuJnGc1xOnDXib+Hh7c2t9fX1tbe2RRx657777XnrhHI/E9vb2c2fPLiwudjqd2Y4TgFFEpFLW/U57OJn+1D/5ieeee66q6k984hN3vvbO0WDvx//xj338t/73t91zz/PPP3/s6NEsbRlrKRLlPQFH0COC0TIk/jFKrbXGWES0hKDzB8KaEBEZ8lnDiZLaOe99lqYHx9JNRRPi7FI0zB7ar2g9kxAwRhgjiOh80E/bhr5o9kD7Ejh1qLUmlHo5d9XrclB6ZO3VWzoIfoLzmBLUWhNKGeNB+wcAR46svfvd77ZWP/XUU/PLCwG8KaWUMd57Ecfh/PXMu+W9B/SOeIKI6LCoK7i2qQadz8syzTJEfP7cuSiKGKXTogjquKIoFpaWiqK86aabtFJzc3O9dsdbp7Xe2d4u8lzWtXMO8NUiSf9O/njvCQEkEAnearWiKPGzymYblnZGY0LIYDAIm4k8z/M8D5aPAPYIoSFDtXmmZlnGOQ9CzTRNKaUGsAkUafBG2PgGEiyIkEOoSYBGIUSxkd4FhWFTBxSItQAsr+o5oyTw0kHfqLXudrvhed+kh8VxHF60rmvwJECjZixijElZ2kxPwrmFayx0IYQAgJD4H0BmkHQGmBQEXWEeEcdxmqaDwSDI0tI0DSVyobA0NBdJKTudTjj/sAUJssyqqoKkNhwzMJOh8ivYI4OPemtry3tM01RrXRRFlmWEkKNHj3LOA9J2zmmlxX4aZ/hMDkkNm1abALAbbWqY7MxkvYRzQQFo0EiHwijiLDhP9hOekMwWCAIQoty81tS7dpKklKlxLjzxgN6HrAYXqiC54OD9zAJqrcsncjquKfVVyazyVWWmOQUvCI28owjKeeJMRFnEGDUanAffrBUUEBAdOdClfrCl4GB8H6PsoO35kPkNEdGjc9ZYE0Yb7ayl6lIImkQsjThF32mnbTbXarfnuh1ayUIq4gEZq+CNo6YAACAASURBVKQk3jtvrLLOuENrdeBqwocc/ojiYdPdywO6DlJ/B0NZDvz6Hfn6GlT5ipCvaWgMP51Op9/pbG1taW0Es3EcT6fToigIwVBulBfTtIgZIouiqqqsMVopdC6oEyljWZYuLyzEUWS1Hu4Ni3yCiFmWMUo5ZZQQpWpGWV1V1iqrjXNmho1zyyglSGRZMiAkTrqdTjnNKyWTOPbOEISIcQpYyspZ0+t0uu22lLLIp94oTjMKeP2RoxcuXSzKMuEibieE0bm5haMbxxDJ+ZcuAECSxHVVyqI4N9yr8wmnsH35AqVUWlsqVRozmZRz/bZgpMwnw8GeN9a32wmPyqoSlAnGsySuTc0I3Vhf297eHu5scwRlDSEkFXHC2WQyqfNpzOOdyThtZSKJszhy1izNzV3a3Nzd3enNLxzb2IjaXYZAARF9HMdRlBjrjDHOWYIAzjJGsqwzmUwC9mvyaRvSGBGNNR48ISRYmp1zjHFrLSJdXFzknF+8eLFSl8H7rJWANVJJY6Ddio3R3ptItIJFtpnTNY/7xuWb57n3PuZssLuTtVrrayve2itbW+12a36ut7q6EgQdSpkj68tRFNV1HVbd7a3t3Z1dY3RVl3meU0rnurGvPVhu0j6NoziK629x5VJAgoQiq/P8zNNnBBV5US4uL6weWaNUhriEM088/dnPPvDUk08gUoKEBvEBMoK03W6RAxL3MC8WQvT7/eXl5V6v12UpOl8URRLH8/PzFMn8/OLb3/72z332s+i8Q7h0/tKTjz5+9933CORpkmVpi0Z8d3dXCPHCi+eMMbfddmtdlXvDPDx6Xjp/7uZbbhRCaC1DPUa4662ezXcatcXBpPGrc9hr7snD9yllZMYB4szXxxkFh5QQikQalZfFzmgksmR7b3v92Pq77ntXrapwSYxGI4pkbfWIdqPJZELQR4JNp9MwQbiGgURyiEN7BYD6Mg7DOneYlrxWBmpntb3UWluVuZLVhRdfiltpp9OJk4hQzDqt3b2dopx25rs8TWKPVbF38cLlrSvbPGK9Xq/b7RRFoZXZHqrFY5J60NqJmHx3oL7wRG8e9oQQQOedQaSXLl7+vd/7vd/93d+94YYb/ulP//Tdd9995swzrVaq5dRaw5hgTFR1EUWiFSd7O7v/5yd+xxrd7XaVUqzd39y8QgihIiLEh6K5UJ6JCM4b8MgBiUdV18H0QCm11hOkQJjSFgkgQuNRWVhYWF1dPf30U5PJJGzp7rjjjm63Nx1NOp3WZFx67waDAaU0bbUY41VViZTHiTDGBiqGc84j8eCDD77lbXffeOON99xzz+f//M+uv/XGfJorqf7ioYc7Wevd7/kBRmhRFUsryw5gbzCK00Rb85UXpsPNwSrvcOen56/sRa1odWFuY62/ujYsynR9BXV1+vLlRW17iwsopXZOatnptvLp1DptnDFK5peLxYUFJPi2t939mc98ptvtXn/99dpoytm58y/WSt5+++1H1tZTlvjg8QUfiajI8zSKjdL/6pd/8V/+8i+trq0pqT75yU9+6CM/srKy8rWvfnVjY2M6nUZcMEq10ug93WdOKOMR4+E+oIBBHLUvx7zGN9/cUcEvAddWDry8eakZsTQETXi5w7cfkhn/zvl3mvd4cHh81fjsryZ+IDjrEJFxZnXodyahJzcYDgkhSktE3NvbO3v2Wa2UENw5Nzc3lyRJnueXLl0KyOGgm5FSdM6FECOtDZ25/AARQhtVM4APVE/gVZrNa9hwW2uSJJJGInoEGE9HzljOmLbKWM0F01ozkXqnQrJFHMe6toxSIFfvxL81Y99/glDL/02UyYfHDN0vJTu0mjeb4LAmMEI8AKAjSIUQKysrYYIQVoYGp4WJsrU21JGHl8jzvNVqaa2DANJ7z6MkSZJwkQeNKGPMGds8iWdCXOe1VFEUaak6WTugI2dmJLaIoyiKjLWyqr11BGZ4w2qjtUYPHmYYEj1YYzllRZ5TQo01cRwbYxil1rkoEqHkejqZ9Lpdra2zlhKitQ13TePNC88nIUS73T558uRgMBgOh6dOnZpMp4G3CdP34IYP7z1JEu/9cDgM0CsE2GitGWNKKTaLJA3uRxLHiVLaWiul2r8BwRgbRbFSoUDJwH6xpHMeAAmhURR7753znU434LKQ/hI+pc3NzSAiDcicc9bUzR0K422wX7PaN0a+UKEb2hGCEkEaTTjEEZdVAda2o8hKjc5SAASIhWhxjBPP61oBMEIcWoHUWpiMprTWZx55VI7HHcY9gvOGUSoo44Q4ozmLEWk7ikAqW5bCO1+WTOtqOM4IobI2zhttTZETA90k2d4b5sMRsRZ8mHwHLEQ8WPBICXNktpCGpJlDIsnwY607BIcOTrs45xFyYy0nRFPa7/djIVi7tTDXXeq32614rtsWgnGXIBUnTxwvlN0aDIfTvNYGkCotPSCjFGrtXylB9yDbZrVq7ovwF5rMA855cNU2b+GgNPeaDHrAA/3yrtFzwrXBoS/Xsh5EeuH4M9MsACFkY2MDALSqwXlCiDUqjrh33nPunS3zfEiw12mLOCJxvL211Wm15pf6jFFnLQKgc7KqrKzrsppOxu1WliSx1cZKaWwR3qMspkpK5yyG5yCllBIGQD2ANU5rHiWqqibWemOZiKq8cNamkSAEGPHtLBOMrq6uMEKn04mgyCkVQiCCK6uj8wt5VJw4eaqsK/CeMjG8dGkyLba3dxCh0+tap9NI6LJwdRG1UoqI4LNOpnZ2jq0sx6fSlcVl8P6Fs2cFYtZpo/McfCvLvPNVWXrntFXOm0svnqvrOhVMV0UqGHgQBBDJ4rGjhBDGRVXVWbdrnWt1uiJJx0XZyVpSm1a7nZfl6ccfk2hX149k3T5SUpQ5EAYhz8boJEnAub29vYCZQ7jOQT1RCAPnEU9bqTHGgGu320op50J8pWCMHT169Nlnn417HWttkkTjYbmyspgkERi9vNgnALFg4ExZVrEHIUSSJIGXTpIk1ICFa0ZrPZ1MtDaMUVXkSwv9TrvlvV9amBNRtDsYaG0nk/GZyU6e55wLJZV1No5jJIRSRpBSwuuqLrnjjk9HRTubNyaIrA5vtrXTzOsnn3jiaw/+KdU63xlPR1OrTKuVFrL81//mV7pibjrNCfqzZ88guhOsD4haWvRUKcMZV1K7cqCMabishjC/4v1pRABQnFlrnPMhPYwiEYxbZQhiGE9Y6574+qNHl4/ceOvNadqqymplfu6uu+4aDAb333//B9//gTIvtFGtNN3d3fnaV7/82jvunOt1L55/KcsyZ3XgVygloehlpt21Vzdd1/Dw39YpF6bkYXeEBPbn9a5Zt5VSz597od3vXRlsaqff8753p1lqvXaIzunf/u3fvvcd79RSGjSBzg2qnFDx2ujUZtuA2cIAhCBAsCBes4QISr0L6ncHs1Ea9c1iEv6Da95gMLpboxFRK1kZIwTb2bo8mkxOnjw5HO2KiCwsrP7mv/3NH/0vf/y217zmi1/8Spy0nn76zPe9dbx8ZHW4ecl5W1X55ubmzkgfv2Xa7xsmou8aru+gcXzf1W082FqqT33q3/3ar/3a8ePHP/D+f/ie97xHKZW20na7PdgZIYbArtkXIoRotdqPfvOx6XS6urZKKdnNq+DQddZ5bxAxTRJnDOdcMB6kWePxZH5+3lnXyrKqqoAQb513gODAOYKEMhqyocqiqOvMGEOQBH1p8P2vr689NRgiIqEkpqKu9fb29tLyMucsjNKrqpprd4PKKCxPKysrZ86cMca8/vWvf+HFc5///OeddrrW8br44z/+j0ka3XvvP7hw6eLCwsL8/Lyz3gHyKNpOinP69OjKCImjCi8996K6dOk6BKCUp1GFrnPsSH9l9aG/ePi6G67v9eYpZ+id1cpZAwjeu7KutZRJEkdxlBf5617/uo//1sd/8V/+N8vLy2ow8AhPnzm9Pdh51zu//+TxE9JIHmcMSTAUUYpa67TV+uH3/tAnfue3pFXveMc7PvaxX/1HH/7QL/93/+1P/uRPnjv3/NrKMhgnZdVutY02rx6a+LeVDfQqmmxK4Nv7iGdT+2vyEp2btZ/vly3sN6iiA6DOmcFg0J/rSW3+5E/+JGCA4XR84cKFwL3Mz88HEkNrPZlMoigKfoPg/gpCtbBVPTSeD4c6WFPRRE7N8DNiCOcMkBE9kMACWWucpfta2cP3dkDaOItBR/h76g8IITBrOoZgMggUXLNVDR9aSLAMW2rOxcwnuS+haSxkATlYa2s1s4aa/Z8myiIcp9PphFK1wCQHMmGmP4yimbRJ1mFK2lwV4YDBYRjH8XCwRwjpdDpJK+ZN9YJzRmtvHThPKPZ7vVC2q5UOtLrRuiqrJElaaSqllGXFOWeEePBgXagydMakUcwXl6y15TRP07Su64b0C/63QEKGU2q0lAdpmXDyYVNOyIwaC4iFMRou+MCCNlFvfuaAmiWaZllbaw2A4RVDz2ojfw2P7aALvXo058Ni3hCn4TsKOl4hRJZlVuuGQQ00VGBH9xkD5sEDOCaEs7YaTaxSMRfEWSs1o7MuaeBIAThSoBhRcM5zSwRhlYN6b6wGYyI1dQ4ZAqXeO3CWUkbQR5wl7ay0ktS1ryW3jmhDjU0IizlBY623iIQTROodQeK9lSoSnFlrrIVQEsgAvXfOeo+I7lDMT6N3uLrT8vbQQOSQczUiECFQxkK1bMTF4lIfjMyS9NTxo+uriwyJ1TSv5Pp0VXnmKa+V9SidcwjOOfTEGmIP+QkPwrCD2Puqzc9f03AV7KYHoVpQyzd362xoYq7K/g+W8TQDnVdgFQ6w6AdPb/bS3gelYpZl8/PzVhulFAJmrUwwyhj11tV5PtrdkYtLp06e0FW9c+mKMWZQakLRaQMeKIAzmjPmtFJlpRGZdxQhYqidy/Oxloox2m61jDeUUk4ZoeicLfPSWUcQF3r9xYWF6XQaURaJqNvuCMaCq00IsbOzUxRFEonJcKi0JB7QWamllhWldG88juNYa3vm6ScZY9Z6HkfW2jhJF/qdqqoImKWVRcHI5otjTkCAn++186Iop5P5LLvtlhuPbmyMhpOtK1eY9/NpCs5XRamUDkrohfn5JE2RuOWV+aIonMtuuG5jPB5nWTaTXCK2Wi0hhLI4zYvzF84XlXzp4oW8qnrzi1GSSqkI9cPdITqzeekCgr++3eGcxVm7qmtrPaHEzWyfNHzvQU0QvqMgiwgsDaXUOx8elIzxIF/U2hhj2m2RpmlRFPPz87HVQoher7u0tJilkTUSrI4pyUdD9J4B5NMpGjt7lVZGCMnzfLQ7SJJkbm6OM75zZTMfDbN2mzEymU6UtkhJHMeCkSsXz1/e3FxaXhEM88EEwGtbLczPl2VZ1arX6w1HY6VNcCHu7u4udZeklMPz56WUlFD9socRj5gtpl/76lcf/+Y3EqD33v2OL219Wda1d+RDP/4hkQkySV966dwf/OHvr6wuvPcH38U4Ae+qUlIqVK29I2VZ+0wFT0pAy+PxOBi2m0nHSNVOG621YJwxJqsaHKyurHJkW1tbO9s7nDF0/j8+8Cfe0VvujMCT0XB88sSpKE7qSh47dmw8HqetGNE//vhjVVXdeeftUsrFxcValmEOKAS31lI43MOA+6LuQ4vDt53/IoBH8OgRHSCiN44T7pTzzDvtppOivTavrXnN7bf90Pt+qJJTQBsn6WCwe/78i29645uc9YQCQ0IIWGtdUMdwLvbJCUYZwsxvBtjMiTBss65uMcM8dz/ArJkWzbBr0KD6q4lrQSSC+3KYVhyPx2PrdF2XSSq0qYtipFT1vW+48zd+8//42te+0u10jdLEE6ntxUubUac12NspquKGm25wDjZ3Za/fA0q0MtF3S5pLs85end5ZTSn95jcf/9wffW51dXXj2ImNjY2yrJMkglk4uENw4C36cFZ44cKlTqf32te+PkqThx56KIoibbWU1ex7CrmFdN/o4sFa20qzdtaeTIu6ro3dDxlxDhnlHAgCo1hLGZLEe/3+7u7u5cuXO+2M81kcPwAsLCyG/Q0hhPFISquUGo1GWTvKssyCaTLcZypzB3VdK2tOnToVUlWMMX/11Ud4X5RFIaX86le+fuuttywtLUkphYjWjx4ZjSbWuhMrR83q5KXtfFKVDJirSkKT50+fYQnfuOm67dEecu61vPcH3vXwww+LKBImDh3QRgUTgarr2mq9vb29trY2mUzm5+fvuOOOBx9+6Md+7MeyTns0GrXa2eb21jNnnlleXhaMV7KMeIwASSuWSqVJemnz8tvvued/+vX/cTgcvvDSi8urK877Xq/3hS98Abx/4xvfiN63Wi3jzP9XKPadAjp8FVUAAHk1eEn8d8L+mXCvh+YodI54h4AkBM8AoEcH17CR11138g1veEPW6dR1TSmr65oJvp8nZp1zeZ6XZRn4befczs7OaDzikdDaeXBKy1kOAuJBeis41w+ivn2WaX/7Aj5EY3kEEgJanLfeOW+9d9Z5Tqi/drQfAMbfw7xXWJcOcr/gD02pmhs/DHSCQaJhMxrhSjBtBmBvrV1gUbCuBWFkeEiECB/nHAJeuXip2ZsGrfjq6mr4lgVlLCKUUgc+AKeQG954MwI30mq1pDJ+f7faoPqAsmZT6ul0JZlp0UM/QuDBmmBDRLTWNNm2DR8SAnLDtLIhRZtYmnAy4QgNdda87oFRC21C8w/6KJpruzlI8zeb6zzg7SbmtPkMwzkEIA370djNF4GIzl/1xwZE3dx9DSPUuLkaX1Dg/QLViYiUEhoe7xQVIjgfi4gR4r3llDEu0CJ6oCEzhwClhDhKjGcI3DmdF6asOQBBTxA8ogfHANBqD+i1ZM5xD3o6VVXJEDkC8T6oUyIuwBmgQGbaFUsoADogaJVWShFKGBPOGeK9M+i8RfQHpZqH1JvfSjr1srkYZ4xxIRCx1+sLxhbmFk09TSIScRExTgARCFRhkdk3DhlHiQIXwiJsc2kdHHi/3EZ4sEj9YFv6wUTlQ9zsIdQXPF2H5siHXu5biTuuOh4P4F7vXJBzF0VBCMmrajgcopaccwQfCSE4n05GupZ7gBGlWikta84YJQjOemcQgBBkjGRxTGIhOaeI3ujaSO89ek+9R4aC0bosIsHaScw5VVLmVemkWltbaaetNE2PrK8rpbRSVVmBM3WtKKVKyfFwOBgMGGMyTeuymDWpxAIxctZqJbv9ThTFUhtjzNLSChBUSkVxmud5qNjmNa9kgdYwa3txxMDLIndKeWMpY8VotJck83NLVLuMRZzQcppPJpN22gIAZc3i4mLaallbZ1kEzjrn+t2OljWnhCKU+RQABjvbw+Ew7s7Xdf3ihfOtVmadCaaMUlYI9MjG0cHenlb1HBdLC4tLy4ueCe2pI6i15oRiWEOcZ4yFkN6w9obgKHXghwlGHeWcCx6Px+PBYGCt6/V6QsQAsLOz89xzz7nz5wghnDNKQHCi6+rm66+/7YbrB1eunH36qU7aSpKEeheMwWH0E4JDb7755o31tdFoNNdpL2SpcVYbE3HaSlIeCQ/E1LWStVFKVaVzrttut1otxlmn25tMJlc2t+qycsYwQtB7AiCNabfbr7nltbo1t7iwaKwByl6mGDTKKg82y7J/8TM/O7i0E5TzrBN9z+tuFxnjZO2R3zldRHDH29/0+h94WydLp/m4rmXCUymVkrYo6s5q0mj7w0irWVHD4laOJlLK7c2dixcubG1tPXfm7HQ0rmRx8pZb3/jWuy5duPz5z3+eAXXKffYPHzh99rnljSOved3t9/wX7/jYxz7WamVJksYiklW5tXX5zOlnPvKRj6wur7zwwgvdToYTRwhSxDA04XFyuNpgJoBE71+2QH2rXZkjgB4xhK+g3w8fp4RQypVSUsqdrW1KyBte93pnNaNYa6vqajIZvfWtb+10OpPRVMQ2TBs5Y4LHYUPVtLmGETpB1yhjXy4OQkS6XwpqjAmxt+wQl+Bne97Q8B7eLOeC0ln00e7uttT69Xe9IUniZ599NooEeCs4W+j3Xnrh3G23vo4CFVG8vjY3meaXr1z5xmOP3nTjxqVLFxySohbKyCiEiX23cH2HuF3vvQf3V1//+r/6V//9+fPnjx8/2e/30zRtlnjKkDEWZG/7/wSOHNuQ2rR7i7ffecfpM+euu+66WueIuLO78/zzz1eyEiJSxiKCNSqKom5vXnBBWHTl0uXbX3vnI498gxASR5G1FhHQWaUUIoDgALC3t+edoxTDQj8/PxfOVil1/PjxsLsihDPGgrhoOBxqEy8u9SplCCGj0STLMueA0tDrUiCln//TP7/tNbch0Ftvec3Wpd3dzQFBxSh5+qnT9//hAz/y0Q+naeo81mXNRdRqd24l6/O3CDOqd7Z3SbvH0sxqI/PpS08+s9jvrsx3h8NhK26VZXnTjTc+/+xZrfXq6gohxGqtlFJKO4BiOs3a7Ucf/ebJkyeLIv/BH7zvU5/61Gf/6LP3vO2eJE2st91+94nTTzmEN77+e+e7fW0VOhREeIBa1ktLS8roj/36r/9vH/+3T59+ut3tfuFLX/zXv/Irv/RLv/RnDz543333tVuZ8w4BGL7K1eL/Rq5PB9/eAfydkIqvOPp9xYMc0Bf5A6V6fl+p6vbVps4Yc/HixT/6o8+1u73JZDI3N4eI1jmltHO22+3WtUzT1HvHuQh7mulkcv6ll2op4zhmnCmpZno2gqFOZ5ZNTOgh1BciMZrNEGE0kH1BTUECARmSmhnzzgEl3npyrd6JC+Ht1VyHv3f5HUx0CK3QgD7MmJv4nyaIonGVGGMPZgUFTNU4l2YVcG4WehmgYEMYNs+StbW1xkUWBkYBn+R5PplMZhp4ShopS6hhCHOoAESLaZ7EidbaGqMRhRBxFAOAlLU1hiByxixj08kkNHloqZK05a0TnGOSKq1kVRNCHGLYGQRRE+ynlTaETNBTHWwUDDgzgL1AVjfvokk0PWim2n+6N1QMWBsQow8e4FCDSQhlLGgCofkk92u4jPeeMd5UXIR8lyDyOUgKEUQEbBB1g0Wbb1ApxSgNYfHN8ygUEjayVRIFx6bmsYgjThE4AW+dlQqdI8Q7bYhniJ4S4ghQdM47dIjWMwemrKCWMWPcawDvvAWwnDLqHVgPUqKsqZT1cDTaHXhjgThQxmqtlCSUOEacd9Jo8KCU5FFEOKu1ktYQayyAsoZ4t19k7gknB73Th/5/JvR62d1+kOsjhJRllSYpgKWMoCfOut2t7U4r4klUF+V0NOGc19ZKbQbDgTRUKRWJWGunCWMhgNl52JcYNIj6EBhrBP/N9KHpIAki6hnXeq3C81ALKyIigYN/5zsjDfxBF9/+HT/bloQXyPN8PB4zikVRSCljsOCs1cZyxbJWO04VEo5kuLNLEDtJWle1NqWz2ihNCWGCO+cdJXESt9otbx0CsCymlDBGo0hwSgGAEqSUckacdWVZFq10rj8fSm6L0fhcWZV5oY121lFGGWVCiDROijz3zkWcaVkjgBCMEajL0nsXRxF4P9ZVO6aaWAV6a7JrnbPO8bpwAMsnjsZJXBbTKxfO20rfedN16/0+SJkIgQQrrUFwR5kAPx0MiPdZFBWTicpzATAdDYFgWVWj8dAjyDpf6LdDb8pob1AUhRDi+PHj3XYmpTRKLs7PjZ0rVam9seAop6AVoVBMc+N9WZWtVtoHu7gwt76ylKWpQjocDEuprLXdrM0Ys1KpqrIEgqQ8OHvDJRSE6yF0lwkWWk8JstFo9OSTT+7uDm6//faFhaW6rsfj8Wg0aoN33paVZIxWtWnHsTNa11U7SU4d3YgotdpwwZI0qaoKAcuyrBhfWljI0nTryhVZS0bIUr87GA6ZB9buskhIpUUSa6377fZ0OCqnU8aYVcobnbU70/E4FtH6ysp4PD2yfmRpeQUAKGPD0SXuOOdCee+UIvgK1izjdJKl77z3Hd/geObMM8PNwWg0NABz/UUUxAt84KE//dOvfyE7On/vh99dYHV550Kv3xmVQ19CWVSUiLjTqimllGitt3a3vQ+hYtCki0VRHMWEELZxcu3EyfW6rq39/i994YtxnJw58+zTzz3dztorx5bVi0MrvUgjQaJyWu4Nxu3u3vGNk088/liRV/21OfDukUce2dg41u9367rmnG1tbTnner1uGIDGceyu1YIdLI852Nr1arN4ikC8uzq5R0SjreC0KMoXnn8xSzJT67WV1Te/6fu8s3Vd8ohtb29tbW/91D/5mbwoOOcAdhaetP+8ttY1LZ7eAwWkSBEQPHhjQ0z3Va9hUKAgUErD6QZljdZ6tkF0zVDN40yIhYDBM+QpZ5TSyWQyHO6h4MPhcHOzmk5HL7xwdmd7c2lx/qMf/vAnP/F760vH0XrrXC3NwsrKle3N5dXVxeUlFDThMUYpTRNvNGHJd5PCs9lJBC3Nlcsv/OZv/sYjjzzy0Y/846MbJ4x2xrgoirQ2+zNjTxC8s/tjeMzzamFx5aEv/D9/8Zd/WRb10888R0jd6XSQkjzPKeWAxBhtAYyxFiytdOwI5ykVcZJk3d6c1vrE8ePGaKdVXRXDvYFSUhkTVARxFDlnptNpWJdDvI+19tixY0IIKVUcieB7QURjbZ5PCLWtTuqcC9aUOKaIxFnPKO/Nz73tbW97/PHHRRRfvHjx6JGNyV6utTGmMsY8/vgTi8tLd931huMnT3ms0jQzdjc6r46kczfccPPadXr+yJou67OPPtEmXE8m55948q63vsmKeGtnxxgTM768tJRE/Mknn56bmyM8Ih699wTZwsL8ZDIBL06ffvrWW2/d3d255+33/M4nP7G5tfmRj3ykklVZlQTZY48/lkTRm97wxiSOqcdaSc54UdVOQbvVvuV7brnp1puUUi9dOK+c/atvfP3ed73zc5/97IMP/fkHfvj9Ssl2AePYWgAAIABJREFU0rba/TVZuv+kK+cVhIh/A8f9NtDxwB7lEOqbqSwRgxjJjsfjbrejjOl0Oj/3cz83HA4fuP8zJjJpmp4/f55zvjuZhqslSMn39vZkVcdJPBmPGWNzc3NlWU4nk0O2k5ejvlDAHW6cgPqAICIGXxb1yBmjiHlRWGedsQCAQPyBvr5ZsoLzSP8e7V2jevUB2wStAFxNhAuMa9P03Xw7wfrVCMaabWtAKY1WrSiKIN0MK15DYoSnTigLCVAkSZKZDY+x0CE7q7xrZwFNBR+plLIsywCEQm+eVLM8mDRNoyiyxs7Pz3OW5T6XtQzhlrKW6CGO47qqKGGEEAQC3hulgSHnvN3OyrKUVR1utPCK3nv0IBinSIqiiNqtJiGmqQQMyCrwdeG9B6jcZGY2cKsRdgYHdZCFhk8vwL8wjCaEGGOlVIF4DNN3QmjAdAA+RLE1lYBN12VTSIWIhDJ/oK0uLNcBAV41Je5raPdRJWniImY0I+fGauKRMWYZ45R558E6a7w1mlkHHggGpwmSEAIeKmm0AUGd1E5pCoDgKCUO0XtCvCGeUoqEEu49tdrkeV1K4hAtOusjyiU1VVnxdmpc0PcyQ3nSSjXFWkkWC8Ko9dZaCz5UYBHwPjhSD2YXH6zpa1zKhx7HTcjNDC3zRIgEQ7qadUbpvZ0JXV3opqKYFkN0SRRNrbSejcajova18lp7ay1YRxAZAqHUOjxUu3eoNrD5Upqg2sCvHrQCHpoXNNfSwd/URh08/sFyDvgWtX6N6P1qN+y+ILkZ4WdZppTa2d4MCnyvNaMsSVME57SO4nh+aZk4zzllSLRSAmmUMgBwxrZbSb/dZQjEIwEwsrZKCyEIAWMVIhqlirJQtQSwSZIkkUDEiLHO0gLz/MKFC5zzuW6XMkqdr+uaCg4AZVkWRZ5PJs7aNIkF4957EI4RGsexsxoBlpYWW61000x7/b5zrtPpDkYjrfWR9WPWO0rZ2tq69W7rwvnjR1aK8Tgy9uKFl6BWy3N97/24KLN+L1dyNNwDz1MRo/fbVza1VJ1OJ2LcUexwXhs9KfJWKzl27IgxxnvLGMnzCWNMyqooiul0GhrSJ1LVRq2urVrnKBNZv5ek2R1veIOIo1barpUcTKdjWQ92d1r9OYji3d2dp555Noqi226+ZWl+gcSJjqLTZ59tt9tzc3NxHIcVKc/zMBEghBRFgQRDBJQ1fnV1dTKZxHGysrKysrLinDt58uSFCxfGz45uufUWaw1Ys7e7XecTSsj25mZCyOrysppM9vI8ibMqnwZDqdaagEsjsXX50t7e3sLCQpIk518cVFXlALTWaTtjPAJtrj91CjmnhPT6vfm5RW61dh4RuYj7/X6ctvKyqmo5HI5Go9G0rLQtbGknw6rgma5r8kr5+45YB/rosSNv+tmf+e3f+F+//tWvEoJxxI+f2oiy6MXNF3//k58gVn3fXW8qdq4sLrb6y11nNEbeGGunOTreFREtq5CZPN0ZxHG8lLWLorDWCuMAIPX4xNlndnZ2Wq3WxsYJSun60bX2XOved77rHfU7iqLY2xt9+tOfHudbWa+9vbVbuqdOvebG1dX1558/98ILLw4Gw83N7YW5xe3tneXlxbB0XLp0aTgahJiuJIkppc5ZxmnCk4N34kFO/qC1/lX2aUC9dxh0TThTJSBlzsELzz//xS9+ua4kseS2m75nbWU55qKsPCH4pS99Uco6sJ1c8Ek+EkJEUdKsFa0Wa6auzjkfTFL7jz9jTIglO1glHWVpmqbhgqyqqizLVqu175q2oeqdUvDgyX6mcpzGUso6rwBAKznX75+48YazZ5+r66qVpUnEp5PxcDBoJfHdb3nLE48+oSu1tr7IBVtbW5cgee2UNduD3ZtuurkXLVIA/Ba5Ff95oL5rkiL23VAw6/Ux1jz51BO/9fH/5RvffOqf/ew//9A/+nBvrv/gnz+IRFfVuN1ux7Hw1qJHSiLnrLNACQeP2mjv3dx834Pv9jpHN9aJl3WtrPerK+t2tl8hSNA5MFdd2thqJU8++QQlxCK88PxZLri3FsA5QCSMUk+p0Epaq8E54j0BJEDQE/CEYLR25KjyBgWVTkcgAD2ltN3OrKvGoyHj0MrSUPJYVCXTTEQRAqZpevr0aWvtU08+xTkDB9ap0Xg3TiKPUFXVxYsXh8PhBz74gb3R6MqVKwBwXXsRYtGf78feZklSOb96ZO3S8y+0kmRzZ/f5588tHz2SxtFwWA0nU87YaDxZXl7eG44oU5wLb50zei+fgoeimIhIbG5ur66uOu/e+573PvCZB44f23jzW97MCB0XZV2Zr3/jG1GU3nzjjYmIW3GrVrKVZhacMVrQ6Ef+4Ud/8Zd/qb+4ONje/rVf/Z8/+tEf8Z79wf2fue9d94X4Y/fXR1+NtOxq0ALQay8c/zKqj7w65vN/bT/hKy03OHv52Umgc0gJ9Z545wkhzgNAGJqj1tZ5mJtfKKraekgoZVG0vLbmCL7mzjuOHDkipVxfX9/Z3kZCvvzlLz/37LPBvO8BvPNpkhw9euyHfui9jPGPf/zjrVZrfX2dEHL+/EvD4TAoTBmj3oe9LCwvrbz5zd83Hk++8IUvKKWyLK1VjYDegzUGGS+qihESLKmzzqfgU3SOzraGJKT+zuxVAA7+f8gA/luNhMFXnui/rNz5wGVBwv4cATwByojzjglBkAJS653RYIxu/lXIJjkUEcHozHOyv82mUkrKKGccQucSEoKQF1PGWBInfp+tNsYA+CiKWq1umiXG2KoqjdOAUJQF51zEkQPPOA/F3sYYzhkiJwQpJUhIp5MZa9IkEVHEGcsLyTkPuYuEkPF4tLc36PV6hJDJZCKVbGftWmrvfZIkUsnJJO/2emmaOrBUUBEx753zlkdMa62tIoQ4Z0XEtdZaKqMxpGLJug5xQyDE7OYNWSv7NsgoioI7mhBKneWCU0a11t6H6QQYbcGrfXmP8342QOVMICLnghLqwTWsSBB6SCmD3CM4/SilzjoEpIQ655RUoSyUUeo9GGPCiHUWF7zfk9EYL8OZSykr5wIUD0rRZggdlGOcc/DoHAWPCEgQGAUOHtFY5QggQRpxYZx14A2Csy6mrLbSU1ROE4WsLEGVDpXxKuIpItb5FCjfT30zqs6p00SWMM6xlrWy1DprrPfoPcYsQmvQeUBnjEIutNFIkceCMMIo5ZSAtQAeGTqClATejCASSpm1wWbpDk2swtrbgPCD4NxaK7hAAt45QF9XJSPgnAVEZVyBxudyVEhFGKWsqExR6VrqutYzB5HVM1TmggPHgXPofajjnSkYMIhMX8FTd/CsZqsvNtQcuNAPibCf7RzS24V3dvY3oNGONjM78J7AtWmih9osvPfEOevCF0osopSSMLq0tDQe7x3dOEYpjapSiEgIEXhqhiyO+Hh3kEWpUcp7aGUt65RWigK4StZ+woAYpaxSWtXEYygNc+AiIQjBdpJU3u5sDYjRGe8jAHpjjBxOS6dLj7wYSe+cVipO4rlWizEWLfWjKAJrszQRIvLeI8FW1tJKEUbKosyLPE2ToihcFi2d2rCedOcW0rJGSuuqbqept2psqq0rl8k0P9br1ULsbW4axrqLnThJQuxkIiIELIqKMkc450y0W63dqqrqarC7m/U6SSuVunamopghQp5PL1+5FEfx3Fy/1+sRgsbqbu//Ze/NgyS77/uw3/17Zx/Tcx+7sxd2FwcBCCBAkARIihRBUkwimbooS4olqxRZikzJqcrh/CFXolTyV6JUyrLKFblsiZYpSrJUkUwTvAkRxH0tFtfes7M79/Tx+l2/O3/8enobu2Agy2RVFKYLhRoMenp6+r33e7/v52zMB3OY4BYhCMJma6oqq6TR6szMbu7udbN8r9d7o//GsCwLrbd7/Zn5xZUjR4MwPP/qK+feeKPZbp04egizaUYZjXAtRLPVcgCIUaE2SNLUWksZ45zHSSKklFID58IwOn78xNLSkhASISSl4JwfPnzoAx94ZHt1/t577mGEyrK8/Oa582fOSO2EMEoWudoddndnOh3rAIKYEWa0wpThGBql4igMwoU4jucXF5qUIYSqWly5cllrnaYNxrjKBs6CpTTlmFQ7WwoAbUxRVJwH/Y0NIWRRVRjTbDjEGPMwVLpiAHOCSqsRJ9pqh7ADo9oo30nHoTPa0IBf296cPbyIX6bK1YiDxkxDaPXmuYsIVFrkH3jfAxzBYTfTAcEIMscCgodmKKWQwyIJY2S0M4YAF1ISYAzDYG9vDxgTx7GsqkOrK62pBkJoZq4j6toCjSkUuugP+8aYldW55cNzbRc9/dyL7fm5XIjzl669evb1pUPz7anG2pq5cvXyqdtPvfLqK1fXzt9///1/9a1vHTq8wgNurEUYSSWRGBXhmIN78TgXZUT8HKxH4MA7M7LtwAPzDrzh5Rl33yBnkbMAWgQhxkRI++QzZy9e7moJQlg/9ND9PKS7e9uQw7ysnnrmmTiMgXMIOuBMp9F+/cUXz77y6v7+/ubmJiFESjWBVxpnrRdOjufA8Vg+nvoU0ZzyOE7vvfve973v/UdPnCiKAWWoqgtIbF0XBBMlRquOb/wSonYO9Pu9oiinp6cbjca1q1cwdCdOHBNKB0H0/AtnAaStheUThX3jtbV2q9kfDk4cPmqA5ZSsXd6888QDZ158jjt8+u5ZaS0xVkFHv9siz+8F1+dvPFaooq6rdrP50qsv/uP//r99+cXzP/4Tn/qFX/ilxaW5LOvxAAEoIdTWSkoQAg5YRDBXTltrESbWuSDktajuv+eB6dnOE088MTMzJYtKq34jiZVSZVnGYWzs5C+GEFgIXCMdV6PE/mbvYQAhRBzHWdlvNhpSSARdGsVa6zIvKSKUcOAQQmR+cRFQiCDRyhlggYMMQwdAHMcQqjIfMoqidEoIEYShUmqQZTMzMwdZMoMoiv74jz7/q7/6KzNz7d39zUYzEVpOT0+XZRlF0e/93r9QWjz66KMLCwuQMADAQrDY7/eLftZKkvjQyjAbbG9vN5vNp158+UPtdhyGoqrqsqyFdA5YABvNVq/Xy7Ih51xWFYSkrEpjbFkNEdqanZmDECwvLv/i3//Fz33u3xw9cmRlZSWras55UVdf/sbXt3d33/eeh1gQsSCw2gEHEMS2djOtmd/6J//zJ3/kR9/7yPuHWf27v/t7q4cPra9ff/211++//948z4Ko+TeY+jxWN8pNOphN/h9297fKRG/d/+N3nBD+OpeJw2PB3+itWgMQdtaTOcTakT4SQmi0tg5IpYMoFkpt7+7+8b/9szRNt/d295/4lu83W1xc3NvbC8Ow1+t5sq5SklBaFoXWGgLQmeporSkhBOM0STDGYRDmJK9r5ZzFCDvnrLEIoYAHp06e3t7efi58bnFh8cMf+XCjmWbD4bnz58+fP7+9ve0ZRWed0YZCjCECAEIHoAOeEMAYE4wRgcYACIC7pSD1b+EDvqNu86YTb5Sx7wCAACJIOTHGEYqtcQBihBA0gBA3SUGMMyfGD0rIRHIG8HmYEEBC6IRqDmAEnTW+IATAUfe3MUapKghII54hjNSycs5hiquqAggkSRpG0UE5pJFS+kgxLxqHCFDKrcUQurIcQggXlw7VdT0cDjEGxijrVHuqlSRRkiSMY9+gMOjXWisAgDG2EEWWDXxHRVGWqiecc9YCzzGOmEkHvHiSHhAoAQ8co2Cikh5A6IXOvuiMM5amqVBSKeWDzIy1Qkp/79RGe7AvYNzr9yEEGCMIMeccQaK19qe6cy4MA0J8oqNFCFJKKCUIQa19Fi4BdpTMJI2BACCIEISj7Fv/0vBG86c/HGVZ+j9wbALUXoU7wdAyxnygzsioqR2GFCFkjSUYEgKQ0QBArRRCiGKa8MQUWWkMgBADmGBmXAUI0k5DA2FZaFFA6pyyGEPogJUaBgRTKpSUqlbDHnSGOYnyMnQQAUcoyctSSQGsa021iYMEwigK1bBSUjlGCKMOAYcAZ4wT7KzzoiNrtVOOEGytM8YaM3JCHuAUo8UQHZCuY150PAuNZMZOeS4WAJANeowQKWuldSW1BQBSYIypDAlDJA1S2hijlaqsNQCYUcu2dcBDadZCZ+HIC+283MC5EW7gOUZ/RDx1M8lMIoTGRtsbrB28WZwBHQLQHaQeGwgxIQQhoLVGCI6NmjdKXyfUZZOsOwCAeFcPQkEQYELSKI6TREpJGIWlrYqiHBZVVWutjx45NhyWvW4PW6vrysiqsJZSTAhOk4RiUmcZtIBgDJ3hmFilq2E+0DUlRHIuRdVut8OAHju0Msz6Za9b13UY8igMjaqOHVmam52Nw4ARCp0RZZUmSTkcesPhYH8giq5lrBJ1t9tdOXyIUCqlHJaF1IqBTtHrdk0Ut5qDUl7b63YHRVYUFKGQknbMdZk5o5aSaLnZRO32K/vd5vy8qsWl9fUgCJIoFlJyTJrTMzv9fr+3n6aNuYWFSoj+MJtZXGg2EwfMNG80mg1KEaE4SeNTp06urq42m81+v++cm57peFksAIBp2e/3L736ahBE99//oBnmLz/z7Mb+vgQABYEjNNdmfnHl9OnTs51pwoNH3vPA7aeOh3Fy/PZT2rpayVrL+9/9bl8xNTbG+9pxjDHCOElTUtdlWVlrvb8LITy2Uvuo49nZmcZMUkGsAGJJ+9jt98xOLay99orJelVdr8537jp1VCshLSeEUISBM85Ya61xWhhdK1lUxZuXzs/FaRAEg17/8uVLU61WSGk9GPheUCUkCUNkDCDYKQWF4AEnwHJOGbBFUfW2rqdpGiI3P93CFkmBMw20lhgh6fc2EBzkxUHkLKEUAgQok8jlrtzIhgtLrY//yCd4lDz55HPru4Mf+7EPrZ5c3d/fj4KUMtpoNM698ebC3GyjPXvxwoWZ2Xijv9NqTUkpC6eaabCR7TvrSBoNipzxFAAUkShtpGVZAugghsaqshoCaHZ2N9rt9t7+1vRMc352+YWrF9a7u87SwNgoTr/97W/dfe+du7ubG9sbYRKdfe3V++69syjLu951F+NkfX19eWU5ywZaa0IJoaTX70+1pm9CXt6yf3MOOAfHMBC8Udr+ljBeP+E4i6DD0EFkja4dQNt72fMvntvcqaZjsrLcPHHs0N7uTtpu5LLQ1pa1mGpNc0bjgF86d+Ev/uAP9/f3d3d3vYokSRrjph9rwKhLflRyyEI+Mg54FclYi57rnrOwvzd47AtfeemZs/fdd9+nfu7TVbnnoLNOkhAgCyAkI1YDKGMNZazT6aweWfUOgjzPr166BBHinLc7HYSZUO761m6zuciC0BgzyAZRkx07uvrSSy9wDh74gftm21MfeeQDf/wnf3b0xH1xh1oItfnuo/Xke7cfC3iIELTAfuUrX3n22WcX549//OOfOHrkqHVqMjfv7QR4I+rQWluW5fz83PHbjj/11FNRFAUs7A/zRqNRFEWWZVEUGatvoAkHLayTbyOO4yzL/KnWarW2t7cJJ0IoJSVBWAixsbGxMLegtZaqNlppKZIkbjab/d6QsUAJRTAao/5hGNZ1nmVZ3OhgjBuNRlVVWZYJIfr9/sLCQlEUr7zyyvETJ1qt1uLiIiHk7Nmzx0+e8OaZdrt9/sL5H/zwh3zwAKbMWttoNLyXRmsdRdHKykqe575AZmtr69ixo41GY9DPtDV+cKWUAQDLsvS+CKWtF0cppfb29nZ2dqanO5zz+fn5MAy/9a1vffjDH+50OhvXrlPKrq2vW6UPL6+kcYOGkXIKAwwAiCJW1GJxcfEf/tqvPvH0Mx/8wAeuXlsrimEa8vMXzj/0wAOCfrdOFfsfStOBd+b6/mPeyQE6DiGAFkALIBh9cWD8G2d4aK2HwyHlPE3Tl156SUqZRKGn/q21QohxtbfvFsvzvCwKyhmm5Oq19X//2BeLotjr7rv9vd39PUJIVVVSSs4iLx0DzmEIEUJhFN1+xx0OgLKqAIRXrlxhnPIgUEohhOI4FkJgjIGfbaCfqw+uIwf8VngEX8HvGIrzffUYe4q01lIoADGmo7g8r/wcC8/GzqKR1Y1g8NbAwHH0vB82rLVKGQAgOsDknIXAjUYRpUxRVGn7Rpz9ePUjBAdBNBZMZlkmpcSYjmR71gIEIMQ+O9PLEf1S440uPkHU0y9j5UmShISk1trBYJCkEQCg1ZmCEA4Gg7KufLynz27RWnunX5bllFKGCaXUB8lE7dY4PNPn3fkvvEJ1JDE13LdZKCmVkEmS0IN2BOccJsgn2fjZe6JRCmA3EvsZa8c2QjVKFcaTyR/enzaeXsbqvknqfjIocnzsvC56MlrtxtE8CEny6TX+UzWevcRQa02hn96NtdgB6xz0cYIud9ZahyGExLeDWK8ytU4paZQavyyGo+UiCAJkkDTGKmWc1UoLX6OhlULIAjcuHjTAQQQZY5RphTHGGEE0GY/pwzYtcNBBB4BPO5xMIxgzYJOs2jhWZ3IdGw/z1lrgjHOuLE3lLIRupEOGo8RUqaBHQ/zjJlTl1hz2W4X0k2kuN1zKNzTAcDz1TYam36rGtweRpP6oYowJmVS3vmXjeNMvndSFAh/MfHD/0Fr7c3hjY2N6eroNXFnXcZxwGJa9HsY4TNNyEPoL1hjrjOYM+w7WgFMM4yofaqkAABRBQhEmnBkShkEYBmVBm82002o10mTtykVRVlEcTLXajLFlztrtdhRwrXSeZaIqy6LY294WVUUxoZRm/a4S9VSnM5Yl+6QTn3jkcaLDM7OolqrbX7tybe3aptZ2ut0+dfzofJxud/d2Nzfrqpo5dcfMzAxG0BmttFxcXGg0Gs1GUysFAEiSpDE/ByHiPCCEBWmktT569AjnZGPzWre7xzje392FFvhiUlPL3A6KQZZlWV3X3oAXRRHBwCpp2s04SuMkUs6FcczKigdBY2Z2anZ2bXOzM7d07MRtPIhKWa8eOdIpZyHGBJJuf6+oSq3sVGN67PAcF5967MZbppXS4wV8nPvit/U+Q8t3aFXDqqhUEoTtKGmsHDrz9FM7a2udJIjTxtzC0vPPPi01RRBFnFFCtFTW6qIqhRZhHBlrnLLXNjbn5+eNA3HaiJKGVAYRCqwDEEtlirJXlmVrpl3XtdZWDwFjLG40SMgjQtsz0xBCxGjW68c8LnLrggbQBgCAxqHgEHjw2wEItAFgVLBOMEMIPPTQQwELIELAgtMnpz7ygx8s8qyRxNaY4XCYZwMEHYSw0+ns7ez0er35xXmtdV1rKWoM0f5gUNVVu92mCGMAg4Brpfz570OhfXbXcDgch2PNzMxQkt57z91PP/3iMBNa663trdnZ2SzLpqen9/Z63/zGX+3v94bD4V133fXyyy9vbW888MAD1prp6enhcNjr9Xw9IBqFNgNrHXxb3fVbr9Ob5r3RlQvsQUrK6McZDyDiVy6fy/OiLEvabO7t7YVRYnUJADDaIISgg0ZqI6RBwZcf+8r13e3d3d0oippTnTRtBEHg67XSpJkkCWOMhhwzOpk0lqbp2Cvu30+Yku2NneeefeHJbz1z4cKFXq936s6Td959EhKrIRGmtG+tnPHlQP5D9tmzVVXdd999g2xQC9Xr9byoeHt7m5OL/f2BqGshxEzYDKPg+sZVzOCjj34gYPb1sy9t7e/u7O8tz9SYWAz/9qS5KK0hdBCgl1468wd/8Nl3v/vBX/6lX3//+96vjca+Qh2igxsJhBCCG/7z8blilVJpmq6tXcnLnHOWZQOK+ch/j5CPQzjYtU8Cg2/5mKqqYpwbrQ8fPvyxj3/8X3/2s1meffzRTxirv/n1ry8uL62uHru2vqa0sFZBZBC2IWHz8/PXr23NTKeiqgG+gRdyzo0RQtZrly6vrKxYpUPGF2bnNjY24Nzc9sbmtatXMYDDbKil+uhHP/rYY4+ladrtdpvNZqfT+epXv7p65EiWZVrrRqPRbHPv+eGct9vtvb09hNDi4iJj7Nlnn52amrp48WKjkfr5bXd3z5+OvV7PGBtF0XA49AWj3hrub+Svvfbae97zoJAiz/NPfvKT/+pf/cv9/f2f/Ls/k6ZJd68725kuivzxxx+3xtx5+k5GmQMWANjtD4IoNEr/9E//9GtvvBGE/GMf++g3v/n1qsjeeOMNaWQURH+NFM9bTHpu9I8HoZG7efJw/2/mn9yNYF9/mCilnPOyrtM07WfDJEm8ac4ze8Ph0HvD/ArrIxz9Ds4vB2fOnCnL0kfPCyFG6jIAIHLWWmNHQaAY4/MX3vyNf/QZ55xUtR7Kbz/5hLWWUGqs9eVpSin4ViONF1aMd1SEYOJf/Dsoab+v4lsm7ytaKqUUIoBAyjjD8C2lXv7ryQnwIF8KTaaQHWSH+EpSPVFVNw59QZxGYQCrqpZC9/e7CCHgACfM7wCUEEoIRgjGmFLMCCKwNRwOIYTWGiFrr09VSkMICUTIgc3Nda8CNaamFDQaEYQAQg2hptQPOaYqSpokAADrZBKktRB1UQglpVSM0DROp6c6g8HAN2IppRHCadp01hljnbUAYIJpv98fh3l6CvCgHI96CNNY22g0Js3bXuPAOT8YaMm4BsPzUdaq8eDNaOCZar9dG0P743l7HJmDMB7rBcajOzgoXpscRcYb/TAMx0Srn2PNQevD+Gd97bvfy06YaYWCOoBIS+mAdcZaaCxwXj14cBFBCB1CEEFojHXOYuasUlpJRikNAiMVRCAIAuic8fykA8A5a2yZ53pKKaPKYRFyPjc90242r62vWQiMtTzghBM3BONxbpLBHtkjoZnsbDhAdtBNneZvSS26pTLLPyinCCKttV/grLVK1kIqJbW11ktqK6k9mlmW5cgPc5Cwcqua+m1nP59m6az1l4qPN0QeNAGAIAQwNrcYEd/ulY1/XTe6rThoHUbQQueAwxgDhxxwDkHrbR4TK57zIAxwBjiEELQ3ImrumMW7AAAgAElEQVSTJBl0ex4OTtMUlIV2dpAPOQ+iNFFOE4coY7IqA0YinmAIOAFVWQ373SrvBYzHYUAxsVpD4ALOOedhEHDOrdF9gtIoLou8zAdKyE5nKgoCSnGR55Dg7s7O1eHQGdNME06p0yYvCghA2oqm2u12I5aitgDkxWjnI6XElLRaLRMGmBCXpq1mu3/xMkV0FuGZlUNHjx5vNRqqLPvXr7eEwZhgHoqy6u7uzU1P9/v9OIobaZrn+dbONufcObexvVkhUFdCa4MRQRA6Zza2r95229G6Knr9becUdqjT7HgfcpVn6ewswzAf9PI8X11dZYxYJSgijSA4dMey1HZza6u2MJdi+djxu+67f+bw4XSqs76xqbQNoqg2plbGKUtJAAkuC2GERRbHQeS3c/6SLMvSw5peOuhXoSiKPDY36doY07w+jZOmgYMIUyq1LWpBaTC/cmjjysWNve7ZN89XZSEBklJhiIQDjni8ACdRkuK01lIpHQUhbTSEMZVWPI4sRmGaWmOrsqQEx+1mVZTDqtwZdK11AOLhsIYIJVoKKQ6vHj09e9eVK2uOksXWYitplYUz7flme8o5O74T+/UfAQAdARhJoSMW7OzsBzw4cWzpkfe/f5hlJDTHjx37lV/8icWFxX6vF3IyzEqKgDUAWLt5fb3T6Thrdnf2O3MtUdetZjMfDrUSoi6tNtfW1k6cOEExNEoooaBznFKlFAJA1rUz5rWzZ4Mg2Lh27dixY0sLC88+e+aDH3w4TZrPPvfK7s7us08/9V//d7/x53/+J0ePHDt/7mtf/OJX5mbnkyju7u2dvO340uJ8yLnVpre/b6xOk4Rz7qw9yF9xowK2W7YcEILJfJdJcGdi/DP+FSAEDjkACYRcG/zM08+HYbgwP6903zJY1bVDQEvNCWOcL88tirwmjrzx8mvPP/lcYav3PPzwT//M382z4Ysvvtjr9Sqth0W+3t33GzOhpPQydb+UATB+W+N1U4u8kbakMNraqZlpo80ffe7zh478V9OzTWCdMoIzqqEbq0N9k7PXFbZarSAIDh06JETRnuoQzi2Acwvmve99z5e/9Nix1dNWuSLPF+ZmGMZ5r3vkyOrG7jUBzfXr63/2xX//yb/zo1GjQYLAOovhd9+a872a+iihxmpG+ZXLV9utzm/91v90x+n7w4ghCAHQAHj5jRslugJ8INJ3B8GG9gDfdRcvXry2cb2uSwihFNY5J6QkhBBKldajtu6RccmPfG+ZLPyGjHEOINzd3Z2Znd3a2mqkDWutMQ5junxoZWPzOjAOEwigAVYAR0+ePPnsMy9Ya8cR5x4ZJQRyzjFBZal3dnaMMc1mMwiC+fl5n7O8tLS0sbExGAx2dnbeePP1z3zmM9vb2/v9bhiG3/zmN1dWVo4fP44waLfb6+vrhAW+3g1jPD097cEAhFCn0zl58uTLL7+MMLx8+TJjLIxCrwEDAAZBUBSFN6MPBgNOGQJwf38fQhgnYVkU61fXjx07miRJr9f99E/+1J/+6Z9+5ctf+bmf/dm6rIos55xdvHQBAtBIGqdP3Y4ArOoqbcRCSKVlHKU/9qlP/fAnfzhg7PjRo1/9ymOHDy3VtSBEMxR+H84M1loCffLEyBSEEFpYWECE7u/vA2t8YbTn+pIkGUOVPthjqt3WSnLOOed5no/1TmNyRillzCgXZFwbIKXknNd17bu/RzUAWhNKfVhFHMfezjIRnn5D0OWZGTzq6/t+T3DxFJx1HiN3QkoIEXAHsrcD0/lbmxtvhEk448BEaCTGftRxvp0BIQThqPbXrzYAAKWMlJJzmCRJHFMhRJYN/QTii1wpJXVdSykgBJRSr9fFIylBTSkjFAshAHD6oIFXa00CmCSx1roo6jCkUhYY46IQVTUUQvj3nEZJjQ3ENOCYYBfHYV3V2SADDgVBUA4LUZbAOZ+eJ4TK89xqw4MgaMReqGwASJKEHOhafZponuf7+/tlWXpqtNfteqHBYDDwTKCfhD3J5gdFbRQlzGfvA+DzikZP00giSEZlJM75+i8fp36TvHY8CvrfMhbh4INpcDK9wz/Z72jHmwnOuQLAk+TjOJNxnscoUwcCoRUwEgeEURwwHjjDCKmtJoRig621EDlKCfbdD1pD4ICzCDiGiVZaC4EhDOMolwOtFMHUWWuUGs02CGtrq7Ks65owljZQs5HOzs9xQnkcamu0kSzkPAi07kopNcP+EqaMeTGqtWAcZOrgjUZmQojWN/IzJ05acyvtNjkNWueMUVpKCCGE2DmrlNHGKWuNMBhjYJ21o1ZDeWC18mP2DRLyO8x7k4UKhGCtHaUkCLjvF/Hh6R4ZsRbaWzLT38aDbfGIRLfWO0UnN44YY2u8MXuyK+JGhKzPjzV2tKNwznoOsyiKy5cvE4rm5+cBAMCo+ZUlY6yoBKXUQYAoXFhaAKJOQ2alsFo7kc/PdJy1ZVnIWkBkw4ASEiJfJOV0PhzImldVsbWxUU9PtdLUGrU4N9duNbvdvaIqwpBD6zqttq3ElfVLcHZmcW6+yAYIojgKndZVUUgtrDNSSsbo8vISYXR6elprHYSBNmbU8BkloAV39voz83ONRotgtn35EoUgKqqdjespJWEU7m1ulGWJCQnCUEjZ6+4Nh8MsH4ZhyAKutB4oGUdRnCTAWIqJVKLIuns7vBFHS/NtrYQoFIWAY9RKmnVdv/7KmePHj89Pd7aN3ly/yhibnp6W2g2zfH9vn0ZRe345r/Xpu+/prB49dOK2Xi3X93s0SWMaKKWE1g5ijOlwOKQ8rOs6ZBEnFkLUbrf7/b6/Tj1a5PuQx3FTjHEPkvpTaBx75rlQv0+rtUYIk4ADZSyiNIrv+IH7djevv/T0tw2me4NhPswaQTMv8q6QaRQ307TdbkPkrqxf3dnddRDUqnYYrR4+fO+7H4jj+NVXzg4G2VS7nVe1xWR2eiZN06ooG7NpkiQIEuOs1poQiil1DgIEFw+tCCGK/S0CCcZGOwcRssZA4guCRxYVA4BUJuAMInruzXPPP/eiEfJjH/voytIKS+K169en2s1WHO9ubqRpunX9WhgEoqoxxlJUlJA4Cmdnp8+ePXPbqWPtRhNCuLO5CYze39nhnE93OkbW0MYeGauqqtFoTNbSxnFcluXq6qoQotPp7O5vPfzwhx5+5H1J0vqTP/23VZUTgqSU83OLUmpndaPRfPiR9+3v7wdB0Gw2s2ywtbW1sDjXaMzkeV5VRavVQha9rcLzLXQMdLeqACYZP4oRgBYDD/xRCDAEwYXza5cvX60llsIMBjsRiX7nd/7Zz/7Czy1OLZRVQSE+fezUS8++kPDk+aef44jtqOxnfvmXrl669Nu//dteTBdFkb/F8IiHOGoGjAXM78Qo9SKVGz4O/w6XZjobVzeQQ9fWNq5eWhsMBjtb27/7T//Zf/lrv5zMNButUOQZI87aA/ECJa1GGoZh2mpBCEVZAmd9jwihWAodhvzOO+98+cXXwoDdee89X/zLr4iqppSkcbC+sZ6J7A/+8LM/+qn/5PQ97+pXZcdo6Bym1OnvfhrD92LqQwBYIX14roii5Nd+7TN33P4uRpmzEGDgiywJoQctvehAJHoAhoymW9dspvPz8zziFjgh/L2ceHhY1MI5xzgdSWvGNVy3IAz+iCql1tfXr127Zoxpt1qPffGxqq4gwuvXrq+tX3VWEQwRQRgBTBzh+O677/7zP/sLIUTAEmsOwAmEIXQIY4ahc7Su62wwsMY0m81msymlzAYDIUQUhgvz8y+//PLf+/n//Pd///cfeuihZ55/9urVq8vLy3fddddwOJzqtK5fv54kiSf3PJDmq953d3ezLEvTdGlpSQhx4cL5tbU1IcQ9d9/bbrd3dnas9QlCwCujEEJlURJCZmZmpJRVXSCELl68sLy8hDHO83xubu6nfuqnvvClL337iSeOHT1aFYXRNgiD8+fP+R3F3Nw8o0wbaYHhlEBo33XH7Z/4+McvXbhg9aGtra0giJ586qkPfvCD4J3yl4BDb+/x9LO8uzHPTwaq/E3ovu+KTPQtb9Gfgfbg7dkDjcENxZQxptPpWGvvuOOOj370o2fOvvrlL3/50R/6WBzHYRieO3dudnbWr1yey3XOSSkRgpcuX9rf349Yop2llAMfxY6Qh5+DOAIAaq3xgfsRE+IB6zCJZ+fnEEJKKkYpgFAd7LCttWWe+2HAv+YNxgM4H5CIEfo+n/es3x0Cz85ZKSUhjFLKKDcOGM+fqJFwYHK7OY559LzHhDvoIMgT+7I4jSAhFAJHOOf+oFvrPEStlKprgRFR0kBslVQQQCXlqPjOWGuNNVo6Y4xy1gS8EXBWFjmlmPOwKkuEIaPeiISjOIoSnGUZdPaB++9dmF+QSnqE24t2/AZdiFoKBaEBxHX3d5K0ZYzCwFFOMUbOGh5wQolWpioLhEjAuZTaGlvXtdZGKROGoazq2tpRu4OxWkirdUCZI9QPtwDBqU6HEJLEsa9w8L1n1hhrrXRO1DXEMDe53wCg0cjsCwYdYxxj7JxljHqdgk9s95/bZDNEwPjkrOKPkQfy/H0aTPQo+qXEU+4eHBl7Ncclh+N9Rpqmfo7yk6QBgFCCEMx6fWA0AMZIY4HiQYABlkZCCBmhyFmthFaetnIYQAKhEaLIhhCANE1lLcSw0Fq7g1JH5xyyDgMIjAMYUUYMBIRSY83uXhchiDHUzlqtrDVemz3uFYRa+zfpWVbnlHGAUiqE8FvhCRnnW0YwNJGZOfb1TT6qqvTDIUaotkpUNYTAGKu1dcZAqAAAtdH+c/ar39sMeO9E943ClqxDcBRCo4FvukOjpCx3sA+EwFtMgXubGGdM8HjOtM5ghBmjlBI/uUPgEMLAOYCQd3uO9T+jf3vIxn+2dnRP8vLaqqoeeNf9U1NTUkox7O3s7G6ub0RBkIZpFMVWSURwt7dXDqAqS4IcNqIshggAzljIiVZKyBLBAOFRBg1EBBpjlWrE4XS77Yx21u5ub1XDvjEm5MxI5aTJjCUQHDuy2khSzlkaJ3EUNtO0rmvGaLPdsM540LkoCgBAv9evqioMAyGkVNI5V4gKEVYU9dz8okiaZVmaWgaEmLqMoWtwJqUgEMQBZwGHCA2yQlujtaYUO+RqUQkhAsZmmo2Qh9tbWwBCp1SE4PLUlBSFKIo0pBACYIwWtQTOKBUHwfk3XieEJmGA4qjZbDWbDWxls9lEQbTTyy5dXdup1R0PvHfxyLFCu0waSwMLYVnkAECEsLHQOBNESUA5MKDZbHrAdDgcetG1P9CMMY/s+IXDL25+GvT5xmOz6NiSjRCimEmpEASEsqKurxYls6o1O3/vgw/ecexQCO361TVnAUUwbqM4CJ0D21kviiIYsKCVNlutWoqqrixEL545G4Xh3vaOVqqWCljnXN09fwEjVNf1PXefAsqUZa2tlVIqpRHBzgIehTs7O9vb2zGHVjmKk73twck8jxCy4EZG+CguiEbAGufgX/7lF4bZ8LYjK+9/6L1RGBRlGUchcjagOGw3nbOHluaHw9wqTAhJk8QYc+XKlTRt3HPPvdvb26urq1VVLS8vLy0t5tkQQthMU2Btb383CqMobmZZBpx11igpEARRGCwtLrTb7YMJx4WMB4ypwJ48eZwzHEchRajdau3v7zPCy0Lcfur0hfPnjxw5cvHChZnZma3NzdXVQ4Nef9DvIQgZZ9YYiqlHUb3I8+2NYG/tF70JkIIQWqsQsBYB6CxwGDpSV+pP/vgvEGTQiaWlmfs//tC3vvGFEydP/Mt/8XsLy4s/+KEPzc3NHVpcPmNfctK88dqbdVEfOXa0t733f/7z34vC6Cd/8idmZmactXCizcYC46BzY94JgAOI/EZ2t1XyznvfxVj0gUfil5578fOf+7yD8PWzr/3O//G7/+Az/yCKOKJU63oMEPsSGkKIKMu6rimllDEeMguscdY6DUl0+vSp40ePrF28MuwOgdGckMW52eNHV69vX4MIIkZnV5ZvL9/1R3/4+aPH79Na+7zg7/qY9r3i+hjlEAJC7Hvf+z4AQBjG1kCEkHWaUlpWNo6Tuq69zlNK3Wg0r61vYQy1AdZYSoi15tSpU5/4xMcwo8Mir6oCYywVNkbXdfXtJ74dx4ExBsOIc1aXhXPWGEN4KJT1+WxeCwoA6HQ6RVH4xSXgoa3rQW8/TNIyz2fn57a3NyF07WZijKYMYeQQdHfddVeSJFUprbWMhW7UleypGAggCgMKAajr2qNTQRB0pqbW19cRQiRNpZSMszfffPOOO+4Iw3D7C38ZRdHJkyellM1W00NTZVlevXp1JIlGyPcXTU9P7+7ubm9vdzqd2267LRsOut393d3dre2t2Zm5qqr6/YHHusYdzYwxH2AQhiFEbm9vr9FofPOb33zooYeiKFpbW2s0GnfdcfvXvvrl2ZlPrywtX758GWPEGH355ZcYY4888sjR1SMOOACttY7gMAnD//E3/8mnP/3phx58gBHabrcff/zxBx98MKaj8uggCKSUlFBjzTtMVNaOxJ0OwINAzJsUnu/IRb2tQPxvIPP7Tu7A8QZlnOQ+shUB59kdKSUAyIzCOdTOzs7Xvva1vKysta+//rpXCmGMe71eo9Hw5H5VVZ1OJ47jXr+3s7vT7XbLshy3Qk82F/vvIAQdcL74xSdb+F2RA85Y45yN47jb6/EgGFddU0odAD78EPobqgEe8iyLcnlpFVMKAPA58wj8f38CnEQZb4CIbnSjIdi7/12apgEP86KqRO15G0qpJ6n8Nn1caD5K9wJoVKfOmBC1MQYip5TCGHpXXl1LRiOtR3yvr5mKoqiua1EryFAURQ4opZQUYtyTDpFTUjCKtDQGIcaYlHUcR41G0uv1AAjCkFFKs6xPKdFaI2iN1lKUzWZzfm56ZWlBW00QqUWNCYYQaqUDHlR1jjCtqqoq5V/8u3+XZ10exmkaSam1qChnABCMCMAQMmIcAA4VWhJMzQFGprWOk7jb7WZZ1ul0xgzPuPMAY6y0zrIsDEP/nz4fBQDgXX/efYQI8sAHxhgjX/Q3UntKKeraaa2UkmO5vq+89wid/6a1FkPk61L9i3ska2zmGbmjMfZP9rtAb1n0zjf/v2RdM8ZGXjUp/S0ZIeSD+7XWBAPnnDYKAXrx0gUpJOEUOWetwRhRTIteASEsyyKNQkKwkpJi5DEFToiqhRai3Uz9+5EQEkyMdcjHu0IAEfbyKiVqjJAxVopqb1cBa5WSxuhymHXmZosyJwSXSinltW3OWmudNcZAeyMJr65rvxv249+trei+j8Fv6SalrWOG0GOzjFKtoNaaOMA4L/MiL6pWq620tkZgjMVBY0dVVd5EOtmyMMnp3eTcG+/dnXMIAca8Dc9ZaxjDWo9zVlFZSnwwvU9sBOFN+UxaWgghgghihwGB0DFKAAAYQUhGm34IIUYQIGTtKLN03BuJfcsRwJRSaJ1PqNVaX7x40fdiSymTJFlZnH/93IW8KpaXlhpJArSJAi6GGQZAi5pTFBAUYEYIUUI6rRvNKWt0kQ8dNQ7aS5cvU0rnp+eKXtZoprfffbcxmlEyPzOTD/tpHLXbrSiMKCGiqIQQQRCUZVFV1dUra61moyzLtbUrSkkAACKIMOwdvJ1OZ3p62hhjrS7LwkNLcRxLXTOKutUwCUlv9zrnYRpzCmDcnOru7e11t5WxmPF2u22AY4y858F3v3nuHGFUSBkn8eb2dhQFC9PTjaTR3ds/vbKyuLCgpLBKnLj9lOjtrV25pFS10Okcu/1u0OnInZ3ezo6/5BFCZVl6jVJZlrvbm4uHDi+trg7NpfVXXx8CwhsNGiVbe3tB2s6ERNYYAJyzAebOWC8plkhTyoqipJQSRDRU42T8MUjhNzle7Qkh8ibYsf3Yr7d5nvsl1xhjHYjDaJhX290eAniuM4URCVsNJcut3e50I5xdXEKcAGOAdbKsrNHtIATQthans+HwuRee10YFmBltlpaWpJTdfg9YFwTB5rXrzbTRbre3t7b6/X6LobvuudsJVRfFcDgcZMNTp04p41Re761vaiH6UgeYW6drJ0cXDnjLXscBgBAus2x3t3vmzNmFTmt5eandalqjlKxCxrSsnFN1pfy4q5Wy1ly/vrW8fAghNN2Z2dzcBA5sbO3cdup2oQyl7Omnn4XOLi0tbW9uLC0tQQgZIUU+1Eru7e4kSRKFgbXWaKWkUFK0Wi2vGiuK4syZM4sLh/Ms01rMznQcMHOzMxgAKWUcp/NzC0bt7e3sEIzX1662p5o729uHDx9CCHa73aooGMFpJ/XUq5cpTdqzD/Dog/LjtxN5jtJACDNWQmyNM8BCZ+Gb565ubw+cBUqWxuR52Zudm/6hj/3QJ3740bNnz/zv/9v/+qkf/bHFhYWAsaeeeqoqa4jxzrWN/+V/+K0gCBAwn//sHwJgwzAEYHRbB9BCBBHBt3oLJ5dQGgairGVZQYtCGs0vzGxvbGqN1q6sfe1LX/vUj/8d4yqCgHHOWgMhpBhabaJ2s+p2RVX0u9XKyoo0hlKqpXAO1PmQUfL3f/7n33j1whf+r8e876DVTKdnms1m2mnODVUBAeCEzs8vLC4sSiFI4jD97s9o36OpD/qWMwQJJRxCiCCxI2oHQeggmOjbuaETgTeROZ1OO01TFgaUk62tWikFMfOp9Agjj2Iygo0SJ04cP3XbbefOnVvf3A7jUWUWhLCqqhMnTrTbbSFEGIZlWVZVlVBclKVDuNvPGGeIkpDigOMwDD30aK0LgqDRaOTDHWAVgpTcQpt4Y4D3bnmxUxzHly9fPnr0qL9Koyj6xje+8Zu/+Ztnzpz5kR/5kSeeeKKqqjiOKR2B0N5Km2VZu932LzXuu+Sc+8bSxYVFrZVHj+bnFpIk6XZ7Y+ZhtDIiRBAySgkAKMULs3Pd7j4A4OrlK8eOH03jGEO4urr69a9+bX1tbfHBh7yA3kJgjH7jjTcopWmaLrTb/iWrumA0PHrkyMcefXTQ7z/88MMvvvDi0vLi3t5eNL8IIcQYai19/u0tFy26FfGddEPdJMr6j2Fx3oHr+2u0PdzKTI69MTelC/jAAL/19PLaCxcuSG0wxuvr69Zaf8tBCIVh6KODvNqTMYYJLorcGDPmMeB/uD3XkxWNRuPhRx5xzj3++ONFUUzuisZA+CjN5QBN//8fE4ffjba8Dmit67qWSgI6QgDHV9OYabmR6YxvxAMihAD0X4AwDIOAWWspxUpZYxWlNIpCrbUxWkqfOI+9qo0yDKE+0CVaiBzGWMoaoZFZSWtpDHRAK6WELI0VUsow5HmeGWO0UUUZJhGqy5ITXA6z3Z3NjY2NkydPDodDcvBAgEHgGEYo4IywTrvVH+Ra1hBiZx1E0FlTFzm0hjGOGLG15JwGgjqAtDOjcxNiq42XPgDrrDYIQuucNQYghwg0VhujvRzUm4o9BjEuRBr1+8EbakCIRn53hMg40dc/07OUfuD0yMiYyDLGVEHoVV5+tfev7BsUfWm7x6HGs41HwfzP+ohOLzD1iSxjs74fLMc/CIB1wLkDMAUC4KzRTiOCKKXIIB4HQtQei/FkEXSOIKi0MVJZJRGAyIGbyuustcgvM6OsSyelVFIpLZRCGEDkLAKjTFIjlbbGWgvh6C9V1jgp/Y3MByEgiBx05CBe6ECwiq21o/rJ8ZI72U7+nUUOoy8ggA4ggg84Q2gOwkAnpc6Tk9jod90iHx1bXMYeTnCgxpwcDuFbH+A7tK6/5X4BrW8jdc4gz6yBcQPEGKiBt0ZETDCTb7krCSEYo5SOzpaqqoysnXPzc/MLCwvQuaLX39vb13kGypxAGHIMLcQEE4QtgJUQxXCIEEySJGDcAXvffffleb5+6QqFaHlx8dSpkxAApyUEDjoVUAqsG2Y9LdVwUEgpi6LY2tqMgrCqCo9Q0IAlSRyGIeU0iPj169f7/b63vGqtkQMRD3CEi6Lo73dJxAaDfhixZjPp7u1u73SbSRoHwWAgqzznnB9bPmQdcM5hRqemplrt9unTp4MgCOOo3Zny8qIwCKr9/b2pjhIyIjRptrY3rmXXN6tySAEsi6qWsNfrg17/ypUrnn7XWodh6C8i30xrlVrf3Kgw2d7ZHVbV7LGT8ysrClhAqFBaKZXGkUNAKaWNIYRQQkUtfIqSs3ZE7yM7tul6Cfc4lml0FUPkoSXfaOpDFny5nx8LgyDIyqGjhFGcJAkjvNFqcmsdBN1er7d5lTtLMcx1ETLeShshY0pIiiHn3FqjnVFWIYobUbq7u1uXFeccQwQx6O7uAee01hjCJEnqui6yYTUYauNkURX9rMzznY3NspZRFFmpymyYLKbOAaGkctAYfUPa+Nb9UhhG586dY4wMsl6axtZqCF0ahxYjo8RgMEAIIUiklMa4IAju/YH7X3nllYWFxWGRd2Zme71eu9PJy1JKBTHtTM2kaXRoZXlvZycIgmbaIIQEAPV6vV6v5w0jjUYjSRL/ORdF4U2tzaTpaw+3d7YIRvPzs2+8/mqr1RgO64AyBCBB6N7773/mmWeklA4YrXWaps7ZulZaS3+KeiDDf+1BusnMLb84QPSWK/RWBYFSBhNorWWcOYDjcOrC+b/q9rKAU0JBUfTOX6h+8lP/GWWkLvJ3f+QjSovP/v5nlxaWeRT+68/9mzwrOu3OP/5v/uGXvvTYU089+eu//pnb7zhtrV/nHYAHXCN0Drhbl4vJqS+XdcADp+yFNy+8/PxLezv7VZ4sLy+eff21p556+oce/WjSDoCqb9rr9jY2EELb29ubm5tra2ss5YcOH46T1DmnlRsMit2NrlWomaZ5twh4FEacBvRdd9/5wuuvAKCJtr3dbjtpYM5pPAWMstB4tdHfgqkPAOQcQAgHQXjwnXFks4MQMsarqnJuHJNw0Cw2VtlBd/369cuXLy+sLDZbTcYYQlA5jOEjsgcAACAASURBVAGAmOARyosCRq2GrWZjerqzvPTBs2+ef+WN8+CgD0RIaZ0LwpAFHAAwm87Nzs3etjRz5er65u7+XC1rpVdWDytZI6A5D60xjFIN4czMzG233Xb92hZE0FoLJjth/X1GacYYYNwqXRflsD/QQt595115nvuIl0G/v7Cw8LnPfe6ee+5ptJtLS0tlXSCElJIIjxU7rtvtttvtdrs9vkJ8mpBf7o8dO1bVZZZlu7u7V69e9abzXq/viU2/B1JS+SVSCGEtDoLAX3sXLlyYmZlOG4nWmmDyEz/x49/+9pNpmh45cvTq1fXhcEgDvr233X18nwf8P/3YR9K4EUUUGE9Im1/5L37pM//oNz78Qx/++l99/ZWzr/zVE0/8vR//KegAI0wbzXkolbyZu4NvP2whz937VISbVr+/hsTz1iQSc1Mtm3vn/r63+S3O3MoUTbhBfPY4Hu+lxEEWlicTAMKccy2F37yO/QZ+/z0iGaSUhcQEM86lUna0A0bvPJHecj0554bD4QsvvOCxDL9ijrsQvYjRjaVTCHn/1ff5AwIfeQis9cF7LgwD7Rm5kXMAe92XuyUaZzz4GWCMceNqHwdcmiZ1XUHoyqp0zjDGKEMIWQgtJk5pXVWCMU4IRRgC4IzV1EAMMMYIQgCsgcBBa4FzCFjnCR+EjAF9WQkhIALQkbmZ6Xe96y5jTVWVdV0ZY3q9XSVlWVX5cHhoZWV+bo4zXpHKbwqBc0abPM+CIJBStVrtu+44LZWxDpRlpY3VxhRFaYQ0xmJstda93o4DOIpTpY111lrgAAQGEByEYeh1kn52GqMVHs0FEBBJtJOevaSUEoaUEkobDCCkVClFI+o/v3GoshCCUosQRgiPs0wJIX5+I4Q0Gg1PNo65PqO0zylFCNV17fE1H+LnL7FRHhKEY1XtWAI9fs/+GvE7SM/1+b/oxpMBABBijABw0DgrhQFUm5q1gijkoLStVqu7v08ZhdAapxFwzhdjGilEyesY+gwR5MvPKLIQE+KMj0UxwDrogFXaKgmsdto6bQDSCCJoDUIIOaBELY0yCtoDEBoh5CZiXSYQ1RvZnpRSjOEk4zf6k99pAXQQWGuNr0KAyPdACKmkUEopCKDW1iIwPkxvP/VNLGW3bp5GiBVA1lk8mopHz0UQIYgIRJxQC29Wed3EXjrnCBqFQfjiRwQAQcA56BByECCAvddxdDRHPaz2xuDnT4ADxek4HyiOYwygJ/oghDzg9957bzNtzHamnTZFt3vx9VeFls5qDh2HzknJwzBgQUBYGASEYEqJUjLLhlKKgAdJks5MTweYFMPsiccfd9ZAYDnFGMKAM4Kg1spaYzQcDDIpBeeMBQ3Gm96uUhR5Vg5LWSVprIFKGykAbn9/b39/r91odjqdRpqKWky1WmmS9MWQMRoGEaU0iQIAAGfMGosRYowOB1l3v8tosLS4qLW+eOmSuWR8bCwPgrwokiQZZtmx+WlnwTDLIUAii3ack7Uo80xLAZEDkA6GxZX1dc55XlVJkjYaaVlWjLG6rmRdY0wQpZDGGuNc6bgz3ZqbO3zbCRaFe72edciD+hghh7FSqqqLNEoggowzX/9pLYQYYkjcRErWaEI4OEweqaGUQsj9d/yV66U3nvfzy0tAEEWIRiwIAkZ5GIW9ra0rV69e29wInIsoEXVFAxxGQV4MOG5OT7cCSot8uLW7QxltJFEURbDUh5cWnLX5MLfQpmFktJlqJFYbXVcEuIiShfn5siy1thih6elpxrk1ZqrZitOEEqK1RrMBQzTk7TrqtGemtbMWHlTmwpGrRErJGX3ppRcxRu20fealFzkxQcQXlhdpFAKgGo2m1rqqhLFWGzss62FxpdHqXL2+1Wg0LTQz80trW9uERa+88vqR1cM8TqI4KUoxMzevhECESKUrKTEE01Nt/7ll/Z6oyjwbTLWastbW2pAzziIM8KVLVy5dukQpSZLwG9/46u23397vF0qLPMvqunrh+ec7U1NPPvnE1tbW3NzcoUPLdZlDBHzKgDUGQyfrUkoZhiHEEFiNDto4fY6LGeVbgVu1nRN0D8QQO6CtA5Txza29M/83e28WZNd53wf+v/Xs5+69oxsAAQIgCVLcRIrarEgyZXmRvEXxlOPYUzVTMd9mJi958GSmYo9mxn7IbPa8xDOJZVtJxYptrZZkWZS5ioLFFQRA7ATQ6+27nfVb5+G7fdEAKMnJyFVZ3MViobu6773n3nO+8/3+v+21s5QEno9/8qc+8p4n7g847jbbRZl5Pl0/+/pDDz149PiJF5959sJblxUyhqEPPvnhuw6vvfHaK+9/7+P33XscMJR5FgQ+mroqLULggsuQRW6LMLOBgLXTxBmLksgHY4Ghe+85ev89xxGgf/3Zf/Psc89hArvj0Wun33zssftv1lAjhBAKgqDf7zv13yOPPrq5sZHrcpxNdvr9qqo9HnosOH7s7sHWJApD0CZthI1WqqxaWVv+i2ef7nY7WNpLb5x93+Pvr0cZsTlPE20R+WHvi/6mFJ77NwrWgtYWAXYLsQUghAV+OB5NwDpbBd3r7jC33JgQquqiqsomaiIMhBJtsHEsIsGUMWsQQtbzvBdffP7cm6d/8Rf/izRNuOdNDTmEUM4QwczjrtclSuIjR48yMTCmLqsJob4sVZqmxmiPcAQEWUwxM4CCwD9x4sQ3/vxbvu9rBWg/G+0GmMY62X0URUKIra2txcVFY8zDDz985syZw4cPP//tF1YPrrqcxs9//vNPPPHEs88/QwhJ0pRS4t4cpbXWemNjQyk1Pz/v9vGMsUajUdd1nufDoT5x4sShQ4e+9MUvX7p06cSJE3u8OeyPsJvpduq6Loqi02k7LdPu7i7jlHNeZvldhw5urq+/9NJLVVXdffexfr+f55nv+1mWff0bX59rRo8+8u4kSKRQSdTgjB06uPrAyft/8zd/65M/98lTL5/6y7985h/83KecvMRai9k70lboHYe1s2be2wRCt+0P/p128z947PCDBYHfL4rAXfnO0DLT386CIjjnytg8zzFMpUQzcaBD4LM0wtlcedptTcg7ZBWg78FV7nldZ/rM7e3tmc1Ga220JghbczO+z0liXC7I36K+/R/0VLbBWD4eI8BxHCOMwSKr1W0l77NmM3dNMeJRShmjnLOyzGuhsmyCMSBMAu65bj0p6yDwjbEWCEKcEOVaE5WSlFLf91Qt9oR21lpXGq4owy4SZm6ut7i46ErDB4NBLcrxeJyk/tG7DxFMLGgEyFhTFkUcxYPhwI14NjY2ACDLslnLAsaYIEIpG43GcRzfdfggIQwQmhS57/mMskpUAQ+yLMOECmneOP3m5StXK6kwRh6jCBGlrRDCEcvuXHKssmtrUEplWaa1NtZUde3OeXfWOTQ4i+K01gpRO/ujg8+UUkIQAlTXFaUUIbI/FtJRczOlqPukMMZ+FLmryenYJ5OJUiqKIocMXdCRS5h0z+uicWduPbd3ZIQ4RcYsHnMWejT7t1NYcG4YI4HnI62MVAwQxlio2jKLkKGEILAIIQJYGYURYhiDAasNaK2UBGCUM0oosoZgQhknhFhRu/J6LRVFmGFiCcHWWKk0IKs1ZpgiQNoQbfFeVKyTt1lKESBjjFHaWmuRNcYC4Fu46FvX1ekidmtPw52kn7FaOYu4yzVSSkpVC1kKAdrJKZE2xi01tzUu3LZo36YgvU1ijaegzrr/AABjcOJTALMXk74flNrZT1yiHkKA9vk2b4rF9hAuxhgRPIP6NxlZuFkMiABAgdYa7z2PUxSLcjpKyLKszFCv18PG7mxtNaKEE5IPRiqbcK0JIxwha2HYHyKM3KgiExPf90ejQZwmjUbrypVrWsuI0rm5ec7pcDDQWsqqIo0kThOCUF2XFJNWIwXkKaV835ub61VVmVcl55T7Mfd53IgJIUaruq4OHDhw/Njdw+GQErK0sCiqWmvdXEkBYHNzs9fuMMa2tra2trbCMBRCYIJb7XZRlsaaLMuKrPAwY5wGQeA6PMFaLeWkqrY3t8KDBwPKDChtzXDUl8JgzPI8Xz2w2mq0ELJ5kRlJu+2eYV6pNOLeje3trcHg2LFjVVVt7g52dnaklMPh0A/5kXvuXVta6iwfQL15krbzSpTS1BpC6jeixIqaYgg4I2B939NaAwJjtEUWE2wRAAFZS0fgu8/Rsf2OVMyyrK5rzrkx1m2pZzbsGV3vhqGt1AOMECFAscVIiHphca49192+fqXcHZlcV0XebDAehlbKejzazfMyy0Rdr62t3n387hs3bly7fh2k7Q92jTGB5yWep0XdbraUkIxzrbXv8bm11XvuP0kIwZjWda2sUVIXVUkIK8uSR2HieZcm10QhAq9cObmMKa6NtIRP5VD25jUIFibZeHFx4ec/+fGd6xd/+qc/XhTZq2+8cvrMa0fuOiSkstYCwp7PEz9KlCKUb271R5P8/MWr73r4oWyn7wXJufOXR3k9mpQXL148sLQYhv7R5LAytZLWXThOBu+e1NW0Zll24cIFzvlkMpmbmyPEO3v2/ObGzunX3lhZW/7Qhz5IPfXd736nKrW1KknDqi6KbDNN4zNnzjzxxBP33nvi9ddfxwTcgNvzeLPZ2Nraajabs3Vp5jreJwGYZg18n9wmjwbW1kEY1EoTQr/0lS/e2OhjTI8cOfyRj7yf8KKcjGrhGyu00Y1mLFUpq/zHf/Lj//x3/0UmCsTpBz76d77+za/lIv+5X/g5g40xuj3fybKRK5WAaTMERoCtw6TTEpppkrAFiyxCCFWTie/5ge8jREEZ0PZ9H/3g088+3Z7rjMb557/0xXc/dh9GLqTYuqKdLMviKBgMqlYzxWAQmGMnjjsixxoQQvqNOSj1jUvrW5ubHufDwaDVaRlqCMNJFO2ubw7Xt9G4pqX8yh/98f0f+PG7HlqUgPl/qKhvZp9Gd/i5b5JAe9ktxnERs6ytvd9E+x7NAECSRkmSUEqVlnvliRQbiymhlDDGwGKfEYwgTWLf58PhYHNjwzk63NDIqfbdFjlJEgC4fPlyvnlmc2e3VLbZjqI4oJwRwYxRGBOEiDFWg8UInTx50un6MKb7b3LO8eWUIW57jTEuy3I4HK6srJw+fbrX621vbydxvLW1NT8//9prr/3SL/3S+fPngyBwU3k/4A5C1LKy1hZFsbu7G4ZhGIb71zuttVLShRM89vhj337xpddff31t7SAhZBYwCwAe41VVGaUBgFMGlGWTLAj8pcVFJSXFhBEKnnfu3LmTJ+/73Of+7WuvvtrtdldWVi5evFhWFSEky/MvfOFPGaUfeM8Hkjiy2khVl2X9M5/85L/8zO999atfTVvphQsXrl17+/Dhw9ZaqSSAJRSj21gri36gwvP7aXj++jOFO9DmnZPsH4jxzDvxbY4iRhZZsNgi51lyqE9K6eiCKW9AaBzHRt3kFmbH4s692TDeIuv5nvuJ0gqhf2ftpbHGyeWFlHovnc9Rva7kGpPp9mi2+3f9EH/7dVMli7Hz71ljMUGUUIvAGoB9955p1xy5SfBOGSc9jZN2YINzj3NSVSWAwRgmkwllqKoLoy0A1tpqZT0vsFYrJZ1L08yETMYFD5A4TgFpAEsIPXb86L333Ctk7XFWVqXWemt7MwgCKatRmTs45Hl81B8vLi5abRilQogkijutNqds9jp93x8OhxiQ1cZ1KFdVxX1vPB4HYRBGYVlVNWGilmGcBL7XbiXb/WC8uWMsRpRRwpU2UtUceJUXbmulhfQ8L/KDwPNzlYM2BBBjXGpNMHFptAQTayxn3FUagLUY4UoUnucxxrU21mqEmFKqLKvJeJIkyd76pvfzq7P4k5mkthDT0gWnBXV0n9MyOA8hIcSBQPcgvu/f5jQDAE6plNIFhLqHdaOcGUzVGhlkpNSVxRghMAasQcjqPbXqKBvXdW2MhmlECpbCIpceCQBGI2ulEELQabedVACIukgVa60FAgisrYvSSIW0tgDSamQ1wQQzQxG2WltjGZmm1EgpFQWYZWZO6zjBtbPMsJyUUkrXc3irmOqOML3bFY+u9XxqxMDaWsY5RsRaBBZZC9oaZYXTpNwp9Zy+wwjdmcpg9wkuAcAqCfvaMmczSvfG3vbC7mT59sK9b0a0WDBO9OfeCpcR70JB31FEOju7ZpNot5eYNesEQSCEyLIsoFQ3FCBspNpYX9d5VhUl05YjxBFQhBDBgR8pLQHAaisq2Wy2i6K0GqyBMIyqqsyzyc72pu/72pV5hH5dlmOrlRRG6ySOakr6477v+0EYBFEgtWyFzTRNjTWexz3fwxgbpSiGPM/dTjr0/K2NzX6/PxwMwFpKSCNtbL3+xtLyIkYgJlkzCufm54q62u1vl7XkvieUyYoiN7Y91yWa5lUx3+0hAKVUf3un1UgZxmVdr++sD3YHjAVeGAZBPL+6kiSN7cGwFCVCqNfrNDq961s7u6MBxpiHEWOs1ob6wV13H3vg4UeSOC6KwnA0zIurm1uvXb4yEHrpiLfWalJpR3kJWvmEFLWq6goQEEykrLU2hHNttLZWKVnXlTFGSRUEQRiGMzPY7JNyl3+/v+sakpIkcTIEpwtw2WkuLl+VA0w1QoAIdaSN1vq9733PgblO/8qFuTiKgoDLcTaaaCE8QrSQWgiG8fz8/KFDB5cbzeMrB8ZZORgMqesGkwoDUkKWeY4QAm0Qxr7nPfPSC1qbME6ctafZbr/11vlJlgsh2u0OpbRvh1bYpflmb2GeclYbAAJmb5jrCscYY1pVw+Hg6Ern8sXza8ttI+u6yu8+evj4fceGk3Gel1EU+SGva1lWVVlJqbKiqjHz0lbr2y+dWlhc6s7Nf/Ppbzzy0MPCWMoDoUw3jPOq9v3AIDQZjZWWs2JSd4+Iomhtbc1ZNC9durSxsdHfHsSxOXBgzfO+3e10jFZ3Hzm6sXFjfX1nPCyVhfUb1x+4//ALL7zwsY99DCFLCHnPE48TgouiqKpSKbWxsbF1Y6v94IOYUlHXAMCYU3i6/qsp3Wdv3Qo6pcYtgET7BlkM2vPoK6+89vLLrypp0qS1unogjJhSIm1HsqxgyrtIhHCURqWsMMO5FD/2Yx9Jeo1L16889PgjPAkrVQMydVYZqwCMBe3QHTII7J5OfjZA2ls7XAsqp8iouswFQYQSD2Oc+OyBBx/AhA1G4zfOvnX57bePrM3NblUO6+7u7rpRaZ7ndx8/PhITY6wQnsM7w+vXL59/+42X39zZ2myEbY/6rW6rNiLi5N5jx/7ii3927c3zl984e/Wtyzrqvv8nfkEpqcl/PGkud27Tb4b62KnHA71Tns9+wdvM/CaEmJVHgTWEEKfwBIvDKKiL7NDBQy++8Py3nv5mb+WQO8VnMeKOPdtrjtIIoYOHVgGTreGEMhx7Aaa8KipRlQ4uGGUwo5zxEydOuFy+OIqMur2rzqmW3Sv3fd81bl+6dGl+fr6qqiNHjqxvbVBKR6OR53mf+cxn3vve9z755JOnTp26ePHiPfceT5LECUscBSSlvHHjxvLysntGp1NP03Qw3PU8LqXsdrof/vCHz58/Px6POff2oylnI9yrFhDWWoRRFEXNZnMyGRNC8jxvtNJOp7O5ufnUU7/6la989dSpUw8//Ojq6uqZc2drIRBCW1tbv//7v69r/fi739NqtAnzOPeOHLnr137t1/67f/yPWt1WWdffOfWdtYNrYGHWTvYDKbYfiPocVvn3YJK/P2H4TqjPfn9d5YwRmn1r7J6jALuiERMEwazrqajqra2tNI5m+GoaWL8XMT9dC8AaMG7zJKR0M4gfzEzexvURooTCezdC52uacYl2v656b5Z253r6n6/O0ylMsCvMgCAMKGHaaGMtJUxMY8G5uy86XDdj0Y0xPvcBwBhtjKGMMj4tiVa5PHTo2H333VtV1U5/oyzLsqytQXlerq9v1nXJmAfIOgsZJ97+q4BSLKXEBBjDSqs8z4UUu7vbYRjmeR6EQRD4rVaDe9RYr9lIhawxxgzxKIqcdc2pfJ07aLY8hmGolMmyrCzLVqvFPGaM7nY6GFtGGQ88hC0DhjG2RhHsLy8vLSyvfP4LX6qE43csRdhazoE7GbMbEidJEoahewoHOTj3iNGu78glXLmKkRk1RAjmdNo6kOel86W4ilFHTjLGHEsz25S762K/2tbNYGfCjVl/l5uduWtqFv3ivmYZV2525nKzRF27o3B1gm51db85nddgZpCtyjFY5HFPiBpRTDFWRltrCcZVXjm6HjC4ulkwlhJiAGptjNazA3HeFVfuroVECGmlgFG3jIi6tkZjhAjGoLUrKsKAEIBR2hgN/Cao45yTIOCcY4wNIEDgskZnfsU9rtXeBpkQQmrvlJg5Hm9bISmhxhggGCGC9z4IQEhrrZWy2hhjELX7b9P7B1szhedt2euumGQ26UcISVXtl//s//1pPSlldy7Ot00D3ao2u1+4+KsZ0jMGjEG33Q7QrYh0li1BAFmLKKVGK0JI6PmNRsNa2+l0PIQppQwT8NWZq2/LyWQyGsfE+hQrQAYjhtBwd0gYddYmlwfuom6iMKqFaLe7B44dSz1qjNZCADJGSkqIqIoizyilceC7Dp6G73e7nSAI3r5xXcqaMra9veka+TDGGKyqq6qqOGWj0YhhoqUqiqLVaKRx0u/3rbVHDh7a2NgIIz/g3s7mlqoFYawRJ9xXk0nhcuOqshCy7kadubkep6zb6VRVRRF68IF3Md/f3doq0XBxacVrdgHRbHN3a2sny6uk12FVdf7ihaubG1GSEsYxxlWRB0GwNL9ciRoAxuNxcekipVQI8fbOZlGLpNdb3x1IylqrB5UxSZImaXM0qcBazlipKiUV51hp4fHAC/26JlVdV3WZ5XleFt1m+7YJgruKfd/vdDppmuZ5zhhvNptKqdFo5BhaB9rLspxO7oxG4HKYDKKWUKy0aoRhu93Uo4YoimwyCopREkYBZaqqE8+LkgSMHW5uvjkacs6DKIz84NzGGcbYwtycEnWdl0EQRGFQFWUQBhSTPM8noiKEEK12dnagjw5YI5FNO+3t7e0atDRWKIkNEloqa4wxHvMqt+FAN4fOhGBEWBSFTz31D3U+bERkY3O902mOi7FREPge97hSShYySpLBcPRX333l6b98VghdlOW1azvYpU5Syij5/Oe/5lHIJrC0wA6vHajLIk2ju48c+dGPfhRAGmPcW0QIaTQarkAIAKqqWllZYYx5dOX551586aWX86x48F3vElIsLi68//3v+8zvfbYo85Xlw0tLiw6kPfzww5cvXxyNRoNhv9Pp9Ho9ztnOzs6lS5caaWM0HGmtu90u51wphRGaht87hQVjeE+Q/72svERQSv1xvh004q98+auD3ZFU3urqwWPHjmojKEMUg9dIRqORtaYoirTRYB6v6nowGfkRP3jk0KTMd0a7Tz31VH/UbzTS/u5Oo9GQUgPS1mrrpv2WOL0YmuI+Z222s4kYBvDAWGO0BYSc2oHGSdjpdpK0uf3Kq3Vdb25vHz20sH+uNJlMrl69Ojc3VxTFXXfddePatX41arVaZVk1Gg1r0KlT3/2jf/XHnaSXpikxyPf8qq4OtpfzbJx0urEfvvTNb3GLDiwd+NG/+/ejQ4drpQ354Tct/7BQ3+0teXVdu/4lN5cFAETAGmwBLCJKA/dCA6CMlqZkvpUm16j24zDvl4RxrTVY62FeTfJWnOqsDBG1hOxCbYkNG5GhpLLW98NC6Dhp+EFAMPYIzQajiCeYsFyWQRDvjkogvsXMyIpSICCKyQ5ttbYHg0bSoSyohKUIcUxZEAOmimDFKUagq7zXjBtJVNTSIO3F/ng8VsiGjNWVZAQBGM6pGxm6RAcAb3193fd5t9s9c+Z0s9m4evXqwYMHsyyTlUij5LO/99lPf/rTn/70p8+99tYTTzxBCUNMCaE9jCZZxhCsv3117dBhTqkQwgWdM9rNMqNMFkYqbZPDxzrn37pUGxWkYaGEklqAJhGqa1ELgbTxGI44W+yl7QbVeiOOh6zciD323/zKf6kt/2f/5wuXz/R/8sn3/Yvf/9z2zmDpwGrYaAHP8iL3cjwqxl/64p9defvGL/79X8LYYoxRyH/uF37+n/zTf7J++fqxo3e/fPqNDz/5ZBolvhdoBRgjIFhZa9wYFqHgjkhP540zxgEhMEYhe/vI+XbABvodhZe3cF+35gK/g+DT4r/WOXsrn3bL60EAyGpRhJQh6pVFbaUCbREgrTUgW5Sjk/cfv3TxCuXUmdpFLZwszXkREUEAwAGDRrqSUgglpdYQx/HW1pbv+9M4Is6lVnuHiRwTqKX2/UBrHQRRURSMM4EqSqmQ0qngEEKTycSZnULuKakIsYAt59RYbaRstRo3CyneKWjnh6eftP8++tr/H093MzPDbQ2/d3uYsQYsAgQWAWPMC3ylDDa2EtJlZhRFEYdT2a1D70VRuFZM9yYzxkCodppUVTkc7no+R9gyiutistDtPPKu+xcW54QQx44cqGvJuTfJskaj9eK3T7347VN1JbzAy/OCUj8OeZ7nZZmHoe95jHvUGGWsVErneRYG2PcgDGPf97OsKIt6e7tfFuLKlSvdbjcMQyllt9s1Wg7HI4xxJeq02ZBaJWlKKMUEV1Xl+/5oNDJlkTZTi+w4G8cQl2V57e23Xd+ai6xkOMIYE2obqZfrkhHEqc0meRQ1DBilbUCwtMaLfEZ5VUmLmTSokooyJKHSuEzSIKa6Go6ElEEUho1wUmaqyi312p3FrKykNB4LkBqvzc/dfffdly5ceOWVV3wSMy3T0PZRbUFokAHiFLCyppS10ZpwShnyfDwejpC1IW8oKbkfGkwI4QTzySSrCxkEPljtMUoIWFsD0kAAMNSyttqkaaq1QcZaLZVSlhCCLNbaKEU5R0pZpawQCsAS4kCpxdhQGMpZlQAAIABJREFUmimZdtuM66jXtoEntQbCwICaFGgseA0YkDBWVpIQUilAflRbAEwYsjKvCEIeAOhCCUGUxZRajGutK1EBwVZrq2xIGakL5gZzeipOY4jlpXKLjs94aSpOODbWGCwE1aUttcFGIKwQYGOwsjgImTGaEKQ1cIoJwWrKYGOCsNZCSeUx3xiD0LSsEuz0yrmZNCMUQshoC6BcUrHRmjIMYCwYiy2gKZxy6mEMwPZ1JE4fZE8jO7vi1F7rsd2TPBBktdEYWTLVtiGlNFjLGfE9hpE1++8a6BaV0GxpUUZP4zgxstblKktCiBscSKncQ+NbhKBwW9woAY3cqgCWEzsp8jReOXL4LowMJtijWGtmtVVVUQ53sCzmUj5AJQXQBhcCKcZCz+8s+WmjpZQq6op6vLMyzxshsrgZJ9oARkjz5OJwFHv43iOHRT7avHo+4DzgmlUWgWn7UbPZ7LWH2zs7WV/tClGPdpRSwcpiO4mstcvdTllXoMi5C+utxE8pEKW6nSiK4jfPniGgg0ajHheVJaPReu/QcntxuT2/vD3MX3nllcSLHzh6NEC6GvRFlhGfeknkBT5CpNNqN7yYSgSYwBpAM1FWtO/psloZY8SgBoq++IWvMuZJKTu9LlisBRiJjdDI1kBpXZWjbOSFnlKKE+pxr50mZVZoqXoG6ii2ftBa8DYq3Vs7zoImAgYWfEYnVQ4Wp0nXxa5gaxtJuyiKiIdIQWuukXijPM/nFzoO5mktAQzjWEpd14Wl4HlR6PlJFCPsGWNELcIgreu6KutOpyHq8YXzV06ePKmUijtdLQxFHIBogS1ildaBz1aPH9+5dm1j/XI1Hs+roiKYgPEY8RrN8Vi1Wp2A0f7OIGk0OY8WkpDm+eLCYgPQqKobcaTBSqv9hi8x7OSjEiqEMcKYMrywOFdmuS4LJqXI85VmqrWO/XBxFBdgS2M2RDbnUQ8MAQNALJluu4m1gLJaFJ217gCL5kpvc9Tnc3M7FlDQxhaQxRM58cO4UPVkZMd5/MWnz799DazhwlDFIqkVQsiIilufhTwXmqdckPAvT13zPXroYNQqwpJ2PDHEGBtralMrAzv9bLM/4tGg020bSoHiIA70a29c+vozSSdZi9lKJ5wM+oTN1cqrla9RSIPGMBsvLvpJGozGfYTQfK/HGBsNBlvX1z2f12UVMTYZlSIu02ZaqbxGBfd9QohSJg6ibJyDwW1oXDu7fvbs2c3N9TyfMIosaGsFQgrAYAIYW6UrHnRL1fQbh948oyrdMGys8dWDq+/npQzDZlEVWVCXpmQUhU2vEgKhmEKMRUxqr0mDcmuLVDYCDiQwWb2Ydou84IgaQ6xBCFEEBOEK4dJaZCwCwNYAYdRaa6wG0IAtEJTrNiBLkTFEUwIIGZ+T8Xj46EOPvvnKW570QNhKldYiRIjRSCkdhq3lZVoWk9XVA81G5DGgtU6b4dUb142tBhv5G8+/MWfmyQ5GFuIOBTK8ePm1E++5y0MsCUOupSkHIZqoydvPfuOPH0u7jaPvlooA+w8U9d3+5aaqjtacZijP+Bk7cwLcbFPFGDulxv4HmUxGQtRCVmmQck6klBEiVS2s1QQjSghFKAh9Larr13bWr187dGB5ZeHAbia10gQBIRD4XCuBwTLOGEVgtdFma2vL97wgCGplZrt8hG++NqeWoZTGcZyVfUKmeeVgyTSkldH9OoTZfLrX6+3u7lJKu92u0MoYMxgMKKXtdvvcuXO//Mu//Fu/9VvHjh07ffr0888//+CDDwLSjHm+7yOMx+NxFEWj0ajdbrvof6VUGIWYmqzI3EAxjlqH1vhwUG5uD2SljFLIGADZCP3uykIjjji1WuTL843lhXRpob22NmdUMRwOTr38F+9+7O98/Cc++Luf+cLlq/6Je4+88sqpuNGY6y2sr1+XVAMISunu7u7nPve5G1ubP/bjP3H3kbu55wVe+LGPfezPv/b1oiyfe/75KPi/f/QjP3r/vfdiRKyxGFlyc//9n6grbO+kdKTxdMSOQQhx48aNLMuSJHFa+Vnlw60A1RCMwCA3GLmxvn748OEkTRqNxje+8Y3V1dWFhcV3oqfQtWvXHnrooWeeee7w4cM3btwoi5wytnLgwGxbM9NH7X/CaeHVXsrFf/YsH3JzB7fpNdrMDHuEUM/zIER6L4Zrlu1BKcWYOPmQEKIRBMYoANNqNRE2RVFMsvG73nWy1+sIWe/u7gpRNxrJcDhuNJqOEWo2m0HgV1UVhgHnnpSqqkrKMCG+GwpIKRGyk2yyunrgPe95nBB05cqVJOmMx2OtdbvVdoTexsbGCy+8EIbhY489trq6qmTNGa9F7VIusywbDAeO+en3+61Wy/d9VyAxdeIF4UyYgDFOkkRKqWpsjJFSOIZQafWRD3/ktTfOnDt3MYwTRkldC0oQpYRgRDAgi6WoymKEMaIc4igwSu+Oxonn+wTdc8/xo0ePVFINs+Kl77y8099kPPS4L0QRR0Gv1/M45ZyHYUAplVKAhl63bRDVSpAgsMZobTzfDwkxGAjBYI3HGSPI50RjkFYhhJXWQpaE0rSZOk0jgCaOdMMYWQPWeoxrbMqyYpTedM4YK6Wq89yRkI4fcFyuY0rdO2OptRhJITSehk8gpZG1WhujDTYWlDXY7KeS7oQWSilrlFJKO2fjtHnF4Qzrsk1nOsn9Usb9j2mnoGmK1m5tRJgelBDC9ZVPY8iNcbs6Zz2YrkLfw263n/hyt+aZr/LO37ntMP/6Huz9f+hUCfvvkjPH7IyK/D6DpHfU/7ulz/k4pod/q1j0Nnvh3ruNYd8htNvt5eXlZrPpPPJCCEIYADSbzWKwbYwpy3p+fn6p00Za1UVpldZKlUU1ya6XZXnv/Sc3NjdfeP65wPNBG1HXAQ+0Utev3bCAKJJUTFpp0IhjJKsgijzqCaGklsPR0FIbhmGSpnVdV6J2/LNTnF6/fr3T67aWF9LJBGkZNmKOrOdxLfU9J+5L2l1NPT9Mr1xfH8iqJnTh8F3AA1WK7tqalfLCxgaUOZZl6nmxpaONTcAIEDZKm0LqvELKYsbmVlcmWkxkRYq62+3FcbyxsbFx7frqwYNJFG6vr0upKKUeZR6jQMAaHYdBypJ8PBZCtJpNRoLdre1sPAk8j/u+xKiQEgh76MEHjhw9ImpFMLbW1Q5ZBKC1dvpzV0QshJBSOuq+0WjMzc1pI7QxGBOplBBCaY0QDoLQ8wNAWGmDMGSTsRCCcaaUstYEoe/5PLsxyfIJwuB53EKNphtLAIwZ52BMKepGkCBKSlELJYDgIAoZBk5wLQRCZmNzM4rjZrO5OxwVRbkN08VhOBw6YnaUTRCjiNNc1cNsIoTgfjqZ7E7GOQKwWrdbnU6nt7Wx2d/eSdKEcz9usdQPBlE4Go0qIbw7pqEWgTWU0fj6te3f/r/++XyvM9dtVtm4zPN8nIEBn/EaKYxJWRljGSHR1aubSmNrkbYUE5xEXhAEQo3BIAQEgbJK53mFMAvCEBBd39r5whe/shRF4BxsGAjGiOLtfiX01igz1GNFUYzH482zb4EfFFJ34+b5cxcb8+1mu9uMkjAI2218+fKlzid+ZHNzy9k4lTJOYzIZjwnBsY3iMGq1GoPdyZ55BWltRFVjTEI/Gu2O0qgpavH//O7v/vmfPd1qJQgw5wysxRgwQXhq+nUZ/6W2A0PmWayNxVUpPc8rC/Vbv/nPPv6h995z8uTcfCsfjcMwyPMJWKA4qqoyDLy6KpLIGwy2D9+1zDkxRhGKtVZaK7c/xXhaCIrQdFQ8dZ65SbvLeQLrGlMxQsZKAGPAYutKQFGWTcaTkQZjwDCPyr2dg7XGWDBGnTt3ttlIFxbnkiQs8izLxl7CjdFRFOV5fvr06WvXrnk6ZNgnBISqeYBurF//9ovPPfLAIz6yhAD3vEbqP/7+D7zVLyljVgjCf/gBDX9TqM8pdtzWc58eb1qaul+KgwDtYapbOUNkpBJJGgUh8wOCMSLCAg2MklJpTrBHCSVAwF64fPnlbz+PrT58aO19P/K+i2+vZ0W1vrm1td3HVvuMEQyqFqBRK427nU5VbEkh19fXm+2FKIqLssbIYjewdHdf41RYtNfrbmz3KaUAiDEGVhslMUaMMYyI2ybOIsWdwM/1veZ53up2nBqhKAonyciy7H3ve5/W+stf/vIjjzzy2muvPfL4g8aY0WjUbLVciMLu7m4URUEUuW8xxYiiIGBliYpc+n6QRnOJRz28IyaVNvXScjfxoNVq1NUwz0b3nFj96Id/iqKaoAqs8Dkg4L1uQ75ln3/pS/NL937iEx/615/76tqhh147LU6/8eonPvF3y6wUpYlSW1Zlq9splfjWX37r+Re/ffKB+3/mp3/2gfsf+NTf+3uf/YM/PHjw4PZg65/+T7/xx//2jz/7mT9cXTnAnKMMIYLAgDX/6cG+ffXHbodEKXWTabfJGA6Hs7T67xWSbhFgzoSoa638MEjARo3kzTfffPx976W+t7m5eX1zfX6+d9tfSSl/5Vd+5bnnnvvkJz/5zW9+c2Nj44H7T77y6qudbjeO47IsnYYZbqlp3oumQEAICcPwb1HfrTYnMFoLoQhloI1xBQwIM0pda6IxyhpktbHaeJ7vtJRCiEk2tNYyRsMgMEYHIfctOXHi2MGDq0IKAHvt2rW69kajESF0d3eXMS+Owp/92Z/Z2tr55jefrqqSUg7IIoSFqBGCKA4xhqqqW81WkiTHjx+v65pzCsA9zyvKYubsffLJJznn29vb/X5/Y2PDISi3O4zjOAiCJEnqqg6jMAgCBAgTHEUxIZQQyjlnnKvJxE3QpZR1LaqqwtYjhFR1acHWUkRxnDQbS0tLb7xxtq5rgpnrJlFaW8wIgFKiEo47q6PYT9NQab28unryxLHLV64EQSC05h5vc84YzguJVUkZ8zzm+zSKIgywvLK0MNcN4kgpc+3G+gsvfTeKAu57Ihe6UkIrailmlBAkpfQoYcQaKQc7udEKx6m14PGQEAaEYIyzvNBaEYIpZpgijDHSihDiUeauQq01wgghgrELn0ROHerwkrtI3Y1p1mCuhMQe10ICx6ANJ5SA0sYapa1UVhtrrLEarMV7jmrY153j7nEaWUScpxG5p58tFNPYZ62tNmDslLaygBEG41i1aXPz/kniba4Hu9dtSim11nn5rDZaKenxqW1YW40REEKEMneivltoun0w6c7irP0ZDHdmt8xwHXlHvDcDsXf469z/Z8FXdzowvxeA3H8g7sW7wZaT+M5e521/dZs50N5saTEIoV6vNz8/jxDKsnwaHeQxNxG4evVqNR4d6DRxEGgtb1x9Ox+NA9/XUrWbMcJYCGGNHg36AFBKQTB0mi1TCUNtkjSEMXU22lq/roqYmqqTRKIqxqOsruskabaa3d2dXc/3B4NBr9d79NBBa22/3/fCwN1KGq2miIL7P/Kh5WZTbG+tX7hg6nIy6HtesL65O65V0GxdungxPL60Y81mXVtLwsWlew4fHQ+HqszrQf/cq9/tX7iw4LFeGGCPVVoLKXUlDvQWNq6t51nWO7DgUXzh0tu9KM3HQ5+RyPN67bapa21tr9Gw1joP7Xhnh/osSZKsKhte45HHHv/Od74z3u3vbm4cOrB237FjFOO5lQPG9/oI9aVevvckMFaWJQKDECKU+si3BolaulHmwYMH5V7zLed8MBi48IW8rqcTAcYIgJHSjassQkVda60REnleKKXaQdtlNBRFURQTQLrTaRIC1mqDMGCrtdHKGGyo5ZQxbCymNG40o7Qh6lraEnMmRJWXWTGexFFQ5FX/zTfTpBklaVlWMSfNRrOu69Fw6OJJhsOhJWhuafHe4/dgTouimFRmNBrNzc11Wu3t7e21lQNLKyvnz549ffp0I0m73S7NS/C9OghyA5gxawEjbG/xlhiCQgDIJ+jNN15XddVME2ulVVoJZZWxFklTe4HPWdQfTKKoQ2gE1hogYMFYZIynDa+FMcpiDARTg1AtBWF+Le35S29fvCJfee11WlmttYFp8b22lvueEIL7LI5jABhOxgslF4gQY9Fg8uUvf+XxJx7buLFxz/0Pri4vPvvCqSRtR3F69vXXjxw5ImpVFAUjuNFIx9YgjN1WZHt7uL29GydJguKIxx73EELGIGxI7DVAwNc+//WvfuUrn/jkT/3IB34kjhLf9zFiCFFrZsQPxRiXZgfRxvlLwz/606ercsf3YqUmve5iOUL/6t98PvrTr/6jf/zfNheaRok0adRFicBwSmRdbG3eOHn/8TBiSephAlk+DALPgjVWAFLGYrAIEAHA1mqMAbtwHaAu1E0bBS6w3fmdtcZYAliEDOy5Er04jpLw7FtnF5bnX3jpFOWUEGKQMdpiC4D0XK/d7bU7nbaoMmVUnIQS6+2dDcy9Vqu5MN+TovbAk6oKwtiLidfEcwud3Z1NTKGoC6WFH3ra6pdPv9m562S0tgYG0N+AcIr+zW223D3VuTiMMf7e4Hk2j9xbqZE1CCN6Z193WeaMOQeEMNYqLbgXM4wsWIYQI8gjtCrzN0+/3u/vfOwjH1pdXvIYWVleyIrcWLW7u+MxTJAmYDElYei1m61ep7shB1ubm9dubD70SJSkrbLfR4AJwi73C1tskHaH0Gg0Zk2v2FVr2WnM2jtYKZRyI3ZXtDC3uFAURa/XI4QsLCzkef7lL3/5qaee+sIXvvCpT33qa1/7Wpqm29vbc3NzziEw85xkWUY5dw28UlWIUsoQFlRWojYGc6KFicPwoZP3ICwQkVDucps98OBdx+8+1GyS8fB6oxP0t95WSvBOk1FiZHHywSPPvfDqiy9964n3//T8XDoe77z7kQdf/PYbr3735ZP3nHxm9xlTGufMoZRGUSSVefbZZ7NJ9qv/8Kl777k3iqLd3V1Maa87f+XS1d/+7d/+X//n/wUsIGMxQa7kEP/g/oH/KDGDgWkPntLa932MCcXYWO3ODR1YRxe4U9qlv9z5IFrryWTiqIY8z4fD4bPPPptlGQDcf//9m5vrd1LlaZq22+0kSXzfxxh/6lOfmmTZaDTaa+w1DvWhfQVZ0zQXC84B9beQ75aNrKsmmNrqKGCstZZaMTzdGs68fG5j6Prc6rrGGDj3gsB3tWlBGA+Hu2VZVHU5HA673TbntJE0lNJzvTnP81qtThQJ3/M9z4uisCzKMPR9TLXWZel6a0BrnabpQw89oI0ajUZu1uP5UWxjVwdvrU2T1K0zQRC0Wq1mo7m5ecPxG+61uYCTl19+eTwe93q9xcVF10Xu1iXXixUEgbsrOwmrlLLMVBiGZVUiDJiSKIrKsnTUH6bM9yjG2ONMCKGN9v3Q40Fd15RyITHnBCOLAaVJsri40Gq3uUcrIQCMVLKuC60EY4wSGwReXY+klAgg4Fxhh6YwZ4xToqWorbUGYUYZQcYapQQhPA785eWl0GNVlsm6BqO3Krmz05dCJUmTTpWEdtbAjgAhsB6dBvoZY/eKHAghgBAyGhBCxDMz7Z+7TvZ3l09bWBi3VvuMj6XyGae1AA1WG7AWWYu02c/1zR7nloXCGLFHnc3q7G8joGY5TzMezLGONxHL96nXmz4vxhjrPdYa7ROnzKoR96T16A6y62ZKitmrcZ+9D1KIO8Ahml0yd8ZufZ8grjtJwv1tEzPez317Z47ffrQ5xWzodji3/5XfaRO6DShOj8hh7L3F0n06DoH4vk8QVkpRhEVdj8djKpXveUpWUkojled5vU7bGBOF/nA4ZIwBWKUEWDseVgGDlLNxf0AJSaO0GmdFNjDUdpOg1+2AqtrN7uLSktauqZim7TSK4/WNjSAIGo1GURQLCwvS6OFwKIQ4f/78BuCHPvqk5Hx7kl9Z3/CFaHiBARzHDetL67GVg2utB+6T2uaAhZDNpCV9jzUaSbtFe91hNh4JIfPco57nBVU+zssStBlkY0sgCP3xaDCpClEWLG1TTLRUzTQ5vLba7/c9Rptx5Ax7SkggqKhLjGB1cWF1ba3Zbn3kyR8FKeu8UFIyRCghO1tbAyXXhZJB2Dl8XNYTTDxjLWijrXZBA27mMhqNsizjnDcaDWdV2N3ddfpziaYZ1BhjC9hYdw0TbYw2gAlDAK4N1TVeSCknkzHnvNNpp2kShkFZloRSbTUCDMZqY4VSCKARhUBwlCZLq6ue5x32TRj4w/72znoujKacHZ5fWls7OBpnShnu+Q8cPyaEuPjW+Swr4qQRx3Gz0yWctbqd3vISSyKwNivFcDgsyzKOYqXUTr/vDiQMw6zId871eSn7Zb5BGD927MGyTvZBvtmXqKwxuiotpw1RoSw3Pg8wxtzHxoBRupEG4/E4LyxjDW3YaFikSQNhijEyYJWCspAIM0yAEMaJb5nJJxOCiUFGaPAI9YKY7FHihHkYY6t1VtVVhWyls1pQwpQKRkgra1tRPMyH2JaPPfTo+UsXnvnGN4IoFUJ4HpOyPnv2bBzHSZIQQqqqtNbML8zFcVwURX97x1q9sLgYhD64nTBChJDYD/Nx2WvO5aPi9Ctvdlrtn/jJj6dJI4jTty9d3dkZiFqLWleVUkpbCxgRFNaVoG9d6r955sLly1carUYQ2I2NLWartNG5ceXK09985hf+wc8rDYwCDrCoDSG4rGshiqXFHljhceT7tKoLP2CEgFIawHDOEKJgMUJ0zxXkXB4YIwIAHvYsGGuVBWWMtlYThAEMAMbEYooBQItqZWVpY/3G5sbu3ELP7dK11haBAWMtWTt4IAh8a5XW0vMZD3wJNeVz2PPCVrcZzF94+cr6ua3QDzCxRTV59wPvPfruo8/+1XOjnY3hcIyxoR7DxB+V5Qfe/TggkHWNiP2hI7+/KdQ3U25cu3bNGHP06FFjzbRJyFqMEaUUAdLaIISthT2uD+/p6SyA8X3W7jR9n4QRM0bnReEpxRCyBGNrKEY+I5fOXbVS9DqttdUVjzNRTcbD0cXLVy0iPsdKai0rgkyr1Zqf70W+j4zp9Xrz8wtb27txFDUa8eYmIDCUEmynXB9Y5PZV7Xbb3Z+c3EspBcYwTowxaK8OyN0+91e0eZ6X5/nW5maSJFtbWw888MDrr79+4MCBRqPxJ3/yJ0mSpGn6wQ9+8Lnnnnvt1TcefJCvra1JrQBMHKd5mY1GA2lkp9MJQi+vKmOVMYoSrsBqhTSy2BpmKwRDj4vl5fTu5Xu6vUaSEK13ZTlIo1rXptejVnpalyA9j/ELly489NBjSdp/9rnnfuInP/H//svPd7rduW77zOnXQs9fWVycgBRKIoTCMGSBvzsctVqtM2fP/vqv//pv/Ppv/Pf/4//wf/xv/3sUxJNJFnL+2T/4w8W5+V/9r/7rOIwwAiDTXbXC6D8pnLDHO7tNg5QKIWSMNgBCCgfGwGLHzLi9y51JLQZAah1EEWEUAFlrhFJLKys3NjY8jydJ8vb1a5ySO7m+3/md33n00Uf/4A/+YHl5OU3Tr3/96zs7OwcPHXLDBQdLXHyL1fa2DZzri/9bpHdLI4axRmvGuCNoKMJGaVELYQznHBNU15XbCyotpEIWOCaWcYwt8Txai1xrFYbBcDgBZGtRcsakrKuqnEzGnHpFnvdxf3cwMBqqug6jeHt7575777l85cpgMCQEKyUpxdoorWWr1fJ93uv1wiiw1iRJkibp2bcunDp1qiiKZrPp2Frf99vt9uHDhyeTicsbdJmZbkiEEGKUSSlHo9HDDz8cxzHG2BX7AoCSqha1K1J32MapqibDyhlTGWcu1JQxVtciCALKGGUsz3OfojQKlFRS5NaCqCsex6BlXVRWUYQRY2ySFQgjUQjXKIARohQxDoBUVU6sVaKenDp1amFubvXAUjjNsEXNJH780Ye+++ob/UE/jloWEUyQayeXQod+vLLYaYahUopjooSYMHrqr17d2txRqpZSWgOcU2OsS1e21jCCwFW3uSQeIRnnYC0AwkAQtoQQhJ3JbdoGsb/r0vF+SmMwRguBLd9cXxdV7Zq4QRukLbGA7FTNsQcvzUymeBOBTH2mFk8NaMhoA2DRVKwJYO1MkbifibotHvO2H05hqr0JCJVyujPl+C6MkdlTmhilZzl5+1NY9rUoWfhBfTn7gd/sYPdr1/f97Z0pLLMF095R5nozqGO/7PPOF7D/jd0zEN6ezzk7itug9Z3I8yYExcRlOUxrk5SSUlJMgiAIgkBLRQlPwmC4veUzZoy6evVKgKwP4HkcI9BaKykzo4IgoBTv7uzM93qH1g5YKSkCjjEF6zNPKXTu/KXl1QNhQBtJQImVCpRRDDhlxFpU1yXnwXg8zrKs3++/efZMlmVxHJeibjQaCwsLUkrthSxtDmtVWmRZQLCftNuTycRiPNTKGn388UfqA0tVLQ2mRprMotGkUHXtIeglydEH3909cCje2kwno4msTMBXjx1pNJpEalQLWZSNRjrJs16v3U7aURCWVVHlk6W5bsgIo1TWNbWq00p9z0eMbmxvYUZWDx8ygDYuvFWUJcYYA1JCTEbjbJLVLBwopRqNtftO8iCwQBFwWQkhhNQSMFDGCaXG2tW1VamkNtpaCIIAYdRoNq01lDLsOruRi9JwSA8jTDEY32eE0qrMtVHaKKkMLpDWWmnJEYvjCBNc1zVCUGsthSCWYoQNmLwogFlKkU/RYJKzKL7rRDc781Ip6ySJO3auO9eLfQ80YggTxkWtojjZ6e9gjNN2k3kcUzLKJ1VVtzrtyWSy+fIrYRRGcWyChDE2GW2fOX3WDdowIOx84Igw7hMgYNTi0jJbXqGMi1pQj966LwBKEKa0LHRRGsCRJSwXbmwE/x97bx5jWXrdh53zLXe/b629qqv37umNnH0jaXIoURIZkiJl0QbkxLL1R/4IggABkjgRkgAJAiOKjCQI4sg0LFmyZEeWZIqxxUUMyeEuatae6X2v6qX2t92qzDYMAAAgAElEQVR312/NH7fqTU33aAkcBZKsB3RVoatuvVvv3e+755zfhkAoYUW/lII6rqeNocSLGqEyQCmr7wLGamOtNYQQJqUxWmqphTaAVAuF1FdWjVKBlgIQCwS0sVYbg4T44IacMYWkkkYpNRY9xwJIbXL53LmT63fvv/SBD7359oVrd+8vzs6tra9fvnItz6szZ865Ls/ysUNpr7+zujqsS1/f9RuNNnO4lLK2he90Oq7jgSGRF92+vvLgzoOVm3ebU+HGxvrK6urVK1dfeeW1rc0edzyt0VoKllDKKWWC6aPHz1bSLatybn6m3WmMRmtJ0jt+aN4hTSmKr3/j5dn5mWeff8JqcBxmqTZKp+ORlHklsrfevr5woHPufWcchxojCQFAg8SaOhYV6wRBgoTWDlFg0VoCdT7gbtALAaPBorG5tRaI1QaIJkAoJe6hw4cvXLxy4uSZK9duIRhRVnuTDauV0mCMrqyRFhTRLEtG2+Pt7uyMqsrR+nrA2t12O4sykVWce37sLx2eY66NIufOravJ2nYcOo7j+Y32UnfWbbQgq3jYENbsVth//ru+OhGSc37x4sWbN29+7nOfO3j40ORyn1jM71E6kRC2z7iwVoPD3Pzs7OxUJbIoDooiT9PEcWYYokVKrGUAnLF7qysLC3NPP/H+Z5943PPcKAr64+Hli+ejRtsNYkaRUuSEcE5Dz0NrirzwQnbq5GNZVlqrRsP+oL/d7XbrPGWs2TVIpNaIKgjC/Qw6rTUFIIRqrSmh9bcmcW0T780gCKqq6vX7j50+deHChSzLnnvuufPnz/u+X1XV8vLyr/3ar/38z//81atXx3l648atAwcO1kFwjuMoI4UQRa8XRUEcx+M8K4TklHleZCTJxjmo1OewtBS87+xyt0vCqDKjkTHrVhvPtQEVWldVJXpbwhrWbiwQr0UULC8/h8SzYDc3bvzGb/z9J595KRmOTxw//s1vfvuVV77/0Y+8lCAgIX4YjPIUpJydnd3c3m53Omvr6//s1/9ZNk7XNtYPh0d8P8jHaTMIfuEXfuHU0eOf+uQnAEndyeO+iPO/TFjfbojnXhYfYwwBKlGSXQ93Wu36FO/q6B5q/CilZVXWMq16XVRVFUbh1PTUaDRyXJdSavfiH/ZjfZ7nX7ly5dixY0KIw4cPb25unj17NhmP5V5Y/D6O1qSGs5Ou7690fe92iIDdNACp0qKQUvlBBABFUbqUWkoJYWgsIegyDloZKcoss6CFEJ4LUloL+vSZk2fOnNnYWK+9+cdpggRcz5FK+L5PKQ3DiFHWarf7/WGr1fI8z+FOo9n42te+BkqmaVqXwvPz8y+99OEwDLd3NkfJUGtdm18TQqanp+vUvuFw2Ov1hBBTU1OHDx+emZnhnGslaryu3iustdzhtdd5s9msgYJklAZBOR6Pfd8nhFWl3I1UcvwojKy1HpdhGAopXM8xYHd6vW9862UhDedcSBn4pNVqhcx84AMfiONgPM6zLCuKovb4vnv3rhbC87xG3HC8AIk2xnLOVu/d+ea3v5UkaXdqZpwMtLLLywdzpXZ2tptx7LsuJbQSBedOK4iMMe1mZLSglFZKW6s9TgGJqHKrOFpblYUSpeP5yWBny9hkuI1WcQrGWGMBwGgtLQCtublgRVFQSgM/MoSkeUFrPySo93Ksox3yPJ8g5LX/Z71sa/93zhxkvNDUc9xsNEZjGaEakOx5bFJA0IbUNwkLNc3Bmn3AHaJFO0lQB7BmolFHQKj5IQjGkL1YBQLACFHW7sr/9qihe6v7Xanr1lrco5pTQpWS9Z/DCGqtKSGcUWutBgTQiEjprsZ4Pw11/8f9ur4JCPmQktDa3U1m18r4EZ4nvGfyqAWwQPbSdOqOsW5KH0L8YM9/5T1Z2e8+Z7O/U91P4KzvvA8BfRMI8SES6SS8oW44J7f1XWwc0XUcIarFxUWX2NH6fZ9gy3ci16MGEIBzLkRZVVWWjcPQj8KwEYUyz0SeE06JtVbaOGi2AjcOfcaskFWRlVHsV1JpmxNCtNTpONUat3d22p0OYwwMHjx4cGtrqyzLbrc7Ho+3trbE9ILLw2bAUraRVpBl6cz8gV5vELQah88+ZuKgc+Tg3ZFKyjJutSgxUgMAZU6gpMwqE7sxD2UuNlSSoc8PHT/Znp+6fuXKzv212HPL/mjnja24ET/19FMbazu3hzdEWZVZ3u10wGhEOz89Bdbk41QI6Teicb8nlJybnkJGjaiaYVCWZTIcaqVCz51qNlYyA+MR94K5pSXmukicqtByd8CBju8AsPrifuLJJ7MsW19f930/bsRFURBKhFBZMurOLdSgH6WUUmZ3hT/MoKlHrhcvXrx08W3XdQ8dOjQzM9NqtdrtVhRFSqksSxHR810D2ijjMc9zXKlNoWVW5v1+n5nWpWs3PKWfPHuukFVve3t+qjPc3lJCWlEdPXJcC7W6eq/Z7iLnHsHhaEQI0QSHWVpVFWNse2eHORwAxqORMeb2zqDX6zWbzdot2fM8l/F6xFbbdA/G41TJhU5XuZ5SynFc84ijGqEAAG7g6wFWlQDCARgSRIrWgjDG56ESmSwF5RwYJmkSRRGgtGDq2BWDAJZSwo2WQmqjNFImjU7zshF73PGLMrXEUkrrqtVYpIwB4cZYYwkBBgQId/uiP9do7qTD2OrHTp5yKUt7PY+Qwc6O6zoAkGcFow4h1HGccWp2Bv24Efndju8HVVUlw2Q4HC4eWKonAnWpUxUlRxC5+l/+wf9KFGn6jalO95svf2cw6F+6dPHHP/HxKAqrSiBhhFBrUUqrtM7RL3Nz9/KdcTE4dPDwKNnWeoQITz9/7kPPP9ff3vlH//vnP/8P/3Gr9Z8+/uSpZDT2/RAJGQ6HSMjxk8ebbX/54NKBJY8yLMvSWgtICSUADAkDZAgMALXRRluwCNaCqQXVmhCktdcyIhCDe1k4ltREP6q1PXPu/d///itXr10TSjZbbQSC1gJqAogc0QAhAIww4gMaVYgwDBhjBKmWwP1wZmq6F/ZAKEK1AtHsBkE7+vCP/cjmletr164uLs35cXus+eOf/ExlfBY301EWNsK/MAxPpVQdccY5/73f+71Dhw7FzajT6ShjCCFVWdUu6pxzpTQiZYwrVd9EDWNcSmmMefDgwcbGptLl1tbGzOwUpbTKCs/3ZZVxximhWqrBYHj6sWefeebZmW77yuWLfiPyXDfPU6HNgahBCUAN11Ls93e6rdbUVIc6VinzoQ9+8Nad1QsX3oqi2BjlMMIosdaiRa21H/hCqBrOVkpRqoQQWmvXYZwzo0x9U3Fdty4gyrKs86Nq5lUQBFlZlGXZbrf7/X673Z6ZmVlfX0fE9fX1n/mZn/nlX/7lZ5999tvf+64x9tVXX33uheeDIBSi8jwPwHKKg0E/DMPAD42pjNFSCsKpF3iiyAZJb3l5ptVpIh1JNXQ4MGKA2uGoHwQ+ZY6xntROFEwL1bp3Mxmn4s2bK2sbOxtbo51hcfDQEw/uD6O4zTj94AdffPWVP7yzcv3ciVNXr12rsUrGWSVlEARpmoVh+Pu///v3793TWleVNAZ+4ic+/r2Xv4VAfumXfml2ZuqJp57iDtdKEkKR0UlYU43+7WUO4yTlAv8Ujdafso7/t/2R93rqh+b3xhikTBtDKZVSuK5rjJVaua5rjN67NuikB3tI+gIASIjneXVNX5dZkzzJIAh2MYd3OFR7g3YEALtrf0xIXadmWVYr0Ooapd/vA6V15TfJheecW7DGmG63++dYL/n/1zMZC2ANEGNNXaMjYhSEFlFUqjZMIsZYa4sCCAHGWFWVZVUoJZWu0jRdXFyan2/cv//AWnvmzOl2q0UpaTTiNB3HcZxmqZLadT2rzdb65vQcDAYDABiNRtbare2t7tS0rPJnnnrcd7064lxKaa0hFD3fbTQaNdpWlmWj0Ygb7VOnTtV5xLXupfaG4Zyvrq4uLi5uba4vLy9vb2/XVe8kkbzO+ayxvnara4ypNy7HcYIgmNDkpJR5npe55JynWVpWlHImhOj1emHUtJbUpb8QYq7d8n3HWvA8x/MYQMtxeBSFOzvbVVURQldW7u70hs127LrMcfjm5naR54zRssjrHPHRqA+Ivuut3LnV21oXRdZpt55//nmJlIJ58blny6oUCt44f2E4HGgNUglrlBB5Oh6yMHA5QzSrK7dvD5OyrBpxS4lCSRMEkTAaqMmyzGrqug5aS6wyEgVaJNR3qRCCUma1kcZw7gpRFaAnfU5VVbUnat0UlWXJGHNdJovCcbiSst1ub2idFYXVkjk0zzIjiAPOhI05EQROhi81mZOgtVY/REGc7Az1yiUIk0EhANQw7Dsb5l4swSQDo/b51FojAiVU7ethat1EvZ/QvcCM2nqqfv79qaFkHw+8/kKIcpLvQixQSmtcb4L1cc6tlrsQ4m5kJTwsbXiEtlbfQ/dAQgsA1FJjzF7IBO5paM2kYYN98r/JLrqfUzqZuu5nisK+dJx6O52QtCf95MOAIaLRepJvX5MmlNa+7+d5HocRY+zBg/vf/+530t5Ww3OmIu/EqZP5cDjo9XzXEUWJiM1GoypzKSrO4rxI4/jAVjJSSpVKVFnWabVYVTCKRZEBGilLx6GOzw1Yn1JRVXlWEEJacctYW1ZVHfa7s7Nz8uTJII52dnaSJDly5AidP+xbgoo0m9NLh46GnAdTbZ+SlBpDCPfc7Y1117Y5C4wGRpjShhCihABlgWFV6YX5gzevXi+VzgbFnWTwE0c+WUrTHwxsEKFSURS5vrs96G1ubRljiAVlTVWVyXA4PzNTlQUoZZREDvko4RalMg9W7rqBp6xNxonjuJ7rWqWJA1GzNRO7Kgj8xUXKPW3tOC+zcc6RISFSCVMayl2rCaW0rCpCabPV4pxvbW9vbGysra09ePDg+PHjje50fZEopVZWVq5du9bpdM6ePVtzCKWUx4+fuLt6p47YOXToUL2hZVm2dz2L0WhkPKcZRFaaNE0p5w5nBWIQxzv9Pnf9pcVp5J5RmlhblaXv+7k2ipDhcBjHje7MTLPZyorSUKaRDNOUEBJHUej7WuvRYKiTcaPRQAtlWVFjG0EQcEdVVdLvC9+PwrDZbHLHqXWAcbcbe15rerrPHagjRpBMMA0AsGAsEAQsq7GxkrvUWmURweLuxc2wEDmyOnZeV3LMuJY6NZZQYIBowVptEb2qqmqvMmNNzU4MgkAbUwhpkSMDA9pYAwQJAWu1UIoxro0GUi8ZAMrQcSQYg9hsN4oi+973vutG0Y9+9KXf+N1/02m2Ll28/MLTZ5WyV69e7/U3s/FwaqrtMG6MdV1vZmo2inwp5S5srrUQgiBh3CKB5194/vL5y7dv3P7ET3/yRz/1I//j//T3/6P/5D8+e/Z00AzACAPIOKt7KkKodpZ+8//8V8NXXo8b3NrRBz9wrtl83+lTB4f9rS99+beDMHrxA8+t3LrzhS984fSZv+f7gdKWErhx845FutMbnTh9FpmvNTHKEuruvuAWjAFt2A9/+Nrbb13SymxsbQEhgCiFtMZKITqtppTlkSMH33fu1LPPPQ1W7W4gWKdDEwDCGctGxc/93f/wN//Fb1+5dH0P7qFKlFVVeg5FSrSWtaJbVKIW4FhjpZLcCbU0N65eB2P9wK1Msbg464WOscKmSbPpz0233v/MUxvrw+mZw4CO05ixlkXNeFfy/RfFzaXe4oUQ/X7/8uXLTz3zeByHhBBGdzkVlNKyqFrNumie5DfWezRBxCKvNja2Zue6aZqPhpkU1iVgtKWEONxptlp5ns/MzT351NNf/8Y3Z7rN0Wj0b7765ZNnTgdBlJfSgJVKGbAWTF5ko35BUEeRX+YCLMxMTz1YX5dVYSOfEFvPHHdDi/Ze5jrIsj4lpdSZM2fW792xVlNKtYJ636mL+Lrrq5F3uSdETpIkjuMHDx4IIebn50ej0e3btx3HOXv27LPPPlvzOhDx7t17q/fu/u2//R8AWKTgulxZMxoNR6NhpzNX5nJUZFEUai2kqahjCdKrNy50u4Pnnj2SjbPQjawl0mihqcrR8yLCWq1u89btjS/8q99ZXxtOded2MvSjyJKQOwUSFsS0Nxhkxb0Pvvh8ELrf+PrXlqYX5hYW7q2vBWFYKqGF4pw7jlNZcFzXDwJjbVkIa22SpHmeg7FXrl/7L/6r//Kf/tNfWTyw5AaeMaYsy9rNcjcHmRL7l8DiZe8v0NpQSv/EnnTiLLfbd0i5R5FiNTEGKEzqdcdxGOcWJ2Np/FP2vY+GJr/LvGTPLenfdZSPEKgTHSxaY5WQzHessVabOuTN4Y7ICwEV59zzHLQgRbkLwgjZasaf/Pd+Ynl5djAc/Pqv/3qe50qpu3fvLi0tjUYjKXVvZxD4UZ5Vqqk456EfKKVa7TZjzPW9vEg7rUarFTPKCGJZlQ53lFY1J9MYXZZltvdI0xSQtlqt8XhcR43XCInWmjPeaDRc152eng6DkM5R13XzLAeAr3zlK1mWGWNefvllRHRd99Rj5yilNbRVkw4YY3mec84bjUaWFVaDUooQdF3X8dz6qjZml15RS+KMMVUlOTdSCqlEURT3763t7PQZ40raZJT2B1klZRD4SJTrOnkxdphrwGqtWq1OEASbG9sGoNNqIUB/Z9tqMU6GBw4szs3NSyFhN1JPzU+3kuHWcDTyfRct5Hny2mt/+JEXP9BttYxSTz/zzBGt/vCHr+7s9B3HE5WuitTzPCHKMOBC5L7nnDxyPOkPs6IYj7MkSaK4GQauMpZx7hMqlJ5AW5PBU93DTJR+QghrCuq4QFDts7K01uq99ABbU0j30VEAoE5Ot3Usp60hvHfhS7ifvlj/KmMJ4GRXQXhELAe412LZCZcEOP2j51NGa4N7pwHG1rRmQuhkl9jP8HwXi2FCCLcwAeUmCBghRKndjrHOV3xUsUwekeTVEKe1gICU0F2jvEcedctdP1G9U+1v1R5S+u3X9U0YoZPznLR/D9nSvGfge/2S7u8t7Z4IlhDiuc7Ozs7m5uZsK5qb6ixPd1zXHZbleJxUGc3SLArDZNAfjoeu62bZmDI8dfw4UqIBlNBSm1IogNIP/bgR5UWaJHZ6ftZ1qJIiK0pZVkarKAq11mfOnFk+eNAYQzljcQyMQZGPhkNrLWE0c1sqLW0YfvWbL29tbp44ebza2ghajXhm1jSba1lRGDVtmOO6lHHX87TU6TghxqI1mVKWuzvVzo37D9rEKEKzqspKkaX5dHsmYKxUQ6VEWhZkOEjKEi2g1ZVUajhErfKiKLIsHQ277Q4GfpoVRw4eopxdv30ry7LZhfmDZ88ppYbDIad0ZmaWMVaQ6ND0bM+aQghf6aKstLG+z5WQruc5LlcGDBJjjFTKcZwojpVSURy7w2GaZYtLS2fOntVKbG7s1JyFixfeYozduH7VGtVqtW7fvq21/txP//SnP/WZ+n0PgiBNU0adXVchSinheVamaUa0bfoxoSzPcoVWSDHd7c602mKYjjd27q1tF8NR6PrNKHYoyVxvsLNtEZASjXaQJKv37nmO0+/3ldGNRsNsrq+trXmOO9XphH5Asgy0SdP0iSefbDQahJB2u42IQEkURdroOkeyqiramuqn2Vsbm0uHDjPGtTaETEQjdvcfSkCKaJAasARIbWWJFqwBa2ppGZqa9GrBIGilC2uZsXWGClprjbL7KD81y0Hb3dDxevVNyEf1ejHNZpRleRSGVVUZo13HGSso8swhJA6Da7euPnHy6I2b1zZ7vR+PG4tz85sXLvWyZO3B5v17D95489XVu7c+/uM/cvz40TiKNjY2RsPxYDDQumcRDhw44Pl+7ePoup5ReunQgSefe+K1V15zYvfYiWPf+e738rx44snHkVqlCmmE5/uZzBHRcYO8ytM8Of/22+PxcG566tiRmb/+mR+dnw8JKcAe48w5f/5tn3UOHT10Z+XKjVvX3//+95tKB3Hr6vU7jebMi3/tY5zbJE0CL6r9tLSRWlljjesHvZ3Rr/zab42T4uDy4dura2GjgYigDaVUS2VslSajnd6luNF9/oWwLHLXp3UAGFqCSABQCW005JXUArutGZc4sjR+q4EWtBTccbQs6w0UAShhDncJU5w6gyQJtCuLYW+7H2LkOZ5SIoi9UhU++mjtqN9jxJo8Q8elYQuchiGhBZcB+bMg0P1ZlYZ7qnq01g4Gg9dff/3QkQM/9VM/5ft+XuSImOd53TXVOjqwtce6RbLHx7D44MH67Vsr3W63EXfiOFLKUMvCIMyrqt8fNlsdKVUQRFUlX3399ceOHYni4PqNW17UXDpwYKt333V9xgVjjLuu53miysuqTPP05o0bjLEgjkbDASHAEKzWRsn6dk/2TRl936vnr1VVxXH87/+tv/Xtb37t+9/7zlSnOU7yGhmrNTa+79c8k4n9mgGbZVmn0wGALMscxzl69OilS5eqqnrjjTdeeumlL37xi5/+1Ge+/JUvlWXZaDavXLnywgvP9wY7nHOHESGqNEuiqOl5npCV1MKgRgZoKWe+zJ2rV1faLefIoalxlrmu73pBg7SlIJZEr5+/9ZWv/tZoVPnBLA1n722nXjTP3BYYiwyMAYJ0YfHA7Vs3Lly69Pyzz/7wD/7gwYMHx08c9zwvzTINxhgDpE61QMZYnU6utfbc4LXXXrMIYRRWUty4efP7P/yDjzV/tIFN1/Vq8EpK6XDHElt3wn8JCIIIaIzV+7KYH40ZfGjeMZlMM8Yczid+IaKqENHhPPD9Wr+npKT0//XCtntGgkgI2HcrXvbJXf7qsfsOIlpjlFJ5lhHK6pDnOu+Lh6GUop5xILGqsowxJLQsC611/dY4jlOHqSwsLFhrp6enGWOtVrssqyAIwzCSQuR53tvZ2djYkFIWRdHtdmuJXZZlUqn5ubler9dqtaqqmp2dVUpxxuM49n1fVCLLsyiKilKEYVhVle/7NSwMADUgORqNjDGD/k5VVUVRtFqt2ii4VusRQtbW1urzPHf2iTiO67DBVqtVs1xGo1EdU26MGY/SXad4rTDP8qJgdUoDMmWs1tpo02gvhrGfF6WyJmo0tnu967duPniwHgbx9PScC+gA9wDQKq2JEFIpo5TmnDbi+Oihw91ut0zfWN/ZFkIwxhQhs7ML7Waz02o3okgoxbirtW477vzMTL+/WeSJVsIYVRVlau1oNJrqdLe3t+fm5iEZRZ5nmw3OvJzmUkq0CpQwKH1OWjE/fvSAPrAkpFxdvXf95i0pCqGkNjYIY8/zdVnVeuxJ1/cQtrYrVyOEckapsWCAErtHmTbW0r2suz9qwvKODeYjGPaj8Qz77WRgXyT9Q0fVA/g/Xnq3SyAnlFBEgD0vclurCHFPCrI/Wv2hwyfETq3Nfp3h5JxrdPShx7v5nO8duvCurG0NDx3+nr/zj+J5PiTnm2gC/6j34lE53z5LGMQ9hmddonieJ8pq8mNKqfmZ2SDwAGBhbk5XuZZSygqM0RaUqgD9osg6zVYQBKWsCAULGEUNTh1itMgLRihzeBjHrU5bqHacZWfOPtZut5LhoLe1WeZF5LnTnS4hrBJiPB6naaqMDoIgSZLbqyuLi4ta60oKNrPcPdZJsrFh9Oi5M4dPngBOg3ZbUDAuo1o6gZfe7QNCVVWcc06REfB9P3J9LSUxkOb59nh8c2PVC4P3nTs9SrJxUoRa+V7Uz0qD9tipk8BJWZKqqoyoCNdzs7PHDh0kWt+4coVzt9NpW2PlcNyMm3Rm+jHKMll1Z6allM1Olzvu+r37q3dWrTG3tXvk3Ln13hYVkrSn0sp2Wt3Q80ssgGhKMStKa3atzrXWNZeBEHL06NEgCBqNxszMzDde/ubly5fn5ubCMCzLwnEcz3MR4ebNG9evX7fWbm1tzs/N18Pl2hfN8zxjTJ7n9bU6NTXV5rTKCqu0NYYiUodLo33X67Q7Tzz+5M23Lj24e88hlCPJk9RtRJ1mqxWG7e7U1vbO1atXgzCmnDPPO3H6tDJmMBiMRqOZhUUw5slnnjtx5Gg6GBZZTimlDm00GlrrKPSR0nGSbKzdr4RAQuqtJnKCJM9W799/5qlnmOsyzs3Dev+9JYN7A4tdJNAiGAJaG4nEA4sAGhBITSs31hptwQJSaxAACOp9F7+FegyEexLbXehw90nrAagqC1XmkgBq4xAs0kHI+Obd1UMLrXE6unn7xkc+8BT12HA8/s53vtNZONxpdYfD7a2tHWPscDh0XbfVat69tzrV6dbmFwtzS0rpa9dv1CwG13OBEGU1o2xt/b4fetJWcwszi8sLv/mvf/PMudOUEwsKKGk22oMk8f3mlStXb9+597nP/c03vntje6cPAJziscPLS/Pdqtq2JiuKvNHohqEPEj79k5/4/D+588orrzx2+hR1grX17e3BaHp6Ps8NUGUsTbZH1poaclRKGWPv3V3LM8GcBncdqdnU7HLUbAKAFgrBKiEHg54xBCl5/fVLm1u9fm87il1EBEsoIliCAGdPn7l+5drq6moySuMoOv/aW2v3o6efeSqIfId7e9sUWmuFlKKSjuNYgoPByHX8IIju333gu4EtIc9zRVR3qptXhRyWnGC/t00pllUOpMn8GJinwQFwLBAE+xem65u4hGmtkyT5wQ9+cOX6he2drc9+9rOBH4zHac2Om6jbCaHWGELopNwBJOtrm2+88da9e/eCMOh02qKqCAaNRpMwbgD7o7GUVX+YXLh8hVDu+CH3gkOHj8/MLExNz99cWTNADWAppFQKObq+W8lyc3utZh6vr60lySgIfUBwHMY54wT3TAJ2H3HcsHs50EmSPPXkU6dPHr1y+UKWjWu1woSkNxFRTGbJgFBztMIw7PV6QRDUXvBra2uzs7Nvv/32wYMH33zz/ML8IliQWl64cHFpabHdbWqtrLVxIxyNRoP+dqSdSWYAACAASURBVLczzZ14s7dlASmjSmKVoxXRcAjf/97qVOvDjbBbCLu5U2z38guXbg8Sefd+3+KU03RLTUumsemPi1IMhxrQIioAq3UxSpcOHsmy9Ktf++ahQyduXLzcaDYXFxfPv/WW43uO50opCSWI6Hpeo9mklI6HRRgEWghZlEVR1J6m/+K3/2VjuqXRLh88cGjuqOd5juOUVYmIYRDKRxRrf7H0YPsXnBCi7hNqJz3Ad9ImHzJiqVGaXaaT0sKYeojOCHXjOM9zgmiNMdoYrQngxL8B9xixf+JK3w8nPtRt1sjGX+n69qO1dZEvhEDUvk8ZZ6h3MUDHd+uX3BijpNBaMUbqIAelbJ5nUqrBYPjUU0+PRokQsrczCIO4LIQUilEuKmUNup4XhWHtwjI7Pz8Y9IMgiMIgikLXdbTWYRDUvmfb21u+72VZNk7Hg8Ggtmkpy1IpVQlVU8TrLs4Ys7y8XC8ox3HiOGYU62bS933Oue/7dRBQXbDWU/CqqlzXTdO0vjzKsqwZwrXhZ13sUkodx3U9BylxXLemWrgu47vR3ObGzVtCym63Mzc3U4qqM9V96aMvra9vXbp4NS8qY9AYow0aa8Io0FoGlC4szALYVqt19OjRMAg3D2wP0rEQgnlOGPpLS0unT50sizxLEyEV5U5RFFEUKiO7zSAOj1ZSKq2NhVF/9Ievvfr1r39jdnr2maefWTiw+PTjT9RprkppRCiK9Hvf/46QxePve3+jEUsxNpK4jtNs+jPTLWUwL4WxqKzKizEh1PO4rmzNw9+LgdY1sbb+glKKhFLGLEpjreu5BgAoqcPDkRI0ROv3diiesBkBAOmfTGDfT1Z8z1bHwoQeqWsc7NHxzUPEUcap0aZOfUAKBGv7E1ZvCLthufiu9L/6wMnJ7z7fbgeoJwe6nD3kLvOI+cqj9puTZ3lHSre/wduv7oNHjEDfyzDmXe4sEwLtOyf/biOc/b3io78c92DSGtjknCshLeh6ifmu31gOzp45Q2U1NdVdvbZlsrEQ0nWdwPPiKGjFjROHDyIlSEir3VZaj7NcCzlOxiIvZCmUFJwhJRZXiEUsyjxoNb/6f3/dSqmrklPWisLQ813XqWO+pZTcdWrB//z8fBiGg8GgqqosTXp3b99ZXZ09efjQseNBoymNTctqNExmZucj4iVbydTcjFISCALYdJyWMregwtBDi40w9kL/hY/9SDLabkTh4vQ0pNnxIyeaBlBU47DvNrzO3JzTCJjTCYKAI3ph6Dq8KgqZZ6eeftoURTEaqrJcWFjc3twm/YETeFaZ69euNzvt9a2tfr/vMN6I4yTLUqXDRpzeXbU4Uto4rlcJQS1UVYXEGKmzvKTE9TyXMU4IIsHaNSribPngMgAOhoPbN6+no2GfEZfNH1icL4tSG11k49Gg5zmMMZaMRq1mp17FjDHH8UajsbW23W4rpba2trTWXjNyCOWEUAuewzUhnu8P+n2OtOwnaVoszB9oZccch2XpqMwzocsw9HvbO0KIpYPLFsjigQOd6el+v18K0ZqdqsVKDuWDZHThyiUXKSjjcK5VsbV2X0iptCKMUsqEksYaQmmdV1GMS3DdvKoACOOOEIpx9tCyMbsMM4ZQDyKJtQattaABNENAIDWCh2gRjAVkhCIgWgqWgiVgd0H9WuYHFgAUIfWMY5fLQAzdoyfU6AoYITpRpJVCtMbo2HXKSnzomcddlEQFcdsNmv6n//qnW9/74atvXB6kSgMnBv/G3/ib/f7mhz70oWYrJCBafrPRiIuirEo1Ho9d1zt75uw4HVdl6foepaCN9SNPlGq9v7aTbf/0z/x0ocbLy3Mf/siLSKzSFgxNxmo4MP/8n//ut17+Xl6Ya1fzrSTPUtmIOu1G54VnnlNlRYz2fIcRdLizNH/g/JtXnnrymedffPbi5QuWIBCSZKXS9I3zV8//5/+N4xDuUiWMlLK2oSZIEAkiq0rju5Hnx72BsIxmMkMg1hhOGVp0w64oC4tmu5dt9a75vntvfYAIBAixSAHRws0r99FaitgOu2DMG6+edwM7P7t4+PCSsVbmJaC2VhPAXWKHhvE4K8pqUI4Tp1i98wCBGaUd12EOcIcPxwNHs5bnl1k+02gQQuJGh8ctQ0MBLgNiAfBRPeif265vAnnVNDYp5c7Ozi/+4i++/PLL9XefePzJJ554ghCilK7de4w1lBLEmu0JCCRNsywtNjau1EbJRZFzFihtueMg58l4jIT4Pn/5W99WssqL1GHcACbFxctXb+8M+3mlAOHpZ55Os9SCAi0dRtLCNtxGnYdLCKFIKCXWmFovXhtjIOyOYMMwrEVWtWnH1vbWc08//vjjjzuMvPbqm4PBYLfJKcuJCXh9V5NSIqOU0q2trXa7/eDBg7pcm5+fB4CtrS1CyOnTp//B//y//dzP/d2VlZW4GW1ubfzO7/zOT372U51OWwjpuMxxmJJlVSV+FEaRMxyXQimrWBDNFkPW3xah2/nut+4/+/zR3//9b166cntqZpHwGGkDuJuVslKacuK3G5zz7XurSVU5bhA3WmUhXNerKmUscfzYde2g3282m3fv3Z1ZmJ+enk6ydKIDmdQWhFKtdeAF2+Wm7/tKi9o24JXXXz327ZMvfOD5lfv3Vq/dn5mZeeyxx7rdrlKqKIu/2DzDXcIxIEEAO5Hw/fGPepA5AX6np6bajWZVVVVV1Ry8yg/rhA/OeW3jZhH2KVjwj7FEfxjr2wP3JhgCIgLav2J4votZt8cQs9posFprorXWu1YTk3D2OmBbSmGMJtS6ruv7bhSFnHPXdc+dPdcf9MMgnp2da7XaQijXDRxHEMIo5a7jaK2rsuz3+4SQ7d52u9Pp7fSklNoorbUQZZIkvh/U710UhUJUrut2u10pZZIkvu87rgn8oFbiXbhwQSl1+PDhur4XQiRJMhqNoigaj8dlWYZhWJsQ1ohNTQqN47jeeB3H4Zy3Wq2iKLTWU1NTRVEQQjzP8xwRRRGhBAkoowkSx3GkMpPgCs75OB9dv3XriUbseG4pyjCOWy3uBvHK3fWd7YG1SAjj3FEKKOFKyShqfvSlH9VGEoJ5np9/8627q6tSCgJQVfbUiSPNOFZKcsqUVb7nul7AGA0DT0o4e+qYtmgJVdo4PNBG37p558Jbb7//8Sdb7c6o36u7r3pBMU44tZHPnFZzaaHje16RFYT6lNj5+ZmZ2RnG3EJoZHRl9cGNm3eMUaUoIrddB5lMWp39oB8iCilUiYBVCchd1wJQRpUihlhklBiKBED/SYvR2N1pzS5Xxb6zXexF/qj3yr57lE8+2XhrCBqsfmjiM/lblFJSCc7Yrmy1BuDeHXXwUHDfhEw+iZewSGoPuskte7/6bj8693DU+3s5cD6qvnsU2bN7dqYP4aX7p1fvenHwHWb7fjLnxJ1lvy3qQ13iu7s+nLjLTOxJa09arfVgMJBVobWOfC9JRoNBb1AUISVGlEoEvusmSbK5tqotIuLswjwS0hv0Xe6mo0QKwQkVpYxDxw95WVaM80oK5HyrN2RgPUTusaoQg+3+ocPLVuuNzU1r7eKBpfp16HQ6Kysra2trSEmj1Z09OBcfmG1OTQtjR2A0QGkspf7Wva2F7txzJ59aze8lieScJePhKBtRiuNBEgRe6IcC9drWmhOHCwvdue50vr29unp1+9I17A98SqPYjXjz0tWr4PGQd2+trLz/7LnxcLg1SlCrMk2IkmWWW6Vi35OlYsAi1y3ysjcahK2G6/lFWUmpADAvSkKoMub+g7Xu9Mzy6dOt7lQqdJmWuTGcUs6Zpcb3G0rVTSC6nlfHZvqBn+V57WOntI4DX0TBeDjwODt8+HC7EYdhuLq62m7Ei3OzCwsLs9OzUhitwPMCpVSWl1/58tfSNP3oRz8ax/Frr75548aNeCr+sY989NiBg0oKgkShNZQwwyhSANLvDxIYDa7fIAQdToajfp7nruekRXnssZNPPfXUVq9/8/adndEIGeWuI4R2XXdqbtbljre0tPNgfbDds0IqIWe7EWeMILOWUodTRqViSIgxRhrt+/70oUPgBytFdeny1cPPfjBwnEf0WdZCHVfGEDhBgoAAymoJ1lIKnDGpKYClgBTQggKEPTcpDoBoKQFiTWFqOM9qQEMmzlFY/xcwzWAvCxvAoLWMYD5MgsA7cuTIrRvXKaWB4338Iy+demz5xtVX+lu3LcOFxQN/5+QpoP/yd7/49Y9/4jNvXXjzD3/46nC09eGXXojjWFRJsxkKURljuEPrsqcqKgSQSuk8j9zQD71RlszPzL11+fy5J87+tY998Patm6fPHmm2AzdwbAF5pbe2R7/yK7998eIqQDwclF/8wivTyw1QpNlsHFo6fGT5cDJ6EEVeluxYQhyOaCkiGpCzC7P3N+95vl9U+GB9S2giNS0KAaCkqUI/qlHleisjhCBwbSEtTOA7SB1LGPNcrDc9pADaGEkZMbYihFVlVlUFcRxiSW3lRSxQa0Iv8ih1GC2LTFYlpVxpQYAhUkYda5RUwqhd4wYK1ijjeK7j+ltFfzRKN9Y3iaVZngNy12NIqR8EwLQSUghBIquU8vyQ+Q0FrgS6m4Vm/r+vif4MkxtgL6ls18oCQCnzxutvamM67fbszPzp02fqUV29ESulPS+0BoyxhBILZnHp4PGTj1FKgiDoDfsXL16wmnCXEErDMFheXnruuee/+tUvtw8dLPNcVmVZFf3eYDgWxlrP927euB2Ewf3ZtTwrXM6KPDNGR1FgKo0EXdfLqlxIGcURJUkjyotKWkBANIAI1Fp0HY9TDhZkVfmua422Bn7yM599/P3nvvzlr/7jz39eCCGUtAgWoRSVlJIyRighjCqtHUaLvJibnWOMra2tnXjs5Hg8Pnr06Pnzb7m+v7m99fd+/j/71V/91Z/92Z9dWVkZJSOtnddff+tjH/sRApYA85zQKAkWi6zwuE9sAUpZY0fDbQ7gx52Vu/37980bl28PR2Ol2sPUswiD0dbC4pKymeNYaVQ1zgUhURQm45QzYKAZsVqWqhTUdTnj7Wbb95zm8sKtlTtr9x8szM+Prl8TQkohlNR5lpVpnoxGWZpWuRwQ4rpOWRZSCkqJJYhAfuu3v1hJ89JHP0qo2RhsrX1/4+TJkyeOnTQcJRprbFUJgoRzjkgo2qoSgetXsvK4C3VSx16MEljzDuv9vZxZ7EOf99Mw/y39Qizs9kw1c6I23NvVmeza3NVeKUjQgK2H6/XYovZa2POwMUbrmakpRBwORysrK28NBuNkzBk7e+bsgaWlE0eP/eAHP/j+hbeRkNnZ2U63wyiNmvHW9hYgUCQGrLaGMAaIyigAZIRMRti10yxoLcuS7NHKEIGgIsgQiTXoehGhLuC7SY5/rluzR3lu+Kc5yk4McPYVmu/WGQGAJYhIiOM6eVGIqtSmNp90GCcGlFUKCfF93xheVURrRYiVqqLCjJJeu92RwvT7o+FwDJaORqM4jvM8dxyeZgmgKaui0kqDtZS0u5243ZJGdbpdpXWn2xFCSCniuBFFDaWU5/k10uC53rAc9fv9siyHu3HAyBnP0pQz1u10tNZFXtg6cIJxh/O4EQdhIKWUSjuOL2XWbk8Rwnv9HW2MqKpKVIhAKTFGS2nzPBuNRnme1wxtzrkxphI6KwtCqeu6ZaUch1N0LbFoCDFWVRI5cuY53Ll29datm3coo424YS0Oh8MsLXw/kFKVZaWUtFblhbRaGJ9UIqcEikKs39+4fPHScDTyPM/3ueewE8eOORwJWoPKQGU02EpXZSmrMRgDhCpjGHcY94TOhRBo9MLcjB9wQO16jhRKG+Myp65muENfePFFY4TSppJCKgVCp2mCSAyg64XSYMhj33MJIUpqUWnjgjL1bYY5nqelMsYgoMMdghQsUABOiSXUEDs1P+dFEakqhoSDpkYDGGstoJlsRnYiLQMklAAagkgIWq3gHbIl7EZ9kl0OidYGCFoEbbQGQ5BoawzaSadnwRJLUINmoLhVqDwwXFmLVKFVCAjAjVbWEkqREKOVxdoXYs8bs/YG3c2ZInbP1NcaU58W1tsWoNEacDe23AIooxkllCAh9aDaEIJKqzoAZje+qG5i7Ts7LCJ9NHNid4/CPVsZqyczqf0SvskSnhi9TBI13gPbRJgge/XHOoRjP1l335lMfFX3t6k1FILaGEIQKTFgLYDre1IKpY2UyuaSURiNxpITiq1hVqo0xTB0gVaVbPgRBaItTs3MJGneS7NCyUoqWQrX8yz3gkajHUbt6Tbz+ObGZpKMHMqqsL147sliOJpqNDutZuz5VVn0A58DtOcOzTej2OG6qhijOYA3v3xw+ZjfbPrzB9y5xd5gMBwLN/CVkFVRjoajZhDHkQdE7vTW+26VliVLCqKwE08Bx+6Sa9AOxrkzyPOdLJgJ/EYgChUEjfbcQr61kxVZ4HsE5M76fe1Y4GR7Z50A/MHqusrLxek5j/HQcY0GqhzXa5jK9oY7wOVOJYEQA9RDz4I3HFXN1ny327XW9rZ3lttRADyenjlx5myhTZr2Y+5yZJxx4Jip8v7du/2tnemZmSNHj9y7d+/V11+LGo0zZ8+EYWSJlUIAwx/7zE/W1ixhFHqel+dFs9U8/L6z9UidUmpKzQxFMGC11XLY20mHg9u3b4eOMzM9vXnvnk9pr5dbdBWh0gKnxOdeWSmHkKKXBozPz7bffO2NRXSJrJjLwrkZ32M8jqPSAvHSikbdBSfJ7o+t67oe9ZXRRVLi9nocx404HheERjOcsWSUrCcFoBFKAoAFZQEsgpCyKAohBGXs7uqWG4TJxhAvrp748U8en15qgAUNllswBkFbYgw6aBW3eURSgiiltpYgEiRILeGWUKKUUY7jttstSzBN8/5ggMiMNZQwZTRjxJgKtEUEwlhViaNHDg8GvSwbh4GrlLDWFEyipWgYtYwYRCsCB3wifu7v/Mz7zj3xf/zDf3L+jYtPPHf09InpfLzmcHXw0FJWpHlZ7OyMXvzgi9/45g/6O+uMgZLl+953yndBlgka6TEHmGcNlkJUsiCFRQQv4D7lSmtiNGqIeVwm+vrFm5/99KdElruuquTAcd2qdDY38/NvX/nXX/rKzdur1nBtqiDsODzUUjG0rgtHjs1byKzJlVAULWccpQSlXUaQwOrKrdnZKUX01vbWq6++srGxWZYU0NNGcxYKqQABCQVrlQbQ1prKc0IElue5w12LusqL3a2CMrS2yPPQd7WGohShH3POjBE155YAogVqrbSmKiowhlGCzBlmecRpXlWAxFqjtaCEIDUWjNZGA2ptKXWrKptuB4xG3/rCd00RIgkzNVZaLx2Za8yESimijLEAARdcuY4FAghIFRAGFsBSg3+BkhvqkWS73Y7jOEmS2qAyEwVjrCxFmmaIJE2zCePCWuDMNcaCRUBqjNna3vnBD18hBCilwsg4jmQhAYFzimDGo2Fve9Mo1Wl1dNysndneunAhywurlFJWK2OUDf0o8hsf//jHv/SlL504cWJtbW2q3bp2/fqon3iBh4xkhQRjlAIDaCwopQCJMYRS7joesQgWHMr8yB+PRtqYU6dPh3Hjmeee/aXP/6PhOGk2m0pJI4XaNdI1AEgdjppQQgmiqKqpqamVlZW19fVTp04VZbmwtHjv/v12t6OJfO6Fp/7r//bn//v/7n9Is+zq1eubGzvf+Pq3P/GJj3s+v3Xr5oEDS1rJ8XDcaLWYpdRKsBUlSpQVReLGUTHOpG0QN2DcpKXxPG4MJKOk7rSrNK3zA9vTzSKrZFFl2lLCHceZXph1XXc4HO7sbBBCLAlOHDt+5do17joO49vbveFwOBwMR8OEGLDGyEpobcsyr1lPxHK7F2owTor/63e/fPjgicaU53leVVU/fPOVpMqfft/TALCyvnLjxg3fC7vdruu6BIwoq1artTAzV8qK2lqVDIxSgtRoDYy8u9F7jw4Q7XvDcn/EMX9aPmdNBVDa7jo9GECC1u4q5ZRStfEsodSAqUsro3UYhWVZarVr6ek6zuHDh1du3V5ZWakt79M0DT1fVtXrr7568fxbnPOyqvKqsNZKJdc21mfbXST41z784es3b1qESknHdaRSwhg/8I0xSipCGNiJmYQl1sqyIqRO8gJAoEQRJHUd5voxYe90ffhIV/yXX8pXF3yINY5az5IsWM6ZNgqURSRVmRd5qs3/w96bB9l1nXdiZ737u2/tRi9ANzaCIECAm7iYFiWSWihLM4ojyaXIE8/YSTzlVDypistTlYkcV6pSU7ZHmiSV2Em54nicjCUvkW3ZpiVrTEE0KVFcRBAgKBIAARBo9N5vve+uZ/vyx3n92AIZW1MTl6Mavz9QXQ9vv/ee8/2+77eUGFHP8zmvMea5rtvr7RiQgCTjbrvd4Nxz3cBxOGO82WzaJlQcR41GbEDVarU8T73AdwPfIChERdPxYDRChHR7PamUVd+FYWI9jR3HEUJauzMhhGVpSikbjUZVyjAIRC1u1Bv33nOvNUaqx3GSJJavW8mCUAIIEUKlMgixRx557MbK9fPnz5ZlLpRMxklVlVorrRVClBDsOJzzGAB834+iqKqqfpLV63WtwXEcylylBBjqcu65gTFGCEkRKZWhFISorM1jMtqyTh6EEmMMZchxqVaaMoqxcj2KkCqKcRSGZ86cGfaGWVb4rudRrstSAQejlALGeW+wXVWlHXRXVcUJj6O6koIz1witdRXEHmFottM6uLQfwDgOy/McEaAEY0SszGw4HHBOtBFllXqegzQOvNBo6bguJYRQVA9Dg4jrObVazQCNamCAIIwxUIMQBqy1UUqBQTb9whhDgRCjNTbSGK8WAaNEEIowAyBaIYMAwXRatqezqXaDB4xV2iCy69QCu3RNhChGmGBA2CgDhAJBWhuDgFBsMABGBsyUmUgMwQYrjBRHhmpkJJUGuFtRYojmBpjWEjCh2IAxAA7nnFGtFCITbihMspEImbiGEoyxMmaydMBEeULtlMxOucGA1raFRAhWythJoNaIcT6dK076YnvkK5TxW2iZU32EMcaS08Ao65UyFTROiSQTX9PdX3aqddzrtjJh1ys5nc3a0sK+5p5KwxLhECHYIkHbDtoD/Ky1ExgDBGHASBkjtWKODwJRypjLDi3Nj0aDo7ff7lG8sbqqqRM1O3G9Vg2HeZqRFtNSzs7MN9ozwAZzB5fXB71C6fbC3Nz84tbWdrvdaTQaxnF46MfjcToe16MarcdHjx4r0vFcZ6YqyrLK93VmUIHbvqN2Nqv1ta21FarNxuZ6N8t0VH/wiY/MHT7ck7C6upOmCTZAWTLTaTPPC+YcWZbDtM9DujYeC7fmuZ6rUd0LWcALIjJXFkbMzM/SbSFZPtoeZkoQTmo1d2gknWvcuHR+INC+wIkDhyJZlbI77rfiehjVWBAaqjQjY1OlRTkuyu7ayGBSa4YcI9/xg8BfWVkZYvH46RPRXEdUlfXE2t86yp1WRvFqlue9rgnjRlzzSaBLpZQCzC5fu/ztp59JN3fa7fbWnSdfv3Tx4qVLJ0+fWujMsTkWhCFB1OUu8VzHDSapGwj7UZzmFaXU9aOJdIIJZUBjAsa0F2Zrs21FUfpHX1667fD7Hnmkt72Tpqn0W81WNBClUgURuMqHkV/nhEkh+mVSMu10/IujMMZcjUZ9SDJOMs6rvqhVbK7WIqF7fbS52a0mOwhGSmsNhnFuAKRWzOHWzWGcC7u/YLI7UqZWFzBxTpIJxZiGW1Uo2dZouEhQXQPSyHBEATCAIigvREir+04uj7chTUZSUsR9qREB3qk35mY7J++YrdVqUa2RFSJNc4Pob/3r3zagN3d2/Ljenu9oI4d9TSnL85waXov4E48+9Mdf/oO77zn26KMPG5WfP3/2rTyvSiUT7ELgcRY6qNWged6799SBLN/ORr1aEB07GNcj9dLzz933nrvyLIkbjawomp2Z4dW1ssyNEQ6ntVrwnvtOpePNbDyIaxEFVFUKExYFNeqAUBVBKC9HjBHXcTkm1GCk2NkXz+nCbK2vb2/OF6pXb/jdndGbV9dv3uz/4Z/82Y3162HE8zI5fvudcTg77OWFKqOIPXD/ibvuPpwVWwalShtRFr7nay0cQrJ0vLW+sba69tgHH1NFubCwkCRjSjjGVGkGyEGIGFPsUly1bQhxSo1R2BhkkNGIMYKRmtRGWgAi2Iiq1JzxKIgBYDwuQ2+3g4WsNBoZhKnLOKHj8TgMAm0o4dwgMKAoAkqxdee2uh/qMIZYpUGKPHBpNe6rQuUjw7iHnDGNIGy5GrRDfWZUKSWth67LRTXgxYhGzRB7gAgAUlhw5P9goD67RttZZxiGSZJM3a7trpDnuR3021XeGPPOSn0wGCwe2B8EntbaZZ7VqVvdlO/7GxsbSZJUVfXKK6/Yi01KKZSK6w26e7PlRZqmRVFUVbW4uOg4zvzsTH84kBsblFKjjdba5dwqKCbEVEKF1mEQcM7LsnQdf2qNwBiLa3FZll/84hc//vGPX7ly5bnnnrOtx6mFhv1SnHMllZXWNFpNSmmapmfPnr3jjjseeOCBzc3Nra2tRjs6duyY1vpzn/vcP/kn/+XOTm8w6L/++uv33Xdvo1m77bbbNjfWlZJJksTNhuXzTFguAFabSxlVBpPdeADGWKPRSNMUYxxFUaPRGI1GSikr/vF933V813XtdluWJUKYMSaE2Bxs3n78+Hg87vV6w+HwxRdfjON4nKRSSAoYI2RTsOxXm/RljSGMKqU83+92u2fPnv3Qx96PMY7jeH19/YUXXojjWGuzs7Nj367b7VJKyzx3GL906c27T98102o3a3XbrCZWzIbhFsQG74Rz+G8BQmCE35nAbush+9tayhDBeGZmZm1t7fXXX0/T1P7UNmOtHtUQQslwBACu59XCqJJCazNO0/7mFo6r+QAAIABJREFU9tz83Le//e07T5++ePkS4czOB0BPyiD9VzI8b0leth/m79xcpu2Aabt/ukoAgO8HQkghxHicxHHdGKiqijO3qjIhBOOoKPNaLaoqIUTZ6+34vr+zs5Pn6c2bNwEgGQ8dl0sp7GxNSskYi+O4Xq+7jhtFke/7Vspr/VG4w21wwjQzwAI5uy71ej1CSJFXxpidnZ08z9M0tQO62dnZoigsbdgeU0ppFIUI0bhWZ4x4rjcRUWM8TdMmuzd7mVsSaa/Xq6pKIVqr1cbjtFarua6DkNFak92hjdZaKa2xtozQKIo450VRWP1bVVW2neS6LnDA2Cg94cYbrZVUb775ppFmcXH//fc/kAwGRZFqIzECpURVqbm52Uq8jfq00Jy4WErGqdGIcXd7e1sbI5WyVuxKKd/3KGWEYDBgDcprtRpj2IDkDvY8T5bCdV1AyHVd5riVMCtrK4R53W5SVZXn1yhjVakIIRa0THJTlGaMTZIDAAghoI3BxuGOjb+bXFzwTrbBu2jXp0jmr2+GAsIGiLW4RBgjDAYIIAu3LLJ6t9VnAn/enpLBrT3Wqa2ona0hTKajsFusnva2ZfeG19nN5RbPFfsY28+aEGLN24F+DNNbrFbsMrjXB/XtXXUP93Jvls9eX5kpqLuFGrqXLLo3c2+P2A/tfcqUEjx9JABwG0GBJgQBSsjkcBDCGGOEjtN0lKSLi4uzrQZCEAfu0mxnJgxxVeTDEQfQVWmEMtoszi94QVg35uDCHPa8zuxs1GlHUV0plVcVaKCEBGEY1uOK4I1+txIFm2mCT3PCJZJLxNm6dGnltXNk1C+2NqAqECFhrXZj5fq5Z55GUtQOH+0PdxBClGIA4gSuvaijOIyacRgG29tbZjTmkjLDkBF5kuLAQSAwCEMqzCA16bDIy94QMCzQWcN0a2F2/x23RUjvC7xOI0JYFSI/+KDru75HuMjLYlwoZZrttkC4N0rGKzeA0duWD86HcT2Oi7IkXIIxL738TLvd3lzfqEURIcT3/SsbV9yZduuOYzloY5QbxkWmMYYClEO5obgoq3qz0+rMJkl+c2V9eenwDz3w8NLBg5QxxpkxBjNapgJjK4uhDDOKqOautWIqy7Kqqsol2ueVVmk2Xh0PKSbSd9pHD+YUv3Ll8mg4HAwGGrnDwTaGKh0nGKNxKna2h5R5eZ4aKKQcl2UOpNFUiomkJCJjUFBGKuqPwScj5NOeyWLPs+ewAqO1NgiQQIRSbQyWGBGslPJcnxJijAEwBGOtlVZWB4xsfRRtjDCmjTGOnLiOqGMZOohqBAQhjIlGUPMZRfq/+Mc/xcQoGfWT8Qhxr92ZrcdNU5XjYX+cvamkKKqbjGjP11Kaf/gTj8X1BmBcq9XqzWYQBE/+8fPnz73KnLlPfeKTV65ceeP88wzSn/jMx2/evLavFf/kf/xJCMMql2VqQqceBbUoIP3B2lvXrxw4eOCF518bZyX3w3areeOttwb9fhSGyajPGGvUO73u6OKlN+cXFm6urnOPr69tbmxsUjJpZBPMg6Ae1WLMsDaSU0YQR4wwjhjlxBLePPflcy/fedeJ/Yf2N2fj4c312X1zFy5c/uLvPNXvi0FW+F6ojfrUj33m43//P/zqk2f+9PU/90MS+MH+A/Oz+zq67NbqdVCZVFIak2XC9fx6oz1KSqXpwz/8fkT41mZPCmXMtM9radscYxsZihEyGDQAJoSCmTgGK6kpJ3uX5TAMjbK5OxoDBJ4DIJAd9GFilZFKCY8HdonTWitdZVmOEBgtHY9qCXYrBNtmJxQTzClLlQ6a9fMvfScIwmKANWhkVKfTYpQqhAhBssooGIZIwJy8yNB4E7GQcoxQHbBlovzgMDythX2apoyx2dnZrEht0eO6rhDi+vXrX/va137mZ35m795wy4ssLCxYTWAYhkCQNqrZbNoL0nXdTqdjjHFd10YS2/5fyJhUeiry3p3PwJNPPokQ+vKXvxzH8StVWQmBCBZCYIodx5lGFdnDyRjHxjDCbKATZ+7UNQEMSCm/+DtfOHPmzK/92q9FYfTLv/LLZ8+enbpaWwSLMQaErRJsPB53Zmf27dt3+eqV/fv3D4fDc+fOPfbYY9/85je3t7YC3/9n//U/+/rXv/GHf/AHn/70j3/zm884nP8fv/Ebn/jkj2azM6Iqb1y/XlTl8vIhpXRVVpw7WhulbdovJoQSRMqytJOELMvyPLdFJ6XURil4nueFbi2OCaFlWQklwXKcMKGEUsYYgB9GeZY9eP8DZ57+hgJzYHH/2vqakooxBlIrpQwmGJFbtmoppVVG1ev1Z5555uCxBULIzMys6/qDweBf/IvPffSjH+10ZlzH73a7trNe5nkc1eI47g/6s62O0NL6omgrs2RUT0Us+N0ncgjedZKH/4ZOY4QQoRwMmgrAvqfewtgAYpTas7TTbl++dOm7F15zHKce16UUSimHcUWMUioZJQ/ef//x249/+U/+uCgKS+MMw5AFYZbnV65cGSbJPffdq8Bs7+xwh/uuV2Q5ocTlzi3febetuMf3z+hpE51z/ne6vr01MSGIkMlsYTdHVAVB4HmelMLzfAA8TjLOXCmU67rcoVJWtageRXXf92q1qF6PK5Hv2zdrQEW1AJAiGCkl03ScZWPOnSRJKKGVqOr1ulX3jcfjTqdjYZLtH9na2qqFp34SlNB2u93pdMZJ1m63rUgPIVSv161+b+rXopQq8kIIgTE1GqfjrN1u53me57nWijJmI0OnqTm272YVpIwxG+u3ttX1PNcm5Vy9+tbZs+fsQm3dPqWUCGFMJ+MSI6UyxkiJEAJCQCmKEEHI9xzuuFJWRS6tHQhG1OH8xPHj6+vrM7OdY8eOgBZCVnk+djxalpoQPEr69iIyJhBCIoMox0JWQlZaA2PC9RxCmJTa4Z7RmFHPsv8QENgNRUjTlHOCiRFCESJsdnZRlkJIDajbH33jG8+6QeT7dcp8A4wyR0plDz0GK4zRnBOttdZSKwkACDEpFaZgtN7Z3hZluZs3Z2mTf03SKP6+2dN7iYhTILR3JAXvwl1H8L1PJ2SSH2NNWJSyCdiWCUksH3UaCbi7TJFd5vz35JVPRxN73UT3ih4t2Ju4UoOZEAd2YeHeJPS9PcG9nqX2WVNgPJWP7kXOaDcCcXrPLVJAu4m/Ewvf4g3zzoOy90dQaJLhAcZQTGpB6LkewYTZySnoUZZy3/XcmhuFS4cPXVfi+traOAgOLy7QIHjtlXMEGZqWmpBBnjYX5pZP3kEdd73XH0kZdzpb3Y3RcLwQN2f8CEnMDGUCaWzyYSaMeuP1K5jRxQP7paHJyqXNS6+P1q7MhT7zkSKYus7s4UUySisOZTWOkWxGfhCGpU3vlHJ1dU2Icn5+odlsplkhpOFFwZhHsCmEKGTpE9/kIorczbWbqpC07R4+tGAQBgT1eujgud7Vyx974qOsLPVoUOYjAzKK6jgf6ixDAAGmDhCJUNUfKs6aoX/3nXcURkMidrrbqT/Os3SptcAZvXnjhhnmNaAoybUxBcsyr7062GnV7/PanYK53VQwhAnBmvNxmc0uzj/44cd9N6zFtaqs5spk//4Dicfe7O8kSVKJSghR5EUxyuzJI6XMx2lRllVRaqWUlFVVSSkTLEdIIoyIQVVZIgCPclGUVV7MdDoffOxxQrga9Jw87bSile00qyqC3as3r/utjgItTCVV1Wg2hnlTV0lYOgSB42KpjK+dSFMolRAqjPxo2NsVGWArDRDWKJVxhJEdnh9IlOs4GFNCCGfM81zGmOXU2Jk547kmLKxxTfxFih0kkOEII4UIxZhgkMi4SiIiqcxcUsSujFyuiUGwnY+2sKkcIms+aNeEPjNAx+N0lCS1mjcaXJ2fX5zrNIti23EjpPrHDrdnZ/bNNMhNlOSD1Z/8j/6ezrcDnN22tJwX/UANXIUazIt86jrSaO2QsdFZVZVv3bxRKuOF9ZPHj7/88ksffOzRmVZbCnFzZY0fjpJx9syz3z55+p6VG6vd3k5/MGCUhWEUePUw8PO0JBhXZYkwIGoIw8z4hBJGMCAEhhiAne2tC29cePTxR6J2FDSCJX4bIeEo28AsKLWgzOc+X1iYueueB7e7yeUr1/wwajdheWleVKnWEgiR2miNHb9WKvBqDcL4di996aXvxo35cWpwXmLij8aVkAZjYp0mEAKMfGTAIG3jdBAi2DIxGGaMG22EEpMaHcPEAdloMIpRhkFLKTllFFFMrHYGE4wwBsJ4WZaMkUY9TpLk0KEFxynqNY9iQEiDlmAUwoAQQQQThAliQJyt9e2Q0b98+pv7G/cBKrQRnOhDhw4QBASwATPubVdJ2nvzJsQx9+NCIDLcEu5cuO8ECWcQCn5gUJ8VQRljbBpVHMeUEyGE3fWllGtraxhjGzZl44DeWbdb5zopq8FgMEiGBrTIhW17l2Vp1/1Go2E74q7rlmXZrje8IJjuAYyxjY2Ner0eRZFt7lZVxTBmnGFCAEMlq6qqfM+zFZLjOHYj4ZwbZCzRfIotgyAoq/L8+fOf//zn77///qOHj3qu98QTT1y4cCHPc4tqpmpGTCd2eePxuN/vNxqNRqORJMn169c/cPTo2bNnT5069cKL32w1W1LqH/vUp37ni7/7W//qX33yk5/41re+ubCw8Odf/eoHP/iB9dXV/mBgw8GV0lUpECKTgt+A3tVXWP9i2x0fjUbNZnN7e9t6GTcaDQAAZqpK5nlRliVCxHoAgkHW5CDPy3Rnq1Gv337s+Obm5u//4ZeWDx05fer01avX1tfWQy+w/X7P8aclAiGEU5IkSaPZHA4GBWNhGP7mb/7W4uLiww8/vLCwUFXi2Wef9Tzvoz/y92q1Wq0WB0F4/fr1udlOURTD4fDSxUtFXrz/4UemrEVkAPCt5M2/XWLiJOwLIyDvjvrAgE1rnJub00pduHDh8hsXW61WkRdKSoywlkpj4nAOAL7n/dgnP/HBDzz+0ndeWt1YNwiKsiSEpEVRq9XKsuz1ek899dQjjzzSabe3d3Yc1/W4sxvDhW+Bo7vmQ5NyzZ7A9n8nJhB/d5vMQpHWIIQqioIx5nmeHf5z7lBK41qTM26dUcqy5A6XqoxrcafT3N7ePPvyuYWFRdfjnuC9XpdSvL29jTHKsjFjpCjyIHQxmWTrOa7DHcsCpVEUdbvdRr0BCKSUtag2TseU0CzPrGVfGIQ2vUYIked5URT9ft9xnNFoZNs3xpg0Ta0HslLKBqatra/Ftbqtg4fDUafTIdTO9BBGyM4bLd6zaRM2FtJK2y3X1HXdNM16vUGWZas315RSnudlaV4UxcRhgHGEYBcKFlZ2BQBKSUqp6zqWH4jBIGM45xgzSpDjOK7jxXH85ptvIqPTcQKm9AOHUpMkfW0qhD3GsNIGALQRSkmXO37gUk4Y48YgyrwkyTlnxlgbPM/3gu3uyoTzjzDGBCET12uMEQOVUhZgICUNQsRxXMqZbXgBJhgTzh0pVCWUVoYxBkpbWGJz9oQQSkjbFqQuwxTbrHMbdQgA2MBe1/N3xRV7DSq///Vkmk1nnz5lKk50d/8vnkSA9iTv7X4wY4BgEFISPM3o0lYoPXkwwYQQwGY6XpsuF1Pt/bRTOf0wt+jlpkYpxM7Hdr8sY3Svhn/K8NyLu6yydupuNUW5ezPu7bTNTvmss/90l5l0sjSZTul3Tb/J9MefmCp/7zGy9+wdMGqlMGBmqROUeY6HEQZlCCKUMHslFtk4CgIvdAnnuVLn37h4ZP/i1atXqTE+JRQIxzgty1qz9cB73xt0Ote2Nw7edlu903lrfb2bjPujEcFUVhIhZAAypeM4Pn70uEEkSRIA2BfMDgaDb33rG/loWPe40wy38t5Ipu12vKmrsU8f+ftPzB1Yvnpjc7ZWj6Joa2vHxxwq3Q7i1tIhIdSF77x66NCh5bnlfLhNKZVghsmo0WwAgKeJKXWRlv/m2TNhPX783kf2R/Nxo+Yw0gqDi1eeWR0IVyqcJmU6Uki5ntvU3CjCGHM9nwHC2nCHES/EhPezNBuNDPL7iTLDfF9nFrux57AiFKXRJIp2Njel0IziC+XVYGZmtde79PUzF1c3uVfbWNms0ix03SwbKi1yinaKIs9zz3WzNJOV8FzXaK2UsppUIUSN+WCAYMwwcTjnnKuyAgNW+mo9T6hWWikDwJUhCCFldJpRqXUvG9ZeY5R1L3132NvOW/WiyCRGKqgfcCNBXOy7O+OB0EIK4qZJM81vx9wpCp94xOHNsN7GIcWoxErU6TFneXJ1I4wQogjHcWyMobusNIpJay2hlGKEKMKEEFlWVVFhsyuxVaaIPEGw74cjHrQREJEjqCEMCmGGMWBsEEEyR6QAmTNWcR+VVVWBxIhyhhlSwmRZGXiep0FvbW1Iifc1l9bX17nxX3rmO8aYQwcP33HHCQyCgHj0fQ9evXz59fMv1ANgpuhtXL/nnlPZqBvV/IZBGiNlclSVUhFFsedQzsEYub6xLo1qR0HNc5LezvGPPoEJHDqwfOH1izdX1n7r//xC3Jz5T/7T/+yXfvlzZDgsqiqKapyXCOlBvx8FsdG6lDkAuAHzXQ9JQyknBBkbGwrkyrXrhTCn7r1/6bbFnXES+E1GYkSjta1BpUnc7Bw+evjVV8/9z//Lbzxw//0317fCqJYnKxTPXb1y7fSdt9XrXmk0pS4GrAETHH77xZd/+3f+dOXGztLBff/4p/+rKK4tLR8dDVMhpOv6GBlKAFPAGgAMwoZgQwlggo0WUlSMsMpmAzK2q6YGggAT5HAqpRYyjXw/inmepwQH+G1DBMCACAEvcIo8F7III/booz+0tBgfODBrVGkqSYl1i5sE2hBECEIYYDgYvdLtSYGUNgaAcBTE7uGjywiD64ZaiOFWV4zE2nhNNdLFRemAzIfrA3wziFoobIChmP6AoD7b1bb24rbgcH3HdV27ylvGSFmW58+fP3LkSK1WU0q9c4KzvLz8sY99bHFx3hjjRf7W1qbPfVskra2t2cnhW2+9tbq6OhwOHcdZX19XxswvLE6XezsSEUJ0u93RaGRzrjzOEMHccfzQd30XIVRkme95U92wBrAzxjzP7a5jQ7FsVvKLL77oOM4nP/lJTHFv2Lv99ts//elPf+lLXyqKYtoWtbsXwZPtPEmSKIrm5uYuXrzIGLt69apFoQihixcvfuYz/+D3f/9LTzzxxK/8yufSNG00Gr1+F2N85syZeq0G2jiOgzEyUkkpiY2IQIDAYFsIIMw5t3TZer3uuq4tbYMg2LdvH8Z4PB6PktQGD3heYD0JszSvqooxB2M8Go1avn/lzSvPv/BikmfZKB0MBr7vz87OlmVVFeUtXdXJhq2Na2mljqOqyqJ0W2VSSk+fPv2Lv/iLjDq+7xdF0e32LT7v94ZRFC0vHwqCKIriy9euznZmAs/nnON30+PB3yr2g10cijF6V4YnIcQOVCkhK2trl9+4GASBUkoK4XmepXc6jpOOEiVls94Yj7NK6H6vPx6PGWOUUYxxvV7P87zZbG53u+2Zzp//+Z9/4MMfimu1NMt837dD6Vtmd3vb2xghY7P79jA8v0/K2b8/N1svCiE4twsR2DwfQhxjEAC2LSrH5ZTSsqw8Px6Ps2984y9vP3701KlTnU6n1Wrt27cvDMNWqzUc9mu12nDUL8syz3PfK7Iss00ly9i0POeZmRk7eImiaDgcxnEshHAch1IqlbRB6tY1fnZmNvCjKIoIIXa+F8exrWitHo9Sunp19dKlS/fd+56FBdc6+9tIholnLMGe59kQCMvJtMmBtvfkeZ7neVprhShjbHt7+/Lly+k487yAECWEkHLSRNLaOD7SVsxGCWWTtgyedEeNdRJXSkhZIawZYQAaJvU6m983a4xqNGKtKeeMcVwJbAxzXJYkI2v7hhCqRFVkaZ6mShvOHWOAUMf3Y62lUoZzsC5Qc3NzCGx9P8mO6w92jEE2bgAAhJBaJEJKTAgSCiF84sSJ7d5wNMyllAZgEgNkQFuAMc0wMGCMUUpRhJGDyC4b0Pd9ShkINSX/TP7F/x8wPJEBDAgDwsg2gzHFZKLrQxhh/E4TI9gzNLPvqLWeptpOJPGEYGSsTm+ChWBiU7nH7WqS53WL3do7x2toj7vpVJHxzpHmXoLlLdRQtCeKEFM+5XxOyQjTP6bI+Z1Dv3eanU6f9T2WxfZ1rLbC2r1MrHQmIexTdiwjxEyprdpgjNFuCishhCIctJo8cyglQhmJUJJmQJkX1dZ3dnzGZjozFKHMdBWYOx+836s31nZ2lIGilDwvtYZGvaUN8dutilOMkEOYAszazf64MFI1m+3IDxDAcDhqNDoOcxZmWrcdWo7bnf5w4Max25nRWVERty9Ut5/sa3gCV73NHerwhYUDkR/Xg0ZfJFkiytwQ5DI/UkhlIu+Wabu2kI1SUEhr1O7M33v/Q07NDeoNVWGhUKVEM2402nNeGDIhCeLMDTAB4rCecMuyEkLqwpRVVSmpsEIjU2i5urPTTxPh8I3xOE1GcVzTVSXLPHD48WNHKUIC86QqKNGe533o8Q8tnDz9Z08/88df/lOv1irzysPMd6hKR1gLwYlwOGMsH40wQI05tsQOKbUqBqAswKhSQpaVMUYgDJgwSpE2RmnbOKCVjDRQQhjCgetxyhzi0NCNgnA8GOpXL7me/556Jze04Tt+a94Evunse/atm9elNuCOBeEkdBSre+reuP2hffuC8bAWeUIKSHXNcIJwCjpnujWodvsN2GJO1M+LPMeAjNZSSIwxCQKttNHaaIOMoYBdSwPUdv6uSTJEiGheZ41ZCsh3PCTQ201tQBgj4jKkDHNYXpTYFJgRit2iqrK0pFhTozyvlWXZYDAg1JvbNx/HtU57Ps+y/fMHZ2dnu93+V7/y1LaAxbn5sBZ/67nnr11b/dQnPhaG4exsZ9gfKl3V6w0phO0TaaM0GExZt99Ls2Qw7K2vrvgOfc99pzbX15YPLJVZignhvltV4umnv1UUxQ+/93Q5yY9FaZrmedFuu7XQGQqRZVlcawXcKURhtFJacOQwiiilCrAmjFC+urGjEBtmcn1zfOGN8xQ5VUFurPSP3XHSceMr11aGSe540clTJ4ejdDzOOp3ZmdnDolSXL1/7kz/5N1k+CIJJEdVodWZnFi5evtnrZxi7m1tDQLiq9OVLVwkJtdTYNRRrRgCIJnbmhjUhhjGDCSIMeZ4fhWGv2xNCUOpZPTbBiBBMsNEqm51tURyMkj5Axbl0cLBroAm2p+Q6/P3vf3hjY+0733lp+eDhRsM/dvtBSrGUWmtJMUKETDxWMcbI2D3Ddb03Xn31xIlT2zekAuMQ8H2n3vCRUYgxSPJkJ9E5aEy0g8Qod6nSCIAZKitk/kaquL9BGphdvu+555677777+eefD4xvDbvKsszSzPXczc3N3/3d343j+K677irL0mbj7uWNXLx4kbtOHEd33HHHIBn2+l0KFACsubnv+4yx+fn5wWCglGo2m47jEMrG4/HbUenGTKEmY2w8Hhtjqtw4njtKEr2jKaeMMWSM73mj0cja6xttqrJi1FldXbU1tKVaBUFAMDl37tynPvWp97///VVZ1eN6nuePP/b4Bz7wgV/6pV969dVXpxo/ow0gbbHQOE2rqoqiaGZmRkp54cKFkydPJkny+OOPnzlz5gu//YX3vvd9Gxsb//AnfuLrTz114sQd7/3h9/7lM2d2drZlUfmePzMziwzS2qTjzHE9Y6wADhswFlq7rqt3b51Ox3GcTqfDOU+SpCgKSqnveZw5k7auNkVeKqWqUuxsX02S8Wg0JL3ROMuiev3qtavtTmtnY7PX6x04sHTs2LGNtfXeTtfzPFlNlBKUMUppUZZBFNr8+hTAZlGcPHnnQw896Hn+iy++eO3q9W63ixA+cuToG2+8sbGxefz48Z3Nzc9+9rPXb9z4nS9+8Rd+4Rf+r9/+14cOHiIIH7/j+MLCQrvZCn1vYrHIGIB5u9v+PRob/FczPDH+610ivx++1jSsWRtk64Np2TTRQSkVBsHMzMx3X/vuzRs3XNcFA3maBb5flqVl6yXDoed6FOEqL+I4dh0a+L7velmRO8TVSuVSAsB2t8s5H4+SWq12+eKl973vfTdurkghwiiqyuqds/QJVwrvlmh76k7f9/9/hfoA/l0B2y1/T036vr8OFALAnDMLijjnAKCUtkU/o0xKSQhWWqpcGuCdTnunuy1kadPzNje2Dh06ZPPWq7JK07TdbtlOULvVieNaGIYOD8MwtCLeTrvjuq5N8rTX+zRTwff9JEnsgVNS2ci4oijSNCWEjIZjhFC3262qajweV1UlhLBrnYX99n7XdX3PryplUZzDnUajMRj0hBTWqNN6tziO4/u+1fRa01HbaMPc8zzPzpajKMKYCiEsopjOTLSUnFJCqcMYJaTRaPi+n+e5nScnSSKqgjsupVhJAwS0UuMkC4Pg7tN3HTl06LnnvqVUlWYDpYQ2UmuJsCI5sgYcjHHHYRgj4pHA9YRUmGClDOeeAa2NRBgzxpRUVVVVotLaBEGolNLaOA5XUhuj7VRJSUMpc5mLCQHAtVokNbrzxL4r11cuZlcxpsggpZTLGSBjQONJDDIYpQjBBCPP4YwxAKOkNloWBlxAoLXFA5hN/Esw/p5k8Hdmi+/lNO4Vod1yD8LoloCBvaLcqQ+KnbTZ89NoDcQYZKzExLYUCbyNlyilBGMwahf1IYyxNmSKu+wIcTfWZfK+Rr9NDZiK8fYuGnt5p1a2uvv13pYQT6WAezkgtwa+I2r7Zbb9cQtym07zprDQ0krRbkDFrssN3jtvvCVE3ooyAAAhLaXU2kwdaKaHyQ4pAWkwYDQYA8aA0gYBMgaMMkBwMhhYJTZ3vWartXRkc319PWi2lhir0tyJ61EQtA8dAITig0v8Kz2MAAAgAElEQVRrg2GhVKMze+3KDYNvzO8/4LhOJ2jUa81cVp7retwps2I8Sn3uEo1VKfvjHmgzU2+LzqH4YLR/fhZTiCGI5lEJKJzd1wojxfxeHxT1K8oqqTfTXAoZtOdrcbw5zAhzD9x2fFSUmUQFod1Rf2e0U6iSdnd0AUSwLMkNVpo4/V568/p5ECyvyv6g24prg5s3I6lRnovhSFUlIsYQtOrNykrISiCYnF9KA2AMBAutlTGKUXBYVUmS9xxCZFXMNPh8rc0Iqs0vpm9dE1V1OE9UUkAuzVg0/GZhGCBTCyOdJoEwy81WgMAF5HLXaG1zCALHU1gyRDBDjFJGGcGEUeY4DqeUE8qsXRBgionDGCPUEcI3QAkxShMAZIBoQNp4jMO8cRgHrY1RjPu4Kqgi47FUEbpm+EaSaWA0U67LkUbj6mYKPKwTuv4WcZmjJC4M1dThBLA2TKrE383JxAQhhgkCMEXJCKWEIECUkg08AGYII9TK77UhgChChGMA0ErPKZKC0abM5Rig1EhRSqdJlhQQpwgRZMoCmFMpBMAwYAVUG9egmpGyFGVh+sZot+4HgcM8VkImtFREgmtKKOOZ2j/4qR//jT/4ViL0i69cvnxt8/EPf2xx6XjoOWGtLmQhRHZ1pT8TtsIw8EIqVGpAAka11j53q+jv9FauXW/U9z1877Hx6jd/6IcejOvxxuYm5c7G2sZrr108dfr00aOHz579Tr+/LZTCQFzXH49HSpAwCGtBLUvLPE0pJ47rIK0Bjyl3NYACYjRLsvT5F1/rDc0//6X/HXNUyZxRjhWJ4vYoqTTQzuxiozmb5SKK2t9+9VtxPe72u6ffc+LcK2e3u1sb6/3BaNhq1ZUxQqggiLjrG2OSDOKoQYhEmHfaMwcOHDr78oWZTjMIwm43ZdxoU3g+11oiUJ7PWs2a7zuHDi0fPXIkCPw//ZMnV26uhD5xHNdzfUqxlJWS0nGdD3/oobtO37l6c2U46m9ubg66cjwej9PUcbjnuYRg13X+g0984NXz5y68/u1DR2YNFNoIBKCRdCg2UlkDZLvKAgaENNKADdnZHj3ywMcun3/WADdIzC92GAcDCkoBJRVjlo8wISQ1aiAHcowKkHmgZVpxiQ1F5Adl1mfFM1VVHT58+LOf/ezP/dzPXX3rit0SXNf1fX9zc9PzvGvXrv36r//68vLyysqKqMQtvhQ2bOrIkSM///M///L5s7/3e7/7nrvfs7W1NRwOtdY3b96UUqZpun///kaj8cILL3DOsQHCmDWPCYLAilUQQrVarSiKJEn2798/Go30wEitvMBTRnmeRzHWSlllIEIoDAOE2Ob29le/+lVbWtn678knnzxy5DBC6Gd/9mejKBqNRgijdrv97LPP/vinf/ynf/qn/+W//Jf9ft8aqySjRAph0SYhZDAY3Hb89pmZmW63yzhfW1sLgqAoRrcfO3b+3IVvP/fc+973/v/79/9gfX3ddZ2trc2DS8vJaDjqDXEdXzh/4QMf+vBwOKrXG0VeEkqmvWpjwFSVFe/ZfdHO/SzPkxDSarUYY2maunRSRlSVSJJkY2NrZ2cny7KyEEVR+FnOHQcC5XkeAdxutRElVVWtrq4eXFqu1Wqvvfpqq97O89yyHaSUlFHHcYa9XhCGMs//83/6Tx974n03btz4+tfPfOhDH/rhhx/55rPPnThx4sUXv7O19dz+/UtSrs7MzDKMl5aWfvM3f3Nmdvbm6uqffeUrt91229NPP/3444//6I/+KELo4NKBe++9l2CSpGOXO5hghzJ4277y+xLS4H/7nIJ3zdHCGCNkKYJGKUU5V2Cn/hM0auMoEULbm5u2psGAGGNVWYZBQCm1wxYtpTHGcz3OWJJkW5ubmNE4qpWycjgvqooxFnJuc7QJId3tnXOvvHLw4MHhcFhlOX+HNYs9lNZFbCoSm37sMAx/0Gd9E14F/DUg8Pt/NcuKbLfblDKllDHSWhkhQM1ms9ffDgK3Xq+nWZIXqe87UlZZljUajTiuLy4c8Nzg8KGjhKDZ2X1CyO3t7vnz58fjUb1eF0K027O333677/tlWaZZurOzQwgZDocWB9ozZDweK6WSJDHGFEVhIZnjOBaqBUGgFdjGkO/7ANBqtYqiaDQaWZZtbW194xvf2OpuWJEeIFvykiDwFvcvHjl68MqVy18/83Wr8auqysa1F0VhCQu1Wm3CWjem0W4LqZqNuq1sCGEA2Pd8QZQxhlLGuaOMpAx7nosxJgQfPrJ86OBSmpWOwzEmly5duvDqhXyY2jEXxVhJlSRJu9WkFImqDHxvc2NjfrEuFUXIM0YirBkjFrsyxjl3GNNGGWOQlAJhZPMTlQZjmBSYUUdUoDUEIQeQjuNoDQCGMQdjhIkhBChDjsORxlFQy4q8KEsAnKbp1etvdPuJEMoLfKXsdIeAMUZpQoiBCQGEYgzGTKbiBjDDU9UZYxxjaXlllBAwCr0jT/wWeuc7/3eKN24FfnsA1S3GJ3vRoP1ge++0r4gxZpRhgmxv0SbFUEKs6zWaKFX2hBnsgr1bkvGMfvuzWeglpZxiv1s8YCzaN6Ctm8v0K0/u2fPg6Teafi+L1+zqNDVvmz5livr2/mj2RN37iymj92bT7/1Z7NJX6YmpMiKEMzZ9l73HKE8zAGQsBRYTQJgyxhgzxhDGMMa+w8MwNEYPx6mQcmHp4H0PShcjFjdByblOx+Mcd/yN9a1nz58bDobtVsevd5aXDgkhPeb7TiCx9PoiLOWlS69JKRcO7D9yx3GjASgfDMac84X5ee44m0k2ytJke1wUaSlK5jr7Dx8qgnoujVQkFyIBWpVZlmVr+ThJkq1XXjIGCSE4dymlly6+GQRBFBGDxN3vOfn444/+N//tf3/u3GWkw2RYduqBx6XDtWJUci8vs0KU9TBCWd5inCugUmIAoAgxknRvYoQYJgxRhzCCsMkLlzJKeIQxQogZ4SLEKOGMeZwxEuGR8F9+3QjhNuOFJInCYL4Rr71wduv69tnnv+NoorhTYoURrjv+/csHHz9+fF9eRmlujNFSKSFBaZcyozTShtkwcaUrrAGAGIQMoghRhJTUSOtJArk2QDQQA9ogAAIItEFKWyhPELbn0AgRajSrCkZoSbAKR1RXGBvMGTAmEUEGctCJ0KKSTl4gTaUomcZguNEEcyBGKcYQAyB2lSCGMWRAuUYjY5QCAAqUACEYg9FIGQSAtAEDBk1aMBjrSqeaMUNcxQwwJBE4BCODEUIEIQyII6QAWKMxKoTDwsB3tcZSYIIZMZRowK42eIUQwhlhDAgFhDDXqEoFEMrrgRLQzzNWW7h2+dJfPP2F+c6MF81tbKXNZoyZZm5gmFMU2bUeqmsy44XUcxBWBCOMWK936eJ3z3OQ+2drp26fe/pa1WzU1zc3Zmdnx3lx/vxrp08d/9jHfkQquHDh5dFox+FsMCyyvJDVmLWC0ujADQLfRx4CZABLyhilKhnvuH7gBq0k1X/0R1/b2EqECpWk2KEGuVUpOMJ6XGLuMERKUb555cr83MJLL50dDIbtVnRweT7P1SiplHFL4RCnnQtHKVOUJXWiQpgoqHse2thav+v07WnWu//++/YvLr30/IuHjh/zHH5wKcakHCW9dJR32s1Dh5aO33HbieNH6/U4L8aB51VV5ZD3a6n2zc25nu/7PsZQlblSArRYXFzEnMThXBgdlkJo7Vsij+cFru9rra9du8Zoub5+hZBqbqERhBRQRZkjK4UZMwAEkQn9nhIbBIoxV9IsLiw16jN5IRzuUxcfOXYAYUkwgkq9ee7ajYvd8dCwmKrQLYuqyEalkjJuEOUh5GmNGP/BcXOxuEsIcd99933+85//3379f/2Lv/iLIAiSJJFSWv4bpfT69eubm5sA4Lr+1MvLLvdBEFBKrf3J6uqqJUQtLy+fOHHCGPOVr3zF+kPOzc2dPHny5ZdfPnXqVBTHnh9Y8uerr776mc98ZmVl5cyZM0qpPM8/8pGPPPXUU77DXc/DilRVFdbCIAgG/X6WprYrTwjp7nT/p1/91ZdefHl9fRMhAgbsC37pS1+6cOHV/QfmgyAghMS1WGkVuMHXvva1j3/84w8+8OBP/dRP/eqv/qr9VIwxyyZyHGfGm7Gl2/LyMgCkWSaE2NnZueeuE6NkdHB5eXure+Xym6fvPLVy/a0rl99cXl664/htd99116tnX+1u7XhBcOXNK/sX9l956xqmBFmjM5tzCwhpZbGHdcbrdrs2I8FxHCtkKoqCETIej8fjtN/r9/v97e3uaDQqy0pKpZQihLpSUdf1Pa8WRtR1CHcQJRtbW5w7a+trgR888NBDVy9emXrkUEoBobIsw1rN87yf/+xnH3nkkSeffPLSpUtlWd24fvP48eP/6B/9ZBzXFxeXXnvtuydPnnz00UeNMTMPPvT66xcPHjz8wAMPXL9+Y9/C4ovfOfvhH/nom5ff/Nz/8D/u37//9qNHVlbXTtxxx9zsXBh6RiqDCJl6GgD6foY81vvh3woq7PUkmJRlk9ytyf0W9b3TzWVu374zT319PB7X4zgdp2CM6ziYsXEy5pxZM4/bj91+z6nT9Xr94PKyy9kTH/nISy+9NEhGSimqlBU22LGtrYwJIZcvXlraf4ARqrUmlN/yfey5agcC6Hvzr+yoB+N/v6Ia/tpJo7XAtdcIY9aLG7muSzDPi7HncUC6rFJCtJ7kpoog8B977NHZ2X1pWpSl7PcHFr/5vosRXVtby7Ks1xtSShhzFxcXi7ywb9HpdCy4aTVbRVlwzuM4rqoqDEMrvauqyl6wQgijjdIqSRIw2C4dSZJkWUYpFULYDksYhg899NAoHcRxHMexUgpjJoRI09zG+05Bguu6dl5hVc3WitN6O1nvzV5/8MYbb3S7fSEEJcxxGGMMI2IMmuqmsHVw4bwzM7OwsFALwqoQWghECaE48v2lpf2YkO2tnTzN2u12URSMcN/3RZXX6/FDP/SA73vjcV9pQSkxIBHSjJEsy5TSlHLOHSGky1yPu8Yg7lBKCaE4jCIpUVFo12MYAxhijMKYAOBpX8MYwMgIIbRRjDGjtJRSK82ZY4zxA39lZRUw87zYaLAdEFWmhBCEjNEa7KzM2i4gUKJCRlNGQSGNFaLAMGGEMEINIQZpYww1AMYg8i70zr12lLAHvbzraBoACGDL8ARLXbPKQTu3hgnvy9jakr49/bNmLfA9aGc3HQEMRkgrNWV4astdxHwX9f1VK55FuVYyZ+2C9or0bsG3u/fvscqE75l2visRdO8r7H3xvXHwe5mlUyh4y3B16o89NaqZ/v6MMY3N1JJ0ryPoXu8rwicKVcKoqISNK3G4YwWxCIAwByEghLquxzhvNpudZntnYy0fjrLRaKs/JIBFCtjgUVZUElZXtyjxms0WxqwW41LoLCvGmzukqDZ3tgToDMNaPrqxsUo8pzfqG4pbnValJHTLLEuFFFmeFGVBGGHczYWWylDHEVKJbORShQCUVFoDxthlLM9L3wvuvfceH1R3Za2ohKzGPVV2Hn6kLREuBGsvuKzhuAwG6z7VdQoYZ1IrQ5w64syp1RB3HewHzHUd7DLE6BwQgpBDmEOZSxlDpOb5DqEUE5tDEmAcWvUpAowQAU0xCn0vTRLP4arejoLgLVRWbiB4NOuEPSQr7gKtqqpgacb90Fnf1qORrHLbtHUNIAOTyRggijACpLUKPKatT90kZQQzbezfGGOsQWKjiLFOPARhZAwiiCJiKXV2kc8JoYC4AUaBYgCmSqYSrhRXCQfCEAbEyvp83IqgwXXsK4w0Y5i72EEaqNG+gySVVtuKEYDRSgLCyDY4DEYGACEIE0kxmei+AIFByCCMgBIgCGkDJTUVMYBAY2wwJoi8XbVMspbAYKar4hf/u38+3FxxKNKGGuIi5BLMqUEMEPUlJoQyINQgrG2KJmWOqAwl3Eodu7iuReUF8Tgtv/DF35tt1bUoMMFhFNrwMoMjhCGKyfxCa3H/3L133bf0/7D3pkGSXdd54Dnn3vuWfJlZWWtXVS9Ao7F2A8RCEgRJAFxBiZRIEfRYFE1ZQTpkKhxj2dbYMR4rJI/DNuVweMwZeZUsy6KWEakNhESLpkhKFAliI9Aktt4AdHf1WmtWVa5vufeeMz9uVqLQDZGWQ3KEYpS/Kqqy3nv58r13z3fOt+y9lqh17IWnplrTNx7ad/HcC5PTU8Myr2W1TrfzK7/2a7YsP/TgBxrNJgt+5MMf+Mxn8hMnzxkdRXEyN7O32Yi77fXO1nYtyZIkUcEqjcQLRWkjyerDUizrpfMrg6F3NnIYK9aCojBmtrZilMKLFJWNowlCWl1ZqaVRElOtpk+fXRqUTjAuvHJeI0dexMSJtco7LhQX+bBRj0TKbrddlf3lS0tGuSM3XzPodd7/gR+YmUmYC/ChDeCFLVDhijxCyXtbhOqu2w4NB30TJ6iIiNm7WJNRqUhcDDc1QZIYV3aBBYHrmc5qNQFFijc2NkEqXYuQBEHY8bDIg/ugIKAi0tFYUy3eKwRCDSybG1tvvOue5ZUNZhINSc3ML84IViBKm+jE86f726IoLUFW+lu5kRiU82boyVZGCcCfgz/Dn29eX6gz8jy/9957D996y4/92I/9/u///tTU1HA4zLKs0+kE24lAxqjVaqFeGffzAuVyaWnp3/ybf5PbQin6nd/5nVAJBVpjrVbb3t4+depUvV4XkcuXLw9On55oTUZRFBzwbrvtNgCI4zhgyI985CNnzpzZbm88+KEPVc4+f+z5H/+7P37kxiM//LGPLl+61Gq1ACCO4s89/PDP//zPN+oTSVJzzqZJFgDqcNg/derUYNA9f/784ZsOr3XW6vV66cowZyNFD37gwU9/+tPtdns4HEbGBGm+tTZKYhE5c+aM1npqamqj3Q5t+GYW3XjjjQq1eDh+7Njtr7vzwP4D6xtrqysrztrZ6Zn5PXu49J1el71sbLRvvvHmY6dOkoCJlNJaAMQ6E43aqGPT1CtymYfD4ebK2uXLy2tra1tbW91OP9A+jYk1BiG9mZlopbXa5ORkZa1XyKQq7xbm59fWN9bW1/fMzmmtDx8+fPbs2a2trenZGWbe3N7qb2ztPXjwwx/+8IMPPvitb33rm08+HcexCCwuLl64cPHixct33nnnwsLeAweuqdfr1xw42G63FUrl3Qce/GAcx6+7847rb7rx5MmTjz32WLM18bWvfS2t1QbDhV/51V99xzve8Z4HHiDCVnMCWEJcJsorw74/LaXw6lrkNU3hrnjt+AKMeERX72h6cuqpJ7+Z57nRZmtzK01TrVQ+HHrnWxMTGxsbCwsLH/vYx37g+78/jZPhYJjEJonMT/6jf6i1evbYiX/+yX9+4eLFUJEHQ1RjTFCIZWn68osv3nXXXevr64WtKI6uQH3h2MZSpd3ay3q9/pfJDVdcDM6NLKC0NrVazVrnnCeiqiwbjXqvv5UPBwuL++fn96yuLvf7w6qyzWZzdnbmhutv6PVyQj03u/c//ty/L4picnLCWpsP3URzqtfrIaigTLbOBkJm4BqE51sY9gZp8WAw6Ha7/X6/KIrZ2dkwl4Md6+CpyZkQljAYDObm5pIkCWZLzNzpdBYXF02kAMAzV5UzJhBUFCKwWOdcsvPmcb5LMLgajzva7XYURWubneXl5U6nF3ILEK0xsdba+4ABgIhI6SSJq6qcmGjeeOOhPC+jyIROita0d+/i4uJCkkTHjp1stzfvvvtNKNLr9bx1VVV47+JI2XI4HA4FvNbKc8VslVJZ1nDOKWW0irRysYkTkwBhFCsRj4pYnFIqjk2cKADxjrvdnFmIhlVl2QszK0UEWFUVoA9M3Y2NjdbkdJwkXhi8z7KMQXkveVGIaElkjCvC0MmQyvM8TNNkHAEnLDxCYCG8QSF5wKvHdFewH68yEcHdJpZX+7jsNjW5OpF85/ciNFYAXQkjich7FySdRqsoipy1NBqOAyIDgPOvtrXE11igaWQ9L+PNjqd84RUG0WOsNTqNrw7ou4Kq+mqWBIhIwN6v2YS6QhZ4xfGMQSAAWGfDPTJWNgbIF46QmZ1lADQ6DiPQYNIzxuTWWieu9FWgYFWeK+c7/eF6eyswognRe7+5vhGI0DrWvrJFMSzzYaJ0p93ubm5du3/f4p75/lo3MgmUMpVNnD595vPffmFzUBFBa2Zqq9dlkObCXKVhY2N9mDsWSOtkIhBkbcgDD4fADPu3QCmIayAC1gEJeAeGQBHUYkpQ1wtnKlYKDIFWYBRw381MNw0qOnYiTZLDc3M278xNzk2tbZ/55V+/LamdiZNlgIIgr+wBU3vbTYceOLC/OcitsGiKkwQ9284gEtRIgFiCr4AT7o9ANVLIC9IoJFZE0LOIoAhhyKVDCsbdRVkUpFmINVo7KDo10PGE2u4NyvXNAYIspJUCFUV62E9tNVN5A2zN6IoOXyF6CTJXAiAinZp+3kNE1ChhssdMhgLqG3GVPYNnAWEEQQQKk3knICFNRERKbWKBhHzwYWJ0Dn1FrlKuUBxpRMFGZWabLdXxaakTIGZBMuAVFJ6FyVItceOusYgIcGiEGWPC+VBClQchIkAaBQYoIRHPClRoAFkgh0RAAgpFaSBgDGUM4AgaaIooSp31BOKsr6xDIwwWhRRzxR76E0hMSlCxF8fClbP1zOSF5MM+Ujwclv36ilRlFkfawf65rLu9WgwdAHS77cqBitCopueyu8krl848/YR87je++CN/7ROuhO62JaHrbzj4hS8+/NEP/+CgLIwxx4+98PTREz/0Q++fbDXyfLC9vb2wMP+Wu287d+6ydfTCC8fufN21/V67lSX1tEFCtqpEvDIcRbTWtkktBWUY4heOvby5PXReCRmlNGkFwGxRHCQR6Ridc5WthN1zzz4jzmVpNr+nZZQ7v3zRiddR5oWENKvIujKJYkRI0wTFIzlv+2W5ff2hvS88+816Vq8n+LrDhx752h/WTMVVTspqMs5bdk7AE0lQOdsiT+sNTVCx1+Js5SU07ASclyRJYhU756hyiGStjVJgrhAVCOR5uXRm6cCBa/sb25cvrWmVRqYWRQlqhQBRkoQoW+DAt2LLjlm0sE5rG+vtD73/9l/8hd9M0zoz1rK4NZ05aGtKQLC3ObSVQAJzixMXLr9YSqxyHemJwsVeIhAv6i8O6gvjoDzPw7wOACZbkx//+MefeuqpTqfTaDSYOfheFEUR0oqTNLmC9D85OdlsNhGlLMsojhrN+qAzCBZ5nU7He2+tnZ6ePnbsWDDla7fbngWQQq7xcDj8T//pP4X6eDgcxnH8u7/7u3Ect9vtZ559prK2vdXu9XqbvU1jTNh1ePP58+eCrUKQSNnKZll29uzZ2bmp4XB47PixT33qU+973/suXrz4t/7W3yKiKIpCxFa/3w+Ht7a21u10AtoMRViWZZV3ly5dOnz48NTU1OXLl0Xk1KlTN910U4hsRsTz58/v37//8vKl6emp9fX1ubnZubm5bz72zYW9i0kUlWGZN3pQFI45iSIiYkWK1LidGc5nt9udmZmx1lZVdfny5e3t7Uunz62vr/d6PWutsETGIKidQbSKTZxGsdYaWZxzZeUcIItUzM65gwcPzkxNdzqdS5cuXXvttZ1OJwSIEdKRO+/8xCc+8aUvf/n8+fNFUTSbzdnZ2bNnz544cUIEf/iHf/jaa69lhlqthqBeeumlRqNRiZtfWJiampqYmFhaWtJa337HHZ652+2+9d57Dx48OD3VMqRqtdqLL75Yr2WTzVaIGMfdpct3H2Thd0V9V5Rc44JsTDoiJA6+olfxu3b/19ra2nA4TOOkLAoAYO8BIKvVLl++PDEx8RM/8RPf8+53WeuYpdmo5YMy9zaKTa+f33bklp/8yZ/8ez/xE+tbm0qpLMsC8c97H6YGGxsbExMT/X7f5ixX3V9BrjMqm3Zxw8Ztjr/Ee7uvl/EEINQQQWXhnBNgIijL4q7Xv+7uu984OdXsdLarym5tdq21w7xfFL7T6dbrde9da2Kqi92VlTUiajSyLGtY6wMzvJ7Vw2nXSi8sLISSdLI1WVal0aZer8dxnGVZr9cLs75arRYUyAH7IWLggvZ6vV6vp5Q6ffp0kAIuLi5WVVWW5UtnTmmt9+3dD0CExjm/sLAwzAcTzfrk5GQYZoZs9/Dth52GMM/l5eWjR48y88Z2L8/zLGuUZVmVNssa3guhcs4HzrBSIYZNqqrq9/vMELydwtQ6z/OqqpIkTpJoBBUAlcaJiQn2Va1Wc1VJ5KM4zauIFBijWQyzJ4I8z51jRV5rqarKFq5UdjDsomLvS9KYpJmA9o6U0oHhOTk5KQJJklalC27P1hVRpEiJ0tLIsqWNcy88d/yt996bZlmRV5cvr+R5DmQQYyIlQMGlZmz1gYgq2FQ6P54f7oJ2tDvDQHZcPEeTLXltS8+ryeGvCfyugEZX80KD64pSSmukHRXfTlm56xlFtCuRkZRSVVnCyMPzFYncdyW0X2GIMu4O7B7cXR2KsJuGesVD5jVx7FisOB5U7p7s8cgGFneDtKvPzHiUPbbPCevd2NDIBbNlUpZ9WIvHeDWgPu996e3IjdZaW9ml8+eefPJJInLWAotzLkblhcP7rS21InacRoq8pHF05PDhmdk98SbuW9xbVFWrNZnF9fMXV2ZnJ0WpTlVUkRaEc2vrA3aNyVqrUSt6vZgxzr3k0KqxIWALzZramyoBRs8hDwUApicbNRMZIS2kSbXm4oksTeIo0jrWppHVUhMnsbF5oQC9rYiIm3N1cGVnzb905k3X33hs+lIXtBKW0lW9jhoOGp1OsrKqURwpUISOm6iMECEyACFrFDAMAKgIiUApQfSEHgR28AkHawoEHIliQdVr1nkhKYhIaWGeFt1zUIBqplmqZBNYIqJYMXPZ7VSb28iFM5E36BUAACAASURBVD6YKgVhaKQ0AHj2lfNEFAH4yo3uRwBm8Z4ZMRjzhF4mOlaOw6XN9Mo9G1SIgcxslDbeG5GYJUaMBRR7Yq+8aGbNQICAVhup8mGNrCjllQNFXDEZFmZPojwG/5jwsYVZAAGIkUa6XFLWY6DzBbFuEIoGbnS4UCMmEiIhJYhMChAYQyUTPBk8sBQcRfR93/teqrbAlXlZgIkESJjJe2QbwSKioBJQ3osN+lMvCjEmjLc7+TceefxscaHVas7PTD9w75sHG6upxiTWRAQIlXMqiifjFiKstC+dePnF7c6grOI//NLXZqbmi1yymqk1Gk5co9UqipKZH3306Xodbr31SK+7FUWR0bDZXq3XjYiL4yTP82azNRy00zTN+wMEQkBSYLTSWj/11PO/9/ufX9y79wf/2l8/eWrpxVNLUW0PEggyMwM6ESDSRCJiPZfMdODAvu7moL2xnueDNJnf3FqrfKG0EfLsWZC8OFQg4J13Rututzs33Th03cFWK927MFWWxTNHv93rbaQJIZRphEmMSoHNvSFUaUTIwt5770rrnWPrbDlQjGrU4thp5Il4y8pE4uywrLK0ponKskSgOI4EiCu3sdG+5chdihIlEYjpdas9C63CFgTgK49ekCWOIlKKSJRDRg6CPBREHa2urKFqsfeNZh0VAjMgDPt971kpY2r6xtuu79FauVXYXBOmpTOgIzDoIIe/KCntocYK1uHBD9OLu/+++3/2Z3/2n/7Tf7qysoKIQSwX0oqDy8jI+nIH+21vbxdFsW/fotbagS+KvNFoBEuDscNKURQBOM3NzRVFwQCkdIgsm5ubW11dDT6i4f1f+MIXggTuW0e/FaeJY/fJT35yamrq0sWLwtzpdJI4Katy7959VVV5V2YZRlESjrDZbIYqJ4mTRx999IknnpiYmPjYxz6Wpdnc3Fyr1fr6177+C//5F370R3/0njfdc/rM6X/xM//i1MmTo1ZlWRhjWq1Wr9dbX1+fnp4moo2NDfDu5MmTN910S783LMvq8qWVQ4euu//++9fWVnu93pkzZ265/uY9e/YE97/VrfapU6dmF/bw9vZwOESAaKevGezdi6LY3NxcXl7u93o/+OEPb21t9fv9F154wTlXbfY8M4okOgYNWmut4zRNIxOHgrJWqwWRA+0s5HmeLx44cPjIke3t7VMvvdjv9rj01tpDhw5ljfoNN9zwlnvfeu3Bg91u9+zZs8F48IYbbsiybM+ePUGHMz8/3+8PJyYmRKSqyoWFhdnZ2Waz2W63tzY7ly+tJElSb0ysr6/fccddm5ubvX7/qW99O+9tG2PWV1YfePe7l86dq6e1manpK/CcfPcqH/+0v3kF7I0DhWm0tox/vHpH4VK01mpScRwrxLIs4ziuyuq222776Ec/+tY3v9mLECmj0HuJYwOAzvkkjpzlW26+6Zd+6Zd+5df/34ceeij0KYgIg7+8CAA8++1nbr755t6l4dWobwRmWGiXyDDcen+J+nZhewnfpzEqiqKga+31eq3WZJKkw+FQayqKXGuan5/fs2c2jrVSUEvrci1qZcqqMkpFUfz1rz/y/PPPG6O997W0LsL9Xp7n5dTUVLfbvXz58lf/+KuTk5MHDhzQWm9vbxtjtre3iajf7xtjPPvt7e2qqkLnJSRQ5XkeSArhoaRVNDEx4ZwLEOurX/1qGPrt27evVqsZYy5evLi2ttZ4Z/Oaaw6KUD4sAGR1ZfWpp55YW1spylJpFUjd4fopimJlZSX011ZXV5eXl6empt75zneGpvVgMPCOy7I6evQZoyPvxTkXpscsTsBPz0xqQ0U5jGJNCti6OEq11s5XAjwYDubmZqempq21w6Fl7xA5TijPh6S4skUgVYqAd1LZEhGV0swOUYXJAZFO4hqSADnvdZxGSmvroGAmAmOUMaosS0QlklelC1mLSKw1OudY2HqntG6320mSOGtXV1efeuppMrGONI34hCPZG44C6J1GChxTW1YjRRnzyFdHe0XRWB8rO6HpOx7urwF+rrZ12a3lu4L9GKAYjQPNiXyI9Q3PHwABcCNoSiLsnEPNEsRy9Mp4rShLpNEey7KyVYUAKqBEwDBNkV1Tytd8hcHd7qnd7k80zm8IS16wmbUS4uDlldGc+P8eQXU482FSN1bxBeQWDmOcYDH+De+8RicQXxlih0MNOSvjX5aWx24CKysry8vLu4eW4aNZ3CnlgyONSKQNIjprCUlEnEOtVdBMZlkNERCYS19vpuzcC88fv3T+kul0X4CnTRzFWV2lNQFFxnCkPHplktxa6rrrkgncKms2Pzi7902Hbpzy0qqkUbnES4akmWUPa61IARGgeGTWzJGHiEE7UYA5+aFlZUFcLn6gZDNWxNaVw2GrUbdF4Z3bjAxINck5t+rttM7Ly645M6hggpRxVvV7cb+WlV0m9EZ5J+A5Eq0EtdJgVKS0V6i4zjCiEYuQ0IiuKAgCgQRNBHqcrCQCWseBue29CKmqshPldtSMEkAELis7qGjgq8KjEhfrrBXHamgru7s3IL50ikgDOcfMHggmxLAVqYLpPgAq8cKh24lh2gYkQbyKxMgMDMAECCg00vUlQrH3Uekj5ASxsj51HFtG6xLLCTAh5mbgG2XBfd+ypbFdO7CglFCiDRE5BLQBoSIpJQiOvdbaCYvR3nvrHCHEoFEQAcMRalQMxMIkhECAAB4BFYnSXikmDWrH0xEEGJAd+JpKoKoeePs7Xf9SrFk0B44ygCex6CtyGaKQBlDeo/fCWhnHCnVmHbx46ty3n+0utloRyZvecPiBd95ju1uzrYa3JYBUzqskYsFGDlEaObjD4vu7ffsHXzn6pS8f3Vg+A8Q33HSwnxdvuvctg7wAkS9+8YtL55Y+/vGPA7C1ZVUOgV1lrYhPIr3e7vb7/SAab2+0feFqSVar1UIIgi2rON5zx+33n7tw7p/8k/9LmfrM7GK/QKO0R/ZYMVij0iSqmcSiYtLRRLOe1eJht0DguZmpqhyeOX2q1mjoKKkcuAoE2ItFAiGXpWZxbvqyH95335ve9Mab9u6bjY1cvHh+c3XZgFx7YFGBHQ62lKKC+xFOsbeCrBBZPDsfmyhpJJ6JEHUUV6VzyCKMAboLgGBRVQjKUK0sRCGVvhSB4aAqCsei+tv5oFN0uapKTJJWe2Ow94B7+fRpAgLPBlXWaNaTJDImSiIGYRYUWT5zhpAunbvgPVdlFZl4bn4WUIiQPS9fWqlKSw5sVey/cXHq0LtkqMqVuLeBTzyz5ARAeYHiLwzqMzsKqKCEMcZwhWkaP/DAA85VP/53/nZVWe+9MaqqbBzXirzq9/vzC5mAH5FlRcL/vve933fzzTeDomazWdnBYDA4ceJkIPqXhd3a2tra6rz44oudTqeRjORMzWYz7H38w246iisrJLLeDfKh0XF7o2N0igqaDQ8QgcTv/p7v+b9/7t+vrq7ZXr90anpyzlmVJq2y6EYG48g4L5VDW7pf+fSv/vj/+uOz0zPeuqosszR965vfnCTxrUdu/t/+xt/50b/9983BybWtS/tcjN2iUGk/rW8Py8MJXDO9EA/KjeXizNlL2cHr5/ftrfXd/sy2L14+cNehuRsPb594sXjskWuK7ol/+3/+y5//L4889NmFN77l0lYXs4maThXnVFaJ1tv9fqddWGtXV1dXV1c3NjbC5OGLv/MFZl5fXw/xRz7EzRtTr8chNCIMYClSmsz5yxda7HQc9/qD1eXlvddes//ag8roc+cvvHzsJDsXA9YmJnvGTs3NvP0d7zhx/Pi7P/DuepKWtj+/MHXrLYf+3c/+q5/+qZ/+4hNfUV1lyzKNk2ZWP7v00g3XHfJ5d7I1te/6A2wdcHny+HN79uzZtzjXbDTbm+2q6E9kSRyb89vtL/3BHxCRU9jpdObn5lY21m+46ab/9pUvvf/7vj/RkbO21WgKMyD674ZoEF6Zi4f1gGGnbT/2Ar0yBiVsO8SCjdYnRQYQKyeksXScIjGIq1wUaRKpJWlnq1fmttmcKMtSad0bDiKlFZKJo3/20z996y23+GC4isKjdAUQYVS44yBPB+bn//Hf/9+XX7709DPfTqKUGUsnoEWYY62PnTh+3333LV26CAHdiSALAVZFaZR2ZSUiGhBEgEYd8XBr/DmltMvV5Fl8jTf92dp+7ibXXT1GgFe7R7wa8gHRaGFmlsD7CtOwJEkQSWtdVv16vVZsD5aXL1p3xHt74eIl72CyNQtAiKrZxKVzL587f1obYK68c0mSIBMDGKCi2yfH6+vrW1tbR44cuf322wNlwHsfWJozMzNFUSil9u3bFzLTG41GoF6HAS8zBxsYItKG8qI8efJku93u9Tu9Xq/eqB0/8UKj0VhYWJif3bd/8aBRSa/Tb040V9eWs3p64fLFYydOiQiqqNaYQi4To633zF4k2dzqHj36LQ8oQqyy2cVD1x7aqzHy7AVQk97a7p49d3Zrq5vWaqhQKT01NVUMS+eqI0fesLiwtz8YIFJZ2LKwRW6TJN3Y2MxamQWrSIlw1c2T2BhNCFwWJaAlJKONh6H3rOOaEGRxPYoS9oCorXVKacTSGGXBYqS9Y2VSAURWYisDPOisO+u1jgpb956zrO6st9ZFUZTWIhFJ01pWSwC41mikEw0mKh3XGpPGZIhaLBZuCKJUBD63CGLiOCatCBQS7tgVElGw2ElqjZKtH+bpRCvzLgOPXIJyDgFBMjJotcgQAdTuBwiRNtqLFMAMYEgrFgARFhBBEZDROADEgwgBI+qxl8luBftYJUjowA8z3cIca7XMOdTC4gcKvaBBB2RJVIWCxN6XRZqmBOi9VxIgH4yyH8QDs9qhHoycTsLdskNb89YSESB6ZqNUVVUoYstSmEdxu84lUczOa1Jlf4iIQjJOhSFAIjX6ICKESICe+YpZaHgcjTHw+FOPGZshym9MS74i8W+U3J2XqCi8v7SVUipNU0H0Il6kcraMSgWq32NvsnYcb0aQ9oc3W7iWYQawUDSIsOHZqBHexjAX0ppAdFQL5gvXIAR8iwJEVEsio7SwDwRCBEaseC6bKjiupALs7V9YfvnYaesE4hSa3jrw4jjdwMRMUnJp6+2Z+bAr/Nq5EgtyVexIiGykaWDG1cgYYHvvS2YbfFBRzMibZtQB9wwAYFLpVR1llKmZA457miqbJL7ZydP+xFwZ15res3KrqtxyJSM4DQDoKguCJkoZlaDyShEaYRAvhitQxBE5BRa9ByE0kYo0kvKIFViyXle7GTauyg2CeCEBFEwNrtTjyJZNtg03RCknoib3LLMukvpaPRokWM8tkN/xp2XwHEURcOgCeBBvXZknMLpyYceemgUYkQU8EChECU4vO21ZZmYUJCQUDJd0VoLDajvFLeeFVdmv0FGOmMeqa9AozCjiKq5x3eQ+sw2fDxOqKVLaa+NBRBh5KxlGSqVMmgUcKBDrLBpi58BzJExeykQpYOUcgBMUSyCamFEqNJ4SMlaazjuRbWYAZitpBODIO8hRCKpanQBUBTD0VVvZjhGQ0kWkPaB4AM/I3KGVqdbkcFgY0oSxoZqwYla9XhUn2ef/63+LkuSm6f1S9d9+5xth0NG2Q7aIFFprEYmkpkxccu6w0KjBq0TTe7/vHY9+6+mt1Y3WRHbD4QPDzvZbbr+nD3s+++uffuzRx956zxvuuuPWzc3LjSzO89z6qB5NbLS3Jub2XmxfOr20Ij6dnZpaufDy3Owki+/nPam0qdW5ovvuvuctb3zzv/5//l0W9S+sXfybP/Y3nnnuyZMnn6+nLTsE8Kbe6F53Xban0Xz9bW+enb3m8WeXnju73W5f9tKfmWiVl08eVP0f+3sf7w6qc5e7Tz+/dPbilmNVb0xMNup797QWZyfqutg301q/sCGVGVR+faMq1DV7bzn86c893qF9v/nfTk7UYxH2Myvi2VdWo0IWV1bO2rIsi6ooXem9dxWIRe9t5a0XD8Ah+Ywrx5bBszC0tzPmipSvykGW1geD8rMPH9cUx7EhqFbXHnvia4QFeTRCCROJGyjpzUynt95x/du+523NhVnQ5o+/+Y3m4u3PvrQhcSbcw3hrZuYG2zMiM7qe1NPluRvN0kvnGxM1TdCEFKciqQFMDKsLKx1Ybtr5KG7+hWF4vsaetArTvwceeOCTn/zkL//yLz/77LPhFg+w8GoteIg4/9znPhdFUZLVtNZpTSdJUpZVrVbLsixNspBSsLKysrW1tXs73+GVJAkSKe+iJPbMc3Nztqq6251+pxv+98D+a37mZ37mk5/8mcsX1weDAfDG4p4FpTCKIuGirCqtMYQlfPazn33iiScOHToYmSg06fM8L4r89JmX73zjXffd95YvPPf1WmIoL2tKDQcDTCJA6Ha7GUhjanKoZXN15dTRo3DDTXPTrb6UW+fXN0+/vPf6g/fccvjr33rh7htuKM8t/+A73v3wP/tXEwdvMqS2tjfnrrtufdgZFOVLp18aWmtXBpubm5ubmzsOH+icW19fH/NhQmd0cnIyiP3GTtkhoAwAJicnQVFranLv/v3T83PdfHDs+PFOv8uAZVEx83XXXru4uHjPe99+5+tuL4ribfe97TOf+YwCmGhOTE9NfeADP/ClL33pka8/8iMf/evra2uPPvpoVZQEdOz5Y89/+7n5ubm7br+j3d6sJSkgsDYisr6+vrS0pJRaX19fWVkJY65geAixmWg2ReTWW2/d2tw8ffr0Qw899EN/9QebjWZlK62UsICi7wpOdiDfDhlJ/scBCdEoLYJGMvLAQaJarXbpwrK1dpxJFUVRpLS19p43vuHaa65xziutGL6LESUifOivPPjok0800nqQvBblMMsyV5Za6yeffLI+2eoVwyAwBGHZRXB6zS0bY+AvXyE+Z+eRohSFLlLgETGztVVZliLY6XRradZoTHgHWaMuTH/0R3+02e4gKqOTODFlWQYqWjCFHw6HiYmMMVrrOIqiKCohDxrmqqw8+6IoyrIM07ZA/56Zmdne3mbmoiistZ1O58CBA71eL6SPBqfNKIpCFPvp06fb7Xb4HjudztNPP/3mN785TdM77rgjTKLC8KSqqt/+7d/uDQaBcZ0kcRzHzYlWVVkRiaIk+LjoKB72emmaxUmy2d48c/pcHMdTU9NJnLY7Wy+/dCbPc0Rg9sw+jiNry8nJyYWFhTiOi7KI49hWNriApmmNiLyfjLLIggcRW5WGlNZoNKEIgxJwAuxc5YCtdVr5oqxAyFrwjok0gqLYIBKPnDnEs/eei9KlUeScJ1TGaKMjY2LDde+5VqtXlXXWx0lkjALwp8+8fPnyRecr5yX0OJxjY0wUx/mwVDrSWiNoVEqYQ4UYDEtCtR1GT68QCwHDugAAKysrQToe5guvlKr02nwWv+NFCVcJ3r7DHbpb0vaaxMuxwI+Zr4hu10rhroEhCBhtYIfQSEgI4Nhd/bS5YvZ1tVJx93ByLJwLy0eg1zKzGx82i6Ds5rIGCHcFLxTJWmuvlkGO3zM22xyf6t2c2/FfYWcCacCMfz+eBxrUVe42VtqFbPddgdYvTk3ePb1nf69MBUpNgwibnkmRQiJEQtBAihBAaNTLEtpqC4t3LijJc++GzAqBIJBfGQEL8KYC59CTttY67z0RMItAyKxkEVdVqK0AhLgXzguOXIqh4YDeC+zk+o5tY68UQwoDCgiEWM7dcYvBWhaDFa0KTj/IYV6N1lsGBVopo/TI+ojC94UsHHAVCgghIiGRV8QIPsgdFCEgibC3DpQIEqKgXG1ghq9u9zEzCKFIEieQl8JMiAqQgiJeQFh4p+0QJuPOOQLcHcWhyzCjZhBkIEKE8I8CwgKAEKinIihAAIIIHP7ud9yNxGDEyIgs7EXoVaVgSHJEAULnPSJaa0EY6RWbopGG1iGIeBZkBgEG0caIIkAUYAQkwbQQCv0TAE9AJI5ZULMAemH2xhhBoOA9i/gnPAlGcZwwCs7xzMIQdJRMJM0sKQbdJMq2tnrHTzyb1acW9+2fnpnv97ce+tzDxaB3zb757tAVZXH69Ev77rnNeeWd5coBEhKItxVzaii40jz77RdQpfW56zY2u0BaKX3bbbdtXjxZ5vnzp5756lf+cO/i7Hvf8z3tjbZ4KcuCvRASCBjS9VqNmbc2N88unR72GuTL5ZVuVks9oAerrYnTrD8496mf/fnJmelbX7d/oVO76/XXvf7uazbWLwNrX2AS1RbmZ04c++b1+6+5+frDqOtHX9549sRjGNdnWnNrG1s/9Xd/ogZDlWXbw+XOYK1yDgmJcH1jrbPdXjp7slWLBt2tc+eWhsVAmcR6VCZmwKqs6vUa2wJ8EZTvQ02xicSzYtCkhBlEnPekUGnN6NFrZDW+mHBkvSnogQRJQKECcoSsiNMkUgrqaQpsjDLOlqgcAVdVmeqYlPboBCjWZDD1jr/5xDPfeuHU7IFrbrnzznPnLu6d339w3+zU5MzlQbdWq01MTSqtqyr3RTE7P3/zzbe9/MLFuZn9viRtYinBW/jt3/hcFc8YlWJU8w7/zFGa/p9YgaFzgkBa64985CN33nnnxz72saWz5xBxMBgQahix6mj3uphlWaDpR/lwMBjUG3F44ASWVFZrFEWhlNFaNxqNMcv/Ox9JURRZve4rnzXq+w8cuP/++z/30EMhi3zcfvvA+95/8JpDDz74V8vBUETyPA+or7LWe6vBWDtybnj88cfzfLC+sW4ru7a2Zox5+aWX/sE/+Af/4V//3Cc+8fGXPrW0dPr4ZJSqYZF4cEk8EOlsb1JVTE419OJEvex2l86vMkzecatrwPL60qH0mg9cf9NEv/+uH/3YLPO5Rx594vzFg1nz4V/77X/7mV86vbr6u5//3fvvfcuFc+fysnrx7Blc6YcSM6zQVVUF94iAgYNqIs2y0KMd82oGg0HwM+z3+294wxvue91t586fP3fxwomXXiy980SeGbWmSH/0Ix/50A98EAC2/LDX6y8uLj780OcuXLg4Mzm1dPbcntm5488dS9P02LHjkiX33ntv413ZL/3if1mxlxtZpkmdO3d+dWXNaH3/vfcppXStdv78+SRJtre3e71evV5vtVpHjx69ePHihz/84QsXLpw8/dLKysrb3/OeLMuOfvOpM2fOnDx+4u673nDD9denSUqvBnV/kj8nj3hZIzeE8RP2T8d6xJH0WhH4XQsHMzvHiBJFURD1KVOPoqgoCiL03hd5fveb7s6yWpmXSqvvTIJCxLKEe970xomJibwcMkjAD0VRJMYkcXzhwoW7Fuf7ZR507SDgrAu6vmBJD1flHadp+peQb7d7JxGGsNdg61KWpchIxOUcNBuT6xsrTz7xtAgcPHjwpZdOOysTE1MgNBgMu91urVar1Wr9ft9Zm9UyZjbahMx3CNEsemRe5dlba4ODLiImSVKr1fI8T5KEmZMk2draCsmiaZLOzs7GcRy2n2VZVVXhCLXWAfIFRs3U1FRAmO32cpZlQZQYxVGz2XzwwQfPnjv3+OOPDwaDgGYHw7yqbJqmpLRzHEVxvdGw1sdxQkr1er0//qOvX3fddW99y56qdCePn3rxxRcBANizryKDtVQXRW/hhhvuvONOz344HDKLiUyaxv0+KUVVVSmlrPUO2Dtb5QXVEldZqxjYMVtgJ+IJgTVYy4q4KryIF1ZaR+wRQJwTa32i4iTRIqwUIQE7GyfG2GBPB+LFmLjou53MbVEajdFE2G5vtNvtM2fOFOXQRMmtt77OaBMZlZcdZo6iSOlIhNgDEhmjxFZhQRlzX8fOJeOoupBagYhbW1vjQvwKaHT19eWc450G5Vj4txs+vWavZwz5rt7sWFe8Mw9kFlagdmASiIgiegUqSEB6GCA0jLRFyM6/5mD8FdQnr8jnxthpt6XKjm2MH3uoXAkdPQfUt1ukd/WH5Z0g2atTCq9Am/hqV6rdIRC0S4eoUY8OZpeM0EhU5sX22nbu0CUqQ11u9xqze5NqSGUZp1FeWiVK09iYJBA/CNjzaALKBIDM4gIxGSx7QwoRFQECIAOAUNBMIUiwc0TUWrPR7AAZwzdnrU2Q0himpqZMJbkAi7AAC3hAD4IhkHHHWHh3yMTog4MgvUpdufsJH4BfURQVoAEVMj+HgwEldURBkBGf2fsAfQgVILEIIQiyCKIwKqW0snq0onHgHoMiAWH2EO4eBci7eRcooJBktAKPvlCDFCmtSc1NTccrA41kUCkiJYgCYYMB9aEAAgIhO+932LbhVSsVs2cviKhQK0WOPYN4ECfAI75xQIZekEZ86dAFFuGdLLygIgVhDCcNXnFFGt1CRP18iIqccwgeDYVVHkeubVLDeBS4jYAEhOBBlACIKIEAtAPSRRjhaGQmFkRBJhIE67GmX31Vv+bjgEEgQD4QFraMxEgESIQE3gC0+z0zkQzy8rce/nJRFjqq3XfffZubm88/++0f/ugPHTiw95mTl59+4pHnvv3N++++0RAYjeDJelcVlSiOk6zY3qzXm4rS3/+9z59b6dZnDw4LjyZ629ve6UrXak4YkId/67fedNcd73vvA4nSWTLR73tBUuDz0hbF0Jcu1lob6g+6x44fz+46PNdKWll9MOwRUD2rmUQX5WDoN2fmed+B5mNPHH/nA2+55Za9W9urB/YfRC++BAAdUe2zv/b8O+9951Y/r0S++vgTYnQFUDoGoKWLa888/tVnT55xgqzjoYXCI6oIgIqq0uJ7w7LenG53NsQYjcYhgoc8LwjQ9fLEIIkm9oTKdiLQGjyjF0IUhjiO2DuHIMjOIzhWoAQDy1MAOE5iFEDPJIAMCMJZF8UJlFqpbl6lSZPYeIyYHapKZGDYYxQj5x6NA7CuShVGqmZU1tni7nDbxL3IZGXB9bR14MC16ysXyyrPaglpSlSSF7mJoqw22Vm3rdrisAPNydr2j/o1ygAAIABJREFUxsbq2ubM1EJj/iZXIRRkoj97E0/9P7MI8+wBVJqkRZUfOHDge7/3e//jf/i5kR+3f5XbcnjY9fv90HYNdLUkSUTYWmtMFNztoigiGun1Q6jxmFP6HV5jjsrGxsaFixc3NzfHsX7jJbm01W1HbvvQBx/8nd9+uCzscNjXWqt6HEVRUVpBTNMkz3NmXlhYWFpa+tSnPjU7O7O2ttbr9WpZbW1t7dzLL73je9+zf3E+37w0OYBBsR1HxnpnSTnneoMBpeSna1NTU521Xm9lbW1jpbF/qnD5XBLvJYODQYLei1+/uOT6gwOLM/GFi08/9c0DRw7fduTWzdX1U88dK0vb7Q/ikoP349ihpCzLJEmiKEqSJE1TY8zaxkaAqcEpO6TV93q9G2+88Z577smy7A/+6+cHwyHFUWEr0Epp7b1b2Lv4N//mJ26//fZer6eQKKLp6ekvfOELDz/88I/8yI9cWDrH3pdliSwnTpzI87w5P/vZX//Mu97xjn/8Uz/10EMPPf/881VRzs/P9wb9Vqt16MYb0jT90lf+8LnnnguRHtbaXq83OTn51re+9c477vj87/3ezMzMu9/9bkScak0+99xzS0tLL7zwwqGD1z119Okjhw8DQFGV8X/HbRCWhLH9Hb4K/P3pnUBGj2gxxsCIey+IYoy55ZZbyrIc5gNjjFIqiowtShFZmF/YKd+v3PGr3SMQEZMEtMnuuOOOx7/5eJbVxhNaANja2pqdnrnCHC8MK5hZXZlNPyrjwt3xl6+xhId5VGB1Op0Q2CACgZ8mgsNh3qhPFGV+9Olnv3X0ubIs4zidbE17z9b60AwOszWtdJqm1tqQ4l1VVfAIcVwFnV6Ytw+Hw16vF5BbMGXdu3fvuXPn4jgOxfSZM2f27dtXVVW9Xt/Y2Ai+VkG0XBTFwsICEW1ubgaTp5DW4L2fmZlptVoheUJETBRltazVasVxHPa7trb2+JNPHjx4cH+92e8Pziwtra22w5GEQLw4TspiMOgX6+tbw3ywtrYWuHwCDCgmMtooP3RVVRTlkHlkGhRFyebWpnMuikzYVBTFJk2cs2XUn5yc8DbXCphLdpWAF+cEfOkkMj5NU6MTAIqjdDAYhvLSO3GWS6yGhfXOijhjFIgnIu+cCjZ+jq31gFlwA7C2EgFjjFJ09OjR5ZVLRVEkaaJ1BABlVSZxLczBhAiJrOWqchqJUIdyOQC8kE8QOIfhJgpgKgwDAaIR6NpdZ4+Fvq+Jo15Zs/50T5jXnPVdIUaAVye/73aiCv3N0MUDJOec+FfS9v4kd9BXtrYrS31MHLjah7MsyxHb047cdF7x8EQcd992xwxekdcHOEpp3/1Y+5PGmwFzjtP2dpXHI2x6RY78eAu1pOZjjlVUeUZSEeuEOBbUzhlmIsydz0jrUYQyIjAJqJFdDhAiiFjrgAVgBDI1ArAASpjwg3gAcILWgnajcXEwfh1naYRLyVeV99o5IKKqyo0xFXrrGb0AEsgrgsOxLU04b7u+I0Z4RX8Y0D0Shc6lAAux22E4jh1rQrYsAhC8ImpkZkIChSCAikYQbnRRoyPPzECCQIqDAWxQOQUfF97RjAO+Vkdt9BWwoAg7X0vTMD7BEcADZAHm8aegsYflLoOl0RWIZnTug42wIHgREAbxyIIAhFrUyNVzlIQNBCFgKfwACtCHXQsggqJd+wroUEQIh8MhRfWRhk5ekS0E2yQtClh2esdhMlkCi4LgmqY00EZsKchEgQAYHCKjZtBM5AWcVN579CGXHXdYJ69dWgiAeAEG8CMwPTpHvhrmiSFv7etuv+ve+1/8wpe/tr01+IMvf3WqVX/9nXe87vCNNh/smZn0rlxdWS+GwwirKhdjkCA8uEArnJiYcJ7Z+1ZranXbXV7ZqDgxoOcXFp966qkfeNfrX3jumfXlpb/y/nft3TNTlR2jdZnnRivrbDHMq8pX3gkzaqU0ra2tJcldaZoyV/V6xixllTP7ZqOl6o13vuft66u9otg6dO2halBGpIpe11VlGmVprLxzE82pyoqYdHm53e72uoVNJ+pbvX5K7uf+868MNlbj5gwjiuVeWXhlEkX9wdBVPtWmY123nxeujJpx0emJKCKNQpFC9tAZdBU64spWZVZbsJWF0LUhxdZVviIdIj8YgRVpg8QIoQvBCCqISUEIWRES4qDsI3lETmt1W0iznvY7leMyiQwpxWBqWkcKkTDK0iRN0dvh9lZlh+yj6da+Cpu9TZibio1OvJeqcray+/dOayJwFSgghKIoht2ilk5PtRYuXlg/8/Xjp44/5xxSVC8vlXe+438BZUDoLzDqc46TOB7mgzgyAFDP6keOHGk0Gv3+YCRtd/6KWV8YWRhjZmZmVtbXoigCtFEUESmt9ThiCEdSbKd3Qle/K8MzL3JEnJqa6g8Ga2trtCtpFxGZvVFRp7P9j/7h/7GyvP61P36E2fcHQ4G01cqMiZBgOBzWarXAS/Tef+Mb3wiu4l/5ylcefPCDH/zgB48df+4HPvzgW9/8+pe+/Y33ve3d5548/sTSkrO20ALaCHC73zNbshhn9YV9q6srZ5fO3bLYeu97v6f33ImjTz7+hpmZ6dtv6Tz1eJSq3lqni/ENN1/7m7/zG3/vxp+65w1v/MzP/2J5cUsrM1FRFQMAjOFxlmVBLxSUe+FDBYfrkFNvjJmamrrmmmv27Nmzubn5jUceuby8TMVAx3HTTFbsZmdmbzx8+A1333348JHJ6enNzjYAYKQUqZMnTz366GM//dP/+JFHHnni8ScW5ucjbdaWV9rtzYnmxO9/7vemp6eVk4OHrrv1liP333t/u91ub25euHDh4HUHc2dXLm4cP358e3u73+8rpQaDQaPRqKrqySefrNfr73nPe7IsK6wdDodf/+rX2uvrx48fb9TrzzzzTFWUb7nnzQf27zfGOGZ91UP0aqM5P8q5CqUJwv8Q8GPveeeZXdkqnGcR0ZqCnUCr1dq3b9/5i+dC9EJRFBrJGLNnfk9RVrU4Crq+74z6QuDQ/fff/9iTjwW9uNKYpqkry1arVRRFYKOF4kkBBnaK915rA6+2kRjP+r5DTfn/N+C3Y//g8jwvisKYKEmSKIqdC74RYC3XasnMdJPZi0AtZUTlvTBjHKWD4TZCpZQKXia93iDEChORIiMM7IEMjYbq6Sh0NFAH4yhO0qQoika9MTc3N9maXF1bzbJsbm5uanKqrMp6Vg8jwaIotNLBb/Ouu+7qdrtf/vKXe72e1nprayu0tNbX14PnpzFGACpbpUk6doip1bOqqtbXN/ftu5ZUNMw75y9c7veHirRKTFCTY6ympma3t3tf/erXlcKiyENnn9lpY5jLPPfGyPT0dBzFg+GAiJxzvW7nK3/4R4cPH242G8boft9ZBifgbJHng0aWluUQwHpXeF8hgHOVd07HE84JKSkLBhBh6zywJ6200pHSXhujRFUACBRFWsQ755mFNBAqUYiKDBoRIRJmxxxoqG51dVVrPTExEbiZtVotkOK8D1NcUlqs5aqyQioyymgNOy7Hoc4ORMQxMWSn/oaAcF7TjuU1J8njGHRmFkL6ju+/iteNf6JU9bVIAbJjLyMi3nlvHTvP3rN1FnFc044jzv4khufVctlx5T1+KF3BPwyYeTRoeuXIx0rC0bkaG6Lu3qw2dAV2vWLq+J0B8BVnhpnltVIoLCsn5IW8F1d6cYU2JFUZicQg4KoUQVfVyBlVRuhoTFkkRARhQAAgBqMIiRSIViTsA5/i/2PvzYMlu846we98Z7lbZr59rVf7piqVpNLiDSTbwtiGRg1mzDZ4GttNM0wPBMwYMM0ATXdDTMfQHTEzRNMeIkxAM2ZsGLBxY4ws2caSbblKspZSqUq17/X2Jde7nO2bP06+rKeSZEM3EOMI3l+qp1dZ+W7ee875fb+NI3LE0hnwLLBiILhn4IAYkCNvjCFyyBggcs6tA8awqnTCEEL8Y4DKDIGhJxZwm3VEBAwZ+cGUChjBgH0FegVLHNhdS1YIwZD6XZ0MGWMhD4+BCB5L5hkQWu95IIsZ9q9zMAqQc45K1ByYZFwSCmJISJ4IkZA5JEe+D43C7jm4d8KoJPhXWVCbsqqXx0K5ypC16AE9sdC1YB04zwI+C/zYlrsegXkgDqyrLEhAF/I3PAI4JAfegbfgHBInZI68cyHALCAjD4z6/X7AGCPm+wiKKKz8AITgwXsW2FbvCdl6qwlTDYbIIMxHWFBSE4AnUgY9eMN8vwA+bN/ek2eWCDhzyCqEYKRlDJFQMBKayAESIGOEf72dtw/xfF9CBL7/LUaBkOXeEaEnduz4swur7Z/6n37x0pVrn/nUp/fv3//O73xbIlisMFZccnAM1lZXx0cSXZaREnGSRJFyhNb6osoZ4xglMzM7L9zsMsFNyYYaI9euL5C266vrn/jDP33j/UcO37Ez761x5peX15M48t4pzhv1zDnw5BuNLhFFcbLebLa7+VBNFrrnTKmUkFI5U7Vb602CPbuOXrn41LapO2YnD5ZtpU0FlCYyo9J1evrq5auHD97d6pnC0f/9x392bXktGp7p5nnR6WXjI8urKxNj27plpG1pwRhPDLR2MDzaiGTcXO+OjA6Rg4nRhMUUibieDa0uryzPLzldbd+1s+hEu2Yn0lhw9FKySEVkDSKrZ5kQggueZFmhq7VWs6o080wwwZAjxxAAG7QaHEAwEMgEQ4okeVdWvSyrXblyc+fcPlvh2bPnl5cWZqYn3vCmI/WEk9NMiLiRTYyPTY2PuF5eFebcmYUTpxZurtBwbXyors+dOddcbtuqCLAlTSNrSzI23AC9TpWIoa8fe3G9fZPx4uD+Q0rGTGRrWtaTBLTlybcy1ycEWufSJAXwHrgxptFovO997/vyl7/y4ounBBev2ahGRHv27Ln//vu/8KW/arfbZaXHxsak7KunOEpjzPLyahRFYQYf4sW/8Ttpt9tREocZfJZl1lryPpQ3hKVWiaiZt0eHxvOy+v3f/d0f//GfePbZ54qy2+3aWj1BLhiDRiPp9Xq1Wi0Qa8HAQ0Sf+MQn3vmu7/zwhz984qtPa50fOXKHAsd1ec+e3ZdXVkswXe+ZkA5Yp+jUrlrcVp/ed6AS6vzC5dErC8lI48d/4ic/8iu/OvnfvHfbSrPbzS9fvzQ2MXXxpev/6L//J//+d//TM08f/85ve9s7H3r7y199ZmpsWzNvBdTXdxlFUSCdBlqmcMSx1lZVVRTFyMjIww8/vHPnzieffPKTn/xkoEattcNZ2up23nj42977oz/8hre8WcRJUZUM+XqrJRA556XRSOLP/uzTU1PTMzOzZ8+ea9QbKyurw42h1dW1sqyy1O6Ymcvz/IkvfOnM6TP33neftqbWqN91991vefDBKIp6vd7kzMwHPvCB1dXV1dXV2dnZjY2NqampELDhnLty5coTTzxx6fLl1dXVLMtWVlY4YiiKWF1fe+e73vnhD3/4x37sx4bqQ9/UnxdOY37zPMEBiN2K4WN/E3ff5qgVwlghHDKEEM6ZIOobHh6+ev1KUL4hcrIOACQXWus0Us55FN+kcqXXs0kitm/frpQsyjKr1azToW/t+77v+z7zn/88tKhZY2izI9lvxtDTZtfW1pG5+jtQBXwrflnrN6kaJgSXUm7btq0oyqCJYgyVUoIjAOjKSQH9JoIw9ZdcCBHHsbEqlMQMDQ0JIVZXVqIoAuezLBNc6Kqy1oK1oS0zzOyrqgqi61Di1+v1pJRra2ve+6DnXF5eHhkZWVhYSJKkqqrg3xsaGhIdwTlXSmmtt23bNjo6Gk7b7XZ7eno6+PRCETwBqUh58kEdWhQFEXW7XUpqT3zlqZOnzxVFkfeKRqPhHBmjQ3xRVZY6r0InHmMUSal1ZcqSMx9L7HQ6VekmJye73U6YMgTeEgDOnz87NzfXajfHxsastSpWjJh33lnNkKzTHD1DiGQkhEBInXMMh4wxcZwiK4iYlBKYcdYJIeM4855xgd4zSQDMMWRWWwJHLmjNnNOWc2dcOyi1nTOIknMMi3wkRKi7cL7v63PONRqNWr2+trqhGOdcKMWElEII5vsZkmEoFhT7g0ZyIvLOhfa+0NyzRV642YbuX5+UQ2RELgQHvRJH/RdpkmnQrr75PL8yjZOIb4r/ttiViW9CsvB9Drdzg977ADv6MrfNPs8BTgvmvdvk4kFNE8ioraEs4Z/aeq0GyZ9buytencb5GpO1TYfeVpnoQFC6acrlHvpWQ4L+v0Wb75MY5N7lngxDplAlPCLKmxvaGM6BGVeWGhOBKHh/hez3ATAgBAYUvJlMSE6baJATEHnGMBzIOUOBXEopCbgP+lZXWWOJUHAUwluLiEgYLHcMpId+9aU2xiuQUgpED+gxREz5rYk+t2Fygk2wAf2r6pxjDOHWzUCCsWD87Gf0eIqkFOiRAKw3lfbOe4beE3jPYbOJkQEyAiDjLREBM4hSchEBchLMExEwhR6YY6TJORaexz53B5vhWeBvxWihRGbJG6uURABODELfpCdw3jsPRAE9Bf9a+G37YmZgABwErIgeehAemQNjPHfAeQDAxMgJBE4IDAN12M9dHNzNAeUC89558gCWkUOSoQ+wv+UTAXgg7xDaRY+Qcc4ZIXjrgch7Agw/kTCpwXvuPPPEgTMQqJhjHpx2viQAoNmWMBy0BCMAADhjCI68tRwImRdMSUkM2GYi/essBn12lgHrD3QQiQXRgCfymYgkkxcWVucXO4fvfuDC1YW/+IvHZ+e2//CPvC/hxpcbqeIqihC5df70uQt33rG3nsWSx9oLZ8layznGInaOFER33nX/xcV88dyyiNTE5LZWJ//hf/zIZ/7woxvN/Od/8Du1Xk/TpNcrsnpidAWMSalqUewJrLW1Rt1YLyNRmvLqzaU0wjJfHx2uZVGmtda6GBqKTJnevN772ldP795xx9UL7Reee/rcuRPetaVg3W6XEQCXhrA2OhkPT5y9dJPLFBnTRR5FaqPZzYanbqyuRslwrzIyZvXhOpcOmH/zW944OjzxlS8f37/3iNb2vjceThuMk+Agvn7seL6yPDkx/fBbHlhfurFr+5QgoyRrTPiRkWFTFZ1Oe2JsrDE8tNFqDo2MbbS7V+dZUVSccYkCAAjQknfOKSUYOfAWyXHwDDywhvO22/W1rLayIEaGsuvXVuu1bP5mlaSqMZT6Kk/TxDHf6a1x0ds2G00Mx2CSXTvmvv1tQ5/74kvnLi/Xsp1lbs+vXpbcD9X5tm2zUgoeR047b8Eav7HaZMSXFpa+/e0P3H10nzXdKIqu3liZUmMLi9dGDh/x4dn51lV4co6eHDIQXFhrsyx75JFHvvu7/9Fv/dZvP/XVYz44X7cYuEOPsNa63W6HGW2WZQHMHDhwYGRk5PixZ6SU27dvX1lZCa6YAXIbbJ9SygMHDpw8eXLQJpQkCTAWHCBhm2eMWWOrquoLVLxvZA1rdRZHDOBXfvmXfvVf/trxZ54uq3xhaXF6ZiqUuga8xDkPUJMx0FrfuHHjsc899oEPvP/t73iHB09Exuhrly+/+8ibfu9PPnG12/4ffvWXbyysaKulUtmSu9y50rJ+ZNvcTinPP3O2cd/hTzz55W/7iR//4y98cXl+5d40Oji9+8TqRrnW/fqTx97z3d/3xePH3/HQ2+cO7L3jgfuuXr5mYhlFGE4zIck6y7IA8MKhLbT2jU9OHjhwYPv27ceOHTt58uTnPve5kAARHBcA0Gy33/nud/3EP//ngKx0Ji+KymohFQGpOI7jWFfVxUuXnn322Z/5mZ/pdrvvf//7/8P/+VvW2pAdOjMzMzw8fOXSpYMHD7babQR27Gtfa3U7DPFzn/sccKw3Glzw4ZGR4TgL6tNzZ86GdsGqqtbX15eXl7vdbq/Xi9NkenraaD0xPn79+nXG2MTExPz8/NDoyG9/5D+OjY/vP7D/4N79WVYD1p/NBw99WZbz8/MLCwtVVVrynkgKMTY6Nj42tm12m+AcGePIPXnGwFnHEcPHHc40t2mK+jJRzp0jBlDqfv+kECLE/QfFXbvZnZ+fD6+Tpmmr1RQMjTGV0YGpHjgXBgDyNtcQMkgSwRg458qyTOs1Ywxy5pwja0dHRx9++OGl9dXg90NEZx0DCOEfzjkpRMCZWutwUkfE0dHRvy2u73YSFeC/fgn6LzsQv94ReSt3cFvLsxDofX9WHZ79QJwiolKR91SWJQMhpUqS2Ln+6ISIlEpChE+vlwshwwvmeYGMKamSOAQn2iROjDbeO4HY6XSmpqaqsgpwnXOe53lQH6RJioh79uwpimJmZkYpNTk5mWXZ+Pj42NhYyHRpNBphdBWaHjjnb33orZ68UspoY6wJVTcDJCakLMqiXq/3ej2tdVmWcZo0Go2qIgDR7RW1Wi2O06rSjKEQMhyQrLVIGHy/1moViSxLh0fqu3btYMznRX716pXr16/u2LHDeYucIRNjYyPtVmdkZOTUqZOtVuvd7353FEtg4K2tZWm9rnSVS4Fl1UMERNHLcwSWZZk2WGnvSVvri7xM08xYU5VaKc+l7OW5kAI505VLU9HtdpJEKRl7Z8uyTNPUoeSco+MMOCJIJRmg947I79u3jwtG5Iuid+ny5RMnTrSa7fvue6BWH07TtBvlDJEIlFIohDFGMgimyiCEC7ObUBoUJKzAgjHP3QqoxECMhCXCBTHwren8FtsvhRM5R3hlBejrUXlBgjEoRbi9A5AxIURYvY0xjHGtdRInjHkXvFeMOecE57qq0jhxzjGCoHAZsHDeOoYQxPxhQxwkZN4GWfvyAc6NMeHNiE04vfm8FOGJgE2IQlssXn5LzuRW5m3rMxjeQLilB5rGfoL0K5tyBmizXwe/RWjqrCPWf8OOvFKKc+4HdCUQxHHum11vPUprNUpAgm5VOI5RLMkTKuFKsiG1BYAzJAQk5pnvM3F9HNj3oljwyMiBk5wz5OGqGuctWikTsBoQjbOArLIGoAIPiEiWnDFMcGsdB8jz3JMHT9pYr533SCisFNq5wWCANkUoWyJ8PPOe9z2WFOxzRP0SGkR03htjHRnHGd+UYYduKs44OWu03TY9HV4VkTPEMMNAjkBgnWXoA31b48oZ57QmIYKu2ROB8cTBOQ/MMc7CkGETpjDnHDLmrEXESCmttbcuUgmmqQInuBjoP/s50t476yzre6HDc+e9B08muD37Re2FNURMMiZCD5ypLHM+klwB81o75nuVds73LR4MBBfO2r5nhzGtDQIH8B6cQnTOxrEy7Q1Gnnkfx6q33q1lQ9pb4mictdbGipPVgksOyIh5BoicKu+Z9cw7DuDJOEvWSyY1oEkTm0QGaEcBXfAGmRfMgbXaxlwa6DnOPFJFPqsqgxa9CSKs/rUb7MgMgIF3HrmotIkY09YxRERFjDnnGJfW6sqyXFvA9PDdB4+/ePEvH/18od073/3dXESdTntIyo32RuXSdHjSMs7ikYqliiVWM9CsLDVjfHS0XklpwFZObd9/+M4V/ez5vyiKyjo/NDL2taefe/nSuX/y4+/jERnrctMDibm1XMXeU6F1t5sDkbFmrdlWScO60lvT1XRtuVVLFPZoo7uexokxvmc6FRNfefIr586eu3xx/rlnnhkdzXZsn5ic3MMYeQdKxZeuL07v2Nst6ekXXgaWDKey1yszICIqjV6t9OjsjrHRHXEkajU+NpYx0HnRPnXyVJYNcSE9Y812VykxXJdVp9S97rWzp2rC2/bquReOj9Wj7nJlqg6i9zi0cPPy8FAdka2s6aXlGzLOltc38spWlmSUplHsjTHOC6EYUcS5d4YjeFtmcVrm7W63q3iECLWasrqYGB99+dSp5eWOlLEQgjFCREJmrPXMC4HtztrqejIUTwJHMFYp3miYJMnzri5zAwTkgXNeryVAvmi2GGcMFQJvtzsEuttrjo43ACtihbGmVhfLRW9kNAWmyflvmeaG19TDbA5oBgMjajQau3fv+cmf/Ekl40c/95e3/ZVOpwMA586dW11d7ZVFVVUE0jk3Ojp29uzZ0EAQSgvCvjLY1bZ64g8cOPDII4+cP39+ZWWl2+0aY4brDQha/lBOCiA4V0IG/BZypARHxpW11hPt37/vt/+v//gbv/Ebf/THH7fOtdrdJElQ4uD0ENbcQb7Ln/zpn9z/wH1H7zjKBTx74sVC69Lo2lAduu2du+Z++md++uc//L9srK6p8foIj72gU+fOT3Tad+3al5bsxRPn/Mh9l8+c2T0399xCaz+fGWFD2+upcNdOfu2FN4xsmx6b+t9/+z/83M996H/+97/2i7/8KxvLq1NGBJvcyMjI/fff/+ijjw4In8WFhb379j300EPTs7NPPvnkn33qU3GSHD16VCl14cKFkPsSDgRvffDBD/7TD25sbGT1WqErmaa7tu9eX99I0qwqSmPM+MTE45//4vTUbL021O3md911zwfe/8F/95v/Lonj8fFJ72FhYfm+ex+o1WonXjh56fLVw3feOVQbckAMUVuzsriy0W6lacqMWV8PHiEVDiK1Wi2MmcNhtFfkQ0ND4f2Hb/Z6vfX19W3btmVZJpQ88eKL586ff9Ob3rR7526BvHJaCXX86a91Op1utxum/sDROWe8yxduXrhySZx4/s5Dh3ft2iUYIqLgAqXk3yxtb2tWmbW2n6JGfXcKMizL8vjx41VV9VVGxgxm5Kurq3bXnkjwrfKq1wx0IQAhoKr89evXw9twzgVfRi1J4jgeGRkprF5rt2DLOXIwJB68eJiShC0wTOj/gevbsvJs+lkQpcTNx7Z/JnHOhE4HRI5MOjJlWXjvGSNjtLEl51ypyDlnrOOIxljJORFUlQ6HGM4p0OxRHBVFEUy24SOw1lpnA5YL3Zi1Wq3ZbCZJ0mw2hRDdbjcMjzY2NuI47vV6Yb4Qii7DohRrQz8oAAAgAElEQVSQ5MZ6J6jKtdZRHFtnQznk0aNHz5w5U+pKShkniTGGywhQlnmvqkwURVKqcNpWSnEP3hqjq0BMMICD+w/s2rW90kUtq2VJvDg/f/LkycuXL2/btu3+++73noTk4+Pjb3zjG7dv3x5FUbfbJe+MroCIoSUwRGZjYx2RKRVprQF4pclY55xTyldVZa2VUSykAoacc+ScSyGkAmJCklBKlBqAJVnmjPFEUsVAGhElCs5FHKVCGO9JSZVl6Tve8Q5PliN2uq1ur9dstcODH54srXUUC8650ZY8MeDAMeSjBuNlwH6DyYv3HoEpJZHZQWnnq+mXv605xaCFPNwht2WPhe9UlSeOiOjd7VCtz6IwlFxwzp2xYdkRnAejFAfGhXBW+1DbEOSXr7JmDQDhVsH5QAc7UF0qpQIO5MBus9V9E3EE0dbft+/e38S6t+G9gcNwc1gjBgGetz6IVy6efpNcDX+rZ6oKvENyDCwj7aziAJI7S86BR+YBzCbvE5JAEEKmCyIQD0lyvg/APAPcPKN4CoEQREDAGA8XjQgAiqqsnOFpjZCTC1awoL3wnA2wPWMMg/vOAQOGbrPkbat/k+gV9CaF7Jh+xGM/MQQYcwChY90z5q11Dj1jAwmu5KICAgLBQARyD9iANgyeMR+4UgBiRIxiQIdoPeWlLjhDFCg4cPDeOrJCIsd+BjX5oA4FpD5TxwZeTeaNNWiMl6zvONiywQXOk0EI7GVKSiJCAgLgyAcs2HBFZWU1eZToUfVKm8hUIBAy9C7ikWWuFB6YIwah7pNxZB6DOdAROe8Q/SaOptAIzxGdds7Zvv6aPEjBuBm8Q2ToB75MgHD+8+RCiA0jD57QMwuUTU3kw/UyUZjEF3ZQKXyHWeONsJR1yxnPaWnJFj0lOCCix8G+HIZQr/5CIYG09QQWmPfWaVc6DwjIBfoqLxauLhKgSEfnL5386jMn11bXjx492ul2P/PZRxeuX5gajn3Zu5g3Wq1emduvn7pyaWFjqJZZa40xrY12VZksrTkCU+lYxXFUHxqdbLa723fsu3nzRizt6RNPveWuvcnY9PWlJYaiqGyemyipJ0m91NqUVVWV1pRa63ZuZ2Z3DTViRDs2tQuFS0ayZmt9bHQ8r3S7Z+KYzy9dPHb8SRn5QwdnfvAHvjdNRF6sA7NJkkmVdTtFjupt73zk0ceerAy3JaaCT41OrW+sLLY2xscn9h19IBke3VhuJrEgU8zN7ZidHrt+7crY8MSTT3x1dHxmfnFRRcna2upb3viWl0+8dPnsy67qxYyKzkZrmep8BOogoGLkuq1Gr+fydrtWy2q1pFdUTGrPFKjhWmMiqzfqWeKqoldW3qOQMk7TNFbOmdbG8q4d01XRSWJ5+sWn87wbRxl5Ozs7c+r0hbyw1UYbOLa6ndJUsRTkwuEfnYO1lZUDc1NVnkdSLCxcOX/h2StXlpaul1Y7gSQkIsLs7Ax5F4rTKs3K3C8treRlDpzmF6/P7Ii0KwSTvSpfXO7NMQ/Mofzbz2gQf88nsK2+54HRYv/+/fv373/88cdu++FQsB4Yv1B1FXT5rVYrBOh12j3OebvdDh6PMCIdzBHD1nLmzJnwV2q1WuBnyl7er74NJWoAIk23zHeZdU5I4ZxjAEVRpGk6PNL4V//6X546ffLS5cvtdlspZZm/ZXXox46hc65Wqy0tLX3kIx/5V7/4a80yf+75F9PG8IEjh1daG9vKbk3g+NhYp9OanpqwEae2tl4LpOba2pKq3b1v31rZPHfxytBo/dCBA1/+4vF7HX/r1HSjMrMTE1eb3RMnTm0/euT5Z5/pVr3e4o1Hfvj7P/LRjyYi6Xa7QRV29erVJEna7Xa4RI888sj999+/trb28Y9//PyZMyPj48aYZ599ttPpDKwaYaeZm5uriqpWq62srka1tJZmp0++tH3Xrm67E9D1pQsXvvSlL33v937vvn37NtbXG41GVWkhxNLSUiTk3Nxcq9m6cOHC7OzsA298Q7fXc84t3FzgSkZRpKLIaOONtZWOEbM42eqACuSk1hoRnTa9ojCVFkKEpGRyPqvXRt3Yiy+d/NCHPpRk6er6mu6YM+fOLq0s79yxc2Zy5uby/NNffyZkXQghWq0WSuUIeKhh8o4Inn/xxFpzI02SJEnqtdrc9FyYOw7A52AM/5rYz1rbb25wfnCfhBCgzRwICFJV5imKoqWlpRBcNxBhvjrCYRAC4Rwgx+PHjwczmFIKWN/l/6lPfYqc33PwwC3R1BbUt/U7gyNsIKz+Aey92oIVqO8oiqWU1gYXmWdIxhhjLKIQvF/S7bwRgkkphURt+usV51xwITgvy5KFbgyisEwxtOGD48ijKALqF5YmcSKkMMZwzuMoLpJCa12v1cuynJmeSdN0qDGkpPLkEVFJpZTSRodY4yROtNHBWRc4bV35er2OiEVRxEnsvEfEsbGx7XPbOecvnz2jtUYhbaWZdVhVeVXaSgshpOjr54UQpsiJCMBLqcINuLS0NDs71Wq1hRBlWcVx3GptFEWvXq9771Wk8h6r1dLZ2dk0ScuqtFZLGdUbiZQMmCGwBFqqSc65lMoYB8TTtLa+UQ2U5yGrZn19fZBGWJYlEQPGyXlnqbKGANfXms7pvJenqTZaI0OGSgihY1MWxhgnuEqSJEkSYD6J46oyoYYxSZLwINMtoYdHREIk/woEsjUO8ZYH2DvB1ACJ/d1NTG4b/byajQ8KR8ZF6J0O4tXbXHm3KUg55+Q9cI4EzhMEOuhvQqpv9bSHZWewLww4OraZ7fkK3p+9WlNtB5e6j/HAw+tXbr66wWLwx62/pvc+sKlbL9nAi4gcrdNEjmGoFUcgIAwbuvVAjKGDPtgBAA8sRP/7PspC39fU0SADyjOGBB7I02ZUIwEAOOu0I26dI19Zo40fgMO+zBUYbnrg3CaXFbRkgU0M2SbslX7src49xhgEp16IaA5Tq/CGWT9xAhgqprxC7jdhMwHH4Ibr11GyvqDXE4WwSNg0wBGxUMNOprIEyIRSacajlAQvS22dcQCccS4FMBrYGvvCzgEQ3ZRlAYDzvt+fBxRcbYT9VJitQF1wHhKbtkqFw91SpxhAW2BcpaI2bD0Y4NaRIYKiEs4KZjgZCj8foJ33jjwBBIUuMeaN9bwf9WmdR6MDSvfeh0+EiACZZ+BhoKQGvmn7H1hcA2QMET5ITCAnmfCsfmlj/fkLSzoSp6S2CgpnoKoaBg5h8q6ZPcOCM+uQgWSWc4WE4DdjV9nr5DkRu3J93nZuRIIYgiFmPXnAREXO6K7Gbq+QVe/cxWs3by5YY06fOnXqxPNlt6sYMAtxBDcMz9KkLPPz1xaccVwwAJKcW+O1JiGYrI2QM+js9Nj4yPA4F2Lfnl0nz5w6f+lirzDb9x346nMv7tuVcJ60Ojlg5Ddgo3nTGG+t9sZ4b8mZ3NXidLzWaEhJJFJM+Gq7sFZQ23a7XSnU8nKrvbYehgv333/nzOzIyZPP1Oqi1d2Qqt5oTC0vbZy6cGFo7tyzJ04zUuiqepzwXq+BqONoz+49e+84+PWXz02NN5wxjvFOu7MusLnavnH9RlEYjrzZ2ti+YwgFP3f2wtefec6Xpswr1NU9R+5aXb4xNFQvdZFlknNeFAgUWw1aS+dirb2zMspG1teqsxeuVdq0mmud5qrzgFxxoYCxoUa93kgamfI+JlvMzc3ecWjfyZMnyzK3Dr0vh4eHW801YlwpJaTkQgBYALJkuUcgURaWvFAya270vvrk8SuXbwLEvU4HOXrnEaXkUM8SXVVKIXLJGWPAer2y0FVajy3Zoqq4YO1uy3qorHVAYL0XjLNvWdS3uXb1z6zhK9haGo3Gjh070jR9lSKUa62Hh4drtdp6qxlFkXUFACgV9Xo9ay3nIjTREVGYkYfW461brDHmySefHBoastaOjo4aY0ZHR4kFX3V/KOWdY5sHNaWUKzUCGG3iWNXSDDn2qqKe1X7913/953/hF4qyWt9oDqdqEJYYVmqlIs4xyLpOnz79wQ/+sxxgya594Ae+/7/74R87/cnPfvxTf/KePT87PD7yq7/8y5zhZ774GN/enRFqV6e3urzRa62cvur3HDp46cbFm2evXObJGx955ImvfEXV03WUy0L04mj5xtK2w3feeeSev/rzv3zvf/veeHLygQP7rz11JoqiTqfjnGu323me33vvvQ888IDW+tSpU7/zO7+zsrwcpenI+LjW2lrbbDarshRShnyXLMuSJLlx/fqXv/zk9p27Dt11J49VWVVzc3NFnntHn3/88dOnTkkpf+qnfqqR1ZrN5uLi4lNPPXXjxvUwS5MyFJq5+9/ypie//GRRFDt37kqzNE1TKaUjLzk3iEhAzrtNkU8YUYerV5ZlWZaDOsFOpzM6Oqq1DnLKUlfhZnjssceOHDmSJAlX8sTJky+99NK73v2ugwcO3py/+clP/9mhQ4fuv+/+yclJLqVH5j0rrFFSeAY3FuZ37tixsLIsOO92u965ifGJd775waAODafh1yz88M4xFAQQCL0+MxA0SMi63e7Y2NilS5fCIXKQq+m9f+KJJ37kvT9gKoOcE7xi+L010Ll/EvV8dXXl0UcfHR4bKssySVNtTICg58+f3zYzO9g0BrmdAWf2t1KG/dg3xsIJ+B/6+m5beQbT9CDyLMuScyEDytKl984aQARrnHMeOZOScyGBOQAfx4lzzhiLiIJzY6xz3oDlyBlHjiKOkpLaSqlnnnkmtJIcOXKk1+vleR7qZMK/G0VRURSDZ3BsbKzZbHLOW+1W0NcFX26goTqdTqPRCFOJwfMSJJrhS2tjnR1qDBVFEdbJ9fV1zrmI0zL0UgByLjHiiIIx4Z2x1iIB54yIpJJAviiLRqMW7vx6vR5HSRynnMt6vd5ut1utDW30hYsXnn/uhU6nwxiVZWGCfwnB2YqIPFREhsAWZY9zpRzT2hF5Tyb0ISDnLmSwOCeVcM5zzqTi0gghJDBOCEJIIRRyShLlveTIsywLZJS1XnAVRTEAcu447xtrGbJnn3v29OnTnnxwAXDk2pq8KILc0XunZMxVpCvLgLTWQWoV/GlhvDJ4GI02IFBwrzV7ZWfAf5VJ76+lT37ll3POc+CcI0fnnIri4OHsqwE3/4pzzhrjpQqkqTFmQIfdSgF5LWXBVlKRbckwGxjzBhULYUQiIh4yclSa3a6Bfy3Ud1vU8Kupv9fEeLdV+W3tbHiN+JnB/90U2kQyrkcRS9M1JXul82Sd1RFwhQI9gXNciBDY1w/L6BOfBMHj1gcf3DEb3N8cWP96O8eAQosC6xuvEAm5YCClkJLQa2eJLPOA/d8aAVzgvIwx3ofMm77NzRN5j7elvRKFmKIg5kQWoF0I+gi1iACcc2CMAp4PHbyVcZFAj957DM2TAOR8v7DIec/7EbO06Wxjr/rcGEOH3ElpFS+ZN86LLAISksfobbfoYWVi5P0BsfPO2fARhFwZ77ySEjnnTBBHD54hSqUITT8IlOhW88OWzo/NUVx/a0SAsmSkamp4pM35xbxcZdj1GgCZdzbvJcAOx7gzkii4MSaU5xpjrLMMoB+pJDhzgEC0lUNGwEBKOseAEJklb72z3tvQ3xdiTgnDdSEgj9aDC5cNAbgnjuiF2DD6uYWFxzotA3AmAqfAAkQaRi0Urrvb3rxHZUOMC+cBXOW0Q4chKLhf6vmqFQCROZpfXukt3ahnkZDCMsGEcoTgqqLXYdGIUMPnLlx/+eULi0urjXoWCdy1Z/9wI92+fabMO1yw8816WRbdbqeXd3p5D5FFUgkugBgyEUWRmt29c9tMCkbq/HOf+XMpuTV5HMlOz/zj9/7A3MH9ZW/j5tLFQleTk9u6BR3/+smV1XZwBDByyDwjb0gamvdkkkROTI4dvfeIlMwZPTqSAg45FJAkl8+f77bk1NRUEo8+88xz682lpM08Ay4jx/D5l+Yt1heb3aW1tu2Q62iFPrZ6747pfQ8cVdPTC6gOH71H+Y6rdD2aK5udlYW1a5dvrCyvM4czM7P7h4cM0LUbN65cOn325Mv75nZev7ly7+E7asOjzdbGfW9485kzz2soGPkir5IkVpG0HgoHDpXxShdw/vLK9fmNoIgXUPOMeRCIKSEsrubzK+2herRtR290OF1rVfcenlTq6LHjT0tVc45NTs+urRuWa23KrNHwjFU6V+icc2AjZLE3cOXieiLkU1957thTL0E0DjJ2LiSZOcZ4rV6XUgBoIvAWdEXddmUdU1G0e8+uemO4m+dpwtvdstaYqNdjqepkkP0dnOX+3rm+zUyNUBE+mLm+JjthjJFSHjx4cMeOHSdPn1peXk7TFBFrtfrw8LDW2hrvvV9b2whCweCMCi812DDCOTjMy0PaW1mWxIAhBqFASPECgm63e/HixZHGkLF+x445yaV3ZKxhHtI4YcCO3HnkD/7gD37kR99348aNbrc76LENZ5GyLLMsHRsbW11bUUp1W0VOqIZqd937AAw10rGR7jnz2OOfq23b8cwzT68sLa+0N+b9tblo1M23RUXDo2NrptW8lj945J7ldOTSiZdjLmB07F985rHJ/TO97ZPT0dDSiZdeevHU9z780Nf+6jH8tgcbSn7/0Tf91tfOLi0tBV/f3Nzcd33XdzWbzY9+9KNFUQwPDzvn6o1GXhS9Xi9cPWNMFMdVVU1MTCil9u/f3+12dVW1m618Iv/jP/rjb3v7Ww8eOpzWal87fvxjH/vDS5cu3XPX3bN7905MTAmGrVbn93/vD9bW1g7s3cu5LLpFLamPjU5Irl48eQqA33nn3TMzM88991yn0xkfHy97RSRiAYI5ZgsT1aIAnOr1ehzHVVUNAgNCrj0AbKyujYyMhJaz1dXVyempcPBdWFg4c+ZMY2hobHpSpfHb3vHw5WtX/99P/uk999zT7nU//Zk/v7Ew/x3f8R3T09MqSaXgnU7HM/LevXjqJePd1MTk+Ph4e3EhjuOTL5+SpX3ooYfq9fogyf0bGOFCKcig7Ms5xxHzPK/VamVZ1hrB06yDeM0ze+rUqSe//JVvf/NbXtPJtrXkioiUgsc//6VwKbw1g5r1oiiyNJ2YmGi327CZRQmb2XoDFMowYFEWaIEAHv4B7G0hE15x5KgqTURxnITH1loDwJCzOIqIoCz05vTZOQfWhhARAcCstdoZjjyKYrIOgCHDYAURXAwPD6+srKysrMzNzb35zW8Ofz+KotAMPjIyMlgupJSNRiOO41CsEuAc51wKmaRJOHYrpcIwCxGDQpJzzkAGhjyKoiiOyqpy3iVJEqko5L5EUVQaG4IBQtiskjJgJEQukXvvATQAKBEjYr2RvvnNb2aMrHVVpZUq5+bmpHyo02vV63XOOSJLkmTb3Oypl05fuXJlcnJqaGi42+0i21TGutx6Q2CFEFxIqSIi570QIo7ABtQaZORpFkeRrHQluUiTVEiBLPKOO1/JiEcqETKkifaTAzdvb+sZv2X+EaLT7lVVVaunWusoit7+8Nufe/75qtTrG+uVcQHUMRTeg3OOB7aKfJjaDLaGQWJ+KPEjgCiKODrOPQnBOYfNqQp80+Sov8nXAGttbUq47Qe2gp9Q3fbqgGIEFmIbByqyoDBk/c57G2IubjPIvd4SdEv9uyl2GPxHWJyDpzTweN/0F4RXShsI2G347dUZnlsR+G1N9324yPq15uFTCzJdFCIsxd77muCoogSxtBqZB+clQ8UkdwYtCI4YEhmpz+UF2SWDfuV3SNikUJAAzAHxvsaSOPQpK2IQnOTeg3FO68paSwwZ4oBFHEDT4Ap2znnivI9/wPWRDtvabwEARB6AcY63GhSBQmeCh367OWzKQm7B6TCh8uC973vUN7NSMBTKeRdeKvSh3559yjww6ORlbXxSDA2XDF2coFLdqgTHSBfcVkP1JDEx9IpwkyBBaIgNutXQl8iUKo2OuHTG9Eh3itx5B8gCtdhPUKEQqsm89+A2Gzg8OeewT68ymzS6UjRV/Oz8jY+dPH0ToMOASQAP3sIQgx+bHPmBkUaw0kjkSGgHRlPqp4kiR0AkhpyhtT6EIXHOgYEzVhIIzr0NWZlBFotsk/ULOlhEDBUNjBMgccc4sERGHc/W87KIBDNgI/5QS3YNaUWSQ2rN3VljV21yyLg0JmvykpxzjnEWvLXeOf5a6gFtfEykLeXaGqOt9zypqwiMZcZYUxqf+BdffEYwTqimJ0bvPHx4z97dSRJbazq9tlepdq5bseX13HtmKZb1WlEUvVwz5sEzKSAj7iq5LZs0unPp3Ln1Zmff7u29Tqvd2ti+Y8fI9HTPgkiHRib39eZXltbduUsLNxYNF2PWARGB10guTJVRCM4jlHJ1o7e42lGxYox6ppOmaVG0vHXXL7pE7M5b/sLZjXrD9AqQUU1GiffDUu2+uXDme37w+//w0380v7Q+lYxT6RLC8Thhnc7McD2eHG/meu/M9rJ5YSitL19bHBkdGZ7ZeenM5eZaWwqVJdnd9xzpVeWffvKPJsdHjj7wltPPvTA2OVsYevDhdwm0O7dPJKPJ0tKNS1fOkixLX0ZqyDlfOSSOIHizs7HaWiu9FUpFEUqBWttSa2CSo/CSqrLiUbLSXGFy6Pri5Xx9Y9/+/cDg6vVre3bf1RjmBw8dfv75F1fW17e76WanXY80gUVEIk9eGMPa61QhXDy7qnBS23qvx5AbIJcqabRWUhZFIX1prQcyS0v5xfOLRW5npnfM7dhTVisbTbu21mu1OqWN1ze8J8WiIevhm6UB/v8e9d0m/Q+5av3ovNf5sdBhFRZKIYRSqt1u7927t6qql06enpmZGR8f39jYCHvSVmt4eJGiKEJFQaPRaLfbWZYpLsJi1C9ahb4EXmu9uLi4uLhorJ+YmFJKAiPmmBC8MpX3PknT3Tt2/tAP/dBv/uZvorVa662H7yzL8rzXarUajfri4uJoOqWiZLm96MhDu9MpessrKyf/6otdlK5jOq02OSNH45FsuI615nL7Wmtj0VeT45OLN+d3jk0ui4unzp598IFDdIm9uLQQ8Wh8fBaIiqKo2r3xuPboH33yF37h5zPCgHi3b98+NjZ26NChY8eOvfDCC8aYer2e53ng0KI4TrMsJLiEq5Sm6e7du8fGxu68885z5869cPyrvTwfGR8/dOjQ+ura008/bZx76tixEydOJHESLEmf/vSnv+e7vntmZuZnf/ZnH3/88SsXL05MTDhjExWdPXt2z549q6ureZ6fPn16dHR0cnJyZmamKIpQukhEQWYW6g0QUSnV6/WqqhoZGQmZhyEAQylVFAV4MtYECq7VagVSbnZ21nk/OTlZea/iOKvXe0XxtocfLori4KFDeVmeOHmyqKp3vetdOw/slVLKSCkhC1dcvXb1sccee9tb33r0nqPz8/N79+69MT9/+qvPzM3N7d27d0DYfgNF1tZAucFPOudqaWNgvgqCKFPpQKJ+7GMfO3rX3VEcDzI8X8/apzUcO3YsSRKtNTEoy1IqLoRIkiSO47GxMc9ZtyrZK5Vgr57oh5s/aHf/Ae99A/QeEJe1rigKTxqZAApRE4P8Cee9J0KGELxzYSRBmwJa4wLv0QeI2unwyoGmW19fD9FEYXQV7pCqqnq9njEmrGBZlq2vrw/06mF9i+M4HEHa7XZYXgYJPWma9nq98ECFs05RFiF5OC/yQHpkWQY65lwqJaqyMlo75xxjYUghZQTgtS6JyFqDyLIsGR0dBfBKKaWUsz6Okx07dgiJla6stfWsDlMsy7LTp14+ceLEnXceGR+fCLefMRWBNbayXhNY5zwXWmsyGrxDa6iX51rrMGmyTlunrbVFUUSRst62223BE46xMaW1otvtSgX1LBnQEIOYJQw2QAlCoFKRkrGUUkper9eTJBkfn0iSZGlx+YUXXshL3e1WSsaICMCMtmitFBHfjMMMh7AQaxzQQsg63nRRweD/Dqr4/tZnELcV8b0WaiJrLfFNkOM847fGPcE8Fn4Xznn4TaQQ3rl+zXfw7PFbVQevVlHe5jMMqO+2ABXYbLYI3PJfk+28FYu6qfDsU0+vDK15RV/864DSrTByUDq/FQ8LxMDrOudIG28dOQ/kpMAIJHeWQ2gJRwqFCeRvvTzBZmcOMOjnDQxCBxiwW9a+vjmN2JZaC0+hAs0hQ845Y5yYe+WUYBPB0uCPNEg0GHwiWzPnBtJiIrLUT6+57cJu3YNipUgKbmHr62xVkZB//Qwt5gHQAyRZnUu1sLZ67Oz5q622Exwl90a7Ih+J1QNHDh+cnFabMpZQSmRflQkU4BYhkiUACkVHfZ0nu30b3fQ03vpjeIWOc22gHmNN8C0AHK91TUVRDJ58L+dxkkfSbd7kTHDO+tJNRuD6WmLwHjwQIBE4ouCQp62Edkjd60fv9ikH1m9EuZVMGyo8bjVJFkXhYpE16ge2jeZSt5F93/xok9s8Qaa80ma8kw8Xlc3XPHcegYAhIRMoGXDOX6etD6QSQKper9tWvSpbRVlJFmtb5KUVjGdp9sLFq+OT0xfOnAXv7r377h3bZpDg0oWLu/fvcY56eVXpqluisSSlNMZWpa205yJiiMyDsdTs5o0owyjLe81z5y9yKTjn8/M34jjavXfvuXPnorsOcQHjItk2t/v8havLK23ARDvOQAJ6BhzAM+YYeGKktQZklizjam29uW3b7Ora6jjKNGusrKz0Opilw/VMxtFIGjsheLvZnJqbzmrbsmRybbVcWeucOn1mZmy769BQfdiW2piqXksXbs6TNqsqrYyfadDXjj1VF7XYq3hE7dt7YGlheduObXEc53neGBkam5iQSh48fGR9cf38xqmRsckTL700Opw9+/zX7rp77/Zdu3tVd311sSgKgoRxRqA940XZYRiPjg+nQ1I7Bq6MpeeKs8pKyY13MzOTZdWtZXJlfcYCOXwAACAASURBVHHf/pk7Du2s+8uTk5OHDh166dRfOufSJLt5Y956aDQaExMT1lonLKBjyICh82AtbKz36jFUpecYlz0bp6OlrjgDKaXWuXWm1+tFrlxemc97VVVKAJmlNQB0zi0sLY0Y3motG+26Oc6v+aoywBh5gG9d1MdYCKECIo8IZZnneVebwpMpC01QMQZSJEG0HgZeUso8z69fv8oYLa8sOF9tNG2aprVard3pcc6zei1IADw4znkcxwzCIK9/VKrVau95z3s++9nP3rx5M4CNkL8/iHvp75TeeyIRqXS4IeoplJVUjKF3zimBCAwZN94r7/Mi/+l/+kHTav7pn//l/PzNVle3e2ZsYhSAO8d4UsMEet6qxkhBRSr0RGmvnbt0fHzsT66fXhmLjDEZl82qSEbTITEsW8lyS3fjeMf997vFxbG8WFtbf+7mi6vb5hr79kaVPnni1Pvf8z3TtSHm8YkXT8IsnFle+c9PPfHWN3z7X3zp8Zf/j//tRz/0z/71v/n1f/tv/9eyLNdWVz7x8ee7nY6KIs5ZpTVwrtLMEhW85MhVyiLmJ0dHtk9PHTx4IB1uTO/a3q3KlWoh7qVpTZ5/4euXzzAv+ee/9HScjqp4SFBmqm6vuNnNc2tqH/9//tO+3Qd379r9HW996xOsunLl7MG7ZjdaeYlZDq65spjG8Z69e23VW5y/ltQypRRxZ5hmyCqmvfcZZo3aCITCI4a1LOl1q5np6fFRGp+YuHD+fFEUkUzLnkbB8jw/cuddV65enpvddt8D946Ojl6/duXoPXfpqgpWwH379mmtr127dt999z344IOPPfbY008/vbKy8sb7jh44cHD37t3MOygNGhjNRr/8ha8+9pkvcC6c89PT0/fcu/+TX/js5Inx+4/ef3jfHWkUI2PeeWTUZ88YcuTeA3BAYEabqqqQoyPPODogJniUyLGJkaIoGFGjVit6PY7okSGXx5577n/8uQ/90i/9i71793jjyHnJBSPiwLT2jAOB94y1Wp3f//3fe/TzfzE1NQXgOSIK4ckHG42K48nZmUtXrzBkFEak1G8MD4hCbLpYB1t+QMj4d2fto7+/GsBXB+F8A7nda5ShEQxCw5EBeR9HUVlU4KnMC6UiBIZMAgBy8K5gjMVxiM4DRp6c94aypGatdcZHUoVVBREcOBkJT8562y7bDqrr16/Pzs6OjY2FyJORkZFQs97pdKSUWZZFURQsrLVaDREbjQbnvFarBToleP+yLAseXcZYYO+HhoaKogg8cJxqYA4FJXHmyb/00ouXLl15wxvecNeRu6u8ilC1VpvjY9t5HDvnLOPNSqPzAM6Rps38d6dr3juyxLjNhb5+/VqtFudFZ2R0OEuzVntDaw31YdJ2KKk3VzsxYVrKKZYuvnyxlzX4oQNj3AGToj7ey1td58bHp5tFG5UAQiFU5NFZEkwoFvnEB82qAVWT9cpXKo4554riRsSJCJElIkVEUZsAIAFoTZd5S8SqqkQOzjklva4sxxSZaueac7G+tjE1PUpE7XazKAvreK/w166vcC6VSpBF5IABKMnBltZVxnrJGSIjrzkDAuLMMfTa6gAgROGN93Y8YrFYPHM+qZxRrhuT8C4urHfUS1Ca/r0fbv9w8mU8ZHsAJwaebut3CNo83OzkJGLGG4GCMUZIt9vk+rhTCJFGEQOWe7CMOU8GXOSIk0AGiIw0eSGEjFSv11ORlJEg55ggIOs8ARJXQK4//QkDoIFu89Z7szZYvyQXnvkKmKm01UYpBQzLvAjO6qA9TvohPcA2LWSbfrtXhZSGrJogKHT95EjynAi9BwAkcn1SuiyM0YiMMxzApdCA9gpFKPRbxb11jDHBEDzrFzg45xmwSDKOmjENXgM5zg0ZItPTxjDt0fIEKqoIMbzbfnUDY+5VbkPl5WbCR4CCJDljPrwtQOJADMABcgPcCg5RBJZ4CRwJLFpizoMlit3/x96bB1maXuWd57zLt94t98yqrH1felcv1Wq11FKDQFgSCM0M2MYIAzbygDXjiAkTMwEDHnvMhImwZwJC8jAQxgMGWWgAG9C+tFrqha5eq6qrq6qrsiozK/e73299lzN/vDdvZ1d1azAjM8GE6o+KWjJvfvfe777v+5zznN9DYxlFCCtJJxmfradMGllIroEHyhsvxEq0GivWUBwKo4KgaITXav5VUm1DZAVqHICuVaI7KZhf71aSQdVoI00hKBGkUXggJYn1GJlHDa1CbaLSBCVi6BEXBjIPre1viPG53EpAYMS45YyzvLDIUHCByA0BGuxHE6kIvzHof3JppR0FPaMwt3XEqoLZvIBmMdNg00Up0OUiWJVljDHhunZEnLOyyEWUt7m09ajXNBWY7HWhbUkGrFoiacoqESZJqNWQKsO240YYMMEtWWtJE/XkQHrBtM7e3RibP36sqU0pmPCFjxiWqkpwOAiqRW60FsS5AmsNtyCIGWO26yCsGxeRYUGBVpMOwzVPtT0apBnz6hmyYmL6VQ0NgmZpkqCS2SjoFBNekHkqkaUhJixrKGEtl8iFBVJWW5OD9gIQ2B5bb79ni32PEMDYWrh8R6Vu8xL6SiJLWh1OwARlFpBAgO/ZdjjwOFRbcSwLpaDb9KIaybGkAgAmhgFApAkMXr665uXGg7CCaFPVSwftjOLJ+cXNlPuVhYXFihHT3Btbb2WtNp8arwfi2o3rOeOKe4XklfpMYT2lrRdXhRSTQkgESVan/bzbRaOOpOszK3J1c5MSrUzQzMWRE+84fOTA5FRd5XkU+VKw168tra6ubaxvDfJcBKEpMuSlscaQ9jyhEEgZUhYQiiyPKyHTdt/MrlB647t3V2txUWRnL53Po5Xv/cHvubF0aQ1fH9t7cuVasz57as02Bltw9fmvbwTsi089Xwvmk0E/xryA3EqfizBPxIWzl8r66jWj+czUzWhcejVbra512wO9Wp2sbOlemMdT5cTK1YU4Dr//vjtY2Wfd9brJApVU/TJLl8YOHR6fqgs5OHhg/43rFyNdE+DJUiAXSnv9AWkcX9zIO3nFSC+q1ZDp0mbWmqBOnvAi4tdvrFbDqtUwoMGFczcEyG40vvDCyr65sR/68N9YW93q9rr9bGuQNqXAkBWTAkiZ3DADaFABMGspMaXSeQn65lavPn241c2hYhCQedyLJm60ykuriS/zJLVG8zIznqh0dLceV3v9rYhE9/VWGFTAUD83leqUkAJMJoXvolP+uqq+4a4B4EYFXMadtTaKIue9vH3IYWxsTGu9sLDAfeH7PpNet9drddqIWKvVLNlmu+XCvtM0HaRJFESSS9hOH8rz/Ny5c1mWuaGa0djYLZz36enpnaP8t2cZbcO/0BE7fvEXfvH+hx75uZ/7WUvGWttvd+r1KmPDTBsJyBkHa8uinN+1+9rrr7/48lmlVWOsnqeFKlU1qlQmq2SoOja2srJy7MiRsbExzxdPfPUbBw8eNEZfvnKpWq3u2rXrRz/woQ+e2D8VxlSU/+X3/cDNIv+Jn/+lC68tmZur77vjvi8//eS1p1+uH77vnvvu+6M/+IPGxESW9oUQymgmOJHVqkTGOJeT5Ffj6vTsdGOiEcbR+NTkvrvubHV7f/TFr1+8fGlteeWexiHp80IVnSxVhFL6RabKsrAa/bBy83qz38r2Hz52/PiJ11+7/tKLF/bO7/7QBz/yxS//6Ve+8uX77nvwzjseeP7sK8KTWZFfu74wOTWFnNdqtZWVFWV0HMcE5JLNmHzTad6FXjCBg0HSbG02xuvpcmqM6XS7jMNHP/rRX/3VX33p3Eu/9Mu/3G63X3311TNnzkjf84jKsux0OmNjY4yxQ4cOOdbc448/PjEx8YUvfOGJJ7753HMvnDlz5rHHHjt06Mj999//+7/374XgtVrVeUfX1m6esgel76V5/rWvf31jfevM/Q9MNhrbRQM0xjDJRjMQxhh6K6tXlmWPPPLIZz/72Xq1liSJKyIIIcgS5/zFF1/8hV/4hY9//Gfe/ci7mMQyVx5neV5KT2RlGVeCV85f/om/+xML165MT097nqe0cjSRPMsnJiebrdb999/fbDaNMYwJ2oFsGVHRdxSAhzewe4TvtvW2j6HgTpU7U8ista4SrJRCJOdCdOdj15dzryHbhgQ68A8ijZhSYRgaq0dIeimDPM/vv//+e++9tyiKTqczcrC7ll1RFG5pSZLErUvNZnMwGGRZlqape0OFEEmSJEnijM1FUbhmVJIkvV5Pa93udFyHnDGxuroqpX/s2DHOea/X3717dxiGzz333GAwCMPQcVxHKNft+HICAJUTIlaroRfINE2feuopP+B5kbz73Y9Ojk8WZRGGofUqxE0UxhokJ9BAUaMiu0EYB8DQ96TlgoUiYrHJDOPM9z1igjFmNCNCgdxa4uyNBrjrVCilnPxw/ZmRx9K5tgAIwMvzoigzITgRcSaNMcYohpzIFmWW52UlrtXqFdfIcC/dsWPHiNjy0orv+1J4LjnTvZuccymlZcaFWzinooNSur3AfSULMAfSWlvLXAFlJ1pj2yP8V2RI3o5Ht8C365KcMwTaTuhmnLnmm5RSCokMbp9Jvr2peMuaMEKejjA/znDhmp/OiuxoVW5Bc121W3LHbq//WGeERASGTLg4HGKOYzhsZNmd1om/OG+G3lTQeWvkMuOMMcYZFygA1F+inPWWUa6jZNRvt6puf6NlWAKVSMSBce5IlwwsWgvoSKDGYqNASjgzPuVxmFSjp9or/+HaWguhBBAIkYUDAJP75vbXJ7PcmCIXgSwEloIZQmNMYUibEiwmtkRbpsKWEcu4LiRKZjMOqYc5M8AKRCTGgHOXBQcAFhQH7t6R/Z1uaTUG0WB+f6sSbuW5F3hVopq2B4W8Z3p23JRa2DfIJ2zYGB01QRGxUUAqTK4LZrTF0rDCskIQF7qMDKukipPOWL6zmTkMxnQxdRyIaI8GVeR5O5fcazQmE8HCibGJqam1pRthoajXF2XmSU6CuWUEEJhAZ4H2As95JeLeILLcUwAWGaMsszHqCQtambpSDDXnMh4Uhyq1mgFZlDHntiyMzi0nIAZGgLFpVZphWcOSAGK8xO2oS2u4tWCho/z1paWAcR9FKD0IPA+YyzAcOj60H2ghSao4Qj9EEGzEtRgaX0EIi6AZqgfOvGO6Ht+8fvXc+VfXN1dt0Ohvrob1ief//EWT5Qfnprq6vJZ05/fNtYsB8ICkJyzaJNWd/qG77z+4d09elp1+X0oZ+L4UmPV7r5/fYoIHob/eanbTxFgLnHHOVVmWKldlHsgpXRRZmlrf86W3uLiYpQUA5kmaqzIIQpcaT0RAhiEK32cMHdJzZWVlc4PtP7CHA62sLmutqtWqnpqUUu7du/eOO4+hYAf3n1jdSF8+f72TmnMvv3LPO+579dzFfppUPSyNQaUoCFBylCzJE69R39xYizweyagobJEmLoJmY3VlcmJC67LdbJeR3+uxa6+tvPP+05x7K+sb3SStj4/nup+kuefDzbUtIa91e0VpCLiQQWgZMi2BKca4HwYzjTr4nkZKszQOGlyQUiUijlUnZ8b3oAFdDCSk1YqXJoZAt9a3hE7uOX1sbaXFUDSb7aIwgntFafLCSm6NNgTWokVAa8kQlKQqoeSoBDNkcmYsQ8a0rFaqtQg2by5XKkSUcy7RolE5EFSrVWCMcQmMp6W2TBSKjEXPC0BIbUB8p+Fif9UOT9reFZzTb7Truw3m9iN1kiRRFIRhWBqllNJK1xuNmZmZNE3TNHXf6BuTpKnneX4QWPUmTIi19sknn2SMBUFQqVTcSECtVrulOeBO+Q4r0u12OcEtQwjuFFiWZeAHeZEzj73nsXf9s3/2T/7xP/75NO3XqzWjCsk8TgzIWmuZ1sgROW9Ua6BJgNh3cN/u3bsZMsm9pWuLWxvNftrnHj94aH+jUev3e2EYvP/7HhdCjE/UmxtzV69eXV1dpuTUuEFa3ZAcs/7W9NzMr/0P/83/+snfeemFy8dO3fPQsdPPfv7JUx+/68y73vXVr39NWcODgAteljmRBoAg8uI4klLeMb2vMTPV2DPtjdfAE+2k/9kvfuHyK68lW32feVNiItP9jW5ZHQvjar2T5NZwIHHnyTsWFq5rnWzc2Aj27eJAP/PTP335tRt/+qdfbLdaX/nyN/btPfzDPzzxzNPPvX5lcWpybvq+e5VSg8EgTdPuoAccsyyTnlxaXJyZmZlojHXaHel5xhogcLgCPwy00r1+v9vr9vr9oiysslEl6g+6Y+PjlXrtiW99YzAY1OrVxaUbZx5++K577tJaOb9cURSTk5Nudsj5SOM4vuuuuzzP+9oXv7aysv7ss2e73f7BgwePHj368X/w95988skLF15N0j5n7MSJo7v27CqVCqOKKfTzL77U6w6+933vnRhrkLXGGuRDYw0ybrenpG6/n/M8l1I+8MADL7/0kssjMtaStQzR931EXFxc/OVf/uVTJ0/+t//wE8ePHClLzRhcW1g8+8LzL77y8uc//6XN5tb09PTExESaZX7gu7AQPwjSNJ3fsycIgrW1NRT8jaMbvZFlvJN7PlI1Q9Pad38NHWLDuGOtzZATOxQbwxyzKApcb83ViRwE2BURnA/ZWZKEEA4gDNvU+6LUI/y91UMPghtFDoLANV1dp8s17owxWmm3EJVl2ag3OOcOPumC2jnnURR5nudy+dxQbq1ac/8SRVFcqfq+L6U/GAyef/75EydOnT59mjOOyBCxWq22250L5686qePGtJy4GtUIEFFGHpGxZIrCaK0JrBpks7PTnPMszwQXg0EihNDacGJZlgORL/DuMw/e+Y67K5K/9uzTWZJM7Nmz58DBNBsMkr5llKlSUx6GFYZCl5qM9aS3k2/s1s+ds2FDJqoQjOF20AUKwT3PAwx93y9KA4CeJ4wBQOIcEBljPjIbhqElRWRccuDc7FyaFstLK+71tDYb2gKtdZcgpRzV+HZ2vRyjgjEmQZSqdCNbb0oy2NZ83yZk/Du9P7pSjrXWABe3WMphex6pKApjDEdmrCFj2durx7frjbvXwd3A7g9uvdq27yoAQMacj1FZ4+6k4akd35Rb+Hb+zG0HnXWxpDtg128sX+7U/v/Y5OecO08mQwRLO+Lu3ti+dwJj/tILoBN+zlQ1wuewYbEa7O3KD994X9yyrEhrgUZgomEwGOiwxsCA1QzQgEGwBDwyMVdaGBSAYDgpNqa8fWEwI0SqjC9EZItDPqtwW+o0CJgVPEGlETXjCAIMMbK+scaiJVAIioPloKFkjFsyCkAB02AlaMegAbJAjI0KAdYwLhkSmrZU5Xy18oF7jvQrcVcVhw4fKdot6A8aRVFR2hQpMgc7pZ2mkjfmGAGinMizWhOCAWHRJ7QaTcHyLGYhT4rIUInWKu3ed4YodibXOcBMpxd7oWcYgFBFUXZSbg0D67XaLC8CpSUyoyxDtBqtBkCUnmfBAmlGAizTSoVeTWhixhAiMGkJPGAsL3SvF1ljdSbRjlnaMzGGDEqPFaGnrC49aRgwEqg5aCa55u62RADGkDOneJEx2HaI1j3Z6irGBBBoTZEMOSATyIb0GFiKIl+jp+NuXCulh2QZOrjrUPUBgNEDgebk6aNp3l/O2tXx2gOPnPHHxl+5dMMwe/HyRSIeVGpefbxeC5DrVztbcTX2FatzfzyMpmoN2cBLvVar22FChmFUlOlWr12vVuu12gMPPcjIqDwvlRKCX716ZZCl9Xp13975M/ffJz3x+uXLURR6nlBFsXD9WrvZ8jy/VJZzb2Z6plavcc4tGKWLwWAw6A5KVTCOVmtk1O12D+zfe+3qtbmZqT179q6sLl+48OqJ+WP93iCI+Mb6JgE2twYLN5rXFzbWNntj9TopvbW1xT3fcs3R8xky4aVKWWG8OC5NoVTe3Fxrb/UEY0TGl9zjvLm1UY/D2fldnOHGxsba6krSW52dqVbDic5gUKnVWp1Blrc0mTDE8Ub9C7/5+wcPHPINM7Ys0FoiRX4vMWF1zA8CHofkSYvAOJNcMI5CZFppVRpLghMw5oNR6cBsUk96vZWl6ysL+cLlywx9lNV6fXphscVEJP1qkmfCZgLBILfIAcBYgwjGgO+hZBoo46xEYB4yXSQSo/FaVYIetFpEigupCs5QlXmurGl1O1jmZWmBoCDd08riIMlKQGT8O1/B//9grs+t0S5c2BUpl5eXX3nlldt3VncGOnny5JEjRy689uri0o24UpmamoqiaPfePQ4I3ul0XnzxRe5JZY0ui0D4npB2+9cIqe9K3SMm9U6H52j2xl1YURQ+F7eYytI0dd1Il5uMiFrlP/SDH+q2tj71qU+trd7MB7256Wnh+w6BgIiazB133jU1M9nt997/+PsfevhB5yyNgzjwAqP0V7/8tX/72U87tXnq1Emty/XVtX379h05cvD5556bnBr7d7/7RzdXb16tBZNIe8ZjvybAyxpg/sWv/Pcf++mfX99YOnH3Pf/2C3/6wosvPvzww3/7Y3/nU5/6FGMsLTLfl5wzIdjM1OTBgwfGG/X56f3Te+ZkLbi89Ppzf/70S089Xw6ymaBabxehFTGTdGA8iEMUotSWM/GOe+85cfxOo/CdD975yV//lzNTlcUrrx08NjM/2Yjviu+7+x3d/uA3/o9Pbm6sRLH/sR//O1la/NZv/fbK2uLc7OyBAweq1eqN6zeyNO0PBtNT01maCWCMMdKmUKWz2gZBoJTq9nqe542J8VKpQWt9cteu5qAJAqdmZ+bm5p7586e//NUvbW6uHzx86Mc/9jGtSy/0S60siKIolFLubeWcOyNcs9mUUu7Zs+dHf/RvPfvsM9/85jc77e7KzbVms3n//fd/9KMfOXr08GDQcx3meqOhrMlVmWvTT5KzL71kiN7z6KO7Z6YsDU9UbDvq7e1Un7JmeXXl5MmT169fT9OUAXMIDdfqcTdYXhbPPPvsZz7zmX/w8Z9t1GueJz75qU/+zu/+LnBWa4wdP3G832khQ8GEUkp4MvC8PM8Lpfbv37+6umrIelwaZxFjDLcztRigm60f3c+wjXpn+F3VNzyZuLgt2BHM6OQcY1xKiYhuxM4Jj9GyMOLluOEup6U5RzffQmRHJ+AhO56RcwGMYr593w+CwPd9JzVdsqg2w9lj1zp2kswNUDl9uN1URJfslySJMcb9uSiKvFBxHDuP+jve8YDv+1L4rVaLMeZ5gVJFt9tz5E8nNUdBBU50uda6tZpzDmAcvJQLJqXsdDppkiNya40UHtNIxBC4BjRogPOx2SlBxubJhS+dW7+5fPq+e+cP76uN1UUki1LXqjVkIs1V6EWxL8pch2HErPY8LwgCF6IQReGoxheGIWNMCI7IOGdCcCEk5xyRGEdPiSjyLRkAsqSJDIHWphA88ONAKYXMMoL+oBtFgTuOB0Ewas+6FX679kfWWqvM6APiXoThXI2Uo3k/bt0ADn8z1hL+itvmo/eLFIz60mAt4faMGL3R7ScgpZTro72d2/ntrt9VK3aOBHPOdybyMcYIwZWxrLXKaHNLXh++ba/yVo/Mm8ePid4IcB+ptW//mlhjrDGISDsE3u3QF+dCtGCJ/b/ozu54XoaII+wYqqRv3+sb3jSeQOkBJI67wwmAEYLhyJERkmWsj0xL4tKizAsPs3fVK3dOjysZCO7XKvVma9nH3GsPqNMWXCCAAeAEqFEQeVpIi1CqnCMj6YuAA4dS+ZZJCJgyngZhpDDCMw4qyjgyBmwkthlDDsQYJV5eWpMkGQle5G0GcPLuD17/5jc3k2a/LLgUnuDMCkSyZAEAafheDv/qnJ8sUEyWiAWQAmvJCASrlFbaa0SaCWSBb+zI0eDOY/DmMBKYnVTECwUaWM6oQC8hdeHci7U4mgljDDxbAmhkjIFwQAbSnFsgAjJSICIZk9WjvNBYaiLKPZHUvH7RK/t+wUl7WJicGMvRwHg1qVWQz6+TKaliY6kFE1Z6hpUlBszgEODLiCEAE5wTDKs/yhgDkKIJooYvpC11muc8jD0pHYZKkyWi61Hua+blciCDTHhjGBK47BEAFxMJ1haJRXP+wiuU9gPJPcEefuTd7/u+D1y8+X92u8WJO++YmT5aqUSegPX1JS/Ao2OVwaA32xifixo18uKUdCfDsXqrHpfWFoAlAZNeGIWe54ExpE3oyc1WWwi21mqG1Wh+//xg0PnXn/z1/+KHf0hl6Y3VlSgOHnjggasL14siJyLGPURQZdbuOGS0Ama11lwwz/eKItemJE3dbndjYyMM/aeeepqxZ3btmgvDqN/rv3bx0q7dEzeuvx7GsQV+6dJKdwDcr8xMzJx/5WUuhTGQFyoUyKWXaSU5L4u8l6W99iZDYFZ7PjdaFUVOisk48jg3WhujB/08SwccYGx84uzLr0yPz5eAILxelnc7PRHI/nKrErWuL7fq9b0+s2WZ8mSgrOFeNSugJguDXpEnpgARSjCUFSUyQrQANEgGaHJB3JSZVd1GVXiy1mxu5amqj1fXVjc8r9LttzTEwouB+SsbLQn9mrRoDAFqZICWk4kE+sxTVnuxr23JPUZEjKOr3mXJIOt3A18TlVwEVvtCEheiUIXOM9SmUNZaLIGR9KLGRBBXt1NF/tqqPrdyWiJEKIrCBaY7oXX58uVXXnnFWHN7I8XJNiklICRJ4jFWrVa73e6dd96JiM8880yj0RgbG3NETSEE4vCA7k5aiDgYDOI4diuUY4e4LxjZDG6pTY54MDCKNyVy/gHO+IhE4ibpf+zH/pYn+a/8819hZMsslww4SSIgY3ft3V2tVleWb77z0Xd95EMf6STdQTK4cO785vrG3PTsnt3z73vsvf547bOf/YN+v3v58muPP/54rVL1fX/f/r1j9dqTTz75ve9/5/WVpT0f/l7eanYHm/U4WFtYD48cXVq7wYreIAAAIABJREFU/FM/9SM//Yl/wqbH9x8++Hv/7ndOnTp+5syZr33taxcvXKiO1Xwp9u3dU63GY/XK/n17Jicn+cRspos//pM/euapJ5jSNcbqkfS6/X318UfvOwOp+vUrz4NgEYSVenhg3+77H3hICPHUk09+7k++GkfF1vpgagImGtjpLjGsceZVK97RI4dWVhc6ncFLL3Xq9bGf+skf/49f+JP19fUvf/HzUa26a3ZuamLS92UtrqyvrRirZqZm9+yeu3h9QVvFOY8qYVEwYGStzcusWq9ElTCO4z179iilsjxfWbvZ7/eZwNnZ2QMHD7a6rePHj7darcnJyV6aaVMqXZYqj+O43++HYRiib7c0AStViSDf9a5HB4Pk7NnnNjc3hWTj44177rn7yJFDa+sraZoSUV7mkV+x1pZKFUqRhWefPxtF4Qfe/z2+YAzIwigCBIwxb7fjCyGuXl84fPjwCy+8MASpIToyhxAizzNEqNfrwvfq9VqeZ91uv9frR9VKlmXT09OtVisKPca5lDLN0m15YCYnJ4Mw3GpuOY3qjDW4I+9ylMl0C2nmu42+b3N8ZIxx5jxswwj1UQtopJldWWdHIuIbYdPuxCklL8syCAOXGsoYC8PQWTfduWqEA2GMOfqLExgO2ONYMnEUW2uDINBKc86dR70SV9wPjeN4emraTBgpZJZnbhrQWPCkR0DG0Nzs7pWVtd/8zd/0fT8Ioq2tLXfZUlTSNHUxmO4ZubrSzvM944DIpJRucFWpIkmKZ599dmFhYe/evXv37gflaIdAQAZIgWXWZnkWGp3neZFmV69dxW89eeL0aU10+crV+X37xyemGXJjaG1trdvu33Hy1Pr6xkjNuut3rVQ3xFgUBZEtilxK3/XqOedjY/UsHxRFYmyYpinj5AcghBDcU8pa0og2jqOiyBkbYrqCMIDtmLiyLKECDq3kFu1RI2ukxnfKIfe/o+hwIZDfUlgdfqaA/qo8nm92lm7HkVtr0RJjTpFsFxqYG4QTQsBtBdNhtrgTIzjilexQfZwBEDB01BDkDBhaIDeGCMwNwg59fW5bNGyIk8G3d3giHxJlyEWiASHR7dDOb69Ib2/3vSEPboHBbF/OMH6Ws9u7o3+Jdiu6bHEc0lfwzTmrb2diGl4hYwBEljwJUVQRXCIwQkaMiKHlAESFTLnVpRBkSFmrDO93yJ+axKw/v2vfrtn6tf5a1i1EXoaWkVIE1gukIaY1coNSg2cRkWmNDIUUPmkyae5HAkCDMp4BZhhageA50gEQB2IOmTDqvSOixpLzwGeiJqTVliSHG+v9pU2WmWpcjaU0JVjDRyOdjs8LALgtIBExizFnIgvjIisMIhrklhltDDCq1tJaVeaCG999sULUiKIuYEdEBxAtyxQscekDSsWliOP2oLuV9f2Z6RbjJANeWIm+e4MskjHGABFnw0gNIk22xS1IjaVGxNIX3Ui83l3rBV7ueQmpHCyPZFqEi5T7aWfKJ9KqX2b9ftcKIa3na+aV2Lfd4dwhgJulQOCEQARaWffp63BqNZsS+WRjrCgKF2aordXWGLKabBair5lfShvWHmy1K5Y4A9xWfW4u2ItjyBIibojfXNvaWFt7fWnz9N3vuP+BR6yMLZdLa/3nz51buHyx6HfKMg19PHr0sDhydGJGdvPutSvLa9duPGeKZq+blmagtOacuDx87NiJEycmxsZD3x9kanx2WpcqVyoMw0CKG6vLAu35cy8dOLAvDLwiy59++ulerxeE3lhjvFqtA4o8L40xFsHzRBB4yKgsjCm1tVqVjMhorVdWVsbHG+5G6vcHRa5kHIQBX11dDyMeRLC10UqTzGhZmGxzY2315s1ofAoYMM4YIwAqtR2fnZNB0Fy+yTzPI+KcbW1tWGujMGCCF0WWJP3x3XOry0vW6N1z0/Xq3MrqQlFaA9jrD+rVmvDDuD6el0YG8dpmZ3p6Tz+1KQ20LoTmGqxHZVZyTFNNoDEtyYiUc5AcODICZgCQDPN5tB2VAnlZdLvdVrO5a2ZSCFOtNnqDIsnytMS8NPWaT8T7Sco8FIAGmUYCJGGNYRYjiUKE1Wons7kFIcQgKwLBDVltkYzNu30Aw4Qx2iDjvUHa6bQQwANelEYZnN6zB8OqPzUnPN+t5PCdrjyKv4INbAjdIuQcEZDIKqU2NzfdcSRJkldeeeXKlSuqVG/seQBE4Ih2ly5d2tzcLExZqVRya1utVqPRaDabnuft2rXLleo7nY4bzhHAJIqd+8Jjjz3m+/4f/uEfOspFr9cb1VNHy99oxgMA4jjWRckYQ0ALw+rmENbPued5Ti66/UUw/0d+5EfyJPnN//03GEI1rlTjShT4uiwnJ8c50smTJ9/73vemWZoOMl8GeVb+8R/9h8319U6r/T//T//0ne//3omJif/rM59ZXl4+e/bsrtm5MApu3rwJxjzyyMOHDx9cO/fCzUF3XzXSWwPdT8bGgq3OzV1zx8Ybuz7xsz/+mc9/aXb/gYXL9Mw3nri5f999d9+lVUlARZkdPXr41KnjkgFZXRb5H37+T668/JJubU0pE2iYE3BievzMO4+ePnCwHtfOPvOcL0IOvmCBINnc3HzmW1+anqo9+cSf3HPX7KOPvuuxRx9od7eY30C1ZGkchG7UJtdWFlZXFsYnG/Woau3g5srld77rEYbY3GpeX1i4dPG1V86fQ4L5XbtP33FHlqZbm1u+55VlyTh3k5MEEIYhMobbPOiyLG+u3vT9oFavHpzb72yxSuvZuRkh+FarGUVRp98tSpNlWZ7nDn0RRdHm5mYcx1NTU1tbW8YYlZQzMzMPPviAtebq1dcvnD/X6bQQ6djxI6cmT164cIFzXoBN82yQZmVBygIS29ra/OrXv3H82JFjB/dzBgxxZMZ4A+uHb7rDHXcUEedmZ3fv3r28vCylVEqVZRmFodtjyZqiLJaWllZWVmdnpufmpq+8fmV+fn6QJoAopJRSKq2U1kJKRCyVqjcap06fBgRnNVRGu8q/Mc5Aaq21iENO2gi45+ajhBD0lyWufEdOt3+Jx7j95/5FHmRnpBq8ZRI0Att+wwhIa+3Mfowxa6koCjce7M4x7lV1g6YOqTeiDDo7gNYj8rAauTddrIJSCAA3btyYn58f2s59vyiKNEmdkndDZaNhtizL+v3+VnPLJdC4lrUD2Pb7ffcIW80tR+LNssxd1eZWu9/v12p1RORMdLs9Y0yeF4yJIAjKUuV5Xq34jlnlgkPd4ubuXldl94RXFLnShe9zzjmRnZycPHbsWKvV1NoEQRQEgUB/dWsjUVk4PmYMGLDrW1sTtZiQnzh58sD87p7OL166ODU3xz3/+o3FyZldnXZ/cmLaaGhtta5fu37vnafq9brDnxpjXAoLY8xBQVxnlXPm+56Unuf5QCyMAiGYMb4xWgo/DC1jCCwlQs4ZEBpjtSmJ7FNPPZ1l6bWFq4888s5kkL568dzCwqLr+KVJ6qaz3UyjENxaC4Z2zHO+SUU4SrDKlQHiXBqjfd/v3Zox8LYqYufI3Fu4/3YYsN9yUPwttMQolBxRa+0H3FqLzmCGOCo8OSkrueCCc861Mdu6Y1h3IMtGP+6WuT7cEf1yS7/F7Ymj/rOTi4wx5IxxhhoN0KjqhCN73o5P3y06bdim2+aIuj75thTdbqgyvB2VfIuBkyEyga51RoyhpWF91hKM0h22kyreeByH2B1mmXIAerulZnhKcRfmJB+BBeI4zDxApy9xqIRxe8YS33SfEAAIAp2XWjJjoDSQGAi5Zxlm3FiGHnIC5DpljCzaglEOthRkA5nIcqndWbiRzBUbQVZGiUbmURQUZQkcme8ZALIIhmuOQBwAi0hoi1gbbxubWAIiQVZba4WXiSCvTmo/RgS2Hbg35F8KwblwVQWlE+EHJCQBiFJFtdoXPv+NzY2NPfPz1ep0i2yGmgnfdcjd78iQISNy4buEiF1pCyaTQi0U2sqqD4FnDGOs9Oga8pCR8ASgYIxZYx0Y1uQFEBhjXK2fIWubkgyJ3Fqb50QwSG5srAHHSm+QbjVna3VrIdWaiBjnpVHKGgtkGRJAVhbWWsZ5yTi3JKxFQhKs8HhfsrTSMNIrVM8gYFBJJ+hcnl9ttitA1molKUVDpfBISYW+5s3IDc16eV4gZ0WuuJCIXHBpEbVBAKzOTdldU0s3Fn1U5LM4jgigtMagI8PDlNZM2Yh7xFkifQFyuz4BgE6FWyoQvbqQ9ZxMbXzv/P47vCBisr6+lfWy3larc3F9pb2xYdvdcWR3zB28945T9WrFGL144Upno9ndaNpCs4irbKBLHUZxgcwKdujQwUqlMkgGZZFbo/N2R6liq7k1P13v9bb+xve/D3S+tLhoi2xjfZ0LWanWszwt82x1ZXmNrROhscS5YAwt2uHYsAXBJBEhWMaQc2Gt3dzcCjyhtWq3O3v27E1bWaG1Ukmp2eZWezAo9+w5nuZsvdXttjuNel2BNdpUwnC2FlXQ8Dzt5Gm9EopqJILIWJtqs3tuTgjRqFV9yZduLExOjJMxRZ4FnlheXNq7d0+1Wm92mrm2ysKeA4dqjdqUP35z+fquuV0bG8lYfTrP9IH9B7TJZcA1WOlVCs23msUg7QPnhcqEx0BZRhBEMs36yJnWiOQhyNgPkApAkMorFG+2+mI87HVTzsOpmcmNllJq1QDE1dpEnYMqGQnN0CAiEgclQVkmoiCoSbO21E7BSmQENktTsdWqVmeDqMJRApIfVEoVpClvjE9OTdV9L6wENWvYzbV2VJ8uGU8LXWrniKbvOMTzP6/q2zlaMLJWEmCe54uLiw69ffbs2U9/+tOtViuO6iMHglN9btiPiNrttmXEGDLG11ZWjdKb6xv1ej0Igna7feXS5UajkaVZyYpqVOln/Z3XsLa2tmfPHreNlWWZZdkI5TI6BDQaDXcc5Jw3Go1+u8M5R3jTNja6/iFFgzOrHcnA/69+9G9mafobn/rXWZo4nVMJI8/39x048NBDD02OT601N8fGJ7Qxd9993+c/93nJpS6V8KQlGGtMfOIT/+gzn/n05cuXJBdbW5ue722srvi+f/qOk1OCllbWrCrk9Rv+XFTBiTrja6+9tu/wA5/4kY8+cPLU//iv/rcPPv6eP3/2ueWrV0/eeceDd99z/NSpp597Og5DiXysXr2xcOXTn/70ZmrqZE1TH/Pg9K7K4/eevvPw/sZYXJAuWYfVEwmSExdWMs0QivWbixurg/d/z75f/MWPVSu2PlHdWNqs1WYANnr9pD5T67YX82Sr1Vw1lGhdq1QqoRfkba61jqPoPe9997seeXhjbf211157/uzZWi0GhFanGQRBrlWapmBMkmfbREQmpQzDcGp2Zvfu3ZUwiqJocnKy2qhWKpW4WhGCcc6FLxljLqLx9dcvl2XOGEjJEUkIFsdhUWREVK3Gm5ubnAdZltbr9WPHj1Rr8fPPPbu8vPjEN77OOOzfv292dnZtba036Anul5rSVHl+RWVFEFa2Wq1z5y8cO7S/UIVEyZmgIX52NH8yrCYP45KtDcKQiNY3Nu6+796xsbHz588bY1xMCACEUWCMNsrcWFyUgW8JVtc2V9ZWZ3bNSSm5ED5nWZFKKQXnWZYFUWTT9PCRw0EYbG1tCd8zQOjMV5zrsoRtq8wtQV6uKuGmHP9/1qN7Czn3n65R+ShBy5CTQ4hYqVSk5O70Pyx+a+3sgu7wrbVGFK49pXXpvkBK7ib3nJSy1kopHOglyzJH4xyecYdsIAyCYCcfXwhRrVbzIq9Wqw7f4r4lDMLUS91fXTTfkFIQx9bYfn9w9eq1drudJrlr4gVBpJRqtdrOnpdlmdGdRqMRBIFzijpB64C3ruWoh0gVg8gZY2WpZ2fn9u/ff+TIEU96pVJSSmtg8ebi9aXF7/vwB6M4vn716je+/qW7T5569wP33fvYY1AU5LP/+Lk/feIbT1gQ65vNzVbvztP31t8xIblXi2MksgaCIHBmjdH66RLq3ZMyxgBQnudaG61NmqaMMS1QKa2UKktZKk1kgwiLvMwzZQ16XuCMoN1u98qVK5xzwX3G+Pz8fLvde/3KtW63Pz42VZY6iqIwDHeu8CNvp5M0boxtJAVNqXt5BtKjuu9apqNAcIc0+PZ9nrf731tE1y1f9pYskx23OrnP8jZViGDHmJy7MzkyicL1q10W+Cia0jq6E6IlsmQJiL2h+txyYRlj9EYgHuZl6dLhDBETwgI4aLCFbZ8nEUe0QGw0gvjmgPWRa/T2YcKdjdZbdO/t8th9dm55bd2z3g5Xo2HFlqx7jq6eUhalq447XNPbwWzo1qoS3t7rIxf+zRAsAgzT3EbQrOFtY4aU0tEDICIa4gRlVnYs9DSJ6dmS+0roVBrL0WgGitWTKmOMSQ6CMYFcgJIoJxqh3z6/cO31JL9n18G9+6dzbTIiYEicycAHYEiMGzSGCQJLeTtivSSLZO1q1k0maxljoiDtyVKEr6p0jFQQ7gxupUG/Pzr5uM9CVveTJEvTFLmo1Gq7GODkxOdffMHf2qw3xsIoygYDvr2/uLXO8RR2Rju2hbEowrgBMqSgKsmrCh7GPgXV82V5af1mrrQVQwOFa8u79dCVA4YN7UHOLArQjFARGF7y6kRQideLsgXJcoYYe2XkOxGurLREBogQiKGB2NWSPJKktSDgyBiBJivDMESmLdQ4hpXK1PjUWn9dlSqXVWUNgVECtMeY8IBkWZAhzpnSWvMgwDT1/RCKUgihMlUowz0hubDW5sbnnIuwlEEARKnWKHhYi0ujC6sZY4OyYwulggCAG9/jDIz76DFXiyQBgLyik2SrXXq8Vms0hO+nmeqkaavTX1nbWtvYWLetCEXM+InJXY8ev4O6OXXaW93mamurkw3SIveDYJAkRZ6BEEqVmokDhw4O+r3du3cN+t3Qqw16KYvjlZUVzxMzk2OD5vrS1Yt756a+59GHzr70cq3ia4uAthKFlWrU7fTJACB3AYvWIjICC2+AdcGQtW7QxJPcWiiKsl6vK1UKIYQfcKGBWQvWAmhTMiY3mxtEzJDlgluwHHUsIyx1kvVPHDn4+Pve0ymyyZs3lze2WG/gF6qVmQfPPDg3O5v0OhfPvzQ7Mz0/NxMfPfTKyy/mqsyzpJcMDAjpRVGlHsW1PfsPtLZWvDA0wGZnd/uyxgVcX14j0FHFL0xpbC/JdBhMFIV7FmUQhgJM0etnWaFJjU9O5EjJINeawIRlmRSal0a2mv353ce41J1u1hiLyUKWl4wLxlir1fKxr0vFeVUDGIbIgYOSZNKkX6vNZNYvUBbMSk+OjU+kneZWp9NoilDknJWGSPqFNpVChUmWXFt4jVkRhuOcV9a2+ifG53Nl+3mijWUcuLF/nVTfzl2NMQYIxljGgch2Op2bN2/u3bv36aef/rVf+/X19fUoigbJ4PaqpDtXhWFYmFJrhZaaW5u9dodz5vu+29Qb1ZopVSWMrLVZmnLkOx3/zz777GuvvebitqIoGg3k7LSCOM+nO5Q0m01bKkczGx7yhLzdfUqAjAtLLMnSWr3xEz/995Dz/+Wf/0qj0Vhvt3gY+NXKsePHjxw71k+Sr3z1iUff/e5KpepHERdekqZM8lIrpUy9Nr68uPiB7/9gHFXPPvfsyVMn9u/fd/jAgSQZbG40I+YxryIMb7Ba/8pNlmmYM7tndievXanvZg/vmv3773/sj89dPDRZa/W7L3zrmfc8/t5TR4/tnp29dPkis7ixtn7f3fft2TX/O7/0L3ZH4WPfd+ejR/dFOp8bCwjypGjmIcsFtmWpkh4JiV4oAgqECKVoTNT+0Sc+Ml5PfS8bbL4+OVWBbB10fvaJi5O71ucPnO5sbqS9QRwH/V5fqdJUKipB3/cLZEvXb1Qqldm5uQcffPDhhx9+4YUXiqL4wA9+KA4jK+X4+Li1tihyF+fleX4URWE4TNnijA9jVY22ZAltobTKNQ0IgNIsHQwGN5dWHIUvTVN3wJ2YmDh37ly9XnfzVN2t/tVrnUolbjSqlcqhIJDPPvvMqxdetdbu27fvB37gA2matXudrMykF2ltEXVeatDK4/7FC6/KH/yQQc4YApGb6zPG4Ns4rN2t4u6c2d27wig6f+5ct9vzpHS1BsaQSbG5uXnlypVAeouLi0przjkXIstzLob19SiOtTFE9J7HHmOcdbtd2hYqbBsvectAzptUDefufnbt6O9SPG85x7m1RWsNhJxzALTWAUWYU1aj/j8AOLvm9muunT9TCOHkinAcOaudsvI8L8sSd6aJo5iAfN8fzfg5aTEamhpCaxnr9XrGmEF/kKapkMOze6/X6/f7SinXLva8YVaEMebVV19tNvtaGyckPc+rVuvGmI2NzcFgEEVRGERSeCMzqlu7yrJ0V+JCKQeDgVHK9z3GXCvJ9zyvXq9zxgeDAWMcAOOIb7Y3bqxcb/e7m5vrnX4visN77rz70L59yoJUiozN+/np03fsP3gkyVQYVgA5AAcCo5WQvMjTGzeujo1PuKeslHJib6R8tsEe6Hke58I1Toe0Si6l8H3frQZWqb7nhZxJIvK8gDPZ6/WOHz/RanX27ds3Pj7pSX/3rrF2u7e+tjk2NqEV9fuJA5MQudh3q5UaeTp2ckRGjMrA86XRSVn6fq1g3y48lnbeU/8pn7FvkzjyFmNsQ9Mpd7ec0xXWWmPJ0hsBEdZaY81OoCVjbJu1wXZuozuH33YGxO+8KteFHr1E2zZRcNY1TkRAlgiIzDB+bpi9NlJub9LY4LKwQdzmMSZyjlwahZXfQqBxwmDny2VpGDU+7Gi+VQFouxC2I+8BABE548yav8iLb7eNfU7jbZvnt4POYZjue0synuOUOp8sEHiME4iwWmGDblOIC1kekS0sDCyzhIHCQFHJx4jIlEZnpbLKAGVaty9v1MdnbfXE4vLyWrIShqTJDtPNGSvKcgiT2QYrcjQdnwGKmKJVD657oDyU1vBKpLR4Jc0Xr15Udhs9TcNhBEBguG2AIOjlQkrJBCOrVWu9bnIp/euVOIziIAzJAsSh53HX7OTcxQ3VHCmVOUQPQwRiIAzzwIIuAQCttlqTjKKCUYIKrEBydmtAsgCQbXs7EdmwhWhjSUjE0FqtTUm2yAh0Dtbk5JORtqtAoCUqVOmGTgkABbdk3DuVkrIMlVJI4AnBCU1eomkyCwxYWZZKdO16twklKhUw5GCVUQWZEi0hI42orYciErIsS8641gYRwRAhSSZVqdxGkKeFQSs4B0sF9LTRiMwibKDW2gIicKbFwGjrM8mZNygKGJ3ch6oPPAKyjPnR7PxBBMjSrLU1SJK03x9sbjabzVaaZaGfcEN37z3yjl0HdbPnIdtsN1fa6ytJJwNdcuBQDspSM+YHUWlMfXx81+75SrW+tLgokN3sLDGA1sbGlUuvhgJrgegX/cvnFz742M8AM/NzE9cWl26ub/bTnIvAKu1JUZbGmmH/3BU6CCwSIXACY4y22rgRqDTp+75ficJKpbK+vv7669cY+QC50pnvMYYsz2ynN/D9qDYxUVf5wo1r2prI8006ICH2Ts/OTk1//VvfurJyc3PQzxX1+qkxVJ2ZtUY3t9bXbi6rskRrjSoPnjg6Vq987Stf3rN7F9vw2mm2srIRhrEy5itf+WoYIoLZ2mzqkuam4vX1Zq3ml9okmYnr9ZldexG8MmeDQaFVzrkWkkLtHz1xnJi1XK9srSelhZk4y7UFTjBWq4XapJOThzbamxeWLjHKu4NSBvXSBEYrJFJFqlWbDLMMDKLBIQso4JjlJRNpZqg0VmlQKvGDanV6PPEMUqFVpilT1ihlgcskMZ7kPidiZKxaXlkyWLm5tsHDeGBNMugBGY7feZDYf17VtzMf1lhAhgigjBkMBt1uV2v9uc99bmFhodfrGWMnxqffcErgG9vY6dOnT5w4ce7i+fPnz62trrlSumvZKaWCIDDGOPdmFEVxXHFVzBF+fXJy0rlAnYFqdFU73T5BELgHnJ2dnZiYMEU56undYup7Y4ewSERMsCCqaG2iWu3v/dc/t9nq/Jt/81uZVqLbnd0zv//Q/pW1lfMXL339yScPHT1++o4pwfmuPXuWlxcr1arwpSdjVeqzz73w8isvfuIT//DK5ctXLl8VnBdZtr6+hkhj1QpZmJTh3rHZ/uZG2dHVaW9reWNq73h642o8NfX999+x0BssSZlNTq62OqxUf/yZzzz08CMPP3jm3Msv//vf+/0f+9t/88jRQ//d+997YGZivupjv1mkfWGoZCrwIiNEYZSPHMuEq5CVEeae9Il5+OhD985ORL7ok+pWKp5KWlIxQEn95p999g9+8uOHmqubpBjHIAqqXMi8pDzrFyLTURTHcb/X6/f7q2urBw4c+Imf/LvdbncwGPi+nym9sbER+dFdd9/lSBUOoF8UBQFIKdwEnWNoGzJaGSGEJWuMAbSlLvMyH43rOCqMs89VKpUsy5yXzJ8RV65c0SaLosiSOnz4UBSFX/izP1u4dt1o+8TXn/zwhz+c5+n5C5eiiiWNmS7IEBkKomh9ZR0B0FpkAnYciZC9xX3ABFdF6caoOt1ut9udnp4+c+bM888/v7m5GQSBtSZNUwSoRZXPfPYPzjz40G//9m8baxx+2gtCAojjoD8YdLrdqampH/rhjywuLjabzdJoV6RQSnluoR0Wuflbqj7X1WGMuQIHfFf13ebjIiKXRT5aWxwOMQzDka1upw/TzQb7fuyOp1qXrkYOwKy1oQycQUAI4YkI/m/23jzIsuysE/vOere3v9wzqyqz1q7el2r1KlBLtJaZAcEw4GEMM8SE7bAxE3aMx8aAw8bhcUxMxPzhCGywxdgOD2FsMIKwAjTISAihLqlbvXdXdW25VmZWLm9/765n9R/n5avs6pZAICaMg/dHRmVV5Xs37z333O/7fht68BkHAAAgAElEQVRAp9PZ2d1xyJ5rHTnnruFxmXuOxskYE0IkaeK6jrzIueVj4lM0jljI8zyKIjfRcG/yxhtvtFpDl/tnrU2SzPdD185Za8OgVCqVfD8YjbI8zyc8VbdUnA7ZfToG6/lMCG2sRMj3fCceMIxxznma5EVR/NE3/ujmrdVyufKvf/8Ls7MLTz5x6ezJlUq5kmZFpRKJLE/z7OSp01LqOFNRuZzEuRBaKdWs1bSo9PuttbUbj1aecpT4iZxv3MAAUOrsslwhbSYUekopQgQAu8bGWlQu1ZIkEUpVKhXfD6213/zmK88++3ySZMunTtfrdcexK5VK7lrkRe5sUd2VMkYfF8hNsiIQQmmaSiknxpX1el3q/jgX/nukjD1OnvxztIh3bXgmPZ4GaywAmjzdnLnLMRLCmEc2UaTf0/VNwsGPN36T6erxqBJrLeWMUOrEcuiu7b7jQNoJH/X4+0y6+rtZ5O4SADo+Zj0+lrrn5Ixj0I9QoKP3tONcdQTIoA+ezKOMC4wxYIsRIErvDhcQ4D87L+AuUxeBOcpy0I5SiZA14631OA/8+HkwRlkwAiNbLt/K0/Y7r5c0pBRihoxFgUCBJFenqoAMQkDBehaoAR8I1RQd9pSycSprYWhkrAC0O3HahH44PjiCFLYWI19Bl4NHI3+gBhiZSjkZ9SNjUiU1o8BtQYn2/G+3uty9UMqwyLUQqTFSa1VkWkpFqCdSPex0lQZTJiOcH+dGHe+63V9GqQaEjDVjI15ARhnACFGcaqlAe5ZyefeqjZ08MTbGSCMBgBMuygGWmiqLjUYWLMG5URoDpRRLHRAGufAxsdYqozBgAJCgXE9LgTrnzK5JCGPM4xbAKEOlZYCQ1gxhRmmsVHtfjzCyRgWYGVNo0AZAAzDGwrAEAKMk3w08MGNsvMgLzpjIUj8IiiwHBKWoRBmVQmipxzmWxkqttNGYMewxQEhbw5JCgxXYAtESnJwTnMQSASCDEWhLQSsyyLIsy9I4ieO402r1+/0iTWUhwKhSZ/D4Aw+fn5nNum0fs82D/XaabA3bHZU5CjHowkpsPT9VmgTBwokl7vmu3I37g2at9uZrrw2NRkpFPs4Gnfadvb/3t19Mevt/8OUvP/3Rj33qxY/93pe/iqiPSQgWWwtZLkdxppXGlFprDBhtlDFKK6s1aK1dzidjLPB9pQQntHXY4cwvl6pZoTEJCVKUAsFUaZxLTXgwGI46g3YuiijkFY6nuH9xYXFlcWnz9sb1nc2dYV9zbiyREmrl6rPPPUsRiDw/PNhfmp9P4tFbu1szzXo5DKrV0rDfN9qUolq31WeUdVrdNMmKIh8Ne6HvGwls4fT58+fnF6aIR4KIYUaZF8WjYn+/8+7lV/d2N3xuEVbnm/OPzJ0sV8v7vb1rb7xzOIjbw0JqzINoafnkc889Va2VuDcVUBXRpzZvXQ28II7l1naLEKjXSxfOTHuogQwGCDVGCmHAloDhxBqpEAlvrLfafRFyxvCgEsKZxUWqZiqeBt0PfKK0QSQUuvonl69UK/z5py9KhQ7bxd7edUTIcJhwg1OjRZEDGGQlgPdXyc3l+FTMjs30rFZqOBx2Op2XX375lVde0dqurKx0Op1CFPeM8ZzowilnHC8o8oNzDz08Pz+/t7fnGgan7Nrb28vzPB3F3U43CKNJz4YQ6vV6SZJUq9UJ88096SeTeDdcpJR6njc3Nzc/P6+L8ZT9GMvr3scMI6QQygJgwEAQQoAI+vf+0X+oKf7c5z53cW6OeKxQ8r2r17720jdura3e3tm5+OCDWojGVFMZLbWWWillKGVZVly/dvPqlWv/9t/7qX/5P38uSbLQ56PRSAiRY4DIayVykXFcruYYqpWaZ02aJVGtoU1Wqft/6+Mv/NI//ec77Y7E9MatzRzQ7u7eD7z44sULF/7uv/UTqzdu/dGXv/zv17252kIyOAyJqs9VNbKyAJsblWgQpp55DEtGLCfWIzighAch1jbwfAIxUE+nI+aXQBl9cMdHaOvW2pW33tWFBYORZQT7lHClhe8xIcRw2Adky+UyxuTw8IAyiiiem58v1St5nr95+ZUbN26EYRhF0eLiojM5dEwwx0NzJTghhPnMRz4AGDCEEW3HnH7OOSiIotAx60ajodZayqhWq25tbbkGjFioVMrD4ZBzVqvVkiSpVCoPPPzw22+/e/v2ThiWNjdvn15evrN7OEwLIZDW2vdKQC0yY6nGPe4HxpgPxfoQQl7guyPnnCOATqdz7ty5Rx999OWXX06SpFIph2FglDJCfelLX3rvytUbN24wxgkhbuoghBj0O3Nzc61W6zOf+czVq1fzPMeUUESNMUprezR9+M4hVxME25W/f93mfYjZgrVCCK3GQAoh1N37Eyak68ccV9ZVn66wc+fflcWUUikL958nXpFFUURRtLW11ev1yuXy888/X6lUsixzjpoYYT/wJ0ZQ1WoVABqNRpqmpVIpjuOJAK8UlSZRaUeYLfI9n3E2NTXV7SZHTFF7JDQFR8h0x+8WquMshGHo2BAO9HOaxiAIlMzGYNCRYhkA8rxgjIHFt26t3rhxc7u/bSkILRmlH33m6UatefnyZa3l+QvnuO9v7e4Oh71zjBiLpUZS6KKQWhtKiJSFUmp2dvq5Z57OBMrz3KkWjTFO6DgBmqSUhCBrNcCYOT9Wfxk7HgOJwhiNMHUCb4zp7u7u4UF7Z2cXAM3NLnheYC0CQMaadrsdBEEQBKLQLhfdFbXuhLjG2FmkTvAucvRSSqVZGnjcGOO0kd/JXOS7x/qOo2p/6o/Y94vE3i91Ozr8Y0kt97RPk582xz0n0TgwaWxGPwbiLHKGK06hhgAR7DxdJkYs4wOedIlHPZ81kzYP7gHrJt3a8cbgHjr6UV+nj1M6jzelx3e5P+NJHjeHaMzXRAi5G/fPjLAeuwRo/BUdQYcTiu89ksXjTaw9ioBnhFlMNGVeKdQaYpIixhNKYo6tRVAQIoic9QxoCxqDVRaYtUWmfKBKmVSonJACG6ypGufFImShN8wJIIuNIVhSsAQFuelS8AC8Tp6ATEcE64IJM6JGBp6QZJirFMmxhtNaMIZ63l0w2RgwpilCjFGuEgJgwYg0tRaKQioACr4EY0Y4g8w9YMamQZy71YHcEEfrELhrU3joG6wHcUwA+ZQTYNwaDMCQ8djdkkxrt/lYYyzTCGPMOelxt1A1GE0QBqKJ1QgjRgyhhFOiAEttEUKU+GOaKIsce2IC4NfAY4EHHtOAtFLEAFbG5oARQhxx7ClrPIuNKCjCRhKOcGOqAZQcdtqDUc/zuFfyR9ZiTi0CQghgXWnUZmbOC5Ef7O+PWu3EJmW/LLUwyAgMmipKacUv1Wq1VBT7rUOdFchnDS8yGAkEhdHH4j3AAmDrgGNsiKUcWWSH8WgwGAz6/Xb7sEgTgowxwmr1xMLSUhDwohBWD5U+UGkPsi6WQ6K11VZZojHnFT+MCm0qzalKrWEsAEC/062E0dqt1WQ0zA0YXUgES3MrZXxhaX7qxrV3puql2Znm3v52v981hIdBI88LJY3WtpBG6/FWIlWhlFBGE0I9Hk7Wv7up3VAvz/NKpcIY05gTojHSCGlkMAIUlqraUJXnaZF7gY9BE6vnp5vVKGrv7x3uH+zs7OSBB8wXhahVGw/d/4jPeKvVEkXe6XQ4Qb1eZ3FuViu1unZrbmZ2b2/XsDAqhUZ3ZxZmqpXS6ZWF1uHmcNCtVCugsNL65ImlVucwqobM54QASJVlxc7t3TzPG7VaKcQEq+XFk1zRUXu4e3vbZMoWtlmdKjTKFUpiESeCsBzlSU8Nsez3ur3HHj45NcUPWkNjNGekXi0HGLA2AIEGpDC22FJksJEURxa8NbuniwwBeFiFzC40yx42IS6QMgRLRBjhZaEqxBTVUnTyxHyamsPWFqGYB4EQyuS5HFMWDIK/OlifI3VMpryMMUKQNpogpLTe3d29cuWKEEII8ff//k9+8sVPX7169V/8i//uHoMvB/1fvXp1b28vLTIAoITcunlzbXWVc+4qKkZpPBotLS6ur68brcMgkEdNmnsSFEVBCOn3+0EQ7O/vu/n3PW4uYRi6vG9XfoVhqJQqiiIMQ0IIRviDls3SAKakUIZRLI2hhGiAqanZn/v5X8Qef/vtt5qzs41m4/4HH3jv1tqJEyfXNzbCMIzj0dmz54NSBGC8wCeYgoUbN25Vq/V/9a9+/ef/8//s2Wefe+mlPzmzvHznzl6/3+N6Xp5btsVoueSfOntmv7Vd9lhtZfn2rfU462Cfl8uzy978j332b/xP/9tvDDLhUw8w/dY3X7n23rX5hdk0Ht7Zve1xnj1/IVUdVrbC6NyjOi8I5Z6JWMH9RJ2Rc/MzW7VqJfArfhBGAfECeXvrtkgfRtZgsFpRoEFx5/b6u63uPn7n9fVW57/f6ioWVpD1lSAIY0ZLSmQ+41KrQa8fx7EfBKVSaZTE71x59/buDqF0NBqdOHFyZn6m1+tdu3nt9u7tCxcuVCoV5rMSKQU6cLwXY0whBShLKUUEOTIksuA8D33fr0ZVh+5ijJ0iKEkSQshoNHIh7FYW09ONLEuyLHU28Zzzixfvl1KvrW1srG9+7WsvPfvUQ8unTr179QZG1CCCANI4G7ZaZ5ZmrDaYUDDa8TLGgV3ow9e5myNoqSZcvtXV1Wqp/IlPfGI4HO7sbN++vSWFYJg8+eSTi/MLo9FIGzexx8aYcrn80IMXm83m7Ozs9RvX4SgcnGBsASYKMYf1TUqrv+76viuUDx3ZTnDOwaqjefMYgHL9lRDCJXY6AHkyaXIMXlf20PELT1QujhzuwCtHOXb/QwgxCRQ1xrhlSSnt9XpKqVarFYbhYDDAGPf7fWttEARuLXW7XTf4YIw5HDLN0r31vVar5ViavV4PY4oQEkJyPo4ZHG9KUrrjcRgg53wSXuqWEMZYScjzHMAGoecqEZc1DwB5nlNKz5w5M+fPMSDIoKpfKQVhr9XeXF0bDIeUsbmlJY1JVohatTlKMqkF5z6lUsosCPwkSYxV8/OzlCIOzE3uXCChY0G7VepOHULWQUiUUs5hwgIlhDLmOScOrSUANgbyPO+0e3t7e4TQoijm5xeMQR7nmSjeeuON69dvlUtVIQQgMPoobg4hl4HBiUt71y7J0JkeMcacTQ5CiFBy9KhCBwcHVkqff08W3nfdc9jjBMsjcBLfxVUceDaOq9NGOxAM3/24I0CG4HtaxwnI+ace7USDd1wA794Xw11PS2d/YmFMp0QIGbBjc46jVDdrrYPOXVN0nKautRqvBwv38E6Pd4Du77U1bv93Xz94VscHaKxxkiRrHGfYGKPHRqLfDcr3oSfnyFfGDSaEFHmea62BgjHGKGOwe4yAQjZORwOFSCE8iYw2BaOaUQBKJfUF5qNYWyWsMtakyDoinbVgMDaMWAKDNoAigB2mhZCx3GIExiArsAGqAdug8DICqRJ1TRAAkjnTuQ82xxYkRkJbLQm2R9xCBEBsIo9QWwJALNguSinjwBFmSORmhHOCCGJIFdr3iEh0REmgOEKIM26ODDzd2SaIGGuUVVOcVRbmY6wO434vT0iFLs8u2UyMOn0mNWdeZvIMKUDAGGOUWWMMskIIDToqR4yyvMiNTygzhFqsjZZCGmMpGIwMM0ZpbFlMlQAFlIbVajbKrDGej8Baw6xWEiEchGEjI6lMM2kMIQaBVSakvD5TVlr14qFQClGsNFUyk5SEPms2GwsLc14YVAe1zZ2dpMhjm0Y6YhgVRUYRRrKYD8PlRiOKgvLDD9+4cf36tfd0PCwpSykxeaGl9D2vxP05zwunmo+cPNnr92+srtlCIM4QHw9fjLYYI+26vqP+z4BR2g7T4UHnoN3upPGwyBNjhDEaWbm0OP9odcFIMDoVWu0VaVHhhlATGBnHRmtmwKec8JCFUTkq1aenAZE4SbRUDOPDg4Nb19+bm5mVWQaI+tTWytHHnvzM4HAz7nceePDBGzeurG3vaUMQpfFwaAAZDcYAJZRS4vxaARkAg7TVxgohCCHoyDYpz3OMAbRxxJYsyzKDMZYYaQBNMCPYn5mdefudGxqB0rpaiUbt/ZnTZ2pRNGi3rVC1arXaaApZGISnZmYXpk8Enn9wsBePRltbG8haxOnS0tK508s7O7dLYdBqHTLGUqmrpdqNdK3IxHp7PQywNfHs7DSnRCiDrNnY2FBgqc99KYdJ3B/Ed3YPb1xbt0pTjNsH+5WyV48qg4OusGLz+iZYRICmqSJeyWNEFJDnhmVGobQaspcvf2t3/frarbXTpy9YIKA1QQgjY41AxmBrAJCxBCwiyCAtPQ4WEawE1cIApiYtc12LMBIFVUnAFAKJKdY6F4LIuBuycpaOEAr6vQ5jjHIex0WmteGUuFWC7f9nuz5zpIqegPhgjPA8+trr3zp5cml+fhaAKFVg7idJvLW13e+NAOBHfuRH/t1/5z+o1+sYU8awNhmhoLW0iCCE81y4MIbBsKtBE4rCauj7fhwnGONUZgSzvMgVoL1Wm3h+pcGEkugYD8FaizDR1hoESZ4BwcoaijjCKC/yIAotI08/88z6rVWpRbkcBZR6YEQuGPPcWN3JpSaTvMlXbvX4N9aaAIDRlBBjLUbkF//xz33+dz4/VZuREk1NzT3/3PObG5ut/Z1Oe29maubEyUXPD4dJmhuMqVBKdYcHQHXr8PA//k//8a/+6q9+7fLlzb2D7/uBz/ze7/3e+pXVEOjCytlXu/3amftyZPv7h1GDL0zxO9sHPGrwFgSe+dGnHwv03q//9u8ddMXZJVTE5K3dw/7wsNWk/WkLNfUGufDYc/+gtlzN2qvXXrt8lg5qrUMEcaxMXg63693tbj4iRTVSWdI5MbtY8mp7t7cuX17/9EMV4B2KWvDNVw83FoPK8vr6xtTJ6YIHzdlwaXZpplyiRpSJzwndi5AQIhMaEWKNzjvtrNsqlUr1Wpl2pRDCV4oENOD+mZNLUbl+2Oq+/KWvDJP44UcevPDAeYNVlielUg0hVAiRFbkxhbagDUIYE0owwUa5OltLWSCEQGGNdJpnh932/Px8fXpqd3d3amqqCCoK0WDh5N7unf3d/RMnTlCfyCR55LlnFi+c+8Pf//2Xr7y5vb9Rq84hFAS+L4RI+r0s7RCrEWvmSjHCKcHG4b0WOr3u2DfP51KKIPSTeIARWMyccgkAlJS+7wspEcG9ZNRPY4zxiVPLL37i03v7re3dvUZzdnt3r7Zw3qOoWvbr1fL8bLNWK9/Y3smKYnVrw1VlxlrXayIAjBBnDMYmIowcealRSt0oGjthBYBUCSZaiMzjnjVknAoE8F1RPf9060/75yx//yIOLt/ux4mdUDePaXvQXU3P0agcrAGnWlJKHTEALcYEY5ymdyNk3OzAoWQOMSOEGJM79wilNIAJw9AYTAgpcqG1RoC1MowHRgIyPE/k+TOL5bAaBMFUY7reqLdbh9VqlXG/XFJKKY8HpVKpFFXKpQrBjBAy1ZxxcKLUKgiClZWKsTZNM868b37zjbfeegsAeZ7POS+Xy71eL0tVEDDOvX4v9jzPGCgKZUyuNYpHhRIFAExNTZXLZSklI9iNrobDocgzxhghYC3Ki5xzn1BI0pELF8GYhKH36KOPKqU5hzRVYRACwKuvvvnKq1/bP9icmW3cXP3WtRvfSuIcEW9reycepX/j0z/ECatGVZ/4IQtpEGZZ8sxzHzVGM0K8wFNKMY9STjyPE4Zd4UgppQVhlMJRFnoYcQCutWacRyUfIeRZDwAyMSKElKKwEMWFi/c98sij//v/8X++9vqbzz330eEw+f2XLiuJMKLVcEZLXeSKEYYYcqM9KaXRBltEMLbGsKOCtXD3qRAEYyBEKVVoTUaj+VKI4yznYAKoK+ulBZS8IVWRJVGuEo4cVIYsoKMUb2MMIliBMcgyhLB+362EMHF5LwYhC6CPzEDGxiof6uYCFllJMSMKc+LlifBoIC3RRmGMCddIGY0xMII4NcYgQiilSmutNcIu/hpN3FDeh029Hz2zGFuMNSFjY0wLWglMmAXsxGRaG4IQGMQIB8DKedIjZO9SOwFhZAH0UfQ2Rsg6qR5C+GhchRnHCEswmcwxAKPUaFBKicIoScBgJ8M/OiXvu/eP+QIoqw3GGKxFBmGElVJe4I9hW0ZdsD22EGCmRUHBUmQ8wNgCNpZQNME/j/M4HGnfHKl++RjmA2c6ZwGOfjOEATRC2kKBcQkxhCyzjACWYJVHcgkGG4ZAaYEoZgZwqiADa0EYzTg3aRYGgRCZUioG4Nw3xiplKWXWWGc/E4ZhnudIW49zYSTlSClppEYYE4wLrRDGCFA5iOLRCGGc4QIDZj7088Rl+ChGBxgbrWycKUQQxZggKQTGGLSpVcuf+NgLnU57/85eu9VaWlq4cPYcLZf/8A//ME3TEwsnLl68ePPmzdXVVcbYUKY//dN/Z29v7+uXLzOvVC6Xf/Znf3Zra+tzn/scQijOsmee+Ui1Wr18+fK5+8/9rU/+wPT0dOBH//J//V/u3Llz8uSp/+Sf/JMsy37pv/mnGxsbF8+d6vd7jz/+WJqmX/va1wGs7wej0SiKSo1G4xd+4Rc451/84hc//9v/NyGEe95gmNbr9R//7GejKPqt3/qtw8PDMAwRpQv1ZqlUmpqauv/++2/evHn1vXdHo1EUBaNktLy4eN99F2ZnZ62C3/3d3w0JSdMUA2CMH3vs0UqlgjG+devW9vY20ogoJjAghgxWvbg3nVUfvXDxxPMf/8pLL//B1/6YRqWwUiuSpFGq9g/3mqFfyfITnC3MLFjKg/N8/fpOIlJqKAu8kRoaKmemavPNxnyjOTu3sLByZq/b22r10v4QI4QVsmnuATZKEs7pOKUdAUUAwLQCwMP91tbN9SIXUmuKGcYME2g2anOLJ7dJBAglsmiN+iaqBdVyIEVdcZ1iqSWhmBLKSrVSuex5HscEZJ4Oh1EUIcCbOxuCIumRO7vJmZNzIU9LPkqT1lvvvv7DP/ETh8Pii//XF1bO3h9JWy5X+gV4nkcYI4RYBG4ShwERQhghCCFtqTRUO4DeYX3ajAa9ly9/7ZGHHjixuOB7PJFKCOGmLXEcR2H58LA1PVdfvbVeDUo6ttWwmSj9TvdQGW2sYdjXM7OkP5pvzE43Zxgio1GcgVpd3Zidru7v3X7k/keWFufXVm+ePbd86+b67NKy1qZpqU/AQ3m9DHPTM9hqqQLP80aDYa3Ejc7v7O7f2Nj94b/9o1s7LR6Vr9za3tjaNEYzHxUiE5QGzblDlAX1UqvV3ROpRGSgrfIMC2WS9isQorTrM5v5xf5efKcT48ri6kGMK/1mJTQ05qEq1Wp5gnwCgRYYaWQLQg0iSIKnkZfZ0m43ZuVGv5dO6bAZBRxaU9MRSgMZU8I9zRKDhbIgCPe90ky11hqqsDZ3qlTd3Onkqh9ypo3yCAVDAbPvuVrnLwvro5QYYwtRJEnyyiuvfOSpS43mNMY4yzNRiLfeegtjvLKy8pGPfGTinzkJz528nBhvMBzUahVtNPc8JW2n06nXGwAwHA6VzMMw5Jze9S1EaJwtq7WD/p1Oxv3ZjQlVbjBCboqfDtNr167lSToz3Zyfn/cCX2vNOf9zgCUIIYIwYgghXKvVgiDwPE8oNTc3t7Kysre3t729PT81H4bh4uJir9dzByOl5JwnSZIkied5t27d+uQnP/lrv/ZrJ0+edHVeo9FI07xcCMJouVo1SaJ7Q1qvlMvlOBej4bA2VfMr/tLs1ENnmk/d733/pRc2b+7nv/OVgxx035gyNMP5n/rpnzxz4XxfdefO3m+zdPjGyz6PWCGyQnpVPww8ZCwCA8ZaazFggnm3F998b/3504+yvU5xcH3UTVh5fq8vX31r9U4bYpVNz5/uD4ejXstHdmlh7uTSYgl7UhaEUa21tYZyVhQFIlgbQAYY54zz9fWN+YUTzzx79g+/8sfffPnVj33iE5gR6lGtdVQqcZ/Hg4IxFgZB4PtJnmV5TgBrY602hBDGuMeYEvLIiGx8pUthFPqBUToejqrlCvKYkYoCalSqGeNWSEtsyQuyJIk8//x9F69evQrZcNDJAHtR2MCIcmLASB6QyFHj1F18FyGYGBIkSUIIHo1GjBKjlXMmdOiQY6Y5AwY37XYG+i994+v1+vSJE0uDYXLhwjnOH1AiE/lQFXmn12639yRmDufBR6/v7Ff57dxcXFX5PRQm/f/GygVhcCYhYRhiRBBChGBKGcbYRbRPeJ4OXHUGJG6NTew6J9I4z/OOlH7KLYx8lLhMdqWgKIq8yONklCRJlqW9XldKiTB17bpjdQ6HQ0KIw/3GNE7fB4ySJLHWhmGEEBZSODPbPC/SNBNCWAvj+YJSAEApN8ZIOT7OPM+lGlPTJ7+CA7sQQs4hxhjj+ZgxJiQeDAbayFIpOjg4WFpawpjEcawVCCHDiOaZURVw6TiPP/741ffsQw9fbDTqeS573eFrb7wzGAyMtkKIbm+YJZnveT0hCIHRqMc94sinE3zVUUzdITHGHC+IYGy0uUfTdRyPstYq62ix1IUQmsiAtZxzRpkbyRW51Md0SkfiQOT+xnUORVG4e8rlRkyIHhPOJ8bIYZ7Oz2TM7Qf4N38XuTvXHcDYTkxrjQAwTOiviBIHXU4ECPB+o+wPdn3fDtk7ws3QB4Mcjrde327s8sHMhgk6N9GAaa3MEdv2Lp/zfTI/+6fOie759sjX9FhC6bEt8S9J0XwvQXe8UNHxD3U58kf/Mv6nLMsIwS6X3AEjRS4IJh7jk8XGCM3S1AVxaKmM1gbjKIrcSh6NRk68mqXpyFlD+7400hztHqUwAoAkjkEjgnG9WqeU9oZ992AyxhBqV06fXllZmZ6eUkKmSUIIEULILJudnW21WouLiw888EBRFLu7u4SQhYvwLR8AACAASURBVFLp1KlTRVH4vteYmmo2mxPKzAQwr9Vqy8vLh4eHV69ejaLI40G31Q6CII7j9bW1w1YrHcUe524PmZ6ejuO4UillWdbv98tHr7GxsFLubaWUU1NTp0+fbrfbbst1vAA3ratWq0qpnZ2ddrvtOBTOrYox5nwiQCPHXHBMB8eV6Ha7SqnBYODeECGEGU2y2PfQ3FRz5fQywVgUotmsIwsI0Gg08ikBqymhCzMzp5dPirzodzu5AvB4POx7QUQRHQ6Hhc4W56cuXjh3cnYuQFRqG/cHqshDzgtClFKAgBBijrkZvW9FaYUI63Y6Qojp2ZkkyRhjyAJoaTEaxaOttI8QyowaFRlw6lmViyItco3BIEAYEUYdmcKdJUehJ4S0Wi23+SullhZne932Aw8vI2z39/ebzebszNw33vjq/OKJ2bkFbUBIM1UOCCEWIUCgJ1g6PjZ4NcZajRHCmCCE3T27c3udUjo3M1splwkyvFR2Uho3PB0MBq6yBWSNMUIWnu/lwqosdVwnjGUURZy5qCGhNUIAsSykkO6yep7XarWElDdu3Aj80qmTJ5M0q9enV2+tS62Wl5dL5UipwufMWt1pd+bnFna27+ze2Z+ani2kshb6/X6327XWJqO4WS1NTc94yDbq1cj3B/1u++DAKg0IlhbnM0Kwz8uiHDKPUGaMGQ2GhSiCIFKiQH4AgJM008omaRGnuSq0z7GHiEWIYgNEK2M1gASDKeG+12oNw7DCqAiCkBA2GiWyly5NnximB4gjSomz7uPcT5LEWp6kWaK5PAqXyrNMCAHGAPne92h/eQxPgzFijF24cOGf/bP/9uy50+VyzVXGv/3533bu9o8++uhjjz3m7vYPfRNXIjzxxBMPPfTA1etXNzbX3Erq9XqHh4fVanXQHxFCMKYTcibgIwbD0avZbB5/kiGEsKHaKEAgtRJaMMZIFEkpm/VGKYqOGYB9dy+llJv+urImCEPuB3G3Oz098/TTz3zjG9947bXXz509Xy5XLl16cn19I0/z0A+TJDXGZlkGAEEQXr58+Rd//r/o9/uvv/5GsznVzYfD3qDX2QrqzX6SLs3ND7a77U6nWS7V5+dRezQc9i0y5Yp/6dTS6R/5YR0XJkXN2cXTP/0P312/3bhw/iM//DcXLpzX2A6hkNWpHVPQ009UceXw5a/TfI+XPQ2qXvOQNdgYrA3WhiLGvcCLZj//xasri0uPrJxNEeFTF7/0pTu/+aX3RqT8/Kd+iJUab7zxdi8ftfe2qxEnTZ+K8m6nN9FsSCkQAjdH78epBeMCFWu1ers3+PXf+M1Gc/rH/+5PVOp1THEuC2PVYBgjApWopJRShUAI+Yj6YSkXhRBS5QIwthgjhDjGWltrgRpMgAYe9f1gdNhJ2j3PIJTLgBpH6ArCMAfU7/WDSgUBKhMqkX7kzFk7itfWrunQclaBHGNMScWj1BBLCLYINELjxGIDgDGkaUowqVarg3horSmEYJRZa5E2nFBMSJHljDGrtDFWS0UwRhiDMdKoMPKSfBTvZn4YJcVodXOPE2AUCDLICGsV8OoHLcs/pAw6Zi3z7bo+hLCTn/11u3e3SdZj0NPphHNRuDgmrQ0AEIJcK+XatjEr7Cii3T07XT3t+gTXugRB4Bo/t9UYO049zvPi5s2bnU7nueefmZmdpUcRoIyPoxSc/AxjHIahm4w6Zqbv+1KPjVsIoRsbm9/85jcPD9oA4PuB1sr3g8Fg4GodAOZUVUmSZFnu+4GDtjDG1mjHwpoEJMRx7D7CfTscjYQorDWNRlUqa4xx0XaMMYyoIRAEIeOIM/A8Tyk1PT1lUXr95puVSvnE0gnOwrwQrc4gzgqwOAh8zhlB2BoLYKIoQMgQCozRQoz7ClfYTeINncsuIcSR5T7YnBzvN5AxFgzG1Dk/+b6PCbly5cpolBW5Go1izsKj8DE00enBEQ3J9QaOzzlRaDsquCuSHMnQpyFGLp7zKDfoA/C2S3A5ksrBXZj57tPle+OB5tAzixDgcSqamXQXFpzJkBswudt88tsd3yvu6fo+yO18vz8HaK3JsVZ5nOwGd+WRfxYMf5wdf6TvmFzB4+TSuwGI424NAPS3U0Le/Qh01GFamMjDjr/VPdoQ9Be+GEdZ7dZ9ojkK64NjMaFjPsGx0mKMBiOEjnwy3bF4np+kiatzMMZnTy+naZqmqRBiqjnlzORGo1EQBGEYIoT6gwFg1GzWS1E0GA4ZRUqp+bnpOI6NMUJKY8wD5861DluU0tFwON2cQgi1261mozkYDJZPnbIWrrz3Xi6FOloem5ubL5GXgsB/990r1pjZ2WkhxOb29s7OThRFV69e3d7ebrfbeV5EUUgp/cIXvtDtdossP7yz1zk4/B//h1852N/P4qTZbEoLrb391v7B9vaO5/H2wWHjwoVep3uwf4AQqjebr7/2Wl4USZwwTLc3Nv0oXFhYTJJEKUMpL5UqjsR+7dqNn/u5n3fjGLfBKqWyLFtbW7t58+bMzEy323U7MyFk987uwcGBkz0XRZGmWRAE5XI0Go1u3759+/ZWqVQKvShNM1eAuZLstddec/tGkqbWGM657wfdYcf36IMPXnj0gftLlEfM00Uus6waBQVYQIgA5HFMwcw06meXV9IkCYMApwUgWmLco7QAXKmUBrEMOJ2uN+YbTZ0WSmidZlQqX1un+yCUmKNnxIfNeCgAHqVZpVZfXl7Z3TvQSgEAMhoZ3e0PC2kNgLRagjVWGSVyKcIo9MpVnSbWAolKrgO31rq14bKLnXWC53me5/X3Ds6tLHFikNHvvPHGx1/46I1bq2+/+95jz7ygEAVMkdWE8aNkS+uaujHNG8AZpGIwvvNNdSkOCAW+t79z++Ti/InFOWy1ksIgVK/X4zhWUh/st6y15XK11WpRSosiL4qiUZ0WOc6KzCBECCYMZ7mxiGZFIWXHKMUp1SzwgnAYp/V6XSmVpbGS4uq7V3/07/y4tWaq2SCUrW6sh6VKvdkcxcNSFIkir1RrJQmYBqNUVBsz9z9xKYxKxiJtTKVcicKwUgpLHgsZokZzin2ra76HMQVghnq3+z1crQgEuRRGSCINVWaaYWvh0hMf0UZbo32Pjfqd++9/sFGNsEd8L2TY5tnIqAJZBIVBGDQyUbm8ddAbjlI3M/S9ECzpdYd7t9evv379ox95dv5EzdoCfDoa5HEcI4Lb/YFCpUE8EsRPiiwtREB84jHqcRjzB//KYH1YKZlm8fz8/Kc//elf+qVf+tl/9B89/vjjf/zHf/Irv/IrMzMzS4snPvvZz1YqFfekmUg+jr+c66aUst1uj8k5RTEzM3P27LkwDLMse+nr3+h2uwB6wvVHGCOC72H8u5rYzY0IIQGLtFGEEkwJZlhrHQZBkaf9fl8q5UpDjL/rM0MJ1dY4RzXGmO/7WpsoKlkL589faLc7r7/5xrdeffXFj7/4zDPPvvfetTTNCKJO+eNIXMaYBx98yOf+Cy98fHNzi1KKQ9bvd0aDQZfxd2+tn3z2iUpzZtBKe3f2ps9UawuL+dYdquL+2mZ/Y7UYDKqlytK5h8Pp2szs6afO/UOBaD/NMUCsRqQx15YWgqlKeT4Ip6NY7b/y1blQa50FHjJHfEIElmBCaDhIyPWt7s/9898SQ0kMlCPodyE3IHxk39381N98sLBvHxzcidPezJn7woWZQyhurm9xzufm56rVis4ypYSw2iqjtRJCYJwTQrZ29jw/jKJyUqi3r15fXll59vueL5XKUqv+qGeVzlWBECpHFd/zRqNRURQlFkoYIxWmUErJ3Eh3TSlhFFOltEmL7p0DFWcBollvWPFDZAGMstaCMZGxECd5ntfrdZmlVIiHT5/p7G7IPLeaacstpijCAMpqC1ojaxBYhMg4WBXBaDQilHQ6HR54RSEajUaRJ6VqdTDKCCHj8u9IH+VKT+NMQTCx2ADC2iqNDA+5F3FsNYDSViHQFgw+GtJ/MKXqnkJkEnT7oSiBs3M4Av3++nXXHgNjTBlxbYwbM3mejxDWWiN0N8BqknPgptqupJ54/06ahDRNAcCpAcfQrqZCKIwx555rtNZWN+r1ei+OpZSDwRAT4vofpxYeDofVatUp+pzArFwuI+JCsXgYhsNhf29vz/f9KCwrpYoi11pZi92lDyOfEn6k+9JHQhvDOU/zuFQqUYYZJ9ZapYXSYqzDocgYjTGqVCpCZO12mzL81FMvLC0thWEYxwmjWGswBgaDntYoClWeF4A04/Dkk5dqtWqWZ9bSopAvvPBx6vm9zqDRqFPKhmmepSlGYLQYDoeM4zAM0kxOejBjTBAERVEUReE6wKIoGKUuR3vSN03SRya1dbkaKq2MMZx7nudFUZkxliRJr9uPonKtWi9yeWRsYyfY1ySlw70hRsghLa48cnjgJDXeWkspAYQxtu4xoe+hMx+z9xh/O+n5EFiwBo6ix//iEwprEcGMEyszIQRlIaXUImKscmF1hBB0LPvuHkb0PTKE77CZHPlbYmMMcruHNsfTBTHGyOVo6z8l9uB9UXjvD7g3xniUqaNQdXsEUY4d/8c8yu9kgfOhfSA6Gn4ZYxAmkynYBAPECMN374Jg0DGZCjrijcPdFIf34Z9HwOz4DGCMESCDADut4tj+HltLgeZ5NsE/CSHIKoKMUQWyul4tUUp9TkaDrhJQm5s2xvQ6h0JKGfqG03TYB60ZQkUaqyLzPE8osbSwMOp0kn4viqIiifnsjIuB6XY7Z86c7g97g8GgELnnB77n5XnOKL30xBPnz5w1Rq/evMUoPXHiRLVU3u/2OKGdw9YDDzxQLpd3b28jYzzKPvUDL1ar1S996Usiy5vN5mOPPVav118rhBaSIXzhvovPPPPM5ubmsNsrlUqNesPnXpokGCAMw2c+8tSDF+/f2d2drjfSNC2UFHlx8+ZNpVQcJ5SSer2eJEmv11taWjp79my32+12u+2862DJOI7L5fKDDz7Y6/VcPz8OziH00qVLU1NTeZ6vr69v3d7wfd/RwRYWFi5cOF8qlbqt3mg0KpfLjLE4jldWVj72sY9FUaS1fumll9bW1oIgwBYXsuA+nplurpw6ZeKkGKSYqnop8ggBhIxFybBfYbgUhf3DVnd/T0vV3r2TpHkvzk7NzAxHSaJFliUrJxfvO7c86rRfXV0NLbEa5Ros52iU5nk+MzOTF4VS0t1pH3azQ55lYblS8YLOYJQWUgkJAAwDxchaSDnR1giNLEZC66LIoyjyqlUwtrBW5oXC2IHJDvZ0c7319fUwDBlj09PTu7u7PhLPPP7gzs033n59tVIOgzD8/O98oTZ1ElgQj3LA2OOBsuZIcDtOYrx7yztnRGuZVQYQgLGAEKDW7mEeDx559pIWGUKWYjCMWWtPr5z9yle+sra28YM/+IOvvPIt5/WSJDHnnjUkTgxgXxultA2ZlxXCZxwwEUpi0IhSDRCWywd3bp9cmu20uqdXTryytnpiafHk0mKSiXI56o/y7Tu7zWaDRWGJkFqtAgCloFSuTC3On6jW5ofD0fX9zb1uX2Q5ApBZ2rFQ9thTjzxc93yshZGCyqJzuLe1ub22uUNL1bV257DIU2MMJQyIzgoPERz6iJBLly6dOLXseV67O0KI1WeWjCw6o8RnxK+E5WYFQIEp8nSAwIK2rWHx5jvX2t1+pbkkjY3CiseDKPRmZxavqmuHh/3lM4uJyZFxLHukrdEI32m1CmOElcMkiaJyvdkkPqW+B0YB/auD9blXpVwxVj///PPvXnn7l3/5l0+dOvXVr37N87wf+7Ef+/gLn5iZmYnj2PeNy0744DjEJZ6tra5tbq5TjyqtGo3G/v5+r9d3QQtaWc/z3DzRPZwM3C2dj6erj1NchcAYpzonFDuBRaGK+fn59qg9PdVghDrKFiHsz8Hw1EYfGbtZSikmRNuxI2SpUr5w8b6NjY2333zrwfsfmJ2d/cynPn3lypVc5W4QHoZhu91+7LHHnnvuuaRI6tX6hQsX3n77bRvb1VurgUWdIN3n9MrW1pkyq9an0ngo+kO+NNVcXIxXr3RvrcHBYZMQrUYZteEzD7Vr02KmkeEgKzRUa9EIekqFlWZusTSWhaXq45dw747cvcl5wGUgLDKEIUawwQbAIqoRlbS20Uo9zhlB+0Pjc58G5f4wbWjy+ltvC1UURRyUgtJUE5VLB+3OQa+vtM60WeGetVZoqwApbY0BYExqrYU0GmGNdu7sV2oFImS/1f7iv/6DRqNx+tzK/Px8ksZCK6VUIQUAWG1r1cpwOLTaIGOJRdaZvSttjNEgMVYAIKXy/WC62eSE9Xq9PM+R1JwzjLDWmhJq/aDb7VRKFVOIih8UCB/0hydmZjY2943MjPWAcaQUgCRAKAFAgIwB0ICpGyc70oJ7zPu+32638yy2Rk815oxQUsooCuM4qVQqLtOGAkIYW2OFtZhQIFRLI5RWFgsF2AIGwIAwIhgjURSUUIQRQXgy8nyfTPb9WJ/Dpr6dm8sR1PPX2Q1gx3srRnjM6+v1eo5SUhSFi4qyduwl6M6b2wHcn11l7KC5CXrmIGsYJzFix10slUtuKuHGzJyz5eXl6em5MBxhjIqioIyNuaB5XiqVwjB0q+jy5ctOQBhFkQE9PT399NNPNxqNcrkcBB7GxIKWSroP8v1oks/hSG1RFHDOpFRSFgjhoshdMKD7LRy2NinuXZXs+RQhSym57+L5ZrMRRVGj3kjSVEkTBh4hFgA3m1NxXIRhSClF2FAmS5UTFrTR1hiTJGmlNqWlnZ6eiUdxu70z1ZyqVisILCGIEOL7vNfrEkIdW75er7vmauKR4w7J49yNl+F90Wd3yXsAkOcpxng0GrmnQ7vdfvLSk4FfHg4SrUyhMiG0iw2fuH8db//Gz4LjncxRqIC7HK4vVVojZBEFRDDCWBsDaAzuuU5g/BUAO2vHcU849vj4TjYg3zXWBxbAYGQBjRPJx/f+GGV0ndhkoOlGGJOB0WShuqceen+K+j3D0ImJq4vCE0JOUMGxJA9jpbUy2s34DVh8lBJh38/wnCBvbuNyF+toOHU3pN4ebziRO1TzwZ70O2B9d2P5xkNeNOaUHu9yMf6LYH32WPyFMXZc5x6zFb2H8jouM46Rk+/B+ggh2minZn3kkUfiOK5Hfr1W29jYaLXas9PTxto7d+5opc+eObuyfKrVajFKCyGbjcaZM2c4Z9eu3TDGNJsNBNBqtbTRFy6cr3rBW2+91R8MmtXauZWVURxvbm4yQrrd3osvfkIo+eUvfzVJc6M1Y4wQvLOzc7i3L0TR6XQoIe+88w4y9k67QwgplUr9fr/dbittAt8zxrz77rtJkly7fmO60YgHw+tXr3med3tzq1KpyLzotbuX/+Tr29vbeZpRRN587fWN1bV2u+szji28+fobq7dWe71ufzBye933vfCx+sy0lPJb3/rWxvoGAAr8MJgPP/2pz8zNz23f3r763tXDg3YURcaYUqn0/d///Q888MDa2lqe586eV2sdBMHZs2ejKBoOh61WyzkSu/HN8vLyxYsX8zy3ChxYGoahlNIxSJ1pkyO6O1vj8/ed83yCwSajftbuEWXjYWykvvTIw1c3Noaj7MGL9z3z6MPTtcrhxnrEqBdF+1m+uHK61R0cdnrpYEgYLnlRtVY+MT9f4Tw/aO3d3Ai90myjahk3Uu1s5lprhGBubo6SD0/ZRhhjyhvTM63uoN3u3DU80lZrC2BTra2jCiNkKWaEEuZJYZRUWgEANQY5l3u3oTkPsKWlJcbYnTt3XFG9WK+u37xi43499D7yxKO7O3vdfrxwYXYYCz+qaouE0tyj1hhrAVmLXVLfRGiLECAgWhKrCRCEGcIIELz+6jebtcri3EyRpYwgRgnyPEr4m2++ubl5+9KlJ3u9fqvVdo2otaZWL0uRASZAkAFtwOQSARjGqNDaKEUQUG1HMkVaYYyTOI480u100iR+/rlPpmkalSq9ft8Q/7nv/7777784PbdQFBlYMMrGhWwf9P6fr1ze3trtdXsjWmALDBBIWfU8n9KPP/MUK7IsGYac6Dzf291cf++9JM0QDQZJUaSJNNoSrKwxoCnG2liRF5z7SllCvDRXxlDP4704RxaFXjUWeW+nUyQ9LYq5mdpUoxz63s7W9utvvLV3MNSIDkYjPyj32r0il3EsfK9ESHDz1ub5+1doBWtplDJaiSTNiD910NmWgLrxcHH5xLPPPF8qR61up1ypWITtX4LO4C+P4Wkppb1+O4rCKIx+5md+5r/8r/7r3/iN3yCEPffccz/0Qz9UrdRc7eUeD5Op8PGXHwQAgAnmnCmjyuVylspms5ll+dzcnJRSFCoMQ2PA1V7Od0gZ7SYfjovlrBqOe3b7lAPYJEn8MKCUnj17dvf2trPR8z1fSokQQYh8t78ywcTdKtoaACCUUsY3NzerlWopik4snXzsscdfffXVtbX1Zq3x5COXkmFMMGPE+F4ohcaI/tRP/oPp5izCaDAcPff0R3/rN387rEWjYdxNsnjnTvOJx99eXW9cPDVDPEp4t9WpAguWTtWXTg6ur/qazfJwrz/Q/YRoQ5qNG6329NK5ZmUqSxIpIJqqxv1+xEhotSdi4GrqzAkZt3a2t/ywViCqCUWMWiUsNsZK5jFhEPIrAkgiNOd+LBNdFNaju3e2ut2dRkSpVYtzS1NTs5iGg+SQeMGg271z2K5NzQSBpy3+f9l70yDLzvO+793Pevfbe/f09GD2wb4MgAFAgRA3i5YpR2VRUhxV4pRiVyLJEVP5kKqUkqokrlRctiuJUy6Hjm1FFKVYVLRZBECCInZgBjNYZsPsPdPT693vPfu75sPbfacBDCmKJstRlfrTTC93O+e8532e5////Ynr5XEslIHQcC4559hgXYikEDqKkjSd1hrHJE2z6zdvLi0tPfPMU6N8oAyURmdJKjgHDBOHSS6MdekAjBBQulB2o6NsR9mMet2iKAihYa1SdGVv0HNdFyMsheCct1vtNEkwIS5jGONuv1etV326n6HAYSXiVJIsL9cCqSKEVVHkssgBQATTcflk+wVhGPZHg9nZmQ/Ovl+rlrY2N3imJiYmWltbURQNBoOHH37YGLO2tkYpnZqachyHOp7GhFEPEJOlhRQ4ijjB0GUYI0SANsYQBOyNQSppc5DhR+FI5qNt9e+V14cQwghvS53Bj2j68Jf5CyIAAFRSG2WyNB8Oh7bJspOZDq0y3NYkYCft0MosbRU3JvpKKa000f6+VVraz1wpBQC0yE2lDEJGSnX+/EU7Wmw0GnEyKpXLdjlKkkQIYWGznPNut2t1AQihOB6120BKyXlubSqEACkxpbjeqBa50Bo42wEDXEBhxe2Ow4piu6ayN367CbCQWxsoYgWc1v4RJ11Kses6R44c2b//HiUVsCQ8SgkhWca1koABQojregBAAIUfsjhJDNAIYcYchwkESaEEM+bDDz88ffr0X/vCF/YsLBBMCcaO43S73W996ztb7RYhZGlp6TM/+ZmwFNoraDs8QymEkOO4ZsfuNT6xrRpqW2EIYZxCQnAcRwqoOI43NjYee/TxJCnOnb0ohORc2ojy8RBGSmn3OrYJaMuPLE3tN21CD2NsOBzaw8cYY4xBjTUAGCNCMaUUYaTNHd66hh9VeO6UFMYAG+ei4Q+JLLrLGYuRhkBIoaGhDgMIcs41pgADApHRUkihBBwrvW3Vxzn/2JqAds0D7/rCxn3S3UO/sbZzd9Lg91d4fiwM0B5B+yB2wmxP++1CdDu5z/6Ctf8ZjMCfqyD95GDTvmaCCcBIavVReSf44cQO4+LdQKAhQGZ74gfhx8FYtvIc+/qsjBOOWTQQIAS3mZ/GCCkxJlxwKeUDDzxw/fr15Q/PP3j//RPN5vXr1w/s359l2dbGRrNeO/HE4/V6HQAwvzD/2uuvLy7uefTRR2q16u2VFc/zHn7oId/3NzY2Njc3gTH7FvdAo4MgoK5TbzbOnDmjlbQXy61bNxf3Le27Z9+1a8tSCNup2djcvPfwkY2NCCGU5bxWq9139NjXv/H7vu+nafrAAw8AAFqtFgAgz/O1tbWlpaUw8DnnaZImXjw9NZVNTmZZ5rlet9NhlNZr9U67wyidnZo5ePDgm2+83ev1EGOMkKnJSYcxKTSlNEvTs2fPSQBc111evjkaRZOTU5zzVqv1wgsvAgB839/c2rQY5MnJyXa7/eKLL968ebPdbq+vrxtjU6DQ6urqn/zJn1gSslJqMOxXKhXXdSmlp0+fPnv2A9/3jQS9Xq/ZbLqu2+/3r1y5cvbs2SzLa7WqlbhrrYNyePTo4aNH90Oem6LY6HWaYW1mcrqX5YMsU4KXy0E8HD7/zW/O1mtH9i4cu//4yo3r165cTpK8XKtvrK1DpctTVc5zBEGzXr9331K60b717vlRqz+9gINatRaWqtWqUmppad+TJ55sTkzcfZNsAGYEInJr5TahDGNiAEQAKGOEVAhoiSFCCAKghYIQUoShMAXPlJRIA9dxA+YBI2yb0r47K1dJkuS+++7b3NzUWs/NNDduLxMe/cp//SvTk81/+I//17m5JeqGXljRiORpTggxSqJt7zCEBiCLibMpmxhpADxEHYgNgBbraYzZXFt78onjDqFetSLy1GjVaDT+8A/+OIoirc2RI0d/+2u/I4WVt+QQ6iBwW+kWgFAKAAlDmGioHMelzIFaAWi00VwAhBEvimqtPOgPmntn3jl1ynNorVonlA6jKCxXvEqtPDWNAdxstev1ehLFUqrl5VvL126dP/9hGFR6/cSdckWaOsyBQt577OgDBw+VGYFpmscj7JD1tbXrH56jRlc9rxdlEDmaC200wh4EyBhACDVcAINdzzcASwXSQpRL1SSLHcfTUg2SXAqJDb14Y+3yhxerFf/eIwemJ5oXzp1fXl7zgnKacRd5EzPHAQAAIABJREFU7Xa75msMUZrkyKGIOKNh0u3HC82qwgIAAYwqhJAAJ1wCxAqpnj3xxNXrVyuVSsZzrgRAUBmN/+LFyL+fqg9jqJSsVWsGaCGKJEmsq9L3/ZmZGcvfH+8DtjNhPzHKtOnGvu8Tgsp+GWEAASWEBEGYJIklMaRpagy0pHIpJTSaYeeOyXtnMDJOXrY0F6kkZVRqVcjilVdeCT1/arLpeZ7dPAmhKCWfFLF8TMH/cV+fkoTQvMgZY9VqNU1TCmiv11teXv78pz+Xi/zxxx+fmJg4dfLkp5/6CQDA4cOH7abz/vvvP3PmzKFDh/bv3w8RNMaUy+WiKPbv35+JLMuyexYXk82tSKlOnK22es25uucHrgG9Tmei2mALe92wKotNYaSjyMmXXuOpOvAfThxaOqQLgobRJPFEZSpLigZGNaKJKsBwPTn5Su/q1ZLrVvxyXMixw4O5NE2j+kTNGImQ5DkHgIZ+eTSMvTKERhqp43jUrM5SpEPXqZeroRNKDvJEJVnBXH8QjTbbrYWFhUJww402QGpNCBHKIMJkJoRIIYRplkEIN7e2ms2mjTu7evXqYDD47N/4LA6xMcYNSwhCl7JerwcBQAgbY4RUXEriu0BKxXmec2h5cRQbjSUEjDGnFIgkBQQXUrbardFoJISYmpiIsqQ36Nu2X6vXNfHg0qVrgsNKfa5crTIPEwowxlqb06dPP3HiacmFNgoxlqTcnj+j0aharW5sbJTL5Vqt+vjxxy6eu2xP0ePHjz///PNxHEspT548efz48VOnTn3pS1/qjJK5hUWhoFQANynE9MknfsJosXZ7mReJyBLXcyhSSZLYZrA99OPUtVKpFMcxQKhUKqVpCoxx2d2h8mPDD/keLtkfbNIAP7ET+tHXjt+fVbNbXvfJbesno8y+Px/f6DtFBULI8zytjK3T7DFFiFqviF0fbL03rgy3VxUIrTQxDMMoiqzgc8dICTHGaZISQihlQnCtYVEUN27cuHz58iOPPHTw0CHXdYOSbwuwwWAQBIG9SU9NTTWbzSzLgiDIsswP/MnJCcdljDLGyOTkpGWxdLv9arWKiZS5CsPQhsoUBbdaCcEVpVaWAyGEQeAXRaGUiOMRhJAxgjE0RgNg0jQulUpWAnnP/iXOi8Fg4Pu+AcZoaAxEiBBsMCNS5UZvs4ikSgBkjuP0Bz3PC/I8H41iBQhhrr1s9+3bp5Tq9/uNWl0BYDlVc3Nz1XrNLmIQQdvRs6/c1gN5nidxEvj+2Dk5dqc4jpPnOcbYdV2phW3b+77XaDTOn7vQ7/fX1taUMpTgokgYdfI8r1ar9nkdx+n1eha3M54cuq5rjEmSxKp2sywb+8C3Z6GAMsdRSnKuIEZSSmkUISSXkmGmtdYGmp1ceWTG/ZQ756HSmmL0sZGf1npMRNCfOG/vfiFAgBkteKKgTpIEl1ypFSYMaK2hhsYgiBCltpSqVCo2aGQsXh3fnsZWut2Eld1POjZ/jqtlO/wcF2zbljmEpLIsLQ0g1Dud091ewfFzjV/DWGQLISSEAm3samYDe7XWAGGE0Q7ySu2+X+/wciXYCfLWWkN85xZs/8peoYoXSklEsJ2iU0qjKNfIQASV3M7qIABkurir8/JjktHxEUI7ArxtAYXZVRZCKKX0HEchlGXZtvWXOMBopRXGWGpDKTXAZHkuhNDGAAgxxkBsyzQef/xxk8WMsSzLjh49evPmzccff/zDDz/sdrtbW1sLCwuHDx9WRv/+H/xJGIa1Wm16etp1/aLICSH33nvv4uLie++999prr/kAIow55+Va1S4UxkBCCIZ4bW1t7z37CCHD4TDw/Xq9Pur35ufnn3zyye9856XRYJgXol6vh2HYqNUBAJkBhw8eKori3AdnbcLK/OzcQw88uHZ7lREyxOTRhx8+cODAt771LUt05Hl+37Fjg8Gg1+nUq9XZ2VljTLvdPnjwYCH4zMzsoUOHXn31Vdd1vcBvNBora2txntswXtd1LcEuDEML/1hdXbUJRr7v2xN1amrq6NGjp06dst+xrY1area67uLi4q1bt+zgrtFojEYD+0keO3Zsbm7u2y+85Pt+qVSyVqDl5eX5+XnP8y5evFgqlRYWFlzXXWtt/MEf/eF3v+v97F//qacfffTqu++/8s7LYbm2dPTY+fPnEUa1Wq29vk6Mubly6/j9xxYWFjY31vwg6PS6C/vuARh55XAoRBzH16L+i3k283N/ywPA9/1ed3jw4MHra7c/vHwpxwBCeO3atc2tzb/xMz/zPdhNECPQHw6ow6RQ9hRV1vFhwWwAI4CAAVADjJCDGVBAC2WUJhi7xGXEKTi3OBzbwxr/o91u2yTYosiSJDnx0FHCnFdfeV1IPcgGs4hCgJVSBGFKEFSGYoIA0FIhYzDGnucBjISUmFEDAeBZyfNGSS65cDwvSlLO+fTMDEAwy1KKCTDgxo0brVZLCLVnz95vvfiSXXxKpdLW1vrkVDOKhxAVBnAAAHMrhGIldRB4yShmiEINPMfjBS9AArQiiITV0oWz58LAr5ZCzrkbliYmm4Q5HCCHOWmaQELSNG13O9ev34iGcX84KpXKw0EUVsp5HgWOB/Ls6D33HF3a5yEokphnaeCyi2fPdbsdgojIE8E1Zf4o4wUvsOtKrRUAGCIpFUUEIAQBmpqayfIcGDRKYmMMEJrnGUbg1urG9GS9N0oUxEkmz1282p9L1ls96gVxyiemp7a2eghjo2UcD6slo7WulGvtjWEUpUni5DpBkPm+H0XJYBhVG82V7tZTzzxXKpe5kpevXW5OTu707v/yzPq2t6EYCiE2Nzf/l3/4P7/22msIoeFwuGfPHlukWbrm97EfCM4BANVK9cGH7j95+qSQQmuY57nNJrafSBAExkCEkM01Zo7DpQC74GP2N8fAGAghqTClpTbaQKCAssRnBM36+nq/35+oVQ35IfUhBhiEkAHGcRzi0k7UNwj94R/+UZKkn//M5whme/csAWlWVldmZ2YrYcVogBF54IEHT5489YUvfIEQanecnAuC6C/8wi/+37/9m0898dTpd04fWFwk1dpGe9OrNs+ev/jM4w+nwz6CIOm1xTAjTomUa0UcK6VD1/+n/+L3vYs3Ggfv+7lf+OV7l45hCaTEIcQwHYq1lWxzWSxf4LevBVz5lBYaEknmShXfGJ0lQhXOdC2KukFAJc8efeTheJRevXQ9dBypR1IAxjyEkEuBkQVFKHQ8CqkotEoERihNUwxxp9Wu12qUUq2E7QDbprFNGNZaKy21VsYoA0C7tSGEdF2/VqvfjrOv/ua/mmxO3HffffPz80ar4bAHESjywmjNCAEUaYAllIYiDYk2WimllTQEQuwUBU+LVCBjCOolUafTSZKEYlIq14ZFpoS0mw8tlTbaQQi7DiAUEpwJ3up2mKMDn66urp185/QDDzzseiFQBgJgcWcIolKpNBqNGo3GhYvnPZe+8sorE40ZA0CSpteuX2MOC0ulPM+e/fSnfd/vDwZSSc5V6Nf/2T//6urq5l//6Z955NHj/+pf/hZF5ktf+qnNjRxCdub0B6FrtjY3J6emjhw58sI3n9+zZ0+pVKrValyqK5cuU0oxozXYgABQxrTSdw2S3tF0oR1d/l8pPLcrR4S3+/E2Tw9BbO+LlDKMcVFkYwTFeL5nVwy7+7QKOjsxsw6KOI6tAexOCJ6URVEopZSSEMGiKIyxwiqaZ1kURe+ffa9SqczPz7daLVvJ12o1+6RSyq2trVqtdvz4o3sW9mCCuSgWFhYajUa91hRCPP/CC1euXA2CQEljjMrzolyu2PKGMWZhJxBCIbhSivM7rIsx5seOuWyp4LhsamryoYce9H0fIZimqet4dphpI9SyrKBsR+OHIQZIGymV5Dxn1EUEEUIRoIQwrdSRI0f27993+vQ7vEgr5RBjq7nyTjz5DCTbNrmTJ09evXrVdd09e/Y89uhjSitrlUQQ2vLMlnmWxWfPXvtpE0KEIg5zfN9DCK6srAwGgxde+FaaFJ4XQkCMARgTALiVklqCriUf2vmt3URaeL2t0sdV/Uf4SQhDhAzclmno3SM+eLdzapcU8EeskdFaKqWABggiSojD8O5mqAHAgPGMzkpYx/8dAzz/QlPHsYjUXgXjim48yrPxhn9uyvzuuR/4aKyoHUFjjLf1GtuZe3BbQYbQR0Pn4bgCvFMKftSkN2a07vIz38GZgh0OnJW9KQAABDvkmB942QB3pLs24R5+dG8jOP+YOmkswrcwWPvRWcxmUeR2B/LWW29NTk5ONZtvvPmmHwSMMV4U7W7X9f1RnF67fv3I0aOjKDIGMIYvXLwoleq0O0KIwTB+86235ubnPc+bmpqenp7ZbLe5EE+eOFEIUQyGozgmlEKI9h+459lnn91qtzrtTrlcDnzfYocRQm+++ebt1TVCyNzM1MrKSq/dGY1GhNIwDM+fP7+1tTUYjaYmJuxy9+677/b7fd/z6o2GHwSnz5zZ2NysVquc84nJySRNz547p40ZjkZXr10bDod+GKR5FiVxvTnx7W9/+9qNG7OzcxBCCycnrhfHMeecEIIx0dow5vh+cPTo0XPnzm1sbNj1k+18+b5vh5B28m/l9JVK5ejRo5zzK1euWG2F1abaCf9oNBrLx6ywkxBSq9WOHTs2HA47nc7W1tbs7CzGhBCilBmN4mqldvz4EzcuXoOEHT527+W19Y3RsNXqer6vEmUgFMZ0oiH2vMbcjOOFpBSmRmJAuDKVWj0ddg1CGkCI0JPPPHP16g0S+lvDYb/InFqVMWY5jUqIu147NqRR8EJJqY3eFlPai9z+TCkbh4m0RgZAoYzWQCmKEMUYaS2yTAG1u39kvcq2p6OUCoJg+fZtA8zC0j0vv/bmSy++unffvEdcz/WZwxxjFFEIaoQw0Jog7LgO1EArBXiBEEIYKp4DBBkhSZoTSuOMp6PR6trG/Q891Or20zQ3RrmMhmFwszOamJjgXC7ML7755luCKwBglmWUktnZWYQAQGVtIkS8LIPDUSY55EVKMUIAciGANEHgG1MkoyyRuuE3Sr6fRsOJeg0iqiHJNSAGCgWyaIQQzPP06sZar93Z3GglcZxnUkqjjZJSlDDQSXJwz8IjBw+WAJDDgckzAs3Kxu3BcJgXRZGninOECANMaAAx0wBvX+JmO/IKYxyWygghLpQyRktLa8sgMILni4t7zrzz9mA0cv2QEpTm+fKtjSyV0ECCKYTYkiUByH2fIFQgjBoTE9eurG62uouHGoz5vmGKi0qlttXqvXny3ROf+dnpubnryzfW19c6nbbrudEoUVLif4cm/r+Hqs+uuZzzb3zjG1//+tf9oPSTP/mTq6vrjLEgCD7m4rvr7aQ5MSGlnJ6e/tu/+Lc3Whuf+exzjPpSyiRJt7a2Njc3kziLoujs2fNWwJ3necE5xGjc2re7t/F/xwxPAJl14RtkEEJGqiyNV1dud3tdvbT4Q79fO28xBpRKpVQWGoA8K7r9wW/8xn/XrDWPP/aYNubokWMAmKIofMdLtUIQLS7uPXr02JNPnBBCYkwIphSzS1cuTU5OTjYnCcUXL1/2a41zyzdBd2vlwN55J4TEDbwAOSziRTmcVMzt5lkuuVNyAFTPfu7Bf/D82/z8+3/y1huf/9xP/62f/bmH5hezfm/90vukvzrtm5LDcoJMniGZO9DlEhwIPaVkmdF2lIA0FRhFw+5/8Dd/ql6bOPXGqZKHCFQ5UlwY6sBRNKKLixhBpQyCRGT5KMqz4VALWaSZ6zrdVnvYnKg3qlopYzRQ2kClhWXrIa2VVloqrrU0xhS5dhw3jeM0Tnw/5JnhabFyc2Xv3r3PPfec6/o8zyljQoikKGxDmjKQ5XlRFEoaSqmxjkqEcl7Y/uvKjRsWuTE9NeU4Tr/fz+JECCEKPjbASCk0xgZRQ6mGGDGmAG91exiTra2WMgYYgDE2CBKCbRb8YDDwQr8oiocfflgrXi6FiLgY4+6wf/bihYmJicbURLvdvn7rZpqmMzMzwmgu+Mz0VG/1thnlk5MTnXYrzzNltMscLYTrsGg0XJhZXFtb6/f7SqlGo+E4ThiGL7/88okTJ9I0/eIXv/inLzxfrlWDIOi02/VKldzN4Gsb7ZQQOvb1/VXZB8csDjBWaVqCiFLKUvHt/Me2h2wVZwetY9nbmP1oi8ZxP9UYY2sVxpgx0BiYZZm94xKKlTJ2VOt6HkvzkydPPvHEE5VKxXEcqxq1LGIAwOzsrO15z83NTE41IcRSSITh/Pw8giiKk+npKcZopVJpNqY3NjauX79OCBFCTU1NJklqjHEciiCxs0rOC8vH47wAAEDoEuJRSpWSdj/BeaGUtOVubi+iQI9GsZQw8FWSZEmSlsqeVkDKYVFkQsW5UITKwWAguHEdkySp0rTC3CSJCkL8wN1YX9tcX6uUK/uW9nuel2ciDN1B1LXLsuu6URRZROGly5emp6dLpZJVjhFMKKUbGxvvvffeoUOHDh8+7DhOFEVjlTJCOEnT8+fPFUWeZelgMHIc1/JXXYc4jmupqlmWOY4zPoh3BM8Yb2Njdr7GNZJdBGydCQ0xwHq/tR3c2Qbrbg/btuQP7FJ47kznDAR6pzb4EcCHEDAKGAARxsRmyps7pzMc04kI2W1eGCe+bAe7/2AU37H3b6y12T0VHDc1xpXVblTMJ1GZ4w92XPLZElDvlEByGwwDjTHAjG2Weref8GPDyTv+vV2jObRL6I4xFmr78pRS2utdSql2NKt2yPe9IiK+J83FHotxvbcj7hnDUfW2JnyHTXonwwFqpZWS47estf1dEATBlStX1tfXn3jkwSvXrsdxWqmETz/99Lnz589fuKAM6A+Hf/byy//mG9/o9XoQQkrZO++cvrWyVikH5XJYrdZu3Vq5evUqxnhhz56/+5/98le+8pXf+t3faTQa99133+21dcd1RtFoOIzm5xeuXbve2moR5ti+kuu5q6ur1bCUxFGtUi2KwuZdOZS5rjscDi9d/JAQUiuVgTbQgEsXP5RSAmMood1e7+2TJ4fDYalUYo5DKG13OlutVrvXW9qzJ4oiwlBzajKOU0gwIuTq9WuY4MnpSUxIXhRu4JuCY0w4F5wLz/N3DguEENVqdaU0IVQpRSnt9/uj0ejw4cPz8/NXrlwZn8a2MWQDb2wdGASBnVH3ej07QqxWq1praw7knGdZZtUc1g1kOSXGmDzjgutqyV1bXb9+/abR8MRTnxqk6Wa3N0izRKmwUpFZkivFwsAQmhlNwvDexx596/SZ7uotWPLTQrie7weukYWG0CDSHnS0VkNROHk6MDJj2Pc8QghWUhuDvgdfDUIDDBQ8N1oggLRWYJtpvMOHwhQoDQzAECJjgFZaKQgAZYQxqiHIRAGR2k0VsqBpz/OyLLOQsDgS6SgqNPyzV95MisJA5nslRhmSAkFNkYFa+q6LtEEGYA0wAhBTpZQ2GkCSK2kA5JJXavV33z/7x3/6PJcaE8cL/PSD85JzBCEwCgKtqDvRnHKcoF6bNBoGQSgk5zxHCN1775HJqSYAQyGHCHkbG4PzF66urfYIIkABSlHJd7WUJZ+tLa8jAA7s3zvqtPM0qtVqU9PT5VqDlcoc0UQannMC8ebm5traCs/yTrfV7XbztAAAOsTDGBojzWB46J57HjlwsAwM73SM4BiZTORbW5tRlhZKxzlXSmKEKZaJAhxADbEG0F7FCABkAPXcSrWSpGkuheeFmOCiyJUopJQEmVG/u7G2Ugq9UhB0u908L/xaLc9kpVy2TpByOWw0GsXN276PQ9dzCKvUKt3eKMv5YBgTDzleaX52Ls+5SvXszMKJE0/dbsW9bnc0GuZp7DDqUEaoq38M3fsfV9VnDCCExEly8+bNr371q0ePHv2Pfuk/fvbZZ8+cee/tt9/Osgwj8rFAhU8+yO2bNw8c2n/hwoV/9E/+0aXLl9qdLQRZGIa+H1i1VaVc6/V625G7NokFI72L5zZuNH4kg0jAcqVMGU2yVENtWXx282c3cz+0N996RYSUlUpltLUupZRaHThwoLW5+T/8T//jr//a33/q8Sc5IgQjjzm84NR1gQG+73/5y19uNpoWHl4UxeUrl7/zne9UKpWjR46cOvPOvfc9cOv26s3r12cYfe/CpQc/9Xi01S4dWEyvfEhLYa/dDn3Xn6oU7YzjPCTk+NLc//Ubv7Ip4bfe+eAP/8X//kf/8p8dv+fw/UePPXTkyJGFaYVlhgrhN9JRatIoYIok6U/v3/vm+++lN+NK4INhxCE+tP+IV6m+8t3XNm6vY0ziOKUOoQhKiT/13BcfffTR3/vavw4ckkvZ7rVa/WEUd3iWKl5ARo2So0G/HPjaKACMsZkWghtgkHGA0kBJoCTQEkEgOE85p8Q1ChYqLgqp4qxUKt2+duNPB6PFxcXDhw8TQgAiGioDNCFEFqlDqENoUcgkiYVQEKCiKPqd7nA4jKKIQVarNigig+4oSRNogBDCJvsZYxDCBBmFUIGQVhBpwzDMpYJQSgMzXtQbE1IBA5GlF2AERqMRhDAIAg1MFEXMoYQQSgKpkVJqbn7+2LFjnU4niiLK2OOPP15wTgjpdLulUvnNN777X/xXv5plcjiK8jz61NPHA48N+5sA8CLnkxOVOIoefuihXq+HEdra3KyUy91O56kTJ0aj0cz09Mvf/e7inj1WglgqlaxV5q6+PiuTs01l81dl33glAtAA4DgsDEMIodFgZ3NspW6ebU5tLyAI2cmY9Z6N/cZ26bAqXMdxrA7KHgiEkBWZS7k9G9TaWHXZ7du3y+fLSZLY7xdF0W63bVWmte52u0tLS08//bQVMhUyefnll7vd7p49e48cOWLVwoSQxx57zLautIL3P3DfC8+/eOrUqXq9kaapMdoOuAwyQnBjgOsxeyaMaSXjiaLdLfm+zZzQrutYJY/jeABgrVC5HBLiuE5A2bagOghcqRlzpeNCCIHvVRxaRcDzgipxGIJlxjAAenZu9sK5c5cufTg7M6e1QRgLIcvlsuu4aZr6vl+r1ZRSnU6n1+udOHHCWtFKpVLg+6PRqCiKTqdTrVanpqZqtVqe57bq831fA3P58uXl5eX19fWZmZkvfvGLlUpt+cbtt98+RbATBEEcxVaZb6detg632z4AgN0OMkrHKNFxNTK2gkMICYYIIQMxcxB1HUopUBzs2uubXT5ZuIvr+GNwokIAoYHQbJ+nRt/teeywOssyxtjuAukvNOW7Y1swQGtNdnLVx8WbnT5ouP0PY4wtn7TZdjli83G15PjjNbt5oB8NV9g+OcGuYLudWnH8ILuZxjuWCnMHofNRyffucnE8cCsKvq1ZhdA6POgPxkUw4CN0nk8O+qykYhyQY+1PO9Cd7Reye29jIU9CClu9QAiHUUodz9VAKMDcoD9ckRoSSuvNqU5vuLK6EYQB80iUFRIgx3MVQBDixX37Vze2rty4KYQ4HpTeOnMmkyopuOz2jhhAHQ9kReCX8qzIkrwUVMKwVAhh6VNQq+mpqROPP/HGG6932x0p5dLSElB63EF46qmnhBBvvfWWdcRNTk4eP378u9/9rgHGD4N9+/Z5nnfhwoU0z6xu+bHHjm9ubvb7/ebkRKNRKVcqp995t96oI4wbtdrBgwffff89hAmh2/MuBKGUslarNZtNxpjtooZhaBXXlUql0ailaVqtVqWUN27cyLJsdXW1Xq+7rut5ntUzCyEsrW1qasr1GEJIKTE9Pc05X11dnZiYiKJo79699rjX63Xbkjt06NDevXs3NzfL5bLneYx5nucraa5fX751a+Xg/OLk7Ozpb38H9Ue5UdBxBqPEwSio1FSenr96pTk9sbW52R9FJ8+fLzUmMmOAS9M46/W7DJn1PLtw5eqUHzqOc3Hl1pXRqJ0nXcUJ55xzIaXruRBCo/UnMZ4IGgOMVhIBDcbXlwEQ2msOKKilMRAYBLFBUAEACUQEAwcLbKTRgmimPmLBtR4/i7u3tJv2MDly4OCbpz/Y6qUeRUJDxyCCsJaFUtwlgECtEgEBLAoe9QbZKLaGacpYbXqiXK9JaShzllfWvvPya4h6SubKQKQgCyoSJBAC12FJHAEAhsPhL/7il95/93yeF57n53kxHPbrjeD3vvFvMAaLCzOSc84Bwm4ScweXXeYlUQyIqlXLo2EPYz5ZLwGl8mQ07LVnJicffvjhucUlJwhHXCeaSwNFxtP+cH19tdPeiuPRaNQ3WivFCSLacGAKgumeSvXY3EIZADOKiCiKPDEQrm6tx3nez7JcSuS4AGCNsEAsV0JALCHUcHu4b52NSZKE5dAYDSHkIgcCaC0B0JLHjsveeut1l0BdZCOeEQibjYbgKgiCAwcORtFIK1UtlfYvLSFvg1KZ80RLp1KtLN2zyIWcmZnPVfzeB5c815ubmb906+zKyubG+tZGO2KMhp5nZCmJYsE5kMpACAj8y1H12Q0nIeT69ethGH7lK1954smn6vX6xsbWmTNn3nzzzUcfecxmVe32Z3/sQRzft96/lZUVu2dK4lGr1RJC2v0QwSzPc4ypHfQJIbAh1tc0xreMcXzjhy2Vy/Pzc4SSmyu3kjzRWvOiIBhaNHZRFIy5P3TVZycJnuMxx/FL4f79+5dvLBul4ij6tV/7tZ/9mb/5q7/6q3tm5xBECMJRHFnbib0ZWDnE22+/fe7cuW63m2XZQw/eX+T54r6l9y9eNIQaxkZZjglzKQIbG5cvX67MTd1zz0PF1m3JNCuRklZlBYpbWwtFQMpTP//zf+/60Q/fOXP6q++/9HunT327NvXYo0/cszh/eL66tzytwrizfoujbhniB0tVOVl/7eoN1KhzPzBuqdvqD9e6N25vMUOFUFwYz/EdQgX0n3r2pz772c9+7WtfZxgqjDKRDeMuF0OgDEWYZ6lLKM9SBLSS0mohVhEMAAAgAElEQVSSAIRGKmO0BEgprpXQSmojPM9ZmFlstTqtVrcUVpIoho7J+BBxKV13ud1DXF0+d+HBhx46ePiQ45MkSbTUWIM8TbXWGNGqX1JKb2xs3rx5s9Vql8vlRrkKBYnjuD1sI4QwIkWeZ1luW/W26auRyamSECsMCQTaaFgIRnRYLjcnpn/i0z/pOD7cOY9tMBphrhACElSpVITkUuSddqs5M+/7oeu66+vrUzPTrVbL87zEqg2KfG5hvt1uC1nIdl4Uyg9L0SgFwGjttNsRoxBDfejg4kR9qtfrLe7Z0+v1jj/2mIUWuo5DarVXX33VGHP1xvXHnzpRCsM8zyth6a57O9vIxBiTcdX3VxrPXW5FhLej28xOOgZC+GMsChtubhtAFjqyjZVy3fHQI0kSGzpnJxU7CDUspWSMMVa1exq7KTx79tx7773HGKs3K+Vy2XXdWq2mtbY0Ec/zLKig1+uFYaikunTp0vr6epblx48fp5gaAIqiEGLbDkcIy/Ps0cceaTQab731FkKQEALH22cEGKXWMme3y+MwQLv62YToJElc1+W80FpZzVWt1sgyriSMWJrEuZRKSGDj9VyXQgilkBAZKYVUCkMlhEBFQV2PEDoc9VyXffrZZz3XSeIkCPw4zsslX2ujQJFm6Zl3z9y+fbvb7XqeZzdhQRBY86rRpiiK119/fTgcZll25coVjPGTTz5p2aGWvrC2evuDDz6wPDrHcRYWFiAgU1O8UW/0ehEAyBhQLpfzPLfTqvFg1s4B7I5WK2WHurZjYo/yuCeotTYUO4RAhCjDjuMggoG6S7E1Dm8wthr88dCStDHKjJOS72K1taMz+xHZZtBY2wl2oJE/ePm3DQg1hlDysbJtdzH5MfXm7lnfJ20aY63mNq8F490zSTtQBXCbHIMQ/qTkZ7c7ESFkgB6P1MaVHiEESKGUAgiaO6lo0p4JDkJjmc/2I//Ax2ss6x0rPMfWPoSQ1hLsUk0D9pEP075LAKDWOzwhIQAw9uqzPaNOdxDFmV0Kbt5avbG84nlhkiQbm23OuQGYMl8DIxXYanUxphCzQsjba5tJkrheCGA+irOrN26N0pwwN6xU+8O43RsgADFmWsFLH149d/aCkpaXoznniheMsXfeeafX65VKpW5RXL16VeSFlVUjhK5fvz7WWtu3duXKlaIoytVKkqWr62tBEBgIuBCVSmU0GnV63WE0UkYPo1GSR6XRsFytQIRyyUGa3Lq9kuV5GLJhNKIOc3yPF0oI5bq+1oBzSamT57nr+nnOlTKVSs32fezq2mw2rdnPBnTZXFN7/lh5NkIoyxNCiJR8OBz6vv+pT33q4MGDv/O13zXGWEVrkiQWmrW+vm73h9sLAvZHo2RyaT4b9l979Y1T5vV7D9+bc5kM+q3+EFVKtWo1j0cSgGpzYr3T/tdf/+1qtfrQY49GUiKgy1MTyzdXpmqTWQwJkqNe95XXX6s63rNPPeM366+8dxYELJieYoAhhLAU2/bvu87ebU/cpvHtXGTAAGjU9kpAiFIaKkMwNhhoaBCCgGGJtdBCGA0pZupOk8XONuv1ehRF1u1cFIXB1Cs3rl+7UK1WsNZCGpmkDGNMmOLKxYoi0O0ML127Meh0Tc4Dus0zG8SRu1Z6+Inj1XptK01ff/udQhrqBYYr6gblWiOOEw2J1FoWEiCnUQ+fefonOp3OaDSanJza3NyEEM3OziqT5oOsXA66rcQllbxQBLtG0SwtUElrqXKVDwdi2G/NTB7YMze9ubZ2+8a1wwcO3H/vvffs288BHgyjkUbK8XNlot6gc2vFNvf7va6UHBitlIAUQKERMqWS89D0YgkjE8XYKAo0BKgfDdMkyZVKpBAG2NEpNhAqUBioMdEQ6Z0FBoJt9XmlUlZQE4K4KIwxSkmg8tBzW5trMk8qZU9Lmec5ghRAxCgVhWo2J1pbm4QQrZUx+qmnj3uuikZ5IVXgVA8ePPjh5ffPvPcuccz6WqvTYsx3+r2e47hf+9pvKVwWShujgTGtzS0MIEAY6h/9Ru7Hm9zgOi7n/JFHHnn22Wdr1WacxlEUbW5uvvvuu/NzC4uLi39uMzJNUyHFYDBwfGc4HDLqW5qLHWRLoV3XlVJbsC9jjEth7/q7jem7sWYQwn6/PzHZxASPbx6aEIwAxthuBK1K898BU2EblsoYU6vVPv/5zz//zW9urK7++q//+jtvnzx/7tzSwh6llZTSehEpot1Bt16tAwA6nc5rr70WRVG9XnccxxjtOE51ehYjnORZazRIPba+vr53/yJw2dzM7Deef/Hn/5N99WZ1Tu2Nr3O1sVFGvp/nW2sf1qaS4taolMsvTh8o/9rBt9658NIr7zz/0svzczPHliafvX/PvQ0fMpqPBjKNKqT+5AMPXOt0V7Osu7mlEfawE5QqRsP+cOQSGlaqKuO51IbqdntIqOv4ZQBzSLBBSgOlgcAQUwyLgjPGgNIUYaEKCA0yAGptm9dKSa2V1lobZYzZMz//177wxeXl5Reef0lLoJAmEGHC0mFUJJnjucs3bjSazVNvvx2NRvc9+EC9VltZWQk84lJmjBFCRcOhw1zfcQPXm2pO1Go1IcTt9U2bQyWtAiwvtNYGAIvw1xAiA1IthFYIORBhRLDjOQRzh7mTU5OPPvIoBMAovTMrAkIIwlxKKXHo+vra7NyMksU999zTHkSc8yiKgiAYDoee5wkhOOd2X9tqtSAE9Xp9c6ttAGXSgUgjhNI0dhkmBBrJEda2DXnr1q2pqSmLZ7AGwnK5/Mwzz0AIISXUc0fDob0r35Wqt9sV81eF3ie/ipzHcYwQMncyEZU1gNnSyLqkLHJgLJ+zrdPx9nFs6rPNGisTAAAUhbBLkOf5ds9tnUh2p0oIiaKo1+utrq4WRVGpVCxk0nayCSFJkszPz5+7uNzv9z3PW1tbe/fddymlvBCNRmNubj6Khu+//z6EeH5+/p59+48ePdrpdG7cuCmlFEJSup0hgTEmO8I2Ow4COwkT4zpBKYUQcJhTKpfs0NJ1/DQrjMaB7zmOYzQ2QDBG87xwXaoMUloTph3H8VzXoV7uKeq69tPwfd/3XS54uVzO0gxs51sArQFjrNfrtdttC32xqfQ2hRlBZJ1RtWpNCDEYDGw8xvLy8n333Wdfdp7nrutONKc+97nPvfTSS+vrq/YwOYzOzEzvP7D/zTfeabVaWhlL8jC7QCPjPpqNW3QYs1L/cbSDrRDsYbUiQymlQQoY9P2plT/ur3Fknt72pMJPThXHBdV2WNGOnvNjOQp/Ua7SHS/fR5eU72PBuOsqNFbP7owg9N0dg2Mro1If8VjuUlGOf4QIBJ8IS7jDd4HoIxpRCBBCrsvuJI9ZX5/6UUBWx4BTY6S8S3LqTjrF9vslO/WhHwT2rCaETM1Md3rd9c2NZrPpBb4fBpxzx3MRwR71NTCF4OOcGN/3kyQJw7Df71NK7Q3CdV2IEUBQKZWk6cbWZhRFlXJZCOG5XpIkrVaLECK4tBCpoFwaDYfNak0IMRqNLNKWeJ4yKM/zIAiEEMPh0EKMHcfhnPf7/UqlkuW5jb8bDod2bGgpkUVRjEajZrM5Go1c17EBp/3RsFQqZVlOGQuCAFHSLE0AALrdAcbMIqyKorCPk+d5FEWdTsd6McIwHId5Sik9z+v3+9VqdceDTfM8t23xVqtFKcUEWj2nHTHV63X7V1Ypar3Tvu/3+/2TJ0+2223f9+0vJ7kOgsB1/bjXGQ6HsJDoXiyNTvPC8T3N2HAwDFwHaAEAIMzhRdbt9+I0L9drOec4L0r1quSSMcYwNZ7XH0Yx7/X6A8JYuVpyJ5ophkAAjLHePknk9776jI2LBQZKrRFAwNJc7GIAnG2ZMYIGblNhAYYKGK6kAMb5aKy0vQp834/j2La3oigKypXLV6+CJKs3KnMzE8NBpHScZWngu0pIoQoNeLkUxKPBaNBbnJl/5N77J5rNVrv93vmz651WkSUIVsuVyuTkJGHuVqcXlmqDKKGOI0ejoFRihEghXJfNTFbq9fr775/f2NiYnkZSaoRMGIbNien1jZt5nteb083SfKvTywuJsRuGnuQZIcSogvNCK9lo1jY21qJoCABY2ru3UatDCPX2RBrHedEdxpsrt2GaDwaDrc11QhFGqChyYww02gBo1Su1UgiVgkDzPNVAe74bbURcyihNcs4lQloXRkOEFEY6V0AiBAgAAAGgodlu8YRh6LhubziiOybzOMp4ntdr5UGv02jWu1sbDsO1Ss0A3Gp1EKSlUrVUKgEAfMcFShotjTFJGiOEGCa+505OTl65hk+ceJq6+sbyH6+urh6673Cr1Znasz+FztVba3GaUYw9z3NdbxwlxSj7/2fVh+56OzEGLe09+Pf+7tFqecYAqZTJsuy555775je/2Wq1fumXfmnPnj0GyLAUFjyFCHEuIURaS+pQ2+s1xgR+eX5+vpCCc66UsJEMXHG7h9hBltvYbuRR92MYCyv4GUMabGZLq7vFW5JzjjFMkggoKbT2XaYlxwgarT+WkvGxZuddlDQGIAB9x5VKuoTleRYAMoG9Qopqc+qXvvwLg8GwtbV14vEn5mdmEYDAAKh01QswIUrwkhdwngMM/49//k8/OH/2qaefdkKPG3VzZeUzT376jZNvPLi0dOP0KRB657uDf/BvX/4v/9O/88jeY+euDl5fRb/53/6fexaXipXVQ174xVr9QTiqht3ZB6Ylu95KriUFTnL/yRezgx6ZWvBe3Ore6l/6YHT5d88590/NHJ/Yuy88PI28NNk8BEv/zc/8/Y24979dO/XitQ/95fV9jfl5pa+Hmgcq5oN7B9UUxgsHG8//P//9qy/84yceeubdU5eQLI/SvoM8LTJtXK6FxpBD42DUSxIAgEsowroosmql3Ov1icZFxpXiGCtictlfpf0rj06Cz//yp86fequ7mX5zRSVJ7FGmcw0LWqT0dr/vNydOn7/8yjtnn3zqU/v2HcQ0HSX97fKeOEnBIaWze/Zsbm7e3lgvisIUsdaac8ELoYzW2iDCuJAQIoSJ0WAwGEhufOx4nuO40A+cKI4eevSRwwcP/Oe//He0EhgYAFHBC0AYxFgqxVzHL4Vpnu3Zu8R5HpSqUuvQ861aDBiAMdFaYwB9xy3SDABAMAYIDodDz2UAAC0iZvvaFCijtIQAEGAAZGaYp0G9GosCEqQAkEqQwMu0BNRaAozKc9svtEnfcEwNH0P5NPAwTUdRrVRWBSeM/VBti7t74/6Cf/KD+O3g92Bk/HnkiV28CgU/8sfICqyU3kXkg2Yndsh2efI8d6ljjHGo4zDX3hetV8QuDnYihDH2fV8pZVnBljtlVx7rHtFaZ1mGdwwbGEOtjVKCc+g4ju/7g8HA7vAwJhgx5hRvvPmq53lf/vKXa9UKgAAYZOmXWpvJyemiEI1a8+jhY3Ec3bhx7a03X43jqFIpP/zwQwvz9U53+cLFt+KI33///XOz9TTN4rhTFINGfSLP0GgwkFIGQaiERNi1clOgQZ5y13Vd1wHAKKWggRRTQtDs7Kw2GkFSFCJJclR1et2+EHJqamY4HCqlEHQxNpRhbRKhUs4zx3Ekd3MIC5jkeQ4RZhRqWRhjjIRaofm5pYP7j+VcvH/2vZs3b5ZKJVFwS86EBpTDEoSwUDmA8Mw7p9M4OXjwYCksSSnDMNRa2vVV6eLPvvut5577tOuVi2EcxdoLWIhwueIs34yTdDQc9SabzABT8JFQAy/wKAqVMGmceZ5HGRkOB57nYQQpwRg5WuscGjscGKd1ZVkGdnEmMcYIAoqMQbpIksD1kaZaaqMZAMYgrAGQGmCpAYSWyTnuzAOMIITIAAYQBmgbHwTHDj04jvOGu0TX5pNgmHHBZhQykmjNJCYCUK6Z5gYIbbSEGEEqAVUqtwW8zeqwatjdnrpPqj3HVeJ4eqalQgjZdwIRIoQUUmgILLgPGaAgwBAAuBMbaAw0wGh152ZvjMJ3VJ3A+qUB3IbD3CkXtYFaSgUAgQBJobSGBBGtDee5VBzibcyu0RpigDGW0hggDTCIGACMBhoJy2Ux2hiIIaZYAqOFAMZQSoQQRENoQAKVDpgTSz/LJmEVFCKCUjtYKoANdAq9WZIF06E01RQh4xrjOBL62oxYtl5X5XzkF9hRfkY9oHEz0YqoKxMiYaaZ4JkRIZoOnczxnFSjmNGOBpwQpQk0BmkNkJFACq3sFpIQZIzRSmBoAIQiS0ulkmHss59+9sDhQ+3WOkbaYchoDoxgFCqljOZCSoy0Tx0jjI6zKnM0F1XGXASrDouTqOrgLMsOLsykg0EFQgOMB8Fgfa1EccVlI57PTjXWbi8DzQljge9bDVQKAGUu14Y6PgBASVUI4LoeEIUBACKojSGUUsakFAghypgBAGHsOI7gAlpnHc+1MZgQwuAwGwWNUqIyRbVWEEGaZLHPfJFJbAhPBJQYGpCmie/7MuW5znmeYmAc34MQKlVUauEo7r937gwhKM4HAXUIxa7rasld1y2VSq7rOo4HIEIY51xgGgKNz5+/0Wq35uemw1KgjYziHoAYEcQ8Z7PdTpNBrVr2HFcJzYhPg6Ao8ndPf+D7bhJHYeBqLY0wSKs8Sw1hsFqJomjoM132k/VNhzCicmlypg1CaBiNtNakVNecIycUuXQoxVFcgnBQKIwQwgwF9aLIpQvpwqLodLVUOErqlCLspXlsAHBDHyBo4Hbmy0cG1sBIxQ8cODA5iBmlUTQKPBInfYiFVgkmoJ/3KIEE+0VWiIIgGGgFTW4wAAGgAGiQikxRDBAEgCgFgJhs1Ift262VWxXXR8lgymNbwx6lVHshLDdvjrIsyRUvCiAdDAWGCnoIBjVhFqYXOmstPwhQ4K3HEfeDNKg2phfVzKGbCuYFXjz4RD2KKu12kiSNpiCE1EuTWmuL0QqCICyx3/9//+1w2J+YrBbFVsH7DiVR//9j701jLDvPM7H3W892t7r31tbVXVW9L2yuTapJUaQoU6JkWtLYcjSIkR+TZOBkECN/DARBfiQIYM8AMWAMMHASDxKPxwksjaUZ2ZY4Gsn0UBJJiaLEtZu97137dtezfXt+fFW3q7spWfbEPwSofhQa9966fe6553zf+7zP8z5PcfzgExOVZpamDOwgu9nLOxuDAWbcIEQYI85YWc41pmPeWO10V65e45Q9+MwnoD2zETW3TJhmJUJEy2LQ6fS3tmRno9ff2ur3NQeJnbEWM04dgIEqxS0ePr7/IB9sMspKIRkLMu1ur2xuaLiVir5xBeEaOUAWMeecAaRoyDENqmEImBHCESbagDbm0VMPdwc9jKkWGqzToHRhGOWb61sb3S5C1sX1AhGRiQDZSi0utJ05eujSymoKpBoEgcxN1gOB46RibKy02Uw3aBMNcbGwJdNCZNDg44MyrCz0k97NwcREEGNLYzLIimEmNUVDXQBSLPz58fD0pTCl9Pjx417s5AAVRRFF0W/91m+9/PLLf/iHfzg7O/vFL34xSRIpZZIk99ePZVGUZZllWb/f51FYqVTCkPveVa1W83Tf1atXDxw44ENFvcmeT+ka/XgbKG+454tmf41ijFutlnOmLMtGtaKl7G11/DSO0RrTv3XRjDC6C2o6ZxEQQqTWhNLp6enJqUmOqNZqmKWcMkSJksorryilpSyzNDv3wbmt9Y3O1hZlFGN08/atz3zyM99/70dT8/tIEg6VGtuzx/Z6C1ud4MbNH579YGWwuZJBvygPT0xcWlmaHmyefHSeNjlQTFsNZ9PDDz8JA3XpeBdy/bmj+3+tZL2twdlL1147d25x88a3khubDjoO2CwcpYl8PdtzbL7TqqdpNNzM8fLCmAvamUIDagz96LR9+vmPPfz0I1//7l9fuLn0Gy98dOH8lUotLFG8unTdOFZmWaVSwRh3u33fRw+CIE+z4aAXR5EDstHphrQupbEIUUQphLfXBq/+6INqgKYqAYbk8Y8//Cto7J3Ll7957vw7vTxnoS5IM6iqmz2iV/YdnP7g9T9fvtk+eeyZ+fl559zKyoon8xYXFzc3N9M09fWczcqdGRX/zeAsy6rVulKmLMX6ykpUqQGAdbrX6zVbdGMj//znPvv7v/d7jGJiFSEEnJVlGUSxMM5fRS2ENjc3LbiiKCjF/X5v5DvvRxT8pVWpVDyj4qfF9C791chUdjQ/4zWE3ll+d+vdE02juSyMMaHUz6hQhPmHIbpRY/tOXt8vpJ1+DMluA83RyWSMhTw02pZlCeSOLYR/yvNRPvLOK+h8B8qnJnhJp7djGc3O+Uc8ONxGpDvReZ5WiiqxV4d+8MG5aqXW6XQbjcbc3NxOdrl0LpiamvqHX/yHi0uLf/EX+fLyEuNkdXX1lVe+8/bb7+R5lqZpFFWuXr16+/ZCnhVlqfbt2+dbkgCoLCTnXAjhsL/ejKfcKaWM0ZGLiR9E5JwnSaUoi1az1ev3fRI95xYh5z9ynimttdKWMjC2NEZ7uwWtjX+rsiyMtV405S1hKpXKYmdxYWFhZmbm2LFjY2Nj3/rmf1haWvJv7qWkhBCvxvR96FE3zTOlfuloNpsYE0romTNnPvnJTyJkKWdhGAKgdrvtLGijnEPNZtMHHjZbjSIzOAWlxTDt++wKj8ZH4QScBx6i+6/SB29s++7szEBaSxxYIHcklLATW7J9Fe1Y7N3VqBiRVzvV3B1xIPowgejP3tmAXeDt7j/zfcwRD+Y/0T19yJ/E9f2ttADbimi3LdF0O6fl7zpg62Bn3fPU9G4OZBT395OO3Jtjj7yJPYK11rpt9xo28rQglDJJ7d3DfwCAHOIOIw2hcsxhAUgzDJjgQmCHAuGwwsggg4kKOXVMFyVzNlIIkIu0I85L7DB2GIMP+8Qjv1xrLSYfnupECPG2pcYYrdX58+fPnPvAG+snSVKtVgkhaZpaa1utlg+yC1mIKQGCpNFaa0LwVGt6OBwqo4BgFgZAcBBHmFGttQFHOAOCDTgDTlmjnbUI/FA64xwBWOesMQCgrTHacMYQJVlZMIIwI8qaehymW1tRFPlpTYfBIgfgLHIOg8WAkHMYOet4wK3VnoOy1mJMtFaEEB4wY4yx2nMmlBJCsE9QxhgbJR04xpiRyiIXBFxbo5RCDijlhJCtrW6SJEKoNM2Uce+++24hZGKNA9DWCikxAkoDQhEmRGkhJSMUVSq1Xq9HEF66vbjV6QZBwBjN0hwhQkkgpcIYHz58eGKi/f6Zd4bDYaUSE4K9/0IURYQQr7n1xqGUckaDABGfgeTrRs75cDj0fpj+GweAJOYIQci4pZgRjJwhFAUB9/mBlFKMCQNmwVvjop9A7NuAR2fOnFlf20IAzlmKjTbi2PG5z3/+s5VqQCtsa6uTRGO9rvj3L31Hlrt7ptb/ox7Hosit0zwgeZpOHz/6zo9/JIUICA2SZHbf7PoHG845Y02WZdZ4ZTsChCilGlNnNSCwCI2127XG2PL6+gmMk0p18fqt8ekpXhsbZlku5NrWcJiJPM+FEIQQb8dlnW6MNWq1mrdR/fGP3x8OBgihMAyXbt20TkMcbZZicXHR62i8TfSg1ycII2OMcdhZbDTTev/4+O1r19KVNcB8/6Ejm1u9Bz/y0a1hYXSutbHa9La2NpaXs+Fg2N8SeU4BHAJjHDbWCOWsaTXbKM2OHj7mhvkYjoeDNGAMIdob9jaH/Z6SQ6ML7CRFFmOCEbIWIcCEMRoQHnIesCDiQQxAGOdeTiiltlYzwpBD1lpK8dz87Guvfmc4HAKY/YeODvrZ2vLmeKPKOWdxsG9m7/nL13xYFMYoiqK4EkilpZSYsCCMDaD2xFRWysZY6+PPPbf8Z1/p9/tSq2GW9q72rdWYM8YDZZ1SWin192TF/vfr4ekrDO+ii6n1wxUzMzNf/OIXV1ZWzp49++KLL/oqmTF2/2IfRpHXHiwvLxtwlPrsKTcKy/JbxcLCgs8+ds75DNh7DmNkbsYYi6JocnISY/zQo4+8+eabGxubcRx3Ot1Br1sUBSF4lAj0d9jVtLfd9vkQjJZSMsoIpYCxUBIBcgQwAh4EyAFBiBmHATnrCAaMEHbw8Y898/IrL9+8en1pYYEyarV7/oUXDpw4Kq8Crdf2To6v55nsD5bz/NWv/cXb775XGMBBICm+3u8cmZnKnCzHx/SY3JKbtKBQS2xA8N7W1PRcpCnuaOiZVqr2zM4eP7j37MrNdZIne5oDpM+UguXp0maxdfMmL/f8F5/8xPpK5wdff61CeZ2GBx997OBDJ/7JvpQSCLLNXz5yuFqo2ST6/K986p2by6WRQZygYbcaR0oI42wcBSFjRZanaRrHCWahwezKzQWpdL/sOwSE0QgFYRAKWXzvrcumzI7Oz8xPjfcvrlfrfVpNfvmXXji11r+ysHp5fT21/U2SjTXCywsX9yRJb2Hlm1d6SZIkSSWKQiFkWZZaK629X5oVoqTGjfZ6H3gShvFgkPZ6vTipjE/t+dSnPvXaq691uh2CUTrox0lFilKrIiAxwVgrRTDhQehd2pSxQgit1MMPPXj8gRNFURijhCjDINjc3JRSpmnq0xS8MeMo9o1SShm7R3K8ww6R0dDp7mps9OxuHGidA2O8R7u2Lsuyn+Tm4otCTAj8YqzvLuwH2liPyoKIM8akUrKUxpgw2s4t8Eo5jxZGztf+a/LD8c45L3/yqN6TRTuaSRyGodcg+ZwPX6cKIbxAVCtdqSSC2PfePRsEQVkW4+Pj+w/MBUFojCEUCIHNzU6r2SKEnj795A9/+Ob+/XP7D8znWUYpUUpVa1VnPWTlxrgf/ejH62ubhMg4rgIgKbpKSWO0tIAxjuOYsRhjjNAdhae/PPK8PHv2HGNhu93et2+fVkZKCbCNXf1rKpXEGIWwocw5IFKWPo0wCEJGQ4wYD8IgDLzZehzHHv5ZaxcWFrxFJwCcPJVdDnkAACAASURBVHmyKIqRIDmKImutjyvUWg8Gg1arzRir1WoeTmutjTAEk2q1WgohpXr77bdrjap3d9i//8Dzzz9PML19+/bevbP75+eVUhcuXFCqjOKIUidlGYSEszAMA48FdgbS8CgP0LO1HiP5b9YDD06IF39qZHfPAviBt5HdyP1qTAzIz2H4Tr67m3x2u/5hf7axsp0EczSqL62718XN7cjG/LXqr8PdSO9+aHe/UHO3Oecoov3+4zHbrpuwg4HRTxeI3v8hdze80K5wvx1Pl21v7d1g+0MH5r3q1Xr3T3Jng/Z/5SGjMcZYsM4BIP9Kh5G7M3KPuQZqXSQQczwPgz6jxKJxx2NAVWEYxBEPchR0EKIU1aMwzIqK1NRCLAE7J4i1zlqLwIJ1o/AJNLJxAc/m3KfItc4iB865KIq2trYGWeqTCcbHx9vtdqvV8q2QiYkJAEjTFBMM1gFygABhRCgWUh44uP/y5UvGWm10UonHxyd/8IMf+FNPCfFzg14hKYTQxhBwCBPknDHGWYsJ6Q0H2hjOGQBoo5VSgCkmWGnlCC6UZGEgtXLOEUoDwgEhh7BDoMEhjBxGziGhlDEaE0wpddZhQA4DEDBglFUWAeMkLTNlVUADA9aAjZNwz8x0EHBjFMKIUgYAFJNtEt4Bcni8PUEoQYAqlfogHb76+vettfVGAzBijDHkKA4I0IJicNZY62GaLItWY2w4yL76b/6MU+YcYEx4QBkNKA0QBoxxUWS3bg2lFJxzhLAxehTVM4qX9NXj9mVmzW6ltPdz9qT6yCDXGYV9a1jIsswZQsYYH5vkttlvS3xSqrU7upP7tmxCtdYf+9jHXnrpm6IUYcAptu3aWBCEUsiF7lbSrg37+eKwt7iwMRxkAa9uZ4bCjlWbwzXGSNQAa/r9zSceemhjZXnQ7WIEAWdJEjtnfYosQjjPcwwoYKxQUgjpSX4EBGEswASV6sMfeeLcuXPf+cEbuZCVZouEycqN2wKRYVFudHoEM9gZmPJLR6PRuH591dulHjh48KGHHrpy6WKv1/GS+0o1zrKs3Wxxzg8cOJBnWas53uv3a5XUAkipE4oqUZj3unuazdnq2N5jJ5IwuJULoPS5jz63utExmOSloIT2O92t9bXu1kaeDkSWIWcQwlYpay0BMlFrUOtijeZn5po0ZBZxoZlEiPFeIbplKSiRhKskUM4IcIAROMDOIUy2zdmCKK5UeBDxIDYWhWFUH2uUZaG1RogQRLTUUglOyblz5xYWFpK4EifB+vo652Gz2XRWbm5uHjvxcJpm3c1OwDhYyxjd3Nzo9+uMB5THxrpuP82FDpPaMCs1DDrdQbc7OJZUMCFFKR0YABeTiHKOLFh/qjFGP0cenqNhA7+vRFFkQHjzbsbY9PT0b/zGb/z+7/9+r9ebnJz099v9K/6oK4wQYpRijMsy9ySS7xz7+/DWrVu+Re2lpva+Ndffq74401pPTEwopT7/+c9fuXKlKLJf+7Vfe+/tty+ePyeTEmEspQzDxDr0s7RO79/eRvkNLAgG6XCs1RymKWWUUBaRoDQlRYQQIsoSO4iC0DrrrDXKEUBxFP2Dz342TqJut5vlmbFGarOwtPjQo49cXbo5tW8v53xxcbUZxG+eu/DwAw8sDtPrt29NxGNrgx6u16sH5r/wy58889KXaKNqCQVn2u3m8q3reyfno9nDmjjYWwsPxoF0pNMab9lH3s833zsbLW49eOiQbrTdnjl38PQwFWuFOXtlOV263aZyOFyVABdvvvfe1kXcwr90+snHj54cb+iTR+vasH/0m7+5//yFP/jDf1mm/Sph64NuHMeUUEJItZIoKXu93kK+SIPwqaefeeqZT/zlX/5loTILyFpIC5UJbZQGiyPWOL/Qf//iUsjoidPPtuv8yAQhSD33wMQXnpnvF9k3X//RtfWeBbacMaFDvLIWx76oRd77YTs2TUhfeSPs7fit9vF8xq5ubDQaDXA4y/J2e3zPnj0ODAAwRga9/nh7/MrFy7dv3D586CDjlNLAWgXWAULgwFh44IEHCqkuX74cVxKlFEJu3769Y43GiRMnCCF+Br1SqYRhiDHe2tr66le/6k3h+/0+ZeweaeKo5NpWW+0ET41KPU+P7waKhFLvNuS0ieP4Q1Ef7CQQAMbO/sLCc7vLj9AdoWqe5xQRjHGRl8ihIAg8KzvqJXl5p58P8Z4fnhoSQgghRoZyIwNP/7i3C/cg0MscRtnZnmJCQPq9zBibVKI4rjgHly5dipMwz7MwDE6deqzRqFUrNYxJrdp44vGZzla/2Wo8cPyhLM+SOE6zNAiCPE/jOEYIU8LW1zdWltfKsjTGIUS0UdroMIjAer6X+OCmncAG8N1rABgfn1haWnr33Xeff/55jGi93uj3+8Y4j1ERQs4ha5R1ihDEHULYeGhUlsIaQrAuClEnLCbEm6OMlPZ7Z/Y+99xze/bsEUKcPXv2yqXL3jnGr8AY4zzPPX4+c+bM2tras88+22w2i6IUQlhrpbTtdsuHr3oa5Ctf+WqjWUvTfHp6+oknjsdxbLRdW1ubm5tjNPAfrShTWiGYWuqgVqs4h5Ty6SzYWqeVZYxprTD2BZhBCHxVxxgDcEpJjDGiwa4BEjzCIW6Xlck9mkyLdp7Dd5wwR6/ZvXs4dMfx0xOGgO5TeI7aE+B8Q8GAU1j5HRAF5B4kNqo+PTsNd6cm3D+Gtzttb/upu1/2k+CW3878TXH/az4M9bmfvkXekwRojblnFHB0od7fugVwyDnrrKfl/f1lwIuDtwG6BTDOKjAatpUeI3dNA5gBBgOBcoTylJILeRcreDisByVwaR0hOI67zp7tbwWUN0mrglCkEHUQGnDICWrdtrf+zvilvdeH/EO789bYMAy8gNwYM7opfMP6+vXrvqq5fPmyUipNU94OjLXSGCCEUAQY05A+9NgjwqhLly6GPD545EiWZSwKhFHaGUJpoYRBziDH41AYVSpBw4ASJqQQpQDnKCFlUXgqJs8yf8DCKoSQAtPPh8KqXAtttbWWE6CEAzhttvsLFltrjXVglDRKR1FEMFVWgkPGylJkpcis8R0TnGWlcw4hUFoRCtVacuTIQQCztrbGwwA5OhwOGWOUkCRJPDm2udmt1WqEEGWN1pazcJAODDgMSBotlXIEEHGc02qtghBK8yxUjDNSpBlDOIwrnLG19bU0HVLKEEJlmXt30F6v0+12w4gjxPv9AUDorz3vLDXyRoqiCCHCKC+F3L10e5aPEBKGobce5ZxbbSilnGGtEAGwzlprMcGMcQAw1jpnKGHbzreA3Icz/Qhj9NRTT73yynf2z80hBEnEMXEbm8vf+97rQuSp1mEYFpke9MVYY5KzeDgs7nSSEAawWJaz0/vq9erVa+aRk8e+9rVzE+2xOI4xJmHAlpYXCaFCSM6YNoZTHMVJkWdplpeltNYg54xVzjkeBRFpPPXcc0EQvf7mDy9cvb60tsYrDYlRd5gSQjkLdkeDxnHc7W4AQKfTieP4qaf+8y/96VetVkmS1Gs1Lzxp1Gp79+6NwogStrmxgXB3kGY8CDHGzqVOyuHmoM7448dPtKMgqVa21tcW17sffeaZrf4wKwRmnGLS62xtrK4OOlsiT7UojZYIgbEGjOWEVIKkzsMAES7U4b3zNk0bcUV2OiwIBZDNYS4o480G0SXjgIvSydI5BNZhijGijEdxnIRRUh9rYcIIZQCEUGqsLQrvoIa1VkKWUspKUn/1tR8+9ODJ4bB369bNUquZmb2zc3v7GxugXaPeSNMMAFlni6JoxRxJnVSbRVEMB4XUxmGa1MbaU+TspSu1Wq1aG6s1m3khgjB0AA5IUeRSa4ZwEHDgnBECgP8+yri/v+QGN9JN+S0fA/YDFYwyY8zRo0dbrdZgMPC716hO2v3jnXZ9bUExAgDfRfY6K2/A4PuUvi5xzgHG9yg8R+DTV+HGmMXFRQD41re+tbi4uLS0+Pbbby/eupVlWZ7no/yuvxu3iXblCHHOl9ZXMCW94SDL8/PnzzebzWajMbNnpl1rBGFIAVtpEMIAzlrrkGOYnDh2Ys/MHiFEXuTamv4wjSrVVrOZxMnJkyffeO31LC+jkCysbDSaa0trm9rhYa+fVCurnc7Ly4u/+UvP/Pp/+9+c/db/G8SUU04YBdBSFhaHjhPLuYxipC1BNm7Vwsn2nr17+VYv3uoDikEJsVWgYVmnSZiwRz7+bP/TUWdh89r1W399/dy71/rfWoHX3vnzfZXvHj94OHNu/bUznyzg6c9+5p8fOfjuD374z3/3d/VYQ0qZpdmv/urnn3jiI3/yp1+Kw6iUOsuL51/4tNauNfHjW2vnEMYOYQfIASEsUKUrNVhMeTzmMJz5/qUgIQvztZlJsGEsV1c/evLRo5/71Vc/uP0nf/U9NdvuZ7Laz9Z6a7VabWZmRgjRH/T9JRQEQRzGPqDZd8SFUFIrKaUfFpdSHn/gxKlTp1577TVrTRCwen1sz54Zp6HX6Qgh4oh7q0/sr1uEwEHA8PPPP/+97/+ABvzMmTNSSmv1pUsX0+HQZ+t58NlqtTjnExMTRVF4z4/toKpdDntegTkqGnyI8IjxGxke+P7iCPVpXwb5msnYD+X6RrcP3pF6ol+QfdtnFTAGxrfzuwkmI6NCjLEFN+LBdv/2Z95fS76t4KG4V3uOim9fyflmsC9bfZEURZHXiPpHOA5FUTpnUmuLrMjzIcF48fZCUeTt8WatmhCMpNSEmLKUxliEkJJGa9vrDjY2NsMwkFIhBEKojY2NWq126NCh2X3z3/zmN3u9wWjkmHGipQEHDmwphHcV8ppVrzfGmIi04CzsdQcfnD1/+9biiRMnxscnvRrfM5NKKYwCYyVCBhNrbMkY4ZwjRBgNMeIY8ygKfXPHt958h64UpfdLYIwNh0MpdRjGXuhRFMK50ldOhJCylBsbWxsbW5yHQsgoSijFxphOpyOEmJycHJ9oPXn6ybIs33jzDcbY3Nzc3NwcAkwpvn79+uXLlznnCwsLhLBGvZFlQwATRtxa4+2dERDGAmutA8s5z4uhP0K/X4zuQU/Djop4jDFlWBNyJ1LZjfDRTqF1D1pDd0boRrF+9yM69LfZRXbYIef3NWssAXLP3joyKhtRZ/egr3sMae7n+ka+KSOu70M38RErso2E/64mZ/ccwCjBz9ur7naj+Rt2WHDgdtnMoNFBeocebAE7BD74zFutbmNd54xXYFqErLOYDKy50usgDXNhZcwZrG1mUBCTnpZXO0PO4ORYdQph4sBZwM5aRAQFppE/gJ3TvtPFQxjA7LoQ7lJ4Ukr8TGme51prHoV+olUI4ePmOPc5BCYIAt8ZF8OsFIU2voukut3uW2+9tb6+5kumV155ZWtra2tryzk3NTU1Pz+PEOr1en692g61I9habYxC2BGM8Y7Zr3Vaa8k5Z4xahpxznARSKxZwRDAG4gwA3hlhNTDyNsSUOG0RICCEMRZyLorC72Pe4J5xjAA75xgjAJgx6pyllFJCvXeLMQasc85wigEhznm72aKcUUrjOPbGyE4ruW2kvD01aq1TSiELDKGA03q9RgjCxMeD8UIXIaXzc3MU4Su3biilgyCkDAthKMUAFiEUhMyvPEmSlOUdSf9InbsjCMe7RWR39l+9bQw7UgFwRhAC79LhQu6spQj79cR3A5x1fiLDIsAYY4TdfReGkJJgyhj9whe+cPTwEQCnZVGU6dLyTaNLKYv/8Mr3ysAwGlUqtTwvN7NhtVq/Z9vvb6zfFMXYWH1tefHC2TMEXG2sXq3Xt7a62pg8zwxYrXUYcKO1363CILLWKqN9HrlWJkwqaZ73O92xsaZjweHjJ9+9eJXHSXfQr7Xb1trGWFUKgZzD22UJ6g+6PkxbGzk/P5/lw0ajkadD5+xgOEySBBOYnJzweRvDYXrlypXWxJQGJ6UIebC9vBpdHWsQDJtr62tFcePKldqDT7KgsrK4EFcrK6urk5OTvU4nG/SLLJV57oxBhDiEAFnOGGdhHERaWXB6vD6mtUaAsiKnDigNhkYOrYFawupVlCOqSqosFco5xBBQjAhhAY/CIA7CmFJqrLMWOKcGIE1T64xfGI3R1lqEnBBlkiTvvfceIej48WMWoeWlxQsXLtiyOHn8pDFOKW0NIIIwxlrJehwCZtKUBlEaBIRHPKo3xqN5xK/fuLG0svHoY4+3puc7uRGiWFlZllpqbbTWJAgZCxCQbS9B9HOC+jy+2k2UZ2UmpfQh1N4G6sCBAxcuXDh58mS1WvVij3uyWfMs88kNMzMzBlxZltZq7yw8qsBG/9jezjExOxMCvq+2uxXn91GvwfvKV74ShmGtVrtw4QJFUKlUyizHO6sAoA8Pkf/pO9PunmUURIwxHyCrlPrGv39JFOUTTzzxsaeeKienZ6amLaHYIUzwdhvYWufAWddutPIiH2+3S1EemA0dwsahKo9PnXz0a1/6Sp0GY7Uxatz3X3tzYmpCmk6kZS8t6vWx8dl9f/iv/5/mr396uj0p1WqAmS1ESLEuMjO0caNuSuyEw4hQG9WbU3LPYG15IYhqqsyDvCMpFyFjoQmL3iwf65WbzUbrqZPTZu/YP3jysKiw1ZO/7Abi7Zde/tE7P242Jmp7pn73n/6z32bwsaeefOb0R6Z/53e//977AHD92rW909OHDx6oReHNa9dYlNQqlf1z87/9P/yPmNCIWcqoQ1haP6/GcOCstX7eADmHI1mUZXlxvbNA+hO1iMFicSOs1u34xIGHTv7Wb/9Pv/nf/fcGIYKJFGJtdTWKIowwJZQz5hxkaRpFMTgkpRgOU2OMtt7pzuydmTn95JOnn3wyTdNqNcmL3iOPPNbvDw7OH3r7rXd+7XOff/DEcWTBWocxgLPbNi2EOYCDBw/+x++9iijxhvtaS+8Y5lkgrfVwONzY2PAlvh+88eXIaDvftna8O0bZN623s6R3Aqb9iz2Q2L4jEDp06NDy8nK/18Pu3tvEuTvmcn73+k+cwPlP7/j8TY+gn/FN/sZCcJSRBR+WV7bLfB55g5YoirRQ2wW7vXPeRj7sXv7n9YpCiGK7rHEeHvjJYf/deT2kd3/xM3t+1/ffXRAEHvb7sTelnLU2DENrtVI6jhNA1quCu93uK698hzH6+OPPjujixx//CEJIa2stjDXaaTo0GIpy2Gq1oigihIZhBBV8+vTpXq9nLXQ6nUuXLhujASxCoLXMssw5EHJ7wLUsSyk1Qki7olarY4xv315ECDWb7aIQvoPmico0TedmD7TaDa2VlLIoU794lqUAzoIAG2OFUMYaz3N6wYXnup1znjD0czJ5nud5LqUckUX++kySRAjx1ltvv/fe+71e11oLQK01lUotisKyLLO0GGs0H3v0VBhHUsi5ublqUvNfpE/FeOqpp+bm5m7cuG6tpcTV65U8L7O8z2hQFCUArjHqbUgBWUqJtTbLci/ENcY4Z5XSPh8cAKSRlBGEECVkRPSNrtPtS2wnIX2XktPX0NtXmQVntkEe2uGdtjftbbXhHUDoRm9795AgYHB+d/PDhLtr0N39iO388Z2C9U7y3u4Uvrs3pvtj7kZv4q/23XfQ9jvvkn2O0s7vwnLg7r3XdtkI250Qg5EIE3bxjSNrmVGra+TCOpLE35GGej4PnHXWeCWnMRhj65x1FgAw2s6tUQ75iGuplX/ClxYAICiyYJk3asdkSO2KATAwYGAtDRADzCWmRciWLAQARcJLITQgC04jUNjmFBoGuR01kV8Tdp9tbzaIHIZdGRhKKeu2v9ayLIMgqFSruxeQiYmJsiw3NzcRQvV6XUpZFLmxKiScsUhrBYB7vd7FixcopTxgSun3z7ybxJU4jqSUg0G/3+8JWXpgJ6XgAWu2xoZpVqnWjNbtVuvAgQPnz50f9PpBEIiylFLun58/cuTIcmft4sWLxpjjx48fPnz48uXLN27cKEs5Pz/38MMPX79+/fyFcw5sEARPP/1RZ913v/tdUap6tfbssx9P0/S1770Kzs3s23Pq1KnBYPDGD94sRUkIe/HFFzHG77135vbt22EcCVkYVeb5MAiZsSokoddA+llr5MAowxiXWmHfcwE3GHQDzihCUpWUMoocJ4CtNtZyilnAETijtZYq4oEz1ogSU1qt1vwJj6IIE0cRFrJotVrNVqMsy6IoKKWEuBFb7qPMh8Ohc67f71erdf+ljG4iX8T6INBqtepfCQCizDmlhSi00pRSwHgUTwIAnAdaAcbYWIvwjqfuhyg8GcZ4bW2tXq8tLS0i5LQUWgslzaA/7PY6Aa8ooa02cZRYAnHM7rqvnQOAiBGrSmciUWTvv/vuiQdPOIBuv48w5HmmjFbGSKUQJtY6QITxoNEcY0HIeRBwPhz0gjAcCsmjeM/BlpFmK03DpHr6mWffefe9zKyub27ESXU4HBDs8R6x1gghGKNBwIoiS9PBvn0zr7763W63iMMgDKM8GxpjAKEgCBhjrbEmpWx6etoybpDN86FBloAj1tQaVYvd4tqSLWWA8OlnP2aOfuTWwm2Haa8/jHhw/erlQbfb62xZKZUQAedSm9IZhEgSxYRz5QgLMQFSm5goMIricJjlkISOk7VCDYMAVyrAQ1CKsyQm1hiBLXDOMEGUB0EUB2HMeEBZ6JR2AJgxo5RUkhLiLDLGWGOydLBv38z1a1ecc41GI47DlZU1h5xztlmvmyAca4yFYbzR2ZKlqEQBxUSp3AZobX0LEW4Ri+OadLifq0FWRLWxBx4eE2XZbrcyhWcP7M+zrJTCAhRlqZQGIcOk5i3ZjDOEkZ+bub4709WE+KVca+3b7VEYFaJ46KGH/uAP/uATn/hEq9Xyxvp3mqw7/U6/87VardpYo16vp+nAbxVCiOFwuLa2tr6+PvJgMMZgYgEhxpgnA0csyj2bop8zGTVNEUK+Btzp8Xw4nPvZ612EkAHrg1PCMLTWHj967K/+6q/WVlbKUtSSih9rxpQbv2lRAha0206JiqO4lAUGZAoRxxUD0EpqYwdrx/YfGq5uYuUCzKpBpUiFESbUNuG0V4p9x0+EKwvf/ndf/68+9ViNcSc1FjLhsZOiuuUAEAmoCqnByAQYWmOynCxWx/sbq5UKjpfLMiGSW24VsRZgUK0GZTUvQQu9eeTYITj18IN7TsKN1WPy6aMTrQzB5MNHjzx5zKW9f/F7/9upR07tn9y3f37/8vJywNiw30n7nfXl281qPCxEf9j/j9/+1q9+7rP/+//xfx6damxsbBrnKkkDYSqkwgwTwggGZ62UIoMeDRAqUdpD5waFDOk3z752+OlTc3smxvbNPv/Ig8/vm375+k0EgBFmlDnryrJot9u+k1qWpTU2y4put9tqtQghDgEh6PHTH3nmmWe2tra0kdN7xldWF/6X//V//vGbb732vVc/9tTT/+x3fufUI48QtO3Kg8A5RMAZSqnQRli4efMm8ZndhQ6CIAzDPM9gx1zb93F9fe/9Kjz/UxSF1tr7fIwuRT964dsiHjHudgUY4T3/iH8fQKjZbHY7HRXHRZoJIUaA504TfCc+mDEG1iJK4ef55287WHs/5Nt1zyJr3XYXjRCttZQSA+YsoJQOy9SvSx7mjSYqfTHq86z8NyKlDMPQd9O9ftLjeV9k+DLCN6F8x9dLH7fFacYiB06bIGDWYkowIGuMI5RZZ25dv0kIqdcnkyRaWVnpdnt79+4bLZtFUSplkyQUMncOfLh8wCOl1KOPPuo/Ya/X29jY2NzcDAOWxFVjjLcVTdM0ji04JIT0IGY4zIRQ9XodY1yWxbe//TLz1nnWevgqpaxW642xBJBD2HljGwAo8tJZinEoSgkAmIKU0usjvAjKWnvlyhWvlVhfXxel0soaY8tCWmuDgGCEMaJGu7KQACgdZjvpW5DnuW/SHTp02H8oY0y7PX4Cn1xfX5udnfXqXK31448/HkZBY6yOMExOTUxOTIZB4By88sor5z64IIQAwAGPiiKN44QQFMeB1oIQSgjWWud55m9JQvCO1BFhh7zhgbXbgpRRo9DzOduwZHdc+07AuBvRZc4RuCME9UNoCHkXWXdHDjpKfgd3X/vfWWe9Szi2xmdLYILdffzbbmruZ/dxuSfTbwQg74ou3IX68C7GA3Z5kP6NyRCjIxx5X/v2ltfQjt5whMdgV9j66Dq8O+8Bf6hY1BqDtikpY5QG2E5uAMClkhoswlhLwRBCgCR2ClkgyFKiCJTIFRgoB4GdpIhq5zjLnBEUSgyWwNCZkoIhzmIgGCR2CsPOYW/Pcez8RqNBUEoJcnREpfo1vBRiq9Ot16r1er3ZbB45fizLskuXLtVqtVar5esEn45w5MgRQsjF8xdWV1aSVnt2dm+n0xkMB1HAZ2ZmKCXXr18zzFTj5MSJ42fPnpVlUeaSU3L68cfffPNNiqOlhduHDh2aGh9PB8OZqSkAqCRJs14PGNVSVOKo3m7N7907MzMzOzOTymysXg/D8MSxY4cOHbpx7dp4q9U+evT48eNTU1NrKyvVKJqammg0mk8/+eTVq9fr1ZqNYXJy8oUXXjhz5sw777xHCDl9+vSnP/2Zt996569ffiWK4v37D7z44oudTu/GjVuVSgUBXl9fA6uLfMhZKLSqVCpaKoeAUq6Ucg4B4DwvfUKD1tJaLUXpnEk4jVkEAE5akIUDTCmx3gNUK2ctxYQgBMitr69vrW/kRlcqFSnFcDgAAELQQw89/LnPfZ4Q8tJLL7322uvGmDCs+wXNr+1+h63X6+vrm4wxKbR3mhgN/vn9WilVrVZHK3xAiddHhJUEWdftdm/fvq2UYgEvspwQQmkAAMYaTKi/2e+nbAihCOGXXnppdXVVlkKIUhS5cyZOwiQOgiCw1rcRuVLWWocQNkb5FWu70QRgnWk2GkopymgQBfVG/frNW1mW1caal69cw5hiQoIgTDgJRQAAIABJREFUBEAO4SAMxprN9tgYo+zqteutZiOJE6WtRvjcB+eUMv3ecGurK5S+fONGFIQWAw+Cgwf3Ly+vOAe+Q+0rbc9La61nZ+fjuDIYpITwMAwpxYOhJIQkSaS1vnr16k1Eut1er9uNm01eq7AgIBic1YiQ9e4ma4/3pYjCoN2e4O32hYVlY0AqaYweDHrZME37/TQdUoQxJnlWRO0xixxCJExqlHAnNWIBo7SrpHYWpDBCOouNhK7IC+zwELksU0ZbYZilFRQhZ53DlhBCOSWcEE5ZiDHBBGFCEELaGoSxF9cghKyV1mqEnVJqdnZflqZLS0vGmOmZyWq1WQyHQpRTk1O9ocyyQilNCcuyYTNC7WY9SupCmzipkiC+cfkaCWPKgnSQ12q1YSm/+adfXu2kvDKGnEMYEAJMCSYsz3Igfb9lE8p+ntxc7inIfEMxCALf9mCMHT58WAixvLx84MABSj88f94HZH3wwQcGXJIkhCAvBPc0i8908mVWlmWcc0AIE+LX4tFM4P0T6iP3M2t9eb0zw/H/Y/Kuc5U46XQ6tXpdluXs7Ozy4uLazAwjpNFoMEwxdWYnbYl4EYBxCKDb73LOkygGDiANMtZpyxDWzjYqtYFei4MwosxpraxpVCrRYGjCMDUKOWg3WvrG2mB968B8lIpUkSxMokIJEBoAgFMRspJii1DEqq6b1OqtrDtIjKTMam0tAg5AGbbIIKeHWW/NKI5N0Furv/f24ldeWt3I1gcQ1ffsP3IU11iKq//iX/+rH79/6dvf+PbemQMT0y0AZ5VA1qS9bjkc7j94IKk3u4Pi3Jl3980fGqslpcpb402HcFlIoUoAxAhlDBOKjAGECS/qxtmc6R414DQ2JqrU5c31t969wEP2R6dfemNzwzgIotiPuxnnoqSysrbebrfjSrXRbK2trVlrp6en03QQhiFY+/TTzzzz3LPf+MY3ur2tfbOzTz/99Isvfubffu3fYsDHjh0ZbzY/cuoRsIB2xFi+tlNKBwF3zmZZsbKy4v3NCSFKKWNUrVZLh0PvV+GbCB4BevmlD4zmnLeaTaM0dtuPAECRF45zg7EfsveMou9TjOqzkWjQS5e1MZcuXer3+0kclyj/6U0W/IvIvvtG+5xz1li/l28HXVDqAZ5H495XYOTmP+JpPX3n8dtIVe5h3giV+d+eqvX6T4+dvNmJf2e3PdNvR4ovQNYY/9eGUEoIPXP2vTNnznS73enp6fn5ufHxCc55s9m01q2uroVhGIYTYRiWhXQWZVnW7XZ9SlWtViuKQojCWs1Y3Bir+f/Xi0W11t6yhRBKCEniKsYYIxqFkQdavjPlt3C/W1+6dFGpYmKyPTnZmpiYsNYgRI1GYVCN4ypGLAgZYdtI2OM9X9MvLy93u12t9fLy8p7JfR4w+wp+FDBwPz7RavsE5rm4ceNGo9FoNpthyL3oy3OlxthqpQoAx44djeIIA242msooRqiHCrOzs2VZrq5sRFG8d+/s0uJKlg2dc2TgnCVRFPl0aa+d9gc8MkDCjhhjjDMO2HA4HF0Gd+1E6F6u+o7gE20/63YR2W7nKXS3s8vfIGK8AzZHoBO5u1m4n6Qx+SnY7/6/RT9z92Q3aPxbUfTb6M7Z0cSyu5uT9LDtvtQn2E23bjuruQ+fp/AdMdjJ23TeqgEhC6Cs1Z7MRDuyUjCAnUVgDFiHhNRWAWGAEQJkNfZuMRo5RxAgB9Zpg0FjZzFoDA7ddaTObntE35Ms70/t7pwnIQRGiFHi947BYHD9+nXv++W7HmEY3rx5c3p62j/oV6d9M3uzfHj1yhUhxP7980VR9Ls9rSVYNzkxnmXpubMfZMP04P4DQRAMev21lVVn7IljxxcXF/vdXpZlZZ4v3LpVliXB+Fatvry0hAEVaaZLkaLB6vLK1ctXVjprQphKJfzh698/9/6Zy5cvE0I66xtba+tBEPT7/SLN1paWb127LvJ8cXGp3x/Ozx/odTpf/vKXr127sbm52Wq1/vrlV27fWrx+/XpRiHZ7Ik3TP/7jP7HWnj3zAec8iSucseXFhULI6enpRx85dfHK5aIowGFCcByG4DCipNkes9ZiQJRCwBPkNKPYynIwGGDsCCYh40kUWwRpXgRBUKvVCimRtbIoKlGkhUQEGAqiKHLOlmUZRQEPGMZw+fLFubn9nAdBELSa491euoPoLNN3zJB8Fi4lvNPpjBw+PbzxLRKf4+qDCrQUnjYo8xQj6py7du1qq9VOkiTPc2U0wcHPsjEZo5eXl8uyxIAc2DDkGON6o0YxQchZ7RAQ46xXYXAejFwrtntOCOWyJJz1upsOIanVzdsL65sbs7Ozg7QoShlFRGjlMJJKUUoZDRqNsYOHD7//zlvPfPSjWirndJ7lr/3gB+fPX3AORVHFAShtAxYKbeIkOvXYKUrx8vJqoz7m6RajnbNWK9scq2qtH3roofW1zSIXcRRijMuyTNNUl0Up8jLPMCBkwedgI0BKSOyskhJZAxhTxg1BirC19Y1HPvLURpqVJXgHsiJP02G/SLOiKDhl1tjJyan19fWxsfEYI4sQJwwh7KhBmEqAvhRZmduyNFppxBAhwllpnPNqHWOpI0SjJEys1AI0ZSFnASbMIUIJU8pY5xAlUiu/cQcsRNhZaxAiMzMzWZZdunQxjuPm2NihQ4eklCurizeuXz5y4OATjz9x+/ZtQLHIC+Swn+ixxkxOThJqrRIOsU538MH5q8LBrYWFRqP+xOOnakm8sdWxQIuicM5ihJQSzbHWkaNHHcJBXK1UKlpKwhGi5OcS9XkeZjSY58ARTGq12unTp3/0ox8dPnw4DENj7T2oFgP4vmwQBMoapZQx4PVCvu/ue/PGmKIoPOUySNOQxt5DLwxD32v/0A3Db/yNRrNWq62vLO/y2rg/F/fvRHUCcsbWk6oSYnJicmtz8zOf/szHn3n2sQcfsUoXQoZBqDBYBw45rwkyzq2urvz5X37t0QcfeeDkifH2uHWWYY4QHmu2O/2tB06cuHX+Ur/fKxxSshRSlkZxoQ1DDmBjY2NMynkWFRs9MkkDAlKJvOwLbQq0XuexZSCcNRojbQILoGllbDrdGMrhiku4UwILhTGhLCSIur5JMP/O2x9UIIpmcD9dCours+19N9Y3371w/pnxKAr1v/s3X25Y9JlnPnZrtXNjcfXcxTOEsP/sV3/l0Py+ydbYP/nH/6jdbl27tfT9H70z2Fy9rfUnn32aJrrXG2bDLB3mUhpnLThkrZGyVNqwkOXhHmcl0oPYDqnOAlliYXQnnd2zf1Pof/ovv9RxtQRScE4rxZRM4kQqOT458eTpJ7vd7htvvFEUecCI1uLQ4YMnThwPomBlZfmP/tX/5ZxttZqEIsrQn33lSw6jWlL7r//xf/nIA4+UhQg8q7ZTeY2QGybEx6Zbazc3N6v1WlEUQcA//elPi7JECJ0/f35xcTHPc1/fexnPnj17GGMbGxuMMuSAc04IKYrCp4Zorf2l60ttY3370niAATsOn6PSwcd8K6U8EbGtv9qlGdklBgPv5vILD8/dwjNCMCYYAIbDYcTDJEkIpqIQWZYljcrIEdHXph68+dLTOw14l38v1h0Vc34EbpT1NzIAGBl7SilH/AmhyFpHKKKUEEKCgBljRCmlVACOEEpwMCwGc3Nzn3rh+TAMrTO93hYARggTQoUopRRp2m80Gr5p5UHpyFomTYeE4H379pZFvrm5HscJ59TXK1LudqhDDgFj3KfJW2u1ltVq1TePnXNlmQOEvV6n16+1x8eEKIUslVIAWEoJrnSWKaUtGKycj7jwyJUxFsex78ERQqanp51xo3JqpJL1/qgjby1fllNKqeZKqjAMt7Y6b7zxxsmTJ0+ePOkcKKVXVlYnJyeLvDBWEUL275/XSp/94AyAq1ars3vnMCbg3Pz8/KGDh1ZX14SQhw8f+eEPf/j669+fnp5WSuSZcc7ygGOCGKdhEBZFQSimjDjrrLMEiO/rY4SyLBtJH3fm+u5qo7j7bV3g3kQHi+5q798f0PeTcOCOf8z2XJ+1dtsrEv00Hu9n0FTDbqLPa0NHD/rPvtuvxX+Ju5cghNDPLszerTv1/N5o1RqpOkdWMRj/NPz5M3L+Vt8RwwPGgJB0YIzZDrv3hnDGWIIsQgY54wxkZWShoSFSPjzVGFMiYCEhiQZkIbQIwEgCFgM3QC0K1B1p6+jo3Ej+68/tfVAcIeycjeMYIdTv92u12hNPPFGr1ZaWltI0PX369NGjR7/2ta+9//6Zj3zkiZmZGcbYD159tRim+/fPt9vt4XB44cKFyamJdrtJKb1584bI8rmZvXGc9Hr9CxfONxqN2dm52r69Uqr3339/amqqVkka1YqRanF57fCBAy+88EK1Wnnp699YXFykgIb9weT4xNNPP71naura4o1vf/tb8zMzzz33Ccbo6cce+9KXvhwE4ZOnTu3du/f1119//921ianJh555eN++2e9879Wttc2NtfUvfOHXH3viiUuXr/zff/TH/UH6saef2Lt37/LqhkWo0xt8+pc/Oz4+DoA2O71r127orZ4QklIChU7TrFav5GnmwYOxTmlDCaOWlkog5BilSpZaIiWyhFU5smMx11KFIYt5WKtVSyHXV9b6/WFUTRwmURRZ57Ii725uUQTOYSkV5zRJImPV5ubGhYvnNrc2X3vtteXl1SzNlVyVyvka0vfgRpPYSqnBIG3Um6NRoBG17oUbfsn1MRtO5koKhJAxljEWR9FgMGCMF0XBGPuQ2JafVH9TOj4+nmXDIs+zfAhGE0LyrOCMhWHgLBJKCiF9egchubXekhojhDHCgECLYiAKXqnItK8MbA36jfZ4WK1dvHqLhZF2CBOKEIRRCNYNs3SYZY1Go90ef+utt06dOtXd6tfq1ZsLCzyMAXCpjHNYSN1ojq9trExNTiGAd999F2FerzXjJCny3EemZGlaq9dPHD8+Pj7+9a9/ndJwZwrOBEEQMerAzM3NNRtjt27cDHiopGTGTVQbNqlm2UCoEmPUbrWLspSAXvzCF7cG2Xo3VeAIwWVR9Lu9Qa9XFpkxxll34MDhqYmpar2VKcUxBoStAeMAAzaOWGeVUcgahAlmKEfEgQNHHQJsEQZknQGHgLI4qThtdDbElBIWEML9LkMY92ksSmtjjENYSuWcUVqAk2xi7Nz5y3v37nHgwNmtrS2tTBzHY2P7hSiyNJ1oTm10sjTNGs22tXZyYkL2V6IoGKRdwsJuP7t6a2m9M8ikJkGiHb25uLp/dkZo4wg11oADilFSqf3S8588cfJkp9tf3egkSUJ54H6OPDx3L3z/H3tvGmTndZ6Jnf3b7957oxuNBkAQC3cSXERRpER5PJK8jGQ7ZeeP/cOOK67yTGWSH0mlXKmaVE1lftjJaGyXxy7HGsspjy07sSRKokSJpEQSFBeAC4ilgUbvy93v/fbvbPlxui8aAGXLsTwVV6mLxWo0Lu79+t7vnPM+7/ssZrs3HAbTIIEASi05588+++znP//5ixcvViqVO+FZUC6bSivPcxNNI0QBISyVSqauMl4vpiwzrDmgQRzHhhxvGJ4/6PwzkmwzvocQGUdHAPSoffgP/91FUTRqtfXNzdmp6a31jf/5f/yfpscmpRR5mpb8QElZSA4AQABJybVWAOqgVPJ8/0t/89dff+Ebv/qrv3po4hAjBEBg+1575drC8aO27yqhcsER0sQmMOVC82HUh5VquVzOVtdUVhDh6CT3alhinYhEYtjWOwyWmQSMcwdQwgFTEBAbBGV/amIj7NpI40GBMggREoQybQ024143e+m7vUa5OEu9auonkrWgHLpj768tL7/4PYhx1B1OTx367C/+0tdefv0vvvkdiIjWstvtWccXqyX/gXtPb25uxr2WSEOsoE20TIex4xy77/6SHwx64e7WThyGosilEEWRJmkUx+Eu1ihTpQGoCUqAm1g4cmQboy6I0jgBm625iXkyORlFUZ7nlLGZQ7Orq6sPPvTQv/jcZ5977rn2zvbP/sIvPHTfGUJIliV/8Rd/0e13HcfBDN914viTT36EWmR2dvbsow+urm997SvPVSrl+dk5pKEsJDA9FW2yHrShwDHHsyyrXq9LKev1epKlxpnzq1/9KkbIDPdMHvdI4KS1np2dffDBB5VSvuchAE1eWafTiaJod3fXeEtIKaMo2tra0giOCi8pZaVSMcQ5MwY0iE4qZVmW4JwQIoviVoeDm8l+e6p0CH/s4XnQIANCgNCe5nZv6KqEQd0j3GK2GjP6MxbBBuOZQEhjFTt65AGfBmKmWAaum29MiTDSoVmWZTGsEWQUW4wghBiluVJQIyARAAhIAhVFCBw7tri4eFgI6bl+mmWCK0JIlhWOY2dZavK0tYZmnmyYDmE4tGw2PTP1cz//uVqttnzt2osvvsh5IYRMk8K2HSNm0xrkeaGUqtZrnudRSsJwWBSF8RqI49hxbh7beZ5bFiuXy65jU4aTJIaQUOIgRCm2LMvlMlOamzLIgLrAD9IsNeZGzWYzTVPPLptnw5gYJKyUVkoDADEmSmnORRRFhBDf9zDGeS6ywSAIgna7/cYbbziOc/z4ccdx19bWb9xY4TyfnBw/dOjQwuHDUsmVlRtra2vHji0uzC8QQg2stWxLKnF16XKp7J86fYKL7OTJkzs7O+9euG7CXUxkGoBaA2VuCQU0VGA/vWmPiIgQMpnjGtzKoL5jRqY+bIlpuD8H1LcjvR9yLn3H198x67vzh3d6eN7m+DLKNxpxEQ+6Cu8FloBboyB+iA1lxDgYIcyb8HVfvzfibf69CNt39pFHLppm09tre0GgoHFYvYlZkYZAaRsoqaEGSmtItA4UOgRAldhVDrEsAJE2BFJwH+kJAIQCNE4xIgoChQAEgAnoQQiMxBDcZP8qpbRGBzDqLYbkSinHsaMoGpnWlEqlarVqmiCVSgUA0G63wzC0bev+++9/4IEH3n///f5geOzQ3Cc//uzRY4tRFP3H//gHn/nMp48cOVIU+XPPfZVz/tnPfhYAcOnSpSsffPDIgw89+eSTxmHy+6+99vGPfWxubs513a9//RtJ+Mrc7HTJd5PhkGFUch2tNXTshdmZu44sNJtNCkBgOyePHT++sJAkCRRyrFJptVoXL7yzcWPl6gcf+MwSUTrYbfWb7RtXlqBUlaB0+vTpRn3sPX5ZSFmtNT7+8U9sbW1nWeE6frVaO3XqDOf8xvLqcBBjRFzXUzxVRTExMT7WqL744os3bmzMzkwXQplVL7TAGBMHS87zIknjuOy5E41a3OsOosHJu+/6iaefOXZ0cfn6jZWV9a3d3eXV1XZ/oBAoVWuYkETJXr/rutYnP/7xYabfeuvNy1eXxsfKtkMnJsZ/+Zd/eXHxWLfT/8IX/vSdC+87joOw8n3fcRwTM2j8VI1xoNYwyzIN5IjYb4ZslNLhcGjc4EzrSktUr9fCKN7c3CKEHTo0hxEJw2GappZlAY1+mGW/TxIh+2pAojgQQgwGYckPkjhDTlAUPM9zo9nP82zULjG8aQghQCqRvOyXcqUc1yWOG1Rry6sbuVRJmjmO53muUgpCFMYDwYvLly7PTk1OT0//9blzk5OTh+fml5aWkjTXEAENCLW0QkiBNM0OzRxGiLx57vtc5H55zPdr5XLZcwujX4AQLi0tzc0dfeGFF7JMEeyUy2UthTk9NS8IRZ7nGZe7yYmpIwsLaTdyII7TsBWFPClsz8UKEMQ+/dOfW76x2h3E2PJlLESRR4NBNBxk6Z6vR8HVXSfuvnr1upBKcYAhhAhLZdyakAQAKigVBAruceYIKfIcakCAadMiURQCaNuxte8QQhybqIITTBmzLceGCBuDWqEUFzznAmNiM1eIHCLGGBOCJ2lUZHkURYzQifGpRn0s58na2lKRpE+efZynMoriohCW5UhejI+PxzBVUjDm9qMEWX6S816YMNe3bHu3tdMbDCbHG+VKpR8XzHK0lkWeiyjqdDuXr1zBmGoNwmEcDoZeUIL/hFDfLQo9pcx6QABxyTHBZv1wzsMw/Ou//mvbtqMosmrOwWeI4ziOY1M5QYI554QgxpixZLQsy/hZmU78YDAYGxt76qmnvvXtb+/u7hp5lWmw3XlhlFJqW8ZBazgcopsnzY9s1gcBcC0bQmhbVhLH995zb+D7Oc+RBp7jhmF4/crV2uJh27awNmaPwGLU8dyPPf00ofTataVf+ZVfeeqJj91370OHjx9lgZNKPrewQGyadodYCiUFYRQQLaG0/FIkcogBxthzXAIQoQQohTBkNsulOtSLKo0YAEcQKDEUFEGladlO+ikoWboRwN2hpwHSOJO6kyQdXjAWbCfFoAG6Ur81KM7QsYgfurAtL1eqvTH2xvrGlO9MIM+3vNbqWtje4dnw8ccff/WV755/+/yJhdlvrK88dP9pApRNcREPJLYWZqfuPnX6KhSr2025tdso1+aPHycAJsNBFIeSZ0qJJA0fH7SjHO9USbtAnQyEiXSZ5YQDK0/rvoPdOA/fY7VTXChCLdcL5g8fubGy1u0NEKaeXzp+5t7TZ+6dmKi/+eabL730EueF7/sLR+ZOnLr7+PFjjUatVKlgjFzXZhb93Oc+95u/+Zv/7OlP/tLP/9f3nrnX2HtoBPZNUpRt21zKoijW19eB1gYAEEKq1WqWZbwoDDnQtM9NJ8L88ZVXXjl37hxjzLVsm1mjVoVt2xMTE2NjYyN+fBiGX33+66ZQ4JxblrW4uLiwsGDSIAzfLM/zK1evGgWRaVGaQYSpbO6U0f4Y6d057pNCGubGnvmh1jazMcYJT83E1SA6g/pGqUQH6VtmtGXeZzMMNKTQET4ffQR7GmOERp4uZjs00c7m+aXQAECEsKlgpVQayDSLtZZKyTiJhsOQUgaAw3lu2/bI+hUA4PslxohpbzmOnaQxQqhUKhFMPN9dWFjQWtu2WxS8udvp90OL2RCibrcnBDe5Xt1ubzDoEUI8z43jWAjuea7WMooiA3G3trYQApNTjYmJMSEEABpooqSSPCeEKqUQQQeHQv1B//XXX19ZWanX60YlaJCzod6Zi0/TNI5jUzSMNK6u6zJmmYVDKIIQTk/P7uxsXb582ff9xvjYL/7iL2qtCUFaa8aIBpoQ/MlnP/nSy99ZW1vb3t4ZH5uilDo2SdO00Wikafrd77786U9/qlwOHNtaXFwY9uXGxoZ5iSRJRv37A/77alSzG3L1hzgDgdsTFw6O+PYsXjRQd8z3/v4dCmjc/w4yPP9Ozd7fjgNvewCE8GACwc1ff//7vXEcuoWsqH+Ic3GfkKlHykOMsd4vVc0kfOSlsX9hH2J6eXAyCSEEQt2J+va+IDALbY9KLQ/gSQTByEtDA1uDVEoOtFYIAz3hlu6CMKCsgi3GU4EghjArsoCxk5MVBWEF2pjv5chDDagCmoOM6VvHoeZKAFQKIuMDB02u5ugCjc/TyP3rgw8+WFlf8zwviqIwDL/0pS81Go12u51l+Ze+9KULFy7s7u5mcew5DiNk0O01m02RFyIvdja3lBbtZrNUKrV2dymlO1tbeZpXy+U0juMwXF1drVerFqUWpcN+f9DrMUxefvG7nWarVqstXV1yHVtLhRF658IFnhee511autTtDL/9zW9dfPe92ZnZ68vXe62OzMWg05ufOYQ1LNJkrTOoeP7s/LwsOEV4a2PzD37v9yfn5t46/46Uamtn+4tf/DPbtre3d4QQzWb7T/7PL1DKVlZWO52u7/t5zhFCCupHzj7y0SefajZbX/7K15rNNkDEsmxKJICQMWurs+VYlk0pAJpiVK2UYJ7JNPUojQa9d956493z7zXbvbTgmgvOeRomfrlSFIXSOuf8ruPHfvJT/xyxEiZo6dqSbdsY60ceefjw4XnOc865yfK1LEvIYm8H3t+3L168WArKvV5vfn5h0A8BFFEUNZtN0+AzLpSGqes4ThzHUsrZ6elf//VfbzVbv/f7f7C6tpFlKSUWl9L3fcGVkIL8oBH2LcsQEYLa7fbu7g4EQCnJMIYQVSqVkydOrq9vLG9um1aM1hpARSgyXTOwFxCiAdAKY7dc2m63C6AnqpV+GJar9Wa7LaUuhLQharZatmUpKTEEjz/+OFKq2WwbZPK1r33t1MlT4XCIMAEQpUme54oyWwiplGq1WhBKixLHsRAijNpAI15IoFGe55ZljTUmrlxeWrmxZhh5nHObUc/zksQKqpWp6QnP8zY2NqAGa2trE+PjPrMCjWrVsYCSVa4gpYPO4LGnPra6stEbJlGaYwqwFEkSD/r9NEmkEEpyoMnDDz8cRkmc5hBiihgWQEoNEVYaCKUElybZUkMotQJAI0iAFgxjrIASQpnmHoLQcRKkIVF24Il+lGU5l9LiXENAKC2kkEoqrQshCaHJIOY8YxapVrwbN25EUVQOgnK5TDFRCm5v76R5WC2Xj933gJJqe3sbITvwfCmlY9E4jqvVSpIkSGlKLbdcnp2dO5Xpa2sbvf7w0PzhB+49Uyt78UuZBkhIKUUBIaSMrayscqk2trb7g/gnP/3TfqkEIAL/VFCfqYGM7YSUMo7jne3148dOQAAoZgAQRkgiVa0+IxX52vMvCCEIxnuZuYwV+xbbxvzNsqwkz0qlUpJE5gCrVqtHjx5VSg2Hw/Pnz1er1Xa73Ww2n35motvtjo2NbW9vI4SGw6HZoA0bynEcy7Kw1NVqzQv8KIk1VBsbG57jZEVh5DcmDfZDteMHNfF/p3RKA6gAkzm3mAsg9HxfQsUBIBR3osG3X/xOv9/9ifGaZzUUL8p+OUzCLEkpoYdm5u6+6yTUyKLOC9/75pXdy0eXjnzqE/9c9wanH7oLhHngloCUUvCiyCFHl2x5RJcotZx6bfbym2esCDh1kB8CpNqpFZA1J9OwiOfAkAjsyvq0tA66AAAgAElEQVRsL46rZQbCHYBC2bnc316rUuR3LOX4m6KXa9moBa3ra4xGZyX6bRS0RFri1+ygvaPzpBslnW66058L/ErA5ubqQ5RFJG1G2//iZ5/1KlPdXrvX6b93fXdp6frv/dlztVqNWGQo2NTMVHnx0HY+HLOC+SOLCoCNzbXN5Uv1sfrc/Fypcnxnd2ttbe3Q9Jhnn9FaT8dJt9MdDoeKq+vXrxcY9rp5roEfjCFWiuKuHzBCCGX6/ffeisJOv70t84hCUfWtXnPznnuPNwedWMRjY9Wf+qnPzM9P+Z5bLpVsy4rjBGrc3o7y7hZyx08dO/P5f/8nr3zv0r/5X/+XJz/6IAZAyiLPUs8NgMZSQiGLra2t//13fvuTP/nPsjSyKSUEuZZdHhvnRcExhBBubW0JKV3XxUoZnQDCWAOQF0We58bzY7O54/v+YDCwri+ZPoURdYysRIwhIKX02pWrg3Z3Zmam5PtHTpwkhMRF1u51e50ultqxLKyAg6kWEkCAIFJAI0qUhhARZjmW4wAIFND4Jt1IKQAgAAigHwmC+i/g1HLQivC2/4/+OTaGGPv/3ay/b73cPd4uAo5jdbvdXk8qpTDCRZ5prQtROI6DIczzTGvNEfR9P8uyaBj5vk8QzLKcESI5N7FyiBCltZSSK2X6R0awZC54lPZuvEBNEgwhBGET4IuiODVDXaUUpgRrlecCaimUoJDkaZGnglIWJ0mW8iLXOVMQ4E63Va7Vuq3dLEtM+9l13cFgYGQkQog8G9i2bVvu9MyhiclpSiwhJGPW8vLK9777apblCGMFtBe4WCue5kDwsucjhLTULnUlknnEtdZE2+mwoCzb3d3Z2dk5e/bsxPghBGAYhpZFteaWhcJoCADJCy6lUErkeU4ILJWCZnOrKLIwHHAupZSy0JmUhsWklTRsWMe2pZRCcIQQo8xmFsZYCQk11FITwqDC/c7QIl6/E73+6ltPP/tYpVwTQnEuCs4Vwo7l5nmyubF99fJSq9V674MLs3PdbrebZcXly5d/9qc/+7M/97lvfvOFP/7C/1UuV+rjc9NTk77HMFIY4k6cMuxILqXWNqWKAwAhhggjLKRkjGlTFyppAINCUACdA7mX9aGAoTkiQ7vBSEsAIS4AF1JhRsx6g1pjDRCACBqTSQ0wUgAooKG+eW+PfGJuOTcRygvpKRZkWYpxzHniIKwVkxpoxXWROI5PUZ7lAAOMMABGUblnizJifSt4O6vz1r4mNBpO80eMsfGWHDUyzKFZiBxjzBiJ8lQqjiBEACIzNAdaa8U0/hDRoFmMek8HSCgThUQIIqS4NgGSUCkluIYQAy3RaKSqTbQhPBgNDxEE+xxUadpc6KbrFULIuLn0dKEIIlFRVlhAzKF2Sk6J2f4gdTEJkQhtIAsENWYACAwEiKsKPGxBADIkspxAIGyAIXUdJsWTyAIAQJClRLs5goBJAAYMQK2JxLEFqdQutoZZMnSh1ryi7AyBlAhbISRBRrBSQEOsgBYKIUQAQhBBiCnGyLOYjgi13TTpMc+WWOZMhDr1Ar/ZjuZmnO3VmLDyy+ffePPKxUajsbOzI4RY+8Kf9PuD2dkZ4xT9rXPfr1eqzWbTsqw//OJ/npgYM9FTCKF/9/nfn5gY55yH4SBPct9mzz7zcaD1+XfehTYLSsGw28/72ac++gwPE0lku/9GmIRP3vWRBx54QAHZ73UAkJ5jPfHY2e+fexVh4pXcs2ef9B335Re+51cryrVWm1s3WltxGJccb8z128ubEMIAWcD3Coze+OA9omDNLR2anunzrId1HBeBZpu7fcerzk55Tz7y+Bf/9ItKKRdjAqSQ0nGDMTgdDXu1SjXrDHh/QD3PF3J6YiZc3f7Gu9cVl6TqBzMTgOdWEi1USuubG1G/W69VdJp4GFLBqRRRpuNIUuJibSOuXnr+e3E3i5Pk6rVrgzCOknQYxVoqJbhFGcFQCe7alhCiyLN6tWYz6kyM3XvfqTfeeOP8+fOc83K5nKWxMZnP81yKQiuZpcncw2cnPGu+Uf+Fp574t3/859vpYKw2V1KYcZBiPvCV388wJhhriBSEAkGggQIAHWQLxAhYEE3PHpqbnPEsdmhqqtfrXL1+OeJxAfuhbAbU3ndRAtAc6lqPwirNIvXLVq1a/+DiJcuyPKecxrzfC5UEUkrPc/I8ZtApEqEVOnTk2N0nHl9dW9va3p47fnzl+x9EyvnOhfc5L7QgcZoQQpIsqlhEIo4xUkLWglK9Ws2TFDCLywjFKcgzVaCAMZHk9544/v889zUJCsAwKzkyjhQGeREXIr90bScuoqnxSZHJsJccmjrMY8shdm1q/MbOSu3ocXp47vXz3z/9yCPcd1aWVhl202GGgWglPcZYDlgsKGWu6zPG2Nyxe99++21AnTTLtKUl4iP6vYZaSIExhgAqIY1HDkgiCwDNuelWSg0ABggACwBbQZWItOD9OJFSutAdDEJjGAkglFIrpTAgWmgkMBBYABmneanWuH+s3mk1281mkeVplNXL1aOH5qTM5w8v7ux2tBd0293GdKnd3KgEk1LnpFRNmeWXJ1JerPfDgnraKU2Nzdy7WJls1IGUK8vrqQYUEJoDhWmhhYKwP+h3m20CEbVsigEAXBF6W3LP/39Rn2mZQwiHw6GZ15l40L0+OlJCSDPrsyzLQCkpxJ1PUiqVTJOY2RZjLI61WX6bm5uDwSCKomq1alnW7OysObdefOnFarUaBIG5AMZYFEUH25BKqUpQyov80TOPvfHWm3EanTlz5vrS0j+SAYZjW1meD8Oh47mUUIU1hPDKlSthGGZZ5vu+4ZulRWr0YEKIkl2ampoyliTHjh1f3b6BNIQQGSoaRDjPcwwggYhiopCcqo/xjdCpUB+igFmBrTBEEigMNdQKAgU1yFHu20ARVcisVHa1yJDSIMuIAi6ydBJ3pxlNimCog1TprWFjbPpGu+mO19DE0Wo/tGIONro+ZkrKFsoHDetTP/OZ9aVLgiqH2QThiuufPnwsdYLDhw9fv/adN954A0JsBGyQ7CWiOpaNKUlTXgyHGOPJyUnP9/uD3sbGRiVJavVKqVTqDfoMUoRQuVSemZkFWmsFq9VqFMUryyuDwcCMDhgjruuaqVoSJ0KITqezu7srpVxbW5ubm/v6179+48aNRr1x331nFhcXD82MKy0FL3Z3dwmhlUpl7caa69nhoNfptphlbW1t/dZv/dYf/dHvHT1yiPPCcwMlZZJwy3Iwwib5vSgKz/dMNU8I6ff7c4cOrTV3TPFk5kUmgOE2+GIGNcPhMAxD00Q32UGGCxoEgVHr7aX6aK2UunHjxubmZpYkJriWOPZOp2UzCyGolEqT9MMxEtCj8dSPDV0+FG3atg0VTNNUcGHGHQjvpUKP/OVN1WvuLmP+MbLwNn97UPK0p/3YD6q5Ld9s5HWGIT3oSXhw6DFyC8jzvMjFCKaaEhxjTDDzPC8IAt+e8zzPhEmY+9D3fcN9MN0xjHGW55xzM0hkzCoKMy6Wtu2MIhxG/DpTTI/8DMwDRtdj2m2U0gILy7LMEMzM8WzbBxBxzgGQfuBqJZI09n1/MAjNGMe27UwUB8dHYN/Ffs/BRkrDJTyo4Dpo1m+EkdeuXYMAZ1kRRbHreocPH4ZwDAD59ttvRVE0PT29ubm1vLKSpuk999w3PT0dJzECaHJycnV1rdVqcc57/UGr1SqKglHbtm3BNeccAMg5hwhgjCDUENwMGULohw3GvT2fe4R8Dnjr/n8jyBy8tW6K8e4QvO0RCn8A5/M2MHawXzmKfBhxEe/M6xsZXN+8KgBHv/VIJHFbR+bObcfMDW57foQQAFL9gICZ2zo+N4eNe12cvTkbxlgBzZVUSkGCb4Y97H8Af98W1ejjA3fMcm9yd8FNT3/OuZIa0T01+C2/IdRwbwWbN1lrDYUszIpj2rFtSimWSkCkA8/3HAcp6Dn2xFhto+QVQitk27ZtfinGmBCiVquaeinLskajUfaDKIoopZRKUwWZ6Tpj0Pf94XCIIKpUfALQ1atXB/0+0DKMI6EkJXhsfLzX769eXtrsblICPK+U82JjY+P69etZnluMWY79+vdfb7eH9VrZc70wDN+98E43HE5VSkkYNbttv1KSgmMI+/2+zawky7M8nzw0oxEghIBcJHFsE6qBpJRZlCqedjqd3eZuNSjbrlupVfM8x5RASKCSUsper29TEgQBY0zK3HXd3u6OQiAXcnxi4vSp0y++ce76jWXLcRePLvaipNXt+UGAqWXZFgbS8XwhpCaaCzFaQUKI1bU13/fX19cVhDMzM7ZtR8Nwz3tZcIz3FNpaI8PC1RoqXezs7JgBstmy9kS/CBkJBoRQZNyx7Bm/VitXZifcXSkVF0pCJaECEnIJfwhPNQIBBurZpz9StR1YFL5rWw7d3j1xdfVGmKe2w1YvDw0bzvSOjX3o3p2vFOe8KArGAjNMNhpv27a73a55GKU0z/Nh2A284OSpU4dmD7/00nccx3vwofvX19fW19cZQ0LmcRxW7JpDGSGEQIS1YhD7toMAtAlRBYdSCSEUF9hm1HG0VAhh22a9bldpoaWizOacEyBtm+00N+u1uuvajuMgSABQU9NTlsWELLBtr2+t1xrVPM+vXr86MTHdafeSWCRJphnWWsdJmGapOXpc1zW/Qq1WG02PDKMK6FsSZQ7uZnucgjtaUaPoUcOqlVKNEIE5jsGHJd8ghABQRokAoBwOh5OTk57jDnthc2tnfWP9+LEjRVEArYssgxDGcWwSawkhQbni+06r1d3c3XErtTTNoyh68oknfEJeeP7rrms7Nc+yLJmpEd1XCZ0XOZIAAIWJHHn2/FPS9ZnspnfeeefcuXPHjh1rjHue5ymtIEIAQkpJXhQQwuPHj7/48ncopZLzO5/B3PFPPfWURvCFF17AGBpbBdd1a7WaGZ54nvfAAw+89tpr4+Pj7U63XC6bwO7BYAAh9DzvtqKt1WqNT04sLy+bXXJ7e/sWmbv+0dh4agUIRsbMIG/nWZYiH0EIO53O9773ve2dnbn52Uq5IqTI83xnZ+fIkSNFUWxubN5z5p7pqekkSa5evfrwQw/pt9WVy5eGw1Br4NiuZdlJNoQAEosijAupZC+qSnbX5OR8ISc5cC3AIJIohzpBiltcECELL2r2l/16uZB9S/lp2K9pJXtR2IzUUGCFm5V2oPSYTSzJ1rbDqVP3n3n6maatt7fW4rcvORtdO+UedKdPzY7Pj//EAw+s3tisHpmpaFGuuJHWUKN8q9urC6mU0nJ2dnZlZZVzIaXEDGkMBr1+s9liFs05JIS4nosIcl3Xdp00S9uddpRGjUZ9fHxc5HJfGA8JwgiSh8+eBRpED8dpkmxvb6+urrZbu4ZCU2S5qVmNjJMSYtwIXz93TgixuLiwMH/YaImUVO1We3xsDADQ3N7RWnY7rXpt9o//6A//7It/86W/+srVpaWPPfXUs5985n/41//q+LG7JFeu4wAMlYLNZtMIRxFCJn69XCpprcuVCmjuGCzhum4URXcWT2aDdhxnamoqTVNToLfb7aIoTKZZGIZGGLYXSCWE1tr1PCnE+OTksN/XWhMtHcehCGdhjBjDBBeZvinL2Q+T1RowxtAeJvkxyrvFeNCsfcdxtNBCCK20EfKFcWhwjrHrNNjGsiwj5EvTdOSkOjLnPDj2N3I+sn/2mIPZfLIAAOPfs58uhsw/Hz2V3DfxNK9uQXsPbSKMEPI8DyGsITSREmE4FFlcFIVJnXJd1wQfJ0lyIGUY5EWKMUZwD79xLhBCGAOzbZqpzgiRmrNwFI820nSZoBGTRWfetzzPlQLmLRJCZFkGIBJCKMUxgUpxg2ObzebExARjdpqmCBJD7DT8KPPOGMy5x5ItCotZBxPbzLUZraBZbhcuXChyAQCSUo2PT1Sr1V6vo7X8zGd+SinOGEMEttvt69evP/boE5tbmy+88J133r4wGIRSKgzh9187F0VRkWYIYYxSrZEpoAGAQggANaUEQq32AuHQnivSD3d3maUHbp2l7QkE/oEa/D2zhr2uAcF7VEuwR57UtwfrAfh3or5boeJtNi1g9CkcfPBBQIgQAup2g5VRPMNtL3TwAqSSo8psVH4RjPNccM4xxD9MJuc+7AQA3PS5OVhVoz2DZcS5UlrCfRnhTaOVgx8cAOgAqDN/PAh9RwgbI3S7Vc/+E+q90wcwAkb59SP1I4QQQIAAxAQqLiAkxrDNcL9rpcDzCMMglwppNDcx3d7cjeM4sP1G1fYclfYSc2oYK2DT4jFGgoZbXq1W65Xq1taWKf2NEah5o1zXnZmZybKMMAYxDAdhoaRfqWiIEEISAC1lt9l779Klucnp7o33FGTNbri+ue0HFY0IQDQr5MbWbp5L6toQk43tnVdee1Vw4VhWlmeAEN9xjy0cOf/2eelyDTUHauH4kaUbywVS3X7fs716pdHe2NacA8EJUC6kHImV9c1vfuvF8Xqj02oBwnhWJLkABCkA+nHq2HaeZa125+6TJ5964lEK1LB1z8rVpW4/JCX/O6++em1rsyDygYcWnn7m2UvXr69v7+QFhzAbhDEBut5oFEJyJOM0RggRShFUaRI9++yzfimQALz97juQQAm00cznRSYEt21mdifGnLxIpZSM2cvLy0opUzeaj6zf75ujwWxiCKHvPvfCWCf/9ONPZElaK9c2NpvK5VBhCCEuNAV6P6pkz83rQ83hscgRlFM+1MNNl+qiHSrHmrRZ+cTMuXcvvf7e+8PEI5jYvu0ETpZmeZ5jiLngSCIAgYZaYy2EWFlZMX3AKIpKpdLq6qo5fYwo7t4zZxYXjyZJ9u6754MgWN9oCpleX15SIoOUjderi4889Oqrb0EMh2lkO/YwjTDGUKGS68VF0e+GQGmAsN/rcjsFUhZ5oaR6/ImPvPv++2YNMkbC4aDh4+GwJ6UolSqUsmq1poXiqdJa9Xqtw3NzlABEcbOzY5dLjzz86PL6ei+K8zyh1NIaaCCHUV8haKp3Q4fGGI+Pj9+4ccNMRDDGRZGb7fDgBnjb5gOgAnrflX+/hUMw1gCkWVbwQsi9/Bjzb03y1m0oQEoBIUQYa6WNs0upVNnd3U2i2Ka27/sIFjNT41oUWktDFIIQOa6nEDpy7Lhj09W1leEgxZi2mq1ms91td9fXV1urG63d5v0P3BfxJM852c/21EpLLbM0owBzqagJDEfoRxkr8F8G9ZXL5Var9Vd/9Vef+cxnPrX4jKlULOZoqJQERVGUSqVHHnnkT//sP2VZpu6Y9RX7X6urq4U0WX83LaEdx7Ftu16vv/vuu3/5l3+JMU6SpFwpx0l64sSJq1evjo2N7WkC9x0ODdB3CN3d3W2125Zjt7stx3EYIfsQHxizmR/BO60BwSDJC8eyxsfHw3AY+CUM8eUrl1ZXVy9cuHD6zEmCCRe82Wyura0tLi5SSpdvLC8eXSz75aOLR7Msy2X+1EefLvsVCLDteK5fYpado4QATSHWQFOtyzxfDMpj7TaNeocBGbf9DBMBhYIxkcqBCgqFxSDqqvrRE71hDrRUimey6LV7iaLUrSmlq50rNi73HAUc+0q7WL+2+tqXvkLLpQceuve+sx/brl9dvX7N3wm/v7H0pmxO14JxVnpwZlHJLDgyVWo0jj/48Bl/9vywRQg+//b5h88+tL6+IYS0bRtgwFwGIYzjhHMGqLWztYsQmp+fDyqBEDIolwwXd219vVwuLy4ctSzLsR2ttJSSYVYUxaA/KFXKE1OT5VoVUQKBStM0TzNFpOd5vuMGQeB5nglRaDabW5s7jmttrK1drZaiaGgztLOzdeTw4TRO+v0+AKDTak9OVcJhr1wO/uW/+m8/9swnf+M3fmNnd/07L7786vde+cM/+KPHzj4GIMwyDgky7QOpddTvmyDv/mBQ8oMbKytGuWTcnCmlZrx5p0bFcZy7775bKTUYDK5duzY5OZmmaavVMuL+gnO1H91uEGCj0SAIG8NP17aXVpY50IgAy7Isxoos1/uZz3o/0xIhJJS2LMuU2j+e9d0xPdhDLxaxCCFSyINzlZGVi0Hpo8QFhBDn2Yi0aaDaqMw3sE1rjQgxM7csywyN3Gj/jH+VUspMEEZyJoMP77DcMPYw1PwcIWTblqnVIARBuYpUyUTUGBZDmqbGErnYd/cxIAEAoBWHEBkZKsZYSmXoqfsJ4HBUyluWZeDfKFeNMaYUt23bKGHMTgshpNTCGDuOAwAoCgURxhglSSGlxBiZ7XdycvKZZ56p18fOnTu3en3dQGiDk817YnCd+d4Yao26rUZ1Y/ChybrknCOmbdsWQjGGd3Z22u32xMT4Qw/dn+eZyYNCGpTL5ZmZGUqoUqrZbPJCSKmnpqaDoNTv97MsE3lRq9WLfM/P2cTc53lmRHQGRo0C4n74Wd8PEs7pv7+Jy0E5uBpxuowhkNIAAwSghhBBoPbz7kzLH6oPf7FRG/uguv6W5IbRYPPW/shBAzaA9J43gymwfmhrwoMvhDEBZE8oOLrr9hhZSn2oCPm2Zs3N9xQCpbTSSkuwF5+tldI38/0QwqaCwh/mB3Pnub73EwgUAAdTEW955K1/K4E2DhEIQgTRvnJwT46pAMDwIIMXIgQB0ABqiOBoXDN1qMFFLkSBALCZW3JLNmaaFIxoy5KMcqVzAMDExEQURYPBwHxMlmWVy+WlpSVjgvDow4+sra0VRRHH8cTEhOkdm7Pm0KFDq6urlm3bjg00bHV7UgiECfPsnHMAQW1yPOZ5lGedYcQIVVoXEnT7YZoL6nhA66BafeLpZ3pf+YpI0sBzFxaPVavV559/nmCqgZ6fmjl19K7tlXXP9QZ8cOrk3Y3pyXeuXw4ocmwL5tn8wrHe6gZDGBANAZY2FcxK03R5ZWVldTUahkEQUM/Ftp0LE0pGoFAWY7vNpuDFqZOD44uHJyemCi6X17f9sYad5k4cSp5UamOW6wGIMLOFVgJAqUG1XD124hQiDECQ5hm1CKQQI1wMeZwmxLE0BmmaqV6vUqlQShzHoZRgDMxkhnOOEDazKUopZd6ot2WIFcZ6bc/TGyHbtlFqv/DcN2cc36oGDrWI1kghjAkGkGjlKQ3w/ub2t2wFWYpI4ckeVDtzpZLTwKWSB6zSte1BtLMOsjTNsFmJRv9crdeyLEuSJC0y0+YzKqooihzHMa1GQy0xFvcY49OnT5er9VfPvXbPPfecuefUm2++ubu7u7523XFYpez1el2RR66FMiQQIakQiIFcAYx0FPeGIhFpYRFSKZdVJvutdohxkeWEEMtyAILbu7tKKUKQVgpIyRje3W1XKuUwTNKEN+pulA6DoIKhnByrnbh7Acni+uUrlXrp0Y8+/fUXXu52E8QcqCG1aRrFUdjP8siuNEYrd3Tmbm9vjzo7RZ6ZWE5wRwT3aOswIdi3U9wR5FLkec45BxATwszk1gS/3ZZWavycIdqrHAhhCCkEwdTkDMWEQLR2Y6XsU6SlKLIiTWxmJWlkOW4YJaQSKGy9f/nyxffe67V7hZRjU1OW7Sohmts7SGvXspWUcRRRhBHAWmoAAcLIUCekkkAqPHIk1j96F0/yjwf5Rnvxzs7Om2++efepw3efOGXbLsa4EMowmAgh8/Pzzz777Le+9a00ju/seNq27ft+r9eTQFcqFc5zUzCFYWgmJ2YRGpcFxthP//TPfP53f/fcuXO2bcdxPFobo8rYnDeloOR4bppnrusGQXDgpX9ksz4IgZTanMrlIAijYZLFCujhYEgwNhpCoQQhZHl5OY5jXnCDW86fP//ggw8yyk6eOJkWaavbfuLRj0xOTG+ubIdhWCqX8mFoa2BBBCCC1CopcE89KA+SRStYZF4edQjxMswhAlhqpjWQ2B+mlh+kux3XHedZUWjYCtPVYeKOTfEsX76+/BOoLAVLC02Argfl9ub2glOKInnl5QvX3/qgNl6vjC0M9IrveFY0nMrkJ06fIYOc1GrWzCE0VmEar3fzaqN6/4MP/Pmf/+der5ckCSE0z3OIoeM7Iufddocxhhw/CMqtVvP6jeW5+XmEYZpnjDFmMcJoUYila9c81zV9fUKpVBozWq5U0jTr9XvvvPPOxYsXbXwg8FcDM9Gt12oEY9uykjDyHY9RmiXZ0tWrWvJTJ47fe/r0zs420AoCnSYpQlAUaeCPuzbjUp6559gXvvgn/+5/+7dvv/X99dW1X/u1/+b0yXv+u//+X5597KG1ze0v/tkXC8ExRojgarkUR9FgMAiHw92d3an5Q0bCejOP+9avPMtM/O7rr78+apCbGAZzN6ZpqvZ3GQAhJBgjlGUZpfTee+557dXX4jgen5hUCLR3m1ADKSWmhBeFyeuRUiI0im1QZp5jjqgfg73bdiSD0PYOS5WPOJlmHGemB4bVYxDUKGJxtI2M2CAjSL/f7GTGpMQUsgZuGVGfqc6Np5vYZx+ZtqXZsvaHchwAOByG6+vr1VrNsT0TfCS1QghHUSy15mni+36SJMZwJU3TPM9NE9RM4QghENlFUSitbNsyQSB5nnMuKGV7UAGCUf1t7p8RfL3t+DTJhGaemec5hNgcmWmaQkiZhQ1Co5QavCmEaDQaCKFyuTw5Obl06frIhMa8imHs3LT118DwlEyjmnMex7HjOCP70xG3VghJCDTa7Lvvvvvw4cMFz5TinHMgtWPZ01PTAIBKufyJj3/ilVdeBRrmWc5obgZEjLEsy7K0qNXGEKSMsTTNCCFK7xO3AEaEQAikeVt+eKS3N9vRSmmwfzP8g0g5EGqgxf4sC2F0E4+BUXLfzfHX/l/9bW4uI0i/Z7Wy3yC4jeF556wP7b//+y8HzcDqJm488DEdZOfeNmwccUpvv2wItVZ3EjFHzNIDji9gZCOqlcYIGSI952I0S4QQ7kkOwcitR92mbBwZ0ozme3pF7nYAACAASURBVOYnENy04YH6JvAbBTCqfRyIDhCCCEIY7n8ue/wKCAHEAGottdZASi05VEpLLgVQjEINCESlevnatWVESZ5JhwZZLEQOtIZCCqELAXMFpVIgCAIz9yiKwnGcRqNh9g2zYxjrcvOumr7MKBXZ9/0wDKM8zRVnlERJXGQ5V3LQ6zm+qyEK0+Ta+loURrbrI4ygVIM4UVtb/SiihA6HIUDk0uWr7W6/6vt5km7ubIdp4pSCJI7TJPnII2cbfgAEHw56tmPXCUN5bmGcxqGIk3vmj9+9sPDe229roos01zxTGCdC1mq1Ii+UBrYfcA0goZhQlRcKAgwxRVBq5XlekqZf+fo37jp+LI2i1ta25OJbr746f2hubvHIm+fffumV11Z3mmFeFEL5pSDPc0ytUrWycORoIZREKi9yDSHnHBDEJd/a3WpMjl+9ehUzUm/UKWN5GCsli4IDIAuec15kaU6pxTmHUAIA0iw2ZoGjg8BxHLMKDNOSUlq2yzv57o2t7bsaVc/zoNJSCsEgVkApjSQotEBACyH0gUV325dleQBqprLJOkHZVtLr7d7IE0Eza7JaChimXHKzCUgtwzgM47BUKjGbMZsZZkRWZP1+obV2XdfswMY00Rw6QRCUSiWltRDF0tKVaBBqoDyP8FzaDGme+TbRSq2vrIwhDwmtoCWSYszyZmZmxsfGGrV6PBi2dltKiN1ul1pEa8g8z7Kdu0+dfuPtt4dRKIEOSqUoCT3PETKCSGqtBoOoUhprNftI635n23fRffced1y0u91cuHt+aubIc19/vt2LGfULASEESVwoKaM4dAJH7+8AxkonCIIwDEdi4wMRRLegPvOTEYcTwdtRn1k1BsYDABjDB7kthpAyYoqaTQ8BjBACUAmpRC4RAggqICUgGhI8f3hurOJE4TAvBC80whZCECGcpNn84fk3377Q3NkC1ApKFaFVu92xrNjGdNjtUqmQ1hahtXJVcEkAhBrtXTzSSkkM9mhHZrcF6J8Ow3PEqzbv4GuvvcZseXTx+LFjd7GyrZRilBJKsizzPO/nfu7n3n///UGvd+ezjLrFbuBnWUYIMuh8pJwxBZnh3eV5/uWvfLnRaBhOlLFbjKJopCoMgsB1XZcwiNHRo0fXNzc03AsSvOnNDX40Jp4IgizljmcVQmoAHNvudruu6545c7rT7UyMj5vd3LKszc1N27bjJK479SAIvv3tb09PT8/PzVvMevD+B156+budYYIxdV03zfPG2FjWHzDOcZZKnllaLVJy/0TNTltTIncUbywutEnBCQJY2gpgQAFADvQHu4mi7ZlnP/LKubc6UiZa9C3//auX33rn3U5/+Ohv/Rq8sjl5tVNqpXNFdo23dnzQ1TLBzMlothQPVT6kvdKkf5g5m0sfXKo3Hjr1AEOWVxARywSI1Ja4FVYbVcpozrOCF4xZ5qSmmHIuw/6QEGLXcBzH1WptZ2f7vffeO3HiBLOplDLPIabEtu0sy6I4GgyGCwsL01NTzLLjOJZKra2tXbx4cfn6MiUkjiJjugikUkqFw2GlXB4bG2vtNiul8mAwaO40HcexbMyz9Mj83MzkVBSGzd1doJQpCATPNYcWoQhCjGE/kocPT37+d39nZ6f1Sz//X125ePmb3/zWbqv5O//ht7ebu9947rm7zpxWStuOUxRFGEULCwu9dmcQDitpukfPsyzDPr/9NsAYY9zpdMIwNJOZUc6bacsRskd1NpuXaS76vq+1vvjBB2EYTkxMJGkKKZZSWtTinBtB4MHaclRGG3CilP4xzLvTh8aM+jnn5huCiSFSmog2cwCY82ZkBE8pFUKOZrAHKW14/wsAYOoM27ZNhxXsh9SZYhpjTPYtW82uZdq3Nzf3vU+QXLmy1Gp1jhw58tDDD5fLZUIIl8YeBtqeLTGqVCqUUqPnMbWI8RMfpUpkeYIQogSZwdfu7i7n3OAEc2oa3uDIrdT0F0ZDQvMOjARFlmVhhEf1unlYURSEoDiOpRSUYkrpcBhdvnxpYmLiE5/4JEJICGXWglkaxs/TQFNTqu7lkSAspRyxOs0VGmgn921giI2jMBFCKKXvuuvEww8/XC4HAOiiyPM89X1fyAITDACI46hSrjx4/wOD/uDSB1cGg2G1UuWFOHPmzOLCkXfffe/i+5eEEEY9nqYpIdi8KxAiQihEe424v8cOj5Bp5I86hT8C1Gfi/ky0IoToFiQJIdBQg4OWm6auwQh/KOq73QnzwHYxymk4ILS7U9d3SxClMuhI7cVVGM7nQch32wLZ1/XxETX0Zojf/tBPq797fmjwJ0IIQKCBhkrtE9q1uUkwxnw0mDMWMLeW2rfMbvctVhXYN0kYHff7yBDpA4+8RdQHEEISKKyUFBIQjTTEAEIAkIHee7uyme1rpYVSgjIDs7UGylybwiTKCsspRVEfQSsOC16AogCQIsUsSSkgCAo92hzM1jE+Pv7BBx9gjOM4bjQaZjA+Yh+MTCk9zxsbG2OMUaC4lq5tCaWV0pRZjVoFYdzudCxKkcWag35aCM/zHL8kNRrGGSCWgnB8akYJubKxVW2MIykARNvt9jDPBklkURo4dhFG3/i//4aHydjcZCcavveNb+9qnligEnhxVtSZPV2rKaQzLHOqLICJxulggGrVPEvMvWQIC0IUQgjGGFayvbMzOz/X6bQQwQDhty6863kOgbBQMkyT4dUrjz1y9siRxWsrKxfeeffoyZOE0cEgZIzEScqlrNRqivMkEUIU+8R7JKRIkqRSLSslKCVJGrtQQwg1UBBqShmlhPMCE+S6jtZASmWO8hEMMH0rkwhtEKBpXcmEW35pvdOs9CYqlQqQkosiBVxAJLQgQiqitNzrIv3gOxsDhN95951sTFDeGwuIKFQhLEEEoY75/EdxgmYvjaLQwCHbtsvlkpRy0Gk7jkMpNd3GMAyjKJqamqKUHj16NAiC7VZbKMlFcd9D94o8g1on4WBhYS4ZDlZWl7c2tmYmGuU+AgB4laBSqz7xkY/6QdButTAky52YQnt8euyyRqu9VpwWiFq9/vDY3Xdfu7Fs2bYSIij5rfZupRwIWeR56vmVNElLPkyTzKaUc14UWois12/mPD105NTlK8vdwTCKC8t2ALaFKobhwHZwnMWOV4YIGT356ARpNpumtjcaS621lLegPrMERiealBJSMKIn7K1iBKVWUshCcEII3N/9zLt60Md41ALjQhBmM8sCAgillZJZngauizGOonB2arpc8otMh1GHUjdMOIRIQxjFMSBk+fJVDWSWpWXLHQyHlLE0Tbv97aceepRJvbW2Vvb88eqEfFmNAti1yYAR0maMYrKXDqUUgPhHPutD/5hlliaE+L5v0Nf777///PPPY4yFFBazioLnWV4qlZRSMzMzP/MzP8OFOHg2mI/EGNaZLoupTgwONAoZU4WMcvmEEHEU27ZdrVYrlYrv+77v1+v1RqNRr9d93wcAGKsrXnDXdZVS4+Pjp06dMs8JIZRSEELuhHwH6SI/SKd722O0hpbFlNQYIoRQpVxpt9ta62qlevbs2dnZ2SPzh7XWgotarSalzJIMAFCv1xFCX/7yl3nBc5ETRB87++js9IzFLAk0AGBzc8N17cBzLIR4klhAB6nI27uzgY0GvaBWBZVKjh3ouX2eSgWxVQblcVienLzrnk4On/vqN3ejYrU9/PKLr/6bz//hf/hPz7+31fv53/jXybHH8IknyKEThVNCFp2aqmgYuWXSSbtOvdpJubRKde3Dlf60IDKJ14Y7O6yAVR9lss6ZywFX0nGcXq9z/4P3K6Vsm+1z4ZBSCkMUDuMoTIb9ME+zYX8QBCVZ8I319SzJkyhO0yyN02F/aFHm2k6SJBcvXtza3HJdlzG2ubFx7ty560vXhoNBmqZRFMmCo/0CyHGc4XBouF5md3YtF0PIsyKKonJQAgDs7u7WKpU0TavloFouubYNtW7U64bCVApwlus0k43xsX//+f/j5Mn/l703D7LsKu8Ev7Pe9a25Z1ZmVWWVSqqSqqQqNklIgBHC0DY2DW0bbGLs7ghPO9zjaXfHTMzETLS7Y8bTXsYxDrfbOCZsAhuD7fYqwAZsBJJAC1qQ0FZb1paVe759uevZ5o/z3q1UVWGgR4yHCFIVpYyszHz33eWc7/d9v+XY9PT0xUsXf+mXfunXfvXX/HI5EwIRrJSSSlWr1U6nAxi5rlvM1q4z+dirmbFpftYN336PZQ9acl2WZQaBhpHuxa56zVaLc55l2cFDy4BRLvI4jhHGeyOV7SeMMQv2AABhZLeobzO84Sa5YK9fx+emvLL/N0divu2PYhkthqvWN9IYYw3T7dpi9xWLsT3Ps3ea3elrtVoQBIXSrzAMtJ9YJyHLMN/LiJNSFuGNvu+HYVh4Dm1ubnY6HYSQpeLYGW8hF7SAyh5Pq9VqNBp2ctjr9Xq9XqvVunjxYrfbXV1d3dzc7Ha7dhGzNEi7R9brdd/3Pc+z9j8TExNJkjz88MNXr14Nw3B6etq2GCqVSrlctkVkv99PksSSgmzRby+cXXLt9/i+b8DYA+t0OlY+ZKWzQRC4rhcEAaNsdXX1ySeftDTLKIqsGMNyQe1xWmm+BX72FSmlrutac5eCwDYxMWG1lEmSWBxuRYxTU1MzMzNhGAZBoJS2e7zFn1LKfr/fbreTJBkMBgbMvffe+8ADD/i+32q1Jicn77///qWlpTvvvHNyctIOFVdXV/f6i9jNxb4iIWRjY0NdiwXQ/8DtZxcf29m0DeMbJ2ZFK7roIv/D97mQEjNqR8+ZEMUMxxhjlCZo1DK4Vt+MNb03Ljv2nyzS3gvq7Bpilwh7lceGFsbaVtmv2zuwaH9Y+ejeE6Jv9lGIRYujshLK65ruSilM7Pfgmwsm96wk12xaxuWBvfT2ehU8i3xPiuk4Yvs1uFcoiciIx6vBmHEEjtZagzEI7JAEY4woGUNbVEx0R41spRzHAYwdx7L6CaWUYDyiAzCKxqsEgI7j3A/cn/6Zj/z6r//KwsJc4eec5lIo3ev1XMednpwSmeTMSYUUyrS6w1QbIMzSB7rdbqVSsU9cqVTq9Xqu61ovIqsssFvAzMyMvWR2Z5FSDodD+yNK61ar2ev17MPYGw4IoxpMPxpGWVqqlO0BD+PImo1JraMoyqUwCISSWZY7nstdRyJDXA7GgNJf+tKX8ijOkxQMSCmPTs6fPHjIR8C0rnveM49/5atf/pImppv0adljnptlcbUcDnodiiHwHIpherJOMZRct+y6VoJWLZcsl4EQQjmnDk8zAQQjQoJSiVK6vbPteR6lVBkdxyP0ODU1hTFut9sf//jHn3rqqccee2RtbS0XKcZAMDZKhaG3MDd/6NChwWCAESKESClGcazEKt+AEGJghPcQHvEXCocPe+8VG4Q9yU7gd7M0Q6afDESeYml6vY5ARnuUl3zmjxTaDueWj2bvoeu2Sc0o5KY9TP1SXQKNcgPEBeoMUpUIk2tcHIY9BvsM2jVnMBgMBgNCyPz8vF3zi41gampqd3f38OHDMzMz5XL5+ee/Yfepdrs5GAx2drbm5mY6zUaeJftm5g4dWNS5OHjHLcff+ob9t9+y1tnZjluo5LB6uQcZKjm0XtpO+stHbjlycLlaCofD/vz8fC6E4wXaGM93d3d3fYczgqyGPE1T679CCImTKM/zUjl84omvRvHg1BvfoDFZXVsfDoeUu8qYLMukUADQaDQIpQaNcLVd2O3ZtrqMvV5o15XiBWenWGYLE+Di2R+LNYTd0C1BwC4URU21d1lDCHFOtVZZlmmtECIIiOcGNk+LYDI5We/0uggRQkiSZACAKW02m6VKLU0zaaDRaAJAmmec8eFwmMWRy3iv23YY9bgj0sR3vPvfet/S0pK9cA53CpG/1jrLM9tvQ99DyQ2FMO/48eNHjx69cOHC1tbW5z73ufn5fR/8wI8RpjzX55znsaCUBiX/wIEDlh2012FMSWmlt6VSCQiO45hzWnijF2GRlixnV0ChVJZldjOzj8eNXcxut7uwuO/06dNREkvtXL58mYyblJYxbF5vKi02oBAcOnBwdX1tYd/84eVDNtvJ93zLmJJStrvtfUv75ubmXNfd3d197CuPPfCuB4zWFb/0xlNv6A+Hruu4voOI2V5bLwHcNjfrqSxqtQ5zb85jS2GQq0xOleXtx514N62kxjHRMEsdn1Xq5yR96AuPNUyQeBPn13au7mzttvrMJT/w4Lse+MH33nrHnb1dtqPlhcXhlcbFQLRPVoPZiUW91po5cLRy1z30Z25v5wL/7d+8qTe80thcmp566oUzpxfm+anaYb8k+5HnoJCpTr8XhiXHc1qdtpDSsW6WxmhplBIxiSmhidSO44pEEIbzJN/orzNMZmZmZJpL21S2qgkDSqmXvvHis089Qwi5cnn1wvkLjDOEULfV9ggpuEkIgGDc2N751Kc+9fJLL83NzF69ehUjYrQmhCiRtZqtna0dl/HhsMcwDAeDfr8/PTWd9FuXVy4i+KoTzswtHSzXy0poisltx45+4hMfe+RLj//nj/72I48+WpucIIxai6BRKTAOgDKv601ScI1svHCj3Wrs7tarNWOMRkA4u1YSmeub+gUpjnOOvm/gecPJsVM72yLVQhNCtBqZXtoC0YL2vQMEi6mGw6HvB7a7VJTRRZh7oQqI09T+q32VIsfPaqKsF7Hdw+x+VvgJ277ycDjM89xxKVJKyvzq1asPPfTQkSNH7rzzTpe6eZ7Nzc1UyiWsTKlUsmWE3Q4tQdT+zjRNsyyTKrdKwizLut0uQqPppeM4lLLBYOAQ7HlelmVBENhul6XHX7PCH/fUbK1pCU5WhmLRYJZljkMp40EQpGm0enV1Y2OjeB7tj1y9etX+uFWe2N6cZVpaVGBBsvUItcjEjmEtzLBjSSFEUPGzVBw/fvzo0WNKaavmN2Zksmo3AoTBC0uEMK2UFMJxnHK57Pv+cBApqZI4AkCrq6v2Ykkpq9XqCJZY3ZzW2BhASCmVJMK2jf6xPmzCB6EEF5MxBGgc0HltpvTtzCFvMFDda6lS6EsLGpvdMV+rE1avwaXfIQWmeJpsQx1jbMbimT3vwXxLZWCBbxUYpbXSqrBzGIVEXMPbdoQ4zuiD1ygVSWG0CwhjXIQKEowxQlLK3qBfLpfzLI8Gg0qlIvLc+nLuVQMiA1IIorUQwqEMlJK5sMkj0miiNdaAMCgpGEcIYP/i3Ed+6sOlsPzkE0889+wLOzuNifr0g29/J6Ty1W+84lKzf2ZiZ3fXZFE1CKjHq7WpYaKlQkbknucVblK9Xs8iuuFwGAS+VZpZ1wP7vMRxbG1d7JSAMZYkiZHUJ8xzfZ2LTEmEEQYEBFOCKEVMQzKSD43+wwbZ4njES8dYY6w0UoAAjAQAJblQ7777/jtuP/bJv/rTrY312eWlDx1793AmuPznH+t3OzXN3vWGt1zZ2d7e7ZSW69ud3Xm3GnrO0v6laBhdunRpmEaM0SyNmMhM1Ndp7jCulVq+5ZbNra1UCpklIncAgLtOHKda5C5liRTddjsMQwygpYyGA8w4Iajf71cr5ebO1iNf+tILzz7TyaHTas3PTHueB0qUwmB7Y6vf73TanWqp5HuellIbTQjWWg0GCaUjey3G2GAw0NpUq7Wi7t/rDFm0xqz7S5wh8Hgj6p7/7Bc8jN5w5NDmMB3qVAEgLX2jXdfVYKRSdkG7qdJeGHCo303QQPkS17TIslh3EtEQg0ZfDjJpR4XOeEmk44k6I0RrnadpN88xAmt8anuOdgktlUobGxsPPPDAZz/72Vwoxh1CSKfTFWkSODQe9O48fvu+2Rkl5PPPPlerVQ7ddWJ9c/OZZ5+9nHSqWxcfOfNit9MRUoIyjDCM0FzUhkQm0XBp3+Lbf+AdDz/2WJpnvu9JJfMsCVweuLzdUWFY4TxIE5EmKePMKEEpTE7W33DyvpnpWir0i6++vLbVAOLkQgAgTLk2OkmiPM8dh6qCTYCQfVrtO7pOcXfdonGzHrG5zpqxME6zDxEALlBG4elyHS99VOEZMNaV2YDSmnNHSlkK3Ha7Nex1oFxClKskk2CkVEmc1adKxmitpFYqSzODmVRSa00wdgkNHefW5eV6ECwt7Q8mJt721redPXP2rXeXY5F87blnWr12tVyq1Woyy4VBSinQGsj3Guqzp292drbZbCozPHfu3O/93u/tW1i6723v0NoAAttXDsPw0KFD01NTeSr2momxsSqmXq9Pz80SQprNXdtNL2wb93ZYi0tYuC/YVf66j3K53NhtaDCUs25f2crvNez/16meLxgfBgADMMYW5xd2G7uU0aXFpTgZ2qQRxliappubmydPnJydnZ2cnMzz/IsPf/HQ4UPHbjlCAELX73a6tXrZgErSIaFmpl4LOB7KFGXx8emlgGHqSJhw4dgy/9CPT69eTOJLaveivLgV88kYhX+8cm4zrH/p6Vcy2Hz3D/7QyVptslxavXz56NE7Njca/9ef/Ur31V4+gy72XgAiAwkf/ckHq1caC7V9S0ff8DvfePbnf/l/aDa2m7ix9Z/+5N6Urz189sfvu+NzT7z01cTM/ciPy35OhCxpoUM/TmPHc9bW1zzfM9KqoajdSPIkEyjXuVC+lHlOKUUEQOqL51ei/mBpaak37AVBgDFgjAkm2MCFCxe+9sTX0jS95fAtDmPRMAKAqampbDgcnV6tAYBisrOz87GPfaxSKv/ET/zElStXCCYiV4BA5rLT7vbaHT9geZr1e32MgVG8tbEGmVi5fO78yu7Zy7thffpHf+wDR48e3jc3TQnsP7j0wQ++f3Km/i/+5c/2B4NBu6kOHkSUmLEua+TP8TqBKysaQXvqKqU1tcsbRsg6BY63jVFx9k1QXxiG34d819Wddtu2Znf2RBFCNNHAgBCSy7yYflhwaIGQ3a0rlYoQ8jrKXEFWTNPULlBBEBQIcK9Q0LJxPM/DYGybv2hM2j7uKLiPEN/3pcwRQr4fOI6zvb29uLiYZjHkiFJKKJZK7MX2lgs9NjpXvu/bd5eLNEmSOI5rtZrrulqDHYNYGLCzs1MrhZOTkxaD2dLQvuVCbmcRmpTScUZ3nTWvA8DWJxBjzLlvAHFO4lifPn36woULtklvhytRNLTvy8JR2BNoUcxtpJRaac4deG3Qxd7WrG1vh0F5YmJCCJEkKWNMayVlZkAhZJIkKZV8gjnB2DY7GGWEUIKxEpIz1mw0Pv+5LxBCNje3CGae5yoJnucZA4xRA1prZcweex4ppZToH/eWxRhhXMg50NjNBNuNCX9byOs628zrzFqKa3HdeO06c5frsx9eq+srDKVuKunf+4MFd1pKacbOekUOxDcLWHgNiWvM8IRRGXYTWLgX317H8By9KEJGKUKIAdD2liMY9Mjr32HMOhK5rusFvhACEwI2y36PuYtBIJVkGCshS/UQN5HRBmNMMBBiEGiDLLyUOlNKw623HVpYmL58+Wqz2ej1O8ZApVLBw8jNc0/GJu6vnX52OBxC3AZKl5bvuO3wkXOHjl5cOduJdrrdbr/ftyqAcrlsCx5ryzQ/P19gEouoC6mwLYEIIcQgxl1sQKYSaXCpE8nMEDAIFEbYGAnIGDUiD48ns8YYZBTGDGPQWmJAgJnCBCgBgg2gxfmFH3rXu9M40klWrZY0aNfozU6TOST0fLk9eM/b3s6rlc1P/OcNHXFKThw+POkFBw8fzPN8ca5++21HlxYXMaBsGGNtskHUbbXXrqz2XN5uIkSYknmaxBgTIyQBI3MppfIopshUykEQHN5oNPtxpLO0XKtKkWVJhA3c/ZY3Lc7P/tUXHuEEe5w6hKRZksXJsNdvbO3kSWSkzOI4CIJyORQi00ZJmWPMx80gwTnDmO51grCtPXv32tFC0Y1yaEB9ftvtR7uUbp/buKVSN6q7CpKGjkiUiAUHorVWUiob4QsG3cxLFqjTSaAZc2JqMu71BlE3Fjtxd7cvkywNvfJoH7FGo4wBQJZlmRAIIQzgUBol8XA4TJKkmNJXq9V+vy+lfPrpp7/yla+4lRkhVJ7n5dDhjLku27+05BDyyjdefPCBd7UW9oV+oK9sXn7yqVlGcVDuvLSiDQRaI4MoZowCBpzHbYOgVird9453bGxs7DQbNoY0HsY6F07Z10JkiTFcS5mmaY4RpQwb0J1WY2LiTUeO3BYNelvN7qtnr6YCOQ6nGAAhqTIhxDDuS5X7YUkbzDAubO0sj+Oam9Q1Y6dvgfr0mHSvjUEAGCGt1GjASylgbKV01rPtutngNRaGXetGqA8AsNbgcB4Ne8H0RLfbSZPY83zCXGFyDShNhUZQKpXyJEXGEALxsK94CGAIIQ7BHGNiABnNMV27fCW5etWfmiiVyne/5e7TK2cajUapVMJoRJEw+lpT63sJ9dkr9/Wvfz0Igg9/+MOXrrz68Be/fOHChd//2O+Xq/XDh45gQhhjQmRW3kYplVjBHttou64JIXZ3d1ORc84ZI67rWs6DXesdx7Hf0Gw2tdaYUHNDSNFNxeKMUkyIsPADfYvW43/9Jr4HQYZeoJRyHXfQ74elUiko2dcNw9DaeBownPGjR4/med5ut3/jN37jf/q3//bWw4dTKTKRuL5zduUsInpufmquUqGDQdnn5cnqkcpMz4tSkqsQN0r06ERdZ8qTdLrkbG3kF9rZS6uNC135yspOfem2O99wj8jFy2fPbl5eSQa9T3/2oVTIXBhufIgo1yxP5Ht+4r0H3vVBf5BsvXju0dMry/e8+T/87M+fXV+97wPv++n/5d+s//YfLFedzVbvsFc99/LlT1363fc8+K75hWkhEk29JInf9KY3PvHok/12X+TWzgeU0HmWZzkAMox7qTSC5YwRzrnj8izTW2ubRqqJiUkZi0RrTDDFxHN9hojKxfTElBYqGUYu45TRa+q9VAAAIABJREFUqD+gCIwxCkBrTQBJKculksiFMabdbmdpChq01koaMIZhAgDRcJinqcOpygXG2HH41UsbKjcAyPcDodSv/uqv1CdLb7v/3p/+8IdqXhiEzr1vvcf3/X5zN5icVGbUWgCM7HLw+vpkXhv0oZFUyCKEYgQN45cb0aX2lmsY2V6g1rpUKsHYjfb76G9vpWutTJIk4YTbwtQ2ETEdqZuKdWDsrXKtYLXIx+Ira20yYoIhJKXM89zmK9gVzxLY9lafFmJZh0+7ptu5nGX52kputAAKbYxtXZmXX3555cK5dz7wwP79S3FCCRltVFbVaVNMLWyzLX87+pMqt4cxHEZCCMfxMMIAxib/VatVmaXWAMbWMdb2tqhybC5fnkd2vtdut0ulEiXWaiW27ytNUykBYWIMs6S4QhCIACVJ8pWvfKXZbLrct5rDwtbLxkkVZz4XQghpy1YrTbEWHXYPtgcDFNt2r+d5jPHhcMg5A7BNYYUxTtMMjzx4tFIKAXEQ5pz7gS+FsiYNURSVy2WRKyklGCKE8DwfITTKXxv7yhiDRtEU5h9NFquNUVoJrZRSUiuplRndwFprDQR/m/7SBcCGm3ncofHtWiC9YlJdPDVCCMBjC5Zvgiq/mYvMXheWG4DoKOjP/qjWBn/zN7THnN0AgMFjo4Uicx6uhQdex5q16/UeArbRGhkAirGSUmmFbd4JGeWL6LGz7sgC0feSKKaUFsH3YyKGMUZz7iipgyBANnbQKEW11ArbWR8AApSlemY6OHXyzlq18sTG+s72lshzgunVK6uf+M3fBICjM9WDizOgxOTxBQH4Tz/zBMsGf//QQ62dZjpMyuXy3NzczMyMTam1j56db1ua9MbGhrUksCynfr9vHzHr5+F5XhpHQgglNc0UMYAAiGWLIQBtlAGwFmJWNYoAjYbJgDjzPZdiDEYDQkJJlWcak0wrV6ksinc2NrDWHuONJA75lFP21reuXm61S3W/RvGg2Zrx/VsX92+vvCQy0b+yvnz01kFnd2lp6e43fhADmp2e9qkj08wFLKP09EsvDy5fDmYm8ixe3dxCgdvuD2uT02mSCCGn67U33nmi4nlJGvulUialfOXVxrmWBqMCT0oRuE4+hGGvvaGydBhzwjzuYAMuZXPTU63dnb/+i78Y9gYOpQ5lgeN1Wu3hcDAxWT158uS+fQvtdnt9fX1ra0crFAQhIfQ6GmGBq681OxAyStSqlWG7vVCuVGfFAea3dO9qnijpIqQdTo0yVhetskxrhW/G06PIANLDWK5txwzMoJO1On2N8EAaivn8bEWlTpKmUhuEsRBCg7T1DGfM4nTPdWfmZm3/sdVqSSmlVBYBRlH06U9/mnOuFAAhoPWgH4HKpmoLP/COd3z+Mw95lOVx2tze3dU6PH1lEXAu00kaEN+J05w6HCNitDEakIGhC8MAs7AS+v7LLz+mjXH8IE6TJEkClxKEmo0djFytECDDOREyjeIYgz50ePH2O4512j2XsxeeP9sfgOMEcZJijAlVQolhNJAqI4QgTAGTovNoeZ6WJ4LH2hZbCaFvVaUXmQ3FcmR/vMgGLxJxC8L5XqXGGDFqBNhobRDRSFvBrxCCUkYpkUow7mrMcqFzqTXoKEl8369VK5sbqyJLCOgkS7IMUYYoQZiSKM8buzs7W9sXz50fxEltcWF75Rzj/MzpM724n+VZkqeh7zWbTaQNdtwiBuZ7CfXZcxdF0ZUrV44dO/bOd77zyuWrr7565stf/vLE5MyP/sg/Pbi87PqepQAVKbR77dQLzz1jTBRFURQlSXSjEt3ypux3AsLFrvbNQmD7/b4fBkprpVQYhkopTKmSYlwro9d5WmLGqU4AlNLJiYkXX37p2B23x1FcrdaMMXNzc1evXl1bW7tw6cLygeWjR482Go1er3f+/PlPfvKT/9u//6XAcfuDru97jOP3ve+Hoq1N3h9okdNKUJuoVTKWcUpC41Wmthan89DXhrhuKVg63B4+88zKxssi60T45K1vzLHz9Sefa3aavos/8qF/eujw/tag+43Tp7/29W+sn37p6PTy7kWouLPvv+N9nXxC7p+cPXV/88knnv+Lh27DTnk32/nss/Jnb33Tr/3rv/nrPxFC5Zd253umNlv/w3//6/N3Ld//oR8sTezHGPuh+3M/93N/9PE/Ov3yOfvEjs0AtDYgkkwJSQjhnAqaJTEJwwBhurW2gTX4QUByzDknmCANyBhKaCUIPdcbdvq5TAl4jFIDY+qRNhbzxFGslKpWq6UwJIQASIdyAwJR6vu+EjJOh65DPbecJMmg343j+MUXXn7zve9s7bSiSB+47WAk4itXzn/iE39w+dyrH/3N3x72eruNls3t6TQb/u3HKCFCSYzwGFa9zukIBfADBIwyNI5LI4QYdK2zrpQye9pbtvYqRAg2Zej7eO9GnaFNFyh48wVj0/M8SyYpFBSFGmpsnHMtl6wY9MGe4FcLxfXYKGivyLPQOwWeu9fHwlYStiNrm/d2rkW4bXAO/NCPoqjX77zwwgutdnN5ednhXLk6CAL7olY36LquXQxtF8x1XWNUFEeu6w6HkSVbSq2NgSzLKWXlclkk1Mbx2ZLRcsYsG9PiXqWUBm3HMk899dTKysq999w3OTmZ59Iuxfat+b4vpSjcYjHGzWZzo7TRarV6vZ7v+0iNzmcBp0e/XGuLLhDClFDLIPU8b2/+UjF4zNOUUub7fpZlAMiGmDmOXQFkEAR5lhBAnHOtQQHinIPSDmVayF6nG/glxTkQrLVJ0wyAuE5gq2QplVISkLHkAi2lEBoI4pwrjOFmJJH/L/oUWqs91JUCOVk/SVuU62/j9+zNHf5m8tqC0PuacnbMLN0rUIRxAB0C9A/LdG3XYy+zWub5jYrHf5CddZNZ31gVCd9MEvna5IwbX6hIlUcGQBvjuu7U5FSaJL1eTynF2Yh7vLR//8z09NeeekopxSi7LmjN9pCMNoyxLBUO4+M4eGPdxYhWFHCWpEbrwCfveNu973j72/IsuXhhJY4igjBg5HvBklA/8WPvv++eU0tzNSGGYbVyaW2z19n96guXxG4LeMgBVWtVY0y5XLaU45mZmZmZmbm5Oat5wRgvLCzYUOJ6vV4qlSyN0M6CwjDknKMkxhhzTjkyRGqJDDFIo3EYJCAKSKPiXI38xjEZZU8ImWNjXNfTBiuCgRDGHc/Dg06vvdsAKbMkCSbD1dXLq0vbO0lP+iajRiF97tXTtWp148IlNYxnKjVvmPE0r5UmPAb7ZuqBH+RRjIQqM3blzPkrp89tr28MtzaX7z65b998/fwF6vqf/7uHN9fWyqWyxzjWurG+3tQqy3NFUX8YrW5uDAcxpkjkGUJIyRyDioZDlxKGCaeEM66lyNIUg5pfWIj6/VsPH760ukrApJE9J8xxnDe/+c333HN3s9lcW1t77rnnX/zGK1E09P1wb7uwmD3YVdfOixhjWTfNdD+m6r0Pvnc6RSg2u/3hqkk6QoBR2BhKHaEkpdRFCOOby+yRzoCQJBWX11sOMnmSRxG4oaNB1KvhxHRVpqWtra3NzU0pJcPI4SzP81IpLJfLdl2tVCqrO9sXL16USlcrZRvp4Xne+sZm4Hs23UfLzPNcThloTRlb2rd07vSZqcnJlVdOX7p4MfDDmcmpJ5/9ujaGMD6IklyZICzrHDCmoMFoZF2Oo0zcuv/AV7/61SRJtAZMSBZldgM1RifDIdAqstNjpAxkQua+y9/7T95dKpWiXvTqS6c3t7quV5cy5Q4yRmmTCxH3B21Kued5xiCMmF03Rl59MCIDFn4tAJYD8Z2hvmLDteTnQsBl69JilnjdmmOMAdBoFCiKjAGEUZZlE/WqlSe4vq8RbXZaWS4xIbmUQalULoUrg0G73WDYcE4UcEDGGDmiXkh15eKFXqc7MTODATe2G+VqudloAENhEPajQZoiTAEbYMyMUd/3jodncR7DMDxz5kytVqvUuBW0IEBPPPEERvRDH/7w5PQUIQgMjEKpXjumG+UOZxkhBAjWWlsLlqJRXehnrvHuEOCxO0IhILnu2IIg0NowxnIpyuVyGIab6+vjbWNkhP26N3sRgDaaUmoAHzhw4Ny5c0eP3mqJ+FNTU+VyOYqilZWV5QPLYRjOzs6eO3fu1KlTf/OZz3zgR3/krlMnRS4Y4VmWcYdFyCwf3M8n6htnz3KpqXYwjjIlEIac48iYkheC7ILrd3tRoz2Q1VJAWIn6L65c2t3cnd83s7Bv8vkXnz98x8H56X3e7IQIuBttvue+t37hyqcfvPsdi9V9IpicXr61nbbv/cH3THXiL/wfv3Fy/6EY1U+fPv3sVO6//fa7bz1x5d/9jrnSdaH8wIk3Pb728p/85X/54R/+yXp90u5D/X7PNvUBsG1ca1Baa4KZlgq0UQQBgBIZgLG17Obm5uLiIsUUY4wIZFmWZZnKBULIjLuwnPMoihyXwQ1JxFbO1O/3tdYYAFOqjUaGWNvAVqu1MDfd7w+EEGmaPvLII5PupFJma2tHOmUhRKlUXjq4f2P10qOPPvof/+Mv//y//Pk0iTd3th3OwXEYY8X856alxusuiLVV+FifA4ARXJv7X7/IFZ9QSsF838DzH2J4Fl+xt5NtLRX9XUv5sKvKGKJwi+UKvcHeaAHb1ACMC5ZIwTAf2d9jbAGkxUt2G+Ocl8vl3d3dbrdrfU08z1NKBuVQCDEcDjjneZ5KBWfOnMny9OTJO5NsNKBL09SmNtn8BkvvsVhUa729s0kISZP8pZdejqKoVptIk1xrI4TIc2G9YW1Agi1zrUmd4ziFW12e58QDrXUYetbBxaqGbLlpF2TOieNYHSCUy+VarZYk8YULF06fPptlWZJks7OzOr/mC1qcLpvdN8qrkKqghFgl4ciUaI9vIfe5FNq29gihWZY1m02EtEV9lFIlMk5ZFEVZJhBC9Tr2vcAOYO1ZHQwGXhikaYoQQQiPATnSWkklEQKEMIwStG20O/r/B0d6jzXLd+60VLjL7KV63giDrktcuM784Hpd37dH8LlOT4sQ6D1HMmLfoO+sihgZrGNkADC+1pjf+3v2wNfXnLDXAsLRh+M4Bw8eyNLs3Llzw8HADgF6vd65c+fSJLExbkmccMZuqDCNsoB8FPKBCCHYrs5jFJ1ludY6CPxbjhxaWlq6cuXKmTOnu912npt6berOEyf/2zcdvf22W2TajXqtTnvrma+tHjl+8t/9z//jP//v/9fNgUrzDCFIkuSll15qNpu2P8U573a71tMuTdP5+fkTJ0488cQTu7u7GONyuVypVHZ3d4vwGKUUsiY9QuV5joVChCikFYABbGukoqkwGpqObzSlVJ5nWgilJBrb/2iNDBiDoFarPf/88ypJPcfJGWWIPfKVx8466cTMpON52famEmJ7a6vXbZcCn2kUcKfXar3x4D133nlnHMciT5No2FzfOnzgoMrTXrct09Rk2XPPPVOfnN7a2Fw8eNCusQ5nRJt6rXb8juMqTbabO/0kSUUeBkEsVJJlIssnJ2uDbtd13QNLiyLLpqamGo3tLEk4ZwThXq9z8ODBsFSqT069+NLLgLDDkUVuhOCZmZlbb711fn5+eXm5XK622531NWu3hq7TTRR+E/YSc84x04wE8WDQWN+AFKtu1t9pKioIchCmVKtRCTq6JUAqSQm9ocUjwWgl1XAYZwhAaCGBCpOLTMs8CJ2rm+0kSSqVShAE3W43juOJiQkLXax7RRiGjUZjamrKKj/tY7K9vV0KA8657b5hP9BSpUniuYQxJqXY2Niohn4YhtVKZWN1ffrY7Z0KSbNcmTjmapikrjKYcISINkorQBoFEqfd/pvfXl5/+usCsOsHWmultNVkG6MRQlqBlLmCDGPJHOS6fHZm+pYjh7rNvu/7Tz/9bFjfnyKSpnm16mdZJJXQRgqReZwzxpQ2CBEwsNfa47oQURi5HnxbS8d1y3ixcY9KJgSFn/bel/hmTnL2f0oZ13W1VlJKAGSNhWwCvF12KKVKyjSKDUeB56TaNjoFMRorCUh32m2bwnJuba3X62nQWZ5JpHrxoFyrMIwZEFAaYWS+a4Xcdwn1aSFySrE2ilCztH/uqa99hVEfIWCMZ1m6tXn57/6uTUj2/vd/YHFxEWlKFCJArP1dkiSYEBhLzG01MxiMKiEYWyDauXZBSrEr3fzc3NraOiHEtX1uKR3O9/hcA0IoVxITAkYrraMkQSM+vpFGK2P0zSbI16UMfcuywBgD6HpmDEVYKs0Zm61NQaZa6425xXlkQAhh6Rynz55529vf7rvBkWO3vXruTHfYf9Pb31pfWmgM+kkqDbByebodv1zZt3T8zXc9/Md/tD3Y+en3ve/V5uasmPGGwp+av8WddsRgt0zx7ny80vt0x7m8r7Krhgvh/i88++jOzk6e59FwE+kjYRj++R9+9tSpU8eOHfvQPe876y5cXVv/5//7f2i2Op94/LMG4fxPso21tUG/M+j3ujj7y81zPzXNk17FuJPUCVsvXnnwx9+78vt/UN19vtcwP7xv4ZW2eeXP/26YxHyifOjO26f3VVvdHSelMBReprl0ozjDhLb9mGJMkM6F0hIUxQnQbtQvMS8wrH+1w+ZckQlCKXedKM/Ap5IaQrRhWpoM5dJziEZ5nqaMMYxRFA0IUdxFUmeEwNS+qdkD85ud3UZzV2epQ0ycdxws95dC3GhXDHgIi4yc3xpE++a3dztOuZpo3BIJnyhzJz+x8JarZ8594pN/9sjfP37L7ccc3xVKgdYEYYYwAaSUliK34+XiTvgHnCrR2FnBTlTwzdJ76A3de8pYlqZKSisMk0pJpUFrTliSJAY0QkgbhTBg0AY0YyjTEjPqhwHC+NrkqljyAG5kiN+MuXXjnfztVmbf0VfgmyLX4kfQzXpvrznVN/T+X5tDDci+ZwwIIcQJZZgwxkQmtVSVcgUZiOOYeiOLTgvVtNbWdtJu27ZdWjiAjeLdxv6HhWMYIYRQas1RhFJKCGRnYsZYLY7nuYUFov1kMBgUvSp7LzEkxTCWGlHt9Xb7hMtK4MTJwGEGG8CCOi4ImRIK2oggLEtJPc9FWJfKvu/7dkvb3eo8/vjjCCHOHa1QvzuwOdJKCK0hjRPrd2JJp/ZILOuy1+vZiHYAUDEQjhKTM+OWnCrFDmhSrdbtqWAMgrI/SCOt9PbObqvTM8gJfG8wGEqpQVOH0mQojMKMedKMpLBKK5FnnHta6yzVjLm+xxHoPM+zJGGEUIy1lNarAAPkNsgeDKWq1WpMTtYHgzYmplL1tVZ2tc+y1OWMYgPGCwJMMEWEK0OY4ykwQSUcRF3kQJJ3CKMYU5uKkAvNqYMAQOVaKyGAqDzTuSgRwTyeK5PLGImIK0awlwMoPXAIsYWC2SP7NsaA0QgAY2v2iPGIrqjHDl6jzDiCNZhcKOdbwR3XYC2N0CrikIMOcuXnRiAdYa0p5sYEQlOPdfpDleZ2PVFKFY/ptf5PJqwd2ihxBK5FWtlaCnNu4YQxRhuJsM0LVdoIbRQYBEhrNGqHK6W0fSMI8HjohwxgpYsXHfEqpSxmenLc/rAsxPEjPDpRIpe2j6Zv8uxbe31jYDR4JJkBpTlneRw5nEmlKQACkwvBHA5gSplQWqdISY+joaoar6YRKBZRhKgxuawaRJQnMShhNOGNJP3iM1/zPa9WLvsIR/0B1aZb8of9QX9jp8ZCpglDnsyFIDLzZM7UAJIM8oO5KqGwNWzicIZ1YTlyNkIz8EVihKeVo4wRLkJOyjvTJxfveu9dfbnxt3/+f8evPP/+xQMnji7efc8bp2YmFpuyefXi1dbWyrmL/Op2KM3wxUZ6x5FEJF3q8/IU9PtapM3tHYQRx8Rg3NzZ+fvPfV4IIdK0Wiptra9/5q/+MouG0xO1pfm5V158YW5q8tL5cwijku/OTNbvuuP2R77yOMIaEyJdllHEKFNCcMtT0AYRlEvlUjbapfbiZ6KlMAoZ5gSJEtjFHIyIc4JxgtA5yDDBwtd+MJXnOQ/DR5UUAtzY1QOVhtU/722SZ7d1ZcpBONN6q17eifrxp//2+NET85PzBCHkT8yVpzaurvfj7OyV1WgwnNm/7zzynnjq6wBmpdmhpUAk8UDlGKNuY3v9qa9qrXuDQS6EFAKMIa7rOy7BJIvyWnly0Otp42ZCBoBbBKc+6ZmUh7iigmmBFoLy7uWtxVKp7yJad3HMDcrXN3efevo55nrT01NxlCiDNdB2d1CuYAfYOH/DYIwpoTo3tg/LscMY00JLqqTEuT/ze69csCR2FGLGyn5OtNaIcgTgO67UGihBgMbOsYDhWrwmRaFBkGO2lcSB5yCsiMeHaVryy4OOToexGw3nHEYokwYR13MMZFHkEJzn2cLCXKfTuXTxlfJEKRpGw97QYZ7LPTAYMw4aJYkkjqswodmu5/qx1lJzRZxhinc2Lrz1jSejLG/FWdPQHeTVaC2SiTbG0YIxpjR2/aDd63qlMEpTvxT0MnroxD1nu0lCqAHFVTzo9KqcO9wj0kiDU8FTLrRMKgHPo4hjpAX8k3e8M+okna589oWvR2zK6BTQgDtBNCQY1UWOh8M+dTTlMaLIQSVkJMU1kSmCQzAqy3IlMSBQykaecEus0UiBubm+d1zuUKVTMCmm2ka9uKzEma8NwlgRqglQl4UIoSTOECZ7aSbGjLjxdiyBkDZGgTYGlFG6Ug4navXtjQ1Gfchpkgpu3EyKTrtBMFRKHud4p7ULjEuCBhI0JBTAA+0IVaXUJEOrWIz6jYVaSORUNhgoDjvIdAnLjSxFsk4I99zIgVznoClRCNj3yKyPc25Aaa3vv//+j370o5/5zGf+4OOfwhiLXPm+TyleXV175JFH5uf3LS0tVStVq6m4EWUVhnJJmhhjtJZhGGqtZ2Zm9u3bl6bpzs5Oq9WamZnZ2trSWr///e//nd/56Pb2NiHE8zwb8ljkchRluue5BoBxHkVRu912GN07x/8uceSEFFYaxBlfWly6cPHCyy+/fMftd9Tr9Vqt9uCDDyqjkzTx3SAMwttuu63X6/3UR35ybnrua08/FZbKTz/z7DPPfO2DH/xRF6nDRw7f+t/9Gy9LTbfLZAIBETKCiZrPg3x1E0nn4Wdf/MSf/RnimCZ6uHK1s1xeWFjY2NgIgsCGIiwvLxtjrBPD0aNHn3788avr6x//xB9S5sRJ7pdK/Xa7XK9JkSKtwOhyuXzkPfdtn18PnrtQutqMz6/M3nPnUm0xnzVnr6y2L6/dD+UnJ/J33POWdhbF56/+8MFb9yXmlVfPXIn7WeAPSqyDEvDdcoSIQVgjA1pqqSlq7zb8yWkW4CB0NncbZRp6nueGPkJE5hJpBAYhg7DGmBBkMGhkhAxdfzAYcEIZIKMMNSiNEo7wwtT0+9797oc/+zeD1sWlmem5cijPXzZziz7Gi1PTFT8IgtLLL77iGucbq1dfvrQxd/BIfXE5GcRSZ1MTNQrqxIk76m548eyFP/zkJzKj/CCwiqm9jWdbu99oD/u63SpC2A6fHQ0ppcw4IHhUVKEbwvoAbDDA90d8e/lyAIDsZRoHwCCDKaVoDCBt69fK9uyZLwROYxcKUgS4W7CX53kYhhhjiw9tJW0dUApu+dgQxXEcx7qrFcRRS1+xV9am0Vj/lcBBAAowA0O1ViJNAWEr2LOU1DSN7e+P49jGmlvZg/1bKbWysrK51hzTVqmdbHPm2MMTQimlGEG2ceb7vhXp2YAEa2BjO2VKZlJKxrklVmCCgyDgLivyDF3fVWDOnVv5+rPPxXHs++Gg1zfGcMrse89z6TC3IOrb4y+c/e0HJYhRXHT3PM+TY8zw2r0cV6t1IYTjuIA0AFy8eClJ4uPHjwdBmMQDQokxCAymDieEI0RsMqrrOASXhci7/Q6AoJS7DseEGL3H9VFrjJFFF4wxzh3LH2Hf3kaLMR6ZgL9OfG/0GlsNU8wcCCaAMTYYIwx4NIsrJCs3vnSRRlUkKIzmP+PvFGNOcjGvLi6N1hohbIxhmNoboAgGRNrovZL117ItirN6XZ8U9oQxjOlSY4OVPez064Ld7bhyNDCnxBiTZKkVOCnQaRJZgz2MdZ7nBAjSUslcKMWMVpAHXoVxplOQ2khjGCY5GINA258CowE2rq63OH/DXXe2kOm2OsYgKUWKsmB2jiDc3G1yn0WQ9WVUnqyeuOMIckjnwpWVsxsigclwKkGirZMMMUwpzqXJJEHgEQpJFnD0A7MHbzfe6f/ykHPu6i9/+CO3L98GcQx5lqxsdR9/bLvXbA1aIYFZz3N90hme6230azjtOKKbJsQJQDMzFvYYYzr9oaVKua6nAO002+vJujGGu/5Os7W+tT0cDjHjeZ6Xq/UnnnraL5UdhxNsjJZICQqGYaNB2fAvA4YAIKQxqBvvHINGsnCCjbY0E0AEjVI3pNGEEG6o7zpIKwyGYMwcxxiNwHiuyzAx2vhBgBFK01QbnVN3pSP++olvVMsVmeUE0KDTHXR7Z189/cqrlw8dOlSqzi9PhZcvnNfacIIGg2GeROXA45THcbyz2VVKCSkpozYlkmDMGeOM+A4DLRyKGzub8TAyuXYQcghWuZRJgrNYimy3sV2qVZVU8SBBLuMIpVpPVcunX3yh19w9fMshBHhtbX13Y73kug5CQEzB/wdsFEhCiCEaqAFjEAOkgWqGKUEEa6256xQOOmZs4Gj9NqVSVt1z88UBQdGt1ForIUqeC8YkSTpZn6hWq4b6mZCtXq/dH/aTODcaIVSl7ODyAZVnIoqrXgCO11hrUASU4CiOuePmoDFgQEAQtpc7TXNEuNY69INOp5UN+iLPLdkkF3kURRMDXVVUSgnYpU7ZIGDgqrAEGEumSqy0GfBT99//x3/8qeFwWKtXlMy01p7vg0ae57XbXYwxwTgoldK4h4yOhvJ+/uOlAAAgAElEQVSHfvhdS0sHGq3B2sbu5cuXw0pNm9QYbAzYyOQsT5M0whQTwsFwYyiiXEHPYGu3pJQRGgmran5tg9jshXw36TKLigFmDXsoZRQ5lPoEewgZQBKBQUAL/ddro0/NzRvbo0m4qpYrWZZJKXq93uxMJRpkaZ5rACGEF7j1WqWxu+0yonJTCrw0TUBhkIIS7Ds8cDgFRNDIbtcgYowph6UUFBUxUoIgEviOjynzWMYoIQQwwHdBavDdQn1aa6UkIHBd9/jx47Ozs65T+v3f/71qtUopybLk2LHbdnd3L1++vL6+LoWJ47QYgxQXwzJ/bLngeV69Xm+1GnEcW+ttaz6+vLy8vr7e6/Wsr8CZM2esatOuUI1GwxL/rJgkDEPb5y6Xy57vx0niKc9yJF6zS313GD5WKqCRzvLM4c7s7OxOa3d9Y/2Ww7ccPnzY6rCVUtIIDWZubu6uu+7at2/fVmvHILBBPe9+93uWlw+XXIopnL905dUnv/bjP/hulkYRFxecuF6tTErYffGMN3Hgk3/6qak7bnvl9Gm30e9dbrWyMydOnDhx4sRzzz23sLAwPT19/vz5nZ0dzvnRo0d/93d/1wFz7PbbD996K3Xc8yuXrqytTS/ui6IhwthovbR/6Rd+4Rf2n5jDhOPelam+OFBaCM5swIyJJtHi/NQt1bn+SxtCuRsPfREmS0fue+OFbnN53/ROY6urspRkQgnggB1E+kAMEAClDdGGEb5wy7Ht5m6aJqnnaYfYBHZAiDOuhMSAQBvQBgEgbUbcW2GEzAft/ptOveHixYvpMNMyCxwnYO7ahUuHDh3Kt3ZxbN5229Gf/sD7ty6utK6uzk9OzHO/34vSHLcaPaVIL41bvaSbmiMsPFitqyQPncksHfqeN784Xy6X+1m602rmQgBCtlgnlNoC8TpZ1+v/WFJ67NixmZmZL37xi0II7jhpltkWYcFnvlGfYwBswNp3gwv+vcvwHK1IStlhHSP8OovCIt+lIBfY0zsumvHeVDQ7/YOxrU7h+1xI+4qOwN7QapvQUIgTithZ67Q+Bva59VeglEmlEKacU20EZ4xSSqjhqCD9QrVas4dqUUrgBzu7O+fPr0T9vFQqUUo7nW6aphZz2he1CNPGfNvxpkWD9t4uvGfsm7JWddZvhmCSZZkGYwVFaZpiSuI8azaao2A0pbXWw8HQ4U65XHZdfzAYEHeUY2mFi/ZyFANSACB4lBWRZZmNonIcZ2+undYaacMYq9VqnHNCcJZlGKOdnZ21tbVTp04xytIsUkZLabU0Ssl8bW39/PnzIs1AKaWEVIIxNjEx2Wp1oiiqlutGg1ZWZTxCOIVcjXPmuu7wOwRpo5IBXmMqbsx/1T4yLj70CEBdL1HTRoNGe3s9e7V5N6GHjj8K1xZ7fxJ0TUJfMDD35r8bYzAetTDwHk8UKGxFC3eQ1/Zqr3ORsVXvnt98PeVyL/3huky/a7N9wgjBMsswguEwoowaYwjFWqssS5QUWS6TXGbpUIHnMxYgD5AxWJvRvB9JA5poGNePyABItX9podFoXLpy+dCBg4MkJjqv18tGoavNbYTQwv59c/sXtrqbCzV+99vfcuuPPAhYm9bw1Uef/erfP9HrGhbW1WlHW08chBnCWJsojXKVVpSZ1rr3yplSd/Cvf+xDrl+B9gC2d/urq08+8qV9SY947Phsrdtv16u0etcdk2UP2p0DcxMvnd3RAQJiZw2ocDplnAESGGNCHSllmimCCMYozUTe6mCMlTKEkDjJcqG++PCXHceRQmLbNRj/bf+MTruF6EjdtMgd6c40GGMIIvbLGAHCiGAKAEmSpgi0lNx1tcwppSITYAyjFCNABAPSUqo4Hu7siIFQjX60NfwLDCgaDMIgZAj3ez3fcWVQWWn21qMzTqCMyCvlcp5nMk1cSlxKfNchRnOMMMa5FOOsJkQwppgQhFyHZXGCQHc7LZHldbfKMDgAGhNNCcZkcWlh/+xCKiS/cLriO0mWayldh9WrlcGgf+nihV63wzkf9IcYTL1WSZPcIO04dKzoM+OEGGP/EAIIAWZuofSzWqTCUhUjg8CmvWkNYMYdnG/WFbr23GmtlNbKYIS01q7rZyb23cBxQycciJ3tqNtWxpTKZaJhY2NzfmI6iYYLh27ZuLyGCeOuG6c9CUqB0UYTPIokEbkCDA7zciVd1wWd50mqlWCEWofYRqMBQvmOIwEbYxzEMEJYIEIcUEYb4qYmL4e9Xm8wHBBGGWNJMrQyuSwTRQ5ejjQhKM9zCujYbYdPHL8ritM4zTc3t9zAL5fLu40hpRjA2GiTPE+klB6nBDtGE0AcDDckKeJvNcoMUtoY2+zbQylAI5WL9TvA159YAi4gqjQoCdgwQlwMDgC11AsFCuM9DXQwN9K1CkLvGBFopA0gsKFHSqk4SgljuU6EAYyRUooSPFGrXjh/btDrRIMUm9x1eTn0skgTpQmyu43mjk8YJoSlQgghtEYSNNKIgI33wBRjZEBLNUpuMOR7CfUV3gAYo9nZ2V/8xV9cWlr89f/zV5SS995779TU1MrKype//OVSqfyRn/pv+v2+PZs3Pg92GxBaJUni+77runEcNxqNTqdjKSLVavVnfuZnfuu3fosx9vTTT1NKJyYmLPYrYjqK6FilVBAEURTfcuTIpcuXgcDS0lKn1RRZVrwcQui7YJcKnHGllfUNk0o6jnPq5KnTZ06vXFihlE5MTQVBYBBghBmQuZnZ2dnZZru5tnFVG+MHwdGjx7a2thrNbnn/YnfYf+jzj55+5un1S5v/6u570eFyqRSyzJA8NTuNx554aWlx/vTmejvOso0mApbl+era1ampqQ/+s38mpewP+m+97z6E0eVLlx9/8olTp069713vWjpwYHZ+Xmqzvr37yKOPvfLqK5cuXzp4aP/db3nTG0+erNfr57e3Z48fqe9fjidK66cvmEbjcD3MZHducRo0qU/XJ64mK91OO01Pf+Hzcqbmzc8eX5g6ODd7cad5cXOXp7mIM6x9bKk7BqjBoev/q3/xs7/52/+pn0TdfsdgZOLc/D/svXmMnud1L3bOs73Lt83G4TIUN4niIpGSLDuybNmJ5TVxIjtO4hi4QNCLBm2CtvmrQPt/i7a4adDcAkFwe12g9ya3adMLJ47t2E6sKJYsW9YuipRFkSI55JDD2b/1XZ7lnP7xfPNxSMuO48ZBDXhEEOLMt827PM8557e5gAwCsRoVCgVZD6jAE8R8LQaqw3A4rIblhz74C73NrY996PHZmemNtbWNjfUz33nebvY+9bHHf3fX3IGpFt1cOtJK7z92JFhfDLuAZhj8xY1NuXCwfPt7WXsGUL/1xgWj8137prvLqzoB1Uhn98zt2rvbIrz80quLi4t1USilxnGZDEKKnSZ4PyFd39LSUlEU43yzuCSJWx6eO4uknSVdu91m+pmu707OAAAEPzZZGfMzQ5AolFIOwoR1GfvtSWJVZB9E+V90PYlqsSimL8syRq5PPD8nq8fEEibia8aYsrzFB55U2BFqi7l5zjnwdlIZSClDoChttdaGEBAwEuAjxhjbyLqu43OllGVRLi8vtxuzMVM7yv9CCErqaN+S53lZlkJAhOMmgdfRFHScgByCECLReaAQxT5ra+uvvXZmYWHh0OHDSiomSJLUOffcd75z/s3zed4IjrZGm1IqYxIAdC5kqWk3W875SYJF9MbcGVwR1SDxE0a0Mxp7xt9lUk51Gp0Q/KVLl7MsU0oWxagoRjdvrvT7g6effubo0aPze2YJPEhIZKqVWV/bev7557c2NrI0sWVlXSUE3nvfve9/32OvnXn9zGvfM8YEXxEFJhJChHgitt2SxuiulD/KiHXnCRUsxqFO25Gb8db8saalIYRAkxk0MREzjtvg4EOwt7iaO3OKfzgNewLlxXfx4VZYEQP9ILuXCexGRFoq3IaKxlcpw/dP3CcF7k4x4WTV4ttNN/F2nvYdw5oo5WDm4NAkxlEg8rV3950+eejQAaVlUQy7vU0fAnuqGeYWDmwO7LU33y6qqgbvyTEiSwxBECAJQgBkEAyCQCPW/dFse6o7HLy1eGlqbqYqqwDQHQx1q9Evi5X11Y4cHHvw6K/9y8819++iwZpoJrRv1/2f+eWjH/vkxtWtv/nmi+K1F533yKSFSpUQpat0XWr+4Kmjv/XEL7VDbTo5THcuf/3J1YtXwla/MSpP7Z4dUOfgwr5i0B0Me3sO7Yd7D3ln33r94pF9h/jVtWR276DiTIgYRxIPqhBiO3sTmEWSJHVVZGmuEnbOIYIQbBIza7KN7rDfHzEP0ySTECYwb/SpjzfXZFjw/fRaFGLcWo0T/ITcNiNRKMK42kajTWqSigEYiCEQwxg0FzEw0RMJJVtTU1KI4Hm+0R6WZZokFhiN8gxsVCVY5snQ2sIWcrDVarVtbYfDQavZbDVbAOCso0BGG0REgQxAPmitY8QfMigpK2YhJQUySSIFCgJBpEEInYoMLlxZ3Nzold6NrE3mdgEHX7vrNzZWVtakxGarsbR0XSCmaaPfHxjt0jQrbJXnOQqwMXXGKAJ2HCQHRwGCIyJbhrHrMhMwUICJqoIQhMCdYWA/MGFz4gk7dhcTZVl661Kdrq5spElzT9ICKQbOxqGGBTE7O22S9PrVJSwdQ7G32Tm2a+8LUo8CGQEg0XIIEpBBgEAUSGyMEUoHIgScm5s9OD/98rM3h4N+VVe1h+bs3qtL16kFwBVLYkdakJGaaq9YCEYkcL2thfvuefqZZxAwmlFba9M0iZ+8djYQKSWA3NZmTyJ2Wq1f+uQTSmfDUXX16vVebyClGY1GQmgmRkAfqqIcWTcCICVz5BTAIKZMBslEcI/JMiGCJwq3Y33jm2JHsN73RWL4ICShEEZlSZIplQApJskQQLAARHnLHiaKEiOBPa5O4+ULEJhjyRnnH1maEvmqKBjAeR9AeBCMsnZWKNHIktUbS74ePnjy2K656TQ13rnu5qC3sVEPh5mUWiAQVXWRJolSMjUqMSqROVinaxbOsaMkN0YIEghMALHi/enB+pRSPtgoOW23WyEErcwTTzxx/MTRP/zD/+Xpp5/+7Gc/+4lPfGJh4a6/+qsvvvD8S2maLy1d10bfoQWKJ8YYE2xdFMXJk8eVUhcuXMjzfPfu3d77drv90ksvff3rX280GrF0s9a2Wq00Tb33w+Ewz/PJYDt6FRRF0Wg2n3vuOQbQqS7LUktxm/L7JyOjFELEvVYrDQBlVTpyD5w+vba+vra2dunixQDc6XSKooiOC0R0fXW51W6l7ez65esHDxy+9+ixQ4cOEXvd7Px3f/y/26tLX/qz//tP/92f7dk/865H7t9z4m44sD+VYrm7cvXi1VPvee/51y499PO/8Na581MNaLfbxHx58YrW+tixY8z8hS98oSxLY8yrL7+y9PbFn/u5R97z6Hvvvufe2bm5X/nUE098+lNXrlx+/eyrBw8f/trffWM0GF5dv7Fw/Mjl1etGuuH6pUPXBv9Fcu978umZWqxgtftTj3WSPbu+96ae233+G09PZe2yXz97drFqtqaCLh1WEHSqnUXHRIBSCiV1b7P7h//qD8qqUIkcjQYy0Rlr70IxGCFjWVWCBDliyRDiBsNI3O8NrasRxGAwFEIYpTZWbm5ubPzqJz+5Z25X8A7rDbBW1kUnQ9/dCoGGRSFn9ywPitWy3JhqndlYV6325uowS0wq9dW3rwy7awkent83s7qysu/AfkI8cf99u+f3nn/rrb/+6leVUuOZEPDEEeQn1/U1Go3r16+vrKw0Gg1ELOuavZ9YzOMkwXkH1hf/v9Vq/czD847SNdKVpJLGmCRJtDSx79JGa61HtpxgJmPjfu+Hw+GEfrnz/p1EOUVUKppnxopqEs4em5xYKE90gM7ZWH5NfOHiTCru97HPTKSQUhFgCEFISNJUa/Khjnw+KaHRaCilEDDSHMaEq+hckqRZlkVK8HA4jChfmmZVVSGIiUtKkiQCSGs9KbKVUqPRKEmSmPQY8yTI+yj3iTTR118/iygOHjqcJElZ1qNRsdHdvLl8kxkVSg/OOceBtdJ1WfeqrsttfORO8DPCoZMDEhua4N3Elyu+ezwa8Vne+6qovfdP/u2T262yt9ZmeZJl2cW33vY25M2HdC4RFUsxLEYvvPDC2soKM6dKl0XB5BuNPHqERieb6BkTg2G1UsE5AI6oqcky51y32/3RZfRCCMHbUBXudAr4/0BLHifUiTh3kFIShm3RIN563x0OEz8ERthJnpxA0DufIoQgJnynr9iVKSm11hBIReibdzA8t++OnU4wOymdO1NGd/SEt8mGd/5o53PjgCZyoUejelSZshoBkDbm45/4+LFj90RvI1dXIbjZ2VlhMmzOnLt49Y//539989VXpUYQGJADAAsptGGoY8unCCSj977ZaFTOTs/MXFtbLQh+6z//L+f37Pne4uUvPvXk2Zdesnn6mU+9//HffCJZmN0cbCopRFkOQr12dfXiube/+B+/2hv5YJA9GYESpQ5CamSqawfvOXn4xisvn33jrCoHZV0+/J53N4/sWzq7lVuyWzfP7981t3/X+qXhcKqxMpX2+ytFDa3W/N1i/z5xcW0D82YGXE0SYZkh+EgkHvveCRRJmhJTZGhnaRbdCIm5KIssz7z3GJ14t1nuzBx28GwlgGdGfWcFGCa7SXxvYpYigswBIDAzsZQSlRJas3OEoJI0hJA285hSo5M03umeGQQIrcH25pvZaFQ3Uy2qWthuCGHXVMN7T+Q7DQMAtmwRojEmbTSFUmVZRhZ92N7jFCupVARA6hCC80rKKhAJWVknhQjMRW2VTpKk5YoBEeu0cXVj69U3L6gkpWZajpxMjE4TQp00WkIIaZJmJ6nrug6QtaYSkzGjgOA8SSmF0ABgbZBSMgsi9IHRxykMuOAZx6pUphCN/hExJsSFbfaEUAp/aJ0w4UWT80hUlbWrfGrSunb9kUuaeXtq6q5my0xPD6tiYe++G1cunTxy79Jb55ugBtdXbiRvNglK78nWaapLAAagACxYRIoLohKiKKpWu9NITDNP3/foI2E0MFKxFIPhqKpqe2j6tVfOhECZNhQ4UUqCQAIgRmYmnGona2fXWWAzb3pv42/UHw1TnZZlSUxFWQbh6qJotxrvfe/72lNzG2vrZWUvXVliVKNRqXRQyjAFRHBVUVa9EKok0UolzEKgltKQB4BG1MMHW5CPo8mJcJhvk/7u+Pv7lmUH4KXkJNFaCxxjhQxAQqBUICWGMA7p3V647lydaCzAZORIBQnNRl4VhbVWCKmNGVZ15ckzlmWdGN1uZIPNtd/81U95WwRfM4XPf/7fHrrrbs0BFQgmDsxErGA0GkW6kBCCNQRGJKmFAmvBU7PZ8jKoUIuY2so/PV3f2FYxzaLsQQgRPLXb7Ycffvh3fud3rl+/9qd/+qcPPfTQ8eMnp6enz549myTZcDScnpmZmFDt5EcppZpGI+KVK1fiklQUxeXLl6WUly9fbjQa165dY+Y8zz/ykY9+4Qt/sbGxESeFEZ2fMEkiKi2E0FpFcDeWd47CJJjrh8gz7tAqvONPf7iuL15k1lkpZZIkGnQIYarT6bQ7yzeXb968ee3atRgji2JsKy+E0EKdPHHyyF2HCQRI8CRlogGF2bP/M7/7e4tHD138j1+6/pffnX59pf2JR9/eWj/bX8NG9saLr1brg7//1nMnH35gPhsrN6I26fKVK8z8occfP/v6GanU4cNH1q5cOfv66y+98sqJ+0+9/+c/JLW+fHXxxo3ri4uXvvLXX7JVRczGZ1deuWgbRNpBxtOPnhydfuTJr33nXTdMSIU9dwWPFjfdzYdKPbixbNauTY3kp9Tea30738xu4uZS0RMSa2kJJSFaYgPYaDWH3X6aGlu7xAiUIjMpAwSiQb8PiEAkEcl7MaYKsbOuBhZJmmXpi6+9sr61cfHSW1cvXMyVEh/9aN3dSLXB4QCCo0G/9JV21gWfNhs3y6JM02tr3VeWb6wplTbbM9AYbBVMJAnffvPiys3LJ0/fu//owWtLS62pqYX5uxYWFhrN5t899ZRSSkrlg5+MD+Lo9B8sEGMmpBBiampqLPv+EXqyaFOU53kMK5NRkgoYc3iiX8sdYVzMLITUWgP+oEvx+90//wm8W37sxeFHecwPIu7/o95sGz1TERYTIL33wFBSiYiMPMHrYpEayY1x2OS9r2s70bPFvi6yGCaeYLE+nrR5sVjfzqTmiFdEV8CoxIsl+yQbffIsqUArTSAFGgbHIqSpYfBMNBqNOOjaOS8JAIpRpeQg0i9jLiUz9vvD4aBo5p0sy6KqsNFoCiG8m3if1GmaChi/3c5onImjTITa5A5fx3gQXn/99cWrVyMcV1VV7ayQMlJDlVKJSSgwBUIUrVbDWTccjAAxFu4RsYxCa611fDsAUEorOW4JJujo+FBIGW1mEFAIqXXKTNbWadpI04yZg+c8T1dWVi+8ffH+0ye6W71iuFKOiqWlawBglB6OhkxktM7SdP/+/T74PM/b7fbmend6aiaWzttWJZ6YIpBSVfXm5mYztqk4ThOH2+yCbzMemoRM8I9ss/kjOYFtW1hHrekdTRpInPTSd0Bqt0LYt6MvJspAsb1ojHOoQU+CEyeD2tuKKkQxZqwJJI7jBg5ENBYxxgdM3PZ2DqEmS5MQAuA2td74go9R9EIwE9wekzXJaoo8nX6/XxRFUfvU6KqyzHZubuall19+881zAAwQBAIiNPLcg6C8/fa1lZsrN47cc8T0urWrNFFAKaQmBsGgUUAISKBQKJ2Uo0qkyaiqZ3fPX1vZ+h//8I+Pnjg+c2B/5+DdrY2Nt9eWnzl34dv//e9rExqpbKTJdMsE31i8eLUubF1BabkeDjRAIhIMCILBiDnW894+Nruvvbhyl8hBBO60Ns58L9E6r0NS1g0Q6W6rZqupEi4PezVt3LVn79ZKLxmt5pB+6MD8V954W0CnULed0/HyAoBKCWZflrFmNQACmKqRJxJC2KJotVr1qI+IHth6t0OfLJRSY29A4jCmbML4ZScm5swSEGOjzqyEEoxE5BlCIAYQQlpi65wnJmaJYIMnInAeAZ0nFuOFNDKHLTF7L6u6JWQSKAmUMgdErutESUfkykJJSTIBIWpCDwpQpc0pS5SlWXAkhTRJUts6MKBSUsrYammpEFCikqgAwHqnUKm8JaQWKqkDp2mKyrfT3AWiJA2JAiWZMMhkWJOUHERgIJSJyZLhsKxK12y2FHtEFCiFFJE9yMxao0AlBANIJUXWgBCCkBIRIgWaBCopUAgEjkIARAzMUuvxfSTFO6l+HDB574siBGszY5wLQsndu/eFwEXtNgYD7PXMVHt6ekqO1Jvnzu5qNKeybP+DD62+fbn2MG30I6dPv37p7dVg0XtUUkrFSOTZQUgFCqk9sZRybnYGIPS2Nh48dujyW29WdV2Oyhtb6zN7Dxw/dvrcK28gBAbhyXPkkSMGpMDcmWqP2CulvHcmSxM2VT2q6woB0zQvixED1HUNSUgSvXv37uMn7tvc6BPLy4s3hqUVWmpttEm8JyBkDM5X1hXEPk8bRJylCYIAqIVyAjWRDxSkRAbBHKcQ6JyLSwaxRSTnnEkMBYrG+N77qBAOFAAg084HK0TI8qa1NWIKmAEyCmKwKJBBEt2m8hjznbdHVEIIIhQCQvASSCCxD808W1tbNSZxPszM7er2+iASQvDBtjKTKNw9v3trdbkuB8ABmB5514Mr11ckWUYWCMzAAgIKQsLx7AasLWwQzanGofbs2rUlDCFRantVDMFb5FTIn5Kuj4iUVGFstua10iClEGide+yxx37v937vj/7oj86cObO52ZVSNRqNqrJxrnlHIRU5CSGEuEfHn8ZqOwJ3k/H8aDTq9/sXLlyIgpn4anVdj0ajSQBxnudKqWaz6by/9+g9G5ubg2IwGo2Cs54o8pGisPP7t+bJTvZjJ3RPBAwT/boUSJHHAmJh3752uz0YDPqjYRT4GWPydqvZbuUmaSfNREkCCABCSgJhHRmUmOr5T3/00H33rf2b//Ctr3z5xP7Zr119bTTT7vvi4oXLAsWJQ4e6V693Rfn444+PRqNr167Nz893pjqtVus73/nO+x577NixY1euXLl3795rS9dfPft6r9v9s//wf15ZuvaRj3zkF3/xF+fmpnu9ze88++wzzzyzdmGYVKElcMTuk5/59Kc++6vPfeWvX7px7bUbax8+eb95dXn15ZemO1N4V9rIdJ27NVs2E4kK5pR8pDFD3d5arzozp7fKgo1RWcNaT6XLpVAEeZ7JTiobSeKl1Lq2djAcBB7X2RAI49yKOHjPElWi1tY2SluhoN/89c+88u3vdJLkrtkpQ9RdXTtALtSV8Wi3iuuLlxeXlu558GHet395dePcxctF5fJWm2RppEDWXGHc9Yj4u8+9UPjq1MMPLV29nmDWylrNZnNmZsYYw0xSyrAtOJkgEnfUW3fqcEIgomaz+bnPfa7b7X7pS18K4Ucij0X8ZyzH2qEhHI1GgEhEWkiAnYpkEFJIKd8xEPZnXzAxxpDSe48AY1xLQvSLig1MhH3ishNbu6IoJ15QEVuLs6S4HMVAiEmRGmVyE0Qlxg94743R8fuTyybGo09CHeKaRkSBIW+mQppBWcX1Lc/zRqNBQbVUK64h0X5m3KFJGQHhuGnF70clYWSBOjsODyyKKs9ztcOMNM7msyyLUe/Rw8Y5Z7IcEaVWIYQQvFLa1m51dS2EEJP9fAhSSgTwPkgU3gUgUEpLiUbqoh4JIaRRcRGOv2N85UkYDzNnqTF6fExivMoEuoxAX7PZRJbDwTDNEucp2KBQhhCsraampjKThxBeefHl7774ba2Sa4s3MpN2mlNSiEiPNEkSvAXE2GAfux1yhJ8AACAASURBVPcYk/r2t54bjUZCSqM0CpBSIoIWmpAnQYVSCKY4IuF/UKp9q+fhf0TLd6du5Patc+eYkogI458xxg/Ak3SQSZgV3h4iOtlG79i2JozN+JQ4vULBOxWqE/UdIkIgZA4hKDH2VqEQxi8S+V/bYHV8i535WtsH55Z47w4r7KhGm0j3Jx+yrus47oyotbV27+49MVl3MOwhwre+9WyaGmOUd857F4JvNHLPWEqzPqg2Nzfu2zUnS1UUI22dFEIpbZ03YJMkAxRaayFkHahCjwBDT7a0QeP1QXn1xddGL74ye+Tg4tZwo4b+9y41G8Zov2dm2pfX2dX7qJFkmUGxubpKWn/w4dOvvfXWRm+j3ZqtQwVCtR3e226c2ntYXF9r1gBeYZq+deF8o93WgVzNLsiZtEx4c2o+69zQKhSNdiZBDlrLzWZj4YaYFnaztzYSsWYY/yECImAGpUCIOH3AO4YISimJWHZH8QgHIVlpIQQiR2cra/1EriylVBIrV8WaZxJEHkJA0DEtCREpUO3c+I0QCVhKDUBaCykxXhUKJYOMhrVKInkntQoUGNgHV5al8gSOkySpKZQO0Qti9i7keWIDgZAEcliOWq2W846AEERRlkREgitXK6WQhOcQCc+CQ3B+gg0AgMq0QqHZSKeJvQ9k0oSAIdFoNHiWwCwkgiQC651JUutCbpKyts7VQijjyXkCwEBcDipjDIkxNp4kiXOemYMkdhA8SaPKehC35vHQBAVTIGRkDMEzc5pk0YEmINA7BEiOtyQpJQpRFAUEkgjsAoLct3chSxuXLl3mzUFneqoo+rsSPaiKtdWbRw4cOnbXwt5G6+alS0V3a9/sHNf16RPH++WwXFvtelfYGiQJJaWUAjgQk/fO1cYkaZrUo9GNte5777vnvuPHbaA3Liym0zC1e/9MWZpNKxBASwwkU1EFD1IQACHsXzhY1W5UFghQliUiV3XtnWs2GgBQlCUzghTBVfv373vssccaefPm2kZV2bWNXgAtUAkJ3ofoi+a9ta4IwY5Tc0AwOOdLwE1mQgiNRgOIisFACEjSxNpaaJVoMIlGRMC6KLvT0412u72ysqK1jqyZCREdEakq9s3NesbVlRshmN3zB4oiFOVQCSUVg4gy8DF7fDLX26aZjFdRF1gxILMAkhKT1Cgh6rIyxgSiNM+7VZE2k35/KzF6/949wQ7np/dLdkbw62dez7Js3759883O+tbm+vpmZWtnAyBWBDrVUhv05JwDcsDC1aOt9UE16kPSqIeDkq0Dt20w+dOD9YUQpFTe+8Qko6rSTR1CEEI55xp5/uijjy4uLv7+7//+lStX9o27neXJLGRihBDPBNzmbAZ3zC/ruo7PinfgjRs3opPhdhAwRs/PWCrFSmg0GjVbzZmZmfWNjTRNjTH97lZdlswshVRKMeE/VyHKInrDCtZKT3U6M1MzRVUUdQUAWZYJrQQqBcJEp2wAD8AIKFBoGcuSLd00xw7t+s/+xV7tn126sOZpRHLF2lGmtMXe9eVTJ06scO+LX/zihz/84WPHjl26dGlhYWFpaekDH/jAV7/61WefffbTn/40dPsH998FUvzdU9+0gVmpRqMRnO90Onlq3ve+9913331f/D/+7q2L5/YtzPzWv/js/oP7cSN89/lz11Vy9fqGU+f/00d//pFh+/zzb21s2vse/2A1GL3y5DdXq2HWbErP98gp151+e7R8YTASRloJQ1cC6iRJclKp0tooAmGtKwaFMaasSkYsitJam6WMEkJgJBCAICQg5HneaZeLly+t3FjbXF05uHvXe04/4De3ZKApRHthsSqGW6NiNOitr68Xg6q3WTZ24dUrN65dXFTNDjoMShjTgKCGoQoI2iS1G3ni82++deDI3TNzu96+8PajjzzqvJ+E5uHt+p+yLPNG44efYh9CnuexoB+NRuHHTX/edpHineIxvm2gQOOOAgF+puz7oQMp730UqyBinCPGFX+nz2Hs1iarTexeJv6csXuJViWRZBWJnVGGF7udnUEvUZI3KZFjnxlT8qqqmpipEFEg9t5nRhuthfBCojYmRvD11geRd9rv92Mr1W63QwjMwxs3biwuLhJBVP1FHCB++Eni/AQ0mFwzcZucFHyTDzzeRLWaGL3EdNMJ744ZnPNaqYkISBvNjBLiL6h2+mPtZMZOPpX33vsxXzDPc611bMIjGDhpJIDBmESrxPuglDImKcuCGb0P0Qq1LKqkKd/10LsynS9fX1ZKAWNwziQJe+8ptNvtKI6dAGh13W8121rrOFIdC61FLCJDvK3wJ7nm/5CJ4QSN59u95e4gak4Augmgt7On2jmB2imUmCwdRBT4tjis28fe43eVsG0nQxyzH4DG+kCJGKLgZkf/GffriWfPO9mx3mkYckcTGB8fXyR61UYjt7ibayNbrVZVlUrrZqutlPKuHqfCIhdlfW1zvVdY4amqqrksM0wqgl2AWpp2nnEILoQieArBAdRKgcQRYuFqr1Rr33x7Znbh6JE999x95uKFb7/6Iil44lc+UXTXHzp13LD713/wB7OtpBzWJDAhnzc6v/C+d3/wFz7wzWe+9eKrZz/w/vft3buQlqN7U9OenVqWhJmSQpskGQJYFzKthNYhV3mSgGqwSjltrm+K5be2dh+598Qv3w/5woPTZ/Hk6W+89spqb3OnnU88LNEYyfsQAmslJ9fD9tG0ENl9DMwQACgIRqTt2mkcc+U4MLuIt2cJk2dm8IK3Ob2AaoxrIzKhBCmEECg4xlzaavsCURGy8DZsC0S3rzQ/NmpKJGAiVJIrTKMXim4Z02iMyoKJgkhJKSEEITL1nS2jO5RAAvbNRq61kCIBAISQGDm5Vh15FhH1ZCJC9hxTNwV75+qKCcNoOBgMudOZLmvLKJRJg3Olreui7ve30kxImTIHpYTWUgjARCBIRG7kaSRoxAtbay1wDGgDC2YWGDsBiRzIO0SU0giJQoAQCATMEPcU65xEYOKdQPqdVkZEIYRUm06r4SuPDMakW1tbIRAazKebZbcvJa6vrB5eWDh19Oh0araWbtxcuhZcnWdmeeNmq9XstJvp5kaKWBJ6ARwoikIDE4IGCEIiBBoMezcvX7hx/d4jBxY6M7Nr336Rko5zToIyoDwTW3ZArqidQGB0RCTFwUP3dLdGIQRjtHWuroqiKtn7Tqfjx+u4EkJy8I+8+z13HzpsAw0H1cbW1qiwgBKFZO8DADIBUiDnXE3kjUmY0RhdFH2lefeeltIQ6nVjKM/zLN+VJAYRm82GUrLZbEgpELHZMoHHiZobGxtR1BA33MkePdysrLNplinVkKIjZesvvvDUaFiDkkophkAUgNVOh5gdrCLcdm1QIbhEyWBrFKKRNQI5QHLOCSn7g5E2iXOuLIazLTPVzrs3N6Y7jXLQH4367WaTiLc2Nmc7nbnZ2Wa7U9X12ma33xswkRAShWL0QEGAaJhkxHVva7OZJIkSQIHZs2BEBIH0ExD3/aS6Pq11IA8Aa+triGCM0SqPMeuBwvT09G/8xm/8+Z//+RtvvNntdtOkked5URbxVtlJXYvj82aziUrWdS2lmFjhxUoi0pkm5Uiv1+t0OpGjFaHCneSTSHzy3jeazfPnz/sQPPtutyuAJySuEIJA9c/X9Ykx+5qAhZDO22giP7anjVQaYg4EhIAgBJBEQCABgRCJa4AtZfIT+w7/17/95f/p99WWufb2lfX+oDE1OzOb7BPahDptpPefOnXujXPT09MHDx4Kwd9z9Gi/3/vwRz6ytbX59b/5m4f2HxRSPfvUN7WQBCCU/r/+/Z+8+MLzH/nY47/w8x88fOhQURRP/Gb7C0/rggdi71TWbJ557kz3ejFQrTBT/+XaTfe9V//Xg3MPHD9cYrj09N+g0Xcf3aNMpixUpS9syJr7D3Yb3eXVi8P+lq1VpislNZBgCs46X5UjNxI+EVlZldb79lTH5CkoAVKAiKZrXjAwUW50f2NdMNw1PzensFxZ2ZPl5775zQOttmC4fnUpP/tmWde1D7UQFaBPOq9eutFfHbx45cpmVeetaV9VaByT11qmeYYsrGAfGLUeDcq//fLfnj71wKkHH3juuecOHDwY43GnpIzYdW0tAETQ40cRuMZk7a997Wvr6+sRUPpHa9PGdRLHuO07CqntgmmbpQxIPwtq/4cMMxBAaW2MGVSjCRs8UhwnKXxxYYlPmfA/4zIyKb5jERwXllarlWVZjD6fcEEbjUaWZRsb67HnMcZEHCNm39E2xQARm5kB1uSoLEvrCpDOCNgGYXg0GsVdNl4/aZrGv0MIg8Hg4sWL169fb7VaE3qqc05Ka4xhNfbWikul3EZ94ioaC/TYo8aaMk3TSRcRkcP4yKj+mvTDIXgOJIUSQhhtvCcOIU1SRGm0ZmJijotwnLhFDWScy05CdOLHKIpCShlZzROoKl7MdRWEUMwQPAMLAFRKE7FzviiqqCf8yIceP3r38QN7DvzJn/xJCNRsNIfeA0K/GM3Pzz70yLtNI83S7MLFC9/97otbW71OpyNgHFgc30srHZBACPwJm9/uxPd+YDsUL7Nt0mP0F92RSsk7Y0J3dlY7IxNgh3fLJABp5z8nzaSUEgXvnAjsBOtCCExMIQBA8CG+JTD7d8o1jh8gXi3fv0bt1E4wM9OtXnTitRb/mSTJYDAYjUZVVcX4JSXQ2zr++loZYxIhExRSaC0FsrRaSSvKsDmqg20nCQippDDGyKoSFBM7RX9YqMR4pQryFskpBVmaTrWPHDy479DBmV1zyb5DKJQFXOn10ptLdVkdufvw/pk9AwJZ4rA3mDZtOSoTBNPMykxvbq2ef/X5xz/+i7/084/ONBu//OlPn7j/lK/K2VQx1v3lsxRcWtdbg1ocPiKTRtJq2rp0adI8kGV3nxz0nDyQD7eKM6+G9OJSaz7UDZp74LHPPXH03Zdf2Vw9v00pBo5HNQTvfYTtAkXMlYkoxCkAc4TQw7YhkGP0KBjGhrAhRkszEN/6z1obV4zJtRS/H4i8JwoUAkVJYYgGk8TOu0AcggcMBBEQg223USDBDOzicFMIAJbOO8gqTonHgajO9pRS3rmKCudstElLeSTqSgZCRMlSMIfh0PPYQtMRqXhxCgEALvK5kkQgQsTGo4gOjQCnWEshZMqWPIc+kJdCGuZMyqbhnnMDrBMqE9YayYOjihmFlomUCm3JTOTFOF7AM3lhjHHkpJBCjdM3I5GBiIIjgUJw8CEgyFigAYLRhpmFUiwFbAP736f+EMF7qVSr1U6U0sroTLcaLWbY2OgS4dyBvUPvMBFbG2szjfy9p07X/eH1xSurV69wXTcbyerashVudtfUg6dPDQP1L160ngsfCAVLqIiMMYlSPgRmlBIEoLf162deKXrrP/e+D66trZQ44rS1NRr0tZFKEiJxBloCIkpJ3uo023/v8be+9qRSKk3Tfr9bVWWaps5ZAKhsbdJECk2eHzj1wOnT94WAG+tbW93+4uKNwEIqFQj8ttcPkbeurOuKmZVKlDRM5Gl08MCuhx85nDd5Ol+Im1pRjKSSaWKkksyEaHu9PnMgDEkqTJrXdd1o1cvL57IsSZIky7LEZHF6qBKtEmw0ZFF4ZfJi2HOuQhSIOgQgluBR7Jg7wbbttpQyjhK89zLLalcDCO89aN1q5eVwmETRh6Ot3qA5s2t9/aZRONNp3bh6ZWGufeXShXIwUEoOBgMiPnDwUFmVhOiJLQBpjXnmrbd1XXlC7wxCIxFah7bWC/lsQjIZOVcXLEgYIRBvZTv+VHR9iMjEIYRXX33Ve/fxj39coIgLlEDRyBu2bU+cOHH+/IVerxca0G63J7klE/bLxNO81Wrt3rdXa3358ttJkggh4q5grY11STQoT9M0BELEOEef7IWTpKy4rhlj1tfXYQMazeZmb1NrLXEMMPrgiUgo/OdBS8gHqaQQEiUiMyAaZWhbf4WABAIZFYAgAiZgUBIJ2AaSUoMEBl4Y4sj47167+uRT33irst3lfova1aVF1xjmC1OdU8frYpBjZq2dnZszxrz40ov33HMPAyRpCgDNVuueo/e89NSz950+/cQnf/npb3+nX1SYmKyRX7l0+fP/27/93rmzv/brn7n77rsffP9DtJf/+skv/Tf/w3/73lPvOdA+VNeEQ7AVt2env7T41r+cXr/77ruD84ZCC4UpNtUQ+r0RSlO4GtNw19HOb08tfOPiuTcGW+dLu5kIAPSeAgMJ9oZBiuFwxACtTnur2xVKFkWRpCkyWGddbZEYmDMZDh048P5Hfs6NBn//la+8+vdPq17v4Nzc9a3B3ixPGPWwhyhAp5XQm8RXinrV0vnFa32tzOxUIYjAZhSsLVikWSsLJLRvhMrZyhqZFL3itedfVdI88J4Hl5aWqqrqdDrj7DIlmbnZbD744IMLCwtf+Iu/+OGnWEo5HAza7XYk0U2GFP/Y2ylK+WODAd8XaBkLpgkR8Wet3Q/6yrIMWdR1PVltIpkz1ruTcdK4GdA6eo3EpiUuHXmeF0UBO5IbIjkzHva4ZGVZFk0+YzkVQsjzfPKAaMSilIpOmzE3QghRV7UxSkppa2+dVUlQWsaaXwjUSscGaeJ6EnVfFy5cuHLlyurqqrW2rut2sxPHYfFyzbKsdjZmEkbX6YhMTgCWMfIpZVxpx7gNSyKiMO61hJRCAHnnnCWCJMk6KKqqjK/BgRBFNRoyQyNvAnGe5c65mmzsGHfW/bGdiD22FGC0nPDq49GecPsjEddWHoDIB1c75mBRIEKWpFVV2coCsJZyYc9eYE6MaTaarWYnBCLmYVVW3t5z/NjBu+8GoG6v+8ILL/T7g3jK6rJGAClFmqZSCsOmDvUYyv8nSt77URq/dwT7tu/uSTJnPHSTxmksibutRdzBGh33cjviEG45xGyzhSafYWwSI8bb7sT15xbrctuNNHYYY8+a29HFnS3lHWoIAIibfjzFYtzqj8Pr36FmYGbmqqq63W6SJPPz85FuDd5rlRBCba0PRCRCkCg1ASMIYXRlaxcEiwSEI2YmqLyjEERMHgyBidPO1MaoX3hfp6p91579hw+deNfDdx0+vGth37AsX33tzHe/9ZWtrd7yzbXhsPae8kS+fe7cv3ruOeXd3FRzrtVsp2knwdmF3T076tLg0YdOf/RjH2tPdebajV/65C+1p3a9/falfHa2efTwtTPPDvbPTk135rJ27+yVR/fdqyDRjUZZj9CIYnatmpnODuy5p3VELrvppEWl3ZTeTbe7q8Pzbz2z6y4zf2B2Z28fDyBsmwwDgN22eZ1QgndCwUTkgvMUds4IJvfgxA0oVrE70drJyhb/qVUqpfHe2ygBRRBRJOzdxG+WK7/ttR+8955CIHLeBx7PxQa1L+pxDof3ngNF3FIK4Z2Li1VvMIgT+fhbRBpFXBC8Z+d8CLX3HgIwswiBGSCMnZNCGAcMeqUg+GoEAmCczegUguDAVQ8MawFoy0o7wHKr3uoBsIo6SU8elAfwniBLJzOpeCRj3FcEAOPwTlJKkTThHSP64K21pFRctQCguzmUUqKUKk2IwjsvKcwA0G61KPhBt7tVbLTyZiNrbGxsVlXdyFsbVY8c51LfvHHjo+/7wNXvvTXaWGNbcV1pCURu6Co13WzPtB+9527dbPeKsvu980AkpFAmD+AsB3DWeaekAgYhQAp4z7ve9a1v/p3OmkQUMCDiYjFM9u2JI0sAFEIiisAcAs3OzrXSTn+rj0JUVVWWZd7Ip6daiFAVZVnWU1NTUugkyT7ykQ9tbmxKlRRFdf3mam2DThIG8GHiIRSI67ouQvBKKSGUc4TC7ppvHju5kLUGllYRp4TwzAFxIIWWMi3LUSzmta620R2w1Whmenpry7ebSbvdjrsbAHhXNbLEF/3VjU2lF2bnDpETzz93ZjQqlJxVMnPWEbNgwNu7vgnH0BgT5QaFEAwYQpBCNLK83Wxsra8ZpUe1HY4Kz2xrS97u2TWlkDc3Vx8+ebjqby4tXSPv9y3cRYhLS8up4dpTr6yK2g+t84DOBkkhEUqEUAc/1ZJJwnkqs84uWdFcm7Ffei28EUYbJvhp6vriLqK1PnDgwOc//29Pnz49N7tXawUMLjijVZIk7373u5988qlIe1tfX5+emSbmwWAw2aWqyLqUcjAYhBscx+SR79FsNieNXOQgnT9/3lqLKCYOYMPhsNFoTIbxk3I5llkocDgcxnPMwZdFUVXVmIP0z0WRi1ymifL+NkIMxpoMkAUz3nIVCEzAUgjPYWNz69xrr2/91fPfufrGd7cu+3aSNdobG8POSO6uDBMYgheuvaHayYOd47FbLsvy0KFDq6ury8vLp06digsuET1w+oHK2pdfeml2eubkqQNXri8po43Rm1vrzzz99PKN60ePHn38137t0SP3HJGfPCjkzWG5BsWuQ3fZ58/NhAy7lcl0LcuQBWucknK5u268z4JUSCmZGVvrssZhf6o49OGDxxbcyN1YLIsRKQSBAqSVTOgtBe9Cu9M5ed+p5194QevEpOAcoRKBwAeWiFLIqTTpJNlLz357/cb1KaVUbaeVCRvdGRZ6VOrAI7JeyF7AFaBNkNckXrKjbqfhm+lWcPVw2JyZyoMIwTJJUAkpobPEc4KCoa4TlQiWzz/33aSVHr333giDJGkCAAJFtL5YXl6+du3aP3iKnbXNZtM5NzMzs7a29uO0fLc4UWOIBm5PaZ8UTHdIDX/29c7o+o4Y7OhNMdngJ6hUlHNE+mVd22gBFSVG0d1EjCfB41j2WBDEQIWIAE+KsLquy7JUSk7MPyYSwaqqnHMR29dal8MNKVOYqH/H/MngnQshSCUjUKa1jmtg/Kirq6tnz56NuuWiKCLqGJHASH2J5btzTggVQuDgJy5EkyImNn7x9Z1ziZLxIh/rvhDiT3HbASVJEmYSQqUm8d57HxqNRllWHCiGSVjrhBE7vfhjNRk3hTi/t3VZBRc5qOMswe0QgokqWwgVUwuklERj79MsTycOMcrIl55//t3vfu83n3oqT9KqquIWwMy75udPnDzpg5cC33jjjcFgkKYpKaiqSqD03gOOT8okaZ1/vLyFH5fe+f0d5q38A5h8mPHVOpE5+OBv9efbxOA72siJccs7Npw7s6EBAJhiUbujccAQgoJbEX9A4yNz6zVpO2l9R77iHYm7ABACeecipoS3G8bc8Zkn7U2cs0Q5a7ye0fngPaJERARBxCglCuW9D56ElMrkZb8sSkuMLgQCrqoKBCdaK2TB6AOv9bu63Txy8K6DD943deSgnpueuWtheXXtq1/+YrfX7/d6Peo68p3d7UaHfB1Wl1Ych+lO58i+vdWwbzhU/b6fbrDkfXft+8CvPH7s/hPTM3Ok03JQXnn9tb/88tfnF+76T373vxpcWvryX/312tL5JrK4vpWulA/tPQkl6zQtMHAq+eHl/clDIoy617fwlfX1dZcyXh6u1lP51Mxc4kCE3eVhZRJjtBExnC5R22RajpVCmqhb2hfYbrPxFjkYMQhBOHYiBGJy1gHswPqYRCgCBkaOgnAGDj548ChQaYWInkrmGhWKRCJKjkn3hEQKpYiDkhwSiLhEdLEABsTa2kAUTelQBK0YEL21RKSFUkpWZaWVYmYlJTP3xOwdotB4ScS5W1yXaHs8FIgCkQ8eGISS8Y5g4tKTYObakvdSSTTaC7QBfO3KzWKw2fOF3fCjmempPXvnmYMPnkKw1nkfiBAAKfAmubhmxSVrm0lexIvTOgfMoc5jgxoHcERk9HZsJgMRxfGfJ4qK8XecJU04F/EtAHEwGCihjUiYAVEEKcpyiMEfPnzQCLG5uiqsRWe1QA6uDi5JzfzC3lFZ4KB3/4njranZ5tf+5tU3z6/0twKxUsoyCSGY0HkvJc7vmt/bfveBg/u1Vhtr67tm58zM/p977LHu3z9ZOd9IMyBwtcPACgUH1kId3n0oLPdgZFHh5tamAF5YWOh0mmUxGg6Hkb43O7Pr+PGTaZLkeWurO7p67epwMBJK184DCkQQUhITB0fBO1cDgFIGGIGFUvLw3XuOnThQhvPNRJgqKXql0mqqOVuWRXe9RxQ4hSxLpxpTw9Fo8e0bc7O7tra28GCqRGN+Ko+Xty9gcXGx1+sdP3G82dYop1ZWb7zy8oVds/ctLi4itIiQSSMgeWYIt8yI4dYANISQJLrdbgshthwXyL4cSCmVlmPujydvvXMuTTNrq7mZqUSp1ZvX7j10KHjLRNPtllRaax0YkzyBUGjBmlgwCEAJ0oWq9p7Yp8xJmkktUHgGHg67iZfOynaiRZ4MzdgG/KdI1xcVd0EIdeze+6Y6u/6fP//LX//Nj+2e34OotTIAWsnGw+96n3cspULhPQ18yPbtO9jtdr33nghgPFWK9ZbncYTDxsZWvE+yLItz63iD5XlzY2Mjz/MYTuWcS9N0YsuzsyCuSm8ShYAh+PgYYFlVdvnGCqKiwCDv7PooNl7bM8x/MuEHsxQCWEQaR9TIELHUMhABCy0JgQP70toszRigtrWWyZlzZ7761a++/PLLtbMIYWb37PH9x1dXV0eD/oF79zzzzDNhjvfu3btrYZ/33g/9lbVLp06dklJKRgBo7M36/f63/v7pkydPHjlypN/vu7Jiq/abQxevLF5+8fkPf/QTN9dWi8o2Gs3V5eXFC9cWL1zbvHxl/RMf/9Avf/Kzv330+Zdf2b1r/t//m88XcrWTNXhAe0PnmJ5qbiE1zbAcTItcAxjMSqYCpFXVysbFtdVqMa0T1o5xP8J6qpeUJUeJw8ypSqpKCd2yfd/91ktPm7xRgR+5yjTzwtmAHjUze0aY3Whq2+sY0WGTkZ1n35JCoQwBh6QKlFVnd828ZKur7NaYLg6HodVAAdDrmdrOK7lb1pdSdfz+++8+eu9TT3/L2ZFqgKpFLFk1awAAIABJREFUAg0u0QRIhBpZ//SXvtE/ef2gac4JWYe6MN4nzAKNkltLK7rybP4hV0yAqAwERKmU3071uYPA+f37QayDx5p1DkqCIPK1s0WNLBUqjkLZushSDVxn2hipUpMwkZT6tilWzLthxP9/p7e/E/ON3+nvSTLY7eQ3vi3VmmEbKIkCS0YikKg4cJ5kGCcphN47DpSmKTIgoFSKAjFDnmbGmNFgqGLCHREQFUUx7PfzPOdt/wlApBAsxyGXEgKtrauqjJW3c845a4wJjoUQSkogrssqSZLeVtdZq7UWKLx13jomCSwEKqWosnY4LFvtWSIaFWVVurryMuWVjfU98/PEJIhfeeXlpaWl9dUNLVME9FVomJZCrY0RIJx3SgtywdX12E00kcSBtyHN2C3ETnWyNka0R6cKIkhJBAjIgAwYKDcaKFTDgZBSyyilQK2T0WiUNgyhBx0EsKXSsm3KnI2YpAIGb5OslWgcjYqyLMduxrZut9vW2qoqo6gynkGlZKORSylWV9fidxqNhpSmLEsWmoBAoHeBgOuSnnvh/Jlz19I0lTJNjNzY2MibLSHE5z73OWO0kun1KzcunLvaNNOj0UhrPRgNpJSgtS1CVVVpmgbBWZa6Ya01+4bZEm4XiUYQXmFfhsxx28qhGd9Hk12YERgYpWBCBiYBSAAIggAAAgJE+qVEQAjEgYmVFigEIAcCZrHtAcMAhMAITslKyYrJE9K246WAIGQc+yJzCCJUoap9KWSaSCOAGVCIWJd4REQp+rKjJAt00fmFSSem1e8PVCKTVFRulNaBBQKIbQRJOmedLVOtvbfAQjEplTqi6EiklIom9dswI3gK43zk6DUTQEBkjk4yMhEAQCEFEEIakwfrtrtRgQAx0grRAILzPhBUtd/qbiVJkuZtlsaDrIJTSjM7BhBIUigABg6SA/lKMWiBxMHWKpEyIWuEQ1sfO7C3t+jB8dLy/8vem8dYdl75Yed8293eWntv1Ru72VxFUZSoIaWRIs2myB57BklmYjlOhDgIPEGAMfxHECdwjARGjAAJgkSw4/wTGJZmbGVGo7EEy5I11FAURVFiU9ybYu9bda1vv9u3nfzxvbpdJDWSJpEmGHgeGo3qfq9u3ffq3u875/y2W0cXFrgzWs+Ke/u/8Ku/sXr8/pFP9ggko3pWVopaR3p+OaPZcryz7aaT9jSPpntSF49/9P44k9OqWOwvmZm++srF0R2/0M+fvOfYynt+rrL+Dz73xazDfuWh+9WdweEKzCsvfPzXP+nzO20Vv6+18K+ev5pPZ1lRrfa6K0eGU7srKmaLSbvXmmadUwsqf/5bh25X1XQw2NuVqt3Z2bG7sHp01Vp7abbwL740fr3Mo86a1KyTptDmWS/rEuurllns5ivdcxMBKFrZgtY6SSIuKEoxzmKhUuQZZ3GGRcLGxNCCJ+8iB5GFCFnGlYoUCU4ch3pC5JUUZI03hjNmfZkkKolj9OSt94nby3c6SZfVbLW3PN3bkhGN66mLZcl5TrIGvlvvJFwloITFSETtNMvLXMQgiRLwLcZmcTwVYK2VSkqulJAceKtDQERuzmBWqWkMOZzdR4IdOYdEHgCJs0LnUoiIM6eNEoyjSJOkquuqMkJFnij1inPlgCFXcdoSMi6K/NLFN/d2B+yoXX3vUpqmWZYopabTsYpCoLQF9M6ZMLswxnC5OJ/+cxa0Vc65sOv4ffMPzyUQgfPgPHrUlWXE0atiptO0VRa1cZPxLLdCjgw+eEJxLMAnDKVHQCAADWAKniqg2PNeBaJi1nPZ6YhYpf2WdHFVVa3cxob30vQjj7xvur2bClHk+WLWLadTDryVLlhtk86y1lqXI8aqRx5Zf+3GkRev/6CakTNWkGgxpj1IxVNB4+0bHVatry1OZoVqdR98zyNPP/tsTLkbXpeOTqwcMcblk4ITk0qlcSKEmJXThbWVV996HYSbTgdE9vCx9VOnz+az2d7uxFnW7XZXVhZOHD+yfrRXy9bW1tbly5dv72x5Ds6VSkXeASKCZ+ScNc4Y5mzCmRBcMZ7Hkeaq+sD7H47ZhFGs82zktlUUySgtbDGti0pbziMOrUwtGuK1iRfWsN1ni0ePG2OMqw/SE848fGJe7Zj7GLftzJ5YF2+8dn24m3CmpCAyU/KWE3nw5u0lRgCQEHEwnhDjDzzwQJ90nrJ8zxfDem1x5eadWwVDjNRunqOUnSgry6ktR5dvbC12217I65sDW1fWsiyK252+QoGIVQ2IjKhiFMWKOWDEChXVsWACjAQ7lrIUkWTYd1aC8y12x1RpligVdxWX3JJzwNM/N24uSqmyLIUQjz322Gc/+9kH37O+vLQaSeEJjNZSRqurq8ePH7967VKYIuMB9vO+fc3cZW5lZWVa5EKIsiwbz/SA8mVZFpgAzcz4HWVgM4xsOsAkSQi8kMJ6lyRJr9fb2dxqzBsa54z/Xx7G2DhWHsBaR2QBvPOGcx6paFbmQoi94eCpP/7GV7/61fF0whhbWFiwrl5fX5+Mp2maBuJrURS97kIUReR8mqZpmubD4XPPPff444/3+/3xeBz88c6cOfP1r3/93Llzjz/++KQs2+3erY07y8vLxsMf/uEfnnvg/pWVlVdefanf600Ri6K4cuPGwmtvTJz9K7/5m4Lx8d5gpbdwg0tWW+ExY5ycJWfIEJKDoEEkh+gBSArW67YR7J2clPOCyb6K2t7G1ljrpOWMSHoUwBKmHPpaOzKWCc4Z11WVqgicnVU1mbqdJGYpqhjoelblk14rXooypTUjDz74UOOdYmoRR+TujEebpkqWlihLy7JwxvY7naU0kQBP3nv/8vKhX/jgEzvXbz393HcWFpazpYU6r3gUjbZ3R9NJ2sls5W7evpVPpsaREBKRpJDGaCllIqLhzgYspj+W4RkkXmF4edf160/TCDWI3g+lUt+9dxj+Bb3zR9POy7IEDwggmFAqYoyBhEahBwf85YOP7kHdUeCZhCyNg1ypUGc3uXPW2mAfcpBJFUfxQb6WtVYp1axI8xQ7IcKqxQVXoLStyrLkHNMkabVaUpCIVbfbDfRRIMzz/MaNG6beX7UcBenLQX1Xg16GWcN4PA7shmDTEhbDxusl4IcB5Wt8hhsNXmBJzJNLvEfGwvmHVwYgtNk7A1Ln3p7nFmJyQjJ7I+Ka+zcwBgBRFIWzVUpVVTUcDhvOZ7iDAnEjfPs8IJGso/mdFd4UY2w0Gt17771BRVkU1UsvvbS9vd3r9YLJTYBbAyE2nHMcIwBwZEqxKIoEF2DtXVLcT3euge+E6P+kCVCD49CP8CVyjgN67zkK7/3c6IsxaWuGnoEB9DxEaZeTTBDnUE6HScQ8E/usUQbMB6ZnSBvbv7TxoDPeQSZhE8DwtgEWAhA4ILaflnIQ6X1HDOCBYPa3ocHhSsmyrDY6z/Pwo733wZd1X5TrQ8QSvbPkIO89cuScOULGGHBCKQwRl9xVbGFh8dTpM7VIwMgTJ47HLTh//o+vXHmj2+0kJCSI7tG1epIuG3vyvrOJ14ud2DM7qYtiWh5dPXTqw6vVMK/pZruVws7W9rS4feWKQ/vhY+v9rD2spodX15Z6/Xw0TiNji0oBU0ykUqHzrqxJW62dq3UWJcfXz+y99tbgys1kz49vbKHGiKdxHI+KWT4rl1eXPvjBJ35w6cpXv/DV0myvLy65rHNrfEdmUuY6dnTT4YapliwgiiRukycVCfB1knIVceAR+QhQKW7j2IhIRVkSxyoTUeQgQp5FKkkSHisQvJvE3vs4UVGk4jiKoqgo8lipVtYOK4OezDTlYloJKy7vDE4cXiFfi6xd6ponbdTAHOv2Vrz2VDumFJNx4YBnHcE8Q+LkvPdKiXYkvfdkHQBjgGmUht8fAz7f2jqUT6fW2iiJIiFDDSmEDAamVmsEbU3OGLPagPJxHBMQU1wqnbQ9F6LSNS9clKQqzkCoYlZfuXTl0qWLayuL6ydPprHodLJOqzWdTKbTKTDZaveEEAAeGRmjwxVujLZaAQAxBALyFMSNd+FxBACw4dZAYsDJ+1aaAQkl025PIvKltRigHI7Gst31Sbe3sATGgEjecYsTWPDEADkyIYRgEgV3zjpjGZGv9Hg86bY7h48cOnZ8fZZkKbA9IVb7CxeHQxErQjxx+lRu3bUrV0+sH2p1W7u7uy+++OJgMPDec8WttR6cFQy9q72vKl3VtXM+L4tWp7O5vZWmraqqbty42el0drZ267r2liRXSZrGScIYdKKuIzsr8rKqyrIkj5yLPM+tc1VVT6fTU+958OjRY61WK2t3b2ztvvLyazs7OwCoVCSlci6sGNhkHRNY2F9jgISScmGx222vqthzzThGS52TRATEjfHe1UrafKZHQzsZ5+SxquqiNLdvOc7rua3UAXOyu/4d+jUgUZXgbVrXJlKJNe/wMX7nonowMa6u6729vW4/W15a6ilVZKnkwhhDnvLZLJ/NFntLxhgiH5TwAOTIc6KVlRVjas5YMAgAAOQMPOOcK8UYSuPQCmuc1lojp6SVdVpJLKRgKMgK8EpIpa2Ik5GhstKgNarkzw3DM9y0gTL0xBNPPP/887//+184vn7y1Mkz3nshlHOm3+89+eSTl6+8FcdJp9MZjWehLAj7esOQBgCt9Wg0EvuPu9bDQgRkLzR7x44d29vbm81mBzfOhs50UN3uvPM0t+NTSoUxcyC4w7uSZH+W6AY2I1Gau+CIvKoYMiGEdRYZZ4J57+/sbD37rWdfu/D69es3HPmklR1ZP8o4X1hcvHzxzeFwuLc7CJ/bjes3Wq3W0tLS6upqq9Wy1npjO53OAw88cPPmzSiKVldXFxYWAjr/4Q9/eGdn55lnnnnw6JFut5tl2e5oLIRot9sXL15cXlx8z3ves3HzZih5J0V+4/bt69vbW3uj7e0drPX2xWtJadeSTprFXRRCApBmngQZQOeFICkFITPOe7PYTzptNhsl5e6s1vWyF6elEozlloigsk5rShETB8BkIhTyyAEaR9xSnY+ls0tC9Tv9VhQNId/dHSwAnOxmayISgxkHYEJqzgbMj3VxmavhdLZTVWUc26TlOZuNhhwg4lIwvry8/P6HHvpP/tK/tz0ZJSr7hfsfxnF+/s0LvaNHZMTHo3F8qFNGJneGt5K92URJkaSZJlRMlKURyIqikGBbi70B6B97FzRVeChefxIS5p8kA9jPB4OG/dWUVd57KeS7gcS/eAQ+7LxdsZYcARFw4FwQEQpsitq7Xdw+D7zJzwgrT0NTDItGkEIRUW10cC5paAVh7QqvMcZwZO8IsA6c88aPUQghOTgLTHgVySB8Ck1RURTT6dRoVOiCHqaqqu2t7TfeeCPP81glSimttbGG788XGt5mI5NuBIpNVxYaqmAwG9q8VqslpZzNZg0W16zAcRxLKYMDzdzPZp8Vo5Q6OK1r7DeN1uETa0ibxpiyLAORfp4LsM9uCuB2URRBrNi4jxpjmzORUqp9GVLgfQCAd36fSegCdLmwsHD58uWlpSUpZVVVr732eghBDRLK0CvC232hyft8lnOFLI0ZgbOWEXiiMCBgiPBTskdyzjHAkK1yME/vILbdTCzfnsCODc0bAURQ4xE47wjQO+fQAyAyZByRQexzRh7BIBAQMdTeAwOk2kdofW1y1meIwBDwYN/FaA7WISB660M+wP6fOdcFCEJ3+XaS1JwpFQh+jefwu81Fw1ONk9BBu1drXV3X7XbbjIbBnTv8vsjq5mOxzjPG5/0wBd98UCoGnCEXBMYB3djcTKz1UQppuluVS522jqMIs83tIbVZ99S90I3O/+DFp57/5vU3X1vgouXUUnvJrpr1ldX3HTu1oH09qPTWFkZcCKyGg87Kod29jRSVZ6zKZ/X0Vqn9+8/cuzfaTIjpvDSDyS9/7Bf7h4/tXL0Kivi0yqzH2i2IOPVghlPprLFaer+StO88d5FyDdvVbKdwpY1FbIxjjFljyrKs69pP8lXL1pmcOH2M5CKPFvorPGJRZHsiXbHV7Pr1WcQBcGqLWEZYT0BrWYBiAATWARFqFI4jcbREjggBJQTjFQIGlpFDWJw5DyATRRwcAxScR9KSF5FSUUSIiOXioj+8dvTQ2vqVty4rol7ESft2rFLVIR/FUWfmd7rtTiyUEnGr3fZIqFjcUnGsEsUihop4zCPOuZSRlFIwLoRlyDgTkgvGGTLO8jpSmeDcaagdZ5wDkXYciXHORcrAGI4WvDfjzShWKHoIDhiqDJRkHgGsZolmXFrggOKtWze/8tU/7ve6H//kr6pEgSlFxKiu2su99iKR9+QtAQWrNCbniz8h+krvY/nQhL2GCYu1NrDBBQiEoLR3QOgcgYychbTdi7P2YDQZDd3i2jqL41HlgUliEok3DV84ckocrWHWAVEcRTKJarBGV2Y2A/KY5712a3GhxxGuXbsqrUfJiroYl8pJWD5yKInj9nK/1uPx9vYojfoLnZ2i3NsdWuuVUl4I46wQgqMgRO+NJTKOBpP8W8999xO/8u+mWXv91Lkv/OG/XFw76rTJZ5MoSnoLXS6UlIrIe4ZZ2t4a7V25fb3SFXqKk/TkiRNcSM4VcB5nrShKRZT2F5a//9Irr1++MZlMIxUDsLKuGSPGOBEwRCJ03htvjC8BHWMcgAHEs5kFYF/58st5PjAud74Gl9W1NsZ6D+QZEXoPurKcSyEVeXIWyYddjB3w9T+wQpI38iUlE6uZ4B3BW9YwJVNCtM4ZaxhHzji+a4LWZPDkeX7t2rWFcfbgveeOHF/Ph62bN2/oopKJ0tMZA4iVsoWtytJYHQoDxhhyZpxF5IzxujbWOcY4OSq1rmpHTBCwuq4Yl51O35s65iGiiXlEB8ABPXjrubbGGSBinEsADsT/3HR9oY8KZZCU8rd/+7f/wf/4Xz/99DcPHTqaxC3GkAja7daHP/zhz//fvzseT6JIDvZGzmGjRW6S+sL8+PTp01evXg3zYyllt9s9fPgwEd25c2d7e5tzvry8/LGPfew73/nO+fPnD04Wm+yHUPRwzr2jJEmtM0JJa+3Vq1fR07wkCqJz9meV3HCwuMc5oyGOI++9sVoqVZTF5u7WhQsXvvSlL+3t7THB+/3+4aNHg0+gI++Azp49+/zzzxMg57zb761os7CwMJ3kt27dWlhYWFlZybKMkW+32+vr61evXn399deXlpbW19c55xsbG2tra2VZfve7373nzL0PPvTwW1euXrp63VqbpunWzs61y2995GMfy5Jke3t7VhbjWRkl+MwfffOhBx7cvLGJ03IBVaZ9h/FjnW7cARVJYDUReHRWAUIlUAmNtjIssiqC00lnhjQb57ysvOcZk0MOFfNDRs5jZT2rgXFmBToAEKCAMesFwXLS7sUxy8vR5vVI0n1Li0tR1K1tj/E0jg2HMdJtW1+aTTfq/PqE2t0udPoauEpS78HXla+qQ2urzNRbWztX+7e+9cU/HNX11c2Nf+fXf+23PvvP/vHvfPZrzzyjvZvMxkLy9XuOX3rzLc6RccyyFKUqy9xyH6WxkMLYwgm/Mx7zduvHc533rVaawMmfsOu7C9oQNlWjc+4gIhCyBxDRexfkYQdbnX/rwb275TpjyDnnyLzz5DwChmGhtrppzw42A1EUBX+RZh0LjVO329VaHzTGaLqmgBBGUdTpdMJK1RhmFEXR9JNz//T95LTwt5TS6pLxuaTNWCLvkyQxpg4mxrOpDjCdUuratWtP/dFTW1vbSZLofTFMkiRKytBTNROusH4CQPDJDEkPzeIcngrNZziHMGJret2wfgbVX9DjNWNR3GdbNJ1ko3UMu2CDHNp93KzhdIRXej9PlQhyxCzL4jgOXWvoSKMoYow36GjQLoZxVWP/6MjFaRzwz9AZDofDAPpFkbx8+fJTTz3la9dut8MR0jQNJJQ5rMp5q9VKWDybTJWIJRfeOskFsw48AQEnZAiMfupXJuIPG+548s456627m/E11/Xd7a+c58gFFwGG5ZyDY+jvEpudd3yOuDEEYohE3us6SeK6zBlSLPjYGQ4M58sEee85IDnyiM4D8xgEV8YYo4N/Oxf7YSTzdpSxfdNzBAAPxPBuJu3clgbQGH/Xj2TfkuSgkvZt0KW1IQBTcDGfxnqvtZbe7+fW0F13pYPzemSegEtlrC+N+8GVa8e6vdPLh/Ss3Nu+EysZt1Zee/nii5f+Sfvo8ezsKbbajXqsd2KpvfTee7LOR+97dEl1dHmeSuM2bg22Jwmopd5CyfyhwysqkvH7H1rut7fPv5S0RYoiSroXv/fypRtXRtPh8PBx1HZtbV09/nPm+o1iY8uplpyWbYetpPXQocNuOGB5nSYSJLdeyIqWR2qwPRvd3E0w6XaWimnOhei2skmRp2nqjH/zK//myqB4b7dtOjGNq7adFJMtEUteG+JxO1XtGVQnu95hVdRSCtC+m8jEmMgCevAenCftPECEghNDYgicOSAAsEDOgyfwCJlER55zpWEu9Kty7wDqQlfcAQDZ/KGT5/77/+Yfnjh7/x988V++9tL59aXF733r2W5/5bk//t7GzTHyaGCG1oJ1ICQkGSclSlOjAuCAAhCh5TFzc1t8ISRnwlqHiFwILub65CMrnTAwarVanU7HGLO6uhoulSCx7ql4KWkBwPb25sry8srailQyaadRKzboaqOTVgZYxzGTSlWlPv/WzWdfvnjqxLHtmV2SSVk4WRnrbKfV104LIaI0CrvAvOgHmOuWZR3iEYkI90cVHEAeXARQAjlwdm6uSqRa2SSvMG3dGgw/9zv//LXzr5+7/77f+I/+47XjJ5mIEDkhEgA7oA5itQMmFzpdXpuyKkggAxAe0dbc+D4Xpq58VY629flbt6E2pHUrSRn402fPtNppu93e2N5eXGhfv32Nufrw4eUrly8HFNxYazx6AOMdMfDWExAwWVn/5sUrq0uL08pcv3N17fDhrLd4+doN1V7ud7pZq4Ocl6XhjAiASazJbGzd2p0OkBwH7LRaa6trVW12h0MCrq2/9/4HpBTPfud7t27eANlut/qB9BGpbB/vQmKMCLxH54y2OXAuuUQmAbgQajqtv39+W5sySRTjPJZLc+cnxhkTAGC1Q0AEQY5Za4mAPDRZtd5TSBKCA57GWdt4B8CYYJnkqUAOgETgvSPw+1Ms9m7OVJMZM5vNdDlabreOdO+vy2p3e1symZdaCLG2suy1aSXRnTvTtBXxOJZKSRF5Al2bJEmyVosLMZe5WUNFZXkNTNUesLLWGp4ksYoFWG2pLCuylgEoDGbbngtFVjuVCJWASAD+/HR9B2uLUG38yq984qmnniqKQsnEe5JCOe/Wjx9dXFza2LgdqpSqqhpOJuz7knvve73evffdNxwOg5CvKdGI6NSpU1rrVqt1+/btt956a3d3N8wIG9QuTI4DWjWnD8m41c5UpGqja1sPh0NGcFD7/m72yJ/Zg3HuvCnKMksz7+2rb7z6+d//vVdeeWV5eXlpZdk4l7ZahMCFaHc7HsEY00niOEmc80VRWGtXV1c559PxbDgcbm1uTsbjLMsefvABIrp58+bS0lKr1Xr99dfX19ellKurq8Hu+fjx48PB8Jlnnrn3gQe73RGX8WA8AoD1e+755tNPf/hDH0rT1HN+/fK1Bx951NQDTpCPp5jPMkTwDpEtLy2xrALmmbeC8QqtY1DXJmEiFUIo4Th3BJG12ULSVUwM0ZTaOMuQzwSzjBeCVcyTQwukK10aA7FijCGAYrzOZ8PBKCHXBfVQu7MYdVIlUVqPfgv9jqt3dX2tyjecnkboWt06SQh4VduiKHRZS+SPPvrY3/wbn9q6df1b3/jGv3n6GwuP5H/9b/5n4tVXbm1vVca+56FHnvrWswC02u1t3LrVyloLvf7eaCwAHQNgKFVMzCETu7t7nTR57PH337hy5ebG9o8t70JXEBwdgy3+n5rbeVfJRm8Doufjd2ywkb/A+n6EhUaTaojIGDDOBSIyzxrH+WY8FDYAth9o3hwktIKj0WhffiZg3yU4cM7rug4vaxJHQ2ODdLfSbbqgg34qQoi6dILPUyLqurbkmjC0cAUEexWGDBGLolxeXiaiIq/mWyDyJhShAfTCNhbOoUHMGjZLIDqGBi+cfKB3Bk1pYFEGrqbWujlgsI9nB6as4QoPxwkYafhxd93/325mEDaFML9ojuCcC1hiFEWBxGGtDV1fsyWHs3pb8oRz3gEQc86TR8EVkE6T1o3rtzZub9+6uQHEnNOBDxLgwfBGgsvCPCEQZWhyrLWz2azfMD48BAnaT2s/OGioCH9yeMP+1Cb0VkgHIjiJQpLTPiMTgTEEYJYsAHCYt3AGFUHwASNEEhxKqhMpJyNTzvJuu0ORDbFsIcmDOfLegQcG6IB5Qu9JSdbYGL7Dr2WuBpxfmTT3hMEwaQoMFmo+tIa/A/ub+8F8yINGlJyz4L2ulIqcDXdlExt/cJSGByY6iFjVtdYGkTsCYGxaVXfcYHZsfVgVw6rOjO5lSb+3dP7yJRpPy9uX8xa2j2Tn7j3yxPse/MXHf+5Ua8GPSjFeAGKwugpvbuzc2r61def51145ev/Z+x95CATb3bvj2txYvTncXuvzbhof6fYzwdM4i9qxOnwYvN+6cSvywMnw2iTE+nG82O6VeWlyLQkRmWC8GE0GRb23s7fUX61L4xG7i0tlWXaSjCMj7eKuWo7ZMnNWCpkseJdnQh1f7slMwrQSls0WOjNx8QWL1jpvSVgjS3uit/zASk9VBXPkPdcOmRHcCyKq6jrXlfbOgHdA2nlLPjBmJ+jLqjYlIUAkefjwJefeOuYJCbwHdW0org2ybrGq5Vvbxfqh09chOZItd9OFQepJposiy4sibWdxHI/zyTifqKRt0Xj0Fh0yKJEBcO/Ik0ePDBmIQOzk6EOMG7718qUTJw4h4ujW8YfrAAAgAElEQVTmnTB4mrtkCT4PcDZWApMMi9nsyNrq2sqqqUrvbJolxpq8KpeXF7cnt43xadZRKtrc2r11Y+f8a1uD6f90Yv1wPt0T4NcOrRw9fvbsmXNbW1vD4bDV6nS7Xc4lInImOedxHGfKhDVTSpmoKKwbIeqksbRloWdQQWJK4FxpnEy7cX/h9g+uXN/adSz+5nPnH33yY+v3PeKJA1PwbgIZASAePXo4Fnx7d2dWz7x3jIFCHhMmyA1Q5Dyz3temFUXtfq/TarfT9NDhtcFgMF++CBbbXQm0cePmzp1NAGYMeO5RcsG41qVkgJxxEMCkJz4tquNZWzsazYri2q3jJ04//c1vHlbdKFII3lpiAoFTVdeRkBub27du3yyqWewgQt5vd5AgUqooSmNtp9u/duPWdDzc3trqL6zMatLGlZWWUgFjeVFwJgJDPQSKeAq8J4aCI3DynEgxEFLGabokJfdkvROeXLC5CCawjElnrbeWc4lMcO4INHHDuWcs9Id3yQLoPQBYLZwFAEkojQbvXWgliDyGXyGxdzg2HlyW9/OZ6s2Njc1uf3dzs6qq2tnK1iJSiYqmxcwxQd4hZ+RC2c7JIRNSCAHIvAdH5I3RRNahd8wTWQvWUZq2yXumuGBSMmi3O4oxBiSQJKC1VjuX17oodVU7cPSzaNF+Vl1fuGn3XWiYMeb97//As89++/vf//7Pf+ijURyHyJnV1dXDhw9fvXo1eHY5TweJN1VRtDptRByNRm+88cZsNquqKlA+QgcYBtvOuU996lOf+cxnvvvd7yLiwsLCO6DbRjlz19Clqo8eO7qxeSeLMillMZ3t7njnHNv3cP8zqkcPoHwEREh7e3vWWSXVt5979l9/9auD8ZDH6sy5M2mWZVk2Go0MGZWooix3R7th8084U1F0+/ZGp9323kupkGB1dXV1dbUsy+FgkOfFCy+80O12V1dXwyZ64sSJ5557rt1unz17ttVqlWXZarXa7d5rFy584xvfWD95emVlJa/Kuq43b99Os+z555/v9XrLi2uxSPLxLBZqPJwgQ5HETttBUWCEx993/5BflM5mnjh4z7WOhJOMGxkxAQycIw1G1DV31OE8ll0xKvhMB4ukAngMLPHOEVNcUmKdNzmZvCojqcDaCCFtZ4fTdj+Ol0pT5PXebDZFu+PLHavH4GvkNeNOdKRQNlaTouBMOe19pe87ex84+/f/27938sThL395+N/9w39w/vz3vvw7v4unj/3ljzxhufra984/9fQ3y8p1suzk2vHxtY381s5SK93buYMqFUqiFKR1JKKyqvutDoEz3pw6d8+P7frC4CNN03a7PR6PG0XTT9iuNPP+gzyEd/i/BPpi0IMdwKD+Auv7YQU3ohCCISLNHeRDodMYnDSLflEUwZkzCPBCv2StDbBeIyRugLVgKfk25/R9amgjfvNvf4RnG4pjQ550la1NrRJeliUirayuBoO5MMMiICllFEVNOT4/HHrOWHC51Fo3byf0bIHKHgax4UxC39VgeqELgv1wwvBeQihOFEXj8bgoimCg5b3nQrh9WVco4huhYEB1vPdsP2HiYJJ4E9oeWlNjbEjZmbs4OBd+bsMMDCO84ModTj5N06Zn4JwzwYP/OyKS99pazhgKMRwM/uALX7DWSiGSTidgmEqpQBXJ8zwAp/NkV5x7dutqOhwMekSMgNFBHjX9tLbFcBUS3G113nGVMsYYMY5AnAfU1Pn5vdxYjApkGC4n8h4ICbyzjAA4QwL0rqCEPIDniJ6jF2QxyQZ5kfX6H//FT2zcvPP61YuSkCFyYoHK6p0XgIJLT8G4AhCAMyY4186FyD62XzTNgfF9uA1hTkdwzgF5JEDvCQCBOOfUcFn3i6rmkmD7YlECEEKkada19vbtjf5iv6wqY0ycJFEUcYuEYK313oXFr6kmD8plAUAby4Uwzu0W9V5R3RqOPOAeoCGK42j9yNrN7a1e7H7tk7/05CefOPvee/q9RDpDYEkYcLLc2J1d3XJbs9msTNpLR8888O2XX/2nX37uxHr2wfc+tNbvVdO618pmdX700MrRo0dqwFxbp9DqOtndM0URg4BIuVkeASz3+lkcacYsoq5razWXbLi7NxBIEK8/9nOT3d1Lr7+RD7fXev2qrHutblEWVDtpfMfaKZD0RQKMlfWsKlkhWGFijK2SenPQXVo1Bj3x2JkFjH/+8Kn+bNQuSAFDHllkKEyCFQNEhZ5ix8By7hhY8kjIGRPIrouaGBNxYjxV2gKALetunPraYF0rQuNpdrv4F//5f3X87H2372xiObvw7Vf4ZLx9da9TOy5wiraumGepJjXYG/c6rb/+yV9VjICMB6dB12DdPFAQnXfGWO2ccc6FVEAXYgD9+tljnU5nPJnYLPGeHHkAstZa57R1RFRHsibHABxFxpnRdJwgF4RqVnlry7IWiakwu3zrhpB1kqR1xdKlYycXu721E7LdfejeB48dXU2iaPnUvUVZ/N7vfuGb33yGoZyLqgi8I8Z4FEcc65D/xzmLpBJCcEQpZRLFSbgaOScixblkIBEZAme81WoZorjduXHrNiZLp+8/c+mr//qr3/j2yIiP/fJfXo5CquE7lwPwblqVU1NO6ulM58bW3ugkTmMueF21RezLqpO10n4ri+J+txvGcPneKOaCjF3odu1sBHUFwC68/Er36JFISs6Ac258iEwMo0BGBKU2lfcq66S9xRsb28srh776ta8/8eSH1k+eJgedrGW8RyCGrKyryXTUguytt14fDveiSFFdJyI5tLiUj8ZJtzMZj62jXn/hytXrzhrB1WxWWFBEkMSZc64qNWeSvEc2n2ERgXfgjJeCCybIAwLOw9uBAYg8r4UQIAqHDoAIGSB49M4TSGCIhBUBONAeas+9IwAfPHbCGo0NpZybNiIXXHninEkVCWRY1xWA54IDeOcd/rDRcNiGwi6mkPZ2ty9e5Irw0Mra5evX0iTmaaLrWkq+vbWRJJGUyoHhQiRZ5gSXgnGpauuJPJfKeihq54gjjxgXseQeuHeuKos0zZQS4J2MY/CeyCNjBOS8TtJkZkeVnnkQwMXPoo4TP9saa1+mzzmvDX7gA49//vOff/S9jznvWlmLcxYCH+u6zrIMkUvJ5n7cANZavp+wl+f53mjYJO8BQJZlJ06cWFxc3NzcvHbt2ksvvZRlWavVClFazfa5P+C/y3ciotFw9/4H7s/z3FqbJunW1hY434gp6rpOkpb1dLB9bbh2TcERLNHDW2sISD+ROuttL+CAPtRhwPCtiz/Y3tn25BhjF69ctN70F/u9xUUh5Wg04pzHWTqdTrXWQgouBOfcA9VGx2nywovnjxw58sC5+4J+AwCsNpKLUydPKaWs1VVV7e3tvfzyy71e7/Tp0ysrK9Pp9Etf+tLZs2cfffTRa3u7XPAkSWxZXbhwIU7bjz/xc5cvX97cgnI2k1JOJpPJ7uzec/cuLC1vD3aKsrIMNYcadaGL/tljhz703lPZWRgP9Q9+MLh2gTpqK5+mrS4DBUwxRcaywuk2loxzpiFBdkz2eRcHe0PnYaLN1PPBdFLXwCNlJJ+RqRiwNNLOIwMvFShVkKlG5RuzkVe8sHrKnI+jmkkCEassA1WOS+F53rMxi8vRLI2zv/Jrf/V/+Pt/zxr77HPfuv/Bc19/+o+f/t63P/c7n3vj5q1P/92/+9gHn5yV5ubG1sry6qkHHgZr33zxvIhjX5Z6Mji+1t8b5UbnyIBxYbXnyDw4YPTsd54DdBKSH1vnzWazj3zkI48//vhXvvKVixcv4g8b+b27Vwz1cZhRzcWByIITBpEnYHEU1XUVppLee8m5kipJU+8I59btPASqhfnk/7u148cik+9+Af00RFAHIYV3/H3g+PgTrkVh10HEJE2NNqbWggnnfFVVaTel/TzxwC+K4zjP86YvCs1eURSBo9h4R4Wv51x0N294AhgYCNihnwy80DCrCg4xDW0ySZJmNDadTtNYSimNA2MNYyyKRBzHo9EAAcqiGI9LyzxjTAmRJMlsNrPGcs7rypD3nPMsyUIbk+c57CcHNmvgO0IjjDFVVYWnQpfYuGQFXmtAAsMBw7OhM2xa3yRNg71NaJwOcpLnYetEWZaFYJ5wnHD8RukKQOGfgQskpVxYWAhXe2gXG5ywKAqlVPBbruu6sUTinKdZKpQMHNFAQw3piM2n7b13QI1+O7R/YSsJb7woiihVdV1Pp9M4hTTLWFk7MMSQc7Zv53NXO3LAjAEajweGDDH0RE1g9Q+/NeggcXNf14cYPEg8eOCco7PO+oOUWuc8MB5+dwwwuGUiZwyZs1ZwpGBVbw0nbMWxrWxRWcYiIk9Ug6iJpmCL4V5x7Q318AOPfv/7z7d7/el02uv0w1ZtgBTidDRM2m3PUXAWeJlAJDiHfbH9wbtOIPMYTHXnMKBzpsqLI6sr2xt3ulmbiHJvdV3PY5ZoLjRtRgP09iaQc97v9weDQZ7n7U5nb2/veK9njMF9bIpzDsiCJxDNme3zKZgQ3HmHDMkjcBEn8s3r11dWVuuq6K6vX7x8sS1xpZ2d9p2/9elPPfkf/FXgJdQIgxykg3w43bjN33idShuPfCx7a8uHjEjXTj7QXj32xv/xT9tR/9yph/LhIOlwRqyaVmjyS5eun3nk0ZHWpshPxmpW5FBrJTnoCpzVdWWNFoIxyfKqALJxrGpdE9JmCUdPn4RWq5NFJxP5+gvfn9aVcJSIZJiPyKEklB4SAF9VQrPIO67IGy0AqK6hrjLB7KziQoH33LieUElpsnGxWGnhncPKMmFk5XiJDoSDGLjj6COlvfMAWZTQrFLINVQsTkxZeKWSXv/Mufsm0+n2rY3cV0oIXxbA+aGszUVcX758wuFyktnRlKedOk6PHj1646WXCk5kGHFkknGGx9fW/s6nP70oZOSdlMwL8IJcJL1UwRWTABgXNng7Chl8Msmjx2o4HO7s7PQWF9rtdlGVAFCFEHlrCahGKJ0jZ8E6W2ky1mmN3t+5c+f27dt5nqdpOszHPOqcOHnm4YcfeeJDH1VcdjsdJRiS+cHrL1++eOG115579sI/2tnZsdZ5FiFyDgI8856c8+CAe2tZSLwEROLcMuadmbMzFrq99773va9duHBzZ1My9GWliFKhbFV5R0mW3b6z3e62n/jQzx9bWsq6q99/+c3tUf7Ae59YXr2HaF90EMylAR14ocTFG1djyR957NHKFlcvvzUbj46vrK53F/pCuZ1CCNHKslaaJSoKkTnWO+2sdc4SeKLJdHrt0lv9hY5X3Ou6KkopGE+SsqyBCRUJ5gVHZnWdF1WkVK/V6/QXb2/tdhZWrKe8rBeWV8e7e1LxYlrV1pa67vR7yysnX3315Wo8zgTLR9OlOMK6PrN+DJJEe8pns1aWaWM8AREz1hHjwMgaYw0IITgD752UgoiMroKIQFeaHEPOrLGI3Puas7mVlwPNpDeuIGeDNTSR894SEHEvBA8iXu+9NQwo5pwHA+F5jiVBSAhBhkRENpJSIaJ3xATnXBhTBSKo9xbAA+FcEvzDyvU5tQFdyCRcO3Js485GVVXHjx/dHg8n40kSRUqJLM4qZ5VStdaOKMlaCN5YL4SUXGrrRBQLAFNVSTvxhKPJxAMiE61OJ0nbUjKntfGMM4YElXeMkFjkLMMoay+mxAQg+1k4S4o/s1l7lnbO3Xu/0e7V117+yM9/pNbV3mDwuc997oUXvtdp9xA4ESkpw5bctIvh6yRJZBwF8Xdormaz2ZUrV27duhXS/F566SUAOH369NbW1tWrV5vhekN2Oujw0263r127JpWQkRqMB9ZayXjzLZxz5x0iP3gFvOOyQLirwn937tCfqrQlQsY5IGpdDYaDW7dvDkfDvMzb7fb7P/Do3mi8tbPryzyKlIqktrquq6oqW512qDq8s6V1URK3Wq1Lly5duXTp2NHjy4tLS4srkVJWm8lwBABMsjRN19fXDx8+XJblZDIJq+R99923sbHxta997ckH7hcyunHrdhAIzfL8a1/72qmTJ48fP75x82aZ5wAQS/n6q68tH1o9fs/poq4MZz4SY0tnP3D/6ccffz3f27xwIZkUDzLZXz2b9Fl/KRlrLXZK3M5rW+kodTL2E2MFRxlMB7hSaql39MW3LuGxQ3s3d6Jur66L0rqZLSvOPecegQtmyA/qMi/zHUfc+a3l1DvntYh4mqiYaeIgXInjuhIyKa1n4xEX4tP//m+eu+dMWdfPP/Pshz765M7ezj//wu/91t/+7bVjR7bHk4i32unipR9cby0udxfX9mbFm5eft7pEneesrlnR1nVLF2m7b5QypnSeCAUCY957YMit+wmIX6GROH/+/IULFwaDwU/I8Hzf+943mUyI6Nq1a3Vdx0nstD1wseHba0rcpwezn3zi8G8Vw5MxJPJVVTFA74LEKExz+Ww2C2BssGAZj8cB/grIUiCTI2Icx4GXGHrsRgrYwHSNW2bIUg8lewDHqqpi8ZzoG/if3vtwwLCmhUVGaw2UI1ec8dpUdWWJYsZYFMdZliFEKouLsoiEDO6U1tgAcIXOs0HGwqOBEMN5hgUwiOgalmPg3QW9XEMPDv8MvWjYrZtRV2MVE0CzoiiyLAtuLtPpNPRdgSNKRJLzRh8439r3Cf/h9LTW3rswyAsf4HA4xAMJ4M2H35xbM+NoUFnvvGQilhEHFj5YEfGQaM8IYxmBjLSuw5sKAstAIAx9b1VVURRZ57jghMg5S9LEOBuM2h3OMxX8n+HNtO8Ziw1o770n9CEfgQjJhRhlJOeBQWj5skj5WksA5n25N+hTdaS11OstMs4JK+d3EiVPHTvjK3vxjStXvr1xotclb5NIUVlMplMH6DyYhcUsSbxzMoqLsoyYkkJyxq2xjCF7l/OdNhYRHHgP5MiRd4LzThx/4uO/sNzt/u//y//KOad2dhDsbaYDB3HOA8QqAoDFxcXJbNpcZlEUUVX8CDYEAnKOgjOGAOSdMdpDr9MlxrdHo6Xlxa3pdGztrcloOth5ZG1p+sL5F77zPJJ1HEiBE9a4yrlaEiriXZ91sA0QVcSrLF1/6N6/9uGPPvzQg33X6RG7Ob4qs2xhZVVqf2haRUmW9frp0bX4yBG+N8ysH1698Y0XXxrcun3P6VNr3W7tjAYHSkRSJWlsnXHkuRBHHn7AL2TVZNx/8Nxj3e7FP3qGnCfruZCVtrNaO3AEgMA4eAHkyAIBA3AhMQ+pigQKZhwZoim5HE2feUJH6CwDzaESDFApAuYYI+aIVQYxTrUxUILSUabSqPZEYlBXVYtrVg3vbJ9++AG2thK5mqzRxSxFGG1tmsqcPHdy0Yid77+6QODGhQajYi70TMaxjNJZWcaE7Uy88eLzf/tvfOowYcdSKiVGaBRyqTgXXARxqGBCcKk4Y1JFMooZZ4wxI/TKyspoNGJCdHs9IUTWaXMpuOBMCGBMMd5vtZ0nEjzudIAp6ra8EveePOEVV1mSdXu9KN3a2d3a3N3c3rty8crNGxu3bt66cf3qYGd7a/OmM9VgME5byZl77vmlX/74vfeeM9pMpzNjbF3poiiNsUQ0Q6rrepbnVVWFcVLw+7XGAsDO7ghQ1g4RRLu9wCuNREpwY7UuqNdeWlxczeJ+XhghotpWCEwwgZ6QNXs1EgABghJ1Vck42rp1c3drI59N0xiOLi/dc/jQsU6vzUSUePJe19oURT6ZAlBVaWAMOGeCMyWZ4Ev9XvbQQ5PZqEI3GQ5X+63beXF7NJVpWhtjPDLvgAsAj8iR806/X2k3GI1rbUttdvb2Op2uMXpra1M7p+IkiVUrjvY2bo/v3FFGJ5IlHDsEyws9Mx2V0/HUWDJ1DQRcMmQIENSZQIiMOe+croPsFz2R95EADlCWNVirQAlgAj0gMU4I1pH1oQ0DAuYY9sCDI0QEzhQial07i3NVr/fkFYMUiSEwIkLyQB4RkRgGPjsAMuu854xxyZCB89o6A+iJXDgnfBfbtkkQuOv/j9YD90jbO9ubW1tVrZM0vX3h9VpXp06cOLy6eu3m9cBa99Zvbe0cP3o4ilIuLCIH5AwECGlqLZO00LosSmO8VDKOYwZoyJnagve1tSw4ZvlgtQxS8dx4GSUiSpwn5D/9vefPrutzzq+urv3SL/3Siy++eN9990opf+/3Pv+Zz/xvZanjKEXkSsnAQWpGgI0gBBEZsrAHNPDdbDZrPAnqul5cXOx2u1tbW6PR6GB4Q5ZloUQLachCCGvc2qE1QCrryoEjIilk6CfLsgjFXwDcmlIpJEYcLETIuTkbBxlnvIH+fgTo8W5qnwvIMmOMsbKq7mxuXLpy+fKVi3meV7o8cuTIB594sttf2N7e3tnZodBrzM22sSxLGSnOeVlVi8vLR44e9URlUbx54cK1KGbAOedL/YWz95xZXV01YLMs63Q6R44c2dvb29raOnHixOXLl59++unDhw/HcfzFL37xVz7xySeffPK5772wMxh5Xxprrl2/TuAef+yxyxcvDgYDbbWKFRN8PJ3sDvZEJC3InHyyujZi/svPP9vfvLFW0UJvJbN6m0ajDnmlzq6c7DzyfuhnS7wAX7uLF7Zv39nZHbHCd+RCTew7Fy/cYXDu8Ucv06vFdmF5Za0DMydukQEnJWPcKVZ5R4SSs6KsVKubRiJ1nJWOPHnGcu9mEfnUAue/9Qv/4WOPPeaJPvWpT6kk/v0v/sFv/LXf/Ef/5z/59vnv/q3/4r88c+5ej9CawoMnzw5mxWCUX9+6Ulu9sNwRUTIZ7MnEaV3JYvrpv/Tx9qkz/9e/+jrYnFjs5+sFYuAl/ATNfl3XrVYLAPI8T5JE7xsb/uhHVVUrKytLS0t1Xd+4caMpnZtq6R2TiMB3kkK+7X/+4gHgfUjaBCJflqW3TnIZ2LBJkiLipJyEJOiwODQAfkDnlFLBByWgZAG7C4TDhvnZyNLmgIb3DTzbeGDOZrOwHIUkldCSNXKpUOAK1sTFkrVWax/ImVVZFkWR54bFoqoqFsN0OiXyYT10+8mBiBg8Y8LZNs3VwXVpPi22NgB9Sql2ux2gy31xvD/Y0wborzFVDu1cAM3KfduYhhLTSLbmZqcHeuaG1Nq4ucC+TLHJgg8HaWw/A3DHOYUvGrgyWHHO9Xj7j0BPlVJqrbXWSZIEbDAoJBt6Zzh42D5CixjcaACxu9BXmWplbHF1pbpxw/t5gJ5n866vMSk5MGx5N0toTmf6/8D5b9itbD9t6CB7Zm5cJ7gMIwMEjITU2qDV/TQbbW4zY44eOvTYiZY2Ks2WQHBHM0fVr/36J5bOHoXSXX32+5/5n//Zf/qpv+OsRWJKxbW1N+5sfuu7350O97rxISK0Wuf5LEk6xhhnLd93f33HjoYBSUYE8OQ8IHLy3Sz7wmd/5wPveeRQq11VVQVw0F5o/rWnJhXjIEszwIatVmt7d2dzczMwHX5omUIH6AtExJhHcAwdI/LkvQOOrL+wsHPnTru3cOX2tUGegwRngIpSjSawM8Ti/2HvTWMsO88zsff9trPec5fal96ba5NNNiVS1GKRtiTLu4WJR/LIskYDxHaUIMEAHsTjjAPYAazMaDDGIIGCjAczYzs/MghkmBRkWZRES6Iprs2tSXaT7GYvVV171d3P9q358VVdtijKsh2PEAO+PwqF7lv3nnvuOd/3Pu/zvM+jIh4aAsaZCCqBeiOMpQZZDHvVpjVQoNtDu7uzS9H2Xls9+/J5W8pVsxvFZHlxbj5NOQme+8Y31ZHlj5y+wyTJCw9/RV1eKbb3Lq+uNEXUaTYQnTFam/1wRgMOCKGISSMjCBurKzxgcR0U3V1BWUp4JbVhrCQoGZHOGqScIKFIwCLsm3g5gpqAIVhwAIaSgLCQOyiZq5iTFAxxJYOaWoc81CHXRChgjiKQWpu40XagGREcraqtBsviJklcEbKnVq9uXF6Jr1wtqaEhC+MAwJxcaB87uXDzyZP3nXmvW92W3PReukBqBE4ZYagsIZY4FQjQugCwrci1iZ6W0KqkkChzXVITOBZqcmC/ZAnxXR4iAWrnjLHGGJLS2ZtuGqyu7O7uOkTKmd2fWEfjrDFG1jVFAogYRzoUe2W+o6s8ZIfuuuPm99xz9/3vuf8DH6x6O3LQe+zrj3z9G998/eIqsqAs6jgMKUVB42FeUyI+sLz8D37qp+6++0wSp1EURVFECCFBAJwD5yBCQLp/DxMEBCAEhICydFp1+73BcOicu7SxRoyZbjTrwUhXdZ2XeV6U2uwOx3uDUXc0HA9HlPDRYLu7vWu1JtYAAQeADiygQ+rAKXBxFBopuxtbWcCnYn7T4vLhxYXZIAzKqiqKYmistbKuldRWaecQGTUOtHPGWYNgESKsZmbay4vzEt2zly5RDMDYkNGiVpRRiojWEILW2rrWRSGsc6M8H43zStbT09PWmqtXL6dhSCjLsjQIY0QU6LauXpV73cwB5nUMIJyeSSM57NXIRkURMARBDaI11lqjlHOEGFkHQUAADChwQBzKUjpnKKUEURCLAQVHKCXEOUTr0HFOlLUADqnvTtJyHFDGGGXGGFlJY0wUNWGih7cWwRBS476iwhF0XmaOgAgHyn8ujFEOkfEAQCujjNMH08fgfVzw+9Tqkx1NGUUJEIZ7/d44zxvtTq11XpeUEgu21WnIK8qTQ5Txja3NpcUFHghqhLHOOkIpAmHKVVEYgVJAMIyFtZZxEsex7/9yzq1SxK+BAGidA0IotVI6SlkorAN0jvxts30/PNTHKFdKnTp16smnHj937lyWZQ899Cej0Wh6enbQHwsRlmUdhOG+6OWgcp34EBj7llGBl0V5VObLLGvtxsbGM888Y62dn5+fVCHey3sybbIvCooSrfXUdIdXgku+s7Pj4WUYhmVV+YLPwf4ipbSy1iZx4g3WvJzJGEMOPAneGvyLKx4AACAASURBVMb4K89rva3B4KNypZJFUVy9drXb7SZplIh4bX31m3/+6M/93D94//3v/erXHiGUhmFYV5WsKhvHAOADKPwhnTlzptlsvnzu3MzsbG+vyykhDrY2N7c3t4IgeM8H7p+Zmel2u4yxLMva7Xae53feeeeZM2e+8pWvXLl8eWpq6pVXXjl24uT999//lUe+vrS0VMp6c3OTcfLyyy/fcfvtWZZtXN/o93uH2yeyVrbT3VNK1aqmlI/G+RsXr0hZcoY2EsY4NSzjhBRKA3Nbb7xZvXgpmMrgxLTtRJ3DJxZuvXPBIlzbrV5bHRrcfG4Y33qSz3Z4K8OB8WeEU0ocBUAk3BhDCQUAa2hpdO1A8CTW6Oq6UjYJQodYWomxYAylKY7ed98999z9yU/9o9/6n/9F2I5ff+21m++8+ff/079/6Mt/+ku//Kkgjr7whf9zaXlpKhDDYX99fas7zqMwOLQwp+thXQ7DcjxYWZnKxC//5I987APve6U3JKri1BmpHDKv3iIHVlA/+LJnzGO2/Uy2v9rU6EsvveT5pbquCSGcs1qayZKECL5s8jbuk1b6jXjy71Hf9w5qe2zDOQfnAh6EYYiIta0nfhL+RvaQbEL+v20wb5+UO0B6/plM8MnE5uSnBzOehavkfgbxZF5uojP0qxwhhKJ1lliAqq601szt6xS4EGEYIgR+MQyCoKqqupY+AMAjKw+BvAOW/7wTsOff0ZsTTHxW3vJaPMg88O/l/yoMw8mAnyc8J5fWJK7twGOTTACbPxVvdeLKcgLwJipQr3ed2Gt5CZD/XjwM8+rNG6a73eRU+wOeyOn90ya2MZOPMEHdE9uYMAwmLGgYhpPmiwfhlFLBgyAIRCJ44OI0yb2OwoO9g99/SNcq7G9wQMi+cc4+lvb+mL4RCZPZtv1/1krValxJqOrDC4u3nbzFFteuXFodFVdqq2vVB7592x1TN6leJ2nFaZJX5c6VN8uyGo1yJU17du5d971neWnpkccfLxBYwDVnWZZSS313YBKQ+453FiIgICWIlhBn66KYm5raW99MeajH5du0rAfg+QABvv01HQAEQRDH8U53kKapr5C+vwgcPddnjXJWIlhKwCIydHVdeon1YDDo9QbI0Elipa3yCoB0ZubrQV7VTlrHKHIQrsqjqVlqLGcaaW2MUaCziG1srTSnZ3u9bp7nGQvn4oVhvr23tiNacqYzu7fTjY8ccSzYWbn+wpNPzw3LdhjHVESMobaEEnDACBIAo7Qm1DlNBRXOlYPh2JWtqeZofXPtypVQGyAsiMJGGg6MHtaV9Ys7cZPuAvHX5ISF1gYINftBGwiU+F4kADoETQh1lGvGDQSaUKCGEsqZ4+HuYEdHrCMCq2XNWa8q1pR06RyfmopUemV7t0QNnGRZxBlW49G1lbXXN3tXdsbLYXzk1pNhrXihxlKPLWrLwHEEKzhTrpZ1HhibhiK2MqYYAFACQDEG0nAEEa3xk56sLCtEJIQhokN0gA0RzwKVyOMgQYKOEk+zezLXCXBZOlZSOiPRUQpTzUYjmekcP66y+OXnXrpw4fULF95oq+L8hYsvnruQFzqLAkJDgTwMQyklOD0eFABWXlz50v/++9+I4yRJOOdhGCSJ78XFQRBEURQ0O0KIOEmiKIqzlEdhGIZISdpqRgDcGELI/OHD1Npwaga0BUQgFIyDpAFpevH553/nc5+79NrFwaD/T3/9f/iHv/gLcWv2LY7vIKbLARpnAWk1HDepODY1tzzTPrIwHTGm9nqFVGo8rgxFBwTQWT/hZk1VGUDjw+0RLQEGcmtj49pKsXTiSJqmqztDXUtnQARCWUcBCQGKDtFpY7WUUsputyuCoCiKMAyJA11LmiaEc0QsihE42O0PV954wxo1H8UCaRKIdpoeP3SoQtgZdvv9YSW1VRq5oFRwQoXggnOO0X5vCEwQBIyR2dmZpaXFRpbWdVUUxd52f9QfKa2kqq21yqqqqipZlrK21tZSGWOsyfzaQCmNohhu8DMn6BxxDgog9Y17+oQZ2ufrAAihxipACmistcao7xmjwR88UYLGAjXOVnXtkERJrLQpiiLN0jRLCfc1ILUASZrubK6NhuNQhACgLVpAC+icREKMtYTSMIqMMcPRiAsROofeiJhSo7V11oEDe3BUSJS2WtZmfx/8u+Pm8g5Nd2c550eOHBkMBr/9278tZd3t9j/xiU8Y455+6vmqkrUsJhwrHpiA13XtE/n2Y68onZjjTRrGvujxEcwTdDeh5prN5gS++63LGKOUZIyNx2OgsLCwMOoPfBf5j/7oj84+9WSSZmmj6ckx/2i325RSPzro+0PoBV1IrLN/iRXb9/rKfNdzkACAdQ7RUUqDOOr1ulmzUdWV0nUQBOPx6A//4D/OL8zff//9YRStb2wIRst8nCSR4FxraawVYUAI4WFw9OjRVrP53DPPgbH5uAQAQqg1xhrz6De+8eSTTx47duzOO+8MgqDb7RJCkiRptVof+9jH9vb2Lj//3O5e79FHv5l1XrztjtOjvOqvXW80GlVdFOPx888/32m12kvTyXSTcLK+vm6N1tLURZllaTUobCGTNN4p91pW2DDKAK22hdS1lA0btAkbj/qrV7rjDZgZUhcyTkUmmjRth0F49PQpc8et2eFDJ06b5Cj56l/8P7wySdxoNWf63dFwUGrQlVLKWEcROQd0bR4uLC+FUVQpubm9Nc7H1ih0itemEUW/eMddJ0/fJIl8/48/8Eu/8unf+M1/PjO3+JWvPhI24s9+9rN1JQ/PLZpSXa73dvd6SdyYnW8344Ye9uXeHh/tLbn6E+9//z2nbnnX8oIrRjjYSzlaLSkX0jhwQL3D1F8ta92Lyiae9W+PNv4+j0kR7Amlfdx4UKD7Ltf3XmCMM2sMEgbw91Yub7e0cQ4nPpYIoFH7vPXa1t7a0Z/bie7RqxwnlJ1SyhuWTEDOjQSXB4c3DhJP4JYP04vjeDJQ58WNfrvypNw+l+i0rI2fTFBKMU08H+ifX9dWocnzvJEkUsrJlhcEgS+UoyhSUnrizuPJKIr8YJinHP0z/e/+upqY1kwaChPzT/+0iSB54mq9P0mFfleOJhpOjwD9WJ2faex3uxOM58/SjX6e+yKaA5DmcUUYhn6J9qSrMaaq6kn2uge9Hqd5HakQgiCtC0kcjYOEABEiII4ioiyVv30EDYxV/l18lKuXs3oUGkURpZQir7QMSFibinCmrfH8nkUwBz+/l+t724bsHLyN6/ub7dgHqA89UXmA3vGGafn9Tp/n2YxUnFBGLEp1z+2nbjly1Cj92IXN7V1JeJuEQjNRueo/PPToocVseXZZl7SMW73VlfW19Y2N7TBKzlVnibX/1S99amV97eFv/TlkKcaRpciCtg+D8eDz+03wuv2P7sC6OAj0aEyp5ozce/fdj3/7MbiB68ODLgO6/UgbpfWNZ8lzfVrrVqs1GOV1XZdlKYQA/Y42VzcgSacBnFdWAUFGgVOapSnnfG1tjRAaJgnryYzK2anZgYGXRrth2qoaoUYeCdFAS4rhKAoDJGlqIclllY+tWhltz548Es238nHtOrFl0TK0NqqaoobKckvajc6tp+9pLyxeeu0CLeo5Ek6HyS52hXEcnACkRkeMSyYIWOrAWEeNOzY1mzDuZF1s7/Z2u7o/ooqIKFEi0AIvr16phzUSgUjAIYJ11iB1B72HfZiU1s46RwGEhAghqTGRJFaAgBpRIwIaIBosGEIs0kKwuh3liXzytWsB8DuWF1tpKHXVk7Iv68FmsdEvNINbZ6eTRjIe9NyodGVdK9fn4cbl17/9nVcbSXgsik8gnaEBc8K1Wzaa6o4KLpQEzVKCAZNjORr3giALhQkpQUqsAG4IlUCQECCMsoCLqAoJICGIbp/T5gSK3T2m9Wwj02CV0YxzR9H3XBzAdmrT44fuPH339m6XBlHcaD30Z488d+7FbHbxk5/+dC7rL/z+78Pw2sLS4Rig2c62u/mF1y4aC4cOHTbWxnEEFqenZ89UMoDAjg0pRg6cNtIi5gTG+4Wcc0A8J2md0+gsgggDQ5AFgofB7Nzc7u6uVIYhSeOYcy6CwHJho3BICJuaura1denV5zc2hkKws888Hcfiwz/18wuH22AdEG9x68sHywmXRXHq2MnFE7cuNltuNHD5SFdDyIfOGVbLKhAOwGmjlVFSaWWU1saBss6ANQ4dwnxEjKrSZnjt2tX7P/oTy4qd+8P/TAHn5heurKxa5xgaZywSQgkYo4qiGA6HU52pvb29NIpHo2G7lYVJzDgDQAEiFsHrK6vUmNk4u315OUVMgyAIGTg9rmpbV0kostlZHUSEB4xwSkjAeMAEupJzFgRBu91st1oi4GmaWmf6vW4x6mmt0phGLPPUNwJBSqQy2lhtnXPEGKeNzcuyLKs8z5Wq/RJhtPcAOwBuhCIK990TVjd6IzsAhxKpccRoa5VSShuCBBwBpAjkQG5u/5KREGutBkUpGYxHUksRhmES90dDEYa33n77j374x84992wlJWcEAObn59dXVq5cu5q1mowJpAQcIUilMjwK83xojeWMaiORuCgOkDjBhENU1gCjCHhwlaNzMCpzQ4BTIqV06P5LwL4fpsJzH4xNT09/+ctfarVaH//4Jz71S59ZXV174/Urzz773Ozc7NsMvpMk8UVDu91GRvM892or32Ce2HKGYei9Pd9S7NzQBvA9eA8XvWedrG2707548WKr0y7qYmVlpZk2vMjq7LPPvnj22SCMkzTzGK/RaDSbTd+cDsPQN4QopSeOHWu1WtPT041GY2pqKssyLyX96/leTBq8iGEQdjqdNE3HxTAMQy/wSeKkpnrQHzz80MPHThy/7777lhYXX71wQVa1M1Zq5d0jpJJpmlLAQIiPfvSjzz3z7BuvX1JV7ayliIxS6lie5y+//PLLL7/cbDanp6f9qf7Yxz7mEwV+5md+ppG1vvq1rz/67ceefPLJ2fmlBx988Jlnnsk3R5yxuq4Ho1E53nv3vffJSm9u7yRJ0u/2qYWIBrbSWZrZ2rgA+rsDBWmMfDgchwFFhBicsMCMRq2sQWtiVVtNtMsHwlTDrP2BD33oSyuXnnrsW1df33nw+Lt+6Zf/kVb25NGTNx+/9dzzLz/5xLOr1ze2dne3ez3ljAKnnClV+eL5F0kjvuPeex740M+O+t3zT58dXN9oGtfq54/+y3/7e//29+69997Pff7z/+S//a9/5/O/+8lf/tT/9u++kMWZGldzU3OqKK++eU0fDsRUvHjosBqUcjSstjaCfu9II/zHH/2J08uzWOZhXkinmayIVWka7A5ryzjZl+QDvuXa8IPpPh8SPQnT+4GPKIp8xT9hTqSSk6ua4HddS3gQn0y9zf3BPzr396hvnw/x/RYhBFhnraX7lBcYY4qymKw5E/jnkZtnurznh8eB+xLxA1XnRNCIhIQHOoVJJeqrds+S+VXLKzaFEB6A+em+SYQDRVZXmjPWSBtKl1pVkyQ9v+bQkOV5zijzsCcfj4MgECzA71YB+sP2r+nbYROs5b2yPKDyRJmXQU4cVjzqk1J6e2Tv1+K5uBs9sZAQODB38Qh2kjroT53/mB5ZecdR/+4e1/lunVKa87dAr6cxJzyk12pOLEa9qboQIs/ziU2OPzl1WftswKIovivrwrmqquq6NqA81ekjsCesu8/uU0oZKyslG9CQSiEhQIlz1h0klDsE+KH1UHBSyexPZhpjfWHsHDkwg9k/OYQQRApauqp2lbz12LG7Tt1x/eKb5154cSdshvNHSTDVHQ17Y2VocvWN1cP5OHqzZyseRbPXXn/99ttPba1c52GUMLq+spL3e6duvfVrT31HM6qckaXe6m/Nz8/7tcs3Nd7WuDzIFLEEibOIxMlaEucGvV7Wmm4ljUYQO6dvTEXaTw3ZF8eQt+34/qGUaqSNudnp3d3d3d3dY8eO1XUJf6nIk1FkFCkFStACoHUEXByG053OtbXrNA73dvcO21aWNpV0r61fv369vwerfQAngCNrGN1w4AiECBlAisAF0Axsi/3Er34CNXnj1YurOztbmxuiBrCu02lDPdKVametI0eOQZj2dvYOz87Pj009HLtSNqYbVLt+d2+6kTplKKIgjBJaGe2MzTe21q5fG7gSBJrBuGFpGDZb8/Pnr7x5rrdzvazn4hS0n40iAMYzoggWHQFAB+gQW4pqQkpniYTAGVGZREIiEYBoAhaxErrmyhEAJI7SUUh3hHIpXkFTVQbV7kIYNaqBpoRFph6Pw9rNTrXvP3PXmdtO9dbWxusbcm9vZBv19NFrRe+R80/3KnNotnlle2ejHO9u9aYWK4haKWtwN9gabOeDCqw5nIX33n/faZ4mw5xY09N519bMYiTBaqOktsZaJEwwQkhAOaPMhzNNN1Kt9RTOxnE8KvJKyenZmTCJRRCwQCDiq2nR/MjpO97/wLf++KF8UIaNzhvbu0arsK6YASx004nb7rmrNTX3Z4/8OdAwSGdQG4osDsJS1s66Kq+wA8dFmqbpYNhTdc05d8CdMxQQCXXOIKKpKk8zAkFHiGWEUVpqWfTzRrt5Znb69d7extpOGIa224NQQBT36krF4Y41ZRyv7u2O+r0kTjmnTzz+xOrK1VOn7lo4csuNlmre2EVrmQbhTYePuvWtaq+Poz7WObE6QIRK2arOqTHG1D7nW1t0xDjnAIFQSxApQUqNqeq6bNIEQM9Mz7zwwoUkSaam5jBMrrMNCoAA1hi/M8mq7vd7J0/eRJE0Go133X3mhefPOueIEEEYGGOII0UxXru+SsAJIA0RzsVRwGijmVZUZ8F0WFa5xZKLblUjZYxSRMoIpYREQTg7O93pdLIsU0rWsjx37vmiyKWsGGOMU4bcSCul1NpaBEQqROocpcCRUHQOjJueAWNEXUXD4XA4HEspjbVe+e3V7WCog+Bt41QTf6z9+ZcwRwYAoIxRRhnrDFAEigfZp+icj1x421J24w5ey5pxKB0PhUjTZrPd6m2uOwSpldRyfXM9ikJnKQDMzc0JIfa6e8Y4xoAQBkAAKWhLGVZ1jQ4oRRGI5eVF59y4KMIwdECUVhTB59mARXDEASAhralOFEVIwTnr8O9MXp9VSnFOjTFuv38HDkd1qZ56+qknvvPMVGf5p3/qZz/9qV+bn5/v98a1HC8uTZVVUZZswsshYpHnIgwAoCzLZqe9vLzsPdO9nKnX63nuvqqqRqMxHo8JIbWS+/MCkyhMSh2A9mFClFBKkAbd4YAh2dvYJeBm4hZoF4AwtZ6dXxRRQANOOSvyfNjdIns7aIBRoaRCQuMkNQ64EM3GWUYxDMIwEkmSBIHIsmar0wGCcdqYmp7OoqSdNqIoyhpZnMSMsanOlHVvGdU45yx1SitK2LgsmAg1Chq1UHMnAiCaEFIbzZhzzjHOr6/t9b/+F0eOHj1x8tQ4z9c3NhCZA2E0I4TneZ6knbIsk4Tffd97HQ93tre3t7eLosCAM2UQCBdcKTXqjutRjYTcfvvttnZp2nARvHbhYpCmt999970PfPDZcy9+87HHHn7k4Q9/+MfPwN2PfePP1VgKEITatTcvUcqoLZ1yddkLgpByCOMor6UxlgznB93tL6qcnVw8ImcashZGy4Btx9a5aqksDpUmkvQ6wZ2GeGVuem9m8cqw/taXvzUqShFH851s1Oi+/qZxiBLFdlnxVKg2H27XR0+fuJWIYX+4euVaGIS73S4iF1SsPH1+68U3j5849uP3f2h+fn5vb++FF15YXV2hbPTcqy//69/83U//ymfnp078r//L783aAPO8R6qd6roc2RM3HZXNJDSYbxSNcR4NdpZC+ZGfPH3q6HyLWVGvEUQkSjk9cq5gnZ0q1pwTZxgUwikLRDpuXEyd+oFQf2IFeWO69w+c65sUuxN1KFg3Go0IIVYZH6AMuF/ZW2sF5ZwHUqooCq0F4sVx3lIdyfcDRd/ThjDvWIb+gFmk76Gwf2C/4wfrK77n5zv9lXbf/QAAcGRyGBTBWev2MZUzZj+QABlRTtdlJaV0DpTSB0ry/bG6sizCMEySRIhAKS1EIKUcjcZBEAAgIRQArZ3kyNlyPBZCTLD6viTBGGdsMc4nn8IjHC8v9KNovp7eh0wSOSeZEJiETlelZATi4agaj+pKFnmZC5M5MMrIVqsVhgGjHKzTUsVRIpDKsmSEDIti4iujtR4Ohx5oefmlP0LfVvAdsbquoyjyUHYC/KRRyAjn3DhrnWWM1UoaY5AR/2UQgpQyT/RNHFaMMf76nHzSG4P7PGwoisLH3FtrozCkhHgSNY5jY0xVlFVV+dc8uPItpcRa4xxVSqZpIiXTWjlnwzBAhMGwt7fXTdO03W5rp6yyfmzSGM1DrrUuR0UURc5BVdVp2siy5s7OTpZlnPM8L4qiBACOIori3tZuox0RA6gBLYIBq63x0WYW962+8cbLzxyE5nljFQcEnXP24AYgiJYgEjQIDsGAc8ZSwrwJFAV02hKCgGgBvFumRqKtmYmiPVkAoWPZLdhR7niswFminKqEsTTIAygiF6JuyLrZK4+z5vvP/Ehjaua5C9fOrm0PsukqCnvlbp1fJ9TFGeN8cRoXwBnlkAR2ZEw+MHtIu0emr+s6GKtjVkOvPyeCLI51IyM8okDWd7c9cmaMybLa/0Ip3a+NjDVYAhC0DoEYQEO4Y0DRBpSOR8PRxtaP3HX3Sy88LTkaQXMwaE2iMa4dQ6zA1saOBGl6U6wbuMQ4jIwxh+YXVVGVo3y01+OBcNZSRnVdG+cCQjS4/Q6O4MaYSFKqsIJwQADAhbYKhvnszmihs9Cp3fPdLWy0y7HJU9ZvhkqwYK4daBZAUFgonbFE7Yz7gzxXylqHgIRQbITNTth8t1na3rz+0speOTezYeQTuYMK42I0HHbfdfttrDN/5tS7a0Wf+dYLybU3dRZ1okRZiMK4zvMQLJFlgsaisegMaOCOhEGgo80rq42luVjzkLajRmO00PyD8dbz+c6UiA7FsziS1NFWQdEhsQSpa1hEjTm4MuBNGi6PyeVUjRLsEh2N9fEKUsDQomZYE2cJDQwVpXAoHJFVUAXWHO3FtxVz22XrkWjnEt+9zfB73Hx626EjDzxgbrr5jeHo/BtvDlfWYVysPfmEHg0NKjadZonosd3e7sWjGXQKdmbH3bp0+o2d62cFueT6U83sGDayYnNxZlpOT526593333rnA7edstX40sblGiwHMZWDGuWyLlBp0x+Wo1F/ONwrxhJgrMwwr5TUVtlGPpJQW65CSRY6yXwcjbev8DIuGX/s6pVNZgMu7rh0nf+nR7d2N185f+62O25buu+WuZnO0uLs89f/YtDvnX5g6SPNk19887XrPJ0NZtWYD60IBQFXR9Nic9xtclwaluuH6C1L2UIdsrIMKDKKAM6BYZZQCyC14UJJ6UdstdaMMpyMCDknnz1/HLHdWbBGUmuI0bY3mHdYFnoqEG6m1UK6vbm7Fo6bQ3gvZGeK9qKJclaNQKfAU8mYQRpigQyYAlkHm2vx+lpkVCHHI2JsGOaVpTaxMtikrsgHd9926+rlN/Q41xooC60GgdiKBBT9BIDZrBGnLqdCxI988atDcLdONXUEQ66bU/H2oC90hBQBLTrDOJG6vHb19bm5uQXaOvvck4PeYHp6mhGwsnbGIqWDQW92eXHqrjunOp2k2SwprRD3gCiHSikdakTMOG8fzI17nXyz2QxCRAQFZmN3ezweSykd5Wlr2vf4GKOCcWfsxHdgYvI/4WOU0v0hU5W2FrIky9I0L8u9vZ42zlowGsARj3aREAAjGKmqgnFkBMOIh6EIuKCUWtfxjdG6rrRRAFCWxfb2tpTSWp0kyahSSAJAS6yh4Bg4bU0YhFobSrm1DpFgH6OphjIum0oHMl+Og/GgN5tmXNprr13Z2x5UtUkaaVmMRRzzKFa5e+Lps/fe+56kkVqk1qGIQkuMUXZqaqooChYERaWDIPA7snMu4PsjJM45ox2lzJ+HqqzDMKryglMCzsDfNvD7L8X1cc6NVQ4cowzAVXXl0Dz2+F/889/4n65eWZudnX/ggQ8uLCxEUTDxpwYHkzEGd0PvmhBSVVXv6lU/zhFFkQf6Xh+1sLDQbre90mlrawvhrbi/78eNGiuNVkgoRbQOiEMgKLVWDgTjzfbU1MzU4qGltdXrR5aW33Pv/Y9+7evr1zcQsZE1N3e2y6qM4mBra9051+/3sywry9xa2xsO5ufnp2ZmYy8E5YEg1Pv4hWHoC6MsyxYWFqanp5vN5sLCQqPT4pxHSUwJF5wfWlw6fuzYc8+/iFZQJFVdB5QIwf0MjNeFr66s7O7s3HH6zrtPn15bW+v3+ySMlFLd3b1oKUTENE1Ho9Edp06pm28+d+7cxYsX0zTVjvT7/WKQN5rNNGtUVZXn+eWrVyhnc3NzJ06cmF2YD6LoO888o5y95fSdv/Krv7q1tbW5sfWbv/4/jnuD55862x8MZg61Z2Zme70+JbzfH3AeBkFECFPK1LWq67pUfWHKs1e7U/Xwp286WqmywTlq5awxALUTAG4rTNnRw5fX17cNffypF19e2XQQzc8v3vWuM8BxZfO6oHRvZzcMIyC00Wi8973vOXny5OqVa8Ti8WNHZqZazz179pZbbm6326+++urm5maWZZcvv/nmm5ecc6dOnfrMZz7DOf+jR7+4e3HlxXPn1v/1v6StRJd50evVo66JYfn48aSRLFLc6G8W3WHoWMPBR9935sP33BSbLpG5HHUZ457UIIBWG08B2YOixP6txXf99Tgr+G5H2Xe86f4+pf374doJL+cMaK2VVGAdpZQTnIgzbxy/nOgnb4xTnwT3+ad5raBzrq4rf4P7bHHGWJIknqDz7iN+Us6/kRAiSZJut+tJtsneudCa5Zw6aEsDWgAAIABJREFUgrKujTFccGtBCLG8fCiJEwcQxQ0jlVZ6NBqVRcmpIIRopUso0e2/uCdkJrJMr4Sc6Fe9D41Xzk9Czz1lNxF/+k/nF5y6rv0u5ZtrfijOe456FtFLXsMw9JakaZpaa8uynDCc3hTHk6Ue304oa601D8MwDCeS116v97bzP0nV8wB1OBz6LzHLsuFwWJZlFEWNRsOnTXim0YNGTy0SQrIs83IGLwnx35r/Hr2UlBBCkWqtgYLfdCmlYM3f6HLb1zHi33ggA2HiaPrdI6kT9QpGVFS1STURVkNRh2F45n3v43Hz8ZfOPXftaplGmIab6+uU0GYzS9IYjFa6ds5RQgkBa8FoHUXp+ub2ve++99Fvf7MdhGtra0VRpItLPAiVN7dF6lW7N2ZL3ihpfseHUooTorTUzl1fX7vj5lsaQoysZM5ljca4PzAEuKAICAadc9S9g8mZ/+Ksta1WS2u9ubl55NjRyVAooWTSF56MCxrnDHhGFNA6BGCAWpbNqDndiFt9MtIy4gKcOX78+E9/+AOn7jptmtO5FbUFaXVEtakGG62gLMuiqGWt67pWUpfjfBtlenL5sNCjXvdK0f2N3/oXUI8j6nq9nbDdGSNv3Xxob3X1wV/82Yf+1e/mu4P7brmlTgi2o2FVUV21pufraiS1VFIio4Qxa2vLi2YS1Vp1Q5rMTsHCwkNPf+dK3pOVOZJ1SAmMcAUaLfVEnXFOgqVINAXLURNXugObKiRIiGPEclZzIAiSgqTWoWPGcYsW0CDRBCQDqUobdXiDF13QkZg+efjQoRiMXV1defzsi088/azrje5tT1WlTJxpd5qmlFs7b1RCTFvdEVErpMsU7fbG7fMz3YFkgq13d9LWIkvTzZ3t9Z3t1c3d17/9zJ9Jk1L7+tXXxsYIxlmOOWoyFdSjMrZItXMGHIJBMAhagzOADlqOWmcIAqWwEkDEoSpAK2hNhe1m+4Pvuu+9P/nj60X/C1/4Qj4cHJtf/mf/5L+/591385ABI8AQfKL8jvzq7/xWwJlgXDnHOSdg0DlZqjIv77n91t/65V+LllVKmCgrVlVG1oNBt9vvlVUJ1oGy5WB0dAsU1PtdV0L2p+sBqO/NUUYIOaQCJM5pWY8G1WjcztoszvIgsDMLL1y7vNG/tBpVhsPs0aMzh4/TMAyBVV7fSbxI11F0zCIYYkupK6XRltqw2UZfq21b5cPxodlDPNF6PL7ljjuHvW4+Koyzuq47rVnmLKfAwpijjQxHQoBhbZ2S2hEg1rlaVaUUDrkjfpH3IkKtdVVoRnFjY2PUH3HOO+2Oc25tba3ZbHLOsyw7c+ZMXdfFOK+qantnxxqDiBqIcsg59+u8n4fy67lfY9M0HY/7/X6/2+36ASLvp3Xj7BVnjBHqb+SyLMfjcRRFRVEgYpZlnU5HCHHs2CHn3Esvv2SM7Uy1HOLhw0efPfu8T69pNNKyKKqqMlY5Z7K5mePHj9519x1xGKSNCMASsEEQ1HLfQMEYbZ03neabm5v9fv/FF5+Poihrz5TSalWP+t3u7va43y/LYjgYOMAwjKXWxkEjSZRScRxLo/1UV57naZrked7v97XW4Fye553OVCNttFqtoijG4/EzZ5/90R/9iDFGGxeGzBjTarX86YrjOIqiGxfPG3OV/Lj2eDweDAaU0kaWCCHAHUjL/g4pPBllAJAXeRRFu938oT95+PLlK7fcfCrPy6tXrxqjlCJI9usM3xLe3+oOpjN9i2UyozLxXfB7M6X00qVLXj7kb07GuXFv7UzvuD9ZJRmjgeBaGoLIBC+qkomQ8UAaS0Rw5933rG2sXVu5fuzI8bKqsmbzwoULDz744MLi8hf/+I/TLFVaz8zPhWF4W5Jcu3at0Woqo+eWl3d2d6+vrfUHA21NI4oDwrxLXpZlURS12+0gCK6uXPMlThRF7emZZrM5OzsbhOHc3NxgNNRKMYoIljMehaFVUsrKa5aEEEgIRVIX5bNPP3PzzTcfOnSIUnrxytV2s9VsNgFA1TLP8yzL6qoKw3BmZub8y6+s711tZE0RhXEjBYBhPrbWiigs6ur1SxdX1q6vb23Ox+HNt952+vTpvUH//PnzYZosLi5mWfaHf/iHr73+2r3vue/1C69Zop3FulKItKpkmjYo5YhUK6uUKst6p+y2RbgL8J1r6y1K787CuZBm3EacExZIIBpwfOz4S+vrawp3huUd73sgO96jEBqly5EclkOG/PSZO3Z3d1vtTtrM/GJx/PjRE0ePDLu96ytrIuB3nD71zNMvTk1N3X333daZF198wVb73/iFCxc+97nPPfjggx//+MfZWF1/6fLDX/3qzs5WOyJm3Ltpumki0mmEQhGyvdkgg5YBIt1H3/e++289km+vIi/BjBlqDJhzAKUyElQtBWW+koAfNty7gQrDtzwtEN45fu8AvbgfoiLt//+477uKVKUUAeqcs8aiA68/nMyeTQThaZp6XeLEx+LGvDuPSTz88L/71ckDG86513BOeNqJ7NC/2sT8aRJacADAMAgCoKSWFgg6B3Vd61peX72epEkQ8Ln5EJEGQZjGSaORccq11sQhIZQgsdZ6Q/8blz5/PB5iTULtfNHsYc9E4Tn5Q2stGOdH6cIw9JjKw7YJGPNwzqM+j6P8nwshvC7R89v7zXK2r+DwIG1ynq0xlJCJ+N9rYj2G9C+Y5zlBOjlXnhr1BxPH8STzbVKITDQUk7wHT4NPBh1vdKbxWlYPTRlhxu6rWL2J9F/jxpxQ8ZNRW/wuQPLXu1wPhJxaK2MEOZDOUgRHiXUWKTqlbV42LMVaN3j84I98kMWNr3zniSvrG3UYSOoEp1EcNptNglDXJaIjB5GV4OfpOMRZ83pvMM9EK2vafuGcNcYAQWW0o5EFqLXxV77/olVVT+DZvvestZbd4GPs9j84ABhwSMn27u5waWk6yUY7G9wBWF2rKhCJRbBArNHoHHHgwL3jXI03yxVCdLtd3zfxmBzxrTjTCdK2iIDUwf7xIACA5QjFoBuDPTbdeW5jAwUUw2JnY73X3R3u7dWDUgappYIJFsdChEmvwUUSTXMRBgknLA4ja0wUhKjlpYsXdF3NLcxNLXfmWocDdBbM1nB0dbe/W+y9/Ob5zuIM6TRG3TpcmgtUbZqRiNlgfVhaaSjSMAQkjDHCqFLKEuuIW9vdWnr3u1YoeenFp59d2bn3vlNbL1/MaBIrq2TuBDpi0aIDPxHmDLEWSe1MKasBKGOs1c6As9ZZcBqdpqicq6lTFAAttRTBEgcIaBE0ReRYQ62soiHUUK/sbp5//vy42ehNzz518eqV9eEUwNLxzh2LDZYXshgj5a204wQbUWdESHM1q4waj3iCHTC7ziUcQwGra3sasdOZ7veGb1xadzTsyzJgJs5EECZxHO+5qkgtAzsdx5Fxtqq4V14hcRbQAgEaKWKsVU5Zq521aGwSUhpzNHRaNLLafuvhr7y6ud5f2ZpqtZbC9uYrl55a25mZanVm2iygSGnSiEW3Hu7sgDKVLnRN6rqmnFRFzYKIOjx25Mj7fvEXYbYP2kKtwBgwCtABGqgVSA21suOS5GDH47qq6rr2mKTX60kp67IclqUXlq+tj61TqlSFVrUxTO5GTIFomWrvNVOuBcAY5AqKgJlWgpxRIAIIAAG6X0NwB9QiKOsqI6WkDKxga3u7m1WRzi8lrZhknc1rbxAuNKUiTYMoaYVxHGVZ2lZ5HhMQOoG6wJGVWiFhQIA4EIxHhNZao9bTWRYlybXVPQCw1oAzBMDur0tICGk0siRpDIbjuYWlMAyt0oPBqNvtE+9qJpUDQtjBdkmIA8iLYjIOkKZplmVCCMrYOM/3et2dnR0pZZwmnr4r68ohEELKuqrrmiAhB/PhjLGs3er1elEcpWlKCLm+sd7tdq3hN9100/333//Kqy9du3bt0JEjiBCG4fb2LqPBaDQCcNpIRLjrrjvfd//9hw8vM45q3wiDCUaMMYD7gkEhoiAU3oR/aWlpdna2rssgCBYPHeVRAtYYKatiXBf50088ubW1tbJ6fTweB2FcFOP2TKOu65gSY0wcN51zSsq0Ma+U0kYDAFJmLExPT1PKoihmlNGQDgaDfr/Hgtg4MABRLDjng8HAl7ITJ+QbEYpf7pxFa533nvQ7EeccCYG/Q24u1lpKaC1rzjk4ePrpp//v//wHjz32+K//+j974IM/9tBDXzp/4ZWizMMwSNM0TdNJLeVLInOwQU26wnlVTniMJEn8mfIA2p/NsiwbjQYg5mUxQdITi7nvkvBSxygYI621zXan05ne2Nqqt7bHsp5pz2MQPHX2OVVXyPj19Q3BxU53T1ljwFa6lKbklmurEVgQhZ/6x5/+P77wBYf4C//w45evXP7mN785Mzt96223raysrFy5yoAYo6VU/fGoOxxcWb12gzcdEoKBiCZ5EkmSEEqjOJppd5AQpXUQBpoADYS3KXMIxpr90hPg8sVLG+vrJ0+evOP2U91ut67rtbW1ZtrwVr9hGA56/Q//2Ic++uGPrK6u1lXd7/esdX42siyLwWA4GPQHg+G4KPZ6vc0w7A6HQZpkrVYjTXvD4Zvlm/koZ46UVfn02Wfbrdbc/JxUUmlnrdMGKA04DxGZVLqqZFUrIHJgrAxCpejXV3uDFG/N+AKToSB10DStBRql39gbdUnEFzqNhSPQmD7ZPqpLrUq5vbluJcwtzlOgzaxltNG1HA6H16+vGmMOLy22GpkISGsqLcvBsZNHzp8/f2316vzC/PLhQ4KLcT4eDAa9bq+oyi996Ut/8vTXDjWm7zl+Ks4ipW2g8lvnO//04x/bG21vdndNt4g6gZ5fmOvMz2SdVhhH1R6jJYWCCQcItSm0cbRSdQHFaLzPRR/EVXmfYPdDhS6WEOLA7c8yfZ8C1K+/N5jk/f3jhr7PwVK7D4SMNdpYa4GSyToDB3aRPn59QjpJKcfjsbU2jt9yFTPGeO7Iv6ZHO5718sjEUxb7k2PGTPCS1jrPc089lWXp5QBBECBBoMRaa6xljFmHaTNtNBrnXjr36vlXP/nJTxKgcRjVRbm5samk1qDjKE7bKSG0KsvxaKy1udHQbMLS7DtnKOVn9vwEnf/fZrNZ13VVVd7E2EMjJpjRBhlkzVYSJ1rrKAwp7rvLCMY5F17aGAYBIkZhOBqNqqpyPqpbawlQlxUA5OPxxIKLUqaVGg6G1hpvtOOvZy+O9ZoOb33UbDattXmeDwYDz7RPPGAm2PXGon9i6TxBYpPfPV4VQjSbzbIsPe/nIbovTQghSAmACYKAEFMUxfduGX/JpXVj7jocLBDu/8Py4HGpczCZ53TaubecS0BLmYm4N9rphOFtJ44BYQ9955vX+l2dMZ5EDtlQFu1OA8B7njl/EXgpMjiglArOdwe7Urj1lY3jh09c3nyeing4GCw0s6TdGhQV0WSmPR2n4d7OblkWQggpa0SglDprjbEeuN9YPuBB40krKQhBpOOiuLy6cmxm9srli8FcpxwMtZIuTjQAIGppnDEcwHyPqty3DHyPIEmSuq63t7cXFhb8vfM2X5l9VM+IJYiEEkSCyAASyrjTpMyZrGYIubuRUMTpRtq9evlL/9f6k7Nf61eaJi2kXGnFQVOnr8YYxdFUexoslkVFgIRhtDA3OzXduf22W6w1V77z3CtPPLUw3UnDoKqrQSU/+FM/211bffGpJ+Lx6OiJk2Jhni0vzHWa5155NTOOopkJBcsahPFxtwcOEx4rkEUaZM0j7by8kBdfXr12tcizQ63lW263b2xHY5kALRyU3tsBEJxF8In0hDIkjBBOCQAiI8gYAHEEgQCCIaAYGgKWAAFAtMyBA7SWKEo0QQcSnRRGBxW4UlXleD5u7FomaDCLbBegA0AHeb47jKXOCCPUQVFQohuUKFEKR6JaCYZ7m2snjsz26rIKSG+wFWTtnWvXwRJqMENxev7wFDHXu6s0a7goco4tzh364M98GKX89p/+Kc/zMFCxNoHD0CFq64wF67RThjPJIovMISeOWeOAMyNIH9RXn3h0WBmjyf3HbhbWqTc3v/xv/l0WR5xR4Fi5WlqDnBwBerXsJ2k7QM4iAQic0lSEtbac0Me+9fi/+rXPBidYjDRDFiEGnIsk4GnM0wblASEijGI5n9AmiRZnOOcUkXHeIoQgioPRZUSkhCoja1mDkQSIK3UokrLSI0ePDEejh7/05hf/49yxqQ998hdOzh+LpqdBYcRAI2hESh06R60DTUCjUVrVGh32VGmnk+Onb7vS6zfbcxuFHgE9fvjQ9rhszs71ugNB+Civhv11rORCpyUokaUS2nlfVGt1oXTYaWWE1vk4qhWhDIFMd6akqvN8bIxlBBkjVSXbc50wSbyTSrvZAsS8KI3RRhurDYBDB/sW04BaqUoboMx/dsZYq9WYn5/30g+t9fb29tWr1/I8J4RQypV0dV35VXo0rPziTwgljFlApNwYUxWq7o0BoKjG27uDfaMvcM0kuHz5zVcvvPzud9+ztPTuUZ5PTU2fOHH86tWVpaWpQITtVjtJIsbokSPLMzPT43zIOXFWa63LcuyMds4aKw7MRLRUtda63+9duHABAI4dO3Lo0CEgRNU1OEOsjYMgFuznf/7nBoPh2eee/8ojX2fWZlnLgbPOSqWQYLvT2dndkVplWba3t6ekUlIBCygXi4vLZVW3p6a2trbG4zEirm9unLzpNhaEw9G4qqzvis7MzEygyo2mAL536aN6OGd+PMHDVACwxhCGf5dQ38QR4exzZz//+c8/+dRffOYzn/nsf/PfTU/PbG/vPPzww4NBv9nMGKO+qmaca73vfWe98Ekp30v2JYtSajQazc7OjsfjIAjm5+eHw6HWut/vT01NGWNuv/323b29N69cnshj3pHrowSs0wQIgC3LstfvGwe11pU2R0/edM999+ajYUBJwMV4MFBShmE4Pz97/vyr5lXNA1JUY0BkiNs7O1//80cHeZE0smM33+K4+Nbjj6fN9gc++MHXXnttZ2vLKsMED+PYH8nEBXuixSpHtZRyb/f/Ze9Ngyw9r/Owc97l2+7at/dl9sEMgAEBAiQxIECCEmWSYGRJdhjJFC1DVbKtmCrHTuWHo+hPEjuRK1UpZ6NcoZSEipZIpCwlkUSKm0gCBImFxI4ZYPaZ7un93r7bt77byY+3+6JBUgytkpWoSl1TXV0zd25/91ve9zznPEtfaz0c9QEgy/ODcYFcWJyfarY6zbaUMojCIAhCIQtVxUGYlwUCNJLayy+8mHQ6x44dO3H02Orq6mAw0EpJKa3Sc7OzCKC1Pnv27KsXL1iEYTpaWVnxVenc3Fy73fZRh8PhcO/6teu3br1x5Up56yaTcnFlpegX9993/6d/99MPPXj+uW88OzM3NxyNh8Oh1k4pVas3a41mIENEZkqjtNOGohAqbccuco3ODVXy3c0zZ94mWVaq4mpqumjR4O0jMz/+kZ88cfKOI0dOKY01IUwFAYNer/vkN5/43Oc/t/rUtaReq9Xrx04ea9brc3Ozu93t1bVbZnFhcXn+1Kkjq2vXpzpT9739vkuXLl27cunW6k3OxZ133vXAO95hjHnmmWdqMzM7ZX97ffuJ1Z4SbmpleroVnWs2FqSZbcu75lcSjbXUDuvalLbTkGhNkQ4CoYFKsFY5rRQRCGEALZiyimWEBIQEeIjeiX+ZqG+/5D3wr//eOj3flae/BnzfA/OBIzchNHo/CW8WEtdrk9gGfw6JyBMgJ9EsE4abn5tNmnYeQfka3ZviNptNv1h5233vRTkxoPI/w0EowiTaztf3AkWlVJ7nla5kwLUyO9u7hNBs1iulv/D5L1iDzrm9vf7ubrfVaE53ZgDAOQoCEcVxUZRlUWhrJsYbE0Mgf2MEQVCv173p8SRunjHmE+o9q9NDrKoqK6gQUXBOzqXjcVEUb2YDAgBRVamJU5E1xmhdlWWeZVJKKYTn83DOq6rSSvuPSc4RorFqwpid0Df82fCdY79AeSDqiRJpmvqT6Wd3fjzrYzAZY/5RnIz7/KfzbFshhL+gk0vs3zkMQ38zHAw5wYNPzpUXQP4gXZPD0n8AYAx9Bs9k6PfnI3n6u85XV55C7IzdJ3n6HItQBDaMRTjb6KChLz35ZE+Y+NjCzmB0fWPtvrP32P7Q2MrPRcMgRofOOc9Qd0DkLFrLGnVrsvWtnfc/+sidrdkn/+CP19duzwz6joFjyBnrdKazfPCmURBDZOjIkc/XQmCcTwCbl2T478bZUPK0qJY6re54cHblaELAiooCXk9iZRVDbhloIHI2AO749+OLxnE8Nze3sbU5HA792LkybwbhTPI8DJA5WPmYIwTotJrMVqxIO0Fw/5k75o4cWViaLdJ+mY5DybTSl65cA9IB8sppo0t0RpQU5VTPe+koq7rd0TgdcT5I4o8+/jNHUX7qd35n68oVK+1uWaqyqtXqmvO/+5Gf6b1xdUVEx47OXbi6tnrt6rXb29fHvbTrHjjWHm0NgumFd99zn9A6vXG7KoogqVvrrtu03xvLxkzWTC5euthj7mQYqrE6UZ8Kd3uMMcaNoIA5YA44gSAAbcihcwgkWIICgImQo5AEgePCIreMEWOAwkFAyIhCS4IIHRCTDhGQ6fE4atePONisYLHEJZK0l8VBkHRwyfINAAlQ07rNw8AZSvMgiGMLEqgRslxZIheT1WkRo4VCLchgx5goCnq98cL8wtBZTja21TQLomJ4Ymbm7veer50+bmR09p57j5x/ELq9zQuXLn/z6YYybQMNB03HQuMtYG2ZIBjHSgICi0EeRmWnsc2rAWRXhzuv7+bHG8GDS0tHWtP9W2szQZNcoEZ5IKkCw2qSRbFmLjb29NzCTn+ksSwKbcghAQcEZeIgNir72lefuP+ClIb6RFQqImsYKcasDKwlsiCZSKP9FurEcztOEt+/82odzjk7Pi3rcdiIk1qSROFMbWp5esGUbm56fl7WfuzO+z6Hcnl+4b5HHlyeWeEzi2BIoLCCK8AAnXAAzgHjwNAAaWvJoY3E1JEjxx64b/O1C4355VefevbcQw8PujvPv3EJhnuj3V1hWMADqGih1ZnuzIlyDKKyOGahtBxz65oL86ceuH91OBzcuKnLvSzPmAy5YIJEEoZcREEgpOTzC3OtZrueNIwxzqEFtrm161tdoQwa9brg3BjDADggY0wEkXA0zrLBYNhqtaanZ44dO9bpdMqy3Nra2traWltbG4/HfkH262qz2Ww0mr7v6WUOSqnu3l6v3/d/GUVRvV6fm5u7fPnyzs5Oo9FYWlqq1Wrba+vtqdbS0lK31127fWtuceGpp77uABnD4XDQqLeiKDh79mRRFq++9urqzevIyFodhVJKoXWFREEg9vqFtzTL8nQ4HPjmrNaqLMuyzM+cOSMlZ8YRIDJghEhsMOgzJt7zyCNr6xtXrt4Iw7CoSsZ5VuQylFOdqeeee85vK5zzIs+rspRJ0Gq0pzuzgHDXnXfvbO+UpeLCbW1th0ljZnZub2/Qate9B6RnwXguid+kDptcej8CKQOvdyOicTo8RF35K4L6OOfOWc54b6/3iU984vXXX//Zx3/u4//oFxbmFyuljhxZUarK8xSRGMMkSYQQArjWxcQMwFrLDuhVXvHfaDTa7fa5c+deeeUVvxm0Wi3O+bVr17wAIAxDAvIubYfjqvwG7JlXQggAqteboQw4l2lW3r59O6rVAx9Rhbi4fKSRRP2drXpSA2tUURhVaX23UmVR5sixVGWlFGjIi3IwGN1197ntXu9Xf+1/Rc60pSwvnvrGN7rd7TRLQxECAgJ6UQYTHAEZZ1mRB9JLxSCp1eIkEUIotRBGgTGmrArGMM/zsizWx+ntm6vOOUeEDDnnyBiXIqnVGGeXL19utVo8zXY2t3xVF4UhAORpmmf5cDhcXFjotKeWl5drrebm5ub169fPnj3baDS+/e1vf/Ppp/2Tdvv2ba31Bx96cOXkiQ98+MMX3ng9aTQsURCGWulf/uVfvnLp8vkHH7px/UZRVpubG2mabW1tR2EsRMBFYIxR2mjjHGGQVihqOYaZFbssqov4WmHa8y0upzZZcQWCt59/+Bf+o793bOFolZe6MomUulJf+sIXXn715TvOnHrw/Lseed+7X37xhedfeOH1SxedoeWVxf5wcOTI0UaSjEfD19+42G42T99x+sa1zamgdceZU/VGbXt7R2t95eqVS5cvT01NnT59utFoHpdoB2m+N9ot+0kkXTW8Y+VkZDMuqtJUtjJChIIsFyId7UgSsRSMyGpntHLagkYgiw6ZAV2oQNStMSSlH/FNzErozyXw+zOtXL9vhenLU18KT9K6AMAY7aGFPBB/EgEycBa+Qy9DfxH81D/Lvf3fygHm+7zJ4ZnbD+L48h1WLt/jYHwF/9bhgHMOGTrnPJNwYsEy0VPt54wb40ONPBr0C4hzrt/vTzLNvcmktfsqbT/ZK4rCj4wm5El98OWhgoeLnkTqsxb8+pCOR3mRASK3XAZBwELnnLVE5G7fWifHBOdCyuX5BSGCPM/r9YZf6xBZEEbGOEtvst99peLVnpPsQV9M+7JGaz0ajSaKPg+HpJR7e73JmhlFUZqmWZb5Olspled5HMfezaUsy1qt5p1p/Pt43SMAhFwyQGsMWUfMGW0cuSRJhM+CtxbIs1L3XWeIqNlsenqnV/oxxlrt9oFysvKYc5KL6Cc/jLEwjPyW4cmZ/pNOpn/tdrsoiizLvGhwoprziRr+ciul9zG55EII+9Ybid56fx5GfZMmy1ttVPcfAOccMUTAwxZlf0ZT4i3DQ+cckSvLsnlwQzJE4NyRA4Y6luM8LZm7tbUxLsa5MSri4ywDKQIh6kJqh4rZMA6scWWVc86lCKyxCMznARpjqFbTabnX7T37zWf/6Uc/9sDyiS985ctPQFX2AAAgAElEQVTRnScq0nE93t3oP/nkk3PzbcF5EEpjNCL4bPVJ1B5nzIL9jhaUMYZxZrQtdKXipNGso1YnFhc30pFMZBiHI11pZq0T1hlGIAHUwaf+jvHdRPTiC8R9uUujAUZ7AL9P3BXcWmu9fgsILQEAR2asAXDMVovN9iN332WE5P3NpmBBqwEA0Wzt/sUlHoZMSIHAGQMuKI4BGTCmGa/KQhFlVrNmo740L5ryR37sb9y9e28HZbvevHr1epaWKydPHZtedFt7d8zMJw7edte9R1pzN8vs+sUXI2He+5M/9cLTTw8703+6tiGJ9bMyS/Pd6+vbuz11dO5H3vXo7PzRcZXHF15PdD4rm3KQ8WyElLlIcBZI4khMouBkmdGCCSBwyMfagbIOwBFZY61TQhOrrDAkLEhH6ChwLiDhEFgQmKJiXDhHDHlLQpCX90fRzFz9mItmd6sgafNKlf3shIxZXIvBNQioyoFsGHDGoTKkyAGhceDACUQRBDWG5VDXWnFvuxucOnlisSPmOl969mmhHSmlx6OVqfou9TW3D//tx/jsjAtblQZqN3/qP/tPL371K3hzffzyhfzmmsxVJCkMAuusbVTtXC5mNVkGrj6zOd/+VqP64tXLN3e250P22JmZdx85Qzvj9NaN++I6HxftMI6nE0fWcsiZLWxVOXIiipVBY+N66EDIMDTGgKVGs94fdQMulpdWTlXbwlFkSSDXjgygFlwDOuQs4GQoKsEYI5RlnDtHyFy51wMAEUjvTMg5L1+zOgn6nDKnnLW21MKirYhAMBnKKDoio2vPvvoPPvb44srRX/ov/uXZd7wbCBiA8S0TtABgBXGBJXOaETLc3BuOXrswd89drfb0rVurszMLW8P0ytXrp2fbnSQRQaiKnJMImZydmanHyWjQ18qwWpRaMyrTqePHjtx7z9V+79mLF7ujcUWgHZo8k6wmg1A2kmazEYZSCDYcDlOWNZtTYEGpqixHaV56wzlrVVb0PCghAjro9FlyyNni4uKZM2cajYZDuL25cevWrRs3bvitIQzDNC+8RFxKubWz6ykznmrhOR0yDIIojIWw1hZV1R8Oe/1+FEVn7ryzKIrheBwlybHjRxljlSoIZLfbfe31i/Vag4nggQfun5qa4UwEgfj289+KonB19RYHULq0VmtVKVV51SAAyKDu93TGkXMGAGEY+K1hOBx6YzxEEgwZcKNKa2wgJRdiMBzGcSyk1EZrZwIeVEU5LaeBYbfXjaLYMwpHw4GUEpFFcTw9tzDa664cPRqGca1ez/I8L4vV1VuNdqvdaQVSTEiLvnHpN6DJyu/bplprIOZ3NK+PwIOgYOfsX7hZw79LXR+CseaVV155+eWXf+EXfuEnfuJvHVk5gsg4ZwsL80Eg8zwjckQuDCURccEmEcDsIITXL/0+L0splWWZb8oWRXHx4kVPAsmy7PHHH//Upz719a9/vd2ZqtVqeGADM9lE98OUhZBSLi8v7e7uHjt2/PbaumD83Llzmzu7gQ/OQqiKjDl1/sF3nTt1h7WmKksAC+S01oPh3m5vd6/fz/M8HWRZUdzz9gd29vr94fjW7Y12u3XmzB3OWVVmywuLEnmeFVVVjcfj0WjkyahVVYZhaJ1TRhNRszblnAMiGYbameF4JDgTgiNiu93knDNC5tB5XzHvdOSstdYBVVWVZdn6+vruYOgbKt4EXSCbnZ2dm5ubm5kd9AeXL12+cuVKvdNmjM3MzPjm8dzcHBGtrKx41JckiUN429vedvHy5dXVVREE73nvo5/97Gc7nemN2xuMsTTN41oyOz9/8tTJ+fn5ZqNdVdWXvvTlK1euWmd9hIE2ulGg4o5FzAaBAp5BcnGYLR+dqay+xvQP//zP/+jHftZQ+cbrFz/9G7/1oUd/+LEPfNAJqPT4//qjf3Nj9QaX4u//3M/9xx//J4996LHP/snn/odf+R+DKHjw3ed3Lm036rU8S/t7/Z3tXcH42bvOlGXZnmpNz3SUVtsbW7lK6/VWb2dnOByjc8dOnjyzfOw9P3L+lRsXevnuLNLJhXlepCTHLAIRs/F4oCkWXEgmmRNGG1eWTlXobOB4RIE1YLM0LYt8kPH52QO56T7Sc3+hAr/vxirfUQ4yhtZZDsyHTR8WbmlthJDOOeTc4xO/rfxVHPj9WVNKfGtd+GdbetJ3wD1fsL9ZoSNqrQMRTpIG4jj2owNPtJ6c2EkouY9b8PMlHxhQFIWfFPm60+fvSekzEnFilDJxpfcLvQ89mzShjDFFUUwCCbzu11TKOiuk9KMeQ8AZA8CqrKSU1lHA991TFHApbbs9JYSQYRDIyDnnLCEgMvLxDN5BaoLx/Nit2+3up2NJ6f1OJgZa/gR6J2QkEkI4a4ssr4pyAvnAETgiILIESELwcT6SXPiOGw8jBqiUstoIIcg5LkQoA4NGcMGR7Rs/OmKMBUJ6jdMkVmei3/NH5b2vJrYBfgzoXUAncSYAYIwVwnp0OrkHvG+NtwrwIQeHg14neFhr7d8T7b5ViSM4nF9/OCn+u++0w0iPMXbQjYEJw8QzKwGQDjJdJ/7gHk0yxtybN+2bcNEPgb0Nj98gfPCklwYUoHkoL22u9Tc3H377O1k90a4KUAByriwrdQgAQWCtRYmIHBxpo8g6xoRx1ijlnNtVeqBKHshbt278b7/6yZ9+7G+eu+eup77xhI2FMurE0SMXX7xQVWV7bq7b3WUMvXs+IjpjPSh1+90UOpAM7n8SQtBkkeFeNg6TqLe385/8k3/8+1/6ky8++w0+qieL85ojOUdADBCdQxTf0fTxV+qw0LRerxdF0ev1OOcy2o/38A8gQwyCYFRVSmtnrNHWGp2DI8YcA4Y47navfvv5KssT7BniKIOyMkTkqhJMieQVicwBY82Gp2qHtURGcSVZMDdNnZa+WVs6e3r6xLFL/Y2Hzt1fn144+Z73m1EqanWlClELlztHTFo98fQzLz/30oWtzak7TvX2Nn7/iWd0Ua0Vu/k4vXz5KjLWz+2JlcWHf/wn8NTpDMM/eu6Vizeupt0UTXF8+VSxsRFzq+pUyEIEoc3RWcMtBUQ1JhhnucogDLgImQg69Q4XGMdhNq4EQSwDgcJYm8hQYiAVBBUbcTs0KhJCOTRBvDdKO9rR3t5KSy4056Yz3trTe2IkUfDSHo+ac4tRwFigMnLaAVUMNWgIOWFoES1jwMEBRZbZ0kQUNbCZjlb1qDoTyKaMjy4tr16+oslOTzU5N3t7/fTSa4/VhWoGI+tQNrQqpo4feejnHofdwav/6hOXd/eUIeZIMyKO2hiLYuRUEAiYiV4z3c889+wG16ePth6bPfpOFzfHenvcn7JqGYgz4nk6lSQARIzbUFbEKqSy1rnshonIrbWVI+2re+1MqRmgs6C0PT3VbEeR0FY6VxSFQnJxkBujjANgtjJZMYYAuCQipZ1myMMYtdGIyjrHBA/D8LiVZVHmEhSjyhhCFIxpobVVACQZvC2qN+N049bGdlZZZ8AqCBIEFAAcEBgCgWaOS1eiA+4MZwB06+beV7/yp3e+65GZBt7aWbueDkalJiHipLarbtSTZLw3OnH67rmZWVOUzjjJ5QjLMhSUBFkov/D8ty+sreXIFJGQURCExJxEGcWBlKLI8jy1tUYyMzMTRbXxKC/LMk7qL7/08pl77nHOlVm+urFRFEUgpV9gkyhOkiSIoogzAFKVvnVzdb+5w9jW1laeFQjMOZuleZqmns7me3aI6Ifzk8U5zbPheJQkibc6S5LE9938UEcIUZbl5tZmpzOV5ul4PKzXk15v1xhTqzdPnDw+6I/2+r2pdnMw2EvTcbe7Ozs97XXL/ngQOZGd8MAP+kcOEY2x09PT/X5/PB5XVRWFIDjnHJyxZIxWKkmSslSvvPzy9vY2Mqa1Q8aY4MQxriVZWVRKTXc6WuuF+fnNjXUpZWVdpzN788ZNBDrFpd/BABgiAscgDKMoLvIMADybxquUJ+Oog/pN+4ENORwOR3me+3C4RqMxaV/+lWF4AgBDxhgbDAb33nvvRz/60fm5JSmlNpWvdZCRNpV3ip/UHG8JWzxY2Q/2VPIt5xs3bmitwzBcXl72Bl9zc3Nzc3MLCwtbW1tFXnxH19+ftcMI8Pb6BgNUWhOhlFJVlWBotXFGg3PpaDi2ZrA4vzvdEQxnmx0E5+cF7XZjZWXFWEvgyNIrr1xEKUMR1JJ6vV5fXFwqszQdD6EWW1UeWV72vhG+WeKc63a7/X7fN549Cs0qparKWp0YDUBSSsZ8ALdVygE4cOhJNIwxFJyIkCETXDCW1GqtdhsAjgEarYuiUEoVeW612d7evnHtOhG1Wi0EqNfrtU57bm4ujmM/TPduE96MaG5uLkmSu+85t7Pb9SXs4vIyEf34j//45z//hVqt/vjjj29t7Tz55JNhGEVRdPPmzVqtxlAQOd+GbzRqcRwrpeJtrURogyDltjJqZOyedgMebw5T1Wjd+ciDV3ub5fbmb3zy1776J1881p7+8Pt/yCHdeffZs3efXd/ZSLd3P/Ppz3zsb/3UkaUj733kvd1e7zd/5zdfeOGl+fnZbq9/8vix7k4vz5WuVBRtdDrTBC6Mwkcffc+3vvXClctXyrJstlp73b0wDG/evHn9wqXdtY2HP/CedyzfN3z12YV6u9YvRllZGhsmYRwJ588qCKMsFcoUJdc65CxgjCoyhS5HaWUVWCcZ55yj91HB/288PPflffs+E2/6tRx+ZA4WCIS/Tml/q5ZvX211QM40xgi2n23gZdNJkngfSF9qT86qb1hOJg8TKfbE8OMgZn3fPNN7Xfqh0yR67rAUcBJcPhFt+11w0pny/6Ssz1EQAMBQkENrrSpSzrnggbVaMO7Bp7Nk0G9yyLn0m4r/Rf6HPM89spocnsdL/jX77PoDfLjvxB1F/s0nbdp9Sw+tPVwEAKWUFzFOuI5vTWAnj838qNCzTH0pMHG1mZwZD3K8xZnnwPj/G8exMnpie+MN0LzLyyTawdrKn+qJw4dH14d5nr6q8MB7gi09bp8wQfzokpx/EwT7A91c398s+sCMmn5wS8/J1Jp53z0/znrr8BwJRBQoRhnAniqXG7NsbCMeOedAW3+SHTC3n24N5OM9GQrBnANEGYahHeaRbNy68cZCEm2ubzz73DfOv+e9uxeeH9Tj6SMn817aatQnD0sYhhyZnyEfnqsTA6SDxehgTXJEQRjEgteYNEBrG6s7O1s/+7GPiST+v7/8+cb8rGGcIbNvNXA//HAd9nTxt1MQBM1mc3d3N03T2XptMpwPgkBZQ0RRHMbaRJEyBsDZsMo0OB+YgYgRZ0EYtsJ66RjKOEqYKhVPkpoAiUAEykGlySgjkRfG2lGOFgzCtdU1Nj+zw92ZSj+8fEzKODpzCuImGCaSBpH92pee+MrXvtCs18jiH332T7p902zX6sDD9rQOot4oLQeDJEnSMEoaLSdH82+/z87OXriymu70Vi++oativjk17JYNxF5vF6ki0hacMBXTEMqoHkXWEZMsy4YVY4rcQFeDdHwj3RsHiaEKkIzTFUFFthRorHJGR4rXncgkG3C72Jgu8krHUVEVy9NTLMsGxTDLx6FK2jqimghlXDjLHcUEzCruDDhnwREwi+SQOeQEzCIQA0fEARFQOClIVJXd2huem6vnabaytLy9tuZGJTFQVTU7PX3HO98ZJY1NU0kxFUEDopj0EDhPV9dvXL1RjfKGBWadDIQmN0uNvTzNphuy076mu7///LdTgvedXrpndv4BUV/s59mwl6gyZDwoCywLbsmRYwgQMO4EJ5sIBjEJR0DkgAw4Ql+EIzKGjDkgQy5xto1cogu4qAJRgXMM2nEEyDiXYIhs3S9SWutKqyAKrbWV0da5SitkTEp51IT9Ki85VAIViqIqSGtA1ADGGSqrk+2p6c5ckO3eXO+p8Rgi4eX4wQERGhhYcIDOoQWwACwMeT2B1Ws3fuwnf6Zx79yXs68++dQzzFSEfG5ubg2xLHPBYGV5KQmjXn/PV5Wlo9QoE4W31tauDvoDIohrKCSXgQhCgSxhTRlL7kPLkFrtdhRHUgbLRxbfeOPy7fXN8+fffe327W63m2dZrVZbOXY8DkJE9BQ1/2Q7AmN13i92e13f0/Q7oAwDIjKlZYLHtUSGXiBQQY7OuaIqjbMOyDfXgjDwqGA/VY8IAMIwHA6H3usyTdO9vT1jdFyLy7IIAsE5b7WaRamHw+ELL7zY6czU69H999/3wgsv5EXknAkCqVTlefVvLqEwof9M6PdsNBrled5qzSul4igUDJ11RZ5x2FeYX79+fXd3F4Ezxq3VgC5g6Fu2WZZpZz3TZxLYGwbRubvf9ty3njl57Ohrr73W29urKk0MrXOesWLJeQH/BMVMbJAPIxRfD1SlHgwGk9ogimOf9xsl4V8Z1OdLI2vtqVOnfvEXf3FhfoGxAAA4EwCWcRCCa10xhsj23ducepMddNiha5+IJbhf/UejkT/7/lSurKzs7Oz86q/+6vr6+okTJ7Qxvf7epPiYBFVN5DRlWcpAhIG8evVGLa4XedHfGyAyARAASnKoVZmPo4C1a/HGxm3Ks85URwpJQIxQgGCcAQFHajcaz7/82vzykeurG3lWhmEScD7Tad995lSZDa2lqtKqqsbj8ThNq7Kcn58HgLIoJjXNrZ1Bu9UKw5AhpenYWjXo9YoiK/JsOOxnaWq1A0JrnS8ivFezf9rJ7jddyYFvJ9RqtZmpDiKSc+QIEVVV+SqqyLLrV68abYqy4IxLKYMw8Pld99133/333rfV3b12/fqpk6cePH8eGZNC9Hq9M2fOBHG8vrWZZeX80tJUo3HXXXcLwbe2tldvrVaq7A96RVE6t99WqQUtzlkYcBaxWMZtWri1u7OD9bVq8NCPfXhqYXa11/3k//QrX//il12aPfP1p8p/+HMulktHlmcWFmSYBHFbqKBWq41GA+vMR//OR+eWFv7zf/7Pt7d2T5w48dRTz2mlqqKUQqxvrHlrk3E6ajWnPvihD7zvh374m994+vKly1EtYQCVc1yKC5cvv3rtYqMVvP/ofDq1MCthqjOfRFo7xR0FBl2plKpsbpkxIVLAAHRVFYXObJkbsJWQnBEIZBwZwf6Ij/7SzTwnjasDUxAgIHhrNrcf4JBziMIYx5D9NejzqMKfKOusMcb3OyaeEFprCzQBIZ6p6NGCh3P+3HrehZ+heeXbpNz3eYneFLsoCs+BnJA6fOPTX52Jp4vfAjudziSrwDnn3WJ8OJyxZv/FzgUyiMOIiAzBKK+4EEEjDKIIAdPRWMjAGFJMA6DZj7OFSVKC/9WeKDHBWv4H38r1C6l/8QQSe3TkacOTv/Gf2hNTAcDzFzwd1P9HD648lJqw9MuiZIwxZP6WZcgYMvCmgtZWWoVxlCSJvxaeo+F9UCfSx3qj7n1xJtjS4zfPfplo4quq8iNWT2f1ik1P0PWCiokRq/8sE/dRLyUwxgrc5xNKKdUP3DI53HP57iXBoz7nCDjCD5BaCYfSq6x1IPj3hIuJckA4s7KcVuX13racakYyCCyzjiQXY1OBIK2dcxYRBQMAEFKQs0oX5MgYbUxpubAILIyY4Hfccez4ypIyWVHkN7prucOzy2dhXKwNt/I845xVVanJn3/HABnff6gM+vEyMAPA0CEQotFWAYBWtUTc3t4MVfmJ//kTP/VTH33o3vtefuml8SiDJCIpEQgROOPfZ3Q/qQ45E+1227cw8jxvt9v+6odhSNpviJbIWqOVUsKCAqiQlUgBZzwIWvWWDC2rBVVJJUhZn5LaxqhDqiQaAoYknUO2NyCiRsTTLAWStTA8Mt+sGrWd7u4zX/32Zl+dPHfPczeunrzz7YEIuAxVVewKaJw82mzVt7d7xVxHBaoIZc7coMoHt67XkmRk1B0Lx6k/2EjTZmf6lRu3vnX5apEhcMipqNUxTbtH56ZOnzxK0zWOtrC5Q1vmBlMyJKxFPc52izyKsTJoYjGSYZbUsw3RaNcHTltjSHJWqw1CKgiRS2swVKymZdUKosWp7ZGTSwtbroiXmzf39iSaUpCTwagSt4c2FQoQjDJS1EJA0ipCx8khOOLMMbAAzgECgQPrgJiNORMAzDhu0QDbU2pvZyeqcTcVLS4vmME4z9PYlEePLH/g0fc7pTkPQ2sjm3GBpAmyNLt5O7ux3jbQ0QiVDVGMbVUPZ7rN8Pbpmef7G09dX2u2wn9/euGH6ovNnoLRRkaqrLIEKeCIVCZhwIhUWTlnOQl0HIh4KCNDkgjJEToSAUhByjjEgHPGhXZQaRuNq9AVdjgSggtyITqFBJJzLjkwBlwwMtZwIQhBW8tKRUBcSmRMy8CSI4CZJG7VQi3QMrSWKpmDdjIINEJFpnS2bzGYmnlo7vg3t3bqSE5QATYgjhaAgCRT6AQZcFY465zlFgLG3n7udBaGpqr6uz2G9Mgj7017u4hVVVWB4O12cuepO1uNWjoYqbI0RpHRmVFK8KxU3arEpNGs1TQXiIJ8NrkIhWRWaWLYqCUyDBjn6+vrYVQjDJqNVqs5fWt1LS3z+YVFIQRDVFW1NxzhQXfTf7dWW6t8Fe13k0mV7jtuB/5Y++teksREE2oDWGuclyf4OtxYbat9hRtBOhpVVaWrffA2Ho/mFmaMaXlGxnA4JGDrt9ezLEuS5MKF186dOxMnoeece/WyN8bmnIP93qJsRGg2m+fPn19cnG80GpJzcqbIc12WSbNRleWVy1cuX7k2Go2U0lWlkiQZ5gPnHAoeROH6xobWmos3P76pKhmKU3ecef7558tK/eEffa0qszAMGGPGuXa7jYxVRa6U8kQeX2ykaToBOJPunt+pjXZ+EwzDsKqqJGnue6M4h4z91UB9jLGyKqMouuOOO6IotM6KfdE2GmsBIIq8Kzo6t6/W0MZ5/DAppyaWMP6u8pPQCcPz6tWrvt9MROPxeGFh4dFHH127ffsrX/vqZMPwu/ik0PHwTxlCcJKLwd5gOBi0my0CGwkuGaDR3JqQQSCwLMbXr16eSpqdZtM6f0hcCAGMISAHwwk21jdX17dLS63pmdVbq5zsmTtOnT56kqBkIAA4ATnYtw5XStXi2m5vd3V1dXd3V0o5dyrO0rS7s20BkfNAJqfOTtfiII7jVrPeaNSLtNzd7o5Go63t7W63m2XZYDwaDodpnpXZ2BOZWo32/ue1zloLB+fQWeuFEFrrrCz8LXU4MRkRe73eSy+8ONjrhwFMTXXSNHvooYd+93c//elPf2Z2drYzPVNvtd64dGll5Wgcx+N09Myz36zX685Bo9V48Py7lleWq6pK0zxN036/X9zONCltBqPx7qgqBxqmo+a3L29AEDz6/sdMPjq1NPuO8w+9/tIrPb1xY21tWBRRHIb19kOPvO/pp17aHt2eqy22Gs0oimzhdru7Dz/83l//9d/4l//yv7ly5Uqj3uztDhEgkDQa9aI4ajabSZJsbW/2B4PHPvSjH/7wh3/v9/7gs5/93Hg0hmaNSaYyZStjtsY5F90Lq/V8b/pEMzw2I5uhLVWgqjK3YDBEETGOTpsiV0Wm04oUomOMkDRZbcnu30sO3JvKtb/UYRohovcjOTzrwzf7mMzZ/V4U52itEQH7a1eXwzuAP1dxHE9Ebv5BqMrS69MmeQweb0wW5SzLPPKZJBBMhlqTwZFSlbV2AoomS7nfJDy72/9e/z7+bQEgz/PRaOSnWP4Fk5gB5wgcSCHrtbrWunDkf6iKEuMEwJVF5Yqq0Wg06m0iGgyHw/GIHYAQz5mZzB6ttWEY1mo1j9+MMT6cPcsybxfmj82zUIrR2HmvXud8VqRVGgDQkakUADht0JFHStY5XVaNRoMRsGBf3AgAeZp5H2r/2a21Uog8z4ui8HRNfZAL7xlBPvvUEzInOe+ewuDRmgeiw+HQXyD/RQRSOn/5PBT08M8LGr0R6EQ8edh/ZcIkdM4R7SsSIeJRFKX0b9GLmaAy+q5cpX11DNEB+Qd+QNR3YL7KD1q/bzmgjmIjXc3Nz0EoLrx24dVLl84dPx0mGAoRJvEQFIuDMGeInDFEzhk4ALLGMMGE4FjaPM+H2raatdN3n4iz/MyJU0CmzEZ/+yP/3n1If/DHf7qxemuxPXtlu/CoT6mKCLzPKh7gMWssiEONp4PPzwRHBDIwu7hgrEFh97a6/+fv/f5P//RPf+Dh93726a8jASKzBMZog0CHTO0O0WXfwvn0m/7MzMzq6ur6+nqapuog6zJM4jAMRT22hFOtVqsxzZ1j415Uj4zEgqiylOa52Us3xd71ndH6Xi7qHWXMTE0kUEpmgAnNwoqCuaOz2TglrUd7/en2dCJEe2lpzLhpsddefeXTr/7h4uI373n9gVH6qc700jvuf+iRh9714Ht+6MN/82905ma0Yf/sX3CStVGv+7//2q889/TTgRS3V9c0t91x/6N/72Of+cy/GQ5G1oEQMu6OYCYehVUpXVRl5x9++OP/5S9BuwFxAIAgIigzQAelK1+99MxXn3j6i5/vjboAwc/84//w9GM/mhOOUdxe3x2S/l9++7ejUv/oPW/DXhfNoKf63dFeMdSuEnMnl+66/77112/9yH/wd+PjC3xKwM767S9/8VOf/OStze5C1GnUg8qNheM1bLQ0NokH5EJGDJw3HXAAHAgdoSOHWDLn0DBgHAGtRmsgYC7m62u3FxeaO25U2rIWBbPTU83h8MIz337hn15OTx35O7/0z971rh8W6IAxCBkwPnd0cWaqXu3tqcq2anE/74tWsreyeHNv/WvPPnt9YO481f7Q8TtX1rNkfasuQojE7WLEOEzxxGpjiSgU2rlKcI4SvfwJTMAC5lCQIyKH4DgAR22NDxpwBIVWaVEqMEE70qJE66zWQiKTCJbIKKeNs6jaUaEK7gQPpANnrTXOosHKGr2M6NIAACAASURBVCFFnCSc8w2dChkocqa0nACNtUplWaaYxVDKenLaQbE7iKfi8MjJhampHFQBQgCBRkB0kkrAJlmwLjTWGsM5NOLg7ne+Y/nee/70Wy9dvbHNnLy1pwLS7UaQjYcnjh+9/9SZ6db01QuXh9t9bq1WpdUKBAuDWqorQAkoKwOGkJxDbYEQAjfMB3EcB5EcDYcWqN6oDwYjR6MTJ84g09tbuzMzc4Gt+r09v2HFcRzFsVLKaVNp4zukgiMiN8azKmhihRUEnDFujFPKhBHznUG/+xwmHDEGiGSNcYeUEUWeWWurMkdEhlTkaa1WAymqqjTG1Ov1cTpyzlprorjmyDz00HkimJqqr6zMJ0mUpqPN2+txHBO4NyGDdUB4SOpPE9OUBx988Pz581VVGGPKqnS6AuuSJFaqun792osvvKyMRRTNZjMtKiYFl4IJLlDGSXL96lUpZRCG7UZzMBgAUVEUtalAK3Ps2InVW9eNMYxxv5MC4vTsDABIKRcXF3020gSPHN44JqlO/rRPT097yk+32200EkQMwhDQ/YXXRf8OGZ5SSoYsjmMACmQABM7tJ+0cEI08A6f0e7wj3PdPO3BcmNCorLXA2aTx6VOAvdhjPB63Wq3xeDwYDF588cVef8/3Sn2t4Olb/nSHYegtmKq0nFmcr0WxrfTywuLOzo4xhqxzWoE15IzRFZHtNNvvffjhgMsqLxv1GACIkCw4Yx1COtzVWi/OL/SzXFqs8ooJZlXlnHNAqqoCAX7cggAMGedMxoIDa9TqzXpjfe329FTnlQuXjh87dvrsGSLa625LLnZ3N8sqo+7OdaOdMXFYqycNIeXZs2cfeNc7wzB0RKPx6NatW69dvLi1tVWW5XA4RESB++eHI+Och0HgJUBpmiqlavW6c46s88UoWefJWtNTneFweOPa9TDCzc2t8Tj9+te/bq1717veNR6P86JY39q6ePEiAauMnm3W2+3OwsJCq9U6efI0YyyMgiRJms2mtVbro/F9U4rU2PRG+U4+HkJq825OMllYXGo2WlyICOyZc+cqa5Wj/mj4f3z6M4//o58PRHTk2Mmq0DPN+dn6nCOzu70T1ZOpdvsrTzzx8KPv+/jHP/5f/Yv/+ujR42RIa4sEUWwZY8PhMI5r/hNdvXqVc/7BD34wDKPP/vHnuqCMAg7YbDZRM6xcWIHaHW8Ue7a3Ex+Zm5mZwaLilQswkJyRUmUxMtXYqJKsQRSIAgg8mRcRGaBz7rBxwV/urM+bktB3J4kdTn3xiIVz+Gsbz8OXCYkAcTKm229VEvjFQVrjGQETQ5eJ54pfRrwVJB768sMx34eaWHpMKKATgZ+Xk/nlzs+XJixQb0/iFzG/0IVhqK0hPDCbQeScM2QHw7f9K79vZ8KVcA7Q8zb3yY3aGmNMIPZf46dw/lD3342xyYjMz/H8qlir1fyE04t+PRPBKxIn0Ux+m/ckWCKq12vetnvi0jbhrHrBBhHpSvkEC38hqqqapNvvQ1/OtNZZlvnGnN8yvY+oP0VSyjTPJlY63ibH/0Z/GP7Y/IR2knw48XTxl9UHzU8wvD///k7wgJOIOJcEYIyxBiYEpD+XU+z3bjr8uRie++DnuxmekYHCOLKuMzszt7TUW93o7Xbby0fCJEApCuYCyRLGgNBvpACOc8Y5z4u0qkqlSySAuH70xLHT852TtdrD80vrL78y0MXD737odKuuIfz6Hz5horrvUvd6vUkjwzu47hcrxjrGkQAsoQML5AAsWC65YMgDubC8hEAb18dTM51zZ+48ury0+dIrzJIAJEDOvLkMO+xzc/gp+45FzF+1JEnG3azb7cVJHARBWZauKIwxVmWIsrKCsyjkTFgqynLkgFSluSRAY4xp1kuh91xuS6u1YXFgpYwYRykrCMZGvDHe0ap0eWVMddd0YlT14pe+1FheHIvghtV5LPeSKAjine2d4cDNTW/9SfcL27ffOHN64cyZUyfP3N2ePS7iOIjDj3z0Ix/60Q82kng8HP3+73762tUb733k/IWXX332medqgeh1+3cGUR+dCOxI5VNTkZPwjaefMLWYzc5rI+an5qAahKKaa81sq9GWLYpacON2b3Z2ms1PQ11WTshm+0yj7eq1V29ea4vgI489BqMB2eEAhr10rEcmqljYjDoznfmjp+p3HC9bsmLlG1deysxo4cGzYXrcDkhvFiYfhJjE2HJ7lVFuKg6hUIwcABBz6IgDSHLowCI5Zw1zzjoOwICADKFzAjjH3mBPHJlR1jQlpKNxMM5OzC91E9za2P29X/vNuc6Rk3eezXXW763XTRVVw428K1kluI3rNZYkqaDn3PDC2s2ia97RFu9rnpjvKZHlQyyjqVphysEon+EJOCBEAiiMs0AkJDJuOQPrHHFHnCMy2vcrUo6B0YAMEIEzNEgIltzQuZSjATLgHCOGQACMg2CckDgxbY0jcs6aylkilDwIAmDMGuRSyChERGusUhoAODFuKEQZCKlcqcg6YBJEVBZmnJWjjWK6RKs1kPEtY7cf+2QB0BJYJx2hA25JV2p3e3ve3Hnt5vWdbj7Vmm3UasVobzwabY3Kc8vzrVZzd3c7TbOqKrizzhhnbRCEWakdEWeC84CzwAJjnEU8rDOZSFlZFcdxnEQElkkxPT29ubVDxJ5//nnk4uiRE/3+YGc87Ha77Xa7Fic727vWGO516bTvXA1kyrL0/l4T5vykeep3TJNpz7PwfJbJ94POGjFEoP3tyTNQfC9ykoXrH3nOeZZlURT4Zh8A9Hq9+fmlJEmcoyAIxuPxsWPH8jyvRfFg2B+Px87Y/X6ZMQBAKPYXUiQf/u2dV9fW1uI4DMPQKQXGMMaMVltbW7du3ByOBrV6ywIuLy9Xlta3thhn5MEk577zSwAzMzNvvP6631I7nY5nuOR5jsiMI8YYMOSMNxoN64wQIuBvSuv9Xu+VF4dp7ZPgKI8P/TZHAP6V36Ob+P9b1Ke14pwBEENwjrRRiGCd5YwEY3mRjdNxpVRe5OvrG/3BoNVujYZpmSsGSI6YYI7IJ2oBZw6Bc6a0DoRknDty1jlVFEprZGwwHEZROBwOb9y8IYPAZ2pNZIF+X5/EEDvnZjpT2XjUbtSrIhecR0lkjQFGzjkZSI4MGLPoDNjb62sXX37loQfPS8HipGa0QyGNc5yHnamZ9c2d0WhgnSNAa4wQoRDUjAJuXV3EDphFL/F35CyRM8YUVSmltGRvrq3u9nvpcAh2vt/tW2NWlpceefA8A7TOaFWWRVFWZZ6WWVoardN0lJdZd28vK4v5pcW77nnbiTvvunz1mnVEZZlnmS4rclTmuaoqVVVlVeZ5bp1Bw2USVnkZhmFRKiEk8IAYj2qJqqqs1EFcSxpNQ0oZ2+rMOucMaGAwNTvfcjS35LjYb2YxlWVZvrO1tXl7/dLFN/K88D4uUgouuBA8EtMi4HFdJDWxML0YL9SCO8JI1pTWv/6bv12fTmQkMemcf+Th/vZOd2vruVdeeXRtrT1TrcwvnDp94pmvfHNqqhU3Ywas0rocl5/81//6t37rt//+P/j5x3/2Z//b/+6/X1hYclVVVtXC1ImiKLM8vePsXc326OLF1599/qWd/uCuu+5+2wP3LR0/+sQzX37tlctFqZxhSSVrAddVGtUZhLQ77He5KWTUoJpEIZlwpcqHmS5LdI4InEMgZ0kxRC4iEoBhqAgtgRAYWBc4RwTEmPleLEpf6tHhGK9DBd/3SVb47rrw0Cv3f1Ra7a8RQIAM0AF65qkDQs4l48I5yxgeGCzgIfDzg7infNcxfAe8JYT/NwfSv3DM+T3dOyf2iof/kPcbAfLGuUhvDhE8A8QYAw79fuY3LR+wrpRyznLOhOBBEJRlYa1jjFlrJsxDP52bhPj5zqiHFv6VUgaMoffw8KFrnPMkqQlRAOA+yJSyLCsiEkIGQSBlQOQTIKSptCmV1ho8rYYoiGLBhTXWaGW0IiLjsT1QqSoDNN2ZBnBKlQwxECwOAykQiCCMgICcY8gCGcRRVK/XrbXkKIlj58hn6zHEOIqBSGvtO7NFnhtjA2SGzAR1+K3XWUeOBBeICIhxkgBD9OptwYuqdNYCgnd7U2VpyfFAklajdBwnSZpnSa0GDON6TQTSOOf31CzLZmdnPUGo3+93Oh1fBxxILoWzVkoJREVeFEXhrLPGSiERGTgEBK20NxYxWmutVaV8ZikAOusYYmW04DwOQ3JkqoohCxj3rkyWnHUO4sBYG5IVGoS1lrkSycfskmMGsZTIbQUA+zvwQVABEnECIIYOHYJliAQcgBMxAkTiBBYPms/giBwBgwkpdN8qDxwRMkYIoB0iQsiMFAYALYQOidByIubIkXRQMSqtLtOsEU0dX1qWpd7r9+ujZL4u4zjaGYySMEJiSGSMCQJJRL1+Lwjl/NLC2TvPrBxZObKyvJeXnUZjMUniUj31uc8PtvtRo/4Hf/SluXvP3XXm7JF/eOSlF16KrlvFZKpJaxMIYavcWXNwyMAZ4yy0xkrGJQvKqkSOxMgqp8GobPzMxRclZ/WOPH/2gYYRLh9sXLuoy5GqUISCOCfggoXk0n3HqkmHyxO/GBBNOPVI1qnSTrfbSNTt9+8+e2ez1ewNhsBQaW04G6f5aLeX56MQoK6LRHI21dKZ4zE6ZlgNj549tRfcvqXKoWMGg2GEFMUcXEnYU24nH912VRKHYVKrTU1vz83tbu9ud+pycdYQzE01zswtrG1uvvitV7rd0dRUuTjTefab33jya1/kYIV0YZJMzSy0p2eSejI7N/X/sPdmQZaf133YOd/y3+/Wt293z/TsAAYgAFLEQoKLSUkUpZCiRWq3UnHJsVwpqRRFtiuVuCp5SLmSt+RFTKUqdtlSosiSLTGSSEqiJFKiSBEAN4AAscwOzEzP9HZ7uct/+9aTh6/7YrhIVBw9hGXfh6lGo/v2/W/fd37n/JZHH3r41PrJQbf3w3/3x371X/zrj3/ij4yxvW7PGp0msjHU6FqV1XC5/4EP/FA3ST/71RcbBpTm1mInLgRrlJ7YWs929+vDaZbFF97z3sHy0nN3Nj7/W/8We31RdAYinqn22otfJm1TXfayWAh481OPJWKwO729u7M9vjaRadwVycbXvzR1taOKzyan73vgw+/9PiESUoJZgWYvqgxuzz7/q7958OIr2jlBhgAIuAfuQQT/MgEYIuZCmqhBRE4QcXQ2ts51+nt70/WTK8P+YLZ/sL/eP/XkI2VZrgy6zXNf+7OPffr8ww+/ffbkK1cvv/T1593BdGnaFh5Go9WZBzvqbzXTlzY3nr3xlSGIt188dSYt8lllm8ZYxSKacb23tx9xkeR5XRtCxhjzCM55sha4l1wSOXDWtv5wbdUoaRvFc0mtiVsToXARxzjOfVFDHKVdkuPWNgA6TVAAM8xp7pF76y06F3uROBYxDmEUA8g8eKWRM+Y9Oe3MlIh6IlNaI7JERmTJNS1DljDkBFZbezjVVGOCeRznAhl3BKZwKfdAEtACahajJwgCJyZBovaMaPvmRnHpcj2dLA/6acx2Pv9MN0+e+jvvevOZE6KpN6+9friz6xsLqjVak3VEaKy2gsdJGnloatVwL4oiS5I8kiliKvhSFHlPXLhev9/pdruD4de+xrd39/OiW7d6PN7L8nx/sme0btA0h9TWTafTQWCtVtZZJ6V1wjurVJtEMRdorFatYgwZE1oH+GYE50xw74HIB0tkxpjRdkFMIgAkD96SJ2TIAGLJlbMMAkPNIqE32niFHOblrGm5NjpoEVZX1x568IGzZ9fbVpF3y8uDF194sa6a8+cv3Ll7dzYtiZgnDGm13nvOjfcEiIgMuUDEbn8wnc/zIu92C87QeU/OWkfTyfTVVy/v7u9HSQqcH+wd5N0+oldtBcInUsgkdq0lQ5wzhiQjVjWVR9FacfrcffPZZG9/t23qcj7P0zh0V/M8G+ZJWZZpLJxRqtEx48C40y0B44xVjSo63UZrDyAYB0/OEXkdbOGatu50iziSsNgkvltQn5TCOovAprPJ9vZ2v9+XcULkheBbW3c+82efvnnr5h/+0R/e3tj47J9//plnn1laWgZP5DxSGI4hYyzrdJAzbQ0KnsWRdlZpFVrFiCgjuWixcyG6vZ611rbtvdOPhZvLwpTPGKPqvdFopNrak1XGNLr13hvvjHc+uAIA5p0+ARhjP/rRX7n5wQ/8vZ/+e22rl1dO8CyNkrx2ZYExAXiyAB6QpCSk1mvjTeuNjrl0iASMIZRl1SvyeTX9yle+3Gr14COPiEgQw1or4bVry4PdHW/dUpHqpkqTVABIERfdBBFpxACE5KF2Jev1s1/5Sm1N66jo9nmcnzx1SuimnM6aqmaATiv05JwhImLIOACiI9Kzcm//cDItjaONjbsWGGNRqSsin0hhPXEhGBf6yBVCIELdHKVdBagskAHCcDAgYuRZLKRHBCAPnktERsYZPXfO6Z0788lkUjU1AMwPD5NOZzAY9JYGoZ4brAy7eXHm3NnVtZEQ4t/+m98sy3ptbe3E2vCnfvYnlFJfeObpwWDQ6/a00gfj3c/+8Z8++4VnPv6Hf/iRD3/4X/2fv3b+4oOtstqkxqI25vbGwemzpwbL0739na3dvf5oXNuWiH76P/2xd79n/NWnX/7s73yKwCwNh0kkwKiorfuS57zbSZejJsFA4p5MuTKJ50jCE1nvHRoAMkiWSeUcixLHIwbkdQ1WobOAEhCBCST1TXd+iJpcSEnp20GXv/nc4BuNK9EE1OccHcE4zxgAegCPyCMZcS68c1EUuOP+CMUR/o3bRd8Z1P0N9XR/C+TMv+J0vfFNpG8Fft/w14/XgnBdjkiYTB5ZYnBhjEHBnEPnbJhEGWOEoDAjOh7fvUHkW7QtgyVmGG29sQrxQMl7w3w4iqI8zwOR0nviXDDGiUjKaBEv7j2WZaW1EYTgSAADBsYYco4zBkRaqYDQWJY6hkH+hww73Y4yyoMn8Iwx8D6NpVKKIZNCtG0bSckQvXN4DJCdtZHshCA+Y0xTN977uq4XncgwNAMC7/yRb5QMwkU4MsOMOBC0umWS100dBjV1U4euLUcRyM/amqptpJSdfq8sS2AYZynykMXDWqOD2EwIMZ/PA/8TAPI8P+ZtHg2uYyGVs947YzRnrFMUVVU555M4YSistcZoY3RRFGFiaY2NoyhwHAIBXgpBDJGzKIrAOOeIIdN1kxW5drZqm1apThRJzhKGaWNgXjIgx8E7FA65ByTumPCgv91jQoAAnAGAR6Sw4gJxAALCYyY4ARESBX4p0BFnc/H/EMAfbXvgPHh0iDWS9g4cxcQsQM3Ic8+IIoK5pJYRkdfzKkN23/lzN/yNr156aXm8ubq6SvOaxTXwtFMUcSyZYEo3WSf/6Z/5yY/86IeRI2OwtbP9pedeuL1x57nXbs1292+/fOX73/WutzzxxK//1m/0azM4faKztvwjP/uTH6aVq1ev7o/HZTk/ONybTSbkXd1U8/m0aRrdqka1jWqc8+BDtl7c1iWRTRLuvbm2s7G+fuKHP/CeH3nH9995/tIDZ07941/+hd/5y8/9H5/+U/IminsEzGjvuQ2jvYV8hcghAkfwnnwAfkdaUD/s9/udznw2M62yqeFcGO8IMYmLqjbIELn3WnFn0dlhkneXe908Nb595PGHlt72KAx7u75107q3tua0YQzrur1zOLlZzmfIBUs0xMZj1frx5Rv7+weHh2qsr3/oQx945zvfubq6+slPfvJjv/t7eV68651v58y/cunVxlAUxUzEjdbN3Y3t7Q3vMYmzZ//8mTRNV4bLSRRfv3btYH9//cRJAto/2BsOBjtoZrPy9Mrq9/+d7+1Gw93xONCXqnpza2trf38/Sni/l3WLYrm/tHxyLU2SqqpUozZfvay9M94RQzK63+8vybi70tO6moL58pe/+i9/7d+88sqr1lhE3K2aqXIXzgx/9APvPznoCLBg9HZaELtUac9kJmQKKZ4Q0enGHjYzFpHxDaBnIDwTDiUw6ck7biNgnI5sPYih4eA5YCy4p47HAwetpZ2bmyfPrC3dd+7kf/J9P/5LvwTK1bsHn/9n/526cuNXPvq/nvp48ZEf/4n/4md/NiXRa0jfHMfEXr95+3/7d7/+wu0NGhUf+tkfHWRpjzEsy+29sZjPI2VcWd5SU9fnSZLerZs4Q46sk8VpFIGzYAwnOHQOHCFxBrgnnRGZjIsGGThKLY8YTnRbTck3Lub55sE0XcHMEieMG+29gchDBN4RNygNRUbXK5m11nt3zK8OfHtLGIY5xBhr2poxxgXjMXOCPGcaMVDYjljr1bQGWIq6eRyJSHYgER4AQEUQM+AOco4eGHLReJReeGciGR/uze5evbne6e4eTjuj7L/+6Y8wgGGRN+P9u7duTbd2GQFp641zQMg5ysRDCYjWWS6SXh5zLjBOGIC1ynCKQIClPM9WVkdLS8txmnf6Q/BWcCDwUSSMtbP5oVMztM63npxHreupAkRH3iMCSg/CWqeMRvAEzjrtvdNa+yjijFmrrTEOkMdZ6IGGJqaUMpQdgeJ+ZEyBBIwYC30wxwV6bxlH7tE5wxhwybXWgpy3PkmzTqejlFpZGSVJPJsdImISJ3/+mc8Oh8MP/NAHv/CFLzhLUZQuvH+JETjHsUUEQI5cMBkxxmZVfTidnlw7Ude15JhFUjt7MB4/99xzB9NpiLPf3d+P03RnvN00bRILkWDEWSJj11pwkGVJGktrlfVWOba0cprL5GB/ty7nB/u7eZaR05yD10okcrJzF7yNoiEyFwvPGDAGmkBbow0OOh0WSWVdnCRtXUsuVKsPDnYCSl1bWx0OB3ESc84Bg3ngdwnqc85zxr13m5vbf/Inf6yUst5775IkHu9tf+Yzf7q/v2+t3d/fv3Pnztmz5970poevXr4+m1b31sfGGOe9s67b7Z5ePwWIdBx5HB6w0G4PCu/AGjLWUojIO1ZxfCtSRs4ms+msnIdCTWlFRCKSMo4CB0ByOR0fqpX1taXVH/vQh8vDyR/93sdv3HhttHbyiafe8fjb355mOfBvKjCBMeYA4jgWQhrrkCGzBOSKSJi24uCffOtbZ1XVWxpujsfee6chjmLOuDdWa03Oc8as0kkUMcFdoB4ht9455M4ZIZjzMC/LOzs7mtjamTPGKNO23LknHnv87KnTAqCpqrZulGqbtm51W1ZVWVfaGD/Ua6utdn71xKl53dzeuDudzZIksk63daN1Y+vWWqtUGyaF1tpEyjDQsM5zziTjEKdxnDaN0tbKOLHWIQIBWGOBiJCiOGKMZUW+srZCAIwxY61xVimtjd7b30PEjddfDxIawXmSxEJIY+xg0Adko9HIE/zG//Wbo+EyEHWyzhPf8/hTT7yjaZtP/M7/ffr8uQ+97/237m6keafXSdtq1s2S/d1to+tE8iyOVdvWs/m5U6eds3d3xiDE6QsX3v+DPzS7dEMwsDWTbZJ7SE0EVTc6SGaF0lQqXZIvJWpAzcB6MJ5pAgtIHOM86UucxyiACL1jnHvgmnkP2HKvhe9a/FZlTrh7jxKE35D90Dc6bf6/RkHOu1Ac4xve73RPlxxkJP96vPQfKMnTB5nKkZkHR8EYC8nX3ntGGGTliyz1xX9aa/M8T9MskC6cc0G05r3Psiwk3SVJEqjUwQRlwXUMdqBBOqu1DuBwkV8UfixQOMIfqqqKe1jE1QQuTVCpBZyplHJGBa/LhfXokTRRqZADURRFIMnXdR0SrgOcWxghhv7XwohskRgb8PCC9hkdRxSGAwkwbOEO+kZH4x4707Isw7E0TRM+bTgPC9vuEBAfJHb3JhcFakZg6y1sGxf2y4ug+RA4FkVRUXTCBzDahcsa6oygjQwEpLDsB+CXJIn2RgCC9XAc29DpdhxRY00w1E5kFCMK65zS88MZOmJAYB1nXHrHPDDvq+Q7PFAcvAizdTxKUydAD+QYEIIFsCx0CO9pWSAgIjuifcG9bqjOOb+YEX5jLyZcAudc0zQh8nF9fX0ymR5OZs65M2fOrK2t5TJ33iHS7t7ubD6Zzme//e9+W6n2cHo4m892drbv3N05d+p0P8nG+4cK4S3veMfq+nrc67165dqb8nS/nB/uHXzkIz/35Fu/R3AMwV3WGiLywSuMSCllrQGAplHlfN42jVbaObO7u4lgOYcHH7x/MOhdXMn9XL9w5boxPO32zt7/wPkbNy7dus2E4VLAt+Qfhnt+0WRZ6HP8sfYyklGSJK+//np/Olg5dcpbExg9i8R28uQIpDwyK6rr2vv+eDy+9dwL8XD5e9/3/ncujU49/CYhODhXzsprt+9+9fL1uQMhKTyngZYcno7ZbHbfffcNh8Moit72trd95WtfHy4tv/e93//iCy/lWXH+3H2z+aStqziRaZo55yTDJBLDpaXhYACesjS+/+z6vN85f+4cOXfp0qU7d+7KKD65Mnzf+77v/IXzTz/zNGNsMj1kDNMsXT+1dv7CmU43BTJIwIis1ns7h1VdM855JFFwB0QI/U4hCYR3k/Gums/yvBMz38vE429+MMsyZ/2tze2t8WypiLBVzYz1svTU+gUpRCRjZMJ50tptN82t126+fvWG3J+u8gicweObkwGAd4TfJraEMU4MnXMMkXOuQBPDsiw3bt0edNJP/O4nrr106eIDD928vfHHf/EFF8XdQW9vd39v6/Duze1OmpdRmpxfH08OX7i896XX72S96Ed/5Id/4r/55U6aZgikWmlULLitKzWfHezudpZXQEo7rVmlbHja29bWjWtq0sZr7U0Qrej7TfH0Fz7XRkxLFncKDbsebNLJoiKduynmnHNxs+DQL7JYxFqBsyzmGpzzFEVCWkTlLGfEyWnrrOWAsZBoiXnCI40zA8RG+lhypU01U2SdN1YyETFeYEToeqi2fQAAIABJREFUkSBP+i3j3Ag1Ln3jJQAA84glgBHABZXguw5izudEAkEw8ARtay99/fKFhx8+d/7san9U1dV8Oh3fuDnd2aa25d5bbYi8C60i8AReIHPOebCAjkuRSAlCIIM0inqpzGIx6ma9Xn95tCKimAnJpdBaG2OJKeuIAMJqA0Dee/Leeko5Z5yTNdY5YywjWJQ0YWVy1jpHge/tPZEnR56RIwqpnp7IEXFkx1FXx2nBBHi8RIJHJMYIGSEQMkBAIaJIaG2jKAnPPedi0O+MRmvekzXOe//iC19/5aWXP/ShD7388ssLt457Y3u99w7IExI4IGRgEblSZjotX795c2nQH/b7Oo1ev3517+BgMpsRUav0dDZrWvXWxx5/5tkvZllurV1ZWnXKJ0nStqqqq/sfOBeyJZqmSfPlhx56KMuSGzeuXr16iQExJMkhrO8n1k8gYzJKojge9RMhpHdB2h0p7RrjDsvK+EZQy72XzHe7gzAwXV1djSIZrDuJ/LGHGXy3oL7wbBBHcf/9D6yvrzvn/PF0Yne8df36tYsXH/zFX/wvL168ODmcK2Wfeuqp3zefuHnjFtxTswaJGkM82N8P1pexjEL7PEmSOIqSKF5ZWRmPx5ubm4tLjowTUDCefSMC6Z5Xp9MpyxK9R0RtTJIkbdtyIRjnwVSVoZAsLeKOTunn/9Ev/P7HfvvVl158+OKDX/7KV5987LHDra0Lb3q4deCPm7WLKaII3GLwiOBUmxbp7GDSXerPJ/Obt24998LXHnrTIydPnmqbhhHwOFZ1y4g4oEDGASXy2xu315ZHRVGA8wjIYwYMGQIAZ4iRiIQQ83nZWr9+7hwC7Gxtps4//MDFiHPJeR5FfGkpNKgAwtPqPfi2bmWS/vGnPyPStOgPJtU8yuNHHnmkLGcbd27ppo3NG+Vm+DeEdDVNs7e3Nx6PlVK1IUPkgBEXFkA7AvSIwBhjHKSIuWceiLwnD9oY61xRFAKjNM/CNNV7nxoIRvlt29Z1LaOo1QoB57PZ/nh8eHiobE1Eumk5itXRyumT60qptm6vXbq8evLEYxcfqpo6kmkWs06n472jYI/LWdM0k929F6vn2ra9W20a45HyUTI4NGoX5S6KLssIYimSLBoBDGZ4U4NqXI3QRsxxrwU6hhZC6hknpJgnXcaiSETG07Dfq3UpvAUnPILjwjHm9TdLgI6jY96ojP09kSShXPv3s0cKoxg4DgQLxVAwZQwVkhDiKKsA4N7q+T9gwPeNYdvHRXPoogXqYLDMCt6ei99YYKGFk3LQuQVEEbwrF5K8oNUOXarA4RTHLwCoqkoIkSRJ0KQFT+dFMg0dsSshiiJTt4tuV3AzDvqHRfqfc/5o8C5EYJzmeR7QZtC2LbSFCxPLRWI75zzI7cIbLkCdUqooirZtA+oLRxqAXDio4Miy4EoE5Oy8D1KHxa0eJvkLAWSWZZyLtm23t7eFEEVRBETdNE04aeFODrEXVVV1Op2w2kRRFIB0gIhKteGvkz+KkUgSsfC/ttYCgRAi2KMtlIdJkvR6vaDJTJKEWpMkOUfU1sZRHMcx43xvPG6cibOUCa7JMSkbDSbiE6e0ZDWzRBShl8IjEQdI7Xec0ntkgAQsDPmOU16Cs6VHJEBG336wfgR3APmRDMEhQLiXOOfOfsMik8WJVVoyHqbTTVllcfLYW96yvb29sbFhWqWbtpk1169fb9t6MptYa1Gw3fEOAO3t75VlWRSZt2x/c3fY6UdCGCn+99/49TiOibz2sLM9vvjgxee++DyzBXI2HA77/X6cpXleJGnKpEjTPM9z5OzgYD9JkizJpJTeQz2f3b179/EnHn/HO58EjrqZ7+3s3rrywsvPfFmLhPeXPv30M8Wpkz/1Mz/z/OXLn/6TvzBGCRL8HqvSe2H/wtYl9GQ5srquW9UKLnq93p27m7dv35F5PhgOHflWH9HeF24JkZTOOm8dj+Isy3Y2t65cu3ppMqk6nRcO5lvOxnnktSYHIoprx7xMY3RBrRqMXoO/wvr6aaPdV7783MbGxmQyiWT6g+//YJLk12+8DoD33Xd/W9dNU504uXr//eeXh4O1Ub+eHRity3l55dVL491drXUWi8nebhLHj73l0fW1FS7i5eVhVc0+9Ud/QEhpmnY6BY+49x4lq1Q9uTN2VglkWZxwZEbrEBYrGAt+5ohoK+VApIUUXKZSFLGwRepVHi0PlpeXh8Oh1ka1hoiMsZyLPM0j2SHnVWV1M924dWtr8+6Xrtwy2+NHsvyxomd1E0MIMmEAwMgDkWffDvVxFizUuRAAkPWK8XhbeK/reT8+mUfZpz716b/4wpcO56URWFnYvLnzvkcfvPLp5176+Ofn87mLsfKGSd5W+vRKJzJ04w8+/y9e3eh3Op085QidVHby/NSZdeOdIX/6vEg6xXBllJ5MERGEAC4hdEOSBI41uiAETGz22qXZzqbyDhhncZRKpr222k/b6Ynl4f/wz/77t7+znxnv9w7V7n4zmRmjXFPP5qWat7ZV7bQqtscRF8yT1QaUEYSZjJn1qC1YB57AEQiHIgH03IOM0TeaGceIBTMHztme047zblIwSpBFCCIwbhyAATBADfguSmBUChZlMSmq6nL5zAk1m9+6fOtAjKfF0oGtq2oukWxTM2fBmzSOglGNI7BgvLe5cyQkZyxLUkjzinFIoiRJYoGdRCz3e/edW5dSegJLAA5CeFjYnqzVnIsojnU7PVIrHPsWWkettsBZHMWcS6WUcwQcj5TqTiFikJ0TkbcegJARMg/oguQk9G2C69w9liQIdAxlCEPYZ/DaZowJLskjghA8Dp8wiTtSStXacr6XJOVsNnvxha+rtrlx40bob7Zte2/u0dHG6iMP4D0S4ygkIkoZz6ZzMs4a47SNJF65fn0ymQgZWevqup6X1Qc/+MGt7Z1erwcA1ujxeJyItFsM9/b2jDedTkdK2Nvbs9Y+8MADAFAU+c1br1X1fHmp31Rlkqf1vOoPuu941ztPr5/UqmHIIj9P4nh1tKa1vvHaTVWXTasjxgHJNTOwkYiKYEAdYvqSNGnbJjRzj3MHaNHW///7rA8RyYP1BhE7na7WOuSIE1nOcTAYPProow888MDB/sQ59+53v/v0qTPHm98bpZpSSgIxwEjISEqWJODJWjuZTBaezrdv3w7bf7AEYIwdZ5v9lbO+sizjOA62b9772WwWKqdFYLFSutvpM8bTosvBPfb444d7e1euXFlfP/H8888jYyfW1qC3dFQGHePKWEoyTluDyOJYEPp2sv+nf/QHk8lBURS3NzZ+62Mf+/v/4D9/6+NvQ+TeAzrvrWOAjDGOjCMTnK8Ml4UQgnFg3DvnrFPWcY6eHEaRp6OjZghZHMeC142q5mXMWCElAjCAum46WeogyC9Ie+Ocy9O0Uq21JouEAzcrS6XV4WxC3q2urj7++OOzW5tt25ZlWdd1CLLsFh1rbZ5mJ9dOBJ7n5sGuMXa8dzDeOzTGkEelG9O2StdaWWraNEpChz5KkiTLAKBuGwiINZDViCIpji4zMhHHTAoBJATPOwVj7Dx4kLytaiA43N+vZvO721ve+yvXr3U6nel0mmTphQsXWBSHpAop5WAwiCM5XBoEJbFSyijdH+WEcmdvzo1cuXAGvd0qYuTJtmriSCx3sl43WaJsrlqqATXPmUQDkgySYJwYI+aZynqTKGsBkbG6LilPpJSCIgaSM8ZkFvM4DorbbzQxWnTFjogHx4Hd/58fKH9k7YBvxEfcWzAJ/g1pMP8R9d1L8wyLg/eeguqag2A8SRJgGOwfF0rMhWwvpJ5Y60IlGrBWELUvrCaDJH0xdgt/Kywm4X0CTTpo4hfmnwt9YPCmCmgty7Iw1wrvfGSeceySkqZpxI4Q3SKMLjjTBPOSxedfOM0sbF2Cqj68YficYVNhjAWwtHBdC3vnwps7eMmEY1y4m1prCUFZvbAkDWvvvWYkwTtHKdW2bZqm4ddDiEI424uj45yb44cofBG8NxeBE+E7gktjLCI6d9RVCePKwHkOYRgLn4CwHQTiqNbaaG219iZQDIS1Vle2NZpHRyF+2ugojTR4L7lG0pIpT8QIkQwn5p0DSoF/J240CU8AwIgxOhrkLcAdLjLcvxHyLab2x/fqN5zD4xP7za2lcOpC5m84S1mWjUaj6XQ6n8+vXbvW1npzZ1swlJHodDqDpV7WyeqqAQ8ryyOlVSwiY8z+4QQABGfTzU2l1InV0er6+u72zrmz59/8pkeff+5LSqnZvJpMJ3GaLK+sDZaGaZFnRd7vLWVZtjwaCCF7vV4cpft7e1tbW5P9vXPnz507f4YhXbn66sHBwbOf//OXnv7yT7zvB5/83h/4+s3bN7Y33/7DHxisr3/p2ef25w3naO9hQ9wryrg3uddaS8gWN0yapidOnNjdG0+n0/7S0hGj/lhRzQJ5FrGu66U85+DLsizStO9pYKFYXlmOsiuv333wwfVulu5t70wOSwKmlA5b7mw2U0pZG0yMQAiutet0IudcXbvTFy6cOXd+c3P7lVcubd65u7W1w8DHsTw82L998+bq6uoDF07Gwj/5xBP3veu++86dv3bt2v7enkTOEMe7u03TjEajea3iNKsODqI4HQz7ZVMneRbF0awq92eTpmnAGYE0HAyGK6tpnDhjRsNl771x1nuvrTXGpL1lKUXwC/AOqrIBwDiOB4M+Y7C/P57sH+ZpR8ioao1MikY1dzavVpPJwc7WbH93b+tuOW3S0UlfaY8xy9Ao6yUicgiKaCAk92375otRvODcOdeiIQZZloHiqlKM+PqpMwaxITadzau67SKeykfz+mBt/TQI9urO68/d2kh6/h/9w7//T3/mH/zL//F/vvSZv6StV6ooUgie7CY5FOxzba2RUMq4KESa8G7iJKZpurQ07A+XkiThIorjOO/08k5RFMXa2slsf39jZ1sksZWyUR6AaWuUUlFEaRr3+vlb3voovUkQYOFFzyNoA0IC59AqaDVoB62C6SF4gla5pmkmc1u35WTqG6XmVTWdt1XtrI2nuzPG6lnpWgXGxb04QW7rlpSRjKdxNOOdeWty0hPPT2rVAZTAmIcYQAIx8CZYWzo3NVaQR6QKqN47aJTqpd15VdtDNS9YXVaSAbNKgmfOImfIEBlHzo7SKL1HT845a5TlnIRkXoKzjIs8zU+urgkhgXEkiDgn5M1s3jYapTgSqAMZpQGJIT8OWsAQeMcYA+TWem2CjNDa45wVxri12vsjpxZPPnBpjkQQ5Lxn3lvOBUCYQCyShBkALf4NrQPvfaiVnCPOBecxgMiybrfbzfN8a2tzPB5nWRZK07CDbG1tjUYjOE45v8fPnAEAJ3CePGPEGDCJiFpZjsw5p5WdTCZ1NXceuIi0Nlrr6bx84oknzp49+8yzX5zO5r1eL3AEZBEzxpRq8zgXQiC6sixDi3Ny2N65szEvD5f6hfe2082t1p1et2maz/zZn8WRXB0tP/TQgxlrtNLjvYO21bdu3UbgJ0+d6SwtvfD1lzbvbtz34EVHfjKZNE0TAnLruhaCB5e1Yx/K7xqGJ1rrhBBSJPP5vK7n/X6fMeTIrPebm1u7u+N3v/vdWuvt7e3pdH7hwn1ZmnU63TeCKTwhQBxFWpuDvb00y4zSnHMuRajeFhVtaGaH/U9KKURUq/av8VUDAJnEVdNwzokhj+T6mdOHh4fTcm7JOyAHFKXpl7/2tZ29vU4SjQad7trqj/9nPyMFS5KEALZ39+bNPOsveXyD4clChwy99x4Y7h0e3L1+5flnPr873j08PCi6nYPJ5Ec/8iNvevAiIAgupJSOSArBkCGBdy6wjwRjr994Lc/z06dORUJ68FIg4zzEMTgg64mIOOPkndOak+OcM0CtDZJPhEykcMYQhoAJYARAMJkcpFnHGPPc155P8gIYGO9arThQmiYnVlYfWVn33ltnnXMhCLCu67KqVNtqrSfTaV1V2Wgpy/L9g8Px+FAbMxwO57NZU5VkDYEzSrV1ZYypm0YFv3itsixVWlvvjqeiZBkQ0Hg+ZUKwWGprRRIpa7VTrtWR5OSTSumiKNJeb7R2wjnDAa0xCFRVVSRlVZaqnu/saCmlNVZK6YwDQM54lqZSRGma9hOedPpFlMh+p7/cy9Bdb6dz1hPOEOOsG3k2e9dYg01a3k1Tpom8q2MOAkAIjCRjnB9G8krVvFZW57NIaWPrOSIIUuCdY2iYcULEnr51L1zwPI/uw2Mr9nttaf/9BlfeOYbiDVN4IMQ3hlFhmfiPr28qjkNkH+NHDpZGWSJy1gJBoA4GRBQc/8NkKQzEjpMweBglhXFZQFBlWQZjyYV7pDGm2+2GpIEA8wKbdzQaBcJYSGut6zo4di6A0II8udi6wpAn7LsLI0rOeZSnYWIWDIrDaLFpmjA3W+BAznkINwtoLYgPA4iF48wGrXVZllmWFUURElDTNLXWzmaztm0lHAWjx3Ec0FQIvQiBE4iIgjk4KsGllHmeBxgcPkn4mTTNhBDLy8vht0JaQ/iQoTcRtjcACNF/YXRZVVUY0B2l8wUDHgApJQDei2+JUGvdNE2aJaFFGBi5SZIEdJ1lWeDZ5lEC1nvwSRJLKY2zXIg8z3kkZRwZziNgA4ydalIQ0iAjzj2QA4EQOeCW0HoVf4eHK/HEiZAAgQKNCTywUO94BELu2ILbifQGyZMAeBD5IQbHu0XifEDmf5W5Ufix0O0KHJaQdDybzXRr7jt3tt/vc8mllGkWO2e11p28Q0QRj9EglynFWLeNE2jIi6iAOKmVESK6ef3m6miln2fUybpFVs4nW3fu7Ozsnjh1Kis6hCxNsziJJ5MDALj//gcevPjQ5HC6v7d/7fqVT33qU1/84jOPPvLQ5uaGEHJvpken73v19tafPPvszHmF7Pc/8YmTZ86cOrl26/K1pOgHMH/vtn4vT2Exe9dKE1Gn08mzfHd//6GHHhqMly6/9lpVVUmWMhZA31G3iwN0u904itS8bMnFMmqaaiSK26Sv39nRsWARXz19brnf9yAPDq9JEZMFzk04n2maLhbqtjVvecuDTz311K1bt55++ukf/MEfJs+e/eJX9vb2O93efD5H7xnHycGkaWrOXr60vjyd7P3O733yoQculmVptV/q9TjDWIqdnZ3D/QMiSvLBvHGNas+eP3/z1mvAcG/eyFgC4sbdncFS/6kn35VFstvpro5GcRw7Y8GTNaZVyjvnnbfWcmJJGmttsizJ8tRoZayel7NIink5i5JoeS23jupaT1raur2xtbm7vzs2bSOtytFCa2LBcFL1QbbjiU97aZTEgpFRcEzCY0R4pEP9Nk6zoeOjtfboUHLmUTBRHkzH23tRr3jx0pWltdFjjz/xyuUrWdPszMu3PPxmM5k+/9LXbpn5R37uxx968s2ibP78s59l0/KhdCmJuXPOkwcWOfKGvM1iEow4b40RHNuNA8YIEUu6MwMgZB4ZMX7EOEIGDB1vtoyyXBDPUxlPtBUR5FJ6R16pV1948b/9x7909v4oE3FfpP04z6N02F+K4limiUwSEcdJnpUjzhnL0iTpD7IzawJwuSg4gQyxhUQEwKkG713dWOfJk1PaaaPqppmXTmtwflVNO5NZ6gfLh8BOnyyJBsDAQUHALCCA4EFtzzbmh+bwoJOn+Wi5ttoyQYDDXrfVbiJMxUGClwwyZBEy9D4CJggwrDbeETLjnXOOIxRZksYZRRGXopMlnTwHwNYYQWidYwKFFMjY/Q9e3B3vzarGWiujRKkmCGdDQRtU7FwIiaxROo7EcHkJEca7O2RdCG+AI6O4I/ktHKFEPH6QkXHAN+TLcNy3YoHhGdY/QgQIVDEmEIUQSZYlMkvTNI5jzvl8Vu5s7xprnLNa2xASm2cJAGmtDw4Owk4dNuuwnwbCJ0NBLARZcwIEQO/JOZrPKiCKhaibOYAz1jqC8f7k4Ycf6na7//pXf21puFx0ukcyHEbeOaVU07SDwaAsy24vDSoPa8za2tqXvvpMW80Hg4Gx1ntHQE3TIFJZVQD5rTt3LWE3Y5GMxEEFBCLrci63DyZzS3uT6WRe7R1MsmKYph0hBCIBwNb21vr6ybDmG2PIEyAgfJfM+qSMQp2hlD44OIyiOCtScs6Tv3r12jueemevOzDaffaznztz5kye5cvLK57oyNPWOWNMnCbOWsHYKy+/kqZpp9PJsqw36IcCJUmSUMNppaSUJohDtQHOgB/vIGF58u6bfDJU3QjGJBda66WlpX6n25SVZDzigqzL4mTemFvbWxvbm5wcBysZcfRFmsmIr66cGAwGLI1sOZ9Mp0yKCEAZTURwbErOkL/48ktUTgFIK/XAxfvLsnz3e97zyFvf2hksWWMBj1KcBBfBQC8SR2HHW1vbH/3oR5cGg6fe/vaf/KmffuXrL4zWVkajESInQI6SPAGwI3cAZ5Gc4AzBp5F0zjvnYim9t8Zo4z0XHMhZrWMprTXW6TRNa1Vb8kkaj8e7TrVveeSRmAlV1nmegcNIRq1rHcDyYHBydQUxdGVwMpn8/l9+du3EifHBpDH65Pr6yRMnDg4ObNMmglmjdra20hOrzrk0TWvVhmsQJ8n+/n6jVV3XVVVtb2/Xddu0qrPU2x7vM8aQs1hwB44DyigyqlUKZJooZ2WRlUrnWTIvyzSJEKETSyJyHFe63bZtGWIcJcELmHlmrdVKt027u7NzOC0V0Z53E/SWecH8SjfuSHbyxEpaFIy53mjl9ZzlSa+ZYydKmumkWB7Zpi7yNE+TWArnXHMw+fqrl1+e7g+YS4adaWu4B8kFWeJEUlLbNlYKY0yoqouiqOs6MOXCAORIkkQUKu9FqHf4/hFH3ntrzGI6t5BsLRiAi6Bw772QEixxxsk57x0X2Lbt0XiKQZqlYbQYXPK/jRvndzKE+mt9RP92iJbf1qf+rzK8+estcOhbXt9Miw0pFsfJbFrroih0a4wxnDEgsNYCx8UELAzxFpnmi9S+e2dQYQwVoEXYcvI8Z4wFKV047Ytg9yiKAlP6uCclkiRhjAWP5qBfCttVXddFnIYPKaUMlMgA245Kq2NEt5iPLdRxgSISuJFa6wUZOADRKIoWA0lEDFzKoE8It26gti4ChRhj3vrw1xdmTgEfhqMLsz7ObfhsAaGFIeHiPFtr21atr69zzjc3N+u6XllZCSao4bwxxsJmHTDqfD7XWoczGc55INpduO/c1atXOeehPAjwOJzPugo2xe54JGvDBQoU3LqulVJpmpZlmWdZFEXaGAIAhoIJQIzj2FjjjY04FwbymU5ZLGbVUGQHDeUycc5J5yT51LMY5dzzxSA9HOkRVfhYaBdxYVTd7fZ104ZhphASvGOADAQnp6xHwY9yyYkk50emnngs57MOkUspo4ihPYr4C7cHY+TBc87BeY4sWNWGiFsphNZae4UxnF4/NR6Pp1xs1rvD0fKJEydU02itnfYEJJjwJjDAkSEDZI3RHtETkBDGGs8YAUZRrFp1Z+PO8mp/vLc3Wll7x9vf9vyLL1y+drO5cZ0APbI8zwfDpd3dnfDISBE9/YWnp5OZbttOJ3v99ZsH+2MhOOfoWbLUH9VN87uf/jR6h5ILpbc3tx44f273wsbB7kGw8AknMzQ4QgbvPaI+EJEM7Zg0TYuiSJJkPB73+/1et/fqq68+9sTj3tgkioFIchFJ4K7hjCVRRNZleeo9eet6aVyQzMEzQwkX16++Vq0s60bncY4kBHlN9ojcyDCsHNZaRFDKEOFotNrt9h959C1/9tnPfe4LXzDGdbsRZ1iXs05etHUTi7hpmve+9/21rp555pmN7cNbt26Vs8pZ4gBZLLIs63Y6URRdeX3rpau3rDPuma9a7xyBjJglLwTPivzO9sFLX78qGQsPV5ha53lO1hFRGh/lYQriURSlWZznWZomnLM4jrgAxjDPM9RuXpYvX7782usbB5O6URCJhFqTMFhOpIyiLJPMG1lR5uBMb5gQi7homyaLBKBnhOgBbEg/CzxbeMOAynlrrFJKaR0XRUNELTBknBjnkffggZ06fZK4GBSd5SSrhb8GVUbl7vZrr+zvPPlj7/mnv/I/aQZ/+fFPfPmTn+Pt7ESRSHNIHLWxDHmc5cb5qqoERd75wjtsakHEjUMujrjUnHtkDsAE7iJ5IqwZO1X0b5eVdqhaGwNHY7ijIk+jWOVJAvPq7F/e9A6tpT1Fux7ucIkIZTWPstgDGafbQV61TehzZUUOnBWdTkjqy7udoiiEEOPTRd7tDIfD5dEoz/Oo003SpMiypSgCzriUMN2AwRD2ENioGXTmKIAhOOBHltskEDwAMF4TzJF2ytmbL5xZW1tRtZqO95PRif3NXZPhxnTv7MpKvb8Xp7GalZEU4Lwk4IDgyFpvIvRABJBlSf/EiRKg8S5N05MnTjitppNpMewJslxIQBZ4D6urqzvjvSiKut3ufF4tVCfeSx98k5AzKbXzhHjy1Kk3P/o9USy/+uUv3t3YOC5aiHMeapMwaI+TJKC+QL9nGMTki10ag8A+fOEg2BNwLngcJSFWIUmSJEmcOXrMq6qcTGZaayk5ZyJswWHfjCQPMvuFGGGxXIQyyRxxaaKQDRP2iza0EqyWDJnARjWdTufGazfvu//+tZOnvvbiizKK4zh+8MEHr1275r232kpmNjc3wcLpU+du37596vRqmDQ2bbu2VmjVdHuFddo5z7iwzqVZ2u90g122kPFkMt+bQ5EX08l0f3dczUvv/fr66bwobt3Z6C0Nrt/aOn82N7oeDoez2TTLMq1U6AUjYhzHyJD8375Bw98W6qNvdf9jjHsH00l5Z2OLoczqaGVlpSrry5evvO1tbx8Oh7u7u5/61Kd++b/6J2trJ3Z3x+FQA3GFiMgdBVlYrWdKzadTRLTeIaKQ4QLFoS0XCpcoiqLdHczmAAAgAElEQVQoSrI0SmLG+HEjGe9Nsg4dQcZ5JKWQUghRleX169dDiWaNYYht20oZawLjLDHoDwcn1kbkbJrESqtJ21z+2q26qYGnoTCK45g8CcYRgDG2u7t79fXrp86eScC/66knkLHJ4UFvMPBATMokzZVHbYwFAsRWK0BEhi5EijHeG/Tf9e53zWfzl15+mQBu3X791sbNn/+FX+wtDfNuN0s7yI8uGSfi4IEcQ84QiTwHAoSmqQRjURx7Z6umunb9+s2bNy9evHjfgw8JIcuq9AyllMY6TgQEglAC5UVmrJVSOO92d3eiOKobPhotS86sdcgYMtjf37POHU7nwKhu6nlV7e/v/cB733t+/cSNa9cufPCD2qjpbGacrZtaKzWvKuvs8vJwcniolLr/4gNK6439/Rs3b3Y6PeuhUaqcl2S1UY1rS9uURjXKyLqujbPWOeA0b2sQTIGPpazKKo3jbNBvlAEReQTlXPAbBGcAMEriJM96rt9f45bBKU4VBx0aPU2ty/mtO4eODghBe9dIQdYlkeQAJ5ZHpHWWJkmpJS9HS0MuWM7T5be9oxdlE9vGkGZZMsh7dlYy5ry1ddt0I9kCBMi3UEKGIcmCibcQ+y3K4lDyLsr3wM5amFAtpFmLL7z3zjuGEPAhOiCi6Pg2WGRbcX5EBMdjWdo3oaCFB8xiobyXGrHQvH1bc5p7Edrinb8ppfq74jWbzYyynHMpZBLFcRwTOwqWXUwVgs3Jgr4Y6tHQZgqIJYDqheNLCGcP2CzoA4MhRLgZFlSNoGoLRTwA9Hq9g4ODxSwOAGygIArBGAtpfmFjCx3NxZa28AQKLinBazRAskDUXOgAFwzPoJQ7Dn/3YUcJYr+A6ELvIHBBjTFZmoY4+wC0wuHM5/MQcUFETPKwSi+opIuJZTicNE3bVpVlGaaRge0Z8ujDAS4yIQJoDHNU7/1oNGqaZj6fF0XR6/Xu3LlTluVwOHTOKaWPh2A8nJA4joXnCy7rIqI9vI7ySzk/MlVCNNaAZm88HUTeaWDMA96uDrtcdEfDQ05lHjeuYWlUCEGI80ZL7zLDGfBAeCNPQBAxAR6cc+CQS2EBa+TovGMs4dJ4QBuKG7JKAVEcSIhA4DwRATvyIcCFtfmxP1g4OWHRCEEgfzMHNRdF0Wg0GgwGVdO88uql+Xx+9vSZo/xDz4CIh3mYJ4+EAJzzRAriqIxSWjMAITg57p13zt29e3d5NLrx2o0zZ8++//vf9853tr/38U8W3U5/aaltdVXXStV1Vc0OD1+7do0zyYC1Ta3bqppNGQ/mpph2lmPJuHdZxCPBpcA8T+Oiyzz93Q9+8Hd++2P7s1mWZeE+CePlxbVbTP9apcK52tjYOEgPjDEyip1zw+Xh/uTw8PBwtHyy0SpkajVl2UNw1np/NC0Pch9UJkVmq8ZLXsjc1aaa1sJ57sAYzVHcKykMpzR0IjY3N1966aXDw8MPfehD2rrPff5zVVUXndwYrZoqXC4g4sicd4eTsr8yXBqtz2ezqrZcJkUWG2OMdbNSz8p9IjIgARhRBOilYBHz1jmBKJAJkkSgtddae98CqwDRAXHOQ32NBMFLI6Q4HlMZjgjFQjAiCLpjCzSvG6O9FHHMY6ZNAhg7L+tWaIoYxhxPF3mBfJWLDIAThFipAKHYESf52GPnjWaHlcEQKygOGBOInoADciYIvfN+72DPcpwfHjx3565oHe/JS7s7e6+9vszlUi++/srL/8s//+csj37iB37oh37uH974rU/u/umXVokBMJJSCAnIm9YAj3tpEXFB2ui21dxTygDBOK+dA+8ceuO9JSDGCNB5NyNWo4vKxkEtWcGRkSennWsU1SoxLvOwPlGGCxcnMCicAwQUBF5G1jXIABKW1tKDMN5Z5e105hhAVGpyc+8OyPtAfoXYOOcZkOQuFGFpJNIEI4GMoeAunSR5vuJ7a8sXL/yTn196+ElihBwVAymAAWgGkSFAaslPybdOT5F2797Z2txaP7FeJPymq5fXzr//ycevPP9cW80qhNXlJVeWCAjaIXgBECPftgajuNGNb5uhALS+WxT9pYEQXDdOaz3d3I6T5P+h7s1+Lb2uO7G11h6+6Yx3rpE1kVVFSqQoiZIsyZZkeWi1hRhIt43ETj86yVsnbT8EyB8QIAgQIHHykAYC2O5WYnVkN9xuWR5kqG1KtgZKpCgWWVWsmXXne8/4TXtaedjnHpYoR+lH6aJQuPfWrXvO+c7+9l5r/aYsy5I0FSRRiCwvpFTj6Tw6dUkhYFEiI8NJ8BFQCNzvDa9cvkpKlWUVvcEiCVOSCBwPMoqDkgivkEAOCDHOhiOBkxbzZgCKbD0hVAx3FyKJQw1aJOMh0qA/CMGnWSKlqKoyBO+cRcIQHLMH8BETWwbfRZX7ckIUd06BwOx9YCbBzgEgEbbOCAghkCciJcu6fbS9c+nChQsXL77+/deXJdzh/q4zDbJXWsadEgLMZjNr7TvvvCMlpXnXtG3TNCcuOHDCusLZrDStG09LLXWaZYjNDEQ+9d46L7qDrfU8TTqdbkD+T3/9n+0fHfz9N7+5ur4xG8/iWMd7H/3Ylsl+Me1H/ARjfeHEi/rdKhMA5vPywYNH3vPFK+cODw8nk5FS6vz5p5RK/u2//ZMXXnjhzJkzUqputxsP7zgCj/VHnIVLWngGIGIiRTwLy9m8nM4WZiUR1Y1TamZAiHhgpGNtbW3F7jnLssi8aqyBovDWaa2dsdPpNE3Tfqe7tbHZVHWepIbBexaIzrb7+/vj8VGa6dXV1dXV9aI/nDeuPUJmTNOUjEDE0PiYXMUh3L137+7du0mSJAiuqoqi2NhcK4psc2uz6HY71qFKAobhSr9sbFkxCORFqY4MsLax8U9/7dc6nc7B/sF/+NrXdnZ3Tm1tGVPfv3938/TZlTVcih8Ro40oNG1LJDwHDoGYDw72Hz9+3Ot1rj/3LDNff/ba089c6RS9yhjvXa/fK5umNq0kIRlkAB1CwhggMAci2Rq7t79rrd3Y2Oj1unHKLoikFOzdaHTYWg+As2pi3mmDNd/8+2/U165eOHf2cH9vY3O9OL2lhGLgum3yJAcAG5wk+fqbr+8dHuzt7KQrA6lU0e9tbJ6ez6rZbNrOZ+iNZpsRY3CdbHVeV0rraV3PqnIyn9VtczQaO+eNCTZwM69J6AWfJ3gCUFJKLSLHQCCFEGaV9QzRco7YkeW+7hZrK9xaIkqzpDHNxIkiL5RSTV15Yw8O9ypqxs3EOfc3D7+ulEoLEYR1Wpz78EvG2VNbG7/wyV/oqvSde/dNU/eHvdH48PbublEUe3t7VVWNx+NIUYurMWJHQspEyojMxD4hcv9inbpAk064fMs+cAkjxC9JIAlqVC2VkkqA9xgWLd2yqom0wBMXBPzxxjBL+OuHDfTgR+lk70HVlndirJB+6pxCpZSJShERwkmep3fLENUI68WDJL59IQTnFtSRpSpvKbaOFzzmy0X9WxSYRbwutlVLa8GIX3W7XWvt0j0ldkFx4AXSTyaTWE41TRObuqUnEBH5E6+LuE7iP0VEMbaaEaWM44YlOzRWZpHA+SR9Ljau1tqIs0WbmdhMaqmdc9GNcwlyxhZusYTkwjxtiUIvl1Oc1KZpWlW78/k8TmfTNF3eF0sPGGMMIsQmMB66Gxsb8b7IsmwymXz5y1+el9NOp/PpT386zwu/kFoFIrH0g1FKSSlO7M4w3juLwyJJFnMQEigFQrBV663RWvvWKim7eQE+OOfmOjQbeSC4n7TTcyuPzX43zVMti0EvSfPEcUfp2f5oyT9c3s7R6XE+n3vvu6iSRHlCA9BJFEmSDN4ZDCFVGgO3zhBIPHHxRAA6+Xz5neX054emKj/iAfOeP3mWxetWV1W8CE8/feW73/3e23fu2tZsbW31ul1nnXeOEJEQBDRoQggALACDc25eZlpLZggBaNHHeAv7R8fO+0984hNXnn4673Ru3HhjZXU1Djv6w8Ebt97a2dnJ0+LK5Wc4IPugtW7q2pi6qkpjakG0/XhSU3DeBN+YukbHR3s71565evHchUFafPiDH/h//vTPqqrK8zyWlU+auDwJriopEXE2nbV1q7MsQtxZlq2tre3t7Q176wAgSMTwRmbw1rEPUojFpAMgUMg7uT86VKg2V1ZrwSlKKcHmaVkaG0AI9R5D0TwX0Qpid3ffe//JT/7ct35wb2d3dzDoO9soAiGAAAA9Iidpahr7ve98d7C+UlXVfDT11ud5wZ6JkSDu1LCk5S/2FvBEFLxTIMgzccvMaWBBiSMGQUDogK13C/6I8wGlSMgDv4dJEUIABGuNda3W7CBaVMqEOTGNNoY4dAEuFL3zg2E/SRIhCtumjL0A2llw1rMngUwYScgx4Rp+uOsLPoCAE410ICLXtBCQXQjWE1HR67ZmnmrZEaim1YW1Yd3OwkCd6a9mxvm2AZWlr90vQ5sPLp7qncrSwasmJMYSCZ3k0XGxmdeDvKPKSgSQzvUAWaJHRsQAGEDEQT4LAkKdJEIIF/y02x0KenVa7TrvJRv2WkhUmoSQgYTDxNOHnnuuTtRI0LGFeVPnMlONCdORK22ioa1LW7dSkCTyBB7BCgBkKSAl9CQCIQA8e5i1zrJAcMJycAI4qFAHg40PwXGYJPul86O52oY753/z12TMZxFQAmQCCHAKvA4MgloIFXvv+WA8ret6VjWqKB4c7c8Ud5Xqnjp11DQ2QFcK1BqzTDonfADrg3cIFCQ2zoEkx240OlLD4bnzZzrdXtu2hOiMCW3tQ5hM5rIxSZJ4H46Oj+ez+WQyWapkSaAQguKOTgJJGucZ8Mz5p557/vlEp0dH+8HZ2Xg6nU28984YJfUJG5QQBDBJGeOIXAgohCBUcW+XcvFJ9H+JpdGy4CEiqVRUaSmlNKVEmGbJdDrx3ltrrDNEwOxD8IAekJ/0fFrqBZ6MOw/gmTFwCEgBF9NzCD5VkhkCkql9be3K6tq5Cxe/851XvPcIHPXnk8kknmImeOOtIilRVlWVpukzVy/u7e0EEAcHB2k6bJoGwQFFaSIwUJplIYTxpCJqVykpikKrrHUueCLSDMo6OB5NP/nJjw+GK4+3d7RSO9s73nrvvdYyy7KiyIVcnOxKqR9Tkv0kMjwX/S8DM5Rlub+/D8JdvHhhNBrleTEYDI6Ojl577bXf/M1/1h8M6rrOsiIOsPM8jyf3svBdzreY2dRuQUI6eYOTPF8eD0sPOtsab11dVoi4t7MbV3bMdNJa550iWBcrIaVUnqT37t67fv3605cuz+fzcjqbV3WnN1BKJKn23jjnDvam82n54P4jpdK2MYKE5dC0rXduydzzzsVCMIRgnRNS9tbWm6a6fe++VurGrdssUCVZ2ilsgL2DA8eAIbgQGEEppRJtgpNAMtG1aXv93i/+8i9du35lZbUvVdLaILKsyDoq0SdG4XFrDnmR2mAAQCv98P69f/X7vzefz27efOu//K//Kxf8rJwLIX7pF38x63SEJGObELwSEpgFAwfQAVUAC4GIfPBZmr344otZmh0cHnSKTtQsMnDTNFJgACIRwIUQwmQyGhbdj330pT//kz9Z/09+tZnPH9bVbDaTWn3wAx9MhDKuTWQCIRhud3d2AOAD73/+G2+9oaRMle7kXYHy2uUrwyIPTXW887CdHM3Hx9OjCXkHzueAqihWBkMb/PkzrojMtKp+8ODB48OxbY2xTVs3bVO7wEoECMEAExKEoGXCFABDIgFRq0Q0k8YRutp08vTppy6ePXfmb9+4+eKLL77wwgvf/va3/+iP/uhjn/pZZHjrrRtNXXdXh1rr1tWtL8fVTClVNdXbt27t3Ns5u3mGAq+s9jbPnzrdz0JRbG1tjUajuGJXV1fv3LkT3d7i+szzvN/vT6fTyWTybh7aiQJwwRBzLnYRkfC59AiJBT0RBQ5CUlQuCUHwBOgfAW0+saT/MfjbkwzPkxk6Pdny/YNcyic3naW1+k+1VUyEpyI7rm1blIseeNlvxxNl2Qpa65b91XI7FieTpugCGrV2kboZ0b/YBy59QaPPZNu2MUFBa72/vx+fSeQLpGlatbMo0IrrZOl6soTFdKrjgy7b9di5LSMWlrtifOOiji4up/d4qMRfu2x0n3SXTdNUMD7ZXsZ/io3Zom2TwnN4z8B1aYETIcSIPkUlXnyZEQ6NFyq2ZFF7EWFDa21ZltFnK6Km165du/HmD+q6Ho1GSupI6BiPx0un0Pco3OKzjZFZy/EEIjKCcdY6Z7yTCAsqb9MaFL4xIQTbV5imRMIQNgS75fyN+9tK0lq3M9BJ6rGr0+zU2olvjQJQy8rD+ySEbqfTKQzN726Pj48EQ9LJR3v7aE2mZDdJHIJ3zp84oC97ucUQHN81d1negHiS+RmTGH/8ko4ZA0sCnhCik3SuXbt68+btu/fuW2uvPv2M1joQWWsjiQa1FD6gt0IQe0iJEiEkAHvLzCgIESQm3vvxePK3L79889atX/mVX+kVxcHebpbnSok7t3a7naxz8WLw4fTWhjUhuCCl9N0uEXhv2DshxEc/uObYGd941zTVrByNpnv75WRq1uvZdHru3Llz587N5/NYCDZNMxwOZ7PZe2jbJBaGQ1ppQYsA3sa0HmBtbe3w+Oj4+FglOsolEiGDd8spFQEs8GrwQQkgICnzPCcMRBCcI0EilW1rid+9fZYbaXxKe3t7165dS9P0wYP7Qksh0bYOZSyUBQYmQq1Ut1fYtm1mMwwBre1onRL54CKzbeGSEeEDAAoB2RIgeiQIEhgCy3ZRuBKQAAYlWZBEcNYyB+esd55DACEbYxCBCGlRrSMBEFAMgCHBEskaxyEgQAowALg27PWEOFV0NrIsAaLAjEFYRz6K1oL3FlUCiEAIAITo/yO2+ajEiaF2SqvOsH+wO6nnM93aTZk/f/qMqEpRV0OdZ5JlB0ah7mF3f94+/qu/m8+tHtVYNw2yQAwETFCyayRViqEx6F3KkAkhbMAWkAAR5MlUi5lBUOIdEQnvU5XkWSKcQZIiEyhFG4wXGEg474MzpqxhtWus3y/LVx88nMzmm93V958++/T5C7NH97ktu6sbNre1aV3wJISB0HjLzNazC2zZ+xAYQJBWZD1zYBIhWOecYRYklBCEGiBrQgNimA9HLhmQRGiBT0S+S2hfMhJzDOpEaMrKt4ZcKJI0JlYjiFs3bzeNzXSSF5n1VjI7AsWIEjyD4+jwSCTFrJzl3m2uDJJMu+CMNSrRiNhN0zhnFEI4Fw6ODh8/fjybzXzwkQC3SAI/Oda1VkVR1I1xng8Pjv7sy1+x3s2nk/nkuCkrpYXWutfr13XF4URVgZEOHZjZWUAQic60TqSUQrxr98WLXQ2XE8N4PkY+i1KJUipPcuva+Xy+v783m02ct87ZxeQTPLNnhmWDt3RK/5FSxzMTxx4EIr+UhRBCUvDWQyApBaOQ+uHDhyAkO+ejwAHhydF2LLRiSs3Kai+2hVXTpHnaNE3MhwOPJDEqrqTQpCSCcTZwIATlPTvjwHtCauvaBD/o95++dPnmrTfBu43V1XI+X11Zy7LMmCaekk0bzy+Mo0xnnUrkT3LX9wTP80TfCYCzWWmtb+y8qsqDg72N9Y3JZPKlL33pueeee+aZZ7Y2t6qqGY/HgCiU7A8G3dEoFgcL5sIPfYgnW764yy9tDyJbhgA4cHCWcVGmOOZmXh7vHyyOECWXo/rY+FlrYx84Ho+/KZW3LtOp0EKnSqVap5oF5lkupM5yBkCVaBIghIx1Xls33tjo0RerohBC1htsnjnng1tfHTpTA/Brr79Wm3Z+1AQhkyzNpDBzZgTjPRA9ePTwz//yLzp5UWR5onWv18vS9OKli3mq53U9XOlNmhoB28ZEpzeMeScYXYwIiVxwRSf/mY9//MHDe0KJ3/3ffjfJ0htvvtkf9D//jz8fEELwJ7NlFgEEATKKABAY5IL1NK+rGzduVFV19uzZ3mAQq0aBFAC8bVEqAhaSEHnQ79bz8nvffaWtqv/5f/ofr1258uU//4tr169vbW0d7O5defrpjY0NkSIRShQrg+E3/u4b24+3S9ui57asj3f2rA2Zo5ZYQ3j05u2r50///M//ohtbqdT+ZJQM+vvjsVNqMp9P6/rw6Hhjc4sDUJBPPdvrdrvAfjad2rYJ1jRVaU3dNo1tG2Pa2aQJ7IytjKmcN9YCS9EKASqfIL95+M6hqB4dPvjU5s+1otXDhPryY7/08UuXLv3+H/zB8dHRb/xn/zkA/F+/94XZ4VH9+B553hquTWeVktk7+3tSiMeTg++9/UaSyXZmV1dX4wbU6XSi/e758+evXr06m812dnZaY8TJvHnpzcBPEN6X89qlaaGMVhNCLG1mnXUMZKwF50DoOC2OcPoS64u3wMmsBP+/khueeFCO7eKPl8/FWv9HO8mf0q7vxA05CCkJMOZGxi4uOpcAQFToLTGH2No96br5JJnkhBtuY3jafD5fCjvje9e27TI6b6nSDiEURRH7ouhy+a56hzmEEDvDCDnGejfP87S7+C/xISKhcSlnt9ZGV9vlYljazEShXWw4Y2q8UipSQ5MkiX4wC4mpc0QUFu5qGJvVZee5xBiV0ja4+Ojxx+KKjV1r5LIuHSZjwGB8ORGSOrmSzEwnHuIuRqsvJZRFUWxsbByPDt98883Dw8PV1TXvQtM0xthl6RCfVQgLZmk8NaMHz5IimCQJWzuPpPHgkcmHoIic96nUQaMAXNUpt5wwD6RanYbisO3hgL3PZiIHT3VwbG49OEDkpccmMyuFcc8HwH6/t7a2MbPt7rzcXB2eO70FwV6/dHG8v3/8zjsZYZoJ48A7r6USQsR6Ytm94yKAa1EWRSfqpQ/wf8yqfk8P7II/d+4cEd269fbh4aES8sypU52iJ5BtsAhgwFBkX3mvGYROCVEGJmYfreERCKip68Dw+us/6PW6L7304c997pf/9E//5KWXPnj+7Ll79+45SdPZ/OW/+frff/3lougGx91OFxGKPE0SLZUQhGY+D8QgQ7fbGfQKubaWXL7C1tVlPTk+6l28dOrUqe3t7f39/TjwjQbdy/M+3jIu+EV5SbjkBMWSKC3y9fX1g4OD/nCwtABF75bjqhCCN5YAjsx8rtJWMmoplNQCEXyAIDOttCy6eT2ZLxXXy5lXXE51bT/0oQ+Nx+Mbb72BiG3bqET64ICdFDIEp6Rg9kWWC/ApO2MMNuVakaVKT8Y1IigthRCKBANXpnXOSi0y3ROE4AMxC4DgfaqUEOQ9O+fb4B2xRzAQhAdgv5B2IHMwOos0aQ7BsQcGEITsMCEKSMKHRIpUqGEvfd+pjdXQbnA4LYU2NmkaNao1k0I5S5i8TQMqJCAAFIwcTngfzMDvLnhYNtJLDQIShRAUSAGgSAXhXQhlUx1PjoeddJhlT2X9TSI1b/W86Sboy0oIEbj2bbWi5KkBSaUeHd+TKXedBqE8qca6BoQa9FtmVQiNgByathGeElIMGDgAe0SUxEoIIrTO+OCAoWhML88SjiwgnrOVSvhEhUSDVBKV1um2bR5M57Nh/x3yoVeMR4cHe3uD51+8MBhirXSwooPWLVyCA7AxhqSIuGfgBZVwJiUiOu8DByRiAOuscS5eJGtdLnoz62XrgYRyPgcCBwSQCkgCIECHwEEAAI+BiJhEfTy7ePpcupHkjuazuiBVHk0e7N1WDvpFT0kkAJGBqeaerRSARN5Zw8BSttbKTnHl6Uvr589ZIOPsYj4nQ+sCCaUTsM61bTOfzx8/fmysTZQWMTlHCAIRsQoA7Ha7SZIExiTNQYidnV0XArGTUna73RACs6/rmjnqQQRziHCwNSGN973SeZ5rnSASnmxpi5tXEhFJIYmIRBxZUJIkWmkSFEKo6vloNDo42Ds8PHDO6EQxex/Cgkd9UrQsAZ6lnfUS+wkheHAMyEABOTACoPeOCeuaTdsWmT5z5vLb9x6NRqOoaBBS+rZt21YQRiIDESlJSISM3rmqMpcun4/DKWPKvEOj0QgQOSAAA6PzPnhsW5doqdNCaQwgxtM5ptrUDQZvA/umZm+f2lxvJsdv/+D102dOc1OVk9nKcDVOhONZJmScaoml0v6nCetDRCLwPpRlGUJo3ayuKyI0xnzhC1/Y3t7+nd/5netXnz04PMqybG/vINYcVVV67+Mk2Fu35MJFzyCV6uWmHI+6+L9Ojv8gGJBENAmK7Bdn7NIqPXqECikXUpOmGR0fx5Lu8aNHJESapm/fupXrNJdaZzrvFnkvT/KsvzJUaeosa50ByqIo5lzlWa6k7OS5QCrSrN/vR6aWcw4EHR6PRtP5bDbtdXPTlCsrw7JuAoJMNAcAQmOtDd6HoBOdp1lV12/efCtRushydn42mwXvkW2Ryt5gSDq/cv1ZpXf39vcQKJJ+EIAYSAhcBEGFldXVT37yk1f2Lr300ktlXT5z9eqtO2+/9JGPaK2aE8M3CszBE6BgRA6SARgIqW7qLM289w8fPnTOxdwSQjLOnEiJ0Acf3Xg9g3O23+/93ddf3r3/wLeNBn768pXPfvozDx49/NY3v3lwcNC07ac+9anTp88AATsPLggihUKjd2U7MkfoUQ1WobX379/5l//L77547dK5f/EvpnuT6XT+f//xl3qb660QmxcubJ4521tdRcer/dWqqtuqTVez8xcuC4H7u9u2bQRyPZ9a1wZjQ7DB+SIfIDKS86Exzratm07N/vF0Us5m5fTuZP/+ztHKvPnqF/8wzbK0yJNq7g8P5NaGLMv1JLm8uSEAh0m2O280qUIn9WyuhDTW6CxrnQvElKiprYZ5bzweR2mf9357e3vJx4sISa/fX2qfnhTFPRmN6E6c67Ms6/f7WZZVVRVNDoQQbdsej46dt957cC6oEJxXit6j61t+EkKAfwiOozi9CoteZcmeenLHjOsIYAYAACAASURBVKy5Hy0on3y2y0nYkwbrP0UpDm3bVlWVKK2kMsbkApcI1bK/TZJkMBgQ0dHRUQh+STyL3raxFoyQ0TLrPP7+mJYetWqRph6vUpZlTdOMx+NIS+t0OvH7sdVcRtVJKaPJSgRwIt8yPkrbtr3VYax34w/EJxDxw8iQiUnly6Tv+EKiSnA2mzVNs7a2Fp9MFATGDq3f789ms/iEF0oPKauqin5ly9UVNXhxUiaUrNp6qV1c6v2WgRAAIMTitURyafT5jL8wTkCMaZfayCgsjNDKMmRCKXX16tXXX3/90aNHZ06fzfOCiJJEO+eZmVAysw9eysVVitc/xjctsxaVUpRoV5WeQ3xHdKJzqYdF98z65uH27vjoODseX15dR2tlM//8hQ88z52vfe2vmEUvz9bzrmQvbHgxF+8CcYjR7GFjY0MIMZlMyrJ8VLHd3NgosncePLz3118NHg7Hh0+fO//+j35o5+07O+88koC9IBmYKMrr3pXvLqNYTvC9sBQ7eO+XmPyP+Yjt95I+YIMbjUanT5/u5J07d+7cf/DANvaZZ55Jk4RiwmEKCinUhq1TAbRSxhiBIIUAYsPOBKtCotNMKjWfzzY21u/fu/eRj3zoX//B8auvvDI6PPyZn/lYsbbyr//gC48fPTx9+lxTVU3dNFVt2oY5+GCJWSmBjU76GaVCJRLZ5khDnc5Hk9OnT29ubR4eHn7mM5+5ePHizs7OF7/4xZju+J7BynIjcs5ZY1kwME8mk6zInffT6XRlZWVv+2g2mwFCmqZmMk4W8c2wrB+IoA6mYYlKyFR7QRDRAoEm+NK0Sa8TpTWLbJKTHdV7f3BwsLrav379+quvvrq3v9/pdAhcCMZ7m6fatQYZE5W0jVGp8q7hxkpmNLXUwtomwYDMgpmChwDgQ6Fk44JC6ieCAD0HiSgAGX2hY9CLCgCNszV4j1x7p9uKpIhiVymEsy7pZt57a721zlrHARHJGEckTGu99956aNpLW5sff99Vsb+Nu4/y+ST3XHjIWKBD8G4abKISieDaRiihlKxDYEIECMwB6EnMdQkms18Q6uKWSIDe2IAKEefV/P6D+0mqy/k8ZRz0N1XV4Hyumhac57ZNex1rcTovMU/efPMHw5WVY2hQ8tocSZK3LhiDjN2sMG1F8dBkBo+GoE0IESEALMROIVOoFJnWeheEEDivRC+HEELwDsGzCyhrdtIjM6dCpUm2p/1rO/t6o7NbUJp0TFPXVbXXlp0gcDZe72SPqv0oxuZQW2OC85oVEUmk5VVAFkqpYBpvjJCyW3RUqq1ZOAg6RMz0QMiCVtrOZkcnwnsIAVhksAi0yyWW6AmAF4nH0tRVqBpvgxqEF689dzSffOvGvWBMkWcrg65uys3VoUae7D6upqOAIBAtADKWTd14/8GPfeTa9eu704lFYiSZaNuatm1r66NibTabxdSBpjaEpLUGQctOPjjHngll5FqTUNbBaDrNu32VaNc2wdW2aZkZAFvTxhHeCfcXlh7CaZovKgQQixts+SFJKPGkYW8c+UWuxzh+7B+W5Zw5IIKQIoSFkA8WzlceUcSd80laU/xy+TmwY0BACigY43gxTsS8lDQcDvI87/b6ZVk654TUbTVPEx2CR1gMOrNET0wtgAiRAYhobW1t/+Cx1rqu66Su62o5rweM3v0BtNY2BDOvEp0pJb0P9XxumjoRkoAVQZbkqRK+ber5hMJ6O5/0is7KygoRDQa9tm3TLPU+Mrww7oT4k5vcwDE75IeUB0jBQ7BhNm8PmyCVzWWaaCWOJzMU+nP/6PNbm6em0xGRG42OnZs+evR2t5vt7G4LJXxwK2urvV7v8ePHUmilFCLt7OyKENj72NwTQFvXQkoCkCdj+FjyArO3XmtljVkI5xYZNAwAwdrlko3kKOecVCpWV0maOuapb2HeYjnHvXclIkVRxAiRWZKsrKz4uWGiEY6IaIS4p1S3241Oer1eLykyZhh2c+89gjg6HMdxPllSzMxeAjhvE0Wz6UgrCuCSXFtrRS4vXLjinNvb2zOtK8vm8bRxbj5qTAihLMssy5hpWtWgUhNa8KFqKgAC0lUwOs3Xzl1Iytk//+/+e2vtL3z+VxFRYYqEGpPQjgSHyJP2wjdsfa7bYH2NqZKhmpqj3e0ffHt8fHCxi+mzF0M5y7KuBxEsVORRKes9MykhUu/6pkzfuXN698FQUHj5rfJX/4urP/vx0d/TN2699Rdf+pYL4T+8+b3V1dVf//V/OpYme2r9qCzzNmXPIiGDpsZGb6oXnnku/R52N4e37z/63us3P/jRT80f3B30+/O93bcPd1/ffXh/Xl796MevXrnudg+K8exS1h95nNXV44O9p86eur6++ky/W+49zrLkoGr3Snfv0b7nZnd3F1xg79dX1ufNfKVPl9ZPWQhlXe0dH3W6nZuky92D6WgkpvNeb+tf/f4XdZ7Wtu32h3/51Ze95+NypjqynYXSQpL15vN5liV1NdEkFEgueaj7hxwUStuYQun5wWHaLRr2oJQHsnPT7/RG5WT/wR4iYgd9sN55rRTxwrgBI4WAEtu2CcMgFyskJGLtWuPo6tWr3/ibrw+7g/XV1Qfbj9D5bt6jgF4AIHoEz36YFehDgpTlKQITQ/C4ICVKEiIavgJFe2WgpTApYlBLJ4yldyW8KxekZexp7DG01kQicjYifkmEQhAi0onSI4QATP9/Hp4L6/rIAX/vD+B76APv/r2oPU42ceQnPDDin8DsQ/Q5WKqhOKqVTgLQJIGUsqlqABgOh1Vbx04m4lQRd+p0Op1OZzabRYcJAJZSRqPILEvzPDfGEEXeCDln87xY4nXxSkaDitieEVFZzp1zzEFrBcBHR4fdblcpNZ1Oer2eUrKqyjZ6sUoUQjGzVGStnVSzhba79UVVaq29d8whSRJjjLUmy1IA8N51u93ZbJpkKcaZNIQAoTGNc856iwKzIjs8Pux3e1rHKHkBAFVVxnczhoN775qmNtRGKHJBW+3mTdM01miRpt1cKsU+SECF1BgL5GWaUWBgIBKE5J03xmS9PLB13hhDaZo0Te2cc+0ixML7kEpFwK6uSRAE17RWJlonaWD2zgYhp02LPD21tXrnrdsfe+6DPdnP0t5xPUo6+aieHFeTJNPlfJrrXGaZMS0iZjrBwIoEConxQlh3kGENoRtE19KZrJjvHW70uyuJKr/7rdtf+fN2PB0OdHpmGJpmvL+daRFCu7Uxe2fcHipVFbYm31kbzNLp1n773ET1HZbkRn3ZOd09/1S38FSc7VZlubpxGlGV9fT7SfLdh3fenM9f2z/+7qR8P6RPbV4hsVpvb8v2IUsaa9F4UKh7Juk0pKwLGCaJmytbsmwB90dzoTP2nkFGwbcEJCABgZwXEjTJIs0AIMYHV1UV42Gc9yEG1QLYEI7G46Iozl58atrU2+P9/mz1dPe0AU4SUi4NzhgLico90WQ8ItJZ0pM6Y8+pVEmCpq6apnKBvOfj49FoMl7f3OisDm/cfyC6va9953u/+blf+dSHP37jtTce7+0MNzddJjnTDfqVzsCWzbDTv3f3ruq6up33054IzA5HpnGay6o6l+aj/cOt9Y3h2zemD+9Yaz964ey/f3DXUy60ruq6yDJuWzYmTdOp6XkAEbzwhqsmldBHqQLn1temVcpuDNTj6cE0oyBDR7NvwNWTeV9M0hrXBsLVp2SqJmib2lStXtOzYJrAWhEEJg99lZNVjZJEQTKhC+w9cECiXKUz0VLWV6tb3/qzr3ZCK4wjIhKCsi5zoESEEGrfYAoVzbsBVCmMBN3t1ejzvKiOJpIlsWbUFqiFkLaTRCdSitZ6RSiUxBCCdWQ9oUuEHiDyvKpca2WovCFvVvvdC5evvPiRjyDpGzfevHv3ASrZSbomNJ1ut5t1y7JM81Qo3Bvt7x8ezKqqqGaDuem6+uDo8KxO10SSOEIOFYaRpiZhR7hqtXWuaau+SlTjC1ZpE7hIZ4RHCe2xU2mGHjxx3UzXs2xoUy699dh0e+/Mp+BafTRrGpF3u6X0pa3zlZ5BMZTao3Fs9vrunemDS314WokWmCWVzTQjeVoWPLVoQn40PoOJqZpZ5kG7OYUSa9JKpFMyTQ9QOVbGK0RD1FgTMDC6wN6SB/CAWuqCgreulZR0m/x1oQ8GGYMaeJbeJsGvJnRkR6Cb86668mhWF4bqslvZZFRDLymJZwJ2ZHOt001LuzpuWSZtZUC4JEtBZC3aNCvmdQWpst43bUNSrDfaGEaRZWmHAHUjsXFdTI3zQESgpTvWAesM30nEKgBAmGYgAfIAAAyKAVljQoDowNYNBI8E9yeP8zzPob8q3faje/XOja2trX4v25nvp0nqwGdE1OmG1gjbJs7BrB51V0e2XT9z5uwz1x4eHkKaBqkDg2ldY4L3aLz03k9Lg6RVks7L6erm0DT1xz/+sRs3frC9vW3b4KGQMo8qAKGTsqmj37JS1JTH84kjRAgc2CKiMU3rauORSHjPACBFInSSDruykyMJHxgRBZJzXhAqkkIoRPSB2Uud6Ci1k4qYg7VN3UyttePx8Wg0cm3lgxFCELI70TsIIRBVpF8G8Izhh9ic9r0WdBLTEEIsABAjdI3BBqF00c2F7s4mo3q000mzHELrLDNx6xkAUpo3NUjkVFGbEYGzDQRbdPM3b7yR5ykiJjJtqwnTNJYhiBiia3ewja2l1CpBRmt86b3XiSCStjFZktiWawbdX7u3P+5tXZ6E7PS1D9+5fXNn5zEAIEG/35eKALhpqixLmH0knf40YX1LfoUxJnDwgSaTiZKktX7++ec/+uGXkiRFCMa0t2/f/r3f+73vf//7RGqJ3kZ3CiIaDofPPffc+fNPHR0d7x9s379/f3d3N0mSM2fOxAnBdDqNMVmR1LQMO/LewxP+hE96Fb6rfj4xxHsPBe49wUHxHphOp7u7u0sichxyR7pUnLVH3WCWZb1eL+0WKksjhk4nVGapVPTHU0rpJFFCNlWdpWk1LxeTdYbDg4O6qmIK+epgLdGZMebevXvzyVRrnekEfHDW9jtdYpBIDsI3vvGNV199NQ5OYr1eFEW/34+iskFv4AK33gYOPrrnUqwLIUlTnWiSgpHquvrqX3xlf/ud48kUSb36+o1nX3wp768wg+fAggQjBgoLwT8go5TyN37jN4/eelPU5Y1vfXN47dqb3/7O915+efv222vD/kc/+pEkS7//+ut//Idf+vRnPm3njfDgkB0HAobACqmdV298/wc3b9w4c/bs/cmbb925vdM2maDTp9ehoyYHO/s7u2lZbjHLZjbef9wYK8hMq2kyHieA++88/h9+57/tu/rFC+efv/7suGynmLy9e7R1evVjH/vY2nCopESGlcHQenvv4f3j6fT68+/77vdfM85+5NkX+qT27tzJa1MgmLY2wZngyroZjUbAcPnS5TP29HgyictCa11V1flz51b6g36351pzfHTEbV0ej0xTa6Qsz60PqKUj4T0GpZoA6GXKaQiBmBElAXIdcBnhzAAAdaIEEjgurW8Pj0CKpF845rsPHgKhUBKIer3edOe4aRoKqLT6hwR4KAQBsA+OGZCU9z4EBGIkXkzkmJ1zZVkeHR1NJpOjo6MnU90idhTtwouiiC6OixG7tVVVNU1DJNI0l1IqJbMsy7I0y1IhhFQLta0QwrufGIuXJSUJkU60BNHtSUklSWitjbfROTqG70Xgzlp7eHgYBWbRNyKG7MVGLkIBkVsed4+Y5rfw7xELUCgGKkR3k8lkvDhTT6xBI+syuqQsbVeijDNyI6OZSuxIl0kM0WQl7ktRBbdE/2IGuvR+mRa4NDh511tIiBgKPxgMohyx1+tFXDGCbBGvi9DiEtQ1xsQv0zSNqX1t3cTmdklkfXLnXL5AJRQqlEIoElIR6qRtTWNa46wQghiMM877JE1RoFAkpZjOJt6HNM+yLFVKDfubp8+ceXTvnce7O6vD9fHoAAHr2RgT6uQZSOp1OlqmEXmLytgl4h3HEMYYRYo9U9uuDFd3Hz649/atDzx3TQy6f/rlP/HjcUaK5tVwRmANO1s3VR3MZ37uUy98/BNic+vNm/e+9jd/t7d3fNkgd7PtAnaNzUrosuzNw73b90azcWhb3Vjq9aHbuXT2zOmnzkOWv7R16lilrz96/NVvfes18MNOduXc6TPpB7d3dkJjejrVFrExAWUjg0f2CCKg8PieYE/vo5SFggAZVxcs2OBCCM8husktXQ2is6Pzfinj7HQ6T1+5fOfOnfv370fPnlu3bsXTRErJPiBG+9ZkMptKqZM0k1J5H4q8cLZJZdICNmX14M7dajr/3Gd/6W9e/vor3/zm9Wef+/df+cqFSxd/67d+6wv/5t+8dfdO0e2x84lMQnAoYHt/d2VjrWpnceVGCDhNs7qu68aMJ5M37t576UMfXju3nnW6653O4YNHLTAEP59M8ixvZ2WGRAGmuwfnO02RpEWR9FbyQvcTpERKKYmBrXPeh2l7Zjfv3GurvcmsF1wf3BXIslEtEJOp70qVNKEiMm0rpDTOtcYGLa110V4ZxcJmfmGFJQQDIrN1rnEuhPCzP/uzbdveuXMn+aG9BZbvVIQWEdEj1+wDkpCSAzdVpZVEhyFyb5FZhEIkaZYKKawxHBwEYPYKUSepkiqE0Dqb5LrQ6XBrdfXUZmdtoDuFCf7+/bv3779jjAveYDWZTo+6WZcMjaYj39py35m2mYyPILgVJVbSfKPorRXdFcTc2UQIbhsGJgCJkBDJgPOm6RQZYGiIvBJt8C4VRoRGCtPN0yJ55vr7CMiCM77ZvXtnNCpzkOCh1dQUqV4dFBqTGvePj1BIqVWapoLAtC035vKFM7/0qZ/vJTJxgSeladumqkzdzOrqcF4Fa31rIHgIIfjk7MTVbGdsXVLIRI2FFFobExSyICLgFKUKEKwDRC01MSB7nrumMgpEEvIEdL1WPCrHJgTrQ+1q1cmda6uqSjtpI+sGVZWLTOgM5YoqCidC6bqGlBBU25BB27gWIEWhpSJE8owhZAFx1igXQl33lSTKwMNMOItsEQI4AnRsAVwilGEXiIKk9QZaHxANN4asF7gILI+VKBB4gKU3V7ypCbFpjDHmjTfeuP3WW4h45tTZvFMopdfyoiiKXCnhbEpU142d2CZw0u0ZgAtXnr7+wguOwQNUVQ0yeM+mtW1lnHXWQ9u2TdNIIZybt2176eLT/+iXf/HU6c3zT1189ODBzZtv7h7UdV0776znqjZCyCTrOOfAhywr8qIjAA4P9sfjKrLKtE7bplYy0TolEmlSdDqdpJsnSSIAnfMIQqAApnj+nKj4tJQKCRCYAb11VT2zxpT1rG3aspq1bZsQRQ25WMD1uHTnWtyeP2JW96MZyATvqr6fdAOO52xZloN+RwhRt00f0TobOYCmbUhnWumyntXV3PscmIgIlWLm1hjr7GDYJ0HeOwAS4kRefqLaqOuayJKQWVYsBQjM7wKSKGX0XYsyHKXU1qmttZVBXdf7B3uRnxKC/9FW5afHzeXk0KqqSmmF5J1zqyuDLMueffbZjY2NELxp3fHx6Hf/1//9lVdeYYZYeURvgBjaE6uc+MYv+U4AMBgMzp49G0Lodrvz+fz4+Hg6nXa73ZWVlfF4PJvNlk5rsQl8ki6yQE6fMIZ+j2H9j5rU/1Do9kkeV1R5Ln+40+kcHBxE2ISZUckkzxZ912DQ7Xa73e6TFnZCiKqZYYAPfehDseKMdd5kMhmPx4e7ByNxjCQBqG1bY0ye55HCFCF4ADg6Our3+0meKa2rtmmnbZIka2trx+Px7sF+lBgtKFWlWT+1dTA6TnqFwBhZHByHIk2CoECIhDLLfu7nPwvevvLNb9y5ffP8+fOkNQhZWwdSWGAdJAQBngODBFIkmro1Hd48e05Z8/bNWwe3bjXd7laSfPjpZx4+fud9T118+tpVYdyFy5ero0k1nimlgkic9QqAOKQkd+4//OMv/uGZ9XUGOBiPjsqZ7qAz7Xx2cInok+e2Xv7O9zYGKx8ddmuFrS9r8kZYR2p6sO+MRYJT507tvPX97Z3Hn/7Ah++9enPP8797+etAHoCPj472d3Y3NjbOnz/327/926+/deP9L74QTcA7vW6n6KTWaxQf+fCHO1JsP350MDqqbbu6LpuydsYLSajoW9/+1jIALdoC3bhxw7amWxS9Tnft1MZzly93dGrq+vHuzhu3bwXQq2dPV01rajcz3rUIjgmFVtFqVOpUsw/B+2Ucs080eI+CXdu6xngOCYZAoGie6FRqvT86GE3GEfoHxxHDeDKNgZkBWEghE+UcB/RI7J1jjmSYuIApeHDORbvRg4ODaEITEb88z9M07XQ6cXjR7XajAOzdwU0IVVXNZvOjoxEACEGdTqfX666uriRJUnSypccGwE9M13dycRDAtG1VVcwcHKdpKoWMzVLRLbz3s9ksZjPEzL0l5zPP82VXswxni6hg7NMiC0BKlabpMnJ9yTyPo6hlnsdSgx7nWVF1FrmU8YGWQ6joA7TMDIy9X57ny2DuhfL7hFy6nEDpNFl6z0R9QhwGLcWltjVVVUXdYF3XSZLENy5N04W9DWKv17MnrONlmnwscCM/Ahnqsozfj66hsRtcsu5DCCKQlLIN4Ix1DLjYQpmEYADnfWMqoUCn2rJxLvgQJqP52bNnr1y5IoR6+PDh48eP3761/ez191269HRw0Du1eu97j7vdbqebA/B8POWGO70eSRWtkuI0zXvvvAshZDpLtEbEIVIpm1TTWqp3jw7R1uyav/36Kzduv9HXutCqvzk0zRzbtpBSSKG8vP3GzYNJaTvdV27e++7rt4erK3BYb4umWcuHg/75JMPDxty83+Z47CuHoU/azX1jpg/3Hom6vXzpyuzhjts6vX7m3Nln59vTw4fj/aPDx5e3zlHSOaWSrHVhPunk+dw2jfQegRGTIGwgGTk9zHGeuMDbTwQt8VjyYVEYIVHTNMtTiXEBnS/tVcuyjPGPZ8+effvtt1999dVOp8PMp06disEhidLeO2PsZDKNazsAOOcDQIoZgR/0clOXCO7i2TN/+Wdf+cQnPjE6OHzm0sWdnZ3vvv7aw73t69ef/e3/5p//1Vf/+q+++tejg8Oi0w1tk2SFKqQhe+IzgggUtYtNawCFD3j3wY6SP0B17fRZ9Wv/5J988//4l5hnh0fjfrfL1hVCt6Pxeq//3HMXPjsEyYgQpA/COeEdcgWelZJJVzPz5cF1m6jjQu2VpazZbB8/uH0nHeb7oz3crzZOn4Px2PaxDSEtco/sFma8zC5yiQkJKUAARiSlFAgO3rfWllX17LPPfvazn715/+7hwcGZXC9ZB8tQ+JgOzByY2SvRIPrgBZIWmtgBeSbvQgjBs5RCkh1VCRBliWTwAQi9a9v+YNDM5nNrTm9uffrnPvmxj7y4Pz76+1e+/fhge/fmq5VpB/0VFMpbo4DmVcnzQykVdMrS82Q8sZVLkYZFejpJ13vreZakgGCMRgHzKTFAAiF4BEAk7UECAVCVJSWHpNeZOwcYTGBL1Cqx9tSFi9ef+T//zR9+8Tvf73aSw0mtC+qk/P5zF6+cOu0bV6F0g/65ze75jSGN7M7O3q17947Ho8J3unmBtTPOXzlz/tOf+vnB2gCKBDopAIBWkCbRrBaQIXhoKrCWAXBn3hzu702OHYTWGDuvDh88xsqwdY21tWmzUZ0elca2HKxEDuzJB1vXpjaaFDCjR5XY2SA1JZVlkw6HtXeJpNlkdmrlnFH1NDEHHfFCmgbD2lHeonUeHQnQpnEiz02ezoIfpU4IIQHZB8GghKTAKtHNrBQ2aCGNMSJLZSSUCCQAAZ7RksDg24AYhMDWKqYikV3SihGMVanmk6bEAVoARcTMUgiKrM/AyAwMTdMknc5TTz11amMzSZK80yGt5vP57HjE1jj2AUUD1PqQCwppdv6Zq2tnzo6apjVsETl4Z0PbWNNY07YBqWmaGI7KzP3+8HP/+PPeuePj6tq1Dzz//Euf+xVPuj8ajebz+aPHj4+Ojo6PjxeJKSdzT0kUPGdZJgS1pj46OhwO142xCDLPivX1rV6vP7clguTAwIwkEElKQsQYeIOIHIKzbSTI+OD+X+reNMjS6zwPO/u33r33ZXoGmAFmMAAGBLgPuIIiKVGKIomSrDhlRbISlywrcil/5KiURJZV5arEckWVOInLVZFoWRZZMlcJAgVRIkiQILENlgEwG2Z6m17uvnzr2d78OLcvmkNalbiKFQk/unrQ3bf73vt955znfbYsS8fjQZJMSpm7vm2KSZqmYRhWq9Usy5Ik+W5E5+Sd/7HAuakaHJPjZ3i3Eh7liGIAyPMiiCLf9/04nCSJs51bMBhZKfPRYKCKkiDfGo0w4pQARtoaTjmhnHKipUFHdhg3YHU1QoAwwFs9RkVRIAIIED1an11k91E5MBJCDAfDLBm7Oa+bw1JKvt+dWOz7OmjHBGut0yRlgnl+VBQZZ2R9fb0+ze0M0jT73Oe+UK3W/v7f/4Wnnvrai5deshZmWizH7Tr4544+szhyN+x0uM7NL91haGVlZWlpqdfrOfuNlNJBqeOl2A6Xz3zbdzig7kjNPp5beLw69rsvNccHzi5Eq002Took7R22EcKMUc4FpfRIXsU8z6u1Klu3bv3lk3/BGGu2moEfBGFQq9U451EYRUHAuMeFPzuxuaH7VJWndavZzPNcFrmLcAAAl6lw4sSJhYUF59s5PDy8efOmV60UWlJfEM7SPNdGM0oxJYXRb1y7enB46Ie1Zj0WBPsev/u+8/ecP+/7PvZDRRhhDGOiATHEEDDX8YABAxAvjF+6cm0pECHBdz308LV+du2NK7VGUyeTGmFnVtdee/aFU8trb75+df2uu0IeBEHQ00ZjIJRgbbhFb7v3LPfXOwAAIABJREFUvtbf/XtxFCuZV6rV12/dfLq7eXZ5pdE/JJ3OI8trnzh7Zns0aU0mbYJRPVY+m1gV+lhIUyechWLtxNoD507w7b3t115f4YFX8R577P1BFPq+d99951aWlz71qU998pOffOHll/Y77fwV0xv2tTXYsKzfRxZiIe49farqibP3nrYUlVKWUlqltZRZnmsEjz/+OCfUALgLTyqFMY4rlSLPCSGHb964NsnqlUrkB82lxSCumDh++/veV2hsDZa5QoyUoKWUeZaVRVnkeSmlVkqWcurbUZoaxSwRAIwHxA8JRYkprTUBw1maFHnuon+1NkcBj4oIBkeFOO5yVVZqKzEBLqgFADCEOve5UdalHDEtbZZlg8FgMBiMx2OHT6bMsxDO4Ho8pGTm63P3oxCiKKTW0hhTloWUsijyosiDIGjNNer1+lSPQfjfHK4PHZGiM6qNIMQYIwhLrY0xzOOz7u9ZA4ErPXe7hetVdwTgrCvWDfbcVNJaG0Wx02EWRTHrfpiJCIqimJkAZ0kV7qsOVx/txzV3g888M+6Sc+YuB85n4caODHQhNA4cuj3D/V4nSndQbba+OY1us9l0S6IDhA7TukGV201dic7xbkD3ifP1uadpwbqxmVNkKKXAoWKMldbuRRBAOOdFWUitmBCUUQAQvu/7HiZEKmkRcJ9lslBS16rVe06euv/+B8ej0eXLr7/w/PNPP/30eDzm3N7eP4grNaXsBz/0WLRY19pMZA5KMUqtNrIsQWl3xeZ57jhJB9ed27AoihajMYKaz7euvL59/XUhyFe+/KXbe1uYamkUKiigCLS0skRABeMasEyz9n6ni7vPXbpKY78kZHB6xSvLsjvsHO6ZKChr9VY1rhO2UHqjIjGRwNrOSSSEd6vMPv/si6Oaf+0lTOebqUX1MCAsKEbp55OtZaCPNlfWReixUuU5cKOItZRQIFxjDtOZIEHYIXNCCGBAGFmwxlplDHdKYIwQxpRSqdQ0zQUjckQnkKMSeUfVOl8KAGxubk4mkzAMBWP3nD7t+74y2h0KAaBarWBMZFEYoy2AVSJNxkZmBcOyLCbjye2dHVXmm7febDZai/PztBrV4kpcjRnCv/Tzv/AD733/H336j7753LON+sogHdLAL2QZWo4xppRhQsCCMtYPYx4S7vvN+db1rR26XCurtb947rl4YRF7/ul77/UoZ8rQQkaNucVqPQp8JPcIppyQgAmf+xwB0hoZzQgRhFqwaG8Xe4xVAlbKqldl1crJRy/yZjSU6d6tW5Od/TmvqmGswWIhNFhM6WzXZ4xzwgERhCwCwNPNHYzWhFIu+I/92I/VarWXLr1UiWIE0t1QAAAWZkyCCxYwxkiNKfCYi5rg1BglE2TBABgtpQUlMWJ4jnFdSoIRZcRYU6gyCoMg8h+8/9za8jIlZJj2P/v45/bb+4PRgAmKTEmNJLpg1uaTcV4oKvXb19a1lW9uHWiJ1uoh9oK5KGiyoIpwlTIurZSlNNJn3I+jehxZWfayhAFBAAxjphHBOA94kk7i5flMFRmBDNkEI39+vo+V5OjCD318qT+aW145HPU0MXefPtn0gkBiDrQwuGftYa9j4qDG9cLyclirbu/uIoBhp63G44rR1158+Z//o1+NQNNKpQxC4XHhezzwg0roVQLhB5VG1Y9DxjkL/KBZN6rkFa/SqM9V6wKxs1QIwjDGiBJDkbVAjSHWaCWVLLSWeZpnSWqUwRZbqYy2YS954ot/rAipRDVNmMv/IRKxwqRZEdWjYqXZ99KRICby42ZjMMkUQiXYNtK7PlJ1LwGtMeKMUUCgDLMoJNRKFTGG44hYpDGxhLC0pBRjihGnDBMPYWIx05ZbZAnS2iDfQwYpC1opZAFRThGybnaDsUZEIcsRgqOWIASGURYFnu95tUrl9N13e8LzicCEJJP0sNs11rYatTCOQ4LCuXmT5aP9vXQ0WrvnXGVp5XZ/RHxvVOTUC4oyl6XWpdZSy0JOisRtSZzxuFJZWT3R7Y4AkFamLAmgolKp9Pt9znncWLi3NocRTrOUUkoJnY0OOUG6yAlFjNHJZLS7u/3cc88lSSpE0Gg0PBEMB2MacWsRtpgQTiklaEqfg2uRR4CQcjZbbVRZFuPxSMqilDnnDCFUFBJj5AagURS5YegsqeWt0zi5Ew59t+4JvnPuPOupcs9FCIEJvuv03UEQtQ/bBgGiBLD1PEExHvf72SjxKDZIWdf6hyhB1I0tc1UWUhHi3KXEWWZmMVqMcwBs7FtZfZQQsBYsuEw1B0lKJWcx2vVGvdWojcfjLE+PUrW/7zXI31+uDzuuL8+EFVIZz/OGw2FRFEUhGSZSys997nOvv/7Gr//6b0gph8Pxi5dems2tCSHdbjdJkka95QqpnIxlli7gWn3dIcnt8VmWdTqdubm5OI6TJHFytXq9PrN0z4IrZm1psw7i41+6g/Gz1iop3QIyk7G5Q5jDY+6jOznN3jBKCMMYIaSNBrCAUFZMjstNGWO7W8YYq5QiBLvgB6fMdLaiarXKgxDRqYI0CIJ6vV6r1TY2NsIwfPZb3+52u0tLS/V6PcsyN/odj8e9Xm8WiftWpnzAlTEGrDZmGrNrjMeF4Dwt8kmaINo1WiGjKVhf0EG/02g0GPfnF1d4GLUWltrtNiIMEQIWABGLSWlNDrRxYn3QbR8MRyrLIuI9fP/5Sy+/5AVhdX7+G1/7WhDH5y885EUVHgRbO7eZsIpZ4JgIirQmGu5aWX/XgxcQQrkqCqOf/Z3/ZfswGe3s38dwUzAEuh4Fb794MZ1fLMsypbwny7QoRSBRoRph048iIEgS+1/85E/0v/lqXfEtis8+fI9Spt1uj8fjX/zFf/DpP/70ze3Nm5u3CKOH7cMgjrQsszxPbu9mQOpeUOalxkQEnFLCg0AIjrThiGBKEKNhEGCMrTFkZoEzWkq5srT8K7/yK5evX/33n/q3eZoabVbj036lmlDGKnWTSkJ8CzmpeEANR0gcvfVWm+OkMULIHHZllqW9wbDbHY9HyshMgxAUjAk4J5QJTG1hHBMuhEAIpNVHVN/Rw1qT51meZ34QM0YRodZabLFzSRljwKAsKYfD4d7e3mAwcL6+GfN81AoKs8BGZ/Nz8xStdZIkeZ4bo2cceFmWxug0TYQQUhWc80ajwRgDi/5GcX3uhWacO/yGMXFJUe5On9FELhjTbTPuZXEdAMeHPg4pOULJDW7clG5aGKOUi7WclYa719Pd4DPhivvE7W3uodyjZVnm4JY6Zjx2v9T91HGiz21gLjN2lmg1Kw+cMbSOqXMfHcZTpczz3ElSHbJ1ETJTgo7SOI7TNJ11xE9TZLV2jmWHIlQpZ9Ej7tTiVA/uybrHAWkJJh73MCbamqJQQRBoa0BqTIjWMtN5icny4tKFCxfu2jhVq9W++IUv/NEffvqZp78BAIxygslAJZ//wuelNkG1ervfrlRq9509tza/mPRSnzBsAbQxdJqE5LyXsxwd94w45whkq15J9w8vPfsNnYx4vbLcjIeHaNDPhUCI0e7+7urGSliJzDi32mBMH3roHftFTgi566y6urM/Go5fxskHF888HC4We+3dcefV4vbS0vyZoFFFAc+KgEdUlnK/oyN/dbHR9uxOnm8B0t02Yp5UtomZ0Gy/Vul3R7x9oOYWTjcqup8BBoIQsYARcd1oBGECCMByQtmRWR2OTKzOv4cZxYRY5LLTwVoLR7S/q3Ezxs4ypRzDnGVZtVo9c+bM/v7+/v7hPt6t1c9JKfvDAQDCjFYqlWq1yjjJU2qMxsga0hCxP+js14KWLNPBZORF4ebuzsHh4Z/9+Zc/+cmf2jzc44R+8xvPXHzo7Y/86jvfdb8/2Dt488rVg73b8dKc9QgGhCRYbbSDpoAIxsL3iYX+OPHjSg2Rl69cry+uvPza1fdcvPjRrPjS578YeX7N9wUGvxIhnw+L7Lr1BGUM0QDzgHIPkSiggS8EJWWaDge9sBllFIpmPJ6k3WTCLFHj5Nx9D/nhXKPCbnQOhbbM83SaFWWRSI2rNQPAnKCTMkKoMhYhwBa0tQQjQKCMlkrG1cq5c+d29g9fe+VVcqw7EY5KOI7CJKZnUwVgEWCLaGm40qzUBIGlWFBegrEUM+6RiV1aXhSeyIq0Vltqthrnzt7r+/zWtWvPfPvrjLE4YEU20lq1oogLmoHxgqAsyzId+7laiKorp9b+7iP3T4ri2srmrf29XGkALCwOdCmkjZjnE6a14oFozLXiRjWqViaTyWG/A4AZYGuBA6IAvudnUu7uH+7LrHX27jG2L+/tBAFrLC6dWlm++95zO199+rDUJq7e2Nvcuvx6xfPH+10BNJkUOSDebNxz4cGl5fm8LBqt5u32waDbE5xGvlgW4UqlHmvkFSoYDD3ItTWFKgstJ8ggTi3BFluNrAVABLdVYTFCggkhIhH4hMU8aNSazPdsKGg1VPMVtliv16srS/PL8wv1WqW2tNhijHohohwhgqIQjSbJn32WIIYRGU9yFARUq8iK9GDAGf07/83P/8Of+dlweKX9P//uYSpHDCYCjbS1Pmm+4zy/72R6GPXKtLE3MW7EQoxWRlsUBGGiLOeeKUqsgbGQ1zxDkMGAMTDAGLCVhgGmXsB8ro3uM6k1lIwmHEliuVaIM/KWb50AwgQQJqRWrWJACIwvvFolCsOwFldqlWpRFL4fdTqdw17X9/16vRZHcVlk7eEEa80A/GpjaXlVnLhLUpFabQptEcszqaQpy9JKCxqkNFmWWWuNAa8WRZW6AXrtze1GvaUtFIcDRnkQpCVhGCNsoSgK5xRAyIKZnpkRQpwgZDXCxlozGg0P2/vt3mDjxMk4rqZpmpWqNb80yoYIXJUIQdPiBEAInKkIAKxV1qiiKLIskVJqo/I8m59vNRr18Xicp5nwORJidqp/q5zjCLnhaVwO/PVc3/HSl+NRwLOIY0Q8Dbbb7w/GIyeO1yUISq2SusiZsUgjRCVnnBIijSm1toQZA1XGmRBGlRgBdd03xiA8ZWWMMZRyR9a5TRAhsBawna7SnuclSYIIDoLIIerxaJynEyGE81xorYXg3+9mLPb9n7ZPeba8kHEcu8n3aDRimFy+fPn3/u9P/dqv/ZpTDQnPOxb+SWa1Hu79k1JOJhN3fJkRXy64bNZtJaVMkmR5ednzPOdZcvl1x0t4Znuhoy9mV8ZxHOgsK7O/3FrrB8EdQ4VZeMysL3gGR6c8sp3yDBgQwYRiQthbXIrLs8jSMooCRBGl1Gprte5l/dFg7I4vCKGwVuVB4Pt+o9GI49idZtzhNUmSRqOxs7Mj4tClAnqeFwSBm/27pvvJZEIIieM4SfOwElNstZRlUTDGKKFKSkQtGCsoA4yqtdp9Z+8ZjwaDbnf1xIm9vb3S2INep3fjRr1xuz8cRL7ACFtXF0cQ4wJ5/oc/+liVU2zNzs03SXtAKM2Nev3qtWogtm/vXnjkkc989o8/+LGPDyaTsF5VSrl2GowxICCACEaD/rDerGFCH3z4oX/43/7yxr0XhrvbZOdNunVd9zpYmdLnY6XTUpsQ+Sxo1Tzqca1SmSTA4cSJEyur9Rs3brRff23Dn/vW9i1qBsur69965ps/8iM/olR59uxZ3xPrJ9eHr73BPKGtKYpi/cRGf1Lk/VGdMqP0cDhcihYVWAvgUcopQ8ZKd3o2hmJCAJVaO3GU53ke45Qxz/PqtRohJIh8zw8AYJykqF4vpc6kqlSq2IfACyiUUkpjprlwnBAEgI6mDAihuNEUzTmxfopYC2A1NuPJIEsH21euyE63KEqEHQ7BLj+tKAvC6XePu0op86IQIkCETavnZknuWqdJ3msP+v1+u912ldkO183oo9n8Is/zNE0dJHDLrmOWsixTSrsVXCnpWmUALKUUYevSRz3PY1T8DQrtPHLnGq2NMUIIgihjDME0A5OAcXDLLQhuxXCklps7zpDw8S4E988gCFxAJWPcwePv2FqOTRkJYcfjFmdBoMfXHMfFTVV2R5oCRzCGYTgLTZ2WqVDqiCBHFc4kqWmazhyGM27Qocrpzx41Qzoj8XEebwYs3SO7x3RP2c0pnWZVa40wOi7mnPkWZgV9nHPGSBB4BiwpizTLtC4JpaVShcwppQZBtVE5c9/d73jkXRtrJ3Z3t3/rt/7p5z/3+d3t3TiI1tbWzt5z78bGRqnzZ5599o2rV7M8e+rrX2WMcUruveuUyXMkte+LoFoZFXmaJ5QT4QeIAELIgO702qPRyAlle6NO2WzuXbu6uXnj/KkTjYpfrYTbFEetcKFWJ9pm/W4p86ofSmulBeOJQZqSKNrZuV0Yu7qxcfnqtcOO3eO9uyqr8ysrQTWi48PDw171ZKh8AchWMutZ7DXqhuJSw1pj8TYZ3h4lAyDImM7oUPlio1YrvSBj4zcmI0KBNRotnwljhEEIEyBEYWyPOogtfgtRWGutJZhhTAkB5OIap2DPqXCtdbLQO5q7Z2HXbnN0ybTO1jsYjHe2tgtZKm3nFhepxVKWWZn7QAkBzhhCqJMVGnSuZeBRS3E/Ge8e7N97/r5zFy688eabN2/v1Bbmrl+7tnfj1lpj/l/+5m9+8OLFu9ZWf+rHf+xf/+HvdQ5u81pEfYGBuYuccU4IwQhrra3SRV4oY5bXVns7N3vtHgJy48q1X/rFX9p889b+7R1rkSbohSuvYaNbjealVFKMCaICUw9TWxQVz1teXFieb4HSg4na7l/HlWBpsZG3qgfJXjlJwzhueuiVl79dtDs1qiODOWcAuCzLHBSfLsBuNwKEkDVACNIAyAIQBADGWsJZtVZzIyGlFMX0LfbgqKbsWBHOUZu8ISovylJTa0NKgkBgnyOPIEqoEJ4fhDTSRlVr1fWT69VqBZDZvHVjf3ebYdxabOpSQp5EGFmMWJkTTdeqlf2t28TY04ur97z93pPrp07fdZq8fjkfTCJpQ4OVNIxzsAZbRByksMAQ8jjxGbFWl1ppijXFFhBYRIAYhDDY3kE7ajQMmDwbtUfjN4fd/TJ/z/vft7S2fjCe+JnCTCRZqamdX1j1Kv7VN6688cqrMQ9MYQwmlVFSb8wvrqKoUtvY2Ng7POgcHq4sLOh2++6FxZUwQAcHgbZVQ7xSGWMaXLAwUNYQhrUxhZIGNMaYYFoPfIuxBmNKg9NCIILKiQyTxEK7TAoKhcCaE84IKA2gfcHDKAoqlahep0HAhT+3vERp8erl1wOvxWyQW0BpzoW3UGtoW3aKRAhRa7ZQMG8CbzxKCgoltjk2rZX5D//0Tzz4sUfRuI9MgQ5TlGVoNDKTZNIflGmejMZlkhalmgxHSsogCIr9fYNAW4vBMItCS7BhglAv8Fjo51oWgCliXmXeq7RIHCKKDHKtTdNp5LSTDOE4ihmmmEAljMLAq8WVaqUiy9L3/evXrwNAHIZMCGscEiBBXImEAGN1WSjGCaHjUhHfT5IsjOI8HZVO2CktAiTLUlmwFqRSkbUA6LDdi+NadzCKKzVM/LxUhcwVJZxzDChNC0pLWZYYEGVYcO5uWAWGgEIIijLt9XqHh+27777bGpRlGcYUI9TvD4nnZEfYAgIwcCR4OWq7ACkLWebuIGFBCyHOnz+3sbFRqcSbm5vOpt4vC3eq933fOZaPtxATQgi909d3hz8LOcPkd6pAj/dmOeg4Gk6SJHHWiTzPGUKCcY6N53khw0VeJkZTzjBh1gCyBBvgQoRRpSiKTEujJcZUGwsAlBHGGCCMXND3kQbVGGONscZQRCjGlLIgCMqyJIwGAXLLfBAEnOEoivzA833fGP23m+sjGFuwGGNPeIDAvYtxFI1Go1u3bl0vr25ubv3qr/53jzzy9jAMy7K0BmaKskqlkqZpt9udaVRm/JUTWTn+wZ0zHHirVCqTySRNU6cM9jwvTVN30cwcnzMF1x0lsG+9HIyxI8PlrGX4eBPIjAx0R6I7HuSt6Nij6t3j/TZvtTMdmQmDwJulDsz+gFmrMgBkk9QmGca4vbc/G9wyxjzPD8NQCCEE96qxO0EKzsMockYdz/M4Y0IIz/cZpVh4aZoyIZjgPuNlWRLOhe8bpRmhCMBolaXpG2+8EQZhc24+ioJ6s5UX5bXrNzzPy7I0CkNLLBCkpFXI+owXVssi/Q9ffiLyOCM48v27hYcpfe9HH3v/j3zCUGopk8ZW19dWTp5sv37ZMKqswRgYpePxqMF9z2MEk2q1KpWxBK+tnfzxtZMop+G953mZ4uQAlZkqJaFib6Iu/dU3GAmoNr61JS2btbocFh5lP/SJT6RZ58+/+Ocnhffq5Vevt28/8P4L+1ubFOwXPvvZSTL58R/9z57+1jP9QV9rxQM/zbJA+P1OF1HeqERGyxdfeL5ZrUij1zdWk3RSyHLc7QrA0dwcrdQYZWmaeoFPrJlMJgsLCxhjaXS33/uDP/x3pZGCM6WU8LzxeOzGSkVZMu5pA/fdd2YtQv1OvrOz22jOaWsdBZ1lGWPMgpXaAkBKrFJaIjotUGeM1xrNakyNffWgEzBhdIkxllJprUFZwbnBQDCxVruLXwhhAL797HOPPPwOTHgYVgjB2oLWWmk1SZLReNg56O1s7g4GA3cFjsfjNE2llFEUuexgB2Bmt5vv+7NMy5maGgBJqbXW1pqiKFyEDCEkzSae53me12w2eejNWKnjg7e3EkEx3FEKD8em5rNai+O57f/xrJbvuAfv6DezxuCjeaFT/QkhknFaliWj06qiMpcO7FUqFUf9ORrNtYfPpOauks69OEmSzO5oh5TCMJqVs7tb3iXEOHoWIeS4NdeS5xYrF5I5m0ROJpN6ve6ayp0lwIVtuAAV9wRnNjz3jjsA5haESqUyba09VirofqMT7rrvNMa46ggnVXDjRjtTGSHknGCOKHM4AQDcH+9Q34yr1GAJZ4QxINhYa9B0RuY8dRpsPahTz+eUYMERpSLya7W6QRrALq4snzixHlaD/qT/+J/8yZNPPvnaq5fHo/Fcs/WRDz/20IMPNRsNRhnBxK+IjVOnhO998U//9Ctf+YrE5LlvfWNtYa5Vaa7MLWopJ2nKPBGGYb/fv337dpIk7XY7SRK3QRBCzpw544lyeKvT3rry9nc/PO+xWuj7FJ9amMsHo5W4OletDypBmg49kjDPW924K8VspyieeuZb22neKdXC2sb5hx5e3N3Z2957KkqahL1j6cQD/MTNId06PDwIvQVKlhU2FkoPC8aZgWUcnmGEtha2s/xWMigZy4zcTfqWkLASTgQ8n/Z9zO+vBM2RDQpFCTY+ybE1BOtSVuMKzftJURRFwVoMMJYEDAKLAI7ighwsgSn+QHbq/TtS2RwdGo6xzcTNbhxzSDAajwaLK6t+EBHBEcJFmROKpSzASIYhzzMl5jTVBVK6zOM4fNt9D99/4f6RKv6rX/zFt128+Fu//duTra0H77t/pb6wu7u/0VxMR8nmjZvL8/P/03//65/63GdeuvY6aIUQF5xYq4SgWmtlrPBDz/dlXoT1agnm1PKJ7Wu3Lr/48s0rV+tR+PEfeOyJLz/R6Xa8IAytvLW5O0lHm+MSpEEIY0SJth7noEt6e7tZi+85eaLZqN0u5a2DTvrU11dOrFcRW1peGBn5hUvfuvbKC0FSfLi1wjGzBjFEBOPUQJ6kNAwxxdh1PGEMGEsXaITAYowAYUpkkS8uLWVF/vrrr4OxxJWbTTd0cyQmmHIaGCNrrdUqQL6vYb3RqmDSCD0RCRzSfjJCGEVhtLSwCFGFMqqU3L29OX69b43GoBkyzIJJS0FZgG2EQHg+sjpgbCGIPvyhD9eq9ValYZTttwfPvfYnjf3O4bCfIhRxZhFTCgCotUYiNJClwLgR8vm5uhd5GVhgWCooMcYYcYQAGWGwRbgZV6RU1SiKuL+717UhZ1WRYro/HB9s7XuGYEuzvGSh18vG2GfFpOQ8pDzQZeYR0dve3xVXqkoGcbTf7d5488Y9Z+/p796ejysepZCXNcIjowhFQ5p7gTC69AgFsEhZTJBHgXNPlSVoVRd+Lkvm+4hy5mFuCOHWaO1hFNZrCUifCpyUnFKkMSU8pKLslbKfF5uHOYIE4zaCQQVXKBumRUgCpi0yQAChXAqBfSD/+nd+9+XHv3oiGrZ3O2dOnuOAPEJ9xtr7B9/42teHSddDut6IdGvOq0Zec4kz5kdRhFArCKyS2AKlxGijtSbDpNS6yHOrjE6yst3nhRZKVwP/xuZNUYnW5mLfr5gcD2kA9VgyqhESMO1oZy7NBUAr1Wq2Ej7xPR4FgScYxWQ8HsuimEwmbtYfxzHCCFEEAI1aFRPiMpeNtlrrHBEttS2VBtQfjpW0WltrsLGgSllkhUXIGHT33fdcuPAQF35eyLLU9daSH8Rc8OFgzLhQGBihALYsCt8TYE06mRy2D/b3DzzBCcZGSaNlUSRSFQjB3Ny81gaQNcYgBAQzLpjFRwkayDW7Eq0lABillJRaaykLKfOyLBECrdWJE+uNRmN7eztNE4xxq9WSUq6vr6dp2m633SFkFtA1m28CwuZYcchUWsmY07WVZUkpDcPIxaTdUYk8QwFgQJWlJ4Q1oJQiGGNjBcU1P/Iw2DLPLHicG0QksNiLsAgRYQ889ODq0sJfPvmEMQi09TyaZFm9Xi+ldsCEMi6lxIS6CmVKKUbIGiul9Dg3xjrlqramVmsopSqVSrd94HpK3eEhzzNKCWNMymL61wIQhP+WcX1Tag5ZyjDCNgiCyWRy6dIlq/RHPvLR97zr3UVRYky0BoypK3Z3Wp00Te+AZN8z2WamX/I8z0UVJUnibpXjRrvvru2aTeK/WxY8u8hmV9Vxonn2yWy2ffzjjBkAmHZZHH/847q+WYcbQsi1WDplzrHvxI4udxYCbbT7S5RUaZJ2Ox03R2GhP3sp3Omt1Wq5cI4oihxDSIUHAE4R5KB1s9lSm4glAAAgAElEQVRstVqRHyAhiBBccGvUZCQno/HhwT4mSEoZRXGRF8ITFgCDHReZEAIQUIYpw8ZgC5BqNSlzrXXoeQXAZDIhlI/TxIsiaW2pTHNxqV/KvfahMRYYYVZzn2OJjTWI88LomGBGGEZII2QQ1J0pzA+Rv4iI5ohYYNmbeynxIuAcsJRZEJFClZwTRTAYxIFdv3FzbmF9s3dQGD3qD97x8CNnTp16/eqVdDz+uV/+5fe879HBeLK7t08AUUKdJFhqNej1T62s/YfP/jFoc/HRixff954Hz5//3/7F/3lw81Yrjk0QPfpDP2y1adRquZLuLqWUJmmapunqysprV94YTYaxFzF0ZLjCxBN+6Psm0wBlPpZjEEU2MSqvVVaq1UjDYppmCOOiLDzP63Q6CKEhoRTwZDzRGgzGeZH7oTBANFDAFGGEp50zR41/d8obMAAM+uM///Jf1GpzjIdGU8woQiTJJkWRDwb9dvvg1o1bh/tthJBrze52u4PBwBWpuZY5Jw40xrhbz8n5ZjS4u7xdJVRRFGVZFEWBELg0F2OV53nVatWZ02b14jOJyCxmkBAyU6vN6PTZbTjLoZ3JJv8a+f7/W2vfUamQtXY4HFLMnAvX49MadBeS6fI2hRCuqdKtKkVRuG49B59miZ2zrE73JbdkO13KrOFwFgLkeZ5jiWf96a5Yb1qtdtQIn2WZc/w6J/PUQXckFp2uA8esxQ6XHhegAgCjbLY6zYQiswxP9z8dT+gIvSNnOZ51MDrIXRSFC79xoHe26R5XQ8wK4tzjuMSpsizH43EYhqIaY8aUlhrjuFkTQgwGvfX1tcWlee55V65cefyJL73y6stvvnkr8LyNjY0P/OAPn7/vfOAHgntZlmVpKhjHzOaTRBf5SqNx8eGHv/3t5w83t//97//+u975no9//BPNVrM76B+2940x/UFvd3d3NBqFYRiEbm5qkiTZ3LrZGe30t3bedmLj/gfOvu3khrDm+We+vlCvAhe0BMiKRqWSB1gDGaUljBJ/eeX2ZLyTZ2NCbRBuHR7e31h49+rpG9zb6h4Mcml1eWFx/fTaXay92+l3TBB1hG0KzpSyWnphpZdkoPHp03eR4Wi0JYfjlCMIpCV4hH1iBZIxe/5gX9TnH/JroVbIgjLGCAwGWWPAoGm7Fefk6M01AASBAaBH02BCCGCEAbQxMCsrweh4bcl3lN0p5ft+vV6v9Hp5X9Yq8a1bt2r1Zmt5yUmgJ2lSizzPE0hLSvxhkff7nVaz8thjH/7gB97/jrc/3Gy1Xnrplf1+vzBIxLV8b++pr33j9PLam69ceejM2aKUc3ML3372mXMPP/CPfv6//jd/8Ht/+dVnvRoVXlCvN8aTIWA015rHgKRVkyIjgKpRXBVcRhE28tbV6//Xv/rff/KnfzJLJ91+N6tWg1b93HxzeXn1oVrlm9/41t7egemPESfKF74XBb632+luXX75ox951//4G//8hcsv/+a/+J2dK9dkL60otbYyb1CB07yKkS/BS0ojGAfCAcskG+Ox0MYKzjGmCFkApTXDxIK1CCOELAIDNi2K1bU1Qkh7/8AagzHF7MjhD0CnIS7faSIyGnS+1GydW99QwzFGsj/u7WwetJbmPnjxfScWV/dubW+XyeH2QbfXoQg8Tqi1ASexYFRpKBXHuGrsIqWri4try8utWq3Rmsu6/TzJbl2+evv2QZkrrXTAAx8wIlhJJRBQxgptAECCxZQYDBF2IyhqlNq9vb/X61lCMCCNMSVIAQBCKs8IE9zijfklZcv+qN8elK/98eertQbXODDk/e96dOnEigK1vbV15eYN4fsIobxMdakoxbUg2L16vd/eIUK0h6Oz950rZJGmk+VafdTv37O24WdFjYnW2VOvdvduDwYn7lrrd3sqSyt+WCSJYIwgHVR9JSXZ6a3Oz2HNqOBFmkAh5+JaKRVgZED10wRXYhx56XDcCH1qVNo+nJ9rKUAFsSVBmmCFcRMHGdHDsrRcWamRAaQ04lgEPLDCdidwMDBmL85tawmNgXnIGINiHjz1mS9c+/KTtphwY0x1jhDCfA9jjBjxopBwFsbR3NLi+smNldXVMAxJPahUK2EUx0EFMYGAIWlQVlx//tm/2tmrzDXXGwL1O2knLWj4XimbhFpEBZoqhAlCxPUtE1Kv1WpxDGAYoYvzrSzLLr3wIqOkUqm4NZZzqo0EA4xSsBYhJIEAWG2xtkQaO91aDWhttDZGaa11UeRlXhSFRBwbDd1u/4WXXikLNUkyL4jOnruvRkVpLPW8KK64mZ21GiGIwjBLJ4Nhr9fpFHlqNUcIaSXzLJGyFB6llJRlaa2ZNhAjhIjFAMaoI6oNXFGaUspYpUvpBpRalkZLJaWrByyy7JlvfLPZbFRrVWttlqZSytGod0cR8QytTVM9CZodhDzPq1QqToeCMR6NRgih5eXlVr3h8oqdhzlJkuNKnOnjAyKYIGydC4sR7GHsYxxgjDGjlJaApFIaoSSzrBrWG9W3v+t966tLzz//4qAswkCUUgkh0jSt1hoHB23KOCZ0etQ4OuE73f10VERJGIbdbj+IQt/3R0mCMU7SxPeY7/tKSyklQjO7GXUt5f+Jx57/fzM8nWxspqdSSjrN4cn1k2fPnisKSQjN0nw8SoTwZoY3l6o3w1d3IKU7mhVmyXKO3+v3+9Vq1WVUzJLo7gB1xyM6vxv43VEBOSMYj2M294PuSd3BPMyIwZlFyh15Z+e26fdYYIQeR5Lf7UBFgJC1rqF+WlTmGlIQYo6tZkwrNzZCgJDBUmKSDceYulUFCKGEECqEJ7yZlUgI0Q8P9h0xyLnne9wXlDIhPMYopczVEdm6IoRgRpHVhNKAUYIAtDLWEkIowRYhqwxYxKmo1pqtRj0qihMbG1mWGYQODtqdTjfJskmWE0qt1sLztDYuys1iPM6zF197JQpCz/eiKI5r1TiKcxVSjpGHNBUaMYQYxiwhwgpPIgBirS08KXJjrfApxTdvbo5ub/7jf/yrLzz+5LlH3/3mN58e9QcL9boQ4sKDD84tLn7pC5//8Mc+rq2x2hDuOaqTWkwwxJUQMGxtbY36g9dff+0P//DfvvORt51cmE+7vRahb1y9sTtO0iTp9/vC9z3ft9buHx488OCDSkprbZHny+trAeVIG8H4KC+KNGFFhSrlYSyzrLuzta0yEmLNzOj2TbWpXA1DHMd5Wcy15lIfR3E0p1GtWlVyySCcGzNIJoedQ2KxAXyU2EIApr3q+KgZ1I2lZ0I+HkRBGOe5bLf7mPhKGWNtf9DP8qQ/HLQ7B+1uz2E510GSJIkzQbmU3Vlgl1LKBb24VEYHXY7RblgpU5allKUjJl3Bd5Zlm5ubYRjW6/U4qrrih1kdvCtWeasMnUxn5A4puR682SLuwpmO31kzAu3/88iJ0pn3xphpGwHBZGqzBijLUhvt/G9u83DI05keHc82mUw8z5vNaFy+lPuTnPFPCAGAXNzibGY0A2wufikIfHfsdi/srA3CFTy4n3Wa25k8wSWCurzQWfv2DEu7FWNm9XR0JedcHrUpTCW+x4I3Z5UMx1ckt0gej7ByDzuTVMxU6w6RukUPYWwRSCnTPHM7rlKKMJrmmTEmrlaCKCSBTxjDirQ7hzeuXx0Nh7du3gCwa2vLt3e2u90uwWR5afHv/dTPLK+s+sJfXl62gMqinIz6eV4ijDwv4pz2O52D3d1qFPzcJ3/yoVN3P/HkXxx0el//2lPDZLK8ut5sNE+dPHny5En3crnniDGeTCYuzHkymWh1T3pwOIfx0tzc/MLcwZvXKQKjZRD6hJosL5EBEceEidJMegQf7O++sLPboVgyZoGNR6Ot3d2g5tdDj1frE5Htpdmwe/NBun7P3Mo6q2z32m+Q9GJjsdkuc6tVjHfKyRYhMuuMCIiA1caogdADcUNHpJOMqs2lucWF669dv37Qi+r0TFQPEZbFxEjJgGOEEQJ8FA/iiFNjwVqwCADeGqC4Ed7RooAA/zX+VjyLZfJ9f3FxsbG2sLy+Xjz3wnA8HBf53fecQQQHoZ+m48wW1cgHqx45//CjF3/+HY88vLFxMknG33rmmSeeePLWzu673vvoYDQZjwpKPN+jr756dblR+7O//OrlSy83qtUHH7zvysuXZZb9g5/+L//zD33033zm09s7O0LM/+QP/fhB+/CVy5fjqNJqNOOzsSrK27f3JoOhIUqD/NgPfuiBB873Bp3FuUaaJaOsGKftnf0D4d0488Cpn/vpH2u15p999tJX/vzJfqcrU9sdG0FQXME7m1f/13/6P1x4x9v/zg8+9tRXvx6vVFtRVOoCi+DE3RsrGi9n3Jt0k1TOV2ooiL3klsoKEYVgLFBijNUGaQseOhrTArJgDUApZRiFSZLs7e0JIQhmCJmjLd4i+j1XJJtmSevuu+Ja9Nyrl6jArVOL737nhx588AGby6f+6imhUJ8VUJQNwTkBZhS2SqS6ZrwIk3oQNarVU3Nzq7WqoLRIkmR76/Dy5VGvbw1S0sYAgoCkqCSlQdhizAE8i7WShGDCCEY0EIISAkbtHXag0wtr9SCq4LLLFEYITSeIGDQC6lMwNh+PgkarxgKUK45BEFHkpZZIp2pre8se7HLKbKlCKnzh33Pfvf3hAGOMlBl1e1lmkbVG6VN3bdx15vTzzz4bhQEhRBUlZ1Smeci9Rz/wWD0bHB4ePnzhoT/6d3/w8MX33f/udyebW08+/sTDb7uwsLa2c+XqvK1evXH1YNhpLc6vVu/yCD68ecuPGx6jSZa+/fyZ3Szd6veWzmz4UrM0PdFqpb1uFSNLkEFEA1LIKk0OPPJKmXGvhhkSnBNOEygyMBqbeSLWSfBAsHCzt4u7Q5RlOsl8gtIkO7k8d09zXnXbXiGD3MvznPuUUJrkicVjINhg1LdvHLpWIoL7HjEIEGO+H/jcC3mwtLB8z/n7v/nKi19//jnjsV7D5v28SqLT954/96OfbCLPJX/MzsbOfMEoC8NQS2mNMkp3u93A80+dPHX9+tUoDBeWmoHvE4I4Ii6fiVBqMdEA0lhpAGGqlNLKWAtgrTZGS+2CQ/IiL/JcaQ2aaWPzg85hd0AoDaPKpCj74+E4LwilwvPHRZKOE0opp7TbORwN+qNhX8uSEsQIGedjJ9wDsJxTAJCyLMvcjZsxZpg45Y6dCi+tdbNcjGxR5lpLVZayLI3VYOw005MRQKQo89W1FZdan6VZmmVggXF8BzU3W7tmQaAWrJvVTsuKGMMYD4dDY8zq6mocxzdu3HAbq7M8BEFwfLIMANgCwZggsADYALbAMKEWCUCBWwQsZowIRkqFAbPl1ZN3nTlLvXjvoIcx5yKwJrd2yjlFUWStFZRqrQlBCBNXEggAThI+7ahnpFqtpmlKOZufn+8Nh/1+nxBSq9U8zwNkGWPGaK2VYzE9z0MYE4z/NqG+2QGIMgoGXKNUWRYYE61sFEUIcBAEeVYSQsMwmmEwVw7mIijvyNI8Tr7d0a3nVI6e500mk06ns7a2FoahswJ+T6LvLWT1XTTCd5OKs46H7ykzu+MHyZF++w4k5+x/b+3Z1qJpqzXcMZufPrWjJInjp8k7UkYRQpHw3uIbtbFWHxcxE4YJoGKUSJKl/WH/yI0zPThi7E6NcSOKokpzfq5WqzUarSAMsywTnEtZEISVlJzT1VOnhMcwxh4XFCGEKSZYcA8zbqzNhpNL7W5ZlluHPWvMtPYaMKecc55MJkWee4RyC5QCIphSlht1fXuTAALAyNiyKNJJ0gwqlqCgEdYWm63FpcXWGgbWbg+Y4BYbQ/OSZlXji2Ztc+9gtdX0NQqJ/8CFh9//oY/o4fCXKHvh2tWL732vShPqeZOy+MiHPuRxYbQGawlCDFONqNWWerhI5MLS/D/59X9y6fkXv/SlL968fuNwZ+dnfviH5qIY5QU25tlvf1tbe/rsPXlZWoL8SmWSJrc2bxVFEQVhWZYinZRJNu4NBKG1VqseR3me723e4l7s8VBwUSJcACmlEghZzLUlSiqJi/FkMi60UsobJuFk6IlAGUJEgP0gNwoRggyxFgMgB/xm4Aejo9EDvHVlgrUry2sf+MCHq5VGKXWWlVlW5EXR6/WSYlKWhVYwP7dQi2NCyOHh4XA4HI1GTh3tdF/uepj10R2fgMwAjMObShkn+GSMKaV7vZ6UEpCx1o5Go4ODg1Zz+g1OD+l4RYes3LmcMYoJstZOJpNut9vv92clchsbGwsLC81m09WvHY+j+E8PdHHXuZ0iKIL0VIGJiYN2M5pxZhKYZicCuO6TmcHYiRtnlX3u+40xnuc7LDeTnTg8FkVRFEUA0O/3XFyqE6IMBoNqteoic5yUxU34XCIUTGPlpwuF2+EIIWmaul+ttXZA0bkQpzXuR3iPHrvH3T9nD+g2QldQMW0NOaLvZhmhbh+dMYGzt/74C8UFxwQ7qOxw4HA4bDabLlVlYWFBa304Gb3y8ss7O1u9TkeVGRhb5mkyGW5v3fQ9cebM3Y++871n7743rMTTJ64RApCFtgo8zxfCC4Io9NBCs3Xp6afHlH3owYff/9DD683W//H7v3+Y5S++9BJ+440f/NjH31avj0ajdrvtLADuBXEvRaVSieO4Bq34xJl333N6yeODzeudgwNMYGl9JU+LQXsgQUY8RJYqZVmjVcTxV7757EuHw8ZySDitenFFwsHtvUlX/6t/9pvlbu/xxx9Hg8Pt8eTpN69nCysn55Yoqvc6t/dwdzUIc12Oi6ybjDZL3ZtM1u+9V1BsEZyfXzjpBw0hC29+72A4z2qrd9//9Wefe67bkZ5Yr1XrIhRDqbQhnFE8NUlqqYyzTeKjrQqDqwiwCCxYsGAQuADPv+a/WVS1uyzjOB53dtmhWFpaarTmrm1uv/LKKxcvvnc0GtVC9uEPfORDj767VqueOHWBVyrdW7ce/8ynn3jiiSf/8inCBePh9q2DcZJJbYNKxQs5KaHMi8DjV27eChkjBP3gD3x4d2unHI5brdZP/MSP/unjT1z8wPu2tm8+9fWvSW1qtfph59DnHsW01+slk55SymPcYImwkUUa+1xgXIyTlbUNYvj29valrz5/5dlXpIKf/blf+O3f+Gef+cxnnv32N8bDRPgIJHziox//2PqKqERXb5vx6tzJlZPtdndYZtdvb4/73Z7GJ2onCTAPzFxc8+qteP9AjUZGa8QptmCMtRjb4yEQMN2+gzCgjDmRMzIWsAE6mxej7xm6wAXLMGisSqy66dATvlKTcff29tPdhhdySotJCijxAIySqCwEgEfQqbn5+9bXT87N1RgngCaDXvfmzTxN8iShCMVhiMuSYxqFoQE8SjJG0RiNERCpgTG/JjxtURBGhLBSlU6VwCj3idDG1sP68urG8HDUS/uYTMWoGFlAkILyqEcxRRYEIKYRxkAZsYhUw7CcDF658iqOPE6FRxmjeDweXHr1ZT8KJ+k4jsLVtaXM5D7xMq0fe+yxYTIpVFGv1JjgaTZJkknT80ad/s1rmw/8zE89YO2bl17sTfSJB99Zb63WW6vihVd2J2Vk2bn3PxZWai/8WXH+/A+cf9sDYbOK0vTGi5f+9NOftnkS1cSjH3nPidUT1Weee9/Fi2qcfPlf/i7HbCWq0aL0KeOCYYwtwQWqdGL1leHA+KQspAGlCWQ+tp7NM8WLMkqKjaW5UWcYx2HFVNu2yFShqCaMTA4OY6krCpe8MLQkGAjlngellL7wgWBCBOBpKvJZiCRY4H6uoMi11JNJjvv1+a2t20kuD7qT/QFarEW9frr3tWd/diI1IJfth7BrbkAaIYJJkeeHBwdZmmKwBGHByHA4nIzGFx56sFVvKGMRQkqXDCFCsbHKY55BREtrjDEWE4bBYARTSoBYsFppWUipy7IslQSMtIYgCCuVKiK4lFJp88g73llrNoajiQFbyCwpsnGvt7+7W5Zlnk3qlQojiBBjtRllk0CIarVKOM+kzPKkyFOEkO9PM8wIRQhjQAAEXF0CQlZrKVUJRudFbv4f6t47yLLsvA/7vhNufrnzzHRP2kk7O7vYvAMsgV0sAIIIBAiRFEnIIuWyq+ySJdtlF22XqXKpygZLki1bcqkki1WmGA0QgSRALcIi7GJzntkJO7F7OoeXww0n+o/T87axC8KUUxFdU/3HdLrvvnvO+b7vl7RSxW6gqNUGCDFGARCneuj3+65r3W3tGBKixyqP8UE2zr4zxhirtVbuoHSfR6NRkiRhGDYajTAMl5eXOWOlUinLMld1O377j5QQ1oXOGzAGATihnFKPoAfEA4vGGmNAIxrMMxlW6wcX7lg4fDwX8NpLr167easRsTiMRsMUPV6r1VxGN2VMSPWuLdcNl8efS6XSWD/COWs2m05lHcdxFIe+7xujb5c99qczuWHc+KHjze66ZXpe4Ko9KeWgPxJC+H4QRVTJXU8UVwCNTQLe2639WFdWN7oOgqDT6XS7Xefp4hQ4P+Ha/rJq8l2d1bvguL2apXdJ599R993+gXHb5oqSvYnG+naGxLhte1dEBMKP9PrW2PGdGTei/X5/7MPhRv57nWpdMYdAnPZfS0Us3I6MpJQSDRYB2q1Wp91eX18nhCClSOj+/fuTKIrCoNGoJ3FYKpU211YD7rlr9X0/CIIoLkWVSqlaB0K0EjwICOVpIbRUaVZQsJRSozT6NgnCiPtSSIKWAFprtdGE0UJLtBB44WRjIvT80WCYF2kh80E+aC61b95aLYeLRDNGOCcUuMqtHNpBPU9MjEmtPrNw4KHTZ/TWehhy4IRN1hnl9yb3ARju+cB5mXND6KDIjdKMUFfmUkTQJs8zIHZlZeXmpWvz++c///nP/8N/8Fv/xX/+m/ccPnLp+Rf6G1u/+Aufe25p6elnf5jneV4UlUYtTVPnlCOlVFwJIRQB0LpSqUSen0mptB7o0aXz55AEaGgpLtOkVJ6dLpVKjaRsrR2ORh7xPMU5S1RhfPRtZn3OjJZgaJ6lUkhFgPre7uDAoAVEi4AwHn3Z8TOJDusDY0y5XJ2b26+kZczLc5G7XV8IJQ0lvFQqB5xVk8Ra2263Haa3N69yzNxz/YNrAMb7116GJ+I7+lIhtIPypEwajUatVnNun2OfYgflObGce6RdUo3LHhsOh51Op9VqdTodY0yr1dp9gyh1zEOHUO3F2P/vMDxh18HbTZQ8tsvApISOxeLu8hxRfIzJj+G48fbiLs89AA5hc22Va+dc2+wu3t1JpyR0VPMxH9J1bg7u20sHGBuujA3BxkY7uz2AUuPgGUfRdP3S3v6cc29MAR3TUN2kc1d7QKmzIX0nxJzz8W8YtwfjmCN3zQ7ocxu41hoQpZLjq3XHHmPMSRRarVar1Xrh2vX11bVutyuyEQFNLBTpaDgc+pzdc889j37g7KF9CyCsTAsvCCI/GqYZYSxNUwAsxRXno2OtDfygvbUzd+QICFUU4o6Fww/de/+TLzwnrPF8rq1ZWlqK49g9kO6VuvvmLFURMc9GjYMLjVJl7fKFmxfO+x5U6jUcDrrDkaBgPA99H4FKrZq9/o31NenZxr5k8uD8+vpOoQ3jjkYLtYP7WKXmPxvNygo1sNobvNpfX/PUJI+nokqn3WrN+5pzrfVkUpmSfY+FSW6VgXKSlKcbg2H3oCgm/ETm2tzaqh+vz03OLre3r/XamS7ujOMpxk1xWxtjfoTKC4AWLdjbVmfkdmQLgssPeGdMsxsJ9uNFsOPpYRgExuh6tWYYy7S5cv3GytrqXSeP/dzPPnbj8rmnn/7Bz3/6k7rf37h+/Y//+I9/+MMf+n44WaltN1thtdRv9ZDxRqUx0sXOTivyAs55KQggF4NBb6vZLjLRXN/yAHLmTc4vPPbYB7/51LffunjNAExON6ZnZw7OL8xMz2aj9PrVG8tbi5SQrN9/48Kbc3MzlUrJarjz+PFuuz9otUt+uH9qdmNnu9cZhX70v/9vv//YE1u/9jd/485jp7/x9a/dWrpJAZaXNi4sX9p/+HApivbV44jqX/rFz5rI+1df+sPnvv9KbwiP1agtJVh0izSzZeMTzxojssJnhHseEmIBjHZ9nL3tt4FIdjnYLg9JKcU5dfvAHvrZexpso4EAMtx38MA9Z+/vy9F337wUTqyFnnewNrvgV4jSqArCaMR5FPh134spO3Po0MFqvUJp3mx3O+1Wu9lPu2htKYooQtrv+5RYQGuVENpaFcRRdaaEFvvdoUwVZ4wC44xSSkcaKGoLNi+E8TkYHHaHqpZzjcwAGES0xuEzaKVVHD2C1ijtR+FEvaG2N2jMfc+XQkVRNAKBkY8GhBKEUZ+GH/zoh8/cf++ttZXnn3u2O+xXZhq0U8xNTdx3332//8d/VBRCRlJISowZDAaznmeMuX598YhhoNRzr7xhWEAJf+utiydOnTxyz72/93v/5rmLF3/pl35p/YU3Op305+99SHN4843zIPJ77rv/zNtXX/3hs2kxunrpyl133RMfO9jSRePEHQfuPLn02huTBirGWqvAuCRsW+KJD1CogoDJjdRGaWCCg2ZGgGGACXLqe5ragc47Ou/awpR869nNXvvUkWMNZf3OaDHfIpwIlQoFHue+j0qlVmlKqcc5QWKM4YMRMpTGEICAeWEp6irZFWlX5SNmVYUkzGMQUEILLa0CohHZO/IsA2DAgCVjk4h0OEhHI6tktVq9//77PUbzPFdgOWMEAaxxU3aCu7a9WmttCFLcdS7Ru6XhLqNECqkKZbQTufm+jwS1MYwxzr3X33g1iEtZkXPOnUV82uoKkQdBYCRPRwNE61Ms8hxBT8/sT6K43e/meSoKR/ABaw2gQaB7/FMUWNfayULkeZ4apaUSWkurlbHaiWeJBfcPjZb5bR7KHomBtmrskz9Oad9rrKiUpIyM4213BxyM1Wq1SqXS7/cppfvm9rAEWrgAACAASURBVLVaLedHfeTIkaWlpWazOUaVxjZMoK01Bi0wSjhBjzKPEA4WgSjAarXayxUv8qnp2YnpGc58C2RtbSOKypyrfr8rhPA4q9VqUhnP84RUlDpZPf1RWp8laAERAJ0XY71e73Q6vh+Q0dC9+2MrbMaoMS6rXY0NQSglfx27vrGcAOFHRAXaWIsIlColjTZZmhFEzv3haLCyutLutuN9cRAFWZ7neU45Y8xzwUFCyDGmZ4wGsMbqPeqVXT+98cR9rF5wXCxn61IqlRzsu9dtZVwA7W3Y3tsHvqvN2wvBjVPa3/WlMfy4B/eDvb9sz5d2P7tKcWwEurfr2zN3fMcGCRHAInHsTUQkxNkSurpw7Of+Xvhx9zeDRUQgSMhudKZFAG2FKAh17FGhbkNJ1y5eBEQAyyhFAM/jXhBEYRSFQRxFQRhy7hHKgiiMk7KUqtluWc/3fT+Jk4lGI47CKAhLpVIUBlgIY20QBJyyoZKgrdmdpSAn1Boji7zb79JqrTHZqM3cYawxCO1Oe2lxVeQZGjSMK5BWakJIwsuch/1Rj3K+fOOK7rWrnC0T8Dj1wyAuV5JSpSSNH0dEGetxpSTzAqEsYVxpg4xKrYFC6Hka1OTMZKNS7TRbRZb9wuc+c/LUqf2zc9958snL16+2y+XFbicr8iAMNdhCCPfuMEqZHxilIj8YKeH7HkUijAVGwiAg1mqRK5UKodPWOjJva9HP8pxxvqun8j0/CIIgQEriOEbAPGHcD+Jy1fd8gtZD5BY4w74owBppwKMENRhtyO7zaQHRggEwHqdoNBg11ZguhdWcaO5FShltMBOZBuX5jFNGSIIgDUptTJZnaZZrDZx5CFQqrbUUKldacgxcd+GcKveWOLvjOtDaWKWkMgoVAgIQLKRQ2pTKlTgpFUJaSLO8GKYpIkoh82I3ws7VsoDFeI+QUnt+WKnWCeXOGLPbG1C2JZWZaEwGQVAuJ5wzzqjv+xYtAWKMBosE0E3q3uOoZPeg7NbFKLslSpxNGaLPfUqp0VpbGCewu9d7OyFGjzMb3Cbj1qYDu8ZKRZcQcPtAUlozt5SdWbObRzrluhBFOSlpY6yxWiowQJEMewNjjcd5aWLS930hZCpyxjkAUEqkVNpoQgnjjHNuweZFgRaM1ggQ+kESx77vj4Yjq43VBpmbr6FW2lqzm5CG6AwDjDHUoaaIzo3AdaeuzUuSRAixC4S6QCFRuD9qAbjHoygOAp9zT2ulpNZGg7FSCKW1az+0taVa1RKUDJeWFt84f25tbU0WhTUGjdGjYS4kgIm84Gce+cBdp0/PzkxHUVQUKmSeVJr5PmHMFGIwGtUmJ6vVira63WyJQrA+7S6uz8e1cJCvvPpmvV6fCpJf/cRnVpvbl7ZXiG/CxFeAo0LVGxPU84k1nhcysGm/jfkwRnPk4MLJpF71vNd+8INhv8tKtY7K317eeOvK281Ov5C6lJT3x7V0lOZSSkaXUhFMzt1RKRtKVouNgexXg6S2b3q1ufrffuELh1ns9QZ3+WU2Vb0QbL2wvXNle7tfrp2YOLBtzKsiP1CqJqm8M4rq1FssRlsrVxmBQ7PTk9pAbn20HNVCvdpNc729cv/+qZpnFtfWrw+GfGpKTE0bWuSFHKWjAGlOiOWQMaksWCTUIgKRYBNDmEa0AIQYtJIaQhEQrNHWGARAAKqYJlajtcSSXVjKaGt9zzdKUW1NpVwYkFmGSJM4qk9Wb64s1ScqkzPT8/UPmW63v7jznS9/54dPfvv47PwTB+7w/MC/7+E//OY3WiIrVePAjwmaMKh5lM5OTXsE128tTh89WkvTWxvrL1+90R1mspv2LJ9488rpO0/h2cfyXn7o6LFHHn10/vDhuFRiYViq10r1ypRf3dravHTltR8+963VleXSKNKpPTh77NQd9567drXTH7QH3VqpznkyzIpMyCe/9e1zly5+4pM/+/d/879cvPLWX/zZn8zN7+vklobJ9L4T98ycvnTu1YvLV8pzs1upahdsslLSHmvvrHqEGat1OpguhUmXCmv60gpiI8IDS71C5Ty1AEjQErTWAoJQwoCJS1G5Fq+u51Hi68I4J09GqTUWtCWE7MpvEIgFMMpnhJeT+z7+xAd+4eMvXXj9u0uXmj27UIeDM7NHwsaBO2rzCQx67f6o1yjH03FS87x0dXP7jTeutdpFlmlrLDG+TypRzKQwQkUEtDXCCMqRB5Dw4MChBW+iwgq9eXW5TweaklwW1qiIJcoPdri3pURfjhawSKhner328nKJ2jbRkliJSIFxg1SBH0dYCC6VMf2yZ9+3f2YpH7w9GiZxLdU58cKsPwoUMO4ZYwajUaVWQlAXzr2eFvnjH3x0a3PzW08+OeGFD555KAq8lcUlZkjilwadbmIhzzPN9XQtMSrTzc1+r9Pe2rjn3nsa8/Nvr6zQ9Y35k6chLtNq48Dxk5vfe/WOyRqPaxe//9SX/uRLU2Ey+yu1x+77GLuwvrO9tvT8a/tO3tU4fPib3//ufe/L7/61v7Eu0s6NW6G0XAptMmAoUE4YbhRHGueKUj8inFJCMCdgCdekGtJyZMK8qIa+qgaFIbKnlcwKBrNzh/72f/1bcO3mU//2T3/hib8RxtH6tZuX3nhjZnqydmhOMOxs7djVVr7ZNpRkoILpqSLLuM8F0TryWbm08sob9dF8DCyJk5mTB+dnZ0adQdEt6lNz1VIcEqKdcwEBSiwF61tjkIRxNDs7Y7ViYKZqtZnpySiKiiInBLQ1RFtiLaPUKJAGkLJco0WqrNEWjTFpOkqFMOq24bOQhSjyQgghnBKIEELQGi3yVGhn48RyIUSRDo2xxvMsQmZtNhgopUTKwGWQGKMpkVKcOH5s4eDB9fW1ZquVFQWAZZwigpLKxRKAsUCMox+gFkoKrZQsMlXkRmuthSMlgNHWGrBUIzEAUhuLxBkWUEqsM720ljOOivie76J1CUF3co1GQyklpcRoySlZWDjocQ4AaZZJKecPHGi327MzM2vr60rJkydPZGkxHI58zu6+88QHzj589crkt779VG+QUd+zyJCyVOmAU2utEpJaCJAmlJeZHxMMjATUyira65gCrA0nZg6Waw0w4tblC63rr1JGUoG5VDyMLZharXbj5pJSSitNGSGAFClYRIvEEq0kWKOsRYKcU4VQnmhUJiYKYxTA5MwcQVsOeehxAlbk+ViyyDzmHJoJpX9Nsb5d2tnels+xqgCRMur5RgjXuFDO8zz1fb/Zbl67cXXh4EKapkipAdNqtxGp1gIRjXmHt2msduAQErsXanMcnnGfNs5j8H3fwQsOe3VM0Xc1cu9q+d7F+XyXqO/Hfud7kYd3N5AAYPf0wvgeySOA2RNttjcR/l0U2ffGj7gS2TG1XNNY5AXjnDLqeZ4z57itJXVdnNmFPRAsWAP2HeIoRWvHTtTjvt3SXRkVOgeYPBdpmndsx1G83FW5y9j162dsZnquq/Xqbf4bIWR7e7tSqdTr9Uql4vD3eHbC0d6q1WqSJFprbTXhJMvSxX6PUmpvUnk7d1gplSRJmqbGMvfmRjRmho+MRACqrc3kynJ/2VpnY1gURbfbVUrFOiikqNfr+xfmPd9PyqWN7R2DFCkBSmRRIEWTC49zP/Q++NjjRZFF3B/1BzLNiyz7D/+r39za2Ayrtcs3F//lv/5XhFIL4AeBu9tgLLFgtFVSJNVEay2kVFohoihSd/9Cz3v44bsBYHNr59atVUYtAcWQUSOLblta6zDoJiIi5sikNQot8TgLPErp9MRUxL32xhZqaQgFtGjAKEWQGNC7DxYaBOtzRqwBo0thBAYo4aIwuSyG2bA/aBdiyBlH4zPCGUeh8yzLpVGlcjX0FaUcwBjUxABQTQwwwx2hYgzvOBYoIrokOiQEEAgjjDAkyJmvUk0IsYCFkEIqyrjSxgKCNgCgrSWUgXIpkUZbY/Q7elellDbg+eG+Sm3MJNQGmq3OYFB4nE00akkSlcsxomaMUcrQWrBILBpjd3Nw9niEvrvrQ7J3Xxor0Ky1SiowljGGbHes6Lo7hw65ds4ZmTi4bEyuHtuFjY1nbreCuzfKtYUOfVJKMkYZY5EfjvV4nDIlFUXCCI2DqFQquT830oUTQGqtHf5g9/h2cI8DEmMMMkySJI5iSmlBc7BWSckoddHzjhBICaW3HTvdbmmN1UZTQqlHx5MgF0Pi/KNdE+gAvXa3Y6wFxCiOyuWywz8RUWngHieE6EJYIBaM1MaCogSltd/85rdPnr5TKHl99Va706lkIyGEUJYzetfxkwsLC/fd98DU1AwAGr3LBQJOtTWplMTa3BgWReVqeXl1pd9pZ9ng2tWrB3Wps7V+ct+BjetXOoQemZxtL2+2rH7o7ns7b44uLy9/8Yt/Mjd5gDCvUm1MT08nYVQK+OxEvcrtsX3T7zt5tBz57Mbm9vpmlqfL3c6b166tbG1f39joZEWqTKF1qaonLA3DII7jI0eO3EnplStXFq/dklJSbRljI5EZY4ZV//UrNxGje+tTsc6Y1cd4GM4fuNnvX292zxkvSvjS5vpI2EdrM0l/cIdPKgHflKKgdILYMC3oEEwIhhvqYYmyYdacEF4QehPTMze2Ni9u76x73kJpgthsOGhbZllEiYcZU8YSagEN0RaVharjQiGzABrBUtbPhgiGWPAoCT2fEWozsJQYCggatEVr/MBLRYEMOJBiODK1kk5zpiwFzQEOzu9nTfrm5Qv/8z//Z+8/fvKxU+/zBY46nRLhw9X1/iinjN3/0cf++Rf+h9/6X/5H4/uVar3fHQhSSge9dnPL933q+b08q9VrkRRf/f7369XqPGBxa+XB2fpwkM8szH/mY59u9fvXzl++9Obl9e2t0tQkr8RRtfzA1H3VqeToXcc/+ekPtZurG9fXv/7Ff9vfHn7m059rf/n/uPLK051ev2/75WrDr8RGG2H0ys7qv/gX/7QxWfvP/qO/849/+x/+we/+znJ7bfjytSS6Hhivv3GhXFaT8wdWbzRp4UVRCYSqlckohcRjYjicpGQ68Joe7yHkDjPRECgD9HYeg7JKK1lIWcjm9k61Ur77zJ03b1xVKgMEDdYY45AbqwxSdCsOADQoIYzH/AvXbl5cXPy5T3z0iBh94vHHhzs70yy4a9/8NHoHKhNTg21RKutKSNCsXbuy2e5iZxBoZEBt4FvOFdPS5AMjA0IANSGg0KLHvalSWIttxKAetNbbo5Wm3h4MilxXg2SiooajW7dWBxBfoPx8OmQ6T/aXPD+MBpnK+wSksoMMiWK+B56vfN+QjhRGKyLT2ANZ9GCkGgyqXjhRm1zsrzX7/X3zU5/4zIcnpqempmbevnJlY3PztddfNwAffuKjKORHPvihrbX15WsXz7zvzj/72te6Oy1qeTYseCEDYzhnaJSHSmU9Omp6o35iivtPHONGPnL/fZRz7Ydz9cnICyNLCMnb3U2gav7Y4fk77jhYnpyc3AdZwajXl8Xs8QOrSysPvv+jE0+ET37vWyd+49c//qt/689/+3/KB4MyoEdQgbZEUy4Aic9Lw5whA2u0Z4hfMA/8QjKPCA39UAVY5EMx9GMvAiCGjmLP9xlkMtvcFguTpbNn/bm5yfor+c2VyeN3Hf6FJ6DqARD5nVde+8b3jz18f/3UUfAnOm9d7HRaa7J3bWc9JzC1cKBkKGuPQqm5oe9/8O6ZqVkpwItr84cPcGINoEIACgjAwXCwmZJGqa2tTd/zZg8eDD3faGWU9BhFAmAd7dgYTYByIIwwzwCmhRykuTKASGQhhVRjNMzpKYRSWVE4vdn8/Pz62pZSu1FkY80CQUzC0PNYnuf9fp8REwSsKLLRaOR8H6SSZ99/9tSpU9/73veazaaUghK0Fqw2SAgju5intQZuc1UwT12RoJQ0ShhjCO5q/MBqsBYpQ8o443vthQ0AEnQQGee8FCfuVPU8rrXM81zkOVhDELJ0NDHR+OhHPjo5MeV53uLi4s7OTl7klLH7771vaWnJ89js7PTKynKWm6IoTt5x+NQdh6EYHT+4r3X62NPPvepRP5VSKOOHLLeKGrDG6LyoVutHZ2apklUOatjppsPIp5OMsqAcVw/Ozh8J45IV/eWrrzdKGozoFNaE5UwUB2rVxsTEpctv79I4tbVo0Tj0iBi7e4BrrZnHme9lWtWnJrfa7WPHjvU3d6r1UjlYKAZtjxJE9Bg1BpXWYC1F6voJhJ8eXZ+9bZ3nLOmG6UgahUgArFJKKaG1f+PG9UajfuLEybW15cuX3n799decJMPJ8ffmGfxlHpvvbc+cP7uUstPpzMzMBEHgjH3GGpX/Rxqh/98/zI8Gj4xB6iRJ5ubmXES7q+0Gg4GUcjgcbm1ujlf4e73vfyy2+VcMhdwrbhwrjhzj0dkPtltd946PC2Knc93Z2Wk2m6urq5zzFLQjp4VhwLnn+36plIRhlCRxHMdRFEfVkjEmDKMgCBCNLgRHypAYY8FqUcgsS4M43vX2cDRHazmhSRhN1OoH5vbFcZx3MsbYdnPn8tuXKaPU44DoTESUkrspc4QD0EE/XVpZ8zlTYcK5X2okidLlJKlPzwBl2vO0MYUogJI0TQmlWmuC6EYOWqk8zYw1lFCfe47D7Pt+mqZSiLmZWSSold3Zbk1MTA6Hg900gne8GIw1xgKESDhYDdYICcYg4lr7KtU2QFr1PGJBGXH7R+yPHUNYa9Oi3e5tCEGKQnf6nf6gM0zbUcTrtYYXek7XnuZaSVmtTpw8GY9GozzLLRilhKNkSCm0sO84bd62ydorWDW3V7brCTnn1WoVEcvlslJqMBgAAKJwjpdjndh7FbOO5bhLF7xtmOn7vsOgnC5uOBBFniZJVBQ1Yyrlcpn6BAAtmN0EWPwr70XWOsYk51wWajfNXOmxybDjiuwNqRuD8GOOwG4K8x4IdBxn5zpY9xucptF1jLvC+ixTheScO8zQ97yxnlA5ZJVS5yoGxoKxaIEicVMPbVXg+eWkpJRq7uw4WyyLoLRWWodRFCeJ1hoIamuElITRMUfUsXbdgMwt87F3iyO1IqKzOBuDsbuyvdvf5iJw3Gt0XfHu6yWEckY9TrSyYAljw37/+qW3L1+6NDM3R5QhhQTEyenZ2dnpe+6+98jhI3GcpGmmtBZCUsqiKDJaj/Lc8wNpDAesVKu9XufSxQsry4vpaNDvtNqtlgHWa21vNfVMtRzvn3596drVW+smSPafOXn80OnDR09cuXZjeXlJG1y8fsUYDMMwYFzmo899/KOP3P++TMHajVv9GytvXbp46fq1xc3t9W47NyApYUkoBiNgrJ+n3cVFnzMh1K3llXvf9z4A3Gk2OeNhFAohS+XSiRMn1tL21vlLnTS70d6pNCYjaRmQg5Ua98J+JjdbW6PElxautlqHgtI8ou4O44jNgD8CxCIfSWOorBniW8IJZYTmaSaHw5CHk3Hkzy+o7a2tldVo2tSqdVSRFanneVEYcCBKWUBr0RrUlpKBNQUFaa2V1qIJOEfNCVhGqQcEcgNWGeTMkF23T42EUJ0bFFqJvMiy2A/73W4tKqk8IxbCwGum/X2NKUZxdW1lqVzaOnSwTKtpKq43t+MoWt7YsEJc/vPBR/Pi0w8//oNXXl6/usiS2Iujw/tnA88bDIcjNGgh9NhEtdTcQKvV5voaQfzGYOuDjaS5dJ1IvX/f3Mpq5/wbb2SFmux0ojDeLORSeDmIyMyst282OHPi8ImT7/vk42e/8sVvvv3W8x964FQ6WH7uxXN9NK1Bm3EvSsoxpUIgct82u7/3T/7XC3edPnvPsX2gz23cWrryer06wURBctVpX6vkbH994nBcLmmAVFZVMOwOykF0sFy+jFvr7RZUY/C9lDIkFErc5BYAgCICoZQx7pXKlVsrK8z33/fAA1/66lcZ59SiRTDKKJc7S5g0xmjtAECplQ7D5ii9/+jJ95+8V9/cufaVb93RU6NU1SJplq+3jC0Yv7TTH/TaVoqFqQlW5KRQHvGBMmWMASRA0RKtlSDEnW5gLHIeRrGf1FgQNnudt6+8ZXeGJIWYxdIvbWYiW2upwcj2i7BWl4BCqGYmb4oBBNwvBZm2BKwBoASRAEqhpdaa9kvMZ4TF0U6RmagsQ4alwJpUo640KjudnVp1odluZaJwLgSHDx8uVypxHH/iUz//7e98+5tPfpMRcmDmwLA7unD+rf37D/T7aXfYD0bDmTCsVqtevy+6fWU7bz357UGWsW5v++KFpXPnlzc2qrV6KUmqw26VGHlrkVFYWVl6+etfPfbww7/6G7/mKRy1uleffvpCey06NHPvZz4iefXKSy/Q2MuyfPHFlw6dvueBs49ufedpPRgQLzA6C4LQKA3GUgDqhmUIlBLOOXheDmgIZb5vqpHtBEUh903NCK/T7w62s+6W9W/84Hvn3nht32c/0Imj0a1bc5MzswePPvPMS3m9dOpnH1tbXLz06vmD991f//hHWibrXrp1Y/napUsXR0wJj1hjj87OceXFQVwPvAtvXX55tnz33ffUqjOd3tbRUVbWhlDyLjsXCsiZd2D/fltIrYQoCqu1BWPBIgHGGPNDADAWpNZWKdAgjckyMcqF0UYqneWFRlBK3xacCymVEIWUEgBdWNyjj76/3W4vLi52Oh1rIYoCKYW1UBSZ1irPCyFEqRRrpRmjtWrNueg/8sgjjUbje9/9rlP9CCEY3YVVnIZwN9zVGAuglZJK2Tx1B7qxu8nnu8bjaCnjlBDnxTcmLjpjs7ELtDt3Qn/X3dqC6fWKTBTtbo9SQigeP3Xq7Nmzp06cLMfl119/fX19A9CWKxXP83Z2dvr93szMdMA9JaSV8uD8vkceur9WCkf9XhQGd955an27eX1xlXkBWoPGaCWMsQEQ3wv2z8xNNyY8o/Ww00+LKCpZLTIDQblamV+YmGgoJVaXbm5trJcY5zzoFUMjhJHyjqPHJiYmtNacM6UMWApglZacEUQwRiG77fRhre9xLYpyHAae32u1Rv2OPzeNQEdKIaKRt928KXWn89hJAX9auj6HCYC1nPMoivigbxhxAQQE0FoDYDqd1jPP/CAI/K9//Rtf+tKXlheXXTU5Zkv+BPeUMXf2HY/U29hgGIYuv6HX67ncAld3usJlbAr/0/WxFwZ09dwYT3PxhgsLC25+f+7cOXG7hhuHSTj61l7F4F+GYf4Eo3xnFzGud8fx0GMFpitknTHjcDi0xkRxvLd3RcQCdyVJvu97nhfHcS+KnAjH7QhrmxtBEExMTNTr9ampqZmZmYmJCefXRAixxuhc8DhBC2OvfEJIbzAadnqMsXK5XKvVKPEq9WpcZGZz3eM+pVRoCQSVlsZaRolRilCejrIbg1srK+sMSRxF1lhOaaPemGg0SqUSEkyzTGitEYIwtG7KK63RRioFu3IpapTmPiO4m/vU7/Yc1LN861aWZWmaZ4NBNDcX1mqugL548aI7zMdiM8yExyhyJrTO8pHWuloqgdbMWGa11caAUmDHYQYWbpsXj+U91uZyuL2z3Ovmg362s7PVH7SzvF+rl/kdx6cnpiYaE5XarEWS53m31+71Ouvrq1pJR3IQRZFluRByOOw7y/5xbrtrY5wTSalU4p5HORtb/zsplwPYXaxcURRhGLsuyKHBrrsYf7h28R15pFIu22Dvkuecex6jxBZFkeWDohgaIxhjHuOEELAEwAKaf0cW+jtPLKXUYxzpLmvAPbROp+degmN7Og3eO1KoMASATqfjxqWulRqT8t09cf/jwHa3lUkpsywLyv47cD0hlDNlNGMMCOZSFEJYaymnaCwnlLDd7lEbySiNgzDyg17eo4wBAOOccY6UGGMAIUpitw+MzXLGGevj2MC98TPjkdl4HlSr1drttvOecaZn7qFyr2icIzqWySGi20HMbS2ilIoiRkF4a/mWGKTK6LnZ2TMnDj1w/0NTU1PGmKKQaZ4XUspBv1arIVBCqRcEo6KwlCEhSGm/33v55ZeTyL988a2drY3DBw8s7JsOrV7Zvl5wGPRGy6/2pCDb3ez+ez8QJbV79891R53u9s6quSElUoKBHwqRGkkatfp6s/kP/vsvVOPIyKIYDVfWNnrpMDNGU+BRlEqhitRwQikLggCVkaPMPQOFEMPRyPcDpdRwOIqiaH5+4e677xm++uIgToa6dzMdTqr4aFLxpEp32qG1R8vlwGdLKlMh6+bqZjaYqE5VwGI2CjlLAPugM6LzEsTCA41KGk6RK0uk9lCnWV4JwgcPLlxYuXV9e6NPTEEseJQCekhjZAq1BiistQia2IJQxbhGilYTCcyiDz4owwlFDWCBUtpHY5XataqjaDQwS0LgE/UJZc3qxuqBmcnNlY1GUvYZ7/Z7M/Xa6s5G2fNrjVJYjRdbaxizWmPqwJm7Xrh0/louygH0N5red3/4iY987FMfePxPv/vNt9eXkffiOJ6ZmTl++JBSqtPpjEajnSw9eGR+Z6e5uLY+v29yy8jn3zj32J13RUXB+t2pmJ0+ttAZjR599MO2wMuvX3xl+5ZYH6xd67canKzdevPJb/t+ed/U7OWrr58+febXP/GR1qVzrwxs4JF0mA5HacLYpO+TogALyaAIVhf5ZOk/ffSJczOLr9zcTA32Nm7I5obsAxEigi3V3haTNT/ywVgPiVKFn2d31Kvbm4PtbCRVLsHkiIz7EFR2rVDRagDJoND28vLNzUH3gcd/pnFo/+bWVqyQUWoAlNHO9cFtwcZAnudgrDD2wMmT/8l//PemwP/O7/1e+5kXp0KsyUFc8QqVaWpTjzf2nVBaqp1WWGCgPERqqEllYQA44aAt6+WhsEHImEcBQBgJEmR/2N9OpdWbzbbRxkYwOb1vkLPrw2EvjrTv0UqJUZnTIKrWJnx/eenWqzutgdWVuYNbN1bKHsusS1AGFhDk1BoqJktKmGdNtAAAIABJREFUMDBC5LI0Xd3o9neK4UjJ0ebK1PRctRzvP3Tg7StXjhw54nnBJz/1qePHjxPG4ji+dPHtF1948cqVK3mef/LRD7347IucsCCKgfnLnU45CsMgQMrAoM+DCg9vvfyqpWwyCG4884wlnBGSrW80R/2a1rTTfuWPfn+42TxULb30h1+68swLp+65Z6rSeOv5l0S352ul+8NAwuTxhVGmwWM/t2+iUW2Ax5K52a1y0u31CPMkBMiIkQI0oAFCwGqDGtAaAEMY1YgFaEmwD5KEQTYYVRssKohVrBbFg17nzQtvGZ8cPnNiPc9Xl5ePvO+R++5/5OIzr6ieghS3bm689faN+z7xWRV6f/CnXxm+/vb1S5f7/V4rH/rluObHh87sG6ayVKvHtaSzzZ5//sV2qz81tZ/z+L4PfgSAMGsN7nqoOoKcxzgYhdqOhiO0miJRogAAoRSgYZz30y4iWosWCFDKuCe1EVKlaZHmWZYVBsD5qI313s4K0U2f+3116VJ/Y33T9/04jg/s3z8u6oqicGm91QpyzhlHZ6jmNvnp6Xkh8m9968mNjQ3f97vdPudMIriTbm+a7t46EN7xFjZjb8Lx97v21R09DtZzfsKuHnBCPs45AeIGpjvN7VarJWURhlGpFPu+f/jQ0Uq5trKylsTd5154Xms9Pz+fJNHKysrm5vrCwsKhQ4eefuZppaRP6X1331UtxWhVtVqSUiZxdPahB1vdQX9UULTUWo/yIs+0lNVKw6R537QiTlHIidqk0Xl7Z8ck5dLEVFivB77f7bbfeO3l0XDAPEkxYAjcaORs//79ADAYDDj3ACglriM24CieaHfnuWitMUHgiyKjBDjR6ysriHSyXrl+5fI4OH7sYaOU2l2oAEjgpwbr25t7HkVRGIYgeZ4XrgTURkopPY/nef7cc8/eurVYq1XQLqytrv1fwnF7zQZ+7De4YmU0GvX7fecgn6apq4F+wk/9NW/53tWMuXoujuNSqeRIaA7xY4y5Nb/XTXQvIuRGCOa2O+i7THJ/snfOO6v3NhzkWGEO4nD2/ePIL5cQkI5GhFJnyOGq3tD3rbUyL7LhSGsNxgAhzg+jXC7HcXzijmOEkCzLlm7cvHr5bWedX6lUJiYmKpVKpVKx1p48fWccx57nBbdtJFydbYwp0my522NeuLi4CATDMNTGgFY+93IlHJNV37bDSZIEAJSU1tpBloI2UspUFM+9/GIYhqU4UUp1u133eod5GoQhEsIpo5T63PM9rz8apmk6Zie6mHLXyVy6dKnZbFYrNSnEzRs3XMibw2ld8+0sfxAxYcyC1VIyhJhz4BylItZSA+jYpASVBafjJnukp3vfnVyMdprb25udUT/ttJvDYQ+pAp2OpqY9QsqluFouUx5prZIkLpUiIdOdrS0ApIHne0EQxFabarXs/FfG3Y6Lc3BqWN/3/SDww8CxHF1f5Na4a2jHjpFjjyL3s+MGcmwf7x4Y16i4FsXJmp1O1VpLCSOEGLRKqix3yt9Mx8ntJ5b8uy6fXU+p21ma707Zur1kHAI5jmgf+6mM3UQd69Wh2WMAMMuy8UsbZ8u6VeDoyi7sYXwxjkXDOXftrlM1uP/Zm+Q5BhWFEM4SZmz9MqZYjxnX4z/qPvYaXo+nP47MuXde49I73PLZhR+VAoS9jf3477pO3tz2ltFaozUAIISYrk+cPnFya229Vio/9NBDd911VxJz5+2ptY3j2Pf9SqWGiDdv3lxZXms0GnfedSYuVZjHlVL9weD8W289/9yzPqeRh2fuOvX4Bx89ffLkRKP0T/7Rb3/nqZe0BWN7PoEH7j975sH7W53Wq2+8cH3x2ki0H7j3pEX+9LPnpRhRRoS0uchGeRFwf3lja21tVSMAol8qo1FpOpLDFAgx1jDPk1JosAGyNBPuTuZ5vry87Ei8SqkgCNI0ff7555dXVxAIRHGqumvpcDqMG4QElggpAiPqIR+i12+3RxI282wl7RFgVeYHCGhNpgvBrALJbCy1NS4CHAgqw30SUprlWRDwfbXq8nCjlQ40ReN7nNDAkpgwSTCXSoACg8rqgqtCK20NNQgarBZhFBcqM9IKKQklUeRJVBQBnK0XEKAErVlbWkqS5OSZU32VjkRWn6q1N3d0oevVmlE6H6aCiIWFGc/nO/12LW986tOf/veO/t1n337rv/vCFxavXGuvDa8uLZV+8Myv/vrf+uzHf+53vvxHrUIbq1rdVqEKYwxj3naryUL/wIEDYanc7vc7g2Ey0aA5kF4mes3NfrcyP/nr//7nm+mokGTUKXgpPDF7ctjaWr/wVmjI3/7Fv1mvVr//zHPf/MGz+/YdXrlx+e6Pffw/+JVfXvo3XxsMxcFqOF2p7yyv2ZH6/IcfP3P88PaNq48/eP/Rg/theTk+sHDy+BmsVEna1dsbw2ZbaQ8xuvbWJdxet0bICLqDAbKkXo0nuorluqS15GAZBpSHqJb7PUSkjHm+zxgNKGMhafe7V96+fPzEsUceefgPf/d3S2HNHWV4e1G4fSFL00E/8ygcuOvOv//3/u5crfrUn3y1e2NxhtC60kCIzgtOtEITcm9zZ1OMBomBxLIA0CIOdG4IWoJKyaIQfCgTDDi1BBA4oUYxS/MsE0OBCDN+NDs32wlVL7Ph7Mx8ub5kVAom6w0ESyl60dS0b0yGsDQArbt3zhHDaBhF2ahvAIxSjCKRykp1aWdY8dnCRPWxTz1x3xMffeXNc8/8o3+KPs2l0FbvW5htTNRT0Xv44YcByNnHHtOFMFISJEePHy9FMSc0KJUbtYnNzRYA2drcqU5NlupVk47CUhIkcUmD6g3zwZBpGURM5jlF4kcMEJXIMcsrcaiVNFvrkyPDmIcG8pX1G5utdlLTnV6Z0UCZUZauPPtyvZNOnr6LWo8pBRZgu1Vsb4thSgB95oNBIYSr8CgiBTTWogEjjVKKW6sRcqVSIYsi8ymjUkbE50BBIRiUSikpz9x9YnJ2ZnLu5KHKBMS1OCpNl2uTURmQRchRGIZ0lBfd4ajV6yw2t+6+956qKra2t/Nc8zgedbtb/Q4Q6flBiPHa2sal81e4X/n0L31+/sQpRErwtrjHEABtjLRCLd68qYXUslCFCDwfAKSbTXs8qkxqBG20VhoNaFAWSW8w7HS6aS6cYfIoHbrncC+H05XZbt++fv1aFEWOAedML8dTv7Gm3Q+4O/tGo1G9Xg+C4KWXXtre3qaU9no9znmWZe54Hx9J7yLCaK2tlEopY8eYCvG8XXNBYxxyRQklznTQnYCO3ePqQ3eEeYxrrbM87ff7aZoSQqLIY8wTQj311FPPPPOM7/nD/vDo0SOnT5+uVqtrayvNZnNubm56evq1118FYxihRxYOHJidsrIQqgjiOBeCBeHk5OT8gf2vvnmBg/UYK4rCSlUKk/0zswkQk+edTrdRSQ4duePcG68awkfKJl7IAz/NBqIYiTyrVMtM9Jw/JVgdRYnLilNKA0hKgSC9ba+uLVhCdvPV3U3gnCkp4jBaWVpCgLmZGSuLIks9zgghxpoxoPUj1biF/9fBvv/PkxuCIKjVaoUUGdetVsslg2mtC5ELIcIwdOOEz3zmM1evXPvaV/7UEaX25uP9ZWzD91invKPH832fUtrtdqenp8deBXtFgD9dH3ur/HHvOp7rOA89Vzq7Fmgvp27cCY+hP1cajuPFxgTr95p9/4R7PlYbOjTD0ZodVDKGERAxCMN3eZ+qrCCIgMgBGWFukmGNlaOsNcp2jLEE0U19CGGMZkr7lOXDdGWwtMG4A5TefP2NOI4ZZ5TQIAiSJPEDP4mTOIlLpVK5XDY8I5SGYUgpscYqa5CgVdpjTGqlhYjiuMgKt91oZbzAl1KeufeeNMsoJSfPnCGEpL3+6vJyUkqEEECJxz3XV0u0xpjQD+Ikmd03Z4yllHY67V6v70pkY0yWpZTScqlMkZSjREpZjhMEdHZbaC21COjiWNBo6TIZCSIBAgS1ktZYCwQoggGD1tm0v+uRGOs2rbVCmv5glA6GDMhUpdpIgjzrxOV4YXZ6drJRicKQIfeItpyzJAxga2tlRaQECUOPIPGYBxS9gLmkgTGKPh4T7MKMCJQxZ0Xlnrrx9I7elh0rNW76zNhOdvz5nQgKROe9NA6RG3M+lVLOnRDBGKu0FtvbW9VqRUqB6O+6cP2VjaZ2yQCUuFWwy1fU2mqDiKD1uAV1FzC2uHRNnZTS0Vx7vZ7LEhxL/oQQrjl0qy9NU7fzuMPSAaSj0YgQooR0kokwjowxSZLkokCjM1FQSgmlSDBN07Fn6bgfdhapbkVbAGOtNlppTSgZGw4KKd09cWjVeAGOx2duLCKEcJCs83kbL1WlVBRF7o1wxIFcFG5M5r7qjuRdK2oX/CAEMuoiZa02iNDc2n70oUeOHTxcKpeTOGaUSSMLoS3QKA4sQK83KJXghRdeWFxaajQa5y+ce+m1Vx86+4GZmVnG+NbWxksvvtjpdE4eO/zBsw9NNKr1ShJ4bGOn93Of++XLq8uFIvvn901P7auWJp9988W1xWs6795xeN9nPvf5s4+9nwfJn37jm3/y5T87f3GJ+16aDl479+ah+XlOufVjgYYy1ioyZY1mvjESCRKkYMBDitoCsZVqaTTK1je38kKkWZHlIo4j7vv9wVDqtaIoxDCf2TeVoxYeu9ofzZbyEk98C5GxJaOFtpMslGEtx3SzyP0Th31LO2/fqCJFVXAED5BZK7WR1hrGgDBFaK4NkdIYg2BByYrH9802Luei2RtGsaLIdHeINCRKM7AeRfAIMGKNIQRKSVIOowAZNUZL1ZieYr632dxpdtuFkSmTZcYDygTYHIxmNu/1e8NBs7l98Qqs9bapFY//zIdKXnzz6o3t9U2P0Vqt9sgHHvj8b/zaKy//8Olnnjp8dH7+zInc6P1TU4f3z6etfmG9zbX2tZ3VP/ziHzxy9qGPPfDgl199k3keoSwrxHZzxw9CZXV/MGKdDnje5MLC6tp6rSs8DfftP7rZH6BSw+bWCy8+zSbqr1y8cvHctcAGTTSD7VY1z1aG/af+7Kl77z09Nzl59PD8qJDEmkuvn7/zyIm/8+jD589f/pXPfvrowUNf/Ne/E1m8J8CJ9tZ8OXz7L762lUSnpvZ7tZri221CDlSrDW1nozjNC/BtOygGzAiBTVYUEUGiE5888fCD5cnGRpqlUmZ5IfNc5nk1DLQ2Sik1LLTWuRCFkSHY81/+87Mz+/+bX/786jMvnL+2BNYKrRGRUGJ303SRWrzr2NEPPHL2/R/+mVrsfelf/jP55sUz9Uluher1CNe9bBDXEyAQl2MZEBXwYFSwPKPGAEXQAqhWWlELnkd4PcqI1zNKYI6MKqpHec+PvcCLS2EwUakhZeXYr9Snn7x4/asvnVsxWhLGEMuEoAWysmw4qy9MZ0pt7PRWNN134IgJglZ3KKw0nMblMgDmaXb2sx+7cv4NU0s2mDGT5YMP3us3JjYuryGDSSt8SoDaJ5544uOf+tSLzz7/F1/5ih/s3qI4Lj34wAO3bt1ijEU87DbbqxtbtamZbq87t38fHQ62trbO9/ulUq1OWWQNUwql4oA+o6ExzZ1tBJjweWhUkY3iMGgkrD3q7E8iCVYUOck3awp9RbN0VPUgfePy5ltXR/TryCn3Am5JZDEeybg7SID6oxyV8JglZY9xnzHBkFo0BAHRWGuAUeZxOcLC6FhCqDEi3PPCQkNOqQk8lmtf6GPVSXFjdfX5FdS6fOJOiJMT09Oz05PQ69Yo+z/Ze9MgS8/zOux512+/ay/TPdM9+2AbDDZisIMEQZGmRFGUZEq05AoV2U7JZVcqldjxjyRVrkolcRJHScWxUonk0IoWay/tEgkSJAGCIJYBCMy+9vQy3X377vfbv3fLj7fnojGAKVdFrhKVdKHwo/vOd7/9fc5zznNOMyvHb51dOvT8z/7w574qSKHkT/zszzhR+OJXX/zGH315WMn28uL45rXVW6uZgyuVycq4zFmYmQ2i2m53G5C2Sn4AMBiMJpQdP3aMaKjKUhTF7iy90cooxvlYIjAghKyUQIAJ4zudnZ1ubxKnlivLitxoabSRUlRFaSNHtBQYQIkqEzYq1tFajMeDqT+ZTRveregQSGnKUYIJJpgwgpuNWmd7s9/bqYrcVhhGSQRGCWmZLAS7juI2dHraQ8SgbHfY9n93f6/l7mQ6JYQyO9RjKb6pm7Rdl6fTFt1+t9vtTuKYce55XntmpijyJIsZ98qqQljf/+CDJ44dcz1nc3NzbW291Wrt379/0O9rqXzPPXXq1D0H94OWGIwBiOMJQrgsS0BUSUkJCly3zHOVFwFzDi8dXJyZdaXhUlZBJqsSE2cQ557vmagdzS42Wq0zF8/lRZIlI0xKUVUIYdDGxWSu3UIITSbxbZymMFYEI4yRUhIAEYotu4IRKK05pVoIp0aPHzuSpunJe+8+++67RZ4b7WCMhVZ2nt9yfdxxpo4k31cp7VprMAAQhuGs0ZWPi6LMsmK3m27sMOiuVnMwGOzsdG162O6tuSc7eKpmnFZCtnr7UCA3nSvL8zzLsna7Xa/X0zSdqps+yGv9hVDwe9h+fvAz30M2+aHREXudWv5Cwm1KSky9TKcG7pxzy/hNqby9fqRTo5q9ycvTQtzClTtOI3wgb/COMzBtTtzhhTPdAVutovc71VjCypaVZVX5vm/pAlvvSqWMlkIqjLHccxRTwsEYQx1u3xeWjrD++BYG21mmUVXa/JaZudlardZutxeXDkRRpAHyJJFKRX6gtFZWSI2xrARC6J133rEjUmEYhmHYrtWVUpRQjLES0mBkaSikjUEwmUzSJNnYgGlh7TiOVmphYcHyJJb+MkpnSWrTRKyb/2AwsCZDlmyUUgiQGgwhFBEslBCVDR4FCdogBAS00pxzJZVSirtuWZVSSoPMNERBGhPV5kUFjdqMh4nMJw4LDi7ffeqh+2bm93thi7sBZhR0CQgwrgRIUNVkPOLcpVgiQxlmRiPi7FK404drynTdji8GwGjvpN/ewb/bvzTTVoK9HJYWsxfovWiT24yxvYj2Mbcg0yo/iyybTAaOw3zPYRSXZU4pxRhRSo00lJI7cqktJrGbmv5q9wkyxmhtmTqKEWOsLMqqLAkhnO6SkLtxJrePy1Jn9i1kKbiiKOyyVK/XhdhFcZYfi6JoMplIKWu1mr1LrUtKWZaWWyuKwm6Ec95sNidporQustQPAj8MSiE8zxV5LrSqyl0D1aIsGGOO63HHQQhxz+UYDYfD8WQ8Syl3uNbacd2qquD2W1FplWWZ7/sW4E0V4NN8eUsb2nesBa72gQqCwA7i2zewvShTXtGamlpwaN8DNoXVGkeJopRSMkoJIYv7FoQQWirCeFpppZQQZZ4X9lYfDIffeuWV55577tlnn43j+Jsvv/LLv/zLURSdPn0aIZTl6bPPPv38c8+4xKTxxHWd4aincROw/+nPfv6Rp5+4sbp25szbf/Tin8e97kPHl3/is59dXmwfOrYEehI67t/94ucfOnXPf/af/7fnLq16HpYad/p9SnkpQWIsilIaMAhAKtAKgGEEHBNOKUUYMCBMKBNK6zhNpXWbyTLP8xAhRVmFYYRL6PaHM4vtmdnW9oVrN0ajekSOhfViXKG8jDgHYQIWZX5wc7z9Tm/rloJQF0fDelSCrCqPcp4VFXckMpJTRVDlet3xeCGsCaUF0hQZQxBz3ZmonlfVeFKorNjCztH2vuVDh3Kt3r5xGSvwnNCLgmFZBO3G8sL+LEkQoFa7PYjHmShlTre3x5FTixp+VBE5znIlcgfjwOtsjYQsGNbDwY5h5mf+zs/6jucQ54d+4kd31reW5hd2trfmWvUH77mrHdIs6c3NNEad62urG+cvXH/+3lOPLB+N8+L61cvnXnvj9XfP9rdu/syP/80H7zn50ivfWj54UEnlUhcM4o7PpN7sdBf2L87vP0Bcr3/p5om7Ts7UG5eHI6lyo721K1fzDf7cxz/Zjma/+qcvrqXZgZnZ8lZ270OP/ubvfOPLf/bl0888+cynnv9P//E/ffrJZ66vb1+5vvXFxx/d9+lP1cLa9XffuZ8YHY+DzRvMdXSZzhaJGG+ef/t8FTidgEeHD2XgnpxdmAn97c4N0gp6g2tC4tlwVqGyFkXDYTzqdCqhf+DxJ3NGDaNSaiUkUcbx6vbmF0IMBoNuv1dUFfGcpMzjl984/bnP/ul/9/P/0b/4lxcuXhBKFVWZ5hlnPE0Slzs/8NzH/9bnf6LZbL712td/93d/Lb28/pGZZrca+0XuMSjLvFQmJFErqpVD6bQLaiqsSs8jYlJIrYTMmOMAQOS5s41Wd1IOSh3nGXAidKmQinV28vCh+ZmWynJpgDlOrMmgKH7n7XNXDU7C+jBOAofvSImNSifxwvzMw6eeHIwnI76ZuE0yvwCeM+PXVjZuHn/gnmimsT3ojbe3O1W5/PDDWOU3y1yFkUHkwPEjy2l5faV36ODyeLgTRsETTzyxf3mZkNeGwyGjjHNnMBiEYfqRhx/J0+zLX/5yvRENh8O7j5+469SpN8+d+8HPfObo/Mxv/Pz/vLO5/dZk66n5fUwKN3QLIZXStSCYpKk0UIuCZhSoKtfarWTVAaECLFCqDSLMCahXjhOjiO+CAaOytE5IjXGT40rHILXRgDDzOEZKZEYoojRoqNAkS6nrEE2FrJAGKRVjVGlhGBbYVIQ0Ne3GJfOdSysrKSETRsdI+2Uxx/xrX/3W5jf/XA6IQApOHD+8dDBKBuPvvlaXJ8TFC4eF7P7xny3N15aefuSTz32K+/6tnV4TkYOHT3z04+bGytpN3MdL83MH2jc6m3hifI6RxlmWaW1s3AEyQCxmMghAYYRAKkZZOp5QQpQ2DiYGYwy4qFSR5sNCdjqdhYWFPC/LqorjeDwex2lCKEbYFEUBAFk68DzPog7r4EWIXWGVnf+wqtHdNBdjlKgwtuFZu4IjhBAhoLUUStRqtSJPe91OkWe7tacBbW7n6YG23n7TDPQ96zgooYIgsMtKlmV2dh2AWGsPxhh3XMb4tKlqi4e9qjQhRHdnq9frDYdD3/f3799vE8yPHDl6+fLlK1euIESazdbC4v5uf5BlyXDYN0o++OBjtzbWdnY6oOV99923vLTIKRKVUFoDAiAEYYyBrN7a2ul2belFCaukmVmYiXw/ixPP9cIg6Gc5Zbw7ihX1EgXRwjKNal9/+ZujZHLzxpV66EziocuMENL1wt7O4PTpx5MkU0pPswZs3ADCQDC1TgIYU0Yts6oYIysrN+bmZj3qJUny3XffRYDTLO/3+4yxvCrLsmSMCSkRQkEY7iaWw/fPXN8eL09jFU3AXdf1GGOiUloBMBiPJwsLi4SwCxcunT17fuXGikUs/zYI9EGvyw+FSVNMmOe5uF3WT90pvh+5vr8iP++V/h8WbgF7jErvGLbcCxRtxTmt9adDR7bKtFNJ77OiMUbdZhusjQoAiEpoIWVZFSjDGO9IaY06fN+3ys99c3WrL710oTdVPtTr9dn5Oc/zGo3G3Nzc4r7F3W4T55RRhDEnTIOpqmoyGg+Hw1tqdXt9I8syz/MAIUAoyzOMMaHURiVXVYVv779FCAAwGAzeE6ljHPpBu9man5/fv3+/9cs6cuQI5zxJkizLkiTpdrth6OVlUZQF5YwwypmjlDI2fBUBACgD6DaxY5Mbpql90zNcCe36HseIatWs19vt4NmnH2kvzwF3AQhgAyYBJQCwKss8idM4lqXERhqMAbTB2rpBT2PlLCdmQZ25nRFkUd8UF01j/d7/UJK9TZBpn2UqJN4bSvk+Eeae53SaHGiDgKqqwBhjsvsZgw3GmAD6YENk79zp+7Pad4MHkcGWubJHamfVqqqyXpp5nk9v7CmLbjsgvu/bIWFLlVtYaIFrkiRJktie3/SNNx20wxiLrLT/xHLs9jXFOFfGFFXFGAuCIIddlMUY88MguJ0YIZRUSlmyjlLaaDSSJJFSttvtPM+nj4wVpjqOM3Ui3f0WxqZJnlZGMZUDTS+Qhdl2513XjdNk2r4hhOR5bhckiyR3GT9CLeeJtJn25najOJUqigIR+5i7t9d1OhyOKKWtVosQEgTBc899bH5h4Q//6I9feumlUw+cPH369Cc+/rEiHYsqi6JIGVOV8vrq9XOXzwksunH84ssv7+zslGl2/MDCx59/8uixeVlOzr37uhfVKA/8Wpsh9tFnTq2urRalZg4RqmLcNQiUUEYZBAZjoogBQKDBDmNpJRQgQzBQbQ/W9ineG1a53fByfU/LQhkkDWaBs5Pmo1BlFEvOAGOiVB0gJCgjbBuT1c7WtUQsS0EwPewHssJQSIc5vSQlvptWOXBuQr+sCl0LKQBSosJGGAkGgiBY2r+fbm7lcW6UOnRg+b6777l2a60ehokRClB3c2On0xkNR6vXr47HY42QH4Yr66sLSwfue+DU8pFlzOhoZ7XYSWiuG0cOjstxvzcMI/fRxx79zMc//tyPfHLgqMm4/9u/+/udnd784sK4SDfPvLm1ujpbD65denvp4L7HP/KI47CbNy8MNnrXz7x+/vz1cVE2Dh4goXfg8AKNnKiUV9947fSP/q21SxevvXv20cceI1r3RqO64yHHnaisihPCHQeRqFk7v3b1O5caFzfXtagePf4RSRxc6e1zV0+fuOdrv/0VjOja6mYbaHPf8pP1xtkz3xKFbEetxx59+M23L/3gD/7I6vrW1W9/O7r/1CtvvrGztqrHcTvworIIiXKIpqHrtsKSa6h5ZdLbuHaFV7i9XNSPHSJcFjDy2iRJspVbt6I2x0L6CstJthmvd/IXy8AHl2Pucub5jltDHYZJLaq5jlNzeWPpQLPd0hQ7oU8cPrp5o7W48L/+Tz/f6/cLUY2TuBIiiqLezk4yiRdXGNfUAAAgAElEQVTn5ve1Zztb29vXrjnxqF5n7YYXeW4NhXXPL8sKAO+b3Q8K72x266wcmbHAuiKAIu5w5uYQzjTzKmMMG5fIiaaYUcTCoNaaaV64fIVWYHKpk4oo4IQwjWVQu9LprpXQZQYQ9pptBErpSoH2A78i+BsvvVpWxuT5+uUbLwLdP9MMI5cwvN8PO3FyYXWts7PTqsrHTz/41NMfPfPm6//8F34hToo0F67r33PP8uK+fUcOLRJGwloEYNI0HQ6H3Z0uYzxN03qt0ao3Atc7cvCQ1KoShQFVZMn25q0//sM/fPi+e43r+HPzXiWrWtQfj0LOkIfAoJFSY1FFzUZJcE9KLQQgcHxfsd1IcSklMlKLnDnYGAyAkJZIGSOFMYAo4QgjjiliQohBmWBkGMeEYcq5VjSTVZqrklJECHcAY1NVle0+piXEedqOjrjDycrq6i3sUOKVnI1UHDIWYlKXuJI6yOTYVP133sFrq2udTdO/DhffEP3kANBqe/uNX/n12huvDO86CcIcWFrCrn/1wtWjx044xPvGa98+u3KV1YJMlGxchH4QOIE2SEllPe0Bmfcc3Q22uXUIgTFGG+P6nudHRVWmWdYfDYfD4aiSdsZealWvNcMw3NraImCkUtY6oaoqTo0QVaPRMEbHccw5f88j/v1V2ffIo0bI/odszpAQ1R0bseEKeyu6vcqv3YLBda2I9HZ0tmf78lOPd0wZ3mP1hxCinFtTQDuaNJyMNzc30zS1K1GWZcbAfffd5/v+4uIi51xKWZbVjRsrYRhkaayUuev48c3NjV6vRwlemD+wsG8u8HxZjPeKzrRBlRI73V6al0oDpbiSkrlOUZa9ft+NmrISFSac80JWW/1+qnS93lSECjBFkSEtHApVnmAwShqNgOldIRtCaDQa7TmHu7wGIG2MNmDKUhBCQIGSErRJ01RKHYahVCbLCs55GEWzM21CSKWklJIytkvDEmJ7rEoqO9z7fYL6jDGwW9i5rsshajbaSZwPyoGU2hhkDAZD7rv3/hvXV7c2d/KssHfAdM7neyW/3/754J/smu153mQyGY/H8/PzFmBMh2H+2sOzvfkT5kOjZP9foL7vwXlqBdOqdzpZdMeH92pNbVD49DMWOJEP5JPc8b27RlJ7rESnbEyapkmSAIBxGHpvvAlTSj3XzeN4s8gxxkYbTDBClpHjruc5jut6bhCGnudFUegHAXccj3FZVi5jsqjysqCcIYyN0kJVBCFGqMOdQoppuoa+rcqzZvpSCIRQGiedTsdScvYYgiDwg4AQQihptVtBFDbadddzGeeTyeTW1lYcx1opS6lJi/sQ0kprpfeeBCuumNq6SoMpZUQokNXcbPPeE0utNgOSgJ4AZqApSAl5CUCrSTXsxJN+v8wqoyhjFJDSIJRSutJ78zARQlMF4y4ewxiR2wSjlLaNN23XTXW/7+WC7GHXpyvNdLjug9rs6RSZlFKrCiGU55kQxexsy64NjFLGmMF6N8XhA563dgvvZVTuZpIgA2D5VUaoncZxPM91XY2M7U3udS6dLmZ7bWamk37TqQbLsVNK9e1JUXu7WqGOFVLu+tPcHn00xhRlCQDcdTClruf5YdDpbG93OwQh1/MwQq7nhYxqjIBg7nBMiKgqBabWqAshsjTjrkMoHY5GYRQqqSo7yosRYbtJG7aHijG2/cK9z8v0cKaCHyuAt+RkmqZSSsLoXsp0+pRN5dwYYSnkVMyDCbGpgBoMpsQ6DABl2hh7OSgl2ph3z53bt7iwuH9/mmVSCt8Pnjj96OrNlavXru1fXMzz7OVvvdxu1jyO03iyeuPqrbWNybgap8NxkYHDNADC2Hd4r7u9tn7jrsM+RblSiSi0KNOiSIKg+Teef6rdav3xn3318rVNrdFw2ANCTWWMbVaAIYgYjDhlCAzRQOygrwEhNSbM88M0TQ1grbUWCuFddQOhlc9dJSFNsiqvao3ZneH61SyJGg3msJJirkyItBQ5xWze9VarhDh0o5J5dydpNg/W60jL8WSIag2vVa9AGcehYaACr+d6gesZ0IoAZlCrpOuEQRTOLy4Mu/3DS8uZLL/56re6o8GoSPpF0i8ShEmSJMP+sNvbrJRBBIUirDcDTk3c3dlZW5VShuWwmaEji4dxoz7sT3irWW50fvTppz95/wPrZ95eh+TsO2e3L148f+Pm1+YW5+f3P3z/A8+cfvSd11559ZvfvLHQOHB4n0Ya4t6B2vyRtnfwsYcUcTbSOFFVEPqeFHQwGl25nHz5yz95+vTXK3Hxay869fq+ek3ubDc5I1mu87zWaMw4fG2htrO29ofvvl4WldBwLJZhheuMyWQT09Z//x//g5/7xS9VwGSS/eYL3/i5H//h/+K/+q9n5xqNxYX/5B/+o3/4j/7LF9787uLyUUi6Z157LeLs6OJijG49cPLeYms9n4yJQygxssodr+VE/onmwnwp807ZX91YIWXrgUbt1H73cP3Pf+07rfnFKM/SSREwljNWazZevHh5VZQZgQxhIJQz7oBklPgOZ0AIQrUoKqoScxa1G8IY6vIjx4899PinDx4+FPi+HwaYUQBQUmKEVm6svPWd1wmgQ/OLJz/9w3owCGXVcFjDc0b9/nytGY/y/jhL+3nAfZIkeVIY3+uFTFWIgqF+5EVNVdFREZOAF43o+o3u4uJiNNMi3D18goqy2Ldv3mEUaUOQUQj7S0ffPXdlC4MK/bIULtGOQ516tDPoEoPzsswTEXi1IGqYstxKBoP+zoxpljIvzrxNAp4KgWdaeSq+9cqbV29cr0Te6fSKXLWaC+koyfN84+bqT/7U38zy2Pf9ca+3srJSlmUcJ9kkwRgfWDjge/75s+d812vva7mBc/DggdBzI5ffXLnR72ybePL4fff3eoPXhv153wWZU8I4ZXleGcddmJnBRhOjaRQSbAgBogoCCCuNlcZSG42U0Mq2GIVCpeBKOYgyoEoaJTWhCCEuCAJQYDQRQLSRESsqVREARjGRQgPVWoFGBAvQlKNae2YzHajQSTH0RUUUzikpOK60VllJ0rzB9ExRztWdTjZ0E1iK+FBkIpFzlM1raQju5Mnk2pVbKDz8xAPzB5Yvr9xUhgy6Y+K4Trt161xZTsooRDw3hgiACqNUiMomLQEg68h4G4cpg5QyRhitpamEVAYVVdUbDnr9QSlEY2am3qjneV5m5dgMMUZlmRkNaZoKIbQxICXhvNVsSSllVTmcGaPR7a+xKhf8AdCHbXyXMQiZ2/ZwAAgooRTjsshFVX4gMMAYtYtsbN8ZI2zRKhhNKGWEatCAEUbEYbsEj7UBcBwHY2LhgJ2zmA6c29XHtiy3trZWV1fLLDYAmBLAKM3zOE3dGzfW1m9JKRHCSikhqngyLqvS4Xx5eRkQ2trcLIri0NKBw4eXozDMsoSXOaHUIKQNMoCVNuu3tq7fXMsroQGI4+ZJWguCOE8n1IFGEzNiMHajWpVn/XEsuVvbvxQHtZ3BsD3TuH55g5jSKGkAcqkpYVQYzwtrURTH8blz56weihCCsT09ylbBxhikNWO0EBUhhLtuVopCyJYXSkMlYr5XMyKnFCOEHOpYR1Np1VWE2KXzexhb/tWd67Pda+46WrlR1KjVkvEoFZWqqIpNlqbFwYNHH3vsySwrr165Sil8eKv+A87vfyEmtHOillEJgsD3fWsr//+Rn716zr/Eq7l3a3uDHPYA/V0qwD7Ye+nBXfintYV81mXHSgXsrFGj0YjjeMr/TL/Lagam6HEvSJhiBluLT6meLMtsd41YpgXjdDQGYwgmdlSJc049xwIJe6tYV0YhRJakVVkCQK1WD/yQ+y4BAKVlWU3VxdKAtEfnsL2Adq9fyF7OExBGZtdVlVRlmmfTIDUAuLZy1UIFzjnlzHMcKYQxYBBYxg+j95gHu21MMOj34hwtNydVhVXFTOYwN/IEwiNABogGwKBAFSmJ06JCO1vF2lrS3x4TQzFihDCENRhhdAVA7QNrrSwRQuPxGO/5IZRiSqaeSZRSz/OmNif2DFDKp5d+6nfyHjb+sDiWO0TRGGPX5Qg833elLJQSGGNCEaWUMkIpNaAppWA+JOnkDgcju2mEdlex6Q1jXaYcx9na2U7TdGZmxt5mVrG59ya3t+u0W2HFKnae1r6m7UH5vm8DVCwetsyedfhUSlkRsgEQlTAIGOeVFNpohFFnp/PCV7+6trExice1Wo0xZiMua7Xa/Py8jcuz5BgmxOecO44lLbMsm8SxzUex7iNpmmIEtVqNUjqZTKIosuyf3YepS83efpBNYizL0v4+y7KiKGbmZi1XKaW02lQ7T2vVoZRSg7RW2k5mYowxJRQjG21PCbV8psYUYcsYI0LwYDDY3Np67LFHmcMRAYc5STJ69ZVXJsPeqfvvW7t549XXvkMIIaCLPJHSEAAEUKdw4p7995x6ZmVr+9yl61vbybF7jnMs11Z3KmV6wwHR6WTUdb2IOeFk1A/r+x575GStFv2z//H/HCUVd900yR3ELfS3bwmDUSkqgrBGyADGCBkMGBm7aljl0vStMrUvHitptJYjiYxpHVh0Z2dvTEZONmoT4hHsaog4FULKomxhM6oMbzeCxfrW6vob3X6M0Hyrzuf30dZMxgiJwoKgTpoW9Zr2w4kxAJq7DvVoMYqF0jXXmVnen2hxeXNtrbMZuv5gPLqxtcFqwU//nZ95/tkns6qMi2wSJ2lVSGVWrlz/9jdelmmS3FgRqxv1Wm1Jm7/7yc/cf/f9v/Xua39w5rs7BIWx+c7od54Fp7t6+Vz3xhMPPtGdnN8YF8drMz/++S+sr2/8ye//ARHFfLs1GXb/m1/93U4P7p6HL37h0Y898QP5CBweBX6TE1YNemwy0qPh+ObqykjMZtk9Tz6+srz/xsb6IE43tjvAmaO0MMrNUsqZ03QWFmdW1m9hB5oYr2+PPvf4R1euXOGeevubLz/6/LN/+9M/9OWvvnB9FJdI/dJv/e4Tdx/hN+IZP5pdPPjU40/9k1/6laNp+fCs6zIyLvJF3/v0F34KjFKc9Xa28mE/y7K5+TavzaYypVVxyG/4S/vX9K2trVv+IwxQp1f1U1kdbNSR1CA0eF5BMJlr5z1/kKqMkBxRjSnSOPcEAYVN7mDqEErzIaG0zNJBZ1WBAU7jN9448Ttf3X9oOYiimYV5wtlOr3vz+o0qL3zqcEDUIJ5P2qY4FIYPHVjkUTC+tT3ud8vqShwXLvOx4qUXNSOmwFMzjcH8DMYE0lJtdUlc+fWG8dzDTz2FvfqX/tn/NnjrHY+qYgIRh4W5erPTAQSu7xJGCCHOUK7FJa27xvfRqPCyEhUpc+sY63xScsJC18vSkcvJo8+cvnHz+s1r18b9HscwE0985Q7Gg7BRY9IhzFlf3THUuF6DUtPd7reC5sYw9ajzR3/wB4Shu07c9fDDD5964IFrV692trYdx3Ec57577nUd59KFC1/84hfnl+eIi44fO+R50eKl2XhldXN7O0/z7viVxSBYjOrndwYEJCHMI1xXph5Gb1y/QQE8hwYOwwTJqmxL4zHe8MPI8Wuh51Kqq0oQyjFiGogybJiwXDAgRCojJFYYYewgjpHGWiEljZQ7kcqwKbEBrFyGHRew0mVZhpz5QRhvDba7vZVj7YSyjq4ECyjxpFIVyFIbTQxQMFgLk0kpwpA5WCOllIYszeuM4CyXCCtGUy0dx/nGK6/QrdWg3rx65caxmf3fPfvud869hR3gChyEEUOVhqwUtYgRh+8iMDAGNEIYEABGu4msyCijDUJpnm/3+r1eLxciajRmZ2YuXLzY7XbTLK3X6rVaDSFktC6LoiwysCsg1r7vGdCDYV9rbSOLCSG7/dX3B2l/YME108l3q+FknCIMWqhp0vT71TJgN2uXDq2lbatrjaxUBLDxvMBWUwhhAKCEKaWyrNjVChkDCPayNVMniDiONzY20kmCsIyiWq1WD4JASpWm6XgcGzNRytg2dFEUURQaY44cOTLTbl6+dN5xnFotOnHieC0KsjTWWvPbJAQgLBRklbxwdWU4TjHlohJao0JKnac6zRbqrf5oSH3ptmarMi+Mdhp1Y5R03YXlg+ffPdP02XjYcYgRSgKQUmpEiQAyM78vCGsbW5vbnR3fc/d2ugGM1rusFdLSKKylQAwRQrQxQHguDHaCfXOLQRgNNteUSKYKqSllQii5XYf85Ws86b9X5IEwtmofTAkoxJlXr7WG4WQySaQ0jkM8N6hK8eADD0dh/erly9euXZrOd30oLzelC6YDJx8s+2wlbadQsiwbDAYW9Y3H43/HYLq/BpDvDlLuL+WoP3So7w5Szlb5U5bvPdiz5zNW8H3y5EkLul566SXP98uyVFrvlfbakHl4f/C2ZZ30Hi9++3+rtLR9NIPAc9xduTnCGLCRmmGMMcIYS20AEEO4yJLqdhICAtitYjljlNnJ5nQ00pVCSXLx3AVMSVCLPN93HB64HsXYaKOVym/fgRbv7UWk792uAFKp3cNCKM0yjDFlbOprEjgBxhgBqEqLqhQYUUO0JfN2O2swvdun7wWb5GIVBQghwEJqcLACyPJExGPcnkSUYaAKECqlMUVajUfDkVy9OllZFePEM6QJimJEEZZaK22qqlJ7Ixntd9l5zt1odTBw29Z/6sRlId9Usksp32vxvPcOvEMefIeWe2/kuta7nqiO42SZUEruWahu3xsfCJ/8oKLYfsyOklpHTYvifNebunEGQdBut3ffVHv0qFNcZMEbIcR+wCIuu3t2wbPknj0tVmA5PQOu6yqlOOxm6GGMDUGUMw8jDQAYXb127cbNmxhjLwzyshxNJju9Hrl5Uxu962oNyHXd9uxMw/Edx2k2mydOnDh27BhCyEbtWSMZu4g6hFn4NxwO6/X6Xu70jiHbqdWqvUwWr9ocDqWU3bI9jfayThOElFKEModzM/UCtZ1NjAwgBcZoCQBaGEKIEBIhGI0Gr776ar1eP378uJRyOOzHcbyzeavK0zJPrl4674fRww89NBgOr1+/SilzXDw/237+488dm80XDxyI8+rBB+959MGHv/Svf51pfO9dJ7/71iu9bqoURrL0iCwyrZQOoiYypZY5Q2q+7X30uWdf+Nq3MQEjBabEhmsbjMFghIlBBjBBiGiEADSC3ciNaRtl2rDY1awq5SDCJSKA41EWzc7u6PLSZLDAnUMItzEBYhyGIoEWEM9TUcSy1vT943cbCp5DJSOMs4rQHIH0nQz0QDLNHRyE2IBWkjmMesxoKIfx2WtXnchbOHHYdz1dimI8OfTwvQ9QNEzjjUHn69/4cmfQ8xq1SmtMmUudzsZN2e+jtJwL2yf2Hz568NCzi/UTbpNt9j9+5K6z9538vTfPPXVk7snZxYW48pzG7NKxo7hZLBzPNgd8J77ynbf+1a//ahZPThza32q4YeTPzmHi6E88Nd+ed9+4+pqPZgZrfT40H7/nkago0+6WlrkP8hPzs0JWqlR1ip944NS4LNwwyo1OKhEXuVDKIPQnO1vv3Fp3EOmVKmwEfnPfW2cuZIN+r+gee+bUC5fe+BtP/cjRn/7pf/Fr//fNra6Wxe/99m/eW2+Mz55beuCR+ZkZ6vHzN67+xi34wWced4RbjOP6tes7F87vc/ih+TmKeW97U2knKcs4i10HzGBCwZ3xo+1SaV83793PZxrlTffKV24NaJUbjaQZGJN21/NWfVTlBSAFnBqONa4qQSnlBmmNjWFSG5Vrg9hi+5BEZpwmQQOnafXu5YuVUcx3DcZSK2KAEdovhlBKjztcqVtplnnlkXC2bZSbI2q406hngYizotMfaCj7E9fbt6/fqr3V6ez0uvHa8OH6zMzd+5utuYtXzpz986/cQoFz5J4jxwjNK6ahwd3hTqfkfJLGeV4kRSmMKeOt6zrXgUM0zHjeYt13GYg6PXbfcUw8IoiPydlz313vdOeWZ57/3Cd++V996eLbZxmBpNs9dfpRZ/nA62+8rpzFVGTgIsd1V66vYUV8HnnEnW/NHjty9NyVd/zIvXTp0sLCwtGjR43WBOFWo+W5rtH6m1//epZmWZouHVm6+767Wu2GrDTSejQYsigCpUwYdAFKUUlQBmmODTOaUCBZQjwXAxAwzMbrcfeW72IhWV7yvGJobIxEFBGKGSIOwg4iLpG+rzgQ36MBcq2PIgLkURZRzBFyAXFeeNiDQRFXeVEpoQEb5PpeWVXD8fj5xx/6x1/425u9N9BYphcvJGnFQGuhVKkwo8398/WiHAyvu/NBCgJhVJWlj3BEHWx0PprM1pqbeTqKaPP+o6Q+s+S2bpj84rtnTZKIUCajdGnf0kcfuqdI4q2rK70kB22I1H4UMe6AlMDJtJjZNerHoBFUSqZFbhSM47gUgjhOu9lM8/xbr75a5rnneXedOLG1teVwKoRQspSi4AwrqbQsm/U6ZXRjY51z7vteVZWE4NtFB7w3iv8hMrz3zOGQQdpYHZwuy0LseoPdqfCcbuwOE+z3vNlcRyopcwWZLX7wJM4AEBhkDQgMGIPMHcu9BYFxHOdFUW+3777rYKPecD0fAdrZ6e7sdMfjGCEMBkEpCCEGTJylnJKbN1ffeecd0JXLMWO03+8xAkopSglIMADKaKlguzfY7vZ3+gNhoFKmEEokyW7yCsFCqzhLW66nwGiENKXc9UJCaFTPlEAYXbxwzsiKUpJXijhEGYyZh4izfPAwQqTT6bjOewoge95u2xsghJDDuTKKYEwxwZg0mm3MnK1un7pBe/6AkApRhhVmjGm0q0e1Elk6zVdD3z8p7XZ3McK2Q8wEJxoRQoMgDIJalpVa2+F61GrN5Hl+//2nHn/88a2t9SkjN9UUfWhh9z1QH+ccISSEsGxSkiQ2vcRWOey2cPb///lLn+sjt6v86WW6g5Sb2gkCwPz8fLvd9n3/K1/5irW2F0LUarXPfe5zQojRaNTr9QaDQZ7ng8FATmecrCUxwe89WHvgxG70uTH1MLL6OvtnaQwYI4SkhCAADEhLRSgCAGwAENiePxgjq0oUBQZECNFApDSTLL1+c8WAwZRopRAhNtRhptWu1WrRvpmp+/DUUGQvnpFaGQBKKcG7pJAVBBqtpp9XpXBc12oClVJaGXRbSoENaAQYQO5JWXwPVQLCGBslMUKIaEINUTrPR91ett0pmq1Gk7CClDkYYTAejkbXb+0MqmuXk/UOV3SZBnVNpZIGgVJKSFWm6e5o5fTRU9MQHmv9b4zUappUMb0xLB1kRYyeF1judBrFM7UV2ZsYuTfwZ2r5Nf0uqyu02ynL3PpBm113YzNdiP7ixpNdaLWeJhOARhaw2SE3znmr1bJYbhrmOSWNp1QPIcSaX2dZNjs7O/Xq3Ovn6ThOFEVWX2BRsX3zlGVJgNgAVoRxpaXWmjvOcDSqufUwimZnZ8NatNnZcpuuPV1WnW6fFEJpIarBeOQDCcMwy7I//dM/ffTRRx955JE4jg8fPjw/Py+EsDy5pbLtRKJ1EN17ni0PeUfIhMW902wbq4NN07QoCmtKNHX0tZ5JZVkaqZgfAAJpJxspMdpQzgChaVyH53DrK6O1HAxGb7311hd/5j/Isuzs2bNSVs1ms8izSxcuzMzNfeIHPllvtmb37Uuz9Bd/8RfPnT176NCBT3360x95+KF88ytIx77LsqJshv7S/EJnuzP/zEeTcbrTjRcW6qXoT8aDWr3lcDIZD+rYBZxEgdNohD/2o589sHToX/7vv6TBGK0MRgYZwAhRbJRWgJRWAhkCiCJwOS3L0iYx2kJkqmvdhcdYSmkczTyHD/pDt11jjXp3e52BWqQhMtggTVxMtQwNniHOSJF20ITQTYlKZS6wTozAlUSB188mBSImDISGwnEYoDiOd25tlDI/PLtw+rFHC6PcRlgZubKy0u92bly9vLW5nVayta/5zCee+8I/+A9f+PrXtga97fX11Y0NXcoWDZ565JEr33nrmfse+Nj9Hxn3B+3hmp/HzIWAu0dbM0/ff+CLz/3QU6WXX705N1cXlJD13pNLJ85euVZsddOd/o986gc7O1vvnvlOZ3uMHPmJTz5376l7P3k3yqn39rm13/u1P7v07dHBAsJLW6eXjxiZYtfU99V5WtDxOC3LA2E03Nmaj6Js0EUIU4JChIjvcc7bJ+57dXvtcplvxOn2za3rNzeo04xHkxGq/vDVV4587L7f/tL/9UOf//znf+xz//z/+AUwOIkn4LonHnzwt37lV3vLh93QT9LiyriAM28+eORorSrTd8+e2jdvStGbZDpNvaCBiYsdtxhUTGvHeFRJkGpmZubStdVD4akg50eOHL7rUw//xtrbVy5d6nZHmYM0kc0Td5nRUFbGSMyBccNMUQaezwzSReVg4hEKNnC6EK7Da+5MUZUDqoKoEWKca6EQcIxAak6ZxsQJCZI6zypGPUP9LNedpFdLh7iMdeSSmteM3Er5hhDT49yrr4/jV1duuKFPfKaDmt+Y47V2OL//etz582+fMaXDtW5hr+0Hulb/yMn7Pc+TWPPQlQxRl1+9Ney9+YpoeQsL+2uDvG0gG/XWxoMrnY20BJRDzeM8oKWQX/36iwtHFt2Qtlr+YqM5XN/GRfHp5z/Ny9Lg+aWjS2+cfb2AqrPdY8CYjg/ML87NzK3eWEUA3HFeeumlixcvEsy6OztKyLmZuWNHj146f+lrX/taWRT/5tf/zb2PHwsi/803X7t4/srKSqceBcb3WgcWhFb9blcZpSlxfK8yoCsdOqERWhUVI4QTAkYpJUCKHamgElxrn1KHE4M19qhBCmPlIuIRMCGRHJDQgVYRCCOVyAtRZDpJWVVyDS7AkzuweiAoeD0XUMoiL4FikyQJdl2l9HZn59q1a8OZqpePTeTde/iuBkTrW51M9SEXNPCYR2XJOkXGAo8aDUoHjp9IGboO+PQOhWUAACAASURBVCxLSx15hx97aP6pB2+NZr/z7rd7SNzcWC/WekeD+TzJ2gutxx893Q7rw5W1r333u2mcdNY30iyvpABG30Nitj2NwNbGSZqORiMhVFWJ+X0LmPGNjVtXrl4dTyaHlvffWt8o8vTEiRN//+//3Mvf/MYLL7ygpMAYjJKNRuOpJ5/8kxdecF1HKVWWBaX0A0N9u9G+dw7pGb23MWqMBkBKSQs57LzMB3Di+zqzdoh9aqLBOc8KG19EMCaWYzSywpiAwcZIY4k+8r60MKvwnE6LBEEwGo/jJBFCMcaLvBgOxwhhYzRGFMBIpRijk0niOvTW+rrnuYHHlIAiTddb9VYj4pypSmjQxoABXEpxa7tz7foK404hTCVKhEklpMYGY8wZjdNkpjkTNeq5qBh3paiSIud+4NWiNy9edMAMBn3PIWVWBT4tNQKMKeeUsrm5+Twv19Y2bDlnT9r0VNuyFGOEjBFZZQCkJELKIIgA4eEkabTaiPI4HmmD7ESGNLooCmOM9dMGvDvHZLQB8v3D9WGMldkt78qy9L1QVQY5DnU9g5lSBhCN6g0hCsZxVRXz+2aTJLE6MVs22S67NU+fVjPTlXiqqZuygraIsR+2CjSMcVEUw+Gw1WrZGmhqDfrvT9R6x6TsX8ie7f0nf+G+fdAgdMpOTDV1HxjVRd/TguXf9ecOtPwhu4o0wgYTAKQBaYynxBfAbY5IytRxwHVRPBk06pGS7NjRoyeO3805//3f/4PFxVpWiHq93mjNLi4tT7O80zQejUZpmna73eFwOOj2bjsNMkyxlIJz6/6quMOklMOyxAgopVSDUZoCRghronjNS6uiMgBE+yW28IIQAgjkbeMfRKg1Y0IIkiQBrblBAIgBBUK11iYpxnE+2toxxlBv166zXm82Gg3O+Ux7LggC3w8shCg0AcYwolVRaWUw44RyoatSVwYBdSnjnCKaAICUBhQQS10abZQEpZEBAJ7JBiYyS4lL80oSgpRQHvccQERjAIId7mhGqtBornKVl9sblztH6iPMlA+JX2gYl8kO39zhOz3VGXo9E2rHBZz6RtZ1HhKulcpyodTuE7crMb/t2vqegaqWSAkCgBFUVQWAlNKU0rzMs2Sym13eAsZcV4aMhw4NGHJd6vqUIKUcjB0MFUCJdkvqaSbedLDTLiQOAa2kVqLIM61UPEnzrNSGSGU4p5gzbQw26kONZ/c8R7t8IEIIY4IQmpmZmYziqqqkUvZtYNAuKJpas0wDG+xeWTjnOI6d/Ws0GtOwCjuZYP9kj8JGnDcaDbsFjLHVglZIKansMCeSCAMko5GDccScBnd9wP3VjSQfKtc9fPDQE6cfA6WvXbrc2dous1yW1WQ4SkUqHJMmSVhrNFut8xfffvnVbziOu3Tw0Gd++HOHDh2q75ubxDHOi6LMJpNJq92Mk7ExRmnAGDNODag0TX0vnIawT/1ap2mfVkdkr7ul4qdBFEqpVqtls33DKExkrqTBmDFMjSYIQOYlQiBkibScbTYUwpSUo3Sbu+jdsy/ML8BwdAnjubtOLC4sLL391ruvv/7mkeXDTzzxVLs+CwpVw4IjevLw3b3VW/O19oHZhWQYh/qeIimRV2pcamYWD83fuNnb3Bg0ovags37ikCvzkvg1XUbpjqYMmWAMLksLOR7KuDP57McfevUr8PpFShF3HE+XQgtlFAZjEFY+wz5HRkohDDbYxRwDMASuQ9I0JwQow0YqA4BUBZpqIIKSVCnsOZubm3OzdaFRORBPfPp0NEjU9nqrMqYEgQgE7qacXBhcMiPCKoiYMy4z4ZDR7GFsg02QCgSr+X7S6w/yfGX15tzc7F0Hj5x86vFeVYpRml/eunzm7PrqRpylXiN0goUvfPFzD9x/8rHTH2kvP/iTP3XKp+mbr3zlf/in/8RH6mMPPPqRA4d7vlmUYv/NM4HrQq8AWoHMDpb0xxJ4Gi8e6VaKYrF0YICpaxqXljZGSZ8frb3y3ZcSP9uaXJmUq35d/uiP1BkdLx84VwtfVDFyTfTMPfNH/17rzXtG184Ame8PnMgb4rr2oxFPcizJ7CTMU5LhJvXUxMNoRlI5qZywLg2Mul2oH3z67kfmxbhx/7EE9K/99m+ymfY+c99xQNfPX0zXBrVo6dvfeu3Uc4889sDhC69dFVA6jXoonMPBQr2f/71G+1vd6y8foON+It45+2y9cfLkyRDMgcjVWzsmq+gMHkZFrTtYCv1cVVtZwiKtGSnjfN+tGvzrlAlBu508v/gZik2N/lkfDj192ps9cvb8ZVyQrIpJm3VljEvtSVkxJDEWRFRE5VRprZGxK50wcmKQ8TxPKUUAWtSTUqpCMsqRQpVBVVZgjGmNxGa0g8uB13IwrpR0McIernlcKYmKvNVors1tHq7YXXn0VtmeIGYylUXlWu/a+MKZBw8ddPzZL8GVm1zUPd/DpMyGzmjyVsf3ff/mzZta6wPLS0tLSyOdHnzsgZk86/X6N+PkmpRlUVal0QXxtVFIT/K4TIznQD4oXv6T76ZDzthsa2GpEtWttDeW+cG7jyoEUQsde+DI1176JvERaJUMi954VZq6MOO5/Qs71zazrLokrkqO/XpDx/m1M1cvuu9qjZK8LHCw3h1tnOnnHfTW+XcrpHTTS1RVZr12gIlhVVaOJqN26LHKKKW0kKWnCWFKaamN0MgYJCWljM2AkhiUUVqjUmJCmEzBDn0lFAAU6SgXI2PUTlkAUYwRYyTzCA25QaTeiBBCL963Tyl1LM+klFmpmtw1CIKamxc94lZnxrf+l6uvH9CHb3WKN4d5mF4kEprUNYMRjWovGzPfbIP3yHK0I+LMM8jlOM5KzrHjuKtxx8z4A5CPkVmyrlfn3Uoytd09uXDo1Vs718zwUrUtVm7BC2zfvn2u65rxymR1IxrLR+56cN5QSCX4vMBEALgARAEokFh5QdAZ9DZ6HaPgxIm7NEKDfr8/6FNMlvcf6G3dZFh/7KPP/uRP/lQtave7SZ5qJTlxuUblkeMn1zf7IEoNKAprBlElDdJEKYEJwkhjpMFI8YEif69oaFqC7iVRPlgkv1+3ZQBMWRW3h9kwQlrp0kEMNAAYUPL2ACECZVOTMCZ4KpvXWiMAh1JRFJwxWUlTZhQAqmw8di1ng1BGCGHcvd0j1naSgFNJsCzKwgs8qVEhHcJ94tW6AzUYivm5sBTCd3meV36jtnbz5srmildzJ3FGkeJGlnlRJx4RFSsrivFc01taXMCEVaUyGksIhEO7RjOnluzs4IiP06QeUeMbITQjHKtEZTH2CzDd1bWxEOVUEFRV1W2rttvQGpkSgaJUV6UWsU8Ud/EMhU48RpSGyhA3WtNaEI2QUloRh5ZliRHRWrvcVUoAAKHfb3N9e+tFISrruuG5nuM4VbVrBUEpNaAcx7Hui7ZU+reBn73Q5XtQdlNYaK2B0jRtNBqu69pI4g8yhH/N9Jx/lffWlphKqe3tbYzpE088+dGPfrRRb16+fMX3vanETgghhbJ6CIzx3Ny+2dk5pdTS0tLdd9/tcZ4kidZaKjEY9Dc21s+fP5ckCYDp93vD4VCMC2OMllICEIwwIRiBkDqbTIAgj1FdCWOI7RfYYVybo23fd1ZjDAYZgzDe/ZiNfNxLuduxVWsh0+v1LX7HiAIAZ9wPAsdxuO85ge97gc3g9oPQ9T3OWcN1rM+ySnIAsivXvC1lNVIBNszO9RlgiAICwNgOt2ujp7tgW4YYY2OkwpUBKoze6o4H3e16+P9w96ZRlp53ndj/Wd/17vfWvnRXdat3qVtLa7EsW7JlZGMbG4YwGIeTMNhA5vAhnJwcksnwgU8+OZmcMxOSnEkCHIbBwTZ4wQJsGbzJsqRuSVarF3VXdXVVV3Wtd7/33Z8tH97q60JeAgww4Pupuqq6zn3vuzzP7//brLCnfSyYwEkgb+8Mlvb0XgQRrlPmhakGlQkgxgYtkRSQZSaK4pE7bjRNOEjNaQNSI9AGQIPSnGJAimFjlBRZgtKe0Crqa0IY5y5jjmX5jDqeW0gdl2Bkc8Ytro1RBrTWgAAjrLQCA9poJZXSCgHCBCulc+4lB4dSymazmXt0R+vW32J6k5/rfVUqJpTSOEvyVvp8XJLznKMAzNy8d7C1L9+IvCW1KDf1fVd8e0DBMqplT5IkTdNcdZmX+CGEtre3Dx8+bIy5ePFic6nV7/Xe6L8RDoOn3/Wun/jwhwmgcDjsdrqc0MFgcGewE0dRr98fhpGUejAIjDZrKyv/x2/9u2PHT/zUP/tnURj5hBYKBd/3AaG8zUUqFcexNgaMsWz74FQuP4r8ndi2PQrUJZTYd38zh+K9Xi9N05wg1VoHYYgJ8T2fUg4qLw4NbYuLLAWki54jZRplUkhiO/b6+s0sy+67776PfOSj9545+9u//R/+r3///1Sr9Q/9xIcnGuOeV1BKZ6no9XpJkjz++ONnz54BpKvVchxH3HURo8YiUSRcz7nnnmMvvbDUbLUcr3BzZfX4iSmMKWCJTa4rEWmWiCg0QD3fvXjx4rlzH37mmXduda60u70oTJhlZ1Iy7kghjBQZ0o7tOr7jIY4QQwhJLQ3WjLs4kQZAKgBEEUYSADjVUmcik4CwwYBAYlRs1Psbzavrt0/4JQSaxzE3mFDic5uHwTDJNCJpEI/Nzk8dnt0J+50sDcJAac05Hwz7YRQyTqu12rlz991z/Fij3riyfPM7V68172zrYVpgrl8u2NWi4qgyVn30icdPHLtHafXC6y9wGfhZL2m2fvod7zpSbVSQzQayNnYItYbxIIqDQVa2NWOSc1YtkYkqDYN1ywmiVKbCKC2E6giMuB0xXzqcVfTDDxxdPPEAt9ZmplKb9LDqJ1FgVR3GuNHRYqW0ePqh/m3V+k6/e3nDdyY9u95vB9qAIcC49oyGTDEJJlMZYbhU3xIqJdQ5vKA8z65UHjt9fl0G62u3nnnfTyAhTJadXlhInwxeu/DyodJsNxy87al3NI7O/Pn4p48Xao5XWem2Qo+vb2/V56fqnb1Th6fuP+YfBXw4StWwvxdHEyeOW6XZwYYucVVIQr/kRkmSpsJxHESYApgcm9hrt+7cXC0VCiJRGFgHKVItfeTdTz34kx/thrD2if+VGVniLFNSa2RjSyGVcw6MMU5ZfvPSux51o5TWOpVyX/prjFJKKQn7KjWy/3wQsuzXdBj3YymTeNbxMjDMKwTKWJbDpmd6QhV5lWKHEg+6HIixbTYz3jBZmgmRIrwXhsARikFJlRqdZRnj1m5rz3O8Xr9vEHSvXX319e9g15qYGPd8v9vrh1EI+d6a05JdVlJKpVzCgRHPL+3thUs3rlmUhYN2cxsfWVhs72197ot/7vn+YG830bo0OfbE4++8//5o2O3t3N4CIW3bsgpOcbyOLU7aHTEcJGEYtDoySmWQdHo9zqxAZNh3dCZ/+//9PWbxIAl6YWJ5NIkzy3V1lBCsPM6cMi14NqYg4nQYJN0wMho4ZUppjCnFVBtDCaMcOKPGgJTCIOCcG4RyTglhhAlRqUiFtB378Nzi1NSY7Vrcot1+q1QuYAK2Y1dr5bna3Pr6eq3RaIw1CGNuwd9p7i0eOVKpVd+8cf3ZZ5/90E9++NzJ+1999bVrF68gDf1+nzmaI2QYubS60ryzUeDM94ADdg22APuEO4TKYccZLwmH2mOT7VOH6zNTXugoofvdoVcqIAUqlUW3sLm998oLFzDGmdJlkjKNHz999u1ve8r1fGD0r6ac56AIC5G1my2L8URlGxsbAEhJU6vVFxePeJ53/7n/kjHeqI/ZjhPGQw1SgQKio3g4Pzc3MdnY3Nx0fTfNZKFY9PzS5uZOEA0tZuUzdp0bCdHf2T7zYLLDW4SaKK8a/oFsgRnxYKMQcq0VQqC1EiJTSuZEZZZEGGMlFaEEIUBaE7Tv4iEY4Xy/ozXkXJ4BBCbLMk7JYDi8s7VZqxYwwamQhLGbN1dv3b4thZYyTeLEovzo4SMqldFgCCLlRlGCy8WSY9lKKEp4GCbYLwyGw8Lk+NUrVxqlws7uhscJNQYhJBDinDm2awz0hkG704+iJI7jfHKdR2QfxDv7XxMMxnBuJXEEALV6PRUpoVhKsb6+VqjUMN7H2KNwhH+ITfg/DORTSgmZcWYzRl3PdV3XmNB2LMaYubuHIwTnu6sfznflP/0hyO0gCcYYy7Is1z55njccDn9UMzwPQr5/zMc4UoH3+/00TRcWFoIgmJycbLdbeaImYxYAzrV+xhCMiet6o134zvbe9taua7Px8fHFxcXTpx/EBPb29k6cOD43N/fE258ABMNhf681aLVaV65cuXr18urq6uVLr3daLc+xo3BIDcFCyUxo17UsK+9viaIo5zryjW8O84QQeRlLPtOybWsUyYjxfkRWerdlG2N8txEH8qVr0OsbY6RKFUjAJJfz59SWTa2y53mOWy2WXNctH55nlDqO47qObduEoCiKAGkpZSZTIYQ2OEiE0kprbTAimGollTEII4Sx0YApsRzAWhvQmrJmIJP+MIh216Z4zXVwysJ+dqcV7AlQvEAbZcqLODU6M9RCHBgxTCmVCS5lcLAH8qAmMx/RSYMzQ8FIpDQxyqVkcqLqEIxVImMk0yhNs6G0ZJapODWmoxFJCYsJw66HGGeFAnM8pBEDut+ed8DEm7vvEAItZRSHSRKnWRSGYZomjNERMBspYwH+xlLtMAyRwfvJexQd7Pc7GD50kIHPhZ25AzAPj865UMdxkiTJSbBGo3GwDHNUdCGEyI8xj8bJB0+5hDK/0jjn7XZ7cnLyIx/5iPWsdeHCBZtbt27d+p3bt9/xxDsee/TRicaY5TppktpFvwJjhBDX8xi3tra3N+7ceemll26trcZpsnZr+fd+5/9uNTv3n773137t14wxq6urSinKWBCGQohSqcQ5zy3W+4emETJYa40IFlkmlFRGU86YxbMsG1XE5q0S1Wo1juNRrWKSpty2hJBSGqQNxthxeRQESqe+71Jm4jgaDKOkGW7vbB07vvCbv/mbU1NTy8s3P/7xX0Zgvfe97y8VK1oolWW9Xo9Sxii3bdv3/VxBignkrO9er2/7qGBZQByCnInJAuV8Y3PzxD2Tb1670e4Mx8csJSWAIRQhjJXKXIepYcYYee21V9P0faVS6cffff7O1s5XvvaaRRVBOk76GFNEECDUD6JBaHy74DkMUWwAG4Ns248TmUqhhEaYIcBaGVCxMYAIpZQSi2GLhiKlSrKy/a1r19u12sNj1TgKKBBsoGBbTkRIJgpFN0rk3t5uPw17SCi7nMrEdV3fdzORRSlgRginE9MTb9649rk/udHrB4VCpe6XFBGO7TUmxksTDV5ywyR69rk///yffFZFUWV+/F3nzvR21ltXrxR6/eq8jePg8utvHrvnlBbIK1SllDfqhb1+d31vK+5tg2X10yyWOk4lZzZByGhkmhVipbHSslqZunfmZ/7rB8P+5WHnlpG7nEiGwZmaDrJep9+kGBXtDmjsTteOzJ2Ek27yfH+4HhnDfTtLZUpSSZBBGmzsMm4L5rW5ZY7O9Rh5o9Ucr1WXO+31526/tn4L2fxDP/lhqoAhSLQRxD7/7mdaa+sTc41OHA9icd/Dby8qE0Zpu1R8+KM//cz01Fe/8pw/O356OCgmcUOqexp+/9bq7Z072bg3d+KoW1toXVmabOuBnwBGhXI5StM0FdWxMc/zZKKH7YBq1mp1lVKXVHb2gx945Oc+siXw0kuXJ+v+1hbHqehFkWtXRJAam0qhlRS+73O+n+pE0H40sdJC6X1RyehxgSnLG2gJJrlVGzJqYyaUUE753ONPlqj+wmf/ECWxlEJrbYSZHp88zONMtluO2YpawFmFQsVmFSDSTqTr7IZyb2C4zRzLQUIlKo4z0e8PpdSDKKQWB4QSKXGolm7cLFVKpWqFO7YQYhiGGOMgGwTDuOg795w6wlzbsr0wWm3utodCEJMu3whE0DuyuNgcxtv9dNYpjo/VccGRqXYtb/7U/CMPPloq+sVy2S0XsMexMSTTIs1EGGdxFsfxXrfX6feSTKxvrAOgVqsdhN36RGOYDcTWHU4QYLCM6G+2EAKMIJMwHPYlAikBGaAILIYzIZQGpJTBCmmUgYiFAoKNMVIqrQETAITM3TR8g4BIffbEkccee/TwwuHN7c295k6r2Tx1+sQDD567tbry0EMPnTt3H9dw8cKFC69cvL7SLhSLbsG/fuP65NzksYl73OK57da2V3S/+kefffbPv1x3bNcrEqFFKoNMlDFyF2YsojZ2NofFkmvZKJNISZdgYoyUutNaT0FZ/d2/YPrMffceKh7Z3tpav3378OKChalD2JkTp+anZ/O5oeM4UdImyvRa0dL6+hOYgNTAKYJRtOa+oY4z+8yZ+5aWlldXLwuhEJB8nH3mzL0/87P/fHyqhBDSAEmWMm4HSRClgWPZi4uLv/wrH/+t3/rftFZhnJTLlThLN28uKWkcxzUmH8reTdv8AekY35c5+OGQ7+A/D5r27/6C/l6P192l8K/Yte4W/SljjNZGKYkQ2LZFKWGgEUIIECGIUqT13VwaYwCUMdpICUojlQfi7JuGCMGZSjZ3thtj1bmZaaLSZrd9fXl5r9WhnEulCaZamJmp2cnqWKfVhiQatHfDwdAkSmeKIm4wkqClEt1h9/Dioe5yc3qu8eZ3Nuqeh3QshMIIG6lsx82UREoz2y1S+y0z4jyj+2AmQhxLzohXKGZJFqfZmG3FSewXXIPRXmtLI5NlMYZ9d/3I1PZ3m8L4D4z6vlvRZlB+pg1C4Dh2riNijAmRaq0opVrL/IbJZZw/SO44yv8Z7U1/+DvI0ybiOE6SxPf9UW/4jxjee0sD+1/nPv/P+G6llGAw53x3d/fatWvHjh1bX7+9ubWBsKlUyznJoLUmhCFEMEZZJkcsCsYYIcgyubp6u9Vq37lzx3XdYTC4c2cjSdLFxcV6vV4qVkrF6sL87APn7sOMCCluriy/8M1vjhXLQbMT9fvbq+s24zeSYHt7u9/v7+7u5sry/O7NC6kxxphgStkoljP/5lsCSDABjNHdKH9lDOQwxhgwoI0xjFKbEmWMNPsieJsSJLOgk8aqN0A7FOH2pUuEEotzy7Y4YwSjcrnkOrbv+a7nUEIVJUEcI0I0Aq2UAYRz4yvGgJACQymlDLTQiU4FwQlxetJfvXbntWtJgdkeKRvBEqRNwXJKBVdyESulwLGIizHHWCtIM0iyfVguhMgbYPNjGXlotdZCG6kR1hhrwAZsikoW8xhysI1saQTIFIWqqkSWpbGWQholQcYEQhOmWiSCttIo6ScuMMuyXNe1bTvPAh3xZrlFLU2ibrejdGZZfG5u7ujRIwsLC57nUUoRRhi+S0X+Le2pen8gp4waAbNcRj56BOfnOod8SZLkzY15B0xe9pAzA7lVdb/DAOOD+aV5bOYoCwcA8sjTvF8hjmPP8/IAWyHEM0+/Z35m9vVLl1ZXV0WWfeP5b97eWD958uR9995nWZbB2AIPAOJIREHmu96p4yfPnD69vLx87fq1lVu3Os0mMrC6cfuLf/6nlmVPTU05jh1lCWLE4sz2PWOMZxXiYXwwnXIU6JI/HvMn5KiTMMuy/ErIZcy5YH6/hwP2XbXaSCVEJtI0Cx2Xx8kwClvT01PHT59G2GRZMj0zefPm0n/8j59stzqTk3OH5o+4TiGJhZKCYmCcI0Q0GGVMksQIIW47nFOpdRjHVceXkHWHCTALU8fzvbn5wzeu3jhBZoYhLK/cmZw6Kk1gQFNKENYSayESpSXGaGdnr9Xau+eee86drgKi1RJ89RtXuoF0LZwKaRAykOf0sCRL42gbIUQYwggRRhk1YFAiwWgNGBNMVCoIQYxiDNpomWVCSTw3M6HCYBjtrKXRYVXwXUtKqjONDGIKLI2o0BYmUZLshv0BM2CF2phEJoNooLWmnI1NNN7z3mdWVlYIZ4cWDt+8vpINgiDraaEQY9v9Ft50DEdKZFwpjxCUpGPX6IWLF6aVOFosnSjV0K09tzIVJ1h65aZMt4adO7vbt8JiZzjc6Xb2BoN+FA6SDHNLCkUwVZlEgGfrx+tjZcujGbF+/wtfvrj8Zx/+iXMLk65jlVTaFEEkO9GeR0H7HnOk4ha2OarpPhm2kmEniEPj01qYdDKpCCEWtZRGmrEAUVkqy/GJT19+/QuXLoWgPPSlVjAYEvO2p9/9+KNvQ4oMegOLEsaI0JBkon50XmptKD9+4qzMsn67LbN0vdueOzK9FQQByfxa4eTGjkcVS0Mni5VMpyfGvrV0+TXReuqRx8bHxpNd0UtDAMBpppW2uM0RY1OHxnlh5+atzk6v2exTyvDxmUc+8rPKd6Nmu9O9kwx2qi6aPXT41aW1eBDWvbG0ZJIkycn8fPp80AFrUZbrzPa1D7kOQiqVs3/a5PeRa3n9Zu/DP/b+px8973O8tHQ5npne3NksVSdKnre3vhHH2TxhiUGbcW8ziCdrssi9CkGPPPq2O1dXdphF6+Nu5aYUBCkNBhhjNueZVh6ntu+lUiitgBObcKniNM16/b5QUhmltQKlx8fqj5x/cHZ2ZhjHn332z6RQhLKFw/MFjJJ+q1Jwu91hJrUinuJWPwi3Oqus5B09dWx5+bJIs3qlbFvWMA6Jb9VnpyqVkguoQKyypkQB2BZY2B8vVzzv0MkjZWJRoWOcWJQSrWWSWJhQhAf9QSKk4xeI5WztNZvDfoYMACRx2txtdjqDJAjTNMtSkaUijuM4TSTSYRRlmcAWJQjJ3PcOoLQxWiOMEIFIxv040BQq43WrYBNCLNfiXjnMzO998tO/98nPHBovMc4KhWKisivXrxFGzz1w/zee/8ZnPvdHtut4nvfCt1+4z56wlJ5tjC3dWscYawy86KQOm7//7Nx9Jy+99uqF9e1eSzInnAAAIABJREFUL0OALOZahCOEwizQpJAkSR2XN+8Mbq99fWFitdXvG8BS6OEgbO21a7UaUmDZFsXUtVy34hGpjSeaUdILwirJM4kBf5fuM2CQkWZleaW11yqXa7Ozc3GcxHF8/pFHH3nkEcuyEhUyyhihBDNCKKaW7xd93/3oz3/08uU3Ot12EISY4marDQgo4ZwzqTKEEOj9xBgDBv3NUd/3TdF/y3f2k8kO5rR9H0uheUsYwcGMtBEBMBLgIIRczhBCUiCEEUGgEVBKjTZSSa200Rq0MkIjDRhAGQ1GG6PiNHVsGmfp2p2NqdnpwTB44+r1nVZPI5JkCmOCDDbKhL0hFGoetZGNrFLNNowiRCTS2GRKEdveGw5c34vCweRYPW7vsjScmZgQsW5FMcVUYCQpzdIsy8Sdrd2C5x3cKuSG+bek3TiWLYQIgiDJ0nK1Or946NKlK8z2oig0AN3enhJBwduPGhl1Wf+VD9yYv/NAl38grs+o/LLQxmjXdRtjNcdxjJJxHEspOLfSVAyHw/yD+yFYLp+Rj7ZW39vtNhrS3/V9ccuykiQJw7BarY7khT/CuZ3/yF8EM40BY1yv15VSw2F/d3f3+vXr7XbL9/1Dh2Zzl/DBqz+KkkKhkNdP5/vsTISU0USIW7dvC5EJIQD09u7e8sotr1hglmXiFAAQJwYgUSl3rMfe9tjh8Ukn0yZK199cPjw1A+eOY4QB4PVLr1+6dCmKojiOW63W9evXb9++vb293el0AISU0rZty+J3ayTRfgLW3RGXNgqBRpDHcEKu9EMIE0IJJUYJEQuDETBEGAWAJIwIYjaxEMVGY6mAImWkSKWI4zA/5L3dbdAGGwBjkAHiWMSx+oM+ZSwnDM3dPEbA6G6ETD4TRYoSQZ2QejEb22xuM4XKruNwX3MtM+nGuJIhhxKChUUUxxKrLBYiCOMgjplKc3ySP4gPsnD7jL2QUhqCAWlpkAZAaSYYYM6MRSxCCWeWTj1sW9S3CSgwShETAR1SyzjlrFC9tdfvbN9Mk77ruloJrYRWtu/7SqlMqbyOPA/y6XY784dmjh8//sgjDx86NF8oFDzPRwjhvEbte6ZCf51bIG9rzE+glMIYQy2WS0nzJ8bokTKa4eUEbx60k0vQ84ia/CNyHCe3pOcaj/wv5OjRGJP7s3MFSO5QHXXc5dblvBgjR1wE0QfOPXj+wYe/+fzzX3ruy1LJ68s3b9xc2Wm1n3rqKUJIhfO8AigzWRplUglC0Nz09LF7jqRpeunSdz796U9vJdkn//APPc9bWFg4ffr0mTNnbNcFgGa7tbW1NTU1NVEdk1LmcDRfhofDYY5d8zecv3PLshzHycFtjlFzn2cehKONEUIkSUopAy2FEJ5np0k/SYJC0Tl14uwjjzw0c/hUt916+eUXf/3Xfz3L0kZ9/NFH316vjXc7YZoKSmwECgHKT6MxKMtEmmaOw/er0rVxXdeyXENku7/HMXcsx7IKjbHx11+9pDRYDn3j8tKjjxxljKEMYwyYgkR6GPSV4mmWDYPs6tVr73n6fi6iwaD33/yLn/yJD7zry1/99ue++AJGILRB2BjE/UKp6tKou5tlUgsQEhIDngtGATWgNGhNMOE+gJEGyVRDqjEYDKfOnv3Yx37hwgsvvpx9o727d6PVnB0fN5JpnQHGSCuicMFxbcolAssQKQLGkJHKIIUpnZqcPnHi1C/+0sePHzvR63eDIPR871//9//T5z71uTiOPb/Q6w3jZmYoJg6rOFa43XcAPID3T9R/7OjxxZLP0wQnihXGZHVsi9y4tXR9RUT2bAMOTV69sra9u7vb62RaE8vOJE6TFAxgZGSmSoXi+OlysVja22tmwk6jijaNf/vvvv6hH5v/2Q/d2x++blusWKQpmbWxU+Bj0LOyjlx7fXf9tRXeZVVTtS0m4qxcq/UHQRQnoZHY9r3xRnlmdk3Bpy6+9JlXL9wIBpmBskHUteYXjx8/edzCpL290yhVCMJRGkUyK/jl9W6zXCgH2zsVvzozNzcUJgx684881Gf093/7/1R7zXqh8C8Wj25v3JTaTFhoF+ujD5zb21h6ce3Wy9alf376scFO0OsHjmVRhLUSJsk2b2+GV5artbplucMsYciJggS8MvgFQ2Bze2PQ27WYlHG3UTnse1YYpnvtjmU5cRznd4e+a2mmeD+s2GacUoruBl2g3NmLUS4B0EpppTHGcRQT2zKOVTlyyKi0tf5m4eSxtz3x2Md+/r9qlCr/+yf+l1e+9ZJjYe6Vs7AXAjiclAneW7qZzs75XuHOTvPljRuW69ChAQ2cMaQ1IKS0ZrZVqJRYmnYH/TgRtkUIACM0TdMkjRBF5WLxkfMPHVtYmBof45RdubHCKMdYR1Fic/jpD7zvzOGZuNd75fUrV9f3xheObvWjF1/8ArV5dbJWHGusrKzpLNslfPHw7Nr66la/Zxzilby658/61VnqmyBJLTx2/4mWSl+9drnC3ZqkU165He5ZhJQsR2epT1nBdv1yyS2XtMiUZXOULUyM+cWSbdt+sQQYG0yK5YrWoBGKsmw4COMkETLt9/v9fj9JkmEYRFHU7nWTJAnjKAgCpVQy7A2G3Zdee2ljd6PRaNTHJk6fPp0kybdffmVqamrx6MnPfu5zz9+6EQTB9PQ0AMRZeuz48Zm5he+8cW119Y4ymhBy8+bND/z8L9ue9wef/sIgDAwmGmFpwFj2wqlTlOLQKGRNXr58LcoSi/pGIoyZZ7sgsmh3yy/wI42Zy1cuhQ1RGm/0o7DcqM0tHm6MjQkhOt2uXyqmadobDmaOHU5UVq1Uli7daPZ6C4wCghz53W0W0gRRkYrbaxt3NrfiNG21er/8L//lO9/51GAYJEJIrS13DCGktRmGcRr3h6GMU/RTP/2BYqn6B5/8lBCpFMpQRC0KSkslCM6LixAA1sYYDMb8bbb433dtHTUDH8jZ1ujAC75PbIwZLbsIAaUknykbk9OAuXLHmP2oNhVFAbsb50EI0YRorY2mI0uF1hprBQqQhrz/AkArlVfFUqXMXqv95o0b7d3dzZ3dTBuEkZSaEiQz6RK7vducrUxUS+Wg16bMtssUa8QRj4US1AijApHNnzqxtLZquc7OyvWGw2c8LwEV7HS0ZZRSxGaEcwxme2dPVqujUfUote4tuDpJklxQppSJk/TqtTeZbVm2tXZ7rVAsZyAp+m5geL6jgO9JSf0n6eu7exgqj/HhnOXmnDSKlZJCiCxDYRj2+t0gCPInbJ4l8H05q4MF0H+d7r58szIa3Y1i+n70uL5/EvBvdBaKxWJ+Lp5//htCCEpxsegfPjwPoI1RAAYhmh9apVIRQoRhiBElhILBjDID++1hnFPP84wxzWbzjTcu1+uNqWndKJYAIWlUJxj0B4MoiWYmJ4vFEoQZKKSzFKRot9uFQiFX691///3j4+P5ZZlPoba3t1966aULFy688cYb7XZbSplnMx50URpjXMt+C8Nqc0YwBQCljJIKA6WMKdASGWO00pr5Ba1Mok2mNNIaA9YqAwCDkPluNQsGo6VU2AAyEA+FSWNigBAihdZSjewB2OxvnInhCFtAKaZKU6wwiYGk2NKYx4QKDUoKEaeBGdByRCxGtERGI8O0SqQwqYgzkRiZqbtd8wc7Eg/IFiUoCRobpLTRUsNOu+9Z1GOYI80JaK0UkhRpByGGMUUGjGGM+3aRV+qoOtXP2BZelypWB165sy4vjsvbVnZ2dtI0KRaLhw8fnpub8zwvJ/oOKijo39zobFmWlndRn4Ec6eUs3wiPjYYOIzVBjtxyw08O/3IX3Eg9nnv/RgAvHzaN+h7yQWYejJbDrWq1uru7K6XMhZf5gWsjozC0HefBBx5IsvTr3/wGIgRj/OKFlxWYd7/naaGMEELIjFLCuYUV0lrHcew4dsHzH3rwwbFG49Of/9NutyulfOONN5rNpjHm5MmTs7Ozr7zyymc+85kPfvCDE++Y0Aqk0XkGLiBUKJeyLMtyQA+GO3YchHlsaa5rzVm+g8uSZdl6fyVWPI8gUzGAqTeqp0+ffPThB2q16l9+5blPfOIT7XbTdd2nnnx3uVyNonR3t0mJQwk1xlDKQQspBaUWxvvzwSAIASmEDKWEcdwTpljyAHEDTCpClcnS1IC2HMvzCzs73SzVlkVGqiljTKHgJZogAMeBVqvVbLYbVmwxzHB66tj8ufsfOHvv6U/8m3/fHkC5Wjx3/rG3PfaOsydme9s3u61mq7W7vbXV6XSazVYmVKsb7DajKFVYxy6AMpALRbACMGClYvnVN954+RWVSmbZQ5nFhDiYUIshTJSB3b1eZXzcdb1uHHuuVaVePxi6rn3s2D1H7jn63md+/B1PPgUAe83dcqWytLzc7w+KpdLs3NzKygq3eMViLI01QTJN492+B3CsVHro6PFfOnrEZ4TEkc1tySC0WOhaqzrFNqudOtOjanVjPYkzZDDRRMSpysBy7ErRM9qAQYrLsXr9537+vRYvPvel59+8tiIlmhw/n4b6+ReuPP3EmGWdHAzWgdmOOYyl/erX1668cMuHcgNNsGjew0wlmVC6VPScSnEo9gaxAG43FubHzp7d6vU/9eUvvbK5ZY+XGkUOnE+5brneOHP23OL8rEUtF3MkhDba4RSoDoJ+LjyulWs+82/dXC1PjZUnGokIfvuTv39r5aYXRmXHIVqq4SBtNwcMiyxyCD43s4iAXXtzbXVi8ej50/0Lg4mZ2Uap3NnYHOy1ZZS5rssww0CySAAQbYhreRAm7XgAUlbKhTQejo1Xz5w9udTu3dxYtjCVYZQnCmKMlMyHXAojoJRQSjPGGWN7nQ4hOA+o4JxzyhzbtiwLDIgsQwhxxxmKcHV7PQHx7Ve//YXn/gyo/o1//T82ZsYt6rzrySevXXgtyxJeZBJhqYFooFoXLPell16qTS2GGrc7g3MPnYdAXb58udVuG2Mq1eqg34uiKJPCYMQtSxvju16YJEJkxUrRtonW8tTxe556/G0qjsPmnrZsCxBoJFJJCJIyW3rzsht1k8Gw6rj9vbZVmx8OIqdW5Y6lCGn3Ot12y2OsNl6eHx8POp3BcJApYAbVy5XTC8fffvhkAbHYJuTQ2JWd2899/RvbnWV/qPulGoLkvlOnjjQm4n6/u7u3vboeZalVKRPfUw536zWHOd1WP0piaQww6pYqhlPiONXxcb9SAky5bdmYOq41Nr5o27bjurZtE0ZzlSKhxPU8JLNhtxXH8c2VlaXlZc7t3qBPCJmenn3woYdmZmaUht2NZWNMuVx2HMd2nWKxeGdrq16bmJicjeP4lVdeKRaqV1eXd5udYRo+8eQ7h1E8PjmzubXVbreSLFNh2uv1g8FwfX2tH8R+paQJsSwXlNZp4hGqM5UEw2wYbeztjI+NSWwSKdIsk0YLrYZxxBw7SOJECrS1AxqlPFnf2QKH60Rgj6ER15cHfmjDOPf8AsJkYeHoL/ziL548fV+z00+zzPa8LM6SmIRhqKTknCNwDdiPPvaOk6fu/8Lnv+gXKt1OkzJQBGmtQWuMESEIjN7vBwcMgPTf22Zw1JH2XZzzQ0u2D9b0vYV1zJ/8eeORQjCaqOYecpEmf1VKCqANGIwMANq3CFKLatBKygTkrdXbQa+rAVFKhcz1osSxCTe02+n0e51aoQTKYEwNAqS0lgYQ0RiHWaaIKdfK0dVQaxV125OVcoESjhBXYIxJMAaKMCU6Uc1mmx9IMQUAIaRl8bccWg6SwzjOskwDpEJNjo2DwXGa2DKjmOe9fG8B1W/F2/+U+voAYYTyGAzLsZVSQmTctQjBnDNCihHCURR1ux3bHrux9OaFly/km6ckSXJSbiQdHu1EcyXYvsToAB30FvlWvm8bJXnmmS55i+VgMDgYIn8w1OhvxBv8LbTRPyh15nuLy/6mqG/kRssFit+XnT8oiD1Ir/+nDBW+dyD0FlD0vUeUEybGmHq97rquNuqVVy8WC8V6vf7Q+QeVFlkaYYwZ44xRY8Boo5TI99xgkM6FeRgBIEIwoRQApFIAhlB+e339S1/+8smTJxenJhljiZE7neZeq3X8+LFCoQCAgHOwVaFUWlvfCByUh2pQSicmJvKED0IIwUQqOTEx8eijjw6Hw/Hx8cnJyTNnzpTLZSXV7t7u3t7e9vb27du319bWer325ctvlMsVKVUcx2EY5YJ1KRUhhFKsJBICI4IoMpnWGIFIE0AIYaYZGIIAgSORAdAINJg8tFMDYAQYozzkhWKkAQzGKs0oYGMMBmCUYg0EY4IwNoClowFjTCQozRAvuj40NEXtvbaWA4tLiqE6Vjt64lSl1uj3+zIeIKoQkQYlUsk0C4KoT5Jo1FZn23Z+i+W667y0wChpM8YYIYgAJnv9UElhlDJaUYIwxggQYkOLgIu0jU3JZgXHNUxzRolkaqhwxhzmDEwvJ83q9TrGeHd3t91u540FOct04sSJNE0mJibypnLf9zjjAPvzPc73i1j/f27Ju3m/mBBtdF48kOdFKalGVQ25mpHdbVAcFbLnC9UIlOZND7kCOV/JDipgRxd/PrTKO2PyFvucK9svPNRaSjkcDl3XzVmF0ZwPA2KE9Xt9ytj5B883xsaff+Fb21tbUqoLF19pdTrvffw9Y2NjrutnIkEIhoOQW5QxrpQWQjLCjh099iu/Mvfiiy+urKysrq5ubGx89rOfff755x966KHjx48/9thjL7zwwvkHzueQtd1u56KaXA2RH0Wuh88733OSM88lywnAnPHLQ30IQsNhYFnWvjpFasuywjDq9/svvvjSc899afnWTrVaO3Pm3mq1qvNUXIMZYwRzx3aUMlKkCCMDJJMyf/5ZjhvFASGMWxQhDRgBZVEqteEyIxgZbNFD8/MYmX6vd+bMuTt3vnp7ffvUYgUZHIaR4yFN8w9Zua4dR9DtDrRGadylzOpFfcap77s/85Pv5Yz9m3/3Bxs73eVrr2fR4PFzv/y29zzMKRFZBDKTQiSZ0MJ0B8nz37r4xT/9CuMO7pFur2vACCH6vb5FaHpr48Jup14sUEwzr9BuNt/stI+UxsuWlapsiDEr8uagTxCtNsYPnz19eXfj+tKVX/u1//apdz9dr9cJoVEY3Ly1unln0wC0O10AmJqbfejxx8ZmJtfWbu/ttUBpI3QBE9d2fuHpHzt36EiDWNbWhlYmRrqrZeRYcc179jsv9Rs1QWkFsYsXL1FGLc7L5bLlOJgQ23Usy7K4jRAyUsVRNDY2tvLm5TvrrSeeeN9Pf/C/eO3V155//utTkxNLy0v/w2/8aa2IZsfLURgOr3x+uj7Dhb19I5mt4EbVwgI5rleqMYaR51qtRKwMsvrR07VjhzpEP7uxdLvfch86eu6Bo6c0wogagyqVcqFScdyCxQnRmurMxlQbLaUg1FgEkEQIYalEkoWT9XqhVFrfWf/Cs3989dWXS1KkaXprdXVpCnmORQBRgsGojStv1krj96ceJ+W/+NoLW+97+J1nTqepuLK+zpNsdn4+2uv0Wu3mbtMplLxiIeoNuOskQaY7QbFoY2W0kLVGXSA0zJI7nZ6yqaGulINisdjt9gjB+f2eT0byFTZ/Htq2FUUpIUgrnWXCtW2MEOe8WCgkcRLHcRAPtGX6We9zz/3JV/7iS7fvNI+dnFhYmLMsDDKL2tseCLtYSgBubm4YgCwQxPL8WmVuYbYn0Fe/8jXt2SJIuEIF1+51ARGSprHnOb1+p1Quh1F49t7TvV5vsNM+feL4iVPHrrx5NY5Qr9ujaVIwMhj0ZhyHAUCxVHO8nShCBCVREPQ6XY6qtuu7tpUmr3zz6wFxBAPAsl6t7Gxv+oyQTMvB4Pw9x5+479zv/uGn3ly7JVG4kaypzS6sNkmUsXrp2nD3+u4mlYmI9cLE5IxX4UG3nGgvSKaK1dl7TvZ7nW+/9opgRGMUZGnWaqpEV41VISjWOsiidrvVTuLYKGkxxalAQC3uJogyiikBQIwzzi1CiMFAMHFdt1ytFD1nZmrC9/0kiccaDcu2K9WaZTnGwMrNlY31jUKhWDt1v+M4ruOmWTo2Nt4YH1vs9Y4e2bJse3dv13Oqrus6eiA3tu8DUq1PtpZuIkLnZw8lYfDFP/7CkYX51y++dnOz2dVRYqtu2ESM47BjEMZCQJLWJ0rCAVyknaCjsNrt7E1Ojg+TYSQipVSYhVEr0UYDxr00ZIRjDYphIBjZFADIwd50BIBQGMbvfvo9j779nZw7g0jc3tzjjhvGUvR7Sqk4tS1uSYFVL8Wg3vmuD5aL7urq+ksvX0qTyBjKGDeQGgCljO3wLEkdzqTRBOGRNz0vIj5YIDxyRoxkcaO6qYOKzR+UHJFvHfNpZj4GzQuQ0N2EsNHM9C312nkB7F07jB5tRPP/lW/RCSX5jw4WzB6kHwlgDNgYY5AmhCIM2giVGoSMVjIYJsFg6FqW2g9YMAAglUBAojgo297GxnrRdYueLyJDOWMEZWkGNk+MHMjMqZZvb6yFw25zO7A03DM14YnMx2TaZRG3umnKqtTGOE5ik8hWszlypmitcybzYLec1prTXLeiKeNxKmy3qAwGQFPTs0qKdrs9MVYfHVq+7OafVZqmnHOZZ1v+U0xzuXvWtVJEyAznjngKSLtpmsZx1O601tfXd3d38or2kVv0+2KMHNuMLprvK0F+S2gkpXRUpvyjre38x6/zHI00LMtyPVspNTExPjc3d889R6WUYRgwGxmDjZFSZoxxxrhW+UQHGzCANBh8YPaBAIzWAMggjKRSG3c2dnZ3LheLmJBYpFGSMIcdXVwkhIJBABqK3viJY8HO7vL2drfbHR8fr9frpWIJAKSS+XWVDwuq1UqlUtre3kTIFIv+/PwsQujIkYX8KlpdW33hhReOLB7+1V/91Y997GOPPPxovz/Y2tp67rmvXL16rdlsbm/vJknCeEEbgEz6FnEwIQCGcgk6NVJipCjRCHNlkizLlEEUM9emnEXDAFGOMMNKSymNAEz2P7e8a95oJeLU9j1sQGaiXCha2NPGJEpQgqr1kleyioHbskmSBskwQDJyveITb3/owYcfs/zya9+5dO3Sq0BcjbRCShqZJEEY9m1l8ml3ru7LQyBzAWSSJL1ez7WoTQ0lBBDOlB4motcPhFZCamVAG1BaYx5xhBwENoYiYx63in6ZtaRfVU5ZdTqDaDBEoG2LTU2OHz2yYIwZDno3O60oiorFYq1anpmZqdXHer1urV7Okcnf7s49uIBppfKHQBwlhBBOWe7Zs7mTr3m5Gxvu1gaO/sh+ieKBqV4O4XIglHPXI7CXX945SsxZsjwMRkppWVZeglcsFrMsKxQKo3nWvl4dkJTSthxCCGf85ImTc3Pzy8vLX/7Kc83m3tL1peU3ls6fP//+97/PcZxwOCiUigDgOhYhRCmhFSBD6rXaR3/u59rt9te//vVvfvObnU7nZq+3trr68MMPnz9//tbKyh/98R//1E/9FCHkvrNnt7e3B4NBEIY5lFV3M5RyAjYfguQqibyoPT+EOI4xIVkmfd+zbScKBpRSITRG9DuvvfrHf/RZi0FjrHHugcdnZmZyc6PCJkkSBNQYnGUZAoIxRhhhRPKsOaWMEMLzPNu2AXSev0sp1hQJBVIijDiSFCSqFAsUKy1Fc7dV9Pntta3Ti+MYM9BKSU04FUL4fs31fIRgY33XaBQkgesabHC3tY0R8R3nw+9/18TE+L/6jX+7tLzR3Nz4n+X2v/rvPv7g/feHgwEH7XNig7Yb9ZIdnPrVj0Xd7ksvv1qy6onqMIu7vs8rlapbGK/UpFYak4vXryYEoFxYDWLKo2O1qU407CJFG9XxQwsnjpwoluv+WKPP+dLSlamJiflDh/ud9s21m29cvuo4zs1bt9fW1ur1xvnzD5cr9VP3nl2+sXTj6rVP/+GnOHOQ0XG3U/MrE5Uy1SoctodTtTAJSMmPQG5m8XJnc42hjoJ4EPav3Vp0x2rlUjhjgmiYR/JgjF3XGfR7w+GwWiofOXl4bGxsZmLya1/8HZJ+4+z95y69+q1+b6fTurW3M/T4kSff/nPvffcHHLvwHz72kXtrx86dWHxJf8VC5tSR8UsXX3356kapVBsfm15cOMrnDs3WG7VD09dam7//l88efvuD7olD3WAwaPfKtjNbbriUt7IUaZEmITYIYSYVTmSqtQJKsEeJAos4GAAZND09oVX6l1/4zLdffH7j9i2bwPT0tFfHy9euf02sPFSuFQqlJB16vj9RbpBO6g+z+cP3tjdfe+47337g0Q9hrq68cuftp860Wp3m5gZWRkrtYNAYCaNiKWEwjLa2MJvimFiOf/TkGa9Ru76z3RcR8hzbKj5834OHDh36/Oc/H4YhKEizjOx7SQjBjBKej4E4JxhjJSWlNM+jtyyLUgaQAACiSKr0yptXrl+/FCfSstEH3v/e6akxEBFoFPeaHlGmYrf7cTMMMQEKLqVFUm4Miv53rt9UzJqZmrtyY8lGOBgOhTZIK6+AuePMzMwMBoNo2KdajZdLJ2YP1cdqrufcXl2aG5/fZijc3orvbJQNHqPMxtjxC+OOvy12KMW2bXFKwnbXtdMysgsinS/6IXeubO5QsILOrg4HLFU+hifvu/dtp89cX755z9RUGsernVamMs3g6vJNHSRyFe6kg54UXsXtDwHVjFBy1ituLd08VKkKHVzefPXo0cMfeubHtjrt+tQELxZ7STRmFUVr0Bn0muEwYxgV/ZXmTjdN2mkUGBlkyTBOKr4TJXE0GAohhBBSK4xxkn3XcaC1fvDBB0+fPv3ShQvXr18vFEpREiuliuVqsVgUQihlauWqbdvlchkASqUSsyzP8xqNhu/7tm2fPnlvo9GQqDtzImp/9tnddkcC0tq0m7sWYc3trd2NtZ3NjY323tETR1+7vCwFADLACEjFMdIA3aiCPOOEAAAgAElEQVSd6BJ2DWNkbnpyrFzyHMsiGBtdLBXGxmq3NtbDOJLG+JaDEOLcocRSSCGCwMB39+8IDMZpnHkFR2jzzW+9ePXSlYXTZ9/19I+X62ODIAVMlYYklVoPjBSMIE6AY3xnu/2tr39rOBhiaijGcZxQCybHxwu+i5TWaXZrbYNTJGVKHUtLgynVQubpsqPms1x2mJcN5FbzUUzaX0fzOWJicvvDd0POQCGMKMmFjjqnbPK02/2N2v7XIxnkftcXwgaMNgAGNAD5QebAfRNgjibAaK2ASMAE5WVLWgIABkS5ZfKeXgQYYUCAAIxUlCBCIM2imzdvnDv3oKYUaaONQYhn2oBr39laO3F4+uLFlyFKs8FggsP8WEPu7jDAC43GVpKtBh0hMgUGtMJGEcDqr8pfR0v5CGMrlRFMABHKGKZcI4Iw7/V6fqGcRDGYbpJkFqejvyDvvvJtD/37ASx/v6jPwIH0P6kxFkJkGAixKKUUONdGhmGQZlGSRLZjj5DeyNf4ltI5uFuTlYcuHJR6/iD4l1+UWZbFcZw38P6oAr/vSxD/43uryJj9GQ/S6NFHH/mlX/r4wsLC1tbmiy9++9KlS81ujzHmOC4G0BoplVugzXf1A0ghRO7GBeWaSG0MBjA5NhBCbO218o2sUAIB7jd7g06vWq4CKEw4VApYi2IW5ktCsVjURo9kfvv3G6WO40xMTKytrY0uOddxAUBIgTHe2tpaWVnZ2lyP4/iRRx6598wZqRQY9Mwzz7z88sWNjY00TYMg3Gn3291BtLcb7twR/S5VWRoO4yTeC+JIgyAgEFiSWpRpjlOjoyRWcco4M8qAUchgChQTgzAGwBqMNqCFJAgxxpA2OhXHF44szB/SicYMcYJdmwDxpLaRykJm2YQKJRCg6VrhHQ+cm5ieMFap8tTTlLDm1rqmIBQxRmPAFqUq28/qyJm9PONkeno63+7v7u6GKnVsBpQgRJRMUyURZ9RwZAEiTAMYDUJjbIwCEAiHmAhFg0jjeEhDgbebQZxmWeS7tud5lUql0WhorRcXF7vdbpIkpVLJ9/28Z6VSqTiOvW+z0Zpg8p9y4Sm5T145joMxxoA44wCQyiw/uQclGbmUNF8g8wmU67o5wTi6xUYzyxEJlj+48leOCTHGIwddnv6SX6Ke5+WDz3ximj8hCSYYY4ewTMkoCBHGlmvff9/ZRr3+wre//eb1N8FCr77+ysbW+pNPPnnyxAkEoIQUyuR2U0pIkmnQQTQMGGXveueT0+OTX/va126t3jLavHbhlWG3zwm9cePG7/7u777nPe8pl8vlcrnZbObC5m63a9s2Y8xxHJ0J13Xzy+CglToX3yKEao06TjOldKvV8h1XCn3nzp2lG9eHw+7U9Nx9p0+OjTWA/n/svXmQXPl9H/Y73/36np77xAAY3Mee2IvLJZe3qCgKZdmSaElWKvrDcSpVVmQncTmOo8iVWBW5VKmUE0VSYouULNIkRa52ueQuubtcAgvuYnEDgwHmnunpmb77nb8zf7xBE9wlFVmxE1OV/gNATfc0Xr9+7/f7fr7fz2EHQYwx0ZoIziAw7iNkobQAOjt7WgoFAIYQEsMI4whjZNkWAFpIRAgWUhBimNR1bRsCDZRuNeqlgi9YzHmqBUgiZtuuApinSZomiEqioGGbBjUJRuvru6srW4enbAWo0ioO+lDXPNu2nOKTDx//n37z7/7j3/idqze2Lpy/83f/69/66Ief+qW/8TOmQ7kUiksQ8ka9/dILb9y8cuvYoeMT7hSmuLa9dW9psbG6BmHDafeSKOYIOTwxfbdD4Honra2sdUM2MjNx5INPuWPDhVzREHhpeU1t1aRFC7nif//f/ZOd7d3Jyam19Y1btxbPX7i4urbBuUhTfvmpq5/+6f/AL0bnzp0799AjZ46fvHDhvNYi7nf729sXbl+5AZHD1eeSMOURNLVXzgnH+fbl62PzJxk3LWKZgpcLPg7TDpRCA+LYmGDJeaPXth3r6PzMnTuL9dtXnDVbfAOsLdVuXr3z1vk3f+3X/87zH32q1az//u/+Xns3rBQPmHTadsxHD58DUauzsgnDNiTSdqaPHJmYmZ/sp3in0btarxmGpKaxunH3nRtXRybGn//ox4YPH2AIJzwVrb5s91mUxNiQEG3tNfthrJSCiAIMICLEpBpjoYRMtZPzS0O5lfrqG6+8cPudizoIx5Eeypd+7jM/8/p3L9xeXVuUMq/FXN7nuyFs9nBzqQg8KGFc235q7mBn8+a/ePHPHjtz5slPfgI0W9tLS/mCl3b7UAOJlURCGhoZWCa97fWV6nChVBne2e3kodUIepevL7X2Ai6MOOltbGx0Op1er5emKZDKNAytNUE444PcNx7cpxEhjPP5vG1aEAAIYRxHYRgqpQAGIuE2NeIwzDmG47pPn3sSQwgoAgk7dObIt7754g6MQpe2JIC2katMGmah5fhfeftiN0m8ybHNfn9yeJgiWCzmUG07YanvOqMTYyPDw7c7rYnq0IHJCc9xICYQ6k5z1zfJQ0cX2uXc6pVrtNt1Iab9Po9T4ZZLhuEBEAvdbLb9o0c+/vjjVhS3t+uqtatJLwVk1rHjJBzyzG6Q2CY9uzD30x/90B//n78Xcfn4uXP5idHGK99crbU9KzbzpZGpidrOtoVkWQkt0U998tnmdr0RBI6S/nBp7uyJ2amJzt7u3k5tt7VXyRdWrl7f3NweGh4JHA9raZhWyTbbUUgt8sThQ9CylG2EUnCgsUG7EQuDMAgCIUWapiljSZpGSZw1oXr9XrcX9tvdoN09e/wkAZAaFCHUD8IkTXga9buBUrzT3BNS2JYtlQQAhAEzqOG6+4ohz/MwxsAGvpuTqa5v7+3V9havLU6OjGAoEbSTJPDz7oIz9uiJk6zDt3e2Yq41gyYxdZpIAIK9dsvb7jf3LHOkvblpYDw1PlE+dYIzLrSaHR2RIok5S6XQsYiTFGgOEBEyAUABkAUx7f+tIKCWEaXi2o1bu60uwObC8bORwM31PWJ6jDOhAEJAK0UQiBkDIvZMFATNjfV7AGsABSLKQrBcHRGcbaxunHv47M/+9E+/9NKLQsjNnZ2l5RWhtEgYRfuJuA+6UmcIMGNqZI8BqBsMVH4o9HoQ3mQbRLZHpGlKCdY6wRgNJn7vMfkcxEG9B0MOeHwZI+19rdvvG0MCCDWAEgGplNQAKg20wgBrrRBEmdoFCQ2RBJnDJ4QAQqgBF4ll2gpKg+JGp8Ghwo4jZawTiRDmUK/UtpFjp0DW9+pjfh6wlFBoISQlxExWHT/WIYUwZQkkmGAApNASaQQfnGQMHgM6IQRZF1VBCbRGcSo1pP1+6nlet9vodiKWJLv19H74ls7qkCwWuNfrccYopT9mbi4P+kBkcV9CcKhRVkZTgwBotdutMAqiKPJcb8C/+qEGptkJzX53EKn8fwv8slZcFEVRFHmelyHAv2KQ78dF1JeVxZnwiVKKCZybmztx4gRC4OjRI2Pjw8996NmvvfT1ra2tu0v3DMMsFIpCMowohARjktkGAgD1IIMbaAA1hAQCLaXkSiIEIcHUchAhIo21gmmY3r6xOFoZcSyXGhRizIhMfHNoaCibLWTDma2trUwSUCwWIYDZmriwsHDv3r1sdKOUElLsF8EQdTodhNCdO3fOnXt8ZGQ4mxOahum67kMPnYnjeH193TBooZLPDRXysyNOZ8qKownLsCWbmBwzcl6PxddWV64s3lrdha1+d6fZ2ot6piQSAq6BkJJAaCCitWIiFYpBTDHGEEANINRaprzg+cePHD0wPdnptFWaIoBMG0KbQiw5E1giGUmcQsw0ghInqa2EqXScCs+vHjp8xjJziidp2I/TNk+BTLUUgjE2NTW1sLDQ6XS2t7cLhcLhw4d93+ecb29v94KuXSzmy2XLsoGGoyzFhGQ9Ha5ktgdoUZIyw+EAaqzV/vUpJE94Qkxp2bZFqW3blmW5rptBpk6nk1mbWJaVPZXL+YaJs8HaXx71PcADz9iVru0ppVLGDLLPVxwI0zNaV3Y8GSMlC+TJho3ZopxRQLMN7P5GpR/sRw4oo9lPMqpG5tiptc78YDIqe7Y9ZFkFjDHf8SjNaMaEQx6zVHMlFJ8YHvvsz/7cK6+88qWXvkIMo9FpfPErX1xde+j5D33Y93MUkzCMFRfQJBAiAjUAII4iAMCRhYWpyckXX3zx7t27G5sbG+vrWeBevV7/7d/+bd/3H3vssdnZ2V6vd/LkySxIcJ9YorRt29m3mRHbsjs3jmPHcVzXxYT0+v2HH37kwvmLr7/+erPZEoJPTU6ce/yJfMGnCAgOkjgul8u9XpAt6UEQmKZJCIEQEJJxYLRhGKZnQ4gZE9mbQ6hM00QISoURgoQQBKiWyDEdFkdAyKFSASq2u1ObHJ+gmAT9GCNLA2CZWCiFqJAaAI0s00WIdNrRtau3RsoznmMAJTFEQKsk6iEN4zB47PShf/47//CrX3vpt/7Xf/3Wtdry5ldabf5rf/s/MQFZvbNx5/Z3Xvr6q7ZV/C9+7TeCMGGdnhD8A8891Ws0X/jcH65fuloxiOMNtaIwDWPkO1uIVQ4emHILp+cPeUPFTdVvQVWrbeIOC+vdXpJudzsQR1tbW1/98p9OTc1cvnL1/IUrlUqh3w+U0hDTN779HQXhJ37iY2/33jp28Mi5xx6fnZv+P/7wD9pp6E9UFEvvrm9UXGf0zBOVkj83N/HEU+eu3L79+t//B09+8PkXX3ptcfG2iqL5sTHLpIHtpGkiOEvCMAh7nDOENKEkSWLLssrVctyJ2kH7wMycaZprd7e3F3a/8fUXok6HhV2b9N2KCLc2abhjE2IpMD++AATv7QgBCjFS7nj5iSentWH+7tf+xd1bS3EvPHTo6JFDZ9LNvW9dvRkYxC2XjsweLpbHmBXPjIwzqKWxLvb2MDSIJiAVmstUawIMxzUmC1NMs9cuvvbyt74c1lecbtvsxY8fO33u3DMqimjODaHe0uRqGJbmZqYLuf5uG0apci23Wg40y7X7f6M6+ztb61/61qvBQw/P2o5TKuwsLlkIayU5TDWxrLydc9xUJX/6Z1/Jbd599Cd/evbIqTtXb167eLnVDCdGJ9fu1mTcv3q1ntkvA6CzOYCSUkKUzUkUFwOXJqVUtlCYlmkQats2BJAzzhgzCcEKuyYNONScA6ZNbEUJy9k04Yn2jHud7UePPhTVk9SGynADTrYY69Ub7yQ93/fVbjMSAEHpWIZp0GLOa3VF0O/YdKrfaUHJpyemMOf9RgO5Fsbo8rvfmxgeyhlkY3e3iOG4bel6U/ZDDxu5ocnZSunSIoBC93thu9P77hvnj1bKB6vVv/mTn7rbab9z71430F0d9e5uFyz4i3/tJ595/PHXv/XaW999MwLAmRm/cPXS7OFDHXarFvYjgmTZ7xHQT1ObGMOl6mc+8zOf+8K/Wrmx19xrTE0O34tbvV1FFPdHS3vLq607d47NHS5rs1tvjpSrdsWTUnbjcGq4dO327eVbN5xcvjo5PjoxabouTwWyjKJl4OEKIQQTAhGkhsEFxxhDhIIwbPVjAcjs7OzY2ChjrNPrvvvuu4t3F5vNZhAEec/GGIc87vf7tmk5jjM2NkYp3dnZYUkihOj1emnSllKaorBV39rerGNNPMfVSodxsLW5+aEPPzHiVxmPP37i1M999pf+MXX+5R/+8T/5zX9KqdVtdwiGnkPSNGaCAQpGbJcqfXh29u/8zV/KlUq3rl27vXQnVy1XxkcL5VLAkvV7dxutVidKtvfaw+PDgsWEWkDvK5AVAApALrhh0d1mc29r6+CpxwqVUWLlHIv0Y224PtaI8y4CSANtGMQknk3Eu1duRUkbkFTxmCNEqaptbWOox4erhw7MEwjmp6aFVkrrlZU1qIXkQgGRIb2M8mYYRrVaFULEcdxqtTjnlUoliqIHnfPfw3Z5EAoOKnPTNHu9XrFYnJiYyOfzUsrVlXs7O7sAAEL2N8dB0u/gTQZSo/fL/LKtE2L6Q9hh4AGXlH2DdA2BBhBCBDSQQAMEsxsVKCixuS+ZuS8EBAiBlMWmaQutqEUSxT0vJxIpUaIhjnmy220fefyhnb0ty3WQ1jnLyFkEKV0tVbpbW4xL3zByrt3XAkFom0QEAEgJEHlw3JLhkQcBs2WZjIlUCkyw1KDTaI9PgCDirkM8p1gs8InxIqHf93gb2MWbplmpVKhh/Fi6uTyQqK4y58N9bxWAESEIISGUUsK27WKxmFV4g675e/De+1lb759K/1A1ZPaGjLHs5P4VQ33v91n69/kgB/6rCCFCsO/7BjW4SCEAlNLZmdlPfOJja2trtm2trq6laWqatlQcQZApLO4DP/S+JUlDCDHC+wRIAKVWXGgDUSHT3Z3da9euMcGHx8ecvJtwlkiRlfLZPKfZbC4uLrquizHO5/PZKsNY6jiW5zmdTocQZBqUEpzN+hLO+/1uPu8LIZ5//vmM/6aUYpwhSCqVyoEDc+12O4oiE4NUJFQpj0InVV6aTOTcfJqAnvA9e/7cY5986vEamHBynjbI0ubG2zeu1ZuN67cXl5bu1bd2WJpQhG1qagi4VFppAAFBmBLc5/HBA/OzU9O79RolRAnGIVAYAqqAFFKINGJhL5GJxopAINIgWllcVNByxw7G/dj3y7NzBo/DKGgbZr3TTRgHIsUIodnZ2QMHDjQajQziDg8PZ34eQ0NDEgLbL3iFciHnW6aJoKaUAimkklpKzjljTHLJuBISSAC51FxoLrlUTHLORQQUx1LbxPAcmyJIEfQdWwte8D3FGYTQ933fsQ3bdhwbIvV+yuVfjuf5YGNICAHud6Pgfd3OQBI8SFnIxDyDMeCgSfngax5URwxGAQNEdz/1UT4o6ssS27OfZPzzTCCRiVcHwYAZdOScR1HsmNYTjz1ejxq3b9/utNq27d64dQNj/MTjTwxXhwkhMZdSakJw0O9kUkxCCEvTUrH48Y99bHNz84/++I+iMKKESIR934/jeD+Kg/N+v58JXAuFwkBNkZnrZNVthnWzD1IoFAzD2N7Zru3Ujx87vrGxsbKyQojxzDPP5Dy3VCpYlqklD8M+olar1QmCMNNHpek+WxgABWB22hFGVGuQpkkQRK1Wq9lsAiALRT+X833fsR3LdV0tJZIUGNAgBCOZz/lAqTBMAABDQ0NxtKmkVgpYloUkRyYPpdZaO66jtVYC7OzstrtDtu1BjTEEFCOoAcWoUiy0W3uzk2N/6xd//pXvLX377dW9dvCFL7967NDxgxMjL3zpa99+9bXDh47/Z//5f2U75W9868W99TuNxt6xowdPH104cmRh8+3LLI4ol5olWKtiwVuYGvNmD0zYPol5T8S7cT/QsrvXZhut7maTS418D8IYAXrt2o3d3QaC5CPPP3vr5uJuo2NRA2qAIMYArq2sjlWH18mae8Q8ffr0pRunv/ryC7XtbYugQtV//MMf+vBzPw8Vo0gMHVzgl2841DaoOTY7xTDcWF2+uHYLQW2qnJISI4Ag0FIRCienxg3TWFtfFVFy9MDCxEzl4oXLd5c2bcP/0he/3t5rT09Wj8wfuXXt4o0rrzx6erzdbkDdLhYneF/0msp3ypK5wCCVkRwsGss79Zdef/la7dpQoTJUGk27re++9PW7q+vW+OiNvZ21dqdSqQ6XhhCAkyOTRi6XYIRtz3WJRNDAlkmJBgphRE2LCXX9zu1vvvattdpGEXGK5ORo6dzJEwWDruzsBEkSSGFAeK/dPucdnRqduHfxqi/1Xrddhyku53WzPxb5w9PTd6MwYEn1wBw1ja0bNwAASAEJFIQKUogtagC1u1e7cr7bLVYmxucvv3v19p2VmPGx4bGtO3UXGNWpiud5d+4scc4MShFCqRBSSZUtQVwIKQC5r9uRMgxDzhjFJIoi836Sp+bahKaIuWZaKc0gr9V2J2bGGj1pQN1TfP7MqdLs2NXld6BtIGyubtUEg7Al7xidE6NDrjBdaOx22kGQCK1inkKoXccCWvZ7Pc+x8zlPS04RFFrX6zXJWKVUrG2sby4vH6lWHYSTJC0Z1mRlKCpXfNvCAGAMuAZS6vm5uUk/5wB9dG5m1lk4eua4Q4fe+M7rnc7e2Fjl8ZMnqRQ8CTEFlNK768vItSpjo8XdRnt9jaURDbpDlWISRjyMu/3gG9989dLN68vbjYMlOHJkzhyvdOK439jFcZLXqNlovLm58+GHnyJ+1ah6PAdb7W4ch4ZtnTiysLm9gyhxhML9yAQIJEy5mFCKEYRSaK0Qwa16SwGQeWgpJUUcV8dmquWKSWjO9TzPy/veBz/wTLvbqtVqOzs7axtrKeQ7OzthGDLGGs0dnqS5XI4lwnGMKAIYYdfNJRFJ0sQ1LAiIYzrtdkvahpNzbt69c/zEkYOHDjzzyY9XpieAIn/tFz977fa9P/mTLxLPoQQBKIRIhw/NTpkLbo+3Gw2csq3l5c527fr33q41956ansiZJguDMOh7tsF918nnkWnbtqmk+H6tDYEGQAEgpDAALVZKRrE8f/iQVMAiVj9gTECb2Jwp06FAacVTQjFnweb68vLqIkASE6AQAFpxARCCmktCSDGf77U7nCWbW7V2o0kIUXECIYAAZttctn/Nzc195CMfyXq4N27cuH79ervdztqX2c6V7Qvvz2l4D+pjjOVyuUcffXRhYcF1XaWU71lxHAZBiBDAGBKSeZ7rfZ7nfu2HsgnQoFX6QO4uhFD/KATxAwejv8/yuj/Mk0oBpACEiGKCoVaZrANoBRQAAGGktRobH23V6pSQmCUuBBAjgAlQIIgiy/OqoyNX71x1HCdutSq2Q0kax3GpWI13dmLGTdd2bBtJDjEmlEYQqB8RLzeAPEopgpFSEkKIMUlSVq/vUcPq98Nirjg6OpFGCYTZWdqvHKSUGcsGIcQ5F5wrpQzL/LFAfRmRVwGglRZScaQghFAKISDDWHMBlZJaGYQSbFALuCO2kzJ5/uL3sv5AJvZAmUfPg9+61gQjCICSQgpuGgaCgAu5Pzt/3/UxGLZmNidZRfXnQ6M/56l/65jqh9j1/MWGuT8w3Nt/k/3bUUn1vtyU+6fmB4cS/1asaP58O433PzAm+/pdLbXOUgEUglhr6Nh5oMHc1PzsxIFjR05cv3794sULy8vLSmlKDIxMpQCE2LEdpgZuNPf/U51xILWWSkqpEYRAY0oJJgChKE3OX/zeyvra1MxUeahie47t2EO5claP9vv9W7du3bx5c2JiIpfLZc4uGTfYMnOzMzOLi4tpkjDGCKEQAIKNOEqCfii4SpL46aefcl0XaG1QA0AINJJSzc7O1Wr1paUlJVGaAoEwME0kmSE5iPqOZ2KLKAz6QbMR96kpISi5o6MPP3L67IeelYQCRLSUrNttrK5traxs3rrZ291p9/qNTrvXC1rtFtJ6evzkB8+eAu0m3tqyCNnIxdDE2sLSxKHkcZSKpGPwYAhq03ANrXU9fOEPv1iZvnT6Qx8dWzhh5kuFnIHzBtWFqZGhSiFfq+/0WrumZY5PTOZ9R6scYxXOmWURBAElaKhcTFlaLVcrxbLrugYhCAKMIAQAIUAQ0kBrpTCiQkiugNaASy2UStIkTWPG0zSNkijUUprUMiiBBGNKCEG2ZXqeEwQ9L5f3PM/zfddxqUGVVghADBFG5L69KRysMEpLCEDW48uaelJKCNHA/hje/3Mguc70DBhjiAkCGVMLDva5bK3IHFZM08wmY4Powuy6zbyI9vHt/bzmjEEwSH3MDmBwGEKI7E2yOWFm/plpIfYrRa0hhEJJxVLBeaZ7VkBHSQw1sG271W5JKZ96/InHH37s/JtvvvW970kmLr399p3btz/04ecfe/Qxx7ODfhiloVaQSwmgUlppraUKCLVOnDxj2d43vvmNpaUlhXijuZNRTLmId3drp06fru1sB0Ewf+BgPp+P49gyjJRzoZTt+hCiftgBGoRR7Lo2MYxuv9do7N68cfmt89/BiD7yyOn5+UP5fIEzFoVRv9+HQAOgedy3LCufzzPGhBClYllKwbjQQCvFIEQawXa/3u/1ut1eEsdRGBCMajvbGZ80jiPTMp18hWJqQFrw/Zxj2CYpF9xcviCF8Bwv7xcYp/nqWNgJleJQ2YxDAIgWqlJxDR+0e2Ct1a/v1Io5zyRICEGgKpXzUsZ7u9uOV2q165bp/LP/4b/5e//t73z7lde63fAf/uY/mxif7LXajzz6/F//5Kdko/vCH3xu5drNONqKsPHt7Y1uN3r0+Mn5Uw/L1TWdxgQCYvhXV1tLcmucS+/EKZ4Ge436+s7mbmOXBbHD9JDtu15OI7i4K04cXTgwf4gJubq2YRr20x949rOzc+9ceufll79x6uSRUj73tS996fD8wU9/8tMXzp9furv4gaeehlh95U+//PRT5559+qnjR45wlkNAebbZj/ilm4s7zeaFt96sNdvddgcRjSn08wXQElwIoDSXynXtM6dPf+ZnPhPF0YWL569fv3n18vVP/NR/OjU1/dUvvSS5rhYr1XIeSWEb5geffObype/+3j//n6MoPF6PanvBeHXaGqpi2+eI7AXtxt2dW5uLK9urhZHiQ8dPiGbAl3dPzSxs4OSLL3yjDnFudmZ4curShcsr2xt2zja4Qx0bUFqolG3LdUxrpFzJeb6BsVACIihbLAhb/c3FId0/NJ7/yU9/bKI8ur1W4waKoH3+21f7SZoT/fGxyukTJ5NaHVIDMOkgQgDBKWNhD0n2HB49WJ09tHCs8vTju6trwcZ2baOWB1QiF5jmctxSIGBmXpRHg27v9VfPl4fWa5u7UlMEtEeMkYJ79sjJT//Cz1qO/Vu/9Vv3llcz6rbn5wRjCAGDUqh1HEdZPKuCUGsdh2GoAdm3t1UgG2IAZBBLAZkpnSkXd+/eO33yYK8umDcAACAASURBVCtgw0NlhejP/8e/WguSO3/0OpMQQRZTvktgGAcjE9XxkclCGSuuhydHiImB0gBBgFE3DOqtRgLSQjEnkGh1e1iDtc31nOc8eer44ekJ2e+MPHbWimKcRtOTYzRmEuOQh7nhgkOABFglSjJZmhkPkn6hWCj6hbQbDhcrc8Mj6zff+euf/rhfKHY6/a+8+FIkzR7M5YeHWlwRP7fbbs3Pz8ec1Ru7jfpe9UC+PDqyt1UjlvHujZtxyGwKmJcjpSG/MGIWwYHZhSjouSatHjnaWt38ztKdE8NTOS23G+1+0ouMdLV+WwJUzJXK+WKOOq2N1e1u1zWNyTMnueBAm4kSnTTVpqEJ4UAxwYkWURCOjE8ff+iM53n1+k4n7GEMEYEQw/JQMVf05hfmntTnAtaLokhnHTqlBWdKSoyRQcjLL704Pj529uzZb7269PnPfx4RyFnSTwQyVbO3pzU8MD//67/+9wkhyPO4BIRgP+/8o9/4B0IGVy5fBkBJKTCFp86cnZ8/sHdrff367dvfu/odYNme+/mvfUXmnZU4bPWCer2ONGoHLcW5Z3mIGI889PTIxCwDkGoNs+oMAw2UadBuP+i0dpGK1pZvPlIdYkENJsqn+Whvo90JMNzRSqVxxKIw7Le3N1coj5BlE2JyQREEKZNQMtuiLgbDBYdCrrRQGEdcWH4BxBwpTZDWSkOI44RRwzx55tGIwc3NerlUnZzik1MHb968YRCapSkAhIVSQGuEMQIAQYgQQBAAnWqRKAgwNTRCQgEN0EMPP3r48LEoTnbqe6MjY7lCpTI00gvuAQ21FBqAzNcTQQwhlEISak1Pz2xtbYdhmBmAcSEzwThnDEGEIH5PLTooMh8YaWQ1o9RAawgBgPi+34mCGmOITKyQ4kKYhpWwBCMihEAaerYzN3ugt9eSQkZBqAtSAwmxYEp0kvbE/LRCKuz3XJGCsF/0tcexTqVdKuBygbVanmeNRLTbi3s8AI7bMgwgNdAZ8oRZWaKyqK39ghRoAJM0kQppjaWQ/W4/6AVQagJQ2Os7lErBMDYhooMRq5QyDMNByzirFn5MZn37kF3dH9syJAEChOk0QydCaAUlhEpDk1IKMfVcd+YAxQaVSbzveE6Ikmqg/RxkghCMEQRaKSkEJRgCoJXcN7rRCugHuvoQZuVaNuXLetUPor4ByvoLAph/R1zKv0gExY96cZaNqbVGCEKQhQNI+ENR+Pu6Jv9PjEP/jTDqD/4WyGwzMnIuIUQDgDHVGiBItAYIAA31cHlk5Nnh40cX1taWL15869atW91ON5/PE2z0ersAV7KIsySJIEAYIQ1Q1mqAAEMIJUAAAA1UKoWGACGMDbDbaPT6Pc+x5+bmjh49mim1siaWbdu5XK7X69VqtfHx8Wz8ghGGQI+MjGQm+wRTjLCUkqUsDGKWin4vGB6uVqvDBjW4EJRgABCAUErlOO7x4ycY4zfvrhMNJBQdHWqMmGECTQDJllIhENQu9VhXxzpuwUQrJYSyXMf1HQhKtjE0Vp4kIkTMnB4lroNtWygZhknS7zmU0jQJa7W2Y3d3dyFPFaUBVBEGUnEQs1KnV5BJ3raGrJwhdB3wxX5/4/aSMs0EsNG5A8MjIxaxKEDIhKNV3yCsTSTCKO9YBoEGRRhrAFCjUXdtLwkjFoYmwhQgCjAFGAMMAaTEyDDVgLBBKTYeYPNnzyZJkiRJr9frkz4THFGCgNYIYYIB0AgBgpEQjBKMCTFsyzJw5oMlOVdCKqnBfk4DGlzRCAINNOPp/ZQ8EMcxQsRxnO/fJgONNUaZAE8wiRAimIDM1hp9f1KXZe5ll0Q2hct01YOc+gzvZSTz9/SPsiTJB3ui4n7kF2MsI28M0vwGv/igak4IoaSCGGmghRQQQoigUipmSTZ2y/ue67q5556nAF+6cllw1u20X3nlZa3FwpEjnuchasR9gCGUGmqptdZMpKZpdnrB6PjkT/2Hn3nxxRdvLF4UYdrppmfPnh6qFmem5wqFXC7nv/nmd994442TJ0+OjIxwKQFChVJpd7eZxDwzpMnlS4Wiv7m5sbx8r17biIJuIZc7c+ZstVo1TQqAEIJJJXRWPiBsEDiQNZqmiRGJ40RKpTVwbB9jvNve22ntpkkMlZRApCJstDrtbqtUKpmmraDl+7luwjHgQLLt2moS9jVPTh09UipVKUbFYpkiWGu03rq8OD83E3R7CAMMLUho2k8dF+eGnJ2gK+2iYzlRGDvFPFdpGIdCCAUVMUwhU0TMlMUVl/yP/+Xf+urpmd/8p3/ApKx1otGxucef+6hh2i9/4fPBjWuTnMmo0/fLd2K2tLQ+N3ts5siJO2srmqfQoJ1UX2n2Gki0rl1DGnSazaTTAWniKlCCpuvig1OTU+NjUOtKOBolyd2lezuNZn2viY0V3/fDJMoVcg8/cpoS/PZb56Og/8Zrr42Pjj788MPbW5sry/eq1eqv/vyvPP3M08ViMUmShMBOP1pv1DGGwwcOcKS7nUbUblKhKGMuNtN2n2jAFNMQzMxNP/vssx/4wAc3t7ZWVlZGJ6YgMV599dUv/clXT544fmfxGiVoYuThA3NDH//IR/7kc38YdHm1cmD57urc3BzLB4u3b799bamUyzmuGyG+2d5dq2+PTY4dPDS7ubq6tFafsnOHoOvX++Wchw2j0UlLhjczdtC0vKmFmVy1uLca1et1hOD20nKcRI5lfbfbYQz4LnZdu5DLz43MUSTcqL8wVvy5T31qfGr8zYuXvPHZFrK++mffXF7f5lyOVr2//dnPzjnO5Re+bkIVE22bFkolwdqwDWZw/8rScycOX1peWTfhcqdtT88y4h8Zn4dK9DHf2rl1u13jPejlCtWJUUCdZi/u9GPbsiHnOol9B1OHe4bB0jQNQyCkBlAoJbWAECotEYYFP5cvePVaXUptGoafz1mWNZiZZ6I+rZXSKhGBopRRKISytOp0Wogx1yIesXL5CjWdW9eure2lGFLEE+joNucKgBPT81P5IcQ5ZwxgRGyTQgy0BhililuebRe8YqmUM50UYxHGM3l/dKgyWyngTkO0WiZnR6ZmRBzTfDGRuhuHyCGgYEcIJAilQC01am8sXn7sxKGxp89cfOOtpa3WY08/75bo9IHx8emx7b3gS998441Lt7b6/ZWgN+JaEyPV67dvIQDHyiMnDx36XqcDFGjXG+NjY8gyAylsTBXXMAV31rrDl2/95FMfyxEzDcJYkjbjqOhJOEaU3mxH49KZPXw40VEA+23WCxlv1Xt11uwFHSwiKcJesNt5Izj92KPAgi0mgGk0BTd8VwPtebnNzc1CuXj4xPHK6DC2rArScRJxnvb7PcmFkCxJEoTg6OhoAeWDKGScZyZSSAOgpWGQYiF/d3H22NEjD5059Z0L29CkQqZWzkySyPOdXjc2CT1x/OTkxEzQDZc3tkby1XzFIFIMlb1f+MxPPHbqIMG41w+3azuLV68tXb9RKY3ncsVjBw4njV7Y6nIuVuu1pddeS7lmQWIq4lVdymFc22MJS/uJQFgDTRSAGkAFIAYSAAuTvO/2WrtJt754I6hvrQR9QagzM71gmDkpgWv1odZBt7u1vmZSWjKo5ZeZYADBhCeE0manLVnTsWi1lPNMGPR6URxSx000irgWGkGo0zSyTEsICRCdPXA4YgAliinjzQvvTk9P533vY5885DrItG1iWJgYAOH9TB8AMNQUAwSggRWCkgvJgVYII2JwhZRCy3fX8vni5OzC5trWrTv3bMcHEO/334HGmCCMPTeXyxUIJI7rYWKMjVLXdRlLbty8YRBDScmZIIQQYtq2HYb9/cj3+2hqUHEPik2U+XNmZuMKKqQBAAgDDaCESiAFM6okRJxL0zY0UAahD599ZHdnjzFezBeUkFgDBZRCaTts1du1tTu9S3evi34vCXuHPHPcwh6nMmHcMoaOHNy7cS2IexWKOwDqmMW2z0wbCkF4FuCcFREQQAQAUPfHMFkpCBEBEkohBOMWNTGEnm322i3PpgRpqPcJR4OcpAdbxhChH1rP/xgwPPeZVBrcDzHGCCENJOccQpzRmTL1iOM4/W43SzxUUj04MB1gjKy+HBjIvgd4QPj+QRd4UCUIIQR/FR8/LintgwHsn4s597ObR6pj1epQoVAoFkvvvnslCAKWKtM0FQJh2M9K8wGh7j6F+8HUO/h9wyiMIARSypQLTEgul8tURtlIfXJyUkp57969er3e6XRyuVzGFwUAFAvFcrmc2TzeH92wrArf3Nw8dvxgNhgcUBAz7ZYQcmRkZH5+fnVrhwshZRokqQE0MwgHREKEtYYKmhr4CBnQ5AImQZqqDmMQGF3i5zzTgGkEWnuosYejgAJFlVRpAjQwoS5XqyKKgm6bAO1YVkzo6ZSkiehJ3gcy1IIxxkJpIrvsGyVoEq6u6XQ9EXES79br9soKdlyDmty0bcNUnEMAbNOUrgcJtk0LQmQZhmPZ3W53a2Mz5+Zazebe3p7j5QZ39A/lfkAItTYGJN4MIA1MMvfFA/sJDDrbmy2KM/uTNGWMMVNKJdWA8JApKn/ktQRgRkFM01QK3e/3ESJZMsEPXAFaQ4gGV4vWGhGogM5cGR5kBGR0i2wInNVzWbBBZr6SUR8HcO7B1enBS3pg9DIAw4P3f/ByHZBFB+vkg/znwbMDR03TNIMgcBznueeeE1K+8+4lwzD29vZeeOGFtbW1Zz7wAd/3s1FkBlmTJInjOMOiGOOhoaFMUuv7rhD6ueeeo8S8efPmxMSU1uCRRx65s3j33r17nudlMs5Op0MplUJFUUQIyufLSRJduXJ5eXk57LeHK+VTp05PTEwwJqIotiyQpoxzDsD+qFMBwPeBLpUacM4ARp6T45wDDPZae/dW7wVxgBG0TZOlcavVqu9sU0oRpoZpU8PSWpsYQq2ThEvBijnftSq2bYe9HqWkWq1alnX97vWvfu3VT3z0+dnpSdukcRQBhQGAOS9fzI9A0DWoVyqNRVEASobUqeYi6Meuk8NQKyAhkApoDKPZieGPPvfEa6+d//rri2G8aVO0fG8xBGp15W5JiogleQUEgISJvbXVqN2cKXiUIouY0DDinVYqQ01Rr5feuHmdhdFwoWiZhqkRj6KZw4c++OyzPEkvvPnd5fbuTn233QsAxAnnSRDttVqtdmNiYnxibCTveyvLd23X6fR6b196hwmez+enpqbGJ6eOHl3wfT+KEwBAGMa+n+v2Os1ma3x84qMf+fje3t7ubjPrbObzxW63m4SRRuDDH/7QJz/5ScdxVleXL168ODQ0pAwS9NtJHKyvrUKg9/bih87O7+zUXc/zh4YmpmfePn9+fGSYc7VR2zk0f3gCySsvv846PcezO5DV0k5+uDA7P21pZDJuuO5QLu/0gVISYgAwWliY/thPfOrMmUfvrty5unyznXZ/5Vd+2TbMe8v3JOdxHNd3tlutRtQPtrc37iwuaSnrTjHnUCfnnX3yCadYvn7nruHne/3469957cbV20TCXL507tlnw5T92Ruvk73dCYICkQSSCyFs2zSpATFSOccsF5cu3dxo7zAvV7KLkvEWkMePLbiAoWDTRyIInUanG+zsWW4eWa5l2yqzimY8I/BLoIUQKRMSaIxJwpkSghKMUcYrk0kUQqilAhBp33MgRq5XythxYRCnaZoKzuNQSiGJCQECINGa93r9OOWScwTbpfJwrd64cP5iFCaEouxm0VJCLAqFgmWZQnHLMmzfBQQjDbRUAICRaiVXzmuCTEIRk4RSZeux0YnR0eGcbe6sNwuWPTEzM1Ud3lnfbAc9y7LGRofjfIFs7wQStC0FbLQlAqb5zOgotpy8ZS2cOjJxYh6s3ekrFkJ9+d7id66+sxN2E6xdzzLzDiC6H3VMaN6+cSvnOtVKeWVlFWgwPTVVKJWiKMKUpJxJDSpFSBEaLuYdjXs8xZgqx0ZIGabjmrl0pXbv9q1iNVeqeixsj+Q9ieD00EgaS9lhshvGnpV0Oot31gsbo5XpCa+QL1fKqNuJ4f24OYgPLxwdG59AlAIAcqVyTucFY/l8Xkoex1G314EQlitDTq4kJcsWzcy7i8WRZRqu605M3R4amnScEjZorlDggmkooySRSvR78sjC+NmzpzHGECPJxe7ubj7vQYyBVhMTE512c2JiAhOj3en+qz/5wvLyMgCWY/kbaysHKiNKa5caIGgJ2Ldt1/d9G1DfdxxMieMLARzbEjKl2HpvzaYkRFhKhU1zemKy24vToGcPuaViLoqk63kFHwEAOEsMg5RLJd9zCCFCSYihUEoo2Wy2EUKu7RQKBYxRN+jHSSyhs8/VZAwTggGglCaMI2K6rhsEQb3RLORL1dGxmdkDm5vrJIwTGOetsgUVABwhYx9yAI20ZBogoKIUY2ghTFPBmRQIpYxLiilP46gHRBSFnd1erzdUKmKMlZQYA611HCcmNS3LGhkZKfgF23E3t2oZzUQIYdv21NTk/TwkY2Njo9VqGQb5N6ok3zOzeZA4mg17ss3Udd25ubmvf/WFjMuTsV6zHm4/DLQGFJPdZqPouaLbQtCI4qBgDQulAADFSmWoWm12ul3ezrTucRLJNCUDStEPmtY82O9WShMMpJQYKYTwwKml2djjPOWca/D9uvH/NafJf+eob18ADYFGKiuyMxIUgiCrsTKBaab+LJfLrWZTCZlVVwal74mzy1rs2fsMQvx+VMDIe7RkmTolM2f/q4f33hP99+/30cIHpcPvtXtRmaUvUiCbXIJDB4+Pjc2cPPnw8sratavXtrdrXAe+7yOEOJdKa4zoA3wA8KCrkgYwq/u11IQQy7JKpeLQ8Kjl+pkYL1sUxsfHS6WS53kbGxs7OztDQ0O+7yutgAau601PzWYVeXbpOo4jxA6EenHx1i//8i9kn+XBYElCjOwfk5OT8zNTtxdvt1tBr9NOMPKA53qeq3BZQKglFSJPNEaEYoyF1kEko0RBGGsVYsh6Hdhq8KAro1R5PpBCg/18m6DTsSku2Y7iwhHC0aCy3U6lTIBOAUg0kIRwxyQ2dDChEoiU1zTykB8otbfbbL/zbqsX1DZrec8vuD5GCCKoEQBJaruOSSgyCICglMtH/WBteUWkIg6jKAxNyx3c1z808hFC2OuJgetd1sHJAgDiOM6S7oWSWmsEdRSG3U4HSC6FjKKo1WpqAJmQpmlaGEIIGdv3kPzha4tWQgildBzH/X6/vrO3vLxcLJafe+458EC86b6/FoLZYWTfF+ccAogxlvc1DAMAlh1z5t45mPhlQ79Mz5DtJdkHHAgFMzp+ti4Nzk9m+TCAhdnrH9yxMuZntjrZtp1dkPttr/vWEdlPIIS79brv+5wxx3E++YlPjE9O3LhxY2dnJ4yit956a2tr65lnnjl94qxSSkoRhnE2Z1NKIIQg1EHQi+NQa1AoFHu94OWvf1MIsbq6fu/eypNPPj0/P3/q9MnGXvPu3bsIw4PzhzzP73T6QRDmcnnbtlzPefu1t65evRoE/aFK8diJE8Ojo91+AACQUlPDFEoqoBFCECMFNOd6YHOfpmmaJhijTjfstNvNZqPVam1ub/SDHgCaYKw0SNPUtu1ypep5HiEkSVmn3fZMqrUeynul6VEpWBrFm5sbQb/vu07KWalctpzSpRvrb19ef/SR54Nex7AKSqu8XwDUcu0hrFcbOwGXdhhGQLtQc8GjMEwkl6YBtZQacAgQEmx7dcdFxj/6e786Mf7lf/3iW7vby1/+wr88Njo6YeCEaGqbrhJBzExFgEgRj4lHJdV9ySLB2qxDbSI4U1KbBh4ujzuEtut72/XmxMjQkVOnQ6m/9drrFy++vYM0E0pqRYiGlFKIIIJHjh3xHLvZ3EVQnjp14slnnj5//vyNGzcdz33iyScfeeRRpRTCVqcbYUykFCzhtqkPzB6o1Zwg6H3iY5/4/d///aAXMMaTKE2ipu/nHjp75oPPfdAyjXanvba22mo1K+XCXn37nbWVIAig5jPTU89/6EOf+thHTxw7funttyenZleW7h4+etzzcq9/+7Xq6PjQ+OTF3aUS1aXRqh8wiEAnDAzfkETdvna1pMGCX8GFspEIh2jNeJqGH3n+ubFHz4l8tRfHUzMHKuMjvTi4dPGC73lHjx4xqRHF4fHDB4qlQiGX0xrcWbz18ssvX7i5RImhmL6xudWN+4ZhzB8+/tZ33rl6ZQkIsjB/6LFHH9OO/l/+t//9dD73H506NSZ4e2tbIowsS2KYxgFFAEBnOeyYxfzKnaVjTz8FTdcw3Kv95huvvMiRKs+OPzz9UBySMGE79ebi8uqN24uW4xTzealkEHYxAbZj2rZtWpbrOrABMzlQloni2g6CoNftOLb75BOP+767t9fY3dtNEwG0BaFBKSUGipjAGBiuraUW2GQQWcrSIn7ha68cGB975qlzUhkrtbU/+uMvvHXhCsamaRgAcANDgiAgcHxidKxS1mkCtSaWGXMmGedJyoWo5AqaYoiQFlIFMUbU1GguiC2NdBSPTk6Xy0XTJErIqbnZd965tHxv7dzj54Jmz+4kvgJdqRXUGMCD5VG7FUXfePOAaZPhyaRWB4ZTa7S+8873fvdzn28EcQxFqkF1pAy1VGHga2QixAxy6/LVJ598ornTZGmytblRGaqatm26LjStcqEEVEv0e1ffukBTkTMNaCCas/2CZ1Na9p2k7L+1tfnOq+HE7NDYoSLmMkUqFUgKaOXy+bEDCGCeisOnko1ardFox/VG7/rt8vSEMzQEoG7vtY+dODE1Px8LwdttrZVhmJggjJHj55UWfi5fKleE4IQakhMpNCY2MTClCgLg2BoTAoB2vFGvOCFhPuFpL+yngtk2PTA/f+LYkenp6TOnTj/99Ackl4Sgcqm0V9+hUE1NTUIEOq12dWj44KHDlmm1Or1cLt/vh+2oO50v5op517U319eGPbfeo80whUxoAblG7QCRvAtTRC0H8sRAaD+WAGZcuH3ZGYTAsx3XtF3b6vdCP+9OTYxUK16aasfxpGghjIsFj48NT46Ne66XpikmxHJspdVeq3n9+nUsRaGQGxkZgQh3Oh0AoNQaYbLPftPSMnESBcQ0nZwnFB8aHprOFRvNtiklMM1ceYhSEkPKQoBSARFSINYaaqCg0lpxqCXUAEMDwoQLLiXHCFkmqZZLhmFgqEo518D4e8u3R0ZGHNPIzFeyyZVpGjzl6xvrO/VdiqhlOUePnQAAtNvNbrc7PjaWNVW1loMU3L8E5AM/GOG27woDoVLKtuwMcczNzt5ZXOx2u+Wc32o2q5VxICXQstvvtnvtUrm4HYes13WKeeQ6nuM4WjAmIKFByogwqhPj5bExtbx6fWsnlCpOUyCl/oF5gx7kyb2nDtd6v6WLMfI8h7G0VCotKUko0VpyzgGSg07xoNQZRBr++KG+7JNLKRXQAGeMJrzPVYUqK7MYY5nBHcZ4fn6+1WzWtrYHhc6D53RgppfVYe9BfQ8W/e+fLGVpyw+e1v9/1vf/IeobfAs/5OvIqJoAZoMcTEgimOn4x44/dOz4QydOPnzlyrWL77xRq9UEV76fsyxbqgz4PRDniAaNAASB0lpTy5KMaYAs2/PyBXCfMJ29Pivuz549OzMzs7S0tLm5OTk5WSoWpBCE0JGRkQwAZKgvK+X39vaGh4dPnDwJAdIg69MgAGSaptvb24VCybZthMDM5Gi9ttpqilDINBUmTH3bp0xZFJhM6KRHoUywabiu4ymIEVVKahV22nES9xp7qNcDSaQ1kIWi3XMFRFxJpWEul+NKC84NpQ2EYwBRXqNUWFATyankACjlZOcgZZwzwrT2PMPPYxgkYcpVGibt3UbcCet8M02TXDFfqpRtAAnGQCoDEUihY1omJkGnu1dvKKkwQixJ39NUG6yzA8qiUmLwVLZyZYA5Q33ZeE0bGkKQxkmn3RZpooQIer1+ry8V+L+4e7Mgu877Tuzbz3633vdGY99BgKAoERQpkZRkSbZpeTTO2EqqkqpMKqmKa5K85GkqM1UpZ7I6k5qH8UTxNqN4JNvyxDIpitpFgjsAAmiggUaj9+3evuvZvzUPp3HZomRHU65xxsITCrcbfe/ps/x//9+GEalWq9xmxTVLKS1Sdv6yMypJkocPHz548ODm+7fn5+cvXbr8zDPPHFzu7N9DtCkeAI7lAgB4nhNMKKVZnhfk3n4pM0IY4z6bV2wiC825ZVl9J97B7tB+/2S/2a8P/PI8L4TljuMc3OcVG6i+LrSgC/qk38Ga1+JOWLyEyf5xEJxbtv3k5SeeffbZ733vez/40Q/TNG00Gn/wB3+w9vTGCy+8MDIy0m63CxxVgNLi5z7xxBMf+dhjWZYxxq5duzE/P885X11df/Dg95977rnLly9PTU3NzMzcXZh//fXXfT84c+bs2NhY8TbSNLl3byFNU9uxLl++PDU1LaXWCgghKpWKlPv0LCG4+HUDQwVXWu2zf5bFur1us1lvt1tFNSs0EioOIcSMln1/YHBYa80sJ83yMEoIIY7rVYmoVmuEWbu7W/V6nedyeHg4ThKt1F6z6QfB4PCUwffuLzUSbkMyYHSmlESo3It4p50rSdNINhqJRb1eJG1m6zzOslyIDBlLaYMQgBADnRveTmJVLU/8w//2N9fW/9H1+VtxGK4BRUuVMWZ1m007yboY5AQQQmOeJMjb5lEaNr2BgRhDJ8CfOPexhXv34jC0EfYq1Xqryyg6feGxUIiv/d7vP1hdMwDECBgDiMVyKUWSYQyrpcqLL/7S2OjwrRvvpVGEGcUEzx6afebZZ3/1V784ODgYhWmz2SJcGo2MAa1WxLXZjrbTLGaMBEEwMz3zX/+D/+btt99ZWnp4//5Sp929dOnyF7/0q1LK2++/32o12629jbXVXq/d3turVcs2ARXP+s///t8/w+rqUAAAIABJREFUderU9sYmhPCJJz6S5HlQKleq1fGpmSgTL7300uXLl5E1fPveG163ZSOHGWNhZANlEzNTroxjp5ro+l7bQgQKIDX0/Zo1MaagTiXHCMadaGdrPUnio7NTi4uLX//avz516uT09PTIxMT01IQQotvuPHb+/Ojw8P3//Z9trz2cHvRf+v6Pfusf/cNGo/WDd2+/+qN3O6n67AufOzJziBLy27/7z8pbu8+98LTIeSxzMjaAKhVUCoSQvNnzbafi2TMnT8i7964+XL197dal514YmZpqxrGoNzKRhdh+cO0OI8Ha5o6QqhPn3Bid5zRNCDRRHHoMe56T5bllWZhgzvm+ZgsZDHGe5zEXp08e+fW/92tjIwP379/frPrVWlBv7G1v72BaUrkQUmgtjDHYQAyIBIYgSijVyFgg/5/+l99ZXd08NHfk1p2lb3//R5Y7EPhVrQXnMpccAV0pB8PDAwO1CivaKwGQANiYCC7SNM2V4EYjhKBQFmG1QdsFZGJju1ypMIcCgnpx2Nqpp4I/WF7Z3Nrea3X+zSsve07Nqc0MG6By1EnkTMXOVnYSbIvduoOs/J0lWhlKj4/cv7Xwp3/68lorDwEgCLzw6U++8Knnd3e2v/PqNycBBBBtJtKywNrig2efevKV73x/e2vTdtzSQE0AYyiVCPqaM8N/8MpLYq/rISQVJx71Kp7L7FE/CADp9jojNb+zuxUn985enhkYLjfDVDgOZlWDTSfOWt2ks7w9OTk5c2g2F+r9+fmFd98fO3rUGhoYHhk6cvw4B9B2XZiLYnos7rT7yztkbNsmlCmljEJGE6AJAEhyVQyflkU0AJZdGx6Zw7ZDLJorUa6VP3L50m986defevJJRi2tNMJUJYlfLpdKlU6rFfXavVbLsajFWKNe5xn3vXISJxMTk+VypR121tEGzBLlBSLNShbxc4EJKQVBHCYMYhaYmkvru/WcJTrpWRDwIoLEYID2NShaSkLw01eebjabQRBEcWo0otTKeIgAypNcwRhrXKn6vmNZjEkhtFZAQduypFI8l8BgBMHAwMDY2JiUst3pIeryTKRZprTBBAOjjVEQgZxnJYLK1dJeuwm6sVCgXK3dvntvXwniTyUZN1BhqgDEGCNKLWAUMBQZjYDWJgcwsSwLACh4GvXaP3ztzZOHD505dsS12b3bt8qVoDYyuLO5cTDKUgiBMcGIYkwwxACYMOy22+3R0dHNzc1u2MmyzLZYlmeu4yolgiAo1qA/I9j76Y4nAAhExhhlDDSGc+553ujo6He/+S1kTJ7lUxOTSkiLUaHyOEviNOZASwCGBgaZNsePHUuX7isEIAkAwrlUkFFsrCyOZw4fLi2tqGhLAwPo/px6kHT5KT4sg43RlNLCfjUyMpKm6UCl6roOQpBZ1BiDfjyf8kOc4d/WDM9C7w50EY/+KLQVFkcH9/k3y7KOHDkSh1GeZnmeR2FIDox6/UPQ36/3AxgOvlr4R3/qidIve/i5jO78yR3Dv+ciz7/aE6qLcF4IEEQUMwSRVBpCNDs9PTE2deL0zLVr1x4+XNnd3c3zhBALQgABhhAjZCAsXMHAmOJsKPTAijFWKpUqlUq5VHEdnxCktSwGfWAARhBCNDw8SAjq9Xp5nua5S0kBJiGlRGvNGFNKAqAHh2qbW+v/4L/6Tcd2jQFJktq2U4z4d+/e3draOnHixOTklBBifGxoeLCyXXeZ78e9uKXhYrtnKHG18nkCm3Uqsoy27CCwK2XkOR6zIEQBA5LrGAINsYI0yRLeamZxDAkGCCOCu0nEMCEASWOQNoSguiMSmQApsNIEGosSqBTASBqdAZlqqSCslQbL46MjlHSMgpY9VBtyqJUn6V6ahd2eNmbAdXmeaw1sz+VaNZutzfWNxk49CmMlpOs4BQfVZ7QKjUS/0qAAQoSg/qlY/GNh6kuSJE1Ty7JsxynO1zTN9hp7IcVxFO3u7mZJAiGO4zhLUhl4BVVbfP1PvWyTJGk2m++9d+273/3u4uLi9tZur9ebmzvSb9bCEPXvC1qrgujrazWLGvp+OGd/f7QPsR5pU/tRLn2tQT+9vX8yFx7RYilQ/KX4T/rizP4Cst8AURwrpRRjrKiI7F+5/er2D0nTPcdVSimjMcY8z7UxWZZ9/OmPHz169ObNm+9de89o/e5779bru8ePH3/ssceq1cp+/KaUvV4XIVStVTEFlmUZY4aHxy5ceOzq1at37y5gjL/zne/cvHnzmWeeOXr06NGjRzzP31jfnJ+fn56emZqajqKw2Wo0GnVtlG17hw4dLpcqOc+L7sMoipM0KRp7MSXAaKEkgJTZFkIozbJOt5Wm8W59m/NMKTE6PgwgSMNunlSV0pgyzCyEGcJk32NptGPRoBSMkSyKoocPF5WBj50/Pzk93Wn3wjBM02R5bbUT9vzahDSo0er92Te++QufekEBmnAu2yGirBRUEIQUE65wqRxs7TYOzwzlUnR6rZxXpbaV0ggbYxAggDrWcKUiOCt73tG50Y3tzXozbLTTtMdPf+ITn/y1/2jhu68+eLC0mWTDszOy7C9F3Yu/+PnAtbaaDdgNB0+eOX7uwv/9la+8cfXqzu4uAIAyxKh1697C2+9d29trj46PX7hwfrnXvXHj/SzPmeUInUCMqrWKECLP03KlZDM0d/RobXjk5OmT589fwJiGUcSFIpRJBZRSQuQ5l92wF/h+u9UiGG1ubNRqVYtZX3jxC2EU/pP/4X++t7D4+o9e6+Wdo0ePrq4sb2+sx1EvDntpHJ46fjTsdavVymc/81zZD9aWVyCEQ0NDlFDfC8IwJMxGtveRp59Z2dh+7/3blcPOyUuXdrqisb03Ua4eYt6wCMu+VTKQRimRZgBgoo3hHDMbapl1u2gg64ru7eXNsN5WYaiy/KZuT0yMHzs822zsiCyuBG6aVIEBzWb9Rz/6wdWrr8tePlSuASWq1ZHrt+6/9tZ7a1uN2tDki7/wjIzTl199dWX5IYHcATBtx9WpGR213KnRxbi7uPxgc3vP9HgJUl1h3v1FqdFHzz1BR8bY2OTDRusv3ngN2hYjDD1cj1rd+t6eG5QHh0fiLKOWpbTq9nrlwMnyLLB9P/CKrZUB0ECAEVJKKakZhnmmhgb8Jy5fGhkeevvtH0EIz50+nmQ5s5233nrn+o0bvTCybNeyWJ5zJRWCxEiljaCYQgCiMBsbHZqanB0amnS8Vi4xyBQAPEkjrVKKteuQcrkcBL5UXIvcYoQyxghB2gANaeAmPCdSYAQRgCVChplPhbYZXFtdrA4NdqLw3fdvdKMoSlMN6MTUxNjYVBCUSKnK3Vrt2rvdKDYA0lzPLz04OjWgentirT7MRh67PH53rT7sD/3aL13cDcMcou1G/SNnzx8ZGJ52/e3a9eePn0HVyle//e1Ot5t0ezsbG0cOTd9fXt7Z2c6UrI4Me4G3tb1dK9ELp04+Pnu0gu2ssYegboXtzfqm4rJe31lpd3QqZ+lIObB36qvZG6unz09Vhyd7cby51qx3mML+wPDs4x/9qM2Ykdqz7CcvXpqeml7Y2oBCHjk05wcVaTGgjG2xQpphew4wRiu132aGIDYSYSS0AkADZADUGBZqFG0glEIpiAQkWqiNrQ0AAUBwaGT44sWLxZpSKw0BxJQWacCjI8N5yUMQ9lp7tmVNjI1TQjUh21s7IyOjvh+gku27Zd4KFQIGGZUmFYQ/8fhjTz/z8fXVtdWHDyeOjTiI3bbvCOrWqhWlBDwwzRZPDkywViZLUiXk5sYGhIhS1u00GbMYszgX2CGtvSY0gCDiMNuitkVZnGRxHPfCaGdnxxhjMTIyNDg8NCh4stto+ANj7U6yt9fkqjCxp0IAjAFGUCmBEEzTzC15lkV395rbjcbExOTYxCTXlXIZGQA1woRaAEIlFQQaA40hQAggkyoV9cIoDENEyMjI5LGjJ2/duLZbf/v0qRPe4AQOajJq5HlesFuF+51SCg1SUnEuEUA4z+/cuWOAabdbBmiMkMUoAMBz3SLostfrsX/7roIPIa7+4xIDqJQaGR6+eP7C8sNlxpgFkOR5FEWD1RGL4vZe2Oq1icPCPGmH0aWLj4uw+7nnXvjWzqaHFE8MokwBwLUhtmMjnGswMDRI1reEEIAQcMAy1uf6Dq6DIYTAYM4VtakURms5PDKUJPFgreI4VhT3KEWWRc2jFPFiCOn3W/wtRH3G7DeTaK2UQgT3B5rizCC4GGtkIcAtvrJSqZw6dUpwfufOnSROili8g2xMcWiKLqlutzswMFBQgsWBBgAovW/6/BBPWAxYxV8opXme90nhg2zhX8abfQjH/yzc2s/IVn9Iwvozimb7XiljDHlUP0ApLbxq4CezW9A+g/whkHxw5P3rE4wFrj7ocPvJT9SnR/oaub63av+sgcAAgBEAAOY8t5iFIZJKIYAxAkYDoOHxw0ePHz7aCTvvvP3ea6+93m53cskFV74fMOooxQm2iuRSUNwRHk3blmUFQVCkfSCIOr2O1rpWqwEIiukcAFC0V0MIIUAIYmMMIRQAgBBQSmmjMEBh2OM8v/LUUwBgAAClDGNcr9eXl5eXl5d93+92u2NjY7ZtKaHmDs8srqy6XqkXZhmi9TRnSWrHYVWk5TAuKQ5YC5ggTneA4zjVAWTZjl9B1ZLvuEkvE7n08lTzOE4SIQREkgGKIBKCc6mQAUAqKXSOTMq1DGNPmzKzcC4shKll5UYDiTAkJbtcGxrCvudig3mOqBM4HqO06gdSiO3GNnOcuBdyJbe2dwElQooky9fW1ur1ulLGIrQcBFKIgvs6uHIr4FOBcxBCnJuDzrQCIBXf1ffaaam0UdDoVrOZp3EcRmEYFppGnudSCM45IYQwq1ar2bYtpMSEAAgggJzzojW+0+nMz89/+ctfXlhYwBj3ulGhHSiKiSilwAB44GIobj6MWBhjow3CCGNc/HL7Jrr+xdXXrwZBUIRwFh+kaLa1bTvP8+KigxAuLCyMjo4WOUBJkvSL2jHGBaIrMKSUMoqiYl1dJJ0UzYSF0L2oxzio7igq3QsNfPE9SkoMIGVMCGGkLOoES6XSCy+8cOTIka9//et7e63lleXFB4vrG+uf+cxnRkZGut2ulILYdrfXZYzZlq+UyrIMEzQ5OfXii78yOPja66+/DiFsNptf/epXz58//+lPv+D73qlTpzqd7sLC/Xv37j3xxBPdblspLaUYHh70gwBALKVhDHt+kAuRdzuFNzvnHGMMEeRcAGDGx8ffevtqGHaKKogkjZ588vJTVz5WLpeh5Em3m+RicWn55vydeqMFpEIIYQRGJ0ZtxrSSzfXF9c2dkfGJU2cvWp6vlEryrNFqMkalVu1uh0NrcmJ8c2Ptz7/x57XBykcef1xEUvGMQDM8MoiQxsTUBkYJ1evrD0aGXWLR5t5WwsdznliWHadR4JftUoXCAa86lu/lGLkzU3MD1XUpSCtrdVJxc2n9uU/98sDTT5erNfTwIZ2eVMMD5XLw/NMfG6yUKGWSsq7Qb73zdqfVwgg5jh2GIUTI9QJICCDECbyRyYmnnn328zPT//Sf/h+vX71a1EhKobrdzte+9rVyyX3qycu1SvD4pUuDo2OEEGBQcXNFAGKEtFJAAwSQbVkIlrWWMxNTBqhmc297Yz3PeauxlyTpO2++lcfxeqfTiOo3blynGMVRF0N0eHb62ae/cOWpJ4cGBhjBjuMg6jqOU3QwKqU552NjY165uru12el0Lj/5ZLlW++H3/nTu/AV99sR8/fsUyqN2qaJ1OYe813EogdCYXuKXAuS7irFmHAUATkxMDAyMjRry1d/7ipvpzzz7/Mre7SzLXNv6jb/3nwEA/uiP/uj2zZtTU1PfeOkvlpeXtdYuG4RGuzZV2Pvjr78kiV0bm3nuM7+4vLjy2re/ZSnFLGQ3c1+CQ2NTfnXQOnrozXff+N79e9txIhSycuBLWF9vTo1O+sx33Ep7c8+xg7XN9ZGxqcrE+FCl5gG29WB5YeWehmh7ZzeX2vGCsNcFwGRZJqXKsgxBGMVxs9vJBGeMSaMJIrbNOq3exEj5ylNPPn7pwuuv/UDx7mOPXRJalnxvcmqa83zp4VKapePjo0LqVqctZAKgxogADLQUIkuh4McPzw5UakmccC6jMIWBjTGSUhltlBAjw1XPc6vVShq2mUUD3w/jSAkONSAA5lJQgm3bEzlXijNITJy0Gu2tzaXb87elAZeeeOLIubMKGILZ3OwhrUCr3pBSirHhbdeJBuwOz1JuHqZd1JHW3euPjY40eXji0hXDzL/4V/9qeX39cBg5tcrwxPixgVq91Xjp5Zemx8c+99nPVj1v9Njx5371V6MwuXN/IeGimyb//Pd+d32zBSl2fPf8ubNKyYkSCLzy6NhE1XLdyamK5wqZd6I2YdR1rebe3uryg63Nu63d9eNHK3my88bVxXPnGsaUVVz57v/zPiD+8VOXzdl8bHhkdmoSWDbgfGp8TDPiTk2OnjwpjdLGZElsPZr0hNov39IHSrEhhIwZoA0wKTCAUAAwoRJCBlOeD44OUJtGWdZst4KSD4E6fvxY0ZwHDcAAQCmN1koonQrLc2xCtBSK51NjE812izFL9OL79+4vrazxXMyMzFw6cfbq5i7ynVYSlimdHh6eDPwLYxNXzpwBGAGXg0w+dfz8Ri8ZrFQIxryvYQJmn/VDSAi5tLS0vb1d3PDL5TIAoFQKhoeHeN5z7DKzyPz7t2uV6sjQCA2I1lApsbayEsZxHPaU5H7Zn5qa9Dx3eWsDIpSkvN0NLdspOS4GqtduxlGLEJjkJo5jQojleVIpy3bCKNLabGxszM/PU6YJswghiDKEmAYGGoAJJLCofpF52ItarXqjLaUGlnfu0uXpQ3PtiB8/fmyznTmO1W7Fpbzj+z5CyBitlCEEaq0RgMXjDmqoDShsbFmeQQgLEkwpaYwmhCgtpZJak4M5Z32n/QGnnO5PHQeTHQ5yZZILWmSDMjo3N+e67u7ODs8yyuzA9aQQlVIpi6KVlYdSi5inCJNjs4eYgUdmDq0uLKo8k8QwNmAARtQSSiMELddRXFYHBoosOYgJkOLgDNxv/T0YO0KwsSxLao0Q9n3f973dnQaEhjLc7bSnJ8bSLLFsWkRO9lfJB3v//l1gP/I3xkd9COR8SCFWHCPGmOd5g4ODo6OjcRRladZ/tY9Y4IHa5Z8EbD+V6zvIuv78pbkUJ3rRnlzo6MBfoxPib5LrK34d/XrGwgcFDDAaZDy3bWYzmmWJbdu0MNQbAACwLSCkgBAOBJVnr1wZGRi8evWNlZUVTbUSeZynvu8rnvTVegAjCLHWkhBCMARQF5uVTrcFIVRKxHHoui4l+IOIEACUVlobhPGBSBi47/TQ8hvf+MbHP/7xOIkpcYv1zMrKysLCQqPRcF1XStnttXthp1qtIor9UiXwy56Tu3YMDDSY5JJ38xxmGUxybDTTEbAQwxYEBOlYC6m1jWyLMN92q1QZkMUmDWma5EkiBTdSGq1R0WigjUEEIc2smo0cwzw7464y1BgCERBYSk0kAJraJd/2XGhbNoEVxwOEEkQYZgQTy7IQwlmWEQDiLG33wjjLkjRJsrzdbkdRRAhD7r4Je3+P8yikpG+ePoCaTB/n/NQ7V/GVGBWXtjFaF3EpWmmZ8yzLCkBlWRamrM8ZUoRynluMWJZVEH2rq6uvvvrq2tpa8Twr7hL9HVDf1/dj97sfj//RWkP9QcXCwbSVfntHcVr21yVFEGgBIIsvK/KoOOeFcrK/8ytQXHES9pWfH2r5K+5gxVq0AIH9Z0bxvX0ZPEIIGlJoNZF5FP4JoZQSG6MtPTk5+ZnPfOZ73/vB7u6u67rXr1/nnH/+858vlUoFwiyXy3meP0oMIzznShqE0KWLl4Mg+Iu/+Is0TSuVyp07dyyLPv/8p4JKoLWenZ1dX19fXFzc2FgLoy6E0LZtSlkSpXmeFwek0+5Swowxtm0XP8sYU+TgRlFvcXGx12u7ruN6tjFmb29vfn7e87zAtlzLsmzX8YOgVMlFcWyJ5zCbksbudrvVTFdXH7t0YXBsAiJILRtiutd8oDSYnpmxLQa0HByoaEjqu2u54gsLd86dO2WQARgQgjzPBlBLkYVJMjxYSjIRp1nJJwCjnMtUyExmgV8OqgOGOnvNHiYqF/j+/Xsu9VWmHepOjge93ebN+4v/5H/8Xzssf/zpK09++lN3l5d3wrAn+Z+/fnVsaChwPcv2FECv/ejq/O27URQBgIyWI0OjiOAijDqKovduXF9eW507c2Z5+SGjDEIIECAEEUyGh4cPz00fO3aCEdjYa2RSWZZlWbZje47juJ5NKRNCSlH4PDGEVEpggEQQl8slxgiEkFJLa2PZNBf53Ozc6u665DxK06GBypUrV178xc8dOTRjMSLyDGPseS5XKIqiQmA8NDRYqdQAhJury0tLS4LLarU6MTZ6cuzQ9fdufOKpj25vrN67fbcK0GFslQFmleFu2EmBGipVmMOU0Y7vViUUSh+dmLJKtYWF+3GW1eyS5AJjaNvszJnThS7g8ccf/6Ov/utvfusVo2HYix3HgVlOCWKQtJMMYevQ4WPPf+6X33rn+vV33gNGYSCgBDWIP37x4sjQMPJco/Ttte21Rq+VcgiJo7HUgFB7c6te8/jkRLkTtlfTtDw2lANNpAlbvV4iGvUmz/MwzQghKc/CMMxzDo3WElKIEKVpxnMp9i98jIxQnPMsyRgFCAGe5YLnYa8zWHXmb98klH70Y09vb28eOXy4Wq1u7+xEUZzlvHhGaa0N0rSQM2GoCVAia7f2qB24jlNkTWGMMMYa7D8Hi+VREPg6S4QQRiuecwIRxBgBA4FRSvq+57oBi3jr4cb9G7eydJMNVaYnJgcPzXBptDa1UiVKebvRjDohQUiVYzxQckerca+XUFgdroQqMdSanJk7N30cguD3v/3q+1vrCunra4uNm5FT8sI4xgiODg2dP31qs9VYurdQHhodmz2MCA7jmLmuXQrOnT4TRm/2ur0kX7Rt6z/80q8fc+D4wJBOsq1Wi0pdb6NqOVjbqTdajTzPKpWyoaYyO0gAtQfyU+eOyLi1stgql9hIZWa04m7vJnfeuX79xo3hgcHTJ45PTYxNz86MTk45jj05OQ6MAkIQ2zJKSsmLDOf+TR5jDPYrfAGEENnCaGWMRoXBWCGACADE9ZhUXAOtjIzCMEkSm+FiU0kwBUADrYABUBuoNCNYZ5nRGgHTabVLfuDaDrYs4pcrlVqe3ms0mmPJZLvTyZTyRwaOnDn58MbNCiO93cZb3/3OsblDU7MzTdl0iD1Sq1YnD9lBSUsBCAFw/4mEgAbAAIQQwRChVqujtR4eHsqyTEppURx22wiAZrNppBKSZ1kWhT0C0UBtiOdps9WIk0wqSSkZGqgSjKSUWis/KAtsFQtuCIDjOEj5Ya+VpgYRqJRKktQrD42MTCQ511JGUS/PeZKkWO8ATACECFNI9vMOoFZaCy2lkQJyJcKMUtt2A2FMyXN3t+uY2ZZXkUplikPbE5EotvlKgX5H36OHpkYGGfBBzp4x/abcIvdSFiCwWKr+NZMXMcYQgDRJR4aHxkdG79yeLzqcCCYY4ziKMARRr5NlmQYGESh47lAyMzY6Xi49uPaW4sJ2PZXvRwNqA6Ax2uwnSRa/w5/WLPhBGXWffiye1xpCCB6pXmXOOReCA6ApwwbSfgJCXxbbH5+KGM+/fb6+fWj3CAdDqPczzTXs1233p8OCipmdnWWMhb1wc2OjTx/1486LGavACX1K4Wfp3+uPWT9nqK+Il5BSdrtdAIDneWEYgh+Pzgc/HnP0/6Pb0ABTFKztK7AxMcZooxDCGBMhlFGcMeZYSPJ4c2vz3r0F23ImJ6cmJ2cIYcAgAwzBWCqltWSYnD939vDs7Pra2srqyr2Fhc3NzajXxPt1AhhjDFGRGQsZ9ixGXMtiBCKgpJT37t2L43hubm5kZMRxnP7EjxHGCBsAwQdViI9caka//PJL3/rWK7/92/+b5zpa0zzPOp3u/fsP9vb2GGNKKcowhJDzXCkJCKsMjw4MDjXr3bLtdJstjkxXZDtZGiVJHKeckjGstdYEGAKl4TEXKXZt6LooqFhWBWAGpAZ57mRp3utkUZh12ybnGACsAdQGQUgxTYnyaoDwzIQxSlKotFLAGKwUBABRRN1ahTpuDg0k1LMdoQ2BFEKECfb9gDCr3esBSrI87/V6zU47TJM8F3ESK6kotXARMWI057zIK++HXvYTTYpNVeHr619uBebpd+IVnJuSEiCgeM6VFHlamHWN2cdFhbyqwD9pmqZpajuueYTopJSc81ar9c1vfvPP/uzPwKMYz36T+F9BmyOElFQQQkZoAc8IxP13eNDUV+DYYodSvFTQd/09VFEfXCDGubm5AlClaVrIOwujYAFf+wLO4qAVby/LsuL4FA+G4scV36uUsm27r3XpQ2ugTfGwKeyFymhCCCqqw6IYE3zs6NGhoeE333xzfn6eEPzw4dK//Jd/+NRTT506dapcLkVRBIDRGlBKENJZFgJgbNvxff/8+QsDAwO3bt26deuWMfratfd2dnbOnDl3eO6YZdG5uUO9XndzE2KMEQKmCNExiFpOzvOdemNjYy2O4yIaqdjcUUpdv+S6LpUwyeLtna1SuZSsxwiDrZ2tN956k1JqE+wyVhsc1ohGcQoxwYSUCGo1dsNOa6DkXTx97OIvvdDqhrk2AtCl5bXdvWYvDOeOHU3zZHd3c3ZqqlrxaoO1xYVgr5Hfu3trb+/pcqWqlOqGHYMMMCrNkrAnpierUuL1jb1ahYS9fLeVDI/PeV7Fdso7zXhh5V6ca5927r575/03b9brncbOHqH27PShMxdmVh8s1Ru7G0yvfuPliZnJThxil/3gjasQE4c5FBOIOS6xAAAgAElEQVSPWCXb3dpaS1POmDNYG0iSJM84QbhAVpVKyRgjRX7trTdHRka8ybG9ZjOMEmDgyPBIpVIN/Eq73ZkcH19bWSd0h1LGGHNd3/d91/GK3iyLWYQyiyKbWoS6mEBggNK8yMLFmJaCyn/6n/zH//x3/s/11Yde1T9+5Mgvfv5zTz75RCUoYQwpRsBoQiyIUDdKbcuxmDVQG7BsW3K+ub7WC7s7W9sAAMl5YzdWSp0/dCoMk6Xd+kd/6RfvDAw+fPP6aG2MAyKyFFDX9ZgvDTdCAU4QdCDK9trXv/293ZnZRpKef/zCDC0DpZSQ07Mz5XKp3W5nebb0cHltbWNjY8d27OrgYJZxKJTj2HuNZpxHFz76senjZ15/7Y3r772ftVsVKK00ZAh96aOfPHPySFBy39/dubPy8LvzS7HGyhCLMopAjo0FHKGybsJRq2XVBu7dvdO8eXvw2KHDZ89JLsNuyIVMwt7OTmN6ZtYdHMqE2kl3hZBZkg+WvEpl0PPLOecYE4RJsdCxLKaE9Fx6eO7Q6OjQxvpaEkfnn758+87dNMuCwO90e4dmZ0+cOLG9U9facCkRQsyyDBdacmmklkImKVEAijRs7gZVU/FspDLOKWPEmP3AGMZYpVLFmKg8U0KlPLEs5lBIMGaUAggho5Zjp3Hs2R5Ize7mtoXp2OULYxOTiLJmnLWTnshlU8iK47FaZahcJhAKih0BR7wSVxIwEkfZ+ODA+crsuPQ458u8uwxEMhBoo4dHR0qdbrvb7Rikpe61Wr37dwaau8tLD8O3b5YtZgzAlAIM3XJw4eLFzzz//Pdfe70dxnnY+Td/9JVpJzh25HDJ82yMpsfHBl1fI+KMTc5NzSAC4zjOxNb4eNWxEpUstuWOw8Dxs9Mri23F21/43GcBGmg28vWws7mx9uD+3Tu3rxuMBifHTl5+fOqZj4BeOzdQCKF5hpDutzIbAAyABiEAEAT7aEpLA40CRkEICIQQUxKUeN7rhhkXWa7zH/zw+9tbm0BrSizXtghEQCsjFZAKSmM00EIgA43R2GIiDBfu3BkdGs6ybHt7x/KCVqvlOv74+ERzc/d2Ip549uMnZ+eOnzoV9jqbN++enpqoLz3oLt7vzkyDuSEbMwR9EQxMnz3nYEsXSOER8IHAaG24EJNTU+VyFSFcLpfiKMqy1LGp0ZLzzEHMrbgYYotZDOFataaUAkb1em2llQEQaE4wmpqaCoJgY3tbacONSrK8F8VRHEeM6DxxbNaLOCOUWq4xIOr1uuFizpWWvOS6kpCBwCeSFtOEgUgDZICBAEKgMYQEGQQNlrk9gTZ39vZ60eFjpwLb7tXbA9UahMZipLG9QwhRcWwRzBgTghcPzX3JjDbGQGMMQPARMVMM8wWvhQ1QRpv9Llxt+k3xB4mvf6usl8KF4TjO8WPH5ufnd3d2LEwIJhgjJWWeZTZlq4tLaRprC2ioIUJl31+4ebPreaLZrPmuVBxpiCFRSkupAYZASgAxRggjiI1BWhmjwY+vlQ9ydMWcgCE2xmhjINCc8yRJAABpGgvBlZEIAQM+KIXqp1QW49AHqsm/pb4+hOAj9nM/tEDBguhDBwP0MMYAgkqlwhjb3tpu7u0VNTj9ZXwxHhUb5YJ56Ms+/z/JpQJA//yluTiOUyzdXddVSnU6nQ9DvgMdl/8+uP4OxtkbYAqxZZblxgjHcQCGAPIsCt99+61vfvPltfW1zY0tzyuNDI+PjIyePnX20KHDjkvHx8ctiwnBCcVeyT995sSJI7PPXvnI7du3X331W5sbu490rQRCCBCuVqsIKItCz2YUgTyJoihaWlpaXV1dX18/e/bsoUOHarUaJbQIh9RaI0gO1IBAAAyl9P7i3a985Stf+tJvTIyPZzwhiLZanXv37u3t7VUqFcuyhkeGyuWS53mlUmAxKwUGAlatDhFx3wc4yjKNdCrzFs+iNIuTLKd2wCzMmWbY4gZTBbDK0660GbEtZFOEAXICEJRAnhHXcWKfeq4Ku0AqnedGakaYZVkpltoAIahm2Pi2UTpNc4Cs3NAcYAVI6NiaIA0NJMT2PCyNEQoYBCCyXc/x3Ea71U0TpbVQShdBqxgVj1RlNFcy5zzP8yRJCpl0cWMqiK8+UuqXFhw0p/VbEHT/NYSUUFGvq3mOEYh6YSGhdAPXpiwMw7Gx4eHhYUSo1nqv0ShVqp7nQbQPMrvd7q1bt1555ZU4jl3X65dJFFLn/j30J1tcpJRaGgghJbR/Tyig1z7gxLgfT1oQegWgLSi+g8u8AvL1F1u2bRfxLcUYVxyKAiFDCAs1XV/U0Feb972Cfccg5/xRspnpd773ezIghNAArbUq6t0hAAAUPzpNUyVVuVz6whd+5dKli6+88srDhw93drb/5E/++N13Zz772c8eP348SRJtCIRQSgUAAkDneR6GPT/wxsbGRkdHp6YmXnrppULt+fLLL58+vX7lqY9TSmu12tjY6PydmxBCKUWn0yPY3tzcXFtb6/baGOOxsRHbtu/evdPtdsfGRhGGacaVUlNTU65rKS3brSZEiBDS4+E+m4ogNFosrUJEIaEIk1LgY5X7Fjo6M/n8s1fazcb2TsMtlVSmfnD1zc3dRlCtlaqVbqu5s7XhMqiNTMOubTnDtdrW1i7J89s3b135+LMGgDTjtu1CiPNc1Hfjw3O0XJ6M44bgGSZ2GNMosalVWb7XfP/m/I079x4srzCNP3riAkzBIAlyFCqunCSdGB4pj43XNcQgiZJw/f07GQB3lKj5/m4U91JppMIZLxOapYkxOEqy0WE2NBRsra/HYcIoLpdL3oBdqDCsjDsEw1zX/KDkB0mSNhvNS//Br/3aF/9OOfB2tjZvvn9Da6mFTLlIwqjVKHQK+3JfjAlCCCEnCHzPtzHGlCJmMdu2sySiGP/mf/lfnDx+4saNGwOjgy+++OLQ8ECr1ZJSWoxRjNI0LbLTXI84tkUxwRhmWba2urK1ueE4FoYaQpDyBBiVZRkT9NjRE7dW7q2w+pkrV5YBfuOHb14amZgq10qukyQhRtIIAxmUUjrAylPlZGpvbb1NoNG43s1oIibPTs3MHEqSjNlmYWHxT77+Z429VrlWE0Kub22Pjo4JJfaith24H/nk09B2vvrVr3Gh42Z3rlKON9ZPDrmff/65T40c0xVrOdz7xq0b1x48bElsAc9GBGjDoZCQywRZjpcBs7C1cXRoYHJ6qiakF1StTLaazYcb681uV/S6T158bHpurtmNtxqtlYerlGEIkOMGjhNIjTCmWmvbdSCEWc4RhAQZYNiJE8dOHjv6/rV367vbRuuL58/lQgFtzpw5N3/77tEjx+8uPNjY2qLECsOw5Nhc58winu8TDAIGZdgcGyzlcZtiUh2cHB+s7oQCE4QQNBBYjLqu6ziO47jdOHQcl1FmEYwgRABCjBDGhiLbcSQXyhgC4czMzPjZgU2/u1avr6xtlKpDh4+ecCybYjpYKm0tL7e3d3zPcXNitaOj5UE30z0ITZgkba4musoeVAiMH537u2ce23j5a4t370VJihEqub5N2Op6m3PZjup0q55pMFTyMLS6vbZDiBKyu7lbqT68ePHCJ5564u133l65u+S48G7efufWPYOM49mnT5586onHTx05LKUJm3tSienpqclBC+vFve6OiHct1KZS+lhNHTv88E6yevfOR594YXb2zCmluEwBNDvN3XduvrfdbnbjDsgiQxghdq/bs4hRgANQJCUiYwwwEACIEC4y8SFEhCJjNDQGA4MRBsDIJGXlodWb9zoJzzP59tvXsjS1GcUATI6NlTxXZAmUCmqIAYHaUIAEzykjIOerK8tbGxsWI+XaONrdUwAaBbQGGBOm8Y1rN8+fv9DSolQtPf25X/jjB4uB6z5z8SJvt269+dZ77zaGqsOcE1Ed/uLHrkyeOm0AMkVjETAQaASMMJLaVAJjOU4cpffvLzmOhQCM47gcuGmaNTqpbdv17R2otWPbCKJyuWzZDGhJKVFACZlMjI3KnLdaLWMMpezug9WNzVbGOYJA5ZoAmeSSkiInzgSuf/rsea9UQYg6jmuMSaIIAmNrCxOGMJUGCLn/4EYQEIwYhhhDCuMkafRi/tpb15dWNu7fvdsOY7C+urF8b2JqPM8Tt1buJQn1PcuyoihECGptEDLAAK3NfsuuMWDfcFOs1w2ESMj8UUYjhhAIqft2rQ9l1P/sE6YWEgFw+fJlJeTt27ePHz0Wd7oWY1qqOEvLpTLBKOz1MAJcy0zklcogT5L27q7rl0ZcR2ZN1yUIUUYYNFApBRUCABpsMEIEIGg0NkD+hJLoQ84prTVjWKqiR1wLIZIkwhilWUIp4cIoJSH84KMV0p6+KUZr/e+IoiF/M2yP1hoA029ANsZAUGhY9z9nMdlACDFCFBPXdefm5hr1+tbWVh/x9+1nxbxVlD7XarUfPyE+qGj7Sa7vYJf0z82fOI4LmxNCqFKpuK57UOT5Ia7vb7i08C/h+j5YhxS95wBo27bTlM/P3129+06n26k3dpt7jY2N9SSK8jTM4rjZqC/cwT/8/vchgAhRrSVCkBBigARAAWgAMIQAiKDvu45d2Qf5hCKEEcZ5xgjBPM3SOFSS274vlSgI/L1m4403r87fuT0xMTE+Pj49Pe37PoDg0VD9wX4uintf/vKX//E//u+mp6aTNHYcR3ITBMHhw4dPnDhWLpcB0LZtIQwLU6HWykCcATMxNnEXU0hpQjAARkMTcS7jOIxzaZNaF0PXRcYCStoaEgKFTFXc5AhQqIjrK8qkFViUUkqobTHbShEwWQYgRNpoDaI8Q0YLkQOjCEHKIkJrwWiqUSczEVfKgFgpy7Vt1+GMET8wAItMQAWA1oCgoFzxwi4MwzyJkyxN8yzN0jTn2hgJtNJaGS20StK0CIcsmt+Ky6poLyyVSgX8MEVB+KM7V3HZcs4LZCWlRBBqrfM02avXCTCDterY2NjAwMDFS5eOHT9pOQ5iVPK0NjiIMAEQCs4NgM1mM04TJc3GxsYbb7zx7W9/u16v27adJEmB8fq0f/9U/0mFJ4RwX1KiFMCkeGOF1Kd4twVnWHCYBU7ro7V9r+B+nrvqt87Ytl30qxYYr0CAxTspfLYHrbb9TCnf9/tJof3uoL7xuPjPC6hZFE5orSl0Co4RGtCXRmsIsjQtPrUQQkMAABgaGvrCF75w48aN9957b29vb2lp6atf/eqTTz559uzZIBgy2gBTfDvmPIMQJnEilSCETE1NffGLX3z33bdXVtZ8371///7mxvbFixfPnDkzOjrqeW4U9dbX17/1rW95bpVzrrVk1EYYCiEnJwcvXLgQhqFl0zzPN7Y21zZW2p2m4zrUokqqcrkcBKWimFEIwdNYGaM1NMYgoAXPMkpsKAXQKw+XlsaqSAuIPA7JVqPlBuUJJ8i4XF3biMIOwyiO03a7pSemumE6Mz5yZ34BAbixtpVlklm271UsO3DcUtgLdzZDnlHHGhA5D6MmgPrBg1alli0sLt27v7G8vJFr/Onnf3lmaLSqyZ/fWsmj0E4SY3TNSDeNotZuSaVTEFfGpgxSXrW0mYVvrawDz2W2S20bYeQAALUV50rrfHen6TBKCSUIYQiBkiLPpBAEmuFKEKeZyDKECNJG5DyJ49/673/rd7/8f42ODD12/vyVjz4hlQTGWIwWm808TwqGWQsMITQACM1a7boxygBDKWIWJYQ6tus4HiVsZHTwl1/8PLMoT+P1lag4PyWXAgBKbWb7lFGCieLJbn23vrvLeU6QGahVsiShFIk8NyI1RvM03E0YselAZfDO7fk0jE8+eVkgsLCwZNk4TtMRqwx4V3BoIOY8L1u+0FC0OmioWhsabncjZpPZ8fHaSNALe1Kp+bfffe/atd16g9mOkAoRVqkNdcLYYbg2WD1y7HAj7l67+noUJZqbKqbx2vqnjs/9ypMXqzalcW/HwB+8/9Z3780vtnJLO2OEMWhJmWmoNVEOtntJrl0rd62FrbXz5y60Wp0HSw9vz9/pijyzqHZYNbCOzE4zZl1/eHuz3lJSQgAIZuVKlUtz/cbNB9/8PoRwb69JGYMIEYyMEpTC9dU1zdPtna2J8fE3r74xMjp+5tzZ3Z3dZrM7f+/+pY98rFwqr29uY4yDoKxEJrSAyiRJSJAZdMuXn7h44dTxwK+6pQHDylNjg1u9DSnzLIuNUYxQhNDo6CghtFYbYMBInhspLUqLFRFmVECz1+qU/YBKwGXk+eUwjHMXKkiOn3ts8tBhv1oN45QQjDxXdhuMDo9OjjONIHJfPH3ilYWHtxfXPYzGjh3agGKZar9SDlwvFtrLwC899UmQi+bmTtTpdbu9qelSJGUsRYvzdpphyCIuBKQiyY3REBiK4fbGRqUSfPLKlYWFO91euL0tc8MNpbHSr9649daD+xPVwcdOHJudnPBse/Gt9/K9m1fOg+npCrKx5/geoyh3E61nT50YHS9t7u2GOfLtkjAylolS/OTZk4cpKo+PGSClMkJqogBGxhgOIcQAQQQgQIWUpGDCIUAAgCTOgFYIaAwhxQhghVwr74RZktt2aa/R6XZjAhHP0snRkcnxCYBwnqRYGwIwxqggBzAEivNuu7WzvT07M21ZVqte7/WiTMg4jotl3NaDVUPgwtJybWxEygzY5MzlSxMjo3GnU0bk3JGjc0ef9ZwginWLuOXBQQOhAcgcnIOAAQhxJd+/ebPV7I4Mj9R3GpRgixFKEaUTzHZKASsayxFEECCMEMEIQtXtthzfsV3Hsonve5ZFm3v1lZXVh6tbW51EYodZtlFS8sQY6bouF5Iw+4VPf+7Q3NGtre1wcQkYRDAmGFOCCcFYa4AwREQZKJTWqmDotBFcyVwrSTAABFWqQ4eOnDx26rFvf/u7UWuPJ702hSbcCgJbg1q/6tZogyjatzMYsL9AhlgDrfdZPtMfSB9Ng1rrgvv5oILvJ1mKn3FwVUodOnSoEpTeevvN6cmpbqdrhIDGGGCUUkePHu2220rkAAKhFVfS9dxuqxO4HoPQCO7adpr2BhzLthwEsJIGYW20NkobpUEhutHmJ3fKB21oB2p7gdYQIfzIlAiyLCuVfakSqXgxJRVKon5seLGe3oe7fxtRH/jx4qwPXI+gqKegfYPNo1x1G9uoSHY5dOhQnufNvb193R3GxTEt+L1ixvpJa99fber7+UN9tm0LIWZnZ5977jnG2O/8zu/8VDvlX62D/Rs29fUpe6kkwQQAePfu3R/96Gqz2bZNS2u9sbG+u7sjlUyTuNNpWpZrMVcZA4CGEAOpMYYGISEzY5TS3ABBCBJAc5HHPazkDoQQQAQRhhgBgAyAiDCIkeN409PTg8PDx0+fnJ6ePnz4sFtIqXy/YJsZYxjiIhnoQ9fcH/7hH87OHjp29NhufXdkeEhqiTGybXt6eqq4eglBUgqlNMYIQqONVgaFeV4ulW3KEKE2glwpLkWSpTzPjQaCMYls4g45PtOmI0WGgGQ25irnSVsgQ1UiaE3ZCBNCEARGmTyDhBkqiWUxhOIwaYchavak4rbL3FqJUAqk/H+5e7MgO7P7Pux/1m+9++0djQYwCwY7ZoazcIYckRJFk6JoUxZlSi4nUWWxkyq/5S0PKVceUpWXlJ9Sqki2k8jaKFuWSVHcdw41+2Aw2BuNRnejt7sv33b2PHyNO6AoqxTHchzdB1QXbuP2vY3zne/8/r9tWhRjYfqJSjR2hPv12uLx1bBWm1irKbMOq1w7Y2QhkEBRHFdrNWPNNE+VUghjz/cdIWmaEkpL24kyOs9zmE611iXqK/c1KWUYho1Go9FoSCkfPNh+lMiaiT8/QFbGOG2SJBmPx5HHOeetVmttbe3cubPziyvWWsQoog2rtRTCjyIvCADQYhBMppOD/c6XvvSlH/zgB/1+H5ArLWSPtsDPSMiZx+/RB+ccAzHGlEoShFCe5TNt56N7UUmMlEuiZN6yLCszV7IsK7sfS8RYgsCyFHjG/j0aDFMURfk+ZwL1EsvNXv8IsFlbxmBGUcQ5L72OpT+w/L2VBQ9Hxj9jyl8sD/yjJlLGymfzPBdCtNvtT3ziE8vLy9///vd3dnZ6vd4f/Zs/2tzc/MIX/osyw6ZkOJ0DYwyhRxlX0+nYWvuRj3ykUnlvfX0DASqK/NVXX82ytF6vU0oRcmVcDee80+kQQubnI2P1cDhqt6enTp2aTqfvvPvW9vZ2Z3goc5FMx6trJ06cPBEEUbVaXVtbU8qMx+OiKLQsfM66/dHdzfu5UIAhz3Puk6XFBTnpW60unHvqW99/U5kDv9aQSt9e38yKPAwDpbQf0JXjK77P7m/e05k5f/mZ+UbjYDDIM6GVZYwobRBm4ChCrNMZUxz5YbNejwk+Pk1Gvu+nGf7GN1/lvH7uwksnH1+NQ5R1+yYrbC4fX1nJux0wuooAkrEa9pthVI0bYcAr9bC9ujTi+Mrt9ZziRCgAoFIGYViJaywgnucHvoedKYo0zXOKIPBoVI0h8AlG+7v7SZblUluHqBe06o1Jmiil9vb2H2zv7O/tPffsZY+QskySM+qsyY2xVs3KoLTWSVEwRv2AE4yN0WkqKKVZmkl5QDAJw0qe55xTrS0AhGEotVFKeUHgeUEYhtz3jLYBtUoJBMhjzBqZpkngMZHnnGGfkzTNnVGCBc6AKnT3oHNv854A8/O//He+8X/+9vsbu+xw9FTUfv7JRSdSC4AxjvxQFMgINep2hyFGPPCoRxmdJlPK2I3rt/7gD79oLcTVWpLmWuuw4mNCHaBu2qO18LUr7xwcHHg8zDIRs0inyS9/9GOffPx4XSYVoVBEvv+Db3335s1BlaoKd7mfShshTMvuH4/kE0UCb2q0q/ijPN3Z32vV6jovkDGVKAKfDGRWr1ZEns8vLC/Mz1+7fod7HkLIGOt5Iee81+vu7OwURQGAPN+TUhLfi+M49HG73ZZS3rt377O/8KnO7na3212cX5AWhqPppYuXhsNRnhcAWCldqdQ21/cYNnON2tLSwnyz/uLlM8v1qOJRIbTPaaXVOH5s6bVbWwAYE8QZazQac3Nz+/v7r7764ydOrM7VqpUoDhj1GDPaOHDE4xK5+ZWlUbePjCaE7B8eHqu3FhfnHWLN5WUWhoejcXc4qNVqB8Pebne/EniFh0dWjeV4YfFxP/BrfiyL6QExWoxM0Xn/a9+2glbidvf+hj8qLjx+eq6xZPxmsBZSP8wJ8ps1HQb3Dg80RtpqSumD7fuT8aDVqhstThxf/eVf+jthwL/5za8XRbFzyG7cu/vGzStJNtYedPO8EHt3N7aIhceOL3zkoy9/+IXLC+F9I/KV1QXAozxJtFHUmWQ6AkEnQr1/49VPf+RTgc9zkyIMPPBynddadRRwZpAxuOoFohiDsxhjQqA8CmZpkSSptc4a5xyy1i6trTlniTMEAyYYUZoLbTHDjvzGb/xWd5rfvnOXGwEAFy5cWFlZAaXyLOOALWBELAHiLFhrjDaEkEaj8cRjp7Ik3d/fT3MptCnLh/Z2902a15YXusPhVEqfQBT4y8ePL7ba9eEYhuPq4uLy5achkeA3oL0ItYZ1zqLZydNhAAQgtfRY+IlP/vxoMG012vc37yPnfI9xTqxRUhYrK8vco08+cboWh6PBMPL9/qBrrbFOURYzTgh2t27dmg669zbW9/ZGjgDGRyVA2IHv+9QK6QAhwqjn+8H6+np3MGLcp4QoqQggQpAoCh4kSmltrXYYE6KNA2copR7FFIFzziE/L9h+L0FATp8998KHP3zn1g0K2iNQjDq+82xQ8tDlIL7UOhp4pJ+ZYAIOrLGPsg4ObHmKUEqU3nXfi2fIrUQ+MwvJX52r8Dzv7NmzV69eTaZJhoBiAsZgYwMv4Jyvrq7evXJdSqmwMewIYXJKhcj8RlwkPWZ0vV5hjnPKMBx9fmessQjN8J77C/DYB/7Sh5ogRsGBtYBnzpQwDAFsrVabjPtZlnGPc4+WSO9ROevR6eWvB7D8h0F9+CiKtuxYAyinGg5xDMwBFpIy7AgF7RDgctbunDHghEyt8wD7FFOEkcVWI6vAAsLM9xljlSgY9XTIXEgVNmrKRO5r0vKLQ6sKOVTTtlOYMp1IBhyMIxqMtRmDlGNJwNMuzBTOc1IQG4DiduqpWej8zDDz7xHR+WgY5l/4zX8ViPXvx7k9qhsGAAtu7eSJX//1X8cYv/fee5gSZ/TD70MfpCY+dFX99CvMjhT/79/bo8D+L2xHdJQIVVinkS6wMBVPT/du3bpx7cqVd6aTSS0IJslwd3e33+9bgzhl0hkPEDUaqQIcBgBCmHG5Nciah+/TOQRQiuAIICusQ3lJceIjJxQQRBDCFFM1Ha4fbK8D/PDLrr2w4IdBc27+woVL5y9efOKJp1qNGiE+aAcO0bLOWypKnFR5t9/9v/75b/0fv/3bAGxh/rjSxoA/BGhxijQM17s76+uXPvwijVkB1hDnUUYsipQMPDYsMrpS2y96GcfQzaNCsUznRoMPY57fn5tvnTxWaUQkHRTDfWpU3bAQO6aFyXrETij1gACKPMMpjqwdKyLBF54Gf8zp7Yq7I8f7aC5Ps5DyedqIiGeRHbnRSE1NGCnsgig88eRJtHYcR1Gk1GQyIQDU90ajEcRIWVOpR428upcLQ1PKI18hLQrPYK6R1hqZEaNRgByWAUxDLZ3zufEMZtQ6l6QJYVQWIp8k8632kPI0TR1hlHsWg8Mol4UBjSgBY4TJqa056WlZYBo6nVeyfGUwPd1S85kFh/KQHwI6Bcxh6keRA5BKcsaMc5gF9fn5pbW13mSiESq0I+AhpW1mEcKMh4kphLMGLAGLkQXgPy0U0UpjjBlnRhshRCGKoijq9XpplivdBY9WUwCAEAJjXDJ4s519BvOMMc7iPM8ZJ4xxjDEhuER0mICQQmkFyDuL/QEAACAASURBVPm+V74m40SI3IFhnEgpAVlKiZAaMAmikBBCGCWMhjQqryALjjCKrLUel1JKKSilqHSQhqE0BgglDBtrtTGoxCHMG42nnicfe/xJQOTNN9987733MGYb9+7/wRf/5QsvvPDUU09luQUwWkullI99qbRWlhI/E5nR9EPPvnRs5dQbb/5Zr9flnN66fTWKImtVFEXWgrbpJz/9sW9+/bW79zb2+7uYTT/5tz5TC89ubk3vbx9eXb+S5QkID7BXrVbXjp0s66Q6B4fj3ijPMgCohuHcsZXTTz5WFMWf/umf3rhxQypFHAYX7XanlIav3+1vjG5nhrdarbevXx+Nhg4UcVImcrlWv3j2/DOXLnz3W9+e3utgafBZ8NqNIp/upwPjtMomWDuvEvMQ6ULg2mR7dIsy/3CSHT9+Mm6cpJhITq/d3frC33tuYa7mTH77+l46nj7YvrfBBV7zwpOX3n33zdrlllc51nNou5ufJcCq9Z1EmMyjyD/XWukc7moNGsBxQBjXlGzUoz2Q/tqxre1ujONKvZbbQlU8vdgcHfQ7d3aAGkwwjzyKEEYO26TmQWecAUGIsPFEZkI5zwGGaZFgr8ajoBgNCKGM8yNDLHK1WhlzJ6052s+zJC/Pwc7hLBMAoNMjn6rQU4wxtVaJoaO06EPp/fabEUPI8zwERGrJkAXrCKGjcVoUoJ1POAWlcUCDCW9L6jbHBbt3VcUXP/MrX/nq1/myvH7zwYtQcV4xYPuNusb5g8f40tDYW6+/+9W3i6Dm1Q87/9Uvfq797Msb97e+9q1vU8oRQloU2KiAEs9oioAjh+LKcP8gCAKQWquxGEuHJl/4hRd//R/9qur3+g92ZBQOJv7bidieAKW0ojW4TPtq6klDcez7QjpR08gWnHo2kxVL8/6ENRZ4rZIPuh73IUtisDzwpVaHvcOFxTnpbIitKES7UY993D3Y2dzYzjU0a7WiyD1KbGZByEwWiuB+Z1CtVivxQq25eu7s2b3dg0y6Ii8Qov3ugDK+v7XtRBH6fNLfn6szZM3xFvvsJ57zA69eqSqlMsKj+TkSVwqUr6w1cMjyoggiT+TpqcdWtdNvvH3lj7/8tbmFldXVUysrq+cvnDnz1Mn55UVlTC4KjJAZ6yBcbjQjwYfjkb3f6794a7QcVe1uprhkyNUUasd+UGmuPjY/HgzMIZ6bX2vWo3RiMyGnLoHA8fn21Jp//e13M+G8qEocdtjb3th6rTvACHFChcg9yp595nJL0YOb61rrGvOWK3HE+OqxFX7ieLtZM1pEAecHe4TiS/W65/F+y3vlseVPX3j85sbGtfU71+9uOIJ5VOXM39lPfu+LX7/27OP/4D//2x959vndu9u3X39rst/tHRwSj0902pUdSdxEFW//zh996hd/dmPrGo1I/Xg757TqB3XkE4yp0FRrotnUIgMQNuqD0eigs9sZdHIxJR4izBUqLYo8urv45JNnjq09BsRTiDsSDov8xvrGD3703je+95qQKojCNk6H48nLl84GgQdKOe2EUdQLpNTYad/zdWax71NXnFpdu37j/Q+98EIURV5c3dw58KLm5oNbg6lCRDZ0sci4HfdVNRiYSQEZjoIkyaYVXnnqVPhLn8Qa7FAJzXG9ahA3ZQSIA0BgADTYCgsBgGgTENw/3K1XfK1NOSUUQiGEDw/2yuSK8WiAMRZWgeeB8ABzUZhaNWQ4vPlg7+rmFjjMwoqUCiyO4tIAVXCPFoUS0ywKojjgg85BISVxyKlcCAvOIEBgwKPI6YA4i8ERazDgkJA8zwMaGGEQY0WeeyFWahx7cVEUm3ffPHPmTKXmppMcOR54sUABihe16KVCMi+i2AeDmaNWOz8IMlFYxiQlDjGZS2wMcaCkDGM/E3mFES40ykUd6HKltuAmhrMR2B2RD6zTjBlrjXPMEWYRx8RiEMjOcj6PUkKcK0ei5eT32ZcujKaHew82OMKxF3mYWG2FMBjblaXVySTpjUfAKQ/C0aDz5JnHs06/JmyTKj/tRQFTBI8UDpoIh8gZQTPglkmncBiM0gkKsEmNkiIIqZFlAxNVSiOMKefWWm0dhiOtE/eJKhTGmGCvSEcBXQsoKGWiwEcIEcYw4UKYPFcPgSIgdJTaTakPANYh/J8m6vvL01yOFKrIHqELVMZ5oIeg9mHIAQLniMHGUUsQjSm7/MRTi344Z1BDuOqoaNVqh9JqaZGyTUITpLCQSmTEw4YZR7DWhjqDEXLIYYuQs1Y7i8AQKJzm1PeZnyTjv2FcXym3y7KsVquVlWh/CVL9f+qL/Q9G9j6c1hhjEDIPww/JD7/znVG/O+h1sizVWm9sbkqZpWmGMQHrsqIYTya5KPiRF5gAgLa2LIT74HM4gD9Ptx+R4w8LRJB1FiMwzqCHR3mG6eCwCwTt7x28f/V9+F0cV6pxFDfqzdWVY61ms1Jrrz32OOe0Wq/ElehPvvTH/+0//Icn104WaYIw577vpG1yvH9n6ztf+uqXfuf3a7X4f/mn/2vr9HGLTF7k/+x3fufjL7985sJlhDBnpFKp+L4PCOWFBKGsMQgIJ4RTvhjH7dBvBD5Cfio4AWSdOSq0dM4po6dDAB5C3YMqstiA62UZ0iARnxoYKZrYIDG5FwV+ECmCu1mihDjoHGayqLaaca0eVivI50JrKIoiLwqlqpUqxngxjBBG9sGuNCaI4phNJwgThxyhQJl2FoAApghjcMRorIR0kChNiWYgKOYMECgpiywRRao5PezsaaMAI0QJIDDWljpZrXWep8aIMAgcUUYJMII4SY2EPEGenx0cjNfXY4/5840aZ53x8NatW1LK9tzcwuJCJa4Qzqy1Ssp6vX769GkhRHc4LCaptJm2UhljtbXOlQmfxljyMCP7YVwsLlcd8ajWOk8zKaRzzjobRVFJA4ZhWIrAS+6uHNeVVr1yflFWMpaF7I/mCc/4vXJplYMtxpiQednuUDKQR9loCJWpM2EYlmlMR0GgXvBo/0+Z6/XoxVsObmaDQOdcaQKcqUrKZMBZALS1NkmSpaWlz3zmM6dOnXr99df39/fX19c3NjbOnz//yiuvlPGe1tp+vz+dTssU5TiOS6vw3Nzcxz728Zs3b9y/fy/LcmsdAHDuU0onk/G/+te/77FWFPDWXKvROn7nxoZR/Tu39rq9B15o65Xw2ONPLS0tEULqlWq32723scEoiyvR6uqxRqPBGCvy9MqVK/fv39/a2lJKEYIBkBCizPSK47j8Rb3//vulldQY02w2l+YXXnnppSfXTlHk1tbW3tnYaUfVJJl+9KWX97/cHfb7t2/ffP7ys1mSSVFwxsDarY171c/F3d5wbm7eaI0QotzL89wh2N7evn3zRppmeZoHjM/V6432wu31+wrn/ZH5szeue2qdZ6BzDblb9FhzaXV70O1v9F5++eX+3paVKUJIWtSb5Pl46GG2stC+sX+YZQWxtFCmADUd5KMiK4ZphTBDyhAHJ61BzoEDzj3qU+tQoZRJptMkCbyj1VgURUn/zgJdywVsjIKfbKkq1/yMVHfOcQcYY8/zSrXwLJO2NMPneS4lKx25+OHrlIpiSumMW/YIM0pjhMIgIAjtbG/dG3c/uTz3/DPPvPvdVyejYcSDFq2lsq/SzCqSFInEhc3lVAxGEyf66dtvvns8aLz5xhvT8bi8aqx9mJMkipjFxhrOg1rMM5HPzS119vefOnP8c7/w6c994uca1ZBXG0+dv5h2u3fevf9Lv/b33be/9dXX36otLYyG01xZk8nE6o4dViph1ePaKKOtz7hWdjCezhUCMEGU1erNwV6mjG40W1LJXn8wt7Tabtf7gxEC8MLAgsOEnD695oIqYyxLUq1lWgsn4zHGSCs9TafG6VSkWZFv3O2eP39BKbW1tRVE8Ttvv3X23Dkp8ulovLA071ECFnMaXLx48dnnnsvTjGKktfH9kHDfDyJE2Oqx454X5FkKyjoHeZ5bJauVCC0v5Zm4+u7bb73+2pf/2Pke5WHEfI4oYZR6lEeczddqMeFEmZD7dq66tHrMMTq3urJ4ci22plBSI+JFjHpemiST4YBmhWVeUI1zJTkn0yzhCO3t7xkDaJwa4B4kjLGpzPM0NVobo7Q0d7Y2uUfHwzEGbEv/FUaMkCjiCBynSBSmWvGb9bjIc8rIKDHcD4jnaYQaawuXTi31RqNOt9+fJMJXBNM3r9+8/U+utSq15eb8K899yJtv9YeD7e374zSJ6tVCCovR3ij50Q9/6EXu3pX1ykbN1aqPnXkaEFYWDAD1PRDG932h1PrGvdFkggltt49pZwqVO6RD5LjPnageJvrwxj3n0GF3uLPfuX7j5ubWtrbGFqlRgoU0SeTly0+3WvPvv/lWHFVac3M+JkWWc0IYItYa7nvG2StX3p1MRw5Mv9+9v7XpxTWtFcLg+V6jUT935uKxRqNZqxPKCaFxpV5tzXuEY0IrXuhzzw5GmAa4MR/g0Pq+MAoIcx8M4QEBttZhjJIk6Rz2kiSZTCb1emM4HHLO2+35LMviMCoHi6Vu5lGp1Az2GGmsccZo3yeUOqOP3PWe53FOpZT1Wg1horRRWmvjEKFpnsdhxJhvtETOUkaFUJSyMmPTGusQYESMtkJIgqlzYIydZa3neb6zs/MwC5qU3gopJUKu9D04Z3w/8Bi34JTWHNjqieNLKyvcC2ShiHP9w8O93QeTdEQIkUIaqT2AOAwbzcaio5oQ7lzhmMiz1DgCyCJknTPIKVcGan5gHiltFOWdF2NcrVbb7TZG7L2r7zLuMcBpmlrKiYM4CpCDxcWF/QcPCpEbBEpJTpHR2hmLkaOUMkLBIQqE+4HneQTTklQoHWpKKHCuHldtZHJMtXOT0UQpY535yfTKD0bMeSZK06kxRklZamTm5tpvvvnG/EK7TAowxs36Ho7qah82If+Ev+g/fdQ3a1B4FPUBAALjAHApxT6i2uzDbAOCMLbGWqU5RQGmHkPtxWOngbM0b06dNx0+E0ZTaieEhC5YP+yozmR59aQkkIjE+Rwh56gDi7GzTB7lRkjEELXKx4HvVb04m2Sjv1mor1KpfPGLX/zGN77x2c9+tjwI/nTT5aPVhf+R8d7sgPJwq7JHx19CgiC4deu2zBOl1DQZJ0kipTzK4EDYgrYOpFKFEA4Qxqx0viJAzrqj6+FoWPBTtGopoZ/94RwAsuDQLJXTAUOoGsWAUa6EdNYam46G2XjU3d/dvncHY5xkwvNj54xSIgxDP/Tq9eaoN3zhxZdWVk9S6i3ML7779W/+z//jP+k82OOYPPHEcwvHG87TxhSvvfuj1975Qa+3/d+fOB5V284YRsudG0utqNLUYU6pT5mPWcNIP09p4LDTlDgE1hEAcARhbDEyYPIRMgqrKfLrADyfqAyjsbMDIccadTTJcL21NlcJ49jzPUSwcVprV4m7owHyeE5JXuTi4LDQjjFWFAUAWAfHjx8HgGPHjp089dirr76qtNG9ZOoFY8aEMYZoq4mjDFmMMEbI04oA0hin4IixBDRBihHGwNpBv7Nu5MrSMkbIEQqArFWZllIqTIgUUkrhtOGEEQeqyKwxnImaT3hu8HQU+KHuHBy8cyUYDlyrMQnolf3B3t7eYDAAgMWlpZMnT548dUooORgMlNRnzpyz1k6TbNDtDbu9QX8wmUySPNNKaqUwYG0dIWxmap0hNGMMlNV8s7wZguI4nk6nZSdBuTjLCJZS9lmpVB5NBy136hkAO/IrapBSckQfjRQuXYLlvXkWcFoKKUuN6EwHUqLB8rY6E3jMVnXZbIkxVo8IZR91PpSPR7Xu5TeUP7H0PV66dGltbe173/ve1atXCSFXr149ODh48sknn3vuuTRNS7VqWTcPAM6hmUHxwvnLzUb75q0bZaq4MRYhB8h1urtLC/zsuafOnz/f6x383u/+NgCuVhpxYBqNY6ceO76wsswJHY/HaZrEcfTEE48vLS09fuqxNE3L9KNe97Df65Q40zk3Go0YY+12+8SJE2EYdrvd9fV1Ay7P8ziOy+aJZy5d/shLL2XjSZqlrXrt7IXz13/8hkWme7j/qU989Mr1U2+/89719648c+4cp9g4S8AhgrBxxTRtVGrVKFbaRX5gjNne2hqPxq+//nqSTPwwCoMw8oMkTR5sbw2zgUJCCJPnY5TBnF8FZa+K5K1rV85bU41r3eFw/rC31p5nRcoQ9lholpgy0sQsb9Sv/cmfMsayad4fTEhAdYWQAoxSHguMx6y1YI211lkNAAYgiENlXDKeFkU+Hk8Wm5G1FmGXpokQgiDEMHHaaDeLxj1a1fgh86ykOoomAkQwcc5RhEr5cWkrLdcMfBB2D6VJtZx6lJBSqaMUhxINGmNAOaUtZ6zVbPY8Lx+P7+1sHf7mb7YXl2+/8d4ar967ve7NB8dWl0xG3WHqU98S3gziIB3mVvuU7+x0bnzlT4UQBGGrjRISE6KN1lrX63U/DBDBvWFWrVZRrpFjx46datarUaV95drte4xeOHUibi3ymtvsvvEnP/rhznBQX16YajiYJD6ii812NY7u3VvviMlS7IO1HvdixIw2RSG29/fbi4sQhyT0xpPsxONrlVp9v9ObXz7G/EAIbQFhjCjjUhljTK1WZTHP8xyjQsl0caH5sx9/6e69ja2trUJnxKCkmN7auNn0+S/+7c/1er1GszEajf7+F36l0+nUKgFyClThEzh/+ZnnPnTp8qVL1Uq1WW97nBdZjhkTUlPuY8JPPvZErdqYjIfOGc6I0woI/Df/5a83aw0hTFGoLMu7nf1O52D3cL/T7yVpOhx1+1muCnUlAeKAAlAABRDGoDC0lhfbK0v6qGcI5ppzjbiqlMJFHvsRjSvTItfEYoSSbLrUbC7M1wK/IiTOhJXIlfsbDniaTan1fASFVqmUibOeZxHicVRljBmlEmOssU5a62AwyDY604WF+afPXU5uvq8QHPYOR8k0Hh5qZ+Nq5eyTa1LK7mGnd9iZTqX1WWLMD2/cfmfn/sULF08//viZc091dw/6u/sLlVqrWn/Mqge791aPLYT+ExOVJQaZTHteKLC12EAUdUcH23c2hVB+UCM8wphKRXNhuFfVxo4m49FodH33Tvewt7e31+sODnb3k3RqtV6YbyklRTokyIqx+s9+7Zc/+9nPhnH03e98dzAYVCrxr/3qF5bmFtLR2K+EOk+VNDzw3nj7zU7n4KOvvJykiZA5kp4QxWQ6yrKp1hI4AUYVWGk0BR8j0mzOtattnMn9Tn747tWO1VSjOGii+sL8x17xlhblB4gPECAMDmNkjNvY2Ni4u6mUElKcWDtZFAWltJx5zbXnAMrM5HL0g0pHQIkQSq8TUgiO3FLEGmSRwohapxmjhFBrba3RyqUwBowB6xBBuNFsaa21tggRY22WCR74CGOtlAVESqkLgO95BsBh7BC21lKEnTbVKCaEdPYPymgaZB12gB1YpZFz1pkyWA1jxH2+srLSG/Qf7O1tbd0/PDywiIDFASVOqTzPGWMcI1lkxjqEkBcE1PNQp48o8TmrIM/XRSokZUQisMgpcBYscsjBB4XA5YZWzlXLzXA0Gr399kAWBQVUFKJdr+eTxKMUga1Vq0rm3c6+dkaBzaWIokgXEltDEWUEUUyR1RTTelgJwxATAg470M5YwNhIZQoZ+T4Qpn1/mhciF8ZkSrtS0/bTVsTSyAdAymS44bBfrVavX7+2t7fn+Ww0slEUaW1LY9GRK9K5o4zusgD5r+HE/h+P67NQmjs1KQcdDz/NDBzOyKijkD+EoCjsNM12D81eBzCOMYtqUY2xSqP1/OVX5GXrGHkw6efIAbBpJjJRpAgB9TyAwCGDwDA2KjIFyBCHuUcR9Rz9mwX6oIyZ/vGPf3znzp1ms1mpVB4OCf4C4eUMhv1/Vd+ntbEEpWna6/WQjglYo8R0OkYIVSv10WSsZCalLnN/tNZJkpWXNMZ4JpstPcF/ScTTrE1l9sURDLT2ofQV1cPYARJKqayQzgDB3GNlkxLFVikRcGpUVhSFA9udjhhj3U7nxrWbv/87f+AQXlle+9SnfuHNf/uvRjvb85Uqoujy0+egEiBkGIO333q1Gvu9/n6ns3ey0sTIlVIEjDFCBIOhCCNEPUwowjxPYDrUVHJuMLYIA8Jl0hEQRJDDYDWoBI0NpAZwIATuZfl+Lh/kNiWBIB7waJT0kcc9HHDfo4QSberLC5ITQ5CjWGjVGQ063V65E9Xr9SCOLII4jpnvxbVqc6699WAnYF7oB6EfGGOsEAZhRDl1gDHGiIOhYJwz0jgKzoAjyFnrDPM4AZzl+TRNGGPU4w6QM0YoqZULw7AkbWRRhJxpZ5EyHsEepTT2CRSeNExqiqUeDAZai/1g6tMR9qQQo9FoOBzu7e93u93NzU0e+CX6mpubI4SMB9PYj9rN1ng0Gk7GvV6n2+1yShEAQRQQBmd/+kIoRDFrdzDGEEofhVuPjlRn1Xkz/fNssR0lqTykYgjmxhjnyMOkYjR7yvf92bRl5h4s4WX592UloDHGAZ6V9syczI/CwkLJWQHGURgSIbNOiKPRrzEzW3l5p1FKlTC12Wy+9NJL3W738PBQSrm7u7u/v1+tVk+ePFl6pKMoqlarvV5PCE0IAwBjSsqRK2m0sp7vG6OttQ6hIPbCkK+urgz64x//6C0tNfeklIk1xgovH7h72d2ysZBSunrs2OKZM1EY9brdGzdubNxZz7IMYygtjqUWsd1ul9Fc/X7/4OBgOp0WRVGtVoMgUEoVhSAEDwaDIs9Pnz7NAI/7vWq1GlcrWb8PydSI4uTKytV3ru7t7uxsbS4trjhCiywBrQDRZDSeX4yRsXPNdpJnd9bXv/vdb02n03arYcHlsiicGSepmCTT8ciLfcY8S6XPOPHBWcI5zsEood+5e8cjLNSmzckCWSFFprV1dspZ6AVceiQdjtPxFKJGLnUBhhiHHAo4Rx6AsNZnpd0YIeMwLs3DhFFHHKHMGJOLomxuLG0tWuuSx3s0FNcY9ajSeJaKPPOTlPvsowtjVnj7aIXmjKaeOd5nA4Wjw0eRIQeU0UoUeJQI62oeW7/9YHvzASpgYXmu0+nhAi/XFhphbGxhS+EJYJsVGjttUbc/AUJ44Od5Xs5TrLOTyYR53ksf+UilUvn6N78RBVGWZJzy0XAUhMG90eg3f+tfrM63z55aG/f71Vq1uXKstrzwoHd4c+dAhV5vKipxDUmngCjACjBmNLeOUYYB96epEkJKOYdQKlVnONRDpLQ5c+ZCsx4d9sdpVqhu3yJg3FOycM45QEBIJnKip0opq5XIJxhqTz9zkXN6797GcDSam58/trqGMH3++ReVUpVKZXPz3g9/+P16rXr1vfcOdncajcbFi+dXV1c/9PyH5hfbsihu3FpnBPvcC8NwfmGpUmsFfjQYjZW0mFGtDRjNOLHGMMRllhrfp4DbtRA3qo8dX/I4TUUxzdO0yPOi2NneHg+G+/d3immSjaejXr9nbXeslIO+PLi6eQAGiAdGgkdRNQ4ZJp7TPqOIh2NtCWfOmvF4yK1MRoPEDLSmiHhjV+RZMp1OGKPOOd/neSpEYa2FatV/+ulzHLxiUhhjsixL03Q0GB9NlDQujCgm2mb4Fz/x6TRN3r/+/r2t+xQIYNRg/JgfNJYWFz/07Hg0/LM333396ka3M2Y1VGD05p2bBSWXzl84//zzNDfHWvOtuPYUEV/9yr8JuH3puY8fjvt9pZtxQwljEXWc7g37N+7e1TLl3C+Uqng15sVZZru97s6Dje3t3YPDw8PDzq5JiixTQimlRFZQwlRedA72EWji3JnTp56+fPnzn//C8srKzu6D3nC0eX+z2+nEUfhLn/1ss1IFikoPl5BiMBi02+0zZ88Yq1988UXp8JVrt/I87fe7B4d79kq+7UVxGMTzdRb7Lc6fCWpirRoRL8Ssmxbk/oMsKyYuyKut+MJZb2kOAJX+Lihpj6PDCGitSwdBu9UeDAZKqePHjz/77LP9fr9WqWqtJ5PxaDTMskxrM8uneCgqKcUjpdwDzfg3DEApBbDOOSDYOeQQOIysdhjhQkjf81lArNJSgkPIWBBSOuc8z5dSGuMI5QhThI1UxjpEKa9XwlJ9Wo6EyluPUqqUIxpjnLVgHcPEAZQCmatXrxpnhZSIEmstYdwYV0zUUcgJsjzgzjmCARPqMNHWIYvAYOKwhznHnGOjHCAAC84gAwiXE2j8yKO8h5bbV2mGZ8Q16zXQFkD7jBfWIeem41GrWr1397bIU4eptEZoVfcrRgjiHEIWOYKsA+soIiELODsSUDhw1lqMsCyKdJrKQhRIA8LOWs651lob+SjeeZSaI4SWTb0IMW30cDhcWFi4desWQujBgwdl9wMhdDabKxFsue0nSfLXdAj/a0d9D6PanTYWY2yQo846YBg7SmbDykcq1DHS4JCzGtso8Li1KAzGQuTTFKzj+0wDKgARSghnQMl8yGgtPFFbtD7Jjep7ZIAcCGWnRZZlIzC7Ht2dTjSCoBY7h01u/4ahvvLao4R0u93xaCSV+ne1U/wVLYt/rRmejFLnXJqmw8GgSMZOF77HOGcYoVzJuFrDEBljnIOiEEUhgmhUCGGsFUrO2jectfBw3fw5sdPDj2pLxtABQgDIIcAIrLPOYUAIAcYoH03TIgeCiM8YOG2kM84YUPaImJNCc+Z72FlwQRxKZcA4bJ0zptVsVDz/D//l7/oP7s/FlSSdKgZf/uqXv/bjb8dLrSfOP/Vg/e5iq5WNp6//8AfVqEl9nzNmtMYIMYQZIj6mDJOY0gBhr9+RVA9HLGz5hivMECXUKEMt8xCjQDCx4AzOC2ewQmqs6W4h7mfiXiKHclwkxiO+qefaEuuYxVxgJIrCsiBotBBnXhhoa0SSJqPRdDrN8pykWafX97e3Tz95ejAaOYnHXAAAIABJREFUW2fTohhOJjVCK7V6QwhDkHAGUUoVQw5TTBiiyCEwuREFxsRqDJRi64F1HvPiap1xbgFL7bTLtHNC6qKQPIiaUbsaV/oHuCeFFspDnDoIMAo4q3Iv8IN5ZbkmxCKdy0yMRJLqwDfz81laDPqjwWColDo86DRbrXq9zn0vrlRK4NSoNmu1ujYyzadZkmTJSp4kT544CRYwws44hD8oU53tRaWpunyiTH9xzgVBUNYtlMfrWbNC2ZBeDl8JIUKI8g796JTq0cykh9JKOPqHDJeZujPZRkmpBUFQ6lIerbUgR1nHj2yGD+eFRzmizs4yP2cYb+b2LkWh5mEecslDZllWqkCVUnEch2H4hS98YW9v7/XXX19fX3fOfeUrXzl58uTFixdL4tdaG8exs3gwGJW1gZRQ53CaFlmWznltRj1jVaHEdJrcz9bBeQ+2+ocHXW0yP7Dcg5Xl2qQzuXdj01uyUkrKqM89cJZg/Gfr65ubm7IQqGyDsgYjNOt+FELu7u4ZY5SS5f9IGIZpmhprcyEIwUVRXLtxPZlOP/nxn11dWpZZGgZho93Ixn1VZL293TOnTv6gEk1G07ffeuPv/t3PM98POfMBkLGxHxRpxrnf7XSuvPfeO+9dGY4HlDPq8Wa7NS6KUZbbvMDK8CiwiALmhAS5NhRZbVXA2JQwx3k+yY0DbOzm5r2n51sBgOcQ0gbJTCuFfH7vzl3Q1jirnKGcG2pFIbgX+A5bqY0h4BwCi45UQA4Rghm1xnGfqQLG4xFjrFyl5e2/lPrMABvGGMD+1ChNzxbYUWhQad7z/fKlHhUGPyzP5Ee2dmtn1UeUUqWOjnRBEOipAYSkKAjBnCJqdTsMBc8d5825uBqG2EKi882tXbTcmK80RYqx58/VG+EmMpgaQFNhSZJQQjxCCymzIue+96lPf/r8xYthHH3ne99NipxIOhoMao26lKLb7VUqgcf9XKvc2gfD/tV79xbzxG9XPvW5z1Tee+9ed5BtH1httVa5yCvVkMVhIQuBOfZDQ4iCgnpRhVR3hz3RPVDWssAPowoifGd3b+fgYHRng4cVZRwgYgEzPwAECKEoitPxLsUEYfAI7uzvDbq9RqNZqdR3dvdzeVNr21xYarXa7129eunixV6vs7w0f+XdN2RR/INf+/zFC+cvnL8YhuFBf/jO1Wv7uzuiyMGawPNOn36q158kuYiiyjQrCiGDIMSYOit9zkLfW2g3VxbaFEAWhcmUw7SQMgXggR9TGlUrUKs9fuyYktIZM1dvhtybjMeHg/zGrZvd4eCg17+9sZGmwoEigLKJUElhZDF1pgjwKJ14jZAhjLHTaSac+dkXn5tvtPPMZKn40ftvnjlzFiFgnE6n0ygKAVyz2QxDv9VqPv74EyyMD7rD27fv3LhxK8iC+mLzYL+TZUWe5pawzjT55o9//M676tLli0snjlXmaksLc75PGYWAUwxurs6fPvf0J1756NZ2f3t/9+0b1965dWc4Ta6+8datd689c+7CuVOnx4PxR198qdmsLrdaBzsbi1G9FdcPhfIkRgKIRzf396/eeH/S37tw+vG40lACppnevHnt+vWN3d3ezoODPJdCqTwvJmw8GU8IwhhjKxUhZGWxfXxl8f79uz//cz/zq7/6K9VqJfbr3d6oVm+dOPHYaDze2dn93d/7fY/Rn//4z66srdLQYx4fDvpLK8s/94mPLS4v3rx1wxGMmXd4uF8UmRcwANMdD8eyjx2gLSqRoYk4qLfoysaiNCKf9rLRWm/RSOdV28U4d6Ig1gI27mjjQ+AAIQzgCEGU0iRJCCHNZjNNM0LI7u7u1772NcaYx3g5Q0QIKKWM01k90iwbrKz/DoKgRH1BEJb5KJShPE+sAaWM0hoRZozTxoXce/zJ077HCcZ5nu7v7nYODy5duhDH8fb29u7u7pNPPtlqtba2tsp4tq2trY2NjWq1+qHnnul0OhsbG+UNsbw9lZuJUipNU4qtNRohIBgVItfmKIOKMYoIRgBGK60ddtYnFBErjZJSggOLkXYu1zKRoqBUE5w5SJQqjhQy2CLrEGCMHSpNLz9xT5/lV88aAiu1ushl5PlBxZ9OJpQiTokXx1Jko2EvDEKBIRdKKFkJw+HhQUgoK2GcA4pIzMKaV0FliC4ActaVhwFpnNI+5lMpkXbOmHKsqc3EGFP2LTwUeLqZfw1jUpIUztksT2/fuW2dXVpcbDabjUZ9OBzNiMoynLK0lpRKe/jAo/T/wwxP56DM78MIACFMyAd2m4fA3TlnrAVKgCKEkaRIEMxYyBebbj8EDhU/nloZej4oJ5NMprlOC5aibCshHkIMAMA1Ip/zOvGPRY3G8SXVrH51/XoxHUmARrNOORfK/A1DfWW8+/G1tW63Ox6P/11ZnY/GKj5KF/xHfhhjrDZaK4RxmmWcoCTLXZoBAoQxAPgePeooc2jp2OrcwrLWuijEaDSeTqeTyUQr6+xPeAV/WrmK3J/72uEZEHy46tJpElcqDsFUZIgCxs5IgTG2TltsECEBp8SZwijCmNHCKCuVbdTbx1ZOYCDTyXTc61AL/clkt3uwcPLYrc1N7HO+vfXD73z/haefvn598+DBg+5mt9lcPHPxIirTeK1FFqizAcIRdlVKIkKbTnnZVFtrwwqhlBBurBJKWwseCTGAZT4ixDorc5gosZ1Pb40nD7QeEE8ATqeTXEGSFEVS7G/vL7TacRyrQuRFQTlrtFtRXAsCXo+qrXojz/M0TYUQw/F458d/9mB379y5c5zzH/zwR0IITiISBXGzlhuhrFK+EllOgRBEmSPWOCMLMBY57JwDDMShwK9Yi620jtCi0AhhZ6bamKyQmVQt5gWBb6yuVCppMkn6g9zYGmeBYwHwKvNbfm2R+fPM55YUUlGEnO87hqWUlUql1WzmWSal1Epv3b+/Q4jneY1Ws1Kttlotn4Re5HOf+0FtvlExWZ1q9+TyMShlJhSTh3OO0lztnBNCQOkzNMbnHuccUVxeQSVtbh5mY5Zj1BJWlZdMKcMoqZiSTi+jXyileSYfrZQtCbFyW5s1N8yceISQslpzNuErA1GtQ6XtqnzZGQ9T4jpjDAI0m27OhKPwSBkpYww/jPosb8blzBUAkiTJsiyKojAMjx07Njc3d+XKlWvXrk0mk1u3bu3u7n7qU586e/asMWYymWSZKN+tUoYxdHz15KmT+3fu3BkMhs4ZxglhOAzj6Wh4+9bN+eaJahAjMmou5f/1P3rxZ1765P/0P3zxymvTvFAYkBJGS3nt6tUr77xjjAl9nxCUpimllBJSxoGWvR3379/vdLqE4FlEsxCiEJJRgihpNJoYI0JIr9/7gz/8ohGqWatcvnDREdRst/YHvXGnd+lDzzy5dvzN0fU7d24jDB4jzXqtu79frdQI4MloPEnSP/n6N7Yf7DTn2n7gj0RGKc0Lsb27S8Ig9jlC2irjHKRTFdebBmvGEI+cFDnloZK6UgtQYYosmZ9bwNYWeQrWcqDIEaUkMfWDnT2Pe2NpLMZaW0dceWKgFDNkNaIABhw4p8sFyRkFQAQBJRiDHQ+HVhvkwGpDMQHrrDOEkHItH/FyD9trZzAP/yQD4JwDY2Y6ZM552WNZHiYeHU8454w5iga1Fkof4GzkUfFDayGRUukCI1v1eD+bVjxsMFFZvptt3edeY76eqcnt7YPK2hPO5wJrnxOute/52mHiE59Yp41FMBoMq4365//er3zohRdu3Lr52ltvTKbTLMvUODlx4kSaZZQaC8YPabMeP3X+9Idfev7qu29/5fvffOr0EzGY40+sCg8OvvujE6uLu1uHuSzGsgh8jKmzWkuKKbbSKGVFyJjBgJCdijSIKkJp5nuBH3Gsj6+deDys7B5272zuUMYYZ5VKpLTOsvSJU8dX26E2JivE8hLZ2z9Uwpw7d/l7339tZ7dPSDSejq9du/va8huNRn1/fx+c+cf/+L/b3tx8//0rr7z8keOra/t7++Nh/+1rt9a3HoCzWhTVaky94M7GPWtRnsullWPcj2r1FgJiHYC1GJDHaC2OkdVgTUiJs85a6XsMYaytdsY6hxwAIuATpIwdDLt9pUfDUTucO72wsFqvoSee+JmLF6fT6erKajWqjHqDB1sPOgcHd3Y3Cu4eHA5SA73xNKCIKVX0svMnTrxw6ZmAhdNphtLOhy6cKUTueV4URSdOHMeUVKpVSnEZGryZDudPVeLFMwUZvfP2ewrcwmP16SQ3hypLC2mUNNmoB+rOVSVyKfSn/9bPvHzpOYZtr7OnZZEUvc3tYdXVTtfWXnz+w59/8eX9fu9PvvnNL3/9myOhHtjrva0d7az10Ueef251YVn1O1s3NqZFdvPBwakX9GMXX9zrjn/jf/vfX33ndQYmIHjt5KnlpbX793aDqLowt9yf9O7ev5UXxdHAzo1CiqIw9ih//PzZV175mY9//GPG6H/xz//Zxsa9f/p/k/dmsZZe15nYWnv8pzPdseYqFodisUiKIimJlCzZlpR4kNvuBInTbTcSBAESIMlTkOQlD0Gn040ECNwxAgTpTjfaCJK4jfRkq1stxdZga7BEiiIpkkWySNZcded7xn/aw1p5+G8dlkarG90Pcs7DBS5whv/e8++917e+b33fb//2fD4fFOsbm5sfeOrJM+dOp3k+n89ff+3VP/nq16fj8V/5jb/cGw4VQ5LnTz79wQuXLr344jfni1l/ZdUYFSkoo7I8A2BUMtEJEoLVUjHGeZb1KUBbt7ENGoXc2g1NrKftvj7wi7kUfDTz9L7CUyBi23rnnPOun/Q7TYe11hhz8+bNGOMHP/CUUkprxUwdJdghuvu5PiJmRmtTRARArTVi55jIbetDCN0sAwD6EAJFmyTOu8uXLw/6xcVHLzzyyCNVubhz526/3z88HNd1s7W1XZbVG29cttY+9dRTzKCUrqv61Zdfefvtt40xGxsbFZUUojgq2pBCrMtq1E/Je2CSUoQQIkUpJQALxM7SOgqplZGI0TkEkEJILZgjt76JYVqWibZ3NUaEmv1BcCWylzIQH6XGM0hxBIHo6I862sq61u2yVbqYTAf9fnBOppoJennPVYtTJ47duHZt0Mu99y5SSyESp1qP6zYttEUpIQCzUiY1eW7yGmXnDQvAyEKwmM/mrnUCRQwRfAgx6tRorau6qeu6i4/8vodzsciTDpBLKYxR4/Fhr1ecPXsWEZ3z1to0TZMk6aqC7uBL03Sp+fwp4/o6DclRaYKig6zEFEIQUih1pFHuqishhFRSSgkCSWIQWEmwmeFA+szaSvIBXdYC0K/bWihDaOpA2/vhcHpw6zbKJgeSsZVEahwLEqaNSu72No8tevaZQU790Uuz2WavB0rMyC0t3e9XPN7fsP9BRHQ/S/ajUiP/JTST36e3/Enm7paYbalA6yrC6XS6lJMtx5CW3PePsir9MRf/LwELu49bit+69+zuY2NMFxAcg+8VWXC+bZrEKOeajqtgBCBiwBibrkpHhLKqu5LX2mS4MlrbWD+K/aibtnXOuaapnXNVVbdtc98MFwhxZOUCwBEAGFxTW5M475RUidHz2Txl0QYHEhnJhwgKOythISCGwCECRkBptXEMIcQs751a3WAWs9lECrW9teWacr+NQXLv1JkFCrAZgggz34/21S++wM730kx7+PIf/eHK+poAtkrVAKmWhZcD8gXyEChn31MAoVGooK0ptdQETK0QgojbtgUjyBakel74SXSHzr+9O7k2n+wjj4lElCmAYWKdC08swt7Wzla4Q5GathkMBtFH9tGmibWaOHTiMa11mqZa68PDw89+9rP7+/uIuLa25hKDWki36BVJX69ADH5eKhZAwJ5iIHKZa6h1LnAEQoheiQaUlqA51oEhECme6iTRTJpibOrJ+FAKNZ9Oq7JkBpvYIu0XJku0NNL0h/0iL6zNkEEySOaGqSUaWBiPx/2iOHHiuNaqaZpIoWlb59qyXCRJcufmzWF/o79S9PrJKNc9rdeVHiTZ+bU1CB6NIQES7oUudgmBbQsARlkhhE50Ly+01lVbdzNOnSCzg0xdGkp3DHesXceHNE2T53me591YQhc+gYhaJUmSdNMXUspuVrnb1haLRafhXAZLLMFhNwrfcTvOOalMF83XfXSHGI/wHmJd16jkclF3m2eHTrudlojG43FeFMuyoDOM6dqH3TIsy7IjAPv9/qVLlzY2Ni5fvvzmm2/OZrM/+IM/ePXVV5977rmTJ0/GyLPZrFt6beukVKPRqrWWWDz44Ln1jdU33rgspcIeuBr2D7Zbv/jIsw//5//Fxy9cyrUQjz957MtffEvpYfcvNUp3B1vXoKYQOVLkAEwdCk3TtGmaGAkRpFKnT5/RWm1tbVVVNez3bJIkeVbXVdPWUsheUfimSbKkrOs33n5rs19MmrmUYnfr7sn1X3r+2Wdee+2N2oXX33zj2Wc+lCqlhShd0+v3x2X15S9/aW9vL8+L6WzmKV1fX796/VoMTkpdVZVhL1wlIydpZtKeI5fYDESsfJlmOmGBCOw4NC4BMRwMQoyTcpahUCiNzdsIvKh8jCQwMmltEKNHz0zeB6nyQLVWMgYCBkZgYimAvZPEEAK6tqfV9OBACFFVVVfeLSXBy92YiCLFZYnTUXnLvJBla08qtQw16fD/siN+5GQbgnMuSZLO3UopRQRN08TI9/KFjbFq4ZxQEiR616QSNvKcqD0sF8BSpsnVZqF2682NXhPgnb3908fPUaJcMwsusGzAZBVFWTe9fr9x7enTp//Kf/Dv2yz93Oc+d2fr7vbe7nQ2894Phro3kGsbG4Gr/iA5+8DZ27duBXAvvfrCS9/51umTJy5+8OIjZ883IFaOb66eOLWzN3vpmy9xE2fTeVUvZhV/9GeevfTkE//885+/c/OWMLQ3q4yGtoE0M6BoPpkrk/rg8iy79OSTH/rw8//PP/n9l199LYSolGjqSpCLob1149pqYh965MLP/fwnh6vrdetMkgmTffLnf0GZ/ivffU0Ie/fuYdu6T33qk3du33zsscdeefXly6+9+sC5s9rq8WS8t7e/tb21WFT90QgoGqUkcvBBa8UgTdrTNi36g7KuJ5MJxYhdsCeDUgqImqrWQiQ2s0YrqQgAA4cYvQu1a7UxR+bvbQsMxqhIZdHXGcnWuUQnq8OkbaaLUBWZ+cCTD+unL/6K/TfI2Gt3tl+5cvV3/9E/1hzRxUTgl/7p569888WVwZqSav7ulVtAa2urutejyXh7cmCMLq0lotY1WutkmEvNeaBfP3v2l1c2vvWtb1fzOmbpbGVlrr13oWmc11JPaKU/EkaJF67curn/6MMPPr0+zNIeee/mTfBjP47TmzcU6gf7K//ZRz7xifWTX/jGV1/f3Xn39h1v5T/44u9f2t5uZuPmcP9gZ49A5KN1g/aLn//yP/zDz7/41mtBOBcjJPnLL7/1yitXZrNyZXV1PPnjw8NDQBYK0iLr9YpHRg888+yTZ88+iNKcO//IY48/NZ6Xh9PZoipndT1rWyJazLZv3Lr1rW+/cPbcmVOnT546czbGmCT2tdff+F//t7/9q7/yKxcvPgtCffj5j71z9b2qaR586JHB2qpvw2Q265CMkMJoTQ6sMiJNHcQo6v3JjPrHlUkkxlyIcHCghWq8U0kqhHCuRZMfearf81bveLDpdLq6snr+/Pm9vb1u5weAjY2NrllzryMTpZR47ywwxnT5zJ2leeeQ6F2QUvb7g36/N5/PumcSgWubzpAEgROtt+7cuX379mw2e6+pr7z15vMf/pCU4vbtm3mWnTx5siiyqqreufLWaNjf39+/fPn1S489NhoNqnI+m8XFYnH27Nmu1bjsH3X+W957JQvnvDW2s49aziDEGIFZIIIA4iAJlJTIHIG889ylLUaYuzbu79+1hFIEgjpED0IoDUQSGJkFE0YAFAzi/hTuTl/afWLHQ1rEREgtJDnXy9JyMT91bPNw/0BIbL0jpiq42vuzJ47Hqu4pZYkFBy2VBJmm2cpwRbESDMwcYlBaVGXdXzFVXaOQwfms6M2JIlN0TmttrW2alini9yaTEZGSKoR4L7ahUUpaqzc3N8qyHA5HbePSLFNKLqX1nTXjvTmRewr8nxY3lyModX9L8n3l0veAq/uRj5AAUgitUUnUupaSjIJkRQ1zGQmV4r4gIYmkamJyfMNMZpyq6ZtXYLHokdA+gvMWdUa4IcTqokzqklz2fL7CqKWPTS4OXWXh/3eP7wN1P4hsfxTQ/Rd6zg/+2u0ISz0AIp48caLIk+g9CnFkDnF0c2NnEyGFAOYYIkWi6Lvm2KKs72dOZAhpmg56+RBXutLWWlvX9cHBwcHBwWKxaKp5ByWPFgxDr+h5F2ySSCkns+n+/niUJA0EqUUUgFpJKfhoQxaqy2tlIOZIRKhskhejVZXm1aIioqqeb+9uaZSVkMXKiIyc1QtyIRECZnW7qFaKHgodqxjaMDk8MEoeHE4QSAInUuSShhEGyCsYegiIhAIQGIGRmZiACFERAknJWpHqBbU2FuX1dm+ndDeacHe2qJRkJawSmUaDGAkxMLEP9zB/mqbRhfHufr0olVKg0JOPMVprB4NBr9crin6MMU3z4XDFOWetrRF0xCQ1NjUpBBNApEYTE1GQ4DxHhsahl6INFLx3niAiKRWrNhqrhJBCWB0oNIlUUpm2qq69+65NMu+cb2qDcsUam+XaFIm1RZ7lqyumyClJGDEAtyE03ldNS34iJCeJ6sXE+16MWetcWZVVVZVVWdXzphWTcWm2xdoo9aOCjBlk/f7asX4kiARAAYXmH0Y1C5JSGm2IqK5rH30ngVsKKTs3l46OW87d3d/IsNYu7T2X2YDLUeyOKuyQpDFpJ8A2xnSsSwcvO+lK97T7jT2Xup0YY1mWRxzgPVrGaL3Erh0e6N5wudw6oYgxphvnu98FtDMR7Q7pjvnpNEWf+MQnVldXX3755clk8tZbb929e/fixYtPPPm4MappnPdExGVZ5nne1S6PXnx4NBq89dZbTeW0sf2+qcoaIX7la999/uf6H/3EX1odHDt/4Vp/DWaN68znQnStA44qy7KmqmOMxiitdV7ko5WVpmn29vaklFmWnjv3dJqmFy9e3Nra2t3dvXjxIoVITFVdZ1mmrW7bttfvrZ49ExoHFKw2i/lsUpaS8XDv8NqVd3tpLgT4AHd2tj+9sjIajBRj69ysLr/4lS/vHBwUw4GPwajs2LGN4NuOAvZVmxXpdDw5f8x8+uPPfP0br8+aqWCLSqPULsCsXKylA2CMyAqlAvTeL5qa27oVCCisFACafROVbIOPLKzWbbVgxYBct+3cQc7ATYXAAgg5KiYOUTBIIhUoY1JKZ1IapbSUHKNUSgB0Eb+4HBZhFgxER2KxzkoBIimlhBRLyVMEXk76LVt+S4kHMwPYpQznSFsRAyJKKZZg0rIRQgojpRb9YSEbL33MhXBGUxRVXd61guo6lOp0P7s5m9Vw68wjj670bQ+AQuQEZ3VTWAwUq7qW1rx15e3ZfH7n7p3DyaSsq8PJWAjxzPNP/Zf/9X+1tnH8v/+r/91LL7+60i+OPfvBGzevXnr84geefurdd97+m//Lb//CMx/+zf/wPxr2BpXHJy89/ezFD4y394D5cHowaWbDjVFVL44fLw4PgjVq8/iQiBbz8uDA2VDpRNVVVZaL6eFM7O9XdfONr32dKRgtV4eDNDGT3f3g6oO9pn/s1Pbd7W+98MLm8VNFf3D67AO727e/+idfvXHjNkd2rtFKvfDNb3/wqSc2Ntaqevr2W69vHtv44DNPD/qjvd2DyvkkG6zbXp8ROEKMyJFilEIyCJSmNxjmveGNmzcnk4kARCGUElLKPM+7zSE11mjLBFXnnMTknGu8a51b8vkdKZfnuZeu+3J1CF2IUVu3TVXX5KvYNvMW9+PG6vGHTp2aLNpYt9ooT2T72bHN9YfPPuCbMJ/NoWn3bt3evX5NKaUEeu8Ta1R3WAMYoweRe4GUUoP+YNAbfmQRVkcn+v3+sBgScfQUQiDVH48PrVIrg76keLC/467N8l1nEyMExhj2pNvyN9FxIexeGQJjsbb+848+1t9cufGtF8tAt/fu/vG3v/30pUfPPHbJStg8fmr15APfuX7nr//1v7FXzopjK5KgdVRyjBHLcrGzM5mX8/ki9HqQF/q5559+7rmPDIbFGWqkSuo2+Aj1bP/y6y/vHszOPnwhybKiP8x6xbvvvjvbOQzBeYpvvn1tfaN47LGLp05sNo0D0I9efPz6jTuHM/7Yxz++c+vql77y1eGg+OjP/EzTNAvnvY8IoiiKXtETRmlEgUraDCWQ5/HdfYfYRE8UHMYiM4yapQGjQEpjrIf7crQAGICItRZ1XR8/frxt2+l02rau69YZY/I8P3bsmFIqxuBcy8yRQrf5L/Uj96CjVUoFz3mepWnmfez3B21b37p1U0pZlzMljdAQfRMZ66rVSdLPs2RlMJ/Nvvvqy4N+EYNbXz996dLFGOPBwcHuztZ4fNDvF66t9/d3z5w+ub+3e/3a1cSYzqNMCWGUAiJklngULWCkEFo6wdDZrnQd+MgIoKUEAAdMHDtjPUSUQrgYGRCFJIkxQkM89h4igABAqaQSQpAnwYhAggGRESD+gL59GcPWNVutlLnWGqFZLKQ1Fx95hGO4dvVdm2ghdQito9jv96wx3LoeqhSEFYIp2CwfjkZSGgGaiZQQSmEMPknS6Wwxmc0DcB38zLlGKwaMIXRf1mDQH09noiOc6f0GnJRdyg4JIXxw09lhYrM8z4xJlFRpmuO9nPplRPv3F+c/dW4u9ys8qRPjwff4zhHR8g9E5HtudUoIraXWWgkhUQJb4yhGAQggQDFglEqlhfI4Wj+Ot3flrDZtyKJgBCE5EZhINjEUIYZSJknZqqa+AAAgAElEQVQ26a1Ok/Q6RY/xzxnq+z6W8kfJO388ovtBA5gfTIf8M/Mil+XpEuMtmUkpZb/fHw6HJ08eR6DD/X3vgzJCSMGEjMAABAgAMXQ6CClQCAX3jzYtReQc/KKpu4pcaz0tF91WaPPs/OqK1np2uB9jrKq6mpdt2zZN2zpX101iEhGjj7Ho53mWCSUJOFIEpuCJmTpvWY1CCKGlQEYCsHlKQu4fjocokNEHXzdNjD6CDzI/XMzQCEIm50LrelEYIa3WrW89ctbLu2Hd6WwcY9RKMFICkAFlGArAnJgkCIFCgkTR/SOYGAQAIisBRkmdssobdNsh3m3dfohRJ1oqnZhcacusiDVJITp/00gcGUgqYaxWSsXgXds0oS3besm7do0xAEiSZDgcHnFH0dsQTGWllD3AJAZNQYVARC6EJngmx4JaAU5iS9zE6F3tHDqlvWtYGVYSQwAMQmupJAoZfCRiqbQ01miVZKkdFFk6sEoLq4NSFUBgIkQnZCWx8lxRAIretU1TxeiHg17eK4QQZVXNZrODg4N5ufDe142s6/luM1YTqfO+H7ZSF9oHIAKmCD/kdl2yZyyJkDoM3LUnQgjL/mWnra/rOoTQAbb7FZ7LcJTOHB8AvCMiElIsz6GyLI0xaWa7fXzZwFu+/9J1c7kYu6q9E2p26O4ec/i+Hq9bCPcbPS8XZsclHhX9Mbp7lWJ3EHYkfDcA1uHYpmmMMf1+/9lnn3XOXbt2bTKZjCfjV1991SbqoQcvFEVWlu09v1wwVk2mzVe+8qU0s3t7e4kt6sqPRqMslRNfjUbwO7/ztaIYfPKTn15bP9NFAUpjuLMS8YFQVGVJkbTWeZIqpZIsm0wmVVV1GOP8+fNPPPHEzs7OCy+8cHBwkKZpnufz6eyIs1LSprbX6/UHg7Ztp4dj39ZGaatQWiMjTCeTK29dSUeDvN+bHc63dnbrthVCIANY9aWv/nHl2rTIbZa181mWJG3b7u3tNFWplGAiI2QEWBsUP//xZyYHO1/++lXbEyE2vonG6EUbmWPXQ0IJCOicc1ELgIii+25AcOMbJ6FtPEmVJMmCCIk7bVVNbCBJpUKM5KNk1qLr9oBRiiUHKRFkqlWWZU3TNE2z/N5/qABkid++z/R1OcLX3W9dPbE0Ol8+YbmdMuFyPPXISRux85JJRYIsWGFEsFYLJSRLE8kIERHI00IigtyezEwIK4JTa3f37j548sTj69k396roXJEmrZt5piTPxuPxO++8MxwNy7KcTCbMHOr2L//mb/yn/8mvX3riCR/iZz7zmclkfnh4+Oyzz968fu2dt975S7/57/3Mxz9x9ep7etb+0Ze++gu/+heffOLpP/zDr7z+0qu+rPu94tHHL4hMfffy6xDHT3/gkV/+hU8kqUbEK++8FzzfuH53d2eWJv2mZSmFyVNr0yMHXYnONRSS+WyCEB+/eLFI1MbqZoxxf39ve28vy3vzsnrt8ptvv3259VFI0EDaiJs3r//Wb/3WI4+cX10bXHj0oV/8pV/s94Z13UYQOikiuDCfe3JWaaWVANZSGmO8J0JpjAHku3fvuqZBQDiC7sIY41yUQDIQYmRGRjSJBUShlaGko3+VUkmaLruoMTedP1l0RJEFgECd5xYAZ7N57es4XcRbN/O6bdsWpUQpA4HNi7Vjxx949NHYemAx3r25uro67A+UFEbKcr6YTcdaSImCKbi2peCFVExweDBZzEokUU0XG+vrvOJ90wohsiSdlS2Qb6o4CU2RpXliR/1sPptOprMQAiGXOXjRkvd1OaXKS501rh6df+DSiYsXDrfem+zMJV7d3f7IJz768NMfgBh7g6FX9ovf+tN00Pu3PvNvrhxfVxaUzbZ3x9/4xjfee++90SiJMZ44MRgO89X1/qc//amPfuy5pinXmmr/YMLzpmdS1Nl0UQ5XV+u2EUI89dRTn/nVv7C3t3f97XfGk8ntO7fHk7H3XikhhWbF62vra6ub71555xsvXH722Q+99PIr01lZVeXN23fOnj2b9VfOnXtgMqvLRTWZTFbsikLNIJQyMtHIUN/eXThn61pjRIszyRBCS+2kUa33vEyW6uzoABioC/iRUm5ubo7H46U/83KHP3v2bIzx4GB/sZi3bRuit9Z2bcHuHujqPSklgmR2nUlYd6h1dJ8xlpxjhBjYd7cB0LBXLOZzgbw6HDBH37YUXF3OX/nOt+u6JiKjRHBktUSOWWLOnzujBLz23VfTNO22lO40uZ+5EUIoIUEdoT1aihH4yG4aGRiYECgyEQpABhRCULcGFHZoACwCCEAtAAEUQofyuvxvQvieQf1lcXh/4pEQYqUorOCmrIa9ItF6c239u6+9mqYpKumCC4ECQS/LlJAYYiKlRujiGZTRWd6TUgMKiQpi6DC6UHK8PyEgZZNQV/O6cqRBSkRGRMDOR1RFev+SugNaKh2Cuyev8GVZjkYr94LpgxAi0pEBz3K3X9p98/uK4J9OD08kJAYhBIqj4Kwl/JBSLJVOWstEa6WMFEqx0ayRERmikA4DA/VbKZTyRBFQpArAqHXXP3O2ms7buk0ESiUjkkOKmgDaAYukahcwu3TyxH4xfG+8x5Lhz93jx+C9n1Cu+UPi1H/gJX8m13e/KVxXSeR5vvSWAIBOqXzkKc8shSSKxAQMhIIY+H7uV3T9D2ZmlJ1UHZgpMknVVbcUPHmKXUwIOljUZaduLxIDArJe0RsMuriHtm68C8BQLhYuesXcHpkUUkRmYkQpAZkFsGCpEBUR2zRBbeeN9+xBGccgEO7sbpN3tkhcU3tqidHVQUoxStMsS2zZKgGlK2sR+ydWzTALIXrnFtMZxODrKkfORCzQ99j3AxeIlZVSSSmUQGQGJODIAiEIDEpAok2SSDQVwFb0t9nvA1dBGtQGMik1CXACclDdqKwmMhSZuXXOM8muE8fsfOtcw8SB3P7O7mT/sNfvIWKv6A0GgyRJVJbaLM1dUNqkLEbOZ3Xba52OjijUwZfBQfRMPnB0zI6wZqiDbEFUsWmcjFqDUlNt0OioMQqdFzn2iiCVzTIlVWLUsOgl/Z7IM0QZIlfSR0AFwIAuctm6smoW8/mkOQjBF3kq+nmW5yurK6tr62mW+uB3dnYuX7589+7d7f06Oo6T3fmd7XlyKDwXww3rPEQPoMMPC7phZptYrTUCuqZtmgZ9WxRFV+YuPVrMvVDsuq47WLi84bv5ik5313Veu+OtbVu65+G53Mc7J5WOVDxyXbqX2tepRjsBdvccH94vzbvrWR4GnWam8+LvMGQ3c7jMpe2e38npy7Isy7IDdW3bdhi1M/ZomqYsy6492b1/27az2ez8+fN5nt+5c+fGjRt1U//pn359a2trdXX9xLEzRTEEgCQxeZ5pI3d2t4wVMaDOclfHvb3t3kA/dOHUjZvXmkr9jb/2R5//Zzura3kdj5hVZsZ7lYHWJikSo5QUMsY4GY8XdUVEWZYppba2tubz+c7OTueRmGXZzZs3rTatc1LJSNEIUxTFwcHBzva2BCDvpBBFlgqivrIYcW9nbyhkkuTKlLe3tl946aWDw0kEaKOfNtWv/fq/oxMbSXz961+/fv3afDGdTsZWSQQhUNfThYwwyOT88J2PPH1qd+fg5vbcO1UMkrKu1lbXODgEIVkoKbtOhg/eogAhYmSKFDDenY1L9pX3IBIFqEEAUWDgGOvAGXJfCyCqXcsc8sRqJSVzYY2SyrvQtq4aj2ezWVf8dUzvMgTyB92Y7/cx7u7epe/rEtct1cVL66Bul+4sW7t6Eb5HmIRLUXHjnIOASqLClY21en9CRJaDAWyZI/B2WQ6zXMcodIYiMvNkf2+o9W986lP4py9/6cbtLOs3qQgchRCDldHdrbs7uztEPCh6zKxQxKb97Gc/94/+4e8LodvaK5GePj56581rg3ztWy9+O7GfO3PudK8oLj3xXH99/Y0rtz/3+d959TuvzQ8mwzQzWkyaZtJOg+b/8b/5j9dPnJDIVb0wNhHqM8HD3bvj//lv/q2tO/vS0fWrV1xbHj95SiitJAtkJaQ1kkN76vjGL//CJwXHpq3Lqm6a1hNNJrM/+uIftJ4efvi4tikDxkggxUMbH3nwwXMnTx177qMfWlsf+ejn82pnZ+/q9duzWS2FFlblmTFaWSkRQCBQJAIi4ja0bUUvvfJSDE4IcC0bZZ1zbeuHq6uxaSBCBE3MLJEVMLGUWik02iQ2OzKjcpEjoMB5WCAgMFKIiIKEYEZiCkQmSU6cOp1vAtak8sFUWFVkTfA+QCVgHP2Ugo9+ZbAyeuIpRnrgqaeNlKOiiCGIEH3TRO9963zT1K4BiQIhtK0E0IgCuGHYUypPE9807+3s3F7sJ9roVAlmP3V1VUuppFSghBdUu1Y7OP/AyRPHTgyLUaKz2kNMEtkf7AR/9s6NGy8d9oUdW7ruypX5uK3KY0ZEE9XJ9X/3Fz/99Iee6fez0TCbL+q9w9lsdnj79g1gU5XVB598ajabDPPi7s3dPw0vaqtOr2/2h6dOnBlZncSI6by8fffu4vDOZDJJ87ScT4rM/swnPgaAIcayqlBgliRFloOP4/39uqpu3Lx7d+vgH/+Tf/rKyy/2iuQTH39+e3t/uLpZLQ6ns7k2SZrmrYvldC505iO4xApMuXW+aea+XU2Nsrbi0hUJOSawjTaOOUYEKboZEkBgYAIIIRijV1dXY4y7u7tVVRljuyOmW7xf+MIXrLXWGq2VtbZzc+nUHF3HtvML6QoqIk7TFBh7vV6e57dv31JKhRBFCCBAa5UYiUKVi7KXJ+ujwXQ6Bua6quezqdJ2enjw3Ze/MxwOq6o6ceKEQoiuDW175+YNiKGs69lsNhwOu2Pxnhs5Li33tdYShdRSCCGF6K7qyGWamCMhopSIEjWiYURGEhCRqfMrEcgSAzMGCcQAJFEhB2aWiB1cZIQoWNxzbVhWvPc7bEspkyRB3zCSBu6n6cb6+osvfst5r2zSeie0DYECkxJSM6jACQvLSEDSmCTLpDXICgA1ChcJIiWJnM8Xe/v7qHWWJqqpYtOQVsysEZcx8dbaqm6OLCnvVcLOOWYyRgohtBF5nuZ5GoITwrTUFsWAfbsMG+y28c4hZrmN/5QpPL8PKhxBO6WFlEopKZUxxnaPJDHGaKOMOUowEyA1SW6ZgEggK4goIkBVBZa8AAoCpBbSCjNM9Kn1xf6ojZWPwVJUDFJJZ4VvYxZiFqXyTV00beWpXDSu6v15hHw/ZijxJwGBy5XzY5i9PxMH3l8cL31Wuk2hIzeIaGN9w7l6Pp1KKT1Rl85MIJiZEBgEvt+2gSNLJKD7XA0ZESKDMub99+8unoHuVUjGCGam6JiYiDhyahObpmmSrqytnTp7Vkrp0DeubZpmsSgXi0W1aF3jIJJiCsBakEl0qhJHPK8aliq12XhelvPp3v5ekVgjOEDUWpNG30bXVk1oMYJmSciQqcGxtZXTx52iBJO2rmOM1qiaolUyFZhJyiNl7NNIUzVAKUApQCkZkJEio0YQCEqA1aiVclT7dgpuKrmUsiUhoySnHCiniIwcyiNfR9TCCMUCZdC+dWVZubaNMQYXgEFrbbQFwrptppNZt1sNh8PNzc3jx48HjRgpJVhhOE7YJ+xHspEih4p9hR5kQBla8m1gj1ihqDi2KOfMFQkHLgRktWFtbldXVb8Ho2Hs5YsYWGmllDHSKO0NLLRvybWeOPgUjVEZcGeLFQQ7A6SUXFtb3dzctNZqa7IsM0nS7/ellKdPn07TdDQaTb9zGR2nKqwk8oG0eOzYiQcHo1wIiAGA6EfEmx4BtqZ1XaoByG6aoiiKrtNWVVWSJDHGwWDQ5ZXf7xjU0YDdht4dvd3O1p183SRbZzHafVAH/DqP0A6/dcuhswzF+7IEEY5cW7rxwg4LdVDt3uA+LTmcrt3bLatl3d99RFVVXUbf8tE0Tdu23TUviZ3uaFksFpPJRAixubl56tSp0Wj0wgsvGAtvvfUmwNsnT5x98okPjkYrNtGDQf/g0ELTCIE2E8wtU3SuDkX4tX/7N5RI/6f/4e8X9uTXvrIzWL2bZolC45wLwQs+GuhOs36SWFc3zjVERAyj0WhnZ2d3d3d1dTWEcPfuXaXU8ePHAWA6nY5Go+B8rygWVZkleZZl8/l8e2cbmI1NTJ5xjI1rOPgMdCqTxXxxWF07OBz7SJLptdff8D5mMvVpPHb65N744NyDD+4fTK7evL5/sA8UEaCbqAweUwFIcO5E/thDx7d3d//CL334C1985aU3J+nqWtSqnlcqF6yEZCGUkq2OwFLKzuCNI2uUixhv7u/MYozAEqApK40ykufAIIEoOknOVQqRoxMIRkoLnBubGq1QuEiCoZ7Pm6bpQjU7JXBHwn/vtDx+33j5/VMSy87F/UHGR/l7923RQsCRUxEcEcWdGIno/R6i9yEqElqpxPTWVnf0dQqhZ7KWGdvABhihinQsHzz00KP777zRNE0ikp333j3/gQ//2sc+trv48pWD3UpIU5ZJkmweO3b9+nWt1OrKqrV2PB5feOSRY+uba6trt27eKfLcQ61levW9mwJVv98/e+qB7dsHie2/M705PsQHLzz6hT/64gvffsUqw60Ibd22tbr8TrTU2xy+/so3nsueXzu2maZp6/3h+HC0snl4uPXKKy/euH64Mlx97iMfH+/vFHkKqB579JFbd7emh4cUXBuilqM00YvxHC0VxhqHB4cTbeMjF850g8pV00ipszzf3Dx+sn9sZWWQFene7k7dLJIsefvKe1vbe0R2tH6cSRB6oaNCVEYKBte2SisZoxBaKcUId+7cAQaJKAHSLFvMq63tXeciE2ptjE4QBEgSipFBIAIxhVjXtfe+rioUohvJztplXSiUUhJkF9mHWnVjzAJ9kionbTbqqyydz9uKwBmphsPjjzy8v7MXlC4eu/idl75zPu+x92MXNIjgHHsgj1KabNSXRUq5RURDMRECok+0jG2DFPvrqwIg3L0zvv3GlbeuHO4cIEMMDISEgkAEZFQmHw7S0M7v3pgY+eiJY9mgvwhcBwRNkBUPPHzxjXdubG3vlBu9Mk/MmWNuNosbIy/N4MEzf/v3/q9n3r38sQ9/cH2YSakXZbu6NkyMHu8f9nqDRy9cun712sHBwd/9W7/LQEmSjJlDiL2sd/z48XOnzygpvavz1Fy/fr3fT/7Pv/e/X7169fqtbSFEkqbK6MFgtDIcrQyGK4NhP8m1VNPp4uzZ83/y1a9ffe/t4JsnHn/sZ3/2403Z+BCHw9XI5nC8yIsi1dJINZ3NGopxqrhph8zTpsbRwPT01t6+WR1SGyVmESwholQAYnkaETABdOL8Z555piqbXq+3t7dXVfWRaslaAFhZWbHWSimIItzL2OyU/J2EpIvCCiEgSKXUYDAAFkqpqqoWi5KITpw4sdi5pbTmGAVHJQwF15SLn3n+uRjCzZvXv/PtFySAgJgYmSX6xLH1nZ0djk4JTq0yCut6sX331nRRdQcc3BcgvtSYdEePQBZaMgqpMAYACQxkreEQkdgqHZWMUuTSFNpKVBF40lZ18JFYotAEEEk5HykKkFIoAIhAgSkiRASWwAI0g4w/0nSjS381i4mkuL4y6uXpC9/61sbGRgR23hNgDNSEaG0avGcpDaKMUUmlbZIMBkWv54kTgSGCd16hjMHHgDt7ey54L6TQNkokiawVxCC7zFQGIkLqTgTQQnXtV+89R9BGp6lVSmW5HY2GaZo65/I8pXhkm0x8lH6RJMn99mz/+sLV1L82KAL3tySFEKi11EZbq5TSxkgp0zQzxhprrU2VUkoKiRIRGYGYPHtgiMwxkPcUmSIwtS6iaCI5KcEqgZxoIa2AIkGjoAySpSGVR9kjC6H2CMhsAbODWXZnL2kmWWiEMi5E30lbQAhGEVkwE3BE8kAAjPzj4uB+QirsJ3nJ9/nK/IvO6f2oCb3lzyXX/OMVnj8q7OGHzGres45YdpeXdeRSDAbMUkpg1loxMABZq4aD3gMPnOkV+e7unIEikwTsHBQ7dadghHu8AHRyZ4HIgEIdsf/c6Z1AoqBAcC9xXRy9DCR2yxDmZbmcFUUAFGJeV9g0YXyoj2hlg9IJqYxRG+urm5sbQAwMHDk6752nEJu2WTRzF2JvkKLUi2pa1VXbtFmqbCKjc6hkdJFjSBBlYmUMPjo9Gq6vDPvrK2ZYyMQyeGGzw/m0btrYxIRwjXEFuEBWihuNXishABQGzaSiVEpoYNFdvgRjSGsnRMu48NG1RJ45cq/XT4WxWgOyQgoUfIxHs+JCCCE6ObhSst8vgk9CCG3deOdjjItydsS5C0EUq3rRujpGj4JV75SXHAKiUTJHhdRPMHVEBDnLCiz5BGsIzjvZtK4tY5wDV+CRURK0EUGovUypUTo4tpatrYjhqJZilKWorNJKSQGR6uA8uxC8c95Hks7nAFJJqTQhRq1VX68Xxepw5cTm8TxNtbFKG9CKmF3bUsREJLnKHjZELpwYDc6eOnFmMDi9uiFX1v0w0QoBIeHv2YsQhVIqSRIhsapKitEY1SWzMhNxVF03SgkVpNLStY44xhCX3iodc9IBuY4rO/LORqy5iZK01EDCex991FozIzMCCIFIjkMIWistbQQSSgmtCNgxawJFgCAaiBSpO92ZWRvDwC54H4MQAlj4EI6W6jJgbQkEmQGRAQhU3QTnWWvNLJvG1VXjXAvMRNE7n6eJQoxtq5RKlEKifp4773zbUAinT508dfIvXr322o3rtyaT2c727W831YkTpx568KFzp0+vDPsH+/tpZpNE7+zubYXdyH5/r/3cZ//kxIlzw8FoOlmcObe5f/geCK20QSFRSFc3LgQEnEymwz60ddPtIWXTVK3zMaKQZVXneb6+sXk4Hk+ms9FoZJN0Mp0Vg55KbX2wr5Xc3T+cTSdaiCJNc2MQwYXQlJUEZENkccFtvXAW6HivYClvvvMOM01wcfb0o48++thbb1/Z2d17972r9WIugBlYCgkIkUgltm7nBmBYqPn2u6sqppsy+bnTqyP19e/eUkmWDQZzHygwkAiRkbluail7UoCRgrwvjNmZLpzDh88/pBfzsWszm+A8zg5rCaJzcKnZsVejQV8rJaJfyTKFDAQSgYkUg2GuptMYgmSRqbRt20TaFlsPARERlGSJURI0959KPzSLrzM45yMfcRBCGiOYgSgygxCCiaJniqikAEDofPK4U1MQRSIkSKIBwWBLldSw8EZDVa1kmYw8BzkjYTBfLOYtcRz2b9btau2UECby9pV3Ni888ZkPP1P+88+3KhGYSGG3bu+Us3rQL/a2dqSShwfj8e5+P0n+5GtbRPT88x+tq2Y8Pizn8zNnzuS9PMvPv/7G6xT8/u7OaPPJ3//9L1+9fkOxbealQZKKjh/LRz1gFdzszu/+g1f+j7//e+fOng4kL1x4/JOf+qW/93f+zv/7ha9Uc/Hxj37EmBzAH1tfE1IR4vlzJzfWhxT99t1bt65eG+8f7N65szroz9tFVTdN22opV0ajJMttkjrvlVRKm6qsIPqDyV4bq6zKvHcAnPd6zJjaXiSsq1JJrTTGxoFAIxOptNbctD6yYEIJ0jlqai9UjN4JBcYICG4yPqirhWAIztfQdHZ/2qBWSkvVHaxpliXW5nmutFJKxxhETDtFegihOy2apiViJYWUKiIJ5LKpZ+08OlztZXW1sP0URbJ3ODuczpSRK72CB723L7+xubk2PjiYT2fR++i9FhIFR+/HrvJzdl3UQCQpEGO0Eq0xVsnd/cPEWmR+4JFLw7UTVVlFH5k4y3NmDAwghFDKJLafJCI6IQzkgwqUznSWJSZJA6onnrj49ltvT8Zzt9/s3ti/cW3Pky/WTgQUWZHdvXn93ddf+2f/9+8dG/VVoprAp4+tbGSm1XJg9WTrbmbs27v7WiZIqKM2gvLMBO9vXr15uLM/HPT7RU7DnnNRiuTSpQsXL37Aueba1Wuvv/HG6tqa1WZn6+7td98VgBceuXD+7DmbGFS4fmx9Nj/82le/8t/+1b/2yZ//2ccff/z5j37ssUuP3767fTiZXrhw4drVt6xJAkRFIRM6H/Yffeiha9t71Mpzx0/eKfs66xer+YULT64kRXH6NBN3XVwWAJ2EkcEzcSBicq7p9/K11RECEpGPQWmjlNLMTV0zc+NarXRirfNOCaGETIxl5hCisDoyhLpE4ptXryRCGiWj97iYfPCBc0899YHL1za99zdu3CASALC+unblrTeDaxCoXCzKxWx9dXU2LUueJVJXs4UCMZ9MAVFLRUx1VcUQyrothn2WSAhSSpboYkAt2bPNUh+jzVJggYQQQbNCQKWMc61gEYBZABozzPtWWyOVkiISVa7NZS5cK4XSUrELrmlbgiLvWW3btnWtCy4QR0ZGFAwCiDEIQzIABurAMwOyEAKJEq1HRWGJtVRaaRRw8+b1QS911QKIjDStwIPFfNq448ORCI69YAkNxEwlw8FqkmWZTGREYnQUW3Q9lbiFayXuttVUR9nTtlB2lzRSRA6IEYRAoTpb7+il0szc1ZddsKFWNklsYq2QmNjc6FzJRKAUQgKTc41EwcwUqI2NEjLGCAjdsAl1acPip03h2Z1DWmubaDKJtTZJEmOMtYmUMklSJbu2he0MyQUiMTgOS13TfYl/kZnZt8hIEQkUJoaVQCApRKJs6qHfUIIKATIShVQRRG3QBTIxmKaxe3s9Gq/4khIlFCCjJxIRREQTQTICUERmiUAs6H1TzT8Tj/2rysH7CcH9/fm8P9SWcwm27zcp/VfuDbOcOelqYiJ6PxJdCNWZsyIKicBSCASIRZ4KhOC91goFRAqMHcfICCBAAPPyXe6LZQFg+J5YR2IEuM/goHPs5Hu/dK21ey/tvHe1jkRoVETpQ5g3jRUB70/JHDAAACAASURBVHssSRullEyFYFxdWzlmNolAKcWEi0W5s7PjXFIu6qZpqrpyLgyz9Rhao5VNhNWgjTz3wMlhv48I3ntsKxCq1WZazpAAIw9Bb0q9LkVBEgU1mYxW9lkKI1mLoBGsAKWk0CAVSZuYXKo0CHMQcdzEtolUE7ZR20Qpoa0wClAgSgY4munq+IHlqjkiAJmNUUqJTqDoXLuMb+7+rRMlktTYpmcLayi2GmOhSKnoRNQCSJKQIFj4TCXWRJ+0VWyrNLpc0LhtY+OIpIxCaCs3e3ptaNb7vWPrZx69ODh+HG0CQjJjDI5DbBtfVXVZlgeHe2U5m82mi/lUKZNluVYJG0nERaFskdu8SLLcKBsZYiTftvWiaWcznrem5acGWdqz54aDY/0iSRLs5c1Kj4c2sxJAZtzZPGNn4ynwKAOdKKIAhVII5EhdsIPWChFiDDFGFMhMDFRVDREhfE+IXzd01/EnnVYzhNCEOrWZ0korY5SlyDFEpYSSsnILay170bZOsNBWe4qsBQE2ISjAVCeaGTyBhM7Zs5PQgBQhhBAjCgFC+BjYHy237itu2vbIz5NoKblpmugCMCoG2bTOuzYGotj5A4EWMrSttTaGoLU2WjHFSV11+eydR6j3/sLDD0sUN2/ePjg4nE335rPx5PDg9OkzD5x96Pja6fm8BEl5sVqWrY9BSP3iN9/u97cW5SJN7cnTj9t0ZXt7K7DP8zzPi9pWZVn6EIu8N5svFAqKMYSwqGv1/7H3Zr+WZtd92FprD9945jvXXNVd3exuDt1NkRKtINbgmDAcCRZk2VFiBAiCBMl7XvKW/yH/QBA7sKIYkSxKSoRQEk2JbKo5dLObPVdXVVfVnc98zjfsaeVh3zpVHGxQTgKEkA7q4dx761adc75v773W+k1p2ra20+l0Op24BrMsl0o1rYnU0wb9uq6cc2BdM533dZYn8tb166+88rlHjx4+OHz0wJjlatXalgU4ERTg5WE/09m8WpU7W+8+uFtulQf7l+989PF8OrPWnjx6iIjetoTkAVBK55kpsIKUYKeffPpGf3b6zs2Xbt8/gOUag+h9+535eo5BFMgSGZ11wnPj61W17LBHITkE9ty07vr12//B3/vV984e3Zud/v1f+4f37t791//779278wABXACHDhrT29rqpQUaU0ohpJiuFg44BCBBUqn1er2YTXeGe67xbECnSWtbBxYQpScMQnoZ6IdQvh+hem4G8LHfe+pvQgjBWveYdoXBI3sMAIigZLLhjBFi/LO2C88kPCpVLGHiUg3gO94HE/IsL1J665NHw93d82b9zaOHVZmtJ2tRmavd7ni1qs6Py043TzE4Co5M7UPwqc6aytTVUhD2yvza1cu9TnH7hV++d+/ed7/9PWPMarXy3k9m4/PJmVIKONy/e+/ywaXxdPrw0YOmmvt26Zvl1qXeFz//3HPPXfvcZ2+98srz1tUn1fqdd979X/75v+p196r1vb/42v94eHhqan371vVUp4gwHHT80qAgj8FB6PcSQakSO5e2Os9cudbvdELrvPEURK/sF50OE7bWCyGaurXWgodUaAHkNalUld2yrtsQAoICwOAba4ygwBCcZ++MCcG2Ns5lQAhCjSS0ymezaVP7AMbadtjP+v2ynpjx+alpGiUEEsQ9RCkhKEZvhxC8lLI1tZRSKArsW+OMMWXZD0RKKfGYzZtqFa1ZZ7NFXdfzydlyMU+KjsgHHSmhar337copSgfdQSZ8v5N3UV/p93bLokBvunmEvqMQI9IWgJ0UiAzz+dy2Zntra9DvJ0qnSZLqBBHrqhIpXbv5VLGXJNbaqNeNQUFSiiRJNaWZylKpAE2QTkg0gp+9dfna9ct/9b23U6s+ee+T+WSZFGne23rhsy+dnoy3e4MatfRUL2E9nTa+UsHsdAZkDNfVanq+e/XaYjmTUrXrKpOqAwDW+uADBGzqGkKh5GTsl4v18fFkMNglote/+W8Wi8Xs/By9H3R7KdF8tdrb27tx7cr+3vZsNpuvpoNe9z/7Z7+9vdX7/d/7w3/+L34/TX//+o0rN24+89lXPm9a8+KLn1o1i7ZpdaHyNB0NBjuD/q/+0i//n3/0h391Ppa9F41O2yLRw+FkZ9uDcDoFzyqWJAQAIAAFQM0OkB88enByeESAzpi9vT0ims3neafs9XrUmpOTE2ftfD7PszLP84ODA51lyOytNW3rjbHGGF+BDwrAmDpJEpRExl4p089ev5xU86Oj8y9/+ctZ1mUOWZKjW1/Z3avncw5OCLEzGCRKcV4YYzpFmShNiE3TCK2EEJIUCeGcKzqlzotY5nnricg6CwBSycCh2+smaYJEWqWmdeCBbQDwENC2znjHhB7a4FaFcFjmmCUBiQQpICmkAGqaZj5bGGOSMs2H3UwnbjoVIji7jhUcBwBPCAgBgmdABKQAHMALKQSCBOql6UBp17QCiAPM5zPvnUTQJJzHwBw82IBeqOBc4a0I0iOrTJeDQVn2JAjlUEnJDB7RUls1TgkxWS4f1XMYpkVP7gyK9D4rbytngXRgCtEZgiFJs02MhJQy0mq891IqrVOlVFn08qyjZKqUEiSCD8Y0AijVaZqls+X0dHWal4XS6qK2ReYLiaD4Gev6ojmBUgoSFemckdgphEgSTSjFY01kDDnc2OVFQ4Knuz4AYNsCI3v0qAQHUKQVZiSFlMAU8xwJQhBkhAMILFgK6epWKcXtcphD0a7PvEKppFIokFBIIaCx8BRJEuFvH/+vc1B/CLN+QkbCn/LX+d8NqP5ksPTJlUSlVNO0Sum4LK3xJH8o0GITcbbJQ2vaRkh5EZzCxMw3b950LjRNY42PNont0i/m0zRT29uDLCWAoLVmDjG0U0oJJNn5ZrkCZzVzmejUiESKJBAIIkIfXWtIEkkWRKgFSoHaBy1DonwqrTYSV6ZZ1VVrTWONcZa0CwFDEMyRZABCPAmFi11f27YxWS5++SNc68jTiN8PIczncyGEDDoR3UI6560AleoOBgKRBAyWQksBrSYlIAg2AR2mXgsGbgwnXgGtWYDWebd35frNZz790mh/f/vajXwwqKw33jvnbNM4a1KddjrdpmnSTC8WuVJyPD5v29Zal6Ve60QIQZ45gAd2yMSeXfBVZedLu5j7qta+6Snc2T/oEF7qlsNUC4kuSYyW8Bjn3NDhf+Suiw1PcP4iXEHKqJrbCFAjj+WpeQBu5iybKL/IxNCPacaiDnmhJWAIrJRGgfN6jip5+OjBo0cPr12/2u2OkMCyQ4+eQwighUZn4wtg9t65iwr+sdco4hNnTqVU27bRuZE5bEyStNZKEQB7H5zzUqqmaZiDQOTgTFs3dVVXlTNGCCrzQiWyaRoKXmiVFrlUal1Vt2/frtpmMpnMZrP5cuGca5v59vb2TZ0VndPjo7PFYvHw8OFisUyT/NKlK0mmXTAIcjQanZ2dSSmJ4Oz8TAqplBgMBleuXP7Lv1y3xsUEdiVlv9MFgKqqBVHrbDwUCiIWom7qxWIRp5vdbjdN01hx7uzsSCnPlrMKVgqpruvamFQnt28/96u/9Hfv3r3z5pvfZwIg4QNY4xU5FAYYwDgQ1CvLW888ezib3XzxU8/ffuHtt9+WUp6dna2rtSAhSGwy0AFAhCAABgUksikyc296V8q9S1cHzzxzaeL5zfdqw8oZo6QOgQg8SjLOW0CRJCCVI7NszbxultPJN7712ifLsU3E2cPDnc4wQy1s0Epb9AFE25imsWUqyINhxuBQJw6CYcc+WO9aZ0+Pjq8f3JitF1LrmJnCzMDA7JkFQ3i6tXsy1kH8iTvkhvC50QduBj0bMUkkGsVAv02giJSybQI/tgtSMkESQkrrrDE2L7ttwLA92H7hmfH9eyemuXT18mQx+WgyRiXz/rAts+9Px3dsaH2bJAkgBecCO4GYJMmzzz7z5b//HyWJtra9f3SCQq6qWgjBSJevXj49PW2aJssyFHI8nT1z+7mHDz8+H38YvLWt7/fgP/yVF/7zf/brL710M8s8aQOeivrZ28++KKn72jfe+It/8x3CAlFsjXaLomiaKgRfVVWoLSMEYhbIBAgXATZZnhvjilTv9Hc8g5ASBFVtw+y893XdtHWDiEqoTKe6V9Z1nWVZ5EtX64ZIeu8RCYkZPAeOfIuI2HsOiU4dOQEihLBarqqqEpI4gBJCkrhx40a/mzvvCUDJJE3TJEkI2blmg9/GEMVNgmjco2I0diScx65vNpvFPf/CwhdCkWdZVqTd7mg0ojv3bdPWdS2k3NndVaEtUm2qlpmPj4/LssyyLIY/KSUeS5IY2LNz0SCkU5S7u7udsowx6IlUIYSGKMqD48EaX+rmFt3ki4YQXHCYoE6TENhhaK1h1P1u9+bNm0mSrOfj1Ff11MGcv/6Nv1i2VZqXvdF23fBi1WjSVmaeYGFpIHLKezWjF5qVEloG56QWJDhyJUhc5D+3bTsej6XWkfQ+Ho+991/4ws93O93ZbNbv9/vdrrX229/+9nq58p5XVTOfLWXZadv6+tXL/+l/8k9n47PvfufbOzs7y9X6/PQEOdy7fxcYh8PhwwcPg+embldq1cnyN958czyd6TSbL1bbO6MffPj+1atXf/CDH+weXAFgqdSPlyeJUBz86eHxxx986L2HwMiwXK8Wy+Vwe2s0Gp2enp3NZk1dTyfTPFuWebGzt58AsvN1XV/sXQhSySRTKUBoWklwsLObpbpaLu9++MHt27fn4/Hr3/zmiy+++Pb33xp1OqCUlhicDt4CgCAhAmml6PGlklKWZQmCLk4fKUPCgAKFggDM6H0AzzJAJ8mSJKmqqpcVYJzodtKiXDetB7TM1lgppY3Kbg8mODY15SIVFxLHNM2IUOustWZVV2vTIKIEBkGts0yotI5cZQbwITAHJLJIgRglBhIcXAhBkRCMmZa5VGRtEp0jvGPwhAjAxjtEYb1nKRtr+oNBsFYJEozofZGVnaJUQhLQYz1eYEBkDsGXZf/uw9PatDv9bZRcliUhWuuMMAE5hMiokk+P3jZwCxEhiCjPjgTOjfNqHOyGEJK8DCGsVqvYFjHCRXoHws8ew/PCYAMxsqqSVGGSaC0TJbVUWgghpEQCYPDB++DBPt3gxQ/FPa6E4vcBwLERjBgkkBLA5IUHyQAMZJE8CUSv0AvpvbBAHjC6dXgNUi3bG0n6KesqJT0I44ILHAIHYEWE/MQgaNOT/MQE8L99/HvJDvlH1sOF05GAH+3o8N/Fj/2JsOrTndtFM8kbXPziiXcQArSNbdu2KIqyLNmsfujC0kWiSEy/QQAfgg9GCNE2UT2FdV0TCSGkkKKjO0Rk8rooQCeq08kEBWbP7Ky7IKgCoyTy4M1ymTpH1gyU7AgsJGYBmIQT4EigUCAkCi11IlVKQghMgxMiFMJ3Q5PUEs/r1aSp6hAqZxzHloCDt4YBXSAJUl6wbeOKQ8Q8z2NOdywFolJoYxV1YQT3eKGtVivnHOq6k+5uZaWxtmXtRZ5t7yUJsUaQ1pMnY9XaOG98o7mpVWtl5fK800F9hrTMi2Rnp//yl555/rnLN2/JPGedGEbitq2X6+WqrdYIkOoiTTtaSUJOtUwTVeRZ0zRnp5Px+ZlSetAfMstGVOfpbN7UgjlpnJwvs9b0bSuIR6WsZVl6nSP0lEgFAjIQtdaDdRH8DQDiqe3o6RQ7IQQDbxRTUSwRteAbK4uNN4azYWOVuWHTbTif8QPv6zwJCCHGbliSoj/s6VT/6de+enZ+mnWz/v4eMDfO140hRBGEIFJABFg1VTARYyRmloRPwzibGl1Kaa2PUZbRyd97b4yNJWb8crVa26Z2zjEHDqFtau+cJCAtsyzplDkiZmURfAgheOBVUy3q9fuv31FSohBCioMrl7dGW9euHRRF5+Tk+L1337/78d2HDx6dnJxOV/PvvPmdR8cP9/f29w/2SaherxdH+8Y0hFQU+XyxeOedd15++XNSynXVSCmjNxoTA0CWZcDMIgiiWK2mWbaJr9g4l8SbdmtrK8uyyfsL07R5p3A+kBBSSSD64KOPjg4fAUC37DDp2cpJ4lKqntIphAfHkxoXo8sHH77/EbAsi9GDBw8Wi0VRFOPxONFJFDF678/Ozi5ousH0JHz++eGty73Onty/1K3dEWl59frO8UrfugY/eHcsqIrWA0opRezM6ny90kVumCArKlRGi3xUfvTJnXceHvZH3T/6V/+6UOn8k9MuJexFCAECtgxV5RpktKHxhsm3Aiyxj6FtWSKCefOvvv3cjdtJ2vFEq3YVkBAQgYmY2CO6eCtuJlab5z+yT26mPxt8eJOgi4gCMUZ3RgXRxaJ4zNiP+3Oe5w7ItBZIkhRSaw9cV41zHKw9O5u+OZseh/ZksrhysLVVXOvt7IvF8q1PToZCTx4d/cndu4dS9IREJZjAso9m3nv7e4OtrU8OD4fD/nw2k0m+tVv0z87TJH3/g/cPT07ns3nTNM9u7aTMB5evPjo+OR/fa00DDP0B/Z0vXf+13/jFT720ZcMjXy/tfGzdOi9/y7TwD/7Bb/7F197SukTWu7v7Qsj1eg0QlBbn56fYoAcWinSeoiTnWomwaszd9b3L27t1mtW2RiKhZGNN65xOM0AIgYuiEEISUCIVMGghFQnrHTu/Xq6i8WmiU0Z0DCGw0lppJSEwg5DCOe8Z6roGoJOTI4EEodESUqVWy9XPfebTt2/dTJUkAEQyxjjnhEAOdmOV8XhfuhBqGmOWy2Xbuk3STFQRx+pTa93r9RARIUglpc5Vlu3t7wNCkmhj2/V6bb1v6mq9XrLMu2X/je+9+Qs//0VCsVouk1QJih7C6+C9khS8DyHs7W2NhiNCJAjWGfKoJAQOgL6q2s30MNLgN1uoEGJj/Ag+rKs1eJ9mEiUSQd0aYc1nPv3pve2tt2aHGuuelkqpH7z5xr07dwejnSLplB27rMcz4wNpRLFsdQuZE+Vkejau2mvdbjnqnx0dCuS6MSxz7z1bBoSwmX5Op4RYVdWHH36otX72xi/80q/86mI2y/O8ruvjw6OD/ctjNV6taiF0mpeT6bn39r0fvPULX/zCf/tf/5er5T8+PDw8H8+cD7euX3nn7e/nRYdQeweM4vR8enQ8bhrrmWsXJotJ4979tPr0888///bbbw939vf39zFWwz9W2QRrgw+3b94alh0pZHBOaT2dza5fv95ai4i7V27qoqe1rtZrTaSEkGmCCN6Z0LZxuldIIqBhp1PPZjuD/pXdXVtV68kEEYSSmZLK2Y/fezusV8aYXFw1TZMoxShAPjbhdCDkxc3jQxBEQkoGDiGQEBjxPecVCu+9Vkrn+aNHj5r5fG9vL8uybpL4qrp06VIxGggp3HTMSgBLZgZJ7L0QFzo3w85qoDwhrYlBSRm8T7QOCKQkKCQha7t2oYUQSLDSQkp23hEiEjAyEDCCER6lJIHACC2Dt4TYVWmHSBqbCkkcgnMAXgoRjVFRytb51gMDdzslTycpkjI+F2q3P8xUooVERoTo7McM7J3NdXYyOTmbj/N+4Sn0y7xflqkURZKsSVgk9mEDbke6TVyGj1exyLKi2+0qpWIyecTSowFMrNCEEPWqYuayKEIIgMAoImL/tDHMz5ibSzzOtVaglJRSCHqsOAiPa1Dm8MSUPJahcbluAqyeeJcLJ0EKFkSBhZAgvAQGBqU5SUzjyTUFoHJgyREGAV4yJIKkd9seuJKYje4keeUc+wBIAZF9cC5gYA+eBVAUywd4uuX7f87e/Bve+G3GfhurpccdIMBfB8d7WrX444LDJ5gMPIWJMwGAtY5Qnp2fMWNVtQcHB57xh7ivfKGHAYCIEjED+xD8xhqYtNbeO++f+OoqdL1BprVktiE4IYSQIAQhEDOGEJx3UiKZNgcRmrYDIUevkKUkICSBkhToIiiBSaKKnsxyQCkod4ZIdzgdNkDj1p1UyzV71hKtLGVZZLkmkSuVKCk0SCWYL5KXo21jRBpjnRetRCJeZK2t63qzK21YixehKdqgsiipRTW1UlEyLLaTXkYpadl0yJJpsFjXtrE1YIVqbbuZAgvBEik1eO7WpVc/p1/8O8VgINI0ALIQBITOHD58+O57Pzg7Orxx9fJzz322LAdI0trG2kS3OqZ1K5mcnp7XdTufz/tZvkJcE7OWFFy3ag8aP2TqSJAYjHS+QBY9zSxsAxgAELxz64qaNtq4OIQnfr0ISBflbOzxhBAiISGEDT6aoGxke5uA9ei3CWw35XWsjGOXEqMdYnhDAuSqBpUWSgVG5z0iTM5PTyan2/uje4f3r7/0KSmFDcHYRiIpL4LzeZ4rKYx3rKUQmozfoI4AEBAAQD4u34koz9N4iUOI2Qw2TYVzXikSQnofjDHOtc7a4D1zQAxKklJSSlnkeZZmiHw0nq5Wq9l8foHqaPXy518dbY129/ZiDliSZ+fH58fHx2eT5bJq+1s7Za+fl8Xh4eF0Pp7Ox588un/5+MpLL760v78/Go0ODw+9t0qpqq6SRB0fH//xH//xcll1u+WlS5e898vFoq0ba22n7CDi1u7OnTt3+v3+r//D//h8Ov3qV7/atI2U0jkXjUbjJ/z+++8vFgtSAoGJyLuQZJnQ+tbt22Wavvfee6PRqNPpnM0PPajQNshNL00ubw+3JB6Pp3Xb3D+dXv3Mq5NJNZ+dMPOjR4/quj44OGDmsiyXy2XsPIkowXBjN3nlhVv7O52wmFnGs8UamsWH91br5tJi2Zo2ZB1hrBVCe/Ym+H7Z2b9x2c9n43VVlqPW0sKaG1sDKyA5OpSM2Lh2te6lnWbdtOAEJQY8kDQkLWkiDM5zwNq1lgAIhVRKKbb09utvvnj7+c984RebEExgEAK9EOAFBxKM8EPE7Kdp/D8uE4hDio1p0NObsBIiQv2xRo+2rpsP5GLXDYERfewihUrSfGa99iHTKrSt9HYrlc3puajh/P3Djx5OvvzpF3eH++vRpQfG/skb75wQQafHVR1N2pM8S3UyGg0Wy9lfvvYtY5pXP//Kb//2b9/95Oj73//+g0fH169fX9emMX6+XKdp2h2MVqvVs8+/8JWvfGUxrwUDIGyNOteuPmMMpnlfinw+rTvdHdMurMsGO3t/9Htfee2b38vSzs72pbZtO51Max27vhA8EoYYvCEEXqRmsHNh2bbt0JFpiXC5Whrry15XKV1VVVGWnU7R7/aZ2TQtosjKrNfrpWnOXKcpM4Nzvq7r6XQS+2VAKVWSJIoEIJHWuig6VWO9M966xWwupSilmldWEWZp0u12V1U9bepEqkTpRGsiklKQuDDoJ8QY0Q6Px1jT+fzu/fvP3Hy22+3meV5VVWTGRvPhWHEhYghOKeVRpll26cpBzM4NwZ9Pzk9OTzW44FqtYX9v/8/+7Ku/8MUvOmsRgmlrYOODbZtaSoGo+r2i0+nE3yVA55x1VgrhWTKyzmQ9bzbzso3zcGTCR0JELIilkKZxk/lUrCHNhdRCpXlw/vLB/pVLB28evzep50ScS42Nmx6fj9/7WGVFa8N2Xq7BNs4TqJyUcDTo9oLzi8WSEfcPDoJte1mmmOdriBIG51xgBoQkTVerVa/Xu3L5crfX297evnLlerVuVuvmzTfenkwmHELbuqLsLmbzxXyVZZkEf3Z6Mj47IQhllvTL3S9+/pWy0/v2d984Ojnt5Kl3zWy+aozrdodKZbPZpHW+8SHvD3YvX1mv11//q9f/h//+v6uq6uHxWb/fFyQAEX6suqEA5EIvK/L9SwBQVVWSpqPRaFGtr26NlquVLFNWaRAChBKpTpQiIgYIzqJ3EDwwo2v+6W/95t/75V/5l//T//zM1at/8bWvsTXdIl8ul/PFdDWbPnPt0qNHhw8+uXNpd//w/sfb27vGGAIBgmIKDTMDgZTSA29i4hFQCImPnyNgKoUDJuBgzfT8TCFoQnB21OtZa7/4+VcfLBenp6eLugkkWEgAcAAMhCAISCB48laT1wRKxMpKkDLWWWdRClCicbaTCG8bZCCATOlenvmmjcYnIIB9sJJAAHvPKAQz+yAYOpnuJSrxXjJrZgcBORAgBUCgQBCIvOCqbbqdDjFLxsSERNF2v79V9jREsgQCe0ZkJsZAzIDh/tEnVrr9G1fPmmlRDNlZybzV7a1cwLQAFzY0tizL4tKTUk6n01jlxsJmM7fd6MVia6O1duzij+LwPXDIy8JaGy0YfsawvqfdSvDC3tRGW2iH1pElEs75J1FCAWIs90WIEHMI7Jzb1PwX9KcUJUvFUglGSQwyJAKkUr1u6PXbxjXGdQBrpNYEEpSwMtb1ZAqNkzrNJ+0rw51hphNnS60oyxrrTWNt3XjrrDeeXSRZIdJPKer728dPlyrxQ9j3RhkopGDgn751/Lfhrk9/P4JsT+r9xwbHQsj1ut7a2qqrBhgJVRTKb9iPT5zN+ULfwuiY4cKs77E9+tP/MlJFAoUk7x2zJxH1M06QJiKBggGkoK7WA6kbuRhKocALAUCCBYJWoLVQJWuBeYmdIRdlIN14WWkKSZfy/sLYh+vxabU2klSZpQj9tCjTXKMskyRNlM6UStTGi6+qqsj8Wa/XVVVdEHUeZ8jEgkAIYYyJJv4bhhgiDlSRBB0gmYbQNn7sfbsyl7ToBsig0qFBZ4xtgm/YWAjR14eNA8yKrZs30i++Onz5RasHmCQOKF5zx641bd2sP7n78Xdefy38/BduXL/tvZUogveLxfT0+MhaK5XK0uxgf3+1Wk+n82ZZW/YGLSdCQxCVESxVazUGQUblzIqqILWk4G0Ilr3zDgA1uBAvn2NOLhr7J9fLey+FaJpGklBSxrcfuW0xTSGioBHWi0OrNBURj9qEjkSGZ2wg4w5mnY/EdIEAknSqmWAxWdXOeOTa1OOTw7wolEpYAjM659GxhVaSUIlqyTsOuRCxG7+IopH11wAAIABJREFUkSBMkkRIuUluyPMkNqWbxKQIXMdXHuXjWqGUEkEKeZFyiwAh+Na0bm2zLBtsb/W3tz496A8GAwDUaZIXuU6SJE0RcVGvm+m4bVhm+fb+wcOj47NHD3vd7nMvfOrS5csffvj+8eHher386KMP6qp+5pmb165da9t2Oh0LIYxtibAsy+Fw8PDhg7IoXWsWi0XbtnmeZ1m2XC6BWUhZlCUAJGnywgsv3Llz5913342gk/e+qiohRL/fb9s2yzLUihiAqXUml7I25uN79+aT8aW9vd2t0eHh4Xw6Aws5UVrXNJt78td2t69evvTanQcM6D2ZJgwGg7Ozs6Ojo52dnX6/v1wuo/9qCCFJkpiZceXqVtnNh9s3FvZ8YbbuvDU9mt5/7W3z7scfGDdSZZpIJ2UiVbJcLCtTP3P9ypd+5Zfe/PrXx4t7ikSNUHQ6iRIcXK71alWNOoFA2cAWwQvZBOMVzW3IjEm10d6js5JYMHhr2AeuLTNtgRtd3R1IpRCW3qs0i00+cYhmWQECIm2WbbwVnz5nN3bqm64v3s/xy43vsUSME+g4XY1RJZtB7cXcwQEAhsCWQ0BM8hyJlBTs/LqaXNne+2Wk1XLVtjZl3hfJsw13mkYV3c9+6ua3H558slxVyDa41lklVZYkRbcDUuwfXNJJ+sH7H/aGW69/53t/9vXXZrNZ0zQPj04Gg2FVV+vG9Ued+w8Pj4+Pj07Pz6dzMBlb6PRy5MEH763Ojr+1nsubz17rJN3J+YPp+XFI/srZ8L/+zv925dJNpVKlkkRnWiuk4MNj16WAKDAwG+8ggEDh2haBpE4eHZ/eun4jgOv1R93BQCa6bpraWmNdANEYLxDTvDPo9QMyMzZN631Iksx7JvREIssCAoUQnAcXsGpa5hDdp+fzZdNYnWRbw21CtMZI9GVCmdaZTnZ2dtn7Ms+Dc+yD8Y6YAng2Lopc2sfy3Q1PARG73e5sNluv17HWjFBDrC83RFCldZZnq9pKKfZ3drNEWNtIoZuqWq2WW72SgzDGDAfD5XI1X8xCsFvbo/l8bJ23tmUOnW5v1O8nShOBd60kIYQgIYhYCAEisPcqEZ1OWVWVi3x1QudsnudxOccTx3vXNK1trLXGB2+apvWhauvdS1dzHSTRF1/9/B+88ZdoWmgcef/ln/vi7b3Lh/furdfV8WQ2b6vjxcwx1bURKKrZmIToIS8eParGUwq8Xq6lD8KFJB2UWY598jFeNdGXLl8+OT2xzj1z61bcrr/7vTe++dq32qZ1zqVJQkgcAvuAJLO81EoBa2Pa99995+6nbtfV+mtf+/ODg4N//Fv/JEsUh3Dt2tU33/z+Yr58+OBoNBru7e0yQFXXadERQtx65pnVetkdDb/3ve/t7e3NZrOvfOUrz336c2XTJEn2o10fEAB+8N77kshZOx5PhJajra0PPv7oyo3rw62tDz957/zsPAQ3m42JWRF+4ZWXdwb9REotKEuTXqfT66XDPP/uN75x8uD+fqeTEszXqxYBgx/1B48+eXDrhc/Uzcqfmcnk3Hqr0yRNsoAhAhuPj8aAECQAEHr2AEhCIEIIzseyIVFN2whB66o6Pj6pm+rqtStaa+/DeHKeptnr334dh/07d+6cnZ0xhICshIxGeuADeC+YhQAH3kMAQmTpvRcoLpzWBJEiRMwB3WKhpSrSbLfb3SmKE6Um05kLXirpmR2RAebglUckCAwpwU5ZdpPULVdSCA4mgKeYHc+AJJCkE8iS6vX6YGd3uVjtAvUEDbuD/f4IbQCKvS8zQLwTADGROJ+OA4W0l5VbneWySVK1nk2gMb20EPNlCBgCIJIQEsADIAAJoZTSQiilkiwr+v1+p9OJSoe4G2dZlud5pF8550hgZFa3pkmSBAljLlSapYgYHZXhZy654cKsvLKopLO2baIzIwGAs5HP+cRd+ukk2c2E+7E2nYmoDT5FiZQQY7CSIVinndYhy5K93caFpYW2qhbzpSFfFmmO2MU0daC1FsAKpJy3lKjvv/lWzV4P+kle7u7uX75yZdDvk8Sz2eTh+fFqvvCt26i8YmCXtdYYE0m6RLRaraIEZcNK2kQ8b87OTexS7Ow3ockb678fMVz5a3WYm4Z5E7rw9PO/rr/oX6uNfzoW8ye2ZJvaAjG2z4wIm3Sy9Xrd7ZXW1FLKEDz+dOaoTwtXfqT320DBT7584nx0Qdq11kqpd3d3J5MJoWyaFsEnSdK2rbG2bdtNDRTHNo/vupgzo+Iw4ofR9viqPINlICERSWzIhHGdhuBRUF1VW73u0AgaDeXpmRBEWWo8sCDV76uskNSz4GvUDRWU9rxKVgbmGJxWkMol8ENr5saKPBcNlUKURTcTSUYySxIlBSVCpUmZZnmex1cYAb3lcrlcLheLxXK5XK/XsaXZ5IMLIXq93nq9jm1GvLc7riygWzfShvQMaqib4/Ojq0s8UHCNm522Qg5GkhdeokF2oQ2Nk6zztix2X37ZP3fbDvfRJefzxbqq0zwre32A4J3tFsXtZ5/53uuvBe+FIAiMzM62i9n8zTfekFJub2/v71/K0kwJaVu7PDuyQRkwWGrSyjvXtKapm8S30iyEtCJVtsOoIdhWsgNnjYXaYjpaXsR4UIRtgQMgRiuLi5TbJEmAOYKc7F1cv1GUEmNq45pt27bb7UZkL0mSTf5B9M3L8/yx3C4EJa13Nlh0IFBmpO98/NEP3nnL+3Z8fpIlevng0ULSzuXLMiukkmmapKjA+WZdG8MuoSBYO6219hwi9Q4ESSnDY2jROcfsmX1VrWK6+nrtQnDOGUQOwWkts6wzn5+kiU6SZDwex2Z+e3u71+vt7O5ub28vFou19Ts7O7PZrDccWGu7vV6k/hpnZ7PZxXwRC6kozctObzCbTWeLxfawP9wafa747PnB3r1798bn8wcPH8zn01u3bnW73batvffOW+9dWZZbW1vr9crVdj6fA0DkGHe73eFwaK09PTsdDoeA+C9/53eMdTdv3nzllVc++OCDuq7jnrlYLpRUzz//vHOuak2e5m21dgZb64L30/n8lZdftlX18cd3j46Ogm0v9bdfvbzXbxZuPubV2pd50e8z8Lyujr/zXZF1u50Lb/EN5znLsvV6Heey3ntEh7lMhzsfHvLxJ2cPT+Deifr668eq110aKTQWuZRW2gCT6SRN06byz7/0qdHu9qWb1x88OpqvVqsqDLa6x3fv+RAkkgYmIaKOrebgFDpg4NYpufBN3yeCQYWggoOmKoIvdPLswZUXbjyztzs4mZ+tl3Oyxnqv0jLJcna1YC+JQmCmJ0SJDd94c7hseDEx1WPD8Hw6m2cTIBmJSRFQioSip48V770WojFOSKmz3ImlSlMpdQLYLKtMUAL8pZ2diZRt0xSosuWqPD3p6aRQsprPtxOVzV3wzgNUVdXpdISUSHR6en549LCqfJLQ6999w1qjdcd7QJRNs/6N3/jNyWTyu7/7u+PxbHt7bzpdhIBJkrcmDAY7vV5PkLx7d/FQ8/e++y8SiUVC4NvtUb+zd/jw4UMp5KVLV5um7fcGTdMAbs4pjkGdiMgAwksbrDEmz0trWww8G09YqC/9/C+2bfvBnY+mq8XZeLyqq7Lbe/75KxSwruvZeHZ2Ns3zHBFHoxEALOaziyMDKCZPp2mqs7J1sJzN6mbtnGuaynufpkWn7HXK0lvbKzvez0mIrcEgTzMh1HyxDN4DcKaT4WDQ7ZadTskcYlqDMaaqqtPT07Ztl8tl5GsYY4okjXt73MnTNO33+3meF0URYdvz8ZnSynq+nWWErsw7q+VkMW/TG1IpUZYFYQY+IcJXX375g/fee/XVz7G3aaKaxiZabW0N9vf3mnqtHuPD3jvrrFIqZuvGyi3VOlGlc+78/JyZ8zyPI5XRaBRRvqg0VkppnShl1+vVYmEQgtZquZwD5Wnae/Xll0e9vVV9YsdVp+x+dvvSl27cWulEoUOBIk9EphaNPTmfWx/mtf3o5PSrr33r3rQ++fjOoNdXIM8Ox4kQQbRPss45MMB3vvMdJEqS5N133kVCIUSRdzqdTpZlidJKqVhraq3LLG8a4z0/evCJte7+g4en55NECefcnTt3ZrN5VnT2Dg7uffIgTdPGWuPdo+OTrMyTPJdJotLszp07f/h/fHX/YDQYDN5+7evM/F/8V//NJ4+OF4vlpSs/gacXnBNpOhoNnbF3Pvyo0+lkRe6c01Lf+/huv9fb6fdvXr6c59m7776zmE+LPEkTBcGNej27WilmDfDS7WfdevXnf/pnZZq98/03TNMUWS4JhdbL+WI4HB4dPTw42GWCuw+P2snZuql3dnazvMiyHIUSQiiVQDCb8hsBkBB98PBYZ86hsbUPYTFZPHr0aL1eCyH82WksgJMkYeS3fvDWwnkmdM6RII2SiCgAIgODZECGgIwQXGsNOE3Ce1ZaGtswIBIBBw5O1FYrNcrLYbfLy5Vpmox5r1MCIgqywbOHLC8Xi8ViMe+WBaQi1ToF8E2NwB5sAAZB6Jk8AkBAAoFNcGfrVZalpqrImH5W7pfdQa+foIDASgr2AQA8MBBIQqWVaZvzs5O0yBbYTlfTK9cPSs/+dJkTAYqSkoVzABcRSrH4F0Lkec7Mq9UKAPr9PhEtFos49IzDGu/9er2O+7aUEhiapokz3KZp0jyLytj1et22LSL8Wyr6/393fREhIQEbSAcRo9rKGBt8PGM2tD1+msK3CZaNt6MQggXwE8FLwBAcB4tslZRZ4ot8nq2ny/lRvarAprbpa90VWiGmSuZCdREKFkWW5Wla1+vZbG6ms8Vi9cZ3vtvJi6xIR7vbO5f3b12/LkEaY8bj8dnZ2WKx2DDlEDFCKMPh0BgTKV4xFjNe6Qt8HDGO3zZ3QywxYwEXpd6x0Pybyfb8//wRrUEZH49JOMuypqljCBszL5azfreIzV7siCK7LLZ8F5RUIU1rAQKA+eFW8yfFYCDH/5SZQnCPRxsX7giaRIJIJDOtsrKgIK0XQSoqB5CXjL0AzqYqJKUXqSe9EGGVcEXgvF2RqyQxIgqZpikFlSiliSQiAntvrfEGAjgvpYxHfixnY6/S6/ViwxOJQG3bRmn7er2Od298C2maFkWRhiyBAiGpOTRKMTGR64AvPQdj0tZ5ZicDESMxIWIgL1RNJLa35c6O6wzWIHOEw+OjxXLV7/eRZKfMBWCidFEUvV43NplEEPdK7+10OpnNZ03TdLu9LCvSVHe7nWU5rb1p6yZRiEK4AJW3s7ZyzTpdTzNyaSItdmUugV0AB9aFxnOLbBz4yBu+CMSN14cIn1ZDsb/IU/ccnqajx+UZF2wsjgWpp2kLGylUjGiPgwxrmmgDLKRAIaw1x0dHy8lMI/WSVEt5/tGdcjBIDy4TCR+CCy4IIS62C2+9cYERk03UilLKcWBmeiwpzPN8uVwIIfr9HhEZ0zZNnaYJImityrJYLpfHx0fjyaOiLHq9Xm/Q29872NnZ2drZjpvtfLliQCll27bD7a2tra0oLfjozp3laum8j6W/Bybw/NiMAUFQDBHxQZIcjbYBwJo789nKOXfv3j2llJSUZRlzmM2r+/fv13V1fn6WkG6aJk1TSWLdNOfn46LIh8PhaDRaLBYBIUnSsiyLoohIZtxjYyURRzDOufl8HlUxSAIwMOBitRqPp6vZ9PDwcHI+Ru8Ouvl2ovU6SJ16jSBllmUO0QN4YIkY7QSju0OkOMbh6wYVaR2vfDhbWfvJ4u6Hzbdef3BWecq2DXSny/P9A93atURu29Y6Y1dmd3trtlysm1pKmeUJ+CQEmwolZOaXFYYQgl83tVSpYevRe/AgEbSUloI14E2WZlS51Xy5m4u97a0Xn33u5dsvLI5P7n/3u49WY72zl2Ao87QOwRgTPAfHrJgZfHACBP/w48cZEE+zg+IHG7MfN9I+b8zTuTsXExDmCGU/9mSO26ASSjOgdb51tvA+EURCZVI8u799JuHk5DRUdUauq2Vol8EWeSakotrbdWUzrTqdwtRNLShGR5rWdzsZEqyrKoQAYCJcWdftn/zJn0wmk1iALhaL+Pqdc4DGOF8Z8JSRECC00B1CbI3XmNRVMr57n5nLQY+ZtdJVVTF4RAjBBw4AjEjWWhIicvk3vtPOBSVklpeNNe9++DEAzFb1uqmXdTva3v21X/9Hr/zcz2VpenT/0Vf+4A++9dprBKy1vly329vbq6r13kt1UdBrrQWAdQFYqjT1wGCaFKBpmrgtV1W1XCwEUppoCW2mZFEU/X5fCdntdpw1zhhkruu6aWrn7IUfjPfxnNJadzqdCw8PIerlamdnJ073VqvVfD4/OzuL/jSDwaAsSymEUkImIjirCV98/trhkZZEn33pRYKwWi16ZZlmiZB065kbH330fn/QM6apm1V/0M3zNE2Ttm0hcKSIB7gY+MabzQUfvPPeOw4JBimp0ymMMUTQ6RREhMhEkOep995aY0zrPbAHKWVWZOt6BiTZ2ul4wl4Pe9uffu6zf/7RH9LS2LDOHBy/+35aryi0DK6GNiCosrzW6ad5YWReaPHOD7IHy5UMoUjStqq98SJL8DEz/6JGRPDeAz0h1wkST+eMx6uWai2EMBcKdzfY3nt09ObOzo5OM2va4c7u+fn5cl3vHVw6Pp+Op/Phzr6xHymtEXFdVzlnSZIsl0spZa+fdTqdNE2dEFrrnZ0dD4JDUEr9eN2DggDg4PLlRMhOp6OEVIkWQty4ccNxYIC2RYWUS3H90j5dOchSVa+W7D0HL5DZB9PUO6OtP/2/vlpmebNeF0kiSYQQWuOYgw3eBr+9vU1EUiohxHQ6ny9XZdNpjZkuFhGBQKJekV+oYwSRECEEFzwzRxAGEU1wjkPTNCYYFgwSKlPNVrOyLLf3ty9dujSZTJq7D4y1wRrXNgzARCgEBr5Q5CFKAFu1WDiRkbVOqeT49IQE9fqdPM2KJFUEunG5UCqAma+D9+CD8OytZ0JgJmYKKCrTF7rTHaBEQcghSEZC9sSMyNG3G3nD8mFAD2A5ZIKCdYqxlxdllmmplJBAjIjxXXPwxMTBBcuL2QS8NZadZlVIIXF2dgbjqV+vZV6y8wCEQnjH3tmo7iOiRGeLxaKu2rIsnQ2UXdyQsR6LLUAsMB5DYsE2RkqpM0VE3rm8LLz3gUOSJIgg5c+grs97X9c1CYjkSWB83OPFDO5NEvdPiEDYKNEvqCneOyKH4BBFQCcFo6+cSkClqdLDPgVYhfDG7PgONI0idE3eNgoYBbHGDGgUaATiHlYcfABmABJi3dQoRdO2jalPJ+dvvf+OErLIijzPu91uHF3HcpCZ67quqspaO51OlVJFUcS2NtYTG1gyvpcIGRlj4jkaId3NO/qb0PLxxj78p863+PdImf9Jv8IXnRhcsD2ZAyJrLYmEtbauDSK0bUuETVPH6XZkOhFhXTeIKAiNsUJQCByCTxIdx8Y/giICIzAixJ89QapjbeE5EGCiVeaRpMyLstfLPLe1bQ1JHuyIrOcha8A3CZleadLEIrUZtp7X1i5cu2jq1Xp5Np1bAkMQmFusUpSSgb2vnamDcxC2y95wOBwOh5Hn87i5osFgEMPNY8lV13UsFCaTydnZWXxSVVVsABJdKpV6T413a/Cg0IFVpgHvRsYNbFAMXpBCr8Aj+VbSOhezRF3+zAt085bqbC9BjCen3/jmXx4+Orp9+/lXXqG27qSJypJ0e7h1+/ZzxjSEmGgtCLy1bdMsF4vVYmlNq5XK01QpTYhoq/Xp+Xq9cgweJCZ6aS2CW1uTzRa9usqlaLFMhiXI4F3ra9OurTWUVgY8A0NMad/QIyJLPIRAUSkXPMdoQ0EbVr17HIgXG+ZNgfV0JFr8YLMsiwBp/F1U5ICDZ7BOAqBxs4eHsFj1GPJFq8lchqQjsgNdLEmsAgYhPKJEIvTA7J2z4FftSmuNjw3oLmaBiBGK1FpnuY79ufc+1HZ7ZziZTIKH+58cL5fLNE1Ho9EvfOpL/zd5b/JjZ5bdiZ1zp29435tjZJBBBslMZjKzilU5lmroqlLJ3RJKlhZutyGtDFuGAdtbA/bKsP8AL3rRbTQMCA002mi4NaMkWWOVKpUp1ZADcyKTM4MxMIY3fuOdjhc34iUrs6RSL0pooWPFZJKMeN+779xzfuc3LC0t9Xu9dq/PGfcExjrGmZJR3On0ur26qpVS2pjj4+PQj1prZ7M5IISixBG9I0QQUgaXCOd8Ps9LIgTK0mR1uKaeTY5H4/v3744n426nK0QSdsW9Xu/4eGStXVlZ8aUZDgZa69F4vDIcrqytjkajg6Oj/qAvIqWUMtoCQJ7nYeEcbCoW6Nj+/n5VVcYCIqpIxEmK5MC5nf09sraZz/PRxDq7pNj5hAauoqqMGbgo0Ummsk7p0SA4dB4deh/sBPI8D6uA4BoaPhRE5BhoTLcP9R/88M33rj/0LBFpn9usmeillY18fiSYEWlvPBm3en0grJvy0aMH+fSpYS+7sL5+9/a2yRsvmUdrihycc95ro2UcgbcJI62JHJAFoSFjIGczKPNLg8Ezzz291EoGSZKPRu/8/u8uJdmZFp+WuZ0c1+NjXF6PEukpxqbyTnMpUKANqR5/s8I5fC1ilJ/kQSzupgX8ETCpcB8t6DYLZw4uOfdAnDEuiXNgAgjJ+ZhzoSSzxlQ5AxcprBuDyjqlpYCalcZPc1ufOT888/zz7/zFD0bH426vU+al1iYYjbRaWdM0nCshsK7r8E2l5Dc+/FAqFWi3h4eHAOidA0QSFYsMT6QBUzcuxVYklPekECIVzco66UXD4TAs5KNIVVUlhEAMGPFJyqsj75+waybnHDBnHUOm0uTx4ejhwwPjfdbOsm4nbQ+eu/ZS0h7cvrt999bt3Z29Bw92s97S5tmzZzbOMMaqsuxEyQkkDV5JmSQxF4I88w6TNLG2sdYaXUshEFkrzlpJSuQZBwlkidB7JPKOuJSzeY4AnAEDOA2sOrHlN8aERxR6x9N3ENI0PfH9IwoQ86LIT6fTqqqEAK1L5+ng8eNa2yuXzr/ywmfjOFoe9LxtynkDzkxp1u11zp1b+/a3/+j99965evWZ4aCftdMkiUM6QBKnSnBkDFzY/RAE2p6n4Ndnna2LaSg+gVQS1n1Batjr9eI4di6qqpoIhYjKsogymRplnHGekRfg/XQ0+m/+6/8u8/wH3/rWNJ+VRTXXtUIbCeCMOceAETS5ropCRjpq9+N0tduO9w4/uP7uRm289QgkAKdVFc4zIvoTcM8xYsBpYdTnwNWmRkbICNCjI7QkiJMnxpiIBHEl0/ZTV68V2o+OxtdeePXmjZv3Hu195qWfuf3o8bhokDHtDBPMGnt0dJRlrV6nNzo+6rQzsH7/0W6v3x2kab/fb5rm6aefDpSNT2tTUImmqmqjd3Z2yDolpc3nzjkmgs0wb2nQ81lVTJkxTOI813GkyFhwlnnwznqEhw8eDIfD2zc/aiepJ3AE1jrGGFdKEEzzag14VWlTNsw44X0vTV1dWwDjnbXOOgcAk0P4WIRzkvsa5C8nLuvE0POT30IgZwwgeOeLotzb3TFNU9c15bkz2lnDyHMpGENwhnkShAJRIFPIjPZY1JWbFXUt49bxbGZN0+gKwNSTGWOQxUkWp4Kwzouw6XHeeSBPhIDImWAcLUkpUcqmroATZ4wjI3KASIgeyaFXCICEJAjQAjTOWwIhJc3KbtRa6/VbXHAEIkJixnilFIFBAkBntC50U42mkeKFbXgUD1eHXFKlq0jrpbTNOv1HDVhAiNUi6Tp0AkFqEcfxYDBIkiSkFQRoODQP4VpfMPsCwntiFA/gyNd1Hei/1tonzNv+gUx9RIQMw13LBTqyp9cJncQPsgDJQCB8fpq8twAmP3Zdd84hOGCWNFruuS90LayMeZx0WpwJyZk+enScH5WRYJ7J0jDGtKSCWeb0soZlB/PH1iIQZ56BR/TWZmlm68Zb58kxQOP0pNaT8Xh3ZycQdUNJjeO43++fP3/+zJkzURRZa3d3dw8ODsqyDHKpT1McFxHPVVUhYpZlYYEQkNefhj/Pf6xf+CSLNYy+5H+KaMPH5HkEAPTko1g6S4HPppRw4FUSTecz4JikaW0azjmTfF7mQohA1gdPUohgNPojDdZJzCBgKGgowuQXeIOnviGAAMCQAbPWloWJtI2zjMfMojHWliihvYRRh4iV6HWqfDfzcUSIHFDUjWq0KOb1bDI6PDo8GOWmNswDgATkDtD5RuvSNDNTl1anDtM0HQwG3W43SZJAXRsOh1tbW0tLS8EtaqEZq+t6MplsbGzMZrNHjx49fvzYWpskCXSUk+RMTbZi4ByDkuxjq22j44bQiR66ljMpAFoDZIpUjtpg14fqmaeh3fWgWoAFx2G/997bb79XVcuDweWLlxLRSaK42+5ubV16+PABnfSd3lozm80Q8aWXXtrc3Dx/fjOJW96D95AvtTveIEFTaTdvIG1NI4ndjAmUszlNaqpINFo4b73RdWXL2uUWveTWAzCg0zf+NM7RGlPXtZRSBvdkgjDveTzZ1y0oLqGLIqJghWqNXxDkFihdMIBZOCUyBCLPCBSyyDNf1a3Kt1WWEvSlXO50t3hiIyFrU0vOhLLkUUmvrbPWkSHhkdGJgOckqUFa8mE7Ed5QKSWXpq5rrcv5fL63t+ec63Q6rVbr6Stby8vLZ8+ejaIIBHfOEaEjquumOxgw56MoiuJURer+/fuzo6NOp/PBBx9sbm52+j1E9M4hgBTSOBusujUBIgjOY6Uk52C91zashWztiKjdai+vrA4GvevXr09nU0Tq9XqNDg8QyrJaXl66/NxWq9V69OjRm2+/1ev1Ll68mKbpzv4+TiadbjeKojw/QmSPHj0K0tNwYsOnLPgxWGulSq211mlIk0hKzpnRZmd3l1kvvI9VtNHmfTPNvjBgAAAgAElEQVTpMCcZlXllscVkNCnrcaM1AoF1viFnF9LHPM8XbiXh40BE3uOffufmn5ibjKCl5IWnn928+Ex3sPzX3//L8cGDlqiVdF/56lfa775/49a9OI5nx8cb155FsjHDzzz7VHk4Pbh3Q3NsLfVWlpZnjE0Pjhpdr6hB5UzXkyEQDhChKzF2eG119ZmNM2uR9Plk8tH9w2ImiJaSVg+kmRSrzLOslYKf1ZVlDAk5U0A1gkBE4IhPRC/8TVDa4nI5mXBOd8jwcS7IiX/vwnk88AkXji9BwhVFsmmcJc+llK1UKEW6YYDMO1dVH11/HzmzjDhDmUYOPUe0zDLFVMyGw/75rfN6b/ru+++RMbrR7XZ7Npk6Q9PRGIVkjBlrERjnfDbPAShAg89dvWqt3d7etsaMRuNerxslICRrXE1MiCSyzFpnbNWsDfpJOwLL+4M2Y1DXJRFxgWkrDs40CAjAgzWFYCcI4CnxlXHGs6wN/MSl6d7tnZs3b+a1jVNRG/v//NbvEeCFCxeG/cGwP7x4Yevlz70UcR6Akm5/SUqpdQ3gQ6vjvdNah/JlnZEqiuPEaOmdNY0VQmhdT0djXdVZ4hPJW0kSq8hZB4TGuLIs63Ju6srYxhrLBU+SJEkSqVS/1QpNyKKdICJf14GuHFrGOI7b7fZsNvPedzodACDfHB/uMaGYt712vLqydrLrJuubygueT+s4zY6Pqna7fe7c+re//afPPPPU5cuXinKutWYMgVBw6a0jstY5QBbkLcA8WEsCJIC1lnMX0KhwioqiCJzh4CvW6XSiSIUTWzd1URZxIlUSt6NOWTZWSyXFX73+ve8f5+ubGyxR0xz+8K9fX/XubBINItlOI8YoSeLhoN3qpEwmKu12ukvt5VX90f0rV5979etfu3Hr5qTQnUhzLsLUBwDBejSAzhiMjgPGIRAZoUClhJQiUgoBtGmUkFJy7y0mmcr6r//g7b94/a/Onll//nMvbWz5mx/d2juasKj93Odeeu3115FjlMb1ZJoomee54iySjJJ4dWlQl5Wr6lmlX331VSllmqaDfp8hfhqeMeR5og6no7sP7q0vrSDizqNHURRtbm5Op1MuhRrNgbzKWkTOWmeaGhrJEMFZRM8RYxX98M03/9k//S8nx6OqKMum6bQy52iW566sUXDg7O71j1bWVodJ20V12pZ5nTvnLRHzTpBvrNHGmqCIWfj3hoAg+Ljn8c4744iCUx0Y4z1BLNFZe7B/dPz4SApMLQoGgjOSkiTzAMYaDigZj5AJziLgCGx/d78gtn7h4tPPPX80Hm8/uDsZH5OuuLWDTod7aIwz9gSgaZzzQJ5zC944a60n7RUIrBxnkMZJFAki8oDOe/KEDJ1zRhAnhgzBQ/C/qq1FwQEgZXKl3enECRjjnCMPQihPpK1B8IwxBq6sivl8hnXlQVnWcJm0sqhuitnx0VLtukI1DmLPBFJz2jOEWiqEKIpCSrm+vi6ECK7UATUOTzKIyRdPlTHG4IRqEa68KInDWRVSSCnxp5Pf8Peh62uahjsMu74T6JGCFMGeZCgjP52YPu3YweDkuTAADKOvJ+/Re++tc97ZypgCREdEURIl7fawP+iMDvOqAOMljy15A2AEAUcPxKxMs5gz1N4C+dqTt1Q3tdcGwTHOhRLAkKMIo3noDJy1LiQj13WIqFpaWmq328aYgG8tbFtP7kvOw5QffifYRYQCHfa8IR/pP7VdHyKS/wmp8T/Wn/M/eB8YaiwhQBjPMI7jqqqd81JxQN/UBsALIb23USTjWFVVFUVSCGatV0oQka5hYQrKOV9gE4uRD8ADMSAOwADo9HvBYvz33moHDtA0psoLW9QNy0SEWkkdRRZjm7QsTxxiCc5KxVXEk5QBMusF8yl3lvHEg87LyXicN3VN2jnHvFeAYJy2piY3t6b0Zl5ZANjd3Q0Mz0A5WFtbQ8QoijqdThgFF3ZSrVYr1J1wDoPCx6SkmbauYK4R6MlAA3bWOKOtrD05v4ZmlZkuIWnDyObC15FsnVnl/a5GAYSJB9Fufeb55x7cvXf/3sPbH310ZmUtTRIpojhOlobLeT4PdTLs2cqySNP0qaeeWl1d7fd7CMI5MsbqBlUSddNs3sxNafLaWHJMyYjiXpwKnkhrgyGPJUtGgzUivFGMAwL8aBIkESx6XHaKH3HGwlI04HBh1lpU5yecZvFJG+GAzAV1TQDqAKCY5wAguIiJC8l1Ufe4jCMR1c0Sxqs8adW2th5LnfY7ttWqjAeGIYOVwAP4cLaapmmMjuNYKZW1Muec8z5wMmezGZc6z/P5fK6UunTp4srKipSy3+/HcRxcWOfzWdYfIBMIMCuK6XTW7g+sp4jx8Wz28OHDN/7qjeroWEp54+bNb/7iN1999dW6rIQQp5ZHZJ3BsLD2ROR5aIg9EBHjTAmJnrzznsha2+/3t7a2dnZ25vNpq9Wqqzov5gAQx9HFixcHrV6jdUjhG41Gb731ltY6jqMwSwcGxCL5MDzqJ3nvCxNa7z0ZtNalcawEExnWs9lJq42YSdbydZu1kGHRNC6OLLHtx4/zunIIAM66hp8GiD0pol7M+QAgVZwkCXlNpm60Gc/2l/Rqj2fPPnPh9Z0b46PcKjDGbF28ePPuPe9tmsTOm6qY18ejC2tnr2xtPvzoXl7ORJPEvW4ry+DgiAHpPIe6WY+TyFT9bmttefj4cJYBbMZpz7jq+HD2eEdyt97LmPd2nlde97M0G6zQyrClOJLjiI6IEToPzjhH4BnK03HubymGiwS/xUs+WR0v/jwFG1gdxK5SylAHQnE4eURAQECAXEgmFAtraARGIAA9A1kjSma9AUVpK0vQS4TjWsu66aapdGz6eHR2Y+Pu3bta6y996UtxHP/BH/2xFEhEkZAALI4SXZWIwIA4QwCoisrpRkkZS5ElkdZ6ZTh49rOvLK+tVsY+Ph7df7RjrdlYXZ2Mj521DlySyDiOrbWcMyFFOEUL8ioRMeRCCCTPBQc6yRA+kZ0LWdf1LC8YY1eevTqaFdX2NjDFBRuN5mk73Xt89Gh7zzmH9O2lpeX14fDpp58eLvXX1tZ6vW6SxK1Wyjkwhs5ZEVAmcmCZMc6QNk1jbZMmmRBifHy8v7+vlCJXChRKqUgpImJMNI2pqsoGc2CmBOeAaK1dSG35qedqWCAg4kqvF17IwqM1z/PZbFYUxWQy8d6nMSdvkyjpdoYqipNYTSfjNI07rbYSjLyVMkLJj46OkLkXXvjce+9dv3Xro6tXn/W+FVrYqqq1NiJ0ZQyFEFEcN7pBRDo9R9oa09TGNtZp772xTZ7ngc/mvS8rRuDCgtcayIsSAEQkAGE4HLZaZnxct9NWp5X96b//7Vc++9mZbZDBlHwrjj6azjPENFIMQCgZ7eyhN1GSqZW15NzW7rRoAFkr/ae/8l91utn/9c//eX40idIEEAk/9gIQyH14S069AxFY6MVrKcNHINiSqY4KLZ/XziF76823rW5Gk9nv/f4ffv7zny8a+0d/9p3amLxsHh8cT2YTRGQMkIMp/XQ6T2M1Hft8OpnNKoGwen715ZdffuGVV4jJ3mDwYz08iTMAfPBo+9ad26PDo6cuXSYib53kQjBelRXu73sEatqF015xQ94JHq4nBngCzxC7devWpaefevN7P7CNNTF5oKSVIhcWfJ7npqyiJdaVqYszLeNUybwoPHrgYegAItrP69DoGmusNYwHu2rwp4wm5okRICIjRETJTyoMEx+TFRNyJBgI7gTW3pF3jDxDJhlIzgRiArybdDjKuVQb62eWlpZU1qrr4uFk5KxrCRkB8Eg6YwmBK2m9M85pb52H0urKGgcgUKSR1JWF2nQktm2cSumCep8ACNCjB+uDBIWQPBJD65yIpHeulcZLnR4DIEYAjJB5BEDunGUMOCPd1E1dW9O0GK+dVbEySIReSm7qGg2LRMQYbydp7G1u6kVSJWMsjhOtdZa1sywLKV8BZ1lEaj3ZCZ/QiIxz1mPIjCDinJdVKYQgoAAhOeek5P/Apr7ASucOHZnT6+YkTu0EhQFAtIwJAFoEEz9JCHwyOu8ksBYcEHfeEzHjbKHrCFgVKaZEpqJrmxdV2vrh7VsHu8ep49qB41jzWApqK9n3qmhJ8K4fy1Rw7QGBoXFUG3LGels1tTt1ECWiJEmyLGu32wsfv4AklWU5Go3yPA8+RaE0P+miFsp0MG9FxEuXLvX7/du3b49Go06nEybA/3TkfB/nI/yoyfhPTeVHAKf5ixT66RoRpOSIQSoFoXcPMr/wRofjGrpS51wcxVYbrbUkyfinh08PAAgcgOHJ1McQvXOeIxF558gZm1uz1F+6fPVqNjb6wXY9OjKV9XHLp21QLR/3LcYmEo3TjQAhZcQ4B4w4a6k48SSVYb2BWz9jcj1viuPZeDab1sW8LuoQXOokI45AJxaUQQcchpMkSQIbeTKZBLFB6BhC9QmrFe99kIuEA3yU5mVtwObS1+jBgzO+zpsSqmZe2mMrNn1xGcsV4EaTQprK1GdJ/+IF10pARNIAb4C15KDX/cbXv35j/eb2w0cf3bzpvV9bX0mS5MyZDRWprJUFxl24iV988YUrV57q9QZZltWVqWttjClJc6RWHPPY7R4c7ew9FoMIIog5X47iSGUt5ktA9J6c89YJQMGF95IDC5fVguEZjt/HG4xTXt/ClCisPha315PO+M458rhYDS0g7YBnBygHESUy8p47Qu3AGT8rl2SqtBXOrmCczJo2IBlbzytXNbLbka22b1yEPFZcUIPYGPC9Xosx5oGCEWulm6A3CMdSSoncnDu3EUQ7gWKKiP1+P9i1B0LTdDbnUnAuth89eri9019aaYxFIW/duf0v/+W/2tvdUUbP53MEEIJvbm6eO3eOS7G7uxtkisF8K0rbACQYT+KknWXTKEICRgwcOOe9o5B26L09d+7chQsX7t+/e/PmzShSRJRlqTE2yzIlVVEUg8HgpRdfun33zu7ubmNNmqZLy8vT6XQ0Goc0jQBGhMcYtLWB6xJ6XGQULF7quuYcrVTCWymlQA6A3W53bSCeWYm32mvHdx6D9nmn+0ibD+7dmZQNAABnztRSyDDMfJxJ8EQ2IxF5y8scASCWMFxt7R/u4j196+4PB9mwl4ov/syXv/edN/7kz/9suLyaZVme54N2y2o9n4xxOq5b7YtnN776hS+8ffvOkdaJklEUAQdnzPTgcDlOfumLX1wRfLmTPnvp4r/5jd/xeRHN5tVsGtlmKZJSctBlmiZnnj7fS7OYvGZiGkVlUWgvVLsrmHDIiUnvvXfIpEByT3qe/Vhd3wJgXmj54JQ6eJLXJ0R4qgtWbWAoPdmUnMgTRNRut/VoTIBRFIlKgDYIXvGoYyNEBtYLxlKvSBeOXCoVGGZnTWErJrKVleXNc+ce7ewM+4OiLL7x9a89+9xzv/mbv310fKStieNYBoCcB30ERZK99+773W6biNpZNp1O+73e//Q//m8vvPySJl80+f2dnd3dR5cvnLt968a//fX/25aFSqK6qQLUBeCl5NYGZXVIXg1oLD99VkCeglXbfF6g4M67vChaWdbpp+1ON+1Mi6riKu5mHetcYz3nMlJJPp0/3N55cOfe63/910CklGy3s063k2VpmiZZ1up0siRJsrQ97C0tDftpGkVKDJeXOCB5r6QKShClFNNA4J1umrqez+eMy6BAs9Y68t4b7zzjwftAh8ocuEKMscDGZ4wd7uwEh6SwWAsOXqHKDQaDtbW1SxfOcGYBoGmMNsYDdLO0rEokxxBro50xGoper7OxcWZlZeXLX/7SO++884UvfGEwGAAxJeM0oUgwJBcQE+NdWVbGmNBGM865FKhZKEELh7DRaDSfzwP19JRdYtrtjuWAjHe6Xe3KutFVVQmulgfDVjrYOLNxND9879b7yVJnVBVFLNLN8w8/uPm4rGPHiQBL6kXIndbTsR03ce5uHxybSL5z88Zr33vjxVdf/Nmf++of/tbv+oDshI/Ax5GqH4tXOeeOucBhtFYHJ8E0SbrdbqfTBoCmrqPO4Ol29733PgTnH+7s/7vf+O0//+7r5y9s/et/+++YUMa62byofRlL6chXVdPtJZ9/7vlERTsPH/6jL31ZSXnn9u1f+s9//uWXX8663dp4752zlvFPKnoseUA+zee9waCum4ODg4iLNE7u378/Ho+99y8oWeumHo/muoq6bZUlta6ns5mpDQPknFdVZdF+eOOjbqdz8fJT9+/ea6xhyGQUZd1OkmXW+e6E0iSVDiPiuq5SECpJ86poqoYYSiWQ4XA4DCThpmmMs3S66FtELXMiQRSAb0RgLPjewanpBggp25wsEnFmBKID7YgcCQTOQHEmGY80YN4kUjbIjg8OTRwfTsemKhCxnbY2uh2qq8Y5j0DeWaO1MZZ87awBqj04ATLiMmtNjTXGoYd8Xi63fNIakvOEyIALZIDOIfjTKTv8/Nr5NGqZvBosLy/3Bq4qORIy9ETeWgQeWBTG6Hw+b+pKcMad9dYKIXb39tsPH/R6LSnQGxNxzoVqReDmk6qq6roOM0LoqYImItgahTiccJ2FfWDouBZgcQCeAmqjIhWI7uHTLZUMuz7O/+Hs+k6jrjGwHJ2HsN87JfvRj/A5EZ3TAV4McH34u4iIhEEBzJEzYIn3iN4KBoIkWmZ91kjpLZlmBKKM48lqO09Ye7n3+eHg5tvXm8ls69zZ8Xg8z2dFXXWG2bG1TRQ555RQzLmYSCnZOA+pco4rpeq6FlE0Kwop5dbWlvf+5s2bt27dklKeP3/+6tWrs9ns2rVr3/72t9M07Xa7QRQRGF+LwOujo6P9vf12L5tMJrPJ1BgjGH/u2aubZ8/dunVrOp3meT4ajZjgT/qwW2s/sf9FIoYQYD/vPROcc2Gtc+A8euCAkhnyDsEhOCJkTHFRVzUnBO8RUCBjljSjnzSV/eSz9ckk9Ce4rJ8w2zzh8RIEX7kwAId22SM0RkdRZOuSnJOcOe/Ch9MGIS6wTwEH/lMYtvsJtp9efvoF4kkMO3AukkSQ0QIAnA2vnC+W6d6RdxzAo+eCGEcA6z0Y407RmpO/AQCIPIiHGXhAj4w4Q08GCefzAjyptEeikz71GdDyYOn8vdu38mIkFEuilkpTFUdcJc6DsIjOsdymREpJ771j4GPOmGqJdF0kNOjP8ymhrari/vb9vb3dqqqKeY4eWsBSL4QBLRtLHiU3QNabipzR1fzhnZu794UQwrGEKaVUlmXLy8tCiDABhqoUsKiVaqB1M/WmEsZaba21ldFlo405JndX+uPGx1YgsDZ668yc4mzpmbp7+YD3YmCpNBGUCFGUpIOVpedjlXZaDx8+7CxlnWGr1Wr1+v2s3VYyDo0monjq8tX19dXzm+cZB+8940ab4vHBNmxPoJ8UvWjGau+S2cP9Pq3Ylc6E+cfdKllt6qqJYZjZqKNFVGntdBOJSczbHdaOPHCIPIakoUUfvBjsg/OYFCE91oc9J2OsaZqiKE7FbCc4jjn1ZAoIcYj1W9D3TyS7nYycjQTTTZHG/PjhbtqzLC+wOuZMC8AkVyKLx1UeJ5sTYnmlI5KJioq87q8P88kuj0QvSh/t7gJiUWltffCcXO4Orl27yoPhW5Iu5pbeYLCyshI0nJ1OJ7B2tWfjvX1dNaae5ZOZq2tsmhigJ/l6K3XjQ5hPkpTFHVFV+ujRvZ1bN54+d85qk8lkVtetrDMtCy6kMY2S0qNP27FMlJcMHFnJtLGN1oLxGIVCMW9q2Y6TLLl89ZlpPd/f23PkGbhqVn3rt37j+WeeP3/+fEtGe6MRq82ltU1grN3tqTR96/C6a4gpyquJrcpua5iofumcJWoNWpw5XxhXNS0Oxy2jTLacR7GGSrtjmJg1B8JuMfbPuhuXK4WHj0klBru94dr6pWv3CP/fP//jfVsbAs6ZtBQTs6FoEPEAHQb/NMas1hxRSFmZ2kKjBNPWzY4KZSF/cOQctM44T/S1X/ov/uT7b7tH87IAlzHWVnWRm0e7S0Z9sbva2zcxO/j8UvYLg2vXHxxuz82D/fmxg76AL3a7/2TzfLp3+70HH90XUeulr54b35CeenEqgHgMgzNLUb8j2lnaaSsR7W7vrLm07eXxKI/m5XLSNVVTMMVk5lPWuNIxTdAoiHyAIgL5BehkSCAIF+4JnOrRExEHckGeQ4Izay15wzkHAu+91nVdl3WdSCk5xyiS3nsi570F8NC4TMiZqbQxUcLqNIqW10xe99BiVfQ5c6lljCluUhFlxqqKvCXZTXfGxoj2vclRNCnevPfB6uaZlWfOzaZHG2m331/+xte++uaNd+eP2OGtBwqF95oDhJ02IVlrG9OYSNZ1HUVRv9O58f77/8f/+b//z//L/3rl2Wc6w+Fmwp9+9lI/Svq91r//N7/ezmKv61YUofOIFgUnQEQe3JQFcEQA7bx3Vp5UeK11rZsw8drCOvJZlqWtWE8PL28sn1/pjcfjo6Oj8XjSNI2dTVQcc847BCIS1G1XVeWBGGNFM5/uTYwxHsADOAMAoAQny0UkVBJ3eu3+sH/pwoVhu/P85cv3bt4ShNJ5LbO6ri1TnsDWhbXWO9fMx0ZrwTC0QVY3oS5JFHVdxzxiyE9ELtYhIpfJfF4X+Z4nIyUkceS8nk5HW+fPffnLP5MkSZ7POQttpzqJsPPdUK9Cf++9n8/nJ24f6P7xz31Ncnrtu3/+c//4P4sToW3FJKlEgsMQeCOAT6dT773iqpUmARprd7tN08SxCBZiAK00jbe3d5xzSsZE9Pjx48PD8dXnnhv2B0U+bUXgZ9rk1c17O0zGMm4tr6yVcPyVp86//96Np596rng8nlbOccEUzqdTD6py2Hh2KKX3Zez5pmifixLqD/ce7xSz49df+86Nd94uJ+VSNICUqko78taT9sSVYknskak4dQBRFHvvWwoDE14IJZQkQEA2r8ytex94Y1944YXz55Z+53d+pzEF50w7PZ6aWZ7v7O112+0HD7atdZyD9MIUWpykfabei95wzXj24le+9tJLL3344YfHR/vf/+DOzu53p9P8137tv7/89LMY0qROGG1E6DzJyhAT6frZ4cpw6d4HH4Ku58YNsizWdnJ8rFez7rAz3X98fDxaSWNXCZFEtYNJlTugrUtbt259tCGyuqzn0/mzz139ma9/9S//8i8Hw+HPfOmLd+7d3d3b63a7U6qta5rxtC4L29SSs04Sp8ppT2QNVppz3jbjcLQCBrTgQSxMKBgAZ+CcCd5eQJ5JHnKvKAza3nmpPAAQegcepZfR/rQB7hVjijFP3kooXEmAblrkRw8urbRevHr5//uTP+tHqiiqw0oDyZk1Af44BV45IQuJghGXEqWZaasrAgSuQOCxZeXxfKU3WOp27WSGxia8LRLTzBrtuUoy1evdf7yr09RZvyqiS0vrWW3ACSsijoyjRTCMaiEAwDd1Pm/GmryUqiAUvOXn5oyW09+/M0+jay+98vrt177y0hYcjM4d7Ph8wnUzMuT6WdXKpEx8U8fOdyKlhMwb7YWUVosT/1uHRLFS1lpd12WeD4fDsiyFkiAZMKyNt9YpJZXKnHNGe4bCe+L8H5qbC8FJ9jrBx2Hcn04COJ0WGMAnJ4pPr/4WqvRwLE7hSRawasZl2mp5pZixGxsbBwSj2fTw+Ohnf+5nJ/mMSw4C33+wk2XZdDrVpWGMlVUVukChZFVV7U4nbWdnzp2bz+dvvfVWVZbI2NmzZy9fvry5uXn//v3V1dWiKM6cOcM5z7IsMDlDMx2m9kDvlEKOjo+dcw8fPvzwww/n8/l3v/vduq5fffXVs2fP7u7ubm5uMsHDS2iaZjKZBGODBe8oPKBwwZySgJG8985zAk6Ansg6kvJErs5ZIGkjosPTcE0WFqt/r6zOH0lZ+NHB8sn/9XdUNn5isHwSiv6bBz//Y4WF/0FfCwXFp3+MJ9ANAyQ/ZiZTYPhAWZRp2vIOgh+Fdw6ZQsTG6NpoBqDBS2OkdkJqIZV33nnHGeeCee+EFIjABYuY4pwhYxGP6v6QcXDeXjxz7vHjx0VRHh0ejsfT+WSe56Xve6oqsoZx5IieIsYZQ2Seccc4IQI0ppnP59vb23fu3ImiqNVqCSHSNA3GRa1WSyaJd9Z677y3xhtj6qK0Ze2d98YCggUyyCqiyjnGeZS0+v2B5LJujPazKp8vCWGlXexONzY2kiQJBiRhYaWUEiyECPsgOOx0sjRNPdn5fD6ZTPb29m7dujW6f9zbXFm6eFZKmSRx4F5aa50EQMaE4BHZFm8kMkeWIyCDE6cyAZ6FdNgn/VYXnIqA+sJp+qKDkDroQ8DAk8hLQKy0NsEqPdgbhlZpkekXcDtdmzRWYDRYZ2tdzQpfNcpaiQyRETAtcWbqBsE2jSMCREBwziqlynl+44MPLPPLn301y7JG67NLKxtnz4fnRs5yxiVn2rl2lgFAu91eWV6ZTqfHR0dseRkR7x8f13W9trYWqyjIhsm6KIqChXqn0wnqmpWVlfl8LoQTQjSNCQWzKIq03VZKcWMQkZ+kj+CTYjAuuHPWOeed45wrqThnzjupIgIYTSZc8s1z571zB3u7jAshHXm8f+fuzoOHKytrT1+6POwNGWPIhXZ0697duqoiFcmYcRZRQ/PZnGGlWpkjY/OKed0SuNLvUK2LpkbflIoaLwGoxTDJ3ZXVzitLq2dmzjudRkI6SphoDwY2Undv3KpM3XiLCFLKiIEk5hY8kSeqR8hyCGaeyBg6Yz2sLg2Weq3ZeALeX7584dz5ra1Ll/74T//0i1/+yvW/ut4wkkIR9yptbV25euXCs8ss0oeHxKhxjUb2ys9+/XmR/cG//nVVpczTuaVlZnR+dPiVl188PB6//+b30rS1stR5ZuNswpg3TdxujU15MB2df/bpuMSbmmEAACAASURBVNs7nE2sRhF1zy9dukEOE1GDIR5Z64EIAZiH4LfyZJjNJ8TkiwiHhZNhQFjAniyrA2AfNnsLm3tEXACX4TetDYYjnnMuTtw+MYqiRgrOAaxwQFywylpP3gBNdZUxLxXX4KzXknuma1/mvHZLnV4cx65yH925Yyst1peyTpscASASFWUTlETWunCrp7HSWgOeqCSklG+89pf/w3/7axeffebFV7/wK7/6q1vnN+8/uveHv/e7j/f2zi0PiMA6J6QAwrrSnkhIJYUk74MsCJwHIudYgGXDZsx6F5CvJE2yrD0ajW7evn3mzOqv/MqvDgfD2Wy+v78/nU6Pjo6n01lV1ePxuKqqx5OJs1Zr7Z1TXEgpu91up9OJ4ngynyJiv9VHx2bF3IBHjgf7e7fe/zCV/A+AC+dW+4OmqiGmwGcOTCjnnG4aAJBCArlQbUKiFyIyJoKQWGvdNFrwE5yOC6ybOlZSKq51VVdlf9B58cUXl4d9a12eF+SJgvGsMSFyJsBVgb3pvddaDwYDdroTS5LkG9/4xm/99m9fv3795Zdfzoui3WkXRRFLEZyWgtQ5HJ7gWBjO4UngWNPUdS2EIqLBYLC9vV0WddjYp2l6fHzMEIf9rnc6iuMzrY3BYMU4yKsmpJK2261WK9NaI2Pj8aiq6yiOc0DjPQAnIGMcZwiegl4my7I4irVg+3v7D27fzfdHUknP/HCYWecr3ZSNyau6KWoUUllvieq68d7PXW3JO++FUDJSraztPLXbHe/9vXv3Lly4sP3aaw8fPrTGiCjmnAvGsyyzxkRR1GolZVleuXJlNi13dh4JIa21VVW8//57t2/fElK89/67V65cqaqyKvOtC5du37k7Hk//yc9/88rV5z7N8BQITGCv1yun06IouoP+3r17WqqlQX/rqcu3yY/HR1LFWxcugYhnebW2tCKiuEzK44PHnXbb5uWXXnx5+8Pb2tm03bpx66O8qT5z7dramfVz5zdXN85MJpNbd24/vH9rUsycM0v9vkikrsoGnGNkOREgOQ/e+mApynmSps45ClxoQM4ZADrnIHgwnFqaERAy5ilwackRARBywQEcEAVqKELWbjkAENwTWe+9MWg9j6M4Tb0Rt+7c2R+NR+ORSlLrXGNNVdYa3Sc8FEK5S5IkFChn7cftHCEhOE/zPOdadyQHpEmRe1O0ZKufZob4dDY3RZl2Eu/0oN2TDEF7BsA8kTMOtGIkJYB1ZZXPZ1N0PubMGYPeO2okF1mazEwzG5dv/eAHG2trZ8+evbV7UBRFlrbaDBukCpnzoJu6I5Vw1lhjnUWlut2umU8DCBes0RhjXIi6rrMksc51e728KATnQkjvKRYS4ERxEyeBuQ0/lsrxH+nUd7pXOZn6PBFD8bdslp4cBuhHlWALgj5jzINbbEvx1N1u8We995YgSTPJeZyl6+fP6bq6c+tWY80Htz46mhw/95nP9Dv98xekc246mznvkTFgKKV05CMVRUTXPv+53b39v3jtNWttHMda68989rOvvPLK1tZWnudRFH3ve9+bzWbBaC7orU+5JSc0sEDzVVI++8yze3t7L7/8clmWZ86cWV5e3t7efuONN37xF3/Re/+tb32r1ifm7+12+/Llyy+++GK73W6aJs/z+/fv379/vyoLeaqyCFeyFCKJIskFOQ/aoragFAERAhMcpQjXePjgIQIxCOrrv4dAhSd7kSf3fk/2JUEwfOIT5f0TU+Hfaer7xAn5m394/6mf7SdPgfQ3ABN/62s2QA4CogxI5J0n7wFRkedNU0/LZvmcLMri0cMH2w8ezefTsi4IDVXARSxULtWJTiOcBGPrIDAL1k+cc2SUqEhkvG4UgOcc1/vLW2vn60ofHR0fHBwdHhxPp/Pd8lBMp/lsTs4zAPTEADmB5CKSnCNzHL1ggXUQJpxAFoqiKNDQ2+12OugyQG2Ndd4YYxrjGw8NcUfKAgAa9DPFeoJrISKOqGIpW1a7alzM9Why9856HNl2K8uyNE0Z8l63n7XaxhiGnDwkaSKlZMi9A2ttu93udrtBoxVELLdv375//96NGzeaw1rH1N5YTtM0brOy3THBqo4x4oxFkRJq2iLBPSfPnETPlIziqCVUHAz7GD7xHp9Sx/kpYcKfds9cikUHHN6CxVov/CI0GcHPKbSMIfAtEDnCtdTiEXfQVHVLyogzoxuqamc0EpbeI0LeUofF3JI2dWmbClWLSabLGshM8snk4Djpta5cudIfDj0Rk5HzeHBwIISQkZqMjzbPbjx16dK8rIOP33Qyef/997Msy2fzt99++5VXXrly5Uqe5wtWzmk4spvP50tLS3Vd9zqdtbW1e/fucQ5RFMVx7D0IIYLASZxmwRORs3ahI1h8ivE0QALgpBo31kslqrp+8OhhYLsJLr0DL0hK5bRhnqq82CnvS8Ctra2V5TP7h4f37t3b299jDIicqUwra8lENWCrxsynk/agXZeNAqMsnFta+uy1p8pq/AdvvnsoihIlFOZiwr/aXn5V9ZZznBUzUvLs0upzGyvdbOWje48fTrfv7+3XZA14JpgQUgAozxp04RpaCAgDNTewoJ1zjjxjOOh1v/aPvnhx89zR0SF5v7W1tX9weP2DD5VKV9ZW2+0HTTU1zqdJks+L195897nexvLqWer0aoSG9HFd8E568ern+n+4rh/d6Q+6m72ePNhf72XPn1vfT2TOonRDdlQcC+HKyugSG9o/3Hs0G/UeLBsG12++v7m0vv7c1e7PfmP6O7/nuCtsLeIWOXDOknWIFCFfuOd/go355H+GNdHpZXTqangSEsUWnM/FYwkp7XVdfyI19+SJMRRC1EBSqbnTIDgqhpJxrkA3cdRK05ZrSgLU1rgYVILLWZQ2pZ2MEu12b96Je53nLz51+HCPrP3+W28d+aaqqpWV1Tg3Om7CEG6sV5Jn7bQoitXV1X6/f3x8PJpMAMCTf7j9KK+qu7fv/PzPfSPh+K/+xb/4/huvK8aPDg9TISCWwgqpYgDOkANJo4EzzhkBcEK7iL9bmBunSRJ63ODr66w9PNz98ObDCxc2f+EXvtnrdzzZjY2NOI6TJLXWHhwcHB8fz8pmb29v7/H+9vb2dD4vy3I2nowOjhxAmsbLy8vLg347yZiSZ85tLK+uKCXfefut+zdvmqLSeY7khv3eqB4vEkoWNHvG0GrT1CfzXvgIW3uiJQ7o0pOmnZPJ8dLSUq/bnkzGja4lFy+88MJTT130xhRlwRiLFPfeBfhmUc1CBQsf+YV5YOC9l1W1urr6/PPPf+e7f7G+vj5cGh4dHXWzVrgmFprPgIV578Pgt+jLwzeSEqWUZVkzxsqiDNYyKk6MMbP5fGnYF3hCLUmXumVtDMxUHK2trR0dHaWt+Mtf/vKwM3jntb8iBCGlB/DGesEAhfcUc4ngZnleVZWUMomiozp/cPdeHEVJHJHxMhJxko5n01qbwNrRWkvGvffGGiLw3pNrwplnTIAn3TTzeW6NXVpeefz48fd++APNqCrKJE4QUTcNV6yu6ziKwssUjG+dv3A8muzsPEySSIhWksYAMJtNWqLVNPWjR9sbG+vbD4+Gg+V+v8e5FFJa44Tgn4KMiTOMlLRKJWmaCN5rX8vi6MP33nv7+juXti6m0K0bD0XTyXoqhdX+soqjQaeLjV5eHl773GdXVlZmL7z0m7/5m/uPHy8tLze6+eE7b56bbNa2uXT58oXLW0try//opS8/ePDg+9/76+PJZDYexUrpcSEQBEfOToh1KVeBxtJoLaXkTASEyAd8kjEARgzAe2AMED15xNP57NS8wQJ5QiIw3jkgj4wYC21eYNIKxmUijSdUIo3b07revX3LEljGmsYo8pWp+I/aIobuMYqikJZkrSXvARgL7tzIENEB5GXhdS3bnYhDw2hJJZlKemla1O5wPIGmiW2kjVvr9CLg6J0ABLBAJBAkA0E0m02qMtdlwZUUDMlZroRuLBClScRUK3KmqurNZ9Z9rW2jBWOcIGOy4s4QgPfOQ+NqhkCKC84N0GQ+o6IIjZyUsqyq6XQaHG77/X5VVWfOnDk4PEjSVKlYa5PEaV1rImeMqZukqirvCcAvBIH/YHR9C0sPf2KgjD9xcsW/9evJf3ax9AstCyISYyqKpFQqiZeWl8v5bDKbgneHo1FjmrffvS6kiLqDsixDaDURhb4njuO9vb1r165tbW39+be/E75XXddPPf30Zz7zmYsXL25vb/d6vXa7/c1vfjNoNMfj8Ww2C3aIgS8RymIo6N77N9544+tf//r169evXr368OHD9fX1Tqezvb2NiL/8y7/81ltvfXDjw+AFenh4uLe399prr2VZtrm5ub6+/swzz3zhC1+o6+r4+GgyGu/s7IxGI900zlhvrELOHAnG23E6O0VEFpZ0cOoOQQiOAf0dpr6fwrrvE7u+07fvCarl333UXAx+J0KsT0VX/jScjj7tjf7jdowWwAN6gOAVAdZ6IKZUNJsWeV5azp1zDx5tP3zweHQ0ds42urZYkwFgDReGi1pJDPeuEMLYJGhsAmHmxPMXlOcCBCdPKGScxtLFKvbIpYxaaauf5wXOW8nx8eRoZLVh1oP3nEgiz6I4jmIOODPVTJch+S2U+DDnLKzbm6ahYi4YdzZojMk4Ig/gETxyjwwRhbRK1gwqcIpzHqcyijwqsFROZvc+unNozPDZS2FpFnqCheVA+IWUEogxPMFuFvKhsioePHjw7rvv7u7uzOfzbqvLGPNWeys4Ms6ZtqYxaKW0gKgEI24laGZjyZmSzAsvFOcSkYecxoWoE580EzotF0gnlh7WucWKY5HUt4gJfdLSMDylADMF1Ck001rrmEsHTjGeRIp7L7hKsjarKwR0nBvGDm09IoPeIqOmriIZFVUuLTFwTVmBdalQFy9e9ADWudq4Ruv/n7r3irU0u+781trpiyfdWPfeyl1dzc5sdlOUOKIomhKnobFm7IEfHOQXAx4DhmR4IMCAMQ9+1IsDDAOyBxZsQQYsW5DM0YCmJY8YesTQ3WSzQ3XuirfCTeee+MWdlh/2uaeLVc0RhZEMsFAo3Er3nPN9+9t7hf/6/eM4juPYWzOdTpu11TAdHjxC67r++te/fnR0ZIz54IMPfvu3f/vZZ591znU6nXeuXuWc0wJBZcuyDNeZcz4YDJbxWbjmo9Fo0dDjbFlK886Fyf0HtllEZJyFgWfPGOPASDRNczwceXJraytAAZNDCNBaI+NMxWld1/t373FkVpvdO/fu7t1lUsVSEDmrTVXUWcRiFTHGbF2Rc2h1zMBpzZv2hUuXn9jutdPxV9/d9cycG4gn0/5n+isXWq+L47VBlm2vX9xYSer27o3dWaE9F4VuvAgQAR66Wt57PLml9yexoU4XaEaM0fr6yrkzpzt5p67r9fWNp59+ejabff8HP9o/Oj577vz3X3l1NB7lGyszqqfzsp5X7bT+2l9+p3z0yb6KpESRyJ1HL8TbW0e6rcllScqMSQGq4XDz0mY7OkicPbW1MnVTrKuGiLxTmYpXOyuJf+7xL8bb2++/8Sbp9u7wcK8tz631arAIjkspJNPOO/LOWs5JoDBAf61N7OPY7L6z9f6j835YyFLWFaSwgUgcTGg4ZyCZdQ5iJUCpWDLiieBZf5Bnma04d15XJSZMSexIjAl0UTx24eJTX/r8H3/jzy5/6rHHLjz6/pV3r9y6cWxr7/xgsJorqEd6SdsPefj58+dDy3o2mxlj0jSNEYpZOTsek7E/fPmV6XT0o1d+oKtyY2OtmU+l4NOqYIzFynWyHgNuWyNE0N9xIqfJGduGrlpoeS1SHWTIwDiPBCv9wfb2qTSdvP32W8Ph8Mtf/vKlS49qbTjnxmhr7crK4NSpzdZ4+9STRVXu7e0dHBzMy2I6nY5n0+FweHh4ODo6HO8fkgXt9eb21sWLF89fPPfYIxcfPbOTonjztdffePUHiVKhXhyKUCEHS+I4VL5C5SXcKaVixhajmEtDsLCMpZQbm31j2slk5Jw9f/78xtoqeTo6OiZrggq9Kg2RTZKk0+kYw8uy5BwZk8EBLGzFzjkhmPdOSiUsa3X95FOPf/DR+3/6p1/9zd/6zelsonVrA1t4aSQdx2HDZIyFZmyYDghnCucCETudzubmpncH3vs8z+mkuz6dTVf7fcRICMGi1FfjtjFcVFzypmkefezyb/zGf/DnX/vzN777/aZpAmPKhZYlQDhhAZjzvjVaxlE3z5JKt3U1GY+3VzaNbnOhrHPeA2MMmZCRQ2N4uNNuUXI2xi/ZXYyxuqrrur63d1TVjVJqPp/P21qpSEqptSZPYaPY3NggIu98MFteXV2Josg668lhA3VdDgaDJInLcl4UM+c2XnzxRYbizt17da2JSEj+8FOLBAzAORfIERxyjnjr6tWD8cg6tzc6OtMbAONFo1Go02e21zdOxXGMSBd2dq5cefPlb720vr729Bc+/5u/9Vvvv//+t7/97Tt794QQBwcH9+7d++Frrz3z6WeffvppDbR5Zuvvbf+b0/H4tR/+YHhwoBIJYMF5crY11lunyyYgwYRS7uTm+pMdABE9kLEuwBUJFwNpC2+Mkz3GEPOLLygkhAGe5oABIjHmCBigIaebloRptNHkuZCtMYYMI8G4+DFP3dAlO4mom6ax1gIhR3D34R8JwXO05AvTkBCykw4iQcaTdRzRGh0hs00bCczjZBFMevLeMgTGEcA1TV0UM+cc54ydnI/WWsGAcyTvFEOQIkvSU2uro+FhOS+UjC36XKkaqHBkrEPk1hhNvnZISaItzZp5QotQIbjRTCYzY5xzjjHRNI0Qw9FokhsjRG201amp65ZzLMuy1bHWmnP2t0G++P8j61soqvyDncqHBCqhjhBcN+7/ItARl8XmHwvKlynfIvMBcoiNFLmK01hunN7mSt67e3dmmtW1wWgylmkyGo8RIM0ywbkxxnnPOZ8XxWBlZWdn5/bt2+PJhDHW7/efffbZ8+fPG2M++uijbrc7n88DISNU/TudzurqalBDLYupYbnUdd02baTU3t5e2A0vXrz4ta997erVqzs7O4PBwBizuroadpCl9gwR67p+77333n/vveAYkWVplqVxFA/6g7NnzkguyDnbGgbQyTt5nDJPVJsYeMaVB+09IGPaO/Qn3S2CnyZI+GkSsL8ys/oJw34/0V7vp0zVHu71MfyrdKEPcZI/6QPiX3kFHqijf4IKlHtcKMi8c+Q8EXECPpnVh4dj53xnbVA15dvvvWNahkpWs6K1rUfjgQAtagLUHBc8Q865CvXXKFInmRIXwvPIAAfyUrCIKXKeM0aSRb20H6m429HWZc1gOhpPx2MyjjtCAuZBCZGnWawi59xoPtndvzOZTKqqChN99/eFQueqnEyUirwn58B5sIQGUXtP3qL3SiovRB3HFdLENcRZHskGGUe01nlDVruj4+HwA5skSbfbTdN0bW0tfLFs2nPOyaM50VmFFDSAcIPiaGVlEEVR6tNW+mg145yJyhVxPJ/UbWNTCRbRSoVCKal58EmXEgwZz8rWQN0CIDBO7JOwaUul37IMQRBkbEFEujCuRQy8hxBgBXBLOAyWnE9rbQh6jDGxkkQcwc3mha3LUTFX3lJVK2u85P0kOXP27JmtU6dfeG7lqSf/r298+869I+4x51IAOa3reTEGKIqi2+97IqBFSjmfz8v5bP9g//T2VtM0hExICUBHR4c//OEPrdF10wDRG6//aO/vfiW4Y4X3FvS0ISNdurE9+eSTL730Uh6R1jqKorKs33vvvb/74t9zzgm+oGVywReTQ3aBXFZKMWSNrgFAMhFoeADApWDcEzDyNJtOp6Px2dPbkknTtlwpJSLSlgi4J4VseG9/fHhEjOVxrLLUISBnSFjPG2+dEFKRdOg4WiGxA8AZ9ohwMmnHu//5l7703Pq7r7714VY/P9ftnCInYt0b9FfO7bAssUeTG1dvH5V6rvIiy0zEtWMOmAcCIvDIAAE8InDOFjAP8gAopQjUHKXk+lq/LKbdLDm9fSqJ426vf/ve/o0bNyzh8z/3c2+99c7B0aibZE3dlLbuDHpqlQ9Ht753/ebVW3uDNDt9ZnvWlM0r33/s4rlOtr57cKiYyrw+0+vbNFmTvBkf5knM5uUmRxQMI+YiMZfuqDi0WRw/9ySoWL3x9s9dfhr6Perk4P2ZcxfuaG9cxaMMgSEjZKHkzkM89olJ3TKvC4/zEhWwxAYEX2A8gTAuM42lsDP0hRY2hgBCCE2OvOcchRAyjpjkaTdRJCLOoHZJlCRpzBQTFOu6wEQQd76dr/j2UQ5Rlv3yC79wazLXRf0vvvkN7tnoaHx7OGwVEoObx/MtnvJESsHzPF+mE+PxeDqdNk0TnsqmaVBE3bxjnM2i6M1XXx0OD/qddHu1x5wVcep0C4xZT63WkdSSM+8cITfetNpop2tdatNIjPiJV7IQIvhkMoaCs+lk7L3f2j519tyZlZXVqx999NWv/smXvvSlc+cuBH9X74lz7j2VRdtqDQDdLN94Yo0FPzFPyFBrXZZlNZ9ba49Hx/tHh0VVvvP66y+/9BIal0rVFIXgbDIa1dTkeR6euFC78dYaa5yxCEFtG0kZKaWSJAlLN2zX1loiH0WRUspDrasmTtTGxs7q6moSxUKKoii8sXVdG6OJtLUNAPR6vX6/n2VZCDbCbhbCa0QMwE+ttYqjqqriJPm1X/u111577Y/+6I++8Eu/lGWZj6IT9RYGjwrOBAAZaz15IYRSkSeqm1prI4QSQkRR0ul07IY/Ph4VZcGEZFwA0eHh0DtaX19zhKBN25rQPFxfX3/hhc+8+faH3/jGX+zt35VSHh4d7fRylcRN0zogjwgemtoAMcVlXTey09lYXXn/6J5H2j575td/7e+/+cMf7e3ulo12AEyoptVtq5eqIuccFx4ZCCkXRF/ntWtnswIZS+J4dXW1qqu6bSIg733btIiQJEmk1GQ8JqJYRQzRI969ezdKYi6Y9x6AGdMaY+fzKeeYZenW9qn1jdX33nvPGi+VCoRkZ93D9D7FEAC6nQ4HAPSjyWR4NLx+9Zp2FhgdzGf7Mu50u8g4IYqsE2W5c6aczfdu37p17boSfO/W7Tl+1xitVPSZ555DxLpp7ty9c3h4ODo4fO3lVz+48s7O2fNxEm2ub+i2vXu4PxkNIyUk57EUMs1yKTnnGUUhap1NZ9ZaxpngAhl67511BOQBrCfAhbO8cx4Z3p/yAUDYdcO+4QMIWnBg3C0AD5zAW+8cY5XWTWNq6zwCATkiLgQBZHne6jYcXsuQOJiihQY4LFRVoaDLAIFC75Fxx3ButAU/6Pe8tVobwa0mVuk6ieORrgbdtThO6tZyzhlqh54zZIK00UU1a9GjRABpyDvvgYExNo0iKbix1mjrEXa2NhPBb97bq+bFWtIlozvka+bNfD7TJLJcMeYAamuatoUo9kTIhbfGOwoKz16/H46heVHkeX48GkWR8t43TUMETdME66hAjjw5xH/Wsr6P9ZksEPvhga7dA78ulZw/qdHHGD6gcz1xlT1RAHPm2spZIRA5YtLNN5QsdVOY9u7du91BvyiLMI9XlqVhLI5j2zQeIAiibt66tbKy8vTTT2V5Z2dnRwjxjW98Qym1s7Ozv78f+nJZlkVR1Ov1goF7iJiTJAlOyiFM7PV6Usj5bPbII4+Ex+n3f//3b9269fjjjz/xxBN5nt++ffvOnTtKqSW4PNzsoF1emoaNRqPj42Gv15NCSMEZwXh4XM7meZavD1aaNI2jaDQvmuMJN1a0FhvDpVAE1oP3AAz+FghAf41e38OLwd03lHJ/Af6vNdrHuXjAHYT+dmCg93/nsDIffGPMMxZm+dB6cA4EV4jy3t5eU+s8z4MIodFt0wJDU+mGWNg9EYKnEAFQQ545i0RUn0B+l5AVzjlFseHIiGIlEyV1pfIk5SgQhEDME44o82x1rlTT6XHG5OL6MC5ElCSE2OhWHg9r1y6RJACQpunSEjM0kXzVWOOJCYdoGTrBfCRME6DNEEUAqUxW+oNuuiZAtbXrpA1SIoSKs50zeReB5uNDXRdF0TSN91UUlUIoRM6YCC4sjAlArG0T/E7SNDXGZFkmFX/22Wefe+45zllVVVjiQTWuoTW6NboIiDttQXunOTOCuyjqIcUAHJknr72trB/Z1tftBgAw8AzAB7c+vH/rCfUU75wPDTG/VFixMPSyBB4GVWd4HMMETii6hyxx6e7AGGud9t4z8K1z3ZX+Y88/14kEGtNP04tnds7tnD59dmd1a6uJI1xd9d/4lvcuVrHRpipL7z1zVM2K8Xi8trExnkyKuo2TPCD1O52ONXY6nT779NNRktR1XVXV9tapTp5Op0YKboy5evWj6XRSlmUIU4IiK7QKgyqsruuQ9W1sbFTTg6qqEHnbtteuXXMLspiz1gLy4HdE4Kwx3nvwlCSJkCKcuEwugFuWPJFXAGmcDHqDpizzLL104RGFeHBwgM4Bwfpgta6qonDg/KLxynxVlUUx29jess7OZyUDIQWPIwHgAdVsNoq8Ec6vx2rA2Q9e+na8lXR27/67jz7zD7pn37zyxvTgqOlQuZE+/tzT3Phb125Or+7x0ov+wEfJBOiwrlrEFiBoitjCwNcyhiFmXf4oijqKlPPu0Ucf/3f+7V//p//j//Dd73zfOXPxkUdv37n7ozffjKLkl7/85e985/tHx8eMcQLvnM/jLJbxpKhltzOd1zNbr/vkmec+M7xx9S9f+c4Pb94gA1s7l0zdeG7W0mTt0QtRe2h1EQtPRZ2plEdKpDlkMQh7rOenL12CbhdA1fM2lTnE/TevvO/j3mp/dTwpnPMSsAbPpUQgJLDeM86WpNnl5N4y9lrmbMuTJRyRgdnbtq3WBhHTOFmWTYNoOSQD4WwN6rcJwQAAIABJREFU2ZdAzrgg47z3AhlD4Aw5RxVHwpJxbUQYC+61LppaIJi6yiJpdWNMvcXSX9wcbJ+9UM+rP/uzPy04fOBuKCZdZZjgSqpGt7ppW8VqYHNrDw6HJ8+dI4BISWstYz5JEmRCcmW9q6tqdGj/+Z/88eXLFx+/fLku5v08a6ztdfvjUY0EVV03ZZ2KOIoiiGNjdWVqQ9aS9ejjLFNKBYZT8D7WTeu9j1TkjWWMvfjiV4iwrus8z8IMWxwrYywAScmbpt3fPxAYK6WyLMvz3JG31kZCht2lm2YbK6tIHpCMMQSAiHVdjUfHtmlnk+l7b739wbvvOfChmBJuTRAKOWMICIgEQyGE1mY2mweeUxTJoPtwzjDGsixjjNVNUdXjzc3NC+fOB9cKRApxk7Y2PO+haxLebRRFAU8dKtRhEq+u6ziOp9Npp9Op6zqw5QAxiqIvf/nLL7/yyu/+7u/+xr//7z31xBMBWq61TpIk7IHBgrhtW+tc3TREVFUVAKytbQxWBteu3uj1eucvXADE3d3drJMzZFzKuqhv3LiVdfvdTpe850J2esp41+l1/9F/+o/+5I//+fUb127fvNs611ojVRRnuQPUmiwBI2Zbi0xECkezGWZJqiJuwNZ2tbf6G//hb/xH//F/8k/+8T++d2+vHU+cN602hAubvhPPBuCMG4bOOAeAwImIM1YU5cbWzhe/+MWr168xKQHgzp07AesVKdU2zcrKCnjqdDpEVBbN+++8ZwAYAykF57JpWkQajepf/cqv3Llz+9q1a6PRKJIxEDPWNo1RSnHxCb0+cs572tpYn81mTdtO5/Mr775jjZFSGu/zNNWd9NAY79t+f2UGXjZNpMTBdPLBrZtMMBLs85//vOh3x+PxlStXXr212+12n3/++Uu/cF5rfXBwsLu7W8yLd96+Mh6PvfP9fvfm7f3T633dGk1t5QkAOBIiPvfE87/4i784m82+/vWvHxwc5FHuGFNKMQBT18aY1jlDfumsbZxlwBeEzxPERgApAYIP8k4AIaXHxanKOTHEpm1rox2BJmCCO1oUEIUQdVkJKe6nrYZnJMgxgk9S8P5C4GxBreAE6JEhOcdDg8grsrX3GMesm1Wz8pjagUi8gc6gB3FU6BIVl0yiFAFFYzkrahBRbqxujPbECcgTZlIZ53zTSsY6SpFg57e2Dm7fObx3L45UkiTOuxxYjaBKI4DyJJWCr3TSTMmmbTFKWJwM7+zmnU6apuGJI1hMxhbl3sbmxsHBwc7OtnNWaxt8JBkTAN5am6Sq3+8/rAr+men1fSLqY6k1vy8DBEB/AvL8+LchRQj8g5Nh9Y/zxhMWKg9nvG28IAmSqroi59Mott5tnztTWz2cjqum8cgYYKDbh0mGZUYhhLhx48b+/v7pM2eeeeaZ8OQEl6HRaJTneQh9Auno4ODg9u3bQe4VMFl5noesL2BbT22eOnvmjJTyypUr3/zmN4UQzz33XK/Xi6LolVdeefvtt51zg8FgSXQNNg9Ljstin2LAkLdNOxqNrDF5km6eOuVWVoeHh7d2dylQQxsTSLucIOfKe3DkBTECJALmEQga8D9NY+0nef4uU6BlTPBwtEFEDB/snnHOl85aocjqWh1eyDrHTxwvTlqSP/F1H0Qe+4X7lvfBeYMhP9nZF3cTkySpq8p7HydJVVUhtzFax0kSonly9n5k/ydOzT4sKn6gVMEWcilyziMKJeV0Vh2P9utWc6Va67pCaN02TWUM996ISCIDDyGZDLaQEqldig8ZY5wBY2R0syBNO+Cm4UA8uIEj88isjLiM0rTDmSBCYBy5QK1j74C8kgKFRCVZHFnJDZAGasGG8kQoKIRUJ5SQg8rIGMONB7I8ksC5IU8MPQORClNrMoYpvjbIL5zZfmJ7/fFBLmy77xiLBBOs08ujPF3vJq6YbVo9mUxms1nAjgdqSBB5xnEshCAPwVQqBCK9XkdKmUDU7Xa999aaJEkoBujIYTXSNSsmZSdN+XhcN1WV8hKVj9Ka4Wrpmae2NVWjS22H1h4h4wjAgBgYAEnLCWNw1i5E4N5nWcaRGU+ccyQeUr5wrgSpUgAqnJhZf/xIBpe5EEvleR5siDnnFHEHXkoBKKdGn3vs0V6WCKReJ8+zzOTZkPnJZLSys82MYww5UFOXiVRpJx2Ny+DuOplMQqTeNE3dGClllmXemm6ve+fOHefcZDLZ2NhI0yRJ4lOnNkejkZSibdvJZDweL/xgjDFN03TSrKqqNE3n83noWJZl2e12+/1+Md7r9Xp13UopQ4s17XTCh/Le10XhCUxbLKYfrQuZ5/6dPQBIVDyfz8l5GalI8rapkkg9/cSnzm2dEhx7WVZ0u9V0WlUlATV1laaJksIbwxA9UdM0qeSEWAyPFlogTwSINQfvrKk76GLuewwzQV6XdaPfaOzzlz81Go5SJ37h089N9VTHzeOfffy9H71+58qH0jCBUaFAdPvHln54/ertqhoiVt5HeWq0QaNb71kWhVw9uEiHMdpwoGqjb9y4vrV16rf+s9+6dfPW3sHhH/7RVwGBSykiduPm7mw2Y4iCc3KWA+VxNpuMjw8Pu1mnMU6wxHbzV699NK9rm0Wzqu1GomqbJI1Z1Y6Oh5cH/dmd21xAWxUDripuBeD05o2qadYvXjiVxnTYlteP58NRfPZSVZt7h+O2lePjuithXXWr+cirlhgnJIPEiCRj1urlFvSwbmL5J+EjO+fa1jHGEhGf2EZFYfAv9ABDCSMsgCAyDxpIIYSe1toaITh4ToyTsUrwtirbMs6yuKpqpdFUwETsrbMMBIimqhlS4iEW+Kl+vwN0o20lAiCUTUsKvfUEwmsLngQX1rjG6fs/Cw82YidN9aqqiCiVwDiLuCRrucBB3mHedbLUWpOmKSD0B+vOGltV48O9cxdXLl0496PXXmusVnmGgJHKkk6ugAedCEMMyIWAdbW6nU8nv/zFX37kkUtBRH358mWlIobMGFtVzXg8bltNRFEUxTIo8JlzhgfrgmUMr1sHQOSAXKu19xSGRGIhXcw6p7J7t+4wLrQ24VKHLbGY10qpbqfDGEZKIQVVuQg3whjDGGrdGtMigziKinIaNIFPPPFEmqbhFidJAkRat9Pp1JtFoyCO+ebmerfbFUKEOU8iJ0RQdqCUMoqktXZjY81aq5QQgiklrHeAOC+mTz/zhFDsWy99a/fWrU9/+tPr6+tMcCGkkMJZ19Q1AUmltNaT6UQKmeVZJ+9IGR0cHgJDIWVj7ebWKS7FaDwOJ2WWdxjA6PDYapskWRSnHnw/z4iBc7Zp6zhLTp/Zubm+Mjw+fnT71LyupvM5j3ILyAhklHlnS60Tb5u26a32dlb7t2fF1fc/+O/+2//+V158cWNj6+q1m0yIajZ3noqiRM45gZQyBBuISAzjJNFtGyvVNI1kXArR63XW1ta6g/57H364v7e3s7OjtZ6Mx0YbBABPWutTm5uPnL9wfDwSglfG1FVZ1w0RpmlWFMXKSqpk9NkXPvdLX/ji537+c2dPn+VMVnXz8suv9vv9T5zrY4hCcUSsqqosy93dXe89cm4BUAiZJFMGjnuPdHi0d+X2rTRSaRSDackaBv7S9mns5ka7Xndw7uyFK1euTEbT//fP/kWWZXEcK6niOHrk3CPrF3aqqhodH88m05VObzQaIQE4DkiIGEkhhbx+7974L/5Ct+3+ZDI3pprP+72eRyzm84VxSNC2Co6MEZEDAQG9yDBU1zyGRxgByBGERoxvWufJOmeddYSBMuwQPQJjSAicS2cJvHfORVGk24ZxsQRQhawvHMTL0I4tHN9Y6PUtRF2cCym907XVvG3aqBPFcZPEt+7dbQCmaCGNp1q/ffN6n0ebg5XVXt7pql4nF0gc/RmBkvPJdBp4H6Pp7PBoKElQ08boGQBHfPrpZ5RU7+7eTpSytQGO/W7n6PadbLC2PlCGKe1tN8nG43EjBWOsKWuDbK07CFVXhkYIMeivhqbl9tZp8shQHB0N41hFUaK1BkKlUCmhlHJeG2Oc88F06mcs61ueT+FUWqbyn6CaQ3i4B/hQr489EIsvC5YnI22OGIAndJ68J/JpmpF1g9W1tcns8PAQPPklcREBGcKJyssYPZ5ODodHd/f2rl67rpRaW1vb2tqSUp46dSqEyMtwObT+QmuuKIqqqj788MOVlZUnnngCEa9cuZImCcCZV1555fXXX19dXR2NRlLKtm2/973v7e3tbWxs5Hmu4mg5UxSCkjB7EJJAa633zlrjyY9Go6PDQwAQgOQJPUkhpJSRVKmKwgjf4lKESq13zjljrXMegGQilyMcP4FF6ZcD3yEBfjjX+hvx6/spZzv/qu/GjFnQ2Fho2FobuF7B1wgZA2KMSc4RgQuuTtyouHfAUCAwAvvTNxt/Yv2CkLxvjM6yHoEYHk/v7R1IlQil0iRvdKuN4YwJxjznFDTpyBiEPhRHQgQQKBa5NOJyfkxJGdBq1ljemo6HRIiYKELsKbUeRwpF4ogThDzxBpBhqDla552uyWrjhPNac6jJlVVRzCfBAjtN04AuXM72hBkwYwyzzgMQt8S5YBwlttWcWw1Ox2RXOGxHYltFK4gxGUAnOSL4WHAVR0IwyhJUmFhiTMRxaowJg69Eum0N51Jry5jxzoX7FcaUF40FuWyjMaVUWTZBh8YQIinyNOKCNY3RznsprZANAWtxVlWTqh4bPbduLnmVRWtZBrH0CAAe8cSxBBeLXAghpGSMwYkJexgXWdJclvbWYWForb17EJAYUsRA2AsdEuOtMQYYeIYeQAOUPkSAjnEmo9iCF07H1vU57ySx1Y2UkSNnGIUR3JDUhf6ns66/MlgIsYTodDofvveec85q7YxBAsnF5vrGdXWtbVvwPkzNWW0g8nEcl2UZhDFCiLquASBYUAZhW/BQCSuhaZrhcLguhIxSIUSrtSdqtAbvfFgezgsm0iRN0zSYQ7RtG6tISiEYMUJw1jYARs8m88n+3nw2Zs4KIOSs0Q3jCJ7I+wDPUWFMhzkg9AgcCJGEc1I7ATRgyAXrpUmHsQxYD7lU0d3JWM1mvceyq+98+Jm1x7Tzl9e3bvzL1w7e/3Aj6TGBBwbVxbPHyH700Ye3tZl6spKvrAzivHN4b48pJkA0zq6uriBiURRFUTRNHfb2JEl2d3eF4L/zO7/zT/7L/+If/Fv/0CPv/tf/zde//mfIuNbm3XfetU4nUSyUsLpJsxRta8vSVc3cmqzTLcpyurfb3V5/5oXnsGPeeuWKdlYo7ivnOJ80hZUpxLI1hQImuNjrojK20Ya1kEzc/N7k9Vev3fv69y/8wudGafwnL32b5vZib2vYchA3n/35n99e3To0tQk0f88R/MPGNssy3P3ks1A+eEAIen+dVAm5xHuEPT9AyMKaXwQHkQLOiDxZ561lno7u7UcItqlK35imkpZJEpyUdCBQRFKQFIx7KZVuWUtNos1gIz+ztfHBwSFTzHnvrePEkAQiEkJLDj7hE4VpFiQK1jiLnoLg3Fjbz/NulgTwIDkDRI4gUnnrKyZ1FmMntae3otUvf/qffe3rg26/MpQOVj1KtFpr7YFCjZAzNNbmWTadTC9fuvTsM0+3rY6iKE2yEGa0rT46GmptAFgUxXEcx1HKGA+1XaPNwlKSaMlas9o4MkIya20xr6y1RmtrvJIyjeJZUczLynvPJAspH2NsfX292+2atnXecWTkLQAILjiXxmrGWBSpYAc/nY3n81m321lZHXQ6Ha2bum6cWbwN70zggoJ3Qohut3v6zFa/lwUeVUhZA1d5WboNVcXQVAlZSCi/1m2jtVaReuaZZ07vnP72t771v/8ff/irv/qrX/jKV+aHh6Fh2Og2RFD7hwec863t7SzLmqbRxvT6/Rs3dz/86CMhlFIqjmMuOHlgjCUqVlxpY2/durN/eGi8e/Txx+REvPnWWz9874Mb128/eumpq9eu1U1tmsp5n6bprCgJEblojSUEBPQAldVpWw/E6rnNraPp+5yY0fqbL7305muvX79xK4qiWrdCCBlFAVjKGDtReloLXglkiGVZRlJd+tSl4fFoOp3+wR/8wenz5/or/dl0+sH7H21urCopx/PKWT2bzvvdXpakL774ohLSWltoUxTFwcH+vXt367pWahzH8WQyPzwcDofD119/69FLF6uyuXtv7/h4/Oyzn3n08ifGGIQAbVMV8/nBwcHR0ZH3HggBQakoiuJWoCFqjTbkLSNDbjQZM7IRAnhXXLt+4+hwLc6VUkVRTKs6iWJLflY1Rdks2DPiTvGDl5Mk2draOnv27KDX73Q6VhvnnG6qoigODg6m02mN7IM7t51zMk3iSFVVNbGGeae9W/hGgkAhHCKEUhEDDNayRMHpZRFLEBGBc84DkUcCoHAEh54Nhk5gcDpGD0yg8GiDNz0DZCfeuUGlEk6cpavqMlqj4MuCiMAIgANjiKFpgAw9wEFR96NkUpdjspQlPom9h9I6kSWDtbW5UGVdbg/ia7duXvvw/ZV+11tdFXMAqGrdW+knaVZ6MNoN4k7bVBLhicuXNtbXb965dXR40O12peAykgkXseJWsIhxr52KFVcCGaOAX+LCEiuqMnLWWssEd+QFCeQsThPOuSPPpYiTqG2qptG9Xh+BpWlmreacc6EWvJ+fIb++h+f6EP8KeSfel+Y9AKT+WA34STlDsFz+OHy3YMkzomBekCQpMczyTr/fH41GoTt3/wuFwPf+2QbOxf7+flWW3V5vf38/y7JTp05lWTYYDALmPs/z0Je4P2F44YUXxuPx9evXz5w589RTT0kh//AP/3A4HAbdZrfbHY1GR0dHdV2HgzbLMm1NSLGW/tGBChPaic45rVutW3LeWqsRvXPGOvCeAVqjW2dbrS2L8CRbYJwhY0JJ5nnQciz4DQzvP/gfTnXun/34mwai0P05/P1DdZ8oBP1pcjBH3jjb6jaI7qqmDv7jk9k09EuV5NZ6YxxjzDmDyK31nEt2AqcSQnhoP95Hfjo87sMLDwCVjJSSRDgcTg6Ohs5SbyUbHh97cIhE3knGF0QQAGQAjHtCAIaECIwhZ8iWMLTlxMUyklNKdUU08EwSRcYmgm8meZfLGHhEKIChJ/B+JY4cQ8uZMdZ4bwGKpmmtrr1tdd0UZTWZhin/kEyGevDytRZJIENgnEmBgiMB8z4FFgDrOWMbAN26EeMRSgKIHGntGS/mvq65dQiSEJjA6uTICZnkctjVGBMa2uQp5OqBBxBABU1bhQkTIq+19nOcmXlZl2BbBqSUEpx77x0RCmE5b7UttDss6lHbzJAaKZo01nlmYxVW1cNTfaGekiYJIgaGJwC4E+/Q5SxcCHyX75wHXeMJ33z5j0OT//4eRfirMNniCT0548kCOs4ZJ2DMI0jOB3nXGSu5sOScJ+OsJme8C325cCMCqS+Uf5x1ZVkGQM5yTi949C3FMOFKhiZkWKWhVlrM5mVZBv15qOy0bRsmy6Mo8q6Zz+erGxtCCqVUVbfE0DnH8WMunxJKRSpMMi8vEeeMAXAE74xu27YsytFoMhmRd4SA3kkuwr/nyAAoiEURPABwAkASiB4sR5cCzxhPhehksXem3+0oJDR2Lc5W8872k498dPvuDcWvZ7wZ3t0SvHtw3DNiK15ptSehovWVA6Xevnv30Dm2sqLqRpGL4zScNmvra5082713LzxZod4RRLyMsfPnz+/u7nLOD4ej3/tf/teytY898VSjtbY+72QAUJWzLEkFA+Zta+o06X/2s5+NouTV11575/33J6OxJ+AxTyJ5fLg3HR/vbCe5zyOmlFLWN16pknzU66Fn88Njx8Wwna2wVGZZXU6rUg8GGysYXzk+6LZ43bUv3z7GGu7sTl/94LrxnvL+87/4CwIjT2Yx1k7wk6b7l2fZ/XqEBwqvy5pxeDaXvb4TTYELZZfQHA41Wn8yMMgI0LliMs6imLRtG8PBeqGIEWPIGCouleIqyYtqwpTKoqRuyBonIt5bXYGjQ105z3wvyrxDRLTIgTkTeluf+FkAlkof5xziQqTb6WRxpDxZ7z1ZF7r3iNIbD85I7iSrBU1XOvLJx3bevX4t72+R89pbTi5UUsgt6jtZknjv0yT51OXHOlku805o9betKctyPJ4SoZQqUunCjUnKsqmtNdbaqqqCKa03dkl35JwDUdM0dd2UReWd09oAoWC80aZuNQFyoYyvlvioOI6klOS9ACG5IB/wLaKumrqp8zwLNZrxZKi1TtP49JmdTidvmjrLOkQOZeScreuqdaZtm7ZtVwe99fX1LMsYo6Kcc85VJBcYLQxi9YBCX4QBS4Mi78h7r+IoYbFSMhjWnDlzOoz5/ehHPxoMBo8//vhwOAzdpOVQ6KVLl6SU4cmKVAIAGxsbZVka44qi8N6vrq/6E8U1Ik6n8zu378ZZevbs6b29vY+ufVi3za/8ype/+a3vvH3l7bYxHphSChnGacIYc4gouDfOkOeABqA2ttatd36t22UOmSey7v333rt9b6+oa49grXWBrncylQ0EIcSy3hljPBEZJ5L04oULvV7/7tHhd3/w+o3bu89/7rNf+Dt/55133vnoo4+co5V+z1oZx3FZFIeHhyuDQVEUx8fHLM4Gg5UzZ862bXPt2rXvfvcvvaNBf2U2n+3uvsGYGI9eVTI21gKAiiKpxCcomcgBca310dHB8fGxdw6RExAjUFwK5JasJW+BPEdE6QjibsdrTeS9bo/L+fFstut9IiPvvSPfAzTGhGaY4FwJab1HqbSn23v7d+7th2WcRnG3211ZWZFCpN0Byriej2WW+Latg+AljR2RJW8ZSMm998bDCaoTPJBzzlmz2EnoJHig+5JZxoAz7z19rIhCwhPgJwKeUBU4Y4wAKRgZkgMISPylcHSJnTvZx9j9+xsD5Bhy+hDFMSIqtGFNW3vbAkIUGQIhJJOKRYnIOg6wqluME6vUUVkdl/NYytWVwenTp7O8s71z+tbtO9/7/iujqW4G/VNR1FnpDVbXyqrZ39sXyJRSQgkhGOMIANY7IRUHJpSy3lny0oP33jjbOs8pcE8F53LBInIujqOw30ZRsiCGusWmHbYFzrmQwU6ZA9DPTNZ3Ykn1cXrF2I8N732SI9/H+JYHaC73/WSfFHnDx1Q9AELvPWnvnfPOeSmV4FwoubKyOhpNdHvgvL0/5QtBXlVVofcaZBWILMtza+2N69eFlO+8804oiQWJWvD3CwL3BU+WKI7j+XxO3n//+98fHh3FcXKS2GDTNHt7e0IEbo9YcO0ZC2r7JZAmKA9DBhjWPUKOAIHFF8I+a4wPu60x5EmDb00FAGzxaEEw3eKcC86F4IJJRCxt/QAQ5WFvuvBOQtYXBCF/UwN+YbnfL9dclAHoE3SVD7+3T8zHEBnngnMHAG3bNE2b5xkim89HWZaSi4x2dd1wzoMKqG3bPM+lVFVZCsE5k/bEfftfi/DpUWsXqXh4PNnbG2rjZJw454UQ02IWx6o/6AqGijMAbhwAB0DPQAB5JMZJIHBHcH+1gyGmaRpHUafb3VhfX1lZWeuu5iLyVVUfHLSTMcwL27QakTPGJJdCIuKAOWSIXDrGtHaOqPRUaqvqmsq5mU4mVVujXK6uYOK0gHGd3JQGSbBAvgNmLOi2b6lLoqPyTclOJdG6w97B0E+OjqSzws/iTm/lLIwnrKpZHBndNm05nxVVVY1Go8lkUtd1KJSEjKVpGsYYnriVCCGSJAkoOQCo6/rWrVvz+cx7D42cNOMG6k4cD1iE5IXgXAgRKxZF2kFh7UfT6d3ptE6kzlOXJdTrGBVVShjvBOMRecCPpylCOLuE0XnrlkFPGH/62DtL62Cbucz0ltjD5TMSfv24aq695ByNc9aqRGQyYYIZa8BhU7fFvOysdRCQHNhG76xvurrmSWzAaWNK3RjvgLOjo6PAX0GGYc6Kc64bZ60N94sLZoxOkgSATp/esdaoSKlItm1TlPMzZ0/XdR0CuLCTdLvd2WR69+7dS5cuhR1mMBgsPUKIHOd8d3f30mOPORtM/FqH6JzzZPyC82kkl8HEL5ypoWrAELw3zlhqW6d1ORlXsyn3fnV1IJUajY+LonRCaWtjpQRn4DlDj36RinPGGEPBKEXqA18B2VVRP02RQdbJtNUG9Vq3u7156hZEbVz+s9der8jYax893uvC6sZjKM5ffnJvPJ5Z+9re4Q+v37g5mVZx1Ag5I5jMm6IeIsemaRqrfQPWGudsnCRt0wBCt9c1Ws/mM2P0zumd0fGxUPL9qzf+p//59xrjjo7HUZzM5oUUPFZRGkmnm6YqgVqB7tlPPfrUk09//jOf/vDG9XeuXbt57+5wOBwf3j26c7NoR88/86kVNlhfu/DHX/+/tdUf3N19cv2JlIE2Pl1Zj3h/01E5mkuZxZsbtHU6efTxrrbJjVv/5yuvXRmOhzUAsTmS1LrL1c3p9DJRi2CDfp48cySs1/LBvSgsyHCW3S/oONHk4/0M20XwDQv/5ZNhP72cbg1VdmOMO/l/nDHnna7rejJfjxKh59Q2UcRZR0AkEHmEKlIxVzgt5zyJfay8Z/2t9WJeT6vZ4eggynndkm8pnM/kAQQRYyQ5OHi4OrM8BRblMEeeeSATJ9HWqU0hmCcLQCg4ADiCatqCC4zd6frg1Kcur04m4ycf3x5OJrv7d6cVaoqzBHrdrpQSEYTg5DyRn44nzzz99M999oVIKUy7dV0fHR1Np7O20UQkhAxXz1rfNHPvfevahd6MQAkZRRFTylvXNk3dNN65uq2btjHGxFGcpZ0k9ta6NMn27u3vHwy1J/A+ikT4aCH2qOs6S1MhuJSSfKDWiThKtpItRGjbum3rNE03N9f7/R4izOdTRHQWtWk5IpGvqsrohnO8cPHs5toq4wAAgjPERaoT7nUIb5bCorByPu5NhLAvAAAgAElEQVT+BSaH9zJSaZqmCJ7Iebe+sfHrf//Xb9669crLL195+8qzz36acZ5lmbVGGxMnMQEFAzchRRRHKo43t7fnRTGfl865ra2t7Z2t8XQ8GU2btvWCeUeb29ta6w8++JAp9txzz1145EIJ+I1vvMQYPP/Ccz/31LNf/YM/MM4yoYixum0ZRg7ReeCAhFA2dVLztiykkB0pjufFq997uVXieDS2Doz1UkZBJiOUDPFMUDcAEjJGBILzUtfT0di0ut/v37p3DxGss6+99vr49Onz58/neT6bzvb39iKl2qr20q6urBpt3n777TfeeEOTyrLs9Jmdp596KnR8V1c3qqo9PBjWlbl3d//555/qdQdSqeFwzBjzjhjDT6IV2Ml4dOvGTeucFBKAee8RUDIOjmzdAHnbGus8MgnAWuPIERJ4j45HMuLaNgYQOLfGN6Z11jBAIOKOcWu8JymCXxFaZ8F7IaSUgu7thduNAIwxzdz9s0VLJJj3HpvGe7IEhAyCBXdI3ZAAcNEfJiRcfD46YWYTIPAFTzvM13NABhjmVz0iAOi2lZwjcgQC5xFIRXFQ4IcGdTj4fswCeqHcQQ5BMYo8BCzOgkMuuHdkHT+elBVZxyVwbI2LpEziTMp4VFSewOv2ztFYqs5Xfv0fdrNEMEQia+3K2loUZ3/+0ivTxsUi8vOmm+Snzl5sPRzdvTs8HqVZ3LZN0ukzJbI4RomEzjhjPRpdR3HfAzVtY42RSSdLMsEWsGilVFVVJz5zi+uc57luqzRNEXlV1krxoGlHxJRFD6jwfsYUnots5D5x5gMc7Yf7gUtf8gf+y30KV/zxGueJvtF6RuC4d5Y59CFiy5I8iliW5RvrG9PxpDKeECkwiJwLJCJLPsReCCCEbOs2GKdGcRyadUEpEfZN51yv1yvLsl04KiZZlg2Hw9l0mnc6TdMEFkLoaWRZNpvNkiQpyzIM8qVpGkSJQWu6IHY8NDOGiLptECDEzaHcXtZVVVVFUVgrHZBzjoCF1wpyPSACZ9BbtAgnoQBPon/12F4o9N6fwdqFG+bfzCQn/rh8919T5GmtW/Q2GVu6LSOyLMuKoiCC0DoN1dn53CKyqqrruomiKAyve08CF9/kJzm//zRzj1IowSPnHKLIslxoazxEcbJ/tH/m3Oksz6VginHBuCcOBMSAmAfw4JER48AYcZRZ+J5RGnW73SiKtra2zpw5s76+LqMIGKuBOZAZ+MHjl6BqYDZtdm8389lw/8A1syT4eXstkEsukAQAA4IGeI28x/1AupGyzvKKaMmbDdFemOEJaYBSau61BeeNSQBjYoqJre5gh2CD4xnJNhjrIE/AMVdTXbbcGRbTeOqGYzOaIOfj6XA0PtzbOyrLsiiK0FYK8sKwnMIUnBQijuJQfhZCMIaMMSl5QAu8887b7777rnRpYefd9fzyxXP904/EKhKcpVmcZBlTSlfaG3Nkm1HExfqK7nd0JG0Stc4VEBivBP5B7VgYHgjUFq3bSCrOedU2y7GB5Y9gsBOUnPZk+DOkeUtv4gX0knOlFLXG1K1SMhdKMslMMAJSWZznSSePO5aIAxCBqdozW9uCMWeM5VDpelLMW2uAs729PcZYVVVCxpPJJFjYk7OdTidMDgsGzmiZZ46zMzvbHEEgZnF8eHhw/aOPLl24QCfeLSHr63Q6cRzfvXv3kUceCXd8c3OzKArnHADTWsdxfHh4mOf5dF6Fe9R6x7iw1oanK6TKoRm7hNlwziMlybnRdGzLmoxuy6rfyfIk6fY63tumms8mc1DM+oUyhzGQTHIiRl4gk4oLIXoKVrjrWrYGqoNMOVBS1vPK1CV4N5wXe9dvvFvnx8y9NTsQ/VTZWpcFDI+bU6faToaDTtofvPH2O2/MKhtHNbKiaRuPMk5tqzl5INg/OjQOuAcVqU89/qm2bd966y1jdJqlRLR7e/fy5ct7e/mt3d0oTu7uHQIXcZINj0fra6tVMZNMzGZFN44Zuaybfv7nX+ik0Z1rH+Wdzov/xi9/8UtfEFn6wQcf/N4//b0bH107tZ5T2/TW0s999vn/519+qzimKzfu/Oqzj8k41q5e762ag2ZzTjOn5NqK3Fxvtra/WY//q//tT26UEOeJVCv5tNBdNaES6sYrPnTWZanVpfcWLUpkgqzyWP0r4ck/Sc0RYn3nHPx/1L1Zk2XXdSa21p7OeOccqyprQA2YJ1EECIpUiy1xEN2WRLGltttyWLbltsPhZ784/AP6pfvBjnDIEe4IR8jqCEndarulpkTRlCVxAkCCxFSoAgqoQlVm5Tzc4Qx7XH7YmRcJgIJAhxXRynrJzLr35r3n7LPP+tb6BghSSiSYu/jGdkwkLsZeZDTNY0wC54DkNQTrXKs5hVQmq+WiDCUnN+lzROEtSlRcKg++dq5QZUXEOEgp7t3bffHNd7ePDhfWlgtUWJHfmgXvHTnynhg4Bug/ilJxbPAWEBE8Ua9XLi8vO984ZwEAGUfGjNEslNaRa+si4ximLz7/Z48//ujFtcFMPyqub9zedFJKY2fj8ZFSKk8zgcxb28yqhYWFv/ezn11ZXpqMJ3fu3quqajKZWuOIKM+LGOdujH0v4iIXBCCVKvJccCEZ54w55+KIrzXae5/mWcHKLMnSNIUAk8mMcXH33vq9jc2IqCPnIpYBRZ4aYxii1rptGqtbAMiyQslkPBm3bSMlv3z50tLygvdWm0ZKIWUym82UFNwH0zbjySGAL/J0OOqvrq4ogdPpmHNeFr2oa4j56dFw+DRtIZ5uf8K3Z5wzFiEDNU3DheCCG2OJoNXt4uLir/36r1+/fv13/+XvrqysPPfcc08//bRM08Ojw4PDw5WVlcGwS0TekbN2Z3trOps6H1ZWVs5fOJ/mmVAiS4uD3aP93f2jo+lbb759ND546hNP/9Kv/hImwujaVHXbNrfeeXvUX7ywdKZunLE2U7IoO9W40sYEJgMCYxQCtta2xhitHzizpkRajSeZ1jxNvvKVX/3ud7976+13OmWBDIx3HOTcF+3YlMFbxYV3TgiRp9kjjzzy8GOP3bx1izEQUgLSxsZGt9vtdbpPPPb4Cy+8sDgcbW1tDfoD3bbfePHFixcvPv744/e2xt67N67fvP76jbLMlcx63eHGxubOzl632wsh3Lx5U4pkMBwqlYXjLsaHUR8Q0f37G9poJZX3XjIWMUwqFScWnGOI3AfwMBqNur1BvzcMIUzGh7tb23s7OyywGTkAACEgQMuJrIfIiAPC2K/UniFkiWLIPZBtGmpICqVUEiVFNtgklcZYxmKUiAMEwU/a9N4TATB+bAkfd3MAP1c+nBRFUfJ3TL07jtnAE119fBgR0gluwziQBMDgPQukOEtU4pN0fq1Fc8sP6MKOq7WTThYHJhjjjDkHQMQZh0AcRG0sSAYY+ZbCts6bgIU8Glc6uH6ZbW0fBnLWLnK2lCopOW+0NhZfff3lG2/e5kLWJBkE2R2mvcHN11/a396IW1DbVEsLS8YaNexzwZMsqcbNrPUBkQuJiMPhkCPTFsCHadMmSZLnOYtNHSm11p6Ox6NlkjTNrK5rzo812HmuQsjmOTp/G6I++NtOaT+N+ogCICAyQIozuWMlJp4sCIB5utucDPCBcpwjj/0GmD8SIUSoAxjHv4EQPRAQMUcWLDeGt1JwLliSqbyTuan3zseuhWDCWmtaEyIEI6BAta4RMC+KORtwzuyKv+Gcj8djImInWrgoOpdKHXtXROpXIO/9dDblgjdtK6SwzmVZOhwNpZLOeyHf81Cet2nn+rro4Mz5sYZtaTDs9Xtx5lA3zd7+3mQ82T/Yb4xhgcVlFHsvXCkWgfFJ28Z6d/pIRm7J/P46Go3OnDkTqQuz2SzSzD6C33gqsvl9Ncc8IC2u12OPe0RAFjOHnD/5X2DeB8Wl9/bkuccv83EYnoILzgVREFzEp3Q7HSJwzi6MFqJXEjLkggvB0zThnBVlYbQmCkrJ9xpSJ8d57kzz0WPG0/nI8e/aAFzJpjFMcCHF4dGYSzk5OlhdHIE3Tk9FOkDBVcKbqkUho/ySMYksAAEypgQXSdnv95eWlpaWlkajUZqmeVEgY7GZAYQMhQc0AIgJLxLIynS4nDrXaxtXVePJZDqbyf1d63xjLDNWhMADJEDC2YRMF9wCo0qxQ+cNUWtbDD7G91o6zrZDDEKAFUoRJAEWgZ3JspLCA2VnCanLWI9BGrzyrSQQLGMgGYaUyerowB3ttAebLXf3puPrd+4c3Hx7PB4vLi72er1ut1sURdRkR5hhjEnTjDGuklRKgYAApI2Tkne7g+ee++ylS1e63eFLL7x4uLuHMpBHx4WzDjiWQnR5wrg64MEwftApQalkdTnLs+CsNtpbjy4wYkDsvT3i1EgkSt2MMUpKVPG8M4DgfIhcfK2N1oYIApG1pmlbZ50QMtZKc1FwoMAYd94zzlSigJizXjHJgIFHFBKk9BBMCFprPgVMO6lKrYOQ8N5gNBwtHtVTj+gdWW3RM7K+bloEhsC8s8Y4XVcciAFIISbj6XRWjXrdptGdXgDGOv0eSmEpAJC24Y2bb37msz+rW81QkPMgGRBkaSqEODw81FozRB/CYDgMXDrgHNF7X5nZ9uZGwhkHnwoWrI6rTeFxC1dKDkhCcZFwqTh5D+CESCBQM2tdY1OOmczLXqdMFEcEQAdiJAunqqkPTHAIAQEUg5RRN024NYphr8yVkKW1Z5TyVCXBIAXyVB2ENpDjqJk3Gd6bTaaqmOqmk6StDhbFjoUfWr91f/8hlV+7cqU5PLw+a2yakVImOEJwTpOz3jsBjAkOCEqRBH50OLt9652HH35wZXHRGqO1YUK0jbl/fzvNyivXHh5PqzRvjXUE8FNPPJolauPeu860Rnsh2Giw8txPP/WJx57sl11vnRBy/d69IERnNHzmE8+88uz1u3fvHx25svRrn36IBGvHh8MyX1gejoW4cu4STHK9tz+bbveHl8rRkC0vTDj7N6+88v+8e6fp5XlPGAedIsEEd8ctC4DIk7Kc2vawmbmgBQfkLDAKnAx9IIqHAGg+jj61O9E8tOeYwh2DzAgAGRF65+DEOY0IOBdE4P2xLxqdqIUDYCD0nqzzTjcJem51XiaKd7y1jDkEEThpqogMcCwHmSXfulB0u43H63fv/OWU27KQnguGaZbYAbWNCU2tvSXHiVhMGWKRuRWC4kJJwU4KQ2SIiI6Dc1owWFle4pz5wISQQMg4R2QWw6E74hjAszANi93+gw9Avf+jxz/51ObuvZ959iy82DR6oQlotK6rBgIwxOB8XnYeevTJrDO6+c7G/t7B/uF4fhcmoNlsKjj3gTgHpYRSqRACFPpAnItEpd54p602jTbagcc84SlT3udMBKKmbutq5j0xxgPRzsGeJ5eIVHBGtk2k4gjOGqPRWis4r+tKcJ4Vx2Gqh9M9otDv93vdLnJaX7+XpikiTN0MAY01gk+ctxR8XqiV5dXBoCelAPCBsD8cpqkCAmccQya4cN4HH+JZPs7zALTOHQuzAkVSHhBwYAI5AXFAAcwFF7QFAO00+HBhbe2//a//m/Hk6M233vrB9188c+bMtWvXAMVkWjOZZkUZvNne3ZpWDRNqaWG4duFCmpcBQuup1ubexr03Xr+hW/3ApcsPlpdHC6MbN250+73lC+dHsv/p5z77vZdevbN1T7d1f5D72g6G/ZmYjbk1DJnzwnoU5DAgggl+Np214+lKt3u/nm0d7F556MJ//z/+Dy987/l/9k//6a2330kkcgjONrOpHw766KwZm0QKxajbETzFa08+5jxcefja+t7Bm+9uAILXemFYPPTAWncgX3r5+9u7d2pjmRgieLSGO3tuafH8meXtHbx1+35VVVkiOce2rQ/2Z0bPsjzlnKWKESC1syDM7NBzmRnTcB4tF9gpQR+LAGg8mUasR8664BnjUgpk3AWHSC5471ySlYN+vz8YaK0FQ9fW9fQouMY4xjhyzhlKD0AOSCQRe1hjkLPgKRXM+1BZAwAQQCgOgNq7pjEQeWFCCW2c4ha5DsBVKoCM0SgxBvRxAgRmUfjggvdJopx3MYsZKUT9HgA472HO5wNEhiHAe/qt+I+OtT1RfiWlIh8IAuNMKMWVMt67k+Ge9955H6MvTthhdOzEcVyfcUAEJjwFT54xCuBC8BPrTPABhG49E6rICi4TplJABgEksODIICQyn1TW3N/x1hjTGmOKu/dee/21a489XHY6ezO/+9abdzbWb+Wq3t2XjDvwPlCSlVneMzPrjbBOZMWg2jp0XNi2FR1UMjeVJfKUJjJVGUtjb1tJaY2hENIkCSEgY0pKCkElyugmhFCUhbVOSKFIHZt9EEWHd/7/d3rD3yLqIzrtdx+TrI8tW+L3x+cSaO6s/qEJ4QcdO98LasNTBo94kt/BEPDYuzIu8UDeGlMTCcHTNBWKLSyNgNhkMgkhMGCcce11kRfeeWssR553csZYnFTMNe6xzy3EeyGSczbm3NUzeuLPZwLWWhc1hIwhY1mSRKVNp9MhAOvcPE1rThU71pu950wDBJAXZXTb293bu/Puu03TxDL6mBGKfFB2Iys1jumEEPMA+hM8DBjwtE1llADNptNur9fpdBYWFiLkG4/Hc77QR8++5m94TihCxKauGedJkmTpsTF0PPtR/gvIrQ3WemNsCESBAoBzXkpxDPs+9uryzgcfYjskYkt3cidTUkopkYXjoCfENFPe+6JIs0wxxnIb4y9BMhnnG0qpeWrix2F1vi84hIENIcbOOO8COcXEsFcY0xRKFXnqjCbGy17R+oBCWE+cZ1G+LCRbWVpeXV48d/6RTqdTluU8PRmZhPc6YpAAJJHEfkJmJ0WYIBYDOYK+cx3vk/YImgYmUzOZYD1jzm3evg224s5i0Ax1V8ECsol1zlvbzibTiQMC8IlQHJEBSp6saldwtirEpUReSsUA2bJiOQbJABE8oGCSSR4ZG9xTATiZHDabd3FxSGUakKYuSCn7/f7ly5e73W7UW8bA5bmAhHPOuJBSARAgeh8VmEKItNtNQsDnnvvscFj+8Ic/DAG6nQEkCQrJBBZcZMSchz3ACdBUqW63m6e5YAKdDTMtAaRHiN7OJzLy+dAgypbcCcfpWDob5la01lo7q+pTsxGSUiEypVTZKTnnk8kkqsIIwFijlOJCGGvTrMy5yFXqrEXOeZZSwq3TEGwSOHjBiDfTZnu2vfLgsOjnDz300Asv/zBLFRFIlClPnMMkyaRUZVHOZjOB0MymieB5nnfLrhDy4OBoZWGx1RoZ5xLKfm+4vHhwcOCtkwlfv38fAL0LTKJgnDMeTkaUh4eHu7u7y8vLBLB65gxP8oAoheh0WFs3eaK8bliwueKSo3OOvONE3nlPgSEQ+UA+oA/gQnAhGMS0bVpdOwwgGSbgubGMLAXiLFHAUod5kBU6qzX3Lk0UpxBMa3WVCtZL5CKm6H1pqS8ylqVJint7W1UIWX90OKkq8JW3o/7owmJxf48m27o2miXSAW+CmxHer83b725+d3+iq9lEKkrS1hqtWwckGWucAQYekCELPoBH722Zp5sb969dfuDCuXObG/e9cRQIOd55d73b7eedotvtDAbnEyWbarq7vbV3uLO7eW91ZSlwpqT8yle+8sBoIUvzalZp65R1Is0kT/K0u7tzdOv2vSZglncrLd94977H9OEr1/Zvvemz7PbUnDVQ6MA5W3hw7RasdJcWv3/r7bd3dq7v711f3y/OLGdF6ZE98+nnJpPp//kH/67wYjhY9MHcvnt7/3B/Ydj1TiOA89aBA074vqHBsXc6YzxSrOIGwhiLqor5liWEZCE4qU6aqjxm0AGAtc77ENmMcTqEyKRUzIY2gPHBWmed86bNBGWcwPtAPKBKjBAcOQKR9d5IrmzrVNYBlGAxLzr93mCjnvHW4fouhzABkFIBCk8agpMkHYATIfo/EwUMQXJSQJJxzoBhjOeCVvK6btM0XVgYOWdjWUGEwQPnDAL6JDjrBAluREdkq3335t5WP9t+4sF8+4jfXRncuBWyPE9V0jSN90E7t7S08jOf/syZ1fO33t2sZq3WFoye31iJgfeec2Scp1kquQS0zlvpE++Cs96Z4A0xG4JxzrkgwXEwDFIg09R102ptvKdAkOcFEE5nEyG5J09ERZJ4aztFZ2lhgYiOxod1U5dlJ8/TmCE5mR4C81mWcQVconGm0yk559Z4BoSIgkHTrnvvR6PR2tpZKWXTTgEzItKGhLXamCLLi7yINKJI8ZhOp0TkwQceorT7tAMQEAQfWttaY2NZEs3y2UlUn65rQEykXF1auXTpAgG8++6777xz6/qb94igLDsxziqEMJtWUkpt/P7B0f7+wf7BnrFm2B+cWVl6+NGrztgkSZSS2lSzjelkMklU9u/+7Tfvj/c/85nPvPTqywZst9/x2irHUZMzrlWkAlOEPpDlBBzrQFVjOPCzC8s3D7bHwb78+qu/+we/91v/2W++8crL/+J//W2E0Bv0PPqqrpeXRucWRhmKbtlJ8pxzc/bc6Kc+9dM337m7M9779vdfP6pb8MADfPEzn/jqzz7bX1g4+LUvTxoTINm4t/nHWxtPP3T58See6C4O39m8+83v/JnkKpEYyA4HI8572zuh38vPnl0tiqzf7zPGCtQPPvhw0e3/6LUbnU4enGZSzQlqAIDEI2aKAwsfiBADAGPIBA9IIXiE4JwLADJRgcJkPBaSB+M31u+Mx4eZFJ0ybU2YVlMHWgoJTBhrrbHIGAXwzjMprfdSSg7COk0IrfVZJpBhKlMAaGrjjesDzAI4yYDL4BkzDRE4IOCQMpAayKOTHDEQ2egSyDnMU9LxuJbn7+1JQEBwAleODdrpNPkrMsw9EYGQSkoZEGvnjilmiD4EmJP7EOfxSywiCDrpWXEOjKx1xhkugrfBupbJxPvAOM9klmSdPC87ZVcppZ1XUkrBpZI+uMbYSXVkbDudTrRu+oPu7O6dXr/7zGefvX79uhz1erPFo9t31tfvDrytm0naSR1QUXaIeK/XCz4hyGRSpkWJVjOAg639C0urS6MlJnHfTY9MvdpdMsZMxuPZdBoTqjqdTqw5nXOT8Zgxss4yJOm9D+Hg8LAoMorWFc56H7j4u+nm8vFjvn8s0e7DrJXT/M8PlOM0F1ydKHbmacVSyjRNu93usLfonEvTdDab7e7u7u7uMsYuXLjQ6/Wi1iim00Qi5fr6+mQyaZrGWts2TYTpx9rok+rQe08hCCmP5UPmxOW505lbY0chU3wPc5/005DpOM7O+zjUjgLCLMv6/X6UAkZy2v7+/u7u7t7eXnxYzO+KeuXo0FAUxc7OzukA3w9r/eu6llKOFhbW1tayLGvb9s6dOxE0ziMT/8aZ22nHkfj6a+fPxz4lImZZFqVccy1fTA3Suo2PEVIqHvH/TyxXjTg5jo/i3DIeuviHjDGMUyTlxjjy+XAyAu9jykewp4/PxzR0OW2LF0+/d1Ywpsl7axhgkWUMSQqWZ2kihXEopUTkxphgPHDZttXS0srF82uj0ejsmdXBYACQfWDE/ZNdw0IIISApoVvAwki1NTQNOHdm7aw9OKj29o52d2aTSdNorE091p4wSZJOJ98fTxkFzoAT1bo1TXO2rXoqOZ/AxSS9lGEfscdcQo5HAy5GbfBGB0/AAoUQArGECz+tw3haWjdk/GLZa5Ztp9O5cOFC5EmGEKqqqqoqHnbOufcOlER2bKLjvJ1Vk6bl3W7XWMMFLiwOER8CgMlk1uv15vK5uCzbto1W1xGARYuR6KgZL8z3HUB6nz8w5zxRynsfnHfHQeTHy2luP3Oc4UsUPVHmnYvTvkcAoLVO01Qp1batZ55xCBg8eAaAQJKzEJBR4BQ4BZhMgKDTG6bBH25u+roW3qdCBKXYyebWtu1p68VomMkYi3Liw8NDwLhpUKAgpMjz/OjoKFrdHxwcEFHZKY6a4+DjeHnG3sfR0dGZM2estd1uN03Tpq7xJKn5OK4vBCFklmXtzAkhyOiTvYPmQMJaS+447DFYF4Jr25ohpWXS2pYMcEDGLAXuvUuTJEFWzSaKYacoS8GobVa6xUCpDEkBkXUN6jFomhyJg5ZYEJ1yV7h/8N/9l6+/cfPbf/4XHa/OFN36E+er7z2f9ML5Kw8eVbOdnb00TdqqYt7uHh54bRww07YeQQhhrbHWCcmj8uS0C3FcaZPpdHVluanq3f19ZJwBRsl01VZb2xsQiCgIjk635EySSPJBCParX/mVRx555ODuXUsemQDGVJoW/YFKc+vDK69dv39/q9cdyETNquqvvvPdl196lZr2oGq/f+NWnqgH11ZEOex1+zzB0fDB//s73/mDr/9lMiy+/Bu/EV760ctvv0NonfdHu5P9/X2rj92GqmoWRh1rNGPMney00TwP8K+9sc53p3ixzN285lKu+fdKitMCntjEjM+NDUTnXMoEAyDnQwjBWWt0CiilQkRgnCPLQKILHIABB/KowWrKU8ECUhvyjK12RvlRoODAO+9NcB6ZR8FJMHSMBPPOc4JAAIGi73sIwVrn0SuOnHNicTTCOOd5nkspiCj4gMdMCEIMRITAgg+CByYsMZd3ukvLI5Uvlz16d8cToFDChaDUcYZH27be+6qq2rZtmmY8npRllzyPEXkBKXJc9/Z2CGhWTWJ/0DmHAYgxobIi7yZCpVwJhkoplEgUkAQE1zRNVTUhBMbEvO/atq33JAQGgiRLCWG4MFJpyjkzzpadTqfTcc7u7e/O6irNs5WVxTzPAUAJWRSF04YxBuCt1fPK4eLFi2fOnIlXcewFz1vGIQSjdXS7mRv2dLvd05vY3Lg4bn3H5q4ndlDxRykExl2CiAsmpUzS1Bgzq+put3Pt2rXz589/9nPdvb29t99+e319/Qc/+MHR0ZGUst/rCfoAACAASURBVNPp9Pv9c+fWVldXH3zomtbNdDptq9nk8MAZ2+t2Oe/leV4UiUjSe3ffffmFH1TgXCqWB6Pduxuxlmts61lAyXiCXClXkxPkGAZwDQXtw9HhZKE3HCad/aMDX9kXvvPdL/3czwGRUqqpZ1euXJm19cb99cFgcHZhaZh3iiwve713331zcWll7dyF4dLaH/zxn3/rr/7CtfWwmw878sLZs1966nFiAtfWIKDV4U/++E+v9zo7d28/34z/g//4177wqS/tufEPv/H6wcHBzs7O3u6W9945c/6xhy5fuSwEX1pa6vf70ByNRguOYHFxsdPpxL73x9ZDvVfuEpHRdn9/v26090GplJxtbRBJJpTaORwzxoqi9ERaa2fbNMsAWGuNTIT1LjgdQiByUf0jJScMBFzrKOIWQqhOt3CHB5YAAgEDHkICrMySVobKuVaTJYkA5BwX7OTLf0Rp9BHud6ezmufhXlE1EHehDz/yx6c3nzpWcyc8RgRAzoIQIXgCBkryuK0dSxWETNOUIVRVNZlOrdVatyF4QF+W3Swtqmr2C7/whbbRt9562xRLq1lxoM10OlvuF14zoABEiZTB2eGoe7Q/5UI6T91+z9y9m/U7RZJlWQYITdO0TgcMs9ks1uQxnyPSBmONF23AleJRZR2HRnXdhuCyLIu/+Tig6d9r1PdhV7EPO4ydph2ePv1zIDenssznbKcf8IH1Fze7KFeIm5pSqtfrzcaNEKLX6w0Gg2vXrkUBZdzT404XsbhSqt/vX716NaZdRRrneDw+Ojqq67ppmqZp2qZxABEBzt+GVGq+1DjnRVFEy4q4uCOqnNszfmCeGULI8zzivei9Hpt/kXgZ9+gIHeemo9H4Ye5EOsfD84P24YOZJMn58+cj3tvf39/f34/minMs93HIxHP7x/jRsizjnA8Gg+Xl5V6vF0LY3d2N5oFRzLq8vJzneZomUjzOAHa3NlAwZPhx4OWHvcoB0Hundeu9OO3tGxeG8yZJkvlHnotoY97a8Xbzk//pDyBDIgIIiMQ5GtMg86OFbpJIreulpREXzDmrVCfPyl53aD2TSbG4tHr+woVOp9fvdjjnFEKwHo8LMPr4csfTwYnxx0MmOaIQwMpElD2kgBC4c31re9Y66y605hOtef2V17714ovt0TiQL3IZgne67g96aysLivPlw/UMcYCiADKhmpBvtWPeEwRCAM5JZoynEpgQiIQemXdkteHTmTyalN3uY2fPzpYWu91uvNUBwPb29tHR0c7OTr/fN8aUZVlVs7atiFxZloSsrqe3b9+q63p1dbXT6SRJAuCLonjggQeMcXHCtre337ZtXGNzq5gsKyLei6ux2+2WZdnr9d67+hg/LaeIs/R4mVMIkebLhYxPn+O9uQJqbmlrjDk8PIzfx8kwEcXc1RgFOdNNioKZVjG2tNjvpNx6XXIqVDLM8o5Ky1QE4+Fg/3uv33j9xo2Dth5wEQJpICkkInOeYoBhp9PRWsemRrQK5JwPh8PpdBrfvDEaEL0L1ax2zgvOOZd7e3tVVZ1fW9Mwi4comuwppeJBi1odIcTZs2ffvHmTMUYeiGhzczPKO4+DvENIOHdzhEDHcsc8z/f8jjOmkxfeewIiRuPZuA2mSBaTEFprBTAER4Ex4N1OMbZVNSPnLAD1ep2s102Cbep6MjlizqZSdbrFjOnRoFSUOE6jxx7+4ld/tQF5/7VXRdlJNGdbzT2+m/T6nawIgvM0Wzx7Zn19HYJHoqLbRwp+VmvtgKF3FABkIokxH4L3NEc+QggfaDAcHB0dXTi/tnb+/P7hweHRhELoFBkhb9uKMQqBGJBAAQgguHdorf7SFz7/X/znv/nqK68kRZ4XpZSJI0IugMnDSfX9l7798muve49F0Z1MZ412WtvNzcOEy0wWu7Zed/KWFRUXSjfbb77zp7dfOJjOfubXf2Xt2oMPPv3Tb7b4jR/eSFPhbPjWN79XjacKRbDGWu69r+tqfX393JllPNlvY9bcX1ddnb4P0qlk27k/bTwap41e5pXl3D14TjeID85UAoyzWIwYnWVJUeSMgEtBwAXJQB5DEByJvDUmFZkInGsvUkxMWMyKhb723klxjD8JsTXeYd2GhhgBgQwUzTo5E1wgR9RaI4DjKDgjAAoUmFFKdDqdY7jirWQSMAQPAB4AhJfoDUPDlZEF5t0Fvznc2hRvvTNb33D397SFkgGeeAtbALh79+79jc2lpdWnn/rpfm80Hk/JNlxrxo834batpZTOWR8jO4kYAllnnW9n7fRwDMRYICVVniVpqrRrPXmOLDjPuUyU5Fwg58ETEasrHTx4TwRknTfWSqWOxpP+oNvt9YoiPzw8PDw6BGQrq6udTt7p5Eoq6wwDjK0xH2zwnsCpRJZlb3FpJc/z2Nycl09zzMYYU1wgQey9zu2yTofTAED0C5jXJPOt7z3Hl+jLT9HDkUWaEhNcqcRo5zwxlQbHzp1ZWxwtbp3fOrt6xhhzbu3s8vISY5gkSV4WwVNbV0Yb09S6qYAgBC9lSsDzsqvyYmd7+zf/0X/0p3/157/9L3/36U8+VY/H3JpLjzxaoEzriZvtNLUOsotMOAQveCDJPdXe37l796lHH7/SXxIBphgeWFz6P/63f/Gtv/wLZ4xU6WAwKENnc2PdacMQhRJMMuthZ/egaSqhss3d/b/4s2/ub24p8meGw8try+9ef/1VOW5dIJGUvYWyt/ggst/49Ce//t3vvvH6S//2X5n/ZO2f/MKXPvvsA580xkwm46qu6ro6ONhPkiTLEmOM01VTQSGYc+6Rx594/OlnFhcX4eO5BsyZX8fjDQRE9M454wikEKpqbDOdEAB4ZpxT6SD4qjaGEFEKTrzRrRBSKO6cQyJKVBIYEfkQlBSAjGHQFlAqLoT3zrowbXyKAhgCQwg+MS4Biy3TjYc0BUx82mW6ZlgHTwDMWhc5eu81VeespI+BaU/XpVFCPKeqzRu7H4n6okF31H/NPXIIgSEgoGcMEXiWKQ/cOc+dE8JHYxjv/FF12NT1rKqQMc4Y5yrLRFnmSglj9QOXrp47d+HPvv71suzzheWREHVRtN55oDRLMNhekYngOYTRQu/6zbfy4aiiEAgo2pAybHRr6wYEcCVSjk67uQ3k3DQuEnCklGVZGtOUZQnEtDaM8ajIkFKWZaaUkpITEeDfcdT34WCGv8YQH+a3otNGC4DvWxZzrH96lfBTP87jaGOhFm0JyLHd3d2Dg4O6rgeDQZZldV0vLi72+/3BYJAkyRxNHRwcOOem02me54jY6/XOnj07fzNVVU2n06Zp9vb2Dg8PNzc34xuIlZY6wX6nexJzNHVs5c/5B1BrkiRRdT1PkI+zwej26ZyL3NR5xk7ENvN5mvfHXskffQq89+vr61Fn9YFN/3Quyt+IiOatmjRNY8SKMSZJksuXL+/s7Lzzzjvx3GVZ1u1249hBSvHss8+u37379ptvaK25wA+nl34M1EexmJsfq7kfYwTA7CSgLyLh6G0Y+7XxPYcQekUaHTvmvnYfJ0PiA7M+xkEIRuQZh26viNbw59bWZrMxeJblCeOy2x088cRTXKYqLfOyy7kIBORdCMi5BCbgx2XBw0/YGmSgYgUUh6eIwACYBJIeKRBRZl1H8CTv3t7dObhxI0nUeHq0MBw++8wnPvOpZ9bOnFGSp6xlzmGjeV3xqmHOTQ8PvDPWhTY4DyRB5iQF4wlGbSJb5tzJ1Pb7uuz4NFNlsZh14vKOieHj8XhjY2M6nUYrozjHODzan0z7V65cSZMUMFinX37lh+/cvvXss88CQJxsDwYDY1xc0tH8syiKaIQbh4dE2LbtfPmladrpdCIYm3eF8P3njnNeNY1zTnDOuBBCwIlqd37xxn7KfIA8Rw5xeWutoyVpkiQx5bwoCqYyIXC8s+OqmSJdqMAFUvBtoH1HB9Yd3rl1uLt3sL1fz5rGw8UnHhsOBkfGBt0yIMYFseOs3qWlpUgvj93BeHKLojg4OBCCAQTOGTKeJKlSSdvoPMtiHsP6+t3za2ezLMuybDabzUMI4zUeb6ic88uXL9966y1AjHvIZDLZ3d3tDgZxbO6d+zC7O/bIkiSxjeacO2OtNc5pYEAAlnxwTgUffGCAQIwx4CCyPM3rRDd6a2eL27afpVnwVFU5Y0vLK2eXl5eGfYF+d299rMef/NzPfuIf/+Nvfev5//m3f+fu9fW//8QTXOa3bt1507fTpkI+STvT2uhq1vR6XdPC7KgiziXjlrA/HHQHA0NhWs3u7+6691ubMMBG64XRwDmHjA0Gg6qaPv30U6+88ur97V0upRAKvJNCeApNPXMtpkqMxyZP4dGHHnv2k59cv3fXmbY3GiFjjbGcybI34jL5N3/yh5ubO1Vjpcw2NjaqZlZVVSAk5NNGWylZEH/55tvfe+21Et2oUODsBtFv/tZ/+vP/4Jfv7+wfEP78L3/ld/7wj+rG+dZ2kmxUDven+yKRRZlx7ldXlhFJKdHUHgNxZJbIhx9jBviBUunDN9ZYys/vOLG2P/2sOXJ4b2djjHGW5DkyDIIHp73RmZKSc2ccJ2ZC4IoHBwHIMwwAXrAsSzUjDVbKzIZWJpxmM6u1KAt+7NqkfLCCc0bR3CqkcEz8Rs6VEtGD3nsXGAuME5EHa23odLJ+vx+Cn1u3c84RAxBDBB4EAgJVSQ7dURFER9Pij16dPv/q5swVh1Mripw57qyfziZFkV+8eHE6rcZHk9u33wkef+Hnv3j16pVmdhi9bYiIMdA6bZoGQEUyBeNARDJwa61xXhtrvPcuaNOOq/HGxmE9nXBAJmTgTKVpmmRSKpkkiUptY5umFUI655M0SYvEUfBAnX4vyVJjzN7hQdM2Mk2KosiypMzzNFEheCkSwdE5yzlaa0OwRZmsrq6sra0ZM45VzTyMJ6pL5tz1mgB8mLu2xFLqdG+dcx57SdErP+KNsiznGS2RW8dOMmkCkfeh6JYnyWzkjHV1U+TZztbO1tbW9s5mXdfLywtXHrjkvB6Px7PpgTXdoux2isxwNnMteKG44JyXZccTm1Wtb5uVpcXy0oWX3nhNQPj+Cy8+/sijd7duztqq7AyYCAmnHmeEQXvvIQRGgZyjMKumS0Uf2/aXP/2ZINiffPMbGzdu7u7thVY/88mfTvLs/tZ2nqcChGScQmCSp2V+f2t/d3+s5Ohwb/onf/T1t9+5BwAXlkdPXL20d/d2a6rkueWV/rCe6ASb8a3rF1YvnxsOPvGVf/ja3tb/9fIL0zffLpZGuVICqFzqK7UUvUqstUKyoiiiIfx0PCECpZLR0pKSUsRExI/RSZ+jPsZYsJYRCiEET1bOnOsvLO3vH+6KtG1bmlWkUpkX5Hk1HjMlVZIQQJGm46NDaB1XKut1qslEypwx5gNVTQM+AOPAZZIVPgRiARh5rVuGwDkgSPKLDLuBV+QqgHLx3JHNs3Ro9tbdbMYQ+oO+c8Y5rY0+wWDsRK2FHx8CxN0m2ndHyDe3tDhd3v+Ycui44MGTqWPkyFgiCIEQmeBpCCC4ROQEPE1zKVSsRuqqAu+JKE2yJM04RyICpBCwqrQQbHV17fsv/ihNy143DM5farc3k6L07WzW1MNUgrWDLHchlFmiTb03HS89dH5vclA1Tb/b97FWFxwZZUXqOIx1NXdXntOUOp3OsVsS50KIto3o5tg4jTHe7/cjRAwhWOu5+FiI+t9fhudHz/o+cIJj8TEv6E+IfHC6N/mes/PJj8gYIPtA1/N0KB8ATKfT6XQayX5xgleW5c7Ozvr6emRBRO+7brf78MMPR3+z6AAxHo9jplb04ZRSnjt3LmrkIt9yNptNJpOdnZ3Dw8NICo1vLOa5nwZUHwCr807PwsJCXA3Rxqc5+YqzPiFErG7nuV7RkDCuqrlBc1Qkvs8F55RB8/zHWM8ZY2azWZqmpzlsHwd4xI8W7xnxrhMTom/evLm3txe5InEMGD97LCwAaGlpaXtzUwihEumD/f/A8IwfNlp0zlfOfNznnKOTTWF+R4ypZbHXMldmRtLsB3IX/0Y/0vehCEAkj8DKPIF4b02UYIEBCQaKC+RSqXQ4WJBFB4h5YgCMIaBQAEAhgPcg5ssbf6KZ/ulHJtET/6SpyACcB2TAkCNyhgCKA4X+4mgwGk2nEyHYJz/x9IULF37+cz977erV6KfTIucQhPfoHAQPRJ3Ixw+BKAQCAOIAwI55VzwA9wRSALCaELyfWdM98Uyz1sYx9d7enpSyKIoowtS63d7enE7Hy8uLjAEidTpFliXXr7+WJHI0Gi0vL3fLDuecc4pECGNMbKNESl7TNFprpdK4zOI4PVIp1Mn99YT9/74mRTzOQojgPXAQQpiTTfn0wo4dorhlz6lx8zvWnOEZUWIIQSHPpNo+PFq/eXO6eX/zrS5g8NZQ20rtSZtBaOtZk3Cx3BkYJpfyvHZOSEbWW2MCgkhU3cx297YXl0ZS8bqx1mmt9bHolNHe/k5VTbXWgQJ4SNNsaWn5zTffCkmcQ/jNzc3ZbNI4Efv9sUkUex8xtz1eEcvLy3Fv4cEzxlpjtra2yl7v+GMCOOf4iQAfT+7lsRvVnEw+nTfOag8uEGlrcoaBOBIBMYacon1UwpIkAee8841uE0DndOIdU5lx4XA6Vc43R3usLz//j756+e995vlvfvOf/7P/Jdjk0vJKUnTvTifvtIcbRjxw9UrT6q393dW181ceWtZam6Y+SNNqPG6sG45GV69eXVxZRiEOZ5PnX/z+u+vrkc50svsTAFjrbbBFWSRJ4pzJ0mxlZWUynVWttqRns5o8y7JMMGaNB0lLS/mTjz/+wKWLbdvubG+3TROAJVmm0rzsdEWSv3373r31rTTLOx1e1+1sWiWKQSKqRgcCZIBSikRVphl7NwHwAYfDwTOPXv2Zz/18ZzRaTjKRlmnRe/zJJ1/8zotKKe9ckMpY21vsZklyeLCrlKzruprNouyNcYb44+Lt/pqd4XTxNP9+nhIUmQ5zgWscLEdMOC/CWJIyBt45a1rbtuBdkqioFUTOXPABPQnyIVgAYoEkEDolmBHeMUcEPAVhXF03nsBxhozzxFPw3LmUseghkyFDRBds9LhwweNxXhMg50gUiHhweZ6XnRwACDwiMAZCxKirgIg8IAIGb1gKaafQQZS982+8c+/+pq2pYSIXCr0JAEABzp+/8PnPf16p9IXnX9zfP7xx4w2tzRe/8IuLo37EM8hIcsE5D8FxzqXiAKDrpm3b2gchFGMsz5JciIBQ1TWXjIJREHmubGZM2+jgSQhLVdPt9ptWW2vTNLPaSJEwBlFOkueZMTom6PR6PaUk54yIvHdakzEaEaRgxrRIgciXZT4aDosyC+Ri3RKrjugIety48T7e4iUXeML1jc3Q2EeO+YdAAAxlDDbwzoXjzlfV1HPSEwCkaZKlaWxRSyFlgnt7e2VZdvs972g2mznnlPS7u3v37t0bTw673c7i4uJ0Nu508sXFkTZtXc+O7h1CIM55plSmpHcujvuSNAkEjbHOGTM7dIyIYzUlJjjjHAXv97udMs8AmtYJ5lMhNIKF4JAkEHkjWGgm+1fPfqZum089ePWP9rahbddWVy+eX3MIb759y7ZtmiRlljvvWqOL4BttAEWnM8yyTll0H7l6uT/qP/7QtaeuXf6D3/nf65nf9ROF5cXHHwJSHXN79u49jqp35sK1cnSlHF7tL5e94Tr6vb09Yxqja+dc9MUVvJCcpWXBkZ5+8qnNze29vd2jWXv14Twrex9/3Hea/kaEQGiMaRqd1Pbn/v4XRguLzz//4iuvvPLMM8987nOfe+UH3/793/u9M2trX/7yl7Msu3HzjT/9+tfB6S98+VeuXLmytbWZMd7tdm/evPXtb38PhVxYWH7qp37q7Np5laXGmFdfe+2vvvY1YAwYQQgy+MWsPJ8XDcfS++e++uu+u9bprH7nT/71i9/8/V6vc+nShbatd3e39YEG+skEXBQCnGLqxdvQ6W1qbi17uir+YG1GCJH2DcfltDEmfh/FGlIq5wIBA8I8L5IkCZ6Msa2z3vlRv8eRjScTa633LGoOnfNKydmsGg4Wdna228ZOJlNRNe20tgSBsUAQY+F4AKF4lqZbOzuWgWE4bhptfJZljQ2dbpHJrJ1VVdvwRCkhTaNjcRKrl/kmHMl6saurtcYYW0jgvVdKOOeiC/3xkfg7N+v7iIHJBzwhP/yUD8+sTsLGKXZEIuqIy+j4NRkDZO9T+p18xaFfxCq7u7txKhUhWRxYRQBjrd3b24su6o8++mjEWkVRENHS0tLKykqUzzVNE2mf8/cT8zf6/f7q6mpcxHVdR7wR46cjVDttBxpfPA70Yo8thvJ572OgX4SO86orPrht2whc46tFrvC8Ho2Et9PM6ZjHcBpRzN9DpLZG4HoalP5YkuccP+PJoEAIsbCwEKFvHHtG429rbafTefLJJ/f39xGx2+3GMp1z/sADD5RlqbW2zmGICD3MLefg461w5w2Bp2jodBznCxzj0J4lIONZnsdYx3HQHHyeXHt+rmr4iEyLj17SJzHHlGVJPMUqYePxYZZlcYIaLZSRSwpwmt5Axxl9DIQC/KBI9Scic8fXzAO9dwQJgUgwhHCsrMZjvxnPOD9zbu2xJx6/ePHCpz71ybIoyjwn7yl4xgVhEQA8A67o2BOJAiEGRA8YEAkcgmMASMSJMBABEOceOCGXRLJtTNXEHp4xZmdn5+7duzs7Ow8++GCv14tNLOvc/fv3iejs2bOxAVGW5aVLl1566aWvfe1rFy5cePTRRy9duDgYDKRMnHOz2Sz2xowx1ayJTMiiKMqyLMuy2+3GV46zvmiKc3wYASNoxRPLpXh4hBCtsY1rAKB1710Lkev4gbiwmPUUy+LYxYhXqLW2LEullNZaeUgJZGtgPLbeTY72nWmQfA6i4DJDMRS2zzETEho9IW339zsrK1PnwTttDJfCOGuM2draeuyxx/I8j38xNvLjYq7rem9v11o9GY+LsssZv3Tpge9857sIjHNujJ/OJm3bVPq4IRL5nLEc3NzcfOyxx6K2+fz5891u19Q1A4rRtrdv37509aq1NkkSdtJKOy778L2NNEmSJE3iHkXotdPWO2tMOIJhniaACfJESGQMgAOBdZZJmRQFtK0HMEhpmrPgNOLW0dH6zs5d61PnnvnSpzY2d7/9z/+nN26+27Vp24jemcVt7X6wcWdfmKy7cHtjozX2wYcfqpr63sb67u7uubPnVF54gMnREUiBnB1NJsRQZikgeO8BT3rPBARUdMrJbNrNUyHE5uZGCGFhOLx06TwyuLt+v6prOexwDIxh0usVebqwMBoN+oPBIPbUDg6PVCITIUWaA3CRlj98+bVvfPMvWuOkoul0urO5FZypqpqBXR0Nk7I7rsykbogLTBRnORfQpMnwyrX/8Mu/WObp7tYWMQ7AeV7+w1/9pe31exDC3tY2oV05s/hf/ZPfWlld+tf/6vcH/ZIBMc4SEsEHhkww4YKnj4f8TkO+eZkVewGxfzpnicdfRopv/N+46pSSgOCtridH9eQIrMnyRHDmGHNEjoD5mkc3BWeRIzBwzJOviSyBRnKpDEsqla3mgXlCYgDgKfiShBRAjHvBJCEhmMAceW2M9S4A+UjPPiFzCcFGo1GWZc4Z7z0ihRC8tzEAmnMmGWu1s8HJjMvO8Obd8fb95o1btQkLwIRMZWNqSSkReu+vXLly9uzZr371qw8/9MhLL/3wB9//0Y0bNxDYJ37qyfPnzy8uLVqjich5m+e5EEwwJqVsuZBSaKCEC/DetEbrqnJmUlcAkPTyIksyJrlQBsAF4owzxn0gAFbVjbVOyghoqa7rssy1rptmVtV1CK7T6RTFcVIZj75kcd5oGmsdIEnJyrKzuDDMsoTIHxzspomI2ubTHe3Y6Il3H44MTvg78URH1v28Ioo9uLkpQOwKxZIgXu9x8cyqKpYoeSEZ50vLK0SgWyukGi4seB/GB3VTV5zhaDhcXllcWBgihrZtOEeAoCTHItWNcdpUVvM8T1NVDIa+1bptpEo458R4LWS2unBg7eLayCBbPr/2o9deX+v1O0pdHi1cxdA0zhF3DGswrQcMQTYG/PToQE/277XT2cVB9sVLz/7hn35NEbVVtVfNtNZOa+YpWH+wfzCrprO2ErK3tLxS5L0br9862p+ghISHbsZz7j//2U/bw/HZh1cXOgM4dwmu3x5v7o7f3s1YPt446l67Iqf23VdudlcW29HQuyZ4yzlPFOZ5RwihVOKdUTLrdTt37txB5EmSVm37nhnJR/bQ5/yUeX2YMDmra6WUadzB3iFLe6OFJRewO1j64pd/ud/v/9HXvrF+6+0v/uKvX7x4IUkSY433GThVDJfSdNDtLbeGvfPGy8bBrDGf/NRnhgtLFy5c3v1/uXuvJ8nO607wnM9dlz6zTFd1o70D0CBBwtBTQ5EUKUPZWcVu7I425kH/hx5m3/W2sTsxsxE7o9kIBVcxCrmRhhQpgCIJEoQHutGuuqu6fPq89jNnH76s7EI36EKaiZXqodFoFLIr83733HPOz/UH40nRC+tCiatPXdvZP7j/xje9K5is7HKimgzIVuVoPBsMGq2zw8E4ipIwiJKkZrTT2s5m2ZFDNjv2K/i17KLUHAcSFqYbHtVY5Moex6KP0t4/gNk81g49XGMhgnOWyLPTfQosF1yGgQBE4DJOGsilQQuAzgKRK4pCCR6FEaL2WxIAxzkv8kKpsF5v3r17L89LchyRM6EsF5VBy9BYSpiypWnWW0EYvn/zNm82bu3vTYzJqoqHIQc2m81cYH00gLM2CAOZCC+4yPPcS8x8TvLCR0AFHIDyPI+iOI6ToqjKMi+Kotmq+U8J/xsMZf+dsL6HPOAPhgt9aJv7yJ8/QlxZnIMFCfj4dCBs8gAAIABJREFU1Ac4n/qOTz4L0xRPgbASlpaWAODOnTu3bt7sLS1Np9MkSZxzn/rUp5aXl1966SVjzNmzZw8PD8uyPHXqVLvdvnXr1vb2NmMsiqJr1655RXitVuv1eo1GgzG2ubl5+/btPM+9soiIVldXPcR07ty56XTaarUWMQ/j8Xhvb+/g4EBr7TWEXpXkR6PZbOY5bF7V46e7IAi8PjDLMr+08x3YYoXgv+24Qu+Rae3xwcaPlP5GfVwZ8ngbsfjA/ecQx/Hy8vK5c+cajUZVVTdv3lzkRKdp+u6777bb7U6n02w2x+NxHMfnz59fWVnxV0RwrqtCBWLhVgo/D8a1GNgeKZ3Hp/0F+VMptaDCPvy/THmcxfezyJEfmYQRkQiPTqMFj+IBKSWPAFvp6IjZ6xxwcYz0e8xr5CcSnn9mxM88tAhjAMTmTPOHHw5yGSDSU9euXbxysVaLleAAgOSNwyQQROY4e35e1hGBEzAAB1CgMCAQgCEIBM7mVr0WAQEUQieqZbPM5z77Bco777zjnOt0OrVazWOz1trxeDwcDjc2Nvyc5jGoK1eu/Mmf/MmdO3eiKLpw7ry3gZ1MJtPp1F+dNE2n0xQRe71evV5vNtutVsu/gs+0TJLEk7GPm7n41tHf+1JKhiiEAEdVWWqt3dyUx5kjA7HFRmYRT7eIbFkYRPnvXNBUFDHMDGZlHXjNugZx46wgjBEahBFh01rjnPJ2+VziLFXW2iqzVemcYQJLa6w1u7s71hrGMIrCqoqqqtS6stY4ZwFoMh0rpQ77h0EYo5Dnz10KVGytk1Ia4/I8VYGkwngq7ELuW6/XDw4OiqJYuD0lSZKOxwKII+Ocb21t+XxRj1tmWdYMgwVf0PeFfqIe9Qe+KWScjDGWAAByXfanJmAilkESConovBQqUUmjRboalWWqrQogR9SABkAo5RiOoYxa9ddee+9KWoB1+b0pljjSdnc4GI8P75apVSKpTFFUrU4rrsWvvv5qWZr19dV2pzkaTsb7e4bYzuFhHEedXo84i4G4EMg9s5ejjwpGtBYYZ8SwPxxWZWZ1td9oKKWIYH1tBYDVkqgsMySo1+vW2n6/T8jzslxbWwvjxAFqQ7fvbtRqjajWzO/v/M03/nZre3/txInBYLC9eX9vd7Mqi/Pry7/61S/WG60HB4d3tna++4NXtSFgzDoTyrC51Pu13/md88sNXlSNKGYqEJHirnz2o0/+whc++ad/+qfjfNxpJZevPPXCi8/NJuNf+IXP3d+4PZtNrNaCMWctMmCMe7e/x9Xvj5QOD9wdfwL6md8XZ8YYAj2iqD++d/cMCBlIAiRjitlk0j9gVivByVqtdUXcyaCDViAvyWTOWUeGXLPdIWtYKGJAk2VuPFmKIkpTQE5SWAfaIiMmwQUgiIBxWQJY57hkuYNZVjggLzEi7wVv0TlQAhvNGmMI6Jw1iFBWljMhpWKMB4GyhgNJxFglqj+BrY3x+zf2tvuEMtY+20QQOSRwaZobY/f398MwfPraU08++eTKyon/9+v/+b3r7z7Yvre0tPSbv/mbzz333HjYR3CcIzqy1gZKIlAcRzNJkWNQaMszCzQjLRMJDG1laFKgpUpXFjjjzFNdkPNa0ugPBx7CUYEUgmfpJAplns2KokBGQRDEkUSwWTqpqoIxFoUhZ6wocq11oES73eh12lEUCg5ETkrhnF1QOv0O119Bf9HnkzwZOvZlrZ1mqTeKC8OQITIhPBNnoSJ2ACg4B8k598JgaypwHABkoGSgEBkXEoBZZ4UIjHbD4ehgrz8eD4JAdrqt1dUVJbnxSVEAyJAxCMKgnjSJnNMVIys4nxwelJXRhphUXAa1egPa9e10KpuJlvLe3l4D2Ggwzoo8VmGmbehcjzMWSqbk1LLMciKisFCWbJbfvPnmkxcupKPZ2Wb7dKs9FixSqhrpUptuUufM1uPaYNKPanF3qdvtnMrTrKzc229dHxyOTpzqmiKr8vHd99NPPPNRWZEo9wEYbE9h4uzYZgezw+nBmHBZyrNPXn1vb7sX8JBjFEWSM7+LbzSaRlt/3+Wz1Frb6CxlWVFVJWMKPVdTqp8g03BuTtc6YmxRWZazfAoAmnRYa1WO12v1eq01SfOzZ88PBoP//MdfT7X+4ud+6fLly2+/8+b58+cZk9ubh1CJdFplGfX3Jndu3v/Gf/mbenf5V3/t10+fviC4+rf/7v/q9wd6Mv7MV7787HPP9rpdZ7QzFiUzlXUWyrzIUIPiE1394Lvf+eKZj3DLW7W6Mbbf7+/v7yKjsszFw3QV5qPYPRHPK3o8sLxw7aajPfdxaph/pC6a84Ua63Fw6Hgp83/XgvB17H9Bzj2ehsZYAia5N6DljEFZls7aqiqz6VQJ3u70Wq0GIo7H48PDwzAMrbVPPf3UZDI1xgqhiJAc05YccsO448IhCs6TsHZiZb1f6P3ZzHYb793bEmGUFoWUIZcyjkOtDTnbbLSqqkrHM4+OzDPMAPxTuF6v+5gA35oCWEQdRdHCUr6qKnJzNwpk/8Q9PD+UL/d4VNrjXe9xjd/j4vUPpDsgc/SB22nhv+dPjxCiSHUURa+++mqn0/nCL/6iMaYoitlsVlXV9evXb926denSpaqqbt++7X3Ddnd3vUMJIr7//vt5ni/0b0EQ7O7u+i1pFEVXr17tdru+x/JLuF6v5ymUSql+v++laGEYRlG0trbmUzJ9MkS/3/cKtLIsy7KcTqfeKMWrBI/binq2p39IL879wnvTB5f/XPKwD4VVfxxraHFF/Pbizp07m5ubvi/0gKQXiIdh6H+S+/fv7+zsnDx58vz5897U+KFS/NhFJFz8wPSzubl8uDfUUR8jftyLLMqHPLLA+akxFT/hZCIxOHLnQjbHkTjjDBCJkyVgx7Oz3BEJ/jGLyX/wl+MPkT4/yBAAgTvSAiPz1giASZxELuBHMCkg+vggQARmjj5e51MNaVHZgSFgQKgWJFL/0hYAQB57M7LZHAwG4/HYWiul9Oe82+16lznGGBB5vH1ra8tbfXrp2oULFz75yU9qra9everRwtFocnBw4Kc+f9SllCsrK71er1arJUndrx7q9bqH/jzP87FLDwhgj9bhc6cWhv7vBet8efXw2sKkbLFcOI4PLw6tB0P8usQ5Z5wzSGBcxEVNyghBO5LkIsZC5yIGkZDGaUHgADSRLspyliKnqiyInHEWOTjnNjY2RqORly+2Wq0FxjgPLLFGiGiapf1+v9VZPn36TLvd2d15oAREkXjnnXfyPCOSngHhfzDfz5VlOZlMvK2uf9iUZRkmsWDcKnX37t3ZbKaSmnMuThJjyRh9nBhflqXfKLVarcb6yQebWw+27ztnjHPkgKugJLIEZVkWDoXgptJZnok8FJyDs66yLAwKYFJIjVA5h845QIwCDIOgPwoKFQp5or70QA/uYXVYpSU4y2QrqnNQUoqPfOSZPE8b9WTpbG9paWk4GGxv7/T7/XNnL1RZem9zc1bkTEquJPL5tSN3lAHqnOZWSIXIDw4OhugY0Gg4TJI4ThLOpbFGl1lRFnmWJbXa+trak08+dfr06SAIvH1IURRgTRLXW60uyODNd15/sL3baLRG49HWxt2d7Qc1xa6ePfcrX/nSUq9TaUt7exu3btqqBASOQkoO1gSCP3nlynrAHCBKxVSAQWgZ48L81m/9xiuvfHcw3J/ksyyf/t23v7m/v9frtvf3d8ejwd7u7tnTp8ERAoJAU+mf3eWYjpt/Mrbw+12YuyzIHf5ptbA08w9KIrJOkzOmKqfD4XoYRkpBnjMhSUrLBeaZ5U5rY4lYEHIGg2EG1ioEJ5wtqiqnVhIP+8AkB6FKYwUXCkEbU7rSOceALGPzGuMrFkNDDgCBGFgE58C5IFDyyCLbw2X+V98XABETRgCrbLR26syt++kbr90fDqsoPiFUU+czzoCsLUs9nY7TNDPatNvtNE211oLLX/ryl8+fu/DHf/z1t999q3hQ/sf/9B92dh+88Pzzy8tLw+HAWe0nZClELUkqV+CsiBGVUGR1M4p7vWYJoI2J1pUEHsqAC+WAAJi1tih1HNfeePMNxgnQGmuJbLddu3j+9NnT69Zo3/7OsmmRjq3z5FVW5lNHpJRqtRqtRqPZajSSBICs0VJ66mkRKLloKH2B8g7kfl/sGS5zuODoKnt3gOOgipTSr7cW5c4LmBdWbc4R5yiUYpxXWiNjCjkyQCbyvHiws3Pv3v10POScra2daLcaSrIsmyVJjIz8CANB6BwyLgXnQATOAjkRxJG1pbZlZbUlY93m3t5ffeObFkVemllexe1efbndXF3F4SgKg7AorM6FtMya2LkA0TGmhbSm4lLc27x37akrtUatpYLLa+vX01GjFoeTsN1uN4J4//5mu9mqteLGSiesRa1O7bnnPs600IWpXa/1x1tJvSE4vffu26e7y3ffer8+fdCOkzOdlbWkLSqeTjImlEV3UM0q1tLt8MZ4+4WT681WezQaATIuAmMoCOOiKKM40trkk4nf5jtttXXOOfqJgPwjEv3F/joMIxVEeWVK7RiKK5euZFk2HU//9tt/9+D+/SdOnfqdL32JY/LKKz/Y3t5+5tpH+/39g4PDuNM9derklYuXEOjtN9+AuHbpqad6qye2dvb+/uXvHuwd2Eqfe+qpJ69casbBm6//4N6dGwFLKApPnj19vtPe/s73ustLcT2J0mJvMNR50YybOonjOJ7MxpwROOBcwAci1BAA/Xnxc44nqhy3ieacC86906HfCC9YcovD9qFt2GPB3XPgQQiBCNqUPiWOMR6oUAhlLTHu8ryweSWV4ZI5R3BkkkkMtNaDweFgMJBK9brdM2fPpOlsOp0+88wzb7311lz+wHkjqY+tq4gqRMu4iiJhzOqJJ8K4tfn+9UpGB1k2Qxjs7AS1RFdVq17TWjPBLbGiLMFRKAPtzOIxukA1/TiwgHMArLd7KYrS9/xhGDLOnHOcM+csY/yfz9T34wa/BfR3nHc3f3QhPSJSX0ja5s85QN+LHg8hWAxp/gzFcbyxsXH+/PnV1dWdnR3vDeg7oZWVFSIaDAZCiLW1NaXU5ubmbDa7c+eOp4d9/vOf11r7jrZWqyVJ4kkRRVF897vfLYriIx/5SJIkXnq3IGxcvHixXq97Zub29vZsNvNMSD/UFUWhte71elEUeYp/GIZlWY7H48lk0u/30zQty7IoCm/mftxzeZH1t3DfgqPAvUfo0T/3FPETLWE81DkZjxHRhyH45tu/Bc55vV4HgI2NjatXr168eLHb7TLGhsPhiROrdIx28nCi+wfTl4+fmcd/eN/ELHjVAJ4LZn8u58zHXxaBA3lE0XmPGc45Q44ogDgAzi2Y8Pjgxx/OrkcE1X/4raR/6r1M4Pl7xjpHTnC5qKuA85FRY0mLkW8+Ws/TeBhwAGROMMcfeVk4Gmz92wjCoNlsekC73W5//vOf96HtcRwHQeCcIwIiHA7HGxv3r1x5Uqmw0+mUZbm2dvIrX/ll750bSOH3cMPh0BspzS2/mjxJklarpZRSKkySpNFo+EACf0MtNKue4LfgGLgjcrVfRlhjFrJxf1t5M3dfjheCT88LdUdf/rh62e3xvtkyYZzVjpjgXAgAzcAhIkPHGHIGDBnjEjRwxgSyrCx0WbJaUFUlkSt16dAh4s7Ojh/PfPtVr9e9rvjo7tZhGI6m2XQ6U2Gt2WydPHlqa/NeIFWSJFtbW+PxUNXWfB+5YAH4GjgajbyWYH19/cKFCw/u3SuKwlRaF+XBweHe/v7qycDXlrKsFDlrLeF8F+PXt61Wa7W3fGJlJZBq68H9NM0JmGVcEwgeOABbVqktlZRIoFE0hcqLIgzk8tpJcGYySyfFKJQiDlSUREpIYHxnOjnV7NybpOfPnpNM3rh/74EUBY8YY6GRyohJmTYa9eGgv7rc+9WvfLnX6w2Hw/v3t268N2GMpWm6utTduD3Y7x+qKELOhFRHDxTAo9JirSUHtTiKQyGRJGfkrLV6NBxacgx5o9FYX18/d+7chYsXu72lIAi8HY7W2jqnohgRTWGcxTfffOOll16ezbJavZnNZlk6srpaXln6yhc/s7yyZIHP0tk7N24ORxNEzsiWaVmrhbY0s+Fod3NbNGNCLK0tK5NprYlUEIymk8PDfpbZpU546eJFY3Sv193eupfOJvv7e7Pp1FspMuDIkSEHMj/L1Hf80C58Po6TzH2LtvDQ8/emNwLx+zvnqaRkXVVl00mtmZDRZG2S1DRTo1nOici6qXUFAecSpVRR7CojyU2LclbMytKChMoZTgZIWAZSSV+mnTP+5RFRIDokB3YeJKidFFxxwXxyOFKSRIyh1tpa44f6Iz2/nZdlBigAWRLXz+zsZw8OTBQ1SaismqXZNARZmaqYmoODflFkVaWbzaZ/y0BIBM8+++zq6ol//3//u5s3b/YH/b/+67/+4Q9/+K//1f9y+fLlKsum0ylHVnAmOWPGKe1WVBKW+e7uvlPQOX9y7PT+dOZAkrYMGHIulPTvjgmplDw43Ks0CVGpIAgjKYGatahVj8NQ+SE8ioI0TWfpxPPMHVCUxO12u9frBUoZYxiQEJJHIWfMORfHaHTq9SALJViWZf7K+sXrcWvWBZnF8x18Z+LHQl/9Fly7RqNxXBUcRoFSgnNutCuqCohpQ4GKAGh7b+/u3XvD4bCZsFOnTj7xxBNJkqB/rFpLDhAsZ4xz4T11GSMkctoaW1WlQUQhA5QsABbVGmxEg+3DhEe6skpGqNTYmDv7Ox2GLImoKowEK60AtI4QODoyBaVp1U7iwaTIC+o2ezbNe3Gc7dx7sHnfIFy4cCEBuXPzdiBkrZ7ErQYqVpZpFNXDqP7pT3323Lkz3/7Onzs39f4CtVr9yavXXvuT9zZHm3vR9rMXL5/vLYtAOaLJbLyiUNTEhbMnSoXPPPMsIhblrclkkmWmqvpSBmVZLi+vhGFoHd66davRaOWVZiop85xL+VOnvuOkRx8Si9pkWZ7UW5OD/vOfev6pJ68SEy99+9t33nj9qY8/99u//duTyUSG4ac+/XxRFEU5yfPJwcGD02dP//qv/9Le7s43v/mNvZ2NZHXpS1/9alXaVlt99GMfkzL8yLWnzpw55Vx+9+Z7r/zdf7WTw1bv4ud/49fWL53bvX37W9/4TlQJmFQzVStA7R/0k5PdXrvTaLTG05GfT609ilkGBsTmdJojYKAoCm8fvWir/JFTShlrPWqyKEF+xbCYiD6UYvYBTMjfVYIJIYytjs4/F0IIETAmyDnBSUoqjc2zImkESqksy4o8Z4z4vJEzBKiz8u505Fv9U6fWG43a3t5eu932Uo4wjKxzLAiRmcoRMdXu9pqtpbube8PUxN3V/sGhbDbzw36iAmtdGITaWaEiRFtWlWI8DALm+CIw06NE/rYiouFwGIZhFCtrDUPR7/eTpKaU0rrinPvV6DGK5D9rrO9D++/HDamPT4PHgWA/9R1fnyx2Ccf9M5eWlrwsx2vwPA+zqqrDw8ODgwOl1NramnNuOBx6ZlqSJB6CePHFF//gD/5gOp0uLy8bY9bW1lZXV70X1nA4/MQnPnHhwoX9/X2fvuBjyqWUP/jBDy5fvuz7sLW1NU9Cy/N8d3fXH3qfNuZNNX26gP+eVqu1vr7uW8/BYODTBb1ZyyJk4viz3C/qvIDwuMnNz4X7/WShyAKyXwRIeIOHPM/H47GnkHn//TiOr169urS0lOf5aDQ6efLk8vKytfPlB33wlqaHOe0/C9ZHPxWFe+Rr4dP4cJvg6Lhr1s/u6fLIKmoOrxEh4fHhlR6aGh8fouAI8XPHQEv2D786COyRFzr2iThPeiMCIh/HzMhZZBwACPji5yCQNP9RyaN4vsgyAAaM+XkV59PgHPNjR+/j6OoZa6IwarfbHpH2yLbHr47KOgoua0mdHHjbA6OtFKrd6gQq9JxJItPv93d3d9M09ezNqqqEEIIrb6S08NX0jxP/4osu9iFL3BOHcf7gEUIIzvM8N9oAHWkejzhRCxLvosgsFLOL5skPjYtUGI9JMhE4XWkiTa4iK8BYJEQyyCw6i+AAicgQCUTGuHNQliUlqqoq7YyxfjNKZZlrXQI4azWRFYIxpqIoCAKJSNPptNer/Aa+LCsuwqWlFf/DSimdKyeTyVJ93SM2iyCKOI5rtVqWZZ5ZoG2FiEVZhpz5/n5paYkzppRKEsytsW5ms3Q+9bH5h+PR+3Qy3d/f9/ESs9kECBkKbf3RA4PohYKCcQwCFcYyiBq1uN1p7+3t7o1HEklJGVZFWAVKqUQGwomRZO9Vs6iuvn9nc88Zg0EolOSCu8paImvJ6ld/8MpXv/KlVnPpYH/38PCwXoub9Xg0mhbZLFAnmBRH2IWzboHHHm2hEbkU7mh0n+e/kcvzEpF1u73uUu/JJ5++cPFSp9PhnBdFMZ3NavUmIiLXHgQrdaWEKvLy5s3baZq3Wm3G2HDYL4s8UnD6iRNPrK+m1vCkefud9+9ubg+m2YnVlTAMt7e3BQpj7ag//tErr35zetBqthuttiXM8rKsSkLsH+yN+hPF+Mm1U4EKNzfvLy8vj8fjzc3NwaDvdSCm0pLNWcrw04c+OMqinK8+Fw/BD91eeUEyHOXfLFbpjBMCd87qMi+zFJuJqSq/oDbOGOvu6CxMatHScq3T6548Fbc7UgRWa2btZO8g37hDk2k4KQqqXAWM0BFqxnzOHjHkTDAktA4QPHJHc3dr8GAjGgByCJjUYgAwpgIgZN6K2TImiHnlKc7KcRAEDuXG3UNrbRB1HMAsn1ZllRc5stgYl+eFf4NZlvnsyqqqhBScycl0tLq68vu///t/9Ed/9P3vfa+oytdee/XPe916vdZrtaWU4CzzqK8xAUCCjCbZ9N6DIuLLZ9ZFnDgia7FMCym4BcyLrCw1IoZRLKWMoqDdDquqStOC8cGT104u97qSQ1XkLAyTJGw2G/VaZExLz2k8BjhKKYVkRNY5Q44YY1IIX6k459agfzt+CbW4lHOsgDHrrDs6AL6alWXJOIuS2G+lCQA5k4EChuooq2P+UEaQnHHOpeBScgAwxvuNCS4EAORFORlPjbHtdrdVd72ldq2WLOpknudExDQjh1IiMM64IgamKquqNJUm5wwRVJaJgEkVMR5YJwwqEpYIiRvHBmn1ndd+9PzFC71AOEayUaskkWNQkiedCsm5cJZkns3ubR70nloJGevUG6GQ/dEI2q1WqyVKkjIYj0bj/WnPnTh96SwXSOSWl5d1YcNEVvDp6ze+m+UzBzQYDT//7OfpYO+Vl14eTCcPRoPzJ9aElP3Dg0hgYMrJ7t6t7btf+5/+h97qmhAiDGqTyURr61X6g/6IiJyF7Qf79x/cOnFiXUXx2hMrSqkqz1UU/8SFNR5XM3GOjLFSV8ZYbSwT6oXnX9BVNRwdjgb9r37tN55//nkOTueZdoTgTp06tbV5bzDcXerVf/mrX6zXgs1qtnnrnbDRSMej92/eXF97ggl54cKFVqO1urxkTf7mj3747ntv7u9tL5/offKFL198+rnd2WSK0frlF5J6PCtn9VpdBUllXFUZaYyUkgEzRkspGPNgAx5Tgswz9DyP0XMKFtbBi22slyAtImSO+2781Ob/+Me1kF0cAYbMw4/WWiJWlpVnzCIu0qc9ROScMwhOGweIURSFoUrT9M6d21/72q/v7u5m2azRqDlnlVJWG0dUr9cTzVw6NQSNZqfIze7+AMNQc1USlUBMBZbIl1CuFAAQg3qtjtpOBuO4XV/MtJ7d6vtMpdQ82opAKcWZTNPsiLtHWmsh5z82Q/bPaup7RNH3k3vuo9DgR7//oXvnUW/mp75Fr+bFysfDi/wi84033vAZX4sr4cewbrf79NNP+0HOX57JZDKbzWq12re+9a3xePzMM88IIXxo2GQyKYrCN39Xr159+eWXb926Za09efKkV8I4527cuOFDsbyTj8cV/YTmf7+6uurj1z0137uheGOJRSgfAHS73Xa7febMGZ9SPRqNvGXoZDJZuN8uyF3+1lpQWz1Q+XNxF3/C9fIfowfxgebCNW9e7H1HDw8PN+7eDaOo2Wz2er1Tp06dOXMmDMM8z3u97hxt+8fzJ3q8ajwugv0QZ6BjmhbfNf6M1sMffBGGPrQPGUMgQnCO/Guz+ST2EOJDB4AA/NjI948WxiKdx7g/bC4mvx73HFQkRwQOyOc9MzrGQJWerYr8GIX1CKe0AATANQgDCATMATqYpyMgA0Ze302MhHXWeyB5bWqtVvPBHv5Gq9Vq165de/LJJ5vNZrfb9Tw6TxL2i4zRaDQaHu7u7votSbPZZGye5Sq48hxpxphS4UKoxo++jm+FcA77P2R4zmazJI611mVVBlJxzo11cRwvGt8FyrewL3885NrDJv4Wnu/FOTGiEhxTnAXSGq3BAYBBMow0g1IbZxxY4AKQcyIqq4qIjNOcc+BMCqxyWOxT5jIb5zjnXg98586dLEs9tB6Godam0vna2hrnQmttbYVU3bz5fmf10mLB4VeMURTV63UfEetxgFOnTl25fPnMyfVWo3nu9Jl6vQ6c7+zs5NpluppOZwGQMYYQmBQLS2EPgYZhuLS0dPHipcl4MhgOpQqKorSEBMSQIUNHUFmLiNM0azYaxERaVIaIh4GztgTI8pLSgnPoYhgT9GMmV2vXb736zva2jkSAKtGCOV4By51RSsymU6PdeDAYHO4lcdTr9aaT9MTq6mScRmE0HA/zPGdSQFlWRhs7D1rE+f2NDNE454CstVVFQaTCKGg3l5d73dNnzz7xxOkoiqM4AcZLXZWzSgglZJBmmVSqqvR4PHbkXXfVg537b7/9Dg9CrfWtW7fSyajMi9Mnl37xC5+VgpzF7/7gtZdf/u7u4WRl7dTHn3t+MhrubO9bQ1EYI9DmxuYJ32SeAAAgAElEQVRWNqgNJ51uFgZhnpXj4XgyHqXjkbPQiJtryyfTySyKor2dB/v7u865L/zCvzh//qxvQebyY/q5q+JieeHXIj7AjR0rZX6r6LUGc+zaWmOMPep+PCMrVIo5g4jT2axEkdTbcOVcp9tbeuI0b7VksyNrDWDcFFXAeKuq1tKMEaR/9lfff/ONvKokhpU1LrcMOWPIkRw4dAQoEAFhUcRBSimF4owZZ8hoAGg2m3PdmmBCcGP0YilDjqwlS6UjwWW83y8Q2XRaSYXWFByddVWeASPu76nV1dXLly+TA2ONtbYsS84kIhuNRoyz3/u937t08eLXv/7HZav193//90We/cvf+u2VXldrbbTOskwwaPAg1LR9d6v//l3XTWiSKimEJQYckHMh8jzlnK2vnwjDUBuXZfkXv/SFjz338fF4bIxbXlk518OVlZXpdNJsN4XgUsrZZMw4ApDgGKjQMTLgAJDIEqAQghEQUVV590u3qHV++eUfcF4xtRgCVaDUEd3dHwYfS+NF177OLByqPNznKQyLdbkfFPPcOOcIWBCEQRABsiwtdvb2+/2+EHJ1dXWpg7VaXJSpMcZ70CMsAkLIs++QM+ecdUSIXEohhLEOmRQyJGTWmKKf2nEeMSmFHBeZUIFMwhsPRqZ493PnT9ZjtT8bukQqEBGqmoo4CSaoLJFxCZC/886tS6cuKaclQLvV7GeTer2uwsgVqRJyNBrd2b57f7wbNOMrp8/0mr0ojgIBjXYEctZouYMHd7bevf3O2+8GOl57+vLole+wgm3NRhnarMrAVJ0kifNivJV95OqZ893lotSm1I1uN6k1iqKUMtDarJ54QmvtLD3Y3r158+bZs+efe+HFzvJarV5XUfRTb9JHTPj8h8kYGW1WV1fv3LmrHd28eUcyCALx6g+///6NG3u7OyXoE+vrly5dcNa+/toPVcTubb5/7/71t998HYUp0wGo1rf+9psf/9iLS701p60uyvfeenPj9nv7+/ecKyR3h7tbRSUGKU20rJ+89Gv/6nJUprmeUKwqIYWL3cS89trr2zvbUsqy0o8bHCzQlEU/f9wqwkPK3rKSjmgIvprNaeRHlKufQFZfBI16W2nGuHW6qipEstZKcZTEa5AxYZ1xBDKMPIjiudzH/PNBSGGsTrOpcw6BtdudS5cufOMb3/TKLESo1XwSJikhlYgTxjqdjlTRrTv3Z2mOtdrG1nYO7nA65kpZ6xhAkWb1MAyCgHlzDQuBCvznsNhH+zfirbl9yAfnvCjSOBJBEKRp6hwEgfRwEefcmH/yyQ3048/9cSoZENLiN3iEJ5A3znDukePlFQuLD5dx5vWPiw/6kdA8BxAEIq7Ha6fWbt26dTA4kFIe7B/ESRzH8dnzZ+/evftge/vcmfOrK2tZllVVJUVwsH/v7bfefeaZZy6cv7SxsVGWZbsdNJvN7e3tVquVJMmDBw8459euXYvjeHNz80c/+hEQhUG4sbFx7dq1yxcvTccTwbipNNI86BkA3r3+/ptvvvm7v/u7BwcHnp/mITImcKXTc84FSmbpbMHz9L2pH+F8nnsQBFEjzNJMV5WtdFWWYCubFx996ukwDN9+8y1w3iBISSl9o+kQKq0rY5EBE5wQrLGACrz3HeeACM4CEAgBxoCSYAwEgZwaBkAWnAVCDsCRIyACZ26ee2786kYwjoA6Lwf5/nB3/+brbxNRIJWU8qPPP3tibWV3d8fn52iniSzAQ/0Yf8yh7vES88gEh/Ojc+yIuUfVL/zxmoI+CAS8iB3A87/hGOHTAblHFWLH6jIRITNc+HAVIscAuLPIGDmnGSNEBuQYVAwlQDJXADIA0ATOJ+oBcYf/GCj+z9AQHpFJ0Qvx3EMv5KO68lgxJzx6WbH4h1hgiRwAF9gmkp3TyaytqrJMqyoritl0OibSAKaqEj9f1evJ1atXvcbVj4LW2jzP/TpjMpmMx2NEPH/hcrPZ9E2MJ156yGLhqqJU7P/wuHzlIW6M4PsOIYSptLZVWqTgHIEl68Io8Lehb6eIrDEVIhpTLbjTQjDGwBjnFzGz2cxa2263syzzgnWvA3TOYeCGD7b13n7XmG5dDKqiUswKwUnUjIxIzcRYhTJC4YqUV/lKmFTTIe/Ur0+KaSANQe5cQFJrt7t7cOrUE0mSHPb3lQydc4yJJGnUa53xKI/C1mRcMUtgC8HFWqfRrcV5nhUWrMXr79359OfsNB0bcg61dpUjV7h8kg5boik5kXNR1HrhxU9+5rOfHwwGr7zyyt3+AAfDBw8e7O7uNhqNM2fOeORX5zljrKYakQqMMcV4woxpN+pCCK3LIFTrJ08YW2VZFknUuuCcI4E11sdDG20KDnqcJbrWwhaLVGt5xVoLyP2TtTR6I8/J2a7qPlE7RZYSPiVGRVE0m53ZbEZVAc6tnT25urr6ve99L4wb/X7fkWWiWFpaPRxMT51aJ6KyzGvNoNlsOucYS6SU7XbbU3pu3759cJACh7qI0tK267Vz586dP39+fX391KlTtVrNOTebzYBzIwJgyBiLQkjTdHdn108I3iHZuwRlQl5/sJm5bCmJOKa1oMr1NED43d/6Hz/60c9t3L7b37/zw7/7y3IybdWiX/val53Dg8FOWuUQy1DxsphpzNZCOTjYA4Sg2RTWdlcaYr2T5eVsuI/IAiXTdBSpZHdnYzzY/fWv/epv/+Zv7e3s7WzvkcWkVqtKU1lnjFNKcMastWAs84nFfinhjFczYhgwZD77zpc1oYRl5MA6DiySVBlnbYCSyDHCblxnpREoNNkwDONa4ohm7oHSNY3ZzvZmLJFThdLtlGmxdrJ55Vrz2nO9U88BmuG0HwpSDsyBVTJEiHNkKhLQMZUuJ4OUuZgRAta1yTAAyzQDY4AJkgCcLCJnuqqM5oKFunK1ZhOcM1XuqGToEECGiMKZSksRETCpYmOMh+mNM8iwFTadc81mmOdpmqa2Ss+ePtdqnX799ddn6ehLX/rFv/iLv4hEbXW5deH86UunT+vpDJEkgCDIi0mpNTJW2Mw599WvfvaFj1/5+te//td/+Vc33v3Rd3r1z3/uc+1mq9OKT652p/v5mjP9t9958P73o6jsC7PrJq3miomEmZUsCkxZdpqtTqdjjBkOh2k6tdYyDqdWko9cPdlsNrTWyComRKe+PJ+6EVVY8yCJlBI4t1qTtd7mzXtE+xrl7QqlYIyhKyO/35nOcm8C0ek0fD082k+BNXNKp6fbeRL7YmPbbDQdmYWDvE8D9nYvC7ng1KVGkQoj1AysrEO9OBhXozTbPtDlNFlrR2cSik5k6BRqsIVzmVBojOYQRhhHroYZBypATsk5Z5xEEFIxpkLBQDDrHDAnBLrN3bgoM6k1GaWQ23K9Xt/fHWX9fHYuPjTmnYNqdFCCQyAhZC6llErGErqsanVUbqb7bhINpzm4a8sr9n5JKXW78b1Rvx20rq5dDqauOJisbUE9Tmfb7/HmfhjVtIVWVDvIu0Uxufjpr4RJ+LqZ7I9A1ju1w7RrQLiiqtnD0gg0wOL2k9c+/q//571QChBBHJUWNAUZ4fBwduvO/d3dw+//8LX9/cPX33hjdPD+D+8e/u7IfOxjz3/qE6t2ZpIkPNrxOkACdJiXilxMdgzWOSutkowA0JCrkEp0EZIQ6Ew6OZi99Nf3F3T9b/3Z9Yf+4TU2m2Qvfft1f3iM1n/xl+/NH95z+5jdwe7u3/z5awshBsijXwEqAuDwxt/9pztv/oXhhKFUjRgkco5KqXoYzYajrXv30+3NDrnMvwA6CIOq0sAEoARiUFmwDlTOuZQEYA0DImAkOY8CRsxq4yqNjkg8zIJeGBE9Lts7rugDAMb8EoEQkRgCI5Sg86IoZ0pxZMSkNKgrcJZL54wnAYEQs3wWxxGAQdKMkzMOOCNE4yrBWGUIIbTW1JuNwkz3h/dneqJhyQBHUR8HXAt2Jum2Dw8+fupig+H2YLgjAC6cfXtwcBuQZFSM92q1GpMBEaFQTrtZf6iUAiEqa3nIs3TCed0PN84ZzsOimNXrdSkxz3MpeVHkQihjHABEQax1FalAccaQbJEqgeAMcPVPd+r7WcZCfITP+QgYyI/OwUKddcwEyR0ndi5A5AVla/EbL+Q7f/58EAR7e3tVVXl655yEhvjGG2+89851Dwn6Etlut9fW1rzHZq/XM8aMxgOt9YkTJwaDwY0bNy5cuNBoNEaj0cHBQbPZrNVq6SzttNtPP/10q9X69re/3Wq17t+/76N1VlZWGGOHh4eFsdeuXdvd3fVSbN/+jkajOI6///3vl2X55NUrQE4Isby87BsRryosisLb9GVZVlXaWccYRwFVWWmtO53uufMXdh5sM+bBkdCS1VonQVRvNABgmqalrrQxla7IUcCVI2ZxbvUFBI4sck7a+H8FcuAKz46iBVfQJwQAgPaUI7I4J2k6Zz1m5IzhnDMGzjnrNFbmpe98Bxl2O80zZ9aN1ciOJh7CH7cZ+FmcZv47rimO/VcCgnkgGMHDlZ0jQiD/K/pcLGuZjyWep03MpX74cGj65/OVZbm1lgiEkLVaHZFlWTYYDCeTqd9Gew6S3wFXlfap6z4PczgceteQkydPelfbRe7i4jFwjKotP+Dk9BPUnkfpZMyvUa1ZqPW4CqqqKnVlrOWC08MLO2+Z86L06EdlNFYszTIi0sbvv4kz7pxTRVlMp4xcHEjJBScOtiIyiJwBWmsjKakC44wgZoEVlbHc6TyfVeXEVsahCAPEYjbNtre3GXt+YYDmnENkYRB3u73p7KAoSyGlNoYxoU3V6fa4kAQglSpn5c7e7myaCiERyFlyQEQQRXGj3qwqE0VxOpttP9gmos3Nzffff39/f384HPg2kXPBGQMCxpDIeUxgMpkcd3r0Xmdpms6m0yiKTpw4MZ1OizSbTCbG2CgI/JbXkHcNQZ+VMp1OkTMAxjknACFEEIYJQ7I2z9I8z7e3t+dSh9GoXqv5PMYwDD1K3G63l5aWvNv1gmzvF39LS0tvv/t2d6l1+crV5eXler3uI26dc1tbW0KqRnOHMVZkdOFS9/Kly2fOnFlaXorj2BIVZSWkYEJUWqejIi+LqqqKvCAixplPWFZKIWBZlfv7B7Vmd2vrgXOkta5MdXBwUGrT67Za7VZepHmZ3d+8PxlnrXav1e09cfLUO+/duHfvnn9u+Swpa+ylCxe643EQhABwOBhM0rQoyjCKW61WURSD4Qig6A+2dVGeOnP6l3/lV/qjYbPT3j8Y5EXmZjMApgJVmmyRqTHPNkAkhkgETPpqRJZ8iWF+pYPIANE4AABtSRti6BxZIIbMOD2eTISQXElLFAg5mU539/Yq2juzfi4fZujQgpwRPqj0ictXLnz2C1VjOa31oMoRrC7zZhBRpR2yYjIEFtZqdSyrpKYOZ+Pp/oEpMoKAyBHzYVsOPB2CCB0SWGRI4CpbOoZSBVprhsQ55yABNAEed/lbbH8WlGxv9OLVsFWl0zRdWVl59qMfN0Z/4xvfPLl+cmV5LctM0KA0Td98882tra3Lly5pXQnBCUGhAsaQs0AoIcRoNG42W7/3e//r2sqJ7c2ttbW1yXg66A/T2cwa04mWc3CTB1uWYa3RvPzpF4f1+u7ubo5cOh4QqzcahLS3t5vnudaVUrK31AkCFYZRHEc+TbTSc7O3RZla7I88v8BZh8d87ABISgHAnTPOOaMdkQk4z7Lca0OazYZPrGEMuTevJbLWLiTBUso4jv0M6aNTPTnIWM0YUyogR4xxhpwxJpUUXCBDZ51EaYXjIJSKwMjJZNIfDcaT0YxMs9tbXlleqbeYNgpREUOQRAFpZ3jIRcB5CJYba62zxIiQDBARaCSJxDljXPiVLTF2pxxnASsrLYVIZ7OqqUtGIwaGgWUQM8kqSzj3xM/L2YwA0aE1heIyUpFSWVk+89GP3N3du7+9xTlPq2J/fydNx1wx48orVy+NBgeIbnJwmObl/t5hrdUbzzIeh29df3d3sFdrJSoSJ9ZW79y4mQSRNS6bZVFcqwwxIQhx9cRa78rVr3/9T/6fv/6vLGBSBsaBMVRWejzND/pDa3E6y4qyYkwg4vXr7//hH/7h0tLq//G//5+f/cxnHpNeIAgFRJoxjZwYKwi0dYgAnDnBAckwd5zXdlyoOZ8dkbHUaFO60grLmAFmGccPCO/tsfZpvvItFr5v8z8/0JP+way02oEBBsiRIZLWwhlFKJE9EdVONuoFwvZkPNHltCi1EAaIrAYCh4gciXEO3nDR+a7ddz7oHPpyxObt3EKI8eMAw+Oj4KM+fIg+Z7ssy4XEF48yuvGDLFB3RNvxNxY5B+i82aixlgi44FLIVqu1u7u3t7cXJzUicNYltfr+cGi1qfd65cHuwXTCm/WJrUqgzc17D6YT2enmnvXKmKcIKaWWl5dns5k3n/Pb6iRJFl4bXkMrpfRGHp7P6fuQIOCekad1paSw1oj/ln3v/6+mvkczBhZzGhwj4x0fCB86cxwpc5ggdkRleQTrW7yaVGrBsl1aWqqqamNj4/DwMAiCO3fuBGF47uwFjsIYc3h4OJ1OL1++fOHChT/7sz97+eWXNzY2Dg4OnnrqKSGZEOLVV18ty/LFF1984YUXPHXNhy4wxlaWl2/dvHXnzp3z5897ymi/3+90Op6oppRaX18/d+ny//Zv/s3pM2eyLFtZWfnYxz7m98rf+973NjY2XnzxRSIyWvvUPsbmZtCeieFdyBhjQRX4YECnjbOksRxNpm++9fbe9k4YRnmWGWOSKCakSIaNqAYAzbie1Gu+IfNWnPu7ewRsDpgxcMTIkbaGce4sCSmNMfMatJjOjiBa4HPUnTyPlGguYmMcOM6BLI6WAQBJAucqFsjS2rIqkjgii0dYEZuPjj8DsfunUDF/foXeh9Ug/HABHeAHRz84rktEREBwRAzI2+fNPRj9OWRIBEdGE3RkovnPYfJbJHpzLhjjnAvvVqu1nk6nfq6rKu2c03ri66D3y5rNZoPBwI8ZAFCv15vNVq1WVyrgXCyixhZkj8XH5an8D2Mk4dHZj47s6QGRfF6IUowxQLRHMKDHdIyXsQF4FwLnyFnrKWSWHAI6IGTMh5ILISqjjwBjhpyFRMM0FcCUlEBIzjFAcMAEMsaccS4jBgiMk5Say1LKnenkwsee7Vp7f3+PcTsrqhYX0+nk9u3bngTCmfTYPhEylEmSvPvua/e3NpuNljE6jiU5aHe6KgyqoUYES3TYH/b7g06vq5TyOLNn1zQazaqqENnW5oO/f+UHaZpOp9PxeOxJX2sn1rwQl3Ouq2o2m1VZ7jMSvYTPU3AXUIAHljxo4Plgnsrr/y4iCqWSUiqBjDFy4OaSIaGNASDrHJBDh9ZZGQZMirTI/aOx0+vOTQWl0M6mRd5stbd3drd3djvdXqPRUEEIyG7eur2xsXH27Fkh1dLyyumzTwRhMkuLwXBy4/3bCy+TIEyuPnmt2+122iveTMiDGN4J1jmXZvl4PM7zPDtKEw3DcPG09hOstTaOkjhKiIvDwz7ngjFmiLQujXEXL19AZm/dvpFNs9u37jTb9WvXnpqkhdY6S9O9nd0wVJ54H0WxsfbUE6eTwSDP86qqGj7gBzBJakS0u39AAM7RaDw2xrzwiRefff6FV3/4SqfTFXfvV9bIACWXAEwoyZEhImfcOQ4AVaWP1LbAfYHyouW5rzAgILfADCEiEHMWjGCGXKWNkhIYz6sqq0plIhCcEN+5fv2ll17qtNlW+8FK1FpurmA3jU+dunbt0uqFC1XUMRgWhrXKKbjKTccKyv7+flG4UrtZVq2unGjUVOiao+vvxqZqCu6cNa7y7BwGyBC5ZcwxDqxQWtu8NGUUSCNYVlZKMiBUSpFhlbXeZXcR1OSPii+qnmLtD14Yhnt7e9aSUtGlS1fb7Y5zbjbNgiAqS7124sRkNCZjO+12o9lERM6FD3RkXCjGiGFeFhyQoZxOMkT83Of+hS4rjr6pBATgjGeDvLx7+60b1/Fwp3Jl67lnRRBwbWpRvZ00AuRlOhtOhkRUbzU4Ryllo1k/MhZ2la0sWIdondNH72i+2vbuUPPmF8mRsc66SuvKWsvFvKth7IgWaIw/qF5LEgSBr58L11YgpyTnXHnlRZZOk3gJCK2pEJxnTUynRRiGnAltNUMehoKIlFR+y2bAMAJ0DgyicZPZaGuvP66KrCyibv38+TMrzaZCAFsCCHAEloMLwDmlBDAJiJXLZ64sbYkIjHEQgMg5YxaBOwsVWesQMQD81tb7B8IlltVUPJ2ktXrtoJiOFQCDQldLImyrsOLgLFRaK0CmhAqVKVKyThNpB1t7u83PfOZMs77HaLwF7964sXT6zGB40GhGt2+/F3KWKKlb0Zsvv0NSha3e1edWmsu9f/sf/8PW/u5g3BeSGetOrvW+cOVpnhXtpBmgG6eFk0Fhp9Y4DfhX/+Vv/v0PvzPhWILlnFuLwJizMJ2m2hAAtuIog2o6HUWtROuZM3Z/d4/IFYWOInnUU3hVP5ISlXUlKgMCECwXBBwQHWMW0ALRgntz5JRJSAv2kwMH8P9x92Y/lt/Xndg53+233ntr7+rqjb2yySZbEiXTsuTxMjaEIJgYsWcMG0gC5DVAHpMB8pQ/YYA8+zXIangwQWZiSzOKLVmidkokm2Tvze7at7v9tu9yTh6+ty6LzaYkO+NBlEuiUbhVt+re3/L9nnM+G6Sk0QnDKLVEREfuuU2QxCd2SWCY5xjPa4/WELADBSCFRBbW5YCpwIzkwCT9vLzcLy8M+hZxJyuO22avqe4fHzkUnCQkpWMIRAZOOGJCCClByEDEFFwASSAYQIpI+43N0nMh0p+kWcHp8e4p5Y6IcSNtW1lrlRQAqJQWQhJz9CFHRK3VDO4jmm3i0Un1pOsTCIGJQcTVY3FpaX//YHw8Ksq+cyGAHiws7BwPiyRdWFrcfBi2mnG+3Dtkt+/q3XrShKCYJuNxVGxlWRZnLnFIurKyEi0e58necfeMLhix6wMAc/LQOplOp+PxJEnSMi98CBQCChFmRoD4//Ou79P19xy4e26c/1x/+JzJ3nMvee6qUkpFhkMsdCKN5+zZs2+//fZoNLp58+bBwYFtZwFWWZbt7OwcHR3dvHnz8ePHjx49Wltb+973vkfstdYxgK7runfffffWrVsxLTrGkT17+vTu3bu9Xu/3f//3u66LGCAi3r9/HwBu3LgxnU739va++pu/ef78+fv3729vb//5n/95ZFYcHR29+eabxpitra00MbFRtNZOJpO6rr/zne/0er0rV67s7OwAACqcB2JmWdYrip2t7c3NTe/9zZs3o5Lnwzvvxwr7cG8/smH7Vb8oisKk/azI85wmTTyAnkIIgRCIKIAwSVJVlRbY+hC0/nj9QUAhKLqkREcmxKQs5z7gcQRb1xXEH5AStEREWzVai9Z21jtA4UMQf/d+7Be2SX8PxuQv2fN91pziuUjJecpIYBcCR3jUexQaAIEABfAJ3Per/Zj1uqc+R0TIY30Wy+s8z2OlG/3iomGmc2588oiD59jyxZn9PHlybiIfJ/rP2Vt/rOl90YFkPJ2IOHutj8IVMVtYgEIcAMVCf25r/mmceS4lOq03mJWe3tu2Q2AhNUcLeozAODKgR5FgIo0BISrnhq6durB+4+av/d4/fvTX3xo/fpwuLIo0w/YwhsU55+MgEBGl1EIIJZNerx+1xGXRn1nkISLi4uLSo0cPptMWEKJuJ4QgQSulKPiu64bDoW3ajz766Omjx08ePQ48c/lTi4tLS0vr6+tZls0SFIfD4XA4mUwSbWIMRtQWTiaTuGxG4oO11tnOexdbvojcJkmixKwzT7VhZm8b7z0wCjXT8cfERAizuAvnnBAYwcMY2Hj79u1Hjx5tbW1F+ZkxZn9/f05wWFxczLLs/v37d+/ezYuyKIonT5689vprG+fPzc0qRqNRDMiRUkqhpdAUZmGMXdfFBT/mQMaYnOFwGK/SuHBF26EYch1tP5g5rupH40pJaaP3iY+Of8krr7yMCuuqKheKxdWFn334fuB3v/LV30TE6WQcAhW5mk5s9DSqmy4auEVic1aWQoj+YDGE8OTpszj9ta4CqYKzV25cAyk2Ll2QJLJ+7ra3iTxEEyMhn1tthJIA8vSqSF0nTu16ceYPgZTWQgBL5YGJyLKTUiotBQNKQQKN1gy8ubl5586d//q/+i953L371tvrWVb0B5QVbdm7f3wsvcn7RS8dLE4m0+l4uLP10cPRztaWI1F31OsvVxymrk3Or3Xbz0qEnsZpS4GDUUACFQrBoAAFS2DhyQotM5mAD9Z6610mi7qquoa0kEZqncq50iy6jMaTFZu9eATqqrWdHw0nRVFQgIP9o/Ylnxfp+fMXl5dXP/ro2d7eQZaY6PmjlJ7DJnyiVWeAfjmYTCbe+1SbrrMQyFkrURilEZG8d84t5ovl+rpMTLm2+vjpo7ffe2+9V5Tnz5vBUq4SO62n1ZQ5FEWxuLiIiMQhz/OYGOa9l1LEbIbTYTBxBj3XXsbVjE/82LwP3jshEmIQghFVzLsWSCYxsUSJbk9Jqk8vj8GHOJmdx3Ls7+/PqRORM7+8vCqVYqJIX5dSMbNS5sT+l5VUiZKA0DSNrTpLFBLlUBmjgJDHNTWtGB8CINWWiAhl5UKD7Ixokca2HrV1621AkFIiCAQhUAEIIRSCkFKnaToYLD6eHFYQSpUAgGCQQie9AhJoOphMxnm5OkjzEXtL3hM7F4L3QMTkLUMg8sjjupnUjcyz8+fPHzs7/Pa3ZZJOR8PFc2dHw2Ov1er5jY21xfPpF3RvcOg9CzwYHf/kvffyxUG5spwnpq4mk2kjpQQQKo7Yi54ue+eXl6TIB6vrH37z688299dvXZkOh4HJOYcomVkIWFrsOeeFEL1y+dKFDSdgf8gHq4QAACAASURBVP+wqurJaOKcnbV8n3AVoBbAo6CYtcSCT5ToHFlvDPQCWQoCzJ7nCGNIxQAopVAKIDY1n3iVlnpeIUMcBwgxR9NmFizcwsxUCSSwDl4G1gDLOnlpYXF1MFgA1uOx1OpCmmzk+UYYLOp0czp5Wk8cAChVFDnVluJ2q6RQmgA4BGJA+pjEd7peemFM98/JZz8BfjBe28yIIAFYCo0omcUJkWoWQx0bS2bquu5TAh8UQhAjMwfgNMnrbiyMYQYXgpS51kkznGAgG/zUu6EMx8FOJT4dHg6tbwO74ZgZl5dXT8LY8pPaANvWRhlhv98PIRiTaq2n02lMCyYipWKzp7VO2q4j71DJsuxJKeumThNDM+qYABaMhL+6Xd8pT7XPtLBAQJ4tw7Hk4pkJH7IQyAzE9MJwv1hixsVUqE/YgcbFPVbh8YumbWPFx0SBKBBpY5S1165f3zh3rizLNM2V0EabQKGaVm3XHh0dHRwe9gf9W6+/NhqOzp0/LwVaZ1dX1vK8uH/v/nvv3fn+93/Q7/fjqMw6G7y/cuXqmfV1bZKVlVUh5GQyOR4OL1+5OhqNvvOd7xLz733tay+//PKDBw+ifunChQv9fr8oiliUfPOb31xbWWmbJqKIaZY663Z3d9I0O3Nm/ejwWEntvOuazjlv27au6+BDryyVNk3TOmffef9979zq8krWK5XStus4UArgnavqZjKZeu+RQSslg0+UEloxM0ohlWJmqWRRlJubm8boSSUaeQJqzc4ORTaz0ioqwlGnQmAgss6hFEmSwNJy1dRVXVlryTkgElo78jYEnaZMNnjPIjqKzJe7T10b/HxjyL/oRuC/j1IOn0Pz+MVQ38y78oQKiDRTy+E8Jg/jpYsAxEKr6CNi5OyThcjAQv7YbfYfwp33P+SNjXNULXZfjIAMFEE/REySNM+LuPHMicrOuXkTOAf6opmKUspa531wzkc3sJh0Msf9ZuFj0sReDnAm5Pv0dRAoLguEQiptlNLEEAOKAzM737nARM75EDgu3BQlBDN6DBABc/A+EEWvNs+MREFKikpipXTb1NNmojg0EhRyNVONYs04JHJCNEKS8w4xWVq4dvv2+ddeu/L663Jlpfqbv3WEhrAaTvoAQsjjo9FwOEyS2L8RAGqVxKvEJMnR8fDsWW9tIJ4YnSDC2bMbb7zxpaXlhVu3Xl1cHKytrddtY0MgYuc8ESdJ2svLzWeb+/sHGxvnpFC9XskMDx486OUl+/Dg7r2maauq8t4JIfMkNYlhJudCBFiM0d77qppGiylEDBSYKU0TYzT7EEk7AtA5BwgapQ8eWEul5i05s3DOsSA4UV0qrQQiEQ0Gg8h0OHPmzHg8fvDgQey7hBDb29sAIKSKroN37969f/+BD3Tz5RtHR0dt2/YHi0dH41gxe++dDwuLq1rrLMvSJImB1Epr7wNxBzidTqvO2q7r4rRAKm2S1BiDQmRZmqbZeDxuh6Nodeu9AwBtTNO2iSnKojw+3HeZqaopICaZOXdxw6SaKO31itufu722cTEQXbz00vHR0d2797QSaZq2dVvVbZ4XR8ej4+NjlBKVMlL6EIbD8fbOnnX+2bNnVVVleTGpaqVDVvReee22Rz57/mI1mbz6+mvD44lrnbU2TWSik2i1ErW8IUTzVJgxeuMqJQWdUAricuYBJHPkGwCKzrbEAMwuBKk0CaisTbxXSTKpKgo8WFj8+je+fi5fpOn4u99/CyVvjS/9aPvhuWs3vvZ715KAB48fDe+/c7S324wPd549JsCkt1B7+LWv3SDbff9b/+4gUbaelB0sSjGSwYug08QHp5g1C8ECQDAKk6u668a1VXl5ZnlpmXB7b7dX9i6cPyeYD/f3bGfzvAieToKwg1bR2EkLISmQD8Fa17adlCpNs66z3/nOW8+ebV+7enVlaX3QW7bOFdmA0RX9zPvgvBNSSWapFJOXwCwVUyDCPO81de2sV9IE9r0yCyEEHzgQMaLUhJgWxTh4RFw4f+7qq6+euX6T8mxnNGlDlQqxsrqstFRapWkST4cxiiggshAgpQAAKdOOusgPn7lZEDKhThIEDD4oIaQwKCIdbmYAGCsia10cGEp2PoS26zpr5yG9cUYWx8RaquBD27TWWQREgbZz0e7Y+zCZTKeTaWNn9X9kUBtjou1clmWxFEEQbeVCbY93h3tHx2Oyo5QnXVNVPtkfjUZtPm77fq8LcFB1XmqzsNyB7IBVrmUi0tIsDzI2C6ASpTRISSAAZEQCA0NgoZQuivLihUtplksnnaM0z2zTaE9JgL4QKQnpSXgqiwwMZotrWiddcMeTkfNaWGuDnzbdk53dUVUN0uzC6pngwoX+YGfzqVKi2t+Zjoak1MPjfVlP3rz66sbaGayq/+XrX388PIIypTwbNZX1RF04s7QktGFj9qraan0k5Q7j9rMtCLJ85fbNX/u1P33zc3p1SeY9AHCdBQIOYWdn++4HH3rruqb13huNgHLj7BlE1TZWKd22NpJ7P7ZcQ3DIEtAImQMikbQO0IEQLCXPALpP6hROxa7Mn7QYyZPo2TFHsPA5N5T4EmRCAESOjeYn5t0pIDNIAGFdyryaputZvpxm54reokpECNo1hjw1HUqN2uSBV5ZWL/UHW2190DY709F4MlZSO4AgMAjpmWN5KBgEIgMTxuJOShl9WSDyYJ/7gKfH4Iji9JOIAlFIqZyzPngpJTMIkEppREEhZmLRPAPjxHowmhiL2WGbMYJYCIUCQ2AMlBdF56uzZ88FgiTJi2zRO26OjnqZntZVq3Ck8XE9vvf0wbOdPZFmXuepMf2yt9DvTydTAq7q2hgjpCBmKYQyOoTQWRtCYOBUq87aJE0lAhElaSqltN4JJYlJMEqpgEkKmeUKmHBef/yy6MP/Z7G+OUj92aDlvLnnkxnVc/iePEGr5zOtT9gNn3o8B8Wc1v9opefGZXEqIKU8c+ZMkiTj8Tia3UmhrHdEhFI8evw4EjJ7vd7x8fHi8lKWZW1VW2vruhkOR13nXrn5ahw2CyGOjo6Wl5cvX778zW9+86c/e+c73/nuxsbGyspKlJ1sb++89dZbeZ7/8R//8Re++MX33nvv6tWrm5ubS0tL8RN9+OGH77z99j/7kz95/fXX62nlnW+axvuglZFCXb589b333vveW98vy9J73+/3UaEUIgSy1nnni5w7aweLiwCQJcnR0dH2/l4QELeTaHIvUOQmWVhcLosSALq2rY8OTsom57tIScqSLO0P+geHB0VRAGIu8TnALe5YRISEwpG1LQjBTNR1IAUFaG3nvdMMSiUepKcQAmlj0izrOsfB5VlCwZ/q+l/UsH3qcuG/Qwv3d3rmBRzOX/TdkxbxJCjyJCcMmYERnXP7+/vb29urq6lKCyBACbOMYQTkk0TpX11iJyLz7BRFmeL8FozjeQQUyDFplJmNScKcchHhZe8jEB2RpXhLnpC3kRmiLT+ik5LiWj8zKudwes+YE0FPiQQwHttZp6d1XpbB+TjkdNaGQEKIzrmmbZ9TCM9FBUIKImDwMzYvokmMtRaFmD/j2NXkAcN+6GpPRyFopZRSltByaLUerJ/Ne+W1G9dvfOHzG9eup8uru6NR3u+ffekq0L8L024x69nRvpSq67rxeLK2tspMQsj4puq6HQ5HiPL4eFg3jXfUtrYshZTyD//oj7quOR4e5nlGRPfu3d/c3jJpWvZ7vYVBHISl2ly7dv3s2pnUJBLF/v7+aDS6F8KHH3wwz3PL8zxLU+89BQrBR0RTCMFMUVAppTBGRwwWgJWSsQkUCABc11WaJIG8tdaLme1nkiREXJ8E2IAUROC8i/4jQkohMJGp1jowfXD3w7ptQCDBLPbw+OBAtOrixYvLKFhInWY67ZbX1tbW1jzDo4+efvWrXzVJJjVEZmbEimPmzekEjtXV5d3d3SiBllIKIZMkdc7leR7LZZOYNMsQcX9//+HDh0VRLC8vM2Dbds45BgwhlIWXSsbimAHKXolIgJjlmdKqquui17vSX5nWlVL6Rz/44cHuTqp1Ly8g0GQyEUq1nftoczMeQGMMMe7v7zsffAjee0ZZ1Q0xMGLe6+W9ApX0TGlZXF5ZHY+q7SfP9nb2bNcuFb2u6yIjIwR2gCGuP8zERMwAECI5ipiZRaSEIVrgqN1ug++aLp7UwGBDIKIkL1SSmjTzdX3lytWiKIWeVo83s6UCN1Y2LqwvX7v4ud/5ytLS2Xr3eOvJhzt3Piqr7cnx0fpSv65r1srXUw2wXKSdt33ftts7oWn6K+dXUnUM0AkGAcJTAqAYEURA4VFwItu6u3jl/B//yX8u0+yv/uqb42oqUTGDD9Q570IQKOu6cc5lWZaleZqmJ/NjjIuDMUlVVYjCWqeU2dnePdg/rKb15ubWO+/cuXHjRpoWw/HuxfMXrl69euHSS5K51+t1XQtBkGAU6II3Mh+Px0yYJHmEmqO0NrrAKgYhRFW1i72+WVg42H3aX+yfu36dlD6aVM45xZzk5aDfD+SlFEJKIlJKxsGRUFLqmb22NoknDiEIpYgIATvnhBBSG+99a53AoFUkt0sQEiWYtCCOkXqzurafZtHKGBFjYvDcqHCme3ShrdsIL2uto1aWeRpCiOE3TdOiyuKIOSoAo2JqOBwhYq/XW1paKgcLGpWt7aTrbAg2OCPSlbJ3xqQXGs52d/WxV82QhERCtVgsnD0v8hIIuK2oHvPeOD0e5Ysr2WKhsgRMAUaDTkBpiE0gASFIqb+0fO7/nDaNpZbYCDXdPzTO39TZyxvnvnr9FTmcNI8eduRd60ReZktaoFCDQX/pgpuOaTKJWuftZ9uri6vQODVpLiT5ZGebEiUVF+xz4rRzCwjrSyv9NM8Z/vXffBszbY0K3nY+ZEk2rUfry6oCPjrYX81Mkua7Ehduv3Z5deXf/B9/uQfcpMnnv/Slq2987tLV15VSTKSEQOK6mv4P/+JfvPPTnw2KPKZYEUJRFBSw60KapGlqokPC6YmkEpQjLDNnxEBOMRFCYPCeiZAjBRHwNMNlbtUzf/JYR/wL5wAXvMj7bg4jA8xgxdPg24rlLMny1KSIS0V+ttfrxyyNplXTsUaB0ClBUgrwVnqfoGqsK7NsfXFlCmG/G4za5s72fo1khWgQLRF7j6AUz945QZT6qwhrx01n7uYy/zd+wE/4L568/znW13aWibVKvOsQlRAaQEaLf3EKBPLe4wmAFMsPOun6iAmlkKCIGFFkeXE8wqWVtcPD4zwry/5C23k3rZLeyriuxsFVrd+sjrfGw/LMqtJZ01Ga5UobqZRJk4WFhcjnNFq3bUvMRVHMKhmEEEhICQKFkpFnJLUKIUymUwYIRAlIY3RdTabODcreiboWZyef/v33ff+AXR8zz4NyEZFniA3+nII74oAfX64BcAZ/MxMJIVDR6WbvdE8YS0YCBDGT8z3HDJ7XAY3tlFIoBSG0zkauraSQFjlIEYC3N3eePHxSVdXq6uqzjz7aOH9+dXW1LMuyLHu9Xtd1TdOUZZkkydbW1pMnT2I0WVTCzPIMAJj59u3bh4eHDx8+jLyjaMIppbx48WKv19vc3Ny4cH5tbS3yi6LE7s6dO48ePfqt3/3dixcv7uzsAHO/16uqand3N3Zik8nk0qVLq6urcaU+ODgg/jixPc1SIip7PU9BAE7rWmqdSBmMHI9GSqva29ZbJaUN/ria2K7TWhdZvr7Qj2pDpdRwOHzy5EnlOod8NB0773wDQkvpQqyD49TKew+AEgRHizFPgoE5AJFi8M7Vre26ThgdKAilUqU8QQ3sOk+etVKOnLMWEWSMf2GQUlnf/f16j08sdPgZBpan1hf+jF/yMfjGhPwJV8/ZTP30CO6TyPNph6G49ATUz55t/sEf/EFv4cLLN2/dfPXWa59/dePc6rnz64lOFYKSRsroMJRGfOb0dfsPRJyes+Sfe+Z0quFnkWk/I1Tn1MHnj5MD5kv26W1mrtGNLUfcBuK1F6nwL0zRmLdhc6NnCi8w/jmxiuHIOmaBXeeUUtFf1FprtBYomDlYrpo6L3rR4y42AJENFd9JXddpmqZpYa31nqxtQ3DGpN6TMdFdU0ipnQtCy9e//KXu4ChFaqeTQT+TEozSq4tL55fXLqyfv/C5l3Vi0t5AZNnYJDVSo4334fYbb+RZOR5PeuUgTTPnrHPu+Gj40kuXIn9bSuVsiM7gsapzzjOB1iYGOqdp8uDB3cPDQyGhrqvdnaPxdHLl2rX1jbPxiBljtNJXrlxRKHa2tvd394bD4cOHD6uqStM03vVEFDVvSZJkWVY109FoFBnj8aDFzjxWmdbapqlt18ZGCwJFfQIwz5BYBiml67q2bYVSWZ4hoifQUqBUIPCEmiERZ6O96OXzzjvvWGujc1U0zySEtm1v3boVB3Pr6+tra2v7+/vvv//+zZs38zwHxDNn1mI+apwgJEkSO6s5H3U4PIrmq3G4oLWOYsWYSM7Mne3i4tw0zYy2gDg3tY8n2jkXnF9YWIiuNrvbW71efzSdXLx4cbp3kOWl0OW0dosm2dnZuX//PgVeXFl47datH/zox8xcTeuVS5ei+2vbtkfHI6UUCJmkujo6mtZtCKGua6HCytoZafS9Bw91YpQWG2tnpltbVTWRUpZl+cGd9yeoe/3+wsKCNAkAEIq261rnu67TWgmUnbOkJBExggTBzI4IpfTACJSkSZHoIHE+8Yw76WQy2djYiOrNNE3Pnj177mL2KPj9o3eZq8sXz05tu5xk082t/bvPJh/tws4IdbNW5jyZYFuzN50nzLKmnoRmqrwbGBO8C8Gt9vt3jjfzxcXadf00xbZLlXbMDkXV2q29o5dfvvKf/uE/u3T5yts/ey+K2Kumno4nWqmuaTc21qPwIZ7QyAA/nUIR443i/liW5fbWTtsys/vgg3vW2jfeeGM0miRJ1u8tTOsqTVMm6ILTXoeZk4prrU1Ss3uwq5RKtGnbtmma4P3G2Y2qqmzbzhe0Xt4bt82rX/j83/zV0y++/lqxsLjvvJJmbaXP3hk549V6H+be601bKaXipR4vOe8pLjUx9imSxJxzM6F+kmilKXDXdUmie71B5CQBC++ttd0sKZeZhXREAJz3+nmvP/dFnJ1ZEORpbkUbLYsjsTMu/gtLy0LnMaZ4a2vL2sZTVxTF+fX1sizjasDaTKZNE8JhVU2rav3i2Wypl6dmQ2fw4bPR9lE6boF9kJAsDJavXl354hds0xmTw2jsHtx7eu9eVU2abCdkfZRCpFnSK81gkC0v50uLsLoqmIX3zLZ57/4qyVpCHbpAoJ1Iq+7Wuau/8+aXN5aX7t/7oPPe5Flh8m5aPXv8OBA5JLWli1T3pGCG8aR+8OG9W1dvTI7Gzc7+pd7Sw+4uaJky6qIQnf2Nz3/+pfMXlhdXgpCe6JXrV75772FaZB4wy4vhcNRZyrOyEfR7f/BPljv+6Q9/cPfw8Nn06EZZ/MZ//B/1F9bef3T/v/9v/5tLr9+6+NLtosjzJEmV8cGOj4+PDw4ODo8fPHjUdV1bN2kCC4OlpnXnzl+Mo5gTAzxgQEYAIBk66OgPf/u3eP/IVVUIroPgmDrnbefJBUdh3sCczmeep5wj4qKetUmsJZwYe57mUsYinJnYz6KS41IZrwGllVLqyqCXp0miTaplAqy8Na5TwAlAaqRgCCgDBBFICykIFJFCab2XHSspjE5XTaL7Sz/88INx01GBHAh1go6ixpgRSMw0EfNO7znnjtmTNEPn4icgZiHkLISMEUFGRsNJFqWSUjEhCNBKS6E8MQMhqlnAkvfRQMUYw0xBeOe7EAJzADlzSuv1+13nms4VRekDKJOkJv/oo00BkCXptD7yAnf2d9u2Xt8427VOKIWBQuA8zSmAQHV8NBoMBtG0KDGZ1rpru6qqYmBV0zTOhoXBktFGJGI4HHo31VovLix3XVeWPSElIpa93mg4JOYiy0NQQrCSJg7u5K8u1kf4MWzzQqzv0wjLaffO56RT84v+ud4vdtjzIcFce3Oa4YkoT0uD4k01j11eWVnJ0yJNstFoNBwOb7/xhbIs79y5Y8wsKCxWpYXJP/ro2Xg87vUG167dSNM0z6fxFo0h6VXdPtveUUpdv/lK1JCYLI/OB2fPnauq6tvffeuvv/2tlZWVqJ+Jj6qq3njjjdu3b1+4cCFN04OiPDo4stavrKzt7x8eHR0ZY5aXl4VQXdd4T4PBIrNXSo0nYylkkib7e/t5nlMIgHgyLxRH9VSliVRKAxJzZMi0dS1VBkIcVJNJPY1508wsUARtJs77qo6W9qLtmLkHQgoJzMGF2eHFWRCmEBIQJAvG2bpDggi4kDowt75DD1oggRRGO9+JwOBIMCgheeYtzggiOC+knLdPnxXh+KLGAz+l6Hph5zPHpvAXI4QMJ+kG+FnTikhhiJxSnmXfzZxOkREQUAhgrKp6Z//e02c7/9c3/q1QvLhU9gdFluZXXrp+9eqN33jzzTff/NJoVKVpkiTaWmL+h5D7Pc/4D4E+9RPyl+gen2u0+IVKv0/+IX/yjZmRafyCmJhPTHBglqjKwFF38BkfAOOxjlmRn0IdEUAwz9i2gYAZQUhiDIE7641J67oDgDRJmDEEJmaTpHXTTqsqDgVDIMCgtUnSlAGbto045KzudM55P+j3sywjZuuc7TpW/tz6+kvXrm6srXVNRd5liTFSlVmRJWZQlAcZASKyTcEkUopAmGZaZ3nZ75d9V3caoXLee5pO6/2D/a6zxhjvwylDMlmUpTYJEVdV631FxJPJZDQaPn36uGlqIaFr2yJfuHDh4tmzG2XZcxSi7NB29vjouB5P9/f2RsMhM/f6vcWlpYiZTKfTqppOq2mSJFmeDxYWBkvl6tpy9FZt2xaQuijSO/FYC96fsOOJvBdhhiwJIZLEIHEIYZbQFQIDEwATaqM/HlNLyRSAOXrKR9LvPIBnbvUGAIdHxz/+ydvrZ860bbd/cLC7s9M0zauvvvrqq7eyLEuzwpiMCLsuvj3Zdf6k6wMAlNJIBcRgnZfEWuk0zXq9vlIqBArE1nZNaztnAcCk2craGSmlUHpugt91ne2sklpIrJtpkipr3fLK8ng0unPn7uLCWpqkgVVrrSMYHQ+/973vHR8PyyL93d/57SuXrxweHu7v7RPguGratuusr6omQjrT6VRI6QPHcZK1rkgSClxk5fFw+O6d91ZWlna3d9761rf/0a9/dToZ27ZtxpMfffNbWidpkWVZsbiyXA4W1s+d7y0s9IqeMomn0AlVaeec8yHEVhxQMKJQSiUJCzGZTiGQQsnAFMiSA4FlWR4eHq0uryTaiAyKlbWtZz+5+8E7lxbTtfzyztN7V67e8I83n717z+4cZzbkTJ5II4gQlCNL3jGfv3atv7jw4OkT8I6rKgvBI5Sp6Wd6ikDMputSYgW+bbtQSJ/hm1/89T/50z99+ear/+pf/Zut7b0L5y89evRs5EZN3QQfUAqTZlJqZqeUSZIkzhoQ0XvqOmetJyJiZ7Qh8tPpxDobCIwRzHzz5s0LFy58+MHdybiSSTg8ON7d2Z9Mp6kxk7rysZoGaru2bupUpK6z28829/b2Iq64f3AAzErpNE0iPuaJV1eWz16/evbxDbW4VANYAlQiy3LBAYIVUuZpFoJv27ZpLQAJoWc22CykMlqDlIkQAcCGEAAksyBCpZL5+uw9aymLvGBm50II3jnLTCF4CuCRrHXsAoKKm60xIYoeT8TASimlpGKNmkIIMRgW0zxDBGsdUTBGSZ06z1qnKytnENXBwUHXdVlWap0ak0kpR6PpUdPsD0fNtMpRnrmwsbq4uFQUCQr38NnhT++kdYuBOjbWmAu3XsuvXrEQzMKC3z7Y+9vvt0+fJuPpQDAy+sCooJ1MpzvDidrKV5b1pYti2tSj0bia7hzs8/d+dqUNH1ETgvWOjUh+99rnvvb5N/MkOTwaTZ3FzCgUqVaD5WUtpCNqfWvJNXU1rT1o0+8Vx3v7d370dns4AuKrg6Xu5VceHu8EI7M0vfnKa7/1pV9fLHuu7LWA9x4+rptOR7jYBcveGIPOA8DW8HjfNsR6kqXDur7xla+8+/ABVTsbS7Xs9TDN7ty/+977O8Zo8l4iCkSFoFFScOw8UQjeB2eVVG3r7rzz7tHRQaSPzFzuZmpz1M6CD4vWKhvvHm8FeSlYapGkgtCzj+I4IiIKsU2KZj3z0siTeN7l4lStE7fo55wwZgRIIowdlZS5lShAAqAn4ACBBLNgkEDATMgeOQgEEAigmQWzpoCWBIlEylwhSXkssCflxEOFJ38/ClGBg2AQyPgCFtVnGbqcZOt97OMSF2QCIiIhJEYBPcsQmAMHDCBQaK201lJFuxQ3809m5xwzAXEEGxkUM1nnlExXV8+AEM4FKU2e95ylvOhNJpt1PcmLbHN3nJblZMtlRTmuW60TkDrNjRK6adsoMDHG1G3Ttm2v1+ts19ouSZIkSztnsyIHgYHJescIQojB4kIUswSm1nZcxWZYSKl6vYH3cUELUoGfeRT/e2/6/gN2fafP7gtr7p8vxTrd+J3++rS7a8QWYhcXy53T44T5F1KreQc4bxQjOTP6vC0sLBiddF339OnTg4MDIcSFCxei4+Xx8XFcWO989O7yysqVK1dGo9Hm5uatW7fi74lFzJMnTw4ODs6cXY8xD+PxOI4hY1tY13Wc6l25cj3auUZpU5T23bt375133rl58+b169eZWCk1GAyOjo4eP348GAyiHejTp0+jZMV7LwRUVeVdUKlOTFoUZRwcxlBU5y0RlUWplJpMJvGidyEorfN+v6oqTySzVJukaRpUql/2AOBwb7+3sBi8996D0jEwaFK3Sioikj5EazijFCIqIREJEbUWCKCkBD3bmGMn6b3n6HaI2AE27TQhpM4BMAgO3gcmra++mQAAIABJREFURIyzjc67587XC9xcfiFZEz+bjgixxuJfyArFj01KPrvrm0dOMDACI9DHvpEfQ9Y+EDMKqRSK4Xjfgx2Njp0L7/zsfaPS/3lp8c/+7M++8IXX29Z5D7M45r+jn80vYwT66bnJp7Gy//cv8d7+kmDj6bv44zX/F1HZY3LViTHn8986PekMYcYRYAQXfNd1aZo66yiE2DQqpVCIQMF517StlDJJhFRSGyOEQCGii3oU+wFiHN/0ej0fQmia2bID0BsMVJZBWUJ/IBJDnfVCSq18mtVSklBtQkIogRpBKaEEGAoUAhV5ub5xdjwaoYTEpD6NcSo+Ni3ee2AhJWrNicnathsOh+PJxHva2z08PDw6PDz03jF4BtY6WV1dPbN6fnFpSadJCBSIjo+Pq6rynR0NR77tvHNpnkYpeVwAu67DtjbZzLvSkT8eD5t6HO/c6XQat6gsy6I/U8RbnLVd27ZtG4+AEKLf70/Hk6ZplFLRw/NkFeIAjCcSbWbGOLiNSQ5KRA6qZ5JSekdGqiTLPJNzzjP5wGXZCyE8fPT4/Q8+dM4tLy+/8cUvffnLX1ZKOee0Nj5YOOGjSmV8sCEE523cAkyiojd9nufzoPm2s8PdPedcFIsmaaqTJF45WZbPXYgiWSseBFvXeZY2TbOwMFBKMwch9PvvP+j1ll9/7XN5quum/tk779y9e3fr6WPvaWVpWaI4OjxMkiQQd53XOgUUZVkuLy8jYmvdaDTaOzjyXR2IjUnSLNNKMvFrt2597WtfK3v50tLCT370o7qevvfOz6Cj1cUl8H5AQF3r6qah/d2Hj0Aqk+dLa2d6/f7K+tkzZ86kedFLMtPrEVHVNl3XWe8COddaDmzSRAoJwdvgozOtVBJRtHV7dnXdO48ERpp2XH3/G98+fPYkXe5/5dVXuGqT2o7fewxP9gZEpRHAbQVGoEAWHMAyVQCcpF7J46bOez3e29MAnXcCWQvQTEtJkhL4aqqEHJRZu9RTveKf/sl/dvvzX3jvzoc/+tFPmbGuuraxUuiiEETBORt4hnJHpuIJDsBx1z4xQWEhuGlaABgMetevb0wnlZT6K1/5SpqmH7z/odZaKPbWrayt5kXp2qaZNgxBKsVSeO+brt3aexaxuPX1tcXFxWile3h4uLe3EyHiNE3PLF/Y331Wjw/L9TNyYTBxrmp9a6u26/IiUZKZURM656z1ABDtCpkpbsRSCqk0EQOiNkYSxfsuhICn6UsMiLLrZtayUoq4YgViFFIqo7TOjUrTDBGbpoma5JNZIROR9w6RhFTRTPnj7GwUJjPzpbKu6rZtI16amFzJZDqpp5On87l5y4Bp2ltY6CXJUlGsDxb10RT2D45/dgcPh579VjNsjbnxpS+bCxstSiMUjKY7P/rp/rvv933op8ZInjG2tdEUBGMQQndu9933Hjz9SKVm5cza8eazLw+WvvhP/uBDN340Pv7g/kM+qH/t2o1Vkx8Nj0SGmCVpWbaeAUALmZvE+U6wShNTJEbYoAiYcDyZAFGpdZg2HOjCwtJ+dRwyU/Z616/dWF05Az7sdu7ZcPh073AybYiZGicTA0RaCqkVsZ+47hvf+dtX1y+++Y9++/ztm994+3vfv/8IRvWC3nzp1ZdTk2zvHRoIIk2lEGrmlcJCKwnQeeesJR86P23qRqtE6rTI8+m0zrKcZkoQPiHFsGRMXEg7L2wg8C0GLyGAkCGogDY0L+rmeG5bCABZS59WM8GLkg9OCQLnW+Qs+yRIQ7P8LRCRWIgiTlUJkRkIBcmEAELcqwkwkEBIkDUEFzgEK9kYABlH6sagTIQPAkAgsWBSiBDVvPBCFs9J0SWec3Y5ldonAMB7xxykkHMfCK1SilgmUXAdeClTEYcgcz/b6PePDDLSAAUCsvegpF5ePTOZTBmFMUaIpKrbQDgeTy9fu+IoQNQSSpMkeb/XB0ZyYEySqEwIBIziiKLrOqU0M5RlDxGrqoqK+rpu2rZjBu+DlEpr1TRtlKwLIZIkDURSyzTLmmmDSIlJXPDMhAFCzIZikPgr2/XNTe2im8uLa9QXlffMcYSPRBCX+NO431zUdzo+O2JWdGLOHn9sThuL66uUEqVAKWIv3rYtIhIwCDQqOXfh/N7e3vLqSlXX06qq61prTcxSqzRJkzRZGaycPXt2Z2d7d3e3LMu//du/ZWYhZBxaZ1maZhkKkWX56urqaDyq63o6mZrEHB8fP3j4sOu6yy9djracp7YukWXZxsbGaDTa398fDoe2s+TJOY8I6+vrAPj06bOLFy9ev359OBwNh8eTybSqxtPpNBK0onVs23VSSp0msaIKIWiUSqggNQUSHDiEJtTxeBmlQwiN9SA1ALY+aKHSoidN6kITqdJSCCFk6EvUOnSdJ0ZmImrIIQAGjNMr4wQASCGVlDMKrrMIqLWK+WcMUJhCaWKiUHcBnMQkqnuJwTNFx/+T9Sve9vyLcxrw+aQG/gwfljj/mql6X/TdzwKoPxujnnOS8eP0hpM/A4jBBwKVZnkAAQBd1xb9vg9N5ZwEKVBZa/f39//yL//y5s2bMyYDvCB97lPdF7wYT/t5KNynIbhP93j0d/0lL2oUw9+Dd/qcsPuXecmnxmAfe/kSMSKE2Q8zABNDIO46K4Vg5rbttNbaGCIej8Zt28W4Kue81poZJpNp0zRSSGZxMkXSEXNDlGImMI6bCpAlYEFCTV3oLLFlzcE5ZGSVIqGy43G/7CdJEjpSktNUojBs2Rhz8fKlH/70hwp0EqJ1SmpMghAbTkZkInDOFUVx4cKFw8OjH//4J23j4i6S53nXtQsLa4tLgzQ1ABQc7O7ujqaTum2k0bMIewalZDEYGK1losS87xLCpGlvMEDEaC4fy+s800KglHJ9/Yy1rutmaGc0X42YAwAPBn0A6JqmaZrxeBSc11pJKb13ne2CJxAo5MwMj7WQUnZu5rlFzMDU1W1MkY7u84PBYKZYm0VWcCScK6UWFhbOnj176eQhhBgOh0IIHwhCiKBcDCiLHLYsy+LUKTq7xNib2CrUdT0ajeIILPYSIBClYIBAAQCFFE3bOOcjaZ+ZUCCRP7O+JqWsqqrf69V1BaifPdsdjf5ma/M4T8uHHz3e3t2uJmMJ4crF8zeuX2vq6WQ8NtosLS4ejyZV3SilpFIoZMx7zMv+q2vrH969e3w8nLFUwDeVHB6Pe0VvcWnx+Phwd2fnj/7oj/7if/xfE5YZC7JW1TUKaQQSIyuFKqmbbvveg4+IHAWdZEmamF65vLqysrq6uLycl0WvV+giFUpKo5VSLXZCJHXTdMEJpUCgo9Dv9+u6Wl5YcgQ/+cEPHz16RNuTnuiNRtN37rz/66/c5s3p6GizF9BkylLbYM0i04iIMoCwDBWhWVzcqaa702oJUEttpLLemyxLk2TaOSlYeVjIi3Mb68lL53bK9NJXfv3M+csPn+7+5df/75+9+6GzAVF0rUMBIJAF6szkvdI5b7QWQlAgFCLSMp21TBzVAToxbdc6162unrl167WlxdUQ6H//3/58c/NpVdWdbdM0q7oqK4pLl14CAOtDmqXO+xD88ehw7/DAh7CUl+vrZ4qiYGaltVKq3mvSIltZX/vY0PvJwfBwO8vl8oXzsiwORmNPyhFrH4CJAbz3bR2qenpi88tKqXjLxCpFaZcmmRAyul5RiImOkgkCsRA4x7oBhJQKEeu6YeYQfAg+eqcBCG1yRG0SI1UafECBHImEzBTIeQ8IEoQNxG0XKFAg551zznbWOuudR0T2oWmaSPA2xoAQSZbF+ioyiou0SNJcpTrJTeq829o/euttPhi6w6OWOt9Plt64mpcXwtrGsQMECjtH4zsPpu/fX7RcJqZTPM1E0i+UKUgp7y10DME3k+NBv3d5eXFvb5d26aIxPG7XzECa/poyn//yOS2Tv/yLf/2NjkCgXO6N0E+nU9IJ+wBkSTaBguegMpNIJbRCT+xpQtVoMlpXxWBhwXp3NG6EUuevX1s7d65YXvpod69Ms+8+fbg3Hq2dO//P//l/92Br63/6l38xqqdSS/CWggegg/2jP/ydr/0X/8k/zYvevaPdOw8eX7/5+v79x+Fg3EvK6+cvT8ZVL0l88BB8KgUwA3KilFFa5Wm0v0IN1rr9g/Fk2kSlQAiBEDlmCCEDACmtHTmPuiPogjLCKAGCgVECSkZNn96OPyZwxstJi1M2FifpwdHfLM6siT422Z7PVCNd5mTbDCwdQIjgIEqJiMTxd0iKbtGgVBDITMhBMCHHUCIQHIg621hrtV5IhZRRJxIF4RjvYyEEo2AEAQE/rTHBU/8By1PNagxzV/Eje0/MwZFjZnGiBZNCEzEIISUys6PgfWeFzPN8dny0JqLgLDMQEQQgIoaQZkmWZULmZ8+e3T/YaZo2BE2EIYjxaHLu3IXP/9qlt773nYWlxeOj/UExkIiShJJaZkqgAWaiOM7kummISCpV1XWYvVWfZZkPIc9zBpBS2uiNxswASZoCQFVVMZAWAKqqRhRlUVII0UIMhIilxTzG/Fe06/sFWB+8iM53muQZdUfPdX2n+cGny9BI8omM+dOTD0SMAFq0Cozxd/PfPBPrZxCNPZdXVvKi2N7enk6nc/3DLH9sNN3f37948eJLL13e29sDwAjlZVm2tLRkjNna2X7//Q9+9vZP0zwviqLX6/X7/cnOzvb29vLy8qVLL73++uvBd4eHh1FIHa0Rdnd3d3d34w9XVdW1ndFJWZZ5nvf7/bqut7a2Pvzww4haRKe76XisjNY6fkyptU7ybC7Tcp6IEVuizuaYePAChMqLQGSd1caYLHXOHVfTLEmttdNplZkkz/Ku6ySKvCiJiAMppSqjIUmg1ewDMZMPEGgOzDCz91YAIBMGLwIKBqUUB0rYRD2clBKrBgUBB990lrrpdCKNyHul1IntOmI0Wn5iRcAXZO89H8v2gikCfwa9Ez6L3vkxIeITHd0vxPoCn8waGJHxeR6zkDJL8rzIO+eVUqUxqJHRxAvWt6FpOinVcDiy1hkju85nWWateyEm9nNws09L8n5hyuenX/L3kFD+MnLBubrvReAtforL/fOavdM2X5/uhE/9H7ks0eJillQdnWl9CC4EJWY7aNe5qm0ZEKWC6KjuQ2DbdNb6gEhSahs8IiLIWIl23hlItdbkfde2XdcthLzIellaes9tSwaNUlopLVQKID3LflB91sohebkASYIJCDGxTZon1165Uf9LnytjHAML69rpdBrDG5hBCLTW2i4g4vWbLy8eHAHjaDTd2zsgoqIohsPh0Wg4baZCQlVN7JR1YpI8K3u9st+PcRcKhRAiNwkytNzGbSmCDG30/g2htR2c5CsUiZkTEOJ3IylISrm8vJwkiUAgCmVZSim7uqnrejKZjIejmAE4WOr1ej1l0izL8rzo9XomSQDE5vbWzs7+wcHB8WiIDGmSSVmUZbmwsBClF5ubm7u7u1E4HTkXi0sra2trly9fvnTpkvc+ivGm0+mJuajBEGJQ46wYArbBxhzqWMgaY7ou1HU9nEwBICr9mJlQCG0cse0sntBKY871aDQ+SQBXRdGbbRuhWllZvn792ubm5mg0FogrK2uj4XRa2R//5N2u89Z1ZS/r9wdIfmFhoaqq4fCYAjjifn/gAtR1s7e3d/f+gxh7uLyyunZmfWdnZzgctW2rlCIUSqvEmCePH+/v7Q8W+k8ePZZS3Hrl1R+cOxfGjRCinkxKIQBFVHLrNNN5Ma7bKUiSaH0gAvQkx/bg+OnDt9/vvJNKlUsLq+tn+suLWa9MkgSlsNYWZZn1S1RBaqW0Zs/Icn/v4Lt//a0H9+5naXo9PdPAsGrb49H0rbd+8NWN26lTiZCWulZxlytVSy+kEpKE8ogOceHsxn7VdELUPvSFCiwI2TMJxjLNziytrun0N16/PVhZ+PHh9uu/99XNRLz33r0PPvjgG//2b3xAIXTbtkppomC9ZfZlL+v3+xSsAx8pXkAhjlajTzoAeh9aN/beX7xw6Y03vriyslYU5Q9/8OO2a40x/w95b/pjaXbehz3Pc5Z3u2vtvXfPDGc4wxlSlGlZkqk4WpjEVgzJMmJA/mDogxJACALk7wjyMfBHwUYcGEGURECsyJRFUqJIUVyG62zsWXq6p5fqquq6dbd3Ocvz5MO593ZNz3CRRBsSUmhU36p+6/Zb955znu23PHz4MHkIkVXPP//CjRtPpczsbDo7PHwwr5fG6u29nb2Dg76xacCbxIFu37kznU+ttcPhIElJaK23d3cvXd7rD3KBVoSXy85gNrR5WeWZFRbf1T44VGRWXTQGF6OxytoiYe3SZG+lhbt+8CSXWzDP8kR4TtQPYwyisdaWZVkUhTbkXZjPFomIm/ZykNA2TXplUie3bt1mIpoI+elxagZVVdUsl+k5q6ramN1vDK4QsYg6Q9MRc+R2dnb8nVf0O3dGnRjvQo7jj93Y+fTfAbg+X04zEq6X97717fbVNw+aoBk5+GaY1btlUKDFGcW5VSqzbu4Gvf7s0aM7b76ZIW4P+3v7B3B9uDg5Pbl/ApPp9ec+WuwdfGm7v2AWUkezKQAs6zYbWCQFzDEE4YAI0fkgDgIogQK1I+5vj7aygZ/MNcpHPvrsG91pubVFRf7ll7/ZHs9+4e/93KXnnl2+c+u7b75172tfZ5t3yzrXRikBFA3WWmODe+fmW3/w7/7w13/jnz54+Ogv/uLl6XTWc9Lr5KlrN371H/zyr/zSLy8f3Un5UoIsGFJamzIvB4NhOnZmHIzJTk4mDw4fHRzsO+eU0gnhKetUd2lMj8CTiaiVzkRJpBhQQpKABlTaPslpolRoPA6TrQ0fTBLOP0DUT+DsziPd1mMSJypJkANKREhtTQQgFMUIipVmJcCCHEkAozLKsw/RB3ZeXKRgBAtjFCXqIgIQImgkoIgaUDGyInxfbrD58vEdIj2B4EuLGdamSlHiKh1bAfiNCEgUUZAWrTa6a7vEw4ohpPHPamCIJCsNdYkx+si5kt3d3Tt3b1tjEYFZxuPttnU///Offjh9vW7bsugVeaFRZUq7ZasLlZU2BvRRlEGldQL3kVLe++FoZK2t65qUyotiNpv5EFgkITiNtWVVzWaztutWEqVKIZG11tq8ruuHD4/KsmCORhORWZtz/v/Dr++Ha3vKGqqb1m7KSDYkkATcSvncRhRoMyBerXWkzTJS66lUyk1TQmC0nUwmWZaNRqOu65IMQKLSIuJ0Or17965lffXq1TzP5/N5Qg11XZcksCaTSb/f19q88MILWuujoyMROTo6evDgQYxxe3t7MBicnJy0bfvC88+mC1ITPYRweHg4Ho+vXLninOu6bnt7u20655y1NuUriHjx4sV+vz+fz2ezWdu2RVGUVdW0TUodUj87MRWTZ0CMcWiruq6RCER0YRSgIFpjXedEpKoqz8jMhLrKDQhMp3OIbLSmTEsMPgQA9lYUSiBgAhQUTaAQ5bE9t9HrgjwRtkQ4huh8jBFEEgAaHSurGKKKwByzIhvvjPqjYQR8dHpaN928rTcFeVKg/qsVJ38TlisABB+ySl+6dGm8pUJUZ/P5sptHjl3nmNmg7fUGGuT4+PjVV1/9xCdeijEme7QfXvX9yIruQ6/58cdoP+hHfhxk6Q+s235UJbnZ2j/y3jbY7A+MfOWD3onnJWQShSzGaJReQbvX5njrRJ82NjBpO6+ahTGmzylnWu2vGFdyZKAUILNgBCJCwRgZiCFCRGHnxoTggueoJVM9EBfQavbRKrW9s20ya8ssYwUATbtM83+BlQe6cy540dpQTnme51kRI0wmU2E4enisNC0Wi7peVL2i368GO4OyVw23xjbLgnA64gwpa22V5dGHXtaLMW4MnVMFtXmVkqMGd6vfC2Alj5l6Z+eOX2bm2WxGRBBZa72/v7+3s5tAlVuj0XA4dIGT2yIAdM7FKNtb24tF0zQNg2itt8ajLFs5F7VtO51OE34vy7J+v3/16tWDg4PhaOvg4CDdRsLPJ7UPIkr6KyazpPTmnE+5bKoh03nedV2e9xKqImn2pDXgnIO10n2RZbReACJydnaWXrc0NkzH6bAyo9Hoox/9aNu2hw8e5FmxWNTMUOSlCGlFvUF/Oj1ZSriws9113XI+y4tMkVm2nda6N+g7F+fLGgBGoxEA1HV98+ZNbQwiJRygUkpYgGU2OVssFknhZjQaO+cGg0EE07PlfDYfCyABKs0i0fnIyxBC19RAmokAgUSJC9boQVa22qNW7Xz57uJtvkVtcEhEWjHC9evXL127avMs71XD8YiZfeduvvb63bt3t7e2yrIcLSBTUncPr127+tbXv6MvaY2CAizohWuIfQQGEkQgxSCsKCI13tuyIGsYpPOuGI5nIkqpg939F5974enxThb95NHp9vZW0aseHt7+3qv37t+/P5svSVCjVmQ4eiJSqDaYnSirHm6e52nbnge5hRA8d9bajz7/3Cc/+cmEfH799de11ltbo3feeScEb6298tSlT33qU9evX5cYJpPJw4eHbdvYIr927epwa7RsmtP5LMm6Ns0yxjifT7PMKEXMIQorpZCk3+sfXNzSRh4cvgsgZdUjtMZkioDZs7A2pir6AFzXddM03jsAIMq0TmKDgChd59LC26QlG3+alb5xcpEJvFGAk3UATaCe1FRM2ExElWUogrPZYjqdLpfL1WGF5BhS0Zgm6o3zkUUbq41h5i7E7a3dxD1JXZK0iZJNZQK4xtbnVWEzddpNp6cTXy+3s6IKbnrWOqM6jPfvvrMAPR4PcpHJyen8+LRoXRYRY3QGbb9X97MApDAD0qS1tG0X/Wzum+WyX+Z7w9F2v8/L+vjecevCVlk1i2ZxdPLarXen9SIUeVaWW/lOafM7Z2dpdKMlig/MHEGSE4aIQJQAsSV/ejbZ7utca1BUexeFd/f39q9cuXv73ul8GhFny+XhyQmS+va3vgtZ5kVsTxGAtlYr0UbtDnc+8pFnv/KlL4+3d96anqZE7uydu817D3znBr0hlabYNtevX0dE1wVFBEIxRqNskedK6RDCjBBRZXl56fKNCxcufCg5ywMBgSABaVKsDJAKhAwRogjyqnH8ftYeMK/Gd2lJ1OcEOc9T6zffVIRP8OUiRBCgtWgKICBFjRoRKenzCa5BPygEKEhCiimu2uDMQKTIs7gYAgchAVLSRRJABFIKrFFkwfnVUwAj/sDs40OpfZtkIO2IJ1vJKyDYqj3BAl4ii4CixERIewSYJekWR0l134plAAqS5D46pdSyXlpLMcakpbeYzwej0TdevweE3vsyL4LzvTwTIA7CQZzztGbhbkRH27adzWZbW1sislgsNpt6PagMXdclibIk+JkyjcQZQVT9/mAwGKQmD6ECTCcD/A12bkhoXTxHdgJhQgEMQGDyCKw4/nA1F34MqEM8Z4l2DmK3EWZlZCEQANCoOXilVARBjhgj4koSIFWDSSEgHbKrp2UkYlLeWouktckAGwEKMTBHQNX5znZLIibKqqo4Pjy8/c6tGEQihxA58G5v1xbl3sFlZu4Nxls7BhFjDF3XJq3O1rmUoMQYOUQiunLpcp7ndV3v7OzcuXOn67rP//HnvvC5z1dV1batUqrrurque73hc8++cPXqVaXUycnJbD6LHNu2nc/n948Om6bZ3t4mpQ5PjmKMZHVmVGYti3iOQhhBOMbQ8MZA2RYFAMxAItlM66rMOXjfdSKMSIiRUNXLuQhqUrnNAAQE+1lhs4xIOWaPLWvlEfNuzk1basschUFro0iJQAxBWHq9/hw6jsG7gICp0WJNJlZ85GSL2SIdZ4IMGrSuwWChAix9ky+iHWTYz4udqu96y+Xy0aNHYdESuYTyWrMjJAkJCof10cCr9bAaxa3sHCPTE2fKRtN/LR8CGh6r86/rtPfXWigrH/W13cgH2YCMJUOOwiSemDFyOt85wZIRyVZnNes872cKRA2GufDeRsMtRi8ieZWfnp39L//yX7700ku/+Zu/uSqP15rF1tpEOftrVlY/jjEg/UiTjA9oqPylquHHf+GTY8cn7+SDENzk/XDurpTQ+TuMCc0ioNb3KIEREyWGQ+S6boO1EFkpHaLErks6CcgCwFbplcIYYghBQlREIhC6ViMiQuhapZRVWoJvFvOqqiBG9k4jxhwaXx9YEvGdW+iiIK2jxo4aAiqoqKUXolVGk9ZkJS+h9bXqm3cO7736/ZuZLtqFt9HnZQY0fHj0yNhyOp2GAD4EpY3S4JyjYHJddnXHPmiE1rcX9nfatu2XV9NQi5mrwTBlbEWeZ1l2PtinCB2mdWoYdV2XarzUtCIkIsqKMoTQq7Kk1Zm8sDeziFShAYBCDM5NJhPnnClMURT9fj/Fv3TY1s57YdcsU92VCqqyLD/28eeInk+lXcLDpxRTa31ycnJycnL1+pV+v19VVVVVRIS6l0jFk3ktIvPmlDlJwonKSpO4kmrl2JH8J1b9bBcAQAMhIUAoChOCXftTU9uCMaljiIgxeIdRIyZxr7CzPe66NsboXe1BQgzeuxCUtfbi1et7Fy+/89bbb7359v179wGg388Wi6W23M7nBUpe9KqsJDR5lgMjkh4UBQiMC+HIdZhuvMVtnqfHMcbZbBZCqDIVXOMdNXV45/U3Lh7sHh4e/t2f+9nDxeKs81u6vP3GbTnp6rwUTohlDsHH1iORzQpAREpUV0EVg2sxcglEEQpULoTO+UwbrYy2NuyV+bgXMBqJiqU9m0uIJ22nI17eu5hneYz8Xh7HHe89qH4mO7h2qfGLI9fP6hgVYUbZfmOXpY4BIdDc4130i91+kzM9PL1cO+Wwy3pz7NxER6w/Pur/zHNX9sfmmB/90cm9053t6upT9M7s5Hv1d772udPTiSXPoD0AkY2klSJhZsGyqhb14tf+0S89//zHPv+Dz7diAAAgAElEQVT5z7/99tsc2fuQck9E1FoZkwPt3H9wePdw/uat4xjl5ZdvjnevOck8Kgds+1ldL1XnPnLl6r1bt6bTsxjD1cuXql6Z9ohvXYUq6AwYnfNnZ2fOucIWZVkuFou6rpVSeWkzMFlPXLfoWhlUO5vcNJ3VMagYwYfgwpyImEQXVhc2gc1SJyIledpqRIwiIdW3CqOo6EXArSYbElyomQWVIIIg+yhZZklrVGRXhg1sXHZ8fLxw9WAwSIPQqEQVpl26LnSBBZWyhgaVKbRSIEVeApDJCptXqK3SlvMsz4v5ov7jb7z8xS9+kaN8+u///Gd+8T/PFLlmqQjbC1v3bDWOXNx+770//CKdHHa9LA60urzdt3Z5/MgdnmSnL7fa+CDQdtuN10qdokSrs6o3NNtjHtQDU+fQTKeAWqEd6zIsap0Ny4OhLnsTo49PJ9lMManDh8dOouW4XxZbIou6mU/ndrT1cNkqVULIRBI9igW5ZddKXCnTaEsR51D/Xy//+W5vZIRI1Hhvd8nZw7uzF5+/9F/9yj+J/5mvF8vXXvna9adv+PfuF4Ny4T0DOh+AdFfXCJwXvSzTZ6790p23//h//p/y3ujZ51945umnT7cOHl6687H/4u/mI5rPT/cvbR1cv9x5NpQpoZJsM68n0wlbClbNgssmzOK2shKMJQginjFGUSDI6/z3wtyAW+owx3wRurbzHNkC6pxJMWsITApEkrc6AaUDCkABpYGaIIBd96o2heEToCS/VnOB97v/gfDmO1byNIfkNGZEUApRUDGqCATgtfOKAYAEAUABNPPWS/SiImcBWADa3EOgrM2116xNcI3SEpQgkIACsQKY9CgfRyV6jE9NljMcn5RwDxyQkJFXBSqjplwIWYQMsVZRUQwiZIzSwhhcyBRhYGaO3q/tbHjNGErTIN02wSrbr7Ll4uTw7rsXLlyIMVqlHt77/sWLF7/59d97+GA5Hl7ONHXNNEK29AjRi3Jt65TRzk9zKbqJI6J+vy8i3jkEmE5OU93x6Pho4y1sjHHOTSenU2uHw2Gaxq8mma5L/sBt29g8Z2YA7tqWxTnXgQAwg6K/kVXfX17Q5ce84If8yGb+myZ7qU2FJESQKunzlk3v8+AClbr1Gwnj1YkZVzq5ifxDRMbYLMtG4/HBQfPoZHI2OcuzvByWxmQPHz787ncnRVGkyF0URdPUJyfH3vukG5amecnkIIErTk9PJ5OJ1no8HjdNkzBUyTxnMBg450aj0Ww2+/znP18UxbVr13Z2dnzwnetms9lGVGZvb2+xWIxGo9Subpoms3Y6naaMh4gStW8z3Fjpx3QtAPiuDd4lVjgCZJm2WW5sHkKIKxsTkChaIRHM52dZkZssy0ulgkRhrQoUCCEKS1mWIjCbzbQyxlgE8JE1RRRWBERKo4Esq5dLo7XONMcYXBdjHA7GItLVHbNAlomSjkMzc3F+KhpURr1YpYpoxf9h9t43TQPnPFtQOG0nbUgpZYxelfSS2gP4oevkPDMYEQV4pQeCK5D7B1cZri34YMNJfXIVpmYFbw7VGIWUBiJEYqC28x6V1hkwiYDRllm03qxMISJbrLxxv/zlLzvnfuu3fksptVgs0owlqck/MfD8q1Z9P4FrfgI9op/UNedeBcZ1h/PcvC8ymzUEIGGllFJGa0WrYV1aGKknl4YGG2HrTXMxXbYRld2cJGn2nkZ/w8Fo0B8iUNPUrvOZzU1uE/IKAAb9oRGzou8rQkDnXK/f++x/+KM//Oy/f+W112IIW9tbtJh675VS0+nUOZcOpbTNnXMJC5CMuYwx+/v7VVUlsYck/p46I8u2S6dKjHG5XKajL821Ug8yuDpR5pLgSpZlg8EgDfQ2avjAMUHZ06uRBgXpc3qVOAbVx/5wmNDpSRNFa53u9mw2m81mLqz8o8qyTBjOra2tsizT2M17T8R5XqSbL8vywoULSVB0sVhsVvt8Pi+KIg1d0zfT/C29Zalnowg3PZHUGsAVFZnWsqshIemYIUaJkbW2WttNOzZETtL/hASrPyqyR6WYmTgYmxW5Te/1aDTqFaU15uToaLFYnp46DnF3d3fr6gH7tq5rH5Y+ALDs7OyIhBg56dUiYZEVSTAsdZrTgkwUgzQmJcwHo522a/70i1++/szT+/sXALGtm37V+7N/98cnb931p7MDoyNLglMgklaESgUWItLWiEBgds7xSq6PRBGRzow2SlNmlDXKmoVBRKW1zfNSacOR87LM8nIxX1y8fKVXDWbT6WT+aNvn7tEwxjgYDBCBtVaJLIQAAt57S3kEjiwReTgcLhYLXja5gLZmCRyFA3kS7pX93ni7Vur1u3fvTifPfvynThdt5+Bb3/764eEhonLOD8fjs3lNaqW5l0QAk63urVu3X3jhxatXr373u98ti0pEEFXaoIiY58VyfhxC+MpXvvL2W+9evXr94oVLTz/99Bf/7E+998Ph8Oj4cDNNzfP8woWDhPuJnJTDIGmqreXx2drM2ix53DVNS6T6/UFVVd5753yeF4grSggzi6za9slbhZl9E2KMVVVprZ1zx0cnaSOk89wYk2U2bTdem88sl3NmjuxXY7rgEDilFojsnEvYpTSVT2qsZVlobZUyzBACp5bdcDhm5iwrYozGWptnhjAzJtOoCTWpKKBN7iO2PvaGQ1MObr751iuvvP76zZvv3n548/Xv/9Fnv3D6P8z+xT//TSSJ0VPNfPrIKHv85u3jN94ed/V78zNjVDnoqaJEk2fK0l6lCPJMiyFVFpp0533UyjEfTu/yUvmzMt/dlshvvP3G8b0Hl3d2hllZZLYiW1LOdaSTtihLUaTtfhu911StpO9EaauUKUyO+dITOmTDrDgogoyjimHQ71+9cKmXVWfHJ42gZbSitaAiPa+Xtw8PoSov3nxjdjafn82i9+BmA4SsWf7Ci8/ff/jw/snJdDG1rG1GikA100/81M+fTqbatU9duhKY6kdH3zo+1AaWi0loajuudoa9j+5eKuqgXBSOGlRVGh2pi+DaCAyEulVh5bWNkOzEIgMnKucas+cwFtzNmnmYz4xrEZCVZ9IgaCL7yIw6hR5KoxXBFVdBcI2iBFHmCTWXJ3KD6gNcffxAR3VVGa4iaSqQHkveRQAXQ5egnWvOS/JOEABe6XQg4iqXppSmKaUAVPJVUAqUQkYS+dCs/ofkMxtm1uoyQkbAJ8zb1KrdhYQEytpVMEqtfERkTqOjZP8bATD1SQeDwdHR0XK5TJC9oihijHfv3s3zHM3ufD5tFVzYHTNzXS9zo7Qxwhg8xyhkVCKIJV5DQoWsWq5FkaZ/KwOJNYs+9UDTL7tRmklyMWQMT6chBGOU69rc6sViIQB/u13akyj8D9XwfEzWO9eQeP931mtunaavAIYsiRINgBFwZeazWShpfaSYTUQs6Yz2m7IwHcGpWAoheE9eq857631ms/5gOJgv6mW7WCyyPEPEul4QYZblaTUAwHR6RoSDwQARE6Rze3sbkZxzRBRCfPDgzvHx8e7u7ni8NZ/P87zI8yJlosYYZnHO7+zsKKV7vT4zTyZnR0fH2ihS1HVdCgDT6XRra+vSpUve+2QoDwCPTk42jlIply3LMuVGibcTQtgajRCwbdvEPA5RcpuVvf7x8QkvmqIoGnGZtVYbRODoQ+jK0igtWnkFoomFpcj6y+XSZgYLBYhZlpVVL4TAAl3nFk3TM14DEAJhMKi0wu2tXpXnVVmCSNe2wfv7p42LcXfc9yzzZUNKY3I9IwUSufFRxZQFpi54Cq4pHX+chbMSgRiBORJJ17oEM1UqNVdQ61U9vzkaznl1rNeZxCf+6S+rGbNi/q3lCUGQBVHp1kWyllHVTfvw5AR0sbd7kFkrq/nzeee6BKsLIrBYLPf29r/zne9+4xsvP/XUUzdv3vzGN77x27/92wlm/GPe5F+zjmKRn1Rz5yd+Jx/yrI9Z7KuDIYoQS2RZNQ5ZAgqIEEJkSUqJRhsUcc77ENcaLRszj8c0ztUaEUBMvoKQ/OJj7GKMRVGka7Q2RASgAJRzEUAVRS/PK2Z0LiZ0ftcFWxVKKUBwIXz/rTfv3r376muvvfb9151zO6Oxc255Ntsqbarwm6ap65qI6rqu6zpVQanuShVU4uckJHCMMfksryo0m533SEynX8JuEVGv15PYpXCYLtgAODcmiiEETZg2XQI6JsREGgwm6xpjKp1EmJgTg3o2mzVNO5vN1lZ71cFo2Ov1iqJIRc4mzgFgVfWMMQColUmg9FR9GWO2t3ZT6VjXtXNOZ8E5lwaSSWZjU4imJ4yrUK8ICRAikNYaEKKI87Fznfc+MoiICwAgFJlZkhgpAnKAwEykSGkRYY4hcoyCpI3W1hYAwBJFBIK3GmfTs6MHR0cPD9+9dYvZKxJmf/3G1V//tV//mU993HXzs7Oz4+Pj46OT46PjwweH3oe29W3bCcB4OB7tXkgvu3Ou6VzrfGAREZPlDF2MUZR989bdF55/7vtv3v7Cn3z5137j1/rlAMt+V7df+/O/uDreG5Q99k0UiZEFkVRyWhcfAgOolZkGhxWRlZSxSmltdABous43zkg+KPMLBxe0tooMA7EgKiOkSatqbMHa49mUlHrh2ef05PjOzVcWi3pcVcvFMiYtVubAQgA6twg0XdQeIABUNkekrmnbptNRFk2LBMu4BIanbzwz8/jarXdfX0w/8qm/13WATfv91155cHSr1xt87MUXv/TnX/XeF3nZrVxhYbU3tUKiZb189bXX7t+/j0iz+WwwGCbmc5YVANC0zdnZWVEUw+GwbdvXXnvt9NHklVdeGY2H9+/fn81mSinn3LVr15955iNd1y6XS++dtQZQQvApxCilqipP3dg0N06xOxVvRVGkjZDWfNoLG8vszYm3QoOfUw5USvX7/c1OSXuzXRsAKqW0Vogpl4ghqoT+AGticK5zznkiIlR5UVhr11Iu6F04nB2mIrMoinSTSYc8AaRTCwMRJElgcOyCtBxQade0JquK/mg2b25+59tf/erXRls7XYMi+cGlpxXin37xG1W1/V/+8i9pZa2gCt4AdLOaXbQq2985UCAkyNMofonSvjN5aLW2yigEQ6iUQk1g1dJ1nrg3Hg2tsZMODNn9S6PhcDKbmtK6ANPpzCymBVMu2aJdkFJZVWagAKEcDff3L07u3yfSpK02NqB0xBjFtC7jmJEe94vxeDgaDqusYBdC1x27RWVyiLHM8rzIF22b98qP/dRLT330mX/zr/7Nm69//6UXX3rq8nDy9uv9pv7UwTZd3vcsjn2QsHTLydmjuqnp7PTZ3b2PXbwYIZ7Vi+nDB6CgLHNLvuRuaLDf6xVl1rYNoBIWB9IhhwyxlwN7MCqzOtPiY2yjdKK8QOOjkAJAYCJJaSs0OmrwS1dLM8+9I4aAFFElbR8j3MYSkhAZCCES4KZgSyZ8CMDxPOMdPpjPmCb8SApGp4IgpBKOcQWfJAGU1XCPSZhWMvsoAECBOQIEEAYRxOTNo5RRSqEQIhJqTaCBQVBIJ4Qlsfwg6soGwvqBuE/nqgbZ/HJJkpGIEh1wJXuCaIwRiatnlo0avKzt2ZIICCESker1+u+9d5dZmqbV2hhjt7a233vvPQBc1tNBr9ra3upck+cWCYa9ynOMkbW1mqNS1pbZ+SojnSSbSJrEPJOQT9qYTdOsyMnrOcSKY6kUIEVmBjFKIQ5yq2xerF9u/Ntb9eEPH9/hD7jyfToQq0pQ4LEK/0prQ9JiPZdSb9h6m6lXOoUZ4vmc5vz7tB4eigjGyM57a/Isz7b3dlOr2zm3mM8Xi4Wx2Whr1HVdOmoTqW84HGqt33vvve+9+oq1GQBuvIO11leuXcvz/NKVK4PB4OHDhwl/DwBN08zn80eTCSqVviQiZYwglmUxHo9St34ymczni1deeTV1FDYN76Zp8zy31jjnWKDXH6S28SpKkVLauK4BUN57pTSRMtZEgEXTKW1zY0REofhm2XlHgL0i6xelNiDRYRStNWYEgNDG7d3tEGNdtyazveGw7dzp9MyFaEmKQaXrE2PMoNfvV0WR57lRRZaXmS7znBCC9zHG124d3T8+NgbPnAvobJah0labXGv0sVnOE/3m/JZY8WXTqZEKeAeJnRWiB4hESIQi4rpuhWXXq92+qefP57XpbwTa0MPOR+4PW7T4A8SGAHgFi2DBdPYhGJUXUdTRZPrw4fF82ezs7CMqpXSMEgMj0nrqKIhICjxzr98PIdy9f79t27ptX3nttd/93d996623fvUf/+Oq3xdE/oA33X+Myu8nUvUp+I9T9X3YRY9LPlmV9FFJ3BT2gMyyAgIAKaW7ziUDZZGVBKj3PsnrpSMiIQNi5BhXzXWlFGJCEdPaIRcRKYGWvffOOUDdH4zHW1tpHFdWvVTMlFWVToBH8+l8Pr958+abb755586dw3v3t7a2kjBgmZfl1k5ZlqFbjEaLdBtvvHGz3++n1VsUVVrJaVPUdX18/CiVYUmjOM0xiqIoyzKCbOjKqbpIZVI65YwxwDaViOmCNI5IHbHNRAJWjMWYniH9L8mwNO0jEHHOp2ozuYwul8uiKIqi6veHo9GoKIqd3d20SVPZJiJ1Xac7UcogKCKVHNjWG1AZkzVN0zSdiGxt7QyHw0Xrl8tlml4uFou2bZMBw0a6OUYWAOa1phyi8z5t6o0HYNNFrTWglnUy07kVwEZrrRTgY2IjCCCSWScHEKILgUUkA/3g/r0H9+/X9eLsbLJczD7yzNMXL14EDszh+OjevXv9Cwdbly/vPfvsU2VZhhCzLLt/7/Cb3/zmq6++nqxWN425tCaLotgUsUlWlHTW39prAwqaP/viV17+9rc/8tzTi7PTN77x7X6v1y/LeLqMggwoKboBCgsQgVLA4JLBI1KkFdQWlGJNLXPr3KxtRNGgV/XGI2PyELhtvQiRygaDflEU88Uyz4vx7g4/moxGo2cu79+8d5tDnM/nFfZcDKw0I3HacAjGWIgyr+tIKIqKql9VvSWDdz6CLIPLilwy+NkX/w6p6nMvf/ehgv5Lz9eqrB/Vs7P5a1//at4r/uv/5p9/5jOfeeu//x/fuvXeYLSznuOJgJDCLMuKsjLW3nnvzsvf+ObW1hYStZ1bndiISUlIa9223c7Ozo3rz3gfZ9P5G2+8MTk7bds6zeWqqnrxxZdi5Kbp0ni569oVjjd0xpher5f2cqKPppieDBsSqZWZkx5s2j6bkLRZaekFj8KgSCmKIBKDMWblWrSmFQXhXtFr2zZ5YIagEME5l7o0a4RntEaVZZXyk9S4Sbed7qT1bdO0MUYilWV5chkVgbbtus5VVaWU8sEDy4YGySxVbyhCoExvtHfrznu/93v/99e++s1ev793cPDaG2+ePDpLiNbTs/mDf/1v37197+nr13/mpz9+0OstvT9DcNtbSxSO3oIYDwrAImqhK4OxSMBkzBmihFAqvZgu/PQ0gA/Nog3TxVzFXJuD0XOferH4hU9LXfuue/DW3ZO37rVNqHI9LHt10yyb2gPrXj/L8/6g724Fosy7CCht14WctLa7w8EzveHF8fDCcORcczp5pH0gAGxmOtOkCIAYpOm6edc0oXv79ttZvzyeHI93tz7x05+ob79x9+abu+OtiqjX62ljbDkc7QxNr2hC23nX6r7z8R9+8hM7+wej7d0vfeUvbr93Z76c1s0iPLi//9TVy1vjM/IOIpEhbULkSE5yWpKZ1a0PHTLsS6lQjDGMmoxlUiwoQiQI64KqsyGZPHIMEoNBhcIgElEQIkMMrDdFkRLkcwZHtH7g1xIVKQJ+MDFY4of0qj/YUU1hNH2OwgyydlFIXhNIQLJ6nAyKaQWdRApJa30FmjO0CpqoCIgJUIiIQSHIWkH9B5V8Ah+QggMR3HxTRHjl1bs63yiFckpHd4pfGPn98m/whO8foAqRwfu8LN955x0gAiKb5zbPR1tbh0dHzrnOLS5efur6lUuvfOdbeZGJiLU5CQcfy6qHZEAicNxwbp1zRZ6nAJfgG9Zak2WrDmOiSKwlGDdjJ0WU5veCAKgQoe2aXlkUWWrFAiL9xGux/4Qu7ZuByfrzD88Ff0zlifMjoLUUxKrJvenMbZL7J4BbG7+EJ3okIhKT75/nuA7PftDvLZvj46ZzTil16dLF09PTtm0TuzpF8cTNGw6H4/EYgBK8c7lcOueqqjo9PU1gxaeffnqDuTo9Pb13756I7O7ufvKTnzw8PEwt/OQODCCJ1l8Uxc7OzmAwSNEopUEpxRyPx8lyJ62tFIQ26LVUNQl7AMqyzOS5IhNCdM6DoDGmLEuj0HXcQcOscmMu7e9e2N0DDjF6IrSZIkJGGNrtXr8fo8zrpTHGFtV0OT8+yU/PJovFonHLC+NRnufj0WjU7+WZzq31XauAKTbRe3AOma/v7RgljxaL4FrU2AUHITjnAulMCDyStqQtkI4xImljbdt1WmsAiTEkkHS/N1ix3jll8KsMNVl1CXNIoosskVewXh/ipshfmaVYsyoCSeP74YKP4Zs/wtU9rWtaeRUICUBg0UpP5svjk9myCWQyZbPA4FmY0xOupkgIQogiuCE4zWaza9eu7e7u/v7v//5bb72VkMDJIC5hXP8T6ND8JACc8hNBb/441zA+yVmUcz++6fUwc5LgEwDvV8jDZOHgOcaEs1ohVoARfAxBGAGDsAhGjgxCREgKVm81CiEStbWbzWff/Oa3FovllStXyrIMISwWy4Tfbprm7OxssVg0oVkul/fu3Vsul72yGu9sc4iKCAHyLJucntaz+Udf/EhVVWVZIuJgMNj0KZxzrXPctWmM1rZt612e52W/lxoim8FC3bX9fn8j1JbKuTQP3EAiRSgNyGyWp+c3OlvrQ2ACxnQhiAADklIgQiQpellrI7PrurZpurZJwirpvRhvbY1GozzPU1NTKTVfLtINpBmIVqpv9KYLs95WxCBRmJmB8dHktCzL7d2dpGn8aHJ6+epT+/v73vvJZLIS7TzHxU0lOAuGwFEikaSXa6P8lqYrIXBySFp3W3ijxwNAiOocQ1gAKHVv0gHrnBNhbZTRxho7GAwQBZgP9nf+6W/8+jNPP6U1xeAWi/n+3rgqTdd1Z9N50zTG2OnZPM/zX/yVz/zs3//0q6+8/sUvfvF0skw1Q6qxE4w2/V6pB7xsO1vYxbIjCbs7W5OzyVe/8rVmPq2APvHSS7M7R6g1+wCp7w+QildhIW0kRvZRa2uMMYUCAIJVTzNGAaMyKsBqWxUmz7rOx8gghBCyPJLS2tjxTlE3rWcZbm9dvXZjnNPR/QeDfl+HtnNBa8NaCyom1sxW4YKjBhMBmAi06Q8HmckVKkNGa4hIrGn70s7+5Yt/+qffOAvcv/E0bu1MOm+ZJvce5ChU0Gg0SkDWGGNTt5FRUmosUZgRldb63VvvJpuZrusAyFodY9TaplYCR+gNe84lo3Yej8dlUd27d2++mKXCXke9u7vb6/c755JxatPUzjkWZhCb5UWRa2PqunU+Aqpef6i1btpjQIWkkTTSCvrbrsiwUSklkIAbxII+pAlrSjzVRkpg5QotIiLGQIpf08lZwuAQrRSPne+SzcPK3pYjqqpf9TYbaoM89977yC6ytrkkRJm2LnACBJFWIYTWBWNQrVyKJEmARFGAxtjCFtXde0d/8P/+0Zf+/Gtdszybnb1+86YPMl3U8Aiqquo6CCH8b//7v+2X5fUb1565fvWlGzeulOXlX/j5IfKju3eEObYB565bRhWRQi1RoQhx8k2EbuZd3WDtR718CLkN6F1svT+cHLX17NL0dPeZp2xeXPvI0zvDrWZWN9MaTk/AqK7t2uDDNJ75sFjWMUZNKgbOcq0YcmWubO98bLx3IyuHVlvh0DbkHSSQjQLnnGI0KovMIXYMrK1++9Y7p2eTR49OLu0dNMs51s0A1X5ZXdzb922nEHRks6x9veTotSKEOCqr5/f2z6az69dufPyf/bOvfv0vsjJTFkdbg3j66Kip5cYlEAKyWc8aJBABrXKVda5lHyBG75cChAZRawGJzAx6BdgTSCYbHGPSbCEBEiIkhYpRWGIS+yRgSYqY6XAGWsU12WDfhIRx7TqFyefn/R/O/Gi5NSsrloTghtonT4TUNKWjFeMehUAYRUhEkr6M4NqvS3gNwJYnjAd+gJ+8/JCI/4T0N+LjUmIz6EufUnZFWhllU5NUVuZKK3m2NNlJF6dyIM3fUpDK8zy1SxJ6pSyL0ag/m53V9SIdI3Vdj7a2JUelbRRQpCT61NlMIS/l3gmXl+JvStc3k72EIE1fpmguWscozExaK61SrxkRY0zhGxBXejx/S6o+eTyUQ6R1K4J+zGHgB7sTIufmu+fb/SKAsnrnz+n2bUCb8AGfk/SR3oBVW+IcIjRGDoEdRa3Dxsm31+uFHY8E2ztjrXV/0N/eGwtDjNw0bQzRh3B4eLhcLIfDcVVVy2VdN21KTYwxpPRgOPLeH588ms0XiamVVH2yvCAim+XOh63tHWOzdLfe+8Vifnz0MISgtQHAtu1SWhNC7PV6WuumabI8jyyJw+NDjNwRUXQ+JVsrJ6vgRKIAxQBCLAJ5lkEMXVfHFrTRPY7X9/d3x+NM61xRYQ2BILBSoDQBAkvoG4JYo1KDUgX2EudVpfbL3e5gtKyXi7reNhkpsom15jvxdU6IHFFYc0DFQmKB7MGuPoGTekGRo3AUEAEnUQFoUXmRpwnMBra6kTtL+FtmJq5DDGtyMySQDCJmttBah+BD7M4rOiJiatgzu83gV9EK+qtU6rYnK7bVwfWhI77zriErvqgAIAlijAyCDIpFH51M7x2dzurOmKIsCxDyPmgVANI4JakFCoAQKe+dkPgQ33zzrU996lOf/vSn/4/f+z+/8IUvFGXVHwz7g2HV688Xyw+oufzlh+0/1giVlVwAACAASURBVJbFv36hSD/6f/mr3Il8aKNo7U+UvmIAEoiptl5z23kFv0WTZUbpGKN3DgRC8veLsqnq048EnzT0MLkaMYswCK8a9iAYQoiBPYQsy0DQu3Dr1p2j40dKfY1XAC/myOmugg8AQCWmOrM/GGhKgm9KKyXMvu0wStPV3/72t/f29obD4c7OzsaTOi3+VLwl5HZZljHG5D63KavSakzUgvRPKU3M8zy1HlNy6b1Hft/1m4nfmtLcwWNradlA5VP9k/h4iXNltCnLXrLaGwwGqbW5FivzITRh/R8ZY7S2KSiuuDqKiBQixsCcpJ5Qa2WLQYWIwoigrMkjxdu3byerhrZtz0v7JlUMZiZtElUj/coJC70ReEzfrMrKWpvKfgAI3if04Mq+gkiEOaUIQl3XxBhFWISdc953RERkG19XRVlkthn0QnD7+zsI/PZb3+/axrl2vpihsHdt8BxiUNoWRaWM0cp+7MWXbtx4qqp2oujP/tHnYtMIc1ocpI0lpZQCUibLqWktZmfTGYc4GpRHRyc217nJRvsXdeu61s8XC+ujAUxkIREJybkbGYmAlMmNsVYrxaWN3gOgNoZZonNKZxZBFCmbidZGZ0ZDXhRKa0ByMXbTWVYU0/liuqwPDg4EYHZyevudWz9zYZsWzjmnsywC+MjBeVCKUYEQai1KLYPXg+ry5ataG3ZstA3OVdvj3UsH5cHwP3z5y5OGd5796GJnfOw5OvEPT4/uHe5vjR5R+/Dh0bJpRCAvSh8CmYyABCKRBvGkVFlWDjqLNByNmqYFwMiitA0xsiCRURoTBPr45Pju3Qd5XlqTNU1TlmXTLNNSH4/HiJQWcNM0WqsEGEYErZWITKdns9k8eRgkcZ2NO0ia9aUmQvL13WjAbhKJ1F1NwwegDYaIkDAyO9eFEFPJFzkSqbX8UowxIKIxljkCoDHWGEsI/X4vy3IQ5LhyPkuFZAysFfR6ZrGYaW3S88QYEz6NmZWChOiRGLu6Q6UATVbmymSgclH2W997/Q/+8LPf//6bIcp8drK9s/vTn/q5sjd47Y03l21z7+59Iqh9HdlNm/DV733v1Vvv/fs/+dJQ034/3xv3t8c9BTjKyiLSzmAwyqvt+cIakyktLKFz4DodO+/BVEVWWGCKILqAgmTU2Pbo5O5XXr718neoyPPhaN66zkdUejfq0Xg8vthj4NNlfTSbZ3luTCbMrmlJZ7mPI8FnRtvP7ezpR2f+bDZvZqwlz40naYOPBkusdOJ2ASBhVVSzs0cYyHfd9mjQLeY3X3vlxaz86JUbEJxqGh1jlZUKkdsg3uciOs93+9XZo2m/7R7dvnMSwV65fBVUhooQu+NHaEisDcfz3ORG5/lgS1WlK/KQ2WFV9qNq5wJBonYdC4DyjBBi8BGtZSEAQpAUJJFFgSKgyCigo2AAiiARhBEVi5Kw6aISAyCq9UxvrVcmai189n7Xu8dRv6H3x1z5MC8A1gk96r0XYFLEa6af4IpSiEIIyCC4ZvYyElOMDAzISQBBiIgg4Lp9JiuwthDg5pblh+USRB9aG6yUHRFZVnqeUZhANJEIINHGoAnWHg/pNYm8gnWsESKcIBIsoLRJWbcAsUCIXPUGnfNK2wsXd649/6zv2nfeeicJciJir1fFyF3nfWiMzXpVIUAsqLQxNicV63qpUSlttDaJEqG16bqWSGlSAJAXlYiEyMygtNVJKY0DIDGLUTqC12SjCEQGUkBr7srfiqrv/NJDwg3mFejxPO1JUfgPo5k+uSzwg6OWFS5npXMqQvBY1f28hN15GfdUjJ1vJJzX+YgsIbBSEiK74JObs7E2mbcCx+A9GbJ55X2IMaLCxby+e/tujHxw8cL+3oWmafKirKrecrmczWZ7e3t1Xb/9zuvb29uXr1ztum6xWLDA1vbObDbb2dm21j548OBzn/9C0qDr9XrJCqJt6rKs9vb2rl+/njT927ZtmiZle977rnOkjdIG03SdVxr0WZY557K8UEpNJhNDCAIM4pxHZKPVcjHNNF3YHiFHo/DZrSuDfi83RryLnTPeaUJSoBRSgISFtDJVSklUWjhw9C1HEK2URswtj5S2bESEo0NhAiFMHjARhUXiqnHFjpH2h4OTpu6mi1bpwAqADCuDOjOGdZvULQFQGHzrREQpvy57SIAa55jZGIUJ9mmSFIdzPhZaKWsznW+q+rTnNxOAVYvdOYUqBgkSAeJmALj5AACbmTzP4JznRwhhvVLWk2GtuyAp59DaRhceHj06mswXjSNTAmWBMbA4zzZDrXSq3gFRKXK+XdSLXq8XmL73ve89//zzv/5PfuN3fud3RqORNhYA/uE/+tVr12+cTs6qqvpxrBr++iXdX+GEkR/ItvtrFaE/zp2sosgG3okAgAzAIinwJzIeEglA6vFHAKV0VMyRNREjkw4cQjopFKnV3Awx+bBDjEgKBJjZx5g8XgGgdc6IlL0eEHXeK6Mjs0sV0ftPFW0NIoIWTAQFwtQ45BA9s1UaBHZ3dmazGRuenE0fnU7uvHe33+/3+/2dnZ3t7e0LFy6Mt7YTxDEhSYzSxtoQQlGalVAwMyJqY7VaGU4kpZD04DERgih0YozeKEmm+ihGSYRYa3WWZRF8cjZfLBaTyWQ+nyfPmPRT2lqrbb/qlWWZphDpBup6hThIvRQX/GqULuijROGNNHzqasXIQGrjnSMAdeeWy2UaayfU3Kplu8ajJhP5FE0eE3fxscVC4kOuJjxrhR6baURh9j5NZELI8zwzWqmV7nZbN27F5kLftiKstEIAghB914XQ1tjTuuvaGEOMPnh/eP/eg3vvEoCxuleVZVH0+/1suKOUGo+3+4NhXvSGo3FkmS+a/+cPPv/ee/eOj4/TqHNTKiTa2ObNGo1GZ3XH8+V0PuvlSpSt5/O8sIuzydjmbSAfPAkpQuE0ckYhAUFQBKCV0XlRkFYcpYteEEIIdecSIAGNDgJaa1sWWVVaU7rgSal0Ns7niyzLzqazCJBExqfT6XMao/Mo6yM0eMryKOJZDIGAQlTC1LLMnddl1R+Pjx6eiI9np9PdXvH8xz9hBuWffOsri7M6G13EKp+BLLqwOD6d37kLgP1BvyNlsnw4HJdVT5tTUIpZoSKOggQSKZXG+XColGnbVltLqNPQb7Goe73e9u7O0dFxjD7Lsvl8jqBjXDbYhhAEeMMJv3HjxnBr/ODoyDmXCq3RaLi3t6uUWtSL5XJR1/X29nZRFMzcBc8RXAxWWUaIIMwcYlgluxyXTd11XRK/1cYgK2ZuveOOkSgvclnrzK3WIaLSCgBYGAWjAJBWSnHoEFFrEu+jF9JUlKXWWiuVGQuoQowA4AJnWRYitG0zmUwS7jTPtTGmKMsQAiDlRSkiilRRVmli3zRdfzg6PT1jhNwQUtYfjD77Hz73vVdeNTY/m05PTk62Bvq/+2//xS/+8mdY6dbHZd3+q3/9v37z29+an00I+23bwAKaqZs1dajy5bJ9++h4uDMSkl5Wuski86i8fGRr0Cv7+1s7w8Fg1OsV2K8QoT+0KIv4/7H3ps+WXdd92FprD2e6w5v69etuNhoAAXAmRSaEJEq2RTOOWbZlm5FT9geHTqTog/4M569IUil90OeUSipXObJMKyVLsi2JFEVzwkR0Az336/fueKY9rJUP+9zTrxsQQUmUK0rldQHVQN1737n3nr33Wus39Zuu7vTWmVa8VzkcFNPCWKVU7MAY7tb1crFcdc1tr/b3902eMUjvuXY+xlhm1gFqwGmeH9ps1sVp58PpGWw2h5PJpDxoxS253zSbxvchU9A6ZokgUcTm+cHefhN9F9zJ4QF0XnkpgYL359t1pmVS6tmkJM2EaLTNdNGHKJFwtTnWGc3K+TUBwMX3Xz8+uSxtF9qoogcSpVTlaiUKxWz4drA2HMy2VmFmqqwoSU/QNMcSXcSIOsNcKCoTBicWSKbEjAABSDSjdWQtYR+iEwxIgqhAFKJ+Optayc5ke1fEkoDW+AzUIvxUnLUR/TSe9j7ZSC0SiShSHgIIaiAeIJWd7zYM6rpRFyNCQixMTDywQ4dpOCFGEVCKQBgGA3R4ErF3Ad25mL+y03C9fzRUGs2KCJEyWjFAUgcAqZi00bgbxCOk85qItNEYU6/xVM1ARNoYbUyI0YdARCzSdh0Sdk0PCNro7373O8vFuVVKKUJr07N65wGwqqosz2P0zjsRIdQCQoqmsxkAhBibtk2s7NQyJMZ4CCHtITuFISZczFhjlBJEbW3oUv0CMsBRfxVmLv8ldX2g8Ens9U59+UMdG957d+4YXU+P+2Vg46WmUvAp4PhJkb6jBiVu5wjdjB47Yz0hIoGZYjRxCG1Oo4IsswAcghcUlgCIWWYAbDKEeOGFFxaLZbLhPjg4QFRd1xdFqZR++PDR+fn5c8/dmM1mWmtmOTg4TBKCqprkeSEiRVHmeTG6Na5Wa2bOs8y57u23326a5saNG0lYmDq65XKZHPy6rkvXPKp3UtBq0zQhhGS2riAyJecRBIA0+prlxm8XZWZefv7GiTISGfoGIlsQJaKFkIFQhuACAOFOlMYkhxIZyARp1MzCzAReRDghIwCYdMjAyTw33cwYXYisSB1NZ8vOh94T6sjMDJEoKElF6o6N9sQXO52guzQOBwAhCBISIUVElBBCCD7LrLVJvhUGlJUodWta68SxISJjnEJ5hlkuIpw6wxgBoPdus91etIRJeGB6zbQZecgUWsagya7r7vxscffBaRBFKjMmUybTighNjNy1vVKsdcyyTGtd19uyyo2hrmvfevvOF7/4t7/whS/8y3/5v8xm86Zpr1279gu/8Atf+cpXtttaKc0szPKXXoCAH6jr+wt0fe9ZpPwjDYXkL38l44n0RNqHgEltMDB2032ICBAihxCNMTx4PSpASOs+QVA7asCTkyZ1fyNLYOcWzMaYELzWBpESWTovrdaKCEWe0ojuAmiAABCS3odSoCiIpMPGBQ8Ixtom1ENLpbWItG376NGjt99+ezqdHhwcvPzyyynnze5OoFEznBqJtGpAOHWeiaGQGqedb4QWEXUh4z79z3QmpamK977rus53Dx48Sq+jlDImK4oqgWypis1trpVOJ9yOBilEZLNi7OKq+d54YKfPrW37i12o0UYp3bNLarckIBwJkEQEgumV07pL7ZxSKo29hokvswiMUqvMqCQU9N77vk3IZL1eaaNTM4yAxppm2xFSiCHGGHyIwUlwMYY4KO4wcsyzrCjzKp8ao/Mir3SujZpNJ8YYENYKtaKEFBV5Zq1hBu+jCBRlZUweRM7OV9/7/ut//PVvPnx0qo0BIK1tUWL6Rob3GyMAIdG0mu7t7ZHN7t578Oj+3dXZ6erMFUWGMHvxhRf+3s996c533vj3tx9aQk5oALMgICrSyscYoiNmRowCIQSamKIolZbTR6dIVJRlZGYkbW2W5SzY+a7vHXOd0gIDR9dZFwIANm27Xq6WZ+cGQqEMcCSizNrapRB4ItIsFCOLICN4lqCwmpSRYbPZ+qa/PJ1fuXrpUbd8ePP+h178qPr49F4THmvdMXeb5vHd+9vl4qAwolVs/Gq1CjFqrfvOm9y6EM3gVE4CAISAGCO0Xd21rTaWCJ1zi+XKe2+z7GS+17Rd3bq0wyEMo4Ysy7q+LYpsvV6+/MqHf/Inf/Lq1WuXj0+atr5161bbNkpp70PTNI8fP3auz7Jsu2k4QpZlmS0UmZS03jZ917pBL4QYg4iAIlOVNo08vIuDSSAoow0pEsYoktglIByDT8L7wSE0whMsmodxk4hLFoJlVWitjdIoEGNUabIJICx125yenjZNk2eZ0QZRM2PbujQKEaFdlGjP3AIAAq3rtpzvdS7acnbn/oP/8Jv/+rkbNz7y0Y/92q/9WtvU//gf/oNf+Ps/c+Xah7p2C8oW5VQpNZ0Wb731BoD8o3/481/9H/755u726//u69/50z89P33g+nrZ+Ic3H3gJk8nUoj7Ip6jxW90G+1qvzwkVewbnc8DL8+nxbHLtcO/G1Wt7V6emwrCpm7sPrJf16bJwEXzMQwObfuLNxO6fH5aozaqu264JLEKqad3efB5BeVRXjo+xWT+3P/vw1avdw8dt2yyJTZl1WjyiqUrVkmudIoXCRV5AZK30/qRquknTtod51bXrvaoghg5ahx3m5kxWm66elKUGnfuYq4l3wi52fpUZWxbFJMv6tt2ePT6aTlKMkwIRhYgcFbD3uTXO93XvL5+8MD3eX9R1dFFn5ebxqvn+7TaGODusy9nhleeVKdESEzKgEkFgFEHUorABiqBbpTywJ8VEhJKBtxIRGZ4I+XCIp75g7Pheh7mLdpfpL4XHi+e0iLw3n6lXiCIEgMoAcxAhUAAog20icDLDlAG4kVQVCkQEBmBJDeJoJzN0iAO4IsgIDIzvFzt8UXGHiPGDHfWi35mmCIJ3jkgliFMQGGG0CX1i2i8yGi/tCFyIoDgCoc5sYa0ti0melX3nvYuKzOPTcyhMZguF4prWDPoICqFDVCKxdz0IKzJpRQfPqcdLXBVCJiRC3bteKY2gOIp30Umw1ioyitIXkf5oFumcEyIfAscgVpPG3kcXQCEo9de263uGvfln+Wf8eRGAFOIxYoVjZzy2eRddQMYS5OINN96IY3/IAswSI4cYvfdOKx+8URqQiSB5h4QYow9aG61tUeXVZHpweDQ7X56ent6/9+DmO+8SqRBiqqvqur527dp0On3p5ZcvX7784MGDpmmSC5/W+tatW+fn5wcHB/v7++fn56kpTVq+vCiPjy557+/cufODt26mhiEdHokuktnClHnKcAeAhAYIQN002mZAqul60oYYCJWgHqxEoiuNzjFcv3bp+vERsQfXQYgIoLXSoAB2qy/F7+68MggiPVm3pBABhuiYiJTK56HX231fIiSAMWUsCuQIwlED7RflzGy22z5qVqDQKCDNCi3YJwlIMY4ZtaORvfdeG8XMkYNEQRTveyJIhoRFabuuFVFp7SdGmNZxvV57H0baG5EaPTyfmiftzF12PeDgK5VUJSknatc3GqXUtlOmqBD1ctssz87X6+1svi+okSzpgpQ5Oto/uXJpMplnNidKG0dwrq+qMstNCG6xOP/wyy8fXrr0m//qX33iU59arVZa689//vO/9Mu/fOfOnUQE73d+s3+ppSepjPphP5H+4iv6yVYe5IMv5YPW/o9yJRoupHrK4DyGLCxCu2U+3IY4RC4mDBCI1DBGDWNPwjsJ6Hhipe96pwNUAHxBkUUxxuVymbyXhBg1IANyEoOOn0zSZMBu20DaWYeURdH3vQveZDYieBkCqVMDllqs8Ta7efPm/v7+fD6/GKc+injhQrJtZu3Q/2RZWjjpAekpMcbCZmPTmAiTiSmabKaTZahnn4w9J5NJGoqNnjFJ3YeCfdePtlJVVTVNkyKk0y9lZlBDXGpd103TJCBuDI2w1irSKUJ3XFPW2qLIUhPbdV3XOW2exPWO4+HUIo4ev1mWWaOHlrVtY/DOueSVlXb+MtfR9Toj55qmaVIC4Tj8RsTcqKzIADKlqKrKoigOD/ezLKuqktQuqFDZZADGPjRNLbvAJa0UCHoXlVLWaBe8dz0Lt3342td++97DR+ttnRW5MVYb09bnKTxgKHF2AcSp4mfm7WrRtsu2WTf18vLhwUsvf/gnf/rVT3/60x974aU/7uIfVf/RrxsDJMA8WLgTEiEgQAAERiJCBbDebBFpf3//4PAwhIBaS4yCoJSJAE3TCA4bndY6MrVNzTYpypj7kIDRO48fHc+mlPItjKEYPTOQJqslxhAFQSEpBoiIKsvW22a1Wu9p+9LzL3pf3zs77TDI2ulKnxfSIIXWh+U6breBfSxKhxg7XqzWkeNkPk9mgHmehxB3Z0ca3qBOERpK9b2jQtksV1qTUjFyjHEymbT9IlGyd05dT4a8RVG8+uqrN27cOH+weOeddwBgb3/23HPPAUjS3G636yzL0kuNIp8khU2hu2kHGFnEo2Z+s9mkdZRuyMTKRkWCTyocrXVVVQwiCMro0PdNXWNE5kiEQ/yDZQAa4HdBjhKFESARQRGx7/sYue/6tmljiJgTACqld9DN4D+cZTkiXpyJzPb2o8D+8dE7t+9/7Xd/71/8j//TvTt3//f/7X+9+YM3//tf+Mq/+Of/7NKUtnVXzsqAqu/6cjJTaDXqICxMV69czyqeL/mjlw4tSFOv33z37dffeet8u1419XaxXi3r2PntHIqistVUmzybzsty6oL/3vnZHz24F5vNh46P/sbf/Ztf+ntf/NDBwRxoHuHh99944z99XbtYb/tHp0sN6nB20FFwAtsQGxeFGTDmWS4UXGQjCvrWbVfllQMkYIxB89LViE4Kq4o8E/Ad5Ng7Hb1rovPI4pxfPHpMIRwWVRZlkpXt6eJob/9Mb69/9Fo2NefrR+f9MuPagp14f4A6s4VWupwebtbLrt6CxPXZoqgKVAgChEBKIZEgLE0Q4cr4DYErM7xxpD50eU4w08XclM079x7/X99FHzctd3lHbZsT1TGwQLLtTvAFR1z07o3Hi+3paWatAwrGMikDUkrM2YddBr3albIKKfmljd2dVvhnj2IFEadRPSOii+9Nx3UuM1ohGSAloESA0sxSdiIJTKkNCkCAYLD6JGBmIJbkJCpIRKiJ4kUbvAvKj2cHwhc9NdJT4g8d8abYkmG3jwE8Km0RCVGxQCLqA0Ac9azyBFTctQMKADwDECbTGlQEhJ/57E8wc+/darNGRRCx67watpLhGC2rPG7ibFaxSF1vJ5Mq2XEyM4O44AfFVpblugAA0go8oqIoLCI2z5RS6/U6nelElKjg1lofmZ2LO6aeUjrPbZ7nRv+VpGn9l+v6JCVq4E6XOarwnpSCz9pAvA/WJz9SFXoR3Hvfrm8cA1wspi9wh4YLi5F9jCYEpYgpJJIkKTLGuNg570KIWgdriyxTSqkrV67s7e3NZ/unp2eLxVJkmJ0fHR21bbtarQAgCQPSLW6MOT8/32w2s9nsueeeQ8TE5UtZW845BEjly9HR0cnJyVifpbl+CGG5XPIGJ5NJmrUnVU9d1wCQlKmJLkWkkJSgQiQSiIG7tr7xoePnT/a1+Og7IoNWKUAiQh5cMgQgInBSrwEAEDKNaTOpEUpmd7v2KQ4l/aAMpsRpiQARKAqktx8CRwXKUGUyA1vvg5AgESgQjcI0UvKSz27n/RC5gShEmJwZlEppS0TEHJIoL8stizRtizD415MLIYqIkDIiEmOQwOQjMxPHhKGn6pyIEmY73iQhuiTQf0bXd9Epp3HeNL1GWq63ddtrm5XllIFiREZUSKdnZw8fP1JKhyDOub5zItK09WRSbjYrwDifzwHz7373u9evX3/zzTdns1mM8dvf/vZv/MZvvPrqqwmoHNjRf3md7Qctnx+HmcuPyRJGftRfxBfI3vB0aN9TgD/h4LDHAgDJp0QphUqR1pLIwAM7NI1+hvgHedroCQBcCGkk0DnXdJ28x2r4mf1nwPokEbw4MXOSchWJkCgy+xCAdBRAQQYC0lFQoiiTRcHOhaZzm7odW9kk7UPEkLKqlQZEGYxJJNG/R8OqUcKXDIrTyZSgwqZpk5NQKluT4I2UyvM82QaKiCaTPKvSK7jgo49pradRSN+7XQadGyHxzbZOmFvTNMnt0zmfutlBKxg5Idhaa7UjnTJz4MjMQJgVefDdKMQdbHtDKIri8PBwNpuJSL3ZNPW23m4GV8xk0WS0qsoUAJNlmdHQNM3BwYGIbDabUe08KrqrwpZ5qqGlKHKtdTKOUiTMwfnYdzWCZj/AqjEERarvuuRSY4y1SkfxgT1CCJF73z86W7zx5uvbpi2qGSF0vlWcQnr44loeG2mlVNM0y8X5erlAiJ/6xMd/9qd/6pVXXrr23LXe9XXTXD65ygpBKWEGBCIdRRAksIQYJBl7AmhjTJadn63atp3NhpS5EAWUElJaaxKIIXiMAEAyUCd8HwgwhhhDBBZDhMLB+/nBPsUaWbquQ1IpAlCTRkbhEELQqAKz48hIm80GhV648UJ08c7dewyUVZNvfOetAphPLkWivm+bx4+79TrEsOpbNuL72HVd13VmMJ0WpVAQBQhRgAhBIaJ3nhn63nvvUxaW1joGDiGcn5+/t4pNX2sigua5FZF33nlnfbp67vkbx8fHVVVut5vNZm0yCw1qa7MiTzde9CwIxhhUZIyxWZbqQmZ2wY8WrMOEMc+894Fj4AhJv9e1ApKqjZFjnPgpqb0f/gIqijBDiIGIkCHPc5PlpBWDMEckNNoorcnoGKOL4fHDx6ONk8kzMjqCkCIyWiXinFaMYIzOsBDCZO+JSs8ns3fu3Pu3v/PvPv6JT9y7d+/f//7vffOb3/zox175Gz/7hcvHl/zi1JDZLjeic7DFolsFH7XKQtd5x0S298v7D29ttovj2fRob5oXL33qUx85364fnZ/dfPvW2b2H549OC+77dbM523hRklVZNZ3MZwcHR5eOj5vNstmufvv//oPvvHHz+oeufezlF1/97Gcuf/Rjr1w+ievt4uadO5GbTedBJrP93rWiGp3likCT6gOrCBmaWTmZzidKEyvpYu8VQ6Y9B20UGi1Cy9NFs94c7x+13QKUCb1DgMzY6HxV5Ad7s1Kp3KgQI/Zudn36yude0RM128573/Vtj634cz5frQrx0MDRi1dmuV0tzvpt37C/cnQpIkTm0TUCBNAqibJutzWQnhXrvl4/vkdlJSVI70NwE2YN6GPUzpvARpBEUh5QhIjpvCLTA5333aLvDUIt4CIzkhWpYshj6HdpzygD3De6ZI9njVLx/QAxGUtcwxreL8fv4s/V2O7P5pYkidcHRfzA2No55yMgAO9IpggkGAUIgBnkGbBxHJ4iKhkRSHk2VWLs+p48931qRL6UowAAIABJREFU/qcpoDxcTAwREZG0UoNvzJNx7ZPTF0hS/qd7VnmBlI6nRCe5fv36arV6+PBhkouLSFlNECC6znuPmpKhRkrxEWAiSKSWcRCckPYkwUhz0tGLIVFRxlTb0WkyhNB3nQ9Ba6uVHpULzJzK1sG4BP/adn3wF7ab/9Fe80KZ9aTZe/oW3JWJwhe//mdGDjubJRIZ7L+dp0JlkVk4irDW2liVg00HgPe+771zXqvMGBaRg4ODPC9ns3l6BQAoyzKFtp+dnT148ACexLUhM+/t7aVZ76c+9an1er1YLJKBwXa7bTab88VCaz2bzbbbbSL0pwtOT1FKNb5PSgxrh0sqiqIoiq7r6rrWg3udCCoESplU1pjnrx6dHE1Dv1UYM2RMfZdA5AggmABxREZilDi0DAZgGMCCoEhiYSNyUm6SQQ8ggCwyoEohxigSZedgCWK8J2VI6ayorl8u0ZRnbVt73vRd4xoIpPhJvmIidI0bWZq153muKUn10q+HEKiqiqIonO+7viEFYWDdcIo0vBjOMSZ9Ka1g116KSHRexTAuy8gRSSVY4AkIvEsBGe+l3su26eezqfNhsVqXebHdPFDKsigBRdqiAjKUZYW1eWbzg32T5zkSrNfLrmu+8DM/u16vX3v9ltb63r17+/v7X/rSl5KdQBowJwhlpPD9/13fsx6e7zF2GcNPWQQJd1myQKQSriXI6WDgGC/Gt6SC7BljsYuWJ2NQ+JjEdUEvB0SQtOjJy2V87uCJkiDxEIfSATHGOJlN8yyPMTrvO9fbzIwQQbrhUxf08OHDg4OD+Xw+Qt+pppxMJjs3Iz2OD5H9RRffdD+PESYhBIjCzOv1OqWEJ0WZtXY6ne5SoRHN8IGkyRQAdG2/WdejtX0McYhI2rXWCaUcw3KYOQpf3HvTHGqI8R340km9/yQyJ/Wo42AuXX+KIxuveT6fn5ycVFVVVZVzbqGVJsgzO51OUzxgqq0TETd9LPX2/O7du3vzyWw267ouzcsSVzZ94yheQUzuUJoA2CmEGJx3ARFjCL3r82zifRg2IhdS9Mtwp3nug+9D3blN3/csmOWVgP/Ix1+6e/f++WLd9C4yGGNAm5GpkTaT1PKlj72qqssnR1ev/c3j/YOrl45mVZko+bPZzBhz/fkbR0fHD9bvpjuLQZKAJoYARCnQvG6aEijLM2OM935xvki9MUfWVuPOpCcyk1WpfMusybOi1713PTIisyKlSaUtcVJVvNwCQNt2+XzOgYlIK8PIAOi9N6SjCCBpY9q+u3LlSjhv37l5t+5rO8865LLa89aGwjw+fXx263Z9574mZSytuloUoIflcnn/3oOm7YqiiGAESCNGBKUAJaYJQkSV5uhf/OIXu879/u//PpEKEq21Xdd5H1ENO9zOjVnSKtjfn1+7diV11C+++OLh4WHTNNvtZjKpJpNpiKFpmlQRAoBzgZljFO8HpWWaZYhACNw0Xd/3ZVlOp1VZlgcHB4i43W5Xq1VK1Mwyzcw++DjIVtPZEtfrrdbauZCOMBH0YfBaK4oiucXkhc3zHHHHUBBkBufCdtt0XZfcjBBxNtsryzIlAPtNnWWZVgYEmdm7wMx95zCp1CyZLBPE777+2td+53e1Ld96++3/41d/9dGDh5/93Gd+5X/+xasnx5v1omBttY4cdDbRRdWFKFEJa+8AwXZt6Nr6Yf1QxLURUdTerNi6bn+an5y8/LGXnldC3Dt7tnl4vnywrlcu3jpbvPP4fHNe33z4GFGUksLS1FSLtzdn7772H/7Tt37113+z2i/3J5OM8GoxO5jm+wcHznNZN94zaFNYa4i894UBrbQLscxMoTSSYK7NJDP6YAERXa+r8tH5+XpZcxsyNAd2JkeVReU2jVX44vMvXL525c69O+16063r7bp58er1blsfvnB4eH2/hubw+JLONQhOaHLrm7du/fHNEGK76r79h+984ad+qiPcRJfvzcv9fd93gYcZXZrd6TYqT13jj/ePLl9/AWYH236jbQyr+q2bd9rbD3+i7ZH0VOMKRIuEvkNjhZAHv+CU0EBorbNZk+c6tyuGTltBspFDIAe4NaWMePeOHJfQEhx5nvHZSCe8oNxDwk7TB3Z9l1llZaURpe8jC+HOQQVYQBBIdpaeONYSdPHkhWcaPxAaHBYvTkIJ8Wm2XjqRL17e+/YIT9E9aHCUSbwS50OMjKRJaUREUkQUvbuA9GDqu0YRj4gIDcIfrfXBwcHBwcHZ2dnZ2dl2u02/zhjDjMeXL5FwX9fBdYLinCvLsutbm+XTWQUwiMUSN2ec7IyD16TGyrKs67o0hE3ekF3XjYd7H6OKIuJ772GIvlAxxqbxXdf5CCgC/+/08GSEC6aHw98JMDKyIIMCUpp3Li9/hg8+g8Sn1T6o1cXCQkQICJ6O4LgA3e7yuMe2L/VyyqSBfVquACASOFkOKAMiEiHFjQArFE3JXBFTrprEGJ0PxmYSkyuR4khExmpTFXmyV0FEwijaMUdrbZYrJA1QbjZtIl52HUwm5Ww2GblMyZq867phxLs8v3fv7je+8Y3rH7qe5wURtW27WKwih73j45TcZZom3Tpp2i0iy+XSOXd4+WC9XMXoEaWwJoZQKMVdx10nzgXnRGRhqtKCDo3q6oOq+MiHTo6nle2dAYsCwIzaJQrL7gOPRAQCClAJ2NQzx5TQyxeJLsPbAYxBojYAgLRTD0vS/AqHAM6HZMEyu5QZrRUShYmVk2rWyvzBYvO9W8tFx2iKmjlGb0xGorwPea4P54dd17rgiJAMCkh0QkSZLpL/9WQyzXTJHtixeMlUkU8lzWVT2Ze4bVVVikhd113dZFnWNiGN2IkUgAQfOLIushjA+6CUKicFkdR1PaZaz+fz8TYbakpjQQgRlZmqrG2j2NyarEgfTp7n2thktDadTvvep7Sx9Wrz7jt3X3rpow/urV977bWyzEnRpJr803/yT7/61a8+evRo6CgEACC6CCPB/y/VWfEHqukoqD/v7Oa9OQ3hA8j5gPLs7v8+j4nqA2dGvUIEQQYEIIGhZkIS4ZAqP6+JNBIKAgMiqiQEA44kipl93ydVDTArRGtMElwl4GswX7YJxerTWh5vKhEMIaZFgAExoCKFCiNETo1PZImCGpVWQoOAO8+LLMtSvF6KYWiaDSIWuVVIzjlmcdgqgdlslhn76NGjSV789Odf3dvbU1k5Imnjp5Hnk3EYoZQKfYfIyTHkYtPlPXvv+r53vhsF5caY2WyeriS5Ynab7TgZSRTENDdJeuNEHM2y0lSqLPPRNiYtkDGzIb3UcrFJU0/cveC0mnZd57qdSkqrCBw4mnSFoS9s1nVNDMFaO51OyrLIjc2yrO/79Xq9P5teO7m8t7eXWpr7d25vNpu+ayeT6tq1q6ka3jFkKB3Ddb1NeMtmszk5OeHgJXpjNBGE6H3dijAiRo4Bh4zTvnfOuZHHm2CbIs9RILe673sEnE6n6dju+37bbJdhuYNzmZkQUfpwWFZ/92e+AADr9frRo0ebzebx48cr33kfRCC32eHh0d7e3nw2O9g7TNOlLMssKen7GARAIVu0xs5mAQWn8x62H/rYJ966+a7tCBSRVkwYJIadYEEECTBG8S5O9sr1pt64xtJEaeO0eIa9+Xx+cOi9FyBjMgApsizLTej7vt8WRYbArm0EvRCGEK5QM4HQR/Q0kSzrgtIKQww9g9KalTlgHwnuxfbxLLuS5YdBN99/S63qiVItEasZK71+8crR3sH24fbdP3x7uVwiZZ4ZHEZlHvaBQX9kevK919+NgWaTaVkUd+/e1izTolAaPQN5X5LZ+q7UdOXa1a/8/N9/7c03v/Wn37z/6DQJTJ2LZE1welD6KBThumvKKreF+tgnP3Lj+ede/alXL106evvbb7z+2vcAJE03kjurNiTsveOyLPfmB8lp/ezsrG17Imq2ddJEMDOCKmx1cDg9OTnJszIFXXqfiQgCWaNTHDPXdZ6bsfILLkAE1w5laOKClmVCoU2aaKSGPwX/mswkzs5yuTw7O0s1pYhcvXp1cGMKIRntopqIqG4bUFxmlEHoej+dzxfrRpW2qOabgL/+r//tYrHY27txenr6e7/12977n/vSP/jqV796eHi4aho90Xr1hlK5tZUDbHtm1G/eute46Bhsnp+fn/3JH/5RyGaddNsghwezN177Hkf/yiuvzHRu86pzrjjYt5c/fNzUx75VwW/u3T5WWjdNbLvz9eru4uze6nzVrB88/EGHVBNsbPHoXXOvOiA0b5etzorePehjyHS9Xq8Lm1lrgaXK8sO9/en+PgFOJ5MYgjq+0Z3JY+dAq1CdbGD78M7dbrOw4o/nxV6lHd3JzzUAVEaHLtx8/Vvr87va5qdnj85Xy2o2XcVHUCF8p7351vmVK4cHR9PD46NyPntct4uHHmAWRedZebmw3WbbdG20ujy5fLdtsyLTkGvBGBh8ECFTN+1kesvYaz/zefvSK9vIqisvC5l79/j27erhgw4YC7sgWOV6ZfWkKDvH4DUhCMYIwAgttRja/Uxx9HHt8qxqkHqlvNIdKa+1B0bCHQb2lAfhuLEHsB80G80EOIIwMZIgiAIpALSP0ve5YGWzj0+sCU1SS6HGwJEBZRdlPTjyAShJ1E6khKkhMqmYqnZULICiLUAO7IG8SNQgEiAIAVkAUZpIj+9CKTXYP4jAzgzGcHw/o+4nvnEsZFTunC9snmWZVRGRnHOuddbaPNdKKWVSJqofD8HMIvPgOoYAwkyEmtRsWr76k5/dbrff+/5/RmWI7KaJWVYaKsNzfyt/7kS7NZ2H9a3vYqiVhOPjy4E0UgFUMYfoW6VUWU5S/HqW2bquRSSZMhZFsVgsUg6tMVmSLaTEXxwiu3RellEgcCRtoihhQlCu76eVIWBgtvqvj4fnXxFUeLHfS/8eC5QLPEN4Zsb8TLl8sY2U3SzlqZ+nC9mRCT2+voioC1hiauvHWjwNbrMsS+yqJGVJCQQj1z8Re6qqINJVVRVF0XU9kbp562bCwbXWWVYYq5VSZVkeHR2FENbrdWJ+piiwhE03dcdREBWiUoSKaJSLJOZn3/dZZoLrFMfZtLp0uD+dTJNfBiKCpJ3lz0RsLqZfXPzcnvmcRyJWWlrjqD41t8l3XmsNJtcEhCIcfXAuCuTV/nx6uLffPF4GHIwclFIadZ4XeZ4nZlfqSSUggGSox+tJPLT0mDGKzWY6VZ/jxZdlmUatI0STvpT0xHSpySfjiQt81ymNyQ4nnbXp9cdv2Vq7d5AXeZU+6pOTK23b3rx5M5WD6bs2xia+XF3Xs9lespd45513XnjhhVdfffVrX/vapUuXlMK2bT/5yU9++ctffvjwYapT/0oMlX4MLsD4Y4pm+HGAioAoyU16IJEzMA1s8YHnAbv4zRCCCx44KhzSCIwxVVUJwna79TEopayxiBj7LgoLS4xRGb2t65Fne5FBMPI0lFJJZpY4Gxd5lU9Szo0kcCkxJ9OmkWaKh4eH6cFd1/kYlNZZkRdVuam3t+/eCSF85jOfuXzlJEFzqV9K13/RjjghiqnnSLOhdD+P4rEU8hlC6F07UgrT26nrOvW3SSuYVkHCo7IsSwfYcFponaA/YQbhtul2rWCe3k4MnIRJinTKFL1Ic10sFiM4OXi6ETyxzVUAAmVZaUVa6+l0MptNSQZew3Q6TaxUADg9PX38+HHaUSfT6cH+XpqCjUaj4y407lcpbSkzhoiapgEQQEnulDt0Bbq2Tx+j1tr1fhgVDxRg3TVtnudVOUn/33s/JHwI0hBUlUqXHX84UcaNOcrzvYMDZm7bduM7rVTyD8jz3Nos9C7LhosHFohRGZNZDajJWMyMR5hMJmlz29vb4xiVyoRwJxCCC+wmkB3zXCHmed62XdO0ZZUUSarI89xYACBlRDAG3/c9S5AQkuMcR2+ocn7Y6HZ3MikilNgHj6SMzYRRgvcRIwdP/Ww2s64nUlmRP1itVO+r6VwRthzazpuyjCIPHjzYNhskspkVHxrXE+miKM+Wi7dv3fTe3759+9KlI+dcnpdd1xRlOZtVy+UyfY/T6azrTkMIs/ne5cuXDw72Ox+89yKQ53nbtjbdUYiEyBKt1oZUUVU/8elPfeYzn7l06fDs7Ozw8DDPM2bebrdnZ6fMnBJH0jeeZWYctCcl53Q6Lcuybbv1eh1jzLNsOp1aa733HAcKRlryA1t7xxoYD8d0kKVTZvSVzfPcGMzzvCiKkUSdlHhp/N/tftL+kOCCi45i6SlKFYpAIUMErZCUspi1bW/zfDafb5v25u1HafHev3///v37+/v7Cc+/detWOhBjjAeXrzVdWG/7NogtyizLvPNWG8zl5ltvfufb31qvNtwHkbg/n1++fPmbf/KN87PHWZZ9+MMv2tlMkDrv2u2qyrPQ8eLh/dXtO7OTkyObZTqbZMXh0eEL7D2Hh4vzh/X2tdWin8xev/uw6bZ9H5fLVTWZgyIGVEXc29tjH5qm8X3fkl4ul5nSwFLkeVmUh94fzKbBqgDSu37dNIuuJ0BjMptPlDHBeR85+FDikNiWq0KCFKynlJdiQhuZudnUusxvPz6/jUFlOp9PDi5d4Q6mOptlpVK4Nsa53lprKPO9Q5Z2WytESzojZRNgvllF76ez/UlWqBBi73SQrt+uTx/Vm02BGBFiQuG1YZDeOUH7zPFrlTJKlyZrs9x3fS+s2GtJliRRSUyGmUmBkn7GcvfJKPfZSKf3YHqIACoAMyEAE4qEYAEsiNJmauysrAzUY7IOqhS4Nwil3nOi08VciB03DsfejBEuVgjJPAYT8Pc0B/XPVfk/gftwZ+JxoQswxgA8MXk2mi4aNDxD+huL8GSOuKnXKRYoxBjD4CjWQy8cXe8k9q53zjkDTCBd1wmSxN7FpEmCdHSmcySt7rRX78o/M57O4wJPH0ua3WirtTYpm1obyyy5tZ5wF+BKf709PH8sjND3dn0X9TOjSO9iB3ixhxksszkm2TcgI4sgCyTiF7MIJ3PlC4hW+l5Hb7odWA3aaG2MCr7r+67v8pgbY1UIWus8z/KyMDYvqyKE4H3o+y6xdb33Pvj0Ol0fiTyRms1nszki0OXLl5smBTOw1rrr28ePHz948KAsy+l0mmq4pMNJNgZ5nkcOeV6wtgN3CIGU7nwNIkVmATGCaETSen8yuXYwPZxMCoMquGQNliJG3yfB5enoi/ca8DzTacMuF+FiJdo0zVg+Jj6qF0UoCdZFFhIOfYuknzu5XExmdx4+DoyIyFEQIZmkOecCx2SiGFNk444lpbVOJJkxpz41acKgyDAO6ikRNDrruo4jaGWNxhBCVZl0zakD11onAtuI7HW9KIVjxi4AxZjsAlRysCjLcnG+2prm6OioLMuyrMqyvHTp+Otf/0ae53lWOOcH03/viVRq+W6+fesLX/jC1avXfu/3fr+u67Isu6770pf+zq/8yq8Q6RHBfsbE6JkD4y9KovxAE0/6UTbgP6/l0nsbxx+hMZT3edZ7blFJKJ8IJ9G2UAQMIjGleOLgIwYizvm+7zNjkBBAOe9877z3DEKkki/uZrMNwYvA/v4+M5+ennZd5wNrrRFBKVJKMSNz1FqJcAg+ucBXVVUUeQiRORKl/MfE1tBp2zAWx7IvbSlp+RRFkSgfbdumWPZk3tB13f7+/quvvrq/v39ycjIY2OqcEIkUx8HoaMA3mVkk+CAiBEJE1hpmPjs73263SVQwDq1Iyeh4OYxIrFVKJULBKFG4uKNeVEen/ScGn/bBBO6lMnTkx6ZHHh8fp3p3XFajV824aRBpAOn7npkRocyzw8PDw4P9dCh2nSusSbT21LalzJskbD46OprNZkqRIkyLFy4klI6jOmYWlhDiYrHQSimiut5qRUqR2qVYIwEpGrZ1xMhcVCXthB+RWXZkpBHVvJgBlT7MGAJzVEqnDy0Ebpr1yFTPskxrezyfcEx/QrPdNrAFge1mS6QUqXSXa1QRWBOQIlLGWtN13Tvv3t7ce/jW629UeQGc+m5mEEAgosCsiESEk57Th6zURZ7HKNEHYS6KEpTRpPq+873XmQCq4H0XPTWgFWmFp6en3nWr1YJErl67un94lD24H7zTCESISiF7SOyXyMholZkUk5unj1zXa8Ljo0spA2cTog2uzzMpSxHOy/zBowd37t+NHAWhbuvJfJ5Py0dnj3v2pPH2nbvni2XfdxPnXNcyiDZZVhbHV65pY/u+R626un98fk5an52dXbt6/ZWPfHS13q4jt22L1CkyHH3qgIVj5KAUxIif+9x//dGPfqQs877vTi4fh4kP4ZA5Pnr0sG3rbb0J0VksrNV5nlVVle78hOo7F5IRS4pOSf7sWZZ5blzv+7723ofAzrl6WyeisvchmcCNROVxUaSuLx1YeZ5PqryqqiHfT5BjTIVGE7txRgOA+3uHo2vuE2k3sjWaiCJD2oKEQ4iCAIHBM0zn1elq8/bbt37w7t2imv/p97/3xuuvL5bLVC394I3Xf+e3/01RlleuXNmbzw9m5rnnXnz+xZfn+8cleOtBKRN6d+3K8fHe/P7NtznCpNyPMaLO0OSgsz/5z9+9+/D08tXrJ9f2HK/uP3gwmV1+vFqc37u9un/P3b07df7g5Br6oJybEFRGRdTT2fzSbPbhT3zsv/rHP3/O+B+/8a1bd+595zvff3y27HzbOd+saq01AhBgnmVC5CMLBIlcrzrbNI80fK9bSBQUuDzfnxalPTnJeqe1dlavYoiuVoSBBaLSoqiPFDfXLp846TJSMzVhDmSIoZDWe9eDyagw22Vz/86t3BYVliKrQswyb7W1n/z0p+ZHR029SSkm7EJ0XnxwIaCARRCWGydXLk1nkUGRKSq9PT97fPcObjaVVb1SbQw+K8r9OeV5H2LQzINDtAAwIGjH1vFBnk/29l3TbWPcgu4JIxKxKJFecCxzh8FmGkmPNa1IfPq4fS/awcIMwMBMyZBFNHCOVABk2hwUxbyqTAhpPMG7jNZUIg+B7CA7SqnwhbYPEQUFCQd7TiJJ9n6QHpXI8ygIgqSSKlg4nck4Wi+KpKZxF8CEP6Tlw13e9yjcfXKu7eaMIYRMP/koxqbr4oeTivv5fN47t9lsRQSVTkf/+IK50QRRYhQO3vtqYkPf1nU9ne+bohQ0SiOwT74y2mgiYpC8LGKIbdcabZIkuHN9qkuttUCYbL188D5Z9CF672Nk0gowOueQjXe9RtU553wYqfj/H+368D3JDTjOKmAXwHXRtjb5SNLuLqBnXVyILhaPIsKQGP9DomQS+DAwiBoIvzC6/jxFIk0ndyop0jyPgBVrY02IFtvWdT4ylyUYMIAQokb0Q3ojUWpdUsheOlTSX5QyQ+IH0TCrcNFamxdF+i2TaXVwcOCca3c/o1dYqhHbti3zUmnFip1zkaNS1Pe9sZmI+DgEWxTsD/amVw/3j2a55iChJ5RxwckuNvRpLF123QWOBeIzsYdDgstO4eN9TKHnSOJdl8CxBBcYY0AgeGZgQCFgADBKG0Obtu/6Jitn1w7mRmT7eMlRmCNpHYLvus4Yo7RSQCKRMSCiRh1jLMtyNpuljIq6bgeHPYa27bNi6OhSeZ1lWdM0SaeR3kKWZRxSdQtKkbU5EcUoRJDnNtVqkb1IHAGEPM+bpkk31xiSsbe3l9SDfe/29vZijNevP/fGG28K43ZbTyYT0mo6n52fL65evdZ13fdfe+0rX/nvlNL/56//OhHlZbHarL/85S//4i/9EhCior7v8zy/IFj7MWJnHxz+wh+0v/xIoZpgPlCz9yNsY/y+3eJ7P5ZxRxAZnkOgorCAEAOAECSNeurZpA++yDOjtffex6CMTV4j1tppWaU2rCiK8/NzPD+PDoQYVCooOQg774wxZDDLMluYVM+FtlUKsyyfTstUqCVsLd0q3nvvGBGFozBmWZZnpqqq1BE19SrNJrZtM5/Pq8nk6OjohRdeOD4+nkwmg/FmWTZNE5mDiOwiAYnI7yxYkv2gc84lE07vk9hgBAfScIQoJefiOC4Z8gx2nUwCGVKETDpWxxN38NSNyX9OpVFOAt9GM0+tR127TKfFyBFI7yLZWY0iQ1AkhH3fN9uaOSBikrN2bVNV1WQyKctSI6Tdr67r7XbrnDs4ODg6OhqcbEIAoaws0ttP9LlRuDu6t2kFIYQsyyNLDM4YG7xLZgBGIREJINKQ/55mfNu63WVFoNZaGTsa8AAAImutgZS1AwgjIhwDAKeto23bum0AQIFKNkLJ2nF1thjlfJPJtCjKum6CD6maYhZQKioFoEyek7J11//gzTdPzx4fz6YP3r3zxve+r6MkOxFGAEJJXxzHVA4hIkRmxK7psoImZUXGWJMbbVwIp/cfJB8JbbIoaRaedmzUilarBQg713/+c5/9xCc/3vd9vH0LRDhGFk6xSzF6H7wIKgaB8PBsMd3b+9TxycPXX2eGNvDDzWZPZFLlvihqTWsXThen33v9e5vlyrmQ5/knPvGJv/3f/p0rV6++8YMffOe11+4/evjGg7Pz83MhdffBfYWU50WIfr2tzxbnvfe998vNlrxTSn/4wy+RMsaYz372czdv3qrbLs+yvu9JiVWYnIGYJDNmb2967dq1l1644dtWJqXWxfLs7NG9R8lFtus6UnDlysnh4X5yqTVWa62jpxBCwtbatl+tVrdv37Y2S5PEspgURWELShBcCLFptm3ThhDzPEekGBkxkeTQhyc/6bhJyOHe3l5ZluzbRBAdqQEJaU/s8aT0S+L88U4eLcRG/FwrYoYISKhFJCIoa5U2i7p7dL44fu7GH33zW9/4rd/69re/fXJy0m+XCaCuqkpl2fpsszl/pJRaekH8XUQ9nexdv/bcfDrrO/eRV14prX784KGKfr5/qekVIqya7nzdTA4v/aN/8s+aZhvI3n3mGgsBAAAgAElEQVS0RBJdzR7GcPfB/frscYbEQO/ee/DpS9fIReuiVWQ0odZhu2ajr1+9Sr77vT/4g2+//a4X+dDzJzdeutE0zXK9stEmxUrf94vzc2Bxzg1NL6kmhL6yPCmQSUWpQ7SbWrfu2nzv+kdeuXx4lKFkpDJ0y7PF6ux8tViGTS0mn4qJusqm08xmXvoiy8BB17X700MvEgDmR5NafPDeaFUv1kz9eX0eQvB9O92bZ3meF/mkrKjUZlIRCzKIiN+CAFLXP/r+a72ygVSZ55t7t91qNTOkFG4EWmaYlPnhoVgbiBiJUxqJICCBsPIRO1cG3s8LQApETmcu2Z+INxwbedZg/EICwVCGBX7PJPSZdISYjKWZKWmXwCqVoZSkLVFBJidSyuyy7hiAgJKF55MMNBCGFIqWyA3JUSqpqdLklYWRGEmIAS+W4oQCRAoozWCHKPbB0DE1tIN7TPover9R85PMvdSwpdZ0NCpLLmVjeKz3PKI/6U1cjOxDBBBMhWWIMcuKyNx2zjlParBnn06nAaNGdr4LwXnfC5iyKH0MqFSMse2dzYxWMgbAjpLpdBpqxK7rrLWR2RijjRmD5rXVQMgiKQk8xhhEFFkkwwIhTakRlTJKafxrjfXxe2C69+FrvX+heeEPPov4EakERaeUnuFRhIpUmlUwD9OFZMXPT5YE7sjJtJs6DKj20E9eQLHSdDypPweGlRARa22zDPLcxyht29Z1a0zIsgyAgmZrWWutUSc1rjaKFJLCLLchBJuZetvGJ5YSWmuTMgmYXQhDa6sGvtM0cRQTQSXLMmPMcrlsmqZvkq0/skRAUVqBcFYUzCGGiMIIeGVaHR/MJ1ZZjjp58MYgJMlqfoxPk/d0fmnlD0JNBBkmQAgCkvL34ImpLu8aQBYOwhFkujdHRCEMwmmwgYKSwuckuSQGEq5s1vVdV7fHs8llVsvlEpit1S4EYy2DKK0JIcakaQYGyYq8nFRAuK3rruuAUBkNAMkkd103IKCUMtYgUut88CHPNQpyZEQ0VifRfuLCueAHBIZ24wMgrSzR4CeR+KLKD4Nb5/uu95ttg3qRTFOff/756d6e6/2mrgXJczB5FgHarlemK8vq3r17Z2fnX/rSf1NVk9/6rX+jtVZKT6rZL/3iL//cF/+W1lqR6tq+mlT1tk6Rvj8EQPuL6Prkx9D1KfngHvQDQxdQdhGQP+xB/D77wLNYXzoPd+Q2xCgAQswpQwEhZaGmf0jhIOCM3oeIECMTKQGYTCdaG2OGXJPI8e69e/fv33eur6qq6ZqLLVAiLbdtm6YJQ5JK8E3focNnTl+tdY65Mrooyif0EqVQ68V6nbo+a+3+0VFZlidXrpycXJ5OZ4PoHBCJsjxv27btOlI6BB6S6Ly/mG6XCschFVrRbH8v7VFjAsQ4q2JmrWnkt4jItm3GrIV0wdO9eTpH++BjjMYYBHzCYTOajEYAibF33u3SAjky0MAUp2RHttP9amOU1sw8+X+oe/MfybLrzu+cc5e3RURmZFZm7Xt1N7chhyIpSgQpkU1C0mAWjynPDxL8o2X9UQZGY8PwBng0Ixg2jJmBZdmSKLUoimSTzV6qu9asqtwiMpa33XvP8Q/3xcvIrGo2IYyBYZFoVEdnvtjevfcs3/P5DodnBrCVaoM/PDyoliWzeN8qRK1NmmRG27KsJpNJcN4Hz8zW2q3tHWPNisiFWmlrFQcfi7XcGfeFEDh+WbHZGprm4aOnrQtKW+8DgBitkzQHEYTOm14pQkRhaZpWa52leZZ2UBBFSkSc8xH9mmZ5l+UChhCURlK6Z/YE75umraqyaVrmKAJPY3lOhMuyRIAsTbMsN9YYkxDRoCg6Z2NUzFz6IKStSVGb+bKenJywwPXrNzKAf/fjHyOLVRrJR2sCRmGRqIPwwpHsp7QmoiCuWpSjjQ2DigP7phEAcV6Ekch7RmPYB0RBFPZQlS41VoRvXL165crV9959/5133vmdzRwRQaSqaqOorJdiFBnjGtcGyNPs7uufOq6r91/sN2Wzt/dilia1UtPgsFqWrnFF0Yg8efb8ZD7Liuz1T9+8d+/eV371127euW2S5OKNa7/+5m+UVfXf/8m//9f/+n8FlDQbVcu5FwkszjUPn+4hC0tQz54NlG8cb+9csjYpq+b27dtf+/WvDYofP376pKqqxXLZuiaEYK1JE7u9vXXn7u2trfGdW7d2LmwZrR89fOC9c63Ml4u6rtu2GQyLrMiSLEVFJjFJknjvXfDOO0EohgOTpC74INzXgpdVeTydBK5FIEkSIhXLOiLSNG0IXXlxzQmG+45EzBuZOaJfCDnOpna66BCiwjYfnC7V1odyMu072D0lIl42CCgK8UmV1oAKBEw+XNTuycHzn7zz3pXp4nh6Auz+0W9/5zd/85tKqSdPnjx58ng2mz1+/Hi5XIrAcrm0+WbEVzvvHz56iAKKJTW0mC0NsUmqBhZFsIPBINF6sixdy0brZDg+WtQVk2ub5XJx/2SOwStlyrqqy6rQptGqISBglEBBytoHpuHm1kdPn37w6P4zYIccABvXhrKu60YDMMOFC7txKcA9rKsKtXLOHR0dxWmoZV23hwvxgiyOtFFagcyr6qPDF4lRw6K4du3K9e2NzeHowo3PYlUfPHl22Phj1ySjdCPNZ4Ctko3RaHZwoEd5aENWjJLB8NnJ0aP9J4HrO1cvbl8czBbzQmdENChyq5SvqnlZHj97obWySmtSBIgAG4PEKu1PZvWsYWMCqLkw14uB1hmha5s6s550urMjo1HFLIjC2JHuYhaGYoEsKQuY+BbZE5ILFMizgGav2RekVxFYzLdEdWqK0yqonHduUOeiawQNIgE4Elni7C+JWAAjQflArmYjWmnSChgFARhpTeEl3Rkbq7WRa01nO4vMIEzIiIy4cswmRYDAHWQJ8Fzvbt1XsNeeyMeQSzpT7lWuuKrh8jkSzEqkXfbrZTUNKP3/RQSQfAgmNd4FAfRBsryoauecV9oKoQvBLU+Si6PG16k1g8EgSZLgGmMsKUJNGpTWSriNNZ140vXjSPGoNcYo0qAxsYkixcxamehnLQwcpPaNCJDRKOi8jxA4rZBIK60xotFE1C9zrw9f+ucn/kJv6X4Gg/7Kub51ST0hrZwiu0tIh50EEGTsu70gqASJI2WGUAhBaRBe9+buZ72i5XGsP0UHaIyBVZIY7xdlWZclEQ1EgEhzEBJGZmQAEBShji2GGrXSqNEkaVmW0+m0rGrvvVY2Xjwq/SKxN3oad9VxgLZtj4+PB4PBhQsXjDEXL14EZ5q2qZvKBe9DW7v21vXr08nRYjZHCRvDkU6Sq+PRlZ3t4CpfLRk8cQBatdkBGER/jLz2TM9zzT9gHXW4RgruoHZRMBYn43sqZqxrIpqY71G0MQMJjj07axIhCeXyxtVrENrgvSJo2ybJc98GAupi+1iKQhwMBnFYLk4ldSgL72MhVoGJizD63U2nU2Ypy6ovmJnW4OoL7cx2V3zU+H6jqM+51vvWGEukQuA0zfrdqgM3IUwmk0uXLu1c2AXBra2tt976m9Fo4+jouCiG3YQPwGQyOTo8/u53v6uU/jf/5t8y83hz+/Hjx3/wX/3X3/72t51zoLBtnbXJ8dFkY2MjHvY/r9f392j/ySeP5H2iOPMXedpfoJMn/5E2lMiK7YBiUactAowQBARAUZRzAIMEZh84tE4koFJZmm5tbw/yvAmnKVMM6K21NsnKqi7Lcj6fs7jeQy/+ZWNjo6qq/uiKA0L9ZE6U9ceCfbxybAXEnapt26rqnFe2t7dv3bp1/fr1uJZni3nTNM77GAgqpV7sH9R1HcmTVVUJU2zcKaUQVQjBudDPBw6HG3meG0VFUcSuXb899rc0EaWZie4vMWaNra00Tbue5MqaLJa31v0SYsa7cqzn6HuR2jRqVuNkXTfjJNJXzGLpNO5d/WxzVAEs6/pkPp/NZsDBGJPnxeZoGB2NDg8PI613Y3PUQ2KapqmbprM1A6jbxpcepBMlG2OUImZWSmPEZrjGez+fz/f3DyJXWRGmaeKc0wqN0oqoixmAe5xATJh7pbc2lkOom3aQF3VdL5Zl3OKSJFFKIykBbFrXtm3wrm3qGKFubGxsb2/HTz42IbWxG5uJAh8r0ALgnQdAY5MkTbXWpBWASgXEWGKcTWdl09g0v761XVfLxcH+/Q8+yAIoMjpNACHS5H3b9sJaEVFIpkO2YlmWbd1EkKoeDrbHW9rYsq6btg0hkLXRm86gDuyd9wpVmqTjjc2f/fRnH330kfe+ybRkApFFTti2TmtqnZ8tloMku3Xz9qMnzx4fHT1dLDng3/zgh1me3Ll57eLuzo2bNx4cHf1s79nRdLq3/3wyn96688X//L/43Zs3b2Z5oZOEEVRiAgdKzMl80XpOEls3TT7cWMxOtNbFYOhdKySJTknbK1cuPX229+jJkz/9sz+7dfP2rVu3vvrVX7t8+cof//EfH8vx7oWden7EzIPBYHO8cevWrS9+8QvD4XA4GoTgHzx48N577339619Lk0Esl0ynU4HgnH/48CERbWxs7OxcAADCpI9Etdbj8TiEMDuZhxA2Nze3tra11vPF9ODgYLksYxGZiNrWGxM5gfFOqeP+1w8Px6wvdto7ebNwlubDQafnjy3BuI5CCEG4G+EjLQratp3Mpz2sCACIUBBcaENg0lphitpElMb/+70//9FPf/bk6fONdz9w88nnPv2pP/zDP4z34Ze/+IV4TC+Xy+Pj4729vb29vR+898GLF4f7L46qxgsrZhkUhYjN80FW5Idl/eHzDwE+jKqWe/fuVVX14sWLixcvaqTxeDyfzyeTSTsYuKaqZsd+NoO6vrQ9qIYDrQA1NuBLja01J61ZVu2P9g+fJ2phtSTDpqqlcrlOtoeD7c3x88OTuD1+/ov/8Bvf+MYHH3ywWC6VUu/f/+Dp06dVVVVH0zyQiPjWzWazqqo8t4FwoWSR6EO3/HB2oNnXdR3pjkpwmBcQvPI8yovcJIMsv7UzeO03v/Slz3/5nR++u/98cnQ8/dGLZ2jp+GhSt9nX79xbPH+69fiwLMud7e1Bmi6XS2OMGBN84BCc9woJEZ8dzEnbNpwE0ILK2DQv0iIzSZ4rYmFVjQaUpoNLl6rR0JE2OgmBYl+Bu9l4rlq3SWQMWQU6sCIIygckECAIRthAh0qOkiyJaNezhIvAn3C6ojAgR4xJrDtaTaF16L1CTEgTYYtqdW8hx0P0tDXWDe0xIAl3Lg4raZ4ACXamtIGi0RcxAqJCDIQaSZhD76lNqNYK1rTex5NVYvcxc16yznYhxDjHHgussXgX++ppmrqIOzqLgz7j5wSCJEWRCyILKG0vXrxc136+WKZZYYxeLpcNPpfrF9pyplCSxBIRKJVlOSkVkQEsnQYwzbKmaWIewiKxxOlD2NjYqKqaQaK5SwghyzLvPEVlvlbe+8Y5jQBCVeO8E2utMDIHxEQbTfqTpVX/yWV9vQ6QiCKbB1eZ+qvxIWdbeS/7X61rl/ElY6w4zH1uAhUVdWamLLFdhdJfltZLDnF2SymkOL6+wpHDmnNAHMGMxbmeMhKLfMaYuq5jhOScE2BsIX7TETfSh/J9hd6aLE3T8XicZfXx8fTkZGK0tTaO96g0Ta02vUoqxmfT6TTSX5bLZbzyrKzia9BakwEtenJ8ZJTKU9tWVW7NeDzeHY9cVUYiOXX1tFN0aox6pOvBnVlsUVjbfV8SOagrwTf2wvFozc7YjaZgYPAhAAStLQA4380eAcQpQgERFzjitYUUCFRlzYhJllezWZakiS0XZSnCs9lMGc0tG6MJURFx8Nlww6a5C7ysmiCodHegojJt2wZBIAwCnqVq2qZpPAtQFy5Hba2rG2DJ87woihgBp2kaVpVUIkRAEGk9p2mqbdo4J0DWWGbWxrRt2zauGG40vt7cGt997R4HsGlyMl/sHx5ub28nWdZ6VxTFYrFI0my+WP6Tf/ZPX//UG//yX/4rBkGlWu9+63d++5tvvtk4r7XyHAChca1Nk6qpz3MyX9oKXzZtXwcfr2tCzm6fuO5it+5V3Q1ea7P+yLnLdkIjPvPIOvVnJSkROOuGsj6mGAFCAh+Lae7qLD6c+wF5VeeRAZBRgBExBACF3nsNSdu2SZqHSFJRJCJN3TrnkjTZ2tjY3bkwyIv4diz7KLpeQR2SKIy8c+/udDp98ODBw4cfOufmi4W1tiiKvChEZGt7O3IvnXNIpBSO8qwv8imjlVJAqJWxlCilEptHx87o7LK1tXX58uWLFy9GhfD+wWFd1z38OkYtTVszMyntAxubGJsQ6eg/3tc480ERF35kCxljXFMvq5KIUBEAKKOjTiz2BpdVOS/DqiaqiUghxiQqfvvM3PpAUQXA7H0gIiCFalXmJaWIVEJdLz1JENG3bdW6FUNFiEgosjQVI7UhmhQKs8yW8ziYF0LwwbfO+VUglSRpXbWkIE+ziM0QEWs7N4te/Bb9lHqFD3uPcDqvH2Eb8c6JIMSyLLcv7I43N6MIBwRi12XdXDv6nK8c3pxzpTHGeyai5bKKMvXpbB4zf0WUrBncuxDquvHeB+8R1cZ4ezQaWWvjcGbc+IgUA2mlxYdYMRRmpXVWFJ5D44ILYgEBsRGZzo7nx7O2apIkVcZyXdsk298/ms/nN2/d9dO5axvSikgBImmFwDHZQxaO1BBSHrwxJrQeoCWitmrmMG28a10wxmxtbaExmbH7+/vzxUJr3TZ1U4bx9etN2ZxMpgpRGdO0TmtbNidW29lsilYZmy7m862trdfuvHa4f/Tk6KD0rKw9OTxOdnfe+Pxnv/qVLw0zs727M279pdkiIH34wfs//rsfHxwc/PGf/NudnZ2t7Z2rN65fvHQ5Gw1GW2MXwtOnT7e2tg4PD4uiaFunbZLaJCqvynLZ7SRIr917/TOf/uxf/sX33nv3/d///d8fj8ef+tSnfvd3f/f73//+Rx9+uD+bjcfj6zeufeELX3jjjTeSxBhj3nvvvePJYSxhTKezCzsFkDJJevHyJWMMgDjXMvPh0f4PfvjDwWBw9crNfv8UAG3NxniTBebz+Xy5SLJ8Y2PDWru5ublcLquytolJ0yxNo3Zax2+8aurGuaqqqsbFLcVa23ombSMsN0mSxKhefhxCUEiexUWPGSQBiOsOEevWMctwYzOal/Qz5yKiSCEqm2Rt4NY7bZJmXv7v/8f/Odjc2tgcz+fzWxd3//E/+u3EqHjARdAFIiZGX796+daNa0T0T9rm8HDys/c+ePvtdz/66ElZuad7L5hxb//haGPEIqNBPh4N6rqeTqdvvfVWmqYnJyd7T58XRbGxsTEYDIpiCERtCMtlVc7nKdJH08nP9l9czZLg6kGmN7eHk1n7eNksOCzT4v7+XrJ9AVx7afvy4/c+nC+X3/rG12/duNm8/fbx8bFJ0qqsj4+n9157/d333v3pO+88f/6idZ602SwGajo3pHYvX4KdnapeLhaLZV0uxc1dUzsfUDyzBdKkqqoZbG68WM6SJBHkF4sJt14r9f3nj/6zq9/64o0rV7PRkz/73oePH041TidHV69cef1LX8ov7gYIsDfV2ipl6rplL877OMlCqPtGlDIJCFmlETWCCr6tJ3U7Y6WBiEmh29rYuXwZB4Pa2DqwEvTMKCTAyALIgkxa1W0TebwQACBSC0RAFDIhK8IzTBZ86cSU81nBOQifiBhSjEBqBX5CZucViFKEAkGCMIAywQuiAkAOHlB1/jedZ21cFIBI1MXpLAxAEiNoQGQQD+BC8MxARN1IjgMRpQySDp3USECASJ3hF6xNcr2s8Oz1nx1iFJCZTWJ7wqLWceK68zTy3gupODUnAkGAKPYDoFMAATBzPhgGEQ4+TXPnw/XrN5/tHfgwt9YyM5CUs0lTztn7+fykaZo8GwRm0sozC3ilUqXAmqx35oxLLE5MxHbCycmJUh2fKZ4X8TXHMYTI7E3TJBIFi7xYVk3goLUpiqIYFCFI20Jqfrn9+qjTCeKrlWZEp6rCV/Ja+sdfNtl7OTM8SyVZ73JEEwdAJARaG3aK5LOw8nk/A0SK8VysJcR/NSbSU6RLZkglSdq2rm3bum4AMOFEGIwBrUIsoIBQlCERahYWlqoqiVT0nkrTbDQaHR0dNW0di4hVVSKg1ab3A4n9qMFgEFPHKIKPPpVxqJYZlYiwr6ulQbh88eLlnd1BlkEokQOKRwkIvJqsQkEEJu7WlPwcjs4vJOKNgrq1hOFl0DBjfOvCACwYhESEUbGCwFK3DhNvEYZ5bmzaCjqAqmkBJPjgg9eK0iTJ87xZ/Vl/lt4CUQTjEFdV1XGNZVneNE0ITimVppn3fjQYGGOqqoo67Pl83jdUV/peyPMiwtzjgR1CyDLLzMZYpdRyWXp2t2/f4QBFURwdTX7605+KwPPn+2maEtJ8NhfA2Wz2hS98wdrkj/7ov10sFor01tb2d7/7u9/85rcQKc+Ttm1e+iTl52ONwkslvv5DOJf1ndY1OIiEn5M6IqJr267Y1ldYzmZctErYXlaY9o8gRjFkOCPMWP0vKvk7LNnab8rZRFPAn/6CvPzXuCr9ih2GIsJCQqTSNC1yBAjBGaUAgQUIaXNrfPfe68NBoRAVQOschyAijTAgmSRdGa87v3KMzAfDO/deu3r1ctu2kRu5XC6rqo4ykjj/E48crTq/8hjGRVRsZC91zA+skiS5ffvulStXdnZ2Yq1Ba318PO15iWi67MsFAUIGCiLesy/r7oQTRMIkSTvKq4DW2liTJmmv0tRZDmfsQCXmJH1nL83senAQp33WWU3xvcfZ495ycJ3Tu4qBCIGCj84VKvoiEiptDAAEz1GNGbsrkdcSJ5MjnJAoenzSYDDM09QYY4weFQVi506EiETgAyNiZ1m1CosDS+AOHAUrGYz3AZEpsIhUbb1cLqPD2/buxUGWIWLrGJERBAQUQe0CASiluz1+JZUEAEU6eEYgRRoAPATvQlYMuqwvstVW/EYETPMihJAmNrEmKhqqCFzVWq1VFV0I0jJDNOsjEKodBxZtNJNa1L515axqZssqNMGQElQsIIg+hCd7T2/ffW1QDOaLaukXGLwQykrQLtixqCOjDBGBkYQAkViAuZzNl7N5ZEI0CM1iXgw32rbNk2RgrA9hYzC8cuXKrVs3bGJ/+lN0ZeO9X9ZN7dkLaiAyqbLqcHIyHI+vXLt+cDx9+OjxSdtQlj9/cbR79drnf+MbN16/u3Tl0fHxC9dev/taoZIHT56WjRuMN7d2dsuyevBk79nh8Tv376vEAqmdSxcFcW/veV23WZYrUi4EaxJmgZUtigh6z89eHGZp6sIPDw6PJpPpH/3Rv9re3srS9NKlS7/21a8ChysXN27evPnZz352MBgsl8sHDw7m87kIEymt9MYoHw3HRierDYZDiHaOFEJIk0HbBBqadQZ4/EzzPI81rLqunz179vz5c62QQ2AWrXVRDLIsT9MsLknvQuDQOtf4tscOVVU1m82Gw2HcFuJuEFYOgT3vuscCrTZtiLajMbQIgdvWEZG1ycr0DwBUCFy3IaBCMkjmYP/wyrWbe3vPkjTdHI2+/eabu7u7ZVmWZdnTRPvjILaILTZXtoprX/vyb/7qV+bLtm7cf/c//i/3HzzOB8ak+aIq26Z6+vDAOZfkufdBOAyHA2Os0npZLWeLWfSwEQJhscUwG21Yo//2YP+RUUq8WrCZHy5reHbSLIGbQe7yTcB0I90Yb1y6+dWb5WQaWvXOT+8L4Hhr23l3PJ3+X3/6p7HneTI9KZeV0ir4UNaLFJvEWANNEtww+DujYbq1hYoa5LptT5aLOdCsXM6aakmwPCltkc5bFxCZtKSmCWHu/H/zx3/y3tOjz9/57I9/8IODF4fMvHvl2t27N+bz9n755PLmBiKh1l2fIPJU4nmFwP1RiAYRkUkBIIpGFKIgzD448SJ8/+HjwbWblkzZhiIfVK1DsiQocb4BEAA9oicMCAEZkBWiUDQWgACA9Io2j3ySbEZOC7wdJlkwXvL0YlGxGTAOGXb9RI7QJsZowx4bahDOttj6CZuuBkgSdXUYQCgQeAGOrb/u+TpnQQEUpG7sftXS+5hEAH8+yXPFm+gL9LTSU5+pPq9PP/ZgjlMQKGEEbRiTllUdghSDDZ0kWlsB8CEkSaJ9+/zxR6mV4GqBUFWVUghIREpIa2M6iT1A3Taxk+o5uGrl6Rq8McY7ASClFSklQM6ziLCgQmWTLBoMKk0CgbROEiBUWqFIqOomcLy9fpnn+s7hH+GswXpHb8BPzvrOJXhr1urYk47Ww5qwFlN2g3uw+kWlUBESgSAIAAspLRKH5Plc6NzzuGJD2a1uo8AhsnqyIg/CvJBYthcEhlhGMRSt0rUOzrVuxQQnatuGKAiK1nowGgxGg53d3dlsVlVNrM/51ketUewARC1i7Bh0sEoRkmhQaZg9iSCAtE1q9CjPbuxc2BrkKAA+CHuRQMAgcRwqtu8UY7cyQAhOC0W0rvkTxrW8XV66E7ul2Kus19ZeV79B7HKMVoKgMEgkGHggL8wBGg/MAiE4rkU4MUQ2sUgOabChRCQ4H5xPtMqzrGzDchk7BhFYH73FYm9WA4CxSSRPBC8IyugkSwsO0LatMEaUVNM477muWwDK86wvo0YSlDEqfuAxVC3LKsJgvA/xkFZKlWV15drlPM+TJJnPF2+//ZO6rr1na225rNI0XSxOGu++9e03tTb/w//0P1+/fj0Wm//pP//n3/0X/2J/fz9414ZTM4mP3dz5vMP6y72+/is7t6z6xRKdYc+suJU3Tv8rtEoLP66CCKuD71wzcL1k0AWha24fva99x4aOR8MaW5lPPcf6P2HdmWD9ufpOFwfX3XWxdsDQgmxsbV/Y3VGIEEIs0sQGiLF2Z2enbRrn2gmBBtMAACAASURBVLJpJDApQETfy64it4k5rFwxo2Q/zQcb4+TWnXvM/OjRoydPnkQ71+PpLGZfzAzexULMOgEFEbMs293dvXTp0q2b95Ikib2Cuq4X89J7b4wwC6EGAIHgWbTWsQ3uuY2Ahx72QETDYpBlWZoXUfGolKqqKjDPyzJ2/JRSwyyNWjLn3KqiAcyCSB3chfBsLQCC53X2JhEFz23jOrPaEIu9K8sKIAREIKWit2GHpEdUIfi4zJ1zZVk6121iEaERVXOdYcagsNYmaWqsSZLEKA0YkZtxyrq3vrXS2RpLz8fv/XBXYFK0xkQdnXNuuVzOZrMY40bEcZqmwhLVjNZarTDCxKlplVJGKZEQb8p1HWxibdRWMLPN8izLjLW9bK+zYnM+ujMNBoPRxsi59mS+jAKQHqUTIUIAELx3wRuyRFYnFhFJGWUNBAalWueOJrP5culZEJXW1ppEa8sizoV0lJIxv/KVLx89fBxGo3K+9DHzQABEbUyIfFTpviQRgQCaugRVRECh1gqoIxI3TXOyv6+1aWfLRVVmWXbv3r2NND9+drB/cPDo0aMINVk2vnLeB4EQGKlp/I0794bj8Yf3H8yOJ+J4Kj40VSny5pvf3r57573HD/JhAgpv3rr90d7zP/nf/t3TZy92tgbGmJvXLmTFqGqcSdKAUDV+tjzZOzw+OD46mSziQkNAElKogQRZCMmoYJQlULPZVCm9v3/EQm3r3n77J0YTMxPAxd3dr3zlK7/9W98cDofRAWIymUQhzObmuB+xOzyaLEsfD80kSaxNQCB4/+LFwf3793d2d65cuQZwRi4R77okScbjcdM0VdUws1rpltM0y/NCa6PUyuaxcSIiCk2SpnkxGG20bRuTrsFgkOYFIjKgC0yrmkW/40WBz9qD4FwbJUWrclJlrRWBOA2olEJCH4SZdZKaJCdtf/KTd/ce773//ns3rl//x7/122/cu1cvJnHr6Emz/d3boc4013XlW2dtulkM7LgYZ+KWL7iuFgsZjDeyIj8OVZrEge4wOdwnHUc2CBXleZGm2VY2SIaFytPKNUcHhw+OTibGVDvbt67fvPupu3deu6WSwc8+evqzDz/4q7d/8ujJ/uzkw5HN3rPv3Ll89fLOzgnOTZqIxSRJEsyiP02W5UqpzdHm0dHRbHpSNmUlvtjOL+5e3lXWPXlukDfb1i4rxWCzFBXVlNNoSBevzTlUyI+X84ufet2nydPp5MVk8vzg6MXB4WKxcAZ/9NZPph8eUuuHSbIsmzvXbxg03//rH3JVf+MrX7mhrEItqJkFUa87E8hqHp3IiAiqjlbZjaQBESKBAgCbDwJQkhWJKRZlY4YjYeJV34y7QhYFIIgsASJAQFKCKEjIECicWqH/PD3dq07qrrMBIhSraGd+qJuLgHA6C0iIKm5XJN34nMQd5jR2RoktE1EgAZSS2GpEQqXQB4/ESIwxvsT4KwiESIAkgEDActb2AdUnjfN3L+B0GhB68CKICBHGkIxXEqSYDUbuOTMLAyAEz6eFSyRAEAgi0rTtZDLPi5ExmTVZkuax4mkTXSTm5Oj58NolYd+dXNaQ0gzog2doAEQrVEr5EKIepBgMIvCPmZuq1cZElRwpFU8BAdDGhBBIKeh8nsAYExi8DyEy46LoNTJ0XgW1+2XK+qRP5Fa9tj70iA+qLsXonELW9l+KzeW1C5zaR/aze6vu3Gm3IEaefVfk3E9GYQ8RESoWARAiFas6kW/Zb5Gnk6YrG6gQgguslRboHiEia5IsYw7iXfAuNOQQNCG4lhWxMcoYywE5ONf6OO6SZVmMkAAgSdI8z41Ro9HI2lprVRSFIY2Ca8QXVdf1ZDKJQU+cGElNSkoJMnNABakhrejS1mirKDaM0U0DzAEDrpAtqzZOrDl1GW+ARuBUYcvrvKNVGkIfX22SbhM5YyRKK9IOdz5WEcMQPAuLtCyB0TM2Tpq2bV1AUkqRQItIWqnQma6B904pba0FbZBD27azRVm3DYOYxHZ1HoTAwXvfzT8Y3bg2tkaV0p7DyXyGiKRV3BS0NUBY1lXXRA1eadWZLiKkeVYURZqm8/ncs6R50batsMwWSxFJ0zRe5MKFC5evXsmyfLFYPHn69GhyXORDmxhmTrK0adusyL/8uX+gyLz113+zvb29v39w48bN3/u93/u1X/vas2fPtDaKVOSg/yIzeWd7feEX0VefrbbIyxnauR9m784170LciwBW8t8QD4sz9pbnRPPed3o+icSf0/+24vh4YR//bR2y31FMOhc1Ofcs5/JMAFDIvakFAwkoD2CTBNgBB1Tddw2IwfuqbhaLhdYaiay1wp2gEs2pZKD3ioxtnJj25GnRtq33nKb5zZt3t7cvVlV1cHAQfR1ib2dUZB3or8iNNqTIWquVttZGFbHWlpkXZYlVZYzJiqLzfG/bPq9rOdjEytpn0hE4TWJNkmZpnnZDdHHHIKK6rvsGVDfwRlg1dd9DoGhaS6S8j6JH70Jnkr6iExOdVpU5UpkItTW4En+udDjdjhl7ay54xM4qkUEIsfUuVkwicrNt67hNaa2L4SDO90Y4YZSwnmFlQdfZEAnU7e0IAE3r+lA4iipa5/tSQkdJqaowX/Rv2RirtLLWRi+Epm0liAjE2ljUlYc4FOp927U3UWnqV1Y/Khk1pRFBjIqc88E5RAiBY9sky3NjNAAeHR/XVUl4puYSxyBj+aBLy0ELqSCKUDGo4LHx3FZtVTfzsm68gACKADJJAPGoiAm8915kb//Fo4/ubyc5GU0eAqyae0RojAIkAdX1YDvIsLW2awujMAfnQ4ixEUuuLAg0rtnd2Lh67apRZn54XDXNYrHQgK3zi6p2m9YFcEHYhcQm442htvmDR0+fHxwpUCQ44TZwuHDj2vbVK4u6Vllag1y8eOnBs2d//udvHU/nG6OxtnowGNSO86zIBqMnT/ecDyoxQooRgqDRiUhgz4pQkZYQYvtAfCBQhCSekbRNM2tsU1cRoRSzvqasiqK4d/fuvKoWVXV8fDydTtMsH423kjQTota3Whnnm4PJCRwtFSltVJ7nRZErRbPZbHoyGY23L+xeCawEm9OUj1lE6raNTQmbpWkxAADdIQRVVKmFwN43CBTNGxDRC/vVyo12fHHEvR8G8d5rUmvNdgUIfs0KFxEZCJVBIIoFqRCY2QVpfROla5lJnHMsmkkhJQjWO/jh3/34yaPHmbVXL+587cu/spgdgwiQBqIgElUJgug75w9ghqMKNGU6SZBAYzDQJDzbpJOtIdrMAi2q1uWGbt66labp5ubWwyePpydzQFqWZVlW9XJ2uP+8yQaQWMgztEabpNjelcY/nzbT6vG7T/ZvPdj7zD/43IUrl37j1s3PfOVXHz56ev/dD8qjkxdPnz348P7h8T5oolTvXtglojRJtNKJsZxInmWGTIK2mpXs/Xhze2dnuL19QZ0sAofEqCFoQy0KkBIPPnCdz0IyGjI75/3VUfG5u7fbLPv6laseaf949uTZs+n05NHzZw/efdfPSyOsh7izM75659rjh49flJUF/dHR4qY2ChBQeQkKCLpcJ/YFOm8jEd3F5CSEABJWgOtOqUDaJmkxW5RT4PH4uhMKK4WnIIswk1iPKiAxKSANigACIIASUIwAoH6R+XdBfAUVsX9wVTDFM1P3MevDPonV8VdiliYdiCtC+86GED3NJdaRseOqUBAiRmCESAnm2BvtQ82V+8T6i32la5+8sr3ZOfVFywfoAR/r3fK1yD+2W2IQwZ4DrmJ6XL1NiYBArSbH86PjSZZvLhZLQUzTFBAD+6quDWFArpYzCZ4ItKE4fS0MCKCUcm3ruCOArNoAZdM0cY49HsoI1MWnGAVESiLRFLo2X+S2AUBgjjMXTVOnVkfXXO9B0y+zwhNPOS6rhG11o3Xnd+wpn21WvOwZ0Lc1Xpp9OtN5WO8brN1miCvEECJ14E8gREZUEWMN0GV956YTzykJJQAYRETvgoigJlKU2BQKDIGXy6V3IWj2PrStWz2XIlLGWOdK7x0i2QSM6dDnzrXLpaRpSqTi+MpkMmEnWdIB1mMtP8uy6K8aQqjr2jnXVA1L8N63obUameylnQsXB0WhjG69YtGEFYIIEMURGFqZvxCAelXv7u+p8Ozqyj00d81Bca2DE1gwiHgRz1J7Wdau9SGwKADgkBIRrfTtwERGIbCIJlRaudrVi2XjfB/TxI8iFvtDCNHRuG48cxwp7vgTfaSodeTlUF0t4gvrPb5iSB3fe2+wEddzmqbxBzqTJYDxeHzlyhVtKATe23t2dHSUZ4N4rm9tbU+nU2vta6+9IQJvvfVWXdcbGxtXr15/8803v/Wtby8Wi83NzadP9kajETPLJ5b0RFA+meG5noCdQ35HimycweyXxqmh2epBBWHdbhHWPBi7H5MQu3D9ZWP20l8TAFRoz+WBvTR69To9nNWanm0VxpWszz3Su2WcipQgKIi+DBogMER9SWDvnWs0JCyRigSIKni/qKrN4RCRSBFQ1/nELDmnDOkMGY2JD7aNYxbvw6yZxxJ5kQ+Sq+mVy1d7D4/g2uikHP/Z26v0XdyyLK21RTFQSi2Xy/l8EkdM408iovehdE3jfWwYpmlKxsQLxgMgy7JUd1Op/VcWb844M9Ch/9o2urFHhkRft4rfkfc+Ovz1ne0eTBp7U70eJjYHImSi86pZo1shKBTy3oOA9365mM/n86i4jjcMIqZZEl987Jn3H05/t6zO60CARESKgMX7EHMn70NVlTpN+s5efPZ21YntHkRA6BxyI0En5jmxUhaXMwrEt1NVdWwAW61JoW9dCCFuUf3eHjN/Y0xidZrkxhgEVZWNKOxNXIwxBinu0vNF2TEYs8Jo1c97RzeIcztqYorG+7YJgV1cSJPZSeMDM6Mi1Eqc6Dh/zlGIRDax+weHR5PJ4wcfBe+wUJ4Dg0B8qVoZpZVSEJgEFKKSGF0ZQFYrhhAiCFHHO0JUWtXLuhgMPv+Zz169ejWAPHj4+PjouKyrZV251lEAAWp8aIMIKmPVxtamSeyHDx/uH08GxZC9Xywq2Uhmi/LKqKi9qwCdwNbW9t7+/n/49/9hOlnevf2pIhmMd0ZN04TWLctKm3RRVmXdJFkKirxgNJpTyiCLsChCRSQSUCBatioh9gyIddWGEIAFiIy2WZoYqy7cvn3rxs2jw6P3H76f57m1VhurtfXeRysEpXSSJORFa01inWuqsjmZzkMIgIyIm5sbd+7cYWbnWtKnXYUoH0iSpKrqaOvSNfOp64rEU7ttvXMu2rHEAVoI3N9+cTX1diBxHdV1bZReR9DFG7tPC9cf7O/GuOqjGLvD9wMhEaJiwapsyqaeHE/KxWK8Mfqd73wn1WrSNDpRUYFGRH2n99RXkzAb33LVUrjRKoRQVc3si5+59aVPXSwyvTnO54vp1I3/+sdHt2/fruo6SVObKGOTNM3ny3J//yCwhMBHDx8vfTttm7quGgfgYaBSatpRMdjaNj/80Qdvff/vGl96lo3xhbv3Xv+V198YmGw+mz3Ze/J8fnjSVsfl7GfvvouIscfu6zYx5tqVq+PRRp6kGtA5v7W1vUFZOGn8vMltPtBC4sFgIFgg1xyWCrLZPFTOGeWC2714PcvM0jfbF7YoyUbbO/def10E/vYHb++9+2HwVS3NuBi98Q8/ffXTt3/0+KM934wHxY+PJt+8mGulBDULK6AuQVqLCBkAmBhFUBA4IER4PAkgCwCRgFaJBPzowwcvxH7++uvLcpHmw1gBDSSx10cByINiNEJKiBAVqIBaUAECMiiUVx7xP4+dhqf4w3jon2d8CnKHNQQEWnnmeUBAisrMzsWnA7Z3P4krCLiK7g7RMRIheiJpRB+zPgBax3Wu2PsYGREKzxhBn/MlXk9Tz73rdc5nn2VFDBKROsf7kJc+sXWqWXw0LqKyrCLPc1Eu47B24KCNYWbvG6Xhxd4TpUjCqmVHFLu7SikxGiT01481vnjGxYVclqWiNP5XZmEOfSmZ2XXHtyYFSKQFlNIakURrIsUCoGJH8Je51/dKnec5raZ8vA/7x9UGPg4hc65FcO55z6EvVqEhnuUFwbluxvroFCC93OWIoZ7t8GjcNwbjnxjPxTCxc27FoLWJwVl0ytJaa0WRG7FYLKbzk6Zq4l0eY5o0TWM815sjt3UrII2rGuesgiK329vjtNN/BGBRqDvjC+lapnJGFkDndhP8+95oPeKvX5nrufrpx4USAAQkALrgXfA+BEAVBJnZiicx3M10GEBWpNhHEDaE4JumwQii6Ay1Ys7s+rmItm2ZIX7UKxkA9aydWImJO0icwY0/U9d1vAFigR8Rgw+DYhiHOrQ2IYS6aqxJmrrDu8c5oOPjo/l8Xtd1muRxc1ksFmVZfv3rXx+Pt//ye9+rqmpra+vk5OS11974zne+E42zj46Orl69Gh3MXrGVn31EVgyV/k982S93/87drmfKH8BdvSKEHiy+zhkXEQgtr/15+WqBHbNbv2w/lt0vhATl5S/9zKqHgMhnlKX0sfLUc1Oja6NlABwYGUGJMCEBktLQ2VU7H0j5njDd9Q/ZOReNzrXRVhsiqpF72d6Zss4q/5EWY5esaZokSTY2xtPp1BiTpqe2hFarWDLowc0RiVlVVcx2ohh7uVzG1z8YDKbTaa+26lzaR4OO7rDqEsTNJD57nJHr7BlWiU3EhMa5nThnKMHFv69/s/GGj8mh920/5xCTvfiMtGJhx9Sxjw7jK+krmquYGL3zVVVFgsXJSWc5GNdalmVFUYw28i4QXxnT90LNeOUVJ4BVrL4FSK1lDmsWTBB/fj2ZjG8ntg2JCEG06sSr69lsr9RgZk0GkWSFXCOitnVKY9s0q1hcehu9GL6PRqPouNC7bDsXehfEWDY6Pj7uJ8xP7ShWt2g/+7c+Z3J8Moujjc65NgTHIS+GPnhUZExCSgEEA1qTslqjUqKoaZoPPvrw+fPnJycnG8YuyzLepfH62lqrtCISYmTRsaAusALcicQkRFiAV4UeBgBSUJXl/vMXk8lkOp1WjVtWpU0SYw1oYG5pNVmnUGlrinxwMD2q6nY4HNVV7WoHpKbLk8Fo8/bdu1XrplXdUmi9f/snPzk8nly7dOP2jVuDYvT/fO//ns9mG8ON8eZ4c3MzTdLZYmmYg8CyqefLBTijrSWlvPcIMT9HEo7Y5vg2kzTTWhPhYFAURVYvF+Px+PV7dz73uc/uP38xm83y4WA4HFqbiIAxhoIm1ILOWqutlaZRxtbzBgCItLXIHABkZ/fC1tbWqoCiBdq1CAH6StPKYVKfU1iE0B0i3nEvm2y8E4Xrdep4KPRHfwhBn5YDIjqO6rqJ6+LcnRO1EUpR1Gl3qCSBEJjiBLVQCFw7V5b1o0ePb968id5f2Np++uixTtWqhAURMiGCzLHLF2soNJlVGuHCYJRAs//oweTF4+Vscuf6DnLVzI/RVQZHJ9Nja+5dvHRDGGaz2fWbt5MsPTg4altnrR2NRuXOhScHhx8+f3ZSNSbRlpLy8CQBfXw8PT46HmwO8gGBOERqquWPv//9H/7FX6ekN4ZDymypPGY2G+WXR5fY+aZp5rPZonVa670nT+gqbN3YvHTpUrlYbuS5NI0XNwQ1LApdN77xoKjB0Ghkmxb52DzcY6NMagnYg//oyYPKZm8oMmmCQVoXQuAP3r8/Xy4HVheFNZm9cHn3zmdeN3/1V0vhRGGsiwPRxzgbrWbTIpIOun8SoQIEAUUGARSQ9/7p06fP56UbX2zqZjTebr10TbBTuiYSAHWaqzh5RCQUEKPUUcEnK3pQ6BUxduSeiIBIJ5qMab4AI6CQIMS/gyBjn5jB6baJryZtM4A6+4HQq+NFgpdfPMIrJrN+sazhXEREp5YR3Gd962//41Bz50ZF4qhUJGwqpRAh+KCUYg4CAUHN5/OiSAIygKyOPw6eRVpFpLReD/57fmzku3jvy6Xr0bvxLBsMBtG1JUqvsTs4JLAgM3NIkwQ4eBcAQP//k5/9x7kqSd/77UohgCBBtDYMBinzHpV6BZJ1/SZgBKZXJHvx0Io3bjcgtPIbOOccECeg6KyDx7qleDdahooUGVKiFCsVtbMSQjRXiNMCBGotnYs1CYxbdjzWtQKQEIcABUTYBx91nirPkraxi7Ja1svGN4PBgJGFRFmFiGTIZpZrblwjrCSwMUqTzRIVQmhrR6mKtk7jzU2uXVPWIbAL3HpZ1N5P5sYYQlYkeZppTQlAniT5ILeAuVaF0Vg5BYwkYqVBaMAjeehm/1ftf4mYyqBWioRzjdNXcHE6aK+8lKUgIIIiHwBR0co9UwACr4IeQBZg5oZs5YJnbBiP5+WsijQaSyAEYBMLEhiU07pCcIAKiRgybcWHqqlPykWFPpEuPI3xa+z4RcpfbHSIiCLSUc8JyBxAJM9s9OQty7KJA7iIMeqNF+lHuWKEDYgR8EBakVaCkJmcQVzwxXAwGA1R0WLe/Oyd+03TJEkuQi5AbOB89vNfcAJ/8dd/NT0+TokG1v6Xf/AHX/7yl3256FtwB3vd35H7DpusiZOlz7ziHcor4WNXMlgJIiPIQUJ5rim96qh0ngQCHBP+fjz1FeLMj4HErK10JCBYgyO9fJ/Iy4MEeE7EoRG6bv9qphvPTzS+5Nuj1OloM7MgglcFAvc3NKMHZRywBwSTMioEzcKxqu0Eq9bVbqYQtVaxvAIAWpve56cXDZ7JeBUCAKU2S62ILNraFJlSilblGxHxXlysAQggIQC0wSMiGs0AzrX9l3Kq+iOM1C8iUmmSp0lis7TjmpgYIMaP13vPAT2IKEXK2ER3pDLxtYPuFA7g61A2lSVUqvtSdDS1AggszBwYEE1WFOsWf60PiKr15IIH6LoT7IK11poEETlw27DWxOydq2ICFrx3rYtxakx7xuNx9IJf73B6B961Is26eFIpRaRBJHALyAgQ2LNjYJlMJ5oUr64ZfNBaOhCisb3lYK/+6D4iweC6Fr1C7dsQ67iu9TGMZq4kxB8OMX8WEQoUuS6Og1IqyfKYbEcwMiNVresbniEEMiorBkTKhVBOZgCodYKosIvsjTYJM7gQBERQ6sbNZrNYaGi6Jq6P5SqtNZEBNKSAWRsyCAgtCLJBVtAAaAcKAH3Ni/nSOHX87CDLssBOBmRo1yqdGI0+SFMrEPTOKPDsAYQUMrOXFAiFWWlSSMAeQCEykIljOybxqGi6nLuZDyEAYjrMXPCtqwRAjAjDHMOJL3cztZHZZjk53HsoiamBTjh4rcra1eNrW9euHTIWzWLeNpUL9x8+efTwaDS6duve558eTt//y785PHyqiMqq1op2dy8Mi2xyjCqIIgJKG99AIgANCygFAuCCU0RM6NmLyM7W7s7Ojm6dNlQUhVIUgtu6evXGjasXdi4cnhyLxc2Lm0QWAMSDiNRtzcxJAsBstZYQCIC9Q2r7zfDipYuj0UhEvG/q2qdpiojMadyNRFabZwukMmMVIDofbFJEI+ZoShSYlVKotU3Jez9rOnZuHHztOqtAwXPnwe6CUipL83UbKud914cPIVZjWYRXRZkoz/AhIBEwx+mYuK2TaA5BNAAHm2d/9r2/YAVHJ9M37t7Ji2GWWnCevATxJNKGGhW2yCLiAxMppU3gsEXeQl0+/cnjx38XyocJNV98bajNUyANOqvccO/d4wc/ee947/ArX3/Tji5M282TB+XGht0cXf/0567Uy9n0+GiWFyfh6Wdeu/obv/6lZw/eOXrx6NKVNz746MGL48VJ7TzKZL+lMAwii6YSpZgUEjxbTNUiYHDAbpClR5xkWZomWhsZbqYcQlJkh9VJu/fkws6lJhvuLSaDUNsQApCv2iLwtiLb+pxIseJWVBtcutsAzKbLoLMi2z1p9M03PvNsUi2PluOrV7///tt/+4O/e/qjP1cFw2BQXLp851OfvvfZrz19uHQTzDmrDxdmiPtNfrkYVk5SSkLbIgkjMCCC0h4sKxKoTVCxvgIoHINRYlEBNaJiIdm+8Df375eod7d2kNp5c4QmCagUE4kYRyjMWDZuYRLFQTRZCUGDBkIUQWAFoTThVV2vdWAJZOHVRIDTelP0z0UAWMkvJZo4APVMfWQQB0KIqBV4ZInmyBC65yFyinx3IsVievQXEZEmkLNJGLajIwgLxTVgCpQReXHLRDcKrVeJJyXIKihYmT9INF469/pfYhwIrySC3eFPRC6EUFcAgAoZQoR7GW2UBgHPItoaZiYEtRoEXP9MjNYsrmlLj561sRv546PDfGv7+clSJ1ldlmli22oWwCsLAjUpIFCJHmJIx8Pi+eFzF8piMNA6JaLFYoGITRuyfAiroJeIbGJdqE/HRrQCRQEEODCCSSP+OgTfKi0AvnYeQJdTKNIsVSqUjjwY5QH1f4pZ3y82XPRJ3eqXygCvCCh/blekGx2KoL+VAUiXMQIQYpw/OadWetVrjvMta2SJVY7BUVgswj3CBFZm5VFiHe2908R4H5o2Bg0x1IsZY9+ejriG+Omo6BeByM7VTUNEeZ4PR6O2aoILrmmDCMXCBoBvWxCvESaLEoR3Bvn2sNjZ2ITgpWkktJqQQHoGCyCjUIRsRIT6Cl7av25A/liY0vm+k3wsZyn6pJ+x+GOG1VN0E1gCBMjOT0/ms3nZ/n/UvemTJNmRH+bHey8iMrPOvnum58Lg2gV2seCKiyXFw0gaKX3TvyozfZJkorgitTyW2AMYAIPBDDDT0z191J1HRLzDXR88IirrmGlSRsl2y9rKuquzIjMj471w999VkB0LESEERoCgltDAjGonm5zjvo39ZhNLnpq9CcqwZ7EhvXkVThFh2zGgBgLYuGWbgLcdGLq/v19VlRHVRCQXyXmCcEVV9/f3T05O3n333bfeesuO/9lnv9psNgOaAVBVVdd1P/rRlEMo4AAAIABJREFUj0II//bP/q961lQh7NT1//iv/tUf//jHm9XKct6ukTBTbK9B09dgOpEy9nc66UuvcTgJyq349vQrY5b55U8mLHT6TniT68s3+nt6AxkY35z6Z2OFy9jX2+Z7N6eMo6Z8UhzYyzNLMZnMeC+tdwcXHEVEKcP5jMUUoNlKKwPiDEWfLpttUJFduPZKjLI1ONNs+V5O836DvKbHbDfYU9NibO3FYjFxumbNYjrIJAazr3pU9E3EGHsic4g2LM5a0JiTxN6eZXpHzOzCEJpnB7U55bVt9tJup4TJCMQiMe25zDLXe0+ICDifz8fwwKFtnhozEVmtVvaXqdRummY7aZocDFNau8hLMf4CAdq4tJQCmqZXMrE6bfq2vYFPw2DbCiYA2c4SjJC2XTCW7GRATVU1U+gFDtQm7PvUdXHi4FkuBhDEmHJuAchoF0zOew9ARtM4PjlbrTZmrWybjPd+ck+tqmo2mwF5O/1bJCie/BtFJOUCJIwE5mAJFKrw4MFDYre+uHh4/0Cl9KIFBFkJkJxrgneIBAKxKyUXLTlnKVlVg+dc+jyk66hFwNlJixksltZ7b74CwUgQeClfz6ntu6Rz/+VXr/Z2mne/892nx69P1y3PZ+cXq02WvcO7u7t3uj5dvHwtRM+PjlMRRHzy5C3v+Wc//5sXL17s7szm81lTVWfLi/Pzc+f9YrFgHzZtXCx2Ts/OFba8uK9Qv8g5ns93Dg7ueMmIysyr9fLgYO/7v/edxWKeUr/atKFyAGTotF2cTdPYPhz7ftN13vuY87ptWcWEuO+8887+/r5NCScAWUTKZZDvtrGKEqICZBEdr2QQSfZ3ohTjlM85XGPEpowiJscMaDnAZNJ3UCWkPCJ7xs3ucyImUM0qkvKwpYzBfZdkCgTnGG2uWogBk6B37uXLl5999pn3PvfdnTt35/N5164JlBFF0VQdgOg45JxnVWDmknLl/E6z/uK3v/riNz99eEgPnzyI7Rl7r8qbZa/q6npv5nxw+NvPPv3N0+eLw0erJFGIiBfz5tGDuwxyfPTKO/jqi99WH7x18A9/8v2/9/ep/MHe/jz+JH3x4lUncNHm/+V//j++/PxYkbn2Jfh1n2KMitCX6EjrUGdFUylv1rFIRgTnOC/XOevx8enR8elstlN5KgFnvtaYjtuN77odgBnALPhKQlGBVA5d7WZ1kZJAtaqa2fzho8dr50tOy9PzX//8o//053++k1ch1Hf2D3/v29/74z/6e3d39v7iV785evGSkTOWLvYFtIAooBKiQ2LOUgQVQURJDG5gHJIITDOmarhdKYKKIfi79x+8PD7bdFYBChGJjhYdg8mBFvZCrpAT4qKEysAOyHqxgsI7N9iOI+pwSR/I9HX32GGWahqiq44p1+2+S84ADECEVEAFSrFRIbDVkU6gFrp2s5huOilBKXRqkUwIQKOTIW0Xk/TfKKfXCnCc+GrMTnXaMYJzbrleWQybabZvmgKoSN00oEjMMZadnd3VatU08xCCFiEiduS9j33vnFPIJaf5bJZyLqVl7+bzWSoECtO93qqp9Xo9QfqwlShuZFQRCSFMO9VEhbMIOdtXfKgC82I2rytvYVSO/64xPLcHD3IjpF0HovBkFXu56X9DDzkRfG+6CBrosc1zu/m705z4kpNzW1E62svqrXzRbW/0ay/AjmwD+37MsJqonttd37SGrRobqCxVZXIyG4pXde2r0MYkpSCpUa5HGxbRXBbN7OGD+/O6lpKwZAJ1xAjFKniFrRZ44PgQqGXuTR6+4ydxW9M3hShens+vL+npKj3v9k9QYLNcn683fZ8aH3YWFTuPCqAZpIAWVTblLqFDW1HIMeW+TwUKEDGDzapEwWi5bhDasGgu5gZiNu5jjicAEjskFoVSpIg655hoKC90uOxCVTvv26433g1qkbGnyiIA8NXLlw8ePKhns6LqnDs6Ojo+Pt7b28s59zEyYozx8ePHOzs7H330kXNu3sxy1/7whz948uTtzz77tOu6qqomo/zL7yleI2du1xw27jKYbquFu06dpUC3up5c5S2/IRAC9M2jmRtCgv/qrk9HOve1DeHWa+nrVvHECR9dntgEXKKm5B7eq8U26Bgva/54MIqpzc9wCkGZZHK2hG0uQOyv8cNtB9/GURfzZuKgbnlJy6Q1n7oU2+7NhNN6uenOYYOJ6cHTBjUxRuyGYUfeTnaeeKQhhFTS9guzkZM9o3Vo2wbx2/3SNoez78rpxbnBYhbpbjLaej6zItXZmOqqcFdAVcr07OYHs/3ZpZSc95dCiBErNf6tqbaIHAEYhy2lDJqmFEQ7rEHxI0dUJ/7MhLvaObHHGBo5b4YMpcki33jy1oxNjjXTeZiIecZutUNtNhtmb4RV7wMhh1DFmLpufXZ2dnGxars+j26oVot0XQ8AIVjCh3POK/K1emti9E2wPpJD59WkeEyhqlAXB4d3zksHSG3sVl3cLFeeqGJXM+3P57PKB+8iUFL1vvL1LLYbEkXmFAtqCcGDQo4l5zhQ30eDBGJ2ACLikIDH62GgFOjJycmOaA2gHOYHd0IuqOddgvMuU9U0oelTSr12JUeA9bpdt5vZbNG2bYpdE/y8rnZ299598tazp09Nymvc3aJxKIaK4Kg8pCn7S1UQlFAJOfh6PtP1UkROT09393bee+89Jtd1nWoBQATOOS8vNuabMpvNTBQaYypFci52LdkVAYSzxbyZzyw3mcHBmOgroKUYYqxbPkP2mk3hbK4MU0OohgpaGWqXj7kQETkAmWoMVUU0o7jL1IRSNKUCUKwlsHGD9ZVbZpv2x9ZOmSIljKtRESuhFgXAl69fPX/+PKakpRwe3nFV6C9OGSA4l1WGrCSCGGNVVSCa+q4O1SzUJy9++urZLw733P37c4/rKixy37O4g707r55fLJfxzs7973/vO7OdF7979rprl10nEKpUdHnx+tWLL5rKecdvzXcOiDfPX/7y3/+n9f29996+d3Z6Ws9mv/fw7Yx+1efFv/xXv/nky8+fPf/ok98sT/rF4d0UAjrui88lCuBq01eBQcU+U+ddVVWIKQQWgfVqtVq1SlrXYX82uxP84Z27TfDQd1+9eJGWS1wqEi0WO9mrpj4cHOSuffr69Vvfv9vl3Ozs7i/u/tv/+Be//vkvuAiQWywWd+/cffvBozuLPZ9gc7bcXCyJyBEqoQ/MTFgGjw0lGQILQIrlF4uRFwcbOzWHBEIATMbRDRxCcMFTKjFLzrlCto9SQFGtOdKYJQoU5GJp5iqKpOB0mMeXqlxv6XKGa11fqenW+/WlKuomUjR6eF5+J1BkRRJTABUoatxQFFQAYAEveM3hFmWgg5K4Ijh0wgqAZF6b1y33ceABfa0o8dZEqGuPURW4zIpXVUc2idYspe07SiSwlUVmXKBpyG63CdHRhAJVpa7r5aazW21MmZmqqoqbZdf3RiZl5tlslqLmnDebjZAKioh2KU7SiW3GkC1h7z2WS5cEu5HZDXTyj5gixuu6BsdEIbXZucBMALRd7fwd6fpwYEps68e2v2/tmIPucwTSJpjiNhrzhBJsITkD01rBepur5i5jpwdIyISkyETM7EeNyvRMCte7PRwOq9NTmBWNWV8SWDLJ4JJLUkwT67yrqiAxmc5HUyohaEpFFYncQFnyVdvnnAUgOwc22mRm58B+i5l29/YQiX21XK+LQCkqpYAoq4CWmQtvPXj48GA3x6Q5OkLvSMWsMgyWlIEfiAQCKDTZKg3ve3DXvMmnu8Ud5L9Q+Pd1ckr7Wi3Xse9rH+7s361mMx8Csxn6lhxj37enXRGkXBQdO7bRe59TTmLaYUeMW3Fk4pxrmsbk8pMLhT37xEAzXGWqmCcTju33ZSYc/aXUB5G4iG635VVV3b9/f29vzzl3cnLyySef+Ko6Xy7n87k58+7t7R0cHPz0pz/dbDazpkkx/vhHf/i9b3+4PDvtYx9CWHXtZVc2Zf/o4CyiV62yts68bpt1mQ2VXnXEupZXc3X54K3STbO3vSKlU/g6yHd70vaND3hz1zdou7fuIbd0m0C3O0IZp2/4JyGaxZqNNkkRRVGs7dNttTCbz6dtEEjEBtibxnwYo4qI5lR6iIBAY1fDI1w29YHWblkpbxdV7NMAKwEgYpFScpnkc0OTQ8MRQhXqus4pO+/QpK05gYLFrRORc8EeaQfPueQcRbpxiGj8TLX6b5p9xphzFpA8ZB4MG6PZDJYY0/j6zXiNmGlyQjbd8QRUpthZqp5pBQ0znEaYAECAMM6zpgVyLdZvOhvbX1OyBTMDiMVkMzOoppTM0jaWAqpsLFZJV/j5iKvVRrdmfDR26Za9AQCrdTuM/6xuBuq63jg+zM57N4rx2MwRS+nHxWL5FuS9m8/ndvOKMYkUEW1mCwBgYvNhS7lcXByfn59vNp15KbMLfoxTs7lAM5tPgi578XbVi/UVlnJRssCADJdSUIQKSMpKqAioDKoxpnv3H16cHG36srOz1+a0uVgFBUVYt93ZZlN59/jxQ2Xe9EpQPAARMPOy67RIVVVKLLmwd6haVEtMGCoz+FIiJPaWFJULKKgICYGqr5q2j33Rvb07z87PfvGf/3IFJPPFcde/THJvf18gHJ2swnyWBc83KyTePzhk59tu8/LFc2K5e2//vQ8+XK+WxJxjOT0/TzEXkcODw4eP3z5fbvzTL+Ol2RuO2UqkCMhcVGOWoti3G2Z+8ODBe++/e3Cwl5INaIL5xBK5u3fvGXU2xmRZO7ZUbXZgsr2Syp079+7fv28TdwDabLohqsSGCMiTKfx2dWv9uIzqiHGYONgBeB+cszTdbGI5KdnKmamFK9k+82FKEvzgUZRLtqBLVShZTBzLjpmZkLcDzYhYVRFQBUSllMKOgQCIUi6fffbZq9evnfNtH3d3d3POVWgQRVDBWkcRVZGsQqVIWVSVdv1HP/vo9bP/9eBwjgSff/5sMfeL2SyuUwPV5rT93S9eeZl13Op6c1hXxw7bFA+qKpMmLfPaB88lx9x15Xz1aNF8+8nDP37vw0q6/osXy64tIvuHdwr5xd7BDw/vfPDDxdFbj/7o3bd/8bsvf/ab377atOK81g3XtSJS8Cl2BsuI5Jhi23Uq4JwndCqomov3uejq/OLL2O024WA+f3L/7nv/+B9++O77i3p29Pr1F59/sXz2xauTE3mdzttN9+rl/MVXbz99unf3Xr2Y/8VP//r0xVcYU31v51sffOcPvvv9H3zrewus8iY1Bb2QQ+xFBJTQEbFebl/ma6yogCimKChFkdQ0QSCiSMQgiOJJibKjpy9e9qIc6raLKUuwwOZBIAMCSgoFoRAAMQdPCEiiyDbWZ1AnlG/cjqnyY/TYIFZnj9cUGdcuYBD8ejhmMjsxtggBgIqKkioNe+jYFmYcXF3Gpx+WrYGBSqRKojhubijGioXL6ED8b9NVjLb/45cJ5KyLG+wzvN8WdsFWmPMAQalKUUQGxRBq731KK0I2ac94s2NVLSqoSkjMrI7Z+baPBaKvqK7rvlv3fb+/35hHd13PbDPJOXnvvK+ypE3beu+dd+QQmUWVTBJHxMRSUs45izokAO26ruImSylFLZsH4e9W13cluBkV3mhZocPo9waa9w39xjXwTcaEgOn7UGdY6C/TpfT+Euq5kY42tpDTH+NBm2zH2BrACGQpl2bhhAKTYA7Rsa9CNbp4TYYu06TfLEM2tCmgKkUKAJMKGt8XEuVSGNQ7t9jb9XWz2LRdl/o+xT5ikdK3M18f7O0f7O7FrkVQR8QIoqKSAQHF4hLE5lA6qHtxyP7ELbnY19boo0vvQIre/ghu/xUZDK8uzz+Oa15gTC8kfnjvUdXU5opWSpFcRDMDUOWLA6ncuo/rksx4rutju1xTUcfOnOuAHWCargRb7dbyjf5Isu0jarQxCzfbtq/cxs1sWmN/tx6SmRVovelsdquqzoX33/8WIoZQd1339Omztu2zJM/OyEKPHj16+PDhz372sxzj7mKRUvr2t7/9xz/+ewGBiSofYh9NVX/9Mla5dkplCGudgNZb+qlt/AkAhNy1wzJfW2Kynf6iqsR8TQNg5KJvWHEI9N+A4WmpOTcC5a8+hG6VAV95RqQp4W2KzFUFFSiKDEP7N6gZrXRDRCWjamkR1YIj/MJsF8xguF+MjSmiKW37c1jdZj5A0yw/hFBUYzaPfZ3guzEcLEw9z+QB66sq51ws5hxJVBwTezdAgggWPWLPZYslpTTcQQnZO1K1CcVkspKlBOctJ3075NCG/bmPGBO7gYzgYMC4BqneCIjYXWE2W5hOLwRzRIzWAg3wGhKO9AR7a2blOmW4I5JzvLU5DyOzEdngwVpiMI0b7JzbrkXAFKPRaFVVSx6ptgMxacplQhwM6K7ZDg1M7xgnuLUKzntf1dXUu06jVtmaBIVQGTmQmduum8xpQqibEEziq0BFYLPpuq47Pj419JXZhcoDEhKTgeF42UvkkmIa3oXz1bQ1MTMCFlEVMSAIlJyvnSMBZPbonNGivN/91ne+95//4j/O68pXuEq5U0B2ln28u1jMdxY9+U23OVt3fe5V9dGdvR//0R/FmM5OztbLzdn5BZNzoH40oLSe36bQhBQajwpAUEpRAYu0iklyLNQscLF7dnzybNnSwUFb4MvlplWSmO+sIxHVru43m6wQS6ma5mK1XJ6dPv7BD37yJ/+Tc+7zZ69/9jd/7b2XnNeb1nv/9pN3PvjgQ/b1cvM7YjdNaWUsT51jRDIB9mrVLpeb/cX8rbfeunPnDoCeXZwzExfzvcxN08x3ZqCUUjo9O7cVEaratoxs8B1SyqUJ9cH+oWPftb2tWRVAQCYnRYkwKShAGYUDdhGWIqKWxlmY2TkmdrkI0oDQwsC/KRYuYnTQkvM21WKYgKjSUKWMukGZhNmAiLZBMxKxg3FRjMbCPAT5jfOJmDKS+lnT9t3z5y9ykSqEqqpmi/lqtZlVIeZYQIDJEuRQtGpYY54Hdjn/+he/+uLTT3/vnXu+duu8DPUeEp2cdZQDaQja7Pp7M935zYtneLF6sLvnHj06uticrrv53t6ma7uu1ZiJdb6386ODh3d2djCtl18+P16eBI37i4WISD5T8Kuj9YV+DgDder2v/MfvPPnwrSd//ouPf/vi1YvzC1KKCsK0S2iTMYBKUYnY2A0gqADtenN+2rvZrK5rH2iDulydfvziC/rrnz669+Ddx08Ws/nezv473/9+++rl+WrZn5Bv6re/+92T0/N/8x/+o4gQur3Z/CKePXnvg/sPH8dNPHt5vCw6rxroytzXoFBABYTZE3nCKb6RRrHMOB4FpcH2xXxPSBFVCQA51EguAfzNL37VLHbC3uGy68zpVMkMX1RUbeKIg5tmFs2iiCCExKCK4FUYpFvUt8rsJydkAHRyTVRP17C+4P2tc/nt227O0Rq+bAZmIuPsfDgFibQnHWHwbQBKL/GbnkpWRUv3YbCgVxRAQhwUdohv9IrXN1UgSldG21KKoENAo/AhMwuCah41gbjlnDQWjehU0fuKqJvN9wCo63rzXzTDv67rsggR9zE7j+xYkUQ1hJCKeOdCjaGqq74Aog9hkPiOE1BNKZdSROY7i2mo18cYQpjwRgQCQkAiRnCaJEOSEBoSLiI5i4XrCij/Xer6dKtmHXVFYrubbv2/KhGCKg6xKFOeHtxqv3kNAzSe9Lbk7MY1Pal02PyygG3ci1sSNYQhWhpUQAVE1ZiQIyIzVJNGRZm4HDDESFy+gHEiSI69c9476ft+YG7YQi/mxMXOee9CzlmKEoIUTZoRiZCdAzOLR4ehCs1ssbu/n5LkJH3b9at1v1nNvNtZ7Nj0CBFTKVEKSGGAQmBo0BCnpeAQjJE1vAkYcyphQAML6DX7RN2moOP2z2Gb83mTkXutmr/0hzTXh/07VVUxUSlJSkYAVoGcZYgtgaqed4JQCgClIut123exQkeIapeJCCAPN2ZyAtT2qRRFZCQk53Tkx0opRFQ1jfe+bduiqGZVjJBlKB8tuznUMzMCHQVFKqA+uKqpJ6n9/mKeSl4sFufLi5cvX55dnLvgyfx/QB+/9RgU/vIv/7Lk7Jgdu3/+z/75+++9l9oNEk4+MVPw7g3Dq2t+lXrVbPY6pEY3wFm9YaZ1bXRi1+3VkQxeg9AtevsbRjMI1+NjbslvxDcFgSBNTd3XDh1w+z4LOGb+wNQnDFQVZQBEtpQiRVagolCKIkMZiB0KoMbsJSQgkFwQkbwTIRwkAcbRkhjTNvvOe+8cwxh7MJ1S+xCn2YFzfhK2TWRL6wmt05iAMmv5TAhk8z7vw7hYEAFFRSzaiSj4SlWR7LWpGcUNhYOCgVdghn5E3nmuODieHFi3PLKH7kxVU+qnNMLpTZlx5aXaeRxMpJFR5LxHu72N1EpQlWHMpKqaSzYF8XTNGCI6NcbTbuC998SDjFRZx6xeJGbnpYjzYQRSxPnAbHNcECmqWlcV4uS3ITrGB6c8fBYxrUVEQa1/U1UGtSmb+R+O7rUDhOJ9mHLtRKRtu8nUdMp06fvoq6aU0vVxs9kcHZ1s1uu6bmwjTVlVsqgiJRxhTyLD0tg+/2GUSZhzwVERpKDjf4GCsmN2LKgqGEtx5BQlxTRvqrfffe/w/qN2vewK7h4exlw2q2XMerCze+/xIynlxeuXbd+jc+BcKXn21nvh/tsa093Dtw9Fu01b2i6uN5vz03azkZQWkFEBia11ttmzCuigg0ciwrrJgq3iaSx9NfOh6evq6evXR32czXeXRcvxOXvXA708fsWBV+1KEZvZ7OL0dH9/b71eHr1+DX73/v37n35ylovYuPPx47fJ8ZfPvnz9+nVKuTBNe80g6kMAxD4nQVh37Z379777+PDw8DCluF6vq9AgDZhgCKGqgpRhNxCBnIXIAZBx6ScKtHPu8N59DlUsUgCRKBbJRQAgliGqxFjgImAZpUTUdXHbuFsEiFxKRQSIhvwGMaMP9jZls8JABHK2kQ1bcswQHzYE3pSJGmB7xshAwVHwY2Zywz5v7p2jjaeJe8mACMglZ1muVwrYxViFMJsvcilny6XzVFC1WEFMDkgKkOLq9OLjv/rL3/7yl/O6Wr30YQaHb72392B/2a8u8sXrl6/OVqcPdyuI9OKrr7iUWSr9Vy/jauNS2VfE81OPeLeu2q5Hkcd7B/d3dzTH3LbLk9O5g8bVFfmjo9ctr1VdUdDUzWu/E2qJpdfN3t6df/LjHz14+tX//tO/TsiuadY5gSTNYL1yVlHIhJEQ93Z3H96774lXF8vNapNKFIYCqZNUB44pHZ+fnJ6dlSQEuEOARBx82/UuhG/90Y//u9//4evz1bMvvwyh0qzvPnnvybvvn50tP/7Nz3/904+46JOHj9scrdwCRxyqarbHYc6YNKeSckoFnRcRRGJkNKoesbEYQbWoAqAD1wugEDvXZ3l9dv5osevQpaylgAgKgAypYaogpMC5z3EtuUtp02khQXW+AA+XmpQLly9JLtt3UhllSAp7mW5CYTDYeAIAxNR9DYfr8l+IFjhiVBh7pQBb/UYhLSzb9/JrAQmgqhRENONQySGzud2gXoY+yzWk50aRcNv890apM1q7qCowAUIBncyfzfduiOwbqEAjjATbbBSfkzC5g/3DUiTnfH5+nnMmopTirN5JKUeL4Km5mc+cc32X+5SzSO1CzFG0J+K6boz9wexMwuN9yLmUUmJMaVR/OuedD8xsm5KVxZu2a0ITnC9Q2rSOpQAUdgGURIasrduC1f4Wd326lfE9aSvHXutKrTnQ5fWWPn/bT/IayjRyOK8hfpe93xjrR9tmA0SEzm+5PgDCSOMcrhSQoagy1q+9j0sTgoGIgrTNIL12vRIRMXgXxGuMCRTGZg9EVAWQyLEPoSpFSsm2rYNoxpJdISLvgo32RDVbv0jkK1c3Ne7vSd96AM+OUVkcgBmKquQsUtrUg2QQJLDoH1TRYQKtAhYZyajAAAWuwUljt3At3+KbgdapbL3OKVcRKTnLVvONpRTUYgMzzUlVEVREbTifuCAys1+l0sVURJ0L9rkoYBGRDE4vIdvJxnNyKDHxj8Uom8J+tVpNUUgTODAFnc1mM6sMUkoGa9gr7fposAkzHx4e3r9/33sfY/zqq69ev35dSqnrerlpZ7PZ48ePFeDLp0+7rmvquq7rf/Cnf/rOkydaxHmnIEhsK4JGr9Qrkrwb05zh8SNONSYGfVNnNbD1rxyEtpvFq3Mv+JohG76J4DnwQL7O5HN63qs9Kt046BsAQ71h5DtRWrewPqZhdGPzb0ZyiKyCZQCXx51TB1ajTQNFB7oOABA6nMIJbVpPQ0ytqACWlOKkGTMW2aWmYuQ3FtEimYo4p8ycS7tpu8F8MgTnnJnHqiogmQiVmD3xGPaQRcT7yhobRHTMiiijL7F5lA20hWGHIwA1UcAEQiJR38dp7GXvd/qYjMOpagsBnHPe+So0kx/M0AQCBOentT/ENI5sGUuSNWbtmIlXShFCM6ySieFZV81oKTu8kmHMKVCy4SJFIBvDhYhUhJgRiS1EHtGIAKqah7GxI7JUAqbRgiPnGEs22Z7tz03TuK2AUyLKfcfOETujX1r2w2R1Y2+87fppWyDiUNVm4gWoQ7xnn05PTy8uLmKMpUioZpu2J/sE0yBGYkcw5PZaDi9YMA9MDuOkxJOudNCwMZntNIhqEWXnlDRnUcq24I5Oz+7s7//Tf/Ev//W//tdPv/j8rQcPu7b1Pjx56+3Hjx5pkS+fPV2noshIVEQyuhTmn748yUWJAwBR8VVdHdx59KSqJMcSezp7fnx0dHF2LgAEmHMBKIiIPqAbvPWWXUe+3iDPmnl1j/vz80+Pjp6enB7cf7R7cHj88ij3PcYYUc+Xa98EJHf/4aP16gKR2rbvN93h4eEqoQJ1fSRVdr5YRhEYAAAgAElEQVSPablav3hxtOmjDzV7X48SdwMZFMB5o4GkJlS1D++/8+7d/bDZbADALlRmBpRRKIs5KyIQubqeAQxzlhgzEVvehvfV4eGhCl6cr6qqgq0U02kcqaJDDBk5EVsvOq2gSaRnmrpLxgK5K7wh0JzK0KSZlR+6nDMi4ehGaGITnJKLkQkJaXDWn/IwibAM3oQgAs4FVS22RZk6AxAE+hiFXMlaRB1xM5vv7O55H1ZdF+pZloG6jYqM5EOV2vTX//4//PbnP3c5hlg/Pa/ONxeLeyc//oc/Pt/0H330yZ29g8N68eyLo0eLu3tv7y3Xy/39nfOL5cnFxWrdLdtuudkgE4nsIBIHPlu+6lLlae7d8mJJjefgSKFqZoQOmWMsBBKK9qt16lMITem62teP7xwuqnCmysSqaagOcYhCsVNYher4+Ohwb3dnf3+fdr73B7/Xp/TpF58enZ1IExLo+XoTk3R9Tn3nXXWUChGxlJRSE6r/7d/+u/2/+tnh3kGz2NVcfvjDH8xmsz6VX3z8iZxvYC6LUD97/VoICqIyA8FiZ+e4y0m7fRcC4WyndgHbvlNJRQQyBCIOAZFEspqNHGMRBXAEUIRS0rOLVbNz4OpFAlQYFJs6TJq0ABCoAFSohBbPBiggUApQQbPfKQTFp+sxZlM+01SzdUDfPGMl0f9imEYvVe+MuJWZ7lHd5L058JPkZv2QVBUZiFWZyOYhZCy7UT+CX6P4gGupad+A9V16AiDanjAV57ZOTThwqyXkYPqlKAVEsBR9/PjtV0enm3V3dnY2YPKE3/nOt6uq/ur5by/O1ynG9aZrW6mrHQMSfFVJzH3KhA6J+pwRsaQUmiaXIqX4uqZSQgiiqAqlFOIhdbMUUc1d14UQYkykLIqlxFgyMJJjS4E0ddY3cvH+Fnt4XlaHOJVz1zFi+wmBkv5Xm/xcT6a+alRgldCUoGQxi4BbEQSG6clVz05z4sVLL5PhyKP5DEw55ze/6+TthBYGMKXYTaqzaXxIjoGwqIAUFGLmolJUEMkSIWzvA8MihqBMZSJfV56QkUjFowc0YFJFCojmzbrECLloyYzEgFl6R+SKOFBUcAhGllSrmxFASLcbOQUmy/u9PJk35jSmnbps14db1xZBV6Y/0yJUsiqdEIbqT6QAZtUimgWtRVTQtu27nIkcOGRRLCpQBKCUQsreD+HROcfJ0EkVcjZnNYwx13VdVU3btqWY64dVYzaeExEtRefzmtm37QqAqqrZirnTLEXJqeqinu0d3CEXgPj8/Pzo5KyL2Xu/6WII4Z133mHmZ19+GXOaz+ee+dvf+vDDDz8kwJRSFbxKvuWixS2CBN6uad7qDG9MRG7iaTcsj2+0Unibac8b+BW3ye3om3s8vYlDEl1/d/om7xbC0TxmSlYdJ3zTfWJYZzrmwZLCYJRnyziLGfYPEUyjinrQABgWrmNOwLbwDLaSi2DL5XWbVDwFxzGz6BVn4InXbUpRImrb1pSBs9nsUoe25Tw5rZprKaZTtzmFFlwid1vjmOnBqeTLacIYzD3xPMUaRSL2LgwWI85OS0zJOiJmLkPa0+D0pKAmJVJVFmZmT+yIpx5421PX9j3rJCdXm2vN/yi5AFUsOvCOiVxgJyIEOMYYuaz9FIE4JdFPhjGXpqNbcz03fk1xTIhW/V/qDEOoJw1GSsX4q6Ovr5+sNQAIkXOWnOPp+cXp6VnfR2sLbT9BYEJyzs7p5JQzfErG7x0NuqIB+FtzH3TO55yNmWQfWhkEB1hUIA9vEIE2ff/w0ZN//i/+hz/7s//z/PmzKoSH9x+8/ehx13a//vjjlFOfkyLkrgCT9/7Fq9cX625n705d1wLQrzcoWs8W9w8OHGpqN1SWJycnXYpG/DBWrSN2zuFIUU6IztFZ27surmI8ulierld+Nju4c1hVNTpGIBd8lxJ4RscHh/tNPb84PwfA0+PTWdPMqplUA7g9n9U2NVsul20XkZxZcHWx3Yp4JUQskiwaFIp0/eb45PX93Yf9WMkh4szPqmq2TSeJMRJpEQBkUYzJjF5ovdkAwMHh3dl8p+9WgJClmFUpbfElbEHlaOuDFKgMyZkTpQVIlVSZh7FXEQUEZkZicwYQs2NRLXZlDrbhEHPeXr88FUA2gtwWxI6ouAA4ZhqNowbkZJyqjik7Bch2YzQFSlGpqmqx2BXQwSaqlCL2aZKoqK9U9cunz3PfzYMnwG6DD+69uymb//vf/LRw7qM82G8W88N0Vvb2Dg+anfT556XNO/NFFaq4l9dtX1RU8Hx50XXdfD4HgMzYNPW8Cg5FAApgQfJVcByYXT1DSo2269S2wQdqmpWUdnmhwPO62hTtU89MrKyARXVE/glVYoyz2cwxg8pOE95/cG9nd75X4adffH52cX66WbmmSRXOHx+s+3hyeq6hWi6XzXy2PjqiXI6ffvkHP/iDD773vWa+wIL1Yndnb+9nn338ya9/M0PXN5v9xWJWNy74jOqrkHKs6/rZqj1abRaKFelOCLPGhaZu5rs1cVl3sU1WPQkQKpQknKEAOEJBQg7ofKhlNidX1b2iIimSFDCqjSDQ6EeSRItqFM2qCFBUs0oBQIEgkkRdup5c7ZSvubUluk39fmXk+uaod0JnNcmQ1LfV79lfWMBn/WY9vyIqAjKxcyiYi171/yaAck1jqFdqGb00ffz6rzHYcFvJ4kWklKQKZoIiA+d2LFC3PBSGXwEa0rN9mM/n3bOvzLYdEVNOlfMPHz48Pj4FGBIvh0kNkvn5SpEu9ipQBTfZbtttdL1eO+f29vaGMRbQxKmZWEKllL7vTT0RYyJ2QDjge0pmH6OaQVH1/5Ne7P+/rk9lwn8uU1Cv/EQG5ufE8LzO9sJbFUM43WhH6A63rTInH7xJAFMG7+WRcaGac7F+sQzk/EuUb2uF4Oi3Q4Ohy9WOb8gVGQJ/zCMQvA/eW15TSSnjwEAUI3l6H5yLfR9zLsYMUYWUMoBVn1ikYM7MiMzAjOgA0e4DAuIQHSOAV6ttyUaYwqGmnCWl1PUxZhUh6EiKB6yYPQIgkgohENIQl4bXAajJjfCa199NnRXckp9xJQdzO2VBBRSKELHZUqiIQlZJSkkxA4hCyqVtY0pJdAgKwMG5AwkQSAlQQMGyuQkBMMswA8uxAECOpWpq5/263ZRSkAkAiNlaFELQMsgWU8lpk1PJoa6uUVI9cajquq4PDg7m87kpA58/f55Smria7773pOv7s9PTvuubpkGF3//93/8HP/lTLSJSqhBE5NrmBxM2NeyzQLdZWG4hzbeA4HqLCpPeKIK9de71Bguta7MbvU7SuElYvTEE/DpJ9nbr6G7t+qZsIgDzBLuiLEVlmPJocXBzgWG2OuTmbE+DCmCKyXtnyZ/DkYtVRWA0zDEVA603ExHQPA1rtqMXTHg2aEcHR/7LXObJDt5GQDkX83nZbNoYBy7xtj8nESPyNcmx+YgM9E5CZnf1Q7xMbbp0LAOyW51YmCwoIRHTNCXxnrZX9BSbvp39nUdV0lVzoIERLSJRehwowYyILvgYI3sXxmwiIoop2Q6wHRY/+vKXqVm3MHTbgUTHLJwR26zr2bR12K8brBfjIKEkAnYOEbyvnGNDckbpk5Ezk0NzbSlT1x1CENGua63f895XVT3dL+wIdgMBgIuL87Ozs/PlRkScD4hYigBIXc+N6GqmsUa8hdFW1Htf1zUgxtE7VEQKqJ98pIjQccmJwOA+FJGUs83mc87MogAGhBL72V717u7eP3L+0z//d965kvL58cmL51+1q3VMEZg4+CoEF4KvQre8IKD5fDelqIBV0+zMmqqujk6PNxdnxy+f48tnm83aaOci2hWZz2bkHDKXUrquK0VKqJjDStTn3AGe9n2PtH/vLnleLS8k9bmqco7rds3e1c49ePjo1fHxcrlGcH2b+/XpX53/zf1vfRhzcj7U1UwBnPP2uceci+DOzk5IJEVSTsOsJBcBQECHAFq69ep3n/7mg0cH1pPbSjQeh7UGdlVMck1bUDJG6jVNM5/PZ7OZqpo8WwQGmeg4/Rl9fS8DUSZJwgTmT+XEZNQ+WkBdhqxsKUpIiq3ckrMxy8cH4MB4Q7T2ctD5EeNgK2WjXil2sJyKqDjnUspG6UMgu30QgRLpaNCmACkl4/n3fc/sSi6gygoCLIqg0LVxp56pCCOtl8tecomLs25ZsDQ7lQsOIj379Kvj372iDGkZG65DxcIEnj2jq3zVVO26FdE7e28BYN/3Td3sPriDACgJSpHYaorrLgcHROJDtdjZHTgIAWYzH+Y7x69PlmlT6tnerHl1dh5jH3Z2XaECoIoFVG00jyglbTYbx/jB++/gycknH/1N0zRNXf3o/Q9SkQQoofrPv/z4uO3u3X94cP/RetNWVTXf2b3/4NG66/7w0eMPP/j27uHddZcrF1DhV799+jd/9fMuiwv4YnV+HrvU974O9aLR4HLqUOELBG37HYA580JKo35zfOSYKna7vjloFrX37Dk45xCg5JyLquRQRdGCXIoui7q6EWJVYleN9yOVQUhkcmYVDRXNVuocVYIgVBJ7QULFJMWLVL3ilVzrSzRsAvvW9EZw7M33Y0anoyXmVPBtN35Vvh7uxXz9vu84ILnRLWK6TU83a3O8eIMR4P8Ly8o+xmlgOoRbXuWp3cIkEgi+6dr43jvvv359VLIycwhV33eWsBpjVIH1Zi0AdfB13SC4ksX7uk9p03UiWoemCo0FPpuzQ9u2Ocl81lShWa9aKdClLoSAxApYRItoXdeY8+7evvNBIYXKp5SQwXlXQFer1cHe3YHCoP8FldTf9q7vNpuW7Z9sEwu/7jFfV8hefh9XCW99bYeiXj6XDOR6GE3DLw3Br0rXrpnFT4f6Buxx+q3tDKspHXsKZjC1iYUITYqvNLpH2FRARICErUFzQwa6pK5LPebsCAPXFvmhiOAVAArm4GdUQ9Wk0sdSiq6iFsmlmHzUGG9qBO4hUB1vLpKbld/X7S/jksMbXd/gcD0II1WBJJdh1xItoiBABTAqRuSsQKW0bb/ZtOCY2eWsRsElQGB0xILg4TK861psl7E9mXlnZ6fv+4uLiwlaucwrH73jLVTaArUm2s8lEVRBVff29vb3921a8/TpU5OIxBhDCN/73veOzl4dvXrdNI0iVFX17W99+JOf/MReTB0qVS2gYyrZLXDf8P3mvox6hcF8A+u7rWF7sywa3tT14RsTdd78tENM+Tf8BG/QROnGLWTb4/OqxHHr54VG/yRAAB1cyFAFiwLqZVbPwOVGxCFDnC2k3XuPyBbeUCbrVCIkAjbJGWpK2zGJ09qc0CSr4HXrfKahISGjEJs9LAJIKVlV+r5t22pwcylEZBYv3g12I+YOOvEUJqYibBnkXqOoXd6MjaPIdJk3aCzv0YcGaZrC6Pjyjf86mFvmXMxSZji+6LaFgAH4NkBNKateWt045+3NGtVzvW6NNU1EttBUlZmGD2KM06hGq1Kxxsy54Lydk8oHE7WPxmhZREoqSC5UHCogIsCCOEYCIg6C+5TMe8Papy6mqqoW87nFXsec2763fdh7XzXNoLqkIeEexoCBi9Xq4uJiuVz2fe98Y1tmKRkRZ/Om73tj8TEzAuRSDEkm9s5Xzntib57A3nvnvGg2v9Bpy7IB8HYMY8zZ6BClZCRv9j/eV6nIi69ellJCvfPf//0/OT4+/vTXn7TnF+1ySaVU3hdVBrIPSXM5mFeH+4tZ5aliYBd83VT+5Oiro+dftKvzbr2crVq7+/RZVNXXDTcNMZNzBMCzmYj0UAKyFl0XjQh+sYDUv3j1MrbdvKorz2ddu9lsfBUq3wjoerN5/fq19Kl2FaIPoT47OQ3nZxfLdV3XdV2bDLbvkxVeyPTknXcZYoxxvV5bRojFhBhfN8bY9fHzzz5b/ej7Nnczh3SLWBCRnMWIqaMpRQFAZoco5t11//6Dae7ueAjhsNReKUPPZU6bI1Wk9H0/OYHZE9l+ZSEX1hWaTYC5iG0j8FYj2wGNHaqqMLamwyNHqYttt+aCSMimqrJ4URGxEBRVQCAV6GOcVvQ2Y0IviZFofOOY4sx5RCixKAoiO3TqHCloKTEmKaXrOlkt546WqbuzeyfH+PSLr4Ljqqoa30TE2PX9Os2aBkiTRkc8n9X7O7sHzezx283F+bnnwOhyzt/97nePTk/6tpMcERXqOvd96tphBS03R8fnjqlpauaK2RXkruv6VJRpf2dGpycgBTXByJewa0MQpKR5U/U5VVV479137n34vru46Dbt+dHxs08/b2MvGN769nf+yT/6Z3/213910vWtSt5sNsvVxcXq4O6dUuT3fvCHf/ijP/rVLz9exRKlnJ6cfvX6yJH/zne+27bts2dPMxS/qAtqkYyEPgRG+mh9ES9Wd0M4CPUswULSYmdR+pi7Hk4uyup3ksu9+weecBGq/cW8qesmVIGd35mHpln3MeacACokdlWO0nWp2QMREFRFQbCuT3rc9YpHHWFPc4asmIELOlDwSr6UeeBr5I5rtZmq9vhmSuQbx8EMZHS8aUY6TDDHB/aEzr2heMg5IxEgiSgAI4Mhl1tFDd1gJN0MmqI3DIy3GJ7bxec0ErIsrlvNJraLFmaXUjk4PPzlr3/jQmOskPV6ZUc7Pn4tCKbiQcwpFxBhckQMkHIuxIyOBTSLBRtqljJbzH0VQghd7IGwmc/Kpq2bZgibFbGmFBCb2Wyz2XRd9/D+o67t224pBUITEBwh64SK6S3hFn+Xur5rjd+tzf3U+918zNeNAaZecdgQCWFcIOQYiWiMOTRlp4hFNysUU9QUGNh+l6jUpXfWdhc3ld6I0yDkCrcTx7eDIDaXu3RTwMnDfUrwo7FWYudyKTLISNAcFNjZbH7gvuVSVBMrZinOOfaOUSSXDANrHxFQyWYsiiwKpEDoMDADeN7NXZfbLucE2VooJdAxgEgI3fauMoKxZKOfUVp5U9ClW2gPlqvuqVYxAsKwz4341XASwPpgKKBZKQr2Alkhb1abvo+5JFD1TEQE5r0DcDXT+5r8d6oOTUZl9dZ8Pp+CTScn/clmQ1Ut68x7P86PtzoNwP39gxCqnAsRPX/+1Xq9AcC+j4vF4v79+6enZ6dnp877vu8fPHjwp3//T957511PXHL24x7ESOU6v1GvpSCi3iqy0ytE0Gub+82G7UbneENxp/DmBI43dH1EBPgGTynkN+v6rhuB3gAqdTKZgMn5WQcrl8kF+vLzkpHheUm0tj7AFDbbYXSEWHIqpSCwiAKUKVnVOJmDa1lKhhjAGHk3EQcuVWeDiIvyiA9sZ4EOfv0A1q5MBwyj6myKETev/3bTT79onZ59/7qovWtihuHmR5fWmldOPmLRYbI1LRa3RZicsH0d8xgmuHJCvydsU0VAdXumZmfDTEdHOxOaz+fb3loTm3S0YkILLxY7k2bO4UMY3XQFLptt09zasGw6w0QkkorECYm1QhzGWEXjhdahMdJmzjJZaEzGqhPKimhJGAa1WdqhrNftarVR1VwGVNA5pwpt2xI5kWLMDhFREHY8XWYmFZ5QvoFESlSyAKP3jpByKra3lywGsRZRcpRVEdAwyRjTi1evYsoxZUB69frks1/8pXOu9u69J0/efvRIFZabdZdSn9P5epW0OO+f3N2f7cyiJMltty7PT09Liv3mQrq1R4XcVVWzv7+Pjtfrdcypmc36nEEylUyeHTv0jsFJkSKyvDjPoMq0f+fw9Px006526nDvYN8jfPbZZ4Eg5jhzs5xz23aNDw8fPuo3bTNf3L//YGdn76OffwRFBo20c7Htna9CRbFozub9mZyjqprvLGa2D/d9z87Nmmaxs/P48WNXBVcFEelSZGa7146DVByQCcSUs4hsum6z2YQQ3nrrLReCBbWnUgJdsq1sEHONMg3ODZ0/gE0HbExgGZSQc1E1u1pblSnnmPNwGxKB4RY/VGyBnQ1YGcYIL8GJz6/b5CBEYBpNzxQQyDtVLTnbvCyWLGNGrV1aqgo5MTvQgJ6m0YOqdn0/c36z2aS+88TAjtzAQq6q6vjl87btnXPque9av+MvNq9AdG+vrihIFkkxA5WiZ8vV8el5WAQMykgX3fr04rxy3gGSwu7OnmN3dHT6m9/9dubryrsqOEJwTIFJRE1bBYAhVLGUtgATcC6VDw8ePXr52e9YdG9vp658ZOpSLCIwBm8WkaK6t793/3B/c3F6dnb605/+xcP57P3DO3vzxZN333vn8bsX56svvnr5+edffvveI3D1+ebc7e6xws5s7uomlnzv7r3nz59//Mmnd+7ej6rHR0e//viTDz74Vijx4aNHSnDRtz7wn/zkT3KKH//ql8evXxOziFxU1WmKp+vVgsjFrmYELXuL+V5dz9HfuXt3VtXL9lz6/mi1DMdHnqjyIdS1my1m+wdKnESIGvZegNbr1Wq1uvvYFRn6dAUlUACN3KxK93LZy+l65jCWEp0rSADoRb0UCXZ1TPwPGkOOLgfrIeoN5cdVUO5GZYC3yUOmIxpxQeAKw7MAFrxmM369VKhizI6o8iKQRaqpf1OjdxLchjre6tX/Rq7Q9j8slGubpWUjxW94CiZaLlePHj1+8eIFs2vbVkSbpjk9hZxzqOrNZrNer3Mp+/tzyR2CAjE7V6QgYlM3XVyJCDJO0oBpY5kqgbZth1lejGbiMox3vbcy1XufUrbBoVJR1VDVE/R1aaL6t7PrE9yO4yCYiJoIbdZIXhGHFmjrQxvFOZf/vHSJvJrwPsU64+1lKJqnrAIgEjs3KfoA0ZCWbTCHVY3wI2Uw+TOSxlDpM01p75M5DIxSPSbCQclK26l0Qyol4MDysXqRSUGBCZhASQljyaSOyCUpIOS5IQrMFZFVLWxaIVXOGRAJqMqqmpSZGUj6xMykxM55nguKxUGAKiSBq5AmABTLkwG42L3LM3FthE2EmDBGLDmwEBWArFAiGoWMYFg8hXHwApmkwzecGHHLtgcVgJQumWCmbxy8rZE8m99uLpXKgLACaFLpABJRdG6V5KLtzpIAea0cqEosIhmcy9bbKzIMHhjkxsHtKKG0GZULNbK/WFoGl1dQ4on9pqY8rOq6aZo+brKIImdREEFycNXDpmnC/sG8qlzXrfq+Pzs7LiUy+8ePH83n8/V6c3Jy4oERcVbN/vFP/un3v//9169fu3lDPhTVPPRsQipfOyTDgTZ5OwnyNgLt17Vn5eaWehVjVOVrC+iWru9NJsFfZ9n6hp/QtR4P3zjSE0e3oujbnTkT6xAmgZbUl0XUhXXulSFTToKOGQuJFMnFKSoQiiLz4CeGhFuytMmTEwZvPQYA8ovpIh+YBKOYTUCQWYmwgGO3RSDRXCTFfnrN3nsRJXJMXLKqYuzzFCkkV/PBh2nU1pu1v9R1PZmCeu8Nq9lypxyat1KKRaSMb+pS/GZtoe1jAGCRYRaOp0X6nE0cn3LJJV87IZfqDAL2Dh2raoHLkaSKglw+3tpaHptYq7NLKeSdtzQ/LUQoqsgcAtsSZu8FUUSSKVsQjYM6NNhjqyaq2bAeUcRAriY0NxfnvEOFlCKxNnXNzIoSY+zHQIhJjuhDsKAXBVEsZeSgxhjt/h0a//jJwzv9Qd/3F2cDPDhJrQY8FhFQkBTQKmxH3gOzACBhTqnv+7HDF8l9VVXsKEvWAsxMLqhIMaenUHug0b9UV23qTk9Xq1VKqa7rkuX165cvX758sDqNIimZcTEyudqFg8UOM+vBPaMi5gDLs+V6vf5/qHvzLkmO407QzNw9rsysrKtPNNAASYECRQ4hcjQazc4h6e1+1J3vsHr6Y2d3RytqJa0ojSiSAEkAxNldXVcecbib2f5hEZFRWQV0kzpWrFevX3d2HpERHuZ2/I62rVPbSb0lgqXvXW2K/OD1r79d1/VqvY5ZkUJYAVLIwDvwpCZOyyrWeSGAMlNVEilSOp0dOeeyPKeqeriYXbw4b9sWWFLbtXUzr6qu69axWZ4efv7ixePHj7erK4+AIYDz6nxKKatK07KD2MTILs+D92VRjAaYRVHMZrPDw8PlcmkAYBdovWl6NRdwphs7tGoFAKqibNvWaA0ppdls8ejRI+ccsxrHu21jdMF73wp78sEFJhC7A2JCVOccsSJ6q05VFZBtqfRuJd5MwMB5r6pNa3jV3hlMBtlbg2kDAAPIwLESQHKEDgy07f1ub5X+5TLgEYzZKCCK5AcLMjF68MSmBTJ/uGmaKq/ABQplZEwJWkbEquOsbmNWzBrgzIdATruuJLdA/OH/+HGuUHcMGnwRSJ0QJh8+3bbXbQcU5osD7/3hycwBrC8vFlnWrlYgEjxwtylCOFzMM3KN1EUWKCtS01xwlznQOoIwAHDslstlXddXFy+ePn368OHDzUYu111Nqbo3h5PDeTp57dn1818+f/vhk3tv/7ufXJz9zfPPrkoxdnFZlszyzjvf+s63v3M4X15fXX3xy0/dfPn+2Yv83iM6ffLJ+fnPP3yfmavDh+XpayuXrbYbp5LHZo1uo3p8uHzz0cP33/v54VGXNRw/fX60XHzwwc9Sffnsiw9+6+ljIij97D//2/+Ukjw9eisvwy9++hGEy6RR5v5/+fYf/On5n5xv6ydfe41j+/zzT0tfrOr28zp68g9DeXq4PDl6Pc/z1dU1O6pFmroBjrzduHqz2Wzu3bu3fOPJZpMgcz/78MPv/k+66WoMQft2pskQUNm9wKDPM79dHHLqQj7qmRhBHRF4t9vzl4xS/Es4ew7ppby+vmeMX/4E8ye7wdW/1XcuM1vrJSgEroEBHIIrFNFhdNwTECZYML1Rqk6seF9SbuiIYUHEpDIyvftsMOQWpUeO/X6+IWlRhZTWbUfVojr77EXCRDmJSlXNIEmz6r74/IOyzEO2SFTWdV0URTKzjYxYJAuzEDJFNNsfPTgAACAASURBVKRYnuddiogSQlCFpmlFJMuyyECCRbVwMTJzVlSbzebFxfVsNiuKIqew5SiqPs95s9luNlnhtAIiF7xLkhwBxQ5C9hs863vpDPArcs0vc/2eJqM4Mu9uzg/Hl0/JZmNvWP95KJO3h5N7s+yxah0JA7d/bn/f3sx3ovRw+9vtoTRVVZKQuVl7Z26aRtHqwVq4sybsNT+0n3YKTu/Dr3D2u9kH2qf53oxBpKY4ymrpDnLSVrsmauyi9xlNRPzGNGt03xqHdTY2GfPdURJAREYTtul5G59gshATXfsdrtg67pZeLA+Wg8Qin7+4hF4typhI1DSNcy5QVpblO++889prr3ddms8PRl/1nfzmv8jPV6COJ9PBl1V9r9Jn+zWqPnyJsfurHMm0nTEoA9mVo52ii+yo3iMvF/ux6YRoCjyRhIEpeXVqzTfea3sw8qmC1ECHu+F4MS2W9qr36U2694RxQLen1DI+8/r6ejSLH+VnbbezIrAoCmM9TUPH3kAjxpaILIKoKidmY44pjAo002Pbk6gZbxaZqMlNmcDjOhx1cUYu++hX3g/eU1LhAW2OnDSEgOBUlJNaE5R7tpV1/EhHSpSpcaA6D4R2pYCIvA8A6oJ3jkxFMcYYubO4YSdtTBcswpgxtOiuzLZhjqpaqp1lWVEUhwfFCEE05OpqtbI3tOGtiddNxWZs3jgGecNjWNmpg/wNx4iIiqY15kYv7+12e3V11bZ94+Dy8vLq6ury8rJtW/F+u902bWtdbUKhlC7XRtIryrJyzqG6XodWJKl4HwClaVvvqCzL5eEhEcUYN5tNEzvnfV4WDIoqqOblqqwy+A3srHdsRmqWGHbdy7I0kqpRBI+PjzebTdu2i8Xi+Pj44ODgg5+9b1H68PAQEa+vr80i0qSSZ7MZIVZVdXp6enh4aGPtuq6tnWGf7pwb53JWkN9shysAbLdbW1eGnX706JF9qF1fmxXnLuyBxqcOnDYltgaN7T4DJtnpRM9ptDyBnYf7jeghzMrcC41OopYd6tDQcdMHx0/ZbehW9U2eYNDWG0QV0aLInXNpGNT3+OpBKTRkgdCDKLPkIaDCh7/8aL1e24G1bScec9eb6CgLKiBR4ri6vk5NPcvzpmmq4BfLpYhw7HwIsW0+/uKzzPkyD7O8PDiYVQfzgzzvRbCFVSSy3Lt/jxNfXV9cra7v3bunAnlZZIXLqtIA8HlRueBF4bUnT/I3n5z/OPzZT354cu+067qrq6uiqBaLxccff3JZXDy6d//tt9+eF1X4+jfeePJkVlWZD6vr6+fPnj0/Oz88PVS7x2PMJJ/NZq2ktm0vL683m+1f/dVffe3R628+fnJ29uLg4CAsZh998nF67T55JyKPH77GrD4LIzoMwSHS4eHhwXK5Wl2dnNw7PJhBYlAuQpY5f/Xi6qNPPv30i2dvP3nt8PAwzzNVIedywovzhmN3eHCQA1KWsxE7Uw9SEBG3y5Tkzgbu6BK2y8VeIXnQl23Qt/PbV2ki/6ppwL/kz57Umd2SY/423jV3MiD2j19BGFR1NluklEy4pd5sEY0D33P27D2dc2Mxaads7BtOyb09RAgAABaLxeXlpYHOzIDUHJstazUrNQRAkKqqQJBxjEg93hl/ozU8QWk65xtxg1NxF7378sCo+Ymwz85EcKYbNCA8aWLYQIO2hI5TaVWFyMY82QH65Uuy0t2sD3ffolcbxb1B4DD963H2Q5JNiG4YcNOQuNjLd8bNlm/ZerpR2MC+WuPol7UT/rq5/+0ljv0BGRIGCbKgzqlD6TQlUbZjQgZWHQi72Ct24li+QK+y8CWp+2iXQSNSWwebxp00qN05JpmvKIpJNSnWopu2u+7SOmknKq4fhee9MZeOX3mswVJP/edR6d6Ow4BzMUbVUa/PIjogiDCb8VtMLctOEW56okbdP2vGhMxtt/UXnz9br9eqmmXFo0cPRfTZs2dd13nvj46Pf+/3fu/p06dZlrWxM0TQjSaWoMJLoBFwu2Dbg2LqvgjVHQjPl0WH2zjSVwso+KtG/5fO+u5AeN6iAt5W9ZwWRUODsr+0poIPiESqiCrKCCrIKohoEjQsymOLRFFhuPfNm8tRrwxkLrO9bBf1jtV96MFRPpuQEMi5voOQ4rhEdSTfTeqmcY31IUiEB41ynGjb3CgOB0mSyWzTOUQS0bbtuq4jctvtVtWqHZfnRZZlWRYMtWjJ6/TNLX13w84kA8OYkCQl+84gEruOJnqYzvczT2FJKYkKKCRljrJ3dawiHWGoo6D2NEseeFkGsyQj/U/reRvrjcGw7jpEk3bsmZOOsPfSQUKT01DhFBNL8J688+QQoUspxRhCMP5hz7H0gcghkCnccOqlOBQGoX0LOEktatgOjIAqJq/iDw6Wy+Xh2ISy6sV4oSYPYoOavUrJD20m7z0RqhoGQpOAKpNzSLZyxFxeRaTrYl03hphl5u22Xq3WTdMiUp3nHUBHToVjFzlFEirzoiwLyvJNF2Nd6yoVRZGXZVlVjpAcdk3Tdd2sKsuiQMRPPv+87bo2JUVUwjh0R4BZFGyYhsrQi6Y4NHuD3vc58yHEGFNMR0fHTd0QkbBU1exgcRC7+P577+d5cXx8fPb8rN5sDg4Oqqpar9c2QfXeF0Vxenp6cHCwWCzKojDor7UbVNUyJGtAGKZXUazUHLnx447QQ0t6V2SZzWYnJydVVdlC2lMjG9mwo96sLd1xvU2g4IQIprJmu4zhgwCspDf+ryMymEkvTdZ/AqHwoIE/rGzrTAmLio7mQHvdWxjUjxB6ia9pWTg2UIb2TcyrMjEnEEQ0VVKTB6xCbrgydWhVn/Pho88+O//4kxeXF5dXq4x8NZtJ7GIXyYMQgUgg8iFwTLHetgCZwvrqqmvqoixANcVuMZsVVeUzD4At6Da2Zy/qPMtL0cVivpjNZsViu9lcX1x0oienx+V8kRTqlKIihRzzkFSkaT3409ceMaOrDo4f3e9S7CRlIYttt5gtfvudb927f18VuEuff/b56vzqe+/+7uPHj0PIQlFE1nK++PZ3f/f84vyDD36xrbfbpgt5lS6vLy5XmBIGv1gcAMBrr7323t//+NmzZ6/dfxhCePr0rY70erP5/PMvymw2r+Jrj58SwGq9KWeFKBB6ARHR2eLwD/7Df/wff/s3QI58eP3Nt97++tfLkM+rWWzj5fll27ZXVy9EdCO83Taq4glftPXFixf04izG9jvzb5eqzrnIHGMS6X26FWhgGmm/y028Egb/DhCw5hHhq1R9L9vDfw1NkDsSA6SXtoz/+cYnNz4UYdr0MW72dMoyzYe/zHUMnWcgARJwbRuT0HJ5uG2jy/IQ8raJFPxmXZdl2bUJkapy3hMKGBSYkEII6EgBkQgUY4qISC6IioogeUcGJkLDHhoHZCSTt22bzG+MCB0xs0Mkok3dFD5PKaly75z6z3BS/3+e9X01Z++rn7NnpNMTTiYmzntt9d0mkXg6OPrHL8epIM2dK3Xagdh72pTGM50e9PsQ3WG9bUc+6cFPM0XdY/3aX4IgIgpBREgIjD5zoC1Dxyi9oL8IpAHDZUbaul/c6UvOhnUNzRxTR3afeQ6hUWyFowl1KCKja0XXXVx3vGq5Q6foeYCWtW075VNZ73a46D030hppoweXufM1TR1CPlR9OmbMu0WiaiwjSzdH/JsFkTzPl8tlWZaIJAznLy7Ozs5MCu7x48dnZy+ur6+9y4q8UtV///v/4d13391ut3Vd53lpxzzWfdo7bd7CyL3C4tqrvOjXaeDdrt/oTozuq48Q9RWqzXHI8+Wbyi01F6KXFpvjc8YbX1Cob6yY7rkDUEJSHcgJCtJPBXuDY0l9p0BRrduTYUDs20akCg523X2PIWSm7mBhxVpUhG43AARCIJE0TUb3mi+42zJ3tqJm/n4n3GBMRmmCTh9HE9Nk19JNuxG223qkz1nj34ZURVFYCLIXRu07l9jLLBEAJU7ILA4ACX3Ii2LnAYjD8Ec0iZojn7XLpoqjFsFsA2ZmFk5RdhPmfgwCnJQ52TSSyNSpyIRkLJE1CkRfLHlHFEao7RDfDF477PHOFyFj5i42IQRyPkkCha6LLOxD8C6ELB+pm6LKwg4AVe2ziMzTxSMgIQGCD5lFbee9FaIppSLPxiPpqd23/6I4gvRGvUeTcul7dhITa8+RRrKYSM45CmbaLqp13Wy329VqxSyq0LYtMxO52WzufWjbdtV26rLoMu6iq2Ae8sePHuQ+pBTPz87Ory/bti7YNTGKCKAE52ezWXCYlaUv8ibGFy9enK1qn4WsLAIRg0YRnwUd/J/FvlSS6SW20aWa8jKLsHTCZVHmedG2bYwpxTSbza+vVyFkm/XmYHEQQpYfHs9ms9VqReRPTk6Wy+U49bWRLwHGjhvuLIB7FxAxdklVvctijE3dlbMCwYGSMKfEYwk3anoZNbaqqsePn1RVdXFxNTYg7KqFAMxq2pj9chYYux92dYqiHAXYoLdYpKk/hCUMzONt3rdup09AR0ReVGEY+I9s2P5WMskKRBw19RES8yCjDaLgAJHc6NljXYqdBYsAEQJRSkkcYeZ2PkkiacgfuJGQhwG84Nuuy6vqwePH26vL9uIsbmvpmlleAqiSkGLmQu7D5188c4BOwQPO8hKLbJOikes/ev7swYMHsWubpnGOZrOKyDegQfXZi/PPnj3Pcl9kuTj66x/+zXw+v7o4n81mP37vvZPjx/ceHycPSEieVGnd1eXRYXF0+uz6+i/e+/HHn30a0CMja5KUTk/uvf7663/5g/9nMV+ktjs7OyfBxcHyyetvlGXZJmGW6uDw6dff/vCXH4B3Dx+/8fmLyyzzabM5ffDg4dPXf/TTn1xeXKWUEqfI6c033+wANrH93Xe//3d//X8HX8zmi6vVym5YJtNUJ2RKiZuue+vr33h29uwnP/rR6vr6P/+n/3jv5Hhztd52aTE7eFQdtm377f/w7x7cu9+27dXVxc/ee+/P//zPz+pGysJ7pymD5VIVvHMpdr1Rp3Gk+3EHCAopKIAzX5x+EyMgszlCNQzLK+Tne1XfHa4ML9uOAQAwvSyXwJfz+V91KLVrjN9RXd4iqkzLub75Szcy3mk63eO5nEd0MIiG3lU7aFJkIAa3bVtBn5fzJOTzMokWs9nzi/PVdpNXZX/z5JkJP2Zl0Q+WvcvyvG5q68IM+4VLyQpRZ81NG+4559q2res6hOC8D1nWxWgxsImRUIF5EzsVZHWqZtSZeAgWv8FVn07YfDr0saazvolK+50LCgFBpkbNNtMjGlUcWBTIOimGBAK4aejHwipKquaHq19SyIyM2EnC3uvIK6D9ilFZeuNJVDXc9fjI+IVREAX6X8P6CyArEJghEwigIgE5c3Sxo2IFVnMrGFiL1iwcRgYoQr29bL9VDPYV9p11PJ+qSoqCKKgdAiBGj0Iu04wAJEVMCZ0OHAOw2GTOJGNzBQaH0BtpOY7l3eiV3R+/CVOqgmCv3tkXqMKAJIARoFFcxXjdch01ghMMdr8qgIg0TdvfoKqOyHJA5z0Red/7LxZlMWTGNguiGDtAbNvG6JU8eExjwqIoySFzZBYiJAjDTYX2LADwPlTVrCgrcg4Qv3j2/PLqenGwdOSPjo6vrlZ13c5mi66L88Xij//4j9948vTy6hoAfJbFxOazawLbg7/c/pTudoXzCoiLOzprv04DD+lXxlXeInO+FOFJL+f17Vd9d40H8UubkMOziQBN6ceapOR0WF3CqoSiKoJgMpSqLOqDd+oBtfePRdRkRSAIKAurapfiWLk558b1DzvjCAQT4WCObK33ofycBOl+6G3aTtDrNPQGJNiLP+0prI0donHmsD+3RyQkA7X2KJHhv6xPlA+e4HXb1G1zvV5NYeREJuuA3vtgdVqWq0jmfG9nSUTOGa5VAbqYet8hvUEOJHJIU/gnmjh1TDYMERGR2E26cs6a2U3bmh2FqpKACGFiF82cwOQo+qpJFNouZiHI0PKTAT6x818lAkAXQmzqpmMRTE5AOYRQVDPb9WPXDTwZsjsdQJuBVIkUjAveSzJGKzZ8XuSgwL2RYBaysKlbKzNSSrHrpWV6PygEIgIRlc5a9qahamtMQOOAQdKhP0XOI9khASiJakps+UTXtk3Tbrcbs5Dqus77sFwePHj4sCjylPiT55+1XcuxJcQ8uNzT9vr68vJ8dXW1Xa99cPNq6RoQETT0EuKmacC0Q65XIqnrumK5UJWoCsLkCDPPoOYdx9qjETyRmpAY9/glR64oCp8FUEjMQsDMVVWZS9WLFy8eP37cNE3XdXVdz+fz5XJZVuXF+fnVev2td965/+ABp9TLG6TeWFJZiNBnJnMq26YeW/hVNcvLgpl9HpDIRBIE0U7+OBM24sDxyenR0ZECbutGAQFJFFLixOK9xhjTYAyFsG8MZTdYl8Qax31kMLtackC9lQcQdF3XS1KDCtvOjH3jwHsXMA116dDu6TtG5gBpvSfv0fRoptnJOBK0kU8yTMikh6SI5HcJW+byJnZZljUx1W2LfcsVRRScI+cFeiNKR44Uju7fvwb4+vGxY/n0Z++lzarMQnO9bmMUFgIQTqlpTpYHqUvKvF1tJKYQgtFHQ15A3bSs88Pj5uL8erNpsXbOFUUZ6to7UgRgkBg5peXB4mK1UnLi/LptZpwSqg95Im2aumm5yMJsefT51fpHX3zx848/2tRbVgwBHzx8XJXzn/30/dSl+/cfnJ+dV0fF+YvzyxcXRTX//PnlycnJfD5TG8w6Xx0co8NyW4vS6rr2KkeHp0VR1XX74uyFuTednJx6n3UxzeZLDI0wqGI1m3dJECnPcwq5ELECAxA6Ubq62nz2+fPL6/VyeSjgLq62ZV55r01SAhXKNlG3Ahjy+6+/GWYHmpdnZ2c/+vu/+/iXH2dZlrIipqTON20L5Mj5lFiIBHuJPBTLshQGZokqqYKwAjDYP1EI+BVLqK9iU9yxy99+xO0VRbcTAbglg/mKoKDbIEvdOfW9/NhwJ19K0DtG4HDjk3PEbBpMrt9lEPrO2oAiUd3XsVPAxBAZMnBNp0BZNT+6vr4uQqaQts36s88+LcpSVL1zSBQTi/l8WgWC1LRtEjFwaZaZFuC4haqI2jbuQ2aq71mWM0td194H0xl2zseY2rbLMXfkvM9AscxnplBA1ipydwjd/UbN+vCW7fJouPzVfnzTTG+q7NI/Ymou5vWnOwI13uCcDJTrXqKz981RvHOp6u3lOMrM2EGO/6uTonQq6zmBsA45LvY5YK/xZdYtO0KdCUMPXXwcM5wJJnYEiYkpXRGZYY+b9P578brp0E+t7+gcE7AjJmRBRTDREQBSQef6vieaMrsCEiqC60s5vH1DmpriPqBxKKR5OBl2aDKOPhwoYgJsRDci6wRbxg4poVMMJmw/zj/H1kBvojIQ8xTSkML2UodTus7ycEl0NPDg+7S1bVuzlN1uue1aIuLUTdu6IlIURTWbFWVpn3t+frlabQBoNlscHR1dXa2apnE+u7peP3jw4I/++H9++vSt2HXVbGbTAJ9lRvwYNHBs4e2Hyzu5mrdW4EuC+e0n3GF+cMed9CtXffsF2ytUfXcQyr2/1Z98yRZy++vcnmDTxKrFpseJEdCpoCKxaA+msa0WQAE5qQFDldSBUwQig41B7+MyZWENo7O9KGQALQD0PtgK3G6a6anoR8q9GZcFDTInN+o9iHVkfOGE/DN1BhtBaGPDz/seHplitMKsLEsdBw9KhNTUXT+P0l6zJKWUWLq2T9w7aQHAY3/vOKKjw6OqLLM8781myOk4vrAeiWHhBmmW0Sp93NFFVJT3urMjTsG2QpNY7AZJFZvNGmYvJkYUs7p3PlSzufc+pWT1w27P76clQIjeB4Nzp8Si0EVOLHnusyI3JSqWqKzeOwq5CCtiUhTeiZGaipr5+zVN19R1Smm73cYYR5HVsiwRcbPZbLdb53buO/bdy7LcuVncZA6T9vB86zDuiGRAlq14AgKnKkQuiaauXV2vV6tVl2KR5d57RMesIprn5WKxOD09PTo6IqIvvvjCZXMPYT4/LLLs4uz5ex/8PDZb7VpCzcsSmNsuFS4HIu8yIkwpcdf5LPdEbduwUjabb1kQyXmnPfKiFxoRVRmqPgLfA88mlyCJ1k1HRD7LVSUlLopKBIj81dXqs8++aNvoXHj8+Mk77/xOlmUff/zx++//4hvf+MajR09EJKUYY2JWxJ65nWc9dHO92pqUS5Zl4kRV2yZmWeZ9HmNnC94IrV0Xuy5OQNT42uPX7GKZ+TKRs6G0iCL2e1CMPeFt3FOM6mm3yUC2QZFewdVmdAaRGxXNvM/G9T/q+jBLP6OxWsRI4zs4twwG9Da0A+Zoqe+4GkMIFtP7eb4Yf2EHT428A6D2qGnSlDgjurpcXVxcJhbnXNvFummEFYlQVTSFkDvn6i7mLjx56y3oYvN3f1vMFtX8ACW+/vDJ9ep628a6a5uYAHG93WLILERs1nUIOXq/3m7q1boqy9xlbROVMcsqcp5FkLKsRETsuqbhlGMg7zqRUBYpJXUk7CKAOiLnYte0TVzODriTzvu//sk/fLhaFct51mwK9AD4+qMn9+8/fP/nP1+tt5fnl8dHx/cePrr3zslifvDXf/3Df/jp+yF8+Pbbv3V6ekJEqJCAQODNt74Rk/7gBz9wHBeHx20XU+LEiUTzZVHN5llettqiL3zSe/ful8VssVjm1cKicTEr0IckBsHIiFxW5NtNu2265+fn/9uf/OlbT9/8nXd+52C22DbbWVkdzGYHh8s8zJi5bbmaLb/zb753enrywx9+67/+1//16uoKXG74BVXIsjwvC6VdiqiDm4KFMtuYBhaXABCoYXteCeH50hJL7oDn/BrF4/7L6FdCeE79nH9FQsmo1dFHVPPj4WT+f7ZRYn8aezaQ8xnqzupwSr4dD4JVGFDBdYxAoZotfvnxp/m908Xs4OLF2aatT6t520Uk5zw57wP1PCyzoOy6brVei0hVVSHL66Yl53uwiEkzito+4PPce49EeVWV83mMURCzsvTeN6tVUkXmjDAjR+hijBScqqbEiVm0l/z9jan6LMMc28Z7Ciu3hx57rOg9TNf0kRu8vlvaLXsyA3u1nzXp94ieUwTRVwOdd6UU6Nj175cy4cBx61EkdmQCKqB9B9EROiLvrAesCKKKjlzwmCJzMiq2vSoJozpPzkwRjHkCjliYOaF35MiezaAyCEWqKCAk7h3Dsiwj54CNoI9JzCdUUSECBCRwCt6DdOauwCoqigrASsM8pIeb412JOO0A1mT6AZPcHpGMwOhMc0UFFRKAEHWg13V3ue06IAEHziuQC+Qg31sPt1eLzfesZzxdA5bGGbbNHjRyIEyssWazWa8MnvlRrsPAafP5fDabWc63Xq/X603TNPP5fLk8qut2s9mGkKnqvdMHv/3Nb73+5I2UkqPQNhEACL1dAUfhZsxlVXlZNfZyuOavoaFyCzfYlxy/UsF2Gxm/9xzCu8GZXyZJ8ooDQ6B9DRW8i+kHO9UvEoAyFC5kbYqAThCAqLdp0YGU6sghESHbtF8YBS0tiwMii5mDkdwA1CzUhtVIg7XCoLKuHCPE6LIwlfNlZlGxXR8AjNYFg7SG9SmzLBu/nQ61sYXKpDL6hpp2rnURO+5xOOidAUQZNKY40sfNK5YHcLVwQkRWGS0H2rZ15O0TI4tlxunFC08uy7IiZHb7uKxHxyVRIDfuu/aIojpEUBiN3b2/QU62x0VHf/m+vGXWEPLB4NAsE5332TT2Mut22wy3ZJ5lxXSkY0QJ5zyii5HbNgKC/d/BwaFzjjkhUhRWBkKnCM57SC6llHoyoSdHxv5tmmazvhSRrrM6BIl8ltmmK13XrFabMfgwK5HLsjBiwk0cdQCIEiEpoIh0bWcaJHmeE9JoE5cSq1cF5CTM0QfwPgPEZtus1+ur9QoRs5DbgY0rJIRgwMjz8/Pz8/PtdutmyyJU7Xbz4ouzq/Oz1HFAjwERkkcE4uA8aVCbubIqkCtyUGg5ATlCYpVQ5CmlVpL2X5zUuNyI1lxQVSe7GmMsdE3P5vDwkJm39dZkNs/OztbrdVVVZ2dny+Xy8ePH3/3ud1NKi8Xi8voqL4vHT15bbzd1XdvZ6/21HCGoIIgwIIQijzFu24aCN2JhIIfegaNm000NWpkZALM8Z+a6ro+Pj2eLA/O4FwVh6bvyhvpGTKLoPPkdWG0MQ4qQhBHRBd83pwZIs6o67+PAIBgpQ12M45ZhV9aNor4iygmJ+q6cuXEjoCMg5OF+MZUpKwW7rospkndWrwJhSqyiMJEoG09XYiZQ733TNNzVAlrXtXPOwGP2kuvr6+b4tKtrnzlAa/owIXaS1rV4TvPDw5/+7d8WoAFhlRXOOXCU5/nicJllxWa7jV3XtaltmoO5iyrO+1DRFrdFXgZyV9dXEiM5CkhA1DUdOyWixKoKakZL5NqmIyJAcsF3KYascCG011enx/fyvLy6XP34gw+uu65JaZHls/lcGY+OjlbbzfrnH2zr5vnzFw8ePHj33XePDo6qvADRd7//Pf+jH3/00Ud//w//8Pbbbz958jjGmBX52dnZZrsFoPv37t07Pnry5I3/8wf/1/VqRc4ry/HJ8WKxSIln87krqyZyWc5+65vvdK2ELM/zEhDJY16UiCQJmMV7X+TFO++8c3H5YnlwyDHmZeVCBuQQvfPB+VDmlacAggCeJRL49fXmzTfe+t67//ZP//RPlDUKe0SfZXmem4+iEA72iyCAqGJB2PqbDOqtLzSFUwq9QjH2koruVVQxXwoj1HGqMUknbjE7aC+LHlI4nMLu9nEz+58U9xKSkZIz6HaSiDoXRhsjGm5sVbS/i4AqjgBpC+x7b5u5TEQ6TgCkQKvV5vDwOITs8y++hQ/xQwAAIABJREFUIAdFkQFiNZttNhskms3n5kYY21ZUnfdmDFsUhe3sBwcHI08YAObzORFdXV3VXZzP5yN4IQ0uUOZKmmWZCyEJCydXFI6cMkXWbVvPM3AuEIGy3Gn4/Jsx6xN4yTB3bNzpJC6PYfrGIzrgRIce2C3wF+xxZqZ/Wsy9cTvo/g2C+8/ZOxL88nbGPg/uhjzmzV8VAO3/BLXuzqA9KKACIKgy3jQ4CmzaDEFYLbCO33WwPx4ncNQ7Y/WYNpP0cAgICgmgJWVB56AUHLaoHkoKokqgorSDWt+GJtqviiiz6rg6hyaVKIiSGpgFQAQYiNG1rNdtuo7SkmPyqtSr8gCSD3ufcpt+qXsBCNCUGGOKTcu9mjqicz4Ec7h2eZ4RkvPe+TzLSxEZUVeW9Fixh4htTOeXV3Vdx5jysipn8/V2e3V5HUJQwNN7D/7wD//wjTeeDmaP9LLBHe1LHt8uAu+oZ14S7V+t6rtVasHLcJV39d5u3F+AX038m1Z9d96Vr4jw/DKX9ulPcDQdgwsY8tGBkiKoQhIO4Kxxis47H1RYAEVGXRWFHv4JVrBYdTQy6Ihw6AtMGbY2NZ3yxUdar40RRg2j/p/MccQ6Ws9iXHhTFcGbZ0wn8eoOCVYYBun2ZeyZXRcn88YejSmiXRdTYlW1ifQY9FBBBKJITM0WGntNWZbWLXI0/GHc40nTbU9QSpDEPEABWZSZnetZTCIiKRltz0gOw2BWhqGgrQfd3emqohwTk3c9xMJ5qz03dc2JmRlGAR9RIpRKg3gRcYSE6HwA0Ji47VoAD9j7sDFoYt02dUqp67ouRhPeGNVibBloTNN+k/EwFZCHcGd1HaKFSRQ1Uh6AyQEhkXMKyiIjlBGJhCUxKwARpSRdrJum29TbLiZQSiwJOhEGgGo2WywWBmQAxE8+/3yz2TCzyzLPsF6vL87PmnoLogfVoqvXoEoQEEVFUCARKrgeWWIuJcpGfABCACeIStRj8Ym0p52DqjojeyoYZJeIzKtAVa9Xa2Y+PT1dLBbPnz9v22693ngfjo9PLMBsNtujo+OTk9Oui8zr58/PfvnRJ0VRxI57LKuI95n3npnbJjrnlKbtIUeETdPZ0mJWZlO6wxjZKDSqagp7KQmzFEV1fHwqu8ZqPxhIKfa9x5H/j34q2QVAJh5rAzkmRQhjpBk49tF6DgA290NrlAzZpCnCu9GWPYRgRsxiaM5h0KeCap81jItFxDl0znmXEXpQRHCmZAvDIqKJdsXA70NhSSqgxElcHpBcTAnJKSZVUGYFJHI+y4MngV5dSgBFtQieVZV8QtrWDTJvZOucc9754Iq2dWFdllU+m9GcmLVrYhdbEY4xBTOlYJj5nARSYtl0rEJETeHyIvd5DiKimLp0eHjUtF1MqWkjEpD3l5eXKaUszx1ln3929uFnn13XjRY5KTNonueeyuPT+8/Pz5+/OFseHX/tG994+5u//fDBIxXpukRIeVk9ffpWXlTv//y9n33wi47Tw0cPvA+XV1cOscjy7333+4fLZUT57Ivndd2a0O/h8VFZzbooCYgFrdaezxcyc1lRxcghz9vUbpuWRX2W+5AVIQORIs/eevrm4XIxq6r79+4Rudix8yGxrNfb9NFnplZVzcuyrHKft3VTFsU33/7tTz/+1LmM0Kmic/749NT7kJKiR2N/WGJl64GQBsE/1h3527YzeBVsprxsFPRPAhDU2wTCW0O7aafjzmPTVyg2aW+jRzTJG2vQ7JRwLF7tJQ/DeEmgd4fuiUW3jpYQQvBRwbtAFMtqJgwppdXquij8xbrJcjc7OBCRcj7Pi8LaVLHrfJ4jYmuirCEY0tx7X9cNERVFCRDrurm6ui7L0vsgrLb5AmiMvN1uq6oEIO+zruuYowtBREGgbVoEBy64vCoQgufEnBhy+o1GeL6s6tubDBiGavLMHXpwygYcL+0UXHTTyWC/6hvfeZrGwUTq/SZzbQ/cOBRsejeweXwTO8Ih+N9d9U1LU0N2TRsG09RqKh8/uicPWuojyduQJG7qCN93ahEEVIV68xYFBBDVCCiOAH0ZaSxOtZ/smX8D7RL9u4Q9rLNv7ESHbsQ7aZ9igIxEQQURSOhYcct62aatQqRMXQAAJ72gAb4C7U34FgYAkHrcrqFsAABS4q5r7FxZRecmP2buOQ57mfni4sJAoavVChEPFsuDg+V2u91ut0VRpZSqavFf/ssfvv76G10bvfcCutdDAgDncA9fsRdxXgVXeRvzufcqInqFqk9vISVeUmt92dt+VQn3ZSO4u578ZVXfV3ERb4oz3QSOKk6qbgFSh0pOAcVmTeYQAuoExPidAuZ8xMqqogjIJnqe2YjjdkwwjP7oN6CqoyvAhIps3ZbxlsQpaHMMFyN1birVOzIWmNMoWzUVix/j2J38zx2bt++/6gSSQBb9nPPMzGyMsrAXfNFCqAxuUoCXVysT24BBrL8oitEk0DkXfAgTNRoRK1XIWkem2tKr5oyEXoCiKP0wFRk4SGCalvYtui6NTEHLpJttDTcNJACgG7Q3nXOpi3VdC7OhMouQhcw75zIfnDOHCTXe7ij+pKrmn4vDJRzTAlExaIY14HEC7mDZ4adEBhlRHRJzHYNzT3m0EzjyFwyOzpzsuhqYP3bperVuYycM5ByS846yLBi4tKqqEMJ2uz0/PzeZqDwvAKC+riV2nigPXpKoSJbloA4t60dkJOezsbxBEGaGFPtrjEIDLx1632crbp0aOT6J6YJw7+/MiGncTfI8327r6+tVjNE53zTtdlsfHCzruqnrmsh99NEvHzx48Jd/+VdVVaWUmqZ7/PhJzw0LuUmhOueN30REsds1RGxRbbdbO3OCkmILAOQxRSHyWeiterbbbdu2x8fHDx8+JKSUZNRRGkRW3K34s7s7rIob/YHGocTQytxJRk8Ckd3jPDZcUmIbOPTquDbPB4ss2q8rIgoBnTMarpjyu/MKHEWjpP6dAZWccY8HEhUi7ixGzI4IEVLqzSSVREQRgJxbLBbNeSdqNsQSY0TDnZIaUUxAEWCbYul8MZ/7rIx1lzvnMxLhNqVtV19vrrCXyQ0h5LPZfFYdzGezIg8hBBZpY2ra9vp63RmzldlGFqrMSZxzQM4RhBA2m61zwfvME9o6v7q68s4VWXn57OKjTz65qOuOSEIIUEZRED19/DApKNEbb7312utPi8XivV988LMPPyrz4o0nbxwtl1Ekz8OD+6d1u/3RP/wDa6rmJYicn50tZ4uDYna4mAnjqtlsNnUxm3NqeFtnIYuJRbBjFmVhKMrK+9AlFCUGnpXV5fOrpusic4aOk1xfX/7spz/96KMPT+8dP3rw4OT46Pj4FAQ4KpHELtWpqTdqxp55mR8cHBwdH4XMK1LIsmo+N7aO6fo+fPiInBcVUrWroAoKSjtPY1QyDrB1YQgR5Uv4Tq/UqP3VxnivKBNAe/Wj3pYiR9rLonHf/1dvt5RvHS3fzhxGfnv/kl2Vh3vyaX0JAF4HgJ0Nh/aOVkAAlCMrswOsysqsXzKixaL4/JPNcl4lFtNiSSxpW4/mDVZwIjk2n1uATdPY5VpttyGEYjbruq7uupRSWc3yokAim/KVVVk3jQLkec7CKaVFVbrMQ0rKMUX2oeCkzrkQvKHN0f1GOze8KvsP4R9hBnJ7uLenq/lleqE3h4GvMLq8q+nSyzPsRBpUQRmUDccy+bX5FIPK5H/BkfIgXYDAoARCQ/HV91oIe+UJFVKb0ImpRJh0oS120zJV6LFtzjmw0NK7cSIpgUICZERwvWVDf9AIuOOW4wgsvs0S3pMqlQmxcRx2yFDYJhFVTYQtYJ2kE2Bw4vxQkIA5f8orXAK8iVSUIZ0fs6zR5JrQO98rYiuAMCcU54SIe23GCfi7rmu7sW34nhd5jD0LJca4WBx8//vf//rXv9E2rcGKRITwZdXXrarv1dRc4B9f9d3GxxO5X6Pqu6sd80pV35cdkuorCE7fCgh3vZtqTy0d60wSG/r1ndJh1iS9WgYaywf7csTuEO2ZO/2wQKequKDoqJd+IeoncDjAuYcjExnJvQBqTDY33bFsVIhEdv/2b2vEV+2RljqelAEc3oNbhv8SvaMXoJPeKg6Y82Fs0zMDnXPehVG2/ga2AsB4vAJ9poyIPs9GSVtmTa00sbPU3FxVyizPfBg9o6d9itHVAGFPCr+XtRxsGxwNQU0GZ7kRab/zaFHZcz7sum48DOecNu04KY2RU9oWKUPE1rsshBC8c9Q0nQmlWMln/SDn3MRRQ8Z9wd7Nez/dUPY8AO5cjVO7Qqv69rgJgyxqL46aWETx5OQ0Ju66rulaIu89LebVYrEgovV6fX19bWhP++J1XTPzycGx9wTADcl63bVtUxZBFR2iKog4UUDnUBTdIKhFKs4rRBEBRR5seXCUlVQVTtAz2WC8RtYO63Xqhptxs9mYpZ7PMzP9M589szDtuu6LL74oiuL111/vum6JdHr/nullBkeKwCrKiYiyIjfRS9t0eFje6GjP1YCZjR9hgMwYIzpaLA+WR4dZkbdtq6zTdSK3ZP0AoPdxGdSAkKj/oIE7Q8Pys8oPAWRozQytgV0Srf3Nu5tWm/KNNZumi8Rq79FXlpmd33nMTkf9u2YfIo/4+WEDMSSqUT8cgiOKKaL4vCgWi8XZxbk5o5BzMSWPJNpXfUpOiRS17VJRhnI2dyFrBSj3nFgV0FFwwXZVcpRiarq6btuLyxWhFEWoqmqxWORldVAsiqpkZlXsUtpstqrarC5M54gANPgQgkNSEBSNkUXStt7OF4fzsoIoz89ftHXnQ94htw2bax8AbOsaEB89fvLW17/WpPi3f/+jX/ziF5v1NoTw7W996/u/+72Hx/esPj8+Pg6Z22w2g5YVZpl3BOur1fzkoW5hu2nEM4hWVYWEMUZVB+oIXcjLpmm3dYsuRxUBamPc1i2SJ/Qi3LbdX/zZf//0008R9fTkSIW7rnOg6HxwHjEqgyMTbxISbmO32qyzMl9ki45TXhRH9043mw0QJlZAWC6XtuR4NGnoxQxBVdWPnSW3mwQMuLN/QUe8l4sCvGL6Df8UFg63LbUmIRcHMRDs9/CdnDXuoY2+LNu3BhmBAmvmQxHCuq6PjpaLWQZSgzCS9GY/IRiQ2yJwSskeVNWmabIQLB4uFgsz/DSs0ITxyyP5wnLL0Ws3z/OR/w+IqiSSUkxJ1Wdhoh/5T78Q/iU1PF/2COIgfIg3VF33CIE3Pf6GkdLQ7t41ZEfDq6mOlg4ybjdS2B6aM02GBk2t8ajGCXL/e6vVoTK8icI4MVMTuRaF8ZVDamgWB+OvuUMBpAED3T8uPcKzH49ob57LIsCsRKgiBr4SBmERtLKPBoFqBQB1QKAkQIKo/fyOTUWvbzKNX63HgQ56qLvrpF92WXfSDa5PoXoLLBBR6a0A0ahKtei66zYxtorsHUOveaBqMmfKt+uB25LBN7lzYxIuA9AKyePomaAACOS8Dj6oURRFYegq7QKEC6CKzs3LWQghCdT1xntfLebBZ7/3+//+93//97uYKPij09PEkhT8HbLI+xO2l4pf3QZLuBC+uqi77Y7wz1f13UmgfcXGzd1jOt1/5Cv2ia9oAzkw5z3AMQkDFUFBMYwHqyAYLK+XquiZgCowgDYzH0YD1pumCPuNRkvRps0OxOnECEcGwqj3MJY6027lONvfy0r3Cuw9b/c7Ma4D/lDH6i6ldPt8jvr1McY0hDkarkUWMh1IeNyTIkydF1TMV8D3jKY2xY5jxzU2oGq712g8s7NRAiQfjEA5hbC2sRupGgY27h00sPf3NKaWKWTGGBMn05iZCOWDc+amkNq2s4edz6osA9CUYte2V+0KVFHBB5eFLHgvSkPZhs6ZQomf2qMZHQl2gR5SP4Sxcb3VhL2fx1je6SA8DYMQv82Ee6Soua6NCb19gWE5JRYR9SEjDzPvZfCicA6Z42qo90ZJKjshthrPr150XdfFFgjyWeYyjKkFAkZEcEl9IvUquhOvUxtJKjpFBdWdByWo9mtWmTl4n+c5IXZtl1JK2M+fXRZGQH+bovNudrCw2amqrlar+Xxujnzr9Xo2m202m6997Wvf+c53VqtV07EVhCKCQCmxc6AE4FBFRNQ5P9oeDLN0t0cBVuwZhtttY92Be/fuHR8fI2KMHELOMe0U1gZCKdx0V1KY3q0gzMaeGO/HfjYwQKZFYBgY9sa/NnCDnfufiQfuHIDMEApU+9XQq1D0GHJECsETcdc1hrfvK0QgNjsK6XsfCNTnOAI7q3prWgH09H/EGMWxYnBFNRcGADc/mM9nC2YlhyDay2bbwBvAIypSyMuiLLfOsQD5IBwJFMmpiCrHtnPksywD8CIITjdpu77cPLs8E9GiqIqyRHRFUWahmC9mRVH608OubTmmtmuapiYgUJXEzOy9Ozo8Obl3/8HD1zIKn/3ys+uLq6jQIjSaNts6LBagXObFsxfnB8vl0cmxL/If/78/+sFf/qV33vuwrjf/x3//sx/95L3vf+vb3/ud7wChSKqq6vLysm2beVXlwechgMrV+Ytnlw0Ts0pZFJv1VQItqxkzg5HByBVFVVWztm1nB7Nt0/7yk09+8eGHTbu9Xq1s7pZleb3ZdG1dZGF9dTErv/Hw3r31eo3qimLm0Fmy3qSGI1MeYuzWXSPXF1D4WaD7rz/+Nw7//C9+EGNMAtl8fv/BQ0WwRE572KZ12UBVnXjFPhhO9lcadWJfPrl7qV/fPxWvD16C1xSYzDzuUu54FYinjhUb9YmTDmItA4DTmLcgQ7vT0GFjydBXBj2LEvWuD3JIqetCKJm7xfy4yIvVelPkoaqKD3/+QVkE7wAcFbOKmZOlB5zAESKh9+BIWJz3Nkgsi5KQkBACIFLXdl3bhRDyWdFF7rrUtjFGs4pJRE4ETPIKgGJMooogZZY5ch33cLWeTmyX75+6+v9XhPCEnTfFzfxyuNQ3/jk8WVj2E82bLQeiUU5zb+3d0qWcQqhwNP7DvRLnprTmra+jE1bdaPM+feFNcc5pznd7gDb+dcyoponjKD5hDl0j8x5uWbcP2jqmMAQOCEBYQRCECGiUleqtKWwCYDXTTkX0jlkzmk+l5TySJnqfuosFOrGwbTWt67pmTT4IetZh3mAF7a5K/+oY5W8PeC1Q7NTyJ6mzcYpuGGYDiKbpOTcPZXs3g+zXdT2bzbfb7eHy+A/+4A/effddEcuerfejBwcHsYlfXTjJrVT9VcZ0L33Oq1R9d2k4/+oanohfDbP8tYb2iPASSdJbJLc7lWZ20RyhtzsTHRoZQKKigv2ULXgfMhwuiLnrEFEaiHBjS37vu9vcY1RzsYnN1CzUjmSs9EZwphEC7a68k3W819S8U/9mmrbevujjZ40swYnXX593Ws1g06fdOUQQ6O/7rusGnOiudh1PiLUwR8EYe8MsBOt92uSNiKwmsU+0CvPoeDatrGDQJ7R/ppRQBcFNzB+AkxhTwqo753wX460amyYW6KiokVO7akHVOcyyrPKVKmtis7OJnIp8Zsc2dfcek/L+Orr+UEeVzimsVFWDL6bRddDS3zltDEg9VJGpHuzYCzDWSp7noGQFcMhLG/CQd4i62WzW6+vNZhVjtB6zuTzZ1zdxF2ZW1JD7clYAQN1sNpsVoh98LEA9AXtq7VvgIGWEhEBOAQIqIKm0cVxdzAyqeZaFEMosTyl1TZtiDPP5drudz+cHBwdd111fXw+Sp814PouiMC/1PM/btg0hNE3z1ltvPXz48PLycrFYbJurq6urkSxqS9HaE13Xee+nLtJ2ukYVk3FFmQasFcBZlh0fH8/nc9N3LcsyxjiG7nFiNg0ag/MHwE1j2937T5gRI3ViOnwe+0EhhD3r3d51cHwfAFCZ0kxGVe3RPcUqB1OWntD83HSp0y2ih21ho4SM5TaK0LatzQBj7EIIPoSUkidHiM6RQi+gbTdVZEbC5fIwXa+17drUqioiIQkiCct8Pu/amBKziPd5UukkmfR813atxLQRZpaLC05KRLPZbIZQluXJycmhP0ypdeS8I+9IRAhhVs3QZ1dXV5vL9cWz8zyv1NH56ioGl0RIpeu6LMsODxfX6/VHn3x8va0//ezzPM/R+7Ztgwsh9xeXF//tv/3vh2X19OnTerOdzarV6vr582fh0cPFYn50uAzOpW19cHLvYn3RdV2hGRFVVeXIdV3HkpqIThw4Kovq4uIqrw6cy9arzY9//JPl8qAoctWWYxtjfHh6/7NPf+nLIgthXs0+/eST4+OTzXaVkuZZBUAi4vKsFfbei8cY4/VmvdTj0uGmbSD3mPlY14quKsvT03sJKYqAozvrsYlA4F7q9K/656sdtv+RbzsG5zvJDnsHcAP/aU9jvfOZ00y9aZtZKLq2my0DqJoddNvUn376yaP7y8xjVCiK4vr6mrmx4FaWZVmWAGCeOkVRdnWDiMvl4eXlZVEUKbFRfy0SIOBsNjMZ8Kqq8jzfbDaGm2Bmi4cvLi/qpgmessXCCAvz5RIAUrfquu5ftV8fgQIgD8U3IZAmEnDkHTjBWQvBQ3xZHbizMLZLNsnAdrM3mKikjH246SN7FV1MU2QO3cq9YOT+TWu5iTTLXrpm+OZ+aHKjocij2Y4CAIOyKLMyo6pDdEQZogfwqk6VVN00JYJB3Oxmto0qqIg9HdzyVfQ2xhAGnGQzPbhFxAoYe7w/+DZiCAJcQwQaaksEAA8CIPCsPPAx5V0MykEFUSLEDhVQvLqAREqS2iGtxJ79D4TkEUkAkihrJiKoyVGfNbaJhXyHtI3SCQLg58zJV0KiqhlLtsOEozjXviq4N+5l//sm5rulNQxfSckZiUXsPkTwOqL4CJ3zKQk5KstZ00YAKIrD7UZ+67d+94/+6I+Oj4/7Vin2a8M5YAYKL7mD3CtUdHe8aj+/3zdYx1/rbX8N4PTO01J/tTe52fvQX5lVMBG3BL27bZQ0TB9iY9QQsGKvzwI4DMdRFENeKLNZOzKI+ZWFUDKbJaqbpoYi1o2VwWagHxuzoEJfFznnEJzVDInZObLUzSK7aXImFkTXdjxWCBbfrAYby5A+HA9eC2MGbGjBwdjsDjUXBztyGgsC9hKdiQe/OUCkwALcMYDJ/sI4turLOe31m1QVhB327RMcpB0VUQYUhvn37XbilMbek/nZWV7bPEtWuowUwSxzWRbMNsNgeCZVkkQscNmIaWrFFvyNcaqockp2hu10eXLCiRwCmMIbiqpzwWXFyKZDGSCaFqABybn+EiOSd5okNv0595Qp6VQ+2hhwkRHA7UZFiNM5v0FUmWXYBoKpuShigl7ySVULyLoI5F3IM/NkY6CkUq+25xfnKSWHRn/LRGS97VJiGcIUiG0KoWHw3nUtt10dmw4hu3d8QgCq3NT1pllJ1KTJTpF5yYqaC88wVgUNhd/1BM08oCxFJGZZ27ZcVfl8nlJ665vf9N5fXl7WzJjnrUhKiUKwE6iImOe+qq6b5sFyefzw4dHR0aNHj05OTlR1m1JzdRVZKGTeewbcNC2QSwqxiyIC5KL0Trc7jVwldDs7lmTjs66v5Ypydnp6Op/PBxQxbptORIZFis45AUzML+lGEZna7OjQwvuIUNTeb2kgDtH/x96bPllyHHeCfkRk5nt19Qk0CAIkRZEzEkVKuxoTl7ZmK1tbG5nM9s/W111JaztjsyONJBIkDgJ9VdU7MiPC3feDR8bLelWNboAAKMjUBmuCja53ZEZGuPvvYkTMWuohiKCmYKBiiIjaClMAIEduHRhWNUQWKaVk1WmeHAERd926ndFLOmhZVAVO/JlKYe4AcZ+KGhFR5JCkSCrUxdgPFDsG3I0pi56dnZlaNiiKBiRFY+jZcGBaAX/42QcCaF1ABtvsxSxLDhoC9UZhl4yx484gl65DnKjHMzTCjJE6HyEws6AG8oZ2+q0USvvfXL8krKrlvu+7GEvO1YdDoR/WGGI5WZUQNrl8ImUcR+pXChEYBGnaX4PmcXO5jxgs3Vt30zh2bF1QK2MHogH//r//F+nw4cOHz1++UDAK4emLl4LwUuXe+dm7735H82r769xrLy/TWxcPI1NRnAKN+2wUUt5G6+8/fOfDTz7+7NNn9x4+sDL1WDqbdF96EwyMaSoafvijn7733nsPHjy43hmHs5fXuRQc864v4vs2p87ARIWBiymKyk6ls2FYffbLf8GRh6ErpicnQ0qjGPDQJzEDhiYGBjMqu2lUsKQldlFK1hmB11oTHfdCtwX/ZMdD0qMWqNyVe35ronp3PtPn2Nq/dkx8+9zH2R2xNXU+GL1Bu5vP/RksAeb+xrQYsQkJljmuy+pfFZoOv1XFNysH7oaLIsCYdi9/3e/7VeD8YvN8e3XSAagxDQqw32yGGL1tOD85maZpcqKKmZWSKSRkFekM+/N74zRhv0qqxRQ4ZgrAQQRUQSFI1rFMRJ0gFlGi6PXwan1xcnI/BkzjjrpoDLuUiGgg6mLsAPiuecG/NV3ft/3XUk+4nBEupxe3f+QI8TvQkRd4XcMNjrgrTYPRstRvAYYGNw1C7FXh9E7zADfcIIfKDcyNzmbgHq35CyIAoBwetgKV2uTMVqOum1KZVBVpzHnKKQEt3Wu+xLby5X71fV/miOQYIxHlcmB4ur3bMPQxxjkkDacp/eEf/tF//s9/9d577/lQlpm+RB/1WkneG7Rn+FqY/7Wf5Bu71F9i+PflPpjdpMC4HEcBdaZzixqgER2SvZckblecTpJvRZA7YY/9ugvUWcshMhTR+fmHqb+CITqXv9Wv4LnSs+uHM+5oJquUBe50wBNmyYITBZvFhMHd7H5kBv+b883VW/f6GHxekNWdAlFuRqQ443q5Zo62oPatD+pZ8vxc7rrOYS5H8xyFcI97InKMyONV3LnKh1NtzOEmKze8lxU9yXROPwOKuWmtAAAgAElEQVQpNhtORLf8oJkT5FhKc+BoyYdABopo5LBni0dDpOo2TsqB2y7dQB6/AvO+Edo2u/TjWTL8CQjmzl9E+2HwCr4qUQiYY8V2qvwAVOTF85cO/YUQCICRjky8GvrarnYpZbvdjLs9gq6HbhwnRDPRkjMih2CkULLknKt11RLkrweLIFGoUsODU44bFZydXwzD8NZbb4nIxx9//OLlpX93Dhy7fk6ShJPTQUQePHwUY+QQf/InPz0/P68WKaWImppyDCJSVEIIFGqzbXAQFhIGn6ocjHNEfPzhM3VELKqr1erk5OT8/LzrOl+xhlhENOfZ7ATb5HQpsHwVlk7z3ZT5Fx7tpXOURRvliEiIdJg/zcB1XRJt2mV1srK0XnOKJxL5MEXniKmGn7cPbAAcQpxfvC4GIof7HCwFxFwKIhKzCyNLKYHD7BgsqKagRNHR6y5iZCaAv/3b/2v//Nknn3wSTUH07fd/kKdpv99evbwUkWFY5WkqZoEZIlqIJuCaCxNzoQkRgxnhYU8YOm61jj9f2+vrGKKqogEhYogauiH2wJzVNuMohsVMcgrax75PadzsRiRcrU7GfTLD68327PSs5IwGRcW9DZ4+ffry5csYo0tJN5tN13Uxxuvr6xDCO++8Y+vz9IEUUDSacl6tT0Vku91OY4n9CRkVTD3jW2+99eFHHytCjPHx48eAmsYtIY373RDDd7777uPHj9frdUppHMcmw0bEVPJ+GkUkUg9UHZuKaSllv98Pq9Ws4mYA6LqhH1beluSckXiO8EWCG5bynoAF6JIaX2CVF3YU0vg5Yb9VN36TZ3Q3SHMz/+xV2oEla+wrwQPxBnuvUuXxppLrTcqYQ3arqtw132mP/ytLC+8T3SNDbUqTTpZSGnNyJv+YJoq9c7hVVUXAvVtUyzyUzEXGXBBxHKOqbrfb9XptZlylDQCgXddN05Tz6IddjFE1T9MUQoiRKuYAgBi6Lo5pmo2mEA1znlKB0/Dt9vD8ksXi0tfu29L41T3QTBYwHBz84hYyJFfh1eyG6sICzaYWQcGzE6z6VM6WLU6exOoIpYSM1eXWvR98qIKz2rBKzGHhegQ3cRKqFSEBipkZMTqiWGlC4OwtmC0tvBDWpVQJSU2gmphBQQOFAlTMRtGpyCTuguM9jOsocOGr9qbisdsRNMdmUHdkfTKiEWFDQQ+7HvBcSymA9H2vmlTl3r17v/jFLx4/fvzs2bNHjx5tt1tm/gr2PsTf7wP1b6frW4Sr2A1FQS1JKi5tJmC1GHLLObAq5zKwRRxZ4zEezTvbQbKcxy+No/xoPnqyblKsj79pO63bO8qiCnxTksVNneEySuFVP+Irf0lGvcMj9wb4ap58UbsUt6FznypTAB8PgTttVJ8bw5pfanWXKypomkr2PmTIg39rd9at7vazOrHC3TEwc96Py/LdGzM/QUMI7k3CbgJ8aGBCk115oH0X3JGfAhMCm5mPjN0dp+ow+XCjm3njfKPr/T+6hkfzY3ctJnfpQDCzaZrqygjcfrCUIv41EQ1hu9/t9/ui4qBoayDdr0vBKHDr+ublZ8y8Xq+Hrk/TvpT0/MU1EzISs1eicbN56dfKL9Qd1IBD+1+XtNNK/au99dZbDx8+JKJ/+Id/mKbJ2z8vVrzn9FvWdV0ruPu+X6/Xqrps9T1foS3UV3G07twkXTfoHXgIcb1en5yc+CdsjMqaE7t4gpwG2c3xJLcf59unTBtbOGq3/Dw3dAGIHgjZnqBl0XxYDFbDk47o3EcPXevoWpJnK2fvLF4b8bhpIGOIwFR9DdiNHw+FB8xGVYhMpB57st9tAjGYna1XpGKlfOf7P0SEj3/zm11WkKLMJWXRjBDcP0rwAIw77xTnIFPVmnoBaO436tAMGkQOkbh92YJkTBZoFNkVEcQCZhwMbF8SadluN1OWJ++8c35xwcwXD+//9m8+FRUAcEemNE65mIpNY3r+7AUYnp2eExFTYAo5le1m9+L5ywfvPBxOTyDEsYydkCNppRRVAdOUJiqFWc7O7z169PDDDz821J/97Ge7/eaf/8c/XL34FMxCF/tuSFPO6cqnHJvNxonNvgqYAiF7ieO09mJau+7ZwMmR2j7GEHv3/nJGkXqh4tM9PwLwkI0Ec7SSASCwQaOQ85waIrdHxiJtHkTLYFWzpY3EK8UX8yq1uwbE+BVXLLaM6VuOSpajFnvDg+82mLF4qWYS3lJebxqQoqqrJxGLiv8tj9JFJgUsqfRBfC/3R6+UA0rhb5rFxjET0RQ7P052m20bPtaVUCznLLkAgIIoEhoQoInut7tSCoVQpDABmkwpnZw9KKWIZtVRROzgufbt7Pr0lk3QrUr9jhj61xYx+MYYyBGUfOOz4WvQ6sWLECIB0uxX2dxbQNFmbxh3vgYRU4VFlBC3f7ztUVFTdMuJWTA7072MENhbIxEjAp0HiM3ixdXkRL4pAzMxR1Vw573GaPU1Wopy1X7Y7cg4BVQkQDUimT+PAhkCWr0x5Om9MDsfAhhSNTwDUDXyHhBNERWwGI1ZCoadlMt9yorAHVQ3cBAzdVM1nEMam1r3tQTI162COxxWVZApxOhVXZJSrU3cO5kYkUAEKExZUpbvfe/7f/m//R/vfe8HFLr1KW/3U+xXt+vjN+pn7DZ18atvz5Yb6Kspl1/B9nGHZfPvzCz9ct2olQP109xEl5xQAUqO5XihiaLibuOuNlEXAPoOSIwN+Gpy1mbIOdd83ARacxytSi3+CKsH/RIwPHhoVuCo1uuIcFuJtyxhl+PVu2Jjbg1AqvNETYbwOvUIlDsmhTIBHFIoPu/G+eNBhICqquIqerd+1GUeKSKVLDkXn08joSmEELHSYcS0Jp4h0JxnpirmkCAAiErXdQjoxLmu71arVYjRE2TmtzMKgcCIgwfJICAxA4Kr/w3R1DyYHmoWo47j5E0IM9NCAFb3Rjc2nv0/RKVlzbc88RCCqAffa0Orjiowl+aIFEDwk3+u2djMikhK6XLMpRSdVeZm5igfedyIAZiJFBHJ2ZHjg79IaymQqZSMiP1qIILtdR5WaytFJKd9nl3FjCj41FnEnNV8g0zYvGoOjzOO49T3/VtvPQ4hPn367OnTp6WUECIRM4dhWHnLh5jmrq9//HgVYxyG1Xq9nqbp9PR0NmWBUkRVCSNhIGRTaEnrN3YGPCDGzYo5Z89GNwfV7997dH5+zsw5Vfmo1QPYg17n0ToAgiJUQYTXmQcTiBb71KhiSI4ee5RljP3ysULEYVjPZGNzZBi1zkCbOQzMIpG5ySFmvBXUZA2znVPfTcRBwho14X/TyWnuGn0IXpqbQ6IwDF1lOCuY4TTljtlLBVUQBVEwQzQUVTNiohDYzEqaPvjnfx5i/OjyUnORNN47O/uXT55955139tTzyb2T9WBS9qKSJjo5QVOVvCvi2n4KITAjsvqVJCPn85iS5WqJPJ/ETC4hRhExte7eve7iXgF8ub26Ttm6vhDv8ziVFKwQ07Befefxu/0w/If/+JPzexeXV1fF6H/84z9eX16lYpEjB4g9X9x7gERPnz/ruu70/Gy3241p6lfDw/uPzs/Pz87PX4476zoNlIsWsCwl5Yze9Nl+miRwKJTVrO/69XoY0xRjfPf+u5/99qOnn358erICZIcHx3GMMV5cXLQJgj8+7lwlpoZ1PQuYmV1eXt5/8MD5BV3XmZVhdRK6fsqCARFJZwiY5iNPqxcZIzICGuoNLQNi5dU3O6iqVz8ivMyr+pC05d5NddfQW2gY3vr96PhVs1e5X/4uv2jBWHVZDh3CpWdK2utM0R1dqCMkECPTV6dZ2Ozm8qrGV8FMTc2YA/h4CjlnVVXb7T2/12YrqGkcvfRFQCRkpL5jAxBJzExk+/3eB20qdQR8fXXlf0JEppamOi8TKeN+a2ah76ecIiMjTtNkdIWxLykF2YmWENCg4Ffdpv1rZ3gu06v+lX/UIyb0keX3cmT4+WjATdSrvmbjbd6Opmhj0UYGcJbFEW9njhVGu+uRLl61cjArigQ1t6pKIAiIjKGKnkAQrQWFgUmVjiCgKmgBA8AJMBtOCNss10n2ikBsxAjpiPZ9NHn6kjf6eFR811qfUT6fmSFWNoV7eAPg0Pc+YP2Tn/xPf/qnf/r++38w9Cc551LU+R53hS68/pN9qQ7n9TyHVzE9vo1o4Zd7WWmqhnmsZwbmW7mvzEquI/Thy2zE5w+AESDWHOplg3QghwA4r6O2E4i6eI4Okz93kvSo6wXTpr7LIvvEp6/e5x1w4/lod7O/Orxfbnq3XOMPj+2ceVB9aKhmkRuAtJDQmz+l8wdQjwufz8Ub1iZy2FsIyQ15W53aAFWE2T/GsFZ4NsuZDIopmJGhGWRxZEC7rjOiKRdVTSm1FjeEQCFu96PLZkRkN03b/Ygm3nf1fT8Mg8clVR9OphjDMsXVZ09LFIWAALUfOlUtqlOe/BavVitEQqYYK3AhpdhMy1DE5E487k1KpIgyxw/qARw+3nNqSx+YmYmJmFV1zJ4Gn3POkvSAKII1vx8iqrH1IiZV2dhm4UtfWXRcFdlMci5FNYToxqueuuG15ZIU2oYRrqDzd8x5gpvRtaHrVjGenp6eXdzf7/dXm6vYr6e8EfG+zHIenRy7Wp/5Xur2Bu7lM2VF7i6vd/M3Ar+nXkR6eKOoGBgxtYuAiClVbQ8Bzi2oiRQz64eT09PTGGM/rBVJtc553CbVu2IMUVTNpxhIcVgdnbPtwunsmXHA9zj4Cvfqs1IZZ5DETNexB1AEcg9gEYtdd1gA6J2VzcOf2ScMD36D7ixfTBGQAdV0KrndHSZSb8CZHKCrsLp3pKrqj56pQ30OYyIiMCFxjMFUYjfE2BNHUwMgURAxNJdIISiUkgEz5vLss88sTyql5KwpI+LlXrrN2J3e46zGuLro8/MX1kE4OY2Bx/2+FEmigIBqUDJq6mJkcPsgZkIwAzG3//X+hAy6LqoqI5GfsMN6K7qd0h4xnJ5us2gfx/1+fX7+7rvvKurJyfr+6SNifuc7300l/99/9zex77773veeDk+n/T7tx36I9+7fu7h/H5li1+VSrjeb1WolImfn548eP16tVkUlBfjos08zYVyfZM3derXZXquYFQzcATCvTotN16KKeP/+/cvrq48++uj8/EwUYtcJmAEmKc7bnPa7JGW9XrvhvhNxkxQigmzIM7+XaRiG7Xb761//+uzsbLvdppQeXZydnd8PYdhPU9etMZAYzh6x9dgStVDDPhEIUQkIoEWAQg2HXJqB3SY0oh9D7RBUvY12fE5R/TlZC0sbla+E4bl8GF0xjrOkvPptmr0+rtkfjfrvRBxuVz4Gdbo6/+8xL8OjnQFBHAZEcG05EhuwCDDHCtQ4CcWUAKnONNDMwBnUvqV4SGZKfYxeGDT8fzV0840r+zHlnIdh8MefCbCagBgiAVqMYUpTQBST2Kz38FuU1zcfikuq1edX6vCqbAA7WGrftQTxlVXzEbKH+OqyG1+FSLc3nguUGg8ACwXp4fc6gUCt+zVIo3+FgMRI7D6abj7rBV97TIFoTuoEmJ8K878MKAaeXJyKZFFmLmrIKAbZ876wxBiRg2GplQ8aIgGBioCHFWP1Bbh9rRmomCBgADTDSgoFUkBF9uRQO3SzNe5MZ727GhqaIhSjbDAZZMN9gU3WnYByNEKrICneBPqPt6k3YAq85g46qLL8c5/YuVXEPFxXAPDqrEKvigD44x//0V/91V+fX1yM+5SLABKHOKUMgKL2ehTriNH35bbLL/h93xSC+xI7yBc3YsE3ul9fAdbXqDJzhwYCbk4EZqAEAsDeDMypJOI/4XYMhABANT/ZnDHohfjRHKdNXlrd347h+iMQwCPaTQnJmouSISE7QuMzQkBAIDA/8KrFv3N6Aoc5sW821J2FfbOf7u0La4d5r6GItnAOU2sMRphpQwhY06Vnx7jayM2bm+edyGK1lIWFqXeJjY3p4kM/HWevlJps5rVwFiE1JOQQGSGGCAg555yymjofSURERQ0claAQXAsnIlaKuUVzkv1UeDu6h6GrBJ1IE5kjUwhhxiW5ykWcgu6+HeJnCHGo4udxytQYvO4w3Dpng3HKqkaESGRGpSbOqx5CQanSlZr4Wg18pwiB3ZJHZNztxLTkkqV4XmgNf3fpprmAA+tWrSAipgVMxdQW5slVAlCj4XDKuQuRQiglQ0EMbKWCvW4mDmZ5zlf0hEBfut4t+72NsWtUJb+Yq9Xq4uIihDBNKcbuyZN3/D95TqBTXr389cbDKW0p1TwJM2DmYYgppQWebA7cLatVmQPvZ1Cal38OAG7OOQzD6emZk+tUbF9Gn9A5cgYIIlojmM1KqR/Dv6OKzmS3OqQws4PdNwICCmjJQkT+UoGDzGkX/rtI2Wy2btE0h7/XaE0wNDUfBADOdmJ+qBGCoaPB3guq1Tj1GuJU5RxgZopGBHjIFwVTaED4nDSEhMzMoqKiKeWKvZsmFI4h55Jy9ghK8MQIDlaKARvwdr+1nC0wpun65fPt5csVYplGUr168RLefpTEYoihH5Ax9KtR1BS2WU773mLHJ2cB0URNVXPZ7/ab3UiIQ4h9iExMiB2Hw7DMTAFHVQMkQE9+yWbPrq/3YxrOzs/uP9hdXW+eP9uX/Nb9d9/9wffHcbfZXG/H8Y9/8pPY9xDCfpo+ffb05OTk9Oz8/PyCAYfYdX3vEHzshpy3V9fbvl8hhX/651/+4z/+09n5+c9+9jMb7v/mk9+qGQbKk6/PVKZSsoBSCD0YdFx6JjW4unxpBuv1yeXl5dX1tSFJMWRmjuM4eiaome12Y4wxBJ39eCHnDFkosKsxY+hXq9V77703pfR3f/d3H3300fr05L2Hf6jASEGyiIHzmtQdsjxcCqDGD9QMMsIZ6/OsFQMgCnDY+L17ESJSFTMgQhENIRwiZpeu7/NvxNFHVQuHe2vZPK0Ju1km2E0fGbA7jh98teqilnYcePZrocVncG8093bBWt37RTh481d4HNH55OL7fW1vZ9skJGICSelmdYOqQo7/+6lV07Ps4OSPoC3BiACJVdSQmIIRA4CST9xQEaaUXGm8tJ/xGtit8ZvMe+ms4Rdhtxsb2KBqIcRSxAdQvpZSzqmUnCdGCDEawDglQoBQ65ZvVdcHhyCDmZLx2uwRe1V9uFz4b9Kw3YCP3iQU+3NcaG8wCNF5OKhtTHJwGvQqwB88b/lUzRQQKvucnEZYbZkP1J1FkBDMQjlfSZVNWkeJSHN8k8xMZX+cfKGriIbg+hb2MgbRmMn/7/Ltloao9cRFKqCCwA6yIxmYGiIhGBugViabE61IceE8aCy1JCJFTKhjgb3aBLZNkgyVQ4Hqc8aLKzYPbuh37UxurRv3ZlgqsoipWsJjZaAhct/1KSVR6LoOIUxj/uEPf/DXf/1/qsLz51cP7j/MWZZr7K6RGH41Dcznfp3FLO9zOJP4hV/3K2j63qy3tK+l61vOgxzF8tG4GQqYGSooESugj6oNEA2JgYiKuXOnruKAiGZu19EAMFwaQ9+Go0XEOdWVo2U0Z7S41EWX2H4tcAEPEg6o2VwH4N3ACKrxuwsUVaUqiFrE3+1wDlpuTypm1iRPAIZL3kH98EAqBmTMDAgiAvNYFGYDACllAZhgs6JoU0wADCEuLlEwKzdvJSoAEzsHvQasi7So9LkgB5sz3AGxiJSUKzZFDMSBwqH9BjSDlIv7MLW8hxi4xWlU004PpkcMIUQiK4Iz36GCM0Ri5kF4buPBSIgYAjJz7Ppq4m8gzsYz67pOc16e+l0XDn4MjMyBOBjAlFLKeUrJdY9zGCwCQHHp09zVI3FtA+aUOS8DK+d/xr4QqbqfmIcCcBYh8/x1JAzKFqETyVIKgiEih0pLE/WVE5haaGGNSYyxG4bB+atENAyDX4+lxU4pBQDX65Pqj7ow/iFiHxl4K7herz2yL+fid9UM3D5nKZdY5ou0IqmtHAc5u64fhuHk5IS5nlzAhDPZFZ0PaQBGIlJdITAgIhODkW/z8xwVTc0Zu3fFbPqYAnMWC+hVvpebLpowA9XmruliDb0RTenZhwYtrNdrg/lCmcxRMW0EgzWNrT50KrXRqwYVCzz5BqpfZF4J4JMr5KhqIfYpJzOK3aAiaiiKIXSiyF3H3ZBSZqBI8PL6s3Xfrx/eHy8vOcQuEKh998nb5xfnu90WJJuV3X7v441dymsKGnRv++IEAWYwnGiirhO1YrbPObKFEAYiX1F+rjJzGqeqvM0FAPZT2hh0J6f9+f29GMTu/R/+aJqm9enqcrOZ9jtVO7//4OGjtxU4S+mHk7GoKDmrWnO5zBtCjF1oyH+M8fmLF+4RlXPej+PLly93E718cUkUTNU3KDMtOWuxlBJCTtNENnGIYVgBcy5qM3MhcMcBicN+vx/H0d+Imfu+dwLCdrttyRlYVEvuuu709FTALi8vP/7448+ePmXm999/X0w/ffZiO5UnPHTnF6EbtlkwcsOSaeFXT8g+7icMFQg03+vwtmiD0WNXDQFCCEjiXj746qOUmVVRrcwMFCB+k5AnfM0k9254EBoI51ZDRcT981Q1l6zz6KoOB2eqwaJSoMZ+9/xTBAQhIAJmmBtWm68OIvoau8l6RSM0IqPKpjfChtV4j9t0lQhkgN1qzRT6oe+HtU8VS5l8Dbin1FK0WeXlZmVppYPYYmk8m0FVHzxa73Y7Pz4Q0U0Bl1tQR7gyAC0ECoCjaBxOiGgNmWP0uE78Nuf1faNMy2+Sg3qbsbkw37LP+0G8wa26g+pZ/V0M0YPv7GAAg4CECuYzouU/zRWm+ivMXhfY3GLoWDMrYAFRABVIZiaaoSK4gpHA0As7nW3r/bFzDpdvYgnADLPRZLIvNqkk1Qwk3gxXBtTtoHD8wt3L6355pJ6XaF6UlFJmgWV96s1rZD+LFQHhZz/7sz//8z+/uHiwud4C1Fj5L0pE/Do4kLe7vt/L8oa7Q/PwK3+XN/8pu+kM5kxjmQ8GM1QAIjOwCvDRzPtQFK0iQJ8rylzx2SI6yVlYN5JeEeeJPfjq0XlfXpAwcTbodv+kg9B0fg1w7MiWaku7abCBbrjfMsztDdgSlQ+GMI9/8WicZsTke4Hr82x+LNV7S2jytgqMMLPvZK4SO/SQZngIrRG4tYO16Hb3HmxmmEcWMktN48xsxNbFBe5ap9GItYudFkx1kgyQmytGQwLdH4WIAh78YNyKc36gnONtTt9AhCKZWbuuixwbFOYbVsk1Wq1lNjaJWlVucBADlymOKTkUNteUdQF4kz7nadzUnDQ32IU6FBZhpDdZ8aQgIFgDKkUic23XkZl5zGMzIDl6Hf/8CF0IIXZ9jLHrOv9GKQsAhNh7eF0RKWIiFgKjt99tQmfGeCAyjVMusp2SQ5pkYLnoPA7HZnTkG3KYOR5zO7RUtBKHsFqfuqSzlIJIzFwDB+cV7vNGAwOaD5VQA0t0Nh/y50rMgxBkGeJXxb6upTdFxCxFwURhkdhuPuCXmXXqi5MYDCuB1g8Tw+MHEOEQVN3a7OXtU7Xm1CI2G9BXsXy1XjsOM14ERbpVi6OBDpW7OtSDWHySUZ9jtcBd38UedNxur16+YFOZJhJVAi3y8rPfyrgrJY1pSmmcpokq/8jEbMolFcOh50hgJlDi6hQBTSSnpGJiGAyBWFUDUoyxG4bAvCkvshoVLaKIOIlaHOJqbURX2x2F+ODRY1UlMgDTftCSQ9fHbiiiv/7gw+1+XK9Ph2EAURPNKWkuKU05FzPz2GtfscMwxNifnp4j4jTlp9efpSkF4oBIhVCt5DylPRohkkpJyUhGsbFXpa7fT+M45ThEQBJTzSpqRcwfhCIWgiGFIubK3pSmWBQRo5khnJycXFxcXG03H3744dOnT9cnJz/5yU8ePXr06dPPTjikIs+ev5CrzXeHE1oNatbAAnN1n9Niqfp/kFX2hwGakQHQHTNlt4B1P+FIFOSIu3jHaex4VGiOsvQGQMgbHOv2CvLNTHhGt59wGwtXGxlVgxmq9qS3w5nxYI/UFK1tA7nt+eSNWXvQZvJCcEcMRD6AMtCY29UHEQjN3MgQEQgIiWPgjkJkZvQAT2KOCCJAxMw+GhvHMcSIRNG0vbtLq2DhjwUAp6fnHDtV9T22lLI0rmfmYpZETBKDIoViSHFg5iC7wJ3MG9W3tuu74wa/AZHtNuXy9RAHAiwNQvBuWtQXw15ofmWcyR6HqfZcJ80DSwVRKKKuxzf0qUP9RxGlOVcaKpDOw3o1NeRaFSEpEAG1vs3rARWrAUH+nwzrfxITUGElp5J5s6jVjg+BzI3hnJd8C3dVxmImAMXtOsHFwaToSXEIQN7v1crYI4ABDJz9YaqWKIjZBLpX3InuxYqRIll1sPALiXBbDfNFsb7XSdiKuiynYghiWg5sHPRaIXDMorHvVWB9evqjP/yPv/jF//rk7e9cXW1D6JjjOKUjdOVNQOKvyyYTv5m3+cI4nn1lfM0vCYnOcEvr+swMvfUpJgCAbjOObmcHoqq5ANps/X9Q0LUz5s4Tsf1L29zb3I45wC1Pwobn40KzfvMi3bBpybkcqVubJ9urshvuJKubwVJL3AiZi+PcSap1ckrzDNj/UbXIodFZ3SPDSW4t17TVrDPej8ukgfrFmWrYWpHaICEQEhHazF0zAOfd+Z5MIZgIIXEISChFzHMpqn8gAWGZyUxWe3Kugyyn9uVcfP/NZT9Old0dor+1Zw80p8TaLoTQkhBLKakUWDijNk82Igie3Aggs8kn8SFlfsp5SqWUkj1LsOucGaEGXqCrauhqHMgiBqT6CmE9O6oErlIZESsjvXVurll1MrFVU5CcixYktBA75231/aoZkGKlIWHfrxy4CCEwQUppmqZpSiLqHXLX9Z5OOU1pzhLAEOJ896u3zTLLnpkbWdRxwhCis8jN7AAAACAASURBVDS1hmYqorXp22Kl6bws66Xuuu7s7Gy9Xvtj5WHHNe8OFkeIE2LxcBYjEhjNlaLSwQ6+/jWXwS2MterDVWm3hGDk4bcLUxYEcCOctj8QEUnJYEo0T0xubYkNT2io+OL3ei+aWev8Nx3wtM+df+HR4yxiRrgf0yj58uV1ShICAxFxQORiWqacxgxSQscY8Orl5dXliwjGqj0zYySGT/7lv7/oO3fhLKY55yGEQmiiL1+8zDlv9mOacoiRABCw7wcDMFEgzqWoKoJtpiQiTHze9/35uTGTwfZ6U0oRgEDcn5xfnF8YwHZKp+f3FfGf/+VXp6cn9y7OACSlNI374f0TBdrudh/85sOUlSNMU/GIzNgN1OHJ6aloFpFSnX40pWm730mRru+kyIvLl4+//ycRuEMGEVJAM8lFconc9V3vhUoXuymXkrKKijlvkw3chifYQp/shrQ+jVqtVi2ZJqVkRNv97vLychiGMScR+dGPfvT+97734MGDGOP69GSgWNQ+fvr0l5/89vJ6e7E6UTNFdze2eU0AAiKFGHpmBMkVTbKabNfIzwt2tKhZDTxAZGbnNn9Ow2bziiSeN5/b2VG38IbPl/zd2RY6yb8eD/Mx6m+tMyxeRy5tfnqHzUoARDN1rpnXsbP+zQ/EitHNQ03s+lVz0HAiKZLVcQzhrabP917j6rzoOvHIMQJyFtBxgjEZQLfucs6Bg9NBSQFN8ziBQQGUomZCREZ10oeAw2qQItM0qqlP054+v1yv1yHQfpoAymq12o1jG24Skdb9zQyRGSn2KQsm4ZJ0zpz6VjE8X7dKvg5Q7shS+RvAQI68VZqxciNp+Gl3xBNb/uxcPx3nbM6ssBtGfLfd4ZvoCBa6/9tBW0fzwluxlcigYiYABKgG7IIDVy0AIaIY1gfSzIDUVGcnQFUoansDVdxn2BVIRkIVdSH2Ve0lOL7qfr35XcPXRZiIahvJ+/jzdnCTD+hNMUv54R/86C//8n8njE+fPl8Np6VoSon5DnP2167hr8Xv5Hig/M1lMLz2sf0SvqZfFT5fjU/maksRdG5dxKcbUMUz6C74AGZuq20UqOs6Cpz32UyZPbQa22SxvcXsnWuLB/YwN126LsGrQ5AWnOob1O5WgCKiq3bnMrJiSvOKhebo+LpLjUcdoPsTwiLq1+WQWifPLoLFZTXs/acXmUsLqJsYVFO4QdW53eTOXe/3zQaTmQmxlGIN0JhZrzcaVA5zzjN6P+pUeZfvKwDaIXmiGhRDo8ia80VvXxHXlbViDuY2sgUJBuYYgqvCQsCG49VxnihiAa2+MkjEWJdKSzJIOaciovXTejVnOFus1l0Tcvuy6hirkbdEOse8mU/ZbA62Abd9bz27mZs5KzRYFgCJ0jQhWgxBJItIjD1REz9y13Vd17WESRFhAP9Dz2zw6na9XruQz0lN3iIuR9dN3OLg7cXFRYzRAxX8s7jllZmllPwajuPeab2N/uSv1oidItp13cXFhRu3+GPlTj8uxm6Y6m0bs/YUOG24zfuPydVY7+kRw7O9zjyAR7MmsmohabDw2UWZ4z1fxdBZsLhvAi6LkDSHUhuu2K6w3iSM3UFtWIxvCAMwJVNTnKZMITpuRBQQGUDMyMwYQy4li169fP7k8VsBFXMhUTCbpulBHwxUwNSg4wChv9qPMXap5F3edV1/dn4h3VD9b5m7rvvlL38Js1WVuEUkh+RNf7EooCkVDHpyFogg591uX4q41QCG/t79B89evoixW69PStH/9t/+6/b66k9/9tPHb71tBpeXV6nI2dmZmqkZgY/IEZkBxB1kYtc1BmAjXpZSTs/OzobTkziQIgh0xExMgAGJCbqODQMihjJ23bAZp1wyd93J6QkGfvHiuSF1XWcG2+1WRFqmKACsVquc8263cysOANjv9x9//PE0TT/4wQ+evPudJ0+ePHr0KMQ4TVPOuRv6F5eb9enJ+vQ8Dlc1ntHbGDSqHZ+iucIbgcmf/jasUAQwvE3p93LLH8OjBJFXHqYLhP8Nz/T2snN2sb1h19f4BW2raZTI+ggcWYvdNmLxx9b7UkQg8niMGu/sJ1HrWp2lYubKKFdOGqI7dUPVac9ZJnMQrp8cgZCIipgZdl2HHIhCiF2MvR/HBQ0ZgdnMKGAIYb/fS5p8OubBPMxoxVRRgc1ss5uYuVud+KGwnwoAbvZjCIE5lFKevnh5dnbGHGhuDaZUaflqaiYWFENXSuFpUnWzm2811vf74Hl+3WzP2y1fw6Z1kWvcHrnlQXUUzn47q31ZwrW30Jv8n0VtqssH7DYz5PNrcbdjUUN1qXGt6WYPCEAwApo/BlBLI3QHLz/FR6AiuktlX6wgGzMaIEFjsqAqUvwG7v7SbXnZWh9df0dN/9N/+vP/5ee/6LoOjJljSpk5EoGIvhbr+5p0fXehWl+Ya/oNED6/ub737otylNI+w30HW8cZKaqzCRVVIogxIpOYStaWMucSe51dstsTx7Mr5iIP0LimqNdIloPqGA88tKMMrkbmxNkl5fBsehm34C76K8Aiv84T3l8LtNZSdcEhbBtRM/doJ6VvT3Loo2qCfMOvGtlmGRe+/JP2BRsEcfi9OmFTK+IXA5eDt7D3Xf5TKaVW9/uVn82wFheBqHXODjYSYdNR3I5i8zNfVJxP667fHgVRsqSSZ59Sc/VF3/eLS0XuWKNmkchFgN4rtpaplOJtUlEwZJuJdrkkmlcOVcsomCA1m0f/b7WXvqm9XM7sFpahMCPMbvNnc+IUBo5hTSBqJl3XEyFT76HAjt1VBV1p2whlKV6chUixG8xsHMer663ZZhiGrl/V91JVPTRLaqWGxcXu/Pzcu0RATLl21EXMvLsLnQe2rU/XPgv3PtCvoZoa1nno+dn9GoWnoKmi6K5LzMUn4qEUtZsdEc4RKHp4Xq1p9XxRzs+gwiL198DwRMjFnTEr1g1aEzts5od5Nroc0EUAYptzdxHurDHqqywZBHDTKH8/jm1pTSn5Utf5e8DMhzt6rv2LtqSzcUoBQjEFrMRmFRGRKSXvyQ0BiQMxFck5b7dbSrt1iOsYY4zTOO52u8jAzIFC8ietC5EACZQZAyORiOai7ne2G/e7Z8/HIla7YQwhBA6FDAi1FOs66/u032/SRIh9CNZ1Jopdtx8nDvFsvfr06dMs5eLiApGI8dHDhxdnp3/8R390fn4xTelXv/rg6uqaQ4hdZCSRYqJWJOcCIABlSVd2ZnXf937R1ut1MEQ1EA1IQ9/3IYYadge5FGKfglAMHXVdNoAQANnIkxglq3RqRSWXrGBBggv5tvudpzX4v5iZTlNK6cmTJ3/2Z3/24PEjv5u+Obil7Xq93u/Hf/ngg+eX1+98/w8qb7MeIxV+qtIycAdU9UhksNkqEu6eHSCiWxxVD2Sm26qHowLl9sj7tcWzr7dlsvGb/NSS8eHX4eALTWQIS3DPzPBWbpDcjMx1TWBze35VVP2tj41LRvfy6lXRsiohIBGagiIgxdh5a3wgi3IARgUc04iAPVJWQ2RDNmIwiAOiC0MQbfFluxA4BL9qOUkfowJOY1JVDt3VZrfQzBczCBwCRzQRVaMuFSMMIXYimgvg19CifYUvqR4xSTV7Ds2gIGQeSjyd+CSW7ZvDdK8qH28zknWBX/kRe/tOH7VngPBF4QupP1d9zAlpJs5DG7+5bl5VxVgRbR46GzFwbxSB2RAF0KqHIIhO4LNPM0U0ZvUGH9GIlMiMENnFr04rSgUMoyGlAswMxmCM3IuJFAhKWACAPbEKDb2oUsjuDV19hz0gfn6ezay3znJRChko59IzgyohEmEiHTED4EUxMywGBVAB9krFQDlkgCQlqXyaXOYXIfo1VHbFrSEAEwUgyK9rG8jeAAi6pXnwbbf5LlAwn2GrulM9dcNqv9/HeTYfu5g3q2EYfv4XP//pT38aOWrp2k6hWmYE9V/RHON1xOYvvKq/io/xpf/Oa57rN/m0foQ4h1sRXD4nAKXmiYOgMnFAVJOiBsSAFEJEhqKCwE43ZAJRczOItqXMmlsookdfqogVcWpQxNoVaON/HwDpEFtSyOF2GKiIq8OXbraL952jERANqxWKmalIKbI8uVu7uPwT9yqpCaJOvKy5lGiIYmBSlSHVideq1HaJPVLs2hhVVd3G0wsmdFOQOXXQCZOKqAAp51mzV/0YF3yHcMjCVtUykw+dwxI8QIWBWCvTjRDRFA/5FgeO08F2kojM2OVjgEzMx/NjZwcRiFoces/K67qu2r7Nra+IEhAHTlnGadvARvdycLRz6gLFnpkVMftJM+XdbucxMBQ6nTN1RaWIlaI9RU96dMCqlNJR4EXmdQjBqX1iKiJqaIAhxEDkxiqVfubxgO25KLuu72PsAACsD8ylFF9LgTg4twqzv2NbGd5rzcnpJQv1oQv92vfDnBKGVaB+mqbNvpzysF6v0zRSIJgxqFyKZlmtVidnqxACMScpqFU6qKZSaoAQM8PsDWuTMIf1qjtZo3No52253sQCCIgFYErZk98RsWjVvwGYFaEYGknSBer14Jr7vUgMFcrGqmOohpmLqYSSHQxXAQAo9GCWtZaqRYrrhARRqsR1HrDOT0uAZk6EsHh4D5+tTkzmt1J1d02/8pUWG/tSSko1nwMR0+T+SaFGjCLbTQG8zDx2tRoaycpSABgLKETMkswshChm+yQMnM0gwm63O+/DPuXTe/cuP502RV5uNut+GIbVnoJBp2CZ8HrcDNSfdQOl8PzZy5P79/YKuQvbeP7WD/7D+9/9zuXzZ5/85oN+3J3ef+QeKg8fPvz008+22+3parWHvQbtwokWRhxy3oUQKKzHccSwwrOTTLo+O51K+dUH//T97363D6paNNPDh0/W65P1+ZPnBsPqRPuTq33J02499Oen60C2OhmYyUxEaD+Kg2kcfDPBKVvO2MeeuSMa0pgRNYTS9zambTx9q2jcocUQd6BF9m89fKu798Pdbvf0008fP3wkIlCUiUy7ns8g4+rioZXMYJpTygkRy0T+jDtjy+/+yNatV093m7/5+79dn52vTs/Ozx88euvte+f3iSinMj3/9Hq72eymrluZABRwuonHLbvsdABOxUaLCTtVjX30wHcp2dEqsbp1eFff970TGTdFAYDCioh0lhssaU3+Ub0Eslg3YfFDlvgmk0XNzBNwDvoFgy50RFxKUW+WKDReRmvwlrFkzCzzkBRjLF4JI3ZdV3LOOZNZxxEN1NTmMHoOnc4jxIoQznmzXj+beu3ITEzIBqJoENiKIGLX+6QjExET5DKBWeSgXOOvfZynKmbUdR0EKh46a4ShB4BipRsG4ABdr2YCVkycHyEpERGHEJ36Ucq673POjGALQzJHPLoQVl1fvTpz8XESA0I/+E5CIVb3xRB9LVX6A0Ec+sB4dXWVslBkw0DoBuTC4MY/39qU9m+ShPa1Yh1L3OxOvuXnt7K/yzf6elEUvIlYtXAFcwtmKAZqzgLF4q67BMU0F8miOWebl9NtEs43sACat5IbHM+MuHpE7/d7H3vnnP2p69brn/zkJ++///7JyclrsdBv469v0Tf6+mIA7aZzHxEBzciKl3EYjiD3N3wYlzjYnfvDEqhZaI2g9T+vbX3hJgS0HILefq8jbP9Vm0/zVGyml6+6+MuUeVr4uNxWP7ZYi+Zh3bwu21+rSQ9LUwqrAsGjD3xEwDsibiztMWZw7zX7p5dNLXvdo/NudMvmymc7ImIswTfWauzZCJPjOC7DPNrrNR/R9lG96+j7HkzacOpO0gctvuPB1aBmSdULdXJ+tu4HJ1WqCALu9/u6osGOYmPbTff7KPOv9erM60LXKfmu6MhGI3zGUBsPL4NWq1XLrPe75hELje28JKG0WyBgZkrVe9MUDJg8sk/NRApSuK16uFNAcSOF76Yh5+0fXz4aDQlcfsI2jrnLLOf4Gh6gV2bApka3g8XurDPCRVSKzjJ4hdk1ClyrKU0bubADXUo87jYSW8K/kpUCI4DRYbV0XdfFbn54jaDqTieR/Tjudrs+MJg54hpCiBgKqSFEZjOTXMb9qKp5SgUJtfvB97539uTJNE3Pnz2/vHyBJZ8MwzAMp6enp6dnxPE3v/lwHPe+JJqhxcXFhS8bX3vjfsKBNpsdSHn48OFqWDPzdrvfXO8pxDTJhx9+JM+v1uv1NE3r9ToTIej15roPlMsUAsWOiIeuD/0QzUwrZbh4IEeGLCLTlFc9gaEYOtV/GvM777zz9jsnQLybtp8+/WS73X7nu6er1erq5cuZOliHBQ4QpTTRab+kOSwtVduG79zpJOXyarPZj/DsxTA8+/i3n56sTonIFFaaxNQ4ctcVlf1+z8MAc8hO25fqVaIAmg6CBay7YkniDiL+l/0hPVqTR2dWezb9kVdVAG0GvL51LzfnOlYzXdCP/QXJ2z1noJuBY/5LDsjyXFsehW2V+g7jeJ0zG5AItIacuD5ZVMGcgQJZ6rR9yZhyuaAzXxrtgjr2ZhLMYuyJfGgqItKMypYvQvNIdOYs1AbVRctUzYoBkaHSWWyapna1nTfR9Pztux/Vn0copZkh1e6uCfmO9hMRKYW72McYd/up72hYrdCUcHRJs6kh/3vX9/vrAJdPl96Szy3/61GFt8yNvVnQ0E2uVjuTsAUzvLY+vn1M3nURaH4XXLxpa/Wcj1ot/BAQnAnlYilEAwK1UU0Bi0IxKwCCmA3HXPYpF9VUiga6/Tk/nx7wldyv5XM4pzw3JwP3k+LZxZHI41az/s9/+rOf//znXddNJftW+OUQp3//9dUwWL/4wrhxdwwMQTy8QcEQFKGAoqG6IpwIOWB9WKD1DEXLIQztJktzfkLuUEHUZCRrUnmERe7t/EhqtWHRaheGixecaT5zcBKilFKxL6qm1A3MWHZQ9SkFADMKDFVn60/uQj54MFypf39+yOv3a4nYzLeX/fwTLpEnWljh+7R7DpqrZLY6Y/av3nJiaE49WigJYXZ4AwBCcuEizq/PR42f5OLZGJ5Rhohd5JuLpFL42lq4WaxXeFBEWv3mXqEzv5URAZAMWQAdDTYAtxpX1WJg3jGWMt+CvN3u64zcDYG8fiLGOSfGW6MmomszcpWMC19yn83f3MBRyjxBn28AIzHXYs5UiRCYKDAYeBNb5SsAhCjOHJvdUut8OVSFc84ZkU9O1oGjiIzj2ELt3XR0GAZvaKdpQui6rnOjl6VQpzX5bmLUPGMIUdQ9L21O0TRCUq0TFgOTIuaaVWJEUFAzVK0f3wxL0ZvPPgJATsWXnB+kcFjG9Yhc3PTDYOJ4SVhZnkftWxwTRxeThaMq1sxgBp9vT34XrSkshwZEgYhmO95mV+vKowV5vEpVHQ+3FoVye7ZSZ0kJ2AIS+8+LmYccUgilFFTMZkRgRUuQcZour7e5CAFEtxcG7LrOJof7IXAoOW/zhtTO1idFgAgY+WTo/7//+v9++snH035Txl0kuowhhvjk7SdX2+16fQahS5vLeyf3Ywwp5d1+BwB93yNSLnlYDcNqKAQ//uM/Wq9W/+X/+XsGykV/9avfXF9fD6vT999/0g/r3X4ap3T14hkhn5+dvkwpjdP52RqsXF6+2G2vhqGLsWOOXdc50D2sIsEKkaYpSZFpTDklDAE4ABFFQo37nB8+flIUN7uxH07XZxfjuB+ncnqyLkWfPn8WiNerVSQsUozUCWohVBNg84GRCIfYNmpf3oDQDQMBYoxARLGLMaaUtVwTEQGVMoYurs5WEBgRueucIuFtmGN9uZgnVzGzCLsnFYKxR92RSZmc5HVoM2pS0GEHtJsmlVBNbmueah/jlPaEztEwA2Di0PGNmRaiWwzPoyUSDxA1RGTEWQru8UJ+OqhyYFBDqqlsU5rMe8Lqv+W6bHY0OwS26kKNVGPlEQ2AULIRGTID4jSlGodjh1O1iAZmd+JFIlXIufRd7+S1wGzVlMVJKyYiRgRIaKZuAYFEhIrzKUMUiJACIHEABxmLaHXPQXT/rZPTcymChCpiBkVMFJACALtAnZlNVQU88SWlTBg832U2ZjIayLl7bm/jbbBTTpzUHZj2+/007tbr9Wq1SirrGAmUta/ho/TVV1u/TzeXr+RHbg8Xvxkt3+2R8O2ur01T2lj9tR9vGfPlhc4yLO5zpvK/Y5diCGCgBFTfyHXtNBvZoxkkZAEr4FafmsSSlH0pqWZCxdv37vbvr73L+GWXgbODiGiapoORGtQ6chiGcRxjJFUYhtWPf/zjv/iLv3C/ON8fvSr6PcLIX/kvPfZ0xn+1X+dLXnlCtOPOsYW91mJIFf0gAiQiSR7ATYjMZOpzjWbuh4fe7Gi+s/zFc3BQ67+YawLTjS+Ch4+kcnwv2jvWYNrq+qGIiKZexx+eegTP/WxtZgUDDq4wh6GOza9f8xucBnuzkL0J6N0m0uNc6drcrdlsZUnLwPrF1oeqJlJ8Hux69xYH7AzPo6iiZrfzhqSApQ3VQm3i57sd4atHMKlbUDrRz+U30JI8iQjJ5QlL1sDyNf3f2nff7/fTNPV9XwVUZl3XxRAJb2B9vh35HKoe9nLwJvEv0qDXtthERUR4NvghAGCapeKmqkmlFM29EJHkUnIGgC5Er41UVFXUpN1g/+IO8YUYmRkQs0qRkkuuw7IYc84CxggYmLtoBR2fdMrlUh3dTqhS0tJfpNEvbWECgR23StSbExHPKRbnoeWiB6x7Tnc4asPM3WKtGmUvDkdA8NmNHt0vXeLn9WUJF7ZFPhg6DGsOftI23wuNIc5Pk/m0pm0sswe/3cIYARCWXDjvH1owwxLLvb28Fzik3tn1HYJMQmQKQFRQTNETFBExl2JiAQlDJCJBVEAOoR9WVDKUIpJ59lmNk2lAA4gcMZDlcnp6SmHYjJMUCbFL+90nH/56u7k6XQ0wj6+vN5v7DwvspiR878HjtL9yEUrsqih3s90yc0ppGIYYY1F469GTt99++6MPfnP18mXJdnW9E4HHj95+8s53d2O6vLwuXLabLSGLSErj+mRAtJLz5vplSePFSR+iiKb9fnN1VZi6LvZ9vz5Zn4Pa0PcEXHJRYCMugIpk3BWluDr55Ne/TUXCwEUp9iebzT6EaEiBOyRT0ySa8t5xeAzmF8fb8K4LDZxf7i0cGEJfTI1IiSkEDLE6sYsZCAVmjqqaxjHnvCLWwxnge75RlQp7lD3Pxr7onufmTHuAoqpqzEwxisjSgVPNzBmbbhQP6OmjRBy7Sk0vpkXEREKITFREmLmeG5XtbMFJ/p5ohWgg4hnNntzjjxIvJiCiVLO40ACKiqiGfmgcEEQjMwEIXd+AZUYCdf8qclcF4kCshozupgaA3mAvB6yixqGyToiZuJSyn6YYIzMg0ZQSeUAu1oGpotVnXVQR/AEkIq15ERRDz8CqKgomGiJxYCLy5lNVVaRkzTnPtF7y8r2SWbL6XmpgRmiEpUgxpRhAVUvR2ZyJS/Hic8lPaaenmwZ5cPAwqCu0N5sNo4W0TymlDBYA+d+7vs/vGb7m0vYwzr/V9d3G3FvzdoT1vfbr3FDfvo7Ue5sK8iWuQEvq8mPLc4x8iDJHNcCewJSySVZTwEnKVDQrFkCg8Dn93s3/a19T18fM6HNlg5rgObd8AJhzZo4AJEXeevzk53/xixjjZrNxdzIvNf5tI3vfrm/3Rp/W/PQ89Dzu9KizXTUCw8wr88BTRUA1QSMk92bBwFDXfW0q9JYp3x2fziO5YNG7zVlbi0Vri1P+BhpAB28Ja38TAx/8/BtmOHeFMNvMHL46gszRXgeq2OHS+OzGbnwwBCuybHhaM3bUe9gSK0dkJw4hlpkiePsJbLYaSMQhNCSwXqClDmq2jdHDfmWHLm7JoPM8X3ShpjlA6CbgczDP8ehNFj1b4+f4Wc5EnrvQhJS4jFs0o/ka6pzo560IAQjomFPTpMWhN8QkZU4sLDbzMwGACxPRmCZXBnZdFwJzDEzghpaNd3pM2ZgtSd2pqJ0CMgNDDvdNKYmqTx/UNBK3RBwxvRHYOLOZEXEYVsMwmNlmswmhcxKX3wFVCMENM01VVIEocIjuqqq17iT28suqG0pVkNIBH2s374A8LNxHXUTKrlkSrdODwzS7hrY3s1mPWQeABahoSzh63rTN5CgWr7nmHmamPnpY0ENqeAnikjUNC2ooLhkAcwNZiTM3aWjNW2jutKWBFTBfn4USpMYJ4oHJiWiAblcPAKL/P3tv+iTJkd2JvcPdI7IudGMwxJBzUFxyRGp5Sqs1oyiZ/n9b01eazGQrHmu7vDAzQB+VGRH+Dn147p6RWdXonmEPFqCmuq1RyKrMjIj0cPf3fhfYE7PrHtrZLk6CQgk9ot0JAQiQmpjTgQmDzSzbVqmIAXCmVEQUDQFgk7ptW8HCSAYWNrbGiTE130u0Qy51WQn1MJUpJ7A851JKIWLknKZ5E729uwMnFWfCnEtscOfpxt2Px6OISF2/enz8T//p/3r58uU///MXhVlERdQNkVgMalUkdl1UZNtOqg4OKSUw2eqyLaep0OEmcwJDVNUsWcWqLLVuqsZUbm7upnIQMQEETmqwiamaAKxiLz77/v39J/Pd4Wc//xcgf/vVAkBIiSdCc2IiQMfWKDAXQO5TLyIQYEhGPVw14zMmzgUN3ZwYmAA58rciz8rcq1XmTJwKJUQWEeueX4YW83EiNlDvdEcA0BbT5RpO1KrBJx9je5AzYWdps99bDu/AaFGJCHM2AzNljvBxq1X7fqmPrnOiSZuE+06SmoewukXjLzEAcHJVpX4jBwg2FpTBZhz3cpPXMrcQr8g5IzMER0ZEDQdTZhkF27jfM1sgdUSKkDiFC44hgIFGfIKjuxEyp0Tuoiu18g/QoDuCMo7eHjFgclBEd6CoBb0FmbKDgmtKNOxS933GuPvG7H2Vz361+Y9PcNR4oc+MPmCwPGqtv3iVcQAAIABJREFUOU/lNonI28fT3csbAiIwYvKwlnH46GjfN1f12S9/8B9iWYrX6XzPP6vtut6R1Hf1lPcE+nkDx/wiBQQsUha6KztEGDRx/0sxnH0wEsHd6bxHC5IaUiwAiDT+7XCcG2B7F6TxFxDb40EdOP8Izr/ZgQEAHFLa4Vnhzfyiy0adHKCaExAhqaMBgPMbd3MTdVEXN1Gojo7YHL46Oxx2c9DepRB3W4GvGycfEEX9BJogTgkRN5GYjMLBopPHMNQVpcwI/O/+4Id/9Vd/lcohpqoqwXrn2vKpfukR+C1mOz9x9/r21n2/khGoXXQRot4zhPDlagHbDu7oEZjmyJwUpHX6zarKxCMBdrT53xMlstvAnflmUV76SATaZfTt7S5HxaWqfYu5t5Yd535289sZu+tVb2sHCDTW5WUJpJdEnnh33qNt76KRXxl/ArTguGjIxtldlVstarjtFXAQe/oW35/4GMdbO/YAwGbygT1ML+a/NpMMOhzsE++wb9dG/vX+4xsPNplTgCFVoorYfTQYfAUGJ0JtDFUzc/JQlFhVDVOVDjG1gMgIfGimHYR7//347B4fH8d+aCopNB6hLx0f9/5KBhUo+H+MlBJHLRtXKSUut3nbNhMlpkSMAJxSi+tWsVbMhBlPnLlz4rlMQHRcFlNzwEApr2a8IKwOn1I0DTRyDN0ro1QiDkKyu6uImhHiruHh4L62FBAY2PgYVQAg5sgQ8dUE6OCys4cNkQEiho/RnoDdFBZD5KlXmQfY7wja75ifIMAXfdL9XjO+IrRwT9KxXkj6Lv7vguzjAODanZGYSHeWb+1rWN047MaA7e++Z03phrMiM/vmjgRIDcOMXb62dE11NNWeq0JOyZyMEuUpcTJHNC2lYE3AJLqiyDxNCVnWaqsgpcTl4f7hH9++tVoZXbWiBQ043z18omqHw+3rt8d/+pefL+uaS1Ezl8qaEqfpMIMDp3Q6ndz9t27vXn319suff5kI57vpsx98/wef//ZW5fMf/PDu7pPXb5dXb08ERzQNwg4zb1Xub6c3b0Skvni4u5mT2Ald1OqUJ56mbVWHnDO74d3d/f39C1Nf0s3h/oHLJF4NyCmfNvnRj3+/5Plwf3P/6admenx1fHx8dPibKkroZCYuQJhSRnADV8DmqOdeRW3dmiU49q4OojhwnpnJCB1J3U20VnH1+DxuHu4oJQdUcAiBFpFHk663KsNXi3Mxd1lWBEgp7FvA0d2UOBvAUgUASi5lmqo6Ugs3Nzew9oIxWwarEpgMUNXV1NRySZQzpuRECsCliAgxc0pxd6vqnOcznxk0Di9mTI+mDxqRA6fGcDYP80mTWmV1x1xmJ1JAUzfzlJgpEeVq5pTzPBGTOQB6Z96AAYChE6mZVgUmZK7qzJQ4ubuomHnOk6rGZGpmaxVwL9OE7mvdUkpzmUSr1AqATOiOZkTIBm5uTARI5pYoOaG5OYA2XV9JOYsKMi9bTc7EJSVmIgDKKTXvt5Y5BKGjzjnnMgGSAxk4EyvgKjrP82ndgo9BRIgETOu6odrg+lFOhshlUlUT5cSJ2T3QP7i9vd22mqbDWM2R4LvN8Pw14YEf5bnPKqe//hF1exdMt5+p9wzPZ8uVC8vpy7VnXzWFlnc0UfYQYjSzIzz3yl5iJ12wPZvuGU28ORKqKogQYlUHazKeqr6pmtmXKKauQTRCQGTkCKJph82XUoQr1PFqrf1wrO/Zz3q4wA3ByRArI+LxeLy5uXEHFcs5u+Pt7Z0b/uVf/m9/8Af/IxGp4lAw770TvtP42P/fviwa7/0jUuzWndTgvmoWMgmwBgHZSEx2cCLGpOr7qulp9gldSPXav1dZBePuOztV7kLY3YEuQh2C8Hmp7nsuXRdbAwh3voO7YmjHJuhl4VnUpKqdaAdDEBL0VO8RRv7kZNv0QpS7H0kTIfS09PEesf8m5mg1h7nI4EHJ2OPvdtnjBu/9aRq9KDF1leY6AD7azirCzGmXaRHFYfxmrVWkhrYk0Dw1iwZzzLwtsSNYPTnHrj9N0wV4agbghAyIm6p35X3OOWWqtW51C2ykQTcDG+rljVi8cFB7zl/hAbh3OwCp5xA95uFzsK9MHCATl2kKN84UDC5ruR2qelrCsT213SfgdlrHViwsIRKlSEpIKaWcSimUGkwXzRHpVd/emGfdpJRyd/9JY4TKgmHo0lBcwy5KbTFSGuvXqKaglHzVO8nxuQxeq4dDfVu5whIbCMx9kxiN3NiUTm6R4xzJbJ23vGteBLTlkdYS7T/iiB5RM+ttfERCwuPxuF+L3XxfIrqfHyFqo3qM8wGAM7PotUWT72DInr8ddrKuZqTN6SGWKhEBp/4cOGc6+E5zGPlJuwlhW+s4NgM09ZKmrW6EXlGmaebE4e3pgEApISlgmrNrrqplvuH5JjP/4p/+8SZBvrmT06O781xWFWAypFWUAUsqVs0jzgTx7du3JaegvAHAsixEPN/cVdWf/+IXn7z49B/+6YtcJnUAYiQ+LZv7GpnmVU3MU0rzdPCtrouCw7bJ8fH08PDik5s7zuW4rZgSJUZxVT0cbtM0m8J8e3N8+0rN05TnQ5G6UDYAk+OKsRcnz3mqm0zzDWAS8TLPiUqZZy6Tm6qAiFaxL7748uX3PqPZApqeD3ePx9Mf/8mfffHFPy/Ht6fjq3WpDrRJBbf7T2an7L3MZgbOjdPbppQ2KpgSO6G7qXpVY06UudoW3ZM8TQBkbiImotkDhAdHc2ztAhNFJE65igJnJlAzD0cTwDwd1nVNKTGmbds21QRAOW/bNk3Z3esmd3d3ESVv7lKH8Ljlo7oSkEn7MDFKHVVjzkDUYBhKCCS+k2pDM1sSraCeEBCZMjJHudtFg5yquzhgyok557yJOYCTO1A1EA9iuRMRUlpFVaqrB3pJRGZOTIgEET3vCMTlUFRVYjIEELP1dIotLjOru6hNZUbmbV0NiVJ2om21eT6oajVTrYBsgJlT3ZSQ5pvbZVkk9rMpIVOmzCmLSDU93Nyclk3V1BBZkbiqITExo+pWt5zz4eYQvrWF+Xg8EtF8OJyWZbTwolURsROOuG5b2HQH9H1lNxhYX/juGICririZGvLtw92bx+NhKglJxazT1r6rVZ//ejzfY/m9DGTAd+Bz4B96qB/yyHuys5ozHBI0vA79LNIbqFfEb2PDGhyQ2j4vEL+xIJkHLaT9hYvvA7jDp387mSR+v7WYsOH56ENcBACuHcPkCOfDRKK+iS1im6oarCmoCS1PxiBIV+d4FvoAxObZvM/3/cYzz6GOGzhQGEh4494gAN7e3cXqW+aMyGh4Wur/8b//n//u9//QgQASUbInwonffH3XOKsN4oOR1IcDao/QdqdwCmlxlE32N5iQgQYMRKj7fl0lyV4LdwPL2mnOcXwDF4Hsv3Q342k3ZEgH4ziv/D+7LY0P3CAQOcQA3EbgEg2227ps5xsWCanJlYYUlpDMTMWaHaFHfsNwV+sY4O4PIqrseJWdnQgjs7pFnTWO3Hm33WGh7l+DFyTaVqLDCJQfofPaGqiUSwmrUTdHpJyYUAHbnygXx8LpFmG4njjBGZRq2YKIgA28MncXVasSogszDROCPZM/Jb768K5IIgMj8icBfNIljqODEAVJyrmUKTYEPPx4zDuFnYi4qiCAO6ibmyuAmQa1DDrLdBXhlPM0D23Ptqz7Dyh3ZeNVLyMi/hrbWblnxDfdZhBx+wjEMYV6aHwAPYhu8SfKVHB118v4Sutj3cw45xgw0YZv7L5A46NUdsiAey+Zxn3Bc9xIPGV/bIHyxU29s0n7Onn83m/2ClQ/L2fUK38HA7d98jv1aBY7zxRtbmmhbBr4YaHkO1sp2AVRjtSQQee+8gu4jJwFBxD1KtKyUqAHYSMjuIonJjdP02E63KVpzvNX63Jct40Rmfn1umAiz0VAlm1xsZtycEOkyYiq+Sa6afAfHQFiODEBOG7rshyPhSGcQpvLopmZLcuSUtLozEZYunmt9bgsr1/Jqy9/8fLlW3XnPN/cPaRcgGiaDlWA8pTzLMkRMd/c4un1PM+HmwOzWejTAAGwild1yuhIBrSpo9p6XL9av3j75o1qJWwlyr988cUXP3/84mdfvvz+915++sl8Mx9fH/N0+Oz7v/X5D34gdT2+fX18fPXixcu3b18vy2ldFkxl2GipqrmnlCCozMit9QOEmBwR0RAMo4HWQ2VKyu7BGkUHNIhUSXSCmFUbItz0pYyUmFPKyU1VE7ilxLkUTLndI4CIWM0xZRcVj8WODEncMGVCdGJVBWZgdiIHUDBHGqmhjXzOuYnxevYyEFVVZiIkTJwwZBGWWquQY4asvZUX4+u0rH25bBZenKdlObmHl09ruFFqkD4gcZ6AVNw2VXIAJHXknPPMwS1X063ZUHmEds5l3nuzIxuSIrMhUS7ojim9OR5r3UJTQEQlHarWoD0gszos62YAwbw1VRcR9hliEce1mjnc3n2ySVVHsbgLWdVUrFYR0ei55JIRKXF28LqJOxzu7qZp2rbt1atXwJxzBiJOCSKDDVHV6awmJndb10okqpZSjmaxAJDpzc0NpqxIpRxSTritjvBropp9qz08P1zX9zWuIb8muOa9mFW01Qfr+tlzwUgHbr1t6mvlXnN+TQH6VSFNhOHPie17cLwwRvcWMRhMAANYzR9FTmJbBCABQduqed/5ttdsRp/8ETwwPxDrGy3qgT9c8tPIHUqZRHRbl08+efkf/9e//OlP/6jkudbKXJZlzYngN1/f6apvmKEPhmePaG/qvmDUAJJD1220gGVVQ4pNFoVX4ruG6+5B3FNn95Xe7ht4tvD71Sahwf+M+mcv4biyqRzHk1KOMi/Ud8zQI++wccqJL8uqRrwkPDMIlmWJQmJfGESdNphm5+KzF2NXVLewBh2k1v08BtYhFLyeHq+MWFLjo54dsVWle5NISomocYpGjFtKuVEeOnE0AgaYGQkIGmzYpQHg4EZnXnr4tphpOG4H8gnujXXZWrata345cdnV3Hw1QT07h++9IogocnFIhDpVuKTMHNbdaASR9rbTqzWmrFbpAejAiBzPQpSruMjOwOz/bYfX5ZuETK2YVB2Uzn048p7uOMbSeDCKNNtxbk9W93zXPe3FzJwoKn6PbbJZU0Z06R0gAQIQ7/u2iNilDU0WSCldt3fHpzkwNSbvuNwA9/vie24/+qXhu+/CMAAbghGb2mg29E+/+9HbleQvqmVEQOuy19100RM7zl0PbLXAZbPg6T2yabVosDgQJWI2tWiDRgInElWRkg6CTmm6fXj5+ot/ckyUchVBcELUjIawed1Eoi9jTEAJcjLEk9RjrRJW+44JMU/J3eq2iZoBL5zQLeU8ojJjwKScJdIpwqUW1nU7iQgzUsop569ef/XZ9z9/ePny9ePpzXI83Nw5EBJP883t3YMhA8IvfvYPSxVnBsKlbu5iQIgZaNoE1BgoAyfHLJDYeV3rz37x1dvHN2aSJ1JBNDvMh2WBx8fHU11/8eXPyjyVNN/cHO7vHlKamFMp049+9JPf+e2fENi2bX//93+71uFl1TDqOCnH8DdBM0N1BQNCBVc7S3Uyl5zzYb51NPChrOnWYhccdQsOs0ccSi7ELIHGG6BTBrSmM4c0zS361cyJFRAQuUyUi6kpOGHIwBBTohEbw0GsyIMCNhIFIr1zLCuG2rgbhNjeyIHIz4JwBOAq9UyMQkIijmwDREeuBgoMCOJESI5u3iJJW34DE7KCmkFz21azhB7AuoGag2qsUG5mKXFKeV1XAAzz2pAPmINUISJiMoA8HwARU95OQlqZmUsx28yBOLvaukkuGYkjJ9vNzEHNQ8ls5kjpcVnMrEwz57wsy+PxeDfP6o7MATNCM7lAzhm7Ovm4nN68fZzn+XBzezqdkJgas4YcXNXu7x/WdV2WJQyfc84OtQU5EFYR1aAoEQDUWldVzgUQqqqIiIIZ0MfeqP7byev7tvkTPs2e+vrjfxpJ9LTw+9dQWK/cpS83jk7hMuYOnQW3ii5ii/kGKMwYI7qv39yMzaz5T7dtC37D1/YJCIN76RQiqUjO0+/93u//4R/+T+AkYkRJJOzCf4P1feervn2bICo9RdBu0Dc0tNatTcQ0Exn2YG9EhUGL+1DkHz5Aenr1yIdMTu96kaAoAlykhNkuSg4uxn+THhlC2IvZZe8oYQegxuRD2AE6VzVyEtPdhNMDqZ8YU+2t7c7Npe6C6rvOVTMp2KmguxdOuKARdBRouGI0hSQTIvpuV+4IlNgRJDwxA4AaWhczilfuNuOIEE3T/UdsPdOg+eVg80CPCie2emIqpomiwYTWJcd2doi9rvrIr7G+cJc502KfLA0pXfhgmdpqKyKCObgT0eInd88pHQ6HwACDa4r7mAtz28FZBjClEnWpWWjfYLSc++RvGKCuRh4B5VxSSkRJ1Zthjyn1ve95IYvQ4VZDdl16fINIqSkSIyoDAEKLiogQfUI72+66o5l7wqseihmc6SPtSvIzDdOO+CGi25MVrWVt4eAaDxPCM+PGL/hBIzTiqle7r9DM3Jv3LLohOO0YAdZfCvdtIOs6n3PZpmfP/Ks9QKckA1IL8/bhyosYGv7mIyAKBATckjA4mzZHWTVjakWmmLq5mc23t//l/32zqd3nCb2aVkKwRFRyTmC1aq1kIIhuhm5KJOjq0LadiI6eOCP4tq2qnqcZwRg94CNoThlR/ANiGPmEYxCGQRUhgFut6/39/YuXDy++9z3g14+nBRnrWg2JOGMu4OgIAqjglAsQq5gDmhMQIyU1dSBKEzkZsSM5kZjXdTOtjT6O7u6Pb95wvst5Dnrqtm3E67Zt8zTPpZTMy2m1aog8He4cT6YpZ4ZdWiYAPD4+AkRXq3szUkYgdVPf+f2aMUWAPLkruNtu+GlToUa+Ymv0m3dOVkP8MwOhVmZ2ZCbY07D3/MAY6uELte/L7Fw0uyTbL7bHz2aMDRuSp5klrdWlolJHwuQgqI/XNDMxmaap0dT7Dbif60LGyMRoFsakiChqapsTIoaPicbdF6VRuGiO5NjwFQNAUEntGPD0+lWtkotGWVVKWdYjEII6MbtDVRVVRAgaPzCZwrJWFmNmdwQmVVXzZGYG6s2ecGTHR9W3bcG01fBn5sTcg/5C4DCsoc9ppd30JYi4tdYWXTgurFlicoRl3U5bdS4zJ1UHU4/wtF/DnvobZHh+iCzxSuJFH/QU3z33adxWE3x/rZvLk32ef8Aj7+UgDlcVNqC90wxCM32Jhak1hKjd/D52e21zhGqqjurNiKVb3IXbeFizuAEZgAEZEALF/zYIEcg6s6At1kEywF2p6d3DvVkvwGmrq+OKVDMrsSPfjK5tP5Nz6eWOiPIBI5Te95niB31AaI6hy7N+Wfb5oUAoplbtk5cvfvSjn/zpn/1ZZLBM02wK61qnaTY5/aZw+jdS9Xnb2ZuB0Tmvz9ChmRc1k+rQuwdbMNCtEMNcrYtf3126SlXepz+/C5D/VUDvS0La/sX3esKrI4lFKDYHsZzvYcwLHGO3tT33sy97T1etq1H1XdIVn4msvTrxAI727xhRuTacD90dnImbZfkukcpDCjaiRR2kRvBakFc9XLXHJuOiRAEYOQ1X3usX+cKA0YhvNV84awMQsZsrWBgJNGNHeJIBfF4kLh4LydlFKBzT+Tp2U5/99UXrmh/wxhsmdPVt5/xZ7udmVNKLiZZ8zlxSCtbqtm1n7WXwiC6bXDM1uZ2I5Jwjpm/st5prS+MPt5J8V4aFaV6YsLbNzVCYX4VnUNeRxsbrEhh3d1hrvRpmTxuc+zblfkT12EDWHdPyrJC8HPODqr2Xwj4drvtm4hjt46dqpnbWMT7tq/az65EswY6JHDP38AK1Wp8SlMbWtuFDeCEkvsixiBMUxcRkVkU3qaoKCI5kpuLi6IBOOZ1Op5zym+Pp9vYekJGSoSJgSuyii9mL+9ubFw+Pp8dXX32ly0Y5L6fqJhtmBlAiYHI3NwP0nDOYIQAxFia0WlKzaruCksasSEQOZqaMnpgRWVUc4atXX745nSCVPM3Ltql4ylM53GEq21oBXRwxlSn4cuCJCzgDENJstlIq8839uqEoVXUyPC7VrbqKagVjQmeGdVsepoeplJH7sa7ruq4iwoDTVNBxKjkTzdPy1Vdf/bd//Pnnv/39norXPHJubu+Hj0B8TOupGrhqpy4HY6Bz11sYDjVaQ3OTCnIVhkTb2s97a8bdq5mKmBkAipr7ptiIAFW34Abf3d0xJe0JpLZWIlJvOzhCMqBo2XVwj4Nn632fNjjJcRv0la9R3xEwnIzDn1NqHTnGjsSZG++cKOjY5uFTw5QSG+cyAYCta/hkomO4CwUUrKbIiEgxmlNGoiSmohGrjsSceknSKRsN+G/e7L03V0VFNOVUci7zQczMkRMTcxAeEmdHIyTPlAzUzauCGTIDYeZs4qpGOcfbTvNBVR1o2TZmvr+/t+UU81sTt5sdDocgeqjKtm3kmUu+KUWkvnr79ubmYIA9QBWbv5cYp3JbZjM7nU7btiE5UiKgyGl0NzdFaEk7iLRu1ZlYjYiYAb/TVd83AP58GyDH/f9+Pb3zkjMWQcbvRCw/Bk8Vzy6dgAP2g6uAYzM1FUcF0OiLAGnwcIIRah7lYniugQPHqoaoH7DZ/Sj82/3CfBWSET/KOUm1u9ubv/iLv/jpT/8QIaeUt01OxyWlknNe1zUx/Obr30jthx0g2o1xdzB06kWFYWAaTMyIbh6zKmut+znka5IDrzZe++Kht/PPP/pY09FV1Tcqrqe1XPwozFr2NVhTSfWnTOckvTOLafxydHD3ntRPr8O+8/quJs64kk8TTceziBiB9okF21avOIQdqzmX5aa21homk0wclN5a685uFAba3/ZM/afjraVbtsRrioju7DQNIFJ0EaDWaiIpJdwlAQTVtfaRE19M1y2tKL32KYXxWVwxdS9b72fbyebr30ddThH27a8e30AIuwOY6lKi1Jld7s7I0b8fNQMRv4vuEa4DIy/+fHEuR0WnCsPuibzvRIRZ/9VoCVbqFbdz//2yaQ+2pRHFfqaAtqbCQIAvpv3whg0j9l27leAiCHG82rUF7v7g4zT33YFnf9l6auKenXtJY8Y9ptvy64nH6TCjykUm4f7U4jEziaN9ynzez1HuXlW3ra7relyWeZqiulDT8AGYp3I8HhOn0/F4P8+fffbZlz/T7fUvpgR5KptszmSIBq4EmJin/PKz73/181ermqlXMwVAYgJUJUAgTioLp8TMprKeNKUkTzY8cWXifEWEUxjpg4Op6LIs0zwjEyfaVMlqyml9PN1M0939PZXZaCXmt8f/vG41ES6r1HW9u5mJMlJCSg6VeZrmW0eTk26qJPK4rqYiWkU2tYSIidO2rm/x7SaGzJxxmvK6roGAq+qcCwGCeyK+u7396hdf1q251O5H2tDfDkxsKrfuvqqIbuomVVQ2RpzLPKXMKamodxqGN3PzvkKdVy4C13M7Mgj6Z+IGmI6IBQxA6XQ6RX7m4AhEV2vYiY3mXVheMbPbsAsKDN+iG7ifHzrbE/YAtapu2ybNTyu3Mawepend3V1EvjBBSmmapuOpxowXrxlPjH+j+Wiq3vFSICx5EndCSEgWNFH3aZriA0p9urO9qW/M8OhkFFpuYsrpsK6LuTOgA9S6mXnOGdAoxMYZCEBVxc0dGIg4meimwualNBw150yp1Bq8S6ddE8rMzfx0WvoAABFNzGJuZqWU29skIjc3N6ELiEksmCvLusbUSkTTPEdDNh7hlNx0k+qmpRROeVV8czxJ4rlnApkBfFsZnn5hyu/hB0IKUIEkHzZMk73HIBHPzriDsvV+7Vzv9+Mw2b9y27cdWNf+xffVVM+8i7/3SLAbcraZmzkI1iOWiojOR0uEANXrrg3Moeu4vCYEDhHM4EhDf4BEyOyIjkSUTJXzDKoG7JgcOQQPYSikDgAlsiTIHNDQHAFMDcLUzX3FWwUTF3XdTNRUnYMaUMCLK6iGvTamBq5W39nTXMKu+xNIKQX8PSQiT+v1S0z4/aUj0cFMw+MGCRCBMwN4lS2nbGbb+uLu7u7P//zP/+APfqpqiKgbAGRgEDdwA0aB95R96IDvq0ntG9EGfnuO5ONVav5RXmZ/0opgfv43XMAEvKS8bEt13MATJVWNPriDm1bvw6CrtOga2fPdLHCeCJgi2dbAAYiL9+5JpIZ8PVixb97vgAW/mnOaa0ALZen2hs1KJfATRySKXdXO737YScjW9g3eJBNps2b6MrJiA5+JeSlRwm5bYu57X8HwB1eFYSiKOwRyWIMOSqhhbqFXdKncA9DeX0bQc4wNeLdO3Bnop2mE27YXzzl2PNImD/ZeAzmiE4lVBCQgMGhEbp6QyLGFwseLBO83LoIBOZ0PAxOjN/N9KhO6mzv7RZAjAnC+CJELN9D9tgkgEWFKdKmNbM5DMUQ4lcvy3psoDsgoWs1tu1m7k+QnhztVlR1909VXq+u6ddDUoctAw3UwvuGWcAMOIE5mRlzmOXNKx1Wif99E0T1IGru5HwCgXa96ttYnc/W+MxLzEnXmC7YEZLPIAhol5R7s2psqj7EnepVz0Gq5cN8xh0rS77I+CNOTzqCMOhmlHWjQXgOPCvvqwUaL5AbYIzzu4D2wLZiUTXTaxLe9CMfdfAGQcwkEuVWqbpBpJ1OMiUoHO7rFVbd56aI4jJ0uhD4pJzF1ZYH8eELKD0aokAWp5CRbTUCnN0cEfvtYMd2+dfrhv/+fP33z1X/5f/56efzZcXlTpiKZFnSslVPGXI6bfLEsW06nbS3pQCebFR7lqO6MRLlUSHx4mG9vXXQ5nkoponqkioCkCBoqWGLkxLO5EJI5yrKgAWMiRC55EVvVT6sqNIsUM3AszpMRqQjnXOt2f/eQbHtdbZcJAAAgAElEQVS4zVQfy5y3dc1T3lZf1U7bbPke8qfoCvpWUQROBq83ewtsAlxtIvSjQiE96avtdAQjAPre976HspnKCTYnXLdHQDiUIsuC0/3r478Yrs4/unCm6u0eNBTx6E2A1bj7EnHGZJQ0ZUTknJ15MUPK6m4KQihgm9QIVIDIHo1VRmsMP2YW4aomAaxxa17fTPOyLMQ5pfTmzZtpmubpNsZhSw3NWVOUYZJSomA6hAzYzAEETBnPuXOrcUpMVLcKDlMqDr6c1o1tTpkBUZyMwGHdZNWqufDDAzABolUhwEysqgVwVSdOllzdN+YFXPRsr9DaOpyQk7pTziqy1I0JmRt/UhhFNJVU11VNpzIx82YVMxXOtVZ1yzm7GCCo2uHuwMzruiJCygzAKaWgu6d5NjMhMkDj7JQqJ2LcxBlTmm9zJjBdl+O6PJrKqkZ5nsuNIgkV5KRmvirV05zTlEnrUbkA0bKsjTKDSESLaCkZy2RmFSBxCp/nGCEiulWJSUBEUy7huIMp55Si/+gqBSnlsm1bXTcgzjcPmfB0fNyqCODL7326Pr4pibf1yAiJ/KObuvzb0fV9S970qof3LGKw2wFcSfjwGbLph6Fh70+BRwAHQyAnB40scycgJ0cVNRGpzQ/Aun96e8WzldwTeGEPgNhlckPcLYPp9CtLE5/iCeYSpzN0RirmoClN7pBS/uTh5Z/+6Z/+9Kc/DZvdfZf6l2YQvrfb8Y1xGb8NR/Ktqvouz7qrrUCxlWctlH038Axa+iT4hcTn6j7ascKMP0ZiztjIjqb4M7JSp2fP7iwS8IbA9FS0cL9oIebQuWRxtgMnYWLr2kV1G2abMOLPmDoNHjQEYu9ILNzBIK2JRoRE3E0yvSOvfSf9ZJa4yKZrpwedpei7yIb2YlvH0/ZTxwAkg7wU3pbnNPOoLlrWeVDtrv0w9jhkNKJ6oL3vf2F/8Bbp0fvZdBD/wAeDcH+y0ZV/cungXdcWmlbQ98BOtPODZ9WSfw0BOec0jjPC96yxRQhbbKCLqW+NFxrdt/O0nPM8z/M8j9l1z0QdDTjvEgl4Vqn+ZK2hPtPuDGxwEDKvlsh468FSDv6kW0Oq97hI7U+/YiCbP5eY9+SR4eZy1sU2p4q2xGKjGp/dVOJA22Hb+SsXbtEvcJEhOV4YriUmbfnb06ffxeU5t4Adg5wQjFDEVpCbjbDQaOd6gzqb7suayVBpABF1Po6Dm/kG+vKz791Mf/KLf/i7f/i7/7zVxcTBUdVMHJFKKa/fvAZPaqbgpuYd20+J9/gSgFPiaNPMOTo+GGComjqC6JqIq4qZT5kBORIlwz6gVl3XCrgRF07ujlMpqvb6q1fiUA43ZvJ4fFMyPdzdZshejyKTA8Ei1SDnNBd2N0AzValeOJEHFsfMmZhD5QhItVZnJEwqejqdrAPamwoxMPNqrnU7HdeO0pzb909TndqN3Lc0g9cQWS9XSGyLSh48gqvZ3s1DwBmQNVFCHBiTAyzb2tyVVKbDDACRUBfbHjMTU0Ac/UeIwMGYN5qWGpFYts1dSimYUl3W+e4QT6GU6lZVjXKzkSdirVKrIPE0z5Y4CnkmJicETMwpeUpp27ZNRNEjdzSchEaMVrT4I29szDxmjuo5cWsRGqhYM4IHcgNkCq8IwgbOuIGpn07HeZ5VrG7SMg86UCm1OXWlnEVkqxURp5sZ1Go1V0cyZbS1Hub88PCwHfLp8e1xqVOagAmsR7GbYc4udV03QmOiWrWUkkvOOQeH/PXr1zlnbF5iSk7MiYlTauFqDiiiqno4HHKZAvCMQXWFXsabioi2BQglXjOXbdtOpxPCacdW+DfE8PzVgtq+vtb6xmq8d3hyXjBY8DKv/Cm50fFiH3Hxv7t939fXSwgMvQmJwODU/zo4dd1T0yIHgRgjHQUckQzMnURVVKtKk68QMjMQOuIwEK8iAPisi6B3CcqzRK+PbqOqYO3twrICwImYMxKt6/rpw8Of/cmff/7553UTcCx5+vXdP9+eWus7VvWhf6SR0PL6bFR6HZHruAde9Ru89+DBwnj7Op0P+m0YpcmHWBS9VzAcToA+LDci7AHh/F49fvAZhLC7CIJfJ0rvp5dnu0uN5NO4PWpmIbi/Iqzuo0GHObfvORgDaoCGZTRwJuLU+m0+MEPcbZ59mH/EaZ6rAUcE6pb351KznywCkuNTvHTvBnmlrtxPs+ewUzPs1csoDgdP1czO8TmXVcTFFb58zX1lOEYOXQau7ksdOLvzP8/gPXcudqsA7qTX3syzzlYnsLOf2YdBPb0s8csj9LWUkpBIjdRcdH9gex5smEnsOGODismxvon7uxZBH1G0TlcExeb4QRQ73LjDvHlfxrihq27Xu8x192q6K4+K8fgZMdsRaxHp8nXO310IPvuYGeRhtfouJna/d+jKj8DajDSG0DspSwOLDs5fU3oiWAdhdWezlBCd4zQbOgRAVWVd1ttpQkJGAm+xHxZTjuqpCnH6/g9/fDo9/te//xsDNLFKiojzfDNNhzdvjtumBr5u1V0MIHERl5ynUmYE2LaKUBERQ1FPUJjOjHEEJ1cxM00pIRCAcWKrUU1ZVY1oB+LsmOZDJkqEQA5gvq6rmANi1e2Lf/7nDCvp6W6Cu4lLSUCcyjRprlqm+ZYJM3FCQnMzA8NQbRERURKp0VNQUHevWlVAzcyg1mrkaiqqzIwpudiyLOJQuOyH0JhFr+7ToCxq1wCbWZR8A68mpx7e0K+Mj7CRbtPatbXLtp6W0zRNmBh3c2/QDuPuCw52CCaHR4i7c6ar1tL+XusbMxp9sdjPCQIGYIjAOSmaezAkKC5RnlKZZiFYXCOtxBDIrNaQ8gXTWJ0QHJZlEZVPyu2VCCKldEWDHw2suJsi5q7FoF+n2/ggmsZZhxPm4XCI2imeGNenXYpOW43SCwyIOE8lc1pOx9PpJJnmKePd/WZv4sNUU6+VclHVaZrK4SCJZFtqrUZpv288M2b7lBj/u18UUkqllBGsbWZq7UMZ+u1BPo+z2LbqAFgKEZdCkPK6brVWY2hePB8f6vsGqz6D99t40Puc7561hGlGKfj8RrLbx50ZnvbLb9qehaCeOYwu9QnupQFh54g5+NVT2ny994V3utq8W1CKHbWHd/TTJGzJQYTdrM89smO6g1/ffw2Yroue3AARHJHc1A3MbBVXtdqE+4BA4YQRPrlj5WBucypcOpL3K3J9TQgZiPbd4me63VfAwtPQP3tKHBVCDquCprJBRmCt9nD/2Z/9yf/y49/9iYhsUnPJa92eqvY/qNT/AJDNvxGY+dtzJN8ofPkhl2Wf1wdgBOqg3txcABzMRSm4J468k7YOoAav6lEY+7PhqPTeyc0/5GCHUC3uxJ7GebnhezotDXcI6HED4GOuu7DLdIDI2QMAhHC1BKkRWO2EjEQNK3Do0QnAxER7rK07Ew6hEXC8FlKzLgjn/D4DQKTnnbG+8JUZly/UTQ5IAH52Jmy3bleyXWH7bcP9ZEphJlXt0es8itxW7TteWSIDQMqpCVe8LaLmvfBAI+w/68c/TF0Hbc+vqjFHAGRO+ykrzLUiYi42RtpOoWduMD+z9JztT/f5htdryqgzt21LJYMDmI5674yeMWE4yzX5WQ91I3RCcVNwzqkcZlM/Leu6blESB+8rrNijJ42IHotJe10ceYXes/vcnxvlRNQyOQDdHbkD6wFBtIHaLHqoNROh5yWeB7XvZ4mL9JQBFHs3AsLmq2nh1gRwNrk91887d03v+sz973R8OGRO4F1rNMDtkRRzpfXd16XmLldJsD2+sEcd+dNgW4NxtoFhGobwtdtCxDvEkURbxhyIWVxjHbRIYhA9rYvU29xo2waIAAZA6q7myQGB5nyAw8MRy31Jprg+rsw0IyKmm9s79SMauZM6oCcSSSk1/BxgPswtccp8U3GHxoaIRAoAIMpzNgNkBrPm09gYyS34JJUW9hAIoZqjAZHbpqpaEd88vjLZnE1Vjse1LsJEosZpMpynm09vbufE6OaJ2c3QgIGIivkJkAEJkCmVMh+0qhnUrSI5MQGjq+ecCxYFAXdTI6B1rUR8e3f3lKgll8geADBeeALtuzxtx9+mAlACcxc3V3JUQxwiFgJ0c+IMIA5kQC7eFhNEQGBHcwyFYDZoxnXIouoOh8MBEVddsPUjDIYXaMeUgGitQkjMuYrVTQhZIypejdyJ0jTxUcUJHVDMxcEJkZMzq2kVdTUnIvNEDG6qhmQxLRwOMzDJ8RGJgJJ6yx4b6RGO7MjLJiLCZUJ0cTeRcwkUNx2RuQeIaSLRrYz4QS5lJkrTtNSKRJjSsm3uXuIVmMs0bdu2rGuAijEhApIzMhdAVsdcJjcxUOCMDpwyl5JSVlBHDqcYB1hr1bpFmmvi2d3Xda3SijdOBYnNjDiXKYXCwt22rXbuAxPnBCQiwaLBRMwp7ljt8WmbmpMzgjhYE2jjPM+idlzX6D5M05RLicxSxu8sw/NpwfYU+7rqduOHYX2+L/yeLER22Ut7dn/8fkPOp1jfs9l08WsU1Iqoy9qBQXemO3M5mgpgv57R1bE4mDUTNbja5p3tyAndBl0cgRrjywF8x5baLSqI4EF0MyB1FfUlfKiYzkw5GOTw1kUKJlXM/qOntLesueptA8Cybpfgg39AgPX7ffERlTh2hLF4M2IyhU8//cEf//s/+fGPfzcoT6UUVV3Xde8y/JHrkm8EYfv2HMm3p+SDd+f1hQ+idRyae5wxACAykDYqFz7TvrEegBa/TYQfAqK+91fORhHnPet11Xd97ztc3i/Ybk9EOxcDFJjl2F5G9Mq+8xu1WUop54S7vnXvCe/Zp/2K7CYNwOBkWYsnbvVh1GtMA0ltFXUPd4q9Jp7n515ltsS8uNbYYN+LdOw+8yAAYKIrdZa5BacIELVjpzZ6T9QaXTb2TojEBHrhW3NOqCMCDJe9yxlmFzAIF0kAMCh9w7gSLzMhWrHXw6x6ntXzXkGwnx47GfUStWI4+0/SNB0QRzBa1IzDzhOR2BxdYysJ2PejzXSE8HAzN6F1lcALgisVRKPYo0OTqQC1SADudMGzWU58pvpk4DNzND7HgojnzwG6iT104rWhoTIOYnDLqbNrhgsZ7sJL9qt8aPOioeDWQrxbxOI1Hm7+lFR5wVyls+qy+weiuYdnTFStKdHYbFzSXLvBjJleNpbxApvtwsmrXYpdMDyZE2GYKGoPBRip7u3lzIGZwILZi2ZADDkVThkTu/tmQoTg4ddi5uRImPKm1cxqmn1+eHgxm5kvR1V58+q4SZ0Pt8si6uGBTEAexE5EDNXZoaFPAAga2wZpcZKduohTLpxIVbnkKSVfF7TsDqY15ylP83y4TVNByLkUykk3ValIZFsVU2A/Pb5dlsfpbi4lR8AIuIVl5uPx7VLhcHNfBQEyOCTiRDlRoaRqqE4KCEhlPsw3t8vpNHG5vcEvv3z1eDx+/ju/fau367adTqeEOSXcfEtIddumcrh7eHEFTw2sb9+T2raNiJCYiDHSgQEMwugfzcw1LFrQW6giOYRX8Lmd5jELJY6Q9lQyQPgOeI/PBAUXNwA4bSszK3jmECGDE4qqOSVOAODW/T8cwfs1EyXO7q6OSAk4wjycOGPqoS9mAETIYQ5kRJySE4tZNQOI0GlKmUvOIFaxEvO6rtU8OZkCQLq5vcWqQ8BctdXJlBiZaq0OPuUpmPl7yAsAck6AaKaASVWruDUsEc09pcLADlymGzMThSru7imTqdUqMyZzAkwOHDxTTugMiETAtZrIdjtPh5uD6YaIm5zEPBEZInOmUogSJkCk43oE0XJXQMGZEIAsBZMoWh6R48rMKlVE5/mQUs7Esfs9bS1nAoiRaKsVyJmZiccknHOemYL8T7Viyhj9AkRkXtaqEPGNyR1UAfjjt/PTt2ej9688uQ8Hc36Fqu8Zwd07XqSlSwXtsGWa99Sd6wLs8q2fY3g6nv++q+prTKj+bwcr0M94Qiu5sXsIRICTu5ujGFR1bRuV814npeRwDqMBBEp5kKPGKsjENID1ZXlSG6cro7+v2fe8u8Z7+snK0POH1okAictvff47P/7J721bvSnRp6kAkPPkvw6Y/Ddf/xrg/6MWfs/eUA6AQO6mwx+hVVEU8DGOJLone8FBxfTnqAG/CtBKZz96P1PdLhie11yAXkE5ACEBNjenp1jWs7S3Qfm7MEfpmUIXhMxLsVaEW+wmtMaJ7ZdrUGd9JJi7mfgThideGD1Fb3x/Rxs2N27r6djqYWgOrboDmLk8VcTt06WG8+pTqucZddQWub6v+vZGms9zFC+VPEjXqarNIGG4v6qISvQuu74rMuDdQmBq7+RD9uKouSifyZDdJkdU48RzKbouI1QQdoY6g0AFALXWEQ4xTjOMT4lIRBJnRAv3vxH4EQ43ZhaG0iWRmYsJ1NabjwowAqyQ6CnGjZQaj7dn2Se60q7v8lai+8G0a3NcWLb4zlh1pAXuqXfnlmJTNMQTqOcgdReisBcC60g7EtLOtxCoKWUv7hTtgVrDg5SIehWL1zPGRXLDxY2sZiPGwSKP48l8YT60gg4AlAiIdn6AzeatcXGjieAQUKRHnzfu25xKLszsrajH4Y7mCE641Hpa6qef3B8eXnqe3rxdmInTfLhJ5rKu6yoKhISMyKIGyCnhLoaBT2vjzqSUelAmjukrLsFXr17nnDeVCJlkTnmaAMDQOfM0z4/L6shAYJSoqogkQDUAF7HKSqo65UJEkXxASKqybnI/cc5tv7HVLTK3mQoCEyVwcgjTFHJkpvz6zWup9uJhfvHiU0MKgnTK+fWbNz//2c+Y+cWLFwkTEwsoJc6l1Hr96eyZfntD2tFT2+fpdTmMgaO3+I34mAavpO/KyOJ2qyqbVLbc7I76aJ+nudYaAIOBJyYgRCZHULPTuizLcnNzs58BRrhfzAPuzlOptTpCyRkRw2aTmEvKUb5Wi8GF1gBDopSQkgEgQWaklE2lmqKgbHVZFgY83N26VEMQVQPnkl1s+DjEZJtzTilFUPtgeBJRKWWU0MMJLCa0+OVxCog4TdO2bdGrqrXGg0Flj/9dloWIgmEbHMvjFhYsmZBNNwCoqtmgRQ86GoCYk4hTSsjt9iHMuWBOnNK6nExhsB6iWA1xRNz727YdjyfqQRaIGJ4uMTNHo+R0OlHi3O3Hhn3aUPWrqjuog2y15JRSQkI0jHtcRETAy3e76nveq+CCHPKcA8pYVyGSMkfcz15EsetM75fqHcboPnieTxbf54VneP7Tu3q775/d+7WdHLoTEgLQXnzeV328POU922fMCC2tVYIVAYiYLhqTFNQjNENnQKaUs6pGnYYIkZJkPRMXz9TQpj0AgKpSI5kJUAmgxxAHm0sBxsa478MupOvjymu3VXi6qyFOV0U10vuMVd5rjorImGLuTZxN2R3v717++Ee/+0d/9Me1GmJetu28oD5BID8iIIXf0L3z3+1Ifj1a2Y+j68NLduZIaY9AbQNQl8RJxBxpq+JIoeEi5OA+OUDz7L8otpyQAkJA+Losh3dd/i4IpJgxHHyrejmdYJVKRBxWDQ1d8P1vEDd3hBHsNhC5Pbkown2hMa6b30P3eKBOLWzVBBGLRFGBYws+8hTGbnv4epxzqxD7yzbGZvxtEQyRs+c2Cpsm1+p2GerQgqugVY+9gox99rC+px3PkwFgW2V31i3RQcUGwzPYeIjcoCRzQIoY8ViD160q9sT3jhwyNZ+s1ojf/YkPzHxQPftuXuzs+ngG7rADOBZUleA/RJWrZoMeuV/vh+//8I3w8eAuq3AXxIyj0F2WlchX2UK8FMqclHJn2zfcFzM7oIKLKYCbGRHnMlFJ7mBg1YKNptsagTsD1m4B9gBwcWe4A3hVI1LsjKbEvA+GBgDsfrAD4Ys3wr1ss0XHtj8y5ucr/+pdRS2io0OCZwIonocO+ACpFVytwQ5doYqIoBDyN3RA6W5G0PnGwb4afQ0LeisgMI++koIz7cWbuOfujMES37eWEmGYSJ85A891INVdRdU0tq3MaVvXrdbYd4pUJAxlbqY2GEqaH4/HcjMb+u/9D7//1//3X7dtA+KybLfz4bRVMTcQBwdKwChqorWKfvXmxOXmsx/85Mu//WsEmKe8rFtiynlysDJndXh7Whl8W49YirnVWud5BsLgnnqgUuG4oRxt5LGFC7UVAy6n03I6ZYCJKBxlvGqZ8bPPPiNKQHmrXqUiJwJwBGJgTuu2Hg6Hu4dPEvlprYk4MVGa5nSzCSpAKfPbZUEqUuuUDrkUd7i/e3Avr169yXlequSUMKdc5mV9O93c/Nd/+G9TmZnTsq1/9zd/KyKm6mrL43Eq8/c+/fS3fuvznHMVYy7MXEqJzyKcS0ITu21bqLZE9ykg7X4nJHM3jTjEVEXC7UbNHdHUFS1Q6ZE3pOaGpAapzKLAiZCoJREzi6MTR3cscTJkylM1p1wM1RHvPnnpbgpEjJlzExkimoMjO6GZElAYBddwfyUGzluty1KbosrRzI1A1ap6TmRILYK8yrIusElOiZHfHhdGvL27lyrmSKlsVQ08l1kNHFokSRU1pDxPiEC5LNumQCkxcAJ3dV+lEc04ZRURUUTOc1KAKoopbyJ1WVPKOac3x5OIItZ5nh2wGohDYt7Ulq0CZ8opqi8zqwbWcEY4vX08zDdlOiBlItxMTRVFNlHOJfK0gWhVMQHmpOtGiIx0XBZ1yNNca42bN/SgpBb1JyJSLp98eoNAVZ3AEUEdaxViKnlCJlWbb+7eHN9u2uLjUy5xvVX1uK4dAqGcckoM4Mu6Ucqgrirmjpw5f8fz+vwD9qX43P72WZjml8Vu/JfE+i7IG4OlCc+mE1z0s9s3we286Ow88y7vviZoGPLfJ0eLcNEwCo0KdPcEd0DuApboHjb1U+/4YuhLVXVV2zqBxJugIjzigfppop+v2IjWhZ3NwBlO7KTVX/ZDf2/90nHLfXMglVxOpxXcpzKVcvgP/+E//vhHP1lXMUWzAOc/Rq2Fv8zA+rVWff/djuTXU/V9jMONlxhsKetS+UbyDEMz6nKfkcLQdvdkDogorlc3PhHZ2C6Cf4j961VsRtRR2viZLQXhckYBTOztif0WpAS7sOOgADmYITqgAsaoDqpJ87Gs1dytAzWjS9J0I+GJT4Qdsqgh0Tn3yPCCtdi/6SpyGDPe0K7g2GqHJ02/qk0Cd6YkYHhq7+lzVaRz8ppujK4k2e+KzMEdzQE8WKaAGAYggaQ1vxNw7IY+CJHdAPrEznH/4sPdp3vtAfZSBM/USeRr7n37IEaH0dQQo64Wd4u0DOiQ3eg7mncKa9/7xUtB704+P8As3DTNzErJiCn0kB2DSlH1j8LbzKJJ3dxqkFIqiAkgiLjMPbax3x0gsb/pyjeAXT12LsXJ1IkaFTMMM0YFS0TRQ4nB2VMZz+PtCqCOUkkJzveA+6BDdw0rAgDx2QKxc3dxPy+SX+9kWkzZ2awoPjLCs7z2zPBspFO7MG94qgZvA+GCudldjlxUocE00cuPnnN0AQCwK0UBn+k7q8Gy1WmaDrd3AHBaFlNzpNrtdtrtwqGeQjf3ujhArcKHcnt/V8pU6yaip9P6ye3dcV0AWQEQufGo1bdlSym5w/F4ur29/eEPf1LffPH6yy/fLjJlqrUuy5ZLyQmbyhIRkU3BzE1BqlEqbSoYTAnE2sQqFBgkAwaMbGag4m5qXsNniGjZ1scvfja/PVFKZb6dD3dErGIGTo4JIhkSCfAHP/jhsh7NdKtLFc8E4BqURqUkDlqrG5Pq2+VIwHeHm8PtQ5pv6P9j795jbdvu+rB/f78xxpxr7cc55577tq/fBmxsjB9AEhyoUIhDaUkUaJtGNAE1alWlTROUSk3VVqrUqlKjNv2DCqUPNRJQWkLSKmke5lUKlEBt4kBtY4wx4YKxL/b1Pa+991pzzjF+v/4x5nrsvfY5a99z1j3se8/3I/tq33P3WWuuueYcc/zG+I3f0DROdEpsJtM47+4cH7340o3HHnvsscce74aT4+44IaKYirSpvXJ45emnn7l27boDXddN2rZevfUyFpHF9ty+nK65eet23/d9vygZYF7n9ZdZrik0ZUx9tVws52Iq7opVpWJ4kJpbPyZRitRSNOKazYp79iIqadLWMabsRaOau6uEpmYeuhtUasWg8cawxQx5TTKvqZZBNIYoUUKMVswgqJswiwBopLYGKiFqSoipL+ZWN/2LZlbb7JgaAYahxJhEJLsNuQxWUEo0m4oeHx83TbO3t1fHs27fvg2R1KTo0cxqgc0aAtV8hJqeVsxFrE4L1U5kiKmuoOuHIYQQk9aVe/VeayfTruu6/mQymdTjr0+WuqLn5OioPdy3UlxDdg/uUC3wvcm072U+H4Y6LxKDQ020NtpDHkIIGhSiUZGadDSbt23bTibDMMzn81LKtO58o1oTAUJU0WCl5Lqjeko+Dpa5FQOgMR4cHiwLz5RScs7T6XSVMr7oFZiojgW6x0EEGwsBXSjV6BJHfdsLoJvJ+WPq5+4XfO+6nX5mLR/Oya68x/wS1vpop0vFbHlTWVSF3ojPzostXe826zgWw9qIpHw94IMAUtxUFTqme/qq7PlqXd+YgzEO1COb99m7IffZx0qeslpjVH8IqusBrgBWr0DZOEWyyF6T8MpEfbq2U1qd4UQ/eDvZz9n39g/f+c53X3/8iZN513VD20xd3HYXVDzic32vTG1Q30mMWq9PW0xaLau52LgoBQYvZqglkeB1V9yxqy1ei02EmLCZguaL3dlW3fF7nerNOiyLJmWxUmtVxGX8p4r6cnrcl59mmfE1TpjIcl2+1Om4U4lk9U/OzEYu48ZFEe3FrmKLGnLrH2KxSurUtjHFVw2djcUtl0GRrx5OdcJmsVlZvU8XXVsRNaz2pvNlVabl2imBjkVT7mQpCSIAACAASURBVN6oCs5WYtycbl3Ovy1r4ixWwfm4we4yxPBTicCreiE1VIQsCt+NVWQWs5GyNsPka0mAq29/XOhUa2yplFxiSGOWgazesrithjYFxS3G6GbLacxao2Xz2xxTduEusHGTM611X1Wlz8PqgGqDH0Mpxc1TSk1sxyvBay/c61aPZ67oWqV/fWvF5bbmq0vFAEFdPldnN7A2HSoix/PZuJ2kjtO5MbbrFa2XL746k6uHY90uCDLeJGPAvChwI8v1ub4oZ7TMPDxnwNHHocnVFS5qvrpX16I+nB7HHN9nfVXFcsv6U6VuN9I7ZTFEYotMXQAhxhpaL6fpN9MHcs5N2zZtW8yGYei7ri7WzDnX+XwbJ7fVa+FBd2RF0FnfTZrYNG27N53f6AR+fHISwjNHt49SMzUJAlGImZuPa1tRUC/T1DTPvPnNRfT41q0QNHqB2XzWzbssIdUWxIu5aF2u2eXB5mgm7ZjCMI69wIK6LzbFccsw9XG8Oi6KVYQYNYbkYvA+527obej7DA1t0wQDSunEdLC6n3tNVpRmcqVpUs55Np/BMspgUhySPZShmElQUS9D7wFlf/9AJMA1m+S6BaeGo+OTo+Pjrh+shih56GqKY9T9vf2Dvf3XPfP6q1evxdTUMav9K1fS2qjEeg3JRd5EAHD9+vWc8zAMtYJATWhcr29nhpyzBSmL5tjMbVljaCytGWyxX0Jt8x3LYlf1hq13AWQxlFXOFApyV6hDFys/1/PbpVbeCxrrgfU1y6OUg4MDrYUiF+lkTQw5D+ZAiK7BgGxWHxw6bj+r5hJiUkjOObaTrus0xDamYCWPg/8aUxNiMsfQDwDayXQYBqmZIJCYGncM2YoNqioSjo5nAGrG+GJn+bhIBLGun+WcDw5aVY2Llqn0fT+U6d5BvWv6YUgp1URLiDpcQ+pzFmhoGned91kcCuuKdf3QDaU+L3LxRSnAEFNjdagTKFbLwXgtvtXnnEtpJpMQwlBKTQd3MwnBHFZ8zLlzgcPqHtlruQ918rUfioxblWJRG0bq75VchmwpIqhojAnhztGxlTwMVvP8Xt1zfReo4em6uwmLe0R9JhdIY5PVGPapbvdd9ilavc5i4b6vLYyRu8z1Bb93f9sh5+1avnjN8ZUX+3QtK7uPXR7AZFVfZjmE6S79UObDUIs1wRUi2U0WV1iAiK827dJFoYmaX75e6n35Rr5opx98/unc72LtZNYmIYnI0dHJ6559wwc+8HVXr14vuYSgk8nk5Hg2nU7d8k4uoR390qv4SPwVivp2tEv7qQxPWVRzqZXTMK6mXxQ+h4hYEYgXILjYuOxCNs/ieuthfoEA28+Z98dyGwk/u53m2FAsOn/jk9VX0cnmtp9r1VYEkFJsWeOhxn7rUdBigS7W15Kphjr5c2ZAzWtffu1j2VrJ/JqnuuirLDfBW8281Uk2LOvuY9zsoSaKL4NSd9egy461ed11RdYn8c4pmnVeNv6ZPRWXaxdlbQOJ2lFbC4TW6/6sNptZruxablnh49bhqx3YzW0R2Z6/j46PoYoaBFCDSkiGxa4Tq10rlvH56nlQhrJ+GLr6a1jO3KJuzOi6qMTla1NMXpeULL/N2isdC5E3zbix4eJsLFcDDp7PnDpfpESuDSqEs+3w8mnoa8MDMmZfLgoSrm9D733Xra8wXM6fLO8CW+vIjjuPORYnfLEqXrRWlF6b/j09IHv+AlcsMyvr+r6z+2QsA8varR4fasshD/W1x/qi5KAtJ29l7QVdgMVcfA3KHMsltbK83lQlQM+E0wDMZX+67+4nJ/P6HYmK1d3XxoJt4zLaskgG9sUWGV3fp5Qev/7ErRs3Y2hu37mdczbz4mKI4j6YiRU3SxqsmMJDSF5smHeHjz9x9WQmIjab5XlRQKC5Lx5cYzsWY62LpoJ2x31xyzVvSDXEWDMY0bRiVkvhipuaqhWxkkKc7jUo1uehwHMuuWRzqxWCBjMHSim5FEA91mxtQ1nmO2lnQ18UEjweJEHQEkvpS0ZIpdb/gGQ3dYG6qZSCYl5qdXQRVz06Pp51fc6mIdw5OuqHYf9g8swzz0xi++Rjjz92+NjedK9urVG3KJQ+Q8f7aLmYs9bwXM4AA5gPFkKIzSQ2k+UVVWf/6qo2q98B1HTcLsLMbCwkuxhusHF1TE2vGEeeRIqPCQF1vZmt5R30fV+X5i5XwZmhtqu10CZElrGCq9iyi1hHESCuOgzDULLV8n8hiGrOQ677HDTJIQa4hno0qlEkODy7qSGFqCGUUoackyaJIaiYFwf6nGPbaAiDjbnKw5BNIDF0Xdf3vTtCiJPJpGlbd+/7HjUnIEaIlJz7PEQsyp+opEkbLGU3MS/wFKOIRGnMzFXcvctDTHV6WGvcKAgpaOdFNKTU5r6UbEG1aSZmmHd93+cQJagCnjRIDK4KDalVyyVbr25eiuWhSKhLEOvZrl/rcsvKRQfYluVS1+tdmdkwDDnntNfkUgtoi6ZYE+Jr58DdBysimkIMQWpiTyk2me5bnsfoEF3VfXuVRn2vIptdtIv0fc900S7WXd6c67PF39XFE84v2C+/x5suegluZgWSrZRSzCFQ00UJmsXai2U11MWQ6zJn5lS9BJzecd4f4oZxbiKqhwdX3/CGN165cq2mR49flrqZ7WSG6iIlR8JD+dB/gEdyqaO+0+HWIvJY7dI+5kOe7aaPOyzL4rF673vqwY90varKmUETrBVTWUV9i2ApLPairR30sWKeio0Dv5ZzHp80iznFEEJ92K+KMKnaONVmsiidgvVyNcueweo0+rlR1tpHkOWe8oupx41NaNYyZk8/KRfbSS0mDtd2MNusaF/OzPT5Mv98EeOtB6x1LL24l7Xi/qJnt0tdBqLrH/AuE4njz2UR0y5jDFvkpvgy4nWvHcRz9yk9swegX2Av1uWhLmN1Eck2Lh6z+j8INKxW041rGGNIjcZUq8u4jJUnbdGJ2KxYs6rPeXqP+HvIdQe/WkDTrRRbbgS/njlc6jylFQBaVvN+IQRspkueHlsZ/2m+fiOsH9td8242t+87fdOdF73b+h596++4ngt6ek/IUxft+kueqZC0fqrPXSpcFtxddVnfAotU3jrTWOexx3Dd3EMIxT2ldP369ed/O6jonaPjed/FGEW07j9vxcQcbmNE7zDLJUvTNIPZ3uFhAOY3b/bwYAgSm8Zz8VkeNDVBw/oA6rIdM3e3ImN3ZRBA4aEublHArJTSxLQ3mXopmkOB932fyzBWDy91Axhd1SVKtswAkTGfIOTBixWHqSYNgESowjCUGsZrNhN4krotZ1kcYzDLgJjZvOvMLEtRSNcNpZTrj195w1vf2mg6aKbi2s87N3gIGoO75JK7IZ+J+tbr9y6/xLy2/UCtcrQ+yOKlzPs+OzrL9ZfHsuqnujG2DCOX081l8adnellYbA7Rtu0yEA0hmIlKNDe4CcIy+aI+uWp+QL1s6siOisz73vO4tLjuvNn1x2PuZdMOOZsjjhNWIhKiiNWyW6UAmlLs+14kmMH6YnBTyCLuWi+ytfzXccpaopu4iRW4o2Rvm2ldNaCiKQaVOAyDhADXkrNqTE3o+77UlZEIbg7X6WRaSum7LmiKYYyBrZQYY1AdhqGdtO5jScUQQpNSTEGDhBQbNHUxU0qpbVpXzV5nQMvQ96V0k5REpWAxAljPWNfV7eZ9UcmizsDD1cp4O8cYFpvRW855yGaGPJvFGJdfWd/3db/BMTF1GFZfFhRY1LPxIFpeucH8uLu+l4ss05dqYQURiJvV9RbldCbVed3WeKZKupsv9zAay4pgNVa6HJNc/ysFXuRUDpmvDRfXn+NmBa1ipwbXfbWooDY/q4y0RVmwzf18NYTVUoSyKmi1KkmzkU/abT6xlhXe69S/SVgfHl7VwJZlRcI+Bddx+0grxc0gGB9fixU+BVo3pM4+DLnMB2QL9QWWE3njLOhi76Oy8eg1K4JVVZtVIW/BWJp4Mbq/7DiIbm7X0W2GpKe/jGb1h4sh1WIlpqYuFbBSDsLB/v7+V3zFVz733HP9rKTUKGSYF4g3obV8od35tsYzF7nf/Lwx5j+Qub6t+d9yzlaIF/qE936Vc5I1L1QtSbZM8F7w0M4stipQleRjat58nDlwCVIkdaZQXZ/HBuomfhtHdqrGkm+f67t7FqjDXRe/sGwLfJHKVp+OtVPuq/M5zvPXbVjGyTG1Mqxvfe7u5kFMgoRxwk3gMj74lz0GrdViFjvSLRcmrc65QkRsfUpqvcfsY7oexvzxZbKDYlVmSwzj7T/uHibIFtaS+qTWcsB6Hl2d+bjnBSCSTp03wAVhWUBvzIpabnjg5iqAiSybvpoGuVjzvJijwmLGcpFPYTj1AU9dsWNTVM58tXl81IzRZXBo8fUgeRmJLTtwndQMNh373maqur4LAazo6SSuxZZ7ikUyhYQggJjUPDrPQb050xA0sbVehwGqQRDi+BWsxvBqbsgiDRYAwljOZ/Vkk22LMrTuW+aCsWpYra2MZdkbAMNy1rSuoMyLbaoFIkVEWlvNUoqs4orFXhTL0U+R9VxgX7sgzmuH16eJF+vbx72RbFwBIMv9G8enntjYRajvNy5nh5flsjyHxDOt1tlsT1gtnLkcIakrrMYU4vq/jZUdqtp32czcVWt/fZHWDYh7XbpZx23rBRayjBngAg8arl99YtLsD/Pu+Kj7/O+/9OxTT7s2ZXCYWxm3dcIiePbixR3qZW4pHjRXpk3YG/YeE8d8Nh/ykGfz/s4dL+JhUoqV4gaJYW9vby+msZR3sTIM2axkO1EgqDoQa+ek5FyGCZqYYlFR8dBEC1KGuWgUt2IWQt20z4EBQOmbtZGdMaFSoWpqEJgN2ax3UZTiEFstqpSCFDQqHOqWVPK8b5okhtJhmKMMqikaUIYSRA/3Hr9+9Zmh64sLXDyMxfFdgooECVKL9deWv5YdgZ2ZDGibaSml1NJY9YspgEgKDaII4GnS5NyX0pQc2ysa2z4PBWtbakEa0aG4IxksxsbNZNwhoMQA1WBYjdzVDl2MU0jjY3K1O5JEhYZchrozXnGXRQ2QuhS4jIn1WgylZr5AoKGOAJrDzTJiiBGhkdAo4qKE2Dg2uCxg5JINMI0ePbWTIefiJqpRtbil1A7D0PcZqBU1w8HBXk1DSElSQtO0gOQhz+eDBm0ne33fu7mohCBBQ0rJNYYY6yLGKCHGRgxipoBrdPdShsGQsw3Fm6YpUEgobqUUg4lqcfHBBWKlDEMJGgpw0g3TSWOSBljUEDUU18GDmBazYcgaAjRGDaltATek7DCJXa4Vd5LEUACV1JsMRYDQaBIJgHtdQ5HiPOcxs0BDmiZVzdbnnI9nQwgaY5rsTU5ms7X1wIhetJRaWk6LB/h8PldBHgaIDAV2ief61suOCOC5mxeoTvfbINYdN20KJ5/f0ivdyM33teJuY7FsLfdOCIwbHczNTeSgcresoTPzdauyChvd1mVJvaUo8eV+nGaVJon10nB1gtjMUCxA1hfqbH5kn+e2bdu2lbHYaw4h1ETzOnIgIpCm7/qTk5N+NhuGQdxb1Xv3y9cHYpcdkHsGFVgO9C6PcL3k8bkh3nnvG88MkdZivtKLmVnOTYxveMO7vvVb/2j9yG07PTk5OWdDiK2XftzBxb/5AXfysq/IhOH6sOKDzYS/3Ch36zlZloV4eZ/oLtfS8k7pdXVzHezlcvWcLSWBfObTndna0fL2GrAStk7In32RerMseoe2eSZrY7B+IEM3bHYWx7BRsL627fS4hN/lBlyfevK7f8UOFNnYXqVu1FvP1TLJcL2BWu2Jt+gW17ZomY9qxeDDfQzNrO/csLy23f1u82abl/3GJgp+Zu+Pc/Z99bN3er9WKBhArf+2fmI3XyS7qY6J8PV+LOXUGVCzYPfI1zAR8bPPr9UWHTXTCUDu+uWfrP/5ms0zv3Gdy7Y8+Y0aKuuDp/XaKHddT7HIAbVhed+NS9cWNeiXLzJJzWbO8+nX9M1bY/N9l3l6514qdXz9zCaNG32H5t7tIWA4dduecxmcm7d8/iGNn3eVoIuxdo7VbU5Wd9wU7/+KJ55//vm+P5nd/K295/b297yu4lx+3tOHakAGspmZ2t4Vt4PG3c1CvVTm8/nJycmXXnzxxs0b9X3btp1MMpDrFiAxTupRvXh8y828DG5m497fkBZXpnhsKiG0XRak2LXeWBp33wZUNaWQEmTcOrjcuwciMD3blI3XTNv6dKr7+x3QhSdK92I+OJjMZrP9cKdt53OfT9qJu/foQ+ifnAyPNXOLtpxidfd7D0FuTsurnUgjZ9q3U488VYuWYaJBmi5GCwdNjb6LjE8umfd3+jtvPfSjoz5Gm81my5WBIqKusUnjbqsaARQUF0eZrbpcA5qmUdHOOwlSZ73q9n3LgZm6WcI4OWxmYsMw1DV/7p5LNjMJSDHFMASfS5DBhjKU1V1catXA8fKrWwukkAYblg/3nHMoqlEHH9w9aRII8mLILDkAlV5Vs+ecs0AmYTLEYb0/LCLz3AUL7l5CSTGlkG4Pt8fiOgiiUmLJfS6lSJAoMYYYQnD1uq5SRbXVmoopIkMaVDWGGJowmdhRnh0PxxExSvDioR/32yilTOPUY92/Ytb3fdd1GkMb24CQLUOhUVU1JXf3QYaxdlXdHiO4iMCgUdevFhhSSkXHCXxx0aLtYYu1PVRLHtz6AEEpxa1zCZKvXTm4vn/47PW9kOeNTi7rXN/pJ6cgxLbVYu5+tfEnJ+h09mzYEvX16sOZdQSLLoUscuuDnn1+h9MdytiXMJweK5Wzf+W4lXPal7WaVMsNWxfpK+dY3jmLJQt1q4ZTp2Pz4Vw7B3VjXBGZzMqZqG/VGwjFinVifVjUbbjLBlNXkdp2mE7KMv94Pp/3Q1/XS9TSz0ez/qg7Oprd6bp+HCYtWyZoZGNGtNF49kF15gPOCmT9nIhvPN9sONwWIZwspnfHbcJ8sLpAtniZHLRPPvXUv/193/6+976374dccpOaXPI5MeoFoqAHv+Y3uwU7edlXwt06TC83WXFbp+d+TvXmabz/qG/tRm6G1dTD0Pcnx+/Tzfjz7AYyZ8+Sl+1fqAR9ubO1q/VGG1sOrk05ypnch82BmNXWcHW2ajN5bOtQoVzgD85+yw49lbC6Hk6vJ36fnrRf24u8jiLdz3z7WL1lzCkYp/rWA7YLvMy2kYpzZrA3mrIz/57Fs/q9z2Pb+Wr+yhYTleuBl5qp3WOoRSCb69KLldVEhAoALXH1N86fnr7IyueXvcnumRFMAKlPG4MOp/7WLBU5/d+WxVGXHzusFVS5y6L6vLVdWo/67vI7vvlBtn7ke7zIXUc2z/s+FjOQy2rhZ1Mrxo1JxpIwkjc+xXz+DbWqJIDDw8MgGsYyIbYoXIxzBmEXe04s2+oYYq0fU3Lphn5YrGqreYzjFoKiootltOm6m8OsbvgIq7uWe5S6KZxkN02hmM1n8xBD3ctRRIKqhkUV43h07xMrfk6N9+WB1Q3cuq4TkaOjo+lkmnNOKZlb3/dN08BRN8uZNM3+3n7dFA4CKwbBRaI+rOVibNzoZ1vZ1DXLlA0EhaotClcsU9IjJOd869vfWdw0xPXtKRct56KJq9tPmm8+aMRdNJRhEFUJaqWcHbUsZZywq8tQzVAXCNctZMu45YwGFQ2L9xwzwZcbBS2iXhtTF3SZ8S91wzEXsZxDSovHpVsxWez6szawuFjTVlu+RS7fON8uyOZeyiInfRwQXT7QFzuanuozq46fazF5o2al1q+2XKSmsYagqkM/5GGoa1VXK5ogDgRZVYsuOec8hBhDSiJqpdQEllKyhujuVrKIatC1Vc7Lp/CpqyXE6LUsSz2hukhEXCxA6LXJoYkCdXNHdsz7HFNSz08eTK7uSRxuIV3dcVdwNwlpngGYxDw2aggweAYEEk4yEHUv37lw2LgxLr1KRrItrXAxnOmlbTbcUXB++7ccVLJ6KZ9zAGc6i/cs7nLPQ/UxIeZUKpHAbL025tmdzeq9cubt+rGy0KnjWS8wB0AiSsGiBtGpX9hl3O+nD/68LliJuPf0n/SrV6gPthDGI6+vHwJckTNirGWtkF6ZbU3o1c58S1NwwdGsl3Vnv3L88pxZf6BTumwutocVl+e+tu3XwNaxi63TxnKBrSwvckqWOYR+t2/qYQ1O2baR5WDnP0ROHb886Ldzj6fVH9zd82B9t3NG1071WB7kXUqBO+oYmZx+jm90QmyRyz2+6Xo/bqws4ti6l5L2D3rS6sdfHpgZamJt3Vd0UVZrPHH1vz7gZbDc4XSzV1bi6juq5YlUT9fMwvqep3cbgrzoZbzeHb3bsOaZXt+yMCg26vC5n99urP+hWV2OVKN9hDAeyfJbWJ7YM2fp/BscqyNZ/yy1m3fm10TOnsDNz7X+1sueZO36rv/d5VGVgmUaxv1dAHe7j5bve97vFARIDDB4Dy+Q2A+O2FrJkyQoHaxDun5poz43STVrRIHkxfvZMD9J7UTag2yy2Oz0Xu22bG26t30pJueU6Dwb9JWH1bjLliZs+15gZ/oA5z0BN9YInHNfQHfwaXQ3J2VrLl+6xwN6vEnz2rP+vg8r7+LTxFfmZV8Juouv0O+rD5pf/ml8wPurNqlh1faaeUqydSJ2szkMF/iAW9utzZddPqr8wgHUeYlhZ//iRgb19jDqIr+zbXzuVINz5g/Xt3Rfr0IuF9mE8gJPp43k03N6gy/7ynr5Z0nKxpjk5pGkc0b5Tl0V5ro55yty+u7z89tHkdU5zds6ynqRc/2yZ4k3r8h+263dlLs3L376aNeTcGXbkdzHBqe2vvj+fpu7Cy0Hv/sfylq52VN7aN7lSPz037VFoLXZ2vvdWy5ZK+LrG59dT79IWb8y61c4nG0ahmEs71R3vtHlLIePN2QNGE61gO2WG8zu8nWsH/nybJQaQsg5T5ay+NTxwl/xZr8rbxvoSYu/twi1cj77mNA4tor18RQUZzvJpztyd4vpHnzswrd93M1/XY+al4MMDpSCoOO/yl3eS+5+DLoRvN8jnr3gL2z+2rIw5vKT3qNFWbaLtjGdtBksbz2Ms0uCFEERkeEdvAAB2jhSdsSaI1t6hL1LHfXV9MEAyDAkLbAeqm6Q2Mw2EuLPdvwMadvj2XTLBZsFWbe0dfsX6ZfLlg6ZbwRjsvG+vu0K6HSVS7TMfFmrA4FgCNuupNmZFJ5lrsHaVV5Ov+xF9kvbfE/d1qG8WHfqTP2NzR6Mbo4E1ceEAMURBHVOWXU1gnNeetwOOpQ76R1eEq/UuPYFnppbz8nOju10Sc8uwAw1KaaOD9i2vvs54dlF3vblH7+8nF7i3X5V5cG/nPv5W5sbn8rdOw2+HpiceUbe10Xrd3/Tc/sU8vJ75vLym4voiNt+pwtr2x4IZONIop9fjHczlr5gm/ZAd9Z9nKYN8233T5O3jFxsHpW/Mq2ZG+5SSnbXTfG9o76L9ZT99A22mgtZPBAf6Jtf7yLLeXfd2tHasnKdj4nrAhVZ7cPosoou/bymTzAmV225dP3uZ2U5w1egy2mnAtW1KLr2lBaHcsFo4dx+oNhqL9FFft/pXlk8dRrHPVr9bPgpMgbpcl6zqb5MCYQ7VO45MnOX+0LO+whn2pNylw7UKvD306NPfvqs1k1oZHWcAuTFk3f9BW3tkbpep0TW3mh1xvz88cQzU5vFVkNemzfTqeeCr+3MtHbOl+Mky1Mtgrj283IDoDOHtD6hLmu9i+XBnAqJ/ZxHti0+deMdPEO0K6qp7QxBoYA4Gtl5+7Prub46LNUAsDlKhpmHJLHdPuJ6gbHfsu1BJDubknpQF6q2vzXKle0dynCRkeydPCR3Es9sTfjR7UF50csaWtFlspvdLJjh+Qp95FfXTSy2g3Oy7SPbfY0gvHI30NaW+AIvodtewl49n/ciH3l7H2QnXZQLFG22C2R5hq0XrG8/I1E2ZknXP+bFNurpHvzEXsTD6R8K/JzhMX+Zh/LQ7oytR3KRr/DhXNa7enjJpTiSXtQ0RNTpvgJIkaYDbJzrQ3gFtteLuzuLp86nu8ODabQYBsh8wHU52XJd6S56EhcItjzgsrhIRutOrs6d9CR20ksrB9t+Y779tDHqo4s8ZexhXfaM+l7zUd+27v5Fnl+yLWRwXW2h8SCdK4M9+N2zk25pKFuHLcsu7uOddDkvdmp30KN8OFGfywN31f1CM74H60k7yymcspF6ea/jkG7bkYjjVbN6PxQ/p63zXX/HD40/rOb6EYv6RBtBqBV0BF53/4FLCghu4lmtRzzY8ZvuaK6vAO4SlxO4XgZIGFQ74AgowJULND8XGXF44KDvIe1Mf5HTuoNhw4sMt75iq8dfvR1OehSivvywLjZ/xC575418X8+vvItzspPQ5PJcKuFV9XEeTsO1o6hvNyMzfjnOya6O5OGcfLvL7SwP/alBl1yd0NPFA6KGMAnIxydXW8BO0Dyx23fc3Vxf3YlusSAul4KUeuA3v4h/+lsvYvqYly1zOE1B+8B1VnrFsO0xsj9clu/7zpaljhc6J1tfBDvKGpKdtFLh1rYodnuZ2oOebQVt79Pcbh/SZf9wsvLk0nQTHLvpUb6qoj57CG11U6QpuoMLUrfOKoYLfs8PGLafJN/2OLYd3F+7SeDZybS+P/hL7OZY/SK7tvgOzojeevBmUPK1bUeym/bi4Zz8k3Q6Xj3vXbdmLNnDah91+04227/cnSRg2cN6ksrlOJLG5hOre5W5ScgSNE68DHsy6NELX/O2Z9/2usd2/qY7ivpEsEwncANKVOkcx8BHPv25/+Jv/ugdORjSZOtFs3Udjm77KoqcV/HlTNzhD+vC2rq4/wJFraM96IvgQtVbHlJzCdkWc3va+hqpXJ4kXfoDs/UxM4+7uZEZ9b0SH1leZev6yoM/v4ZtzyY1DdvOhCXbdwAAIABJREFU7EV6V7aTqE928CJbEzyTXyDD8+FEfXKBUecL1d22B/8GH/yciKv4g+Yc+4Xu9GFr47B9BrtMtjU47rKLLXZ3cfLL9oL0YfnJ12cp18/M1gbwoS3x3ckzbift+eV5kj6cI0nWJ+8BmGiRZJIsJOuPr+DkSbn55//Uh773Tz7z9K6zE3f7eg63saEIOhR4hLRXjnwSrj1zu9t2x4YLZHtsa+qkbF91b+1DuZMukpGwNeMn7SptyHfziXbwsNqW6htub32N2YRRH+3i/iK6cMu1g+fX1iSFJNu3CrnQ/MtO1vVtjYK2t8O6rUjHcbOLMjm7Sdy7SK5RuMB1cjnGM/wCC0RkF9tYlSv3+o7kglfs8fYTe3kGirZOfM0Dljs3nPn9i5dvfmi5EA9pknsX73J5Pu8uzKGQujggQFtInfPovoTbXZ++FJ++GeXpXb/pDqM+zYCIKiDWwbv9oHMEK4Ol6a0uYOuQXr5IL217QsL2L7TDq0a52JPo4QRsu2kub+3gUHt254noMsm7GGXYVYP/4EHsRT/ztrfZ2nkaLs/H2c1HvjT8YZ2WW7z7Ny77fNdejb+cL/BSXU2vmXe5RJ9Xo1v0rtfWgsNvTcpL6j7XK7N43frhzdZDm92+p/L+JCIiIiIieg1j1EdERERERMSoj4iIiIiIiBj1EREREREREaM+IiIiIiIiYtRHREREREREjPqIiIiIiIiIUR8RERERERGjPiIiIiIiImLUR0RERERERIz6iIiIiIiIiFEfERERERERMeojIiIiIiIiRn1ERERERETEqI+IiIiIiIhRHxERERERETHqIyIiIiIiIkZ9RERERERExKiPiIiIiIiIGPURERERERERoz4iIiIiIiJi1EdERERERMSoj4iIiIiIiBj1EREREREREaM+IiIiIiIiYtRHREREREREjPqIiIiIiIiIUR8REREREREx6iMiIiIiImLUR0RERERERIz6iIiIiIiIiFEfERERERERMeojIiIiIiIiRn1ERERERETEqI+IiIiIiIhRHxERERERETHqIyIiIiIiIkZ9RERERERExKiPiIiIiIiIGPURERERERERoz4iIiIiIiJi1EdERERERMSoj4iIiIiIiBj1EREREREREaM+IiIiIiIiYtRHREREREREjPqIiIiIiIiIUR8REREREREx6iMiIiIiImLUR0RERERERIz6iIiIiIiIiFEfERERERERMeojIiIiIiIiRn1ERERERETEqI+IiIiIiIgY9RERERERET0q4m5exg0iBi2AAlFCQBG3ICH6EFDgmREmERERERE96kRMNKN1iPiJeM66J9K6TKTcUB8AuaxRnxggDq2xXZAAEZgrEKQIDDB+v0RERERE9MhzEzEIPLdlLm7zeBXhEI7GuonPAvyyRn0QQKWGfIDC66E6YFATBUL0Gb9hIiIiIiJ6pGM+uEEcGrxEH4Jb8W6wGSCNd9EHRbm0UZ86pL6cAuIZXhwhA1lSkQRJMEZ9RERERET0aJP6f3FInSlTN3iGi7jB4Zc2w9OgXuM9ICDDe8AcMKCIGhQiOezzKyYiIiIiokebQwSSzMsMsfFukAbawEKn+yfhoNPJ3uWM+oAx+TTA4AVukOUqRFUYPENafsNERERERPRoM4hCEmAebChukoAE0V7bTvdnwCWN+hxwIMCBAi+A+1C8UQGSD20+yqEdjAVdiIiIiIjokSYoLlqkBRBtaHyu8JMhS5igP1Yr/gq86Y7n+uBWpywltdnEFCkfPTMdTvy2+i1+x0RERERE9ChTDAbpZFqgE5nt+9Ewy0clhr2rV9ru9XpjP+8wSluEmu47CCbLONdn4hkwuLtoZ80Q5HaP5798IqE58IHfMRERERERPcqiZxOdS8rQ1vOezcU8h6aTJpTu2f30RHMb0yd3/Ka7iR1XPwkQIGKICEjAtQZXn9oTwb5wl3YiIiIiInq0uQPi2nRAiyilYOgR4q0hHE4OtMwwnOw+1Nzpq40lXAyhd6hAgAQE7YGCwqiPiIiIiIgebTZAYN6YhmKIpSAmaNhLaoB6C51c3qhPAMDrxn0FIoLiaOEBPYY78K40r+dXTEREREREjzIRF9GsoQcQoLKPoS+QmSIb9oO25eru33Qn6/qIiIiIiIjocmLWJREREREREaM+IiIiIiIiYtRHREREREREjPqIiIiIiIiIUR8REREREREx6iMiIiIiIiJGfURERERERIz6iIiIiIiIiFEfERERERERMeojIiIiIiIiRn1ERERERETEqI+IiIiIiIgY9RERERERERGjPiIiIiIiIkZ9RERERERExKiPiIiIiIiIGPURERERERERoz4iIiIiIiJi1EdERERERESM+oiIiIiIiIhRHxEREREREaM+IiIiIiIiYtRHREREREREjPqIiIiIiIiIUR8REREREREx6iMiIiIiIiJGfURERERERMSoj4iIiIiIiFEfERERERERMeojIiIiIiIiRn1ERERERETEqI+IiIiIiIgY9RERERERERGjPiIiIiIiokdd5CkgIiIiInpN8Qv8jvA0PUI410dERERERMSoj4iIiIiIiBj1ERERERER0WXDdX1ERERERK8tXLNHjPqIiIiIiF7z3H39ZxEREXd3dzOLkYHAI4QZnkREREREr+XYr4Z/fd/X2M/MQgg8M48UhvhERERERK+tSK/+U1Y/qyhUIOJA/YFniVEfERERERG9dsy7edM0uWSB+IW286PXFFnP9yUiIiIiole7ca4PjsXqPpVxYddsPptOpmDBl0cM1/UREREREb2m2Mb/PvJPf/kf/ON/NB/6kFJxz2Y8S48UZngSvYIK4EAuyIApsiADGRCgAfaBBJwAyTBRgxdIOOldmhCAxmYYfh92hHAdzet4Mh/5i+nm+BgvUtKBaFAxlBMgA2q6P0hoL9e1n+EGN0iEhM5jFiQgwjHMNDaQh/IAKkeQ5NoOAIAASOm1dBCHJmgsCEW2DIBmAIuBcwMUcCAAltFGiBscQTmK+rLdcERgH6bzmwgFXhAaWECamJn1fZw2wJQn6qw7n8N0CghkOi/aNq34AOvgjjAtEn0X3bvBsmq9rIucmhMSeNjtJJEBDnTHd/ZCD59DAnSKtDcMJaUICGQHdUdOgAgkN3GFje8rASjH4h1wgvCYDy7tQQGKIwkEBi+AmMQBcGDy6rlMZkAC0tBplCLtP7uJ7/zvP/HFYfovfPbTf/XPfs03X7f9cgP6+IO/UQYiMrzAM0QhsS/BggYgWEbpNUZIwxuXUR/Ra5k5TBADUn2IAgUwINRnj2UZZtP2UFDQnSAAodlr0lCH5TypHCK20D2eSUIRDANSg9i61i6XQgSOS5i14VCBAquBZBXEmk1kRYPioS0pWZQrkGU9A1VIPZbgLp351ifhni36ukCR8VMpFnGrKGsi3J9GEGo83TTwHh4hCSlBEmSQoMiZ/ZRzTKbQCMTiYd4XCWh195dg0CBwsyGIowzQBhqA6AAE4oDYThqf+XxuEto2hdhABCowR2wASU2LMphD4w6iPqm37eJfSsFgiIIYFyNms6H3kBwFUIH7qXInglfZSjgtiAINmrPnhJ/6hV/P0kDjJz/5yf/u+z/11n/rW7/qid3M9XltEcXH0jFACAqg5JIidhKxE6M+oktPAEDMgs2BEixDFRLgDi9wh3oA3LIrxA25A/oYJlnTXGPRxyFogJZn8pHn2pR2IiF10AzIgP0ERQAMopdtdUaBRCgQIGM3yYtJUHFXBdxhBSE9pMechGWHTwEbBg1iEnuNXUFCP7XZltfojyAB0ojGKBGiZqYqkFDMJCQ418fcV1zhCAIbsobg1iC1Q/YByQQNYtuo5TmnUM87cROTlKGDxLCH+WBNI1KHgbCzHrZD+qFro8PriGVwNMNq4NLFCnYxxT2ZTLK5A2jaLksMEyislKGUSSPiprqbzmoYg1QHMkQlSGwkOwqiu7rF1MQg2heLUQFYKRqXQaLrq63k5V65gZgczSy1P/2JL//QT/zyF4+gjefjm08//pYr+wmed/JGBhhUUSBSm0I3g2gTFdbBBmjDFpJRH9FrnBWEgCAOdQwdvAABQREmkHSS0WWPCYhtQhuABIP1gpJc5x5mig6YAE/yVD7yekvSxBsFFhCAaYIBKgEiddLvUo2mGuAIIg4PEAVUgmbgpLe94E1MD296UkKN+mrIB88uQGh66AwYAsR6seOtnWxIgrTQWAf8VTNQ4H3QAGRIYNh3H5IgOBADIJ4mM5EuoauJuAgtRLmF9LmjKtJ2El8yqKIRtK06XCSN4cmOZv8N0DQBcn9y3KQ0uImKLZKcd3u9i8hsgCfMQjM4FGgQmwhR32HbllCHoRxSgCKaDNIL6r+U0F6tH1zEABRrYlgmLAgQX21zfShHsHY+2f/7H3vp+3/0pz9zU9vrT8vRl/70h77pr/yZdz2GDrqbD+TjmQlAnR4NJtoVWIBmNCFBOHrDqI/ota7VjGEoElzbnNpbQ/jEb3z+t7744qd+96UbMzuyZpB0FccGPP74tbc8e/UDb3vmbU9MHpMyCcPUhqSTnncpAQA6jS/e7P7+P/mVIw8TCd/5Te953WEICILgInLJHqqy3hOADtC546WZu8itIeScn7vWPJwZbJdYj0MBeAHMrTi0M/zeEX78Fz/uIZhsOZa98mKBZFEHkg/7NvuW97/zrU/ul9ntOGmtn2uzzyym+xDMre+0CX2Xuzb97K+99OvPf7akSRT74Nueffczhwdc03eekyK/9Onn/7/f/WJXsK/6x7/uHV/55L5K8GXIt4vJ52xuKl+eaQnX3XSqfghEQLwIxEWLpJ08nswMgIq88NLJT//qZ744t0mQD7z1de9769N5GFKdqt9FkCkFEEAcYoCb2yCTm8fDT3z0M7dmfZH28XLrWz74vsf2J5oQ4PCyOpVexnzxV9Gd3l6fdfjo88d//Qf/0a9/qZfJY3brhe/8o1/1l//Vdz2TIDkuczEe9EZetvkihlggRwVHvbsjSjMRPRBrOSzGqI/oNc4zJA9h+gXgo5/B3/zbH/7E73z5xhxZ9zE5gAr6eRp+1+OkxDt+5+NPX8E7n2r+s+/9E9/05r2IOzHPJhKAFoE5no+6DHzm925////2C3fitXDnC1/3lW973eEViHotSAAo7PIs8ItwqdVcIAVhAL44w9/6uz/76X/+OVG9cuXwr/zZb3v3kw8jw3Nt2Uo9VR5ScqAr+OwL/Q//nZ94Pj95I22rllSOgQSJcEvl5hP5hf/28Weee+qweIiiZcjKOgX3HVn0c232ssudjA//0qf+j//7l31yOHvxd//zv/DHvvaNfwToeY7OebDE8Pf+r3/24U99+dbR/NrwpXe88Y1f8eR+bQ0cCDuakAoqn/idmz/yj3/u136/Gyx+2zd81b/37V/d+gzlGNLkcHgMubqTQSLVoeti297p0w/8rz/7O91eyLN//zs/+LVvf1pMdjd5uYzgavxhIlJsuHE8/OD//rOf+p3bcvVNzx5/5N3vfdf1axMBojjygJgAgQjcF4UwXzVR3+9hH1P8jb/zU7950+PBdenufM2z6T/8rve9ISANFlTm1k52cWojXMbqdZIhHfCx3/rCD/7YT1po3Ozr3v+eP/dt72YnhlEf0Wv6wewOx8lRd2vv8H/+8G/+3Z//+Ge+VHJ8HEkREoqj9Ng7iMexM/ES8dgbfv/kxuyF+X/6Az/2N/7dP/WB5ybid4CM0mPKBvORb6wjMsKRNzds+sTkylDGnl2tDxTrsPSlmfBbhHwGqAMF6B0//7Ff+8LNWXZt25t/7jjb40FERKTeLPKwlsxYyaJtSlDVyWRitzro6QzP9Wrm41FNEPcw63Dl2jArnd4Mk1SAdrJX+i4dXCvFA6f67u/C3mvhPp1ObgM5TjudzIZ4eO1pC00IAe7MnD3v/gKa/RdnN3s52Mctl1ALjZTVDN+DjgG5ewGag2sf/oWPvZDePJP2zW86cQDWodyCHhQ96HZ0zxrQtG0BptOm08ltOdhrmqOuaK29tPu0ynGFrwBJoya9M8/p2lNfzpOn036XXQEziAiiAr7I3351bHJQSlGtC4/1BZXf/gL+n48/n/VgP8recPxf/qV/521XcSV06PsS9hB0RxdkbfDH3AoDvvDSnZ//lV9vDx47OZlNn3lz4U3LqI/oNRnpiYi71x9Mm+7wie//0Y/8Dz/5qVtlv7TXANvT2YF8+cpEru41sC/FeHJkk9+7093uDq3ZPw4HH/ty/k9+5J/8tX/tD33TW6/ZnRfS4RWeWApAgZ7oYQ7XZn7ioouso7pQxWD9w6qPcqE7AajbNozpZoOgMz3K2iNOMS3hIc2O6SrTtNZzcdFQw2Wf3358P71+KFdw61QPZln2c9GnnWPWa3djPqDk5EeNzfZilFr5PbQDVBQM+u7z+/Fa+s9dJEvsZTKXvSSe6xll1HeX1qCXdBQPrYReXnSpl7mM81D17nvwMSDzwWyQybEcDHowj1ccgA8oJ0B0+K7mYTPQwBUCxyBNDlc6zAoiAPECCYYd7YsiXvM7gSCAoChMHBmxk0kf92e+N0gcZwR9qKdxnOATEb/UF2TtdYQQAIQQuq77e5+c/eAP/Vwf98P8GCcvfN/3fOv7n8IV3ETfQRoX6RyTnXycMRUWWIw+FE0WpncGzXG/pKucsmfUR/RajvrMLMZ4DPmxX/z8D//ER7vJc2XuWu5cKS/9m9/2gT/59W959tr09Y83UTAHvnAbH/2NF//WP/zFn/nVTxebHj/+zI9/+vbBT/7zr/6L39DuvekKMrs9VLcaMG0RDnOZiFsExA0SbHzUDpfoRpAkkLrRXa2CMAH2goXhJEk8TPuNPqSLWjyLBK/dvbF8rglsL+gH3339ib/45/Vgou1GxHr6h5LxS7/2+R/4Xz58q7s5CeXdz157x7PXJsiiXiwOQOQtep9fT63ymgWmCOJiEkxTRho3UXTnSTq3NXDRogeAZA3ipnWcccw+LDuZmIoq0brrU/ncyY3QYqrFAUhCmEBi3XV2V1Ffclfx+rkgE4MtGr0CaXaWvC4FGgtEEEPde8VVYRDJQeBhKJOyKP401rcUGKQAgMSa6nlZmVkN+YZhSCndvHnzv/5v/s9Jm5rSv24vf/Br3vHd3/quq6FH7lEyUiuyu+QQCXWurzb4AWgkY5hNUpx189DfYbYSoz6i12zgB0BEzOy3bsoP//hHXuqjxX4i+Q+9/an/+Ls/9P5nJo/LDDJHGYaMNk6/4sDe/r7Dr3/uW37o537jf/qH/++LWqy59jMf/51ffP5rPvimaW+RLSY1btEHlwBpIUFhOg6q1kkm31UN7p3oIA2iisBz8L6V9FiSv/xvfGg2WGceY/vmaw/thhw7bHUbaJUo6vAcC1oPX/1s00jfSn+PexnA5+Lhpz/xqydHNwomvfd/5rv+pSevRil34BZlr6Bh0Hd/ikAkKDI8B4TgvXqB1/096r43jPrOkVDEHZIgwV0VRVDgi5jEDdhBSp2Yvf4g/LXv/Y7bujdoet3VAwCmBxoDRBPkcEcfZwBauHoJ7jIWgRRFCQC81A+zm96qlIxYaoqnq3hUQ3QDMlCgliUWKAB1g9favKj/eazjcomHIcIiy7z+cOXKle//j77rp3/yI8//xse/51/5jg9941cdRuTBY7iCAIiKY7qjlqsgirjCBK5AAt77lmf++l/9boSIkp99+mluOsyoj+g1qE70qSqAYRg+/fytj376c83elVDmj++H/+Bf/8Pf+Kb9/XwMDNDJiU9fLHhqAvUs/c13PBa+719+35VJ/K/+wadudJNjyz/yt3/q3X/pO65OeF4J4nms1yIBogIXL3BbpBv5GN5cDj0gkAZRkOFDgB+4f/NXvwUxuGMvQeyhLZLJcGCx2gQASgnBg8qBKES8mFg503sCADO4107ex17Az/zaC8cHz82yvvONT73jvc+ZZXiGDSqYosm8QO+zs4ggAhfAAxBQFLaI9HxMDqbN1gC91LIiEmp5y5oJuchKLjs5cWbDYRg+9J7XS2hSO+0dDhxLDOGwAaLb1AfIDrLKbTFAE93UDYDAg+e4CGF3dRW4mK1Pg5qKI7gHFIhBs2G5t2dZ5CqOZaDKuCnB5R3hqUtLsMhRn0wmf/rd0+9895/47G++96vf/vTQw7Lnps2LdY3BLXqB7CAQ6CARkqCCkmAKfe6x/Td+47uG3veTJDEvwyVagMCoj4h22PIuf/jCC1+89vhTt0/m3Z0bf+Rd73v7G/fVgNJDBaazAN3HAJSTbr8xdCdPHFz/F7/5Pf/jT3/6RpZk5bc/+9k7t4o1AdzqhmDithYEnu4LXbLOcVkkmYUxIs3TlCYSupxF0UD7oUdqHs4NudxHYozpYoQPKL3lTid7cxNL51UiVCwDxZ//+BdfOJYjTxj8XR94yzTAskAxrl10gwkCJ/xe/pezvEjcFBCYuAm3vN9+4kxODQltRkY7aBFSDOIFjdj8tnoRTOcIwyKVPMDEup105W3zyFdTar7T682xvv4Ma/vLwAB30dOtqpz6FeAy7zu3LI4FoJTi7nsxzub+tW9/ej7rD6bNyeADJAMJSKtk4LiTb3B1L8MC0DjMcLUBujtig0z2edcy6iN6jXTH4eNzwc1DSNm8L4ix+eTnX/j97E26cj313/Mt3/BWtQZ3rE0zHAC4Znh8ALRH20Imvh966Juv4S98/ZVf+eSn/vD73/P17/mmN11XeM6DhZiKASrZ3AwxiDuagDwMQdysaEwmYTARhThgJcBQ5hEZKoO2MUzFZibpjsQAHOQ7sCNgcqsc7DeI5Q7M0U5LCRbbWXGHiEAFwZEc6taJWwhTQPsbwBzuKBHtlRImfUFQiOOOIjj23aLPYT1CdMTBIkJdIj/+QwTuHkWkzMU7KFAcad8lHRccZCBiHtADDkzgTR6k66ACLUgwy6qHvTYzAEADtG42P46TyTCUGKNYBl6EtK57BZMeGkXUPCCLZzjqeO5RaCLQoshwAmQIUKy4hslh9mAqTX4Rkkz3O4kGNI5YOvEZxOCpoJHUqJmJZogJAjx6L2O/qCloesH05OOQg9y+/rY3V9RiPkKIne7dBqaOg3wDdjRr3xBKCZbVO/EeQVEcLh73S2gGl5lOjuM02YuzIagd3Y7Xbks8lNjW+Eob0adzyQgxO0SQAB1ui51AHJIQ9rNMoh/XcQkbDNpYaHPQMvbh0KAEZAy5hGmvemyIimi2rwPKYGhm2vSCJg/7sKLJoUHhQwfrQ1B3LZJyiD1wFVCpndOJCRzQYR7k9gSATAqiNKpygqIoEUgW5bZgBiiwBxwU0yGXFAIKrAMG1IlNBKCxtN9JyILG5q0P0EmRVD9FqstwvAACCQ6RcFC/7FWIKRESoVNNAOAJEWjLEfKXoZMcnziR0ADt/8/em0ZbdhVngl/E3vsMd3jzy3keNaSUmhFCAxISksAyGMzgATAey2W3i+qGLleVy2W7umm3XWUXHsDYGGPAtiSEECDQiEY0S6lUSqmc53yZ+fLNw733DHtH1I9zX0qiuqqrfvTqtVgZK3O9H3nzvnv32Wef+OL74ouyRcbMInpkx9jnH54IWLSoc2hVmv3WurefV1bjmwfUwFc5qwoCwSAXGIbTgstZ0oryrMGkQhHrPCQAqqIwiZg0J5z52BYwkqPMKap5NUHJGUg2Z02AKmwCcoXABxt3YVIJSLA2Z5MpEoYJMzFa4NDBSgcYLUhLEJRsIBfABLCCoKacABsoAAN23UH2xNUUsyq8tjylAobCKCKFEShErA9QIRMHsLFBUVEzIcCYLodA0C5DE4qSkg5xYJAg1RCHDhBgnMBlQgaWGMISKHRU8sAckiikNZJISNGGmRpHsy/AYh40D12SaxnbWXQcCEg68zLY0BZglNOCTNUApl4T41G0YQxAIM7JxSzwORjICqQ9urBnbGXRofPV5qjkhSCjospWquEoSkQU+XLhX1kJCiiBVEFCqkQCUahCAhggEwKLi/1Ca6vVAC2VEzozCI5ceANEwamHliXYU2xDabUgKcEBImALjoK4kk0pBq5OilpxIlNHinnbl3GcQBZOg1RUqkarUqBE2r0fYaBGlaEEFbJGSgqzkA6IQQ7cLE0CgBUGor7o3kquL1AsigRoaoDmAHtOMtNotA4j7gHVCzg1bAHyOWsJIoUphYmMZQMBkQJetSRLACmxhxFQAA2JAtzmdMygQMphPpZ5j5XTQMP0KEBhFlrC9MyTa1enhGgNBUIGmxZi55QG/SlFWrq+wiAATjTVFpVthSltb8taDwxqEmmbKZ4hA0YvCkttUJLZvk47ARWBo36UPbAlu0ADTnMAEqSHAsrpMh4+CV4lqkRe4YEgACQiMj43JkBLhAwUwTBUwAyKhGJPpqIOHeCqglhnBK7Ho9ExkSeoIiJwQARPoWBC29UMYFRZRYg7RLmHtYgUdS0RppBPobbYc7OEibRjwmloATc8h745IDWmT6fyENUdmRCaVpDnDVPzAUIwAosSMoN8CskwOAZHJZnuXlVhCBNBDaot1C0udLlOw9CgBIUEkIovG4krKCoBBVlpQcuEkjbXZ5X6XILQgW/BnW1VOYv6zsbZ+PEK5q4NvTEcBJ35eUgBpaGBno3rY6IqH+UztTEQwNGbC9sEfOSnbv6ZD9/cHyEBLAQCdpEIjEERACLroAsFUmcZEEYHIWdYa9MSxgtAxhrD1kI9IOS16lBgSLdjhi0Qqcalc3Oq/aYxwxH7kLA6LZxkYK4+onRKdSm7OA0ZslmYCK43UH9VCBUvkmdpHIUQ5ufmas0Bp7kxHggQD1DmwXFCBFMNGIBq1xWNCgFRHEqyhpxzICoFsen2pDBgAIUaBFE1cYoiKKLALtOysZBLoTt3V22SALDWipKxifd9AquUdIoyssx5QdouAAAgAElEQVQEZpAXKMFawIJQ1wBVYutNo6qg28QY9UCwKLXdQWwBgzMOckHIMMQCCJx2YDolhi2YukOgFKRkqGtfqab6hDQISjNEahAU1hhADTQCGQLYAda2Jl2tDmYNMUzdh2AcE4GgFoUp83bco0QLpgb0I9XobqZubFkC6h0pOSuuR9HTfZkvrfFTPjFMNcM2UQAQjhYagCp9HeChHePFUC11RgDO58kWYDLwDVBeGEUg460vgzK5iK2FFw2eosgSQ8FVKgx682cjF0OtDwKOCoCIFY7IgC20C/YsQJAYWr2L0RLGgNMQYoUaa4gIEM5baQVPCLAOC4vyprX4n6CKurcDETgGOYAs4ACAfKCpwF++677i5GJnM8vhogvPPX/zMiM444xffUm17IHSI2YwVCkK0dAZ3lO8WKMzRVSLneNAUIj6vB0ntTctPgJHEsfBawRvGVJ4cmlBNpQ+EjFGIyo5AiClL6DKFLExJmhUaC1hoEfnQfUk5arJMwcCFASxJLZ78wlEEA1VbAAbA0AEZ7x1zhAZcZnEjgtCKSooFTmhIHasqRVTipkrszg2zhIDCOIMn3FtVbCQUQBsmMl5bTIRC0IGKhA8Qkmmlka1qayoQyzlHHy9dL2REw65Nd7EcyYqUHMYMpXfIkiFM6CwLqBWcxGKDDCWDYI5I26srqa1JF7J1YltFpAHGKsofWwsIEhqUJa37pHMNGlB+cYAIRAHkrIyvChDEFXY9MzsuDekfqRAl0/O1bKxhoS1BLGx5o0N9gakfPNhf+aUq96UAUannUYexkEjUWYbgSjrdAyTi8iEzHTaHTesYCWG0psJwDNMlIU3UgAUkcEb50bV5uqhAaqF6RN2EQ9Cq6oKKVmj3bdUMEysALEtFQFQQlR9c6VKRGiArL5GgkZAZAgavPdk41ziSm2YRNyRMKdZ3UUWAaFgUsBBDal1ZzSUFKqKRNXVpwSFMrrnJwHKzeqFDS0bFf/GtpC49BSBIodB9aABIqcMAkoPS8g6WZpGBESS20JhXGXSQlC7MOYUKgIWsP63FDUhGOMAAVFQ2Ar1Q5x6RwSWajWUAFMHoYDkQGrZaCASqBZZO06b3L3Tu+bGZbomBDAjoe4EQRFo8IIQGQumqCwNgykAwQgcLKwTsBJADuhFrVlwmnVl0rGhBqSFLNgEKRAptDWbNJYALEiCYVKoV2cAReHLjNjEQxINxSEHm0rXzoCGnCWwIZADIQCkpeOqxZGrLTozO99o1A2xUCBVTqIz/be08OgWdiVQEHJyMepntdpnUd/ZOBs/hqFSgSsYhmF0OUAJkYuaTfhSnAGpdh/9C9bRrKCqbAwYYKAGJiBImc1GRrxNwbZ6pJtuYo5S4AiZBxVZZMCWAQMTlzC5Qi2KEhPzRTOJHHEtcnBnZDNiCAogCNh5EwtBQVmXCzFlKcZ3uGwhidDpoNbHaSoUtwEKRWoKCLW11qGqMQB1y84YlHkpXO8bUCB4NnDgSF0q7OCQKxBQMwotIUomMmAPiIEHURpX89wiQBVuYWW4Ar0IBIgPJoqR2ILRBtREGgqjb3gnarWqqsQOQA7ktrEAqx0D3gdHAsMQVTWe4QWplgHOA5mhEghiEsCINXmWGqHYVOxR9ea2wtgVbuc4J5MBgRHUlECxkEY4WAdjSKAUCB6w6bIc6GDhCgAQYRJLhlHZGEYusSiKjlikaQm01NQYEERlkUYgUw2/Y13gGUBCPwr6EIDEIQIDoRBMlFrEBCAG1W2UAmXUxXgRyAKGlKoNS7KgygSkhI2Zu7sxThKoQEtkGWIT2wQB8AqXgm0h8F4NJXFEIqWqt8ZWs7B+ZJZxVkKVxVgFMiBWisgw2cpzvsrMYvao8r3qA1oXFCUhs6h6UbIOBlMTxwI/B1Q9RTEWZjK8JYj/Bx3WuZtwW1AEjok4AgxEJGTq9p2c3XF0CtESJ2VfPX7XddcQkGVZPY1+ZOUBxAxHQpCW2GlB1ZYUG9QNMyA2yoBSLQeNWOKYocGcgQEqJViIlAlkQUSRK4EcMLEFoGVGWozrHFMUR72VwDQCLBMTIQeYiHu7IxIJ0AgUQACMgqFMKlVGf6pE5MDGMEACn/lmzfKPwHQxyIWsOquKIAhiiNRAXQmAEdcTUcxl0kjYMHxnzsa2S54R+yoZZbJAahTZLMQjsoBFlCpFrQJ5W7gWAUA2D1DNudnxcSWF1WA5r5BoqNlKvBA8rF3AsqmxiIIjZOjeQRbUHV/QncXGVpg9kBl4AwsKSDxKIzmZN4DYmel2bZiqitTlXcFEAjZErGDimIH8TbWW6ocqGAxwdaZ6ggcMOBIbMarWRPOWX8Rn9ufC1G+mt6y8cUkE1TIvJamHyM2VMA4mrUcC8rmFurprA0osC/+PVH5k/5OqFhkZB2cQFGbh6FFdKDciB8qKjiJH6iwhIrgzkzRAgWyWe5MgJ2QCq3gTjOUK/E0AhmiIAS21M2/TZoeQGSgoBJptq3EEl7QBRkiNNViw/FgAy7bLQWsFyIRIiZUU5BkwGgiawwjZCAI/A81AlrjJnJi0MlISZLOz8WC54PVpLAQUNYakbHMoYZU5R8iE61Al0oXdrv+VboffAsqrR4vCh2BFiKBAO5CDGp8zCyQgCNKGREkbmA/wlqlqbA6GytCX2iRldA+DatMIgNNAzaDRJXgFxF5NDjbO5oROJ9QTowqQAUqEHCQQTwFk4pJsoLiCZB4LEB0xSBH3APBAQuDawGShwhSYmWEJqSMXAMmjyHnmaaAElnK8gNUECDBVEYjLQgqALCIKEC+EwFbBHoh7GgXgyxAxRdZqpXd/U4kPZDseLYcCsABr7LQ826hyFvWdjbPxYxdnkojqsalAgBDlEloFyFXgrlu/rF7rASZYgBR2oX7sAxJolDqUbYSCbCqqBAqKk1PtV/YdyT3FEfWmycWbVnrVOUlGxot9R4/tPTw2285dDMvmnNVD565evmZJI/caG7LVp1GxSDwg5JijbQcmd80HqPRSuXVFz0B/L1luozE6rVMn5w4cGjkw8nKptuRkeNmia9Yml6zu06hREpUAK1ICK4LwrKSvn5rdefT46dHxTqeFEJjZpWm9Wdu0fs3mVX0DMWJVGwqIh2oAB7gW8Qt7T09luQ/UF9trtixpGlDIwAkAhhICITCIozhX7DkyfXB6Zqx055237MqUGOK6qpOqTB4gQaAF074TMy+OdUwokrJYt3zo/GV9FqUxRpVytYGpwmnHJ8LOQ8d3nZo/PlfmIFhKDW8Y7r187eCy3tqiukYuAhAUpDAaQAG+9BSVZF46PHN4pt0RDIVOQSZnUxITYDVE6q0qQ1VJyBSwHLlOHrauX3JOb1XU9aw+IqOAwJEmbcSjrXDg9PRze/acnC9KUM3x0r70olVD5y8fHK7XAhDgApmu0OaN3hShhcepCz4iD5+rTaZzfenE7PbT7VOzWTbbavpOLZ+hRasGeuItq4fPW16vM2pCMYdupb9KwQig1Jv6nPITrxxvFUVvhEHnLzhnjXFeODl+cubVYxP7R+enZua9wlq3aKhnw8qhC9YMDkUmghgtkbcR1auREmcUg7ni2Z1H5koPF5VBrz1/ZT21JXUnZ7EGCvPQAspAzRvOiI7OYtehsT0jk6da+VxREunintqmRX1blzQuXFqzFBREFFUMBr3B9ulb+JX/tzDdlxpwXckRYCRAOmytGPftZ3aepOEazcV++sMfvOltFzZFUYvtghaSq79WYEkZAWVHXO3YVPbUkfGRTI+dbqPdacDXi5YZWrJmafOidcuW9VNTjS2LyAokdKkYMlYCDLeAbSNzR8bmy8JHVJ67ZnhpfzMwEcet3G4/3jk0NnpgdN9cJzjwspSv37Lisg1LQ4AwxgL2vToyIV6IhChQl9EiqFExokaVVcfiBouP4DXPl/fVL9q4tFxAOwueQALJwbFne7KFExOzuw4dHD090emQaF3IJfXaxmFasnhow+pFBMSiSeygOVRAkbIpiT2QCFS8oOQoUkqPjGWvHJk8dGrq1GxeiLjILlo/sCyNrl+5aElkshYNDi8ROg7TARWR+iQARUnWgghEnpOX9meH56ah7d5gL1jat3ZFBAEoXgBS1SVRAAF0ZLz16qGxWY46bC/twzlrFllypDAECfLW+dTKC7Sbrd5BxStKsq8eHDsyOlW6lJwtRSuowKqVVyETUbe6QAQUREFp85Lmuct6WNRoSQxDvHBG0YJDzYI2oLo0Cw+PinESUEdp39j8U7tePzYxNydceu1r2PXD9UvXLjl3aTNF6YFARmD0LbS/0kId6OiMvLB7QhRREueFsKtkKCCtzlUlhZixNlxp0kI0ZRl0uOa8pZEEaACZQLZQTBb68s6DLSVlu7q/dtnawe4ElK4UEC3FUDXUXD2i+NRsuf3U9AtHpsbnWj7LEvHWce9gz6K+no3LBjYtaTRJUqocWmUBiAIoFU5gAhCoS52RBgOQZlAPxGKS7pJVRSjkUOvJeCYRnpyz391xenx8ojU1AykJwRgsXbzkwk0rVg70Lo2kLiWMCBEDrGK7KyXV5RB6YyXfUi3Sqs4GSxYUlYIXd421s44L2XBqL1i/opmSgkamwnP7D28/OX+6JTljkGabaWPj0r4LVy9dHyMRjS0gHtAunbtQFTMhg58FyJvmWLBHJ7K9JycOHj2dtTqqwXtt1JLlwwNb1i46d3mjgdJWZ7+iYBRAr3aJYquAJArXITdeYt9oOXZyfOro/oOtQth6m3BUH2gk5y9KL1vWXN6fmDLLgqFaXAJ5V4YDaAktVAXklG3peNZjdCzfe2Tk5MTk9GyrXXg2Lk7iod7mOWsXr10y0JuaVBUwtYUd3d3nsCdniycPnRDj0pBvGqpvXbXorJfLWdR3Ns7GjyfsI6KiFGM4ilJwSygenZvbcwznbTQQV80yY8CoAgUh7j4CEUiJyQIaGSIfQqdtEmvZEUTVh9LAmX0jo3/wl3dkYvMgl1947u/81uq5yezLr4YHH37kyNHjjb4B5xzE27Klrac3Lm5+7AO3XL51zep+pJUoSX2lq1GOPOHbj2/720f35mWZljN3/+vbhgcuHWnh3qcPfOuJ7XuPjreRqE3rSVxkU1Ie/rnLh//DJ29qRBYBPQasmJ+ccoP9ByazP7/7me9vHzk6B5ukZZEzgYiYOUki53fcfPk5bz9n2W0XL11ZjxBKyeZNvceCs4B/uPeZ7z/7Oky0si/+8md/c3M/HHzoNggFVD1axIWEljXfeOS5rz/4fNFYfMv7f+qS9wynCKQBICXbRX3QQpAz7nt+z7+//bkmtVcl+W9+7P3nLeuLrIGqFyosdYAdB4vX9x74++88dmxifha1IhmiuG5cSr7ToP19OrdmuPHxD9904+YoiVAnGAF8DqswLGQz4M4HX7jrkZdbgRuRzU2ccVyyBeAkj6Qw6kkUZAR2pp0N9PWk2v7fPnbbhutXgwy0hJYOcaZoiVXYb+2a+OPPf+PI6IzpW57ZhrLTom2KuaV1XL5xyc9/8NqL1zrPVioeYoHdWugt6uavcTmJKEEU7To6/ed3//ChvTNH8qbPAUgt0QZn7fKolJ2lzeimy86/9uJz3nXB4LAxpOUC5DMAh7gxDYwq/v2X79t/YiJmufay8//tOZuyWX7i2b2PPfnMiyfLKR4ClA1LmSdGGuh8+IZLf+m2i9b2sS2DcVTBvUrGbAEPzJf0F//0wMsHR+M4aSTRpj/4tRXLax5VNxxiKIkHBCYN3Hxl1P9g29G/e+DZo6MT7RAh7kXcNGkq7WNm7tTapv/AOy+56erLL1sbpd1asl/g27jS0en/BOqrSAfryUolQg4ZGAHmwBTue+FgEQ03i0ObVvS97+Z1dUbc9fjsMjXU1TN1qMwQJTnFDz79+l9+59lXp5PTpfNtguU41ib7sjxIxfy5KwffsfWcD99w/oVLYmgJ9dCuVb3VOQQC9d314rHPf+sFX+aD2fFPvf+KX/rwrersaxP053e+uG3b3onSTnGfwHJoL+Kxbdu2f+H3f6XmkAO75rI/uv32504NeLYFu0oPCngjwYo3GhggRTCGys5A5LU1cf3FGz77v/+MeyMbWMDpUV7YxoPbR+96fPf2/aPHprJg4kKCN+NCTHG8YnpXvZZuPXfjJz70E1euMZ2p2f4eB5RASYgVrEBMQgbBm6kyemb3ic9/9/nHD7bmfYS44RzFKDqP7bKt6ds2r/ztn/vAyjU4PD6nBIR2Lcz3ScdICZlyNAg1kJBLdO/je776yGOgqQFN/sUHb/ilFVsNoZrs1+V7NQACMoH5ye2HPn/79w/Ouymp/d6tK1Z87L1CaLABcEbSeoZp7au+u3poCVSD3OIZxe1P7L7n8RdO51ELcRxFrCCI0WA0GFTSboIaIQJYfTvVud/46LvWvu9yx2SVAU/KVKnj0BVGLrBcVPWgkgqIhWwOFIqxYP7+vv1fuet7c6hr0tsKBmwdfC93+tB6z9UX/erHrhgAAjnpqjffjF61miX+2L75T//dS61WK67VirJk43wIb+TlEACr8oMt29dJhmezMJTqhl56+3/8BUCgJYGE4AnH58wf/s09+yeK3kbtA1dtvuRXbu6Sq2CCWoTVbCAIXhCl2/ae+tt7n3pw5+mTvqk2sS4yIQvtzM/ORUY3LO257pINn3j/5euGOSZEyNlk3ZZdNLtcJFWozyhVOs+qLuoduWrRyPTC1Kq7xrJaon0zePzlY1+6897XcY6fH2vIbGpLa4jT5lT7SN55dMvaZb/xgevec2lfk+AASwQEV928GgAIma74Vt/i5kIL1JwIwAZK7QL3fPfhe/e3/dzklrWL//NnP95H+P7jB7/z0FPbj0xNmyHvGnA9cWekv1nT+bF1/fbTn7ztpi3DBrAkgK8QkYL7gCYEfhas4OTlg9NfeeroEztHDk0VQVTyVm1gaauTlaUARxen/pIl7ld++qarN/QOWHQ6BcWRM3B+3lFly0JCdt7Yh18vvv/sa0/sOHTs5Gny7b7lq/Ogc20p8yIiWZa0Nzf9P//Ade+99sI6ujjbu6pPuGoVDsRxQWkHeHL33Pee3PHiq3v2zxS+Mdxut6QowRob9DpJwtzbNq+49fq333TFqlDalfGb3HeIAPfaoWO/8yd35tzo09mP3PS2c3/hprOo7yzqOxtn48cvVESI2BiS4AcHBoyZV7XThXzv6Z3Xrjt/KWJDBKk6VQqgbRGxBkje7cpgYbigYBuZ+gAQSAKkZFKQKYCZAqOhORNi0xw8KIu/9/r4/Xff/9RUXygD9yxrK2kWVDjiWtpcvmti5k9u/8G5L679t792Q6OJFAaSq8/ZxkUIyqZje1rRoEbkfH2ssDtGJr9w5w8f2z0+Mmdp+BwtDKxtt2bZWOaWW7QGzbhQ1OBdyCVQ3Nd//yun/vSuJ364e1yH1vgIXr1J6mVXyGiyzBvr7vjBi48/XY5cf8GnP3ZDw6pBAVVoSK1ZtX6N2T3TEnusM/fKwdG1ly3WMngDCzVVG5ICxGKjPSfDU7uPzEQD8+h77NUT0zcNpIYQMnAkQsrGgkEgkAdePjSZ96xOwlTam2/avI7Eh1AYF+UwHeD7zx296/5nX9n5+mT93CLqNWndKBBCyGfiOJrJaIYaR4+F17783KeuG7z6bRedu8TVgrhK9xS8WJSEApHauFavz4eoZJdzrGwB8eqzbD6t172XMhMkDYm1HZPLT/kyN6oqIGVIUBSBo1nCk8/u/PRdIxOdAeobYjZSlNCcQsEmHi/k+9uPvz7xxL/70MYiXS9soKog7fp5Vpq9BZ9KV2uj9v2n9/3F3T/cPtIq4j5jQpQaH6QIGC8jsNg4OV3Kl779xGPP7Thy6xX/7P2XNhBV7u9BWNmKaMFEjEkaaDV7M2sm+rbsbOMrX3/+hedfEWFtLodPwJDIgHxGUpL/u/tePHJ85H3vOO+j16ypKRn1lWaUu9wICtBkSLPmqkIF0hEY0kAL47AEbEwdzDmnzx6c+c/feeXeZ/dofTCkS62xClafh5k2G0LPkuMI/+nBA3e8MvsvPnjZJ94+7AIaTFCBeJgIMJX3P/0P8n0qIPILI7lIRYMnE08WdPdju45NdFAf6s2nr79k65CF5IEcFT53UawghZIqEMAUosZ0af7oaw/c/fTe00UUIrIaXN3CcOFlvHRc+Fpj6Y4T09v3/WD3vv2f+pnr375hqMakoQTZoJakbcTHSV8nqc1Fq5DyvLNFbdHxmfzzf/29R3dPHMgHh7KkQ3WJBmGcYKYjM0PLBp1BCckFqNF8aLej9SXFMCl4oT/Rt5WQ56WrNcpOgcgSz0UmC9KeySQyCz1OkKrxFsBR9N1x/0v/9ODunSeMxkMBkRBTUii3mb1Ie6a2cobo2CsnXztx+y+857JfvWlDGYJDCQmE4IwVBUIuHB1rhb/41hOP7x59cUTRswlqgbxsn7aYC+iLagMPv3587x//zUc++l5avDLgcFygB2UsAaaECxah4sOINePanOm3STrTDqXrCWArImZhrHa3TUxDGcQlIe6ZyE07WYxoQAxbCwJESFTpzdo+qoxnWgtDLyvhJBUBwWA6RGO5LdIlqA3keQsqBGENRoSJvAe7yIsVsYiipJwcSBu5dEseqHTZbwFmfAZb0xu4Iviy1MjmhFnFH/7jy3c8c6yFJTaOfVFCvXPqO60ZQy1yX3ts1zNHs39167JCSNkwEEKAyhm9aEXo5a5n0i1RM5dxCidwEYjhA0BQhTEoy+lysmN6O3awpKyMjbe5YOF2XAD/YnnKx1l9mB13xC7k9SwAq5KUcTnmuWcMtbt/cODvH3jx1SMTkvQqGYZmWaaCRn15WeZq9Nhs+/aHduw7dup/+fh1F20YjMU1uWNRgjJos7tgC9yfgsW4EvBiVIJxVoEC8MqEOOJYJZRqHtl+/I/ueHLXRJiQlXCWXSq+HSSUoFZLC9OP3hXbR2Z/98sPP/7Cil/66JVbmhKTEZ+ZuKah24baZcXBC9JdAsBn/DuNqXYLkYkSzHaKKQxqo3fEDb80g0ce3vvMD7dPzZYZNcg6h1KK6cL2jM4WsRvYNTX/u3/5jfJXf/JdF6+oa5SwFaVSmRiNkAElYHNqPPzc3j+777XHD5U596KxFNmMjWi27UUjpH0QNyrlY8fHd3z++59854bf+unLG7WIvadAkHmQgSLYnnk2f/ndl7728GvHpouQ9MvQSp9lp2dFRQxTWktE9IS3U7Nhz1d++NjesV96/9UbmtIXZjpmCVNF9GkQzkx0WnD7A6/f88PdL+85wWkvkkV5buF6UHcMybP5Cd9pmvpD209s23/vEy9v+eefvHapkgcsgURAFIjnA+a0IcnQdMuPZXx2ts1Z1Hc2zsaPI9NHVUEX1iAPvG7Fsjjsa5NBve/x7bu+tSb+xXduiBcezlYJJAxFl2wJ8GWRtWzvMCorNjIGhrhgKQgwJlKgNMm8G+jUBkNwI2Hgb7+zc//O47Ww+5JLLt18/hYXp6MTMyfHJvYePDJ+erKxeNnBjj/y+sTKBw//wQfXpBxDMg6FmthYkwO5qeW2GcoA9tuLFd//y4dGxmdbJccuxPkYgPXLVsWm/+SR/Z186vLzlzsgAZzOYXrcD6y5+8XTf/6tZ7edQLrigvbJQ5DOBcvidevW9/UPFYJDJ8Zf2XukM5PXewc7mn/9kR09S9d94sbVSyIL9RFCDLN21VABm0kktu/xl/bdfPlisnFYUFt1R5Gz6zC27T9xcHx+Dv3exwePzx4am1u0qs+QAl7UCcF2u/wxLdg7VsI0Sj9//nnrVy5tOC2NYR9Czm73aXz1e89s23vcJsMS1epxidbp9Ut6e+tppzV/eORwbps+HZrP7dg8/uqbT+w7lX3qZ69Z12BSggQYW0lYHInTIpvPay4t2UZw3lQcU1GrJzPTJynu7Vu8cnKuRFb61IWis3rxgGHyuThSMJGxHcHtD+2963uPjbc2wtS1nGvI5Prh2qVbNi0aGsy8vLz70Ct7jxw+Mfa5v3553aXXFbnAKghR5BZSxgVVIzAmjb+67/W7ntm7c3rILj9XT+1bIieWNu2lW7cMrd782qHRlw8dP3z0REF28doLTk5PfO6fHloyvPh9V6+oa8xASUqgRDuxpjGBGSAXKNlz9PT/9eeTe1/ZsXhgqNPpDPfqUB+r6rHjxydandLWg0l8beCJnSMT03Nr1y6+YGVtcXgD9UG9UYDdPNVniax0GjGLKFTdQvItxGVIxZi7nzn5radf/872UzK8OemMRj5bVHM1EwYb8UB/78uv7c2pZ0Zr3gwcHqMv3vPi8vpVN17YWxQhsoBINX1YFnI3WsiD//uwr8rvpCu9VsRJofGu0dm7H31RXA0hXxqXN16yoQmwM46Fo0hBC924ApUOzBi7P/vWy19+bmoa65NeF07tWt4IF65avG7zBq4P7Dk1u2PP0dHxSRM1m/2Ln9p3bPaL9/zH//Wj5y5pRmxJpQgSU1W4gFMFBcC13NCectETX3xo22t75l1/GSOa27lh5UYM9EmcdGbKyV37rjrn4gbACCpspqaWxdHg/MHcxG1TK8mBJJbMhY4lygOXWVRvDLXMMg2hgI+ipNmo48wXVwER2ED19h3jf/Pw4cPjQKPHT401BnvXLe49Z/XSnlTybP7Agb0vj6Wdiel48bKdI6f/6tvPb1y96p2bot4QAxlp6RCDQMZkZB7ZOXrH0wdOhibSYWQthPZgvXPb2xYtT5IRe7lo/vhTo3snRj5/zw/inlWeUufJapFpPMs1F7kkKABYFqAg5109A7NBwZGCDKl/86VUBcFYGwBE9Q7igmughmheXWZmghcy4DcZlgKAqb+F64OJDIyil/Ph2I8VYyRt+MAQhjciDCUTdUoiaiS1gXbboxBV6bTmensaoXK6UmV6yz4DQJCKCFVUPYEBUmpADkYPmswAACAASURBVMwAdzyw56Gnd8/LMFmJipmmnz9v9fAFm1b39PTMFfLSrkMHjo+9svvA5449NdOzUXxiCEQUR65SpVamWUrg9kSzfbxTdJzaEMQ6F0QKH6yLS1FjnS9L9K6Ym/daKNJ0evxY1NPTtalRvMGdEnKK29zrpQzsKuV0dWsTlOBhNFf+s3t3f+nhneNZHy1bm8wfG/Bjy/vrmzdtjnsGD47M7T90Osuy+XZeb/b/cM/x+a88/Asfeu/NWxsRBsowE8EaIuKux2wl0IWwRvWxHGncIODQRDbbbq1ZXq8pTPAU2Q6bIzn+8K7nnx3xIR5E1INDT2/evPry8zb11txMJzs8kb12oj3RmgUwmdODL+x7/ejElz99S+9A4kwAxDIhKMACWhjTJ/qWvr5uW75aCGDYCQCbGBcVY7PTQ/TFrx949ZXt5fR4T91uXtLfG2koWrOTo7v9KpmbL4eGs3kTxQP/5nN3/Pav/swHrlrGMArkAsegUIDj+bj5tUcOfPX+V7aNhKJ/Lcjg9OGeJFvbS2sWR6Mzc8c6+cg0I+rppIMjc6P/9Pju3jT+5G0X9rOyZsHUELyJ0xbiO5879rVHd4y0hWpRNn6oZ6D/gou3XrZ6dcQo5iYOHTp0cHRy3wRmaGgmWfHFp0ef33PHP3zmfasHjFMwSVVADKYxrvSf7th250PPz5shGdpgo8Sf2L+81zbSHo5iY6NpKbMS4xOz/f3LJgV3P3N8Mj7x1Y8vY4NQiiNfdbKW7ELc29bEuHpBsZzNDs+ivrNxNn5MgV+35SqK+KLNy9JiuqynZZafKFvffPCZd27dMJQiTeAAYmsKDoaZIypb8CXiOHKpvGlA0FuG6aiAOBAVajRuoq1T7Xz80IHFixf/9g0XXfG2yzesG/TAZLl8vIVvPrDoS9+8z3svroG0+drOI+PvWdOXWtMlxM4Uxk0gq0xB7F8/uGN+hiOKhpLip9591Zqli668ZChxYMVLL6/Ztn3nuUP1BIiQI2Ro9k9598VvPfHSgRnUlmbt2Q3D7kM3vO19Fw0tWzqQJlQAByaw48gVX/jH75yY6lCcjM27f/zBy9dfsWa411KRs5VIojXDA4nlOTHBuP1HT52YwNJ+FoC6rgMMsIBzxfY9++dKRVJDiBH00OjkZav6Kvt5ZZbKihDKhFPjGJ0rEQJDL71wS8owSlAVtUL41oPP7To61kLcWxvUyWPLlvT+4kd+4oaLl2omaUy7Dp1+8IXdX7v/edhmNLR6uhX94PlXb71q3bqty1UcFTmU2MEAV192Xt/AcKcMdaOBjKfusGRIaPT0jo7PUHPprpHZR5/dITaN4Ifr5pw1QxSgbOAiSAnwdAfffOjpgxMFNVlnJ1w5ffWFyz9wzQXXXLKp2YRhHGltfHTb9Nfvvu/ogdEp3kHRsMKqqPjQFSd2sY0BcBr4+wdfOnjKo768mMnOWbnok1dddMPW1SuHeqc8Zdct39u65PmXxm6/99GZvCjIuXTw9vueeMelPxunMAuzfRGm65oUlhLpQCxEOeeTJ04tisO1W1atXbv2uguGFkfc6XQOHh99/fCpe3746sGZjo0HC4r2nZp5Yd/IupUbsWAOYwFoASWC8+QCW4gHSlZU/iKWKpcaSGwmPe544NmXj82KprBJTzG2elHve6+95MYrNjYdZe3OkRsu/PI9jz6591TeWGl6+k+M7PruY89dc+G7nVDUtcfolum7pohvcjX876qyWc4UGiAgN+fx+vHT+05M2YGmL2Y3rR08b82weNQtNJRgVnrDTJWADvDobtzx+KszvAS5Qdb6yWsvu2Xr0lsuXcuWiwiTwM7Rrf9490v3P/psp11LbO3IVHvbviOrF28xBkY4hJKitLor66ET+cnC9JSeH3391NyJ+drA8npRbN00/K9//cNDa9aXtcQTTp9ov/q4XLRy0IqHokd5c//w+6646rpLOTNJh2ueDcNHYT6WXATB9Z+aK6P+FX90zy6IJKkLM/m6VYtZYQkcAhDAFuCgeOyl6f1HO3EjybOTfYP88++97H1XbdwwiF6GCE6d2Pp/PDX93LYdRydaqPUfm56+/f6nzl93fZ2sJQtRAwHYB5ozeOKVI2MZBQVqBWaOXnTust98z1W3nNOzvCmHtHlyEldses8X7v7m4alxq32eHMOWCPMcTwEGbhlKehNuUhiwC7RgvKH6FlvbSkH5Jp2e0lv8OajrWkFVWWPBeZBaAIEtRY6iCslboEl459Y1Aw3bprq4mjGRgZAKQ0gpE3QkzhHtOzn79Ct7O9m8Y6/Z3IYVS6QEOahqVTup9uSbueW3MIDMzpkOYXQO9zz45GQnjnqNTk6ds9hetG7jT1130fnrFqV1zJbYfeqc+5/e890HHz8ycirLBxCvC2WBiu7rusZ0f89l6wY/8/5LQwjOcgjBGBtESy8urWVFIOsAPmRX3vP9h9qz7diZhvXvuuoy8yZCkitXG4USK0WezjCVlellV1AKre0bC994ZNt43gc0tZ0tbdpP/cQtV5y7etUSahNOZTg6i6efO/6N79w/MTMz0De4bddI7wPPXrP1RhfQb3q5bMAWUGICA6wKFTFWbM3GmAUOHO3cef+TkeFf+8iN/XVvkEFdhvixV9ovHZ1BfTHy0ujEb3/ylrddvP7iTfUYaAtGc9z16PEfvLjn1V0HHWJbS3fs2v/agSMb+tc548qicFFUCUnesEFV/X8weHlrfUjBRnJwUcyObXtqT2r00gvXv+ttF7zjgmXLe0AFspnxv3lNH3vy2WMT7cBmujTtzN55/5M3vv0jCcFQ95QSU+8YcyjDP/5w/7OH2+hbaVjD1Mh5q+u//pM3Xr5uYHmcTcwX+6b0G0/tuX/7sdl5hxBOt8Id9z1x5dZzrlzBDGnZHoGPYGeAOx9+9uhMmQcx7Zm3n7/stne946q3rxkqUYtQt4tm2ue+cqj1J9/d9sxRQeHa9aUvHt3x+snZ1b191mo1F0dhSqb9J4vvPrZtrGMoZag3zl+yof9j12y8+JIttV5Wwp5j8p2HX3r0ufkOqOA4Z/fItgNHbuT1K5d4EYoIGrxI5QYEMhWQPuvgeRb1nY2z8eOp8AQgCi8wBucO4fc+8e7P3vX46bQZcrNrtPWxz/zZdVdccvWV569a3r+kl5uu3wfEZGKux3FEKiJKjDfM6BQEA3JQXz10qWo0yDO4JBsf2byy7zO/fPPHV7VMZOGnVbDIpmWvXf/BzUNN94XvPD1OrmznO09lL+xtLbuw3oSBMaSeyALVKKeqIw4jo/N1Z96xZcO//MBFly2vN1CinDaBFGbjpQPvPufaNNJY2pAcAiS9z2wfOXBiom/R8vn5+c0N+v2P3Xjr1qFamAZNwQtghvuT8/rTpenN/+7z3zw8MUbNRa+e6PzglYkt1w5apUjzOJSbFveuGm6MHetQ3NhzbOTlvaMXXDkEhAWzEoZyCYzO+hde35uhMvonqG4/NH3b5Yi062lZAkYpggrwyq6RiTYg7YGavfLCPhvAVEIB6w5MFHc+8OSkNrl3aNbLx69e++s/d8vaXm1oEcxMGscbt/RcuvGqDWuW3v3Iy68dPyq9q0Znxx568fC1FyxPlFyUQJREHPO7ti5618WLtLKsWKjiEwREMwVsvGbfrP/Mn26PNBfHOnnq5z9y5dpecJG5OFVVGDtfyI4Dp1470ZLmaleMN8zcleev/p1PvOvy5an1MxDSwPUoWndN3zkD7/7jL02+cmSch1cEsSQIIfAbSrEqW5PHXzreyXLX21Na2by88Ts/e+V71tT6wgzp6OJGIxO7uMe8493D56649V997t628ozWXth36rnXj9x26WoCWMQwIO0YnRi1SHInnkIxd/TIUFT+2k+/6/3XXzrcRFK0GtRBr75j2UB+5fKrtqz67NcffXlk3NR68xJP7Th16w0bsUAIAAopoWK0FiqfTMBKwRAQE3KLXEEetRzmse1jL+493XJNmzjJxz5w8eKP/fTNF65sxHnbsUdTL1rcc8Wmj3z1id1/esdT5XxZsHnytWMv7Jm4bu0A4KvhbGfa7X5kuvJ/O7oprAGMFpAyo2hccM9zp6lnqbQnL1237MO3XN/DQOmtIQVCkMocSbtbNHQEf3/7N2fm22xbFKc/c+sln75lxSqHBs+CRDkdhlu6iM775KUrFvXf9fBzmUanOv57zxy+7Z1bPOAIKQtzLZD1QC20+8uxOYR2PHj01Fwk8UWrBz5w/ebrzl++MT1mTNuTBjBtiG5edl2NGZkHOwNa2jQfffc1JmoHjkqudLve+o4NWeC4tL1zhNsf2g3JWDvUnt60fODWq7ckCgchLcFGQZ1SO4V/9cVR48uGZJevT3/rF25926rexWYu8hnlACWDA9HvfnjJ4euW/M4XHtp+fI5s72Pb9n7v6XM/fvWSfhVQgAopMraHp/DUzqOl6zFs+vT0L35w64eu3nTJUjJhAkVrDW9cNWzPHVqybslHfu8rD207Mqk8UBjuwBTEVTEjVL4rKqzK3XHkHAhC1eCCwAu+v29SUbICUCUIqVf1lTE/d8tJAcqgABhdoHqzrgFvRfmyIVLJU/AtF626/oJV5PjMK6s/AegoCsKM4ve/cMhkY/31gbQz//PvfeeWNYM9DkbVcHVgW30T5gSElEEVvVLhKC4FmeLuH+x/9cR8UatF7dE1g/wvP3rDdVuWL4syDpMIbojc0hXJpvesP38Qd33Pv3iqRMIAMXMIYWFKdnfDX7jUnvveTUTEpFrNXiUEYTJUBGaDrAi/+njugzbi0MhGf/F97/j4rRuiavXIAmwAUnVa0acuEJGqUQBeKfJd2xspo94Xdr168tTJ+uK+LJvaunbRZz/29uuWu6hoIw8aJf3Wr10UXXjrinWLbv6///beubIwjaEXdh7fvnv27Wt6lECeYbvTcYxWUw3VC4/P6bbD+XNPb3/yxV3HJ+YuP2eNTcBlBzoDTjuZ+Yc7vmms9bOnFiX4tQ9d/6lrVtcSsqqA9rEuTmnNLSuuXt9794PywHO75+alf8nKh188cv3Wdakzbz4XwkJpgCFvOTKq794tJABkPBCIy3ZroL83zI5ubNJl56/75Z++5rzltR7SOJSmpuhJF6+tf/ztt33um89/+7kDRalRc8n2Q6dfPzjdv77PKmKUTjkwzwHfffnU88c6aK5A8D3t4zddueYzH77kvH6TSM5hckWsFy7tfce6S+/c0Pd7X/nBvO0LSd/eqbkv3fPYhl++cUliM6DaXftOdbYdmMi4P6LOun7zrz9yw3XnLZay07SWianIF1lddX5t0dKrf/eOXU+/elzzduzcA09tv27rbbUyBwuICjUt4J7HX530UWOwL2+1+7lz29UX/LNrhy4dAJlcgoJp44b4ipWXf/uc4f/zb76rtaE2eudb+TMvvr5m5RI2RkNG6q2tK0i6rlr6X3vMno3/v+LshTgbZ+P/E+inChE0QvYbN67/+Ru2hpkT8MW0xCNlzz89fvA3/uh7P/tvbv8PX33+sYOdgwWmGG1jMophEnZJlXxECivC6lUBjkEW3bwkWMl7U0JrbFVTPvSO9f+FvfcMtuu6zgS/tXY459z0ckAGQRIgwAwSFEiCWSRFShQlUTZlZSdZ9nTb7nGXrVZ3TVfb3e3ylMc9rXHZ43KSHKS2bCVblkRlBolgBDNBEEROD3j5phP23mt+nPsAkAQJ2KY1dPdbhUK9Au5797xz99l7fWt96/vefl41k8QXhCBEBeezUXe6r8h/9vY1156/0nSPapXNtzoPPPFCQYCyIELwpbo79VTUAkmotF5624Vjn/qlLReOxn0h1dLRbp4oZd9WLhuuqKotE2mFaCANZny4/33XX3DFcHZJZeKTP7b5bReOVNI5JxGgQQSkJrSGkF23vvHR99y6arQvTTuiKtteOJACbBJIBmkOR/7y9asjdt75judHn3mxLQpwoNCTPScqGLuPTE81uyquBO/gHYrs+f3Ntit1+ygQPMCKEKTZKrY+8nhBsQ2d85YPjcWwhYfPAXLAQ0/vym1fSIaKFNQ/+qvvv/aCIarlnYg7Fespm7caozXzE7eufd/t16/s47aLUB977PkDMxlc6WqtlGYkhAbQ8KineZ3Rx+ijvEGdOrWqxeyyiGLgW/c8ue/AQUcRz+xdM6jefd2llaIVGepkru3IExfMj+844OvjbdSjYu78s5b95PvuXLeilnXaCBmkS5RVlRsEbtow9M733LVkxSpfeARhUszHPeoCFirUG5fWfvyy8dtWugvkhU/9whU3rKn0a5BRYEbWidkv4Yll0nr7hvoNm86vVmJdHVCN0Yee3FNmi5ZyjS64knIlA3KOPBlmitndds3Gn77jspXWNdrzNRawBgWks1HRuuaipR+5+86+RIe8a7Teu2dvR3A8qRURoIDkqmRPkQKgUQDO9c6fNqFFcA546OmDKu4TX5hi6ta3nPUbv3zXutFa4r3RHlSAHYec0s6P3bj+bZefU0uPMMmMjx9+djdbynO30FdZQHu9SafTRKAe009JQEgBnzO27cF9zxxUjbEoZB+++bIb37IemU8swxUEVio6SfKBIFAF3nHZqp+87pzrl7RvGJn+lduXL9GohBQQpJ109ljk0yU0vb7qP3Lbmms3bkjzvDq05Lndh2czCEDijQmE4MuZql4OKujMoTt99Yalv/fvbvrQ5uXrdCfWDQNKJKu5Fs8dG0i0tlFmY4lU4ACfa+OISDMbIguKETQ6kI5iyT06wF9942FIO6E08q2fef971i+r6zxlFOAAkkCUBcpE371l9Po16qL+9A8++YEbzhrsy+ajkBECNEMRyJ9XdK4Zwc/fuiZKp13wrWC/8p0fTqfIvBYoEHvvC9Djzx0+Mp+R0hpu/bD5hTs2bVpRVUUHpoFoNdlUhWYl+KtXj37sXTdQ1gXnojuimjWkS4DlHp54QWVVtBQsvakz6u1ggV+m2VoCrZ4uvxavQw7JWAL39FqlV5EoMWHvKaIqUC3p672Xhd7cGrmGdrbo6LTZF4qGL+ohq4W8D6GP0G3jgfv3PfTgg5lzjmnlSP3jd185ZBEBRdrBgjBJOBmQ9TqWx2sShCDCtunwlW//wNeXKNZu7tBt122+6YplgxUUnSZCitBR0kmy1tl1/dG3rnvnu+6Kaw04D0AZy8wLC15KlRjlfUw+Qm5CZlHYkBmfx5KZIq8pUFY89chjX/zL+0KRq87RjUvtL9x5cZ9HVNpskgYxiVOS25ApeLACMSFoeIhfeK4IQBawcrjvp25cv6VxbEv/od/9qU1vGTNxSFkFNlCEAaRLMbeCum+7ZMXVl1zAICdcANtf2s0KIQcoKyFkqYVrgocIoO996Kn/43e+/Idf3vr0TDznk0qksgDPFpyATRyKd195zjvWNy7vm7thBX72rWcN6ixGob3T8AYuDp0h33rruvq/+9mbx4caIWoca/Oz+6ZbHk5grAUYIiAVqHQ+KBme9Nqnem/OLyQj0/Np1fBV56345ffdunEsGUjzJO2W/W2wXVnMXDXsf/FdG5fWlTW2NduxjZFndu4GoMQn2um8ibwN4LkXjuROgJC4qbs2LfvV9155QT9XijZrIBpCMkCSL6lmd20+96N3XNMXodN2oW/5tx594fB85iWqeIxq1IF9L+3LnQmhokz1xqu2bNmwpCHdRmiqvNQKcuAiCp2NA/SnP7/hzlXNa4fnPvmBGz9y9x1zWclPEZBybI55PLN7spW5Trs1bNOP377xP79v1XnDqt1thdBlkzN343xmmLt3bF791stXLe8LlE8Azed37es6WE0kHuIVnbDDVOIVikWwsdjrW4zF+J8U70GIqfSRE9+ifP6jb79UrR659/nssa1PtHMOEouK5rqtz39/2/ce2TpU7z97fGDL+eNXnbfq3CVDiSZVDhkFD3EQ59k6KEOqtPhlCVayoj0dU04zh2659LqGDxPVegzUgchnCl0osuK1w82bln/noSc1U6bNvQ89kX9kY154a7g3j7Rw1AGixF3ZOPZzN66oZKFmdO5hWQcbk1LQ7EUVAg7KqsSJJygvuHhFdd2Hrkpzmp+ZWTbSZ0MOGx9RcQLUxNngSDIA8HLT1Uu/9cO+A83ZZrd96OhUAZAi5BmoUCG/+erzvvH43r0zhbLJE89sn2peuaw/0AkdbTjC9p0H21nubExEZFiKYtfB+XYOr4LS4qTssiF4PzEx8eRTz7C9vEJuw5pReFRsiSlsIdh/ZL7r2FuNKLrupitH65qDGKt9mirW3sQh2JQhhC1Xj33zgSXPH6rn80dnVL7/cLb6rFJ0EYSgAS05Qg4DFwxDGA6SQzwTBciufVP3PbxtNrPONi5cOfKLH7p5Sd2j6CKIUlVoZAGssX+iI1EfWsoas+Xaa849G02HSq3hcqORgRg+SMgt6S1Xjj+845IdD+4Fl1IpJ3WXqfdRbl5qL/rINQXpY5Nz441MSRREiGLPho2CQHX3QA1E+twP3XXRcweb23cdIfHHptsAxHlIChVEDcwz5oCW6gvKBy5Y25uvv9gCceioyHcLKWwj1sFocaQLwqaNtbNWr3py+y7mPJ3rzB4ClvCJNFdC6Qq9wMALLF7gi9KPcWGoNfV4ac/RtJsmhob61b969wYDGAsRFbxiGIEibfqHrHd4xy2X7tqz9/lJ8VH92Z1HPUCsETKoXnpNCxbMp1V0OQ4NCR6SA3r/RPdP/sc3UsTS6m5as/yWTSPkQqQJ3oFZXEHW9NqsCwTBscj/0h0XdlI/O9sKgccpM2C2cfAqN4mu6jxApy9U2J3VGHvv7Rd//6m907OtRIftO2ZXXNjP4iAZBMaYLqjDUUv3ZZREkdSzyY9cd80yLyZtanSybNyQkA9EPqmp1KuuWjAGtGxCHrGkqOfoORxaRIkaUMp1vN3n8Duf2bZtymqkNet/7ifefcPlfUpgtSCUn4IOAm2RGPq3d5/rfmztzNG5kYCagzUDcF5Yck0ZcWpotPlMTfVfcdb46uHkpXkPEx+YmJlNZaSmI0UhgFgT8PgTT4IUM4cs23zp+UM1AJSZwXmyU4JV7mjEkYa0m/7iVUuXDQ/s7WaivPGTA6Edd9vIm6E+jl5bWxiBSsC2YHxZ6kKdxJeksuIgQDmDp1EUknPZFzu519fr3vX2wdg3j3870ENrUJEHexFoow3BZb13JEZAIXjs6b2f/eLfdTnxptF06tY7bhm2YCdMPjKqJBD6l9lqlsOTgpNRH7MPdORoOt0uEA8j6w4PD1944bIcmPMYrA7Cd8EBIKVN8J5c2HL12Ng3x47Nxug2Qwi9xhRO6Do5ZXtr2olRFERcgNKUC4TwwqGp3/6jzyN6J0mWhM6H77i57rr1xJKUFF/q6dBIbiSwhIXyRuhZvJzURo/E33jh0s1rR1vtdtqaO6vRZCqZ57oI7MgYD93pVtiMJnjH9Vf94MkD82muYxw8MmkMrGohHIOcteBjAZJAEqDsocmjkeQSD6dq4PI1y9625SxDaKsocjpmDMTZ/37XFZPz2fRMs1qN+4IPrEAmE0hApESRZyqMoGFx9trznnloArXRY3M7JqbdiqVal63gnhFO+dbHF9Ur60InfxWIgzRUQ/ts3113Xrd6DHURxYAYBxMYqUcj3ctpbd3Imlu3XPbpbzzB/QPTzemjkwUDFHJQF5QblzdQO7Bje8OaVmd2WZJ/8OaNF4yRzgvEtfmum4/jWKGfKtJt9tfUO952yVce3Ts9b9p5wWJ3Hpi4YGx1LWvBOy3aT8/7tKD+igRs3rxenIAZYosoVoyQFoocIauaPCL93z5yhU76KpUacznHSFJ40pFnHJvEvkMTURQr8asHzEdvXt/X7aRa5QNjTqQihUWOyMfBDUTh599/wyd/5y+uvujc1RtW3n52IqVhFYQUuSLrrREJjKDFL6K+RdS3GIvxP1HP/OSUo6SKlf8S9QFhQyh+8y0r8yvwwMX0qc98Ye+cHMqiTNczM7grVbua9OgR+qtnpuq1zhXrV733ptW3nYOVLJBUOMk4yYFYQKEAQVEixIWuNkNCOl65cnDFyEAszVUSA8oTi4qgDMTb4GuMc5YvsVrP5j7YylSzu2cK/YMVEBEFCkWEKA5dLUUBcmyv2LB04znL+y1LHrRSICHDAUIgTcEELjMeq1lAhoGQJaED7ZYMO4QUbIFoeTELlFIXvT8V4aXWXL5+zf07nkB9DXdnaiWWi1Z6JiW4bsi/f03x/9w/0Rpc8+zs/n1Hjq1r9LXEkKIqpZRNxmb5ffujGVxAmsZkan5up6r075mhv3uq+ZObG7V0pm4LBD3nbDfu/5MnDh/SYx7d8bB/85qrawpdsDNDlkCC2cmpVPdrpYamHvlPl91WiWDFgb2q9DvSDtDODflmf4gisZesrt+7Y0cnHjmQN/bsP3jzqqU5xwUhkZx9K3A9mFgBOn0hj8+dQsWFypBCJDjQwW98+rtPzNW7nW40kH/6w+uWLUdVaa9GGD72XQQUHLegjrWyrDULVYPq//lNtRXdqSzuL6BiDuDIc0JKWJwnPl/w4SuW3XPvo00bBV3xOiqAGAwmkCrvteIaS+CiWLN8qYJz2ZzSGsKFiltEXcJSsxzeD/jJtw0svafvyL7iqIsHpnN2QMwKUgUrBDdWtMTWbHC2aBWhcunlV1+xeqTfzaVJXwEYFRJihBRkmagfUFm4doV+aHucRuM+TB46PJ8trdcLQLWF4dUYKSjfGsond7klzmRtnUDqiQQgAVYCKIB9TWyf64bR5dnUvi3L61dR2ucL4SRj7bhigCgUyrUayIBk/Vl9l7/lqie++mDenj82HeYz1CITipxhZGEkiYJDKMDJ6z+9FAQgZmQFYtPXCupTX7rvvl1tqZ9ti8n3XT52nhyFHgUAWACkbI8O2stSCWxToANwgkpSqQDadRUFuIKdrF0VLAAAIABJREFUjslKgcAAVyCtZW31nlXDv+X3768syYr4yEw7oF/YgCIHmNDtI8PQDlpLnsMODg6986KhejbtqkMitag3SNh7/xiIX7YV1cqrtICSQCFDyAAPipuifv2Pt37t6YlOvPqc7g8uX7XsX9+8gjtZPfYoUsR1R6aURUkARUi98gpDy6qMVgAKH1toEkQBkcoamPW11cpNXDA0V8uO6GI4qKhrGpS6RqWdUn8hqNOsluTRg1mhYieQgt5y7kg9tKAqypgRPzugqppGvYJDd1AXSVa9de34Z7btSnm4CHEq9TypciJGvDNKe5bAM7F1xHHhhENhfAQOrIWUB7R4Ds3AlS5sDPSHVEtxzCzrqoGGO3o4Xh97RA7Q7ba1CnFcaraqXMDkNHT9lQuDFni/JyBl7nU9EwBotvM9qf4Pn398d3outFvud28Znvzly2+uhpLXpkoKPYCXC9YTyBD1LDWotO4gYsPNTje4okjbTg/EMvPOpWgE11alkEgAGceJRiAWisx5wFUr7AsTk4Wq5D4qdCVQAKgcaPSA9DxgC604JZURRQwjmenMNaujv/G9ma9V3of8qC2OvfXiFe+4Yk2VOshasP0OHAANxRDPSUexQqH8TCDTUWNttlVhG7qWI0fsdF8XsAh9lbm+So7+ART1AORKMrREJQywsrpWR14M5cdu2zDyiSgOuXN5ZzaLEwG5JkI1V35Kqe/swue/t2Ova4i4RFNOEkKxpho++I7L3n/LecOmV6ApjCoAFVU0MNaIxmsBvgt/GMkQRKJy/rAoICmBJG/XKtW1Izllhxt13Qr9qnXU8lISIUmdrjhSA0Wn5mcDjwMKNHcSx5MBBeHSWoXgFZSWLuiIFxobrVy6rD4KHyAdZSPxOswi6KBqqF6AgBr4vZtWf/Hr35/kkSJqHJnPABAZeIIZ9AYZcGw+nccoYoyNzl20tBZl88FWctK1mC0j9gXg0upA1TU3D9Zv3rjqj777omV0pLLrWNuELjSlun8O2M2NaiOK/MGqm6sIEHKgxfl+ql/qQJ2kklMpwAMFDIzXrYCDVwxQcIHbSb1PXMN3Dh6mg/Pa9y3LpiY3rh06Sx0FNJvBgfJ5INvbA0lqIWwajr71X39aKcXMnqg3aaAsQDCJgBlEEBISqMW5vkXUtxiL8b8GIAQkeFJQhIvPP+d3fuvXvvrArr/+5oMvHZlz6UzFJEmlL3Ou1e3MZ61vf3f3zift/B0bf+H28xIYZt3TFjxlv4JO+vsU78xMMFoZYzR0wacXsR8dHVWlBjox5Aw0t4hBCkwIDDYg0211k8gCASTo0ZpIBB6AyyoqpL4jeffkA4AFsVFLl40rOwMXjI2mm22gr3eEEIFNGnDo4CEkibSPrV6//MgBaWbew+7euy9sPl+xQXBgMUbPekxMHMuLQkzwrhgdrPfs1BZm9EUQQqAgxphK5dS3DYGYWQFan5nnm64x2AAVhvdICV/45qP7J5udDsdjgyuGqitXrqzV+wTwQZgBPsXtZcXGGOgej/eVNlzlmUtUCq6IyCmr0q4oYmOsibI0jw1payEeJIZCUp67qgGXFcHOO3SDJpOEBT2SBd9k+kescmtZG01KCVF5dWeweI7/HSBgsCa0O52ZwmvnKo3+Sj2Gz4m8hl7AWwEsIB8x1RnDtchqygJlhctySFTadpzwrD8uQ3i6VUzBiWLSirMsOzjTeWrH7gCLIsub02vP3gx7eqMpA0lKnT8AEKU0JAcJtIdauArVgKdcV1MghSkCmQWhERIhOsWjTEQDAwNaA44BBFkoJ53B3e0pEJICuNV1h7vFs9tfaDcJSX+3OXfFZbczUKlE8G1E0cu/EVSCSUa3aOZSVGw9kCpnx8qNhJkzqlVUN8AGUzfVviI/3oAO1CNZBhC89957siTGGP16d5IIC7zlN2kEUPDOKl0I6jW7bdvu+W6BTgrDA434ztuuSewbkVMRtNasdU9diU4nMHK6x6x8DIIAHt5UD89h154D6GjorK8S3XrT9SKE4GCi423SM/vhAKAFAu9KA3FlABQZuJInEEFREkXArKMEwRWCAPakvaiCbE6ocgKoplaf+dKjn/7e9h2TOdVGleHO3GSds7defem7r9lw9fpGv+7RdtXCzhEWliICoCJwqdHDpAyV3hvBw3ubxLM5RLgSRWm7ZZP4R3f2M6xVzIxw+sNUaW0MlQ4lrxVxHINZxC8sxwAW58EK9apQ8N2siI2aaYVCR6AazCBJx5CuBKOZZaEkbQGmAEU+UJ4Vxr5yTxERKBVFEYyBO+WjSscfVWYmIizGIupbjMVYDAGDODD5PFdKVZms4vfduOb2a9ccbeLx5w48t/PQ9p0Hjky39rSaVBnL4/5DnfS/f3nr0y+89G9+4voN4yi6aZzYVySvxzdZep3tVgCCVkprTW5BOOx1Y/Xq1YpRys6J86TUqX+uCPUGZ5ToSuE8MReCAooaiS/ZRqWeJTyBynErQ8Fks0lUgZYCKF2hyyO8EuPyiy7s/+buucyLTZ546djdl47rniIdQVV27G9NTk7DjChyN1999iMPdh9/6nlXWXb/1sen7zy/31hyGUgphclp9/T2lzw0BCN90ZplwxpI88Ja4/2CmqNIcE6bqK926vOsPNMMYK06k0/ZqWEF13COwDnZxw+2PvWVR4/6CkWxmT/wsQ9u7OvrAykXFmir3uNVIFwpXUnKHtWpUR8f/9xFRMT7U23o5F1BgRWsTb0zpAyV3lM+AkPoqB4MAmswC2SNlSllnrTIcem8kofJr7wjtOAt/VqYR8EaW1Z8e0nDGeS2QoSeUbIQTFFQN+vCNlRtkOqDTWBIIAE91RoJSgKchyZmqQEjjYhDACedImtmwdXZEkE800I+Qr0xwtPnZ6EImdfWtsR88/Htzx1qumicXfP6jeduXDeEMIvT/RiTF0bIC8AqKMoDjLJgL4TAzkHnQFcvEYWccQzoRsPdtopZUQ9nB0igV53IInLWWWdpKqUgIWdWMKdyJhAOBJDOxbi6/tyXH5iYmre6z6N17cbzbr3qHHgoBfFCzFBcgj1dzjfCkcsQpMLKU+S9yoOjBcxGiEADe4ElPBwkHCzqcy6yynrKy/VNEkrVXGEKIZTrQRtjrX31dhLCwuJmKKXezPt54AS+4FBo1nua8rl7Hpmac2p4SZwf+8A7brzt6jVWCoH6px8b1lpjWUSETs9QPmUNaOGEUBBvJCgiIcp1NNnRv/7/fnHX7hlKVlaK6es2rb1p07jxBYIGVFigvQrOVHUxcmAtRFbgy4+doxKdCXwXBXskTc+BUAu6E8C26qhIKemquA30qUZO+Pr2/Pe/+vCRvEaV0YBYFWnNyo9dfeG/vnvzWYlvqHbwJKpCIiS+9EuRAFLaBRJdhQQJRRDtSQUApRYrK+c9kVIWyioJLvgcbyjqo7LV/+q7v6ABE0VQWqMIp60+WWOMAl5X9KTRaIAo+AVjwxBATktulB2pJaHoVioDs53WH/7NNwc/et3mVYnm8eF0BqyM0saXmrULFrjKgiNhzXGpJv2y3yp4D+YkiUHUK2S9NvBbhHyLqG8xFmMxFvCAkABaaasABCpy7Sgi3W/U8kFctGV52LK8iSu2PjP71Qee/OZjLx1qaZjaQe7/84cOdsIDf/Bvbx2q2CLriK2d4sA53i055bYbeicNEYmIhNOf4VrrnvsAwXmvT5G+HJ+lgZByxB5cGN0MyBSmu2ilMPHCEAtBi9ICCZhPMd0NpI3POrmzrnfhgaFEAguvGKsuHWzsnbLNtPPc4Q6ClGKJCJJR5cHnd8x3MxQTjThsPm/58jjZue3BSVl5YGp+/9H28qVxbCK4ghSOTDWPznWg+yFyzWUXDURkEbQmv3D1zNDGOE+nnPc6ofYeAjGrM2ustCiqdGet6iAkRWx/7++eO2BX+3ZaU/mVq+t3X7Y8z1vaREoZeT0MJJqBgPAamIlOrqr2Er1X9QNDbmw8XyA3cKybKSQDnJPgiX0ATw1xTlAFDs7gaGgUpg7xJ8nZn6qtTMTMr4/6SlQWQmkVTWeSuweU4vWl351jcC3RYEbuM2NCo9YEqrqRA1lPaYYjJAaWWbUJs0Azp9wTTOJVEUqPPiIgEIIqJRxJgaPTX4n31rBkKWDaynz5od2+f5WkMpK4X/nAVX1WkApO2+0jwOVKrDeqqzBZGO/gvMld7uE9BU+kGybzaKY4OI8sHoVzwXVQ1j7Eg9SrezrifX9/P0Jvbu3M8ysSh1CACBx3wD/Yi89+e1tU7886WcKzn/i59y+pkSqfARO5LNdayQnIV0AcdAbEgetNT9MttEKg5KTrC3pnFcdS8pnq1ldiHrlrliI0ECHI8d+FmbXWebli6VTp8UkVrDd5r6+ASkxw7fksHvjdz39726EU1RGfzW9eO/L+W9YkAIoC+p+O+kQppQgS5LVUaOmkbFteo/UfAO6NgmcslCGeBT7/6O4H93XFxDbMrK1mP37tuRZQICgNMoHYL0x7n2GNQcFJ3vaGPddTncwHdB3m54h8qGhVhfZGTTEQ0MiTbZPIJAYZES9EHiDiQDjYMsE28lQAho39zJzW+WhUrGmgnrfIzRFVCRUWh5ACjgBw0i04JRaCJ9X2qpkiFaQeXqCIKqIbVuctzAdMdCsSD7COe7rCbwjaO1FzPcWeidCT1ynLiGf2M3vtO7zqO8q3stZKCCEEVe7IWkPS2FAA1p21qkLFTNqx1YGHth/4r3/+8JbLz79+8/AW1R8pU9GKkEMcXIo8gzbQcUkGdq+uUiglziEsaDC/9ma+iPcWUd9iLMZivLyHwPCCEMAcIJ4VGAEh9akoYqstK+2B6y/ov+iC64a+NPq3D+7cOxdyjjC+7oFnX7z/8SN3bhwvWX+v3G1p4eR5nfdeKMgxM3D6DTrP8zPY0E/YXjtg37T0DdKMwwPPpFu3PfPAg49M5ccTZGckN5JGipSJZ9tFEQ/bvuFgvet1IgOJKjFkzLx8bJCn54OTQ/Oum7lICxM5QTuoJ188AKXJu7FG1F+h0XXDdeoEYq+iA5PTxdIV8cI5eXRm3rH2pIn5svPXcgjggpmd90xMREEAVgsY5RSwr/zFQwhnrnCcAtXS39naqRw/eHq3T9Zg/nCC9OM/ftuQ8pGNS3sAH4RISKlTEWjlRD63kC+8bpJwqv9VnDqBocNtfG3rwfsefPTwgf1FnroiAwDi3X5UXNawlPQN7Z9zMAMlB/n0lnb0ephDgF5LJwRAzjAb6BkOUikREVyBQAIdgfyLB7MHtvvxhArigiCAEUTBGd8lQldXp5gPdLSuDcOzkAqltXPPsi8QsfQazqf/FKVUPjTaA8/uab5wLGujAemcO1a7YAm09zDmDB51AVxKNlX44S7c88Nt9z641Rd5nncQgjAJ6HBaVyRJtZ4MLpk62MbAKECMQK97ccfv/glK2xkg0LJ5CFEF8bTgc/c8Ml2YiiXO25duWLFmhDQQMSQ4OiEZ2utEQxxEgqrliPdN4f4nDj367PaHn33qWHPaEyCGQkQhOtC/Ymj+heFGdW5+GRrLTnrvnmti+VW5BUkI3vtXI5iXpcRv/hxSPER0pbb74NzfP/hMplZHtWq26+lb7n57H2AA/4YIoy/AOBE5IbN8CtT38krVKdZA6eNJpe88qTgA33pi6lBmxXdl/uiWG8++YNV4DOR5qrWCUeEkcaMzvtoOIQjXu4iePCrffeTofY88fvjIzqwzZcSpnFs+ntFDkQ5D6Z5iYM0crQGgkFvvY4B8YQVLaiab3HP28vMGz1qzbft+PTIcdTvWWgIQBGR6m4oIpIDkAIEiGE4D5oHnd8p37n3g/kef7DhqOS6ENUmViu70kWq15m19sqg04yUodN12f1RLRQQL1M4z2Q97Ln4nzp0F1Hhiuy/XBRGdoPiLAE7DrBzAxWtX3f/8QaMHoqTyyLMvPbljzz1bV919yfBgf9+Gs8bXjEeNKKrZqrJgQAQugAjmlOU870HU288VFmMR9S3GYizGGW79pfm1wDuUNlauALPSBAQg91m3L4pahYxq88vvXL/p/PEv3rvzKw8dyvSSo6HxuXu2njWwZf3Kvn/cmwdBkH/AEPUC4AEHKK0hr6ViHQB2QAoUMf39tom/+NuHn3npQB4YbDpcF+Kyi6CksJJruKzjxPR5bvhMO456vT7xICYAwdWsvWTt8F8/fghx8tJk58BcvjIOEZMne6SL72x7yUujD93br758rIKGwq1v2fDEs0iD2bZz+o5LV4hoYu+A53cfdRR7kZGh+qXrV2sEpE3EieaoLC0XhffOAVroVG2Ff1TeSQKTVJHmL06k//Gz3zmUxuDC1vC2S1Zct2E4Dq1AEQAhYiZCrwx8Gjj3KtR3Aln1JvxO8b1O7MG59PtPH/jMt5966nC3K7FgqfhCWBbq064SRb5ozczORvFgBpA47k3XEZMm0q9GpKdFcVTOgr4s4Tnd4jwhA+gBT5C8EBZBFAHyw23P7nvy/lkZ8NCONAAthZVcuY5WqosoNf3NgnNHxA7e50VZl2agFFllKrUT6fRdOlYK8CDVdfjvf/blibQCrVjLbVesHgWM754wRHzt6AJZpbFzqvV7n7v3O08emu5GuR+TAO2cBTiQ+KCrBbt0rtlsS0SVhmRdhicJAgipkl/Hr6q7F0URWEHEe2Hyr0W4euW+EzyCeDJzAd958sg3Ht+Tmf46+8E4fPzOS2PvmMi7QmuVF85GyXGrA0jZ7w2Pt/TX7n3ha9/Z/tLBtlPsoyFXsYBnichXyNUIopSZn5u3SzfmrZzJM3KSUK4lDwKsiHjvw0LfgF998VSyFqiUPw4hvJm3cyPeB0rZ/sm3H3qp20/99Wrr0HUbR9998UgiIQ/E+o0kELJSZ1KuO2WvjyAEWpAPFYBS4K/u3bf1hckU9YbqXH3Rql+469oliSQQx4CxhSevXo7cz2RDdN2Q9D15KL3nsWf/5od7d87oblDOLYMeMSxKwwdVUNVbqVKnlQMRQYrYdythvh4AP63FrAqd//LRmy695spJwkc+8dxUmnRySWG7gLUNopoHK8DSAkeRdOowz/j64xN/9MUHjkzNdXJXwKZiu4gFCoIopPX+SrPbqdSGmhLB1FEI8Eagvp7KK73OqVEidqXARDiDGuKJGc7yFPYemk/5OmYW74sexd+UzJsK0a/+zNsbX9j6jQef0rCVpBaU3b770K8f6DDD8uMNXQxV7erRvrXL65etW7Zp3dhwgkRgS8LoK/CnBBijNcH7RdS3iPoWYzEW40yjxxAMDkRliwk2OaGYQKwURNpVo4DQ4PDutX03rN00MfW9e3fOSzyw9cUXv//UrnVnXaFxwir2NQ6hU2TiTCDAORdCz0riJMUIOU7gKYoCbAlUTt2UUiPUe6m8IpkEQbJMrPaEuYBP/eUPvnrfY02JAycEFyk1GGYDWNgIMbxnKsSHwZGxY60sd4LEer1AdBQH0aV/cEjT9SuGVN70OprL+XuPvfDRO6/pNmdVvf+J3UeaVKPgG2jevuW8QQ3XKt5+zWW/++IuJ2bbjgM5XVyItRRmU7y4bzIX5Yr8nLHGWL+2kiNiiBD3atjaRBIyEJ0a0r6cNRm8f91UC0FAghojd5zp8U/+0V9+/YWWT1aheWDEzPzMLVcOKhEYYgb4BKeUCL5nQibHmzml49aJjI9fH2UtXGIAMwjOidK039tf+9RnXjg8v7NpzMiavJWZJE40dZuzmoWIatl8lQnSjPuG904d1dUlJI6hS0VygQ3EFDI6aTyPAKVUOahSmlO/er2V/xlFUVYU0PQP5+kJAGZiVmBGt5tzmEubh+0SKUlqIgqKxWipkhMHnRcOZCEFtacrNWP1woX1pPgDgc+wayEgId3puq0vHXzm4LxEY5CwomHedvk5sWRgAZ0COXrvlVJ5nltr0zTtRNHWKf8ff+uP97Ts1CRFw0N5J02qtYpx0m4nRhljO50DVcvDddtBt1UQTE0tSCUI6UDkseDnfdLFMTNDEILSRGfYSQoCNiFQYWwK/PnfPzXVAZmIsokbL99w3fpRLW1AsVEgZSJTrvqiyA1JgBRpHlWrf/zg/j/77PdYLePqUlJotffaOCQRsfPiXaRJu5lBtOpVPjJzAHYoUl5JQRAQCdgRgFhR6KWzSqFwpxxS8x6l+beENxfD0zmnT+JZZFlmlM9U5fvPz/7VQ/tRX00+vbA/++RdN5xbzwDuqMSBqm8MqCi3Z+mdFa9XRZFTzt2Kd6wMAZ00r0a2yIp7ntr7p19+YDqMwxdjNf3vf+495407wAGwUSRQpHr1DTo+WvwqbafQu7IF8wZBqAzum6dP/F9/uu1AuztwdocNigKs4UVBbISQ55WKzuaO1pUzEU+HVIdUSU7B9XrXxNecO3TNurGOxotziKXjvS3YFqIAFMwB7AEOMKyJDQgIJrOVH7zof/NPvn5gPgQ2RseY3d0YXqoQck+RMSoP2mc2wvz0RH1g5XxrGo1BvCFVhVCqlL1u8c4YAZQqaSP86q2oNz9ZGsELfFnvWNhae9MFJ5N4j78YUErpknipE5DWoAQ4fzz+Dz99/UVrV379uz98bs9hXRtqhaKpV3lfFFnW9slhr5+ZzWnHRP2e7VeeM3D3WzfddcUwFaJejQOUgoSiCOBFw4VF1LcYi7EYZxy+yBQTmCESfCBlSzJ9adhUHhq2pPELyLesTI1w352XjD6wc4fnwYl2eHLv1HyOQfsm+qVIaQ80He7ftu/v7982L4kySUT+mkvW33DFiktG62DuTScAQeAEbbZfu3fH39z3xFzqpejvCYaIBxCglC+SWK8Za6waive2Uw/zjcd3veu2a0ZrtZbg6YOtuRBVpXn9xnWr+hALopo5/5xVI5U9RzLZMzE3kaNqCYXyGjv2TQjHicouWqUWehc9PUHpoQECuJx1PG3llc+MqWh9mPP0t9v2f3ev68SjRhUNv//j79h86bJ6yDqOozMShfmHK1vLybXhECio//Hw/ntfnPa6YqLYpJPvuWrDlouXLeurNqyKFWWFI00IXolrBvUHn//hvS8cE1JlHueB0sLsR3MqnCRAy0Av6w/ewXvAVdlVVBhXTSxoUTICSyAEggSoQJ0Atgy45hBH2oEEzger1AJJTc60dUtoB7hK/KUf7JwJScjaFXR/5o5bV9cDQi5ByESnXCEiorUu/z7awX/6P//6yFTc6oSBwcGlA+bt79m4YihZ1VepsjBQ5LmObgSElD6Shl/71Df2zcwr69Hrdb5cO/GfmpQGIe5SNOXwB196+tndh20ywFnz1isv/DfvuzouHFQAEWAELAvGhooB1kFIkujx7bv/6is/hK0o1665zmUXn3/NWy5YOW4rLBwgQWuxXROWuLk0zX7mD7e+NDsr7Ng6geC4ER4YCP9yd+/yw+1x6gBrbcf5Jw82f/uz3zzajVGJ+vzUr77/rVvO60dxFDrOcKYKqz+K54sZ4osi2CjJILta4Tf/+IsH/SBCO+LiXVvWnTsKiCtfelxYn08ScS3JoaddlXtg/uLep56eYNRXd5tzY4OdG6/dcMvl54xWEy0FwTEoU4kRNxzmdrT5f/vDrc254KC7qjZHsHogFwURSzAC08O6hkBR6FaAWFxBOqAn0qmgoaJCmeeOpr/++1/YMxcqfUOu21q7asnH37d+eOkyXakKa80Ml9UUAMk8ff7eZz97zxPUbKJaf3MuNnp5AfdUU9tQShEzQjmdIACEbPk9BmBgWYwP37TmzivXvHhw8ukXjxw6OvPcRNpqNicmp1oFipDkqGWqMs/933n64NGp2c7sRR+45fzaK9RcFmMR9S3GYizGPy6UNhDvnNdak9JBqOeJfpLLLQQg61iZkCG0KMxftKRa8805VDzHR2e7b6ItWVCaEzqhoPG1+56d96bt2SL/2AfueP81IytqGA5NkCptjgBAuGDVJDz/UDvuTmTxmFKOS8acOBA7AnnFkFWD5srzV+/+7jaujTxxKDvWxajVacCTL81SMmA7s7dvuXQ8AZxnrQYGGuevGJyaax2Zbj36Qr7sQpsH9eze5rFmGlUH0JrfuKyxcNFcYuqF285gVap5ymtiESr5inRmlU7nQxHp37/nuWkaBLHuHvzgdWs/dufVVcyxrUgwOKX69Stvrfyjk37vnFLGefncA0ez6rJYU5TNfuzO63/qtlXjjAgB6Sw0gbip+ggIgibhizVNLoWplDcHBJIf3WhVKRdJKMXKBVDdlFgZipQ25kO33/BLt62kk9LQV0Dj8r96jtEFGgYKIGVAPTJhyXA7k18nAG3gWIGvPra76ZP+2N20dviD1w/1i0Pug4q88Ku0zcHMZS8ohKC1fvShyX0H2PnqsMUgpb/1sWs3rYoTIEbmfdMoJeACfT6gYMwDsaSRtUAmx80b3jjUpxTnxDM5Pn/fgc9+/f401EzIljfwKz959VKNiktBDNKg3hyXBhAcM4FUGjDRxp/97fdCnnDRHLTtf//xD119aW3MIEHPhKIEc8eAcYymkqMzrbhPWxUo9KoqPRwf8C9Z7qGkm5btxyzLlFKHCv2J//uvtx1xvrIcxfTbr1h1y6XLVD4JUQhQCuZNdPUeTLHhjkiH6TPfffGA60tVxbjmuX24+6ZLa1J+UGXNhWXBAvIE0Hv9wcETqA9ffmT/dNGnlR6r8Sc+fO0HN60YEiB3IIFOAe52dVKN4aJVui+ifI64oKijoiZQY9s+ydIwAJ4MyBIQh04NgJvTugEYptJ/goVsB/j6QzsnMmtr1e7c1LqlA//5X91w+1A3wBZQHlCAEcMh92QzxsMPzo7qtiekeLOivuMMzxOw7xSvYWYSCguU3pI5yoBBMIAFc+E4FFvOHr523bAHYkCAVordh+cee/HQF36445EDU1lKUhl4YWL2C/c/f8lbzn9LHYvxv04sdm8XYzH+eSsEvn+HAAAgAElEQVSuWRG8cIAKQiUO6p20gF7It4IgBzxXQQmgIsWJVXB5FJs3maidAHDS61XuPjhBtgIvK5eOvf3akdU18PQ0fAqXwncQWiiaKFqmyC2AoksIwioEIUD1wC97QNgAiICL164yrqPgpl18eKadF955HJqY9lnRSKK1K0YtoHpMSD5rSaTEezJPPL+jCSirtj2z3bN1zumQrxobLN3KQLxg9Fb2gEriDIl4ea2C6+mUVF4FG/g7T7RfODiHSkNbHo+Ld9+0ub+0jwOx/HP50x6/ROecUuScO3RsrtlJ2835s8cH7nrrqkHvomwWxSSkiaIJ10mAKhCLhACNACKh3ugQCRj+RzbEwRAuUR8xSAtxUiVIkNnp4vCBfGa6AvQBfUD/whcNoLbwp/yXPo8hYMDAAHlaCkcen4QKfAYqNQBcADG+uXVqIrMc12ro3nXNBaOACoUvPKkofw2e78nt4j0HDlPSmJqc0eRvu+ayi5fHSZZX/Zzy0zY0yc9TaNvgEgrBgUoPTzohJMsi6o07jyV4B0x08Tf33DebM7PSRWvLxeeOWtTKrYc0oD16xs09RVXxADzh4Gzx1K7DWUbk3YY1I1s21pYYJM7FLjcuVUWbinnl5iMAvssu90UG4rQIbmGgl0qqquT/ojfvEMLxiVallNZ66+7Jx/dMZ5xEVMTNPbdvWqqBbsfB9AmoSq8i6P7/efSUGCoIcLCDbz25d0ZqqacBnd900YoVDUoUACXQHhwWvoPEQ0ra52vKh74ijnZxeLIVVfrgsX7l6Ns2raj5eTQPoT0B34JrIZtNKEXIkLUU4HwQsIAhxD141tMOZkATjpeeGAGliz2CWjgrBXBADuw7muUcddrtusrfd9uWi4cA32XfUtm8SlvWdzm0gIxdt6xzRZV6DvqXviAXiPYliaWXxFNPftkzilqE0UZUVdAe2sHkqe22RjG/eWXy0evX/fYv3vmht15STQKFopPmeybbzx1ezNIWUd9iLMZivEHhAdGRAzugCCJBGFAStHgtuQ6ZDil8BpEO0GIDPQI1KDpiViBoEgrFm4gkRVz2pALTTBcTM21RkYqTC9euGLGo5q3BajMzA4Wpe1UTrkIlUDYoXQA+7sui/oz7iCLduzdBCK6nIOmVuM0XLVm/elyHbJ77duw7ykbtPTh3ZKYFJ0tGBpYNahU8iQSBc/6Ss8cUBxXFP3j06Z37sizggUcez4Q77dZ5q5edO97f6+yBUM6tlQlxr6QKklP70JezExICgMKd0a0/MN35b5/+m1QqmJ62bu5d11yw8ewREe9NxQfoM2j0nYwhemXcM8OKZTuCiERw+PDh+fnZRmISyi85Z+nyCDELyCEEUY0iGuua4dBtkxQk3jKUjTy0g/ZQZcrFIaeQ/cgqCCSBUH78KoCF4HKnItUYqA5bMXmoi9SCr4W8FvJacFUJFUEsqIrUgq/4tC7dStGtOGeAJIKXsvt33OrR8xkItQvhh89OfPpL38rUAMe1Dcv63nHZ0ko+D59SVPXEpF8jAzvpM9p5cM+km6usGlJJ8d47L0gIVe0hHk4hDPkw7miMXIekKNGdE8oCe9K+rNaLV+LVG1QgEOZOwN/f98wzB2ZV37gritFE3nvThjqgXS4uA4wndgtE2FJDFRK8oGA8s+fooRY8BmxtaNPlazSCQmGRwwNegyy0FX38LpNJasKRE1NQ5IlBgSE2BPj0X/TuXRqQFEURQmDmubm53//aTr30/CKXejH17ouGbzxvmQDoH2+qhqhI+Xnt5t80ezW55hxC0U7dn3zpiaeOeBePedLrRuNf/rEtQwY+TwvoHOSO6zKLhxQIOYIDJJwZPfeFF5vzzXkOoWL0pguWNwDFGeIE8ZCjgbZdkupRnzRyRGL7O0DBsYAIIQ5FHYh9u891q4AJmQ1Z4nMjOaACWQctUODIUeQRVMgob5N4D3QEh6ab00eOVWO9ed2Ku68dGXQ5RAVoNomOEhESLyLsTNwGOpWBCRo85gbftIvtJE3O3sf36tekaVqOmlNvgBkMT3CAhwRIQPAQJz7TIauwq7Lr2LhIakEbuNkqzVzYX/zKXes+dMv5fSZUa7WpTnj4+aOLedoi6luMxViMN2grB17ad+SxJ5+db2VaU+m2RnCQHCGHpAgdhLysireBjA04nutmxyZnwIyQs+T6zfOYErk8J1ZOsGNvN/MiSpM2S0ejEQOLFK1D89AtmJRMzlZUApUUzCmQmf6OVIEaqaScIyoTTk8ogYtyxcohXLR+rQpOKHpp37EAbH34sZn5JqLk3DWrGhaKRIIHgbQ6Z/WqamQDaM+Bwzt2HZyc6+4/OCFCkTWXX3pR3R4flOLjfM5Qeomh53r3+jlNALw/oyz8r7/6/aOtouAIlkcq/BO3bcmzjEhl0Epp8v+MOKrMFZjZOX/o0CHOOyrkOmTnrqqrci5RxTB9zg7McHSAjY3/P/beM8jS67oOXXufc75wU/ftMNOTA/IgZyKQBAMIkIBEEiIpSgzSIxUsq8pBtuxXT7L9XGX7SbYsiTJFihRlZoIiQRIUSZAgEpHDIA8GmAFmMDOY0D0db/7CCfv9uLcHI0u2VWXVK0tvdt3qrq7urnu/dM5ee+29VoShGyGQl95BBVKBhi15AnFDkff/j56N0Vc1hOWkoJilLPvLi1lrKQEpEh51bHqQMGH4UkSgABJIhjBgcmJFEWhU9F5VozjJNe5/HJ/87NePtXKYhutl77j2nLrkKFu+zNgkmfvrxwNPEEHD0a920XWxHdAgmYir1VUr5GBATXBDOB5AQbF31mgI4DxMWhNSq4KAHnD0t1XgCWGhjW/d8ZCuT7czx8z/8Jc+es7GGkrPSkiCDAVO/5vrEXzpQiF46cCRviNPjTzoyZmZquZB2WfWkAhBg41QUiKyHiD2pFSUeusRVz3rYcuZgqjg/65zfSeuLzMPBoOdO3c+un+lfbw7vnHz2ir9nx+/ZTKhMqAP9JmEGCuzRP/bHLIPuloByYt7Dnzz+3c7VYdlFaUfuPlNG+uMcqCN8sNV7vU7QUb4H/5vzvUdfHVfanjQaYUi37xxgwaIDCQBJVlsFpAsU71HvAKUpjoAAiWBWIlLQ39MALfAbiERx6GH0EvCQIsFKJC2HFti4WofKIdLk8uHeCdzWGp1uN5wef/y804fI6Tliui6V1XLxpHyOqGo7rg6IOoDbV1r5xVJ1//vnCqcjPr+2l6TsiwRwlC8Z9SEi3DSGPNQfhPMzIoJQZHMAyuA0wlAsH1j+zMG77jsNBm0NEnpwnL/1FDf/7/i1FzfqTgV/ys594mewOHWyUHIERVAK5fn97z2X+8/+NCBzpQs//4/33ZZPW64QkkfEsCxqMpAuCQaiyeUzTeUbTCBGz1l9i3lNSXslsnayswVGYODhwjYOMCDgvdGe0COzrcXcz8RVStuXiiFqTvABiYvkeJAWFxud3o9ryZD4DiqJhomOCn6ZCLIUEGNVRCSIg2D2ActEBo1xjENARON5BkYA7Ak1Rp648Fxf84bVXDspJg0UgEcpSo5fVwyBeIAeAEcFANGUxTZw1PuSKYQD4wHBhRXVEK+1UQlcBQkEkNV4KeuOfuex54s7eLeg8WLA3zpifkyXUv58bdvX5/4DvIclWkLkODC+uDKs9d94+lWO976jYcOVerpih93lNSUveEN2xthuY+JQBpi4XoRx44rAwBRpUGzRSmdZOO3XsavnY7AmqGYAsGzUE7cQ60ASsHifGtgzoAbjKsWV9e2KGlKEbkeIKCoEOna8NKBY7+7b+PA5o1y/44x+/GfevuZE9QASAbRUI4+0pQtwlQIFa+1CypGAvLBkjZI2DBM8Gqi/+Jjh4qLtlTrtozKrkSpZx0A8SDnDGdt03hu/0LgKsqQ6GCKXuRrKnh4QzCieKkXgq7EspTmi+vIpnnGhoQigeaACfhpCPwKgjCl3kfel1EcZxQVHOdAxFRFRExsuxBmVIeSPBxs7LM4AGRpFYFZIKKKsk6FniK4uNbRkZCDX6pSRkKxOG+MR1WLV9IDRKSq0G2EgXUkSvUNDYgVEEsJ30tBM76+cdy8uOyj5tq9x5Z9RB0XjGY4pTSCeHEOyjjmHDwQ0+9zmqQV8hUio7y3loVUlHighNYAy7AQLkLag9xqZzUHSxQgFNh0etmfH6L7inNDfnwq2rtjvLzxordbnZjaehVKhKyhGMKBjKzqwwx9zLUUIuw9Zaw7gk6Yjrgw7f0XzJRbs0HFWAEFFXvWQtDix2BhB8xaOeeDjnXwQXJOe7reA1JSWkqGIOTgodaTMIKWkISekSrEBsCTSsUKlCUeUjEa0MEz7DBzLK0oE+0t9b/+wl2vZNUCRlguPf/0t5yvG8FWjIdYAZMdRACMCuJHRh1ZiaQBcCB0itJHuia7m9nx0+iKaXFEHGyPdRxIQYR8iGHjpXlU13TjpBRRUUe7g1PSMfyGEDXYkWjjsU4IM7zyMlUBo7R7abl7xabp8bCk/QDReAndcqhrifIuJMt57cHlBYsaMN01WVfFkReUXcQViHUhyXV69lhWC8t9jElwy90ig4nzgyFZCzJ91k6Ns4A9cpKSk9nlxYadFdXsVC6ZKOe7CkGhItVq2YNyUBFIAxEAr6F8Dxw5ikqAgFg8FyukwCHpIbr3ePint+5l2lKpO3PsyY+87w2nr42Cy6sUqh5CJEKuuQXQFMBBiCEinsgzDZk0DVEyAAqEhjANXSgjMiQCKW02IAoh0o6jMX9cdef3tumspjZFxpBgaoHZDa1ffZ5IuRg3j3dKT5rEj0fBFG0jKVwGrRwZByilsgILEv/nexZX1Pa0WJmU2becuf49F066PEuiKhwlqvCkHakSKAAmrZRWAoh4UCmISbTkOhQsOYuwWAYAC7EQMlAiqLXqxhe61kpSnqHuVNag0EO0iCiOsKaJOGabuHyMqfAJSDfcfJ+05ziRwYBA8VYloU9cpQrbTqJIuQGSyA6Mj8dLIPL9ulXO1ERFVFHkstTrKY7iYsUEFUdGR3FuAR11wYwhPwgdcsCrwMGaKNZptjymlweha3XRNgmJhZiCUyU+QZkLG6ha2c+pKeURMjHKtgpLCBJ4UpIJKwiAk0gTxgbHSNbXXLvukCl0wAkhAUBK1DiAZLRAQiFmYS2lCs7AsXgAoOAZTEDZ6ulxSRvkCxms9Lt0aKU8Y1xTsaR1baAq80BDmclykPQWIdXlFLv3HUCEbKyJY/snUuVD6ljy0pGOQXBAr1eM1eMIUM5GCuKLcW0UgCCCmFhBaSNoKj8u7U5RhnhiOQ/a9ccEiNIOpUmFKiyFidBrvTDrl6PJ8axteNEiUUoxrapGs7LWiYRDc8tCat3aZogqWqRKDsUKNLNzSnwAhHTJyhGHU/niKa7vVJyKv/Ooj07SIiQMZ2OYoRmNCmngsccen1/uHloafPqr9y0DXYotKhKML0opelUO4wpZa564hInFNJaNORTww2fnuLkm94WR3o6tjZo+8QZCw4EogtaaWS/3i32HZjsWpdRF1wBEQMpIDHmiDNgzt9SWqo2aKmDTVH1NAyJCceysH2o5eNKetePIcvQ3WS8iBACFV5XpTTlVXN8jGWsX2gMQocRklOaUlCrxUeqieq6qLY6OA8dpeiXZtGzHfTKJ1yX+eFhSL0vLhDLHZefUp5s1K2r/8c5tPzky2ynhyskKn3v6ZoChYgyZO+viWF976fmJz0T8wbnWj3cezxCLLy8+c9MZ60lrbUaMjwZHJ5wQtq81SehRcJnnH91/JGZQWUSua3xLdw9HxZzuzo1piRlMePm1OSgLKVITzjmjSkMrMhCgC28KredK/p1Pf62/UIS+qaqpd7/rw+98yzkMDhIjVBAqXipeEqgEpIRZBIYBX8DlRksIGB+vB1+ApVXdcuezs32gVJGEQCjtoOfzUilynHiuzfbxxHMvWShUqtaFKKkMHdDAIMUQNGqJVZNz5Vg+c/Ez3WQpSbsqKThyzIEBVp41VLUsGTolBVOpQwDxSpweTnsNC+o0gu2B2JP2ZBxHnkb7BZ24bACIQQSooTiqJw02joyl5CQmdejIpjyxZ+3IOI4sG4aKRjsQgyKwSSq6WasmE1NeV54+3L3/MJRTiVcpoqidJ7lLA6K+rXsWh5UuPvG5u/79J79313Ozh7pcsHacqigJqzfqquF4wOtjQifdcFAOehBI1Sp33vV4yDtxNbJZ5/23vGd8LLGACyTCQdgFVYpmV8A7ePEBPgi8QEVkjFKsgCojUnHJk/1ow95y+hWpLNJYphuFii3REK05xEiaZBpB65KhTOQXFwhBi9PDESY4QIYn3xMF4kAqkPZkwtC+YnS6CDSaxVyV3xgKcrJwFOK0YPX9Zw/e/9yrDqy1S337o+84c0OEuhnOUZoQjYEMlAGUUEQcgRSSFF6UggATY1US34m3z6Vn7M+5Tbo0DYrHva5aleQqzVQ1V+MYK2CPO41SKsFNu2K9uI3wDUgEZaE9DJzDjrPO1BAQ+/7g0NGVEGmoFByBuLS2wsj7fdK1HBMH2/Lsy4cIAaEb+1YkJYjAFYGIs5opIpy5fbMvsrhWD0FePrzYARwmjAoRF3WfNW055m2dbMj6ZcATTz0dsbBrqXI2EK1yIgRSJ4sErX4bSZnwicTIJAg6xLUM+Mr3di6WUdDVXDcmt55z5Vuv7YB6OumrSl9Vepz2VdJXSTlUwScAjthSKPXq3SggUASkOMnmbTRQG0Iljmpp2jAKRW/A1f7Y6bvnussOHKegwD6zgx57z4odpRI353O8emwxBCVkstLpOAkgqEiGnL1gAJ0l8W337nv4uZdzKFL69NO2/9Ivv79eS+IkhRAU4FvKd+KQ1SU0gBpC6vtR6EWuk7ruGBx77yh2bIbOIjLM3UmvyvoQgE6yrhOvz83MLK/ZPwgrWkGtBU1a1DNi72FLB2aUZWltydBxxZPxZALpIbEYwIMAYQ1EmaO4UoNzOopa/bxTICDiuE5MJA4IUMZzNACo0ixysapyZLkXJ/AUJ0AEaIIhEDOIPRkV6wFgdRSPTdk8sNc6MAcmgR5daA+NzJcuohCRieJ2P0PURJkganLcECACEiAePn6shFLLsSMtJy0sf1XvSUCB4EkPX8PKEVbVm1hCypienBAbkpltLx3r3fvC8Q7FwTQJQN4fQ5kiQwgojE0nnjmKZw4sIhBslnC5eaKpBLbfSWPjFQ623R98/YFf+3d/es/upS4hJwUicoMmMC6IQ04aMNoFtVxgodOjpO5ULGCllEDBGEgwkKkqpsZiDFpgvHrk+MEWynSsUGN5XMt12gtpzlWr0gFF7ahywNR+8/MPfegP7v7451986JmDAyFHBroCaI5S0HAy02nxWtwpsHEK9Z2KU/F3PkZ9FSet96y4LL0PYODM7VumpiYaazeIruzcc+iL331lySOPEp80VFrnpIJQlp3F6kQFhktPPTaHPXYt4oXZzlI3i2Kuquyq87cw4On1tI8gmmG9lGUogtpzeFklsCp1AWILdj34HkIWXFEAT++e00nVVKpsBxedvTkByFsAYA7EHvCkQRpkHJm/wXoRDDwAUdH42qqYCupNlOHQbMsCwQsAO5qtggcc0LUYOHSBw4vdnBLEDYEOwH+zXTIzQSJGBMxMNITMXM//5Ln9K6WCdxvGzJpmCi/QSSAoIFaehM4/fWo8Jc1qtpM/dWDBxmOJlkvP2VoDyAU9ujI0lCtUQBXYMF6phCxSFAbFSweOHDy6aKKYKCBk0BZcmkQheAfc/WTr4FIO260maFb1WAWJBooCrMEx4rQv+Nr3ntp9pBuro5PN7rrx3puvao6EYCgIlYFsIHgCVAWIPbgcqiSQQOzwN2una2ILVn6uHR54as+xAYgRJQYo0xhpLAxEhgrhR5+d3X3gkHAENoHYEUENwSwTQSlMT01CMVQyl9G+ZWoB3SEBDWgRDYiXkqu2Mp2zOdbF/oOHSxEgKPEMKBleMQ/Sq+L7LMRC2pNyNMpX/kqKo0HsgQD2xICxHJXMQHhdm5J4KNvjyDiKhq8Ap8WpESw3gNYamzbOhDKDqcxl0dcfOKBjlMP+o8QADiFTWiAoHB7fNXjgmUPfvX/X73zm69/80cMdD6fQL8oTuPT1T0ivg9UhRpIQQNoSW8aBZezbv78WuWrob2xWrrlsY1UhAjQLKcVK8bDErVgx01A4XSnRCYQBhgSxwQCNNIY2SOqzLXuojy4jAwKgBAYwgPgih+l4VQD7j/hBGVCvEzyLVwBJgAQZYQ8loEDaQ3kyjkwYfXywCE6o75w4IgLAzkshZAmWcPfj846TCG4M3cu2NK7YOlWxQfs+QileClHeIpDpe2WhHYz4UeMPAwmwYWZahQI8Xuj6wcXMAgFwPvBJz3UOIApFwrMZRNckj42agR+XkAgYVIB6QFsBZ52+XWwOoxHHL75yrFdCuOKdAkVxFHlXNhq1viRFWn/8wNxSLgDge5XQ0eKEAI5lKFXPiiTMTDWqkRoMekgru189drCHnq72+nkoS4QcYQV2GVm7Vq0dWsxeObLgoOKQ19yKrJrlCA0FhHj1FK5mQied2BEeE/EqzQnLAU+/fKQT0prM6dlnf+VdV2yrYQKo23w4cVoLUguoBWhBPqT2bAFfKvIKQb/exadBBjT8LKs6OhIgApGxamWqlnLZ955eXcpffG15CCGH+q9pjEgJAaw583jkmePH2xmgQMoKWeFACqSGzYFMEMKzr9k7H3i09KE5VkPRueXmd2xpwhaWYL3NEABfwpfwFqGEz+AyuBw+A5cgi5AHl1tSjob8GYeR7suJEwgAm7dVvQtAhBDtXy4KAxcb6BpRnIIbCrUoAmkkKWm91EFvUAoZT8qTPqFlLYwAhbjCcS2KUzCsyIEjx/senpMCcCLwfnjLBwIr6EqdxqeyEi/tP9wSWGhVDCKbaV8gZAgliszZQgAD9HuwRQ7F7LUOeog1VQBJAHy1HqVjSWAfpOAoXegNukAr1Kyvl6Q9wN4NS2MBCDoFx46MJ/M6dJeRAPII3o/Sg2HFR4O1HR7ySb9lQVli09pxSMhL35H6/XvmD1h0EZGuViIzhkEFFqRLNbYUcPsjry6VClGK9vy4tpsmG/CopaosXGHx7/7oq5/99n3Pz/sH9y68OkDJ7D1gjLY9lv6QewQpZ1KVYO9cp1vCibLOr5ue9GQAhvcsYSzBdEWh7MdpvNTNH951fM6hBdMJsIAx0AouoBB0BX/xaPeJo8VTrco3Hzp8z4OPloICgK4gaC8MgCQwvBLH8HQqXzyF+k7Fqfh7gPqG1cqh/BlIJFhDISKIx2Qdl194dufgflMdWyjNp2+7+4+//+JzHRwVWhGTBQ4cxbV6QXHXm+W49vSS+9Qdh//Vp34y1yfEKYfsgzdde+aUSzEycB05J4gwwVsrOlHVie/c/dRDe5bmc7FEmgV+ANdHWfQs/ejh13Y+u9sNOqF1ZLqBd119bhzAsLAl6cSRcoAnBdKguODkf3q8OjiChUhg3Ygx2agDHkrvfG7vnc/Mtrma+bhCLgpeSsdOtCBWcEX53W8/8eIzj5mQwfWHGg8nBDYDkQuIIi2uaEQoC1x4+hropC21Jw/0ctWIuHzbBZuasYeKnI69QAUPFAQ6fRJnTrD4vODqK8vo+Xgy5esv3hQHQCgSryCBdKBISLNIVXDNmRua0tI+o/r4wmLvU3/xxHPz5UpIPY0JNX2olXrsUKa/+tDyH932kyNYG4cV6R656IzpcQMpCxgFLyWiHnDvrsVv3P/CSrSxWhxIy9duuf6czeOIxGlYUBnYB3aBSk+2paI56B7DangCxMIQQpkyzt06Ph5ZnS9LZXz3/sOf/sKDB+d6YBUGfYhDsN5aC+x65fCXvv2D450COkYIMKpwwQNg7YMf8llbN8/M6MVqlMcodz6/98kDmfOIAR36VC7BtpUUhwPaCoe69ls/fv7wYlegABlKd6ph9gl4MjIqw7NAgUxJsSUM7TZYwFJqhJHVHimwHjrOYfWPCx4NqKxq1iohbQkWcUmRp6ik2MMi5JBggUCxUJwy3nLpFrRnfdZz1XW3PXzwN/7w1mcWWplGSQ4mIJSW/bzgnn3zv/vN7+zuF+XarYd7lJnYMgJgTHQS5JOTAOBQLVBIPMSHEDwwAJYEt9717OLScq1YiAfH337lOesqkIAgIQT4ABtQCgpBIWog1BW0gTbQFhQctXs5QIkKCeSM9TEt7U3Ryaz94jcfP7JcEBADie/qfJFc25A/5tFW9OirnW/86P6VgWVWJGGE+uCH3s8gI6QCUQAHUoAuKQ6khir7hHDCYU8DWgQy1N4A6bgkOtbD9x55bedLh1rLrbp2Wyrlv/joDduqviItoHTWex2XTP3ErBBWFLWBlUA5J4E1lPaFRMA5m6Y2jscIPePzJx97/uUD89YJBUewOjj2Ycj1dIpGP1l3x8OvzndLJDXvgwiF0cDucLGSiP2l52yYTIjtIK03du7e//W7d+86PugnU61gVjx0Gi3k6Bh+4GDviz/eI7W1nrSRLPVdDesJoFgEigF4LWG6jq3rmkpKEj60lP2nrzz1+GLeqU52omZJFfgIqponzd3z2RfufHZ/L11Go+BYiAKRP8H1DfEyjXR9+fX6hTqpOgDAWDa7jmb/+hN3HekqVNatKY/+kw++/d1XTY+HUkuhyQJO4ASlUCkoM/hMow8KKhoS6QiWZVQBCaAAjVUJoxEdDQEzBT8zhsvP2jJtSs3iOf3hT3Y98/LiUrcU65ANEKx463xoDcqfPPHCl751R9cqiAFp4aiwQYhBJggPSeCFnv+9z35l3+yC1pS35t542VnXXxZrINIonIM2uRMbrSmiiczU+yrJVFqq1OsaOIYYQMH7oKOC4SgOpMKJLY80yAjU8Cq/5TRM8rLRA83Fzsf3PbunN/BwUF68kY4piJ0AACAASURBVL62g9L6jlcF0sNt92ffeGwpJ1BiKXbQJzwq9XAcl0xcMWP1KvIefNhzaO77Dx/Y3y2XgS6oVLFQ5J14AQPr1jSNVqzj3a8t/Zev7TpcasUOSuDLYEuIQOk4MnkWXtwz9+xTu2y/HRlQ0BQ0ZDQQRxKAMtJ2+9aZsmiBstLj+w+/+mIb7fHx41G8CPQDNHnkLYhzQMEJOHWUeFJhtPMLxAJuxFyu9v8IMOT6AAMyjrQfwUMWAKzGDN54/ozJW1hZRDr1g8de+/df3b9z3rWBIjB5m+VlHlUPJ+mXnujces9z1ieQMh4cv+asdVumK7Bt2F6sQQyfjBe1TUuY/NKPn/k3n31s5+FBG9pKgmAhQUTnVnWdWQx48NX+t+7bkyHWxkxW9ZXnxkHFEggiBmFLA5dun0zRN1K2esWffPu+P/z23sOdYBgiCC7AuQhCHs/tmvvsF7/WD7HocYxtmJ6ZMRodBwuDqOqJBWAEkr9FI9JT8bcQp+b6TsWp+F/o8Fxd409YqhITwTvrGRxF0Yfefc39Lx47tjA/3px0QT799fu/fc+z77vhTTddu3H9mGoCoVT9BLMduW/nvtsfeO75o4PAFQg3quriNWs/dNN1NddXUeQpgtBQwJog3jtxJeKxguKXjyz+3qe/ccON77rxqi1njSdKYhdooPHp777wpTufWsjiiYnGyuLxKy44+5LTK4krwB4Sk1Y+nPAMJBBE/uei/TTM5oUhSBnXXbTtC3c8kdaby73yP3zu+wff+cZ3vOnsrRFihoqGgxCYb+PLf3HX7Xc/2i5NVG0UvkcSj1qeiIg4CK32+fkIocp8wbZJqBXRzcIzVGhy693XnJcQhKI8gBkoB1BWk24SLt8+ufPQQdRngk/Bdus0nbuWKwCZmMQKokAUQAxosVLkp01Wfu7Gq//oRy+2I+Nz+/lHjz02e+ev/fzbd2yqa6nXq9g/i6/+8JnvPLQ7sxGS5lrMVWL3U9eeGQsMCZgA7Vm1ge/c80pLmnksKRGR6/qzvn53rx6JtgMWK2AP5TjyYFeBLfKEy6hs3XTFWetjJngJVivs2LL2stOnnn7pwBJNZWbstvueNj779Q9cv33NBk0ogMUCu3YvffaLt796rN2c2Xq4COAgwZlIeSCwDuKIIEHGKtENZ8Q/ee5oR5Kjs53f+5Mf21uuvOWSmXETwbDntOXRYhzq4+tff/Sbd9zT8jVeu4bE05C/JQYpkA5Qq8TyyOs8kA4EQK265zkaGj0wEPTQRn3EYBDCkBgcwcIRth/aQIfhW4zS7pFG4DAX10TK49ozN9x06ea7dx3r0vrcmm+8cPj+w1/9hVve9dYrtkUBotC18sPH9nzq63euqEms37a0srBtbOzKy86LCRIAb5lolbQZcrxykvPx8B2DUjwQOMLdT/bufOyFgaopFVXqiZ7Y9tA+NLTToSCEAA6kLTgwVV1mKSqUGUqCxoJpXj5n04QQmEvY4rqzp2+9Y66f6ZKTH9zzYEUG//xDb9naQENXSKceuhewwNi5c+HLX77t5aOLfvyMYGL2/VW9GQZpD1akASKIEkcgT0aIBTRsS2UJQz5nFTM4iEdwYOMJOfD4Swuf+9q3W3bL+Gnn99uz511+yc6XjnZmfdWuOO87UinjRmGaXCox3C/7lVRjsHzNmRt3bKylBEaIQTs2pO97+5VP/HBpTRp2v/DC739m/vqrL7nhzZfOjBlZvSd6OQ4uTvz4kac/96NnfbwNdoWpzapDqhSKgUSgADKSnzGdvOnSHV97cI+Kpvo++i9f/9EDO9d/7IM37ji7SUAO9IH9hwb/4VO3vzCfZ6oJZUJwcgKLEZgVyCB4jdCIcMX5p+86+lwmOh2f/s4Dz796dOkDt7xt64y6aCZuVuKjc+7J/Qu3/+Txh/YeK8a3ekuQWJlUEMJqnY5JMdGJjmUABAGpEwhkdMPoZCXHn/75Xd+551m17jKYequ2I2x7w5892JuOCmN7RBREe2g3umoIFGqJjvuz77nm7HETie0xAkGG89JhCAXoxHDAUH5fIALnE42fetMVs7Oz97yw3B3fvOvw0f/nC3e/6fwtH77pyplGk4COx1Ifd9z74he+cmvPNM3Y6fAKEPHWRFEAgSIhARA8fvzoS/ftma+Nb8gltTZUpjZ+66EVUyzMVMOg3Ynjpg0m0xVP7MmQSCR5HLKLtzUu2DJpc1dJdF44p7Qb4hYRJSNtpAAi0gIiEhacW8Nbttfu3P/awCYHD6x84s8K9+GbdpwTV6JaHagxMnFHg54/VH7pth/esXspyAw4klCAhnQ5FEIM1gSxZWqSi8/eeu+Bl0HpbCv75Ne+9/zeHWedf0mdsjMb7tqLtiRRyl6qmt568frvPbjLq1rL8ud/8HDm8Rs3nDE9lehoVGpygj37V+548Kl7n9pzYIVdbarMQzAciE7uAkdwqfgb3/SGx3cdXilzMendT7xUej5t25Y1k82qa58zxW87qwayIr4gnVFl2OAwarQYEvWve09AQDQyiR1d3lUMSKvrIQSQoFLCtWese9u5a+97/pCvVbuD+LbbH5qbPf7Rt11w3QW1pplezsMrB/m2Bw596/4XMl1FGKTZ4ht3bPi197+zqhySCBgYhQS4+uoLfrDrLm6uz0TuffrlIwdf+ac//85rzptab1LrkAVIimWLOx7pfOYbdy53szSt5K2FS84+57pt8CApQxxpDmVDRW+7ZNO9T+491FnWydie471Xb3/gwIEDH3jLhW+8dF2iuMx4MLC33n7H9x/ZdWzBV9ePKTfwiK++9CwGWA2zBO1kVV6G4ElZiv2pfPEU6jsVp+LvDfYTEIGGBIdWSikCyIs/bw3/37/4js989fa9s8e9quqJmSN9+6nvPvK57wwaOkxVYEJxXMb7/UEAe9IGTFJqn5833vzVd79xY50qzjgXTjypwx3EGAMHUrpWi7dOnHPg+Qf/zdce+cwdT2+dqtZSs9D3x/uYXwlOnY5K4dtH162ZuvGac5oKLBYQqLgMMtQBi6SMtCutiykfbZZeDI8O568c6kjpJQLGBB++au0zD7SOrMzbuLmAsf/07cf/630vnTYTxzrWomBdu7U8vzC7kvV8sjZqTrR6GlFdsV9N58hbLyYaYQsJCPm4qWxdO11Xe7rBDIc4Nsb+/I0JiXVCXijiEe0RgmhXXrJ9qnbPC1nIoapa847N47Vg45GOYHliQ2YACFoLhcHHfuZtTx8rb3tmHtHYwKx7Zi780u98b6KWJonJ83yl3YkqtQIJVVP4fH2cv+v66y47Y50qvdZBrKOoUlhXKH3w6Gy7V3KlueiZNX7/Lx6MpCwGncQQAQL2rAQmkJJyOTK66rtruHPxWb8+vaEeBRAHDm7LuPr5t18a54vfX6mK0zmlX97Z+u6L3928YU1zrEag48fnj87OlW5sx0x02kUXzj6yz5JSrhezhyghApuAIavgf/rN5+86cGx2rpTxLc8fz//ZJ7/7pxNhfbOSViqZmVz0yfzxuaK70l2a3bDtLLR9R4KC1xT5URdxzKRDCIpIAUkYpJLlYsiXBhDvAq1OwoAFBqs+6AQksFR2RXQEllJGDh80LGvLiHcTR95rVrGQDnxCsC4AIhKTPaNOv/WzV66t7vzqo0fy+qbFwWmtDv/2559MvvhUtZLoKFpeXnEqttgGidAqNk81f/WdF16yOakBBp6pHPpACJnVZqqTG5dl2FAnwgAKwWNPPT+71C7jmUyNL9vsj3/4wie+/VCihMVCEEgPX0JqTX7QclRSEkgp8anv/vJ7rty84RqjoHygYnDeGVM3XnPZ3Y/vOlJGvrntWzuP3P/Mn2wcMxsm6xRXSq60rD54ZM71lqTob9x21suLJYlVJJrhBA6aBIFNECaCCWXk+0TkiCIWAYK1pEbI9aSmchnNT4oMPT/nFpZfm1tE88JWR+Anv/rAARUyVXZitgGAqZZBW4obxQpHOit7aUJJvtS6+U3bfvaNEWAUcQjrY37fWy7/0vNPvrzvlWhsy91H3T1//uwn7j86MzU+UYngcg52eeH4wrHWQr/E2tN91lWxim071n1GIRIDejhQyW5Q0clNb9j+4NN7FrqLJkmXBtVH9q3s/oPbxsab0zPrjMv6ndbhg/tyZ7dsOReT2/fsP+KR9JE4FakASA5OAIY44lAnvPtNOx7bfeTpfXOByaS1Fw7MPffJP0/jJIXiIMoXve6ySlTSGL/0iksffPwF32fPqaL+cEULfoScT9TshpLC/nU4LUPCMgCZDTuffWF67bo5Ethi2an/+Ke3JzrovCXFwCSVAsbDnDDLhuQ1zjanxY6zt+1YGyecMI362WlY+RgCPgjB00kfgeJIBbniLL381iv3Lu98qYzLyoaH5waPHD30+SeWN6xbE0cmOHvk2NziSktq553XdFljsnU4V0ZC1jHkBFEAAhMD3tn9s22aubiTC1QFWn/nwZfueLhjs+XUCFNSOhOnE1neleFRi0tDN/X93/zFd2zZMslaS4Bo7QGjoUKpJVOlTWBp1OV7Yso0jEW44S1XPHJsobVsdWPLA68VT/zn2zeeNlGr6YYOU6VrZe7IylJv+Xi/sHrduZRXxTsOpXY5ByhxkDLlmH1G4tmpt16y6ZsPvnis20lqjU7IfvD43m88uHcilZ++/LStZ27eFEkkmSnp+jOnbzhn4t49i2XcGEB95b4XfvTE3pm1M43xJiC+6JdZb272WGtgs9Aw01vz5RL18SAHnHbCioitQBMozytJ7c3n1H76igvvvv+pI55Z9N07X7rnqb2EULfLv/7eN15z2rkVVhLEMgZiIBls31DQBG+Hp/Ck0i8gIkTwPmiwQYlQxFp0KFgACSIkAJlUBTmjIf/yfVdMUO/eva+tROuKseaje48//dytG8d0ojsW8dwg6WLCc5xyYezSjgn/i9dfcfn2sVA46BhBQwIL3nvNtt37L7vryb1zrZyVOtbnf/aJP9+4dvKMyTipVIugjiz3l3rlXNflnlIdl+3Zc9Y3Pv7O82aGdLcygJdg2efXnLf5g++89ra7HtszvzI2PlmU7p7dxx558ZBWKo4iY3S/3/NCg7w5vX1mbn5paiq56eYdl26d8KvyX4KgiBmAd6TghINO3alM8RTqOxWn4u968OuaAKOS8WoSLAA0oVq6n7lo/Oy17/+9L9/z6O6DR1ol1WcKNo5rhfjFbg+Oi2hKGV8lr7KVZuhUdLjy3C3/6KM3n7sOiQOLoqG7Ow3b6wBibWKSRDqtDdtP/4UbL/l+cWR2pX6sU8znWeAQSg1UMLkeLsfCngtPm/65d1xx45UTCQByEAKb4cOfAHG5ovtzpExVBiFsEQH9jwzKaUj0aSV1uKvXJb/3yzfc/uDzX7r3pYVyEzWme7l5dU+HlKulNeUl6wQp08k1az/4oQ++dmzx+z/4iZcgxUAEmgARpbQnsh6RGlZDnYHburZ5weaxnfsWSjF127/6vKmGBkQJcwJoCLSBEBNpCpefubGB9kLrMFKXqPZF2y+oRwrBBhim1yfLTnxTCLUI/+Rj78Rtz9z9yNOLWeQ5QnVsqVToWXAErol3VdcK3ZWLzj79//rwxy4+eyqyoaoEImRicYFIk6Ae0UQS4oocy4sgLsBZWKRRbyjtSgSYkfJBbT0zuh2r8+VCVCAtKhaXayUVL7dctfnsmVte+pMn9x+c5eZMiKaX24PlfQVCF9VYa3bdMLl587/9x9fN9uT2ux426XhSLCVSJFQh0LACr5Vi+Ksu2vQbv/axz3734QeeO4rm+parPJd1Xho4SzxQAaBGf6G3PL9j69r/48MfvOuRZx58fl+/tazDzFDjxHOUAREPeVc0pDcIvVYZMFg2BCJhggjgHTR7Ag/pP8AApsjqoR1UWvE2ttnqZOAoC2Kx7I22vaooKW1VcxQEFJ0sUU7wBtmlG9KNH76uObnrj29/2Pr1jo2uTHW96iwGhIBoA2xRReZ7x7esX/Pxd138S++YUYVNjIeUEAuJQSygv66viAAGYdgxGAPkMp91haZAGqqaWwvd7A3F60cdrRrQgFpCy4pxMALWoQyh6FnHCgEwrHwItQj/8BfefPb5F//Ol+6YLZSPJ4+G+nzHPtvjUpEXQHRt0EW/89arL73hprf/7me+M9ftS75SMaQJRMZ6kwMUEKtQg53kfqzVgguq7BJqbEygobDnycdFAEOReG/FKANfZqkSUA9kEMeOjcM49PTAlSNjZyIAXd9nMQVCAIEGujYRRkUer+AVsKmZ/uZHrvy3f3h0f4ejdefmTnUH5csHC/h2hCyB1UIzY/Vef/6D77n6JzvnZw8fDO0+VW0krBkQL4CQgkIsuO786d/+Bx+89Qc/eeTZvaraKBWvBL24kO1beBWkJqvKleV0Gn7hvZfv703s3fuKcNTNApQmAsQKpSQEpQkSEy7YWP+Xv/Iz3733me/dt7Of+4mJyfnOyiBInqzxkpBtVcwgce1/9P6bJ9asf/He2wfJ1h7ykOcxYIaDqQzvPP9lSxw50Rg8EmSmkce5t+VgMalXi5h86RBs7goThHWae+0pASnIkLv2Oh4fIC4jK9W4AFjIIPrLd2JY1Yw50WlBEAYpDUqBm6/d+Go7/OH3Hl8eeFmzzeXhyEp+ZKULX6rxii8U2WjbWWf+9kcuvvWep3a9+pIqbcW2mjGN5JdHCFMQgs8GgIHNhtR6QRqm2R+WaFS1KBPAjf4hDL0jA8QrINbQXiJFgyCUUWQ7ddY2X65inVml6QVQIIBi4I2Xbf+I+5lv3ffU7t2LUX37ivDKkkE7wJd64CJfKu9s2150/o53fuDd//Fzd+elTcp2Q0VVhoYgBJYMfgCtjcvecPrYv/ql937iK99/cd8xXasoU7XOrhR2yachIUA45Oi3t9TW/e6v3/RvvnD/rXc/G09tFBUfxeTR2YCFAcSj6EGyKKSskyuvujak7qF79qLoU9x1MvAwpOABJUxxKr3++kblt3/xkka//2dPH/LBsjZi0tL5fj8UotgYhMh7GVZ2OSynbiV1XFMY3qMn+QMxASJEoFjxeILUdapebL+buighGEIZ4AESVmJj7647s7n5YzdMfOvBb+88Ml/qaHxG0s2vdFuSlzAJ1SZFmAcLdV7Z3qTf+shPvf3iLRooWUFR5CMQxSJTTP/ig5dsHo/+4oGnj60M2kWS8/iLK2Z/2zJ3mFUgZUPsOGLyvjf7njde/PF3v/mqTZDOCjWa2hhIIKVBvs746M1nXnDBmZ/86o8feOpF1lGIxxZpHJRAElgF5RGxUstHjh6drvCv3HTRz98wVXP9gBhKkQSC19AmBOUGWqfwjulUl+cp1HcqTsXfC9R3grZa/ekvCRRX2AFq+3T1H/zczZe9fPTLP3x0/2K7H7QXCkopUCCjtSJblNly1be3ralsmar96nvfdME6KAfNAGs4q/5yT2mnN4hq4wWEy/5FZ9XWfODm1h0vvXZ4fqWbozZlK5NOA0efQ+TOX49/fPOF110w0SSM3MBWrbqCs0qZOmfj3GeTqmxFay2AZgQfiP46yyARCAI0gUnyVNm3X3J6tdaYl8aP9yy3+10vgqqRYtAddJVzVS2TE5XLLzrzzRfigU6o5HNxOtmMmTxIQ1xBUc0FBEEYDo25kqJ4LNJnrans2jUvnqlcPG3qymCtGCND5ThxAIPisii1K8dq8UyNF1qtDMlMGtY3xyAeQ31ppUGsXh/dYQjBxN7KtiZ9+F0Xb1/T+NbdDx+enyvDQNUmpWo0k+sO0v7iGtXbtKH6Czecf/XZUwwIJFYMO2wb1Eq47IDzJbs0b9vHo/oWhufg9SjvCkMBN0chQDwFKKeCT7WM64RX+VoRC0AFrxVftG3yt95z3p987eCB5ZdbajLEE3G1WnYz6i/Gkm9ZV/vI+y66ZBMe25s3ue+EpxO41rzevJVOrjADY95fdYayN1+V+0ee3jcrwQWXD0KwUsIwDBmfn7Z+8r3Xv/Hyc/jZp6zqL0xEUjfeOUDDA1ZAzseqHHQoLlfMYHmsqseMCwVAHqvjZcPwNKIvIiCVrKnyErYBX5M+UH+d4wiBRLRHQ/kGW5t3JzhWcJ4qDNHD2SYieIE4lCtra5MffNv5RVD3PPbqkfnjnfZCVJ3iel0phbJnW0cnTHHOtsZ1V2255aqZKoBQQjzEwTnEyag48ldV9WjILnIIXiloICXXMEFUVwIYgcUPvwoChD2xh/HCABnNDCimAEQkEcAyKir4AJ1UtPAGg3dc3Dh89OJv3vvUbHtZ2LgwnLm0MAGG6sbvuPCs97/zzeefjahYjvJyPPImFAEIIoGJCJECxCPrSvto7n1cnUnCQKwfHdNqISOMSk4KFBA8MacKuQfbQSTl+sHLlqKC04yrjozQsCHNa3EEryQYdoqIVUgUpZEqi2z1fA0xDxHCFZurv/3LP/PJ7zy086WXoWuojkNKZB2lbVF048S0Bgtvu/FNb3vL+h/c9SJ1s3HTwGARFuIRJFcaHgGBIa7B+vpLYoU35nm25/B8f+AKIa05iqJOMTBl2DaefvTma2+8fNPvfHlnkh/3lbWRDmqEwlwAmPSQZBp2A166BfptFx8/cvi5l/bni69tXzuWuXwlW/R9ipU9a316/RXn/9zV6x9/el9leY8kWa+oatk81J0c+tX892pb9HpHxahINJZwv8xj6vYGg3bUNGS1BE0gYSJFjKFxpBavJLhBOx+sFDDFAKhBaXWC3cOIJJfXd4oR183CTOAhfIgJP3/d5rI3f+uPHj22kGWqrmsTirnoZdw6nob88ovO/ciHLr5sPe5Udpr7JG79eOQ7x1nWD+tcAZDgUulO+COARogBFoSgShE4ZiepRyESx+gIiCCayhr1qtSrelsDQlakJiAg9sSFHzfehiwPgxT5cKTz5JIKWUwovOfa9RNjtS8M7js6u7RCiRsQ4BGCc0HBVmK9cdOGay7Z8abz8adqsDRYpt4s5wa2zIt2klYAP1RZJnGJDzdeaF7ef67tr3QHRQjFWEyRSY0xeQkxgDhosGSbauktb73waKs8MN+ZXVpCbFFaEAGiyI4ZX6PyyssuuuGt657f/dxedVzYKM7J9xTXPZAHcJCIWEUcC8YIP3v9RY8s9I4ePrS0skBxJU1qJlIM8YEAVloHoBFRzS6Nc1YjpYb1ytH1fb1nFEzB+/+XvTcNtuy6zsO+tdbeZ7r3TT2gu9EYCIAAxEEgBZqgRInUTInWENmRJSuWyiklVrlUsp1SIrlKScUuOyUnTkVySbZjp1ySh2iMIiosDdRAi4MkDhIJDiAxg90NNHruN9zxnL33Wvlx7r3vvh7QDbBBNMTzVVf3e6+7zz1nn7XXXt8aQZhuJZluVUxmkxVuJAEIRM4AapmQNVC6+1D/B9/9tuj7H/rMF54492zK+nnZ05WjBDZTHW0e6oU3H9r4gXe//Wtef0cONE10mRtFZL4EiDVkJrcX8kPf+kZH+tsf+PgT58fZyq2jyE0SJEUI0CkAR7a/n3/j27/2R7/3TfevgabTsifTPU5sjk3qZ/LgHfib737IUzp2/Nmz4xGJq1PS1M47AcaTUrffeOfqd7zjwR/6xtcUNcA1Q2AGU5AKNGdd9TrQUd+lvreuichNAjLrGHiHDi81t3PJ5KY9OZgLx24AIcGPQTXh+KY9euLcs1vTE6dG4zo1IYWkq3nRr+TogeKew6sP3Ll+uIfCTKIRWue+wTkiI2tAbkru//vUqR/5md/d0V5WFA+9ZuXn/sE337+C7Yk98cypzzzz/IkL461JMuD2g2uvPVC87f5Drz2YIU0aV3rpURqAuOaVBMh0R9g+9/z4kc0AYl8P33L7waNH9jsC1IRgGllkZpe0z5ZqBiLyJMgtIu0gJC32Pzbljz03fvrEha0LO8Pts2JY8UW/KO+6de3uo2v33rXmmU6dnxw7flITV0X2dW+6o0LkOIZUIzgFSoKLO4gTuGrI/ccuxEefPx+jren4bXesHrnllhHBAaVF6Ai8MiF2wTw1wejPj507PqYxezdt3vW6g0dKA0lQFteGSG1eUE4AGiVlbkvvQTh2tn7k6VNPPb95arueRmPCobXingPlA3es3XlwbaPQxP3Mg1W5bTsiThWTRFPnPvH4mVGIidjXRDAyo/n5P59AzkpkoGfZZWQVmryZvuOBO/ZlLhOkZuq8V1MCpxQp7hw/Xz/x/ODhE9snd2IzGW2UvFa6u2898Ib77jp0sKrMLk70I8+c2o444tNb79h3eKMAXEOigAfEAuJmcqsN5MSQP3v8/BPHz29u70ym9TRY1l/tr2687tb8tUf233Oo8ILPfmHrxPYYzEczvOO+Qw4xQBrm3FKRdiKv/eHnnmvqZidbWe31vv3uft6ca7KDRPC6A/ZTlAByA2k0Sp98buuxC0MF5ym+6a7b71t3tTgDvJnTETSO0PuDR54bQSxMVxgPve41+6sss4agxnkN8jCZXgDG4Hwi+3fEnd/BE8+efPwLz5/aGg+n0Qwrpdy2Xrzxjv0P3n1koy9xmsq8Iq2RpjADO7hKSdoMNDEjKNGs4tBa3m9qmoz8GPTxp84/f2FQFM5ZhLVegVmgvk3bVpARGzCgPIIjiQLOtLL67oO9r7x9QxK8RSJjtpSSgqbkH31257HnLj51anPY6M6oSSy9qrexsXrv0d6D9+w/VLERPvjZkwNzWYxvv2v/7WuZWIySjYC1pGLDz5/Rp85c8GybqA4f2v/1+2sJk9g7BI2OxUAL9iCmsADimDBl99SpraePndqXRSMO8IGzAGnIJVA7/Y+RvOkQVcM8tuQcc5y+/pb1N9621lcjjaAEIQVRmtYoPr9Jj5wZHj83OX16uxltuTTZv9YTodtvPXD4gbunNX7z9x9+3/s+Vaq7Z819zzvf8v3fcvfhNUc8BAcDJPYtqbo8CIaGshqg7wAAIABJREFUp8+OHz5+8cTp4dnzw9BMM6G1IwcPrRVfd9+Br7ilgqXPnBwcO3Oxlp6l5qsOr/6Vo2vcjJq85wCedQ+lGm6oHBhnt9Njx84/9czprc3nRtNE+b6NfQfvOnLgofv3H1pBZaMLFy4+8+z5qds3svzohnvjXQcoouTElAA2mjUTFgCWEgkDZGnOzaRWGRl95DNP1opIvokqWeWQBMpmBgokAc5ADMuQ2HTi8ilxH+Gdrzu0JpAYcu9a2WuLXoFk5Ntyp8VhoSYhQRyrATBpdqKlR45vf+zpzVM74fTFgVhYLeTIenH/a45+xb239wpaEfn0s5ufuzDKmW6hyRtuPXDb/gounxgJQVJ6/Njx5zbHDIFKO3EhsiWCghUMcwSuCQlkBDLNLRTW3H9o496jqwhjsMHMKDvXFB965NgkKy1M3rC//+BdB4gQKEuAh4pOMRpZmY/ER/JnLugzz1z83KnBU5P6Yj1xakdc0V8r7r77wL2H9922kpTlw587HYh9mLx+3b/l7gMaa7iy7XkDjXA+qZtytm32/JBOndvZHAygFklu2bf24GuqfTEWehFI4DzSxo7QqRpPPz9++rmt0elnt3aGkyaKyMG16taN6qvuu/2+O9cphhNntp4+cUG8P15U33PX6uHColsbGrymnu6AOPLaJKJkPONw5nR95vT5RjWwh6W7D62/9RZf2ChxdVHyP3v0/MXJqLSwwfEdX3lfBhUmkNg854eQ1IhJzWwnyB88cjwU/TCd3tuTt92zyhrUrwXiQiNgsABVIz+BPxf49CA88uyFzx/fujgKg2kSpv2r/vZ95QN37nvTbWv7CmTJoIlEAqBMXk1j4x0zmRoFkpHyhQafO7n9qeNnTm/RhZ3GVDNN6z2/b604fLC6744jt+/Dfo+eobIppVHM9jsYLMISiJV8DaoNDWFnitNnB0984dTJc4Oz2+OdxuCKXlke3ii/8o61h+4+eLAKWTMAppASXCV2bIm0Bskzm/bhY+encKWF+w6uvvmOfUXXx7NjfR06vMppn2Kp6wBsZvXTbrYQYtSmafI8F6HRNHLupgpl8PzYX2kDLHNjkwIKNN63PrN5e3EzIILzMfg9nz7zD/7l+y+ETLT+lvvXfuEnvvOI7hASfFVLPlUkRUEobMKYIDWIBska3/NSkA0BN6ICQK/etMH5sHZ04CszrLZRqgQvgJpjiqF23u9lfSMGBy4HhAzohzG4AZebyAOhAHrAeN5gEIowibkL3kWStqGXaxqKLhNHrhkIJ3BvRB6EDPBpADSQfILetCbJIUDPIqYXQnFom1ABVRpCR8kf2gQ2EiaDzbJfmcsH7eRYoFB1UCLXqKmQA5wFWAQAzmvlyIAhh7k0xnSYqv1gF4BJQjBkrg3DoSAgBWFDYjCjHWYtYjGSz0KyaGxCTKgVa3x+bsDpZZEDArCNgwRkgI1DLrGeNnlZsM8NME3MbTuHc0AP2cqFKUWjjRI62OQ0zfp9QMA5mq2U/KharQmlot8M4AicNZzNWV9EfRHC1iSVHMVqA47AogFJTnEIlwMy2XJFHqkcAAlYAXIdwTRxNSbxqSmGJ1Htr/2qABeBBByxgOZ8yI8Y4NOAJBshJyA3SKqbredx4LYteANKg5sM86LXcFs4mlwawpqm5kFvfysnfaAOE/ZlmYZAbMVgathA4LQFIPHajmW51AQ2eIVFKIPZ1KwumQWBYMlyppw0QiNEDC4Rtc+bAaQ1LIALI0mYDcsWwFJgpmgcmQPgkYrZizNcciDOy5ca+DibawECPJADWk+892CZBmOE3DO0wWgHvZ5ROSHfAAFwQAnkSJsQX9euHpgZrR0cAQ5Yh0LHABL3d4ANKEanY3EgSUaKbYAYB8I5gKPfb6Ye2j5OWqTrxFoEAKtJZDbAxwm3bLANCkoOWaTmJWgCqoYwolkrnXbnSlKYQqj1IxSDY/CrId/YiZR7eMABZjZKRA6DhJ/7o3Mf+MCHTj5/qqmn/+W73vk//vBDPaBIWlKyNn8NlAwZgNiADUZTczvgxuAy5IAAdftGYsrTtJ/LuG6yvD81IqK6gSgcQzLM5kmiAZKqRaVgbJyxkAEBaBIKoBA4BTNCM3aeiNjASI5AA4EF9B0YDUINnxtlV2J9ix0jO5MUwL3Ktw4+T3DpAhDniZEOlIEyANAIm8LCgFfUrWWGEkA9giNIpnN6ye1wRTBZe3YkEIG4SYCwGnICISINoA1odVvLnUlcqVzfI+xc9JxcVSExfInBc6E4MPBFSFhVLW0ESpDeGL7NXoZNgQRzUJ4lY7bjutszKgFGcJzAAUiLbGaLqAdggBhqKdRSrg6kHAAZUDV1JQ3YRSoiaMb6JtE4NF6JLNMM2oP4gcMI8MA+w0DRCMoQemmnCTqtDpqAgUoDpoMkech7KaDwQEiZKBAAipaNSIhhgCiMEYEScDE4m0AE5qbIJwmZhyMw4KEhkRK1DcIyUqQxwhjjMfJyWseiv3o6WzmcRohTZPt3CABWbQyto2wo4ELa8VIBGRCBzYQxsCpYibXDEJQ1sjIFYqsBNDWjHYupWtkwJ/PwOwRxUsfcEWtjkg84GwA5sG7B6Q6MzO0bJKxiCLgkRZzLRmtJtEojADUARcEoANIkCSGkssho5ppSs9hQ5tsXm2pCgjjARfBEMQjIckS0KwOHWV5GE+A8PEGDujjyGUGquTFDIArREpiIQgiOUOR+0QZp7s2EAAiNjrcLz/BAPUbvYKQiAs6SSyNAh42bVv0I9IAyTDgFLlY7m7HL8OzQ4VXN+jA3JvcE+RbcLwDmuHCFQBEnfZfQpEoEyGCSlGKynM+VyuAquV4i5qzNdZwajJyfFYDM04HaEMRoMs16K7kmnQx9MqIp3GoNXwOBUDiUAMUa9Riul3ob7UElgIAMPEun9ESFZJK8wZlmWtdSzmOYBhAzX4nlwgitOVlI5kxhVhK4sSqcFh7m5Z2hMYInoypjcU5TTeAwHRH3VL0TCppyBjSBTA0QpLY3CACDEPI05lik0RaKCK2JEGYLHGGNARFgQn9tw1IDbaoUUyJHrEkjO+fRxkNklknVmnEcCbFN/pzsuHyKLAgapMCAT8rOm3JI6n1mwLhJCqxZAwB5DhGApyGWPiOL2kyLPBcRCmP47LIQ8B6sWbRQk7QNF6jsF62IqAEJFhN5iVivURDYFSgAgWVVaxjzNHDNtEZT0canFXLkDbAIGOBbW75dnWl2AHFS9BzCZDra9L0NA3vAIwlGaAb97FbWMXyNNHHNwLt1o4x0BBuCiLLcWi6bOzRjL/16uEXlhoGs2SZR1baARWw5rm0pW+8rGqfcRCsz8oVFoiUGrLCYVf0eYUeBGFzWBGkHqEUgwKKSHxv67HNkqMdcaC7IkacIxyBNxAYyDZF9ZcBwLFEtyzM1VN6xcwCmOtt6s8771sAaoFjOjqY2x8+iKClyRCghks03ri2l/9k8Kw9Z3MrIgXNAlJhNNU4dADWjnL0E5BEo2EvPMNykEuy9m1M+0RHqzVyO9FyAJKjW0x2frbKqNZtEDSTjrOJZeZhKDE4ya3aKfHVYA6lGVraJia106XzQWRu0ah+OLKWJGbgpyxzIrIFNYQqrERNIdF57hMnJLCuZi+TLBLIQxPl2dyuk5T1F70BMYqBVD6To0jgNN93aRskrNejpZy+8770fPXv2YrLw1gdf++53vV4BgYJ2gBwpJyMDxgYvoGYMCvC+4DznMrarGwLH6XTSrGxsiEM0hcUqazDe7INRbpRZ1WDW+kln9jQByjwb7GlhQpyb8ZCpJ8inUxcihKAETYF60XSyM9woC2LSmHOKkN3msYt3bJfPeAQArFR5nHsKUj0QSnAFEKFt138xyxJlZGDUZAqlnjEzkCbQKRCgGUSAWfBZAcZ88+yCF0V+TZhamhZ52cQiuoIyrGQuBxzUVXl71uwEJsZKrl7rHIWYlZKQAsxAxO0AEEaEU8tFiRUEREIiKLFYyjQiKdSQhkJeuAyUGTHMUgpkjATOqySe/AAIJcpBgPcoXMtvac9KFauRYRQFAVqjHsDnfZd7wMEoxdJcHmNen0deZxlL8qM6FwZzJOckK2vAPGrAeanrmFMDBAcvNYkvhZFRE9RPA4kjICV14qsAENAXeIuY7IADsnXPrg3IJ0Uy1knwRYn1HiCmU/iKJoY4gOO2qGCasCICkQZTRk5Oe5G8jaFjR7LPrxckIWA2dMOaOBq4YgVaO0qZ46wqwE4haa5e2ozeLC8YEQQ0Y8mzMEGWAXEMG0HymYVgSeGGNltOp5o1A9Gm9FK6LCUS7oGAOALVUMD1Mp8HQwhwgkwUaBgzz4UqGORIQ72FpCtVuZK5ejQOKLxY7hRoWkmvXJ6iY5/DM7mexYZmUxi5DUg7Bw8AmpPCApqhJigXToSZSZOqjkajlY19WNuvCiIiv1+RWr8Yt75O017pCagNPYvMY3BHNzrW16HDqz9a/kKUkMCGoIhqIgZx0Pme0wBEAYsTtENnhdiiWdvmnkkKIoIqiBKYiNkaaOMpyy30PLabSbBELouW4DJ1RbufmcBtmRyXyL1JMTEEWrQjzwDOZu3mPPwqILmqZyApM5jAc9bKLJc8IJFvx0hXrZFEAsqQzLMWmYELpOQg7CDM1AZOjMBlSspZxpwZE4CSBZSDHUhywABHQDudQlkYWZmDCCt92BTkCegBHgBlkFUCKkDNhMiImJB71zrrTdqoANy8OzfAbR9HA7L2fBX4qodkIAe41mpu/f1EljuJMShJWRY68+IbiKEwWFn2TZOIFFkuRDDNXaZUXi4UywtHOqWsLcFjpLZznEtJ2TF5sWQgTlnFQGMzWqIJwhngUoIrMgUQKuTOwzyISZEVrdeVd3vNSyTKsl5QdU56noJBaE5ETSAVW5zN52OHIu+RFIBDhlSCmCAFAGP4NZAxWdmrRMgA4j7Ukypz6ztmvxsMc0BJiVZFLIOz2C7/LEwMAucggYkY1hhgg8nsnjmDCUg8sNE2KpEKZWEmnEA88+IDgqgAmHMYUkRZelta4pjMiFpbDnPbC+QX4VZeir0SCQwknEHFEVgMspyffYVdbRMQtzyVoSCw9yABkSpEZkGz2lCg4JVbzJgV0lpAlmAEV/V8Gyhi+Dx3mWeAQEUFm3W1yQkwRrFOcEiBxJUEnwG61hplqgTi1jPC8yRPdg4ptEqizBlE2224BN6DgIRZBpq0PioCKBtDxDGc1kqeHbfFSO06tfVvajl5385G88JE7DJRcjsxjTL3r3/7s0+cz1dXXntrtf3jP/wdDxx0pdUeNYNrFlUCkBS5Q1T4sgdt28kYafBt0TArcndLkcEaVXiXt9luKFZgBk1AYuEQkbkZJTMwwcMUKcKUnIdGAnt4B7hMZnzMyBdVreTYraysMRT1pCxy5xzDoALJF2MbLs3QnwfFADYDmQkTUpDMQ3ksPW414NzKn4/dqDyqWRN/rWEK5xe9YxZX3CNa7XzLNhWZEJJ5IfFZMg3mLRcD1OAJpIhqTnLTlFSKyjUGWB/wVId+7mGA+bbi1u3mG7AxKWPZQdMqbWWZ5Re0zkBmj5Z7kHFGPm+7dCqBk0NoXGH7fDsyksE5yM11DoH8OIEFCS6lJFxRNVM4jsCmABwZOYJbRRyBnRitlt5UiRlgNWKDMNoWX5LnUMAckvb7be9WBdhr8kXePkQTlFqewyBVaECWQQ2Upfm0PCIoQfobZgqzqMhWigjsL4C4Ak2myAVe0HYWy+DaVtxe2lScHCDWlJGUHs48pgLvqzyDwFqdmFonE5u1nVMX4sQwpKQiGSSVZEcqIsBJCZ1tsYoB80xZvkgfYPZ5CfPtLhBmWN3uAoDBM+EiIM9AQIpJnJN5mYnzOcNMky/6gCEFaJ2XPm8j/KaLbAaYiqMUQ1JzzrEv2lLe+eydWUtbTZHbWLR457xRRq3rWYRFVtY3UjKIGCNamy/ArVQwaKbVDRmQEzgFKMP5zl68KWzWLsOzQ4ebHK1T06UJkCDVbz387I/87O9tyToTf+2dxS/+5HffUdSgvFuoDh063DCkKaSo24AyIDpFmgS3co7cUxP84E/+6rNb60jD//57H/ypv373egrcDJBnRnkgX5t5IgPKbhk7dOjQ4aZBF+vr0OFmx3ycMAE+ggMkkI/khUxnufpdf6wOHTrccMWz9AcAcm186uwpa0Zb/fx8Gly89/DrDAaM4Q3jIRUuM+et7aSoyDrV1KFDhw4d6+vQocP1gRd5I+waoGbXdmM3JCMymqccdejQocMNI32zzNjZqAFr6x1JAE6hsHqKadWnC+OxgmrulWSoYI1RbMhnGA2RZciybiE7dOjQ4eaxJzt06HBzW1/zUgWbtWTkRLv+Gu02cocOHV4WxbM7h7QlgW27m8qxxNE4rAc+/PHHho8OcB5uG37APuRZ7TxE4SN86BaxQ4cOHW4edLG+Dh1eDcYX1GjWhd9AYpE1eIpijmzvoO4OHTp0uAEQLLrgGECk0cDkCffe6l6zr3pm+77tYP/5U80zz3/orlvKHnb29elHf+AbDvS4j+R65Ch17qgOHTp06Fhfhw4drhdmRgSARpOEUjJKLg7XqyyMd2gaco8QUua7JM8OHTrcOBC3TTMBgBQKdpkRpYCNHN/81W/80B/4OBoNKD4ehk8ff3Yjn966L/uBhrMSwlJQNcFkrVvGDh06dOhYX4cOHa4T7ZQnM60KaYAep/W0qXUQDvu8pIn6lY7ydejQ4WWA2SyLnKipg+RZITDgv/qOt4/Wzzxz7OynH31sc3PbUt0L8QBv9ML0Fi68Aeor9l0SQocOHTrcPOgmN3To8CpgfQZYTMykzMc36y3kNdBM4JvRm44WJSVxXdeEDh063Ei6R8AsqRwGcIgq3o/rGM2qwk8RA1wDJODi0KYXdtJw+81331YSQ+azz7sZXR06dOjQsb4OHTpcJ2I7vNoMYco+m0CGhshwQAb0AbEI6uL2HTp0uHGsry3nQ4IpgKQK8SBOaswQGOEMkI2QT9GzRBWhYqBpUCfk5awJVaeWOnTo0OGmQaeSO3S42aEGJQiMKSFNC3AuuYITgARNU2Yj1+3lDh063FDWh0WGJzGLEUdVhjozaIPAYKpc7kBGyCwiNqAaJdSQXBm7Ke0dOnTo0LG+Dh06vAgQAFhKsAQmskTTmvPKsYeYGUhjt0gdOnS4sawPwLyozwisABE7AizCEuIBkJhCMhhBlVkIqYGDgifIp+CO9XXo0KHDTWROdhmeHW4uJADWphbNCA/ppaaIhvkQOwIRwCCX5gUo2jmYX86Xo0tTImhpUOBS14YGIEAMPG8EsQdsIMBot2AIAAMCsAFQKCBdy/drW+S6a5rPvuiqqC5HWCiSxRyCPazmEum9GpqldaeZzBKByAgJpHsveEXkgM7fms4/VwAGyBKgEZxILrkl2/urdyPEIF62fxdYXM3peH4XC0279C0A+hI1kWp2P3L39nS+hgqs3JCP2fO8eGUf+S8XaiACovAKSQAAAcRAZrAIU7j8WiqvBmqQi/ARTkE6F2AHJaggEfLr1JwAqBUfU0AxM4MNQOTi8v/FMwlYPq+uvb++yIvcPND5uf9C6qIT8471dejwkuzZy2gC4RLuYHMNQ3u1+UKbdifzy6f9bekMu4rRHBYFPZewPmrPWiMCtafuwnTj+S8YYAruWN912S6X7I1O8q/sR1qSWLqyCXjNiygv/pnyXoGGAmQqV3BxXKLKGCADLbgfzcWeZtbn/DZnri670h7zX7wYpCUeRVeikWirhXdvG1fa918yvRMuPRFo1+9kAN2Qu7K4901d+mEdvogtqAAp3EtX+AuP41xqbWbCLgnudTEPvVyY7QX/0YKwLf0NX49+tr1XfrEXudnO/avpz/Yxu6Pn1YKOn3e42RwRV/wpL+vhejfSN9OkvGuAvXKmyZcB+HpfIS2OBablF2uzORQgGIguDb9cycrscI1d0h231y+0dD3K5so2Jy9IGi0Fu23uuRBEWLjWZXKAiGaB7D22JrVmbISl+d/tpXw2/1T2X7wY8FUen5bMO7tWg6gvHRmy+lKbmuafT+2XvRvwIdfREKvjfy9lYSGteNreePuMFBFATNd9rYUA0LIwXH/wwtJS7PrS2Hu7RRe7yV7qGbjsT3nJF7mpjht6Qf3Z7YuO9XXo8JJPiKvoEds1VBLtsr5dJ5Olebs568pJXrbXszeRjWiZ4y1n5e4eErbbDRCLVDgzEMggM6bOWDrH51ZdhxfeGjZ/I8vncMcBLzNZTOeyiquE+q5ttxiQAAESwASyXVNz7nXi62BebVIZiJgB2+UuC2cH7blPu4KtZZf+yGYb6sWIAV312RfkEmEpoHa5LfulNfXcl8DMjFc3Zzvr9otUXLOMxvYgaGWVYKAEahnXNVMzlaEMghGUEWHzeLixERkYaAeGXKcepeV7W84Wzi3tFYPdLXn9qQG4IRe5iVjfVdXF0vfd5uhYX4cOX9xRQXv43i783nIynqlrgymQ0CUtv7yvRfecBTNix0uGrdDlhqkZSEG25K2d/c6738oy9etwfaaU7SUwHeu7HGlGZ4gvM03sOu0V2csBiObVx6TtXylJvFawyFmbpqAwI+K9sk4AKeW6/HYX4b35l2xXEgOzFy0GrVVKV0raml/NyF1StcuvkHFnUuhl2gdLDid3g3YULitUfqUe+S8fxIC2im9W0A0iZ/B6fYG6mtC0FfwwDyVKDAWQiBVeYel6A7685AOaZZnuvQe7VDm0W5EEi+Tn65WmL/IiN89pM2vku1TpuvR0M7daxyY61tehw4vHcsL7rGCDLjVpstYtS7wU8MPsJy276HCTMPbdI2E5+ZYuSdnd8z86zt7hxisVmtkutBwynasOs6WszWuzvj3dVeapmAqO14qwueXMrpmm2mNF6TzipHtDu7uajm6UsWgvyH1t8ch7WZDu3dRfIvsh7O1bY0uU7AayPtnLJF/ZR/7LhDYSN/cp6HJUVaitzOTr38YGp3Aym2ILgyhYr//c2H2DOuvLZLpnT7VWxOW07UUdTa0/ZTcR4yVd5OY60u2SpB66ijLp0LG+Dh1eBHi3ud3s/I0xMTPUQEytsynsQBwgIAEkKZiZWEwBEFnH+l4uxKSmKk6YOKUEgggvt1bYU79u82NPVS2RCIyMCcamIIBFYDGpisjcjy9Gl5worzRj0Faq5geeGb9ynWZo75eqSsSaEgBmAhHM2gZdRETUhShaqW3MiFxmhJgMRAYwwZKmWOd5fj3yRhoBsxRhIO9gulu20yasEck1r2I045dkqkptC1ADUdvVgmDJMxRERmqEOc1rc6HJjFKE95eIgQFErCkSt/FDMzNVZeZWGC6XWEuJWMw0KcCUZj58E4BhSBHMwns7EbacWQ2a2ualJK7dEbNbuUHy1u64xQXNjEFEu/2fkhoTMQGqwkopGWdf/D2IXfq8NntH7YqaqrKXG/ikX14wIEWQzqswCICmZMSOBHyNHE+vs263MIgBkQ1gx84gbTtoQtDgnDMzMxMRM7v8TTUGGBgmRAQ1jUQKjbAEZmhMso5ZZ3AAaqoksihHvyK/aWWDiJg5hCAiySDCMCMzWCIzOPfCF7m53521uQ1mHJIyk4Kkdclbgtn1F2Z26Fhfhw5Xs2tnJ4U4AWBEIUGTAVTKzDgBCdgroY6mQQvvHF+pC2iHG8XJnW95XUhqxt6JzsMn7fl6lV48rNGEXQQC4Lht2OYUYDiRdLPL5JxBvbIdjy/bGpSUnGN23FrD0zqWfkZKW9OnM09nZMt5GJKBhBSICkdgx7krr7uNhIFAzoFgZkScTKmlVAYAokHS9Br00/ebRp1jMZhFJ2yqzHND0EBxKlaLOJBTCLMDEUwxHQMJrs0JXb9EDFoeS+IViAlEcGg9KZhxy8tlqVWhYDWdNuq8OEFM5IQ0KTs/r2RcOOCQYoBBsgzMGgIJ33C+N9cWvDCjW0l2OkEyiBPnQW3DzghTNCMgwbNh34345NSSzkVtI4loTE1de+8ly4S0C2q8BIQQYewzhniYI5e3Z3QKtThm5uspynAWoQkpwQjOQUCqSCAWAljVJg2t9VtpNLOUUrsFrqhGk7U+GiEkGBATeNZPdxA4z+AJKapjo92LXLXcnIhEJKU0Ho+dc6oanVOAWRzE0nKZ7auzZn0ekg1R62TsnBm8Q0ZE5GAJ6IyujvV16PASLbQl5ThT0GiLuOEApWQYawUCSBI4zdgIOZLY+oE1ed81gXxZkAzTZM5RWzmvyYSIiNgMUKLWOJa9FIVUlTMfgMaQCOOA3EEIqUmOTMgyt9TSwpYaStwMRJfZzGKMrf/4FQz0wdI8EZF1ZqVaSEZEBiSFzx10BhEhIp2Rii9zX4VYCCaZEU+DKZMwIqAJhYCBFKN31zoKFckUJIkoEVhEaZl4wRnJtQT34kTLnI1gBCHXhJi5GUVPKRmY2YdkiJAsM+JgBlUhIPOkSpbQ/pp3UWrFoI7JiIkoKlggBEsWY2Tm1vC9Ev+nGCO5nLw4hyYaCQUFc5tvRxoCe1l0SjaAvKhhHA1gnzk1OG2DzLxwiNwQ+pdSau+8lWS0wT2XgVkVBgOBiU2VnGcjNDWKG+McgBkg7eFiREkRwa5fGDCoY55nvisaf1EramZm7KVWmgRjT8laJyEz4JxzppJU2uZI17jWDmwHIpDckKkiOQdmSjWzgpNWkVOZUvLet6IYY3SX7WtWZeZkFo1gFs0xZ8gLNUXbGsZjmhCB3HFKluppXmTXfNIYIxFVVdV+PW2nUSgKhgOz2asxwrfXKjMFyEvm0SqKOpoxeQKbaYySdcNiXyUUvpvX1+HmwmwCe5sZz0ZQIBqCgucOs8353N5gcIQcyAAPeINP6kW76ouXCVMgtMO+EnKZTVIkQEyFZ9mdkRwvWuwYARSTDRqbhuT7nqVtcz8jeBQs51i4RZuM3QaGBAAMAAAgAElEQVTfN4/hsmzLvpIBNFuUs86Ce+PajOE9GRAMRFhbspuJ6KoO7y8rhCHYQYpRBLlZDCsEVB5QNNOmX2XXXKPxJGa5U4YCYV5ppkvdPug62rG3WaExgg19Dz9L0Gwbq4gBE0MgEBCBYQAJMoZgpuLaDAduW88TLcRgGuHcbg/6xrCf9sjqlci/Gng4jdNoeelJEBQFwxQcY5iOyyLzWQHsDtWc1EoZM+0W1/VCaKMcbXTlRrG+9rZVtfWzABgt7iHBZEazxVDwbFnkRkQdZ7ncPCsSS/PfpwksYGA4xa35DXvMLxPWp6o1UcOsQAPsGITgAAeUQDE/uK9D49eGGJBN4cfABBhGKFA5VHMDYH3+Hl8gwxOpBksdTDIf53t5CkwMMcE7ZAmVwLdN4xQZ67ykk21eQOiu8rB1XaeUyrI8TVwQBPCA1YnTpCyL67nITUz7KCi2J5HFZcWsd7oAzTSG8WBjfYW4M7peHejeU4eb0au0aHc8U9SzABIaxXgS339cT58+H0LQlNb61Wtv27h9f75eYn8G7xixhusE++Wh5NbWvyMYHNBMNfe8lL1y5a4YLFRVlIGnwNiQEzYn0AYHV5FnxHAGo+UUkZssC2YRc2grN15xS2rRZcLnZMCwgQJ5hiZhXI+rqmotns48nUEExMPhkIvKwNtj9CpMGzChciir7Hqu4XKXGDsTRCAvMd7bgo/mQ6RfGB5IESsOAjQR4tDmMrIIgBTjWO0c+QubeP7s9NizzzdN4xxvrFX3333o9lt86eBAt+zdIQo4h6liMEJZwjs0AZM0Kcvd6TWXi8FkPM6rfp47zmCMSUKM8Dkmo2bfSpZJT4TSUl/7BEjONdBEeIepQRXVXpfxjXKItByy3Wh1XTdNc6FaOXEaZy8Oz23uDMbjpmn2ra3cesv+O45U6z1UDoduhJgkYprvrJbsjSbICjiHBEwAX3R9K160p8zMEjACLu7g0eMXH33mVN5bI9UDa9Wb7jrw2lvavWCZv4bk1MjHyKfA46fxkc+de+q5MxcGUzU0w82Ngu++/fDX/JX7Hqo2Dxw4kFKq67qqqivrakoAPEtL+bYbnB3jyWeHpzfHg0k9bdI77+kfPbxxcE2mEQU0y9t+ci+0udugIhFlWcbMKSVmJGDSoBL0c+FUzlK1X7UvtN2ZKz2XgEGDMsOoxmqOsnC9YoO6DM9XD7pYX4ebjVjUlpRYNAVmNiBJvgX+5In4Z59+4s8fefKZJ585lx+OIYrz2ijFlDFWnR49svH2N9727q99w/230kFGqIP6yoQMYENOBm1m3nkSwAXaM+p90YYkzV3mi79dpJ8QwaBtw7FWyV3TYFy0viLTpdZ/2DP4lILBGWTWGILaP2eV321iCBPI5oOF5vOO2joEI77aHp5/wLy9srWPzwAZLW4MwKLC/hpJGsHCueR//tc++p7f/0AyObTq3/uz/90qB2XnYIwmkA8kDvAAWURqQBTU1d4/cRE/9XO//tknz62VlA1OfOPb3vT3//Z337YmsOicJ4jSLEbIZmh73JMsPyDN1mYxlTHDfOiZXeXxL2nEZnuW5epqcXemPAZJP3d864OfP7WVsltX/Pd9/R0HRETb23PzwRPjGCtzwQMwBxuAFVhPBKaalBYL+wJ3y0tj5Ww+48KW+hYW2oBcAkBM1uYouU89N/yJ/+M/HjuznVcrpvoH/8vfvO3oETNA1QmbLcq6ZglG9fwBeVnCd4WkbdnPs/Wxvb0kiV54tbG0bku1Onbl321+C8Ttxy8JpM0qf1iWr7x0S8stNGlp7DIt9+ac2YtaZ0AIY3HZcyP+17/+wfd+5PFI5cEi/Mo//ztHK08aRa4h+ZvAw4+d+Uc/+0snzk+4f0CFjaKxQpUCMReqITI4X4kREKYwIqiSAxUAwRqnE8fugTtX/8X/8DeO9ohCcOIBxBA492cb/MGnz3/gUycefvzUuc2tSRPJeSVmIULierLvwNptBw685U2v+6FvOng4ow2LDlGJIxejkD78Z5/4j7/+nic3Ua/dExr55X/4TQ/cc2fBKSQjJyDyFqFjgMDViKQCNNZKEsT98oce+2f/7nfIZdn47EN39v/5T/3Yapk570CojTwSxZFJ9sSm/Pi/+t1HnzheVV6baZYXv/I//9Cdh0sPrjiZBhAR+wSxWUP8BFPQNRZ2MZKBzQgBFi3GBJey6umL4Tf/+LPnd8bvf2x6/sK5uqnZCyylMCmLvB4Nq7I4cuTIWx968MceLO86uiEGTwkaoAmSgcRIFoJwTW/NGKAAjzEoRe49PeC/+09/8eT5IQss1lWR/fRP//3vXJtCPJEokBSOjRb9Hkkubcn6UtEON1iehXr5zc9m1u3ZULOJ9e0XBjLiK+i0pR1klC1fwvYeUW086poO1DDXJwyDBiCZGkk+DhQ9nRzYb374iT/880fOnTo1nDRjWQ3Wk6xPcdzXzdffse/2w/u/691f83V39nIzx8QEpCiUQGzwRjDVWvk5wn/4o5Of+Iunv3By88TFYSpKZQegUGjTiJeql3/Lxpmv/8Zv+Kvfcldp1lfyNmamyEUEGeCRBLGJqiRTyLFt+eTjp37rA5947OT2xa1x8gU70Rj6k7PVyurtBw7e87p7f+Bdb3jDAd1wgmbonVPOp8ZGKAG2BFgkFwFTLQmxHrhibdPwD3/mN/7w0W226Xpz9h/9yF//1rfe7zh5nylEqVV2CihfMyPJrvrNHh858SI0vWxb8JVEkdCe/PMA5kyLLgkazXXy3mkWQQ1QRjg15v/6n/7y82cvaD1+19e95ce+7+vu21cYPC+N6bUrHQ12pWe49NTohqS8/OhCIh1uLsQQXJ7DwOysmVDej+Bf/sPH//G///1JfmBas9v/5ogRUo1JBCrkfUq85eTJYxc/efwzv/R7f/KTf++7f/QtR3yRT2x2fGaz027hjneLUXM8JxIEEM1aSM+6SSIxpO0MPbPGSQ01wIp8ls94LVNit+Ex4Ur9oNvrjsgqMlmoX0UEGsAx8sX97CF+C3c/8SXK9BJis6RPdTEtfRFZs8XZcH0TL7xFcf4M3/IFeU3DvRGH2uAs1uxNCUiBivZ+mrrOJUFrqMKtHNvCv/mND330WNg+8LadzSf/2lff9W3f+Q1H9pe+GYAVJmCvYMxCKAoYiNt8mLA0z0NAPOuVuBhpdukQQNo1jNrAJOPq503ae6LuJYQGYCLy0WfO/2/vfXhT971mXb/16+9aB8TSnumCcdxoFdkrkAcgTpHXZusB8BTE3OLWaKkp/2WnXFr8tO2QuGjtb7tRPk4EAJklWA1wzHrPNOvP5fuVqyKTRJwAMzjmy5/MLmO23IrbHnY37683p6AwvWSw22VCfIltaktH/SW9y5cjugnwc5a7PAVybpxArzDReI/LfLl6dJ5ieQmnN0wod2maIcB4fW3tdJ09nm6z8vA425FeRoBQBK5BTobAyGWndGO7/5ppfrAmBQ+JhpICVHrZuoXxoB6a34A6OKzludbjhvJa1kDCabRiGO6771Y3dMy5KVINyYICeXZmjJ/4V7/1O89MhzvsnTdZiQVr7hATQqDVDaPx+S194vTmnz75yd96//gf//C3f98b+9BAsVEUZSZvefDNn3ny+Ec/8IWTci/ylfd87MTr778TSb1zDVEweBh0CAi4mEJ6gFiyGIO433n4/DN0N1x1qFd9zTe9dXWth4RE8KZBqWCTOAbzM2cnH3iOQvE6hJ2CgwX87l88+UP/xVdVCRUlQt3mfCkkAW7WjfnaC7sr25agAYgkAvgPff7c//7//MnHn0/bw4DVIygOQ3cw2amqwuW+Fqfr6xfJP/ds8+cnP/nRX/2z7/tr3/W33v22o31nccxQyKLj4/UysQiUAhensOSofOzU8CPn8pQdQjNc6bvpzoXf+2z6rnfafFAHkrX202LvyA23W2kv99u7bg60qC1t3XmYOVP48u2xODEIxPMZ4tSeA62SXDg96UW25kh7KGUAAoUYkVkmHz8+/F///R994vlma2tSZNVaXg1S0fRvt+0pH7k9TE//6YnT0ycu/qdPnv/5H3jgO9/x+hWBAI4ZaQJwIlcnA1Pj8E/+rw+95xPPu4atQbmxv84x3j7HRF59Yj8AD+E/dLr8z7/0kT8/I9//bXd89X7kg21UhXHR5mN7JLJ6aitw9PDxnf/pX77nkRMX0DsyCB7VUUwHmI77vWK7OHreek9urXzs4a3/9/f+zf/9z/7uW26jgz4DxSZFkyzNllthquQagJnjdOS8JeDJi/jjM9Uxt9/baK1f3vcVryvdbBa9kU8z+6MNJ78Y1kd7KuWX/k0kYyKnVxn3kq4sVwZqXWYJMBi3tsTcVceXyY8lZm/RpWnZ33jKjjyHyvv6mB5062tkA0gOi4uEd7rsaMBlE2avfGp0rK9jfR2+3NBIDnhNjXe+9nJyB7/5gU/82/d+tJaemVa52faxw9lg/8Y+MnLi6jA4uz1O0YlOJMN28P/nr3z87vo1b33LW3JnjsyZ5W3MjHObKRkCIbOwFJSwWSCG2IP8zFk1JQSkCpYBBFJgQlQDJjaFllCHjK/n2AagsyDbroJbOssTrIE5mCMDLApPQAHmYIB64zYY0gaXZC9jpGU9fZXUSG6JAPgK1r8BIG7t/BuicdngqeXKBlcGc6cb+flf+sPf/tNPp+wQjZ6/51Dx33z/N7/+1iwFhXOIASJ7RzYpuLzEf2nzMCyBiBwBfulxee+zz7PfmiudmXvcjszl5XRoed0IsNTY6GJZZtjZKtuoFBcGtlkZotWW//FnTx+rL7DaevJffW//ztt6KUEJEZ5JaImL0JUZ5pLPvT16LdC8duI6wpPXi0Lryw5fzANlWM4bnM8hn/l96TJL9OrrRouo5lzml73G8695FpRYnqFnmPfyYYbNhrEsu5AVBHJ2RQa/KK4zLPkFzLMYZeAVhUTAwmTNT7cGJ3JRAuqE0piu5b5ZA1asOZpPJcSazDJR3XI0IUuUZd7JZlMPTRkxcbols5Xp+dLVDedD1kQu4+kKDYajx+44uOKiAgrnNMSJc3/6ufO/8Ucf++DnT01kw+Vc2MRZKhE3Mp+VSClEG56L05rKWOV1mpw8N/wXv/Dr5fe+7V0PvT53SRhNtAOr2fd817f92l/8h5PTHeTF+z/1hf/2+96RieWsfjF4j2bN8TMAWidDzHufPDb8xGPH4dYRxl9x58G/+s4HvJkxBQVgAqia+BKcffqxp8NkSlVlgx2uMvjq/R/+s6956CvfdMQBMo/cvlRiYxHWABS5N1L+4KNnf/oXf+9zZ2pbOQKP/ZPHc7HCy4Fb+mu9wkBnN4eDenJhlHIu4egE7vn53/nUlhZ/7288uC9byS21HYXbWRTz5IhrvGMBuPXNSdaAH/78cTMjJouNBhBn7/ujP9l+8wMr60UTVBy7Pde7kc06nAW3O0ZisY8WQRgCKMy1Pl0SC5x79KQdQzdLFqEl9xbZPMqUWT3fj7MuK24W/FkcMdk1Zyrw/BdM2+yMRqpt5YtD/Ntf++DHHvlC2rjT9Xs9297P49fuz1N/urPBWxc+n4YXIV7LaoLez/3irxflD37721+bA4hJmDQpe0qGkdKv/tbHP/zxz6gcYsRcm1W2tX1rh7/y3sMl8oE+d/Li8a3tL4zP7KhvFL/6vvedO3f/4b/9tjeubSA1TpHzbMwfEnJnT54d/swvvPepC3VwqyDq53HdXTh6e7GSrTej7dM7zVaohzGMzjdZb/XH/8nP/q13vfXvfPfbDlaFpuhkj+9qltUCTCfjfvb/s/emwZYc13ngd05mVtVd39773g2g0UA3dhAgAJIgwV2kuEmilpFIWutIsjwjamQ7bHnG45HClixLFumQLDEo7hI4pCgSAgkugIiF2AgQO9Dofd/fepeqysxz5kfd9/p1Nyg0JTjCMeyMjtfRL+7rd29VVp7znfOd76t3Iu55ePuhE9NIWIu5rVdetGQsAUpEv4DK6aUh+Uu1wemcQ47O7lvToJYtFmTP9k9XqBo2GHjAVFrBJAsGirQQ/08HKFocbFRPN+Nf9og8I70hOieiEYjObiGeHTUurAuo78L6oVvRuhKwZL3QDOwff+nhT9xxXxxe15NenfwIdd7zppt+9Jq1a9eOOQe2mOziey9M3n7n3z+/6+R0cJ2Y7jiJ3//Mt34ir/34rVsbKIk8REC1ULHjBi2jswLqWXhASAVaAhEoBx0JGghpQAUDCmIEai9zEqqAUCGEuAiumTM4GCnI4YwKLQ1aSYsO4nmyHy2GMHRaT0LOQSxnvBGh08W0xQla1fdTolfqOKgRVDwxEKSEm7T2y08e+tLDO9BYSnneLOc+9HPv2rwsqQMJK8jCWZCT+cSLIFUpmk6/n4U5T1PVpBcCEZ0Nn84sUp/hmr2oJ7qI1v4PX7cKPpjoh6kncmp5kjsPSuGJ/UBGAkDpOfnKd575q8cfzQsa1+Q//LPr379q88A6DRzI2nNQE17i3SY43TqQ091pXeiSpa/A7dFiHgPQ4JJXV4lOm3LzPMaO5xSPLXBmo/Wcz3Qanp2dsehLFK1fYkPK/LYEwaoHePAPMguUV1n8skX/Q3XzDC2MBwsUhhCUiWq9ILlivG6G+welF5aNjogABor0ZTOOBvyV65f+xw9/MLisJBQezkbHUVWjun7Jn7zzsTu+u70IpQ35B9//jtdf1BziMpDrGOcZiaAeA2luY7+dcSgKQwJrnz/c/c+f/863Hn2+vnKDn5nNXNi8dslrrt/2+qvWX7aChyzKHPtP9B7bffwL337iezsPqmno2NqdR5/7w0/fOdsr33rzle0MqUEIcf2y9nXbNm9/fNKbYvuM/ew3dvyLt21K1TPUwoIMuFGV/jMAWvhApxJ89K/vOdYnkMB3XnvFFUtq0LJvkroQSNUxNDJMvevN8/uOc70hodesmVj2o8n2HDr5vecPXrZ8ncDwonPpB0rfosIhQgtoCW522U4x/t1nHtpTjPWSYsiZ7uzUWzaGH3vvuzZuXFlPoQpPKBhHJnHXfTu+eNe3p3rTJ2ubocWn7tt1xZVXv/5iGmbrBo+2Lupj88smQ2XerTkLSgrDz+0+mqZp4ftZ5vK52aQxtP/o9J5j05cOj0QiBiwtnCR05lHzT39II9QvEO0G0WGREAgAh+L0hxpwOxl6VptPoKB5UeW46PGpHqWkEiw946iJ0PkXqoDpZY8ds0AZQKV96uaAMsGff/6x+57ZH9sr+gHOdzasbP3OB99z2foRZUSLyUl88ct3f/KOe2O2TGvNw9PpJ+58dNuVm9bUkQIgQ6QhCll+7kD3v3zqK3PtlaUUOj3zqkvX/8rPv23tBjSBDDAzGBrCiQK/97EvfuqJU6UmgZt3PPjdN1+9Yu11q1vWkEgCAwEiQWguyMdu/8aD24/N1FbUx0bCzJF3v2bLT73hmouX2+EUecDBHv7ic/d89usPLV2+cbZb7u/ZP/3b+7duWffmbWvShKNoxhQHB6YwJAMrkLXbAt59Su+897sFMldOZ9K7YstyyxAhnpfUogWAdB6jVS+B+s6NUhUmV1lktbLoTCaCDORDaXCKnjE4IKDT22cRgDdnRKLzrfcuil9n1tPPDND/QNS4gPwuoL4L64duCeADhgwp0YHj5VceeCpZdfnJToTxo3V636uv/xc/ffWyiOoUjcBwAyuuGd2w9j2f+dv77nzgRTTGZwrz1DE//sTeN71m67BjxGrMo1aJ71WZq1GAnJ55sM0njkoaQQwkQABSMIMgYKUawxKF+ZaEOa8PpJHgFojy1bjevI6lAhrRrEabuAIZZIEMCCADJPMH9em8OS7KwnnhMD17UlwwPya30NmRRdNci/kUC2HglTkO1MPncAaKaJMe8HcP7smTEYkSenO3bF134yXLuOdNzRlC2c9drSGLMVkVwLTEGXOMlZ6PARkia+bhny5GUHr24EAktzhAnuZt0iLa11nWzAMsyYuv0MVrl//k218vJhnVmVRgAA+EwWUMEF8Enimpn43HRjvvx5i1FWwUBCgFgl1oBZy+3udM9pdUkTIZBILhAT6SeTqWvDID84PKfdXx5oUh1cWzPYnGBctxWZTb4ftutkW9iHNSbDmz2beY8XnmHq5yTcMgOWNDyqJ8gs8qdsSzpxPP4gvNF00IQjAJ14BrtmysNxpF0CUtV69oiBEvK+Ipvtd0rc2rMrYIlZQODMMo4IHZiKG6g01YyFK8fO3wtevQho3AXOVRCdRhMzQjmgwopUQSDB57Yd/39pxIVm3JFUnWeftNV/3Em6+/fC2WAPUSSaffMjS+qr5x9bp1F62798k9n7njnj3TXa6P757c+bmv3fu6m69qAkxa9uZse3jb5hW1x4/63smuNu957IUP3XZROyMgskLJEiXV4eGggIhJn9jpH3nhgJoVCGE04y2rh2yMhhSAD0iMEiDESuZYxx84Ps3cRDmzdfPqF3fsOlWUJafP7NjXe926IZ4XQjk7b3t56SNRKDEhAlGgPeDRQ9h+KvZNEz7vnjj0ztff9B/es2bZeJuAqGBCAZTA+BIsfedFE8ONT93+Ny9MC1YuP3zi+bsfeeqmS7b1SrQqQKM/gBeoBUoNABdI54BjU7MxRg7+0ovXvvDcc95rZHPw1NxGwFiogAgikZgW6ob8Sqm9kAGlg+28COwtPiet9OcvbzWmwAOSp/LpZj3R4t4LL3x7/k5FsoOfJzc4ajSC4oIr9/moYQ8C2QB4mBLQBE8fxue/9u08WdLvRddIfuqdt73vllU3LkMLiEAhWDGKJe97rWsNf+HBXS+cnGssXfPMwekXDsSVlxiCgJgo9vt9bTUe3b6nn44Hk0m3s3bF2M+866YbNwzKoMNA0gACVqb4hffedvfRu3fsPZ6OjfVPHHtq5+F440Wg/IzdqHb38clHtx8ss9HozVyne8vmdT/9hmtvXmfYBwebMDa08VsfvLUX4xe/9V0dWcvDq07NHH5yz8wNl2LMqBVlrhxmq8seCUKqYO4FPPXivj1Hp0y6MekeHG8lG5aP0xmxWhn/SL2jlyoaAkBR+QwS84B0qvN9uUF51Kgf3H8FSEiZ6XTcpHN2LJ9Rg9OXeMXLYz/5Pro1ejbWPSdqXFgXUN+F9cPX6wNSA4QcrnbPd3fsnbNQS2ImmvYdN1zy4R+/qpUXKTtIEASiYEkMpRe1+F9+6Bbh9FN3bbeNFafam7/xwsyPPn909balpizgzEK2yYBRQcwLW9dF9TE9XeUiQ7Ya8wMgajydFugjOAtnaaDlfb5VW1KmtEr9zen6qJIGqPQ5nQ+9C6hsIGddtTKMitVIMExccWj0NEBdaCKas5l7GhfajLoI1s7/iMyf6oYHFd9XCriXFSUwV3eyxMfvOfzQjpOdkGrsXbF67JffdfOWcXHeO1IocZLF+cE8s7jhQxlIeYB54gAmk1WqBodIT/edzp1MG3w7PwcSnGYtzt/Q2iCsLeIY6kC2ZCBPL3LTluVXbVkeIoZZGtKHmkDJYKhTC2gvS5oBptQa0DjV75bKjGDEGgDcV7VCDmfokcjZRdkzy6SLAC3TAA0iGVT3/0mrpBQv8VvOHB/SEjAGFsS0qFhgVQE/P+ZnzmyfxkonaaGGskDO5EVdU130YwtOcDQYAIsDqA7HC3SoxWRSVUK0i8Y4B3udCFrVsfWMNiKRqlFQolHBvVLYmYTw5usveufNF1lCjAN2Fp3Hk+yMU4lN4qp5zxRJSmKosOdUhZhiEY2KNqwxvkg8Wc4tMVO9JDZAqoGKSU6GcySRWZnnAu55bNc0t8UnKefXrR39tR/ZvGUFHNAUcRyQCEofZou03tq2hC9+6/rhZO7Dtx/vhJg2Vz956Ni9T+x89w2bEHyzngTg5is3rr/zezsOH+4NXfHUgT0Pv3BwxVUrtewZyxFQYgazRkgRS5nW5E9v/+optIPa1OY3Xb72uotXGORVq4eJoBHkIqgH7D7Z33lk2tbbrTp96D03fer23gN7uj0073nkqV/6ideOD8ORg5QYmBH+AKlt4MrqUBFDGWXS4SOfvr+kIbK1kQb/Hz/55jdev25NmpMUpILBQWAcuGasJfzsG1bE45f+zqNLcPxgltAD37774GvXbl0xNCivVGml6vlklVrO1uouBuSGH3hubt+JOZJ0act94N2v+mzReeLAtKf04RePXXMjaoRMq65FVY0iOYsh/U8MguTiOdoqi0kNDGAQUKpSIc23Smgwa0wKkBIvqHew6iLRMhIiAH7R+2UwiGn+pKpeyOcD3Aen9GDcsQROFPijv/zqZEhDmqFRv3nb0l9+66p1dTTKbmJU1NSsE4kra+YnX791uo999+w44bNS8OVvP375iutGGiaEwESpow7w7adnMLq+P3tirJW8/TXX3nbl0FAQmGipb0JAYYCMI1800fztD77pX//hl0/M9M3oqvu+tzN+6LUSLWsEjBLIEIj/7pkDz8+mXTdKadI2/d/86etvWRnrfhIi0DaoNip9R/ybP/P6rNb4zL27u6bFQ+u/9fjeX3zHVo2RjRHv4dzgamuoNKVEk1O5+cr9T0wHFxIzHqcvXrZhy9rheUlyPofU8PLXlfXMHUXzWm+L5h5yuIXunMEA0WERIaJeJfkDiSwAsSL46nyMq5qK8+enzp+ig9+tC93gl318Ts926kuNkC+WdPn+UeNCBvw/fl0ws76w/udaKSCFN/CQ+PhzO5EMwzVVw/vfdMP/+u6rx7ho2zkwgxO2iTHWGKlz0aRilPBz776+wQVpqWFkyiy5//ljPRCyNkQhwQCI4ACSEtpH1AEpP8BVdlgKihhMzsUoEYBZPC8fFARMz/pqlD+8VCE5xrjwFQCkAleRfM4SEsBETQADoegRSkTPgFGU/chRyUcHWIVRsCzgtAgoxEvRp7JvIZL3LIQlQAMgkAAyChpmtj0AACAASURBVJ4nA86Disp5dqHOCTGxJPWo5PU0InggEoLR6F4x8eUoQXx0PZs9uX/2o5/72lxPkKY29N916/VvvnJJGvPEBoInJmOdElUISqLEUAKAcodMh2xHk47WSmpG0w6mUXJakO0R9YHO2e1BACh7PQkxRqkK5JWxXWW7ZEVNjA6Dvlucv7ai8y2iENT7+eumCwGqFosWIQs6blGTErEDP2dVYoREBTyklCC11FhVBEnqNR9DigjtQ0tol9TL9yt5VgkBGZBJQi+JRQpxOpjCqd5ZVHh9xUqh1Yfygjg/5CoCB2RACkm0TLQYlPzhjUYH2ChG4CAEPwDhoj4IQOKDlCXOaq8NEkCPWEIDRU8aORSs0UAMxEIcxKlaBYUC8BBfvV5D4fuzhGBU2QsoUeWyDAONiegBT7HPocvaZ+kZ6ZvYNdpn7ZH2IX1oJdWLCApEnkCaU+g3EsOKFBhL0ZS8ls80tZdqcKrnFQUpIWJrxHGwVLLkpAV8TohOY8tBVcTU1dVLgWVKjUL6kL5DyIAMIC0ru+Z+hDJ6ihcO9R/Zvpfro4hx2ZD9s3/7o9ctq0+gGEHhEEAESpG0bWMotTxsMQZ86A3brn/VVVDMojFrRu576lAEiIkNOWDNWPYL73njSHkUZCdnirsf39cHKadQYSACodrwPuds5Om9xx/fdawXE2tozPY//KGbx2qu2iASQ1IZZwpKoAPccf8TRdLODx+8fPXItRuSay9ekRktk+HZmDy351AAQlQYW8HvRcD75S9tBAIBMDCWnXngkZM79x+OUTXm120Y/V9uWrclUTaO2MBYMDGL41g32lQ/amQC+MnXXzNsZ10yNyyT4eTeo7t3NmylJVNlzqTEeh4MTOuAMo82nQK+9Pffm+xr0ZvdvLx94xazedWw1Qjw47tPzirCgm314IA9TWmmV+4hXaxZZIAESIGahkzLRPoF1XLK+pT0yHXJdsl0yfSJe8olcQFTEgcggmQwlRCgOWnOvsPlrA0dK3kV8lgG5X8FgiKP6AMFqACF8/1AlbRyVCAAB06UTzy/K2kMk3HozfzErZdva2IZ+cx6EMhYAKzexv66EffrP3X1mkbZRxrc6ANPbD91qkekUS2U09R6YOfx/skeR9VrN69/2y2b2oo09NMwbdAHAy6BS9k5Yn7V2vq169dCEzHtY7Oy/bAKKayCpWQNlkOSfn2Hm2uu1qSpncmff+9t169s1HUKMg0jIJcTmPpt6m1q8z//uRvTegbJxI5sPzTV9ZUDiiDG+SqyWYg+YuyLR07d//Te0jQstF6c+JWffEczhQWCVgRgIl00/HoehRFGYARST+pJCooladDogVD05qrQbwXqB3fQAhLiYBQ8arVnPCgQKc0/jCrwfainWHDRM7E0GhxK67tUznLskeaQvBLKFuUI9uD4A+zrRZFKBAoFK5lIHLRqYjNA6r2E8BJR48K6gPourB+2ZYDEKEgLH0/N9EAOqu06vXbr6jVNZMZDw3y104Iq+2LNKCbARA3XbFlv/CyGxmHSvUc7XQWoBkqgyqo1g9QCCJDgYt+UPRuLBhWpFqnvZqGbccGxr/msQTAM8QG+QNnNIE2gTciAiaZLAEfBcniJJ4p54SuqEWoyYAtriUAaralafBFQGANjTC4uhuGapNxzYYqkQ5KzBIvoNNhYIAZEBRuTOHY25L00ddAIiRqC+ihB86Be4INo1Oj9aeC3IO9ddR1ZIQFBfF5qUBGo9xAP9VD/ytzCoghsO+Kixdce2hNM5hIr3cnVo/XXXLOBvdjTo3kDT7DOXF8EzpCxFsQwrkp0mOEMBMhLCREARBE8uJpNOiNYKCqfKGOJrYLzoDUNGXkbeknsGPQM5cinOPYShBprRfRVZh+pLD2sI+cWJV0Ld1SgoeaIKmUEU1XFQ8MgMZUQDgMqvhTfhxYU8qz6cXYDAq+GRSFt0JMsez2IgI0ql4JSAO0izMLPmtjJyNdUncACNUKdgKJ4ZW7O7KwJocHICBxhgjRYrJYIcyhn4GcRZqCEwRYS0mDUGwqQoGWJGCuqKTmnZDhJ2SULghDVbV3QyQneF91umfcBheHTFLLBnwD1VGliGAZbsA0iIQSoQL2xkhcebJK0pmANUUUQA7hSglFoRNlDLBFK5F0UvYXBJV00mggRMkSQhGEBjZ40gitybyREcz4pjdpFlWgZqKuqPaN8TxZkBjDjpfOhRMkYgyo5fvHQyV7kkHfBctGyoeUOdRSELrQAKcjBWDUDScYEyOAb6N+4dSxNKJrUu+bhyW4nYMF+KQHWjddv2LIWoZONjD296/AM0JdBzzZEVH4DYO4SPb33+GRfYKyE7k1bN0xkSI2ACGSoGgWTaBggzAme23d8rgTazXVjtZUprrxoNavvickpO3CyV+CMhukPlFXMP2xV7YtmO708z6E+Q75xorbUIcO0h4mwCleZ7kCkSnmdhhSyrGVfe/HocHFkbb18/1tuvmT1BImHyoIBjpzncJIGCTGAj/aw72QnmKTmzOqx+lLCq6+4xFEE87FOnClRDCwQlcwZBGl6BYMgkFVSqBGm9KlGKyWHDuIc/DTCjJ7jtaAKH0EKCyTzfE5Z3JErS2iEUViGRvRmneYpFwl5Kx5FP3S7KaFmUBuosJ7nhVsgYA/W8emZvPRl0UcxNzZS2zhm69JF7EAjyERypVpVw6QZ0GYsbZCqgtNOKXmeA6rGKgEaSo9+ANjVHE+0s4kmHAMogUrOxoISECIjAEuA8cQ6sio2IJvtxUiVFHAMpAVwqsiPTPZDruh3Vk40tq5uD7GH9KEBsBF23thGa0Cb0aplsCmQBKFeD1x1xMxAx0doXqGNqB+x69hUN3IpCOIvXT2+pGGSAYVnsczJwjTJeTwlC0flgO2ycD85rTVECeAG+bb1NfJWSpQ9C0/qKRYJFU4Lq4UyZIEFoQqVwX0lhSPE4Ofmiu4sKLK1pyXMVVV1MPP/j6laDEJAJc3dC5gr0A/wirwIICaXsLUvETUurP/x6wLD88L6n24llhBpOg+7j06BRhDydSN6ywa0Qg4tgZoy/GB43CSoURSHaLQYTdJ3vG7rszv/pl9OWutPHO9P5WjW0DA10kgaLSxUoQ6miRgIgiBgQQiIAcbCW8CRy5RNjBTKMq2pDV2SrkYQ16RkdgkA0ZIpnqtvVp2WVbuPiISSSGShRkUlQgMzA6SiYCNCZCg1QMwhOdAnEoggOGgCYjiwUc82UmJUKJSk0VqCeoiCndq0jBS1UoMmpiSouNScO9CioQQLyASYaBIxtSIiSYAYEhbEEqQwr4ReiEkCpWWCB3Z3/u47T0dKjJ/dPCy/9ONv2LY8saEPrjiDLOBqzmS4VWONiCEqlVFhXJ2Kil/CTEQEp1r2KEhCWmcgKGIM6dg5vzmL4AAWQWBOu8c5y1DmcBZBAMAaxAIiygnYGaK5gNSytVlRFISYOHeO3nnUovSZ9UAdSaIG8BxzY5NSFNFZbntyEUwmGlO6UAA6p0nNpCrBcRPxJfoMSb0uSj4oDAIhRCQSQNVQm0BKRTBUsYALij41/LLSQeez2nWBdlCSYWuM0ygatBI6AGvVvgg2Y0NQJQm0CMKISYRMFHiFNSgiMsPMhOjPrVwHIZM1ECMThRCt4XlB70XCbqowtvDKSRJURYlt6qyCCKEEs0uyECIzK4hdVrWhKsnxqCAmSusqkSAmTYkEIaKSzllkvqE+ILFa5JRkCoqKSJlxihBYCIiiytadHz4hBZiYKnIoMdRWzWrQwEZSwQFWMBDhWNjkDBZbU1CdUSpK4JvffbZHNYhPjdx6+aa2gmIx6O6TEUacn2SzgNFo1UPK911b+/Jf855ZqG3sOjo1k2NpjVgAowno6nWt5D2v++pHn/AhvHCs+PTX9/6zN60rSk25SEwq1Zwe3BHFnY/uy9Wmzixzxa+8+7pVCVKFaDZPFAsqAsAr7v/eqad2Hw12ZUL9K9eMDEl8zeXjIxnN+VYh/ceeORDeeJEyI5Yw//DQ0EsjnEr0iDjrizly/KTPe4nr1nyxde0aE3vwHW9HBhxjWEOiA0qaQgIgzZr7tbdu+Ilt79q2dnT9eL1GUXzBSapECyPQ54XHRMi6XOnbj88+vX8qmnpTuletbzcEt141NJyEKfg9U+Hhp2beeu0QEVD24RLMu6WdLT31T1gU+4CHslW1MAKFVHYLAVJW1YpMOgoCjFbKTAr4kklBEbFECDFtwTR1ceu1KtAoK0gokazuNEAUIkqUOJM4o75rQCrRGEPGDGD2y3VrGaYiAhApAUcPHm6nHNhH3710rLFxrETsAwJySmmFrCw7igVJSNiONGt8zIu1c92iMzMJbzRJNChiUfYy7xUgq360mUy0YH0EqnqZU6oRmwV/glFgVTu1ijKakmr7jk/pptHqAVcyXcXeoydmpk81aypzU6/euP7KVbAaAQJn4LSqeorWmQsrvSGuL2m6gz1AUfhyenKahpsAq2NSr+QEYDiQKJnZgHufOGRbS2w0pPmPvfGGTUtMNhgSJxFwRZbXasjAnNcuWZiOU66kNlUpAKQGhKDCsGlxEGwBA06VOESxAJNAIqSERk2XAIgK1XkISk4VARyVhYladUB6MZKo02BJlYgIC3qb+o+FZApTeAlM0VAkKDgXpGlSRrXEpIH4gnrLBdR3Yf3QLwJARuEmc5wsGImDxbZVzZFQkszCNHumXlfFIDsGwyRUB+esocXpNZuXNHnKdXY0Eio0nprBaIYENmEiVYkxwqhJhVI1SAhGI2IPvkRWA6Vg5yntAzkARqNRC5Coc64sjEshyiYF2TxCnetBxs59/0S9Xq/RaFRfu0Q54EBWjBHYWCaZASiqgbF9AQh1C0aTyMWgiIG8g2kLmWgRCAHw1Ui4cNNkKQtCDyIwSYTLQYUZ5BwEJIzoyRmOMRpzWuqZALK2Sk6idTlQAmDkQGosAwaB6BVieNqsF3D38/Hf/9kdxwuX97ursvzffOB9b7t2IvXiEocoYANycZ7bybFEyGGMsTVnuQvUfAAZ2EwBrwhBsrQBLSEeM8fBAbUUGFtUXydVtUmWC6p0WQBujAOKJEEMAJCkiOjDkLMFUAACZBYzBRJCO01NVV49Q50SKEMw9VnFDGHMmHGpE+eVZkJkLrhWAh1F6VqkamKeMjzxkZANOaizDYxT9Kk7W6K6KLxNa2qp4+EcxKIwy4OCGUFBBAM4oOwXKcG4BEUH6SuA+lBUqWoSAnwAJZnwaWEVEVhGp3IcZLQSJi1RlrAOJhXmEghmvubM8IBRMmQWzBcW9GZLtkxQW5n3WuIFqZX5WX+KIAQ1uXUASh5ggCrJcFbhC2jJIGbjFT0PrwQzcCII85JIlp0BfAH4fruWJTwQrViQwZWkLdE7Z30I5BJvXS+CCcZaG1HOTY0Mtc+rfk2DHp/AWHLEPP/N6gW+0ketpgyFDDgFWMjGeV2Okpm9JuhzkFnXeOHAqWCb9SxLOkcvWdYwMYKySjFYyeq8Csci102G2HUWm0bNnqlc1cyW6JTQhqmk0R2wJMXrLl9z1bKnH3zxVDm+4r//zd+/+XUfuMQYlHPG2MIbVSQuvfMZPH2okzSHneQ3XzJx7cqkBYhqyYaAFALxZJmAUvH5r3wLjTFI3U8dfdWlq5Jianlt/LL1K/fvs75T7th/tACEjHjP1uD0dOV5oS0nSBgEBjsP7uWlMygkp/5su9nwpTjX5DOHcsm4QSJqDIgkxhtXpmblGg4hdKao3SxKn6XNBchnVID4sn7x8JGSRifiGw8909GGwhopr1g/0RJxKV+2cdneF3tdqn/lGw++5fq3DIxCNeIsvSLVf6xgxxlRZNC8szWQjZif6FUYA1YwhLVPA91UghKpwBqghJSQArEwWjs9UEUMOJATGF/FlOoh0cQSTIUvghiNjtmQEAtIIAHqYF8mSwwLtpsAIzqYucmZmuadzvREqtcuW7fEGUgKEpCNYAEsgUkRRYkD4G0j1cl+VQWIBSTIQMEyOijYgkoNOVeOPVo1kaxQEuAcoWJgZIBV1NPg4aHwJj0x2wVGIWJEEiPdyCGPrd4+R1p0j24Z37SyDlYLOwIVcI2BBtDlrKlMvp8llc9NhEZGoJgT6oFMCVj1IBcBJjZwQakreGr3UWRtmZtb2rJvuG7LiIOPC2rdFiTztJvz3h5sB6ENFMGBqJuHNLP9CGcQmXseq9mglDIyGjXvnJ+f8Yt9385qoTutKVjn9VzIKJmuFxgOPDAFFoDAltkACRIWOPXpwMlJSBQEPt8tvYiVTKzgwBCDEvAGlUx5CRhTET3dQm2a8IOrxlxYF1DfhfX/jxWBUhkm3T81W5oWOEFvcjxt2zgHI312J4C1OuuodVrGWhlFBKJJ3dKh5FVXbbpsuiyKfjOt+TxnyiJYJRKTV4oOB+fCvd/d309sEsNEu3HTZUsTlzoyUzkfONV96sCJJ/ZNzZXBRV1ac5eur7/+uo0jNhiJgnT77hMvHp32hvOE1qxf9ZYlybm9PiJS1VqtBuCuB56cMi0byouWjFy+bkmW1gAR5bkSzuLpvSf3HZ0upQ4tL754yeolY85yL+D5Fye3757ee2yqJ30k2s7SLWuX3nDpijVDDsJWrTGksAXR7pPl4zsO5IRx+My5V12xMWMKZ1EUB4cxlWUQl06X8tCLh4/N9dlSf664edv6DWP1BieOXiGGp0n2H+v8yafu2nGiiK410qy9/fpN77x2wuX9xEgswdYRGZk30qDK29cSVEIIBSeF4q79uvvwiR37j3dyH+CM4brjlcPpxhUjV2xYu6wNlpicyZIRATGCwivueeDZUgJcI7HupuvWskUZcfxEuXvfge0Hpg9P5V11lGa1Rvb29XbLRWuzuikEDmppsck7IiCUHjw1/fXdnU69PST9925bOQKBeGEtQM8fnNu179AUt3cd7ymMirBLn9xzvEwlS4d9KTWcWFsfuvWKtTjTm8hY5wWRUYTwxIuHjhybfPhU1umUIsLQVo1XjKaXr1+ycdnYynaaaTRZZn8QQcLv+3zVxgVcgqaFj0z1H3x2177j06e6UdkZa9LUjY3Wblo/dMmaEZeg67VBxC6LUZV5qpTvPHvgxGy3mVnk5Q1XbVo6lJUeDXuGe18Vv+cEjz2xM+91E2tuuObyzMHQgB5bueORgoj7Sp6xZ9I/ueNwGXoNY159+caJpmnBGDYkJdsk+DKyU0d5iZ0Hpp/dd2L/8c6x6SIArXraqtn1y1tXbVi+dLg2oIuCGcIQBimQGwOBZYZqATz47PH9M9MFuMn8jhs2mPqQnk9SU+l1UFRUXVG280ZpA01FLRLpCdhqSVqp1xgQL2bZBaBGHmHaKNTXcnIlJRQKLabbtRTEkVIhszBpygiEQKhs5yw0UUraIuuGjYlF1LTvdXI2xFFrQVHBEBN6huO7X71p98nekb5ETv/rXz7whx+4IWNhDTFoVrPTc/2/+NJTU4WBiU0X33T1qlqZg0s19QJgIB14posyTp7sPfPi7jCyGXlcs2LJqoka4hHnG1s2Lf3q3ikEnJrtPvK9Y++8cgmn6WmPlfNndvg5colCA9gz1KZE5CAiMudDN202SZL5S1hR1VRJQaIAs4KUTapQiZbEZEkMYmtNv0igC1pCS5iXQ33MgDlwJH9mxwFNl6DIx0daG5aNOO6GkF2xec0dTz0Sa6PP7tz/+LPTq7YMnVUTeAWXUBLVBGsPTPnn9uw72ffeJkImgiuLHQLqsZR5QY5Ko8tKdKFcPly/ftsKk8RE4fS02Vog9kAJnCqw63j/yRcP7zs0NRudSrDiJ1pu08rWeMNds2X9eAaKFQJU4pefhwyAIWKlalycCW+8eetlWzeF4FsU17QyIpcb51DVl+CARANiD9BI3AEOF0mNyn4s2+3W2HAbrBGwIEjJ4okEiIlhYRur2yQG4AAbAQdAYBAz7gEI1PMUYBDJlhXXOyrALqLNWDW27I9/7W11x+KLNcuXGKCrtsZtAzHQRL1VOcVpBuPYxL7vTZ+ENiHUTLF0rKVaRkpKoK6e5mWcmWwEvnn/iwdPzs5ai7J/1cWbl482OJYgV21US4voAvN6VPTyR46rikpxXjX6RCd/7sn9AaYQGZ8Yv2jTRO5HpZnORDxzpHhs5/5dB6fKouAYVw65V1+2Yuum5Suirzp3SqZST/WOnzvce3rv8UOT/X0neh4Q71uJWTFW27xy6KpNy1Y0HVQTUtJQeecQzLyx0D9Yr1/cnwTlXsjx4VOdx7cfVGaKZW+6e/XWiy5aNUoElWiZzooaF9YF1Hdh/dAtGRQ6+chUXykBMQxR2YURRN9R7jpAe4TEoDbIgpVgLIwhpiGDf/nr72vGgfF4dQKVQAI2qhEcgGf2nvrd//bpycYa7U1ev/Xipet+ZKKVbN9+9BO3f+PRZ3fPpUu6tWUlai6UrTg1lk03ln7g+g1Dlm3CuPORPZ+7857cup7jD/7qL74k6qvVat77JEnm5uY+8he37/Gj9TDz/jfdsGLizfU2pcRRYevGA/d9d/vHPnN70bqyKKc++MF3vfetGx57pnPHHd/cvuPUZIdyGNQpcmyE2WT66BXrl/zvH3jPLVeuJTUAZmZ7Zqg1UyYf+6uvHZnqNWZ3X7J+9Ya1v71yzIBgXbLQtjpdPzYJMR+b7X36i9987Pl9SVYPRWfNv/nF9RN1gul3ZmrNV6CbpKCv3HX/Uy/ut+MXx1zTBD/77luSMqQ2QAKSJsjqvDr/QFOUtNIIsUljshM/8skvfPQZN9v3QRxsBluDCEJeS4MrZy9d3vrQj739VVcml50FNq3tBwgjED79uduPnJw+ZpevX7t2w3VrAdx598GP/OlfDE8sPzrV80mr4LqHo7T26OTXNm9c+6/+t19Yt2w4z2MrO5scy0n20OPf+78+dk9veN3KpPfWP/mlEZOBIhF1Pe564Kkv/M1XTtplk7LOjDZt9L4rX7rrO3fcW7hkQ7ebN7D9vTe9tkJ9i+9FjJESeubFw5/9wpcfe+q5UujR9lsQAwxBfCL9unSb0lk3Uf/Zd77h3bduSoB2fAVQX5+dAI/tOPmRT3zpkWd3FdnS2JiY9gZZS5RQBGTZZb2H33Dj1bfecNWtV64gTmLRyyNbh+m+fPkbDz74+NPq85qf/v3f/dejWzdWbYlKSHPxLzrRlT/9+F/t27NrdLj9n37v/9m0pqmLEnEGmBjEAegDdz/0wkf/8nNgu2q8teXf/9Y44KMa4xgB6gHLhp58/ui3H3nyb//+u4dmA7eW5JR5IQlFzUnbhLE0XHvpul95/5s2TDRw2kBMCMiROmMEEJW+4kt33XPX43tmCqwcsm+54cP1lM+3/K4DJ+vK5CrO+8zrQODUOy0jWaNxkMGQOdO8WwVgitAeyPjcR3ImrRVzJzJfGo3KFNSUNBjrMiiAAloADM2qWS0BMt+tkzeI0ZjSh9LHCAviIJJwJbIaXnPlxv/01w8imeiJ3v/ok4fefNHQWITLEpcCePLZ7c/vP2HrI0VvaslE49VXb7amAw06IBFCq+I+syh27N5fBJ2a6yJrv/rGKxsuwBfEccumFbi7g6SWB7n//gfectmPZM4AC7ag50/u8FBS5aoBVWEzY0wEpmZmuwwGt7VY1EMgIhYY0ECfBkQNjTAEJZNkgOl62PnNRpDzHlo2KMqDh05MzhXaYhBffeW20bpC+jWbrFsz2hpuz3U0Eu6995G3b34jQoB15/DfXoHctQD3DAfg4b29T3/x3mf2T3VNK5ArKY1kK3VFg0LBQgwwKRiSxELz2Vuv2/rvrljVIB7TsKwafgMDplLXfOGQ/8SXvvHVB56cDi5rjx4No8ZxgtLm0w3tNrncsmr01z/wY5euaw8l1ej8y8+fyRl9XTHAhtUjq9eMAGgpRkk6oSxtqjBVsHRQhkfoq2qPMRVx8Hg3YUGMQ+3W2MgQtBgYtkIkeAmBWQnol6EfoFTVaFgXKz5KSdyDcZFLWMCwCME4yIBJTkCNsGo0Wza+NggMIwD9AGvRBRJwAwItWTolL/VqHNDvzs1OnkC2DCappXbJWEPCjHLVdx0IllZDaf0St//NVwJGXFrLUt62eZiNwAeT2AgSUTFnqwmdzy4RGrAqqqZcAF7Ye+p3/+jPPEy/iLe+8U2/uentk5Te/fDhO/7+0W8+sbeXTcS0XRZFjUNaTH7xbv2/P/xT772oiunVEDc6AX/wp5+97+m9e6ZjzEb6timmxiFPKU9iv1ac3Lpi6APvue2NN15hrdqKDw45v/b1WZ+JRFWBb9335J/8+SdrreFY5kva6eZNvw4eLT0SZxe50V5YF1DfhfXDuhJBop0eXBhe7qRf+GPKtbl0KcwwEIetmZA+xEELC7Gcgmy0BNtgwIqOix9HVM5KQgmkQILCk+0akynq1EUemlZnGqMxhqGRseCaxwnB4Df+4uFjs2kcutx770Jep5zCXJYu12AuWz00JBgO8E5yy3twuU8sYTIU9YrQIwtq2hoMCQBJkkmg32odSi86QBNNe6pDjWbdWIM+kFBsSRdie661a+L1q3C8RHYKK+55wf/Z5767b8+pxIATIWNLtUrNmdTIxou/dszt/uLJ32is/dFNbmWJ4V5APb9kBaVrVuycq2PiymPTh4/MxItGyYYcNqlc6RmwCAZRhFlBgn63uOf5qd7ozXlZ2rkXt65bOdI7BWdsvfHy5zonAWjK5LLywEm7KseykxZZWRu2Qt2DSDikjcdm8OWdsdu8FNRYanf/zi1Lb2idAATUKpNWmC+ROiBTT9qHxhgopsNHCTtKfPQLO+9+oTUnCuRD3Ev1JOcFu3RWKE2Xn+rSI0fji5++722Tt/6r12CNRdKbTn0XrRHVzBqjwDRwrLbhiXo6or1TOjYDfPMJfPT279jxS/d3ZtPmqI8ajEPWVtGn27c8elCO3DH1xz8/lmgEPgAAIABJREFUPOxsK3YguXIrGCNAotI15kiy/OTwZm9qKzEHizmwast6HbXkZ2cErpssExqVfscH6o0uTbsm9qYCjaKdpjNTJ7U2E5ASWlwidGDqJzSbS83Ts/g/v3Jq+55xyq5TX8A2kQikgJpSa2Uc7dayyV7n1P/70NjoxBu3DSGUQUqutY4rHCfDmjj4VGOfGsItILT8iVqYSsoALSCJdytmjTFAEzDFHCVJXsjzWW0u4rc+8+Tju2x77W2zsz2bpCI9K8Gw8Y4Qw17a+F8fyT7Z0d8bx4+twZBxpjuburjJ+mVLRo+ObuuEGvdPfGfGXQ2MxqOQQuyyjknrgA1zEjRk7WOn5p6hjXuWXpYxvr59btOaZku6UBXTqPTiKQqRNEWn2D19SA40Xg2i1e3uuiZG0FeUSg0Kfdi6UvrQ/uJXP/bg9tkk1G5DquhPI4FFhO2aRA728r2SPnrf3KEVM7/z3sZqYEl/FtyFtgvXahqxwhxB5D2Zqay1z2zxw0P1+p4AZACHl4+E0YFBBva0fzFRZBIeuFJ4tLqmB5DhPkGsKrQPGMt2nvLo2jLrqR7TjQSkUVv941qsQDpGOicqRJJA09O5bANo4ExDAGNQoJHrMrEd2LlQuKCpRUk+yZTVlcHVgfTK8fJd25Z/+qlTvWzprsh37J5ZteKits4kXMwgveckxaFN7tizS+ae+Zm3vG6NK0AG3AK5RiVrjBJE6B+fbjTvmnLHRq+jfHJd/th7N23wrjWdXsoqNzd2NDrPU9qci0vuOJD+TEyuSWCkAxWw9YAFm/MQAzmejjpgBN3a3O5l6fgVE+FOKo7YZSHEXbPtfo66g4/KxsGYIIiAqRxuQki0TCkCIbcjlWuZA6C+4WTgO0BGwcG0pKKtDtDCIJmmRemqCFITO8geOjrna6M2ldGp7W/buMKYrKO1CGyeqK89dt8zw2+cTVbctbPzywVtzWoIU2QkMc3uQPskAPJPd2y3BAsUwMj48P6jk6Vt9VALlCjZgZitSnCjsFKTDve7ubfBtqIZ1uaYIKwHRrTTJ51Cy3k0wwy0b7PRpw6Y//L5+765m+Zar4FXuJR0V3Qj/XQF0JkrO7C054R5+OMvvPsN1//r27Bq+gQaTkwbABHR90n9W4PyWK0aPE6AFYvd5cCJTZOqv6cluN4HFXkynI2RFKJ46oVyJiSeVtb01I0TWbNRK02tASTqkSw52XDBGglzOZrOZW0LllnlrKDEAJn0ARNcIqg5zUjLPpYl4UQsj4hJCGxZYds5OJWSKPTIpkCdQVoC2jRQdZ5YgAJsuAFqrJQ+VPKYfu7bj08nS4E6lJesvrQEGC4LUxkZ4SEFXFFkCc/Odp6f4gPJhm42hNnJJdmpt65ug2sFCYRIYo1LxAp+uyI6k1hEtUZfFlDLACQj0wIaSm5Ek+5Mt800N6DsXVNf44E/2Ksf+eRjMt1vZmvLvBAu4Mo++ybKcPLANUuHUQAzx9Dumqw+yct++5tHP/vYBtSucY2jfnZfbUlSzh6n1pboJ2eKmaS9dv9M/Ttf6v63jfyGFRjzHUapnqgxcnaxZvFmUAUg+SlOW4Ap8pimKSIs9MA0vvjQnu3tGzCxYcX0U7/4zs2bNqxGRM1VguMV2z9WDG8efNwL6wLqu7AurLNOQzM0mJKu/loQUKPKisaQiGMmgkUOLZhqDEOoXFJNIPbkvG3OFOXRyblHvnfiEx+/3WSNLEhelq00WTY+nFDMC3to367bbnt128EqVCEkQlEpgpRQvlLeMifmilqjuWfPnu88cOjwjucmmrUVY62JkRa7bGquf+zU9KHOVFA26ao9e3b/xz94aNNvv3/lmjE0U4k959LL16+6/+lDOTcKwdfv/c6r1txijYMq08KICQHMRGxtEfXFfUeQNPJ+n62+9oar2ingBeQU7mULevP8ew5kI5gQbcBQhuCjqw950Z2T4fc//q0dB46boY1xduqGay5559uvBeUgCKc6cMgQITaYd58nJybpC148NPc7//2bzx2a7UidGQljqJZMDA2Nt+ulj8dn852HjrDJjHPTJyZv//xXL+mu+fm3XrYsayC1+Ww3Ha6fWW3UuVKHlD76mQPf/ObdDUcm9K7cvMYYmCTbf3Jmz9FDPsKZxLv0kUcf//hY/Ofv3BQHPnWEAYxXOcd2et5cLxq1tcQ41hbm+lQaZ6J6FL3Mz9S4M02zsSct6jXINyxiKYpIChV1FlMd/MmfP/j003scEUJZz5IlZueaZRPNLA1eD56YPjxV5HOJEp3o5f/2j/4y/9X3/dTV41YlqtSIGTAaAe9AiXogkEaGdKnt0S4FJsteOJo3G2ainhoqiEIoubD1bz8x/bnbv73r4MksSWZPHEydMzPHV44NZYkpi7zT6/cKn3LahZ9+8fn//JEHr/6NN1y1YuT/Y+/No+26rjLfb8611m5Oc/t7ddX3liU3suW+i+U+Tu/0JCF+ATKoyoMi8CheFUXxiioYQOBRxYAHPJIHJBASUmlMEjux416O3NuyZcu2rM7qr5rbnXbvvdac7499rqQkUBFEo0YxojWG/pCuxh377LP3WrP55vdL+ofQbbCLb7z+yj/f/FXSCMa9sb/Z9UBURe7LKIAAsDGR8cD2/RNTzQxUyfL8yee2fOja+QOOCQGqTHMyNVAgc2AibN32CpuaqCxfujiJAIDYiKqPh7vC2w51fv8vvnm0qVqEWI8WeWusolXtGEiXqJUFSNA4bder3/7WE+bIsl//yIaqiatSqIuEfhwZUIW6977zhnt3feuNmWlK3aZn3viZjauDuE4wM4LvbH4VzcVs9YqLL3znW65nA4QC1tL3vegm6Qa8/vosfG4Y/dXqogXjkYEFmHh83viSBfP2HDwaxE5Pdw8caJy/vF6Zc4DAaYs8S1BNOXlsbLR61arhwecPT7YrCxbc/dDmWy8dvWDpYM3ESqUZvVr0yDTEJBqBiCDmRN3tJJoUJ8l2J+Pr76dA4kQiCA05ccVu234EIr7dGOirXXrROaTqDHU8Fo3WVyya91JTcl80mp19B2fWLUvNKbK3M2lMobBATIilGEzQnJkW9oFcIAOAIAzNiikbGJ2Ws2lX1FkK6hPOHEymALlKyBS5NSRwnquPbp/5xT++e0/DdLiOMNHninHLK0cyrYbpYvYQZlqz03leeFM9drj5la8dOi++/KcuG0n5DAx7n3LzDQAD1FPjOx1E0cGm/N3f3yvBGEbM8pZbNw73OasSTu0dKYHOmPyPv0eDTCccNnswPS1C7oOJ9kznDz67PRMHzqDhguVLDRAE1ljkhUYFTGSsC6C0PrBl85ZmqwOfcEzzRweXLRoN3htmGFJjRGPkysYE44hZFZZP91L1lPugQFYULknRaAK+1cnuf3DHZ77xYpo1Hedx0RqsV6hubT09dnBPXMy+9/abhqoQDx4alWCmO+7Pv37PNx6cRLTcdA9X/USlL3TaE0vPWTY91Q6d4y4NjWyKq5WZmelf/U+f+ck3rfq3d1xWjaxWkqD0Q59vjQdCKDRrx0nF+yKw3duW3/+bB7cdmKpXhrP2xE1XXXjD9ZdUXI+SqiJzFMMeEFBPi5x6dp3N+s6uH7/VYFfaqLvS7btkOSgrWIgE5KTDcJEBtAvNDIyjaC7QNAGm4CSj/kK7rWD+/DNfWjRUO3Rw39WXXHz9m6675pK+4QQqmGnhnvtfO3dpXwI4Ct6LxBI4COcgNto5Uy+PG1k2OXn0+eef5+7UW69ce/kF57z1+qVDERRoCvbu1y8/svkv7n6Kbc0k5mijffejT132gdsHUybhCLjynMV32Z17tNolc/+TWz7xvo3VGkEDayCyc1ghA81ARiw989ohSfoRuEatd11/U914BEC4a80P13dqIDKebE5JYGfgUwXnHYri6ZnQSYb+w6fv3vz6bJNqJmT1xL/v5nUucsHYQFQQHGClY0BEUa/gTlYpKtgUwIOPv/7440/Xlqwl6+qdvXd+8I63Xb94qIq6QSE42sJ3njjy2LMvPfbMtv4Fy2Ybs39//xM3bzh3ZIFxWTBRoj9wLhVp/fDk9K677uqP6NqL1v7bf3VTJBhK0RU0C3zn0Z0PPvzY5j0zcTqaZfk37n9sWV0/ftNKQ6RkpecF4stI5dRf7gUJI45MIH3rzdevvXDDtI/+ZNPBV159LYQisvK+W65468WLWmlfO8eiYmJoNHWlX44qTKTsWoKv3fPcCy9sqcWDjZmZdSsXrT9v7W++ZWywnlpmr3Ssiwe37v/M15984fUD0fylO4/Sf/v23vdeMBRF1qiv9hjxOTS3QjEyICOFQo+4oThK2sCXvvHq3fc99Nu/9KGlKZPOAKFTxK9O5b/2u1/q6+sj66jdGHF0+XnnfOidNy0Zw0ANqtixs7Hpsac/f9+L/UuWzUwcn2q0//Mf/tWf/NrPLak7mAjWnLMsXbtk7OkD3SznV3ZOBLsOSIEWs7UAS45QgMkrXtw5VXACiuDo2Ze2b99//aJVsRMvqkxlIEhgI8BzW3fv3LPXjqzNi/Z5q+cZQPKcrQnBH7dpw+BTX9780I5JiQdqkXBj962XrPjQ7desXzPgDA538dBzM39/97ef23E4rs/PxN798BM1P/V/f3xjlao5Is8/jlmfdThvVf2KcxdMvHCo64sXdx5+4vXmTefUuoTvvjCz7VAG26i64qMfeP9wv+WiWzaq6FSENJnA0bEmdu85AGtSpSXzx5YuSDTAGJCgXq3eeu2lf/3lb+Tgwoet2/fcsuoCwJ0Y7DnNLKgKIBRgwFVBdvWKZOPVl+759pbpmamoUv/Eb33prbfe8OtvWznaZ3og05CHkJsoAVDAFgyFqar/3toUenz2E6nGKdkHzWV6J0piCoVKZvsPd/HangOwo/Cd1csXjw3E5D2DJZf+Cl9z6Xlf34TgtRn8i7v2XbNoXb+NTlSIzmDW50gpgA2tGnMfffvG3NZbPYwLCEIQVk3dbKMTuDp+pB3/3d3fnckC8nYdnUvWrHIEwLB2qX0MlYFCaxPG/j8P7HlpMkJ1FNn0Of3FT9+4+kM3bRjGVDfpm2V7ZCbcc+/mhx9/9vWZ7uHQl8cDn/3md99x3XuHvab0oyZcvYOSSkdQRCXQJkobZD53zzNbdk8EXjCI5tKx2oZ1QyRQ9TBR2YKdeyb5TGV9ttdF4xMVY+oJWQUaIBkn9alCf/dv79sy4XNNKT9ekebG8y41gJIFEVgNggIFc64QxiPPbVfjIEgkv+3aK4er1iCAbMdrJgTLLq4AEIUj+FyMLZ2h+IfWWE95j1gBNi7rFhgcJi2ee/7lPY/vNlKJsu6V55/37ttuWbm6rzoAwzia4/mHnrv+3OVRQDfGzJTvHxz5s7++++7N230xD2Y26RzYsKzytpvedP3GlRwBAt/B5s2vf/qrD25rTHA6MNEovvbQs9desPi69SsPT2bzh354C65BtoIQJRbFbO4rWc395aN7P/3AjuFFSxu7X7pk3bKfvuPaxcMmLzRypAqBGszZVQE6Z+19dp3N+s6us+sf7jgxwKrQAhpK2jWRo/J4IAOiHm9GAxAMzc1QA4HIk4WtEXj/3r2LB6JE2r//qx/fsG7eYAIn4AKpwXg1X3HHmiyXFC2fdarJcBd54NKpoTDatWfoIJptSDIwmjcnbr1o9Sc/tHHtuEtFWNQXMhzbJUto4buuVB/d9eiuY52sWh98cMtrn/zI7RUDq+QgG1aML4+ae/L+nOOjRfzi3sPj545HVEADgYiMnAhKFE2Plw7MNnwM1guXDF6+suJCC6yBbPu0yABCQIDLOPXkWPNEANPNfIT+oS/c/9p9rzTF9sORZK2ic/zggQld3d9lCidG+DQnCKTngQ+yBTgHDs3qpsceW7lq2eHpqYVLRv78pz6weslY3WSpqCNiXyyOaM0tY++4+PpP2c6jW3YM23jvZPjvdz9wwU/fzDZxLvY/8HV4uGa3uWLh8PXrV33y/ZfN51C1yoLCk1f/setXvOOC0V/4y03ffX2y4GTv8cm7HnzqndeuHo9j6UUECvVAfMpzp6QwBEtA0SXVleOVeeOJCf4bW+iVogtl8tmGJdHta6stQlcwTCOzwizBOoYSlHLhnbtnNj30QBII7bDxwlWfuPPmlYvtktBldOC7IOqr1AcuX7RgfPivvvHct5/b7Wvjzx/oPv7C61ddcn5EWaTBCyAFIAxY9aQeZILSIwd056ZXtmzd+8bBidAJrUDOAkUOHyit3PvI9jweyl2SNw8t6rfvvvW6D9ywfMkgUoIUhYisXF29av41g6Pjv/fVp03a12rlO/Li6dd2959/Tn+UQH1MeO/NV2z5zNczjfcenTnWxWhiE5uKiGEmyREyNYkQtu6d1qiGDGyjRo57H3v2ipXX9RtWHwwpEYFUgWbAY8++ZKI0D92hWNctGSMFkQPIGEPAUy9N3Pvky1Jf2Jk53lfTT374hjtvPr/felVPwcQRPnRl/3Ur3/EnX37qwa1793cQ1Ubue2rbk29avfG8JWwQfix3SK8aB7ptw9h9T73k3dDRjP70Sw9e8H++440jxV/d9VCDhvv8kcvWLbz8XGfL4HOOuFhukyAD1dzUHntx71SrieBCPn3u8rUpYEq9BMFn+bXrhx/8TtQ67hHFL7x6sHjLBQJL5agdcJqW71Fo99xYXTVXrhB++p0XbNt5cPMr+5vNyKbzPv+dLbte2nLztevWLBxZv3J8YTV2sCRSZjYAFQpoPueTagBW+p4Ej0qiRq9RVv67AkpzM0WkypBOFN31rZcbOaAeobtmyQoEOENFCH2p8aJvvnrDbz7xfKNbBBs///pU+wbu45R6drYndogz0uvzLIVTt6DiPnDLemGEExLf3sGHKhodpMfI/sm9B2ZmZwo1qTQuWjb0litXVkuZKZnS4SpTOdbCsy+8UB0YazWPXbh06D99ZMNtK/sq+SEQJ1QkZPv7+Ofee90dN170i//tK0f3+25ebD88c9fmwx+5al76o38izQEoRaWSmiQD2JvoiV2Nrz25s2UHELyb2XfrbbfULSINIISSgaKB9fv6tz/6xRToETW5fEANQD2qaoCGpuLJPTN3vzzZtPMN+Vpz72XLB69YOeoAti54MVEC3yGTeKHc4PWjsm3/dDcMGe2smV9/18blRnwQbxw7y7NdffjJVw4en1VgqBq/+cr1Aw4iHlD+YeaodGpTmigAaiO2EdqZhqwd8koWrls78omfeOuqBfOGY40sWgEFYTzCmo0XjkbWeT8hVuvR1kOdT9/1XOhbrIHTcOiDbz7n37z98gUDsYX6QAmp2GzNzauXzB/49c8++srRTojqR8V8edP2C9avjOqxV/mhkIWuomYj+BYYkla/8+KRv3l4O0ZWT7Wmb7x8zS+879qLxo1FqaWBgepJ504uVZ5nJ/z+56yzqfXZ9S9v9alUVCIVgoIicKomVY4D9cpFuY1abFpkQXVwUpYYqTeAjZ5fjA9h8vjQyGCNi9/5tX/95g3zliQYAAYJI9ZXfaNezAwDo44SZNU46nSygDjACRlWYg1OzxDqoNLfzULN6Ydvv+iicVfNslTbcWhUtRHlzdi3l1b1//rYZYsHeXB4oBXcwTY9tbvdIBREDlic4kM3rYcNgahh6o9tO5z1ILIe0kMV9/6wffmN2dePtANiK/m7N25YOwxTNKASjM1P68gMBhByXa6AnEERQ0BBLG09hL+65zkZWgMBMRtSIv7mA0+LQ2kn7UqmYG+vD9DSzcwJqJOjktB733LTBQv7Bv3RO29ZtnbYLYxlJELV5FGYtDRTQ3OeFutGzPtv25CgK92Zju27+5EnpzNml4iSnnJS9mpatTqhuObiNf/mY5ePcTZo8whN2zyccqvuMGR09VjfT77l4vGBVARF1L/rWHvXxGxGVOLAGCUM+vtOYVgGJJARY1G1qFv026zOWRzHsHHWasU+i2VmSDuj6uPQqlmikudLFmqJeKAaf/g9b7tyzfxFdurOm1a/abGdJ5g1SW5qiIdgE0IRF8Xly9OPv/+a5eODIcu82m9u3nqkVapgvIqIGFAcKAIREwQmp+jX/+zeLz/8+st7j3U9qmlCKj3ilq12DDZt2a0UNzNJLH3sjls/8Z61C6wf8t2KtGsm7zO+qt35fbjz7euuWDM/NI5IVHmjwU+8epRTFAVAXGHccPHwSCRJrX68mT/+crsDBEqU2EKhAc4WSnsndcfhRjvzYA4CSge+88SLB2ZRgCxTz6SA2RP2Hste3nPYpFUTuvPrZvnCmghKKIIGDADPPf5Upa/uRQbr9l3Xr//JW8+fHxcR8sSyNVQj9LXzi8bSf/fR6y9bPuLgu2qlMvzo1t1dBtGPaV1TVPoNrjp32UXLh1LKM42e3nX8u7tmPvfNp5/beVzMULV94K1XLOQCCUMlwHuokCrPSa1Abpbiu+7bVIgidFIuLlo9HgMxl/4hYOLzFuCKdUsT9p3c7zxwbO80cpCQm3vJFaezQ0oGJgEFTsAcAYOMX3rPhquWpIMu73baUf/I45O13/7a9o/9/rfu+Hef/YN7dm5rm2njusYKCEWR+u4p/GvonG/qXBBZmiDKKXwFhQbSU8nXSqoHgW98d2vbG5CkVJy/cjQxIBLW4AixhrWLR5aO1kFCUfXFXRPTCk8OZOhkWe0M9fwUbMiyxsCAQT9hEBgEhlWHNQxK3q9dW0ykyHYfxH2PvMDVvoH+2qIB93MfuPWcoThBkKKjVCsqC9T0CdtKwE/dsm5D9fCibNtP3bho45ph5zuIDeKRTJJCETuqRVgyXv+J99xQT1zWbXnjvnrvo40z4uusARpKV5LyrwqeFnzugdf3deKWxizd5TV/y6XLawTSnFSkPKz1BAXE6JlqpmpRQjVljvJHwBwGXQFqEz73nVenq8s7WSJ5fv6Y+4V3X7sogREUSmQTkC3zQzGYBL75+J5Dbe7kvobOh998zeI6DES8D1lXQjAJffXhV37nbx//g//+zGe//kQwzMwh67L54RIExtx4AXGJqmq0u3AJkhQKAY+MjPze//G/XXPOvMUVDLKvSmc4NIdCN86zIaNWApsS+4jNLx/suMWFnW9hV4/YT9xx5aJ6Y1CnBkirLdSyo302r+eNq1cP/srH3zNajzJPeTr6zM6jRzqI3Gm9xxFBId6ruP5vPv7af/3cPfsbBaxbPn/gV3/2PTevnVcJLQtEpKbEGks52WhKHIue9fA8m/WdXWfXP7rCNKQNBE/cIEwRjgPHgVmgDWTAJDAFzAAtOFBVKZYeRkoBzxBSAYrBBSOtYwc2Xrlh7ThsQFy2dYoMCLDMjqjdikTzrNWdbaZpooDCQSPAEgzpGXp9rE2kGB2oLl84ZgWxE6gHA86BCEQxUQxcduHq45MTAVFG6bPbXisAay2CUK63Xr0+4YIkNIN943jH93pyp5rGA15yYPfhqcmOwLiIw/qVQykA9QDJ6W4F5e9lTxbMgFqGn54NxF9/6Om9k100vaWO0W7RaJi0vvd4+9GXuwLEikQDqQfHoLhHuJ4b76pF6Ivw3lvO+81f+uBXP/1f3nbpOWOjQwHwXiAMRGALEym5lse8BfOHFq4oTM0kfa2Cjk7OzLZzpVJ6c2rgRFm7UXH85o2XDAN9iYV04DOkCbxHniMEZPnqJQsqloiNTetvTEwenW15/BAPCgWYCKqad0s7Ss2LdquZZTnIwTomg+4MpO2QozOrKiDyXkAG1hnG8vnJO25a+6l//+E//o1fumX9sgFgVLUFtIAGWJAAnBhJgKXDmN/vIG34zvbDjenCCBiqAdSlJHA1ZxPIClmQzSkWMVmrMeB8NT/eT+3BapILQxOxfW3F5EwDxhJRzPKeNy+LBUPVlNij6PYgvlCIVIB33XTV/IG0CFIfX777cEOAPCiIpcBghLG6S5LEB92xbyIDPCwTq3hIDqBTYN/EVMsDeQ7LQCAXH55uT7bLeay5hohSO8exRns6kwBjpBir25EEjku8lTXGSN44cvggG6c+H67HN1918bALCG1DWpbqjfhqEqKstaSO99123WjFaFE0u/nhyZZhhOB/PM0BVIKFH+uzV5y/MgptAdpIn371yP1PvNAMDOJ5SVi7ZH5UsjSMRRRhDpl8gsIxC7z6xkElShjDtWj+YJ8v5gRZAiYeBM5dMpZYE4pitisHj3Xy73l3Tq8oxqUBKZcmTwkwZHHV6tGP3n7VyiGX+IZvHPZiu0hD34I93coffWXT//5bX/y9Lzz9wMvTkx7kHFkHikARyGKOc/gDEaT8wAXp9+5rfGAG+ybbhZfYoR7T4tEhB2gI1loRdQSHfOFQJbJMxk7MdmYLdOcUiKf0Fs/EoaAKslB0Oy2CGFUr3oXcSIbQRuggdMG2k9Oz23bufONgIHP02JHx/vSadTVb5FYLBF+wyaPKjHBk7fI+/MIdV37mP9z5hd/8xLsuXx06BTkXuqRkgyOyUEUIsMCisZGsNVvpq6tqp5u1u2fmeTzxHQgAMq2CWsCzr+3LChPHcarZBctHz1lUjwAELz6UpkkgneMNnqRA/ujvRi+IOIlPmHsuyILjY4KHn3m5aHtQlMbm2gtXbrxoZRQ6LCIK7eE4A0RyxaFZvLjrYFsjZq7bcMUFgxawpC6tmCiCigCzhWmYgZYbmsmZLaindODTO23l1Fi9v3+waLdhDIxJ4ujqq68ernAEWMnhW9COQZ4a7XdcsVbFhxAGODSzcHymG2zf8dncQNctm7d4gCNtGwfNfZoAkpfwJOOzy87BYC1BlEw2OsebeaeDPENyGir5SLXT7SAZ2Dvtv77p+e0HjkdGMfnGTZcuv2AeuJgFCgOBeIIww1hbqgvkRwDBn13/nHjz7C04u/6XWmVMKExRhLIk1NMC9H4GqMJ3xEQ5uT+96/EHXz48JRWTVEORxb49mmrePH6Ml7KzVmeRW0MHAAAgAElEQVRvWjf4s+++JoWiZPVqAGBVjBTQWZ1tzq+ba84bqQExa+mPBmdPSkpsBEUa1+CScvtVjVUj0dJv74yV5oPm569YMF5FTB55BkugSMmpMQqigEiwanEF4sFx1/sDx6abwJCS9RQhLBoxt1+6+p7Ht2Y+em7HxIyg3zj2euKgNYDapCH48r2PFZxCZeW82nnzYUIXBmUD5rTiY1EFvEBNBC+IdCbz8cC8b2058tWHn80lAesqPlYdXbI1Nx11R7X+51998OLFtw3VPLIZuGobiTWIICDqBe5ApOpAYB1OgsYCNl5BxhQmFcBpTJp7HzwDFvUBUNpfuE6Wcz3pm+3kcdo/d36fnDpXkIUf6UsuXAqjsJJDPJhBEaJEy5FyhzGDNSsWb5nY69nV+scOTTZ73vxzthTc+7Vlt5ROcfkXssYAFhCCsTaQg0sRSAmIot5/r6QMFADbHq2betayGHS6aEliNaesDfE2mUdl5VM8JLOqVXXDzKvH4s1otlE72HHHMvVKVigztmAcaOhjL++bLVjJgaMA5bw5RlMXzavduOHyWzZeMdxnC4bYvoJYCBNHjoCWRI6WjY5UgSpgtQsS2BgcKVgNgaguuGRlfelwevhQONoIx9qh4zGaUOEliVgV65YMv/ZKywd95pVdB25dXkvYABKCEQUoN+4bj23JvdrERZwXKNpZMZAOvLxr17mjqxy8sQQgqJqIXjk03UKSqami856br44UPi+i2Kh4MtREunvKTzQJLr1s/fIrVsdOWoAHWdLcQkk9QhdSVCS9ZGVt/mB1wvs8y/cdnswDqggRivykRvdE05agSsT/tBG0fzkrcQ4oakY//LZLnn/twKZdjY5Gn7/3pZwGPAKj8/arzz9nvN96IcPiA1uDIDBKCgGyoNbSE9sOdU01FEVfgrGaXTY+XHVz4AoCGZN6vHPj6j/80oOVwQVT2dRDT229eNXlLOqYJARnFD6Hi39Y1hcpWbKm3KacegpZArzv6qVrVsz/yqbtL+/a//zeqUbHF22Tm2SSh585Wmz99iufvf+F8+ZXrlg177Zr129YOXIKzr6cyJ3bBnpR/ilvrs41AkVAJEoK9oIvfWf/VOEQRTZvLxlNl41WjBbEJGBmkArYr19qnt0mx2ZmNIo//81tv/GBdRqIWCGlKwjjTGiKtUQLGiSpQw8+EcAECT2AO3PO40/vnvn/vvZgFvUhz/sS/vC73lQFLDoQMuJLt2THiNWb0IkRBit6zqq6l6L0XArJAPluSkaUGcIaROyK8WpfYiYaU2nijk3PFh7MP3IeK1AJOXlh6wndgnYcb//u3z66d7LLrk9bk+eOJb/8U3fUdW7ozsVeYVFOp5eEDugZfUtPpnwiIWSGyYtRF+2bnP6VzzzQkQgOrmpW96c/875bK5wBheOoPAYEZNgIGU/Y/OLsYy/uykylwrJ+2cjqAUS+pHrG6gtjrAFyW+3GpksUYmp3YNLAaUXBp/15Trq5eO/hLGZnwNJfid/3zssqBCMwDJBCBcZAerfKuFihVUyOx8MHD0+1Edm07qTxjhuvcBoSawHueRKbqNTeViM3K7hwxbztE7uCSzuav/7avouuWmxCXpjke+sSSkQiEgLgGEBcHA/JyBTw/z6w7YFXjoWor5YdvfryJR+/YXlFfeJYBUAwhv6xBpScDX/PZn1n19n1j5SVBgquNoCtx/HIPt/wAVWDdoBKlE1G0sprvgjtKD+6bLzaBEhLLxcFQqmWYASHosphyOmahfMSwKinXnXRlhE9Sc49H2EDteXeSz1csircGcv6Oo3UyPhALS2xdQAoVk7yEwBo0dTR2FBUSZKWt0A1K3zRC78iYiXT/Znbz//uE88csQN7jkxvO4CxRVQpIdFzjgVd6PN7sq17jha0yNXp0lXjVYC0AEXgmEDx6V2sIRi25ZmpLg7V6JiP/uQr355FLUanI8c/dvO6pevO+flPfa3JSWEGH9yyc8uOQ+ecPwCj0KDOdAGD3owNARZi1JOKFBlBiQAhuASwHka1HPAQa8Vyh5FmBn1huk+mJ+yY50jmiqasAALD9kIEYhuyoWq1CkQK+BzGgiyo4tnK3EkzEGH+cD8bI+zUuCBC6PHEQQwY+h6Hd5LeSFA5RNQbtxGygRxKGSdbDwNOQDHYIWQlye7EqPqc/aYia0MDJCC2gJnXqzoHUA4uh4VC1XA9UoNcu61GtZKVwlkbH5zWe5/b9+hjm59//cBxHUU9gVdPdM2KwZ9/241vWjM6P8lhbLck/BrOgAIIQRCpz9oLR0YiIGWQKMgoJQWZE+xgJ7qgjxYPps8fL7Iinmp1IwsSlN3ACuHilfO//OwLJup/bff+La81V11cywUpAcGDqhNtevjFfYSUu9OXXnjZ3v0HJ6eLRqO1ddfsB66FFDCAKuUhFMwv7DiWx315t1gxWL3s3Hl1LiXJXI5+7PJ221SCdBHZcO3lF6eAQQAxwRjNoW0gAiJoARTz6vFQf0WPzMLG0+328ekwOqCQDjj+cdsgTchgrQRaVMG/fv8tL//OZ6fj+RMdho/6B9NYZz7+gbcMJ1R0gwQ4l5SgaxVhY0QgigA8s3uiGWIxrJ2ZK69ZP79uSDOFU6LSGbXfdqDpuSsWP3KA8gwPPvnCT7z98uVVcgCX6dZpRLaBYp3jKFgoIQMV5LOY5OLx6qr3Xehx4e5D7bvuf/aJl3a9cHB6Uuseia/ND5H57qFjW48c+uyjOz505eLrrr3msnX9phxOVjhCTyUM/IBnZ1lpC2xdp9ON0lq7QLPdeWLbrsmmj6qJzB5667vfPpqCpABZP5c+ksoliwY/VzQ5GsoE9z323C+/Z10/E6k37IKUyowzYB5U0oBOpq9EKGnpHAGlYBJ7KPnL+x7fO60SUb8rrrvwnFsuH48hsIKgbGwMcj0nmzlIQCjgyBJ1Mu8tOxeh2MucMEdQAQXWdCSuOZK+WjWI+ILkTLTYvLCNEmnnNjaeaBLxb3/uW1/97itu0QVydP9AVT5y2w1r5teK8gqNUTJdQUIA1Jz5mgyBzMlxAA1sWYVz51rA5x959aGt+4KpJDJtGo2f/shNC/sNQlZOoJmyK0UAR6I828U3HnxiajqjoSGn09eet6gfSEyAcChZF9BS6qBsQRSoy+UeShT+WcG3iBgILEGLNcsXLajCnUgfyUAJakst0lyjkJxvRrZeiG8TmEOlaJ+3fKBCOSgBUk+GGYQ6swGRUwwxFvZ7SKGIWmJyHyKUoIvk+66k55pEJ+v1HeDB7cVn7nmxU12orZlLFiT/8YNvumgAyJqIHZH9wa/iRL5HUIaelR/+T1hnb/HZ9S9vZVSZDegCIkUkHaMtzmeQzRr1sDHiPi9WOVETg60BopLv1JMRkAABtqxYO+dGhuoUhBBKrPkJVLGQBZfCEgaFudghkHpAhDScqePIZxa+GhsDhSqsU3J5D5dc8qwhALNaA4g1wbKAFVTyrlmVsstGsWYkhYtzW7/rviemO+XbTUVZQtOircUX73u8RRVyjltHLj9nKCkJtpwqJQykp5fFGoJhQvBA8LC7ZvGnf//E0weylrdjUfHzt1/4sbdedc3qsRvXjQ34477TtCNLvvjw9llTg62X2RJOKjq0JC2TBjBxnKhLChOJSVA0NG+php5Daymq8ZkL3YpgxHYr+XHA6AlndlWgnNU5URll+ODQG0MijgAHij3ZYi4HY4gV6a/E3GvrKYmUs+Zzx5JlgDWUkAkFC5XfSynRMQEIQCCrYKiH5BDvQeCqcMXDlTNqRmFOmoP3nAMCWOJ6lgzMSrVJfQiFiHilHElOtYxqbXKzQOGc2pSSSi5gBkmA+O37J/7wc1/77quHWlQxLkJjllhY8l+/8023XzQ6Py6VYF0rEgOpigMUyNWQdXmW1StpUU7sEIOcJ1PMTd2UdhGDEYYqDAmwsRd1PRtxDQKW4rwVCyvaZWiz4zc9+WwOiEIAxNUAt2tiesekd5qNxP4db1qz4ZxRCjnZ+LVde3OU96Oc6aAAvPrGkcLW1cVL548sGYRVjawBQRQAzTi0tI64Tj4sGy/NFpMu989QknMKtS2gGdclHSgKLYC0WgvCYipdce1MQaUvxI/fua5BYYXYKa49J71uzah0GzAVUKK+cdt5AwsHYhQ+jS0MC3FenKDMaV4UxKSKLa+3hSuJSxLkb7npElPy1iDam4QD/Kzz2TnLF+R5Tkn9wPHGtx96IQCdvIQvn1Z7xpelOMBBSQOUQBY2Achq6NMwqOGSMfNrP3HNF37jzi//1kd//cNXveWKpQtty8wcVhtPNOkIjXzhuzv+/R998S/u3d5UZFJWbUorJgWgZGQu4jxJkjMWZJTjTMERduzb98bhaZjIIAyltPHSFbF6qBewnyPXA7ho+fwqugZBbXJwsrFr3wwzI3iEghiFnBkh4j8geCMjykKuG2xmkiYlX92Sf+v5PWm9v4bWxrVjn/yJK/tE4TuAga1Q3KcSrHRIcyh7SnNTK9KhnNIuJyGtto2bCgAnSkmgSChRVDyilqBVUMezF0PG8Bk541zSyLRSSajIQPjCAy898PpstOh8324t7MPN68bedfly+JYRJVGU6HlTPj1CCmhJXzxDxy1ZnbPuZIBZQ6tZkJkCHtnZ/tvHdufVBWlsR7O9P3nlgrdtWKRelMqpBGWVuYg5Ckzb9xx7bfd+MzxObGxoX7lukfMFpAgwHhAY1sKWm1ZPe6xWFVoo2P9zslWwBkMKLZB3BlNjAFvOZpBRisAJqBw7PNnpRohYTAYLR+JEKJ9XgRFjqU8RBUJgeE4COZBlhFQx5LxhAsc50o66cGpud2qzT/XETxTaQf3zD73+H//oC1NuvNWivoGhO++48eKFiQ0twwCc/548l08BaCgjMALDnw1uz/b6zq6z6x86FIlSgxj4wJXLNizqayMpOAnGCUeF8DPPPvfQDl+JXGpsjLykO9iTyB/2ZAqOg8Tt0FWbeAWIoaFXVlXtIUjJBIMAOAhxgJQBcRecKweREM5UzcSQSrDcE5zAWCUu870IMOrByGELBEApsIWNMGdXSgikOfyotK9eu3TTQ1Ow1U1Pb9153aoFK6qB2PdKO/mxlm56YaemA9rNU2letmaJ1RxEyqlna1SMZuAf7uJZpliEoBx3vfzZFx95ZPNT3foGmTx07eWLf/ldCwaCeOCXPnDjjt/4o5atz/rKI68d3bxXNi6vJDaP54zUe34PEIC8D8qs1gXDASiAPI8Pzeb7m5LBOOdqoDqUQ7cLHNNoNh5vV/O5sUDlnvNKT4MLIiFWMlAbfC9eIBNBcnBcRoIOarULLVhTVSEIxBsEC3UKg7KZwUpm7jpLGuTJlrElh9JqDlC2AJxmhbR7omROunOe4EZlzsS0VyftWV1E1RbREcG+JpoZRjPNjPGEnAAqe2toexzs9El1SG1fYoMjsBQwRmBnJW74kJiImZFa8q0U2WKa7uNxEIRSMjGrsLQgeWpqhlyXEzUOYDlxMWTKUSjqPW/K6sEuBmIUkheoJqJqAPUgQ2XauWy8tmi0b+pI10TRy9t3NbrX1xOQGFDUzmjr3iNFZazS2X/huiVXrHVFc+jbD7Vgk4NHp/YeLEbmE4KoJYI50sDETDvwMJRXLl2YAhwKMlZ7fUWyBax08u7McOprARVCRtEE0AT6YIbtUFN9ExjiJI7RBDpqQZFSVJgQnFXV0h78x2753JtaYJJuGIj4HZev+OZLT6CyCsShe+D9V1/KWhgJRDYIRGGjSHtScHWW1WC25bftOBI8w2H92jVrFyTqu6CgdNIWhaRVMbW1qxfg/r1qE8/xY08+95Fb1/dZJhaUNawf2usDSvkEIwcU7FQ5sCl73QYCeBBXUFRiM7qkcuWSFU1dsadx6cPPHvrCPY8didKZTFrVlYePT/zl328erA/ccdWYCEAB6svSjIBCr8pzchsjosKrTVyrABgv79zbbmeIEoTWdZddsGoeOfkeDxIBMXhhVTasWbZ/2yycs0n9xZd3b1x+EQxrEWBdOaT0oz9wNHe1J8a6VBEEyigsKfDi9oOf+ty2tlZca2Zhmv3nn33Twhg1BBBCDsRJWZkyYICFyiQEnQzk4BlHOzjaAmLozEhB7AmRaiwhwLyRIfQtKnwcFbO2V8v5UVdBKNgQJHG6Zc/xv7n3ueM8hhBHaNy2YfknP3jzkpqg8GwEzkKpKHd2NaWYYu4mnCFpDRnBCTkB4HNTSTohbD/Gn/qL+1+bdpr05TP7P3rL2l/52C1VCTAmByyMUU/whEgAMVEAnn1hZ9cjGRxsHZlYsWTk3MUDhtogyoMRAwOCeleeTSCAGOLUlw5h4Z/2OPRaNCrBUEDIkggJ+bisYROUKMAAhol7w+0KAyg8UBeYjkkQt+EIneAACgZsSMFGFF5MNAct9JHvJAiGGSYtArW5lgH2BzvYRMzMzESAqog8ubfxh198cMe0w2ANps3wG84bcwp4T1GiiJTCiXLrqUjPuTAgnB3uO5v1nV1n1z+yBFTktdjdvHberefNF+NyIAdaQBdwjfj+Z/Z209jqFBeVBIhO8MoJAAdwIANT6RazHCVeweU4hiogREo91UFPzmcgpQcoleo78iBRCmdsvpyteGFmYkY4GZyYMuXTDDAeVklJVAOcMeTFKAgKIgEFEELr3KWj4BkEne3mTz33wrUrr5WT/iZh/+FWq6COCLNZONQ/b6A8etiTCYCBQLPTYTcwIOpL+VZWhE3PbJV0WApbnb/g+ssXDhGKojAsFy4beNu16z/z1NRsp5il5Jubtizpu3jtkDHqiaz2YpreAWXjJMBmQAZMZXhmy+6/vvfpfdPZGw1uq4MiDY2azBjfDTB535KjWYJOP+olvar8kHLCx09PeUzYOJTJGdMJpwcGGB7ahubEVQkFiKBBgzdKVFq992hOZfRZ9i5OKq90Lm/t9T1ABDFSqBYCwly7uEcGQ/jBWrUoFUx7p/Gt5w7d/9yONw4fbx/YnXGamaQgR5BYOxGKKImn2qEZUqRxqHRIwIaBEBTKUVJ16y84f9fBo0emGlJkffWo3+TQQr2KS3KAsiy1bYSu5ciQAzmIwjoviNyJT9EbSLIAawHpghwBlogIsI4JKiBSYhLAsKlV/aqli14+tj/Pi9nZxtRUa3x+FcxQ5tjt3DsDm1qE9eeuHoixbHw4sqYj0mh3duzctWH+SgmBLETxxr4jzU4XhiG6ZPFAbEBFgNoQYAwhBNc1FW12/HRdw/OPPSkLYlSH96SLpyz6PcbyVmb9LPcPN/ZV2B/uuHYeYBIoBTgwVAn04+nnIp0CEiNiQ93Z5eNDfYltEsNFqZpV8/sAsc6WMmLR74+2FNi5c2ejWwCsEq649BIC7Jw1pp54ubQA6aL5Y3DOexGyE0ePHZ+cGV7Qb5TgPczphnFl2aVELxTEXUAVTrhCHoQuxeQ9511HPnU25ai/L1p1w/xL1t7xB5976PEXX588Wu9bunS6se/ehzZtXHdHf41gTqqq/2GvCGJlUoAdArBn33HAsDHG65UbLooB7pl8zgXoRCCOWa+4dP3drz4CRS6y98AB78+3jDLYDmcoojpJnJ8bSiRiod4AwORM/vVvPzB1IKoMJtI4eM2VaxfEiAGjBRQwcakTceR6AfXce16NMdnGvY+/eu9Trz3x2qGJRs59tYIihamEZjU0WCH1+VPHBKmB44q10Zk44wLgHKCad5oPPPTo4dkcHMFG42PDb7vxqpUj4JCBaU5gTjgxd6enHPlnsBF+ajpFADDVlLvueWLbGxOaLkfXL1kw/sHbr+tDoaETTN8JEQRUQAJwAArF7j17VbWT5bDmuqsurTqBFKCI2AggxGXtiueKm1zW1L7fZu2f8mCokAjyblyzrIU7+TFEQCdnBbXHRDAk0CQoCnIwFgZKcuLcCgEciaLtEQkQfG5KPET51HEEUJcS3zv2vy/p663e1yPy7Wf3753Mo7FleVcRRUW3tWP3zNp1/aa0mznxCf6BxrbMfcVns76zWd/Z9eO3WAPUEkwiohpgwNpmLXJwafGbk4uhcAVpm8mjIFM4R6hG1qnJOU67nahWZUemK04LI4AWypEQMVkoWdXE+26Ud0OFTc2FQlEIrFECJJAUMBEA4R5MWg00AJnACpxSAVgWZ5DliJwqaUFQlPMsEEhuyTFbDwSKTuMzV3JKxcQ9QzgNgJ0TToBAZaU2DhEpw7SDURNqNgc5FKwKjkIVmFy3dGw4ful4l2dM/1cef/0jd2zs5yKxFDwKGz+/79gsD3W7zXlR+x2Xn9/PClglzPGM9bQkNAz1iPOMOQSTFD6ZoaoGX6fZ91523sYL5iV5biLWkDPyO++49a6Xv3JAkgD51uYXVg7ZZbefF2sAZcRGKFGFVYLkoeho2re/Y//i3m3b9hx7/vlXjyfzssICjlwi5PJQbaIyWAtZVnSyCvpXYrCG2ddIBaXQ5HuRtqQKSLAJrFPAKTR0iAAlJqdlXicBGogLlVgpQJ3XCgCDDsSCVCkTuAwIxEYzaCgoKmv5RnxJAGMgUbRL/iCxEEPEQEiLiFwAAONhLESEhY0EZcnYJW02f/ad3V96bOf2vRMh5LGjRjzPm1goAjGkyNRZ36FMJe2zru7FOcpBELCGsGIo+uTbL7rkkoslKX7xd7/pu5lNKx1fiHQRfAi2bUGEqjPwMcj0QIumHxpAShQYYPWQDASG0xMPHCCQNjgzddIm59PGSpfgDLEKB4jlhKMbL1n3nWe2B5dMtsOOg0dWjy8X78EkBtvfmAD1xZG7/pLlw0EvnFdZXAvbp/w0p/e/dPC2a1ZXRZ1mLa+Pv3qw2ymsPV7T2YsXDTuosPGqQmpIRJqG+yMio3qkqf/1a08NVWQ2w/F4UYsHkqIxUBwLFPIoqflJp76tyZQdB/VDvEFWmmCAcqDyv0oHjmLSMuFlTwCxkY6SU1DRm8DyZXsZeip9gABTBv0KWIVFxxnru8SGymcMVMztnwT44Cqx5oVESRzYaNQ32NaYulOAZzL1Wh3ew/aAowYgLe+6V+Eu0eFWcdfmbSAeiPMxnrllbdV1u2wzaEFcWOLS8HMWA6mac0fC0rocPHgUlWRPjq1vTJ4/j5STtpjKaWR9TjoMIiIlF0ACLtF7lhBxQElPIRhnrEsR2pAufCeyqaXosnnmj3/xlr/7Ru2/3Hu03Wo2MvvUvvamV/YtunLpieKMgglqNPS8QlSFqACJaEwioWMomuJo82FfMe2IMJZ2Ll3TFwNF6EZGGe1EqDckpV2P4RsuWbLsy9nrnek29z1+AAdEBo3p44J808KRligyBghEc/5PJRtQe8JXPp1KROk9Rh7kAfJq2UuRsa3d8+Khv9naxeC4FMfHk3DnWy7XVjetuiAQsrDOKFTFk2YwTj2HPCDd2cSfff3513YeeHXnGwWZAO4bHDxiBig4VjNrk7aJIpGsyTy+QoJk+UQOi9M5F9QrjBCd6KGRSPkQQwEiq13yIXfVL79w7NNPHm9IXyKT9Ug/tGHFTWuTKBSqII5EIarEbIBUBWQLMgFIfQvqGGw0hLKJJbklEnKBrFFhzQmsMApjNQQY4Zg1d9IFAOlaGCXjwQDE52xjBBXiYNRT1Ghmm17a/Td3PxiGzoWtjU1v+ld3vnfecJprTmwkiDE9rlypwVFo8GHfNL2050igWpTNjNbDHdctijRHUYDg4pRCMCqlSrVazFQCFQKT5h1jPTO0MKq9Kc3/0Y3lOcfjnqyaTBTUglxR+FDqWHpljVMsd/jklAOBwYWSrUgbRQecFlxrAnUjVrqqYHU5RaQwKFQ6YO1wNE1xRjEkd36mKrOMUWjgEqTOSQYoIUL3/2fvzYMsua4zv++ce29mvq3Wrt7XQncDaGyNjQAIAqAIkOJOUWtIHGuzRUm25PGEPBp5RI89M55xyDN2aMbjkURxSA1FbSRIkQQ3kAAINLGjsaMXNNDofamqrv0tmXnvPcd/5KvqhggbJYbNQAT7/oMuoAMvK1/mvWf5zu+raeE0N4yuuPufOfoXew5727C9RUaUmMxH+7lvv3DHrtuGjKVYEjMxxdc/S7Tkd0IkgL2Y9f2QYuyLt+DiekstowI4JlNTASKYSXNo8GQUhgFhR0rEDAKsgxsGD8DWgGg5EKCalpzk6iKbhC0UxCZWtOD+yHKsxRLSBdVJ0kwDoxtNCiRQK9R3/LXKDnAAI4EyKChsRKYMUjaSOJQVyZzVk4S+O7AaSLAaq/ZhWEmrgbPIqa/qYUxQqVpYCoAqxRobwEUDIaR54RYNTBJAoMAAOJE6rN04Vr9x2yCj1zEDhzq15051RJFBVJBT+tzR7qIZgWKta7//hksyIrADOyYkVdZHK6gBMYsgDZFZQalqS7KG5fLq1ea3Pji+dlBt3iYmhkLC2tHs5mt3QXJlmlro3f/EiydmihypUGR4ASIMxELU1GwO/s/37/2P33zqnr0np7Px3uxMUxbXYGJVOD5K51Y1w7YhWkdza+PEmnqOYg6LU4TIVXOPqkp8pYys/qGkGk1SxcKJAWkBKWgJ4K6woARwhJKRKkUYE6khMEQFhCFEKADtZ30ogRjIKcEBrk+JsBao9ZNMimQDOSFjoEbLtCqqEUeuVMZGyQgM2zSH+czXn/v3X3z8qelaO1uTL0yFyVebOjdCs2Pm3Jg5t9rMjGB6NC1WNU2ivbA4BwPLkS0CO+PSKzYM/M6HrnnfVmxWT71Zskmg1FPmbQJhC1cNnbIKMAAeAakFiByIgMgkfVksAtTzEr9cyYJTQLtAlxpQMeUcUewRSgZDEijBOEpuuXxslfVE3OPWC8cXlWANCdyxWZw6t4AQN65fvWuLGzM03qKbL99YT6lrWt/ZP3G8w8YlXLY7IX7vhRNRqUW97aN8yaqG0QjjvDFiCRrZlGggDwie26F5DOuf7QwfsWNzyj4URa59VicAACAASURBVNBOzBa1dU5bx3jzK/aSU25zl1uAIORlDMEh2uoNfss04CglIgthIBAJMUvOkitRIAOIasSyp1y/Cl71kvs/R0AFzD1SQpkqjBIUBiwwgZQYxKrRZCmXGYEh4Jib+nxMCB0KiyFSRAabLLc6LMEgspasPooWzC+ddY+8MlMUUUJv65rW5nWNLMuiHY5ujTfNkl2PTIfMuXRN29TGUnPrlVsHapjNeTrZ+MLxWQuvMVBaf/O4FnAQQwoQkVVyCjj0TXRsvwnAGWCrENGksA0kTbBjpkx1ncMvvueqO67dXNc2Zc0pae19dS7XfmsO5CIxAbYyn9eqpsYlcWRmRBs6GcK+E/GlxbTIG76Tblp76fCo7QKzOtI1q3IaUG4RDwYeDnZd1yZrBnDzrs1pbGuwz8+6ZxeTDllQZO0lRvqpueqyX+HSODn6Wd8KIltdDt6JhUwgo4Y4eAuabeNzD7xyJm5BzFEu/NrPf/DS9SOjdUMhqMk8pxGcAHUVo9ItwCoGAZb+w9f2/V/ffvW+s9lEbVNJJpFOrZgYNFNr9dx6mV5t5ofT9nCSXzJcl7lpoJCa68VYrMi5IVa31VfIqGp2VwKih/gQxeWd1NqDk/GP90y+XGzw2RAvvvbjW/Q37tw+AOEY1NbACdiCTZUT1xBB1nNNCJl0AWYYggRAyRFC9WxEciBi9QZRiISsRVAyahpGxapXImhp1QMciRlgdqzqJGYMgDqSzDda/+FLD9HwRpOm6E7/wnXph65ZlSYknEZTM0ZTiIOAoGQFpNDc2K8+evBE2SjEqpRXrG9uG4IBIxsUSgBO2VjjYBolUPqy255Na05qA+fI9SgFmYTtyuJzWuqsi1YTquqQNsugbI32azZEYAu2y/Cxvj6YAAdTMqMhHfgcHhHNLhBZwD1rewAi6kwwCJY9QAWni6YWKUHsJWF6UBdSAPBOQcTgpASESEIv4bDY7oDx+OHF/+nT956dU4Ri1/rmUNLjzJRwj786ec8jxwQseZdJ+xgC8LK3SjX7S1QJTexbaq++2Ou7uC6uH+Ki/nBENdujxBUWgFRYyaKC81tFpL7tW1XtJoXxQFCCcYBXJbCpMOO4oI709xKtXFjq5PMadCxVkZf+C/V1KczM2qeMnD/B3+QzStJAy5askD776/wFiwFYlZfCIFmGzlcTaAqwraf0jht2PbDvgZJrgd1rp87dOT4OLZLUzipOnZ6EcSAdHhrauH40RHWWvv93XMl3o1UBMpaI0ZQdLhbuuHnHukGwAjGC2IfowMbgxl1jf/7gwVx0sdDDE3P7j51at2pH1WM8L3GhJCI72dEHntzXKQSkXM7vGinfvnv7VTu3ujSTdIBdxt2pRnFOJc6m6z+958jzhydXfsERcNTHqfSjaWImBxIi7Qs4CQoWsMAYcCVF4b9P9VHfuJCpUI2ixhpVGGhk+8wr03d/44HZ9iDqiyafueqSjddesnb3VTvIOjaOCExgVRiTi/3GI89/86kD2nXa0hihgMRIxqWJOf909ZWnCOzABsuxpfYzCNZgCUZzUB1gIRsBIcNksPR+af+RNoAwTJVoCPGFgSpDoIaB0SGsG2kePdF1jcFjkz0CNHq1yYuHTs73PDhsGhvMlm7ClVfs+upzZ52xs7NTUzMd2tIIvbgofOj4GVCaGGzfurme9sPiSjWkRAST5wC00Uq98JAhLYqimMm5HpHUfMhCT0wGkGogkIJAhWsMhiCp4TKgBCik/NY65aoGFCJQeQaAzJJSSqsZJgaUDIEqkGnVMlp+qLxCwKWPcInEwvDyprb0J9IffOdVUuCFlw5MzS6gOZ5r7ayYLz1TxM5cLDrWuViFmRCC+qRWzyfZ1iYWip4dVLZQPnLqHMxV6qNZ2V4buEEVSAnRnffNrlQWtqI+6Hnan4X2ORAK9ioGGG4277pl9wvPPd8pckvm9KkTlq+p/nIExyp5wnIHVauJserlIDWivPfp54teGZu7Or59qhy4ew9GHPzivCEIkfaBw0KQyHNpc3gmOE4b8Bp9b/8Lk7f92GqAQSnIBVj3Br809R1K/35ldoKKI1bAELpe00bj/u8dOHH6DMoGuFw/XPvAnZfVLQBRiXxBltDPGoNHwjC1sz3c973HTG0NW4TJU6tH7PveedfWLZttVmRlmkTXS3rR9Fy0ve7gJz71lYWydElZQ5GYFR0Oy4lG9bdFlAnqS0prlmzUgYLTbz26d/8rR4FVGvINq0fuuPXmtasHi86CTbOoSOjCj9E33F0VVpdTYlqeX2MiBrH0kafKEFEFSMlIdV10/vWJZAzEaAGVUHJI3d9888jLE72OsUbmh+u1n/jAe1cNt1hBVIkmhc6/ff3W20SOh549VNgWsgQW27ZvIwDGQJVc6hVlgDMAcw8IzTUYLNvtsNCqeQsPJKqGflh2MeSW6kYCREJYEnXIG3V9pD9IqaHye5IKJw3DqgphqCEDkHBSGNOm5hzw7ScPvToTXa3YONb68F3v2PPUiw+/PAGh2YX2Nx564qdu+VlLaUq2r2T6vifngj9e7PVdzPourh/FJVAiXQqCyAmckAPA8FBv1QRKFBaIDFoi67PCCawAYiw4wpdRCWxFIfSDbSd6fjJr6Txl1QoUKUQRhpePKDIlIQCWKCG7PEW4ok+W3Gph+9YR/X914X5sEBhiKutCkJARWOkHQ8LVSceNjPH+G1f/8V+XJ3PT4/TZVybL28a1LH2avjwRjkzNo+dqLJdsXj/cgIlvFJesoBcbCMoJQSE9GzUtz9x+7SU/c+cOW7kj1FtR2aSNECNFuWnb6tvHW997baE3tPZ42f3KU2duvnZHapwHV2VKECInJ4N++ckj+86RqBtqJFeP1f7gl35qfN3QUJ1VtAcTiFo0mkoTwAyyhx997GTn0Ezjsjf7AvtjfpEAclABuEoCI8hSAiZoyRqpPxDIgdjDmX7nECS6skDtdaNDS8leZBDUM6KwMwCFnI072cUfffmRF6ehjUa9mPzQ2y//1ffvunxTY1Q84bzOUkFd2DbhtVfxCEnX9h8lVRWRqk/H9He+My3h+n2RJTza0uX5FGpjF6iDOMCUQAmTkqOlWIqqrikMS2HguN93qp63ZQRNhFpDaChds2313smpgpoHJ/JSAPXdiK/teaaHDIi7Nw/VAZKSyFy3e+uG74zMThRK9tCxU7ds2pkltaOvFedySmqubJ9759s/VHeARiJeymUNOGMHQJF3hhL6B3ddvrlZpAlKcl5topqJRKKCrdVoKrwIsQ8RqkOJvTxFM+QGnRLDb5GtrV820v7EmJARMkqsYNWKCa9Lk6IVoff8S7lcxO9aeJOJAklCxbxZUkktF7+WfajfvJ904aVVg6zWdAMefurZmU4B1tI1Xzw190//0/2hzGFTBQPC4llLp6UJC47BbPNkuNtL0RhFWHz5xNShBTfeZAPtRaq9GdtkATBADZQgIObQCGJQAs4CqqgdDstADxZiVVUiBoyhEAMT3XaF+csG5nodkqzT9gAC2JD1S7N2WtVCKECFlC0ZBUTIJM2eJHsee7b0GeptlO1Dswv/6+de4nKxlnAEB0oiJefThjyvGS3K0rsBhJ4vFp958tG5mz4ynDCZ1MNGAl8QztJ5g3LqqxJWgHuh8w9AJMlT4kIcGo1HTvX+8EuPtMvE1qRVTv7Cu981SMi01HyB0jo0MpnlBMWqDtYsiKZ69Kdf2Xt6UTXzcXb6Z2/b9Zs/ccPGtU01WM1FLRoW9sYFbrJygeQPPzntMRhjZIgxvOKzsv+IGoAqBnaaiqCIsWvTv7j/yF89+FIXGSiOOv+7v/7Rd10+Cu9tkrBNckGCChXJ318qkEo0SiaQWYKp0hLHBEpEytWPDmApSSMoKlC9XP3JC6KKTryoGOIIdFEo25GHXpr7t198pNMcN77d6E392l03XbdrRwKEEK0zTEp63pqg/w4KH5lYPHryTNFNs2yA2nM3X3pzA+CYI+YqbF3DUABxFFZjfVR4QVojjlZQV5/qIkjBoz8UfUHiASViRJXSSGn7u9AbHfiqDDiNVosgtnpFPJCCSYWhUG+NIyWxjUVx88m6v3i4+6VHjxSrrt6C4x//6Xe//x3NnWOX7t+/f860esE9fWz+a3uPf/htm0sFiThzHuL9fRV4UhBdjH8vZn0X149i1kcEWiZfWZALZKU/glwAKn15Ep0HpvUTIkQgKvWL0ca4JGV+wy1mJQeZUhVtkKkmowxgNJq+yJ4jWQtAwzJEpCLFgQiqpoLgryACI8mdetaoF6QrTEJVL5GYVAneqJ73D4BZCg2rLJQi1zjG7Q3csHXw5IFuiebTh07O5tiQ1ReBB54+NtEpkOd156++bJ2tECN/B2u3gvujYGGAraoAeZP1zqvHf/c3fm5dHQ0CWyBHr4zOujRJgi92DJrffP/uZ//dPR23tZsO3r9/8qUT8Zatzi7FB9Do2UwKffqbTy+Wg0hU2qf/61+/+Ybtq63kKNsgk7qGElPMEecRpJ6t4e70sIszb767eQOH8+Xhqsy/BAsjBxBQVr4QUCFwJPZIHC+DRlc0df9G6b0sxXjBqJZEVtVoCbLHZ/PvHDjXHRgvOos7B/x/++Grrlmf+QL1ZBlDGgEBWceVky68WpFUNVRtQOuM78NkZNlBvso8I/UNukz/q5XlMNJArJaVZXJVGg9ASnbJAOTC36aa+tOlw/iCzqEGqCEYF/T67WN/8exct2tePdubmsOqFl4+Mff4oTPBrIPvvG18ex1gCIE3DOMdN137/BceqGW1A0dmOm9HlrZePLxf66Mq+ZbVwzdfPZiSQiOBDUzsN2MzzqCGfd7lUH7ghl03bEYNsYSp+KgJUJV/WD0qlAUIZMEEEWgbvgN6C9HAzdI3QpVkzWVKVWWK4hIF3SwrOZe+PF5yGalaVSW5TmB2qRCyhBxJP2cjrgzyiMwKEr/vZ1GxMinhxGT+2qlz4prQHGVUy+2ihDpEB3ZQgYBUnIS6UJ6MFHneiAtUv0TTJsLs1GL57QPz/+VNjRrKiDd3SiwACyT9vnQAFMpVYSK8/hWTZcErEYAAWFBqiDQOWrN5bPDI9FQeC6J67BcpeLkNRX0SZwQJgRxMVAgM2L16ZvHoZEdoEI0MIZfubIhlzbqijJ5tiUxNArJQAilsHZT3ip7RXq21yvr42vHTz+47tm73xoxMXGIRXkDgjP17C7N8/SvM+pSYNEBzCKwdOqv4zIOvvTSfGfF1nh3Puj9x62WrHVxZInXwOaWJqfg5VW4pEayltye7/KWH9xXpSCNLWvC/eNfumzc3F7vBJXYABeCgbCgHlaDU99ghGGtKcvM+5CuljvSN9ajCA0UPCUhqYEOGnzoW//ln78vVRctoT3zkQ2//wLWjTcBFYTalj5Eq5OVSwqzf34miC06rvjaQz++BsqxtJFUD8RqJFEQRhMpJte/Tu8T09TnqQ7m6T33l0dl0A9rFIMfrNg79+ruuaLCqSOpoaas8b/ZRTWoC2Hfw1d7CzFA6rL5YN8h3XDGWec/UgwZmBxb4AsYaMhnskAuQNopOS8yoQ0oe0oPGH07W58lWQFerQdVbLfpHA/Gyxvt8ZYnIAFZjIkVQZY0VADbCWjBphEYLsKqWGtPa/hPzJ48c67WNL8OH3jv+K+9aH3t49+Uj779+yxf2vCTNTfNJ87P3vfCOt20eIqSMJf/M5eYpn9fEXIx8L2Z9F9eP8iJVlsBabf3OEwdAiBgCjUYhJIzA1cFaDVVpUDKFoJvHKm901tay1HyfcGDF+0s1Rc0CZjJQJYVVb8QLRGA8WVaFln2qPVz/XNJIEIZbSq7eZDktWINiCcxQhXwal2qLSxNrAFUmBVj2zlVCrDpLJRIrvo7wjl3rv/XywVxxeGLhlTPdkW31MzkefPaVPGhmfEb+yu1bg0eddUnW2GfGrOyOsNJ5uciACb/1sfdtzoq6pLbqrZHhpB/fWAMbFu+8ct0tuzZ/+YUcI2NnFuY+++X7Lv2N94xllUykgBaKxguvyInZALcK+bltY813bF8dACZHnBCbAJP7WGNnuC4sJduZkC1Q602vNpHciuMLW38aLC4Q1AECUxlUA7EiLkT07S5oZej5N+r69QOYarSHqu9LBCxQPTwxP62DYoezNL7tsrWXrsoaIYfTEhlBWZXFEwUIyijRcYm0KynsoFkuvMdIpk+xoaX3RVUJsCrQCEGixlKxZFYCpczDRGKOPWjJiMsTYySBCe51sSgvOdFf6I2BZVCqKteMXLl5zMQXUW8thPzZl4/vvH7VfU89Nys1EA9neuWGUaMlNALGEn78HVvuvjc9N9/Zf/Rs18IJDhyf9lxLitmPvPvHRhJQjCBAxSypqD24myMqpY1GItKwqCuszjlCRi0gYembJguY4CpwBokqWJQJKay7EHPwFlj9l84QDMFZJmgEBaVcUUZOAKgnsCFernxXXtKoDEVV5o2bbBdsDXq9gQZlHBi20ifH8+LIFV3MBX+ZIFDjesALr52Z7qlmrZqfGGsmYwNZQmJNLKKP7BRsNDBg1Gaoz2ejEkMyf+x0nU9MTaR+Jtfynidf+dnrr61JbpM3z/rSJecGwIAbESbAeGLpZ/WRlpT8jP49oSVEIWswrJDQpiRpDZWYKSN7oaVsWQzYAFY9NAclS1GukpYG1jP3gL2HTvZQg3J25vjoYHPt0NAA14wUKuLJlpR5SoWIFCBtU7G22eothJluPFOW3WCOdMO3n3r59mu2poD64Fzl8FmdTGHJ94H7+k5a+S5CWtkIqQDoCh45WHzjiRPa3GA7x7cN0L/6+M9vbZnEl+AI72EcVPh88YlBERLJpMemZk/2EnEDeWf66nWDt2xvpPm0S+tBTI/rKRGDqolDgoWz2eBYp3DqkjJL4oomrQiv445GkWhcqjDtgLmAT39pT7e2liGmM3vjJSP/4K7tQ4DLO2wjCmFTd2y+/2SmqjCh4GpPg1R1WFROjFLaShqt1U1mJusVAqrywAqH3Z9V7l+eQiUlIyCtrT45j7+4//Hnjs6gHDGOrlw79E9++daNg5YrwKUSRMCsIZB1y3WS6gu878XZth0R22LI2Pj4E4cWVqNjQw5jo6HFMO8MZezLXkcaQyenF8kYZbeQl0++PHO4OLeqaYdXjW0Z+WHsOHHJD5M1kJZGI/Xbp2bJT2JZPm1AJgAEtRqsglWWKlBGiaAgiQ6w6l2aehW02718usEyevM1H/9I03U6I5n1Uf/hz9w6M9+999XuTNs+fXzxiw+d/vk71hutIHUX6GI0Vtje5QqXuRj7Xsz6Lq4fucWMEIh0y/p6xtKWiCSbnC1mSwwkGYourDEAowQKBIE6qEXZpQZHjSnbs5NdJBm6pVXZsmlDVQ4kWjpxVQXQFbnPChRCFdeeAWKFEc9SqkpQonR5UCRCvUMWFEYjQg4mZVhCWRZvnpwwRKSIlEdEY32vk9UTQCramFYOxkgKT0WIaCa26BDEcuXFLEHEsS0ELnpD8ZZdW2p3P51ro6f26w8/s2PTO/Y8O7Xv2GSaNuXcqauv27ltXbPhgCDL3qt9BiatKFwkrnwDCYh1G7aMDg7ZwoXq/8Wwjmi5fCigssG9996882uHDwZoNPUnD51+6qWjN23ftG7IolhAItD0zMmzWg1zx3L3zs0tW5SoWTKWExgbQZ6NIzbcYGsWItHg+nPFwpvOftvQRXC2nyhFYwS+ayyYU5FqdEFLY2faPSKQUS3bidWI/jAHQ2llkpPECCQa5sAWEhUE75HVVQRRYBA9yBF8VGNnOqVwhqRVzJ78sdt+PKMS6CKGjqtZIgukzKQEUMLcVpBGMqzWkiyleUQE5aWB1TR1Ml+YpBFCaTQgdsGJA1l4qIIRCVGzRUA4dZKnVvLOYsejbgERFG2kKYlCDZyDIqrtCs5MzgCsEiqCrQWWKJIwBCa5dPPqBhVTBhrM3d959F1X//Qj+47Nzhe1MXrX7u3rhzNoADOTaQKXj2LLqsbsfPvYVHv/GexcjRNTi/AymNKd1483++Sb6kOigSnRF2a7NFkQ7nhqF+h0ZTCLQDSaS4gES9ZEITKmDCYEtQkpwRr4gBBhLKIixVvFqF0BiJBFLPPMZetWDZqJ6RAj2eSV4zPFlasTsX3j0BAgYlwCqIZADJBCAkTmDU6eOedjkjbTullYO5JwH/Ky5Au2okuRvzv+Z2wQjQbPvTzpbTPa5kA58WO7L/8f/6ubRxlJ1XMGPBCWQrQEmAFKYERxz4Hux//nzw5lZU/T771w5OzsdWOtFRmaDgDRl4SoxuRUmyEsBNz/8JHx9aO3bh/IkKMzi8YwYInYiJISETFx6Uu2DJAvfazhwMm5mA6RKFlSwADiu4YdG4OYg0rAiTIzo0qhgUBJD3jmtcV2cJS4sd6en7n1g7/5C3cMVZzeqlXy+o7rzJLc9MHnJ37lX38Fg5u7SfqlRw5+/KfeObImrTuFhBCIHS3F21LtPiAiNhTYmRXlfiKIEp0ImQRBXzjZ+dQXvjs1D2RZIvk//rWP3Xl1k6FcDVu5FGRUJERvnVNdMhZVIYOz8+12dGAbJL7z7TclRpHPs6EyL/PWIDMSRtCkev/JYvLcNA9tiEyJtSsrkdJ5EwStkGQMTue6Qev2L7/65CP7j+btrDmYjWbh9375w9evczUt4Dw0wjnLakgRRI2pCkusQoToS04TVqh4lDky56wJQIxiiy5SMi4FgFiAAQSC6xDP9aKPQjXOoqxdNYS+gStEYSCQkGg+1VNtNT/xuXsfP3h6pss26W4fdP/itz5y/VpwDOf75MwAk01UQMwSo6oKtCzLF+dbs43t5Gra7dy3f+F7+75Rjwuk4jnLOfPcQNExJjbiHBG6tY1qhqB8tNP++L/5Sl3aIcjv/tN/+DtDgiULhP8fe30CZmgMFMpeERqZmSrRgB11KSQuV3y77U69kQa18wXmC2bLNpIJMXgPIMIKwSmIogWcBt9bcLUBRadRTl++pv6Jf7R6O2AlR+ykbLYODnziNz781O//5VmtzUf8b5/8663rf/vOHS7GGIJPEwdoKEubJBem+hfbfT+kEPviLbi43lpLVEQsa2ZQN4AI8uL48TPRogBg60Civl8IpGWmcpaJqIJOzeHw8dNoLyCxBnHd2Ijpswr/ztzwSp785ZEM9PmWimbNWSYmBfHEdIzMEIFESFAJCYFINe/CGBAKIK29OTXeRzEuPXpqIhd4IG0M9C3UjFGgCNrxWgLzvSLJGhAEjZllxD5MhpgqapqxBiRrhgdGmgmTF/ArJ8/NFth/5LSH5egbjsc3rUttBWT4QfZYglSVbCUGmBQEcQjUd8z7vokMAKqXbt3Q5BLSAfT0bHff0fmBIRsBJAbwTkNC6jttAM1WM3HMRqHQ6saG0gCpQQze93oAC8FHqQ+8+bAWaczzvKwyXLbwHpZBQgiGFcbAmJzcdLtUUMLaSp3T+LpIZ2XHsYhUCAENobJwQJIB7KPAJgpy/RqmiYLgPSiiu1gbaPV87IcYPr/AmlmhEnttC2SETMuxhkFnChDqo0CW0xghAFHYOa2oLMwgRpFT8H2xNBAIwq4MsGSruZeZmdmGgyX4EJFlQOwb9qlARIybbkNspgQNvlVL3FITu8+sJQZgDV2xbR1iGyST7fDKdHF8OkdWN+XCFVvGoJX9miWQBTJg40izXkvneuHQ6TBTYnKmA6bVg9lwBte/0grHIIyqII1WijQxClos6aXDZ7jBoDrEQsDOwRrErtFFKtsOsZ6RI6SM2Ctt8DXxqWjrrVQ9ln5vXRKDlHDJpjWOBNComJwvPJCr7XeJDbOzUK8+J0tgQhSYDK5+chbzZdCiEN8bSM2qAfAPmtbyhbUcUSErwNnp+YKSghKQvXrXZQ3GIFDP57M415LOkMog0AJqwGDIR4ARYBVhW5M3N4WLBYDEpKdnF8DJShpF1i+mmluj4OTw2fmvfO/k7/zBV/7ki9/91qMvFkBoL6Lm+oaq6omiYYGUQEycDSECxtVaU8BMV/LIsKl11eMqhpQ1xrKIRQ95rmS7Hr1AMRLyLkF7HgE4NjnnTSoiA9zbuWloAHAoGujVdb6BzgDyQRTD6A2jPYyFtYo1qqsF6xvJUCMFJ6W3ZTp8dnbRxwgNUG+dQqP6IuRl2StABsZWbSeGX9HUpWpZ9EAsJpVAHW5+4ZsPPffyUTgHIzfsGr/ykqaJwjEgAspQA2UyiXMOQJCY52WMETGiAowZA2PqjVasnkBj4H2z2YhLX75hVXhfdChguJYkMUdotzi3K1W4v/45J7PQ897aQ2d69z21v9MuRjesK+bP3XDZ5mu2uiQGhAIxoHKBj4FiCeuwjCgjhqp1joBahkbq2ICZXzr4ShlgDKNWB3Oe9wA938wn6gALhWb1hpa5lN2xgZr5Pu29YUlbzedO+ceOdo4s2LTZSnuTt4wPbxmEBQpPFX+rInyJQJTJMAhsjXHWVG+KbSCQikU6ANcq3OhssnYm3biYbvLpZiQbsWpXHN7RbmzMszGPFMhAmVK9k4xM29WLgzsWhn5Ie05FhcosOcsudWWk4xOwCebmezESqL/315stkAvKaYqFHooyEmliqZ4YAxiurEvOH6zNzFkttDM1zIsfueXSrQAHD58jeGgcTHRtEzvXD0OKvAzJyLq7v7VnUVBEJGlNFYhizHKDVy6mfBezvovrR3dFtkEJMQ5Y7NiwKrXCSTI53/3OY2cWgAXKuqZJFlCIxAqErUFA1mvaFn7qwNmpwnDs1a1sGG3t2NQwiIiez+8rrCBZyZOvwBJcQVBlfrJqMDPqoQqT7H1+/4yngutBEpikKEtVjTFQs+XFdIH7n11ohzf/IGVXULL34NGFiC7QFlIYDRGAKIylYJIOcODYvHKKPHeOt61f1bdbgBI7wJi+Zw+PDfK7bryioR1r+MlDZx4+svDg9vukVQAAIABJREFUs4eCkpadLWOt99x+VYNA4qtOFy4AKK8w6zOK/ugKmUimn4eoAqpLDVXT16QBlIDs5ZvrP3vb5dnsoYR6sTb6jUf3n5hFRxFNBgmkwZYLadFm3yvzcrbre0gbUKclqAQVFPJEkRm4hKXsJgyNwa+AKd6LNDG7eHwWnlGoRdIADIIHVBU+qKg5MscvHj4tUU3oIZ8ba2QO5RK20rzB9NMbPrSRksSRCsiAnQfHgDyCXALhEDUh1RiU08CUUjlseibMiS9PzxUFO4iBq2UiqUqikSRH7Br20Jy8JKHk7pTTxdd/EQoVqBqCiFjLIhGE+WhhUrgarKv4kN0SeYSqpAbr1w6X3gv49LnZyS66QEwykEUQRIGoKqtJ5oHH988fOHZWYTKD1QNZDUAoECPYAVZBgGHGT99107BMknZfW6C/eWrqlWlfq2VrXP7BmzcApGQFVkE1oAW87dKxhGW+xHefe3XPvu7puY4hf8XG4c0DyFREScgqTGXRxqoEjAKbR2rWJTEd+sJ3nz94Dl2tiR0UW8+9Bu8RS6CIzD1rDp6Ln7rn0fufP3zwzOx84dVAfAfyFprrK6sXLQaQr6m85+27mjYSoYx48Kl9B2fQAZfkAmwMosH32XshxsjBNQpykzn9+eefmesUST2l0Lts65osKklZNa/+npGTXhCwk5IRwlQH+149rtkQJGk2G7fdNEQKUo98HrEH6bH2kkp7CRhtD2u5KpZW88tG7LXrnJUSruFhHn35jLg6xc4KYhCBVUQvIi8dPvEHf/KXTx6Z3T8ZHth39tmjCxhYVZQUNIlazTUL1DNF3+0GH9VlC15nI3/1O7Nn5roCG2NcPzbMCoQcECEWk2ltWLLhQi1nqTorbJCmUAmEk4t4/sjZ6DJQHF97za27r3EA5amNNfYDJjacZImkNtY41OHrDVlMw2RdpnataVy1ZRQS4alMh586dFrIQAEJEBVRTeqoDcRspKepp0w4kaAgQixXkPRJ4gyp5MqLpv7NF0595fFXulx3pkymD33w7TvWNKqZNVbjxNSirUeulaI+igBsTJJlbNNYBFUkEC7mEctetzcx2xa2yIbgaj5oC8GGiADS4CBZatVjIBHn51M/N6xzSVjB60P8ep0IV4DHmOCv7n/hpYnSu1qcPTE+bH/1IzeudrASwBamDtuEycAOhBC1CLGICNXeGwNCWeahZjE21MiM+Cj7j5w5eDzvlhGUglKymVeraiHWB8oFEx77T0znuYcvhzO6dFOSqJAGWuJjARQj2oo//eaBw4u12FgX886Nmxsf/8AVG2sIuY+JUXZiXDRW2EbDgdELkkcJoqoaNYJkVTjeLI7Wu6814umsOFkvztb9XC3MJ2HO+mn2U9Q767pnsvbpYSy4YgrcRlpQnBs1eVbMDlBenvsh7TkZqQasHRsKvqg3BkpOv/3oyzMRUhugpO7LkBgNZaEwQq6tfNZj//GZEpZNUs/c+KaxGMBVrYKWIiIigSCUw0l43y2X/9K7L18dwBRgUpg6lBnF+hQfu+uKpDvFzs2H5J7vPff4vhl1phcRYPJQ2VFdXBezvovrYtZHVphY43CK3Ts3+8UZBJ/n/lN/dc9DL7XbjLMRC12UsJEz5RqM82zmC+oZd2Q2fPLubx+f53oi3elTuy/b4gDSAIoXIq0FJCvSVJxvrFRZnzFYNdQkCTF4tu7AK4cfOzrbNXY+pkVg4VSJ2CS9XughORVw79OvzZQr2Nqyluf6xKJ/6MXTBZADXQ+yiYK6RVjsSVf58AIee/5wr4xI0yz0rrtiZzOBRg9UTAIyMRKRL8Xa5KPvuWnTgE1I5rX++e8eObMY8yJPUFx96dartmVGFaF4o5LzSnaDYKsBCTKgzFMaiKWvNKTKdL3izfcHWrgeTC0h/NZHd71rvF7Lp2xr1SsTxWe+vLdD6FIq0YKxff3I6joZxFLMi0cmjiwajVHKHOKhkQmGIBIh0fswMYvFbpE1B948Gmmsmo/JZ7745P5JFMbm3oFrcHXAFJELuIL5sZfPHJ3ucpo59ejNXr5lfYqSlwoEK4SKaZThVhMAXAK2s+1STeaBxRIaEIkJJUmMtuYJI3U7WEyuSrqFzx87cHIKFE0Tuc80N7FH0gMirAtklZKCeabrO0UOXqLzLRVHqxEX52wtS0QEMRDhtbYGY4MmCyUCLIitqQyMi1WMnatrnLUW8zixGP72oWOzwLzXdkFqa3A1cG2xoLmCT+X42p5nTk53XK3O4sfXD2dAogGkIBOUIiGqVaFbr1hz9bBPi+lpHfj83tNlfXXIO1etb+wYgpIryZYgQK0WDY1Xb1sd8w6lrb2vnP2zex6LrubK+cvWDw6wWPaqUgKRuBoNMhoZGIv+6s2DsWxrMvD8ycX/8wt7Z42ZR7IQrTpn0xTpQM+MnUD9FeDzr5n//m9e+Mi//OIv/psv/cdvvjChztebpXkLTTF4Rb/to6WN/sqNbsfGMZJgs8axc51PfvGx4x3qEM0p5ZySq4OsL4VcfSHaWWAW+Nbzp+/d84goJJaSL9509SYrAfDQyBBa5r6spO/4uiSRiE1UPPHcyan5bjowCnE71g6MOCQEkEFtAKYBroESLKOYTEbStZKL2lVJvPmyDUjqHTcgedh7eKYgxkqyPkpBCcCGsfuqK1oDg10PaYztm+h++hvPTMOG+upFMj1OS8qiAD4gqqs3NEknetp15okj01/92oMKAsW4cO6anZtshStSBM5yY9rs2qYeCQVQAB4WMOLLxOHbjx2f8xyMhfrbb7l8TQuIaGQgCFsBQxlazUAZgYkAQz2ktyYtbt21kcMisrQI8tKrZwIjUgqTgEjZ5eAOqM3UJl4E5WRKTkAW8c3zKBUxhmLwsNS19CffenGCx5LWiJ0/+Z4r1/z427YmfV6ricQFcQEqCIXaCC5DDFFLkaBssjoT1rbSIVuSFpzWnnj+wJRnL3UxjZ5YDvNGchCiaLv0i3mcmM3nez6C2ZAvusv4jf/3MFKX5cJkQMYTI+FvPXnuy3v2zSdr2CbNMPff/erPXDc+7BTsEjX10tRzzgpOIicg0y6h1ijDC6Rvt4hGZuuMnds21Qwi2bM986dfuH9ear2YTnWkw65H5E29R42OqfeY/nbP3IHT86EUk6WbxgbXZLBSQH2lmlawEpdU/9sHj3/38YMwDaT1lpVf/7n3XbVhIIUY5sjwRB7kL9AzB8tqGExBhZnqzdo/um31v/jJXf/sw9s/8f7x33vvtk98ZNfvf3jX73/osk988JJPfHDr739g4+99+JJ/9hM7P/GTV/72+664ciTUy7Np99Q6nvmVOy79/Y9e+z+8d/wD635Ie46N+YDFjs0jeacdQd42vvHIc69OSeHsmbmeTdK8s2ANCfHkYplb89CL5aEz85o0g6KVJTs3Zw0Dg7hEJxIBPNuCrDi7/ZItH//FD64dtqMkIFJbi0kLpoHorfR+fPfm267YiLI7l4sb3fw339gTCN2owuSybJnFipXr0i+u/08eiYu34OJ6S63QPznEArdcM/6fv/vqubKXtgZPTJ37X/7wk7/ysQ/fccv21XUEcgIUCscICRZLvPTyxB/d892XJ7t29ErkB1cP1d5x3VYTFaZEf7B7mUlIulKFp7wuPlLdumXdutWrXptHGUVC/Mw9z4z+wq1bhrLUAYRuhCVKm8Ovncv/9ecf+dozp4IZQnyTIKxc6NnUedv8+v37dqxuXbW+NZBaaAg+ZlligCPTxee+vu/oxELuhjhJVw+P7txKCQMSpa+6Q8oBoMC1QnD5Brz/9hs+9fXHSzf4xIGTMTKJjDTdnbffWAUwkABD+AGEYRqtVGBSAllPSSCEyuoAVGlOuWr0iQeZQEkXMIrxOv7xx9792v9x98Gp+aYb+fqj+7ZdsfVDN65K0yFLuHR8/c5Na0+dKsjVXpmY+uvH9m+6/fKx5gBLHqNIkvQUjjNBmis9svfIvqNTRX3dEinh/3EVVI8c7r7vcUL87Y9ev3U4UVUHLaPCcq/E5OnZux/YvxidlotMxU27r1g7qAZBRaMhAZuV1cWs0fFtmwhPIUSIPPXs/mNXD4+sX0sOZJulmJp0QM4DXcH4utExXjg51603tjx7+My9T82s2T00kg0KlIyt3EcCUKZ8dlGfOHT63udPtLP1SMeAqWWPqn7kHsLAQH18fPyl2ZMKCj7c/fDh3atWrWkiGu5GMyCwBgIkVFrM3XLpmr/dP4WEci4+9fmvT07e8OsfvnrHcBZVyzIIEequm+PPv3Hg4ecOUX0oz/MWxeuu3GoBaFl5A+QRbFB6SZ1dxfjg23bs/+rzU9g4NW2QDJne1PXbt2ZegrElKkaHGi1I8u3rRtetGp5edGfOdc70ZrJ6PZPetTs2wHfAiJKUy2eSRqJo1I6a2Xdde8nde5+dyWPXDn7nyYNbRviXPnTdQIqMAKD0pSb2XB7/+MGTX9/z2mJtY30gvjx9VOr1WgpShca3DtBFCUqVhMwz8jrSu2675okje8ookg7cfe/DTv1P3XX1pZuGjIURWDjOzEKhpaNXJ8ODz77211/dw0ktGBcW5t9+w1W7r9xedxHRV5DhpcJN/AGwCAos5vE7391DSa0IBJO8c1wGFVnVzEkGRFXZSB/7oFZjyc1EupF5ju2gozvvuOXPnlmI7RrQPXhm8fhscVnTv+nntpElBGfL6PNVjewj77n9M/fuzWOisXnfc8d/699+/aPv3n3NJWvHmqZGpHBsVJRUbU/RI96zf/ZTf/lQZ3Yq4ywPva1b1t145bq6EZS5mqwgHJnxz7560joznOeot66/Zh0paiHAmqmF8uEnnxaTKPFAI7nzxnU1CQm6RgPIAwBliqQShhgKRLGtzaZ6aMdqeM9NO//T/QemOchi+9iJ2ePzceugqYklkR7TYy+emGj3YpoYm442GzeODxiCUXL2zQk3bAxikVh7uiN/9djJJ451embYlL0rxrJ/8kvvXV/rIz49UALFkp+hs1CFBDHGMhGJVSaIrh8d2jpan55qa1o/dGLy3ide+9mbx1MFp7BqoUkoUNazwma9Al/Y8/yp0OoOrlbkc9T1JlnJk6Ov/9EDD+498aef+/pcbOVdWb9m6L/5yDvedUPTRXWGul5Li8roKAFSRaZsUxZFEcAAWdIYiRQShcy1V2762jMnpmelvn7Hwy8+80d/fe+v/eQdrcF6J8ICpcJZWijxpW8/+6mvHiw1daNjXCzcesOlRgAp+mbl/es0e4/O/vnfPrAYmvBdFOH977nplt2rjYbg8yypzwdRy9DzZORKuuIrJ1MikRBL+dg7d5k0LaKS4V4hWcoV9LivglRZUKobJr10RvjRQ+f2nZvT1I2ODP3c+3df2gQVReL8D4ld4ruG3aXb1m/btu3oYojITs/P/8nfPPTPf/n29QP1EIp6vRaj+ChpI3384NwffurL82VLYCLF3dfsygCnHjE3rlWh8wSIZCOn0Zcmqw8NAt02payKHPBARjYhhXRXJfa3P3b7C//qq3OmsSBh7/5X7nv00B0374xLPX53AWrvolvfxazv4voRXQpY63w+D+uuuXz4trffdM/3nl1c7K6ptaLx/+6PPvuVb2/7xesvvfbG8daAY7juYnno1bNfve8733vhad2ws/DDQG2I4k3X33Dd1atbBASBhPPFJLrQ0XhF13Mhc2r9aLJ1y+YTB87kIZqs9sBT+yaP7HvXteMfvv2GjRvW5rlHzJ9+6sm//s7erx32tPkGhOzNC96NVvC90Cufeenl//3fv/qBW6746R+7bu2AE0W3G14+cvzT9z5x9wMHRtZcLQseC4s33fW2VgIUgNGqzhoByyKRXVorgQR4zx27/vzeJ+c8BePQCwO1bGSAb7xmyJcwCeH7iQK0Qk9DXXIpYJARsrGqoVZkGO0DRqiPMTCByANGURe96fI1V16y4eChVGxtpjv3yc998/bd/8WqJFPfGR3gO++47YnPP72Q++bqzZ+953sb58++/46btq4dVtZI3FWUOSZOnv7Onsf/7OGjOY+jtYb+b/beM8qy6zoP/PY+59x7X6rQ3VXVGR3RAblJRCYxgFFMEilSGmoUKInmjCwt2Vz2smc08piztDSztGxrybJmZEseil4KpiSakJgEBoABBAEiA43UQOfc1RVeuuGcs+fHufeFRhNVJOVZstln8QdR/erVvSfss7/9fXvvpZMreU81G8n0dPLpL9zbP/3CP/3wj89ORM1YdftFJ7df+PK9X/zyPQ/1NzcmD3Sypal68/3vfkesS7Hc9xR6jLTs3l1L4iQtHLR59NHH/m3vyd3X37x1x+7a8uF1O/ffsKUB0YVHAezaOr1zw3T3xNJClnap/u8+8ZnJs9veeevVjekJFRsB9wTLKV44ffFTf3v/Z7/56Pl4q0xehfwyzqJzLkmwffv2+MmzYrXtF3/7jceXvvPw6w9cMzlj6nTuHbfcOrN2vUsBlXPef+vtO/7Zl065i/OOiOvmTz79+dPPPPyR9/7I1ZvWNev1wvtHnzvyXz73pc8fsqax3sdNlWY33XDDdXvWuyJHkSGKQRySQXInSawij9cd2PP7n3vkPMWI1yI9OT3R2L1lbaJdVpWqB8ruJusm1a5d2x976AJI1WY35Uvza2O1a+sGuCWwceJHDponcQSQtG+77qp9u5e++WzqpegW+j/95V1PP/zVD77zjQd2b6lLkdiLLxw99kf3HrrryW6/tSXSddu+sHU6essrd5pOu1bL4dI82vD3xLgR4AUQjyLjKNLAG+/Y+Of37Xr6yKnMS70x/ddf+dbD3/7Wzs2zr3/F3te/Yk/LIMvS8x37n+++/wsPvZDpyYsuKpxAqanZmV/88Ks2TSHvLcaxh0hVRcnT9/I8w4MtWFpqP/nUQSS7fbuDZPqGOTdNgLNQ2oMLLtGkDgIKn3ZUaw1Hzrklj5qzu7ZOr9+299ln+tA4eX7+4HPH916HFUsu5RysibJpO67XfuY9++Zl4g8++xBNz3aW8m8cPHHPtx994/Vzb/+RO/Ztm5uNfU0y8Ugpe+yFU3/2lce++cyZBRs3m/r80sXm2k1ve8Nrts8YKXpU5NDNDPjWkyd/+9//WeZpS+fYzuteecMNP1/TsL3cRPWHHn3++OkzeT5FzWhmzcSe2Z1RDu1rMIB3EIaOBo3PRWIClhlN1YAriPx1W+vr6rzY6Xtvz8/PP/PihU03zRlWUshSaj/5l5/7ztOHi6jZ7vbe8YbXXv/Lb60znCWzyquHiYFvPvjkJz/1ta7fBq7XEj0dLRx5/IFnvjGv4nq96OUcpVzPKfbMLM6gR+lyM1HXXrN/6/ZtjSgmVvDYMhPt2775meXzHednZjf+m9//ZLR852tvOzC7Lul7ailtFc7l+MbB5x5++LnP3XOsE2+T+nr05vu1ltUr7yY/vp08cOLU/P/9R39y7EKRJi3MbmlG7byTfvov7p9THepf5GRimVsp1y2ZxPcS1226pQzaQ9UbzR1Xbbrx6m2JMbC5985odeD6TTu2bTlV9HsL/YQbd33xnqcfum96zbrXvvVd9VriugvPHHzqkYOHDs+n/ca1GbEmZa2983XX6RBGrhowCYGE/vSvv3XqQpt1E41IO8eWPvknX9ietLVL21muW7NV6ST2FNpgevIuVnTt3p37d21PtKEACiFl5x8JPVJBcCWvCDtNmkG5JW/qPdTyRgxT67hOQVDwsXHwuefG/x9Gx5Dk6da55s0333zs6086iWqNdV9/4JFfefrrb71l/0/ceYsuOjquzffkL+++768eePFEbxJrZpG6qNW4+cbtHlDegr2GMGzoqiGsETW1ylStsdDFVbGBy6BrqcARGBR5gPIaZQeuat562yv/5isPI4oymL/49Geu3fsPXSOZiqF0EPNfwXpXUN+V8cM9Gm4ZIohiKDPj8ds/vS0+fd/Xnjl7wa87x1vdxL5jnamv/c0L6kuLtcYkxfV2u49+H2Y/rtqLvI9an/MXf/7a9GffvWWHc7Hz4AZ8Df0CsTklDW/QNQstfKdLt6+tLeSuvWBqs6hFRajzxkYiT+gA1tQYiIAWAMkAKazUDD70ppvY9r786BGK5jrN3ffn5v5vyW8+/HzUOmsUFb3l/Oy5iYndhX/xji2tR5891UMjJ7OUwyo4gQZUqCSORkHGqxbskpb+9q2zC+dOPZOu+dJfHPmdF7ZetW8baxx59tjpI4fS5WnM3blAnUQf3VHnD+xp1AEXQ0kSeRehD0aKRkIFF/OT4JqZ3jeDmenW2bMWzsJHy8nk3g3F5na71Wo552AmnHOKFIZeGYFWLr5gXbPQYHWRrEcSpcYtK/SgE+6iyEhNdBmTFqDYcuwJkUjiu3AdmGSpZw7cuPkvHr4nm7i639iqtPvmwfk1N66NMVlnvOUa/cX6wUO0tpPPzHd2/eMvdv7VM4euv/76qbWJ9ygsDh069fh996upKc97zcREceEoNSdyiS1z33lhmKpnuQCOIUzI3PrIbuT04HLn66eTP/3n9+55/ZunJtEQOXTwiWMn+lC3I57W0p1Ol3/iddffsgMxKdiEaFk5BYqE6RTQr22hwqr0tFnXXAZawDQbLZmAUyhLiK151SRun7p4/ynLEzuO4Uf+zRnCRY3PH2zW/GtvPv/ZD28WIHJYo7Bk8eFf+ge/9uu/1aJuFK97vtj683e38B371r0yM8Pi4Yv89JmTjz319MV2D8k10A0UDtrGRi86nIWZViYqiljDWRjgdTsnTu9pfv6BQ2Z609mM76apu+/toe6jovjktWveNIdWE/BrbWx2xPiHt7W++o2Dh04vutbe7trr/uZc82/+8CJPI4qiot91ixeQ70BzBnHWwtJGOfmRW1+xO0IiDL0WIEeoGTCQ1FUuWFJo7pyRxjqkC5C0QUvcu7Bpy2YPowmT8JACPgcisNbgdx+46mvfeCBdt7+dYkZ6t26JqR4tJTMJIHk2EdqdcaI4gRQGWVpsnamZX3ntOnfyi4+f80Vj3ZHa7Uc6jb/84wXTSmuRSQvk6Rqke6jWrfti1p1zy4f+x/f8xJZ1DaXhWZhdJAWQghyjZoCaRV3OkPQjxx7IgLqSFWH+eFi+dNwVw3tviJx1UdyESmGXYsrgszbVYq4TCoUeIyqge6wTgElBTYFrEGn5/g1k/vX79vz+p47efXA+X7NjubfxrOKHT/On7urgrsfAGkrDF/BrkEwRnPj+dvetGW788vt/6vV1zDmYaC28B3kAml0BymAMAaquJRPEHV7ThV+L5U4RS95r1ORMjFluBOOm4CFiSS1YfPuF05jb17mo0aohT7dvmlWADc0uabz1Hhko0wAcdER2h3ScTrrA+2/e+th3/iKPp8T2/+Tx/pZbrzvgHDMPqhSKXFoXtxGKaxEnzYkEtg7zv9656cS3PnP/qRPtZNuZbD22b/3Phx748+efjFrH185uMHEt7fcWLjxdLF/UhHo8xzrTmhqYf9ee+JfvaK0Xyww0ZuedXgKWa5tOqK1u7Ybj9VepOFNAy6XUqh/1tT980j3VnkFSl4UT+3buSGpB2aGIiCpjOGxlSQCwsSNIcmh0C7cM7N6x5fnvtGutzYv9k196+MjNN81FvtvUqmeS5/Seo2s2ZpmdXtv1zjeByMOggFoNKlftrNZO8NXj7sWu8nVBFHd8897+1L1/k8FPaJ/baAN8BskgObgGrkHqSNbWLz75G3X6hT2xcyJ55lWsI/rx11/3yGP/4bw00mzi8OSBX/h0d/I7Z2559baWTCQRej08+cQzL77wnLd5VJ+jYgmnzyT1VpY3ulp8KB383UtNKt8FFEiDdA/oAg+cWn5iwbiJzdbVkXWfS+1v3PVM9fEaUAAXgYtjx4uMpn5j+emP/Njkzj2cQEP6iosGaCvh19+17aO/+cfH3RxM7Wm+8alugiz+j598EYWFL6DqwLVRk3Mnse5tLA69/203XzONot+N4xogcI6VdC11e/av5ifPqTVUU3CLjug/3vtk1SazATSAAjQBaHBcNnSVHNJrpCd+66Ov2YhoFlBiQ3W3UKNrMhmUk9Fl1TeAU8BgmW0PcGImckHu6knaaKENxKjDrixByAmhRTCEUkoWCG2eSCKb9U7bfrswu44AN64cpzWKeNrj196yvb7wwl0PvtCWuXbzuq8g+sp9/p88cmpydrbf6+bz85DNSDbD9BvFcjM/+farr3vr1eumyvyNiCGWJ5Z4ogc0uudUPyYo9LpooOeadSwSNVoU6ntDokmShG26RewHd2f3f+lkmzcf9/v/7Fx+8/H8HTckCaBclymG16E1kCcPFFhFh88r4wrquzL++xplVyUGEBHqGh/7yI9v+OLjn/764wu9Ex3U2S8ptjZr94s+WJOHZuhen8SKz2rs3v6WOz76tjfPrZlk68kYeAvvYIwXaIYF2FpO+wna5DsRWloCVCASHrQvVdWVb4AygCditIaV113fbE6/fqHzhYOHT+V60nsYEyHr2v4FT6J9Pl33qn/hQ+9767vvvPYf/eafZ+1OjHQi0ZogXsAkRFQ2//EQR+Ii+Dtfc2t//ui9X/vOWuXPPfvgseee8M4qpImWREVW+7h/7qYd697zI6+8/qqZsqZiKEZKGqUaVTHVABdKJh7Ys+nw0smuOHCu+vO7t+1ttVrh/g7u1/ezOEo7D3Z5zS63+zrRiEqHWYF05SsJiCqFTHhCBY+JeuPVr7xm35efe/7sciuR9qlTTzwcvfu619aU67Y7uzev/Zn3v/3//ORXu52zxkwL7JljhxZOHw0lnhWBGc3Y5xfnX3X7zefPXzzdXurkEtsOu8IoFu+sE1VVJq36XBUbZid/7j2v+crdyVcfPVSf2vXsPX8NsYlKWdIE2kexlyJemn/bbXv/h3fevnkyhDLDymuBciANZO3zDVUkcV3ZnvFgLutc6ygzAAAgAElEQVTCDUrBasU1wgff9YYXPnH30VPPq8ac88ogZu7pXicuNvoiZW0ipkK4qbFrI/9vH/vw7/ynux8+cjhpbcx7fXLte750LlIQVyifwxfW2ako3rJtl0rip549Tlb57ELifSRMgGYPWySNuGftLXubSev1J88vP3X0RKIaol3KjvNuE53EZxEi7R3EKs+K1S/9+A37t2/8oz//7NMnD9d0q4jY5pk/v5yKJ59rXxglqbh4eWFtzf/Kz7zzTbddpcr8Vgi4ag8gea8f1euJBxH2bV5z7vmFvOhL79zenTNb1rVs2lW1BoYbgAD2Xq7esWHLuomn5o+raJJc79ZX3NGqwRVggySOXkpEJZHqO/fG27ZdyN70B3/1jfO97mKeZ0WblKblxb54Rwa5i5WL0Ofu8vqZ2i/83P98y/6NExFigL2FWK8SIhBZJ6oAChhHSkA0aFgXyvB83/IEkTzPfdFlv8yuHbmuQh5RDSOJKzxovV2+mgodyRPNN+5q/aOffXvrrx/5wgPPaDHWaw/2KhYoVzhkUEbF7H2/7V1Ri/X2Des/8O63vu72q1u6yroiKft6lj1mxiaRAO0t592Y0ayzypZ9H4jGahoLEBmcOnVu4dTRKJpL0/nJ6dmtW7cCqErtwXvP39VRldDU8Yb9a+Yma+f6KUt6+vAzx89cc2BmZaaIhi0uPQOt2P/6r/70v/vMo599+OhCbP3pR2EigPN+fvr4qZKXhHC9pXzWT9s1HU3r7pve9KoPveOVG1tQIiI276S1xpoUiG07cUt5R4mNVN/q0Nfbic3tkSceaNaa3Wx+jcqu31ZfrcdECqIUoQ7svWrtl799zHbSiNrPP3XuhSP7ZjczmLRDDbmxHQLQu1jjaRpY7NU0yPEuZsrAdek3pePtYl88YCDCvjAuN2I7EOVTLRnEO04cJ8Ix923s2tr2yUOTU5EWojR3t16z9uc+8M7/58//1qbzprBRfV3n2JN3/+mzUbHoxUZGEWxNcsN0xyuvf+Dbj6EGm1+s6YKL1UyKGlXSMKDERy7Ns6Uk0rl0rF35roninPtLMfKErFaAsCCUCiOj1DW71v/qL/7U//u5R5978agxtcxnvk8SJc5DKyjvfZGaQmosezZOf/Qn33fb7snYSz3SgAUodIQjAikO2EysQEQUQxh+7PEiP+9Je4qFWMAsRc24erFULJ2LqcUAvMNqsoUJhpiASFJOO0qpyPUQKmB7fK/NGgiiQGxT31tq6kTViLN0YlW/SaRZk+xYRx/90JtSSr70yAvz/SWnahQl6LeXDp8BoIwBxHXbMRUbJtRPvedd73jVzrV1sPchj1+8AD5i7gpiSVta5UVeQ8YOigmFx0jps7IfhAAit924+6a9z3/lyRP16UYxf/7eu+9/77VvJlUW1xl9QcBd8X+voL4r44dueESDmKImTBB4Mv61n7z51Tftu++hx7/xnSfOXTy+rCZZGfHiCqcVFd1u5LM1zeiGPdt+9E2vvfX6tdOAAcoefc5CE+BIqTooByLrtkzU88WT0wlm4oZLCzQMqUHF/hL1aQwibbbsy+fyhq73C9y8JfoXH7nzd//9Zw6eXrq4sKR9bJ3P8yKJjc/TnZtnf+xtb/7RN2+rAa3eiaZNGsjq0i+6Tk+oQiBgIoZAiYdYBcc2bVL/Iz/5il0T5oGHnnjkhcNdqpPWkXbKFuQ9Zf61N+37nz70jqtnkTiJ4EuPj40PAkugYI64Tt6y2BbpV++f+9S9B8lMKWTrlT2wewOAPM+DG/d99ggiOIeWtutpUfWWJkxcF5BAyBCDiDUAsoAJDq4nMBvAIMt13V81XXvzK/a0P3dfXLTz4szhhy6efM22ud2bGq36/NLiO169f2bT3rvuefBrDz23aCVN+9S3EKd8UY9Y5dmm9TMHrr/xfe888K9/54+p+8ypeOtclFHWj6gsYipig9SUS9+u24rjN79y+rZd7977tw/98ee/jeZ0d3lB9RYAnyH2RbxFZ295020//97XbJpAtthuTUQgBTDYOFIWmAQmpdO0i51sebo2aTwMg0fksAogV9Tj+M5bdnrd/MoDTz5w8PBiJ/Vtr1za0n69yliKst+jQ6LjGYM3Xj/X+gfv+cSn7/3208fn+3Z5Pms0Giw21jA+bUSYmWm95c2vv+OOnZ//268tPvq0FezYktSK5TqmYnjF4no9FfnYNJc7uGaj+a1fe+8nPvXVbz7+zIV+O3VEkPWJq+edurRI+hBPREZ4DdN7Xzmze/37P/Hprz/23NGj5w+b5nReOIaNGJGyLHZdvX7bHfve/JpbbtsdSafQDVViA6ryCkUSTSyuIarIcMfutQ89/LCY+po4f911N840OJLBBc7g0I2AGbR5lvZvnjpz/lBh05k4v+X6vQmhYcAeEEswA2hU7k6XxpwsLRc/8bqd+6/e+dmvPvyVbz964twZISUgpVRcq+fsbHcpQXb1to3/+Jfec/PO6RhQ1msNSAH4PkhzHFGceeRAwbGFGYCxsrX09wX2iIiZvfdElPjOZH4ykXwSbZN3GJMeUFCVKBoaKKq2DAjnVzzl3aZqHthU+/jP3/GqvRvuuueBZ4+da3d6mae4McnGePIonEs7EdnZmbUHrt3zKx/46Y1T0EC/hyT0OK/mKzTJKIW1Zbkmb8AJig1NdXL+XOJ50tiazTWistc5OARobIHnn3xibVzUol7bnX3DgZtqtZq1doD6+OW4CWFIBMw0sHt9Mzt0Ar6/cOTM41/f8e4fu3FF1BdSEhUpiCexE0bvmm3977/0mjc8tv+vvvCNk2fnj/SStHCF81aYtGECizfOa8nWtOL9e3b9kw/cvnk9pgDp5xwVxIhrRpFTTsW9s7O00O51nFPreCLrAglB/NmjJ4oTj2+c29HO09kmX7NxcnUeU8hUjQ2hDlyzMZnVF7qpNFQ+f+LM0w898oq5V9Zjb3uYVv0pv9Tt9xt2seZnbYp6Ai7DDSuaWYkMqVym3cIGWtJpkZsJRxoC4732hRFvVC/2aex7LN5ylFPc89qQn1XtFnW180rZgMYbRjPwvjfu10KPP3/saw88sbhwsRk1lYobJnfO9jttIrt71/atWzZ99Gdf8Qv33S3eW2dnY2msJvU7REyIgzE0gLEymxQX0wuwudYNIcUrwqT2Uuz6W5vUpBwOUIpUHEwxOcDj3bdv3nf15gcePvqFL9977NxCAXKOBbDd1BWpYsysmXrHa65739tu3742YodJFs4zKAYbkAIRMVhzo3+mgSUtWkQ0tPOXIo0Ju2zL5AVFIkosOu2ZKGvYhThom3lVFyWAiMhbTEonSc8QUdMRUh/FEkpWrd7QAFCQCBTb5bUm7xdpgqLpl+ur/IY8M3GkLG2fwr/4yKs3farxwJPPHzp+xuUKKnIARDgDXN6M+bqrt7/3zhvuvGljAsQCzV76fSQNgJiZPGwfMyY7e3E5ZjPF09kiaFqgNcQHtY2UGcYMpVzanWtO/erPvOvM//UHZ5aOT06qFx7+2iPfmX3zrdcr1oACl2BRjXUkujL+axIrckVWe2X8fRp9DyIoAnsQPJiy3LLWuUghfPLs0rFT555YKpaX004ndYWbasUzk8ncZH12srZzw7o1NURKCWmtwD6YFOvFMrMjlQoL8fl2/+Dzx1zcjAiNSF+7ba5B0PBMHpDQjswDJJ7hQvZyqT4XEjJORRboOuQWDzx/8tDhs+1Or5tmSqlWs7F1w/SuLbNXbZiIAQIefv7UEhJX5LvXJntmpwxLzhR7q6UPMb9x13Mf/9xh6S7MNORn3nTTxz54o7FIMzx1+NTB4wunzi+CbBLRXCvZvmHu2p3r51qR5LlmV3piZIRMATgg8pIzOaAmXvkOoB46H73hY/+hG8/GvdOv2t78t7/2wR3TejR4/30Av1yQEZ47uni+3ckFjUhfu2t9XSER0WHqxLNkQlFBygEExBByfcn7lEwsenM6xXNHzkcssGlDsmu2zqxtGjCK3Luo2Qb1PQ6d6D128vyF88udpQ6KvBHzugmzfcPMtg1rNm+YjlkOPvk8M71IU2vRP7B13XQzLjwLQRMc6Dzhgx/7owcv1tnUb1xn/+zjP7aO0c3x1Mmlw2cvzJ9f6l44az2SNbPJZO2NW6d2bdsYkYsYcHlofigoUxYdkAGnLvRfPHsxtKm4fd/6CUbsc6AQSnJSHqi5vnDU9coqLGV47tj5i0vt5U4mRWFYZqYnf/SGmQrIkJCynnOvncHZDp4/ee7Y2eXF5fRkO7NZ1jS8tqm3b2jt2Di3fcuUEhw/dXFhcdF5qZPdvXP7RGIMWbgCPnTPizxHOZB6OODFk4vz/dwKW/HGFzdvm5lNHHxobBUL1SzIW5czL1p1ZqH/7Mnzx07NLy730163Huv1a1sTrejmbZu2blrLYhNFLF6RgBikHCi0+2BXRAy4AqzaveKCVQdPXCxIk7PXbZ3ZWnda5cITRFR29SByglyoYDxxZHEpzS2YbHHrNRvqQJ3AvgAErEMIoywIBA9vQdpCFyI5cU44drZ/+NT5k+eWzlxYyrKCGWsmkk3rN+zdsWnjOtNgGELCIFtoJbAZmJZVUwMR0BNcIPyz37vvMw8ecbq2o9b96u9+aBbQUqxG3nwpXKm4LxERkUdPLhztuIjF9Xs3Xr1lOuE6M8PRkCYlW1WWIHEBkUI8yDjnHRjaHF9yL863z19YOnF2canTy3IrQo16vGFdfcvcmrnZmbk10bSCCBRBE1gEUmgutQODXiOOocRCLEg5Mqf67sEXzoGoocn1stuu3TKtg2yPg6vlgAJ44vkTi6kUyvQtdmxff0NSKKUCrL0s5MsBDbBPIQXI5Jx0gMdPdM+3e7FYytLNc2uvn2u8vMKzXxFEplr0PM3YJI5V4Vw74/mFxafPtc+dby+1e51+luV5FEWTzXqjFm2andqyfnbL+riuwF4iiEFOPg+lpEQlfUpOX+w+d3rekSbn19X5+u0ba2zh7YnF7OmT5wuKoWD7+c3XXDUX8cAwfjfb6MSFVuLiUbA6nduHjpwjUsq7OEt3bli3dY2KyC3zxIMnlpb61jtXR7G5qfdtmdMM76UQSlbklV0OEUfmhTPzh88s+iiyOhJw6MnJIgTpK2PE1qRQ8A5sSfeEmSiy/Ws3TGxd16KiHyCZkEq9slrlgq7ghaPzh09cOHNmabnTt/12vV6bnVuzeeOanTuuWtMCEQ4+eTQrpBZrrfT+q+bWRCsoPEcQDFnAAmcW+08fO1cQW46dMhEQywqVt7qAEVcjv3F6cudswzhPYlmxsw5xXAhSgQfAOLdYnLywtNDuL7XbaVokSTTRqE806xtmpndNkSFh8SqEPoocyoAjkHZEFsgt7nvxQlEURqmwFZ33PP5eXiQ0RAoktBIvNo/J7Vy/butME0XKisErCRELgCVj14Z+8OnTFxYtMWravfbAthaKBAZu5ZRXG0KKPodYh6ij9LkODp44n1sbibtqurln81RtZTuViS1IR05IlO47eEUvnus/d/TMhcXOmfl2Ly2YaaIRT7dq2zauu2b7xsnYNzQrCDsLb73NOWlYx1qRE1im+549t2jFk5prxfs2tdZKxm4ZugGuWZAtg+YieYeZC04uinrq+NJ8J29ERmULayJ7w57tbK3SiQ+UH4EkAzLQxBUf+ArquzJ+uEZaOQHswVIQA9aCGVyJLolPCUxZuqBsLl2kIJtONQxJjryPaI11AITYKyVOLBM5kBNiKst5pQIdNFECFmiuik9TVYRCAuSjkeAse+dsXkRRBKV7vV5Rb2kaFvkkwDskCt557QvviowiF0ceaAIxvBP0iGPxke9B9Mfveubjn3uxcL5ZnP9ffuqNv/y2q6NuJ9LsoyRlzgEPFILYYVLDF5mSHJpLlo8UKBIyofxI3XZy3ewCDfGRXYC4R06pt/8fnznjp9fZU7/4xmv++Yde12AQUaAmvj+uL6+uIg3AOeshWgVxhgY0hFwOLoSiAlG45yNAi4U4eOQSeUMW8B4xwwAsFlLAFd4KJ61MOHNQBt1ysaGqJWaHRIHgxRakAOcuqPoUQbsUKrJgF8QzwAXCBz72hw9erGcWr9oW3/Uvf6zpxeUpJbVQNy0CMkEHsIQN6YLPc92cQGGth44SYS0gTyXpxE5EUQYUgPdoMiKAfAZ4UGRJOcAUKZtIhDMnrMgKFCN3IIJmZLlMmhxD+iXExbmfWtEJGQoTtVTRy1HwgJ0ol0WRhnhXZKw1cQxAxFPYnMTwHqAiz42JwXp5eVknNasiNiWFEnunfQ+wEIBjoZh8CmLxOvOqUAyNQeXM4POKkwm3DOcQ10pxlHOkI1TyTgzaA9gM7F0vpcZ0l7jw8BYTEUzRI7bCrVJLXLFPIhBCbqE0MgutoQBlJVYWeR8mAmlPWgZULULcQKQoSBsQtTv9pNH0TBngQgKnRU2XeuywVchDcWDCPZwFUabqSqAJXY/zjH/6e/f9lwePWl3fUeve87s/NVM2pfieZS8DABNAUd/7vuPElGLOQT4Yl+UAPQAHPWwhE56wyACBZjiHNE1NPY+bUtZFGtIGXKnoFGB8qOAIK+Kp0GV7+/AoJerzKpwsCyKQ6YNTQAADSCYNzpUKalAdZFUe6GVI4uFfFCAeR2gvBWyVV5pBChAL15dyOAMiGCAKk7BSXp8d5cwhEAeIS/sq0vAORQ5miVoCJiIhkrJlmGhFkAJiYXOYBkggDkUGQinAI+OgHTj0a9MezChypxS0Um4EygqQF0VtJBz23cxjhjwSQ0W5PIXBvOvFqi6QOsj2YNCPI1uoRo84bNEYUHmhQ40oZaBWoQ4UCzh4gtJZYdlEvjpHMmKKIyAGNBxAFtx2UAoKSACFAi4HaRDECpkod8JqWGDJD4MXEIFR5X7LC1sz2kuVfuhLqf7LzIkMya3yP1PrSXMIJeRAQ1xjJRpniYyutGfaQ1Wkv3gLxcTsvIVQt5eKjjxpnRBXVWtVJUDXi0fN5BS8SFZQUgdreIBjEEQAgvUw0h/LqJNLydeU4hG6rnIzBEVeJLEW74h55WpwHiBvYR1FqS//oHjEDOUzTQbCK36HKw1aDrEClXHc9xBVCgdi55D1onprhTB6v1+r1bzNXJ6ZSEMpKZzXsWXlgL4gFyhCQtCAAZQrmDwI8N7mTtfqABfOgZXytijyOKmnQEcghBiIgcj2CCnIgGuOdFEtinIpyMHzfNc1JpsFkFlMaBhYEi+kfbi1SzOSAjn4Cur7rz6uKDyvjL9fgweOTqlAEmgOiRwAOZsrE60lHr1sxKOeQCHxaYcMw0QhtM4ReeI076lIOxEmiogI3lkhcIsdkQbgRIRDBkFoQ0rV5RVyMHiQjOGdg1BUSwAPKeo1bUP5eA9ANBMAVvC2qGlAeWgyUt58ESB5SjpCCCJWNTNJPHQsPs6yjAhRTUEc+zySxDOIEBM0e3FOqQB/PIQqGeNwxuB7LHHAtCAP8adPny08wyGOals2zMZculzOOWPMS92v1etNfJYr45C2VVwXaoa+Rg7QoVA+DaO/JZNgvWJGnkWJ6fdcraZD+pEt8jzrJ406tGYNERczR4zCo8nwAq5guSY4l5EA4okp/FsrsDQ+h9IBk4Tia6AA4Blae+JcwLBRzNaJVuQLrxWY2BMKgAncbIp1HkrXEucg1bSoUMeCLZwIRYaRe9FMIzC/9AlExdY6Jp8oApH2lqFjxYX1zEx6UCnHw9nQYTFdXqxNTIHEe4mYUbl05FFjGIDYgglSwFpVFmV34hyZCGAv7J3XOgbEJKHHXTExmUAE7B24kMAFeRBBdPD+PbFaWkKrRUyJokRxEXZm2WIBCpYV4D2iCPCwgNFQUeh0QhX28EBeSKQ10q6qJ+Lyuk5yIHNOQZE2kOAs0pirKoBHnUWBIskEUb+gRAvEwqjLynu8MBHIEFwOplZDQ3IghpQkmtLgwhFBa0WAtZYZADsniggcgSiGh89BEolhaCW2POHErvyrP1Brh4D6EpJIugqxF3GevBBrhZDkWk6AqOE7MkgBSjRRmCQW1OsRhRKB8IJSrBxKxgNiPcFrRcg4GDLD4kAFnIbyQSyFkbUsbZdAvBKOGc6jxvBIlUIlqxx67fUYWZo3k8gXaSivJ4hExDmntQ6vOZAJjLrFoHAIiOBbEaceQpCsiGMDm7mV4LQeeQYBEWlnc5XUIBZMiA1cQeJJMSDOegEpxazI2VyVabUGWRdRBO9BCtq4rFBxFO4QTYOgQAYYipQFMoEm0vBF3tfMpI2UcZIVnXkRkLPQGiAYSZvoGOS5U0a1khihhKryvqY4pCzCITbltWY9rGDluphCICXiSFwcKkOCAs/nqwMVQm86VHMBaVKTKrZga8WTYxKIKhthK7FFYbQR70lEvFeslSIRZAUiBaPgvBNnjVGxQa+7FEWRCDOYtJaV56Q8QgSE909YAOQOkUIC6FWI95q+tPbhDoGCd8KKSOky/FqkKjITzQhCwuQB6zwxE8rorYijiUlYCx1TPQ6p5p7AQfwsAGAgpU0KbEc4YOOVnOLh3vZlZoe10EZFLKDCETOvwm/2gNdgBYRdmheIDBjCrCHeZZmqrUzUURUiJBEjIdYDb2EYESySlQ2XRDULKB0ZxRCLrEsmUr6vqCakmFALbo9HBLDrE1l473t9bk2qOHaeheFYifVGc2xUSBGfUOWFqzxIBMyjCcxlQMeLbS8mU9NrJ2LAo5C6UT7rU8SwVrQSutKt4QrquzKu7MjS2AXfO/gTquxzBYLRFoh9v6LgFMBSqvJAcT2QdOzBAf6ATFQTeCLhKmNYMSAeksGrkEAgKOWIBPAwtYgFDKKyQB4AxUqFIH24OVyI4CqmQb8ZgodGeVsIMYpYWJMmyaGkKjJJA39LQODEsvHKSIhjewuGJp8Ql8UamD0YEBJF8FC+jFAKAM9hquySUg2lTOEkohjwjzx3wnIMjudm1r3tzv3ihRUDMMbg+83rIyAimFjBdRB5ICOJmczQ1itVuYBDV5p0BHGIY4irRVRSECBjjDZGxq44IUjEEgU+U2iwHVRkwioP5AkxsgAGIMqX+DDwScE90tC1glx5GflcswI0lEAKFhMFFzZqCkgMC3GBMpLKQ4rGQXIQRQQRHanAQfmqJEP5mpaJWZdMhTimADPYKA4l2AswACYmrUiE4JOJqUD4MJWZGy2SABGobC0pJc7SRoiEwEKktRfyBM8sHO5dUqQIFhJSxQAhBcXEABFzcGMELKQ8oCamSjedAXgtLOW0eyo5OQ9VL6VkhqUqkKMAiISeHB4sRnswJw2IJ0VKXMIc10KMXoNG6J1qbVXIh/QFXKHZO4+miTnMpwjKguljeX2OmQEFgjIQCwjIQ4qItAUJwOK09lXMnrVm50CeoIwjCgF+7p5lTWAinvBWKypxfWE9lQ2mvq+zMEg/1hoASa5UAeeYNCsjUON9zEKbviyoFUBwYA+ANQEMAWuCEIgDWqbKEobVkWCiAl8YhYUONk1fDqsQRoMSMOQ1iEhIHAxBCozzFeFzzcSQ5IoLuB7gSa8bvB1GlOGX/FZFxgPiFKTOLCIcEXwK9mpcC3cZs+MzEBFU2J8CiA6N4BWRJzhQlHJUwsIq+ZoB6GhQLcdEPYDAGqQFRElc9gQrA3nBxfcDOWvVGtobY4JzH2m9mjorDBaCjqvCE5I3lQd6sapXYRsGKyYfiZdhbCEQ2JeZw8sjBlYCsFYQB63gbTV7SpFiYgEBQoHOrcwFgwxFSjOgPQAuaSwKnXoERAIKt5UNl1DNlNEoTR6GwlvV60mV7sog0ErTMgabRABPJBAXMyBkAAeVrwT+I9+BKJAiaFIMgFWVJcYEOGUMREAeRCRWgVQwNlJCOCIRqoE5iDPLdHdG6RyUFlJyVR+jJl+yH6NgZ0pk6IEQNhCQcoAY5VbjN3MBYYgmgaYC5LQBREEMwCCraqvZbBhqQ4gUXEIsAGkhuHDXrLyXFHLAgEwI9BgDOBBDCoJEpF1lnEksVBDkg5tNgIW0JbhQwtcwJLCWzrCHVBmq5KEYYsLxGb33tY701FqIhWQAJYohpAzgBcpw5VZV4RaCqCsO8BXUd2X88HF9ZQIAgUJ0kwbRTam4I+1TkIIwyIEMiRIiDzji8JmEfWXNubr6hQbfEfq0uyDm5LKUwIiHCjDIe7BUeS9DASdApEp5KekK6Y22GA3/pAAGAb4AnEL4pAvdtGikX7wnBdJCykN7AlhBVHB0ByWuBMiDt0jEwV+jMppI4lTwabSxeV9qDdLKYmIxk28+c6bvm4zi7W94TYNCR9S/AyaWB4aaVDDXaqwtNAvK+0CPOaFBwOUq2R5XlQdH6Y8RLOzzIaoKUxRKfgCu0g0mrop6E0lZO855gIU9sVAEUj4wKeU3qOqWF5SzjJwGDXwxuLRoWFKs6nwtnqgYoaID/VvyKUV5e5EiHpEMDWuUjVxvFMoK0ODHUu4vlnQAcQEF4lAUx1U7MKYhfeqrJ5Nyt6lyV0tA3ULiQSSkADWQhwFA2Xa51C0TecKlE2A5xvi2r1475Lj6MOEORGSISjklCYhUtUBDGRsPfF5UssZSojjYSxg80kgXel82t6sooJFGvjTySFQtR2CF4RlM8EDhAIYCdKSR9WAMkcQa2kRexAflYYlmf6AanmP+Iw1Iq6FVKY0McSXx5VEmvHoPRQPt9OjWwSgQDn0yXUUxhxIVJRopJ4ZHokrVS5F4EgztaLBO434voezF9RLJ3kpeKfHIq3kKCuQKA60G41Ql/ygw9giFF4kJTNAo3+nlUEdZZB9KqEw9HbxAta5OSLsqa7TaZoqIhrrrVQwVmJtKX1FFHqlsChcKgZXH39FYKzsa1DtZDU/kAAYZ0mWWwXC1pPq6EM/S5UVTglxPKMOUMnIF6jGcLkPyq5wIrlh5GkQaIGqVhSZpHNaHXnblV4urduVKIIcCdq1km2OoTDhnj/AAACAASURBVEZa7NLwD2FApZcLnlOM8Zt4VMoZUByv/q4jP1LMWwlGrdOKw4Kiqte7B6UAIDWUtUTDHo9XNbHEwztIHA3NBq3Gag28JiEmMvBSXsFVWJ3HrE3QIBBIgYyvwnDlB4Zljz1gaWADSFdGhAPDOQSr5dYLlRFceVJEQwh8SQhI/4CaiyvjCuq7Mv6bHzIg2cZapWPEaylvqUtgYfV7g7uCRgqn+9J6l34kV2iuus2l8q4qK88jIpbqYbisVHH5x+bRy4wwaAfmIaJGMnZ8iL6Kh4iUPoICqeBIDXxlN8i5Gtp7lNBvUCvRRTqZYCAH2oJjHXr6dNtTa7JGt+5fEwNwDuoHdW154NtyFEKzGAF4RAQhB/2SG3ewFPJS/2bMe8O4w1peeBwc+sHry/AzPlTlrtyDMBs6lGOBCEvl3BAFuKiCpG7k+hq9YoeQTwY3qx53vnl4DQ+WsVyLEa+l/F2WcS/Ej32Cy6u09JAq/pbC++pLk3lk1LEf09JUG5JRuonDEPzg1ytB8LjNFylFsVVMo/S5x/mccbdgWH4+1GqjIRSlwUpdMqsjL8AgA/FhcsZVgnxJkFuNmAIq61OGyEJ1Imjot8jQmwdG1VuqjloMa3MnfY3T5+eJFYRqsQ4967A6dd9KbmtJq5Zu06WIh8ecquptRx9Yxq0cfTc/kMe4PDW2FaXyKT0u+flgI9CluHIIy4kCYzR+Ml4enlRnIaRZiR/ivVWmStLQko8eydHZSGTFBgKqxPzfjS0BChiUMubKZAIEZmJadbfo4WyXq6Ar311Xk6pANELCVPuTgo5ERmMgq3HZiXhoIir6vIpSBL/fjL43vTwqKzfh+FRdapz5e/K/+ZK/FujqkQdmeJZsFduAL6VbRwv7E77rUxHjJXjsUsNFJXupV36SqsqKDMJJZdOacUv48sONhHTKNvFDrXdFOa/ifI28NQ1DhCMHeRUHozLuquzzpIYrdQmjODgflYtV6qlK/FotkNBYzKo0a+UD06jml3iYFkDBOqnq7g1LXjLwCuoK13cF9V0ZP5yDKgNEl/jiw1uAaxWKK+EcY5AFGDgaS6VZUUOXigKZQBKCihRVzIoAwqUVptL1GaM4RI36BMQAHEhAetzNkMolHTguDBMqgkYDzZoElSA8sQN7iuBTJQWXJaQVoEF6ECpnCEMEPOog+mGsXwUPI4/Wpk6lgkzjy48v/+nn7j+LNc7aPeua+9eh4YWk+MFd27KyImlHyleUC0NUVfZGSNvq6ihlh6W2kITAUFQm4YdUfeFLI8Wlp+dDSj2NL/u4byJkaCS6TxKq/4dUGuUphu8YPwDMJeVVbSzHMDzml0nIRht6CRKoRQ7FRQhlEZ2B4leVHRd9VIlbRgmWUV/WvMQp8SMUQLXnI5S14wLqIwz/ypgfVZG9eMmOYAdWpf/tAqITDKTSwuILUiPgtmLXBCNZeyVwGEwLiVQ/JYEGwCIsvhRdl3NV5sAQlApSqIpWHWOQKFDBI3z3IMGsQshDjku8KtttDTh/HkPmqGTU4zMeNklULfwS13zhNfsly1+8//xDzxy3Zj2c27Bumj00WfgcyvyAR8OTETIjfuFo4KDa1hRTqXIUFhd8JSEaDW/5Sz1LGUHFJZtWbhsZkEmVkJGkNG5VFElGMEeZhkPkQXokMRUjDGVJiZd5sSuCEgGJA5WbD8wl8UKCUmjHK89bNJBxs/iwC2VUVw/A9y/n1Y/AAm4NmLBBHtclC5FSKHOSkRQABLVQgFcBERiSr4Y5IQcwPImDA8CIlcSlzSAS8iFNlIlI/GAe/FDeEOxntNIVKDwks1DpNAfv7xku6OQslAdC1ElBGI7gFXhgZHkQvxSMUnk+5IKOwqoykXmET3xp8O67PO04KzdS/yyYDsmxEm73qla9ZsX4j+z+geUbX/UxImrUMgTimoYvQQIlpEBg314JJ8XVbI0FsKqbbsCWr4j6Br+rKiOsRvbuKlCflJqBwfmi4fsqR8EDWWEk40GwkSBmeS/IaLSaeNQGV8F1IXGACFW6WWIuf0gg9qAy2hpkFpVcK9RrAZXBjqDj10SDVn4ES2XhKiUEIlwZV1DflfFDCPqUXCaOWOVVwwPIKeaxmKSnqkJDGDk5QNQA5FQQShQ8yIIBr6qCzeU3jOQfjQYLIa5MCRj69HqQVa9fAlhlxA2voF2JBgdtiHno8TBIke8ZyVWQTFSSIRm64Q5iB1mHID0at68cPpxlEwG54BOfeexPvvbMs+cLas5J+9xrr9u0xkGpbhBF/sDL48JdlFZ122shK0kKEIkYT+SGPGko7iIQ9uH2omGFnJBLNhT6hTkrPT1JaejfD/g+GiMTUFCsSYkMEJRAXEW7KZAxLjOiTOXOlFpGoqAmGrhHVGIkO6QvSAMmJLHlAYiXhRFK/nlEpeoBGZMlj+j3hhhg5AOBCh4lNMIv5IgvIcdKEBa0MVKa6zEF3ZjTVj4bD1WsnoQUhR+GLKDCU33EQ/KV8GmUOCyb2ZXTMgjcCgnpSvNaaHEEE3ZjlQDjIBTQPY+V9HOjtT9dVX4TJRimkrOtYDmN0lM+DUpXkB6FAZUDHaIhikZAgKaSOCcib4s8TY/UJrMu5z2+99uPfeqex/pcd9CI1L5dV9UZKDqAQDV+wINhQUXlJ5UZqHCjhGWQoFMZEyEghziCJ2EQK3AIKIyXFPRVIathvKlAWdaJMGJuOCB48fCDGNOQ5iUuQQixLfXYRGNeeyUZB7nK616FsZCqAtGQkSFw2OQW8Kv4kqIyeQoEFAHIkhCDhVT55WoCl3P0B/E1haF3P+LG+ko3GPK6wmcKuDYAUgzUh8BSbMn7rmj/ONT3sALDYKmcemF4OFcthqLQ4gF25IwrDOpdvTw/4xW8jC4yjd6GUpKTQclcFXepMHbII6BhT1Gp8hsqGfBolGFkq10aScJqea1R1Fclq1dhPAJAyYoboah2sQopGTLc3A5chVAv4UllFMAAiMJkl6nCvnRxyYDIVadRq9aK5BiG4eORQBsAKUqTSCuaCz90PYg9THkMR12a1XG9I9Lb0NOy7N8RDvKKHjyXJpRBapAlMSKSH1RU4dFLZRCkKJO9K2nGwJRrkCJNI/a9SrKoOglXny//3CA4O3zmILi1HmXyxZVxBfVdGT+MQy77M5FRF4XHMmhGIpPVPcEIQXeFMQA3QHU0KEw9IswbExgKVXHK8K9DbcYltapeei2WQavqgcoHzMFMsYZw0SGGqKgHJQoxejnXQio9e4HkIEglqVelS03DbxUfRD8lWSahu5D83lcWv3r3F7O8uLBcnHcRx/UoW9i6hl+9b7ZuvDhH6u/EsKrwQHqMgx0kGJTtyIbzXurZhiH/IU4dcBSDxR1hbdXIuo3E7GU0uEzihdmXoUKQywA4pVMASrFkHrogkwOZoCa5dk50BGhHhkqyxVFV97sqAM6DC1EqE3nJJuExl4jH64/Q5fbwWOyaqCxdIuP/zJfTVY4nf8kwIVRGkkmHpDjx6DYf3bIVm6fGDgQNGYBLQy1Sbrzh/3jEAbokK6wKUFDpVDJdwr3R6IPyKE1fSlZ5GPAY7DQao754mNk2mHlPl3DFgPcOUtZr8V4WlpY//NsPLs9fyLN+Ab3Qd4gaiW1vaKpX752KAS/E6u/gHhwgsZFoOY+aKL6EmAjJSzIyOQNOFRh3Z8eSnHhE53DJ0gXQxRjbr1VOjsK40yzDDXYZplRW+9JEI8lPo3uQV4cZ1Eu33uDlRECkKkhAo7G4UXM/+BIZBwM0RgkmpdXSoHqQpY8/tl7tG5d1Y0IniDJlvHpoViMpmBgxK8PKN6vNIA20KQ2p3DGjyYMY5OjCBUgKYJQpHDe6dMmFh8sBPPqeUJ+MLc9lAZBfzU4aE2SObXi5vLSSvouhrWSJI6LQgUG0q9uQ40mhg/K4PBaLfrlRGyTnA8SIyuNJgyz32urP11hGI6mBPVn1lV2aeqIVppEuv/RUgfFLVVcyYpCHRq+sd1BGuAaQVVeKq2pFA3lr+GWcqSvjCuq7Mv77p/ou+7PRm5JesmtfIiPSl3zjeEm7l2SW02W8p8HFSQOl+6VW8LLP+5LvEgLlQEGsKdbeKkpRFJ6bbcA6q9NzGW+01pJ3hgm+JBH9JdafzSVTNOAVRTyAo/36Q2dhkqm86Ereq0fFNLV/8R1vu2XfnFFASt9HH+rLLUWpD4zHUtHLLw/vHg2fUo9P+yW+3Ut82pH/F7/8NiAA0M5CuKBBDQwPZvn/2HvTYEmu6zzwO+fcm5lVr97WO7oBNDYCFEUQhEmA1IikNJREkyK1WYtlh6h9GUsxMzHh8WgsS+MJj8cxnnCMHLZsj+WQF1myrJElayFpi+ImUhYXcBMoCiRWYmkAvbz3+m1VlXnvPWd+3Mx69bobYIMGKHYjv+gIvFeoV5V58y7nO+c758DtNAjTKU0DVYPdOjVAUAwpOk4wUvYBhSPAAlnsBlYulf5y8clKF97LpSRslzhWyV38BrqEPfnMd037Cd4zZH3JRWM1lzjnQM5dTBOe/Xsv+fmz9P19H37JEbjwc+QCQ3+PNVyQCCrzD+USxgq1Qle68Alx0iQsagZ20yY+PeHTO2yyailq3BnS+CDv/ODXv/51tx4qACL3vCwNd+G2s+/SLmEtksMlaNtFo3jRA/LPum/JHE+Qi2blJaf0BRf5HJxDXUCeL+uLLsMEIbnk9/vndnjsX17df9sYNypIdYlHxsXlXy5D+CKXIl1q8OQS++flDLA8y0bRUU+hi2fdxalxl54nl5P+99ymwbN88pfqbiR8kTy6izda90z/U57jFz+DHeIue5iGaOWq+ddi/y7vLsv2fj7W1wUTmy+P8l04XbsZ7r7oM5hLeqeLd/t9F0FovfPPNug9etbXo8eVBeO5ah8GoiagcMwYAqOCKpsGH5YtFVZr7pib1Pxz2P+yiOaATIfh/EKlY9spSr3+yOrX3fnKt77xlgWBpcCFvwr3VNpT0bT2cdOgKIceBxdouDZmYMkXBVB5YJrgsz62P1uuardRh5SSmTHzQtxcSFuaCKZlaQeG/hvuuus7v/mOlRLQ+BwiWz169OjRo0fP+nr06PEMpE+JTFC01faJxQ9zazVKcsd1B3/sO+4eu4VRc/3dLz0iKYHM2OUmaV0xybSvkvWlKJ+ZHdUz/+2tKwcPrB5cOXnjicXDS6PX3nHjqgeHyFnb9VwKlF8h0K40KgLBE8N7Zvgpvu3r7rhzd6rCJxZKjgAMPrs8fcJ8vov2M/QqXHNt/y5i5qWlpR96822bmxNNWnk+eqBaGZSvecXNRypwE8gDwj3p69GjR48eLwaQWX/i9ejxwlmgNaCJqhoEoACcKrROUadUbrJLHgFwEUdcLlCugARyuSZKAYXWgDyLACkv4TVqy56aoSCEqQ09KIXCC6DQCPaXm7tyxZC+XfBgCs6F+DwSW5OS7aRiyq7xCMBAsaSgens4LABJ5Jrc+w4Qq2ERvNBP0qsMMUbnnKoyc0ppTQRdhRVH8MgVDKOQtTV9IVfb0ujRo0ePHj0uQn/U9ejxwtI+WCJShrQlrZJ58VLoArEzDcZCENbCzGJD7HL5UezVb/wiyOG+QUDhIaaUIonB5xLiAEgTlAshvtqkjbkBe1d5JakhBvGyRM2IqTEGkZAVnDAsoRYNti+Xqs8kuJqhqlnhuQJAVUyJDCnClJlBZMSAaNaE9uPVo0ePHj2udvSxvh49XlDSV8OicRW6bkgOEOtqGrfZftpW54eAnJELXWksD4UFgC+j4ET+kAgNe4Xy2Rt8ItauxuDVNbZjUNF0lW8E8AiwAFJYLl3u5uv8pa7xQC40yjmySmU/Sa96AviiWxo9evTo0aPHRegPux49XkgQzSpxzXLI9lpy5XZ2uT97Lvo31+971lj5skNSbbfrrpS2AJJ7BOtVGdXqBhZ7wzVr351HVbt6d21hsf2lFOk5lL/ucaUTvxfV0ujRo0ePHj161tejx5cXbddZmfWA2+vYk2DUdp9v69S375L5Vu/kLluJyC1v7HoyGbE9Y7OjqwAeIIFyW+Ob9nrume61emt71FLX5NfmGh/1eJHgxbY0evTo0aNHjwvRKzx79HgBoXtMw2YtvpVmvU0jkGA5HuXnut0aYArWVvd5Oe6ZluTs0cXu055by90ramwZgKU92R5J1ytWWzrdvQiA9l7ELNTTM78Xxyp8cS2NHj169OjR42L0sb4ePV5Ye7MzOXNyUQ7rIafxMYQBkLOOH7a9la3VfCooPReTNH+sdoYsAwQjS+1nX12FClvWp9a1cKCs7lSAwQSe/dqybVMgwVIO+2jfpu3FhBfV0ujRo0ePHj161tejx5ebmaS8zCx33rMcetK2zAgpnHWd46hdkB1VMVYivcymcqYg0Y5norVrQZagNaCg4upjfTAACotd+RYoZTrdKj47EpgDO/mdOuOHqd8BXxSE70W3NHr06NGjR4+L0Ss8e/To0aNHj68E7Hl4rEsEtrmgtALFBSd22+Bln3yVem9Gjyty5rPteT0v/Q7LdbAB6AQWAAIXoLIBiufnSuIXfYdlR+7+tXnJ4mAXKErowvJjz4Z0GVciX3SlWw0wwEaic/eWr6Stcoaw74psVhQt/8p94bOrCf3Z0KNHjx49enwlgPZTPEJX7ze/ypeyQEHW/Vmfn9jjalgAtJ9NUTf5ZxWYuhdktiyer6lvzyXXm575Z7sUtXtOicT8/NwTX/CLzlE+2jfMz7AVkbYFxnv0rK9Hjx49evTo8UKYv8hVoJ7F0rzw5d4y63GFgnERzds3odv8CLa9zjsuN++ZFcV+XpAuYxG5/QT1WUggXRTrey47AD1vG0k7UG3hgC6xGV0Jcdo39n2Rq5719ejRo0ePHj2+7LAvVnWol171uBpm+UVc44KZnwCDGXUV0dp2R50a9M9lGdDz9J4X+Cp5NkTzic17mc4mX0mX26NnfT169OjRo8fVb/vmOId2ptcslQmYZeDT/oiCaWfxzsVIetOtx5XG+vaaZ7b9dXQfEbFZPabc6EhSK1bkNjnN4vNSk+m5LB3FBXUx6IIEOMtMdf8bLlstafQ8XG7blpaobWSU/yhfeVdUDn5un+n2of+KKGWPnvX16NGjR48ePf5rDOMLDLBOu9U1At17V2+j9bgCJ/dclG9/PRdiwM29rgApOHVWLLcvPg+Qy6vmcqmAJD/DEtR9H9+95/mgdM+NxtI+Ijq7zJmKvNN2EuWGSLOr77P6etbXo8efM1S7anVEZsbMV9/dmZmZicjVd4M9elzCljJTVSIiorwKROSF/sbZNvIVMgb7E/koDwhMCQQmAGmuCuCF9QANMKjqFb1d5GkgIjFGAM65K+viAaSU8r4N4HKehZnNz8ALfr1MxBidcymlfF7kk3E2vS9zNeXJo6qzWTRbjPleXqCVYvt+VACWErGAWA0gnioI8CwItXMGVeICRHtFMk2fH2piEZrrl8Dy6rvoliNEmNgA7b6fyKBEXoGUQ5AAE+U+ve3ngIzUSEBIBrFLrNN86OdHAAMzm6kBTJxSyhdiBmIikGqSL7Y67CLKF0JgImYCyNprB1HXTphhZqCZGtS4jRHSBfNkNsEuOSV6o+UrFv1T6XFFkqJ8/KSUUkpfMRbb82k65B0zhBBCuPpusEePizGdTokoz/yU0otwBC6uo0fsQA5cRPbjRscNEiT/M3ACK7hu0rRuQky5SgNd4ad6pv1N02Susr29fQVdfEpJVZ1zZpZSysT1SzsCnmtXrUyPVTXGGGPMh0heTdl7eFkWIbOq5vfnP89PIb/4ZVmVHVNlBouR1MYBmAp/6lRzespUVHEyAYNNaR+xsedpYAksIAYxiYMh/zz/r1GqI5IC4sACIhATu6RoEhpFNEwT6qAgAQkxgwgsxK4OulNbHTF7NPl6VDVPnjxtiIiEjQBmEDcxsROwJCMFGTgZktGXMLbee3EF2Cs7FdfAjRudBGu08znRng6V2jYOl5gneZ2aWQghr9bZK7NtvMdX4gbb9+vrceUiezdfJCz3iiaxFxt2/ezt8UyzJU+PL8Pqfqbj789vfs53koeBDWhUGTzz0MY5fkgGBoRm2jJD1mldycurruuyLGcRvyvr4lNKs4DYs0RCnmnOzzb82a/PdSrOPupLix9esOjyX81H4F+oozwT17wELAFISaOKFG6aoIJTE/ziv/vAS46Ofuhtry4nm1w6qGtcmfP8CgA6AQ8u5zDNN/JMt6MazaxpGmYuy3KmKppHwy53jWCNpCkHA5VEWWYLOGf4OYA0QBVAMmNfxS6drpqjfPPDO2PdEVA1ZiKgCVFEiIj3X/UXXR775aYKoGliSDAWdsLS7jW8d/tgUye8l/WXBeT7nUnT6VREvPfPZKVc6UbLVYxe4dnjykN2ieVN8KokfiGE2bF0FbjNLrCte8rX45mmvXMuB7edc1+2efKV5JWY5duYobUgDVybkVEWj2UexAaiti58TEZmwmQpeidXOu2blynGGFW1KIor5eKZ2cxyrCbb7l/aXJoRrctXe84CcZmnoUt/yAN4mZ+Tz5pMPGafk28qf/4Ld9rSBT+SkHeTCBVMI/7lb3/yHfc8WO0+deOhwVtecwt2zmNhyXX9xS/8gGdd7LOhuOSA7JoDIAOfgF1DFlNeyFENnqBqTsmJz1tI0DYuViuSwnH7HjFyLCDSqEkRCcFAjGIuSyXz7XxhGSEEdU5NQzQQnBMiSqoKam+BCYA8h8h+SwCJxXtJhATUhmQYzBogGhyB8mfmJqDWuZf2o6qqvDZnnoI87WOM3vscKO5PtK/QPaofgh5XIpqmCSGklK7KWJ9zLsaY7+5Ltht69Ljipn3WC2Xr50WpQ7nwlptoxAhGG2NEAne+fSMoYDnniCiBmImdm4TpJEyv6CEQkSySjDGGEK4gypdJRXZK5ljHl2b7WofnOm7ZRcjMmTmLSD5BLv+jZkQxR1l3d3dnSlHn3At62u475IgNZIRIaAgfuufB9370M49v093f+G2vvOurEQKGJeKU96rdPgfW90X4tmAnYQoEIBAiIeDCf0YYN4iJ4CTENJlM1CBOQNhtsLmLScDWGLtTIyZibkIYj8fJwIykqCOs8+3OIsM5dJafFzOnlM6tn2cR75wZgygamHk8bXYnNViYLlfMPVd4BgYiJ0aoFefHWN/FOGF7qpGyTBURSNpFK7MPyuxi8Wye5Hli5Auu69o5V1XVjMT2J9pX6DnbD8Gf6xGh3Qa378CflVVSi0balfuVlqgbzVYwujre7ftBifYEBg7GCDCDOVDr3UEX0GebW9dzRsfsPQ5KlgySiHWuQNWezpv22SpTanuAuu7/2FwBKN6rHEW5MDAhwSKQ0GYP56arDOIIpPYWwJZgCmIlaYAAvOfj9//Ld/3JykD/7x9/29EDRUzJiQQgARUAIMz/LcwgiUj3bryBhYYXHMCm+auUXOxKG3sYLCjYukrQtt8om41YAhzgDaQNEAECFcoyU3G0Gg8YmYGyIn/2CBI0ABE0NGKyqOBE7IH7vvDk3/nl9x4/evhnv+/rFxcGU2rXquuyqjvZhrEpLAC6zUMHlO0ta/cmMpIGlNr72ncvXRFnm9VxDlTMKmh3Y5Xvg5RYAbIooEgS8weaEiyS1EACPOABMQMRwXJfXSX/2C5+/+OPRONX3HTwVScXS22ECeQD2ofiAVgeflHiCBQG6ypXk4EQu4lJRi6BFZD99b7Z8nQmJaQ8GSw05GuAgcqS2C7MjIcT8hHIzZ4qJEX7vPY0ORaA3MWIYVNwMSVOQAF4UwCBuAYcUJnB6sSVwLpbMLSTygCvXNXAQMfG5RiSgBIoLQII5BrAGUqNsMbcICv0DKREqbs1ARwSNDZcMiCmZKErXSAgZ90GAoA1Kru8AzhTWOx2GKcEA9x8ATdiBc0EhWwKa2ARPFCSfA8MOBhZBMzgEnHolv6sjgK3z10JsduYKHAh7fzRPA/zIAvgLMFiJGZ4NoucAOcME9N/8rsf/+gnHvmq4+XP/OjbBuIVIChZbG8EDBIlr3PbDwFs7b41W+nzczjtX7nIKiYGgGBwhN/8owc2gn/ZDUdec9PCsN6FA1CAi9DViWdAYqPiayIDSphoACSSRIIDnE4CkHjAgENkq2E1rN0QjBcauAZYmNs6dG7q7v0zpr1uDZHAzvEU+OCfPPhvf+9DASXKkcQpQ6fmpBz5ZnMBu9u2UA6G33LXzd/92msHflCL6z4jdfXurdtaXTdwwSDazRzudjOd6+NsAFub6WPgSEj7B7adnwZCgMW2j3b+FnJGYgDrNHIV2n0yQWtwmTcQD4hOEAxSBceE2sA1PMyG7HZC+Hv/5n2PnH36a+5+5U994yvZ8jaVy2zw7MrzyaL5EM2nCQTkMhvgOWs10Kw5tc3fioLzQ3EGJcyWLrVbhHXHZi6HwXmC5YnhzMgUMCMJRBGIwC/+5r1//NlHvv9tt7/17tsQNHlmJEAiADQFREG5ggbbXhAlGGrGFvCHH74/jLfvetkt1x5d9PlZmAnR7Dy17od8IswumFNyjDrp++994rfe8+HBoPwf3v5N1y6PCkpENAWlvONZIiQl14ABFAa2BiBjnwAQiZkQktkjZ7b+8a++K8T0w9/5plfedJiZk6pnVmAKNEAFVBZq8gw4w2xUjWR+egcg5gkAY0ttphw40d5yEOxGVAHCoBKBMQ3mN8NC7enjD6398jvfPT799P/2gz/2F19z3cgakGFaoxxAkxC3+z5kAvi878HyDkZqggBLyuWE+AMfu/9zOwt3Xr/ympsGPoFd+xzbvQus5D68Hn7pF38nUBHMQQNrCjICr4Dqsj4dqFJeEDvvoG+5/ciPvPVuIcTh6GyNP7zn8Xd89KGNadx8/MFmMLVpvObQtSdWj3/rN9316q8ajApzcTNG91sfevj/+/gG6cL/8faX3XFEoqpzOI6rXQAAIABJREFUjixMlY15ELcbKX71no13feCeOw5Mv/8trz107NiWK5Y1eGs++YXdf/jOe3c2zp1Yrf77733TSw9a5AXOxlVer13Xl3wgwhJUwECaQho0tVbL95+Z/scPP/TJhzbOnTu/OW5QTwaL7vjB0ZHl4V9+89e+4obRiNnUiMyIEkhhbFPBwg6waAFpS3k0ldITqdn9Z3Z//t+//6nzk7/w0pP/07e/atkHKO9yqcwLlhiNoVASyTYGSW/196zvRY58yF5oQmHPn8tk+RnpXpU2bvfT9iWdtbhRJgZE98rAKRA6403mTZ+OaGouDBepPTutO0Jc+5kNoVBwBCo0ZB46SzhIQGzfaw6GKK0l3TXP6fro7NWPUqQJuAT5hghwjpxYALLF0AAMKgDWjvX51nZpAEfgRBSA+zbsHU8uj+KTf0eNoCTC0ASugSFglhKJ5Ou3JvsvFRIAmREMnYIXOJs61oAcINkCpvYbA+BAbo+KzwnkZ2dVmN2hacvhWTM/n9luBCNLBIPByOVBbj/GGiCAKgMTkoGyebQd5Pce0lsD/e1ioIZIKNtTMw84RbgEGEhIHJSstQOyh4DaiyGQzJ4pmzLMiDvmPjOaZ32Q1M/lFbk8UNbAFCSMQkmgDYiNpAGKzI4sMQ8DIQ+vmBHUZnajRcA/tr77v//SO7Ya+xtvf9OrbniZUIIZwEYu7bWLTbAIKnhuBewb8szEiAySSV1hBlAiAJBs81kAmNkTsQKwiZGbgAgooKK7sGRcBPgGGLZrLc4/L5o9bJvN2SnItTTPAA0ATMppdjFYg7SbuGJQlwOfLz20rgqgBga6Q4RAwwYoYNApAOWFKVFJKC1Cx4oBwwiJADJRkrS3ISjQMEo2UPdkjXwiSjPz1BIQs4sntW6CjoiSM5IEalnfbLMxAzndW6EKq2ENUFA3yK1zyiLalV8o4GAFKLu9858LIEQwbmcWibZehnZ9zX+ggwFRTRw8NIIbhYNaEPvoGr/rkerpnbW/5R0idhkV2CPBpgBARYJvum/0MJgSzeh/a/7tubGyI4Bo5tvKr0eDAMFgTJOEn/+Vd5yjAz/wtte96uaXkCPEMQpBt7u1u1gcgxaDSAIKS9ApUCUnTUuwayEQSgUnCFHRFT/P/2KeO9zZ62nf/rDniSOamXCBACJl490GZ3frzz+1c266s63bS3ZelepiNchkkHal3t2uBqk++8b/5q4iez1ASBHt45A9cow5xsmRcg3CufJ8NncGEdQM1HE5IsfweQZwO990mkVmBGfSZWbZ/O5iANLYuGryGGoNHYMlQerW2g4IAVQGoMCUwBGeQZwA7z/4mH78yUZuX/lr7TabdwkYee3OTje7oXa/iiDkWb3/MJ05HwELQGgJpBGTz3lhMDCQ5hghAdKNisEAIdDsCbYrSAOg4FJJItAwf+SJ6bseta/ZnSaCB0cooKSSGIBjZeWQyfJsshJRqDUM+VSNX/gP73nykc//3E/98LdecwcDKcFbdC6L7pg6phTaEz3ONnkmANHEP9aMfudzu4cOFD8xXAyEUgNANfkAlECFBB2DFwKxAR4KnQJE5JUAg7Ncm9LVg5X3PRrXNs5/23cuZ9cSM8Mik2uA3TabbtdkBZnyWTuvc20TndvAZc+XzSCeDbIALofT0ljY1yStHzs1hHLL0VPAL7/nsQ9/fu373viav/YN1y06cCSwAyrwCLkUZX4U7EK7J9QAgDIRO1LEMWJt1YGnJvzPf+PdHzh/9K9/+1+4+5abC0YEaoMnSH6kRAlYG/vPPPjojg3XxjZ05mGb5TVTG4F2j20+HIeHxqMbdftMVVY3HeCwsxX8YNuVf/9f/f47P/L5h3HCXHVNdGvjnVKqBx7eGvnRez7zgf/x7d/4La/11xXkUC9dc+37H1ufjOnOe87c+S3XhwgCRI1FQASrNyf4Jx/4wicexBu/+6uPHzqQECZULmoqUvNf7jv9H/60SRuTlWrzG9+w+fKDC7W17nsggWDUdrPoGkQkalP3CGAUw09/4cxP/L1fum97JCs3ba9vjYSOLg3vP7Vx/4Yirb/v3l//tX/0IycdVo1IAxETOwUs1i6zPijStlFZo3TMAbjn0d3f+OzOxo792c76j36LW/Y74GoTKJgH1rBOjF1qZenpMvIQe/Ss7+rGXICe5iyAvX5Myl2nTulCMwHIwQxlKADlJcqsAxGWGFKST3CYbbIAyGfLeP+ay57gAFMnJaAMNvDcNp3dctoFGSOIQA5GQA4xxb18X3PD1vWbrU8FmCAya5yaSRECqABRBJrM68g78kUbT9A8Jm5mBtksyJMIzQBF2UY3laGwREhiCgtlzuTWCZkWsiDIAaL8pUkgujewDPKFBUBhMYe5GOqzc7rjxUza0TrZl25DaeahdfCUHyOVsCI/PDIUrR2RSbnO7GyHlLDHJLuuskZzgdY5/p/EkjMMzCrU0NSaVlQKc6biCih5Ib+EoHARRBChlvUZfDa+K2h+WNSWe6BLTUWG7jKEW4dcHpwZKVCBGBksuuxSzU/TGjZaoEHIXmSdgMrs6xUSWGILLtVHq7AoGFldJIMGSAHY7Cm3QQkzoAG0AAN+f7/bbOAlEHfWGKATkBe49nYsIVseCmIp4GATscpTYfkGqcj+jRyTHCJAJ2BHFgtzRRf3BNTA1PkssvnahrMyLwKcuQFJkUmgNdKy5ZZBgZynctb3qegGqqKh5IgHGoAd1OfjkCiH3YQMlmCRYAWKgoqUbTkIqHRWZ5vJqKiBpvOMFK3918Bq0IBmSV0koNYcJzMmSpcQ/xhnk7GTiYE8IHm4pd0HtOtHnBypgE3HpNOCyoKrbGFTF4bVblMoW+rbtO2ASRncebkYcC3V1uhQGwoYCyKbEpRmAcMcSKQycxlQGdHGmR3AiNnHD6KZPeH2TrU2LuL3AlQd6yEYGGaJaBqx4mqtz5XjM9q8BM6jGIF8mqM3OXjMUAchgFtvWiEGyrE5LlnHrGNwWcNvwSu88IIDCsAhlqhLKIxzfUAhNrBexEm6zJtMWBSAkI0KuuvWkz/93/2VIAtWDA7SZFe9jNz2LtjjUw9s/Ztf/70Tw/DyG46pNMyuMIAakFeR0G2C3EaqO1cOSe7fLPmYsASgoHxD1tInrjrfjQJBQAxv+fYtQBuWxS4oyaABXZQxks+Sue1CQZmodwyUBE4hkpUeQDNqn1vjrWAorDAr50J2s370884hBYkRWv5Pc3mNtKdtuPjy2gb31sBSKx0w9uSYW2dKx4czgxXN3sFZBN66O4KRxcrEEwgJbo1kQ/i8YBuoHFSUEFF6AIwAV+bIedHtwhGmJSXCYBBwYrmkg8vDQma6A4cAJSBPHi8dJRVLsMBQR4XlU8o0X0GkYi8vgAimntq9gqwBEiOV8LFd3RHGMO2SxBTWMttELs2pCaj1vqWSygh4C0i7FS/suZ/blRvIWLoNwaFm1K0mgMrQJeM5wCHAJtAxghfBSLI/2UEHhSu9ot7EvR/97IHFE2996zc7BwUcM9SNXQlma9dX6zcvAbGYt2gm58Bk2fOVyMwSVpcXF8+cq8ZnuD4JHxyXPrtBicg4c/C7juMnv/VrJjLa0XLAaViUD277X/qDz50opj/6pq9zy9c8mVYX+aYo1RuOQ9m54ei9n3rs3R/6GPvhzYer40eP/fibvuHYbdWDD2z8lw/ff8+fPPXUmfV//Ru/eXj05mvuLH1sXnHy8G1L009vrN97/zboBkZIYLjSA2Q1yH3uLO5/+AuHh4PXf83LXRVZ6wpg9tsT/ci9D2iiwVDQNI+cOo07Xt66kPMxTUrGM7XAzJSM08ZV5VZ0qZBf/8indgbHV5Bef8c1r3rp67/mtkNFxBPbG//oV//zWhg9+OT6//Wv7v2573vFSglYDTPByJh1b8UJyBOxBwjYTLjnsw/Hul4q6Nz62hPntq+9RsyxRYi7oF09U59Q1rO+Hhco0XnfS5lYWNtRpU2r7SI6NIvkW5bKELI6qwERrBAu0LrACSStq1nHsAAQuAQV7QGvETZtqw8jEZLPoqB2H8kyssSggJKQy/Xm1lGua+/pzQQGp7uthTc7ZLNrtPVxZ642AvJJ0Cr08ik/BSl5AxZMCYktcasXMlAnTLLEusPtmChZYovQmkGwWkxK8tAxzBxXbSmwzucvZDM1jVFB5JC22kOcfO5OIxpnyrfWXNYJ4EEuH4rQkGlJF9BgBwKVxmVDlIhy/IF1pu9CDmwi21UEWL4SaceHC5ifVe0zUGpjrQRANHqtRU256Pzc2W6PhOjgCURQskRQhCdZViEr4QIPAeBtirQJMHjUTiGbk0eRgMTABmJrOh+95FgcyLKkNys883MhS5SjqdpAJ7DowY4c6RhpB+IAF0EK9mDo9BXHl/7F3/7RSHLNqHDYaa1QU9YJtyS88zNoBKawCDcCmEzaXkLtiLmWW+xFKjmCUjYuuRBzXbxWjEBpKtRUVKT2W6oc9fSAsyniOmxs/gTZFDFrrYnEKfsAIRBTVq8RoNm2kJbGKJMfyICQsgEjace4zGpS7VytDq40E6sHlqAAUkmpIGGroQ3ATKEgYeTwDCXAgci0XafkwQOh0qhIYKOCLeVib1knWe7X44F8HkmCOVAEAuDIkxFghMQtzaD5uA+ZCbXzDSTgAZCMhKDS6gOzGe1b20KnZEpZu4gErUGB9zYtzvI+A7VOHOviXZYctYRUwaCCrUEK0BpoCDXUMRJDeW8PwQKiQcZg5YVOf6sDiwTLbJkAWDQSBQNgU2qXXo6IehBDm87TYTkMLqaAYyq3al4s5R/+zI9Dsbo8WvAY1yiKNjXFw9isVb1SdnxkJtAAEdYIKgckIFIpUFIATATtuFYrmlBuCTD7VgduoDYMx61+H5xjktnv1VlIxqa+DrccqG4+Oopm0XSJ/A45R0jRHon0T3/nVMXxb37v1371cWyjGBJcsxN9lePMOhdI1OzzIAZ5hmDmaMtP2RS2r1vgmMmR9xCm7ELqaGrnAissGEhJQrfVoJUkwJtRdquRQ+s+6HwHlvY2fyrgYmIkAOqQaidjpBrY9XQNoYGWSIuceXouWUo068vGrWdTKQf7yRFxrnHDQLvhE8gSYDHLFwBQQSioc6myoZW4W/ZDRlEns9r1ZAYxUCdrAbXzJwsWqPWXmUHHAmViMmYjNhMkaBBEGMEKpwYKUIekYKEs+ucIbWAT8VxEOjms/pcf/I5oeuLwaqlWUCQOSDWMO/9jys5HLwNutRhOOPvspkAE+0iuppIzK+qEEiV5B/YtpU+wpiCvEDLrTu0kxtbqXKCEhtBQFcgHar2HlGUy0EIE5JzWSNsgByrBAyMHAllEmsISiIkqk8rMuPMsAObAjFwzhNqzhodgl8jFvQyLxGF8rFqURfzN7737yOLwzuupiagsgINKpY63gQIo8pIHERUFMVlojRxLTB4WQQbHiPXhUfGTP/yXfsT8S0c25PMYT1CtiFtMrd+1dfPdhPrH3vRylAuBhEL0wp8+S7/9u+84iuZH3vj1i4dWTkUc5cEGuRVA63ge+LX3P1KXK3fdduIHfvittx7GkelO0sndL11680te/aEHNv/Br3/sgUce/ae/+e47bvi2W0eDE0X86295yS/829/600fjxx46d9fJ5V0gAstxB7oZ3dHf+NSD9bT5zrtvuGYJKZGABkGdl3c/vPOHf/bUzde/9K4bTv7B+z/wiQfW1+GWkKd39ngi50zsy3VUsJMIjL08OMavfez0mZ3qp7/3dT9w98ljwzjUHYN/xRG57W98zzvvPfXzv/6R937k09/z+utuu3VVoNAG5MSGAMOSJ4nknFtmyIKlJtmfrbn3feaJ5YXyu1//sn/2nvt+/0OfuOOvvoFVK86zJc02jAg4kr4+Qc/6XvRpfXsxl67zjOWzKvsPiWVKMkUbgvMAwzzANJeqEl3uB8owaQkgPOAVDDNGAqymfOLVWa4GK2umAPJUlBCkCMAsJxsotG7PPyqNKiNmiwRL5PIR51oJjwGJ8smb3UtqbfyKOlbT2nx7MYZ1Lqqc2pR2oRNYAhfgwZSrcdbCGTMiaQNrAAaXRlXuWOfMSLezaLOLWBmo27LbaInPyscuajE79tS1ldApEgPsDeBCqaopD5mJTdvUFKpA3jRQq/NkyxtWNuiojRYaOUprEDIUs9w5gXJ78BiQZfEFkTHlIIa1kQYwwAqnBKcTIgOgnaGWWm9/8giwmLAQ2PtW4ZlgBCOC+nzq6wTWwAI0kmRWx2zUanLaSFpMXCkPBEYW28Swzhee7TYDqtbXm41PPy/6klbz2Sb55MzJcpbCadplZhZANCsiEQFCxIgLbHdcuxIJOo1IjSpDPFvI5rhxEajMOR6lQmwCja1xDM11xQBSkpkUjU1hObol3CWMERGTdGGixCYgR9CiS7gElzCLWf3VOgBkTNWC1bBNaAMi8ILCB1Ab7KIcEYHLBl67ZLkTZ4vQAtgj7ZCZE0kXRu+VdIK0BVkFeRhTm62Y6WvaC4AQB0AgHgKTTsnNIA5ol3sgEaAweAvSenCyCqAElzW5SG5BAywSMUgaIBFXVMBqWGAiwKllnmjcmvs5jZ9BkkBKopCcsdlahySKoiHO+rZCA1BHrhJXXaaotumplmPvkDy1ZKm9tjmvFs/ExCClosp5sFCzQpAnPyvtRWXKcBqysssLuwABFVBqw+k8APACuFIzRgA4tUX5Zt59BXmDJHKuS0am7iKRpqgTD1ZKrpLhliMLRWqSQJNaUUTOIT50jicBe4hL5GO7WbNAQEoGn0vhgT0v+NYHhmWbSztsrWqBlUYlYNR+rHaa+m7RGdGeYUQgyTRp4AAOrW6NDXUqiyHiGER/+BB98tOfe/Xx0fd/48uhaZ2lBDzG2zTyQIk0sAkswFJ29gUa1JCGeAEQjWRNmyBGrpUNZv0wl9pJf9tjCUZE3PGojvtNCCIoQN7mMhU5Ry00AJpkKSty1Zjh8q6SE9UIMGNymAANsKBDKIEdqAbXiZIRwUrSIVnITqhINPOq0FyUklvuTcg+J0TKScLgHC8FQmkuK0ZiK5ngjsODyGB529fOlYquWn2rn5wlR5AlWA1LIGdURRYFnJloDQ1gRjiOqBRXSUcwAFNwgKsgtWKLywq6BHMNIRIcXCEBKSFNRWSRqtuvP1DnGL4manZBCZw5r7SeHVO0T9RRm3toQIIFUCSokiTykhPO25mYxKJQQUitK4QKgzSAI+e4yuNhMxltttQZSk7JzWl2W05IpnupBJZAHLjMPq8BidcaFmAAOzMEqiIqR+Z0Cp2QNpIdeTIIPKxRTAFfoJuLWOLgeQcaB2iOWvrxNx2GjcfhHPtDXhtMz3C1WtAKt4bODtIWqIBbqlGV8IQCYCXfAAWYpg0qZiYBbjq+qA2O6AbCJtrmBFmT2ro7CHAWnE+w2mkhFNikCDbkdGBBShuXYXTYu9FkfeCPABoq92CDjzxwZro1+a43v/plB3AEqOwM7AjitCzKN7z8wCfO3v7of9z4xCNPf/bRc7fdcYJ317/vdTeu37f8s3+4/S/e+bHbf+ovEnBuGyuDGrtbZ1dP/OdPnF3k5i/ddVwUJgKVlbi9ieV//5HHz+rS15088G2vvfljf/S++05tPBpxu+RTSdFWbZX9PQyRYhTPKdRFWf7J5ydPbzZ33f3aN99140l90qUEXiQ3cnF8wNn3v+H6T/7xPZ/57BfS+pOgVdAA4kCeACEHaAlpAOKRaM2629jg9z91+uEdd/cNB37sm17+S3/06Hvv+ez3vO3rr1vmaiYWo5muDATq+UbP+nrsqTo7gsQG0i7XKsIlVAAzBHCUWzNZrlPSnkWxNTC9sIdpYp5VbXFEHsSmaS+GyCCJ7HaBXI5iwDKkxQQo2AjeSEyhCSxGfkpiQEFeEBhTMcfKZFlEXndiK5B5gYMMAU5z2fBEEJvZl8imrQOKNs84dD5mFbNin+ww78GSaDAhTLJCiWjIQ1FqU64I2sapHBE1cBNgWZbUWl6YOmmTB3kwWSAoyCkoAk6WanZTtNKTIWiBPNBWX26zLeCMipokAUIiNHDkQBTJ1YQArEaGIZlZp8oiAMywCuSVZIpc/YIEIhAHK7KwlmY5NbOcsvanfbovU5gaLLQRAUdwRrOMIylAbW4XD8DDPaEbCYhbhzqXwHINmWS2Sr6AFyQhBZAgOVy21+u2K7pDlFUZ2mZIWgOtQYMAmrbeu0pIQdJwVRMJD0oaiG7vZdpkc4FMkykTOwEPzWZDxSAk8mNqj/ySUWFQwRE1HesDwVKXnUhtCp8CBt0FlIUdfFc0aKZKBShCFkFFV1AHBhepFUYaVxUdgjY7IMdVSdNZDXCdCRG7q++yH3M9jCGIEhc1oAQnBaGomp0c1h5A2SJgkco0y520FHgxl1kioLBKyFodqam1ATFuE3WocgyCGfuGXJyrh+Q6qZmByLrs3jaEktPb8lUqzBStus/NcnTNQAjU7gIwoewa71LzUqcaHcwUv1CQr4l3OoNsyL403yDVWS0GuNY4Lrq6MNkitZqczcW7pMszJJK8AGuQOlQ2GMMZFUNBAxepTHBKHcG3AJuWWGj2dN6OadhFPJTa2kXW5YaC4LIRb1RMcr0c8t1lSMUiySAOpkih8qO1SRpVjr1jkgB2QIooBG38iXxDiEApUhPqdg8tB5KQAIvOHFM7dagNDufMvOzD49btZQboNhGBHDEBziBktH/Fk9lMVGg54kcGJ4hTsKEegwFZRRwjbsIvffTTD5Cnu29/iUNUSwLJkbWOemmbW9jKwIiola2m9l0KwMg3LAp49c5CIjdhjsCCwucln8eeC+KCiLsiMV14GSaIVS47AiPLtDazVtqiNvhOhJIq7mTtrltcDTiXBgkGj8GUQG6pxHQCn4hEc556yqVPUrcJUFfmBG3Vpwi4nHIw6BJHs39KZ0MRzoGcsBMuHBWx+xBuVSGpdsOuBliEGdoIJ2E+USrv2wYQgV1DspNzjIkWqPJt3+3StFSUCieEhJKJIX4CGMohl2QuUMt1C0AxqGiSfTu5XOK4AREqR2CCKagADZSKmnI9JBFgAhQshY2yH9HlOK1FmLEpALYkNtuEmSyB1ODAkmUgEcj5fCNZgCH7KT24qw5r81ok2junGEDKec5cOlkAjQIPt4BpJ0ZapFLatbJ3qBnIuPIkoCKLchOVE6BG+1btPMQ12MmAOACadBqbiSss+gEBFRm0Rr1ReDdyo0E+BSyAXYLbBRL7AS0DmBACQFyUfgiKSCkYAmOhALRAzEWyLDLyVprL4QkxZIiwA/HRRBwncPDYqGlXi+AXGuMaAEehCE27sXz4cYyD3XD99bfecL0PKEXRbIGOYrrFS5WrVr/2jhP/zz9+eGnp4JNnNzWdKFwBHb/xNV+98olHPvrguUfWwg1HZVQApigWP3hf/eja+M4jCy89cXjYSnaIudnYCZ94ZA2DlZuPDr/6uqUbjh/67NrOnz6Fl18Lo84LTwooQ9LcMxPngOAwrVBun3ncWZDp1k0rcJGQbBL8uqAK5erINYa/9VffMBy85ZpDQwDKBVPRWXIOUAfENumFyMIkDf/o3odqHlx/7NAtK3RgZens6fDhex8++vqbqnxMw3ImKubyVnr0rO9FDZ1lkbUSC0pJSTjrxnYafGHNnt6x0IxNw4Hl0aGV4YEFLAoKRgGN9a4jPH7OOZHV1cKAtR08/MS57fFkaWHh6IGl61ZcpTYqJISUvAiVxqIyWDf53DoeX9tpxjulxesPLt12YskEACrioTmHBsbngzw61qrkowMMyJ+a0u5uOnPqCQppcaG89SXHPHRju55GSmoJyXuZhtBAzHFKqCxxnF5/YDhkEhAxm1kJ1AHbdXzq6fHG1thceezY0tKCPzLAEjUUtq1Ybeqm9H7aKA0WHt/B09vTxze2Y4wHR8Nbji0dGS4GNZAzrhKKOhWBZTrlJ3ebXSnKZurLgpiaiECICs9YtObkclFZYgYgk6DJy5O1O7Ven9seb0+bQvCy44duOegGJCkEL25rXI8GLkY729haSAFyYAUMnHl68uTTpxvybuXIgRPD17rVkMgzeU0amrLwmpK6cktlLeDctp45d66eThaXlo4eWllawKrQgrlCa6GUjSS0Cvk5Sw8glqBQSGLvhEXTiNViZHYqxU6yidB6jcdOT9c3Ngqi1eXF1WF13UFZBjjFEENRlDAT0qA4z25HRw+vp6fOb012t1cHxaFRde3B4ajwZZfoGRVPn1lr/EEhc0wwM6Y6qHhoHUeFG5EeGIigCBg8vpNOJxkMcLwoJBZPPHX2id3ttakeOnLkluuK2+CiwgQJiEqFcaPy9M54QkXh7NioEqgZCvYAK/PTE35sJ55a3x434eDS4uGlweGhv16YTB1ZikEcm1Jisq5WEJnBUpSVRP7Bpycy8jvjUJW+YLaGhoPB+c1dX1ZOw9HVciBGqSGRQK4GNhWnt/DU6bWt7Z3l5WVaTrcelBOyWJmQ5CZpPBfbDDAGk2okKSbqzBUN8NR5feLMma1J7cuhOH/ngWppdVGBZTQIm7DIsnJ2yuuTdHx1aZHp/oAzZ+qNs6c928njR685tFASLKQBQ2BGMp02T4eQoi4MysVh1QCn1uKZc2e3tzaPrYzufMkxbxiGc+BygsF55+59wteNbK+fPTSU61Zx4tBgWCQfw9R44Ixgaxvnz8RieXkIj2VmSxMkTd7XhGmD7fNbxw4vSaKBMFljarVx8u7xzVizOym1G5aAb5JE756q8dBaXN/aifV02fPhpYWThxdWShQpOVaoJnINy+ObuhU4AOwAwkA1MSdGClgUVDq9fsk7igCNA6OgMwkPf2E6XX/KrxQHlg9dPyptiDFVAUVXrAjJHSODxPEi+TPj8NhW/fhmGDe6OnC3HR2tVrZckDaRvCYwCTWGXXVnz43JFcuH3E632cldAAAgAElEQVTEmU3d2No+u35+cXn12MHRjauu4sVRgnhBsOThC3l8bdpM69WVpcUBi8aBGKUAlgC/TXj0vD2xPk6ba+TdaGXxwMHFowOJNBpyEkuIyuImxptr64uOl1dXJiE9cXb76c3Jdh2XlhZvvGb52soXVrtm+7QfPvzYeHtjg1JzZGXpphMHV0qJUxtVzmJwAmjogsliuY6rQcgTgyiiGAJpV8qF6RjgJ87G9378/hWyb37tjZOgpXcLqXGSALcUdiCD02N+4ryc243jaRp4uf6Qu/GgDCmVabLrR6LqYIA7tRPXIHA4MKRFLs7txD87tbEV7AbdvPn6aw4slgStA5/dqKeU4EXhyTypBejAC6bbh4cydLEsQGqAC1RNya3XdH5r94Hz67tb548sDW88cWxlyCMeekBDrByn2JjwjvgJcGaKhx7dWT93zh07snJgeP3ooHmaoiAdlxZgMZkEwdo4rG1OFkp/4sCADGyJCJaSUUriHj43DuRvWPaV5NJQnF0tLocdYg0vMabk+dTGpCaf2JmCFA6eVc55INiyi8cGbsFRKYmIrctoorZOVT6oXVCOVDy8pQ+c2Tm/s7tYFTcfPXBoVFQO5jdSsRVlGgkQrIXBZCrTiE3zja4eKLia1FNXrClpAa+2iOmNS8MBEaHcVTyxHhqNh5YHidWLg3EyP5ViDGwZNnaxdvr8eOt8Mhw9sHx4dfnAMifFItMCl6Q1W3IIbFG69LwI7yyzf66BMWhjgqDx1JPrT+/GIcLRxcGxY0fKISrCiKhSAIkteTiy4LRxluPfWQReAe70VE5NsUz+pqVrtrR4bD1+7uzG+rhZWhy99PjCLcNymRaFk5moWomaQUnKs0aPbhan13U8nqbJzo3HDpw4vOgFA4/luGNwMYLLapKqDTfYrO3spm1v727sjLmoBqujk0dwkqqBDJkjxmeHi0wxgMRkuZbR5zf5sZ1Yr58ZInhfHL3+6HCBBwnXlEusYwUKhzPr4ydMbhuVyxhAHPwo7YmsEgxMNGFxPCR2SmhAk4hJgeng8HmOE5Sly3XCKoBzKbG1tS1TPbw8PDy0VU9NbMrBAUwrjEqW3REmw6Q33XJ8+9z06XOTXcXIVUjjl7389te8ZPf3Prf17s888aMHbz5Uku6mdRz9f9/xMdL49je+4rrVoTetwamOpeijZ7YeOq8A3XH90s0reP0rb/34f7rvtz9y7ru+6xCMfZe/nV17NM/XGYiRODpD3FovdbpSiYQak22UFSo/FhTVgIEFHd9+jEFTi5bcQkMA4FtPlgDqTJu2lrVSPT29O7rn/lPqVm8/ueLt/MtuWPrUY/a7H/zUN7zupgFAcQLOjiGifQm2PXrW18f65lonJGuzRj7/xM473/vH7/nkmQfOssapUDi4JDdee+g733bnN73q5OZ0++hAfBUe+8J9P/l/vv+6kyd/7mff/qn7wq/+1jv/5P7H62ijwh0Y8Pd/y9d931u+6pG1cO1Bn4DdxrnB8PQYv/Luz/zmBz/z1PkxI+lkZ3VAr7528Fd+6C9/1Y0Hdg1DVyJOIeWHP/vE//rPfve2l9z8D/7nt+6M8bPv+sIH3/PBZmcsKSwOy7//d3/i8DXFr7zrTz/2yfu3thvxy+7cvYPF5aksTM2XQkvYeem1B37uJ77j+FIhxDu7Y18NdhW/8hvv/a3/9L4tWTk1LXh0eGlYnVikn/ne133zTeJ5w8KwLIsE2bDqkcfP//K7PvnJ+x4+tbbjvHfW3HnbjT/+Q99eDAaA323UXJVEpsAf3PO5f/17f/RkXbnpBrlyurPhBkuxWFL266dPfe3Ny7/w0z94fGg6mVpVmJc/fQL/P3vvFSVndeft/nZ4U+Xq6uqcW62cA4oIYUDknIMBD9jjnI7jzNhmHLGN7XEkGdvYZLDJxiCQJYGEhHLOUkudc1d+ww7fRbWwvb6Lc3HOxbfOYV/WRa/V1VX97n/4Pc/9z29Y985mAUqYETZIhSnuvOq8C86eU2UbloITspTSgWk+9MRrT725fc7Ss++++5wnf//3g3t2dPYMCCMmYg11k+f++Mq6pdOqKGDKEmc+pF9Udh7sRB7f+NXLfaP50b4umwjFzPr6hrMWzL794uktYXDCmPDAy0Od95vXimg9oaZWZY1rKC+NhB1RsmDKIijzPc1CKZeRP7x+YuPeY2/vOqaMcLnFu3DW9HOmpD5x8ZS4UpZlFItFRolpGkVB9ufpj373+t7To1oppkVmsCtEgvOWzfv2568qAlQgwtHT2//d79z798glRAZc+ZwRMDPQtFgqaTffmArdfN6Muy6aGlFSU/anZzY8ueHQ6osvvWJ5zaO/+l1nd1+/Zw2qqBNNNDc3/3x1eOqcOYSdyZtR8/Cp4Xseen7E55ddvOqm1dOTlGmJjEe4xU8M4/GX1764foenDWpHhgf7HYNddvH5n75ockddzJnoXitOJ3D8ZxxlCpAnWLgriy/d9+ccLD/Qvu+FHBNSBVKbTsiXmGv1fP9Ld0yvdBinvpAlzovAk387+KfnXxuXZklbeU/VV1vLp7Z+5ppljaFo0pp4WJoAh5qATTNLuCVqmAFQ4vTQOA6dzD/+5NMnT3ZGk+m84r0Do+dMT59z3kXXr24ujPl1UQMgp4YKv/jL22/u7//KFz6RUsXvPLK2r+e0gxJVQSwRv/mmG5csqG6PMKtMPyJcUOPL331wcGj4G/fck6rBi2s6X1/7di6Xyw71TE5bP//GZyZVhcPuKCJVJ8bEF3/71uaeIFtQsbiDgUML6owa0/38nVcvmNpMAWg3cIuv/G3tc5tPrDjv7E9cufTMHqJUBHngT8+/s3vn9u/81+dqIiiV/JClCYHSrKjwgwee33qk9+cfXnjOquWS0AKj+7rxh+ffemfPsdFM3rEtWcpWxMKrZzdct2LaivlT4BVhmhJ0HPj+H9/adGQQVtQHL5bcmuIxI1EzlncZpU1RTKmyfvj5W6JEgBBmWvt65P+88Pb2XX3IdY8F3clo1bVLl11+67mwLM1taloaRClkuS0DRAzsPtT10J//tvXIQGfJTrdML432N0b14uktn7hi+fTqGACRLzmRkAs8+fr2Z196LdXQ8dFP3bh7d98TTzxR1FxQa2As39HeevsVH7p2WdIgkRB8GCrQGC/qb/3qqaM9o9dfcu7dVy6McgJRAOPCFxlmvX2o8KNH/twz7tpeRkrfk8Xm1qbbb7rmknlpSnlYlo0GfMf+4w/8/k9VlVV33HX3/uM9v//L3zrHVV5ZSqnls9q++dHzp8XtqM3ve/r4u5s2jg0PUhXEHGP+tLbPfOSytkrTBSxuQJ1ZxSRnlj4AVd5ppAaHQZlDIEYB23Coa/xu3b4TGbl6TsPcpqgwQAFbjYMQrQ0aiGM9w796efuz23qHhS2MSMRAHR399OULLpzX3poADBBGoWkmW/r1Mxuf2tI9ecace7+4bPv+7GPPvLClMzPu06Q/cNtN1994zSyTYecRfd+DT+RJuKAsSQ3OOZRU3ripRSIYWtIU+ubHr69LWVC+C5Yz2bqDuUee37DnyImgUEg5tCLMpVc866yzPnbb6oYIlOQ2F5xIrUkedmce37nvlUJXjxuoUwGo4d997aIbrlwGOw45yoIcNGOG5QKb9p544JGnF82e9o1PXw8FPrFxTShVEvjeLx8/PeJ+9zM3nD8lAR0QnNk71YBSnlMvCDIaRYL7Xtnx9637pRmVigKcEqqkJJzIUqZSDV8yr/lLH7tGS2pyov+V/ElgaGpKQnIE6/eM/vGVddsPni4FgkFEmDhnyaJ/u/lsK+YKmlGm7xOlOFWgj/15x6uvd45TqkMsKlNkaI2Rqu8NDG2ZtUlewfI//PTNLQmLmtbxIdz34MtDg70fv2n1Jcsml6esAqzPB0y8tHPssSffKIwNjvX31FSn/VK+vbXluhsvP3t2xXAOk01qUcoImPQM6RLNSwFcgFBOFaTwCIMP9PtYtz/3xONPDPSc5vFakR1BUJg1b/5Nt9y0oB2cUDsQMEGVEh4MCK4DpkV5/wCEgzEB+pcNh37xl3euvWjxHRfPemntkeffWL/31CgPJ23bTFLvczedf9uH2m0AgeCUEB1QqQJmPbWu+2cv7xiVlvCKlp+p1qNNVuGuG6/60NLpXLpQ2iA2mO1xsvk0nnj18IYtO4u+L1i4SJxI0j5rcvzqxa23LWzASJeTjENKGOHhAi+Fwy9u7H1uw8FN7+1oSoVldjAej1Mndtvtd148jyUJ44Jz0xwv4MFHnvrbieLnrlx85wVzbE588OCMWulM7JBqMEY5KUPDAc4hFAQ1hSaU8olErJFQjDJJOYHnFjmko0txAwzwua10NS2P0pnJESQ4t7xMSWhfUm3BF5zxWABcPL/xuX1HX9vT/7HzJ3HpBUbi8bd7thwdbks6Vy5qN4kkWmjY3GDQxq5jvcIVsRCm1lYYUqyaO+m3aw+v29OVvTwZ5swwKIQor4KQfxkrABQyCAhjvoFQssqH5UnmMQtOFCpgnhsKmZVMBV5JScEsG5QTGIT8g6gHoByvYBAU5ZA8gR3duW/IdRWz8/Naq6HHZzZY72lyuHe8b0RVxOEwQDNQg5xJLHxwPqj6Pjj/yH68D2/ThAZAb0Y++PhLazfvTLdMW7l8RqrSKRW8IwcOHj1x6Be/3tu1+uw7r14ZAH5AApk4UTLzg+4v/rht+7at6aqayy5cOZ4X27fv7Boc+u2zrxqOc9GqFlN4LgzhmPsG/EeeeXP99kMBNZuqa+trqrTwjh05vPvk4Ilfv/iZT9+0sMXxheKUCk8UidEvY2HXfvzlfbvXv7IpF+9obU/Y4ezQENFeTZTZGoby/UJWB0RpN5ZMSWaWAoOE071DA2N+0aJKMSalFlQ7kVCh6H3yNxu3bNpYX9vcVFu/uH1670ipezS379Deb//2pfz1Ky9b3BBHAEVzhOdD+NlvNm7eddAPxMxpUzpam5QUvb09X//vXzd3tMKIKJcKpTUgFITv+76vlUEI0SCRWJKHYqezuqRZwKODOZEr+toB4YYH9s7+oXt+/Wx3RkRi8UktjbbBCvn8iZPHf/nkXx9/cc29X797QWvCF5pBu4QMe6xgxo8PF7//y7XDnQfaamtbO6b2jJb297kHDx7+Qen0Tz9/xfQkqPRAfC25a0T2D+PL9z7ePZwJ/OCsaR2mKg177GjX4J4jL40ODfznR861LQapDYMSkEAIgzM9QVlUHNRQ2qBQhJa0laGWBk4PFFoq4gZVJOTkgYcfX/unVzZ41Jna0jF12mRRyvV39+zYtf/EQVkYHfjCjWenheeYRIOWqPmXTQe//cgrJF7n+157Q1UkHArqKnu7O9dt3n3HF7svWrXslsvn50owCJRfgO9xqqj0AFZ0AxpOeMRmJjnZ0+d6kwkgNc37cFlksET7C/jez5418rn6xuZ0uPbQcHCqf+R4V/83Htj9tS9XTWmtqzDBVABuFFho35AYLIgVkhICLaTBWUCwuyd3z08fP9E/Gk+mUrZdVV0zUhkbHsv+bd2WzOn9X/3kddMqwxHD0aJIKKHU/MeWCJlIHJocWpSkWwiFY4YG1cJVmjvxgULgBrD6+6lpFYvFsKnAnJMj/iPPrXvt7fcUMeqbm51Ufc6V3Ufe27g1N9Y/8stvXTOi4QAhojk8CkAzEC5BPYUQJXlPHy8G//Xz1w6d6Io75Ozly8JhR1ix3qHM7oNHN/3xtZy+6DMXtgQygHBlPLx7zDyhG57e2j+6d0MqlZ4382wW5E4cP73reM9P//TSrK1t3/vEeW0hGJqUPBEIOqxjg0Fhz6nRTU9vPnaiKxKLz509U5UanWJ/POxELJZ1OjqH9Fd/+dR73X6sbsq8hbUxm6ix5OEdWw/l3FOPbv63u5uvbQX8wDTNVFVNb+bgrpNFFyhKFaYUSgvgVBHr9nR2nhrduK9v2ZzaRsuGdqEUGBnI6sP9uSEZnjmlzVUoUrx3bOQnD79yqnfAse2ZbbXpdNXA0MjA8OjzW47v7hy6J169qDXJNJEETCMoZEw/y7nmnhslMJxwzodnxEquV+zqm9k2s0yPUZTu787+8vE31+47HTUqZ06b3jBtBQK+Z9O7RwcP9fL5hmkqBQkQhrBwM7D/fCD7vYc2nRyQLfXTL22rroiYx/uM9zoz2zeMnhzf/MPbz+qoCjmGpsKn3Ew2Tdvd/1JNhD37xvFd619tr0myWOWIRzJi8Fhf9ru/erSv9/zPXTnT4iZhWgPcJEdH/B6ZGNNRTYCgCC18wQIn8vvntzzw7Jsl2K2TpjbF2wuFse6BnhOnen7y4JPF26+6dWmTE4BSTbmiRmjHeNiyG8i24Y2vv9Zck043JU+PeacGRjcc6Lrlv5/++udv3LRm057Nu+qbmtuaG7P5wtGjx97Ze1I++sY3P3NZiKKSQ3qeZRnQKAsw6L/aJs5oErkCitR+fX/XH9btj4Ujn716SaWBIqAVypjQQNK3T7s/+tVThwZK1ZPmTa1vjVWY/YNB79G9P3h83aOvbf3aZ288bwq0lCDaDidyNNbjR2jO+PUze/e++lzIcebPPkvY0aBrf0NtOs4gNRzuicK4FXU85RNAB1JJkYnPLA12j2odGs4WrbirKaiZV3TNjq7v/u6NkxkWr591UYtRFZanj3ceONr50trNIx77wh3ndSSgFBAEMM1NB8d++OBzp/qLk2Ns6uTmmQ1t47nSxk07hsbpyGiGm8owPcB2fRmYLCfQn5fDReFqRFgZk6M1qPZcbYcG8rorI4npKF9QWh4Fvg/HUqoczQ00JSRMA+5nRSDBLEUtoRnAxljcd0tKgIdiQsJQioD9s4AHSkvlSdMsAO915b/78LN9w2PJZHJKVWVrU72Uout018/uf6zHrye0WqhIwUfcgCaQMq+QhcHASD5fqk6lRgXMeHowm88c759SaYRCEUppAJQ4TuW83qHceMACwAxAGAHlXgkvrOu6/8lXNCUzWpsuOncxEd7+g8ePdA3++P6/9Nx8ySWL6wJuWJppDaIlp1pyU9rIAaeHCjUWq4lanlRFQZ9/c/eDT64JW3Te3LnhaCwSmtE/MPLuniMHfvq7BTMmf/euFXEzROARAqJhMJRROmfSYsQXSnDkQYeEs/lodtuWPw0ODdU2tl4yaeZoNnfyVE/eDX773OvtbR+e1hhNc24qvxCQQT/+5PMbH3h5U9GpaqiorGusiNJI96HhTMC+9Zsn9wxe/f1rp2u/BKpKgb+737vnV6+eHsrUVcZa6psq0umhot5/amTt1kNb39tWuvOCO85t155vGbSvQE/L0Je/s2bPiV4P5tRJbU2VUeZXDw6PdI/mfvarB/LXrvj0ZXMihh1omDZO9w32BNUDwvG5SZWSFFSf0XFMhO2ZpUGVCyirzAigpqFhaJ9rn+uCpS1JbJfRM1YPQBMCzZXgWlDCBUieWNQoc7y5qbWtYAowLVVZjEhRZjqtnF3fWDuw42jfhr29Kzsqegrk4Ve3lIrywgsm1ydDgIAWWinFeCCcLceHDCZWtKcak6by8ws7qtpS9oah3MHO7jlTmid8i4T8q4R+IgtB7bDQ2gUmzWijfOu2vUfX7Wm4aXaKi1GTBdVegWDMNJLCio+CBIADRAGiAmgx4U8m3CCMKN8kZplfUNKRd46esiKhyXE9KW2A2otbKh/nfKQQ7DvaOWVuIwymFNEwmA4YCRSMD277H1R9H5z3v5tnch2EaEoC4O3tx/6+bX/HwnO+/LHLOtITYhyBRa/8bevjf3jy76+/dc68afOmVBvM0SrVQ6pGh4uFDe98/Larr1rZXA4Tvbts9vp3t7+x/t3fPLPOab7zjrpMoBMjxLz/xe3rdhyzDfOLd950xfJKXyEIkMmf/+XvPnRqKPfz36358devaLAotOa2nZfFoUzgnuwf3Lt++fTa175yQ3NVCj6iBvyiZxgFQui0q2e4l891IrYExgAPGAXWHsT99z8jhoduvfG6ZIQ5BEJo15N/e3Pd3w/nFi1cfvW5Cy9ZGI8ZKALbevDO9sYnnvnzdx9fVzPno+c5RRDTA945jDXbjtSm06vOmv3RK+Y1JABgoIC/rjv0m6dfRGgpNwzIwIKlKa47f95ZK+b5FqIE5cyDBjZ3qm/98rWRYnbOnFmNNWHiZojhZAK89M7BQ2Nk1YyWb3z+ipoImEAmwJvbT/7k4Ve6S+qFDYdnti5mnrDCvBCgJDCcLYwdPX7O4tl/+tWnEwADXGDdvsyX/vu3752se/Hvh9uvmhLRGpoQO9Hvsru++uBornjRsrl33XjurFow4GgGz2zo27XvwKZte9fNbLvx7GbDcECI1kQSYkzA4CTT1CLg2ncLOWbY0ojt7xVdXV1Pv/zGPV+4e1IDkxoDw3jt9TdMEdx6/UW3XLckTmEDTOGpw/r7P//dM1tOz5jdf8fcavj9IKFBOA+/dTjWMGWs++jPv3nXnI4EAQTQOYhf/uqx9za/3dt5bPnclhlNFYnq6qd+/3C/QohOoBGKgA/8z+M7/772TaqG71hySzrbLUPRMRLXzHBd/621f79h2aRv3XUTB0YVXIpn3+y+76cPbTP48+92f2VyHQUoU5Ayr82SnS64bsnTNhBmxAcKGk+v2bft5MjyxQv/81MXVliImSgq9I3jnp8+vWbvqda3Dv/HzfO9gNhKgoJqPmEYI6CgoOgQ2cmh0JvfvSESjUhMUPxzGgd68e37Hjw+nrnxmisrwjTKDEh/3Gf3Pvx8d1ZSO/6Dr356dgcRgAWcHlj0hf+6f9POQ9/49dZvfmqRAZiQ0CVoBhKShHoKlm1rrWyLbNnSvfNoV8HzvvWlj10+O1rugw4HePLNjj/85W8vvLjmxgUfrazgzLQVoUUWL+WG//rqW9+4Y/ldq1sIoANIAz98dOfvXtqQ2Xlox75JHYubGRijsEzuxlr88eBHP//1ijlT7/vPf5/ZNLFlSgMkDVDoLpD7X9m2+2jXuUuXf/yWpZPTEApENXcXF/7uhYOPrz2w6cG9l35/VphzwtAyeepwaS0dzI0DYUnDRIIaCnhjlzo+rrM6tmbLgRkza2sphWSgFBSHTw6dHimaNTPSiViRYkzizxs6O4cLk5rqf/S1WxviyBRhhdCVw+d/tn79wdMPrz0x9WOLdAEJGxGKb3/qOjMMohEmcChOSYwxPLvW/dOTf25qabnkkks5PFBa0vThZ9e9tftULBH/6i1XXbQsIigAWNcu+vK9Pz5+Yr/QzeXEKQEsPezmK3773IZDY+z2j3388oU4O4qkRj/w9FE8/Obw+g1/fbq98jOXz0wbgChxmAPZUrRh8vGhor1n/z2fu/OcqbFxF7CxsQ+PPLtjx9ZNTzz7/Oo51RUdaShSIjAteNIY9YivwMs5Se6MuKEdB7O/f3kjscL/10duvmpltSgh6mDPKblx98Fn39j00ONrFjR9eGWdCQWtqbISJVbXczzoy773s0/edtmMGAd8YM2B4J77n+4vsC/86K/peOKt+z4biiOrQQnW7hr5xj2/2br30J7jFyyZZgmNiBOCUqD8/QRZGdah/lXPXQH0+Lj3xR29JXbj3LqFjSEufJObhAIqAi1NSn/7zsCm44Mfu/XaGy6bX52Y+Je1rbP5rq88MJqz7986vKojSimBBjPouKsCZWeE8ddXN3z+/CV333xxlqO3hDlsHlc+yw1z22xvZ1c+8GmP8TKxw9UwgK8ewbOPSQyM3XrnXZEoUwCjxvhw9pknni6M+Z/59NfnLSIrOCBg8ZUvbR569KW1r7+7e8qklk9c2q4IBeHjOfdrP3pGWon6xtS9n796ej3pFrA4Rvtn/9e9jw4M0kQylPXGQOpAWQCUQIcKsqSMCdjoGUM3My0FjLskI21PM2qYkMUy0PB9jKAT9IHxMKUgxn03zvrRbUu8M1lWDfgKNz3r7X53bTQYv+by88Mctv5HOLzMHgEEY9IFxoFXthw7MpCf1db05X+7bslkkwEBMBLgscfeXvfaIAk3EBFlkloMWrp337jqE7euzgEFoAy68IB1nbj3J89pl9989VUVFufKVdrmDooaBWK6JCQJiMGgAi3VxvXb1q55N2noT33iY+fODiUZfMCTZ//x5UP3P/3qI4+91lJ/V3MLjSimJ6jX1IV1oB9dfdn1r/7l369YesHcJtswYoy++sIrBqGf/+gNFy1pRwm2Axd45PVTP37o6d7+gYsXtbUuqoMIhFIKCKRS+IdMfmIPBQClRU/s3nto1dzmb3/tw5VxWAQM2Hhg9GcPv9gzlLnv929892vXRk04RI4Y9LO/XHvg4OFwLHbXlWfffF5bDIhw9GZWfeHHTx/LD/1he+mK5ZlpDdVSFBg3167bfrjnwJL5s+797PWNBhh8CXPHIP771y8fPZF96q+bL17W3mSZUgRWmN7/6I5NhwZMw/jYDcs/enFTWIEAJsNPn9j1ylvv/O3Vty6f0zKjKe75Qhg858qci4Iss6kUBS0PtcoforLXlE0s9ktQBWgOc0KVCEW0gNYWOeOfJEITU1AeUBMQVClKBSWGAOQEP09TZRtKERWScANGBGCRCS5DQ1x/9KLZ3/n9aw+9sqXtk1evP3TieH+uwjIuX9TsC23BB1OOQYsSeers78nGSPGqhfMSFhEuDdNgfmvlhhG++9jAzGnNHmBSE0Qqrf9pkKABJTQYY1JIqTCpBqtmNe862vWDB54ZunjB+fMnTWlIUALIIFfSOQo4E80mUla8lL89hMkyH08rA6pcvfUFdHe3ayG4dH5rtQWw6PymRNhiBY/tPzHy4aVtUriSWROpWuUblKgPyo3/M84HAo3/w/4cFHmJg8c6tRGes2h5Y9qthNcAkYBMAectnLl6xYKz5k5vqksroOgjUBLhOu3ELzjv3OtWNVdIWeO7VVJdMNO4+YolvlDDvrHzJLOCEssAACAASURBVAi8iG0OZLHnWFdRGovmzT1nbmVcIh3oNgvTUzj/oktDkfiJk6e6uqClKEPwTCdkpGoCZre1T7rt1tunJo2Im43SIkqjph4j3iAKvQ7LJXnOFp6d92kRSSAO7N64S+RGzlk8/+wl1WX8KNXKtFg4EptS7SyfUnPz0nidKlXpoMLzl9bjhgvqquKhbKHYm5EISiDElVizcQ/seCIeu/mKeZMSSAFRgfoQLlkxtb6xGb6npLQ54RC2Eo4WDTYqCVIa4QARDR1gsOvk2GBvUMwsXdBGAK01GFcM249063j9RUtaJkeQkqhjaHZw4YpWww73jRePdQ8CCNmG7wa2gYpkIuLY6WT07EUNjkIVUAPUA+e0xG87d6a0EnsPnRgd1yAM3PaV0ZtHQYcSicQtFy9fWIUK3/WGx5rjuO6y2qa6mqGhwfe27Si4INwEmFBEM3bGS6EBwbWGFrZjmbYzODD85ItvPPqX144c7wyElyuCE6RimNneeMmqxUtmT0pRkKJwRCksM1dOIzM6Wk6N6qNjfq5QBHylgs4Mjmd5V9/AxUtnXdiRaASqgajEjCrMmNQ8rb0t7NijY+MU4Ai8Uq6WeHGRjXqjCT+fAkQOh7au1/nhWZMa69IhqJLrFiMGvGKxIpUkonTpOdMNH3GglqIKOHdaxSXzGkn1lEO9mQmUmAq0kpQxQUxJeCzEowDRLhRcH/uPnQ6lapcund0cRYOJaqUbKGZWYNWcdquiZc+xfgEUvLJ5XL5vIZqgCBJKkIU7UGm7tsqGCkN2rj8OUQEc3r4pO3CiqTJy8cp5NgWUD0pHCsG7+zs37jy8fMWKOe2kAWhVcMYydRHz+ks/lK6s6h3K9RYn9qyhyjBDGhBQCkKZ55UAnO4aDEXCk9snze+IJoAK30sBTQw3LalZ3JK4dPnsqCFM4lMZjA6jMhFlIT6tKX7t4hbLQzVQb6ASmDe9paqywrJDXX3DFFBCUDBGMejx8aJIp9OXfWj2lCTSgF1USSDO4PuiWHLHxlEdt+a1VFy3bNKiNNJFdxLxWplodbB4an0y4nDT6hsucm4AqK2tTNU0ZorqdD8MswyfoArYd6IvJ1he8kOn+kfy8CVEUOZe4OiJTh5KLFi+yrC4AkyGHQePZ4vepefNaY4gKdFm6xjQFMH5587lyerOrj5PwqQwdeAADVGkKdIMCQR0vC/OMNiFt994RZSyF51/7owWwigFMJ4TR7oGfSvZWJ1aNSOSItCezyXiDHffcm0izFUhaxmMA54H5IthLqdVYEWLcfFkLIoiDmnKbBWRH2rH1TPjnqF3nR4vSkAIaJ9oqTTxNReazpzSvrAjFnMzTXbJcuWiWkxpcEQpbxm8v7+vrNl0PWhAmXY4HA5ZpgENJSThLIw+z+zPy1QqtXJWdQJIUxguFjazW6+YyYC+wbHjp/o1AcACRXxtaE1oZeScWe3nTonVABVeMQksbzfmN6V5boTlxxbNq0m7vbVAFeAAMxpT8+fODAJ58NBhPQHHhdJKvj9YgYIWRAdMB1xL4wyYJ6pGD/d4248O2aHQkskVpnQphA1wQFAb2oCWVWlzUkN8xbTknASaIKuDUpXCggbzwuVzUknr+PFhISYoGwwwLduurBo5dOiS886+69rVMVVIAx0OLHiWobgtobMo9FMx7JSGE6JUEZTqlJd0MwP78m737qaYPmu6HbgBVaqYGY0wNanSWtQcWdlKZnLEFSq1igNnL0wvWbSQGs7+o6cGCvAlNZzIUCYfr5nRPey1tDTOrCeWO9rOUQvMrjYvWbE8HgmNZcciyTCU0meqOyeepla4rIUUUgPQhEJoDTixymhFDbgFqSfGMGcmVOVCBSKAX0BpFGM9zB0MucNRXYoHfhLwe0dOHN4XFMdntDelQqAi0KUstCD/GLdSEA7lK2DYxclBGUpUzp0+eUGbWQGEXJcURAWwbGEHN7kUJaK8uAMqUWWSah4YLqgfJBFUn1mce+/t/bmB7uXzZq9e1hJm2mCaQ9sWFIJAQ5QB1H4AFVgQkxurUqaa01p96bxQCohrWQlEFK69dGpdVWXR9d7besDXBNwE54wbhPLhvPf4K1t++9Qr7+w+EhCbAaM9nRxorkrMbK1fMqU1otDiqLhGGJg/rbamqioWTx47eVoCoFQRSigEqPonXx+gLJMywDFYxDYS8fDN15/flkAlEPGQApa3V9x46bmU0ZP9Y12D8AigZdHzBY8a4Xg6Hr1qVVvSz9fwrBg4XOsEd956w+Qp0wdO9G3ff0KDEWoC6Drd61ihlWfNrTUQ1pk4xiuQXZgsfP6y+fNqnXMWz2caJlAaGWJAIacbqyuTKnf1zMpGghqGSoUYsHphvcgOBMWMWyoCkEp5AuFozI7FouEQA5jyqXT5hOy0rI83BIEkADHOqBm5BARBQCyfmooYIFwDBrQBBQhJIIgREFOV+zPKN1UZXqUoAmgJSbXmEmFBLEGoBgwtuRamEBaR502rqKxIbjk6sO3EyOb9/aZpzmlJN1aGcj6B9qFEmSF9ckj1Z7wI9Ra1pzkU5TaKmbbqGAg70T1QZtJqRs5oZv951jfBf2VahXzRSHDnh5qtzOmB0dyjb+395P88/8MXdvUBgzqhwpGIQ8IacSAKlBUgIBaoVSZYywkCRdm1o7MK/SNFXcoundbgMJkJWKUTtDbVE8q7evo1IJSUE5S4CXPPB/f7D2Z9HxyQfzyY8H6ujzGc6hmgdqS+LWlKPyQ8pYnDLEnI5KT9lY/fGkBbXENJx1bUygFhJ8kuWj2HBYh6/ZTktXDAa6dXGzNnzVp3JLN2xwksDXzfGxwNukZykvIpLbFGBwmVpcyFRwxYV11Y/+r6RL7krnlr7VUfXQq/BDskfD9wfWbzL3725qnVRlYJRrmlJKE2Y5ITX3gFkKgyuKKGdFCHUjYXHDg09N7rzzXUt959y7kxAktrGXiEMNcTK89e+sIKnSI+zQ/YrIBsEAnXBdKstnDW5NqNGzcWju1FRVJ5JZdaR7oGNbcvOn95awK2l2dy1OGWSeJGxJ45e/q7fQOcACqA5zGtQQNThirsqBVkwQxXWrlxsebFNy1ZuvKKS2ZPrZGBpgZ3A5UL6MnBXFDRvGpGS8RzuRilCKJOTQjWR+66+f4/vLzvyMmiREQJziQF8tkMVYEBf8n0phoK2+tnJDAVb3dSN5zV8PD+zK7972lyMTSBNjyOd3YfFVZ89uTK86aYfKzbtEoNkfiY0glCLl89Y8e7dbv27C26l0nb0KBCS0X+GZ4pCSS0GOzr9QJZkv5bm3fW1Dd95PbrZ1XShKOkkNQyvv/1T7iKWjY4YDucCB9aVars7Ek1Lx8zjg4oShncjDKtt7aNjvqRxmTqm/++OuoPwPcsK8pIpKiNK8+bW51gHS21MzoalQQDOCcSTEhuGLan6LEx/bsXNu4YUGdfcPtN18zoJaiLthggRQmowM+PT2lrnt0aSymX+CUGrgU/qyZ0dGryhf7Q6YwsSFQxIHCJZWpCNTU0ocQXpigiGGdOaCwTdPYOGdG6ZQtqHY2wKFJ/iBPTsisvXdz6gzcGTw8W8grVNofU0IpAEnD9T0ueAUmBaW2YvoARCguNMY/tONHzmxc2DuqaK1ZfOKUaEeXDL8AMHzo1kIUTbahbvKgjTeEUeqnOhEzt2aE7r5r1zKubj53q3r5LT1tGoAKooMwnLHM1ldKmYfhAJpv1XK+prqrahu1lGDIoKNMKTwsZ93/pOs2QkC68UUJZgtvu4MmQN3LNwgXTnazBfAQBfDdqVS+dnkxEQ909/UODufIvI6UsecTnMWJHa6vsC+Z3tFkuCwohVWIyqhQnZkhovsgK5l02xbt4WsRmPMhSjGI8Q5nVFGm9dl70mReLOwZ3DwzbqqZBFIvUcWYvXPzyhp0793WtrGmE1hCiSLF+6+5cScfTDd3DA2vfObjwumnQpiZ6vIB1G7e4KjV7ERF+KbCsnjyGMsVEMrV41tSkKnExCqgEr7BYeOmUeCUrjnfuN0uXVDhC+zklTLAQMQwZKE2VGQmL0fxTDz3Wf6xv4YKzLz6nWgKMUeWJrIsjPaOsbt782c2TIqBuqcUJXE84xJzfXtfRWN3XP06k1NCcEy/UHhPyfz5+LqTL1AB8zqmpNONCzGYy3TawJjT6zkG7EAC2ApFEBqFQaGR0vKKm6aqLZyRUAXIA+SBt1/tB4qIlk9e8asPNjg4PKg0lJRiTgBR+UCwINwepoFRA2KjGDx962kzWXXP1FS1xpKRb9iiMl3jMYeetXPzcq++eONWnljUxT8AxPcVCcrxZ5z+1alW9lmysj4XCCOwE6NJJFYd3bNPe8OWNy1KxAordlU4NC1hTBVm2cO6JwwcOHj4ympudiEApJSk9oywDhYQqg700CCGaM0JBKPJH1m4iiDdVpemHZjchyMOwWVACdwqURGER6X3xislfu+grFbxg+aehPJMS4pm1Vs1t508/9JN3Cv6IwRcRKSE9CeV5vud5RnX60pVTkjRLg1FOU6Ywh6ywqeFQyySKKk9z0wsIZ0bJUyGDrd+8ee9fNjYg+Pgl1zebiGlqi7wdBiC/98UPK2oL4ktlhoNxRoUo8ZSTmD+n/cnXo/sOHcv7H1KW9hTpGxk71F3iRuLcJZN5MBbnfcL1mIoKHbrxwul/eOfQQLbkQZRNhj5QEMTX1JUTV0hCCUCl0lxrAhQ9NTjuBUJPoDD/qfCDpmO8ijGtAINqHlFaQyhwYrgcGnjmra0jJ4YSIXLLFctSJribJ1xBCcImrryMUKK5VlIB3MCpgTEvUEtn11dTZboDFhERI+LT8IJpNUZ0hCslAxiohVQkKECxBAlHYIhAWB68CN7d2bn+tecn1bXcdePKKgtMBBAFYlJCLC0903EkNaWGhiLSI0wvm9Uy+4dfKClEgYjO0CADJJQ2XWLPntIyvPXg1q1bjZumQ9Hx8UJXb3+2UOTh5JrNeyrTNTff9W+TpzWDuRXVFYX8+M+/86kxhUqtktpDqd/mYW1UTqozQ7aZ9UvDY+OeAgMnjLsKhNmCcDlBMNXQEkqC2KpUhJ9vn9QxowkxCQceRVaXdLWZuOLclt+/EM0EZNu+npVN9VAiP6aO7N5SyGWu/fAFSQshZUGMJirCvpYLJoWWzu7Y37v74Mbd1odW2NT2BILhgPmRplQNE7BIROZ9FnFiwfi1k+nZ93ykYKGSgZSysQjJCnQe3K0L4lNXLl1ZCxqU4OepYeSymN+e/vSd1zVVhZvq0yKQzDBAoLkt3QKEBxlAlSg1iGSE8Am3CuATaCBETEoMgGqCElCi8FmkSLnPHEWoC4RVnhAKHSjAJ5YgtiQSWkMHRllWSkYMaGgLytEKQod9KEGJAph2IQWEIiyYU4nF8zteXjP+m2ff6hvJVaXSt166LOEAAHwf3JTC19x88e9bcoKeN7djSnVIiRI1HCg9pbkaZPjAsVMCCBQsCqHBCVH/csdUCvCKxahNDBSQDy7tSMb/45Y/bB54cVu/6+ptr57+wesnV0yuXD0tsawtsqghZDAXxIJZIYkZnEH+Kl3uuWooH1CamG/vHOwrqOmNNUumpIG8z8yo9i740MrNx17o7OoeyZRqo3aRvD9pFwClRH0wZ/qg6vv/+xEoMe0wwQGAFUAGGUkQhNOpqe7RA6f6hZykfWYGoET7IQIPYRdQILEATmkMRhx+HTDUykbm2rLSYAWjngNOkAmRnImKRMTyqJXVlme1WRRhd8Tx867ik2tTMQoKR5MooYERDMzXhWQ6tHMw4snA5U6IN8AbrYVnMD6tMrY8acS8rLZjEpCMwQBAoQinClRCQyowZuSlk40697z07lj1wo+f13xuxTiyw16secCwTYU0BhAMGXSKwxUMH14ORopKldK9KSNka68fKappb7g5DqTynlPsM4me15ROAMqMuIjYymMyFyVuOhkFz/CAaEVgxjRhRAbKNL1AWFSgOPx0tP2Rv3T1nu65viP0P3dMI1IxRqUKKUoHBjQhqKmu7LByJkv5Vl1JIy5HmmXfksrKByw+4CVcBsl4SHqJAGNWeihZObUqukDziNDarITypCGKhLVE24V12rPjR7uHJk+zQakABvN6zBOtbWnlCssuwc0iV0ykLebEaSUq4rmBwVxn4BnCqOBwwHgAaQxphItwoHjPMH7yh60vHykFOlEZGvvFl+5a3RIwx3JLMEU3fC14szZpUiMsxkGUZjFpOBr8KEw3xAw1YBUMw2hAkFS8ojgy4BTGz58zLc4AlUQoIISGoEIoVdayZZct9KjpT6gDCVEiQ3hY+9Q/II3YL57f98c3jnekWn522YymkEJhMGtHGAtpAtdMSGosbq9MMYDZnrQNIuJcuUSHayfF9d5sMZ4rwoxIWHEJO67HhFfUZkwDHgmZrMih9g+oLtY+p2NqWwgpMQgdSKcmTy0AjVGrvZp4A/0jWaQSECTEgyyINGnZ5408DAXDAqIoQgYBcRSBkpJZ+Nlrp7p5a1uk/6dLzKQ/DEJhJnPUOD7Wa2oVFqNzE0bSz4C48DQicSs4Us9mtKbUsf7B8a5dBub5NKJppGy9jOo8/IgKkHHsHMDC6TD6RruG+3NwokaVZvCKKCrDYDUmlDaVYbm6rkjgmohQvyIYmDZtyqDppACTgiJDtN8WDtWzoQIdd4WfJ4gaBmOgMoh7Azzfdc2Ka6psykAAh0WSGlQyUAWuAyJOWCwWpjGIEoI+AAglQKJSiLhpmdwvSEuWRrNoSoZi1UHu0uXTn9nS9bc33vr6+Xf60nLtiu7DJ0ZK6RnWkXMm1z3YvfCh9ce+dVUruC2U19d9anOpJlVZ+714Z2A2VgJOAVKIpspQh5HjzMka9QGQUkFYDk63LO5EDpYWjBJeG/QRZvSa8RCQyHTCVsKzaaTuGztPrz801B5y/2NVYgGTFExpSuy4KzIm00OjAw1VCynGYQZMx0MWJ6rAaDRdWWNG+kpBoEG0oSz/FGjc5akRHuZAwivx0hFKC9SocXkbqWscpylRHHVKOdgOWFJTKG8oEiKVTnFmGA4xlDnZN3wrMBuNUsaG4o19TO4tRXyChA5swx1EWPDGAhuhhPqM0VAaCuPDyOfzZqJ29fRo2h8G8aB9+DJhVfIgMSvNXs6dLmUb8gCxzAJFiZGc09SSyCyszNss6iUbTKUNQpIK7TXRLl7rW5HGikTeSUZkgQIxThJKTKuNnrImN+RZBYWlISg3VdFQLqghiOXCADMYbD9fjIYt4Ra5YQZa/5Uv2bDpN/NzJ7962+31FVHwcPlyR8pNeqI1jzbrIgwJLwcVgFOUSgaljIkK0zYFyyqW1AM5ozrKHK41NWJa9JyVzCxPlVw7SZB0As+gqhoiT7mGwSFgh1zwYj5fqQZM0xpB9afeSRTDDZPiuHbZ9ERuQEXTA0ZMaFTDt9zTYLZwGkYkYowAldzJV8rM4li8pIwRL5/w3GjYH+GxrGR+pYlcdqFNE1pA13GSBMkaztEkaasKh49Z04dlu+IkJMYtGljUGJOLfO5F0RPRHF41zLylx8CrikCBR0OGjCsfxAJJCsqtckJJ+2BGUutyHMuSAbQvELIZQXHQJuLt0Zr/3pNu7X3sa1/9yqpJcQDUTuogT+AzGTBCQThgaMaKrMYC0gIVhdNZuHWJqEUpzASICShTZisIXzy59rVdfTE6Q6swMbyARwmgNSSBoSWR3VvRcu8rvYEXfGpl5dmRUYumi6ZJjUqmQTxoo0oH3ZWiN4YwUb7m0TFu5wgEENGwgCLiAYuD+VKbzRqNgZdDY7evc0Ande54YP2BowFCi2uMwSe+vGRSpRVJJBUBDVyUsmGnhktUi4zidolZYafRB2Vucapp1nDRWbQyrh3WAURWWumydF0ClsoxRDPEEECKMVuVQtIloFWViSjAGKgiMBKSGkyjioCHYj0jdHAsF5Y+FOvjiW5eFYlYbdFYk1QQAka1FDBRajUwtyEUmPEhbyhvlLUNKPBQkfKTY3mXRzMB4hGN4nHKbNixKgt5L4gIFyZ8WrmvhF6r3gvGm6fNBPPz1A4zk6hizNFhIj556RymtKk8MJ4BcQkGVYwQV2kNZoBGACMAZaSc0PNANYWhy/5GKBBGtLDAwxJhMR6VwpSCwtFAlkTjAUBzEi6no6Z285aZ52bcN4kkmgEyLRk4GYTO+Tx6KF6lecIKwvUS0FkQE9ossXgYwefmOOteGdl4uipC6Y+un3Lx9ISjYBrwWRzEBMFJhd/sN5iWXzivwdHDnrIsKDBjdnNsiXhsa37SugPB5dONkMxB+sqIu4QqwAIxNYGUXRxmKKSAOBwYwgnEBQ3JC26uzl03Y3dP7xN/X79+1643D1y25uDpdNRc1J7++SfntosxMnqEJVrGWEQDaSAix8EigAE5Ci2ytPrxN3dZ+e7bL5hZZSldEjEHpjYu6LA2tvEtB7MvHg6uPsupkDIistCAFQW4+oeZ9H8ffqgJX9QHSr8Pqr7/ry90WhOQ+IneZRTapBrLz+p46713X3jsT8bwill1iYqKiqZUuJIGjiM45QaHSUZhjoPzYZtAFrnyqC5L9Mo/lwNlM4AyVMlRea4DAkOBBsQQhMkykwwkIISCcxYDfK0Z0WVQFzQYYabUntCKmZwaEx3n96HABNBaEcqk7zHLIoQHGiMCv39+e3f/QDJVdd45s+GPwXao1mY5LU1ssOgYNfb2yvyQNzgadGnXM2hM5ByjuDOf9EJuUcAETA1XKwUiCFdlRluZc0o4YSFJTVsNQrlldzygoeREHJtzz7UEko8+O7J929a5NbWf+dwt4zkvHrHK2qKy2JdqSbQWxAThQflNIxyEazBoUK3o++a9/7tjBH0RMW6pUlm8xABDBTrwhnzrgMvTqlF5mQK1pRcfK2HQg08nlYqBEZghAqZBaaBEQBETipmEE46Bge7hgUPJeGN/Jl9dWz25rSZqeQVVCtkmigGsWDaQYwbrLGC4Xw+NjHXnBizTsKkipbFjxwMVEC9gBjdgW4BURAdUS+ZRQFMNYmlCSNleRaDAyBmXGoUCQchTFmcl0rpmX/cbG/dH7MQV589MVUOVCGGhEHfk/ysoLsp8z4ObM4LhGtPNjZaGgxwMa4ySLINFQHOlvLYCEnIZCoBDOZgNaGjPBGMg5ZwJZRTaViqwqVDgRcb+9Obxvfv2VdmRL//7zaFYGMQHIZqwsrnepzZhZr+ydo6zEHVgmsUcEjRxqoCR2JTR/mMFbakzyL4JZSEYAkl5ECZaw5ndlnzp5fGefv+XT29aNKdqRkNdtV0btmmKB66HmM0tBDbxtTY0uEudEg0rzS2gPMAxqamhPcAnVkCMsiKCAkxrpgWh1DAM0zRZ+WX1v63ElKwgkuhjzpEuPtIzPporeYZQZJwrN2SbPQVDaU4IZROr+6Quibq4NTScP9w7Nr3GySnsOz0G5sYt+8ILzv3ND97yLX1i0J9cZ+tAvrVpmxZianMKVohpRQgB6MTyEuFnns1QhFHqMBimKtHyRIVQgJhAIDXCMQQlbVfs78+vX3eaEDJv/oIZs2bKMwa7ibGLVhRKgUpiMUIF4QrUJGXDEyEaVGkGzbQESZdglYBsCYc7B6Tn53O261Jt02F1qkjMcZYCCv9PP5CqEBejETluaXACogObcKJEwJ0DI8qpTGkQ6hc1NYrCyAIHgmQpPWOMJASBqWT4f7H33lF6H9eV4H2vqn7pi53QyAAJEkxizqQClUVJlkTLo+CRs0cer8dpz9oez85Zez3jNOtZecZHa4+jLNmSRVMURdGkRErMEUwgAIJEzqFz95d+ocLbP75ukApja22e3bNj1j9AA+f06a6v6tW77913L1QyGMS++4+je1RV5ZzQcpGehk6JdMbRUqRRTyV4ndTyypM2f3nrwfmBv/mNb73q2otBCAFEIGYBvMB7IQkDigeiDs/y4VN+YakrUMLWqul9U75b29gdfBe2VRzHxqwoLjBDIKRSDJ8VLYD3MtKqBc9LPvrU3zx+7PDxt6wJ//OPf3A09goRB58yB0EAl2Zizmbb9s7P5763uKClA9VFfzBbjthsfeF6BSeAZ0CLh++zHxYzjZARASMLyCw0IFHI4zAAapDhhgydXtkhBmkQwEYkJRnyvsOr5h9fmW1aMcbhKAz/TQknQ+McL/G8y/7DH/wl9df88A9+9PKLtugzKvNslsfZiAE9FFM1K9/TkbEUwkrvIoCEjOI6IbCIgDxUAFiIARYwoWeRGFO49HN3zx09euTy88679rpr4mbmfYDiod0oC7O4rm5NmbU5uMGepNNygSkjjfle8dzhk0eXyvkCWg20TtO82rUQyqTVLU7H8DhxYmx+9w1rNuw6vacexePr1zYT0UNHVwKyZi7JgoCK2qFjx3dOLy5SAtY1WKPU4TCRR9RTbWFDIJYQBdbiZNkpx2lSKzIEypP2UArfk0aHFkShVGJXRjG1JziCApPAhFL7PheLmUA7GIPr33D2Q9v3f/HOJzszZ5872dy6fnWtvWpch1HNXhAZDTFwAyhvxGS+R76vxMuQqjnshxNoGMJIAAcRQyoGRVK+ZiwtAoj88BOWFcM/CAQsqJYtQxjwRpD5Tt/bOFgAwjEhBUdEBIQtZ6+55JKLH903N94a3Xru5lYG5WX4C7AfQJujB4rO1ImzRtvjazeAcjFZDjZcVzV94RXX7Xh2+tkdu2469/IGKabluLESaBVIrR5eNBCIoBVYwftgOEr44vM3/dLZn/jp6iP3PL/4wOO7dh+be3T70g//+qm//sWbzqqPQ1wGGQqDVpzkpA2rRNrkqkNzOHRiqt2oX3XpBQiOFDggh2o09KWXXfnonrnHd+y/4bIr2hrQBlAhaOeCiWjFi5TkWyAfvvtXr6/XUd//eEsFJgrgAeAgCaQGQcq46bqR7bvPu+PuZz77l/dVeiTJwQwTAAAAIABJREFU0vUtf3Zjacv60Te++errLlqnOEfoQLdzHZHvJiFXCFhxUQ0wvOxCK2kY1PySCgWUsaQrTitwoOWpKw9UxLFqGco9DAuU+KE3s2LtvABijGYGmM44gC9nJAT4oKLUQy0VluPos/cf/MydD7IZ+bVffM9EE5AUpeVQ1ThxCh4tX9Gnv3nsi1++Z9BZ0M3JY9gA1eDqRCaDXmgiWzUQrgFGKkAsJxUrT8teugEAK4+sDzRcDhkYsQQBAoMAR4gLgqT1B7YdfOBrO9tk3/G260dGWw2NovJZpGg5i/IMYXirUqe0AywBHEFiT0yACd4sWwD/w5/gaHWiHjpaLEgN0XaLQ92Eux/e9ejjL6RhIMbNB4rSCY1mamqzh/y6ZEODo4YCu5K4Q1GFsI4AZvjgN6wzH/3IDTONc//tH95TdUQLKMSVp5phEIMNsXp4n/0vf3bX4YN7g8pc0siUlNOHL/Mnp1Zd683ZFLcHha8tzWC85pW32ntVEuBReGotAwJa9ulTy8Z0AfAgTuj4Uj+bao3//jd2zZXtzaPp979la3cAMhRxg4UUwmvQ4tYjh4FuIy2o8cgL+394+4M1v1Tq5gm9LleNJhet/uHj1WjNuUJQAY440glCBbEQq8QPPZSDi0rOImPY90Hpi6fDp269P1H88z9w4zsvHSsERiIWJxhmVLAU9Sr1C//5y3XpQyddM9r3Wi3uL+obeyW14zFREcswsRM/dJcmQ1qBxfhujc07L9986H1v/dK9D952131fe3ZssVCjIxe02+vfsXn+A++7ZmuCVd1OWs5F4xtAeqCaS2Y0kKqJtWQCQSixRAVQcM1SZyiHzSIsNgoWIlprYwzTmeHFb1n99uYjFX7ntsN/8/UnDIekvboncdVbwuyBiVYy51KsOgvQDACKoM8ZxSXrWi+cVHc9ufe8W65Wgu0nfVstXHXxeRefN7G6Eax3Tx84tX6y6Rw//uJRVzUvPbeGoJkriBGKHEWFyjwbSBjqzllipRqKJPV9FZiWKyZsAK0IIfbCJyX57b/52qkjUzdfcdnP/pv3GwEr5KVPDNHQkWCIJYhKTjJSFjy0hlrOzQUMUSKMsFSpshbt7eAv/uobf3ffg7Y2OS9jaIxwf0ZA2fj6vksa//RXMOQNv5D5bixDkdlKO5tFfCyXX/2DO5PQt/GI8X0iHgSD2thSobqDjJotBowELdwsp+pU/SPeUyKy1jrnCEaG6p3MIIUzPubBgxG8F6NDzPuOzTzw2LOjtZFbPvLeKEFV2FpigneseNnyVTGE9w7wJ7c+9ZVHdsz5lJKGjtJycUFHERHbXCOqfVfUp1i9uhIfQCb0QVRS5gCtaHFhHiOjn7p7///1ladG2uP/+8evv+zsESkHKs6Ct03CYq8nzZGdc9Hv3/rNLzy2R7IxLhcmGhu7vZdafkD1C7vZVqh6xRj+jgTALWVhQAjQjWrIqfZaUWtoXJiEfi10hqiPhqxXcoFUhZqHgYJQLBAznMaiIQ88gByEwwoKZCaAJQiHAUSCygpWSlAMKq61/uq+vc+d6G85i//lLTePtfQQJnqAYIaTqPKKzzgicY50IJScFqz8cmsiBKISUBwPCzYC5ThyBA0ygHgXgKD1rOOHH9l9712LGu4HP/YvJ1ezuIEwGNACEqsRK/hSZb24aZc/fauoaOnshf2n/8tffOGBFw77ifPDyGY/v8chMd2pfjRZ1s5PDLWkqkflb//Y+3cdXvzU579hogtLhgfFEjQEEoC4b3D/ns7n//TzL7202zY32dbqwhN3TrOt5hsXobnRchIICsQkRsBwNCT2SJkiqoaImHTBiaNISah9D4c8CkjCQIsVgmcwK0vwhBgMhEhK45cqkBBSJRB6z9Vbnt130X3bXvzMyaOjIyOzOdSqc84f1x+55qzLLprY0qZqvldXTjUamUfTz3PoR1I6rg+rRmANCVgxvgQ8xEVkMuhMciB5DTK3lapvgIEwvXrgXKDhc1IAAjTDR0Fabt76KgnrAVjOBInRUCQo8lbaXr9mUu2bGW1mkxOxAghCIFZE3f1I6osv7p2ojl62/pJ1LYVyEKnIIUII9Qg3v+Xav37u7see2fWhN122em3E3pO4iLRbrt0QvK5VfRCDFZTxSlcK1ujhg2gEa5kpSi6+sfHJG9/xN9vmf+1Lu55YoM8+deLX3rUZvpP6ynIMgocqARApqonOdh45Mjfwbzhr8/jmxoBhjBkQutAc47IrLghf2XbXY7tuuOqycy9jWBEdOYCISMJK64DoTOMDK3krvQ75Xkd9/xzm+gKgApADAUgRwAIwMsgPfegta9qb7n7gmYMLS71q6dh8mJ1d3HFy5qHD8z96y9s/dvVExg4FmsJarFpp8i034ojAygECUlJFUkIsEDypimK7PN0rBBegHSA0ZHsaApQELI8xKE8AAitZSUFlWIimlVqXq0qdRYPSx0l0cjG/8+FnFgt/zcVnnzcJlAGRBinlbarRB5aAl491P3/Pk92Kx0bGG400a4+Z+mh7UESh/txpWSxKRRwLEEpAeahAOtAwyMqwTOSAEohDQa+S94B4+EpFNQdY4O7njnE+32zw9Vecl2hUFnE0zDCGP/+QSwBL7F8J1howAj3EvWoIFL6HypMSB8ByHCjmYe0uH2jb63Z4yQvgTaZt8FhYgu81TNxUVjrTGHQNGkrz8isRoGioFFdumKg3Ji598HAvxSCL62kMBGhPziDmGGSmOrjt9m92lxbG6unExBhH2WQa6ps3TiymD/dTzA7ywieJArUB7ykERcIVIwjZoeZy+NbXSyEMjwfAkPkQN5/r4ZF9+Wja/r6bLt8yirJvrTFEFFkwy5kX7x+9esA8oYyBtFmxO95hLfW+afX0CDhbAnXL2oiuJupRHBANs64gzBrih8854CHC7EmxF6+V9qQf2XnweMffdMHaD1y/qQbkgorYkBm+/SxBwadxOjM3vySlU7YHgmlmiK2w2Mr2ZjLppxCEAVEM0gEAtFYAaxsiJ8VEVv8X77zkhisv+pPbb91+7HCq2tb6fXsPHn/p5QdePP7Jm6/+hbduoM4SbB/ISk4rzoRYhUFQZpiROBriWOM4GjYKCAIRgg/hVXI1It9pcXTU4mtPzdz32LM2729Y02q30PchnphobjT1WvLE/oWlXiGokSAIQNwGNjblKa+e3H0y/z7xwJ7T+Wh1+torbow1rt4y8cSug4dmc6uwMLBTA9hB9+yxOjg6c0aEjKUkQEPySDB0NHZAgI+kZNEyVD6ADM+SyyvURp7f333o5el2JB+95X2pBlUeUEotl27olT7MsK6icMZYauhdA/BQiU7QSsPLA3zqC8888+y+pDXeHplYv3rr6mYkp7uizEKUPnuo80+Pw0IkIFmx5IaEoj8IVV6hPD0YUNnzjQZ7IFS2N4+6hUrSFG5hPgWSCB7eBfjwjymIEBBCCCGsTKsyyMjK3VzmPkGIVQU44Pm9J4O4szZtWr8KXqAVEwJDaEVbcRjmvvrkibsfeboocc7G9WlaU0xuTNebY4tl2Hv4pOjs79uNV80ZQ0oIQ2VDdla9PbKrwB/fta2L7MYtq665cKO4vCQtFDEXCEW7kRyeH3z683c/sGsqa62qj05c3q630rUzC7NtLbODxomFPsSRAMQWsGCE3IRSIELLAqHCEBi/vAk2knxlPzwhENww23bQtBw2FcSulDHDECufGZoPK4VKgVAoAQlILcAEzuIecNczx4Np3HRBe7KpGcNpBQDwxGcw8CsfrVgiHQgVx44RiCFuGJccKf+qlrgj5QggIQHBBmFF+sRidccjO9FP33DBuddewlpACFqRAwiBxJOAJWifZ8Hz8Aio1KnGAzuOf/X+Jx7feWDNhrPiidVzlT3//C3doGMZ2znruwNXr8UsUktrl5+/5nTvUKfKmbTDClRGAJHXteMl/uyrO/YcW1i9Yau01tZliUy2auN6BHl8Vp3qzykZVwAQRIYWqSt5uTgOZcTJsBpQsbZstLhUEOgffCVFS0Xf2ocVGo6rgiTEobL1tTmQeGJfnj2Z/twn3r1mcvwrf3fP0vHZKh6z0fyzR+aO7Hqunelf+eF3f/jqDUZKmxdaTBQKEyxJOFOP/rbjPGQPkgRF0GJfE9S3cjLUMGKQBBEJIEiAeAoVq3QFyTCLiyVPfWWkAsEi8kBgaECCC96Jt95VBBmm4yyyXFVPEpA6dOwEk6g4OrFgR6FKR9bA5YpS1McazHp6YX7/idmr101oAMEpggztWQFFCp6XD6USj+DAOcSAEiAiLOO/hYPt9lkfuW70jl0bv/7csb2ny5J0LJrEsihonYDZQ7MQnFPm8Om+qY9k45OnLKIY/QEtCGoGyiOOMb56w/6T80dm+yINhBBEhId3yi/TaGQlVH3LEOLrI3+vo75/Dissl77PAAwJkiI4FOsb+ic+dMF737hxOh8cn+scnVs8PFXuOjT79P6lqTsPtFXt+y9dB1Ht3pInZSlyUMCQHhkoVOCaBSzFEOYQAC9gS6qi2FNgEIUCUhhOhgJQBeAlNt5F3irAA0JxIGL44CsPgNSQ2kFnRGhEdFIrPXmtK+D2b2w7eGIuS5NPvOu8jUAzIglCOoZY8h3hxtPH5Y9vf3phfvFj73/Ley8fu3x9y2rtA9qYFPD/8pltn39ot8IGlhJiA5QjE8iQQAHkB2oYFDj2NOTfwUMHMgBDKsCSIBds27d4365T59f6H7n5rZetT2MfiEDCPESwYECEKECBgoY1MHb5EdIBTIAOngVCCN9DGOrptlGjS2q0TyYmWCDRIbWL119/4ZWXb1bOCQIxUYCRQN61UdWrjevbQYlDCEEa4BYLgiAIjCYf8oQR+0KVC1FoBYfAAHG/QmbqfZv83UPP7ty56+It625583XvvubcRmYw6Mbo1dTYbz4wvf2rx0QbD6hQAvVABFKOtAcUgl7Gz+LA9kzPNhQQJ2QCGcV8tB/90m8+Zmz8I++96Wfet6bhF5u1aAlceJUO3+1/MuqrB3e28J7FxTWdHeeds/lDH7w+JgwonlUNC1WTYtxN5GW/nUTrybbEaO+sDzqOZbkJFlgCIGwLo1CUDnG8/cj8Hfc/vWrVxPuu3boxthyktKqKFQtpiAaloaq7BfGDT/7wexoolVKFSio2Nbt+zqrUcKta9+ZzVkXlPNhBqQDtAQEsgRjMsZZOFPLLV6fnj6krfvH7Z8ruviOLp+fdyely24nk2QOn/+hL918y+qa3n9+AYnh4sFASAA5lwjUOgRCgjAc86fDKtRfQKyBPRGRZ0vHbk6lHd85+5d6H7NL0r//Y+z98+cTm0TAI2pES1n2PH/+9Bx47XARo8iCFINwQuWZT40tRbcfpciZnWPvy8cHbN/A1F43Fgg9csf7ll19+7kjfAy8enTo+0Kua0RtWN7zWyvaWN5p0SZEngpQckFIMUhUpv/zDBw+AEqEQAWStSmqnK3zuvpdm0P6Ra5pXbaJGQM1Qt9NtNhvwASIEBLCDAsgEAXnFjCFqYRAIQstsPijYYwcONh7Yfqgd1//DT/3A2Rsmmg2s9nk6UCGd3Nkb/fDvfL1X/FMPpOfGnFm9qMZy4gwgUo3WCGvTTM1PfPDNa0wxCCoolVCwg6KRRoULDeUvaLHO56BQ6KZtrRuoBvD/nD9GxMOGkggxBXBYyYBIhpmbhQ1O13JgpsBXH9s9is77b1gTO4xqJORhCyIFIfIkSjmPXr/48tceJVv+yife84HrLxqvOxNcnnOZRPfvw+/8yZHDnaXvsgneBwny7XQrBYKBEEi8y5X+zD17+rqVqt6Pvv0NcGVplc3S2X5YmzJLBScvHJx76MWTrfbYb/7UB89dl11o+uRqpTovi6Lth+Pv/4N75zudOAACD1RstCtNcIGWHRSUIPYQDgIEKMCxlA6IJAJEiVXUJ0QCLUNhWjiSM84Cy872Z0iaK206JoQhygAxiBhwwPQAtz558ukD02ePN37kxnMjKaSySkcUtDAL0Zlb+cpVFCcroo6WhrWJEiFnipiUXyGJhJWouyx7KJZVvQ/cue3IIwfzSbXw0be+uw0YV0JBbKGiGotdvnSgzHdH7KlE1kJnTmX7LP/unTteeOn4BRdc9+9+6r2bJkeiiMYd5gml4Ne/+Mihx6fLXl88g1tVoAXVmk/HayrRAhMAqQACogXBXU/PPrrjyFXnXfxzH7/+7PPHLglFv6BYbC7mx3//3vt2H8uCgbiVVjwcqRXMK5CKA0G8VyjIOMRKbOQHxd9bRFjBXuyJLA+daatIEgiwfOCZINO5lAAbaBaUg/Nb5pc/fOXP33xRf9Dfd3J+35Ldfmhix/5TB44c//SXHts4dvO1mxvaeK5gKS4YnpQSD1IUHEIJkKjIAwrEwsPjEQCR8NrkzSIgEhgBWMQET6ICeDkuSpWEVIalZjYgInFKLCCB4LDSGwxCUWQUk68MPPsqMRjSu0WEgp+Ots5Zumth0/TY6L0vlXv/j/u06wyQeNMItiQ2pUpFbM/T1x59/h2XvmujNuRzcKEoGTqOMDGp2jJTHGD4CJUGSJhEQVTwYIGvT6pqYZT8u8/yD3xz/8LCBR1gTNUY3jvRAFw3phKeoDIh88yufRJ41wt7/6d/v6OBPA/sa6sbvX1jYS5pjB49Cm8bdz+07WdvfFs90sMEl4fR7BWJUVlW91zhtOPVZOzX1+uo739ciufwfa8DAGlRiBTNL3ba7ZbAx4zNY7WNqnbJpokQwIx9Pfz2HQfvuGfbg3un3n/1uC7gRIJu9hVVrARIJCjfRciBWgnkKrMcO46GLcUAEmKCNxIgBcIgCnXPZmjO5kkbsUnINYaEPwYzk0goAyA8bNATgUEBEoIPbExpyRnaeTzc9fALvig++N63vO2CNavhyrxPWQYLUIAdOJO9NB1uf2zv5WdN/Oj7tl7cQM0uhNJxVkM5A5W17PRIIrFRQwLAcCBiCEtMwNB8CYAGxyouORPOSikcRSCFEMDknM+D+j8/fduJBf0LVzZ/8UMXxVURG/KVF5XxMMouhxUKxFoqJTajLEgMgpAWEEnQ4lgQgEDf2W75DtSnxoxeylVWEoBhG0elhq/d0vjJN29oA1EFM6yURlT4PFLBoIQrIRpUY6AsoVGqOGYGApHjNIoT36uJaF8VFjaDCjxhQME8f7x319MHy2j0lvff/C+ubteLTqQgWUTcRhjEugMuKB6SfQNBWAiig6QerBETLEIFQHFt2DrQAgQL8U5nfdLWXPClx3fk81OXr1r9C+9ds14HYAGBIx4xqokBYOi1CDrlKhWNFCcbbnZze8vH3nHJOIGBAqgA9kh9FaKIvKVqoBFVVRll7eH/CgFgJmYgIvK9blyr757HXz+4e8+RUxedve4jbzqfwyJcNRaNdgFGYHERRVGwaRgIiu+7+pwLW0iRIzioCKGWS8tpkm7eTD3cAkSDWFZQcbxMl5mD5FBa+mikaUNXG5u4cmJtCJlz2GHxv/3Vrke3Pf/5B3a+5dIPatfVgEG14ndEyncRPIg0t5nACAxRGDrVMUhbjpkIK4wyMEO+/fDtfnH/wQP7LjznvJ9498a1ocfdE/VaExKD01KlUfeYQkvYmFfh+Us3rIqiaKrn95xcoqKYXrIfveXcukZMuP7sxsVnTT59dK4DvHR8pk/pWy7cuCHDUu5HopiA4ZRvIC0ApIKvmApQFKlWIFVRLPCO4TkjWOvQUCCOtu049djzeyu0P37D5k0JtC9tMWg3Gr1er55Gy6RFUoG0Eo58AbbRUKRenIIGKJAKMA6koTmYF/cdCUX/3deu+8FLJwhhAM7YIemjPL25Nar8azGoo5oDg55uD3kQRKZgU1CaxfrDN264KpOYqACMiO13knqjsCHSmsMS+jNQdQ+u6qoXon806mNmGVqJ49U6dwFiETy06VcoE7xwFE/tObkl6b7n4rPGrW+oAHQBD9GAVqxAGAzK2ZmZmdOnrj5v0y1vvOi8JmTxtE4EWeS4vVaVUe9oXUa/W4tvxRKFzrxOJKpFcCxFJN5xcmSAO7/53GB6/l+99+o3b50A8jhrDIBajeEDQFUwj+8/PSPtT1x18ScuyHRxClEDBqJVlXfXjiZKSiVWIUD8SlOXBHqIkQxC5hmuDDpXVPNkPGurqCJEFAPQsBo9HRrLVpYQRg+eoUmWg4PQirk9vdKpY4Io8tANkCYgBfrA13Ys/NHtD0hZ/PT3vemydRpSEAlAoSzYJEoZYDkO0Jk8dQVWBmKCKBGEEiFnTmMkQ3tAgRJwGM6pksA7iDjmEx387b0v2Nbm62q7f+CajTGQKCBUpFO1gkoCwXFErIKrPAQm9uDjC9i2+6CK6je99YYrzh6NS9s0hhx0hJLB6CPVJhB7QYBRcAElcaxQJ0QQiINKAunjXdz14A4k2Qfeft07zx9TQOKLOGtyQATO+7200VgOHsMO1vJ+QqCXU3PxwJDeooUjJQF+gH8I9QWiilKBWDIMUOhQcLFoQZwDuaqXnI3LVNOLrhZApQ6qnY07W+mmQ4MuWDUhurVA9NXd+Pw3n3/4qecffPHkxRsuaBI8Y9GMLxpbcqpCrqmmQgVxgA4CSwBYUwIFK3o4UP0aJW4OMEIGgBYfhUoFZUFgNcT92lkoJ8RQ9VyhUrHl4Eg7AkFiUBzgFeDFC0hcFhsFb2gYdX3wwkyLRPsGeOFwR5rjnara3+80te0XAxs5EfFVvx4ZVQy8jh55Yd9U/q41zTjCAFKRRELD+hH1o+EBJgUw2IAhjocFDQoghiBXq+rVLKhY56fXmEUMZgPgWBmoECogEDRYw1nL9QVg95EpN4hNYV2vu1j2nEpzniood/0DxhytRecXzTUHjxw7cqq7fpMaEjeIl186IOBbsPfyHZXXe32vo75/FotLiEZIQRByAX1CFMe1quI4YueH0wWoCUyZk7FX1ps3bjH3NejIzPE+LoIJ3dgipN1QFgQHRHCollAOJFpdAbnnilQUJyFw5QAJWioXXJAAW4EF4uBMrDEHaGa2fe2hgRLwgJcgodI07MrzilHrshUSKy3QUOgBt371vqmev3DT5NuuuXhcWVQdozWgYDI4B/EgOnhiqrF205p2mGgM20UEkwVErOtQST+Y0kGYK+sjbSrn0iSytp+alUy4qhAcYpOqeEkYpm6lXzgPRIEjJrGBHn5yd7fbXT259Zd/8u1RUcRRQAhKsZMA4uAtq6gqcgDOOSKg7CFWw3zCVq5w8NZGLIuLaI2htBKt5N5E3511Hli5qkz1sv5HAPqBczGuqOoWNXQwmIUXTmuRzmw5sEZrE0Er58QV/SStxRor7cYYiJiVOB2RoUpA8AQHZLqk4AIZM9KaKowzrUuubjvAxFkFvUAwhFHqKa3gO867YSz1DjoEIhNC0geaiBEqSIkQQGkxnHYhOFvqKK6gu8BJmAefOVi387dcvjXrVBgtgAomTqRg1KH5v1+LozO5I620L0IIJIEURMDMQ4kIAKCoIHMq171kzf5B/VSBVgrjqkRCYpKgYKFjoKwGSaQhQX2nwwkAYEDcytJBVdz2wIt3PvFymqX/+sPvmEwsnINSsN04HiFbQmzQikkETNr4qlLWg+Zhe1AMFtXrmOY6imjI60KUDqEOA8sQ3eVIB8M3MuhUMQYFMs3wJUsWWVyY2B/5wBse2rbj4Hx1YDFsbdeMRbk4Eyvp9Qa55YbK4SqQsW6ANBNX2f5SquE8QNTpVRwlwx3j5bZ0OLPVw5lPV9gjRw6NjbQnVk/mQClRmo6Ak1AJGw0g0ux7Cx5kFCCBFMH7teP1kVTNdKsj891DO3bpyLz1qoscQyFctHn1plWtrx9ePLqIkwvo9csrL9o6kgQ2cWXLWLMt+mmi+73OslnZ0NAiYoazok/MLqWNVVUFl4I8RRrloMqD/8wXbuv1zNXXX3fdBZt0KIDKxBpAvV63edckka3KOI699fVaki8cS0froSo4TuBd5eGDlE5MWqs8IoWQbjrZn0LVuXB8AxWnENUKbnZcY3W0CSpaAOx3PGHM7Jwb4igQMb9yPIMMAfXyHr9K2Z9ArMTrAMUhAEsFfNTo5ZZLxNECqtlE12ALFSVwDoWiRhvCSGvw5JyvCmUUExHRt4wDD7HcmeCxXON3jo1mIhFZ6e2C+dvmiOVV30KbmA908Zkv3hHS0R//wJVjXLUThh/ADuA94iYAYhZBLY1PnTqlGOs2bjAp+g7NxipUixAzcCqK03qW8kI5jKoggvfEhBCY+dtuWfC2UkY816hEZ8G21v3R3zyeF8UbVic/+cFrMtWH92SCAjPAwYFZ4vRYL82T8cmJtrZz8CcHfGW3j7iWRmk2OwsLEyVpVRUQp5Cq4BTH2kQ9CwegGIAT9GeFQ4jhyeRBECVuOStUZb+X6bB8bwAEG/wC+zpMXYCyrJIk836ZRfPtASrYQmULBcYjbzj0nfmtP/xcaG04d038gevWsZ8CxVAKVcVxCmISP1QvW0lSBQgIAoWyRKyoWJzTijDoIwbEGaDTL+JaMt/pE6tgKwWIQFhTQAl87rZH5wZW4savfPKjuijTNEbZB3vwMhPQWycEK1SpzGfjFVTNlVobGiw1I98vltavSglIDJMbgLNAmM19UmuhOBZ0YCUIojyM60/WIg6FCQh5j5WHNqWXboFAHFWD99ww3ghl5POuaS9atE3csbD1VUsnu1bXison2ljv0khTsCKektQF0caILYgDL1sgKtDywP+K5hqIvssTIQDp2AlVCHlh61TBBYpGHGi+Qj8Yy/GoO5VJBW1R5GJGSmFPWgcPZgRLMqhb/dYL4xl/+b1PvHhisexXaETiGX3dXiyX+oEJDuLBQ55vcIoCYAlzfTvWqpeCAPTt9yxHJiIQhBAYK9d0+aoCYBLXd9zkSvzGNROqGmhOZno2U6ZlQBzB5bDemhQax5cKyxk1jXF3AAAgAElEQVRFlDVVELBUMTMCRCkoxSSJ0cWgLyHO9HCal1hrcXaCce9Tu1rl4Y2KfvWXv39dAi5LJrEq8YTIVZnv/Onz01+66/EQpfuPz563dTzC0CbhDIgKDgzABXiHNMKh/XPnn7OKPTQJ2IFyiO/YZl3XIGXhwmAwSCMzTPSIJI60hFCYlEj54PuEh16ynVJGIv87v/hjW1u+keiZuQXO2gtarbFLmvDVl3v/6dYnGHLk5NSNmzeSrZg1XAhaCUCBJASWQLxc5Xx9/b8NO17fgv8vF/WXmS4OEE/o2dCP4ujI8YVHnz7cddYhoALnQq6HckYVc6MaWnITmxKomIIK4HTJ6n1TvgAGpYPSiGsLpc+BmV7ZzBITcphMa4zWs5oMWtqdPHYccQNIc29YI1i7VOL4qVN1Zc+erLMvh/QACHTwOngsV/u+5UcXUBFkIPjz259/4qWj81L/qY/ffPmWjLwFEHSSg/OgBBHizAZKFNn+UtCJExQBznGIa73A0E3PNZtOdKUxW1GIUkDXU43BQizlzh0vW8CHRNIxZKMIogSHFwkFhE1kjABeVEA67/hrD704MzPznjed04yRDFsUoixFlrnwQkrB28nRWqplaX761EKOuF71+lZkqaTSZHsOHsmLQTNRa8Ywv+j091ASqfmFtpsdsbNNbxPvGRgZbxWmtWP/jDaAzWEKRKUn7lbqZL/99D6/Zzrt+SbpelJPgBzUBTqCQhAgDG/IQVuwUwIqNWa9r0BSDHzAsdO548jpSAZIgOBKa10gLHh4jis/UNV8TLkFkNQjoi3jo1mV73xh72wPXaswVCcVssRHZgefveOJx5/dWeYFBN0gswH//muLO48sro8WP/7Gs8ZGGCJQo5BUiWJ44TP+0f9EYrN3Nlx2xflepUcXqwUL66HCgMKsLB2Vqtfp9e95/sDBJRSqNrAaUU1EIiABMqAmoRZsFqpguMjLF4/3vrLt8Kk8u/LyS2/c2lSgYNqiGoAnFxR5aOJgx1aN9xFPFXrXTNmLU6/a0K3gEx/a/draB188fqTPS7YWksmgmyUxAIMA34EyiFLvs1xNbjsyuPPF03sK9NJGRxrWK0hAsKmbS/qDWqxn+l41ue8QK2wajVU+98z2F3xUQ7+EigFFynQHyHtLo41U+zxT8N7FjWzg+e/NQEBEUWPVycUBkpoHBhYwjbJSPmn1gukChW7G7XUr80wFxIK4ntKV564dTeTRXacee+n4ORvaaaZd4ZQ49Oc+9M5riXDnA4d3H5lu1uI3XrYugQuA1TGcfcPGWlg8oUN1cmHgqQ7dgqlByHk5OpunI6vDoNNOwYAN6Af0A/3en3xh1+HpdWvX/JuPnaPhhy5YQpGFsgKKYnjbrmcxi9G8c9fudHTSBw5RUgkCRxzh6OnpKKst9gZBwROOA7YxVjrScSwcCaI8QGJ0pT0Xt3oRKk5fiwPZT910y83WQgE/IHGb18HUWsTRQ4+/JEGgFKoFwANxYaPn5vnLLy0eLOuDqo6oWTO6XXQzt/Q98Nxe6aq9+i+vrp28Mjg9bCqoyAv3PL509/P7T8xxbex9b7xsLFOoBpAAnSIdESS5hQ0kEIVAruhLMtsPzsBqzBcecdsGg1jPl7TkTGGar5rek/8eo4HJF0A1HOWu1x/efuKeZ/Yrkv/4Mx88p4k4iiEF3CARpMCQOjAQ2FrT+7pVEhyjdHlAVodDAMjEACQ4S8EDIULIIh2R6vWLuV5n2nokBi5HxIrU0Wk7tVSqrJE754faWkFNjtV9NX/y1MnSI3fwzE4BHFVBHZ4rWSVF5YxRsGFI8DwD+QnwYnsAJyhdFVz1t19/3tbXTC/1f+jmayYNbClO1z1n3tSFomWOqLgVESkHcZAQOCWgEcHY7li7dvL0FNIRUM1JUjjU02gpd6dmu0ppVAMNgGGVWUD0h7c9fv8zu52Yf/0T7zx389pGErmAENehsiroSiBeWOkA2MBe2IKJBOQYVjEQvDFGi9OAcgMgh4KzMp4q3xugcmmcSAhD+mW92eosLHjnFjvCaWYpGQh7pWyFRCptFxulj6t54nwgUAYdD9boVgEmcQIwgyRSTAJ2eRJFU4tFV6cL0BUbBEfBswiIwork0N+/WjVQcIO8Oj5XITbwAcSO1LwLLsKOAyfFY3LVpBCJpHm86qmjgy9vP35c8YJJC18DIniv3NIYIL2ezmqn5xbjBAQfxUh0jcbWP//SscqKV6qyVHnTc7rr+O8e3fmNJ3dVHFVAz4YKMFnrNUncJFgVaYG0SG0YMetb0ZH9e7fvPVwkOFlhUTSqEjpelGge2HWsMzU90+v1Nm9aTQQFi9BBPvOtbOpA4nML7wXMAoDVzGJ4atu2Jtt3n996zwbcuEpu2iA3ravevs7ftA5vWe+uW7v4zovXu7ybW3720Lw3APOrSzcUQoYe+65mOTKLX/7dL//0b/z113flpzz6TIPSQjqojidwnpIFm+zojy3G62sjY8bBhBxuYL33pCpQD/BGnc7x9ad2WzJvueSsd52vr1+vLluFt57XvmkTX72eLjurfcnm9jveMLa5XsEOtu09XVFMHHzRK4j7gQYeJSAqgkleae69RrTb19frqO//J71WWtGyHZYSWX3zsV2/+huf/r0/vf0rTxwgFWqR1VmFmkY2MYX208d6S7N2w8S6OjAeqG0VIiwuLN7z8PZjJVySeWlKMpnH6ms7sf/AITd94CNvvjCQgQubR80542m1NP3ciwf2nBgM4rGFSC8CzpjPf+XZTndB8rk3X3me+FKtDF4bCVo8ARAF8IqYCwNKSAnTS0fn//qO+3afWLz2Pe+45opVaYzcZGU0tsjxAtBnHkgCziLmi9c3W+XpvbN290m44SBPmWcUEMpq0JuZm0dttNDpQABw3cibLjuXBvPfeODBJ1863U2acypZUg2Xtg9P9x7fvhfOkyuiUBKC1dE8xf/11oe3H5qdWLP+lredV8VJrtOCsyWdzim9BFhFQYjIbxqLNo7VeDD3xccOFzQijTUDIhvrUzl/5ot3KKM3rR2tclnV/p7a4C033/QLtdDRvheFPAEuOO9c58POwzO3Pn6im01WtbP7ja2z6aqppPaHdx/4md/42z/4yyf7jvolvKuCzMEfWyEO8ZkMpZ42siw+MT0/1YdTqk9xwW0K2Dyerols0p8+dbDre7kK/Rrlq0km894SmnP9UE848lVuAUmKMlx/0ej61E+fOv3nt++dM2ZKUqfaLhrtAF956vif33H/z/2vv3Xk0BEIgqK/vX/+G59/WiUjn/xXPzS5tjYg3Y9aSzxR0GTgMQ8zIBSviXODr+raN4O/ZNPo0qlD9z+8B8NZUjDX6jrKbr3n0Z/6j3/6u5+9dw5wcezZQLwSFwVrQql9j32H3BIJUKv9xd3bDne5dLjlA9e166oDPc+6w5HTo1ZzgIZ1wbtNG9ZlzVGpr/qr+/YcBk6p2nS8eq624VC86q+2dz/5u5//md/8i+3H+6UyBXG1PBsUEMp+nC5Ezalo8iDq/+7P7//p//S3v3/74SMDlGSCzhAYkelb9dwzz/nuzKXnb4kZpLm3UNql6USKZ1546aU5oL0R0apctcvIPPzcyfmFRZd3z1o7HgFqKAnxD0ViZh5Zt6VT0kv7ji+VaMRA1YkjUeKJsWAx72uljAQCKEAKSAEVs+aPv/OqsHDwwe0HT1TplesB1uSdlgAOl25uTzSSr9z/5J4jpy87Z91Fqw2TKKAQgF3Nl1efM+GKwWO79vVMvaubPYw5M9rT5okXDw36vSvPWz+uYVwRJHjG/c+/9MUHd7jm+ne88/KLJ9BXeqDSgap1OF4i6hECG9vvjdTisZoJ/fm9x2dOSuKSkS6jyyh19MAzhw8dP1V5ZPU6E8pSPKC4Co3J+47S6Wisy0nq/LgtGzLQwL6DcFXxGryCfmmiOtn0CwwHBBIXLH7iI+/Pi96Xv/H4ngW9aLYg3hxq5yxE40fTxs/8t4d+9tPfvG/PtK81gmj2fk2UR9XS95Ywftuf307512d0XEiBtHDkWJ1eqG694+6ZpcF1N11cG23niAo94s1Yocb7qrWgsiqKC6bOoEJwq0cbhWkcOrUwu4QIaEaMMDARCeHlw6eLqF3qse9SV/jOmqQEGk4ZUT2XkT/7uydPdsMbb7j+svPHWWMRGpyC40AoA8AxygoBTT1AanYc48V0BCNXNvKphkXbdzJ0ZvcfpnJR+zxWAeIBnlw1MRrrCHLfk0etUV3ESBqIxis1eus9z011ijSJIINlJyIvq0froOLUzMIDTx2bKrHIekm1Kt2wHN159+Pzi30VZaV10NGQobis5LRCWxSBBzhKDy+4L3z9iYUCF15wwVtu2JgDVX31DOlp0l0dzVvlSJelA2RZIQaybDkA0sC4wdbJGorFR7btXuB6GU10TdbTKJmffG7/dKcikYxtAghRH3j2+OLn7n78ZNdfcfkb3ndZHJJ2h2iR0eNooGu5NgWh8kTeewvNMGQzvxSTW56lb7Sq+uqZKtk9VeWAUgQUoH7dkHE2zE4rExeDwpoIWWNWYEZaXo/OFvrZQ7NdpWySlYzSymQdST4zFoVvfOPJika8WrMa3dEqX68sFnsyf6Su8wSFkhLiEJx4NBqJZjz94sETDvOApaGkVh5LAMGyASXL6lMr88jfeZJGI7zrqvPamXr46T1HC7h0soxWLUIvGX5we3H/Q4+I7Z71to+dUNFc1Dxk67/03+7++f96z/0HbAewkYGpQbRKmlNLeOzhh1PXvfbic6WChDBisHXLuMyevO+hR/bPyDQwiNM8bvha/cB8+Z//7K5P/fFtu/cfC0AtZudhfPGa5G0EIQ0RMQhnjWDr6lYoevc9vv00UGaY5wjJRIeyReJnj+MLt31zvJ1cuL71hk1r9NA2SYYT9kO1XjoT4UWgFAngBBC+90D14Ak1k2668ro3phqlE0cxSHlSA8CSgahrz2quadeqQNv3L1YEH5ZLRmFZgM8ZmW6onhGbNYHmmlM09jtfeOa5KSwAZZy5kJUl6kp3iV7oJp97cL8dPevCLROjGgiDKnBXmdlAAdy0vi5++sj88889Q8BN11w6EUGLF1KOdSE8BhiAnL9wMr14Qsccnj3anQUQnIrjrtFTpOZLOCZHcEOPjVeVDF6f6Hud4fnPYgXUCUwqAB4SSBqBki3nb77h5rf+6a1f+8xdT58+deRNl6wOyWTH61Pd/MkX99zz1OE1k2NvO3u8XlYQpZ1BfqKVyMNPPXf46PHve9sVF6yqdXqL9740+OKjL0W+/MEbz/nA1jiIj8hNmOhnf+gdv/Xp257aeeDXP+Muvf6GxtpJFdyRp5+5/cHHSr3x3/7UD124ZRyh8NIckls4eBXOtCH4lZgH2EB9j9vvedyahmo2pnN123174L0BKYXcsdYIg+JDN567dTzTIletTT58+aq/3JN/+rPfOHz5uhvPbqn6SG/QPf3ik/93e/cZJsdxHgj4q9Bp8szmACwWi5xBBAIgMjMBkhAzJYukZImyaMn24/MjR9nncLYl685BlgOtQJ0lnaxMkRJBMQHMYAKYABCZyGHjpI5VdT96tzGcmV0sKMimqe/9gQdYzE53V1dX1VdVXbVr78F9+4GqlkRgh41/4hRuvmzuT57defD4gc9/9fsrN1zX2tWZomLwyNsPPLDZ95ogE4vli4Y/AJKVqfm1n+z84Ytv99GGKd0Nz2w7sCPwKVWcEh+YB4QIf+W01tUTDABfJ/p1axe98a0nv/Y8d8S2Se2NWjZVKpYee+SpguDM5JevWZQzfCZVoM4d4gREs0nMpglBDSb9mAouauF3Xrnk/see/YuvPnD/M5NXXDI3ltBO99vPbTuwd+eepM4WLZgc42ABUMqVjCvdIspQYCoCikqiPFCkqdlo72g4fqjvTz73/cuWzcsZcPu6qa3KnZmD65ZMevvg/r/6+3tfWTRl/dI57e1xUj5W7j30nQPmT7Zul0NeTAhTA5AJU3cnWbBqduNPnzv13UcePVbsXbGgs8NSpYL98lHvR8+9VciTyxev7uiZBhT2Hy5+47s/Aj5R58bBsvdXD71pJpJlN9AUS3muJe22nL5o0fT0hXgtQmqJoqS5Rli+YtHLR5++94Hthwfk5Earp8XqLZT3nep75FmbGomuKT0UwBdgqoCQcNpq+N4DD5twlu89ddh58LWTntacyvGdOw+eftNmQBSjSgKXhIK8bH77gvYkce2JWXrH9eu/tfm511977Q+/UFp20aSOzuYzg6XdB089uvU1yVNr1qya1pVgQlFKBAkH4DlnsTACdBUwAosWz9+596nv/OABx1m8bG7ztNZmUhBByXlk187vPPpSSyL1qxsXxiVwELrG4gYnoLR001985eEb1yxobUxK6e89Wfz6g894oDU3xJcvnEmDMqG0lHd1yxgtPlAKpFSMkpXzO994ddLuw0f+7p8337KoeeakloA4A3b5lTf3vrjryIGjArSUCssVVQbQyiTjAizo4ksmZbae8WkyvWxiXIIeMxkVRdB16cv5Uzp++vzOFNc2rFrE1cjEIArgFFiQv3Lx1Nfu3/G1+184eCqYPmtCmvrC9bbvPvHwS29pvrh60cSMXwY5xMzm0y78+8NvFNM9jtZ6si944KdvSmpooCgoQQiAMoT7wTWz2nTdpOrjt1177GsPb3tj36f/Kdhwyex4Lg1SDB7c/a37H1fWHNFX0DVdBCKhqQ4gV8xo/8FDrzzyyqE//1H77Dbz4o5YAwz19vbev+3QU4dKnm3qP3/UpwIA5RKzzGIaABeFTs37wGz9qcnxPa/u/NSXNi+8fGNPzKW0tO/tgRffOHTw2OnmXGZSY5IHAYFAgDYkDJ+NZ02Ls0N8lRPGKj4RgFJAwm41qggNpBpw4flX95QCSDQ12q527+P7OCWUKN1gJUcyXZdSasJtz1irZk3QNdk9sWNK28kjB3b/631004qpE3NJA1zb8Z9768wPt7x14nTAspl3DDgqVXf1IEJo3C2Abp2Q/NE3Bp4+7Bq65Yvyvz24h3h2Jh1LOvmyMko8RoPgAxe1zsjxDPE2TctteXzHc0/v+1zLmp7W1Kqco/Hyyb5DL2zd+sxuv+R2AuFMj4EqBCBbm9Nr53ZvOd37ypt7/9f3Egtntc5iVs53t2x/5cEXeok5cah3R5a1c1UGFQO7OKm1Yemyxc+9vOcL9z346NT5S5e3xjOBf2Jw19Pf2VVKCz4RlJKSQhAA42dDPqWAgKRaStqKsjMO+/Lju9/slSwGbY2ZHz21P0OJ5wlX14Xnp4ivlQc3rFnYljANiNaaZyp81ZxICMomNdcvmPjca3u3vvTm32TSXT2d8VxOSr909MTmzU9oqbag6KY0QZQtfL+gG999cv/hEmfpBgO8zT9963npljTL57rh24ZwGSUr5k+Zk9MNLrgCXflKyoAwIgWIAqFkQjo9f/qUZ1596z9+ui1NxPJJicYYdYIzJ/uP7nrp5R3bD5jZ5Ur4kkIAHqfmrFZYP2vyY6+f/qefvrD/cHPOJCuXzZnTqHclyV3Xrv7jL3373u89NkgSmanz1idOlT0iXOcHDzzan1dF3wSlmAogcLiWaIrDjK7W19/a9uPHnh4ErbG54cYZqaUNAYCjKwEAAdElMYffdxzJzrW1Zpspb1radejIsZ0n+j75Z/fdsm5Bqr1jwJe7D/Y/8ZPNPAhWT+1esbSdKZAEMnGYO2fO64+/9g/3bj66asq0BmtaW7ZUcg+c7PvR1u2v7js6p7Nt07IOTZQIhyTAdbOtnS/lS/nib37x/ovXLJ/cHNOUX3bIN3+8dUBYk7o7p/R0MgAtEE2cJeQQQPYCTdQCSglT5QRJ3HHj6n1f3Pn0i6/t/B1YsnBJd5fT6ifsNHl635mD298e6j02c1rmrhvWdCckE+BSLoFRzZIQ7lNDJKEKiFIqXAY4EAoYeIF4+NHHS46fa8ysmWnE7F5uGCB8kGUNGGMmgABlN1Jv1ZK5+x/bue/Y6ZNlaNLDFZWHS3FQLhQZWKZOoDUBv3LTsp1HD79x8JXP/t2JZQtnTetMtCf1uN7cd2bX4y+8+fKhvpKfnd+Vvmp2M4i89Mh3X3jr288cKpVKn7l97VWz0+B6L217bqhQ1szGFYsbSOABAQ+gBKBRSIqyTy3GWIMSK2d1Pr+vd/sJ8XoftKY4Af77f/vgsXywrMv6yIeuzGogAAzCKBl5x294QSYM/TDqe99HfZJSogjNAwiQJpEJwiDRlLjqpkuOsuT//f5Lh08f/5eH3s7rDQWhgZvnXE7M8k9eMe3K2QDeW8Cb++PplHN8UlfbVVdsenjrs5+99+Ek9QLP7YUGkumYOcH8P//jSqN/f0AmgfISSqyb1zjwsbu+/8DDj+868J03H5d6DkSxyT3a0hRfvXzFLVdMY84RIGxkM03gSg0vTqwAKBnexD2KASkcPdXnKM2j1ktbdh5R+x3Pl9ywA0oJSVCXlnt7Ou6c1DjZompmE/3jj258/ktvvPDarie3bmloaChlp7uKpwb2LJo+IdmZThx6uz0Y9AUAk5T6UxvZDRvWfuubJ147XvrpvY9pzT2GN5gsHZ4yse3i2XMPvnjK8AY1Uga3GFjmk7uOnyYNtoBdh07seOEZJ9EZbg6jCJNUM4MCu2Xlyu6Z4Bcp4devn7unT3zlyfLXntirBTt6S67JRHM6lm2bOHvuvOvWdXmDh2OGrmnxc74FMMCbfH3wtN5c4pDy81SU2qX++x+cVxwaePlkcP/z+3/86lDcNO2hkxMamMGGbrtm6a2XdxjC1RgD0ByVVQrCZdElAUUCwvOglMHTn7jnljP3PrF339Fj33naLpyZN+MznROkDvbtV8zfdjR4eMfh3Tvgb17Zaepv8TO7O2l/OTF3YvdCoG8zV0gABRooJ0Xh4zcvPzQweLC3+MCLBzdvP8wLRy3wjos0S3beduenPrYmFdMHwC6f6fUo19uDQnmw+Kf3/Qx0XRk56C9zorepkm6fWru4Y/4lMy/IGmhU+GlCuMfvXD1h6PSMB17Y9+2Hn7csS/ielW7oLbhWpuWuNYmNq2bHATSldOqB54JuATXCeCy8LXqQf/LN00e8NBQGYqx439f3ekTXuU4CXxG9RBOqfIbcc9WsjukaqBQEd18zaXbPhM998cv733j5+WefKUi9vWtKb/8Zg7ONKxZ+4rpZsVJRl2XQYgZL2AA2QIyms8UCmCRNygFLf2jFlMLx/FMv7vzxI8/85DkmIKGCRuHreTo0qW32nVcvXNLGk8oDkLpulhxbAN1407VbNm/5va8+aWnUKfR7oKSe7Jk+54NXr+jutKB8BgzDYKYbjBktKAWUbpzKxTWL//q7z93/4uFndp1wfEFiWdsup4P+lRdf1NXh7OwdUtAcrrYHBByAACBFgtuvuvipH5wquHTZ9BZBdSICkAFQxgm9aFbzT14+lEjxNYubIQDKteG+4nIficc3rZ/3Sj716BNP3bflLW/rwRj1dT8fUCsei2+6fO6mlVO5dwCoT0S2qNhRWxvQWr0g/uAjL24f2n4kOV8Dn4JSSmnSiYv8+vnd7U1MV/5lKyaccK//u81v/OCVkw+9dL8RT3NptwQn16y/zHHbh17aHgRFkxJOPS7ty7vjv7Z6wre3Hfnnr/443pBNMiem3KGSk2zqXLxsTeqVvU5v78+ZIQOil1imX2s9TmgCoAmA5w/OS036nevnfrF47JWT6rFv7ALvOA2GTPt0e2NqQbP2Ox+7eu0E0yidBCvmMeugShf1RoDxbCMxduMmXBCEh+tvKQBBidLh9d1vG1ZiqOw89NCzT8m8ruuO4zCu+xI0XWdBOe4PrJg1YdX820BJK2H91k0L/vErhx95ef83t+xMZ3ItTY29p07EY4k585f2ybcGy6cBZkLlDg31T4XoZFD6wYCefeQw7YMGFQxueXrHE0wv5YfSMe4EZlnpYGaTht/T1TyjxSDuqat7jL2XtPzb00c+/68/0Rrb4tAXp02F8s4pudj0RTfJ3QVv4JUS1YBwHYSm09/9+HKtLB7afvCbP9v2H5tpC0la+dN6Atbd8anHnjo8VNjGndNM2QAxsEvxVPbDd609UjCP7t3/yBsnv/38s/GmcsLuvqIluOraG9585MjpY8c0TQMRACPRdNnwIgNCDXkGJCl5rT96tddPd8WVs+OlbY8+WgRuWRr1CAOvnKXlNl5atHR5Ww5GdvChCmi4NBMPAs4CDew1F01/5kDp8Wdf/scfPqWsnKNnE9TNBb2XrljSMZQY3L3bJD4EZamZLsDO48WylhaOeOGZ5/c8tL/c0DNEU0JLmG5f3O+3uMo2Zua1TQTlUQkmFQWSOsZbXXBMMQRqoJt1fuHupf/0Q+P+rdv/4ccv/mWh1N41CcSJ3pOledlkqntNeSDG/H6qXK76Wkm2g8Y+t2nep/x9T+05tHvXG62m19reMTORShh0w7IJW95c99DWF/7g33eoCWbn4AMBi8uh0zOmz3IndEHZzBMimEaBaOA3MWvj+ov3nrSPHzvyjfuf5amGqR+au7QhDtI1lA8EfMLDyfBnew3q5W7Nz1+/uI013fjZbzz77Gvb3ji8mabbes84ukbaNTUpY37qhgVTg7Ihyrp0wMp86rpFgyX/ie0Hvvy9EzFDsz1VUJYtmXKKq+cvvHPttJ44cEHA901m37SgXdirH9y257m9Z5793itZHpT7jhqGEVCjq3vanR+5NJcyqBCG8Ai34v7ABYr6CBAApTgVVMGyuQ1/9Huf+fN/+/rRPvGNB7cwOKLK8WLcoKlMvH/wstndf/SZG7tiEHeLoJggelnxBB/ermZ4txggCohQMLxbBoHTff2v73nbhsTkaTPiDHi4hwoFIFQx3QWg1DR5wpD2ZSsvfvDV0yf7C9tePTVraZqFGxUNRzJ70JYAAB0ZSURBVH0BsC6QoKSKM5jVBH94z2Wf/cI/H+7d+/0nioKk8kVOeVI5u5szFgTq6kXtf/bRlTONIZBlGW97rXTiwX0BE/JDvhWwxODgwJYd+8545tRZs7IG6MIH5RqKcqIxAFBlSmISgAnnsmXz7nv+6PFy7gdbT67emOJAXjtaOniiL6cMwSAA4MPFHD27QizGfDjD85ci6lOgQAL4AE64b1vY2WMy2Hj1vMuvvsE1eo55kwuiB4xpoLVM6Jpy9+1Xffjq+bo6Ct5xsPw8U00JXTqFDWsT1914RfOkGYOB7rAkjeccQT7y4Su1QIEFSkpQASOKAFy6xFx3xbLW7hk00QyJJjCzZrZ1yZIlH7x+GgUAJRQZeR1C1Yy8V5TpCkAo0HSzb3CIcg0yWUH1gFnKyslYo4rlPGIkss2C0AAAlACn0NKcuvO2VRO7upMtXUNWV6Ev7vGeaVd+9NpP3JDr7BSlwSxzLA2AKPCcQgHWX9K+/tLLY+lGkmjyPK0w6LX1zPmt37+hq9OA4pB0S4xICDwBYCazhYESJLKFsptKZ2W8KbBynpZy9Yw0Uiye5lYyUACMAlFpDW7YsGDupiUlkuyzId3aXfComcrc+avXfvhDXRIglk4ACWAcO5L7LF5mSZuGi/dRUIHGAsuDj9y2ZmJXd2rSdJZsL9l6NtfCSXD5uiU3b1hOoJ/BECjPcxUw8KNtjIYT1QPiCiGmtMEVV6+ePGV2yYZUY7sAUCKAYl/SgGtvWRSfvKiUmunTnoIxcyg9T3avvOm2WxdflD1zqlejnAKUbUEZ1alsy+m//dvXr7viMt1KBlYOYg0q3qClGpdeuWLT9Sk9BmCaYFkUVH9/v33yiKFxJbhKtkFgQm6iMrJgNtoqlnelK0BdmHxfBHEy7h2eSO3f2rTw1lUzWyyZ0qRXGuJ+MUGcpXM67vnIFd1NhgZgUh+EGy5oL8jwo+IAlAF8147nWvR4LtXUoEFgWPFAT3t6SvIYWCkVbzWbu6VhhVtXk8BLACydzu658wPtjalcOt7S0nLqTG82HZ87Y8o9d6wAFwywAWyQNlEqXKnPBwbiJJQO8+CUGRyf2kh/86MX33P3nZ2Tekos1a+yA3pnXpuQnbHssus2rLuknQQKlCMDV0plGjHKtFQabrhlhZadMCQMlycDnmxon3jDLZeuWmIRGa43KC1TF4EYbSpgRHeda5ZPvOOOD/iJ1iOy+QztPl1utjMzl1x164fvXhXTCDgDFb8sw4X/TSYntjXpmg7cTGcMCSCEAKJASYNDQzoGlBum1RADjYFS4Ac+AYCYBUN9Gd2/64OTlq9ZK80MCCMwG4rSELGGlWsvvfODc7K6ALcEDBRRtg8BNby8DekmXQAhJNAyrpZ2tLSvJXwel8yQlAMAp8AkbFjXtGDxYto0waVxm8UcYs6Yt+j6my/Opn2hVOA5lEp3aABcx6Dux69buXHl/FRrq2/mzmgTDogub9K6dXfcvuFDE4OffyMRACDMprEyS5QAnHDxXnAgGFw1p+PWG65rnTYbrCaIt1I9k2tqSnD5sVsuXzM9pruDoAcgXCcQZR3KcJ7j4HXH+sLNrEb6VoZDQAoKiBGLU0o514rSKrFUmaXKWsbV0gVh2GAqPRFQnQAIzwOlVs9tu+H6a2i6mXctHkpM33Mm0W9NX379BzbcNCNmGbo/OL6pKAqUQ4QrAAYD3ZPcMnQvkDaxWG6CS+PlWCfEOsFsLQSJfpeBUlAa4CT/iZsuu+ySJXpTu8+Sg9qMY6KD9qy59KO/cekdEzyWARJzJAClHCQI4BJ+9zdXLl66FKxMwBPHCjIwG1detfG6NeAHfmMmyYSjKwVSQCzmKpiYhGtvWJJp6ewt+FbrpILQ0p3TP3LXr169pkWjXEgpFICuR09Q1MSRhIB0IN9rxpXNU65i/X2n7VIx1tguzQaXJXyeFHrSJWbRFQEBR4b7S1IAKkbuBSMSVCCGBjIxedutF81ZsMihcWFmApYsKrNjyuxN1y/VTYtIaZeLolTwfGUDSGYayUwimaWgOloayyzhCMMXmk3jPo8JZgEhlACIQAWuzoGyxIAGfrgpkein3vGpFnx00/ylixb2lomTmXrgsDowZKSmrdjw0Q9PXjBNFXxuxkD5QG3mnYTioXmT49dfu7BjwTKebrIDZVhx3eQgPAWwaePiuUtXGW0zYEg/SntO0klq8urr7r7ZSXdDgfgkrqgJANIrEWkvnmqsX79+9rz5ZrqBWilPhMPCkoT7IACV42mqk4A5pbldcO21K3pmXyRjDQO+ySdOh2TjytVr7vjQ7YtmdiS1fj04Ad5xKB2ZnINPfHj1iuUXeyzWH1inglTZ6oaGGcuvuXntpZdfsbKLgwTPAc5B+Vlm33xp16Xr102es0Ra2d6Cl27ppLH0xCmzbv+VayZONAYLID2bMQm+SpkXqMVLCRCQUnIgIggcB+ZM1u7+5F3NHRNAs6xss94wgcSbqZm4ZPWaX//Eja0xMMEB6YDvhoujVr7HHU6wYIyzisKsr2/gtEw6NBvrTAwAgJUDmhSQBEgPAe0H6AUAmqPK62inLS0tQsKBQ4cDv6rRpoCBcoFrhAPIoLSgI/fnf3DP+nUXS64XpKniXUKfrJqmGdn2VavX/sYdK3viAEEfDA0UBRT0JFjNwsz1+6oAcMZVRwe9ojJa2jO2ACJdCIpg9zFRAn8QlO8KBQDgOZM7km2tHeCT1/ceEkA9H8CM60ZSMyw5Mm2aknNVeOgXgyiFaf0eUjX5p2B7ffmCXbJNThoz8ZhpaLouFSimBwQEwN6Dxxf95bZZOfL//mJTtwZaqb/Qe3rQ52a22YrFEjrXpQvSAyNZdRTHcQYHB8vlMuc8nU5nMpnaMxFCCCEIIZzzcHm6mkbL8GcgXOWy3jqX5J2KQDTP9koDgwP9JS1rNzQ9uWfwyef29+/f8ZG1MzetnJ7KtFZ+j1KqUCj09/c7jpNMJhsaGkzTFEKEm38SQhhjSin5zi2Sa3O1rldPBPN933GcQqFQLBZTqVQmkzFNs2YwVvq+r5RijIWJUPUB13XJyNrr0b5bQgjGmJTSdd2hoSHHcTRNy2azpmlSSkdZDRTqpv/wZTIgjIWbmBEApgIlRLlkn8m7Q1JT8bSr8b998u2dW7ZvnJX45DULuposIEoyyyeMgtCkDcop2ao/L0plW9N4LpuNx2OU0XBuV7Q+WbjpfFUKROccLc4Z3vRzpkn0p5QyvJbR8lKpVCoWi4VCwTCMeDyeTCY1TRvHULkMb334FwCg71wTTCkV3pfocOFp+77f399fLpcBIJPJZDIZSmmY1cdzg6SUnufl8/l8Pq9pmq7rjZlE0UgSChnpgt8H1HrVzf76F7e+uOfklz9zy61TyyC1fD4/MDAQi8UymYxlWbRm+bLavFQ9JOXL8Nxc1x0cHCoUirquNzbmksk4ALiuIAR0g9V9SMP7yBgb47ijXb4QolQqFQoF27Yty0omk/F4nDFW9TTVLcrGeAZFIAuFYn//ICGQSMQzmTTnXAglhAQAxihjJJw3Ft6dYrFYKpVs2w6fpng8DgCe54WZKjwfpZTneTC8UOfZWx/lk+FNgykN82GUOFH2ZoyFvxJ+mDHmum547UEQhJnTsqwwM7/j7gRBWFCE3xCV5OHPz5n4o9308A5GZx6e0mgPafhn+MQppWzbzufzrutSSrPZbDKZDNOHUho+X+F5BkEghAhLv6qyN3rK6s5HjX4Y3oJo5V5KqZSyUCiUSiVpqyJzBlNN33zq2AM/272wq/NPbps2q6FkmAPgp1xjIpMBY8zzvIGBgbA+ymQyYQZzXTdM0trSwHGcfD5fKBQsywqL1iipo1tQNzGjbFB1sTC8sPM77kVtUtdWIgMDA/l8nnOey+Usywp/RQgRFT5h/Tj2owEAlRkyWgk5KirD/BYEQalUCu9pPB4Pj+h5XpjmVc9XdLFhoRfmwOhW5vP53t5epVRY92maFn44SoHhBWlrvoRSes6krsrV0UVxzj3P6+/vD4v6VCoV3uioZqlKW9u2w6ohLHZM0wyPGOW96LeklEEQ9A8VCsWilCqVSmbSaU3XakIL8Gybcx6ldm02qFV5OVFVWPdBEELYtt3f3+95nmEY6XQ6KipHe7qjWj4qlCrbHrVFWe2zH96dMLuOVoxU5XMAsG27UCiUy2VKqWVZuVxO1/XwTKISLDq38JtVhdoGVd10i74qPE9aAVv7GPWhepXKyFu5HICCBCmUlBJIFPXtO3js4s+/OC2tvv7HH+iJQUq5oAJJLJ/QQAKTygy/g5tVzbjxVGm/CHkFKSJBuQDgEOvZI6VP//U3bA9+7YMb7lrX2Qg+Ubyq5SGE4CPraYa19dl9jcm7nxTgeV7UUokaKxckbhdC1C3XlFK+74+nuKw3Knx213gGEgIfmOYDLRE4YcOffeE/nj3sbFo173/esTBpF7mmgNKAWGVCJYAGMLxqSMXYvuv6hqHVTFv5L+7vCG9oEASc8wvynVV5yff9yjbNGB8eg23buq5XPj5K+WWiCYCU8sHvAxp71Ul9+h+2vLjn+L2/e/ut0xwGZz//rp++MEQf6Yipim/DHpb/xmVdEMiqixrtvkRtrMptQsa4ieNs29VtUdU+xWEbK4xzxp/3/pOfo7AIquqMG+2UwvSs25x9NwP5UlYeVIjgDON//+Cb//qVH16yYOrnf/2WmY1K2kMBodRM+wD6SJAz/iei6hDjTOpfxB2p/M6o7f6LuO9h70YU25/XRVV9JozfaiOH4cpl9ID557yuqFutbmhaG9hX1QK1T3Ft8V5ZAgaBBIA6RUrFb1WFjj9/vV9bJkRd0rXZu875V1zgeTVIzquIc1036iarvUf/Jc1C9J8J3+t7T1MSJACjYdkhKAHCGAgJZ9f4VtIpa1lL00ECCEmZIkAVAHAKGiUgae3CuGGfX1Wf4mg1qzq7oxQdrcMy6lCvjiIqitfwT4NSIQImA+CaJ2DH67sL+UIs1bB6eacAsCWP1RRclR3n0SlVNVbO3b1R87HK3s26fR9VP6xbPVR+5uxmPiO9m7WfH88QVpT4lcchI1cw8o4lBZBSUQXw9tunXn31JcEyly3bGPhAdR3ABUUUpeGspHC3Yi6AgxwZcwXD0KQcWUGWjNoJXVVB1ta740yTyrxUN+KKmk3jb/9VplLdm1h1qmEPZdWoxWinNAbLsqqGlwkMv+gBUoJiSlEAoCpgEBClJOFMDXdYjFGXV51V3VOiFChl4fouI79CwsdXqTqBU+XVjdbEqb1ftU96OHwUddbWjcTO9xmUcvhrwyNyTsOfhJ8Kh6AJgairOCymKnPUaN3nozWGRsuZtd8QhUxRMVgZadQdtaubP6ty/jkTf7QpFWPn89pvC1uf0Rh4VSYP07PyWHUzW91Wae0Nrfp5ZelHCJHEHpTJLc/1Nja23X7dmonZPAggZtYLl9ME32JaZRgfplJVvq06t2j4q/bvYyT1OfNqbT4ZZzAZlUVRd+R5fUPdorLqv8K+wmikhRASdh6N0WtZmXOiX6wc8YOK2RCjdaRWJnLVdY0/V9fOyqk8SjR8V9025bzqoNGB6qYwISQQklISFh2UEkrJu2gYjHFras+k8ufhBUapWtlwGvsodXNL1ZNet2SuqgSrHurRGIYR3ZTohKMSNaqFa2vPaMbW+Wbp80pthFHfL1mY985mCiGgjbT1VU1/PgGgoCzqU8lFAAEHSTkDQgglCqQAIRUlAhSpevklasBF01Fqi93o8a4MtMZuUo/RnI0KFyGUBmGfHPE9KA6VGnMZQbluQgBgUxKrOVA0SSYsVaPhsso2x7soTcKeuTGG5qraE6M1MSsTqrb2jX79vKKLquot/AUaBn8AAEQGAWXMDwJm8MGBXo2rWK6ZJTO2BmWhM9exYjoBMMPtNwC4AkmG91iXUkXTNqLhvZHwj5yzgqy8ljGa3VG7ubIxMVpeinJj2Cyo22k6Riqds0aJWhvh5JbKeaq6rp9v12/Y7x42/YfPlgEbXjeNATcU0QiArlxDOhRkuFF9NEAkhPA8z7Ksc+almg9AONsOABgb3h15eP1FAEKg7lhZdDmjpU/t/aq9O5XtxXAiXFWJ8e5G0gAI5zS8Likl5yz6mpGrG27HRIeLpjhGMycrR26jMLK2gVI5TTGad1TZnK38knCf98rmWlUpVDscXTViVnUfx0j8sW96bYkxRngW/Vc08TVKkCjRwvb02B0rVW3B0Y4btTir4qXK+6VU2fKTrJgv2yJItQwwknf9OID0IJYECoHvDzeLwxsalslVZeBoKRPNPq0coRotqavin7rjTu8iVKucAhfNY3wXj0Pd+BYqJmlHCRvO/YvmjIRZsW79VRVF1C3lwswcBSfqnUNhtV9S1Qdxvrk6Ci+jbwuL0Nr+0HB+YNTNFN2dqLstilsqzocKEVYlRAhp255VszZylGnHPyp7XlkrzFeVFxjOk6yd41PZwKib1KMVZaPd5XFeTjS0GyVsFGCP1us0dgUxzoi6trMJYdSHah4bBRKAESCE0LCRoVS0uHq4d61JfC4ZSJAAUkIgBdMYI8AYUEpAabWrkoQlaTRrvG4LYDxNjbotqrrDdFEFYBBCVbgdINF1yKTiRw7utwP6yJN9q2Y3NDC/Ic3rhgRRoVNbetYeuvZsa38SlnRRPTraIMzYMUDdUrKyaDtnm/uc5SYhREkxvH74yFVSTQOiTMZsgEw6qVN441Th+1t201Wzu4xiT2NKhXt/qXC82AflE8IUNSilNMwcw3fw7EJ+YwwjVLWHxi64z9lOrf3dqpdhxjnWV9k2HSORK2vNym8OM1XVYO94bpOmaZUfo5QSUrl9PVWEUACufE25FKQCzhhE2YwxVhvynTNVw4G+d+zgXdHoHG2A9JwpP57jht8cNs7Cl09GG9c6r2eQczbSEyQIIZpW2/EEhNDKlko0E4wQUtlMrMoDYzfO6v6ztgchekE3ag9FKVx3emdtj8YFSfzafD52URz+b2UhGWbyynJy7MljYw9ojBbo1oYW4eOsayxRhjazuH2g/wdbXivTWZOIvHgiZCmAkIoGRLOqDhfmh/EMyo3W8TSe3qva7699V/OctyZ6cy/qTfh5Ho0xckjlZVaWkOHjX7ffdoyx2WjwPKoB66ZJ5UyfC5KrK2PX0a4uUtkfF92aqpiz+ihKMErCL+OMUkMj9W5Z5dShC9tlH/WqVFaU52xC1GbL8dSzdTubxnOetX3cUQau/a/RxtvHGV7WzsjFkA+jPjRWfcDo8NrTYQOdRL3OUgEj4U5EWvG0nspqFHQARYBSBlKdndug1PD+T/Uar9EzX7e6Gk97+py1Y/V/SQUEQCggoDNYMrf7kgWzDp/qv+9fvvQdVfrtu2+etnZR3UZn5RyV2t61d1GUVE5ZHPvyx37tu6pSZGcDqrMlXVT81V2M4ZzfORyWVS6gKgNCKaiAUK27s/Xy9SsKB7TNP3tsxxMPXrWo5w8+cZMUYFIJKgDhAbggA8JihFpVQfg4W0t153mOP03OeZSqmTDnNXF37CG+qsq+svVQFZCPPwtVNkmHv0QJEq55qwCAKaDgqTg4sWBIE2WhdCFFFHyOcXVjN7AqX4ypnK9V2bgce7bVOO9X3TceKxsEtZfwLt6NiU44mnJWGzVVdp9XTmarbL2NNmF4jIZ1VR4+51NcObAw9kD32Gfy7hJ/PP0soxVuUWkZnnNY5kdB4HlFOKN11tRGp+HZDgfGnpY1itevmXDIcR5/+tVHn9k1P13635/+wMVtijAFMi6ZrMpClV872uBzZXu6bs6pm85jD6u+q1dt3zF3sXKeZ3RK43k0ajNk3SGXkQkaZycTRkNhtZH8GG9tVA24VWbs8UygOGdSwyizqaOJx+OJWCqr+MoocYzys2KEedSUH22+yTir49EyZHi48A2Cuv01dUvmsTPkeB7Sd1HwhvVIlJKVkynqTsEdf1E2Ru2MId97aTAJV3P572G4RakUEEIDIQmjCuD0mYEvP3kgaZAbr7ooxcFSoIMgw5vJUID33B4oSgGBINwCIiC8CHDcgcMn5LGjR5mw5/Y0LZqQw5tdU6sIAAWEq+HpvgpUACCFIh7VHYDeErxVgGOHTkDxTE9zauW8SSoAiytQAqQEEKAAKAOqY1r+Yh5OFb4jSUGCkoKwIyXyyPO7j5/u23T5JT0NkMDKDv1y8pXk3hnJXzgq3z5JyyVl2Qd+ZcO0hHtCM+LCTTIDnw2EEMKoD1UEexX3C6Jd0xWAVKpXERCQ0EH6kNRAefZwJyuhACzcTue9s0quUhDuUQYAirBCMLyNoFCgExA+NGh40+tHfYrwcH83Cgp8h3AqpXQDJnRdAOggpZIaZUoCVTJco0eObDOlADgo/dxb4uB6yu/q/oxsUUxAAUCgaEmBK0ACmBwscr5buY1xHHgf3UEFmCHf7wIfBpj0KWUKUgqYkEGgqCFtIjgxLQkc7zC6kCXx+6mEROjCwxme7/F20XCANDJHkxACQihCIJzDyQhpABBE6UBAAxCCUzr8KwoUYWG7/70zxKOGFzskoBQBmWREECi7kNBBeMAxP45eT41kBVAAlHNQASXE0nlAwBFgBUPANfApcF0BEErCDwcAfrhb93spG7z/2hoc4OyAHwCXYGkgAyk8yTUGFAc00C8lBpxSBWD4riUdEGVdN4S0HG554UJTmEQIIYRRHxpp4Y+Ef2R4iI8QEv1cSjCoL5SgoANQqQJgFGQwEigqOLsCyHvmeoZnnwpQkkjJGY8RwSSTREKgQMfBvlGTTp6NAcN/+8A4A2oyAJ8CcKA0XMMFlKIknONLKYAPgLvw/Cc8paAUEEoIGERxIH5gG4wpIJj86JcTpSoGBAAM3QAZgE+Bcka1OEAwvEARQgghjPrQ2SZl1Q5pRCkihGSUUALg5JlugABgjFICIEdaoRIq/vEebCODkqACkIIFHmGm8hxuGAAY9Y0a8lW+Jw5KgSIgBBBKCVU8GSiiGJEKKABTwJQH4HIATpgBDEY2FxgLwVbYzxf1jXSyUBAgAo1LEAFh9AJFfe+/GZ7yfXQ5qG6eHTQCA6QBGvOYVdZ1XZGY4pojNC0QzAOSxERCF6hEGUcJiXUc+uWG7/UhhBBCCCGE0PsZdnsghBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQgijPoQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQgijPoQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQgijPoQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQgijPoQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQhj1IYQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQhj1IYQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQhj1IYQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYQw6kMIIYQQQgghhFEfQgghhBBCCCGM+hBCCCGEEEIIYdSHEEIIIYQQQhj1IYQQQgghhBDCqA8hhBBCCCGEEEZ9CCGEEEIIIYT+a/x/wsJtB5LA40AAAAAASUVORK5CYII="/><div 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">2 </div><div class="t m0 xa h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Spis treści<span class="ff2"> </span></div><div class="t m0 xb h8 yc ff2 fs2 fc0 sc0 ls4 ws0">1.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">O GRUPIE KAPIT<span class="_ _0"></span>AŁOWEJ<span class="ff2"> <span class="_ _2"></span><span class="ls5">___________________________________________________________</span> 4<span class="ff1 fs4"> </span></span></span></span></div><div class="t m0 xc h8 yd ff1 fs3 fc0 sc0 ls0 ws0">1.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">INFORMACJE OGÓLN<span class="_ _2"></span>E</span> <span class="_ _4"></span><span class="ls6">________________________________________________________________</span> <span class="_ _0"></span>4<span class="fs4"> </span></div><div class="t m0 xc h8 ye ff1 fs3 fc0 sc0 ls0 ws0">1.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ORGANIZACJA GRUPY K<span class="_ _2"></span>APITAŁOWEJ TOYA S.A.<span class="_ _2"></span></span> <span class="ls6">____________________________________________</span> <span class="_ _0"></span>5<span class="fs4"> </span></div><div class="t m0 xb h8 yf ff2 fs2 fc0 sc0 ls4 ws0">2.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">OTOCZENIE ZEWN<span class="_ _0"></span>ĘTRZNE SPÓŁK<span class="_ _0"></span>I I GRUPY<span class="ff2"> <span class="_ _5"> </span><span class="ls5">____________________________________________</span> 6<span class="ff1 fs4"> </span></span></span></span></div><div class="t m0 xc h8 y10 ff1 fs3 fc0 sc0 ls0 ws0">2.1.<span class="fs4"> <span class="_ _3"> </span></span>SYTUACJA MAKROEK<span class="_ _2"></span>ONOMICZNA <span class="_ _6"></span><span class="ls6">_______________________________________________________<span class="ls0"> <span class="_ _0"></span>6<span class="fs4"> </span></span></span></div><div class="t m0 xc h8 y11 ff1 fs3 fc0 sc0 ls0 ws0">2.2.<span class="fs4"> <span class="_ _3"> </span></span>ZMIANY NA RYNKACH FINAN<span class="_ _2"></span>SOWYCH  <span class="ls6">___________________________________________________</span> <span class="_ _0"></span>7<span class="fs4"> </span></div><div class="t m0 xc h8 y12 ff1 fs3 fc0 sc0 ls0 ws0">2.3.<span class="fs4"> <span class="_ _3"> </span></span>OTOCZENIE PRAWNE<span class="_ _2"></span> <span class="_ _4"></span><span class="ls6">________________________________________________________________</span>_ <span class="_ _0"></span>9<span class="fs4"> </span></div><div class="t m0 xc h8 y13 ff1 fs3 fc0 sc0 ls0 ws0">2.4.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ŁAŃCUCH DOSTAW<span class="_ _2"></span></span><span class="ls6">___________________________________________________________________</span> <span class="_ _0"></span>9<span class="fs4"> </span></div><div class="t m0 xc h8 y14 ff1 fs3 fc0 sc0 ls0 ws0">2.5.<span class="fs4"> <span class="_ _3"> </span></span>KONKURENCJA <span class="_ _7"></span><span class="ls6">______________________________________________________________________</span> <span class="_ _0"></span>9<span class="fs4"> </span></div><div class="t m0 xb h8 y15 ff2 fs2 fc0 sc0 ls4 ws0">3.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">OPIS NAJWAŻ<span class="_ _0"></span>NIEJSZYCH ZDARZEŃ W<span class="_ _0"></span> SPÓŁCE I GRUP<span class="_ _0"></span>IE KAPITAŁOWEJ<span class="_ _0"></span> W 2024 R.<span class="ff2"> <span class="_ _4"></span><span class="ls5">____________</span> <span class="_ _2"></span><span class="ls4">10</span><span class="ff1 fs4"> </span></span></span></span></div><div class="t m0 xc h8 y16 ff1 fs3 fc0 sc0 ls0 ws0">3.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">WYRAŻENIE ZGODY PRZE<span class="_ _2"></span>Z RADĘ NADZORCZĄ NA Z<span class="_ _2"></span>AWARCIE UMOWY PO<span class="_ _2"></span>RĘCZENIA<span class="_ _2"></span></span> <span class="_ _8"> </span><span class="ls6">_____________</span> <span class="_ _9"></span><span class="ls7">10<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y17 ff1 fs3 fc0 sc0 ls0 ws0">3.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ZAWARCIE UMOWY <span class="_ _2"></span>O KREDYT KRÓTKOTERMINOW<span class="_ _2"></span>Y PRZEZ SPÓŁKĘ Z<span class="_ _2"></span>ALEŻNĄ<span class="_ _2"></span></span> <span class="_ _7"></span><span class="ls6">__________________</span> <span class="_ _9"></span><span class="ls7">10<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y18 ff1 fs3 fc0 sc0 ls0 ws0">3.3.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ANEKS DO UMOWY O K<span class="_ _2"></span>REDYT W RACHUNK<span class="_ _2"></span>U BIEŻĄCYM<span class="_ _2"></span></span>  <span class="ls6">___________________________________</span> <span class="_ _9"></span><span class="ls7">10<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y19 ff1 fs3 fc0 sc0 ls0 ws0">3.4.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">UCHWAŁY PODJĘTE PRZE<span class="_ _2"></span>Z WALNE ZGROMADZENIE<span class="_ _2"></span> AKCJONARIUSZY  W DN<span class="_ _2"></span>IU 26 CZERWCA 2024 <span class="_ _2"></span>R.<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ls7">11</span><span class="fs4"> </span></div><div class="t m0 xc h8 y1a ff1 fs3 fc0 sc0 ls0 ws0">3.5.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ANEKS DO UMOWY O K<span class="_ _2"></span>REDYT W RACHUNK<span class="_ _2"></span>U BIEŻĄCYM<span class="_ _2"></span></span>  <span class="ls6">___________________________________</span> <span class="_ _9"></span><span class="ls7">11<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y1b ff1 fs3 fc0 sc0 ls0 ws0">3.6.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ANEKS DO UMOWY O K<span class="_ _2"></span>REDYT W RACHUNK<span class="_ _2"></span>U BIEŻĄCYM<span class="_ _2"></span></span>  <span class="ls6">___________________________________</span> <span class="_ _9"></span><span class="ls7">11<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y1c ff1 fs3 fc0 sc0 ls0 ws0">3.7.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">WPŁYW WOJNY MIĘDZ<span class="_ _2"></span>Y UKRAINĄ A ROSJĄ NA DZIAŁALN<span class="_ _2"></span>OŚĆ GRUPY<span class="_ _2"></span></span> <span class="_ _4"></span><span class="ls6">_________________________</span> <span class="_ _9"></span><span class="ls7">11<span class="fs4 ls0"> </span></span></div><div class="t m0 xb h8 y1d ff2 fs2 fc0 sc0 ls4 ws0">4.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">DZIAŁALNOSĆ <span class="_ _0"></span>SPÓŁKI I GRUPY W <span class="_ _0"></span>2024 R.<span class="ff2">  <span class="ls5">____________________________________________</span> <span class="ls4">12</span><span class="ff1 fs4"> </span></span></span></span></div><div class="t m0 xc h8 y1e ff1 fs3 fc0 sc0 ls0 ws0">4.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">OMÓWIENIE WYNIKÓW FIN<span class="_ _2"></span>ANSOWYCH GRUPY K<span class="_ _2"></span>APITAŁOWEJ TOYA<span class="_ _2"></span></span>  <span class="ls6">_________________________</span> <span class="_ _9"></span><span class="ls7">12<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y1f ff1 fs3 fc0 sc0 ls0 ws0">4.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">OMÓWIENIE WYNIKÓW FIN<span class="_ _2"></span>ANSOWYCH SPÓŁKI TO<span class="_ _2"></span>YA S.A.<span class="_ _2"></span></span> <span class="_ _9"></span><span class="ls6">__________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">19<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y20 ff1 fs3 fc0 sc0 ls0 ws0">4.3.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">INFORMACJA O MARKA<span class="_ _2"></span>CH WŁASNYCH<span class="_ _2"></span></span> <span class="_ _a"></span><span class="ls6">__________________________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">25<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y21 ff1 fs3 fc0 sc0 ls0 ws0">4.4.<span class="fs4"> <span class="_ _3"> </span></span>INFORMACJA O PODST<span class="_ _2"></span>AWOWYCH RYNKACH <span class="_ _2"></span>ZBYTU <span class="_ _2"></span><span class="ls6">_______________________________________</span> <span class="_ _9"></span><span class="ls7">27<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y22 ff1 fs3 fc0 sc0 ls0 ws0">4.5.<span class="fs4"> <span class="_ _3"> </span></span>INFORMACJA O DOST<span class="_ _2"></span>AWCACH <span class="_ _7"></span><span class="ls6">________________________________________________________</span> <span class="_ _a"></span><span class="ls7">33<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y23 ff1 fs3 fc0 sc0 ls0 ws0">4.6.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">WAŻNIEJSZE O<span class="_ _2"></span>SIĄGNIĘCIA W DZIEDZIN<span class="_ _2"></span>IE BADAŃ I ROZWOJU<span class="_ _2"></span></span> <span class="_ _6"></span><span class="ls6">________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y24 ff1 fs3 fc0 sc0 ls0 ws0">4.7.<span class="fs4"> <span class="_ _3"> </span></span>INFORMACJA O SYS<span class="_ _2"></span>TEMIE KONTROLI PRO<span class="_ _2"></span>GRAMU AKCJI PRACOWNICZ<span class="_ _2"></span>YCH<span class="ls6">_____________________</span> <span class="_ _9"></span><span class="ls7">33<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y25 ff1 fs3 fc0 sc0 ls0 ws0">4.8.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">TRANSAKCJE Z PODMIO<span class="_ _2"></span>TAMI POWIĄZANYMI<span class="_ _2"></span></span> <span class="_ _b"></span><span class="ls6">_____________________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">33<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y26 ff1 fs3 fc0 sc0 ls0 ws0">4.9.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">INFORMACJA O ZACIĄ<span class="_ _2"></span>GNIĘTYCH KREDYTACH I <span class="_ _2"></span>POŻYCZKACH<span class="_ _2"></span></span> <span class="_ _7"></span><span class="ls6">________________________________</span> <span class="_ _a"></span><span class="ls7">33<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y27 ff1 fs3 fc0 sc0 ls0 ws0">4.10.<span class="fs4"> <span class="_ _c"> </span></span><span class="ff4">INFORMACJA O UDZIE<span class="_ _2"></span>LONYCH KREDY<span class="_ _2"></span>TACH I POŻYCZKACH<span class="_ _2"></span></span>  <span class="ls6">_______________________________</span> <span class="_ _9"></span><span class="ls7">35<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y28 ff1 fs3 fc0 sc0 ls0 ws0">4.11.<span class="fs4"> <span class="_ _c"> </span></span><span class="ff4">INFORMACJA O ZAWAR<span class="_ _2"></span>TYCH UMOWACH ZNACZĄ<span class="_ _2"></span>CYCH DLA DZIAŁALN<span class="_ _2"></span>OŚCI GRUPY<span class="_ _2"></span></span>  <span class="ls6">___________</span> <span class="_ _a"></span><span class="ls7">35<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y29 ff1 fs3 fc0 sc0 ls0 ws0">4.12.<span class="fs4"> <span class="_ _c"> </span></span><span class="ff4">OCENA ZARZĄDZANIA Z<span class="_ _2"></span>ASOBAMI FINANSOWYMI ORAZ <span class="_ _2"></span>OCENA ZDOLN<span class="_ _2"></span>OŚCI WYWIĄZYW<span class="_ _2"></span>ANIA SIĘ Z </span></div><div class="t m0 xc h8 y2a ff4 fs3 fc0 sc0 ls0 ws0">ZACIĄGNIĘTYCH ZOBOWIĄZ<span class="_ _2"></span>AŃ<span class="_ _2"></span><span class="ff1"> <span class="_ _a"></span><span class="ls6">_______________________________________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">35<span class="fs4 ls0"> </span></span></span></span></span></div><div class="t m0 xc h8 y2b ff1 fs3 fc0 sc0 ls0 ws0">4.13.<span class="fs4"> <span class="_ _c"> </span></span>OPIS ISTOTNYCH POZ<span class="_ _2"></span>YCJI POZABILANSOW<span class="_ _2"></span>YCH <span class="_ _7"></span><span class="ls6">_________________________________________</span> <span class="_ _a"></span><span class="ls7">36<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y2c ff1 fs3 fc0 sc0 ls0 ws0">4.14.<span class="fs4"> <span class="_ _c"> </span></span>SPRAWY SPORNE<span class="_ _2"></span> <span class="_ _2"></span><span class="ls6">________________________________________________________________<span class="_ _2"></span></span>_ <span class="_ _a"></span><span class="ls7">36<span class="fs4 ls0"> </span></span></div><div class="t m0 xb h8 y2d ff2 fs2 fc0 sc0 ls4 ws0">5.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span></span><span class="ls0">PLANY I PER<span class="_ _0"></span>SPEKTYWY ROZW<span class="_ _0"></span>OJU GRUPY <span class="_ _2"></span><span class="ls5">____________________________________________<span class="_ _2"></span></span> <span class="ls4">37</span><span class="ff1 fs4"> </span></span></div><div class="t m0 xb h8 y2e ff2 fs2 fc0 sc0 ls4 ws0">6.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">ZARZĄDZANIE <span class="_ _0"></span>RYZYKIEM<span class="ff2"> <span class="_ _b"></span><span class="ls5">________________________________<span class="_ _2"></span>__________________________<span class="ls0"> <span class="ls4">38</span><span class="ff1 fs4"> </span></span></span></span></span></span></div><div class="t m0 xc h8 y2f ff1 fs3 fc0 sc0 ls0 ws0">6.1.<span class="fs4"> <span class="_ _3"> </span></span>PODSTAWOWE RODZ<span class="_ _2"></span>AJE RYZYKA<span class="_ _2"></span> <span class="_ _4"></span><span class="ls6">________________________________<span class="_ _2"></span>______________________</span> <span class="_ _a"></span><span class="ls7">38<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y30 ff1 fs3 fc0 sc0 ls0 ws0">6.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">SYSTEM ZARZĄDZANIA R<span class="_ _2"></span>YZYKIEM<span class="_ _2"></span></span> <span class="ls6">______________________________________________________</span> <span class="_ _9"></span><span class="ls7">38<span class="fs4 ls0"> </span></span></div><div class="t m0 xb h8 y31 ff2 fs2 fc0 sc0 ls4 ws0">7.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">SPRAWOZDANIE Z<span class="_ _0"></span>RÓWNOWAŻONEGO <span class="_ _0"></span>ROZWOJU GR<span class="_ _0"></span>UPY TOYA<span class="ff2"> <span class="_ _d"></span><span class="ls5">__________________________<span class="ls0"> <span class="ls4">40</span><span class="ff1 fs4"> </span></span></span></span></span></span></div><div class="t m0 xc h8 y32 ff1 fs3 fc0 sc0 ls0 ws0">7.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ESRS 2 OGÓLNE UJAWNIE<span class="_ _2"></span>NIE INFORMACJI<span class="_ _2"></span></span> <span class="_ _d"></span><span class="ls6">_______________________________________________<span class="ls0"> <span class="_ _a"></span><span class="ls7">40<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y33 ff1 fs3 fc0 sc0 ls0 ws0">7.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">INFORMACJE O ŚRO<span class="_ _2"></span>DOWISKU</span> <span class="ls6">_________________________________________________________</span> <span class="_ _a"></span><span class="ls7">60<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y34 ff1 fs3 fc0 sc0 ls0 ws0">7.3.<span class="fs4"> <span class="_ _3"> </span></span>ESRS <span class="ff4">E5 WYKORZY<span class="_ _2"></span>STANIE ZASOBÓW I GOSPODA<span class="_ _2"></span>RKA OBIEGU ZAMKNI<span class="_ _2"></span>ĘTEGO<span class="_ _2"></span></span>  <span class="ls6">__________________</span> <span class="_ _a"></span><span class="ls7">82<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y35 ff1 fs3 fc0 sc0 ls0 ws0">7.4.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ESRS S1 WŁASNE ZASO<span class="_ _2"></span>BY PRACOWNICZE<span class="_ _2"></span></span> <span class="_ _a"></span><span class="ls6">________________________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">85<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y36 ff1 fs3 fc0 sc0 ls0 ws0">7.5.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ESRS S2 OSOBY WYKON<span class="_ _2"></span>UJĄCE PRACĘ W Ł<span class="_ _2"></span>AŃCUCHU WARTOŚCI<span class="_ _2"></span></span>  <span class="ls6">_____________________________</span> <span class="_ _9"></span><span class="ls7">91<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y37 ff1 fs3 fc0 sc0 ls0 ws0">7.6.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ESRS S4 KONSUMENCI I <span class="_ _2"></span>UŻYTKOWNICY KOŃCOWI<span class="_ _2"></span></span> <span class="_ _5"> </span><span class="ls6">________________________________________</span> <span class="_ _a"></span><span class="ls7">94<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y38 ff1 fs3 fc0 sc0 ls0 ws0">7.7.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ESRS G1 POSTĘPOWANIE W<span class="_ _2"></span> BIZNESIE<span class="_ _2"></span></span> <span class="_ _9"></span><span class="ls6">___________________________________________________<span class="ls0"> <span class="_ _9"></span><span class="ls7">98<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xb h8 y39 ff2 fs2 fc0 sc0 ls4 ws0">8.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span><span class="ff3 fs2">OŚWIADCZENIE <span class="_ _0"></span>DOTYCZĄCE ŁADU KO<span class="_ _0"></span>RPORACYJNEG<span class="_ _0"></span>O<span class="ff2"> <span class="_ _b"></span><span class="ls5">________________________________<span class="ls0">_ 103<span class="ff1 fs4"> </span></span></span></span></span></span></div><div class="t m0 xc h8 y3a ff1 fs3 fc0 sc0 ls0 ws0">8.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ZASADY ŁADU KORPOR<span class="_ _2"></span>ACYJNEGO</span> <span class="_ _a"></span><span class="ls6">_____________________________________________________<span class="ls0"> <span class="_ _a"></span><span class="ls7">103<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y3b ff1 fs3 fc0 sc0 ls0 ws0">8.2.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">SYSTEM KONTROLI WEWN<span class="_ _2"></span>ĘTRZNEJ I<span class="_ _2"></span> ZARZĄDZANIA RYZYKIEM W ODN<span class="_ _2"></span>IESIENIU DO PROCE<span class="_ _2"></span>SU </span></div><div class="t m0 xc h8 y3c ff4 fs3 fc0 sc0 ls0 ws0">SPORZĄDZANIA SPRAW<span class="_ _2"></span>OZDAŃ FINANSOWYCH<span class="_ _2"></span><span class="ff1"> <span class="_ _6"></span><span class="ls6">________________________________<span class="_ _2"></span>_________________<span class="ls0"> <span class="_ _a"></span><span class="ls7">107<span class="fs4 ls0"> </span></span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1429.040000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1404.620000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1380.220000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1341.360000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1316.940000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1292.520000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1268.120000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1243.700000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf9" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1219.280000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1180.440000px;width:474.900000px;height:19.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1156.020000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1131.600000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfa" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1107.200000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1082.780000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1058.360000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1033.940000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1009.540000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:970.680000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfc" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:946.260000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:921.860000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf19" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:897.440000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1b" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:873.020000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:848.600000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:824.200000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:799.780000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:775.360000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:750.960000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:726.540000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:702.120000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:677.700000px;width:453.400000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:108.900000px;bottom:653.300000px;width:485.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:628.880000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf24" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:604.460000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf25" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:565.620000px;width:474.900000px;height:19.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:526.760000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:502.340000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:477.920000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:439.080000px;width:474.900000px;height:19.420000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:414.660000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf3c" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:390.240000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf52" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:365.840000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf55" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:341.420000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5b" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:317.000000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf5e" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:292.580000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf62" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:268.180000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf67" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:229.320000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf67" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:204.900000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6b" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:180.490000px;width:453.400000px;height:12.205000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6b" ><span class="d m1" style="border-style:none;position:absolute;left:108.900000px;bottom:156.076000px;width:485.900000px;height:12.207000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w0 h0" ><div class="pc pc3 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">3 </div><div class="t m0 xc h8 yb ff1 fs3 fc0 sc0 ls0 ws0">8.3.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">AKCJONARIUSZE POSIAD<span class="_ _2"></span>AJĄCY ZNACZNE PAKIET<span class="_ _2"></span>Y AKCJI<span class="_ _2"></span></span> <span class="_ _a"></span><span class="ls6">___________________________________<span class="ls0"> <span class="_ _a"></span><span class="ls7">108<span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xc h8 y3d ff1 fs3 fc0 sc0 ls0 ws0">8.4.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">PAPIERY WARTOŚCIOWE DAJ<span class="_ _2"></span>ĄCE SPECJALN<span class="_ _2"></span>E UPRAWNIENIA KONTROLNE<span class="_ _2"></span></span>  <span class="ls6">____________________</span> <span class="_ _a"></span><span class="ls7">108<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y3e ff1 fs3 fc0 sc0 ls0 ws0">8.5.<span class="fs4"> <span class="_ _3"> </span></span>OGRANICZENIE PRAW Z AK<span class="_ _2"></span>CJI <span class="_ _e"></span><span class="ls6">________________________________________________________</span> <span class="_ _a"></span><span class="ls7">108<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y3f ff1 fs3 fc0 sc0 ls0 ws0">8.6.<span class="fs4"> <span class="_ _3"> </span></span>OPIS ZASAD ZMIANY S<span class="_ _2"></span>TATUTU EMITENTA<span class="_ _2"></span> <span class="_ _8"> </span><span class="ls6">______________________________________________</span> <span class="_ _a"></span><span class="ls7">109<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y40 ff1 fs3 fc0 sc0 ls0 ws0">8.7.<span class="fs4"> <span class="_ _3"> </span></span>WALNE ZGROMADZE<span class="_ _2"></span>NIE  <span class="ls6">____________________________________________________________</span> <span class="_ _d"></span><span class="ls7">109<span class="_ _2"></span><span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y41 ff1 fs3 fc0 sc0 ls0 ws0">8.8.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ZARZĄD, RADA NADZOR<span class="_ _2"></span>CZA I KOMITE<span class="_ _2"></span>T AUDYTU</span> <span class="ls6">_________________________________________</span> <span class="_ _a"></span><span class="ls7">113<span class="_ _2"></span><span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y42 ff1 fs3 fc0 sc0 ls0 ws0">8.9.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">POLITYKA RÓŻNORODNOŚ<span class="_ _2"></span>CI</span> <span class="_ _7"></span><span class="ls6">_________________________________________________________</span> <span class="_ _a"></span><span class="ls7">121<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y43 ff1 fs3 fc0 sc0 ls0 ws0">8.10.<span class="fs4"> <span class="_ _c"> </span></span><span class="ff4">INFORMACJA O PODMIOCIE<span class="_ _2"></span> BADAJĄCYM SPRAWOZ<span class="_ _2"></span>DANIE FINANSOWE<span class="_ _2"></span></span> <span class="_ _b"></span><span class="ls6">____________________<span class="ls0"> <span class="_ _a"></span><span class="ls7">121<span class="_ _2"></span><span class="fs4 ls0"> </span></span></span></span></div><div class="t m0 xb h8 y44 ff2 fs2 fc0 sc0 ls4 ws0">9.<span class="ff1 fs4 ls0"> <span class="_ _1"> </span></span><span class="ls0">INFORMACJA O <span class="ff3">Z<span class="_ _0"></span>NACZĄCYCH ZDARZ<span class="_ _0"></span>ENIACH, JAKIE N<span class="_ _0"></span>ASTĄPIŁY PO DNIU <span class="_ _0"></span>BILANSOWYM<span class="ff2"> <span class="_ _5"> </span><span class="ls5">_____</span> 122<span class="ff1 fs4"> </span></span></span></span></div><div class="t m0 xc h8 y45 ff1 fs3 fc0 sc0 ls0 ws0">9.1.<span class="fs4"> <span class="_ _3"> </span></span><span class="ff4">ZAWARCIE UMOWY <span class="_ _2"></span>O KREDYT PRZEZ SPÓŁKĘ ZALE<span class="_ _2"></span>ŻNĄ YATO TOOLS (JIAXIN<span class="_ _2"></span>G) CO., LTD.<span class="_ _2"></span></span>  <span class="ls6">________</span> <span class="_ _d"></span><span class="ls7">122<span class="fs4 ls0"> </span></span></div><div class="t m0 xc h8 y46 ff1 fs3 fc0 sc0 ls0 ws0">9.2.<span class="fs4"> <span class="_ _3"> </span></span>ANEKS DO UMOWY O K<span class="_ _2"></span>REDYT W <span class="_ _2"></span><span class="ff4">RACHUNKU BIEŻĄCYM<span class="_ _2"></span></span>  <span class="ls6">__________________________________</span> <span class="_ _a"></span><span class="ls7">122<span class="fs4 ls0"> </span></span></div><div class="t m0 x6 h9 y47 ff5 fs5 fc1 sc0 ls0 ws0"> </div></div><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1467.900000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1443.480000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6c" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1419.060000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6d" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1394.660000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6d" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1370.240000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf71" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1345.820000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf79" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1321.420000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf79" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1297.000000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7a" ><span class="d m1" style="border-style:none;position:absolute;left:130.900000px;bottom:1258.140000px;width:474.900000px;height:19.430000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7a" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1233.720000px;width:452.900000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf7a" ><span class="d m1" style="border-style:none;position:absolute;left:174.900000px;bottom:1209.320000px;width:452.900000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">4 </div><div class="t m0 x6 ha y48 ff2 fs0 fc0 sc0 ls8 ws0">1.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">O GRUPIE KAP<span class="_ _0"></span>ITAŁOWEJ<span class="ff2"> </span></span></span></div><div class="t m0 xd hb y49 ff2 fs6 fc0 sc0 ls9 ws0">1.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">INFORMACJE OGÓ<span class="_ _0"></span>LNE <span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y4a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4b ff4 fs3 fc0 sc0 ls0 ws0">Podstawowym <span class="_ _11"> </span>obszarem <span class="_ _11"> </span>działaln<span class="_ _2"></span>ości <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>jest <span class="_ _11"> </span>import <span class="_ _11"> </span>i <span class="_ _12"> </span>dystrybu<span class="_ _2"></span>cja <span class="_ _12"> </span>ar<span class="_ _2"></span>tykułów <span class="_ _12"> </span>przemysłowych<span class="_ _2"></span>, <span class="_ _12"> </span>w <span class="_ _11"> </span>tym<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4c ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff4">w szczególności elektronarzędzi i narzędzi ręcznych dla prof<span class="_ _0"></span>esjonalistów i do domowego użytku<span class="_ _2"></span><span class="ff1 lsa">, </span>sprzętów przydatnych </span></div><div class="t m0 x6 hc y4d ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span><span class="ff4">kuchni, ł<span class="_ _2"></span>azience i <span class="_ _2"></span>ogrodzie<span class="_ _2"></span></span>, <span class="ff4">a <span class="_ _2"></span>także <span class="_ _2"></span>wyposażenia <span class="_ _2"></span>profesjonalnej <span class="_ _2"></span>gastron<span class="_ _2"></span>omii</span>.  <span class="_ _2"></span>G<span class="ff4">łównymi</span> <span class="_ _2"></span>prod<span class="_ _2"></span>ucentami i <span class="_ _2"></span>dostawcami </div><div class="t m0 x6 hc y4e ff4 fs3 fc0 sc0 ls0 ws0">towarów, <span class="_ _e"></span>które<span class="_ _2"></span> <span class="_ _e"></span>można <span class="_ _4"></span>znaleźć <span class="_ _4"></span><span class="ff1">w <span class="_ _e"></span></span>milionach<span class="_ _2"></span> <span class="_ _e"></span>mieszkań<span class="_ _2"></span>, <span class="_ _e"></span>warszt<span class="_ _2"></span>atów <span class="_ _e"></span>i <span class="_ _e"></span>inw<span class="_ _2"></span>estycji <span class="_ _e"></span>budo<span class="_ _2"></span>wlanych <span class="_ _e"></span>w <span class="_ _e"></span>pon<span class="_ _2"></span>ad <span class="_ _e"></span>100 <span class="_ _e"></span>kraj<span class="_ _2"></span>ach <span class="_ _e"></span>na<span class="_ _2"></span> </div><div class="t m0 x6 hc y4f ff4 fs3 fc0 sc0 ls0 ws0">świecie<span class="ff1">, <span class="_ _2"></span></span>są <span class="_ _e"></span>firmy <span class="_ _2"></span>położone <span class="_ _2"></span>na <span class="_ _2"></span>terenie <span class="_ _2"></span>Chin. <span class="_ _e"></span>Od <span class="_ _2"></span>wielu <span class="_ _2"></span>lat <span class="_ _e"></span>Grupa <span class="_ _2"></span>realizuje <span class="_ _2"></span>stra<span class="_ _2"></span>tegię eks<span class="_ _2"></span>pansji <span class="_ _2"></span>na <span class="_ _e"></span>rynki <span class="_ _2"></span>międzynarodowe. </div><div class="t m0 x6 hc y50 ff4 fs3 fc0 sc0 ls0 ws0">Skupia <span class="_ _9"></span>s<span class="_ _2"></span>ię <span class="_ _a"></span>p<span class="_ _2"></span>rzede <span class="_ _9"></span>wszys<span class="_ _2"></span>tkim <span class="_ _9"></span>na <span class="_ _9"></span>ryn<span class="_ _2"></span>kach <span class="_ _9"></span>Euro<span class="_ _2"></span>py <span class="_ _0"></span>ś<span class="ff1">rodkowej, <span class="_ _9"></span>p<span class="ff4">ołud<span class="_ _2"></span>niowej <span class="_ _9"></span>i <span class="_ _9"></span><span class="ff1">wscho<span class="_ _2"></span>dniej <span class="_ _9"></span>(Ru<span class="_ _2"></span>munia, <span class="_ _9"></span>Ukrain<span class="_ _2"></span>a<span class="ff4">, <span class="_ _9"></span>Kraje <span class="_ _9"></span>Bał<span class="_ _2"></span>tyckie,<span class="ff1"> </span></span></span></span></span></div><div class="t m0 x6 hc y51 ff4 fs3 fc0 sc0 ls0 ws0">Węgry, Białoruś<span class="_ _2"></span>, Mołdawia, Czechy, Buł<span class="_ _2"></span>garia i Niemcy<span class="ff1 lsb">).<span class="ls0"> <span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc y52 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y53 ff4 fs3 fc0 sc0 ls0 ws0">Jednostką <span class="_ _7"> </span>d<span class="_ _2"></span>ominującą <span class="_ _7"></span>w <span class="_ _7"></span>Grupie <span class="_ _7"></span>jest <span class="_ _8"> </span><span class="ff1">TOYA <span class="_ _4"></span>S.<span class="_ _2"></span>A. <span class="_ _7"></span>(zwana <span class="_ _13"> </span>dalej <span class="_ _7"></span></span>„Spółką<span class="_ _2"></span>” <span class="_ _7"></span>lub <span class="_ _7"> </span>„Jedn<span class="_ _2"></span>ostką <span class="_ _7"></span>Dominującą”<span class="ff1">)<span class="lsa">, <span class="_ _7"></span></span></span>spół<span class="_ _2"></span>k<span class="ff1">a <span class="_ _7"></span>akcyjna </span></div><div class="t m0 x6 hc y54 ff1 fs3 fc0 sc0 ls0 ws0">utworzona <span class="_ _2"></span>w oparciu <span class="_ _2"></span>o <span class="_ _2"></span>Kodeks <span class="_ _2"></span>sp<span class="ff4">ółek <span class="_ _2"></span>handlowych. <span class="_ _2"></span>Siedziba <span class="_ _2"></span>Jednostki <span class="_ _e"></span>Dominującej</span> <span class="_ _2"></span><span class="ff4">mieści s<span class="_ _2"></span>ię we <span class="_ _2"></span>Wrocławiu <span class="_ _2"></span>przy <span class="_ _2"></span>ulicy </span></div><div class="t m0 x6 hc y55 ff4 fs3 fc0 sc0 ls0 ws0">Sołtysowickiej 13/15.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y56 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y57 ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _7"></span>S.A. <span class="_ _4"></span><span class="ff4">zo<span class="_ _2"></span>stała <span class="_ _7"></span>zawiązana <span class="_ _7"></span>aktem <span class="_ _4"></span>nota<span class="_ _2"></span>rialnym <span class="_ _7"></span>sporządzonym <span class="_ _7"></span>w <span class="_ _4"></span>dniu<span class="_ _2"></span> <span class="_ _4"></span>17 <span class="_ _7"></span>listopad<span class="_ _2"></span>a <span class="_ _4"></span>1999 <span class="_ _7"></span>r<span class="_ _2"></span></span>. <span class="_ _7"></span>Postanowieniem <span class="_ _7"></span>z <span class="_ _7"></span>dnia  </div><div class="t m0 x6 hc y58 ff1 fs3 fc0 sc0 ls0 ws0">3  grudnia  1999  r.  Jednostka  D<span class="ff4">ominująca</span>  <span class="ff4">zosta<span class="_ _2"></span>ła  wpisana  do  rejestru  handlowego  RHB  prowadzonego  przez  Sąd </span></div><div class="t m0 x6 hc y59 ff4 fs3 fc0 sc0 ls0 ws0">Rejonowy <span class="_ _7"> </span>dla <span class="_ _13"> </span>Wrocławia <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _13"> </span></span>Fabrycznej <span class="_ _7"> </span>Wydział <span class="_ _13"> </span>VI <span class="_ _7"> </span>Gospodarczy <span class="_ _13"> </span>pod <span class="_ _7"> </span>nu<span class="_ _2"></span>merem <span class="_ _7"></span>RHB <span class="_ _7"></span>9053. <span class="_ _7"> </span>Po<span class="_ _2"></span>stanowieniem <span class="_ _7"></span>z <span class="_ _7"> </span>d<span class="_ _2"></span>nia <span class="_ _7"></span>4 </div><div class="t m0 x6 hc y5a ff4 fs3 fc0 sc0 ls0 ws0">grudnia <span class="_ _13"> </span>2001 <span class="_ _13"> </span>r. <span class="_ _13"> </span>Sąd <span class="_ _13"> </span>Rejon<span class="_ _2"></span>owy <span class="_ _7"> </span>d<span class="_ _2"></span>la <span class="_ _7"> </span>Wrocł<span class="_ _2"></span>awia <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _8"> </span></span>Fabrycznej <span class="_ _13"> </span>Wydzia<span class="_ _2"></span>ł <span class="_ _7"> </span>VI <span class="_ _13"> </span>Gos<span class="_ _2"></span>podarczy <span class="_ _7"> </span>Krajo<span class="_ _2"></span>wego <span class="_ _13"> </span>Rej<span class="_ _2"></span>estru <span class="_ _13"> </span>Sądowego<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5b ff4 fs3 fc0 sc0 ls0 ws0">postanowił w<span class="_ _0"></span>pisać <span class="_ _9"></span>J<span class="_ _2"></span>ednostkę <span class="_ _9"></span>dominują<span class="_ _2"></span>cą<span class="ff1"> </span>do <span class="_ _9"></span>Rejestru <span class="_ _0"></span>Przedsiębiorców <span class="_ _9"></span>p<span class="_ _2"></span>od <span class="_ _9"></span>n<span class="_ _2"></span>umerem <span class="_ _9"></span>KRS 0000<span class="_ _0"></span>066712. <span class="_ _0"></span>Wpis <span class="_ _0"></span>do <span class="_ _9"></span>rejestru </div><div class="t m0 x6 hc y5c ff4 fs3 fc0 sc0 ls0 ws0">nastąpił dnia <span class="_ _2"></span>5 grudnia 2001 r. <span class="ff1"> </span></div><div class="t m0 x6 hc y5d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5e ff4 fs3 fc0 sc0 ls0 ws0">Czas trwania Jedn<span class="_ _2"></span>ostki Dominującej<span class="ff1"> jes<span class="_ _2"></span>t nieograniczony.<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y5f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y60 ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _14"> </span>dzień <span class="_ _14"> </span>przekazania <span class="_ _14"> </span>raportu <span class="_ _14"> </span><span class="ff1">rocznego <span class="_ _14"> </span></span>Jedn<span class="_ _2"></span>ostka <span class="_ _14"> </span>Dominująca <span class="_ _14"> </span><span class="ff1">posiada <span class="_ _14"> </span>1 <span class="_ _14"> </span>oddzia</span>ł <span class="_ _14"> </span>zlokalizowany<span class="ff1"> <span class="_ _14"> </span></span>poza <span class="_ _14"> </span>siedzibą<span class="ff1">,  </span></div><div class="t m0 x6 hc y61 ff1 fs3 fc0 sc0 lsc ws0">w <span class="ls0">Nadarzy<span class="_ _2"></span>nie.  </span></div><div class="t m0 x6 hc y62 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y63 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y64 ff1 fs3 fc0 sc0 ls0 ws0">Na 31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2024 <span class="lsd">r. <span class="_ _2"></span></span><span class="ff4">kapitał <span class="_ _2"></span>podstawowy <span class="_ _2"></span>Jednostk<span class="_ _2"></span>i Dominującej <span class="_ _2"></span></span>wynosi <span class="_ _2"></span><span class="ff2">7 <span class="ls7">504</span> 222,60</span> <span class="ff4">zł <span class="_ _2"></span>i <span class="_ _2"></span>składa s<span class="_ _2"></span>ię z 75<span class="_ _2"></span></span> <span class="ls7">042</span> 226 akcji<span class="_ _2"></span> </div><div class="t m0 x6 hc y65 ff4 fs3 fc0 sc0 ls0 ws0">o wartości nominalnej 0,1 <span class="_ _2"></span>zł każda. <span class="_ _2"></span><span class="ff1">W 2024 </span>r. nie był<span class="_ _2"></span>o zmian w kapitale pod<span class="_ _2"></span>stawowym.<span class="ff1"> </span></div><div class="t m0 x6 hc y66 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y67 ff4 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _2"></span>dominująca nie posiada akcji włas<span class="_ _2"></span>nych.<span class="ff1"> </span></div><div class="t m0 x6 hc y68 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y69 ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _15"> </span>12 <span class="_ _15"> </span>sierpnia <span class="_ _15"> </span>2011 <span class="_ _15"> </span>r. <span class="_ _15"> </span>akcje <span class="_ _15"> </span><span class="ff4">Jednostki <span class="_ _15"> </span>Dominującej<span class="_ _2"></span></span> <span class="_ _15"> </span><span class="ff4">są <span class="_ _15"> </span>notowane <span class="_ _15"> </span>na <span class="_ _15"> </span>Giełdzie <span class="_ _15"> </span>Papierów <span class="_ _15"> </span>Wartościowych </span> </div><div class="t m0 x6 hc y6a ff1 fs3 fc0 sc0 ls0 ws0">w Warszawie. </div><div class="t m0 x6 hc y6b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6d ff4 fs3 fc0 sc0 ls0 ws0">Niniejsze s<span class="_ _2"></span>prawozdanie Za<span class="_ _2"></span>rządu z <span class="_ _2"></span>działalności <span class="_ _2"></span>Grupy Kap<span class="_ _2"></span>itałowej TOYA <span class="_ _2"></span>S.A. za <span class="_ _2"></span>rok 202<span class="_ _2"></span>4 z<span class="_ _2"></span>ostało spo<span class="_ _2"></span>rządzone łącz<span class="_ _2"></span>nie ze </div><div class="t m0 x6 hc y6e ff4 fs3 fc0 sc0 ls0 ws0">sprawozdaniem  Zarządu  z  d<span class="_ _2"></span>ziałalności  spółki  TOYA  S.A.  i  zawiera  sprawozd<span class="_ _2"></span>anie  zrównoważonego  rozwoju<span class="_ _2"></span> <span class="_ _5"> </span><span class="ff1">Grupy </span></div><div class="t m0 x6 hc y6f ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej TOYA S.A. za rok <span class="_ _2"></span>2024.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y70 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y71 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y72 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y73 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y74 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y75 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y77 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x2 y78 w3 hd" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">5 </div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">1.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ORGANIZACJA GRUP<span class="_ _0"></span>Y KAPITAŁOWEJ TO<span class="_ _0"></span>YA S.A.<span class="ff2"> </span></span></span></div><div class="t m0 xd hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m2 x6 hc y7b ff1 fs3 fc2 sc0 ls0 ws0">Grupa <span class="_ _7"></span><span class="ff4">Kapitałowa</span> <span class="_ _7"></span>TOYA <span class="_ _7"></span><span class="ff4">składa</span> <span class="_ _7"></span><span class="ff4">się</span> <span class="_ _4"></span>z <span class="_ _7"></span><span class="ff4">podmiotów</span> <span class="_ _7"></span><span class="ff4">operu<span class="_ _2"></span>jących</span> <span class="_ _7"></span>w <span class="_ _7"></span><span class="ff4">różnych</span> <span class="_ _4"></span>k<span class="_ _2"></span>rajach. <span class="_ _7"></span>W <span class="_ _2"></span><span class="ff4">skład</span> <span class="_ _e"></span>Grupy <span class="_ _2"></span>n<span class="_ _0"></span>a<span class="_ _a"></span> <span class="_ _e"></span>3<span class="_ _9"></span>1<span class="_ _9"></span>.<span class="_ _9"></span>1<span class="_ _0"></span>2<span class="_ _9"></span>.<span class="_ _9"></span>2<span class="_ _9"></span>0<span class="_ _0"></span>2<span class="_ _9"></span>4<span class="_ _9"></span> <span class="_ _2"></span>r<span class="_ _9"></span>.<span class="_ _9"></span> </div><div class="t m2 x6 hc y7c ff4 fs3 fc2 sc0 ls0 ws0">wchodzą:</div><div class="t m0 xe hc y7c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y7d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y7e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h6 y7f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xf h6 y80 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y81 ff4 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> podmiotów wchod<span class="_ _2"></span>zących w skład<span class="_ _2"></span> Grupy K<span class="ff1">a</span>p<span class="_ _2"></span>itałowej<span class="ff1"> (stan na <span class="_ _2"></span>31 grudnia 2024 </span>oraz <span class="_ _2"></span>na dzień pub<span class="_ _2"></span>likacji </div><div class="t m0 x6 hc y82 ff4 fs3 fc0 sc0 ls0 ws0">sprawozdania <span class="_ _2"></span>z działalności Grupy Kapitało<span class="_ _2"></span>wej)<span class="ff1">: </span></div><div class="t m0 xf hc y83 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y84 w4 he"><div class="t m0 x11 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Nazwa jednostki<span class="_ _0"></span> </div></div><div class="c x12 y84 w5 he"><div class="t m0 x11 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Siedziba </div></div><div class="c x13 y84 w6 he"><div class="t m0 x11 hf y85 ff3 fs7 fc3 sc0 ls0 ws0">Przedmiot działalno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c x14 y84 w4 he"><div class="t m0 x11 hf y86 ff2 fs7 fc3 sc0 ls0 ws0">Charakterystyka </div><div class="t m0 x11 hf y85 ff3 fs7 fc3 sc0 ls0 ws0">powiązania </div><div class="t m0 x11 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">kapitałowego<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x15 y84 w7 he"><div class="t m0 x16 hf y86 ff3 fs7 fc3 sc0 ls0 ws0">% własności </div><div class="t m0 x17 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">i posiadanych </div><div class="t m0 x18 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">praw głosu<span class="ff2"> </span></div></div><div class="c x19 y84 w8 he"><div class="t m0 x1a hf y86 ff2 fs7 fc3 sc0 ls0 ws0">Data </div><div class="t m0 x1b hf y85 ff2 fs7 fc3 sc0 ls0 ws0">utworzenia </div><div class="t m0 x1b hf y87 ff3 fs7 fc3 sc0 ls0 ws0">powiązania<span class="ff2"> </span></div></div><div class="c x1c y84 w9 he"><div class="t m0 x1d hf y88 ff2 fs7 fc3 sc0 ls0 ws0">Metoda </div><div class="t m0 x1e hf y86 ff2 fs7 fc3 sc0 ls0 ws0">konsolidacji  </div><div class="t m0 x1f hf y85 ff3 fs7 fc3 sc0 ls0 ws0">na dzień<span class="ff2"> </span></div><div class="t m0 x20 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">kończący okres </div><div class="t m0 x1a hf y89 ff2 fs7 fc3 sc0 ls0 ws0">sprawozdawczy<span class="_ _0"></span> </div></div><div class="c x7 y8a w4 h10"><div class="t m0 x11 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x12 y8a w5 h10"><div class="t m0 x11 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wrocław, </div><div class="t m0 x11 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">Polska </div></div><div class="c x13 y8a w6 h10"><div class="t m0 x11 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Dystrybu<span class="ff4">c<span class="_ _0"></span>ja narzędzi i </span></div><div class="t m0 x11 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x14 y8a w4 h10"><div class="t m0 x11 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a </div><div class="t m0 x11 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">dominująca<span class="ff1"> </span></div></div><div class="c x15 y8a w7 h10"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy </div></div><div class="c x19 y8a w8 h10"><div class="t m0 x1b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy </div></div><div class="c x1c y8a w9 h10"><div class="t m0 x22 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy <span class="ff4">–</span> </div><div class="t m0 x23 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">jednostk<span class="_ _0"></span>a <span class="ff4">dominująca </span></div><div class="t m0 x24 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">w Grupie </div></div><div class="c x7 y8b w4 h12"><div class="t m0 x11 h11 y8c ff1 fs7 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c x12 y8b w5 h12"><div class="t m0 x11 h11 y8c ff1 fs7 fc0 sc0 ls0 ws0">Bukareszt<span class="_ _0"></span>, </div><div class="t m0 x11 h11 y8d ff1 fs7 fc0 sc0 ls0 ws0">Rumunia </div></div><div class="c x13 y8b w6 h12"><div class="t m0 x11 h11 y8c ff4 fs7 fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x11 h11 y8d ff4 fs7 fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x14 y8b w4 h12"><div class="t m0 x11 h11 y8c ff4 fs7 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff1"> </span></div></div><div class="c x15 y8b w7 h12"><div class="t m0 x25 h11 y8c ff1 fs7 fc0 sc0 ls0 ws0">99,99 </div></div><div class="c x19 y8b w8 h12"><div class="t m0 x18 h11 y8c ff1 fs7 fc0 sc0 ls0 ws0">Listopad </div><div class="t m0 x26 h11 y8d ff1 fs7 fc0 sc0 ls0 ws0">2003 r. </div></div><div class="c x1c y8b w9 h12"><div class="t m0 x27 h11 y8c ff4 fs7 fc0 sc0 ls0 ws0">Metoda pe<span class="_ _0"></span>łna<span class="ff1"> </span></div></div><div class="c x7 y8e w4 h13"><div class="t m0 x11 h11 y8f ff1 fs7 fc0 sc0 ls0 ws0">Yato Tools </div><div class="t m0 x11 h11 y90 ff1 fs7 fc0 sc0 ls0 ws0">(Shanghai) Co., Ltd.<span class="_ _0"></span> </div></div><div class="c x12 y8e w5 h13"><div class="t m0 x11 h11 y8f ff1 fs7 fc0 sc0 ls0 ws0">Szanghaj, </div><div class="t m0 x11 h11 y90 ff1 fs7 fc0 sc0 ls0 ws0">Chiny  </div></div><div class="c x13 y8e w6 h13"><div class="t m0 x11 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x11 h11 y90 ff4 fs7 fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x14 y8e w4 h13"><div class="t m0 x11 h11 y8f ff1 fs7 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a <span class="ff4">zależna</span> </div></div><div class="c x15 y8e w7 h13"><div class="t m0 x20 h11 y8f ff1 fs7 fc0 sc0 lse ws0">100<span class="ls0">,00  </span></div></div><div class="c x19 y8e w8 h13"><div class="t m0 x28 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Styczeń </div><div class="t m0 x26 h11 y90 ff1 fs7 fc0 sc0 lse ws0">2013<span class="ls0"> <span class="lsf">r.</span> </span></div></div><div class="c x1c y8e w9 h13"><div class="t m0 x27 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Metoda pe<span class="_ _0"></span>łna <span class="ff1"> </span></div></div><div class="c x7 y91 w4 h13"><div class="t m0 x11 h11 y8f ff1 fs7 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) </div><div class="t m0 x11 h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">Co., Ltd.  </div></div><div class="c x12 y91 w5 h13"><div class="t m0 x11 h11 y8f ff1 fs7 fc0 sc0 ls0 ws0">Baibu, </div><div class="t m0 x11 h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">Chiny  </div></div><div class="c x13 y91 w6 h13"><div class="t m0 x11 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>cja narzędzi i </div><div class="t m0 x11 h11 y92 ff4 fs7 fc0 sc0 ls0 ws0">elektronar<span class="_ _0"></span>zędzi<span class="ff1"> </span></div></div><div class="c x14 y91 w4 h13"><div class="t m0 x11 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Jednostk<span class="_ _0"></span>a zależna<span class="ff1"> </span></div></div><div class="c x15 y91 w7 h13"><div class="t m0 x1a h11 y8f ff1 fs7 fc0 sc0 ls0 ws0"> 100,00  </div></div><div class="c x19 y91 w8 h13"><div class="t m0 x29 h11 y8f ff4 fs7 fc0 sc0 ls0 ws0">Grudzień </div><div class="t m0 x26 h11 y92 ff1 fs7 fc0 sc0 lse ws0">2019<span class="ls0"> <span class="lsf">r.</span> </span></div></div><div class="c x1c y91 w9 h13"><div class="t m0 x2a h11 y8f ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Metoda p<span class="_ _0"></span>ełna <span class="ff1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y93 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y94 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y95 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A.  <span class="ff4">jest czł<span class="_ _2"></span>onkiem Stowarzyszenia <span class="_ _2"></span>Emitentów Giełdowych<span class="_ _2"></span></span>. </div><div class="t m0 x6 hc y96 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _16"> </span> </div><div class="t m0 x6 hc y97 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y98 ff4 fs3 fc0 sc0 ls0 ws0">YATO T<span class="_ _0"></span>ools (Shanghai) jest <span class="_ _0"></span>członkiem izby <span class="_ _0"></span>handlowej Shanghai Pudong International <span class="_ _0"></span>Chamber <span class="_ _0"></span>of Commerce <span class="_ _0"></span>for Foreign </div><div class="t m0 x6 hc y99 ff1 fs3 fc0 sc0 ls0 ws0">Economic Relations.<span class="_ _2"></span> </div><div class="t m2 x6 h14 y9a ff7 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m2 x2b h14 y9b ff7 fs3 fc4 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9d ff4 fs3 fc0 sc0 ls0 ws0">Poza inwestycjami kap<span class="_ _2"></span>itałowymi opisanymi <span class="_ _2"></span>powyżej <span class="ff1">,w </span>ra<span class="_ _2"></span>mach Grupy nie d<span class="_ _2"></span>okonano innych inwestycji kap<span class="_ _2"></span>itałowych<span class="_ _2"></span><span class="ff1 ls10">. <span class="ls0"> </span></span></div></div><div class="c x2c y9e wa h15"><div class="t m3 x2d h16 y9f ff2 fs8 fc5 sc0 ls0 ws0">TOYA S.A.</div><div class="t m3 x2e h16 ya0 ff2 fs8 fc5 sc0 ls0 ws0">TOYA <span class="_ _0"></span>ROMA<span class="_ _2"></span>NIA S.A.</div><div class="t m3 x2f h17 ya1 ff2 fs9 fc5 sc0 ls0 ws0">je<span class="_ _2"></span>dnostka<span class="_ _e"></span><span class="ff3">za<span class="_ _0"></span>le<span class="_ _2"></span>żna<span class="_ _0"></span> <span class="_ _0"></span>99<span class="_ _2"></span>,9<span class="_ _2"></span>9<span class="_ _0"></span>%</span></div><div class="t m3 x30 h18 ya2 ff2 fsa fc5 sc0 ls0 ws0">YATO<span class="_ _0"></span> <span class="_ _0"></span>TO<span class="_ _0"></span>OL<span class="_ _0"></span>S <span class="_ _0"></span>(SHA<span class="_ _0"></span>NG<span class="_ _2"></span>H<span class="_ _0"></span>AI) <span class="_ _a"></span>CO., L<span class="_ _0"></span>TD</div><div class="t m3 x31 h17 ya3 ff2 fs9 fc5 sc0 ls0 ws0">je<span class="_ _2"></span>dn<span class="ff3">ostka<span class="_ _0"></span> <span class="_ _0"></span>za<span class="_ _9"></span>l<span class="_ _2"></span>e<span class="_ _2"></span>żna<span class="_ _9"></span> 10<span class="_ _2"></span>0<span class="_ _2"></span>%</span></div><div class="t m3 x32 h18 ya4 ff2 fsa fc5 sc0 ls0 ws0">YATO<span class="_ _0"></span> <span class="_ _0"></span>TO<span class="_ _0"></span>OL<span class="_ _0"></span>S <span class="_ _0"></span>(JIAXING)<span class="_ _2"></span> <span class="_ _a"></span>CO., <span class="_ _a"></span>LT<span class="_ _0"></span>D</div><div class="t m3 x33 h19 ya5 ff2 fsb fc5 sc0 ls0 ws0">je<span class="_ _2"></span>dn<span class="ff3">ostka<span class="_ _0"></span> <span class="_ _0"></span>z<span class="_ _0"></span>ależna <span class="_ _9"></span>1<span class="_ _2"></span>0<span class="_ _2"></span>0%</span></div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">6 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Na  d<span class="_ _2"></span>zień  pub<span class="_ _2"></span>likacji  sprawozdania <span class="_ _5"> </span>z  działalności <span class="_ _5"> </span>Jednostka  Dominująca <span class="_ _5"> </span>jest  powiązana <span class="_ _5"> </span>osobowo  z <span class="_ _5"> </span>następującymi </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">podmiotami (uwzględnion<span class="_ _2"></span>o podmioty, z k<span class="_ _2"></span>tórymi Jednostka Dominująca doko<span class="_ _2"></span>nywała transakcji w 20<span class="_ _e"></span><span class="ff1">24 r.): </span></div><div class="t m0 x6 h1a ya6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _17"> </span><span class="ff1">Toyota Katowice Sp. z <span class="_ _2"></span>.o. o. - <span class="ff4">jedno<span class="_ _2"></span>stka powiązana <span class="_ _2"></span>przez kluczowe kierownictwo Spółki<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 h1a ya7 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _17"> </span><span class="ff1">Unicase Sp. z o.o.  <span class="_ _2"></span>- <span class="ff4">jednostka powiązana <span class="_ _2"></span>przez kluczowe kierownictwo Spół<span class="_ _2"></span>ki</span>.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc ya8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya9 ff4 fs3 fc0 sc0 ls0 ws0">Szczegóły <span class="_ _2"></span>dotyczące <span class="_ _2"></span>transakcji <span class="_ _2"></span>z <span class="_ _2"></span>jednostkami <span class="_ _2"></span>powiązanymi zo<span class="_ _2"></span>stały <span class="_ _2"></span>zawarte w <span class="_ _2"></span>nocie <span class="_ _2"></span>31 <span class="_ _2"></span>jednostkowego <span class="_ _2"></span>oraz <span class="_ _2"></span>w <span class="_ _2"></span>nocie 32 </div><div class="t m0 x6 hc yaa ff1 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego sprawozdania finans<span class="_ _2"></span>owego.  </div><div class="t m0 x6 h6 yab ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yac ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="ff4">r. nie miały<span class="_ _2"></span> miejsca istotne zmiany w z<span class="_ _2"></span>asadach zarządzan<span class="_ _2"></span>ia </span>Gru<span class="_ _2"></span>p<span class="ff4">ą. </span> </div><div class="t m0 x6 ha yad ff2 fs0 fc0 sc0 ls8 ws0">2.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">OTOCZENIE Z<span class="_ _0"></span>EWNĘTRZNE<span class="ff2"> </span>SPÓŁK<span class="_ _0"></span>I I GRUPY<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 yae ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb yaf ff2 fs6 fc0 sc0 ls9 ws0">2.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">SYTUACJA MAKROEK<span class="_ _0"></span>ONOMICZNA </span></span></div><div class="t m0 x6 hc yb0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb1 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>obecna <span class="_ _18"> </span>jest <span class="_ _14"> </span>na <span class="_ _14"> </span>rynkach <span class="_ _14"> </span>w <span class="_ _14"> </span>ró<span class="_ _2"></span>żnych <span class="_ _14"> </span>częściach <span class="_ _14"> </span>świata, <span class="_ _18"> </span>choć <span class="_ _14"> </span>najwięcej <span class="_ _14"> </span>jej <span class="_ _18"> </span>klientów <span class="_ _14"> </span>prowadzi <span class="_ _14"> </span>d<span class="_ _2"></span>ziałalność <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb2 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>Po<span class="_ _2"></span>lsce. <span class="_ _4"></span>Ze <span class="_ _7"></span>względu <span class="_ _7"></span>na <span class="_ _7"></span>powiązanie <span class="_ _7"></span>polskiej <span class="_ _7"></span>gospodarki <span class="_ _7"></span>z <span class="_ _7"> </span><span class="ff1">glob<span class="_ _2"></span>alnym <span class="_ _7"></span>systemem <span class="_ _4"></span>ekonomiczny<span class="_ _2"></span>m <span class="_ _7"></span></span>oraz <span class="_ _7"></span>ze <span class="_ _4"></span>względu<span class="_ _2"></span> <span class="_ _4"></span>n<span class="_ _2"></span>a </div><div class="t m0 x6 hc yb3 ff4 fs3 fc0 sc0 ls0 ws0">szeroką <span class="_ _19"> </span>działalność <span class="_ _5"> </span>prowadzo<span class="_ _2"></span>ną <span class="_ _5"> </span>poza <span class="_ _19"> </span>lokalnym <span class="_ _5"> </span>rynkiem, <span class="_ _19"> </span>koniunktura <span class="_ _19"> </span>globalna <span class="_ _5"> </span>ma <span class="_ _5"> </span>wpły<span class="_ _2"></span>w <span class="_ _5"> </span>na <span class="_ _5"> </span>wielkość <span class="_ _19"> </span>obrotów </div><div class="t m0 x6 hc yb4 ff4 fs3 fc0 sc0 ls0 ws0">realizowanych <span class="_ _2"></span>przez <span class="_ _e"></span>klientów <span class="_ _2"></span>Grupy. <span class="_ _e"></span>W <span class="_ _2"></span>2024 <span class="_ _2"></span>roku <span class="_ _e"></span>dynamiczna <span class="_ _2"></span>zmienność <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>rynkach <span class="_ _2"></span>globalnych, <span class="_ _e"></span>wynikająca <span class="_ _2"></span>z <span class="_ _2"></span>napięć </div><div class="t m0 x6 hc yb5 ff4 fs3 fc0 sc0 ls0 ws0">geopolitycznych, <span class="_ _19"> </span>rosnący<span class="_ _2"></span>ch <span class="_ _5"> </span>cen <span class="_ _5"> </span>surowców <span class="_ _19"> </span>oraz <span class="_ _5"> </span>ko<span class="_ _2"></span>nsekwencji <span class="_ _5"> </span>działań<span class="_ _2"></span> <span class="_ _5"> </span>bankó<span class="_ _2"></span>w <span class="_ _5"> </span>centralnych, <span class="_ _19"> </span>okresowo <span class="_ _5"> </span>u<span class="_ _2"></span>trudnia<span class="_ _e"></span>ła </div><div class="t m0 x6 hc yb6 ff4 fs3 fc0 sc0 ls0 ws0">ekspansję  Grupy <span class="_ _8"> </span>na  rynkach <span class="_ _13"> </span>zagraniczn<span class="_ _2"></span>ych, <span class="_ _8"> </span>zmusza<span class="_ _2"></span>jąc <span class="_ _8"> </span>do <span class="_ _8"> </span>pos<span class="_ _2"></span>zukiwania  nowych <span class="_ _13"> </span>klientó<span class="_ _2"></span>w <span class="_ _13"> </span>i  dostosowania  strategii </div><div class="t m0 x6 hc yb7 ff1 fs3 fc0 sc0 ls0 ws0">rynkowych. <span class="_ _2"></span> </div><div class="t m0 x6 hc yb8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb9 ff4 fs3 fc0 sc0 ls0 ws0">Na aktualn<span class="_ _2"></span>ą sytuację makroekonomiczną wpły<span class="_ _2"></span>w ma kilka czynn<span class="_ _2"></span>ików:<span class="ff1"> </span></div><div class="t m0 x6 hc yba ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a ybb ff1 fs3 fc0 sc0 ls7 ws0">1.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff3">Wzrost <span class="_ _0"></span>stóp <span class="_ _9"></span>p<span class="_ _2"></span>rocentowych <span class="_ _0"></span>i <span class="_ _9"></span>polityka <span class="_ _0"></span>monetarna<span class="_ _2"></span><span class="ff4">: <span class="_ _0"></span>Wiele <span class="_ _9"></span>ban<span class="_ _2"></span>ków <span class="_ _9"></span>centraln<span class="_ _2"></span>ych, <span class="_ _9"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>Europejski Bank <span class="_ _9"></span>Centralny </span></span></span></div><div class="t m0 x34 hc ybc ff4 fs3 fc0 sc0 ls0 ws0">(EBC) i Rezerwa <span class="_ _2"></span>Federalna USA, może k<span class="_ _2"></span>ontynuować polityk<span class="_ _2"></span>ę podwyższa<span class="_ _2"></span>nia stóp pro<span class="_ _2"></span>centowych w 2025 roku <span class="_ _2"></span>w </div><div class="t m0 x34 hc ybd ff4 fs3 fc0 sc0 ls0 ws0">celu  walki <span class="_ _8"> </span>z  inflacją.  Można <span class="_ _13"> </span>o<span class="_ _2"></span>czekiwać,  że <span class="_ _13"> </span>p<span class="_ _2"></span>odwyżki  te <span class="_ _8"> </span>będą  miały <span class="_ _8"> </span>wpływ  na <span class="_ _8"> </span>koszty  kredytów, <span class="_ _8"> </span>co  może </div><div class="t m0 x34 hc ybe ff4 fs3 fc0 sc0 ls0 ws0">spowolnić tempo wzrostu<span class="_ _2"></span> konsumpcji i inwesty<span class="_ _2"></span>cji.<span class="ff1"> </span></div><div class="t m0 xd h1a ybf ff1 fs3 fc0 sc0 ls7 ws0">2.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff2">Inflacja<span class="ff4">: <span class="_ _7"></span>Choć <span class="_ _7"></span>w <span class="_ _7"></span>wielu <span class="_ _4"></span>krajac<span class="_ _2"></span>h <span class="_ _7"></span>inflacja <span class="_ _4"></span>za<span class="_ _2"></span>czyna <span class="_ _7"></span>się <span class="_ _4"></span>s<span class="_ _2"></span>tabilizować, <span class="_ _7"></span>wciąż <span class="_ _7"></span>może <span class="_ _7"></span>pozostawać <span class="_ _7"></span>na <span class="_ _7"></span>podwyższonym </span></span></span></div><div class="t m0 x34 hc yc0 ff4 fs3 fc0 sc0 ls0 ws0">poziomie <span class="_ _e"></span>w <span class="_ _2"></span>p<span class="_ _2"></span>orównaniu <span class="_ _e"></span>z <span class="_ _e"></span>okr<span class="_ _2"></span>esem <span class="_ _2"></span>przed <span class="_ _e"></span>p<span class="_ _2"></span>andemią. <span class="_ _e"></span>Ceny <span class="_ _e"></span>s<span class="_ _2"></span>urowców, <span class="_ _e"></span>energii <span class="_ _e"></span>oraz <span class="_ _e"></span>wynagrod<span class="_ _2"></span>zeń <span class="_ _e"></span>mogą <span class="_ _e"></span>nadal </div><div class="t m0 x34 hc yc1 ff4 fs3 fc0 sc0 ls0 ws0">wpływać <span class="_ _2"></span>na <span class="_ _2"></span>ko<span class="_ _2"></span>szty <span class="_ _2"></span>życia. <span class="_ _2"></span>W <span class="_ _2"></span>Polsce <span class="_ _2"></span>inflacja <span class="_ _2"></span>w <span class="_ _2"></span>2025 <span class="_ _2"></span>roku<span class="_ _2"></span> <span class="_ _2"></span>prawdo<span class="_ _2"></span>podobnie <span class="_ _2"></span>będzie <span class="_ _2"></span>s<span class="_ _2"></span>topniowo <span class="_ _2"></span>malała, <span class="_ _2"></span>ale <span class="_ _2"></span>nad<span class="_ _2"></span>al </div><div class="t m0 x34 hc yc2 ff4 fs3 fc0 sc0 ls0 ws0">może być wyższa n<span class="_ _2"></span>iż <span class="ff1">oczekuje tego NBP<span class="_ _2"></span>. </span></div><div class="t m0 xd h1a yc3 ff1 fs3 fc0 sc0 ls7 ws0">3.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff2">Spowolnienie <span class="_ _7"></span>gospodarcze<span class="_ _2"></span><span class="ff4">: <span class="_ _7"></span>Wiele <span class="_ _7"> </span>gospo<span class="_ _2"></span>darek <span class="_ _7"></span>rozwiniętych <span class="_ _7"></span>boryka <span class="_ _7"> </span>s<span class="_ _2"></span>ię <span class="_ _7"></span>z <span class="_ _7"></span>ryzykiem <span class="_ _7"></span>recesji <span class="_ _7"></span>lub <span class="_ _7"></span>spowolnienia<span class="_ _2"></span> </span></span></span></div><div class="t m0 x34 hc yc4 ff4 fs3 fc0 sc0 ls0 ws0">wzrostu <span class="_ _e"></span>gos<span class="_ _2"></span>podarczego <span class="_ _e"></span>w <span class="_ _e"></span>2025 <span class="_ _e"></span>roku<span class="_ _2"></span>. <span class="_ _e"></span>Wzrost <span class="_ _e"></span>gospod<span class="_ _2"></span>arczy <span class="_ _2"></span>w <span class="_ _4"></span>strefie <span class="_ _e"></span>euro <span class="_ _e"></span>i <span class="_ _4"></span>Stanach <span class="_ _e"></span>Zjednoczony<span class="_ _2"></span>ch <span class="_ _e"></span>może <span class="_ _e"></span>być </div><div class="t m0 x34 hc yc5 ff4 fs3 fc0 sc0 ls0 ws0">słabszy niż w pop<span class="_ _2"></span>rzednich latach, co może wynikać z wysokich stó<span class="_ _2"></span>p procentow<span class="_ _2"></span>ych oraz niepewności związanej<span class="_ _2"></span> </div><div class="t m0 x34 hc yc6 ff1 fs3 fc0 sc0 ls0 ws0">z rynkami finans<span class="_ _2"></span>owymi. </div><div class="t m0 xd h1a yc7 ff1 fs3 fc0 sc0 ls7 ws0">4.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff2">Rynek <span class="_ _4"></span>pracy<span class="ff4">: <span class="_ _4"></span>N<span class="_ _2"></span>a <span class="_ _4"></span>wielu <span class="_ _4"></span>rynkach <span class="_ _4"></span>pracy <span class="_ _4"></span>(zwłas<span class="_ _2"></span>zcza <span class="_ _4"></span>w <span class="_ _4"></span>krajach <span class="_ _4"></span>rozwiniętych) <span class="_ _4"></span>możemy <span class="_ _4"></span>n<span class="_ _2"></span>adal <span class="_ _4"></span>obserwować <span class="_ _4"></span>niskie </span></span></span></div><div class="t m0 x34 hc yc8 ff4 fs3 fc0 sc0 ls0 ws0">bezrobocie, ale <span class="_ _0"></span>w <span class="_ _0"></span>obliczu spowolnienia gospodarczego wzrost zatrudnienia <span class="_ _0"></span>może <span class="_ _0"></span>wyhamować. W Polsce <span class="_ _0"></span>rynek </div><div class="t m0 x34 hc yc9 ff4 fs3 fc0 sc0 ls0 ws0">pracy <span class="_ _13"> </span>nad<span class="_ _2"></span>al <span class="_ _13"> </span>może <span class="_ _13"> </span>charak<span class="_ _2"></span>teryzować <span class="_ _13"> </span>się <span class="_ _8"> </span>stosun<span class="_ _2"></span>kowo <span class="_ _13"> </span>niskim <span class="_ _13"> </span>bezrob<span class="_ _2"></span>o<span class="_ _2"></span>ciem, <span class="_ _13"> </span>ale <span class="_ _13"> </span>sektor <span class="_ _8"> </span>p<span class="_ _2"></span>rzedsiębiorstw <span class="_ _13"> </span>może<span class="_ _2"></span> </div><div class="t m0 x34 hc yca ff4 fs3 fc0 sc0 ls0 ws0">borykać się z t<span class="_ _2"></span>rudnościami związanymi z rosn<span class="_ _2"></span>ącymi kosztami pracy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a ycb ff1 fs3 fc0 sc0 ls7 ws0">5.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff3">Problemy <span class="_ _14"> </span>w <span class="_ _14"> </span>łań<span class="_ _2"></span>cuchach <span class="_ _14"> </span>dostaw<span class="_ _2"></span><span class="ff4">: <span class="_ _14"> </span>Chociaż <span class="_ _14"> </span>pandemia <span class="_ _14"> </span>C<span class="_ _2"></span>OVID<span class="ff1">-</span>19 <span class="_ _14"> </span>sp<span class="_ _2"></span>owodowała <span class="_ _14"> </span>zakłócenia <span class="_ _14"> </span>w <span class="_ _14"> </span>glob<span class="_ _2"></span>alnych </span></span></span></div><div class="t m0 x34 hc ycc ff4 fs3 fc0 sc0 ls0 ws0">łańcuchach <span class="_ _4"></span>dostaw, <span class="_ _4"></span>niektóre <span class="_ _e"></span>z <span class="_ _4"></span>tych <span class="_ _4"></span>problemów <span class="_ _4"></span>mogą <span class="_ _e"></span>nad<span class="_ _2"></span>al <span class="_ _e"></span>wys<span class="_ _2"></span>tępować, <span class="_ _e"></span>zwłas<span class="_ _2"></span>zcza <span class="_ _4"></span>w <span class="_ _e"></span>kontekście <span class="_ _4"></span>rosnących </div><div class="t m0 x34 hc ycd ff4 fs3 fc0 sc0 ls0 ws0">kosztów <span class="_ _7"></span>energii <span class="_ _4"></span>i <span class="_ _7"></span>surowców. <span class="_ _7"></span>Można <span class="_ _7"></span>również <span class="_ _7"></span>spodziewać <span class="_ _7"></span>się <span class="_ _4"></span>dalszy<span class="_ _2"></span>ch <span class="_ _7"></span>zmagań <span class="_ _4"></span>z <span class="_ _7"></span>politycznymi <span class="_ _7"></span>nap<span class="_ _2"></span>ięciami <span class="_ _7"></span>na </div><div class="t m0 x34 hc yce ff4 fs3 fc0 sc0 ls0 ws0">poziomie międzynarod<span class="_ _2"></span>owym, które mogą wpłynąć n<span class="_ _2"></span>a handel międzynarodowy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ycf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd1 ff4 fs3 fc0 sc0 ls0 ws0">Koniunktura <span class="_ _14"> </span>na <span class="_ _19"> </span>rynku <span class="_ _19"> </span>az<span class="_ _2"></span>jatyckim <span class="_ _19"> </span>związana <span class="_ _19"> </span>z <span class="_ _14"> </span>aktualnym <span class="_ _19"> </span>wzros<span class="_ _2"></span>tem <span class="_ _19"> </span>PKB <span class="_ _14"> </span>tamtejszych <span class="_ _14"> </span>krajów <span class="_ _14"> </span><span class="ff1">pozos<span class="_ _2"></span>taje <span class="_ _19"> </span>istotnym </span></div><div class="t m0 x6 hc yd2 ff4 fs3 fc0 sc0 ls0 ws0">czynnikiem <span class="_ _4"></span>wpływającym<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span>na <span class="_ _7"></span></span>sytuację <span class="_ _4"></span>finansową <span class="_ _4"></span>cał<span class="_ _2"></span>ej <span class="_ _4"></span>Grupy <span class="_ _4"></span>ze <span class="_ _4"></span>względu <span class="_ _4"></span>na <span class="_ _4"></span>to<span class="_ _2"></span>, <span class="_ _4"></span>że <span class="_ _4"></span>Grupa <span class="_ _4"></span>nab<span class="_ _2"></span>ywa <span class="_ _4"></span>towary <span class="_ _4"></span>głównie <span class="_ _4"></span>od </div><div class="t m0 x6 hc yd3 ff4 fs3 fc0 sc0 ls0 ws0">wytwórców <span class="_ _e"></span>tamtejszego <span class="_ _e"></span>rejonu. <span class="_ _e"></span><span class="ff1">W<span class="_ _2"></span> <span class="_ _2"></span>2024 <span class="_ _e"></span>roku <span class="_ _e"></span></span>na <span class="_ _2"></span>kon<span class="_ _2"></span>iunkturę <span class="_ _2"></span>tę <span class="_ _e"></span>miały <span class="_ _e"></span>wpływ <span class="_ _e"></span>wyzwan<span class="_ _2"></span>ia <span class="_ _2"></span>wyn<span class="_ _2"></span>ikające <span class="_ _2"></span>z <span class="_ _e"></span>niepewności <span class="_ _e"></span>na </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x2 yd4 w3 h1b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">rynku <span class="_ _5"> </span>chińskim, <span class="_ _5"> </span>taki<span class="ff1">e <span class="_ _5"> </span></span>jak <span class="_ _5"> </span>spowolnienie <span class="_ _5"> </span>w <span class="_ _1b"> </span>sektorze <span class="_ _1b"> </span>n<span class="_ _2"></span>ieruchomości, <span class="_ _5"> </span>osłabienie <span class="_ _5"> </span>dynamiki <span class="_ _5"> </span>importu <span class="_ _5"> </span>i <span class="_ _1b"> </span>ekspo<span class="_ _2"></span>rtu <span class="_ _1b"> </span>oraz </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">zakłócenia <span class="_ _4"></span>w <span class="_ _4"></span>łań<span class="_ _2"></span>cuchach <span class="_ _4"></span>dostaw.<span class="_ _2"></span><span class="ff1 ls11">  <span class="ls0">Ceny <span class="_ _4"></span></span></span>nabywany<span class="_ _2"></span>ch <span class="_ _4"></span>towarów, <span class="_ _4"></span>warunk<span class="_ _2"></span><span class="ff1">i <span class="_ _4"></span>handlowe, <span class="_ _4"></span>ter<span class="_ _2"></span>miny <span class="_ _4"></span></span>realizacji <span class="_ _4"></span>zamó<span class="_ _2"></span>wień<span class="ff1"> <span class="_ _4"></span>oraz </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">koszty <span class="_ _e"></span>logisty<span class="_ _2"></span>czne <span class="_ _e"></span>pomiędzy <span class="_ _e"></span>Azją <span class="_ _e"></span>a <span class="_ _e"></span>Europą <span class="_ _e"></span>mogą <span class="_ _e"></span>u<span class="_ _2"></span>legać <span class="_ _e"></span>dalszy<span class="_ _2"></span>m <span class="_ _2"></span>fluktu<span class="_ _2"></span>acjom, <span class="_ _e"></span>szczególnie <span class="_ _e"></span>w <span class="_ _e"></span>kontekś<span class="_ _2"></span>cie <span class="_ _e"></span>wysokich <span class="_ _e"></span>cen<span class="_ _2"></span> </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">energii oraz możliwych zak<span class="_ _2"></span>łóceń transporto<span class="_ _2"></span>wych<span class="ff1 ls10">. <span class="ls0"> </span></span></div><div class="t m0 x6 hc y40 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">Wpływ <span class="_ _2"></span>tych <span class="_ _2"></span>czynników <span class="_ _2"></span>trudno <span class="_ _2"></span>jednak <span class="_ _2"></span>oszacować<span class="_ _2"></span><span class="ff1">, <span class="_ _2"></span></span>gdyż <span class="_ _2"></span>przyszła <span class="_ _2"></span>ekonomiczna <span class="_ _2"></span>i <span class="_ _2"></span>regulacyjna s<span class="_ _2"></span>ytuacja <span class="_ _2"></span>może różn<span class="_ _2"></span>ić się <span class="_ _2"></span>od </div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">oczekiwań <span class="_ _18"> </span>Zarzą<span class="_ _2"></span>du <span class="_ _18"> </span>Jedn<span class="_ _2"></span>ostki <span class="_ _18"> </span>Dominującej. <span class="_ _1c"> </span>Kierownictwo<span class="_ _2"></span> <span class="_ _18"> </span>Grupy <span class="_ _1c"> </span>uważnie <span class="_ _18"> </span>przy<span class="_ _2"></span>gląda <span class="_ _18"> </span>się <span class="_ _18"> </span>ro<span class="_ _2"></span>zwojowi <span class="_ _18"> </span>wydarzeń <span class="_ _1c"> </span>i </div><div class="t m0 x6 hc y43 ff4 fs3 fc0 sc0 ls0 ws0">dostosowuje z<span class="_ _2"></span>amierzenia strategiczne w celu minimalizo<span class="_ _2"></span>wania ty<span class="_ _2"></span>ch zagrożeń.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb yd5 ff2 fs6 fc0 sc0 ls9 ws0">2.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ZMIANY NA RYNKAC<span class="_ _0"></span>H FINANSOWYCH<span class="_ _0"></span> </span></span></div><div class="t m0 x6 hc yd6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd7 ff4 fs3 fc0 sc0 ls0 ws0">Silne <span class="_ _7"></span>powiązanie <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>z <span class="_ _13"> </span>dostawcami <span class="_ _7"></span>zagraniczn<span class="_ _2"></span>ymi <span class="_ _7"></span>i <span class="_ _7"> </span>roz<span class="_ _2"></span>liczanie <span class="_ _7"> </span>się <span class="_ _13"> </span>z <span class="_ _7"> </span>nimi <span class="_ _8"> </span><span class="ff1">w <span class="_ _13"> </span>USD <span class="_ _7"> </span>or<span class="_ _2"></span>az <span class="_ _7"> </span>CNY <span class="_ _13"> </span>powoduje<span class="_ _2"></span> <span class="_ _7"></span></span>wrażliwość<span class="_ _2"></span> </div><div class="t m0 x6 hc yd8 ff4 fs3 fc0 sc0 ls0 ws0">wyników <span class="_ _0"></span>finansowych <span class="_ _0"></span>Grupy <span class="_ _9"></span>na <span class="_ _0"></span>zmiany <span class="_ _0"></span>kursu <span class="_ _0"></span>walut. <span class="_ _0"></span>Wahania <span class="_ _0"></span>kursów <span class="_ _9"></span>walu<span class="_ _2"></span>towych <span class="_ _9"></span>w <span class="_ _0"></span>2024 <span class="_ _9"></span>roku<span class="_ _2"></span> <span class="_ _9"></span>były w<span class="_ _0"></span>ynikiem <span class="_ _0"></span>złożonych </div><div class="t m0 x6 hc yd9 ff4 fs3 fc0 sc0 ls0 ws0">czynników <span class="_ _4"></span>makroekonomiczn<span class="_ _2"></span>ych, <span class="_ _e"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>polityki <span class="_ _4"></span>monetarn<span class="_ _2"></span>ej <span class="_ _e"></span>głównych<span class="_ _2"></span> <span class="_ _e"></span>ban<span class="_ _2"></span>ków <span class="_ _e"></span>centraln<span class="_ _2"></span>ych, <span class="_ _4"></span>sytuacji <span class="_ _4"></span>gosp<span class="_ _2"></span>odarczej <span class="_ _e"></span>w </div><div class="t m0 x6 hc yda ff4 fs3 fc0 sc0 ls0 ws0">USA <span class="_ _7"></span>i <span class="_ _7"></span>Chinach <span class="_ _7"> </span>oraz <span class="_ _7"> </span>n<span class="_ _2"></span>apięć <span class="_ _7"></span>geopolity<span class="_ _2"></span>cznych<span class="_ _2"></span><span class="ff1 ls10">. <span class="_ _7"></span></span>Grupa <span class="_ _7"></span>uważn<span class="_ _2"></span>ie <span class="_ _7"></span>obserwuje <span class="_ _7"></span>sytuacj<span class="_ _2"></span>ę <span class="_ _7"></span>walutową <span class="_ _7"></span>na <span class="_ _7"> </span>rynka<span class="_ _2"></span>ch <span class="_ _7"></span>światowych <span class="_ _7"></span>i </div><div class="t m0 x6 hc ydb ff4 fs3 fc0 sc0 ls0 ws0">występujące <span class="_ _7"> </span>n<span class="_ _2"></span>a <span class="_ _7"></span>nich <span class="_ _13"> </span>trendy <span class="_ _13"> </span>i <span class="_ _7"></span>okresowo <span class="_ _13"> </span>aktualizuje <span class="_ _13"> </span>ceny <span class="_ _7"> </span>s<span class="_ _2"></span>woich <span class="_ _7"></span>towarów. <span class="_ _13"> </span>W  związku <span class="_ _7"></span>z <span class="_ _7"> </span>ty<span class="_ _2"></span>m <span class="_ _7"></span>marże <span class="_ _13"> </span>mogą <span class="_ _7"> </span>podlega<span class="_ _2"></span>ć </div><div class="t m0 x6 hc ydc ff1 fs3 fc0 sc0 ls0 ws0">okresowo wahaniom. <span class="_ _2"></span> </div><div class="t m0 x6 hc ydd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yde ff4 fs3 fc0 sc0 ls0 ws0">Należy jednak p<span class="_ _2"></span>odkreślić, że ponieważ spora część p<span class="_ _2"></span>rzychodów Grupy realizowan<span class="_ _2"></span>a jest w kan<span class="_ _2"></span>ale eksportowym, według </div><div class="t m0 x6 hc ydf ff4 fs3 fc0 sc0 ls0 ws0">cen o<span class="_ _2"></span>kreślonych <span class="_ _2"></span>w <span class="_ _2"></span>walutach <span class="_ _2"></span>obcy<span class="_ _2"></span>ch<span class="ff1">, <span class="_ _2"></span></span>w <span class="_ _2"></span>pewnym <span class="_ _2"></span>stopn<span class="_ _2"></span>iu za<span class="_ _2"></span>bezpiecza <span class="_ _2"></span>to Grup<span class="_ _2"></span>ę <span class="_ _2"></span>przed <span class="_ _2"></span>gwałtownymi <span class="_ _2"></span>wahan<span class="_ _2"></span>iami kurs<span class="_ _2"></span>ów </div><div class="t m0 x6 hc y1e ff1 fs3 fc0 sc0 ls0 ws0">walut. <span class="_ _5"> </span><span class="ff4">Niemniej, <span class="_ _5"> </span>za<span class="_ _2"></span>bezpieczenie <span class="_ _5"> </span>to <span class="_ _5"> </span>nie <span class="_ _5"> </span>el<span class="_ _2"></span>iminuje <span class="_ _5"> </span>całkowicie <span class="_ _5"> </span>wpły<span class="_ _2"></span>wu <span class="_ _5"> </span>fluktuacji <span class="_ _5"> </span>kurs<span class="_ _2"></span>owych, <span class="_ _5"> </span>co <span class="_ _5"> </span>może <span class="_ _5"> </span>negatywni<span class="_ _2"></span>e </span></div><div class="t m0 x6 hc y1f ff4 fs3 fc0 sc0 ls0 ws0">oddziaływać na <span class="_ _2"></span>wyniki finansowe Grupy.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x6 hc y20 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y21 ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>poniższym <span class="_ _2"></span>wykresie p<span class="_ _2"></span>rzedstawiono <span class="_ _2"></span>wahania ś<span class="_ _2"></span>redniego ku<span class="_ _2"></span>rsu NBP <span class="_ _2"></span>dla <span class="_ _2"></span>podstawowych <span class="_ _2"></span>kursów <span class="_ _2"></span>walut <span class="_ _2"></span>stosowanych <span class="_ _2"></span>w </div><div class="t m0 x6 hc y22 ff4 fs3 fc0 sc0 ls0 ws0">działalności spó<span class="_ _2"></span>łki w 202<span class="ff1">4 <span class="lsd">r.</span> </span></div><div class="t m0 x6 hc y23 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 hc ye0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 ye1 ff4 fs7 fc0 sc0 ls0 ws0">Źródło: opr<span class="_ _0"></span>acowanie własne n<span class="_ _0"></span>a podstawie<span class="ff1"> <span class="fc6">https<span class="_ _0"></span>://nbp.pl/statystyk<span class="_ _0"></span>a-i-sprawozdawczosc/kur<span class="_ _0"></span>sy/archiwum-tabela-a-csv<span class="_ _0"></span>-xls<span class="fc0"> </span></span></span></div><div class="t m0 x6 h7 ye2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ye3 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _13"> </span>korzy<span class="_ _2"></span>sta <span class="_ _13"> </span>z <span class="_ _8"> </span>finansowania <span class="_ _8"> </span>kapitałem <span class="_ _13"> </span>ob<span class="_ _2"></span>cym. <span class="_ _13"> </span>Wzrost <span class="_ _8"> </span>stóp <span class="_ _8"> </span>procentowych <span class="_ _8"> </span>na <span class="_ _8"> </span>rynku <span class="_ _13"> </span>finansowym <span class="_ _8"> </span>może <span class="_ _13"> </span>wpł<span class="_ _2"></span>ynąć </div><div class="t m0 x6 hc ye4 ff4 fs3 fc0 sc0 ls0 ws0">negatywnie <span class="_ _4"></span>na <span class="_ _7"></span>koszty <span class="_ _7"></span>obsługi <span class="_ _4"></span>finansowania <span class="_ _7"></span>i <span class="_ _4"></span>zmniejszy<span class="_ _2"></span>ć <span class="_ _4"></span>rentowność <span class="_ _7"></span>Grupy, <span class="_ _4"></span>gd<span class="_ _2"></span>yż <span class="_ _4"></span>Jednostka <span class="_ _7"></span>Dominująca <span class="_ _13"> </span>oraz <span class="_ _7"></span>spółka </div><div class="t m0 x6 hc ye5 ff4 fs3 fc0 sc0 ls0 ws0">zależna <span class="_ _2"></span>w Chin<span class="_ _2"></span>ach <span class="_ _2"></span><span class="ff1">zawiera</span><span class="ls12">ją</span><span class="ff1"> <span class="_ _2"></span>umowy <span class="_ _2"></span>kredytowe <span class="_ _2"></span>o <span class="_ _2"></span>zmiennym <span class="_ _2"></span>oprocentowaniu <span class="_ _2"></span>w<span class="_ _2"></span> <span class="_ _2"></span>swoich <span class="_ _2"></span>walutach <span class="_ _2"></span>funkcjonaln<span class="_ _2"></span>ych <span class="_ _2"></span>(PLN </span></div><div class="t m0 x6 hc ye6 ff1 fs3 fc0 sc0 ls0 ws0">oraz CNY).  </div></div><div class="c x6 ye7 wb h1c"><div class="t m0 x35 h5 ye8 ff1 fs1 fc0 sc0 ls0 ws0">0,835</div><div class="t m0 x35 h5 ye9 ff1 fs1 fc0 sc0 ls0 ws0">0,84</div><div class="t m0 x35 h5 yea ff1 fs1 fc0 sc0 ls0 ws0">0,845</div><div class="t m0 x35 h5 yeb ff1 fs1 fc0 sc0 ls0 ws0">0,85</div><div class="t m0 x35 h5 yec ff1 fs1 fc0 sc0 ls0 ws0">0,855</div><div class="t m0 x35 h5 yed ff1 fs1 fc0 sc0 ls0 ws0">0,86</div><div class="t m0 x35 h5 yee ff1 fs1 fc0 sc0 ls0 ws0">0,865</div><div class="t m0 x35 h5 yef ff1 fs1 fc0 sc0 ls0 ws0">0,87</div><div class="t m0 x35 h5 yf0 ff1 fs1 fc0 sc0 ls0 ws0">0,875</div><div class="t m0 x35 h5 yf1 ff1 fs1 fc0 sc0 ls0 ws0">0,88</div><div class="t m0 x35 h5 yf2 ff1 fs1 fc0 sc0 ls0 ws0">0,885</div><div class="t m0 x35 h5 yf3 ff1 fs1 fc0 sc0 ls0 ws0">0,89</div><div class="t m0 x1a h5 ye8 ff1 fs1 fc0 sc0 ls0 ws0">3,5</div><div class="t m0 x1a h5 yf4 ff1 fs1 fc0 sc0 ls0 ws0">3,6</div><div class="t m0 x1a h5 yf5 ff1 fs1 fc0 sc0 ls0 ws0">3,7</div><div class="t m0 x1a h5 yf6 ff1 fs1 fc0 sc0 ls0 ws0">3,8</div><div class="t m0 x1a h1d yf7 ff1 fsc fc0 sc0 ls0 ws0">3,9</div><div class="t m0 x25 h5 yf8 ff1 fs1 fc0 sc0 ls0 ws0">4</div><div class="t m0 x1a h5 yf9 ff1 fs1 fc0 sc0 ls0 ws0">4,1</div><div class="t m0 x1a h5 yfa ff1 fs1 fc0 sc0 ls0 ws0">4,2</div><div class="t m0 x1a h5 yfb ff1 fs1 fc0 sc0 ls0 ws0">4,3</div><div class="t m0 x1a h5 yfc ff1 fs1 fc0 sc0 ls0 ws0">4,4</div><div class="t m0 x1a h5 yf3 ff1 fs1 fc0 sc0 ls0 ws0">4,5</div><div class="t m4 x36 h4 yfd ff2 fs1 fc0 sc0 ls0 ws0">CNY</div><div class="t m4 x37 h4 yfe ff2 fs1 fc0 sc0 ls0 ws0">USD ORAZ EUR</div><div class="t m0 x38 h1e yff ff3 fsd fc0 sc0 ls0 ws0">Ś<span class="_ _4"></span>r<span class="_ _e"></span>e<span class="_ _4"></span>d<span class="_ _4"></span>n<span class="_ _4"></span>i<span class="_ _4"></span>e<span class="_ _4"></span> <span class="_ _7"></span>k<span class="_ _4"></span>u<span class="_ _4"></span>r<span class="_ _e"></span>s<span class="_ _e"></span>y<span class="_ _4"></span> <span class="_ _7"></span>N<span class="_ _4"></span>B<span class="_ _4"></span>P<span class="_ _7"></span> <span class="_ _4"></span>n<span class="_ _4"></span>a<span class="_ _4"></span>j<span class="_ _4"></span>w<span class="_ _e"></span>a<span class="_ _4"></span>ż<span class="_ _4"></span>n<span class="_ _4"></span>i<span class="_ _4"></span>e<span class="_ _4"></span>j<span class="_ _4"></span>s<span class="_ _4"></span>z<span class="_ _4"></span>y<span class="_ _e"></span>c<span class="_ _7"></span>h<span class="_ _4"></span> <span class="_ _7"></span>ś<span class="_ _4"></span>w<span class="_ _4"></span>i<span class="_ _4"></span>a<span class="_ _4"></span>t<span class="_ _e"></span>o<span class="_ _4"></span>w<span class="_ _7"></span>y<span class="_ _e"></span>c<span class="_ _4"></span>h<span class="_ _4"></span> </div><div class="t m0 x39 h1e y100 ff2 fsd fc0 sc0 ls0 ws0">w<span class="_ _e"></span>a<span class="_ _4"></span>l<span class="_ _4"></span>u<span class="_ _4"></span>t<span class="_ _4"></span> <span class="_ _7"></span>w<span class="_ _4"></span> <span class="_ _4"></span>s<span class="_ _4"></span>t<span class="_ _e"></span>o<span class="_ _4"></span>s<span class="_ _4"></span>u<span class="_ _4"></span>n<span class="_ _4"></span>k<span class="_ _e"></span>u<span class="_ _4"></span> <span class="_ _13"></span>d<span class="_ _4"></span>o<span class="_ _4"></span> <span class="_ _4"></span>P<span class="_ _7"></span>L<span class="_ _e"></span>N<span class="_ _4"></span> <span class="_ _7"></span>w<span class="_ _4"></span> <span class="_ _4"></span>2<span class="_ _4"></span>0<span class="_ _4"></span>2<span class="_ _4"></span>4<span class="_ _4"></span> <span class="_ _7"></span>r<span class="_ _9"></span>.</div><div class="t m0 x2d h5 y101 ff1 fs1 fc7 sc0 ls0 ws0">USD<span class="_ _1d"> </span>EUR<span class="_ _1d"> </span>CNY</div></div><span class="d m1" style="border-style:none;position:absolute;left:387.360000px;bottom:308.860000px;width:259.590000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x2 y102 w3 h1f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">8 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span>Rada <span class="_ _7"></span>Polityki <span class="_ _4"></span>Pieniężnej <span class="_ _4"></span>utrzymała <span class="_ _7"></span>stopy <span class="_ _4"></span>procentowe <span class="_ _e"></span>N<span class="_ _2"></span>arodowego <span class="_ _4"></span>Banku <span class="_ _7"></span>Polskiego <span class="_ _4"></span>na <span class="_ _4"></span>niezmienionym </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">poziomie. <span class="_ _0"></span>Główna stopa <span class="_ _0"></span>referencyjna w<span class="_ _0"></span>ynosiła 5,75% <span class="_ _9"></span>w skali <span class="_ _0"></span>rocznej<span class="ff1 ls10">. </span>Ostatnia <span class="_ _0"></span>zmiana stóp <span class="_ _9"></span>procento<span class="_ _2"></span>wych <span class="_ _0"></span>miała <span class="_ _0"></span>miejsce </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>paźd<span class="_ _2"></span>zierniku <span class="_ _2"></span>2023 <span class="_ _e"></span>roku, <span class="_ _e"></span>kiedy<span class="_ _2"></span> <span class="_ _2"></span>to <span class="_ _e"></span>RPP <span class="_ _2"></span>ob<span class="_ _2"></span>niżyła <span class="_ _e"></span>je <span class="_ _2"></span>o <span class="_ _e"></span>0,25 <span class="_ _e"></span>punktu <span class="_ _e"></span>procentowego. <span class="_ _2"></span>Od<span class="_ _2"></span> <span class="_ _2"></span>tego <span class="_ _e"></span>czasu,<span class="_ _2"></span> <span class="_ _2"></span>przez <span class="_ _e"></span>cały <span class="_ _e"></span>2024 <span class="_ _2"></span>rok, </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">stopy pro<span class="_ _2"></span>centowe pozostawały na s<span class="_ _2"></span>tałym poziomie, co oznaczało 15 miesięcy bez zm<span class="_ _2"></span>ian w polityc<span class="_ _2"></span><span class="ff1">e monetarn<span class="_ _2"></span>ej.  </span></div><div class="t m0 x6 hc y40 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">Na poniżs<span class="_ _2"></span>zym wykresie przedstawiono z<span class="_ _2"></span>miany referencyjnej stopy<span class="_ _2"></span> procentowej NPB w okresie 2022<span class="_ _e"></span><span class="ff1">-2024 r. <span class="_ _2"></span> </span></div><div class="t m0 x6 hc y42 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y43 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y103 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a hc y104 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y105 ff4 fs7 fc0 sc0 ls0 ws0">Źródło: opr<span class="_ _0"></span>acowanie własne n<span class="_ _0"></span>a podstawie <span class="ff1 fc6">https<span class="_ _0"></span>://nbp.pl/polityka-pieni<span class="_ _0"></span>ezna/decyzje-rpp/podstawowe-sto<span class="_ _0"></span>py-proce<span class="_ _0"></span>ntowe-<span class="ls3">nbp</span><span class="fc0"> </span></span></div><div class="t m0 x6 hc y106 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y107 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y108 ff1 fs3 fc0 sc0 ls0 ws0">Roczna stopa refe<span class="_ _0"></span>rencyjna LPR (Loan <span class="_ _0"></span>Prime Rate) w <span class="_ _0"></span>Chinach <span class="ff4">na początku 2024 <span class="_ _0"></span>r. wynosiła 3,45%, <span class="_ _0"></span><span class="ff1">a w <span class="_ _0"></span><span class="ff4">październiku<span class="_ _2"></span> <span class="_ _0"></span>2024 </span></span></span></div><div class="t m0 x6 hc y109 ff4 fs3 fc0 sc0 ls0 ws0">Ludowy <span class="_ _4"></span>Bank <span class="_ _4"></span>Chin <span class="_ _4"></span>(PBoC) <span class="_ _e"></span>doko<span class="_ _2"></span>nał <span class="_ _4"></span>obniż<span class="ff1">ki <span class="_ _4"></span>do <span class="_ _4"></span>3,10%, <span class="_ _4"></span>aby <span class="_ _4"></span>stymulowa</span>ć<span class="ff1"> <span class="_ _4"></span>wzrost <span class="_ _4"></span>gosp<span class="_ _2"></span>odarczy <span class="_ _4"></span></span>poprzez <span class="_ _4"></span>redukcję <span class="_ _e"></span>ko<span class="_ _2"></span>sztów </div><div class="t m0 x6 hc y10a ff1 fs3 fc0 sc0 ls0 ws0">kredytowych. </div><div class="t m0 x6 hc y10b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y10c ff4 fs3 fc0 sc0 ls0 ws0">Stopy <span class="_ _e"></span>p<span class="_ _2"></span>rocentowe <span class="_ _e"></span>dla <span class="_ _e"></span>kredytów <span class="_ _e"></span>w <span class="_ _4"></span>Chinach <span class="_ _e"></span>są <span class="_ _4"></span>zwykle <span class="_ _e"></span>niższe <span class="_ _e"></span>niż <span class="_ _4"></span>w <span class="_ _e"></span>Polsce, <span class="_ _e"></span>co <span class="_ _4"></span>wynika <span class="_ _e"></span>z <span class="_ _e"></span>różnic <span class="_ _4"></span>w <span class="_ _e"></span>polityce <span class="_ _e"></span>monetarn<span class="_ _2"></span>ej <span class="_ _e"></span>i </div><div class="t m0 x6 hc y10d ff4 fs3 fc0 sc0 ls0 ws0">gospodarce <span class="_ _2"></span>obu kraj<span class="_ _2"></span>ów. W Chin<span class="_ _2"></span>ach rząd <span class="_ _e"></span>prowadzi b<span class="_ _2"></span>ardziej ekspan<span class="_ _2"></span>sywną p<span class="_ _2"></span>olitykę monetarną,<span class="_ _2"></span> utrzymując <span class="_ _2"></span>niższe <span class="_ _2"></span>stopy, </div><div class="t m0 x6 hc y10e ff4 fs3 fc0 sc0 ls0 ws0">podczas gdy<span class="_ _2"></span> w Polsce wyższe stopy p<span class="_ _2"></span>rocentowe są stosowane, aby<span class="_ _2"></span> kontrolować inflację i stab<span class="_ _2"></span>ilizować gospodarkę.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y10f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y110 ff4 fs3 fc0 sc0 ls0 ws0">Aby <span class="_ _4"></span>minimalizować <span class="_ _4"></span>ry<span class="_ _2"></span>zyko<span class="ff1"> <span class="_ _4"></span></span>n<span class="_ _2"></span>egatywnego <span class="_ _4"></span>wpły<span class="_ _2"></span>wu <span class="_ _4"></span>zmian <span class="_ _4"></span>stóp <span class="_ _4"></span>p<span class="_ _2"></span>rocentowych <span class="_ _4"></span>na <span class="_ _4"></span>sy<span class="_ _2"></span>tuację <span class="_ _4"></span>finansową <span class="_ _4"></span>Grupy<span class="_ _e"></span><span class="ff1">, <span class="_ _4"></span>Jedn<span class="_ _2"></span>ostka </span></div><div class="t m0 x6 hc y111 ff4 fs3 fc0 sc0 ls0 ws0">Dominująca przeprowadza symulację różnych<span class="_ _2"></span> scenariuszy w celu wyboru optymalnych źródeł finansowania, biorąc pod<span class="_ _2"></span> </div><div class="t m0 x6 hc y112 ff4 fs3 fc0 sc0 ls0 ws0">uwagę <span class="_ _1e"> </span>refinansowanie, <span class="_ _1e"> </span>od<span class="_ _2"></span>nawianie <span class="_ _1e"> </span>istniejących <span class="_ _1e"> </span>po<span class="_ _2"></span>zycji, <span class="_ _1e"> </span>finansowanie <span class="_ _1e"> </span>alternaty<span class="_ _2"></span>wne <span class="_ _1e"> </span>jak <span class="_ _1e"> </span>również <span class="_ _1e"> </span>trendy </div><div class="t m0 x6 hc y113 ff4 fs3 fc0 sc0 ls0 ws0">średniookresowe na ry<span class="_ _2"></span>nku długu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y114 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y115 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y116 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y117 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y118 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y119 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y11a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y11b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y11c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y11d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y11e ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y11f wb h20"><div class="t m0 x2f h4 y120 ff2 fs1 fc3 sc0 ls0 ws0">2,3%</div><div class="t m0 x3b h4 y121 ff2 fs1 fc3 sc0 ls0 ws0">2,8%</div><div class="t m0 x3c h4 y122 ff2 fs1 fc3 sc0 ls0 ws0">3,5%</div><div class="t m0 x3d h4 y123 ff2 fs1 fc3 sc0 ls0 ws0">4,5%</div><div class="t m0 x3e h4 y124 ff2 fs1 fc3 sc0 ls0 ws0">5,3%</div><div class="t m0 x3f h4 y125 ff2 fs1 fc3 sc0 ls0 ws0">6,0%</div><div class="t m0 x40 h4 y126 ff2 fs1 fc3 sc0 ls0 ws0">6,5%</div><div class="t m0 x12 h4 y127 ff2 fs1 fc3 sc0 ls0 ws0">6,8%</div><div class="t m0 x41 h4 y125 ff2 fs1 fc3 sc0 ls0 ws0">6,0%</div><div class="t m0 x42 h4 y128 ff2 fs1 fc3 sc0 ls0 ws0">5,8%<span class="_ _1f"> </span>5,8%<span class="_ _20"> </span>5,8%</div><div class="t m0 x43 h5 y129 ff1 fs1 fc8 sc0 ls2 ws0">0%</div><div class="t m0 x43 h1d y12a ff1 fsc fc8 sc0 ls13 ws0">1%</div><div class="t m0 x43 h5 y12b ff1 fs1 fc8 sc0 ls2 ws0">2%</div><div class="t m0 x43 h5 y12c ff1 fs1 fc8 sc0 ls2 ws0">3%</div><div class="t m0 x43 h5 yea ff1 fs1 fc8 sc0 ls2 ws0">4%</div><div class="t m0 x43 h5 y77 ff1 fs1 fc8 sc0 ls2 ws0">5%</div><div class="t m0 x43 h5 y12d ff1 fs1 fc8 sc0 ls2 ws0">6%</div><div class="t m0 x43 h5 y12e ff1 fs1 fc8 sc0 ls2 ws0">7%</div><div class="t m0 x43 h5 y12f ff1 fs1 fc8 sc0 ls2 ws0">8%</div><div class="t m0 x44 h21 y130 ff2 fse fc8 sc0 ls0 ws0">R<span class="_ _0"></span>ef<span class="_ _9"></span>e<span class="_ _2"></span>r<span class="_ _0"></span>encyjna st<span class="_ _0"></span>opa pr<span class="_ _0"></span>ocentowa <span class="_ _9"></span>NBP w latach </div><div class="t m0 x45 h21 y131 ff2 fse fc8 sc0 ls14 ws0">2022<span class="ls0">-</span>2024</div></div><span class="d m1" style="border-style:none;position:absolute;left:387.360000px;bottom:848.060000px;width:276.180000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x9 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">9 </div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">2.3.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">OTOCZENIE PRAWNE<span class="_ _0"></span>  </span></span></div><div class="t m0 x6 hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y7b ff4 fs3 fc0 sc0 ls0 ws0">Utrudnieniem <span class="_ _1f"> </span>dla <span class="_ _21"> </span>działalności <span class="_ _21"> </span>Grup<span class="_ _2"></span>y <span class="_ _21"> </span>są <span class="_ _1f"> </span>zmieniające <span class="_ _21"> </span>się <span class="_ _21"> </span>przepisy <span class="_ _1f"> </span>prawa <span class="_ _21"> </span>i <span class="_ _1f"> </span>jego <span class="_ _21"> </span>różne <span class="_ _21"> </span>interpretacje. <span class="_ _21"> </span>Zmian<span class="_ _2"></span>y <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7c ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _1f"> </span>przepisach <span class="_ _22"> </span>prawa, <span class="_ _1f"> </span>a <span class="_ _1f"> </span>w <span class="_ _1f"> </span>s<span class="_ _2"></span>zczególności <span class="_ _1f"> </span>w <span class="_ _1f"> </span>prawie <span class="_ _1f"> </span>p<span class="_ _2"></span>odatkowym, <span class="_ _1f"> </span>celnym, <span class="_ _22"> </span>pracy <span class="_ _1f"> </span>i <span class="_ _1f"> </span>ub<span class="_ _2"></span>ezpieczeń <span class="_ _1f"> </span>społecznych <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7d ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _e"></span>wprowad<span class="_ _2"></span>zanie <span class="_ _e"></span>no<span class="_ _2"></span>wych <span class="_ _e"></span>ob<span class="_ _2"></span>ciążeń, <span class="_ _4"></span>może <span class="_ _e"></span>wy<span class="_ _2"></span>wierać <span class="_ _e"></span>n<span class="_ _2"></span>egaty<span class="_ _2"></span>wne <span class="_ _4"></span>skutki <span class="_ _4"></span>dla <span class="_ _4"></span>działalności. <span class="_ _4"></span>Szczególnie <span class="_ _e"></span>u<span class="_ _2"></span>ciążliwe <span class="_ _4"></span>są <span class="_ _4"></span>częste </div><div class="t m0 x6 hc y132 ff4 fs3 fc0 sc0 ls0 ws0">zmiany <span class="_ _21"> </span>interpretacyjne <span class="_ _21"> </span>prz<span class="_ _2"></span>episów <span class="_ _21"> </span>podat<span class="_ _2"></span>kowych <span class="_ _21"> </span>oraz <span class="_ _21"> </span>brak <span class="_ _21"> </span>jednolitoś<span class="_ _2"></span>ci <span class="_ _1c"> </span>w <span class="_ _21"> </span>prakty<span class="_ _2"></span>ce <span class="_ _21"> </span>administracji <span class="_ _21"> </span>skarb<span class="_ _2"></span>owej <span class="_ _1c"> </span>i<span class="_ _2"></span> </div><div class="t m0 x6 hc y133 ff4 fs3 fc0 sc0 ls0 ws0">orzecznictwie <span class="_ _23"> </span>sądowym <span class="_ _23"> </span>w <span class="_ _23"> </span>sferze <span class="_ _23"> </span>stosowania <span class="_ _23"> </span>przepisów <span class="_ _23"> </span>podatko<span class="_ _2"></span>wych. <span class="_ _23"> </span>Może <span class="_ _23"> </span>to <span class="_ _23"> </span>wiązać <span class="_ _24"> </span>się <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y134 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _e"></span>r<span class="ff4">yzykiem <span class="_ _e"></span>roszczeń <span class="_ _e"></span>os<span class="_ _2"></span>ób <span class="_ _e"></span>trzecich <span class="_ _e"></span>oraz <span class="_ _e"></span>postępowań <span class="_ _e"></span>różn<span class="_ _2"></span>ych <span class="_ _e"></span>organów <span class="_ _e"></span>państwowych<span class="_ _2"></span>. <span class="_ _2"></span>Po<span class="_ _2"></span>nadto, <span class="_ _e"></span>ze <span class="_ _e"></span>względu <span class="_ _e"></span>na <span class="_ _e"></span>złożo<span class="_ _2"></span>ny </span></div><div class="t m0 x6 hc y135 ff4 fs3 fc0 sc0 ls0 ws0">charakter <span class="_ _25"> </span>oraz <span class="_ _25"> </span>niejednolitą <span class="_ _25"> </span>praktykę <span class="_ _25"> </span>podat<span class="_ _2"></span>kową, <span class="_ _25"> </span>interpretacje <span class="_ _25"> </span>często <span class="_ _25"> </span>są <span class="_ _25"> </span>przedmiotem <span class="_ _25"> </span>sporów <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y136 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _14"> </span>organ<span class="_ _2"></span>ami <span class="_ _14"> </span>podatko<span class="_ _2"></span>wymi. <span class="_ _14"> </span>Pomimo, <span class="_ _18"> </span>że <span class="_ _18"> </span>Jednos<span class="_ _2"></span>tka <span class="_ _14"> </span>Dominu<span class="_ _2"></span>jąca <span class="_ _14"> </span>d<span class="_ _2"></span>o<span class="_ _2"></span>kłada <span class="_ _18"> </span>należytych <span class="_ _14"> </span>s<span class="_ _2"></span>tarań <span class="_ _14"> </span>w <span class="_ _18"> </span>celu <span class="_ _18"> </span>zapewnien<span class="_ _2"></span>ia </div><div class="t m0 x6 hc y137 ff4 fs3 fc0 sc0 ls0 ws0">poprawności <span class="_ _13"> </span>transakcji <span class="_ _7"> </span>p<span class="_ _2"></span>od <span class="_ _7"></span>względem <span class="_ _7"> </span>ich <span class="_ _13"> </span>zgodności <span class="_ _13"> </span>z <span class="_ _7"> </span>p<span class="_ _2"></span>rzepisami <span class="_ _7"></span>prawa, <span class="_ _7"> </span>w <span class="_ _13"> </span>szczególności <span class="_ _13"> </span>prawa <span class="_ _7"> </span>p<span class="_ _2"></span>odatkowego, <span class="_ _7"> </span>nie </div><div class="t m0 x6 hc y138 ff4 fs3 fc0 sc0 ls0 ws0">można <span class="_ _1b"> </span>wyklu<span class="_ _2"></span>czyć <span class="_ _1b"> </span>ryzyka <span class="_ _5"> </span>roszczeń <span class="_ _1b"> </span>os<span class="_ _2"></span>ób <span class="_ _1b"> </span>trzecich, <span class="_ _5"> </span>powstania <span class="_ _1b"> </span>ewentualny<span class="_ _2"></span>ch <span class="_ _1b"> </span>sporó<span class="_ _2"></span>w <span class="_ _1b"> </span>z <span class="_ _1b"> </span>organami <span class="_ _5"> </span>podatkowymi <span class="_ _5"> </span>lub<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y139 ff4 fs3 fc0 sc0 ls0 ws0">postępowań <span class="_ _14"> </span>innych <span class="_ _19"> </span>organów <span class="_ _19"> </span>pań<span class="_ _2"></span>stwowych. <span class="_ _19"> </span>Takie <span class="_ _14"> </span>roszczenia, <span class="_ _19"> </span>spory<span class="_ _2"></span> <span class="_ _19"> </span>lub <span class="_ _19"> </span>postęp<span class="_ _2"></span>owania, <span class="_ _19"> </span>a <span class="_ _19"> </span>także <span class="_ _14"> </span>przyjęcie <span class="_ _5"> </span>prze<span class="_ _2"></span>z </div><div class="t m0 x6 hc y13a ff4 fs3 fc0 sc0 ls0 ws0">administrację <span class="_ _19"> </span>s<span class="_ _2"></span>karbową <span class="_ _19"> </span>lub <span class="_ _14"> </span>orzecznictwo <span class="_ _5"> </span>s<span class="_ _2"></span>ądowe <span class="_ _19"> </span>interpretacji <span class="_ _14"> </span>przepisów <span class="_ _19"> </span>podatkowych, <span class="_ _14"> </span>kwalifikacji <span class="_ _5"> </span>p<span class="_ _2"></span>odatkowej </div><div class="t m0 x6 hc y13b ff4 fs3 fc0 sc0 ls0 ws0">zdarzeń <span class="_ _1b"> </span>i <span class="_ _1b"> </span>trans<span class="_ _2"></span>akcji, <span class="_ _1b"> </span>w <span class="_ _1b"> </span>których <span class="_ _1b"> </span>b<span class="_ _2"></span>rała <span class="_ _1b"> </span>udzi<span class="_ _2"></span>ał <span class="_ _1b"> </span>Jednostka <span class="_ _1b"> </span>Dominują<span class="_ _2"></span>ca, <span class="_ _1b"> </span>innej <span class="_ _1b"> </span>niż <span class="_ _1b"> </span>Jedn<span class="_ _2"></span>ostka <span class="_ _1b"> </span>Dominująca,<span class="_ _2"></span>  może <span class="_ _5"> </span>mieć </div><div class="t m0 x6 hc y13c ff4 fs3 fc0 sc0 ls0 ws0">negatywny wpływ na <span class="_ _2"></span>wyniki finansowe Grupy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y13d ff4 fs3 fc0 sc0 ls0 ws0">Należy <span class="_ _e"></span>podkreślić <span class="_ _e"></span>jednak, <span class="_ _e"></span>że <span class="_ _e"></span>Grupa <span class="_ _e"></span>podejmuje <span class="_ _e"></span>działan<span class="_ _2"></span>ia <span class="_ _2"></span>mające <span class="_ _e"></span>ograniczy<span class="_ _2"></span>ć <span class="_ _2"></span>s<span class="_ _2"></span>kutki <span class="_ _2"></span>zmieniającego <span class="_ _e"></span>się <span class="_ _e"></span>prawa. <span class="_ _e"></span>J<span class="_ _2"></span>ednostka </div><div class="t m0 x6 hc y13e ff4 fs3 fc0 sc0 ls0 ws0">Dominująca <span class="_ _19"> </span>korzysta <span class="_ _19"> </span>z <span class="_ _5"> </span>u<span class="_ _2"></span>sług <span class="_ _5"> </span>zewnętrznych <span class="_ _5"> </span>reno<span class="_ _2"></span>mowanych <span class="_ _19"> </span>kancelarii <span class="_ _19"> </span>prawnych <span class="_ _19"> </span>i <span class="_ _5"> </span>podat<span class="_ _2"></span>kowych, <span class="_ _5"> </span>które <span class="_ _19"> </span>ułatwiają </div><div class="t m0 x6 hc y13f ff4 fs3 fc0 sc0 ls0 ws0">prowadzenie bieżącej d<span class="_ _2"></span>ziałalności.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb y140 ff2 fs6 fc0 sc0 ls9 ws0">2.4.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ŁAŃCUCH DOSTAW<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y141 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y142 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>nab<span class="_ _2"></span>ywa <span class="_ _7"> </span>towary <span class="_ _13"> </span>od <span class="_ _7"> </span>d<span class="_ _2"></span>ostawców <span class="_ _7"> </span>zlokalizo<span class="_ _2"></span>wanych <span class="_ _13"> </span>w <span class="_ _7"> </span>ró<span class="_ _2"></span>żnych <span class="_ _7"> </span>częściach<span class="_ _2"></span> <span class="_ _7"></span>świata, <span class="_ _13"> </span>głównie <span class="_ _7"> </span>jednak <span class="_ _13"> </span>na <span class="_ _13"> </span>terenie <span class="_ _7"> </span>Azj<span class="_ _2"></span>i. </div><div class="t m0 x6 hc y143 ff4 fs3 fc0 sc0 ls0 ws0">Towary <span class="_ _7"></span>te <span class="_ _7"></span>transp<span class="_ _2"></span>ortowane <span class="_ _7"></span>są <span class="_ _7"></span>drogą <span class="_ _7"> </span>morską<span class="_ _2"></span>. <span class="_ _13"> </span>W <span class="_ _7"></span>2024 <span class="_ _7"></span>rok<span class="_ _2"></span>u <span class="_ _7"></span>zakłócenia <span class="_ _7"> </span>w <span class="_ _7"></span>łańcuch<span class="_ _2"></span>ach <span class="_ _7"></span>dostaw <span class="_ _7"></span>między <span class="_ _7"> </span>Azją <span class="_ _7"> </span>a <span class="_ _7"> </span>E<span class="_ _2"></span>uropą, </div><div class="t m0 x6 hc y144 ff4 fs3 fc0 sc0 ls0 ws0">wynikające <span class="_ _13"> </span>z <span class="_ _13"> </span>problemów <span class="_ _13"> </span>logi<span class="_ _2"></span>stycznych, <span class="_ _13"> </span>o<span class="_ _2"></span>graniczeń <span class="_ _7"> </span>in<span class="_ _2"></span>frastrukturalnych <span class="_ _13"> </span>oraz <span class="_ _13"> </span>presji <span class="_ _13"> </span>na <span class="_ _13"> </span>koszty<span class="_ _2"></span> <span class="_ _7"> </span>transp<span class="_ _2"></span>ortu, <span class="_ _7"> </span>pod<span class="_ _2"></span>kreśliły </div><div class="t m0 x6 hc y145 ff4 fs3 fc0 sc0 ls0 ws0">podatnoś<span class="_ _2"></span>ć  takich  rozwiązań  na  globalne  wyzwania.  <span class="ff1">J<span class="_ _2"></span></span>akiekolwiek  niekorzystn<span class="_ _2"></span>e  zdarzenia  dotyczące  m.in.  środków </div><div class="t m0 x6 hc y146 ff4 fs3 fc0 sc0 ls0 ws0">produkcji i tran<span class="_ _2"></span>sportu, siły roboczej, infrastru<span class="_ _2"></span>ktury, zjawisk i zdarzeń<span class="_ _e"></span><span class="ff1"> </span>naturalnych<span class="_ _2"></span>, mające charakter powszechn<span class="_ _2"></span>y, mogą </div><div class="t m0 x6 hc y147 ff4 fs3 fc0 sc0 ls0 ws0">znacząco <span class="_ _0"></span>wpłynąć <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>stabilność <span class="_ _0"></span>dostaw. Grupa <span class="_ _a"></span>ogran<span class="_ _2"></span>icza <span class="_ _9"></span>to <span class="_ _0"></span>ryzyko <span class="_ _9"></span>poprzez w<span class="_ _0"></span>spółpracę <span class="_ _0"></span>z <span class="_ _9"></span>wieloma <span class="_ _9"></span>ko<span class="_ _2"></span>ntrahentami, <span class="_ _0"></span>którzy </div><div class="t m0 x6 hc y148 ff4 fs3 fc0 sc0 ls0 ws0">dodatkowo  mają <span class="_ _13"> </span>s<span class="_ _2"></span>iedziby  w<span class="_ _0"></span> <span class="_ _8"> </span>różnych  regionach <span class="_ _8"> </span>wielu <span class="_ _8"> </span>krajów.  Jednak<span class="_ _2"></span>że <span class="_ _8"> </span>w <span class="_ _8"> </span>przypad<span class="_ _2"></span>ku <span class="_ _8"> </span>zakłóceń  o <span class="_ _13"> </span>szerokim  zasięgu </div><div class="t m0 x6 hc y149 ff4 fs3 fc0 sc0 ls0 ws0">geograficznym, <span class="_ _2"></span>takich<span class="_ _2"></span> <span class="_ _2"></span>jak <span class="_ _2"></span>zatory <span class="_ _2"></span>w <span class="_ _2"></span>portach <span class="_ _2"></span>azjatyckich <span class="_ _2"></span>czy <span class="_ _2"></span>ograniczenia <span class="_ _e"></span>handlowe, <span class="_ _2"></span>nawet <span class="_ _2"></span>ta <span class="_ _2"></span>stra<span class="_ _2"></span>tegia <span class="_ _2"></span>może <span class="_ _2"></span>okazać <span class="_ _2"></span>się </div><div class="t m0 x6 hc y14a ff4 fs3 fc0 sc0 ls0 ws0">niewystarczająca.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb y14b ff2 fs6 fc0 sc0 ls9 ws0">2.5.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">KONKURENCJA </span></span></div><div class="t m0 x6 hc y14c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y14d ff1 fs3 fc0 sc0 ls0 ws0">Globalny <span class="_ _1c"> </span><span class="ff4">rynek <span class="_ _1c"> </span>produ<span class="_ _2"></span>centów <span class="_ _18"> </span>jest <span class="_ _1c"> </span>dosy<span class="_ _2"></span>ć <span class="_ _18"> </span>rozd<span class="_ _2"></span>robiony. <span class="_ _18"> </span>7 <span class="_ _1c"> </span>największy<span class="_ _2"></span>ch <span class="_ _18"> </span>p<span class="_ _2"></span>odmiotów <span class="_ _1c"> </span>takich <span class="_ _1c"> </span>jak <span class="_ _18"> </span> <span class="_ _1f"> </span></span>Bosch, <span class="_ _1c"> </span>Stanley </div><div class="t m0 x6 hc y14e ff1 fs3 fc0 sc0 ls0 ws0">Black&amp;Decker, Hilti,  Makita <span class="ff4">odpowiada  za nieco <span class="_ _0"></span>ponad połowę rynku. <span class="ff1"> P</span>odstawowy udział w tworzeniu wartości rynku </span></div><div class="t m0 x6 hc y14f ff4 fs3 fc0 sc0 ls0 ws0">mają <span class="_ _5"> </span>narzędzia <span class="_ _5"> </span>i <span class="_ _5"> </span>elektronarzędzia<span class="_ _2"></span> <span class="_ _1b"> </span>importo<span class="_ _2"></span>wane <span class="_ _1b"> </span>przez <span class="_ _19"> </span>dystrybu<span class="_ _2"></span>torów<span class="_ _2"></span><span class="ff1 lsa">, <span class="_ _5"> </span></span>którzy <span class="_ _5"> </span>produkcję <span class="_ _5"> </span>przekazali <span class="_ _5"> </span>zagran<span class="_ _2"></span>icznym, </div><div class="t m0 x6 hc y150 ff4 fs3 fc0 sc0 ls0 ws0">głównie azjatyckim, pod<span class="_ _2"></span>dostawcom.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y151 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y152 ff4 fs3 fc0 sc0 ls0 ws0">Polski <span class="_ _7"></span>rynek <span class="_ _7"></span>dystrybucji <span class="_ _7"></span>artykułów <span class="_ _7"></span>przemysłowych, <span class="_ _7"></span>na <span class="_ _7"></span>którym <span class="_ _7"></span>głównie <span class="_ _4"></span>dział<span class="_ _2"></span>a <span class="_ _7"></span>Grupa, <span class="_ _7"></span>charakteryzuje <span class="_ _7"></span>się <span class="_ _7"></span>dość <span class="_ _7"></span>dużym </div><div class="t m0 x6 hc y153 ff4 fs3 fc0 sc0 ls0 ws0">rozproszeniem <span class="_ _13"> </span>mimo <span class="_ _8"> </span>obecnoś<span class="_ _2"></span>ci <span class="_ _13"> </span>na <span class="_ _13"> </span>nim <span class="_ _13"> </span>kilku<span class="_ _2"></span> <span class="_ _8"> </span>dominujących <span class="_ _13"> </span>gracz<span class="_ _2"></span><span class="ff1">y<span class="ls10">. <span class="_ _13"> </span></span>Kon<span class="_ _2"></span>kurencja <span class="_ _13"> </span>na <span class="_ _13"> </span>tym <span class="_ _13"> </span>rynku<span class="_ _2"></span> <span class="_ _13"> </span>jest <span class="_ _13"> </span>ustabilizowana<span class="_ _2"></span><span class="ls10">. </span></span></div><div class="t m0 x6 hc y154 ff1 fs3 fc0 sc0 ls0 ws0">Konkurenci  Grupy  <span class="ff4">cały  czas  podejmują  działania  zmierzające  do  intensyfikacji  swojego  rozwoju  poprzez  przyjęcie </span></div><div class="t m0 x6 hc y155 ff4 fs3 fc0 sc0 ls0 ws0">agresywnej polityki cenowej skierowan<span class="_ _2"></span>ej do obecnych, d<span class="_ _2"></span>ocelowych lub potencjalnych odbiorców. Dział<span class="_ _2"></span>ania takie <span class="_ _e"></span>mogą<span class="ff1"> </span></div><div class="t m0 x6 hc y35 ff4 fs3 fc0 sc0 ls0 ws0">mieć <span class="_ _5"> </span>negatywny<span class="_ _2"></span> <span class="_ _5"> </span>wpływ <span class="_ _5"> </span>n<span class="_ _2"></span>a <span class="_ _1b"> </span>s<span class="_ _2"></span>ytuację <span class="_ _5"> </span>finans<span class="_ _2"></span>ową <span class="_ _5"> </span>Grupy, <span class="_ _5"> </span>gdyż <span class="_ _19"> </span>dalsze <span class="_ _5"> </span>p<span class="_ _2"></span>owi<span class="_ _2"></span>ększenie <span class="_ _5"> </span>rynku <span class="_ _19"> </span>może <span class="_ _5"> </span>b<span class="_ _2"></span>yć <span class="_ _5"> </span>spowolnione, </div><div class="t m0 x6 hc y156 ff4 fs3 fc0 sc0 ls0 ws0">utrudnione albo wręcz niemożliwe. Grupa będzie monitorować rynek i <span class="_ _0"></span>jego otoczenie, prowadząc różnorodne działania </div><div class="t m0 x6 hc y157 ff4 fs3 fc0 sc0 ls0 ws0">mające na celu utrzyman<span class="_ _2"></span>ie i powiększenie przewagi ko<span class="_ _2"></span>nkurencyjnej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y158 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x2 y159 w3 h22" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">10<span class="ls0"> </span></div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">3.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">OPIS <span class="_ _8"></span>NAJWAŻNIEJ<span class="_ _0"></span>SZYCH <span class="_ _8"></span>ZDARZEŃ <span class="_ _26"></span>W <span class="_ _13"></span>SPÓŁCE <span class="_ _8"></span>I <span class="_ _26"></span>GRUPIE </span></span></div><div class="t m0 xd h23 y15b ff3 fs0 fc0 sc0 ls0 ws0">KAPITAŁOWEJ <span class="_ _0"></span>W <span class="ff2">2024 <span class="ls15">R.</span> </span></div><div class="t m0 xd hb y15c ff2 fs6 fc0 sc0 ls9 ws0">3.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">WYRAŻENIE <span class="_ _e"></span>ZGODY <span class="_ _e"></span>PRZEZ <span class="_ _4"></span>RADĘ <span class="_ _4"></span>NADZORCZĄ <span class="_ _e"></span>NA <span class="_ _4"></span>ZAWARCIE <span class="_ _e"></span>UMOWY </span></span></div><div class="t m0 x47 h24 y15d ff3 fs6 fc0 sc0 ls0 ws0">PORĘCZENIA<span class="ff2"> </span></div><div class="t m0 x6 hc y15e ff1 fs3 fc9 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y15f ff1 fs3 fc9 sc0 ls0 ws0">Dnia <span class="_ _4"></span>6 <span class="_ _7"> </span><span class="ff4">marca <span class="_ _7"></span>2024 <span class="_ _4"></span>r. <span class="_ _7"></span>Rada <span class="_ _4"></span>N<span class="_ _2"></span>adzorcza <span class="_ _7"></span>wyraziła <span class="_ _7"></span>zgodę <span class="_ _4"></span>na<span class="_ _2"></span></span> zawarcie <span class="_ _7"></span>przez <span class="ff4">Spółkę <span class="_ _7"></span>z</span> Citibank <span class="_ _7"></span>(China) <span class="_ _4"></span>Co<span class="_ _2"></span>mpany <span class="_ _4"></span>Limit<span class="_ _2"></span>ed-</div><div class="t m0 x6 hc y160 ff1 fs3 fc9 sc0 ls0 ws0">Shanghai <span class="_ _14"> </span>Branch, <span class="_ _19"> </span>z <span class="ff4">s<span class="_ _2"></span>iedzibą <span class="_ _19"> </span>w</span> <span class="ff4">Chińskiej <span class="_ _14"> </span>Republice <span class="_ _19"> </span>Ludowej, <span class="_ _19"> </span>U<span class="_ _2"></span>mowy <span class="_ _19"> </span>poręczenia <span class="_ _14"> </span>nr<span class="_ _2"></span></span> BDK/UP/0000546<span class="_ _2"></span>01/0040/23. </div><div class="t m0 x6 hc yad ff4 fs3 fc9 sc0 ls0 ws0">Umowa <span class="_ _0"></span>Poręczenia <span class="_ _9"></span>zos<span class="_ _2"></span>ta<span class="ls16">ła</span><span class="ff1"> <span class="_ _9"></span>zawarta w <span class="_ _a"></span>d<span class="_ _2"></span>niu <span class="_ _9"></span>29 m<span class="_ _0"></span>arca <span class="_ _0"></span>2024 <span class="_ _9"></span>r. <span class="_ _0"></span>w <span class="ff4">celu <span class="_ _9"></span>zab<span class="_ _2"></span>ezpieczenia <span class="_ _0"></span>spłaty <span class="_ _9"></span>wierzytelności <span class="_ _0"></span>przysłu<span class="_ _2"></span>gujących </span></span></div><div class="t m0 x6 hc y161 ff1 fs3 fc9 sc0 ls0 ws0">Bankowi <span class="_ _14"> </span>z <span class="ff4">ty<span class="_ _2"></span>tułu <span class="_ _14"> </span>planowanego <span class="_ _14"> </span>zawarcia <span class="_ _14"> </span>przez<span class="_ _2"></span></span> YATO <span class="_ _14"> </span>TOOLS <span class="_ _18"> </span>(Shanghai) <span class="_ _14"> </span>Co., <span class="_ _18"> </span>Ltd., <span class="_ _14"> </span>z oraz <span class="_ _2"></span>Bank, <span class="_ _14"> </span>Umowy <span class="_ _14"> </span>o Kredy<span class="_ _2"></span>t </div><div class="t m0 x6 hc y162 ff4 fs3 fc9 sc0 ls0 ws0">krótkoterminowy obroto<span class="_ _2"></span>wy), w<span class="ff1"> kwocie 60 00<span class="_ _2"></span>0 tys. CNY. </span></div><div class="t m0 x6 hc y163 ff4 fs3 fc9 sc0 ls0 ws0">Umowa Poręczenia zakład<span class="_ _2"></span><span class="ff1">a: </span></div><div class="t m0 xd h1a y164 ff1 fs3 fc9 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _1e"> </span><span class="ff4">poręczenie E<span class="_ _2"></span>mitenta za zobo<span class="_ _2"></span>wiązania Spółki Zależnej d<span class="_ _2"></span>o<span class="ff1"> kwot<span class="_ _2"></span>y 72 <span class="ls7">000</span> tys. <span class="_ _2"></span>CNY. </span></span></span></div><div class="t m0 xd h1a y165 ff1 fs3 fc9 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _17"> </span><span class="ff4">udzielenie poręczenia d<span class="_ _2"></span>o<span class="ff1"> dnia 31 s<span class="_ _2"></span>ierpnia 2025 r.<span class="_ _2"></span> </span></span></span></div><div class="t m0 xd h1a y166 ff1 fs3 fc9 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _27"> </span><span class="ff4">upoważnienie <span class="_ _e"></span>Banku <span class="_ _e"></span>do<span class="_ _2"></span><span class="ff1"> </span>obciążenia <span class="_ _e"></span>rachunku <span class="_ _e"></span>bieżącego <span class="_ _e"></span>Emitent<span class="_ _2"></span>a, <span class="_ _e"></span>kwotą <span class="_ _e"></span>zobowiązań <span class="_ _e"></span>wynikających <span class="_ _e"></span>z<span class="_ _e"></span><span class="ff1"> Umowy </span></span></span></div><div class="t m0 x34 hc y167 ff4 fs3 fc9 sc0 ls0 ws0">Poręczenia.<span class="ff1"> </span></div><div class="t m0 xd h1a y168 ff1 fs3 fc9 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _17"> </span><span class="ff4">zobowiązanie  E<span class="_ _2"></span>mitenta  do<span class="_ _2"></span><span class="ff1"> dostarczenia <span class="_ _1b"> </span>na </span>żąd<span class="_ _2"></span>anie  Banku,  w<span class="_ _2"></span><span class="ff1"> terminie  i zgodnie<span class="_ _2"></span>  z warun<span class="_ _2"></span>kami  wskazanymi </span></span></span></div><div class="t m0 x34 hc y169 ff1 fs3 fc9 sc0 ls0 ws0">przez Bank, <span class="_ _18"> </span>w <span class="ff4">treści <span class="_ _18"> </span>zaakceptowanej <span class="_ _18"> </span>przez<span class="_ _2"></span></span> <span class="ff4">Bank, <span class="_ _14"> </span>o<span class="_ _2"></span>świadczenia <span class="_ _14"> </span>o</span> <span class="_ _2"></span><span class="ff4">poddaniu <span class="_ _14"> </span>s<span class="_ _2"></span>ię <span class="_ _14"> </span>egzekucji <span class="_ _18"> </span>w</span> formie <span class="_ _18"> </span>aktu </div><div class="t m0 x34 hc y16a ff1 fs3 fc9 sc0 ls0 ws0">notarialnego w <span class="ff4">try<span class="_ _2"></span>bie art. 777 § 1 pkt. 5) Kod<span class="_ _2"></span>eksu postę<span class="_ _2"></span></span>powania cywilnego.<span class="_ _2"></span> </div><div class="t m0 x6 hc y16b ff1 fs3 fc9 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y16c ff4 fs3 fc9 sc0 ls0 ws0">Pozostałe warun<span class="_ _2"></span>ki Umowy Poręczenia nie odbiegają od<span class="_ _2"></span><span class="ff1"> </span>war<span class="_ _2"></span>unków powszechnie sto<span class="_ _2"></span>sowanych dla<span class="_ _2"></span><span class="ff1"> </span>tego typu<span class="_ _2"></span> umów.<span class="ff1"> </span></div><div class="t m0 x6 hc y16d ff1 fs3 fc9 sc0 ls0 ws0"> </div><div class="t m0 xd hb y16e ff2 fs6 fc0 sc0 ls9 ws0">3.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ZAWARCIE  UMOWY<span class="_ _0"></span>  O  KREDYT  KRÓTK<span class="_ _0"></span>OTERMINOWY  PRZE<span class="_ _0"></span>Z  SPÓŁKĘ </span></span></div><div class="t m0 x47 h24 y16f ff3 fs6 fc0 sc0 ls0 ws0">ZALEŻNĄ<span class="ff2"> </span></div><div class="t m0 x6 hc y170 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y171 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _7"></span>S.A. <span class="_ _7"></span>w <span class="_ _4"></span>dniu<span class="_ _2"></span> <span class="_ _4"></span>26 <span class="_ _7"> </span>marca <span class="_ _7"> </span>2024 <span class="_ _7"></span>r. <span class="_ _7"></span>powzięła <span class="_ _7"></span>informację <span class="_ _7"></span>o<span class="_ _2"></span><span class="ff1"> zawarciu <span class="_ _7"></span>przez YATO <span class="_ _7"> </span>TOOL<span class="_ _2"></span>S <span class="_ _4"></span>(Sha<span class="_ _2"></span>nghai) <span class="_ _7"></span>Co., <span class="_ _4"></span>Ltd. <span class="_ _13"> </span>Umowy </span></div><div class="t m0 x6 hc y172 ff1 fs3 fc0 sc0 ls0 ws0">o K<span class="ff4">redyt krótkoterminowy obrotowy z</span> CITIBANK (CHINA) CO., <span class="_ _0"></span>LTD. SHANGHAI BRANCH <span class="_ _0"></span>z <span class="ff4">s<span class="_ _2"></span>iedzibą w</span> <span class="ff4">Chińskiej Re<span class="_ _0"></span>publice<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y173 ff1 fs3 fc0 sc0 ls0 ws0">Ludowej. </div><div class="t m0 x6 hc y174 ff1 fs3 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>kredytu <span class="_ _4"></span>wynos<span class="_ _2"></span>i <span class="_ _e"></span>60<span class="_ _2"></span> 000 <span class="_ _4"></span>tys. <span class="_ _4"></span>CNY. <span class="_ _4"></span>Kwota <span class="_ _4"></span>zostanie <span class="_ _4"></span>wykorzy<span class="_ _2"></span>stana <span class="_ _4"></span>na<span class="_ _2"></span> <span class="ff4">bieżącą <span class="_ _4"></span>działalność <span class="_ _4"></span>Spó<span class="_ _2"></span>łki <span class="_ _e"></span>Za<span class="_ _2"></span>leżnej. <span class="_ _4"></span>Umowa </span></div><div class="t m0 x6 hc y175 ff4 fs3 fc0 sc0 ls0 ws0">zawarta został<span class="_ _2"></span>a na<span class="ff1"> </span>12 miesięcy.<span class="ff1"> </span></div><div class="t m0 x6 hc y176 ff1 fs3 fc0 sc0 ls0 ws0">Zabezpieczeniem kredytu <span class="_ _2"></span>jest <span class="ff4">poręczenie <span class="_ _2"></span></span>TOYA S.A. <span class="ff4">za zob<span class="_ _2"></span>owiązania Spółki Zależnej n<span class="_ _2"></span>a</span> <span class="ff4">podsta<span class="_ _2"></span>wie umowy poręczenia.</span> </div><div class="t m0 x6 hc y177 ff4 fs3 fc0 sc0 ls0 ws0">Pozostałe warun<span class="_ _2"></span>ki Umowy nie odbiegają od<span class="_ _2"></span><span class="ff1"> </span>warun<span class="_ _2"></span>ków powszechnie stos<span class="_ _2"></span>owanych dla<span class="_ _2"></span><span class="ff1"> </span>tego typu umów.<span class="ff1"> </span></div><div class="t m0 xd hb y178 ff2 fs6 fc0 sc0 ls9 ws0">3.3.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ANEKS DO <span class="ff3">UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU BIEŻĄC<span class="_ _0"></span>YM<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 hc y179 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y17a ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _4"></span>S.A. <span class="_ _7"></span>dniu <span class="_ _4"></span>2<span class="_ _2"></span>6 <span class="_ _4"></span>marca <span class="_ _7"></span>2024 <span class="_ _7"></span><span class="ff4">r. <span class="_ _4"></span>zawarła <span class="_ _7"></span>aneks <span class="_ _7"></span>nr</span> 6 <span class="_ _7"></span><span class="ls18">do</span> Umowy <span class="_ _4"></span>o Kredyt <span class="_ _7"></span>w <span class="ff4">Rachunku <span class="_ _7"></span>Bieżącym <span class="_ _4"></span>N<span class="_ _2"></span>r <span class="_ _4"></span>09/030/1<span class="_ _2"></span>9/Z/VV </span></div><div class="t m0 x6 hc y17b ff1 fs3 fc0 sc0 ls0 ws0">z mBankiem <span class="_ _4"></span>S.A. <span class="_ _4"></span>z<span class="_ _2"></span> <span class="ff4">siedzibą <span class="_ _4"></span>w<span class="_ _2"></span></span> <span class="ff4">Warszawie. <span class="_ _4"></span>Na <span class="_ _4"></span>mocy <span class="_ _4"></span>an<span class="_ _2"></span>eksu <span class="_ _4"></span>data <span class="_ _4"></span>os<span class="_ _2"></span>tatecznej <span class="_ _4"></span>spłaty <span class="_ _4"></span>kredytu <span class="_ _4"></span>zo<span class="_ _2"></span>stała <span class="_ _4"></span>ustalona <span class="_ _4"></span>na<span class="_ _e"></span></span> <span class="ff4">dzień </span> </div><div class="t m0 x6 hc y17c ff1 fs3 fc0 sc0 ls0 ws0">27 <span class="_ _9"></span>marca <span class="_ _0"></span>2025 <span class="_ _9"></span><span class="ff4">r. <span class="_ _0"></span>Pozostałe <span class="_ _0"></span>warunki <span class="_ _9"></span>Umo<span class="_ _2"></span>wy <span class="_ _9"></span>nie <span class="_ _9"></span>odbie<span class="_ _2"></span>gają <span class="_ _9"></span>od<span class="_ _2"></span><span class="ff1"> </span>warunków <span class="_ _9"></span>p<span class="_ _2"></span>owszechnie <span class="_ _9"></span>s<span class="_ _2"></span>tosowanych <span class="_ _9"></span>d<span class="_ _2"></span>la<span class="ff1"> </span>tego <span class="_ _0"></span>typu <span class="_ _9"></span>umów.<span class="_ _2"></span><span class="ff1"> </span></span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAABgCAIAAABKYhx2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5Rd13Um+G/vc86994WKyIHIAAGQAEmAIJgpBlGiKDEoiwrWasmWg2bc9tg9Hrt7xt0z456edns8vca9WnavdltOsiy2MhVJiqYYRIIgGACCYEAgkUPF994N5+w9f9xXACRPm/JYqxe7dH6rVq1CVaHq3rrvrfXd/fbZh1QVAIA9XZyoMJs4BQFcvwcAkJ77qhKmDboWBFiBVRiFURBBASiEoMBQLyQtM1UiF3ADXsAKK2gTqNNpaNFMbScZ7OTo9GCbME30AsSiAioABgKkJdoAMYoAUQSADaAwOHeEjbw+RAAQAghCEIISAgGEoNBZdX1QWVySYr5FFEVRFEXRrHEu2nz2z7/1jSf2zaqTI0+qBCVVIiEFIOd9mQt2hbEMsASDwFAEUVEFKwzAAlrYKCc7eR7YNgaCcZPj4+1W01ZTA1wOm3LJnPbckYG7PviLp8bGn9q568FHHp3slZVNcmWxxjTaMK70lfNlQ31e+mCsdalLsrwoWNUgEAJrIGiiQ4CC6oMUIVFAGIp+yCY1pGY2XR/TbPzuP7rppktWxedhFEVRFEWzMF6fmCr3n+rOpnPrmRYAQl31Vepna6rfK2BRGO0AVH9SwSAmskqkIEABvNZJfclsjOZQ6TVd1pssFg40V1+4/oYty7dvXj9nZGDYTOry5uXrr7rxmtUP73jh4R17Xz061Z2W/ExPDAd1QqoUhDJ2ifTU+5wNsypDjWpdve5QBejM4dWlbQZI++/JSeF0Vl2gUie7pcQnYRRFURRFszNeB9cqs9HZdG6eB/sf0cynlM//J4cpF7qBOcB4SkI/8Sqg/Tq3BpSwA812M/XdSSomls4bvPX6q975lgvXzGNfopXAARlOA0mjkYysX3Lp+lUf/sDtT+7pPfT4s1+7/wdHT083B0Z0YN6kBC8CVYhSI9Xg+79FhVUJGpr14TGUoAxYCAMGygBBDbSj6MymC1RVuRoXn4RRFEVRFM3OeF0JF55n19nV7cx1pKZzH5/N36JBWMgKObCDWLABAfDQCggE4ZSlO1ZM9+YNNd737ls+fPfFcxM0gASwCaDodj0Q0LSAgS+D2pY1V1/SuOKS7duvuugLX3no+Rf2HRqb9KYN65CkEK95hSSpGz5AkLrXuxqH0kySZmjofwCue7EDfKDZdYHIiVB8EkZRFEVRNDvjNdjCprPp3Jp+sm6uCMQKVrASAJAqAIIoW+EhJQZZsAUICNDSSNdq12hptdywYOCqbZtv2Lp2xdJFy4fUhZAGzxCpCmMds2kmAX4ZcgGRta5tuCTAA4qbN7evvPj2I4evenzvse88eeS5F17s5N0KFEwWggqssgUMYEDEMlHHa4XWrSwEMf1SthLUsyvNrLpAfO62J4qiKIqiaPbFawg0zKZzS3wuBCFDMEIGIAEYysyGRCufUyo2BRgQSAkNpHmDeg2ZSqvxlYvnfuIjH3731csMkAAJAOmCivqvZKwBBYBhuP5i3cLNhJTgrAdUEEY4LLkgvWjpmo+9dePBE9f/xb0PPb7zmUOnz0xLWtmBitu+FJDl0fmDU+1enrOxAlTBQ721xPCsYrRkBKEWZtfSRg0lNPZeR1EURVE0W+O1zrZ4XbFRGCETwEpGwIBKVRKF1BIxExEQEEpAEqMGIZFpzk9vXr3gZ9797i2b1i0dRQYw4CDQaubvYwAGO1ACcvWwPMK5lm5SMaSAGEi9PtKR5iXWDLnf/oW37j9y05/ce993H9t1vHcmONDQ0GTPV8cP9EIGztgkZahE2CTGo2IQURAVoyTALLtABoFU45MwiqIoiqLZGa9JhdXPpnPrmUEh6sdjrtua1aRt8UVe9qxhxyHRCcOiZWdOapcvnLPlwk03bFt3+folwwkb9VZI2AAQMOCIDforH00g9kAAFEi54JnitQGhjtZqoK4eVc1aNHmyCafebJjH//wX3/WRu69/YvfB7/5gz8uHjnExrS6ZliaRCbAgJkvBWoQykAc8kDA8oLPsAhkJhBivoyiKoiiapfF69hG2IAJs3dxcn26YmoDT9mBLig66p1w10UzM267d9oF33bz6guH5DWSEYrqDXsjabaiWgAIeADHAdRgU9OvSM6XrgsAAEYzCEGy/lH32O5ghCqrIICXVvLhk6dDqxZvvvnXzdIH7vrvz8/d+6YCdPjU26avUDgyXnEErMIEYsAALLElFmF2tFLHxOoqiKIqiWR2v6UcGa/w3TwuAgQAyqFc1qqYDxufd7qkT7cwtHEmuu+yqt1yz/arNS0YTNAAq8yQxSSsBGVUqSnHpufqqzDSAmH6DSJ9BdnacNoFB1J+afTY9koNlqJZ5TkRZI5uenswa7Yx5IMMH377ltusu+/wje7/57e89/cLLRgrmVs8DpgFiKAMCnYUXSGAVMWFHURRFUTRL47WCZHalt0wmFCRkBFxvdu6qKuEwmtJFG9e85aqLt61ftHLByEADTZGWBkjO7FEhiOV0IA+qzhqt+tu7EDEI/ekeAdof3gdVYKR/e3J2M3NASZQEUIUGmCDWAJxYgyAiWWas8UHIEqWWhwbxyXesv+P6FXsOHHng8T0PP7Xv9GQxVXaC1L3fTApPNtCsmhJdl/zjkzCKoiiKotkZr+m/WtKhN24gVrhzHwJQpX79tt8dYb1zkgSiYMhDlRRSICNQiaoHDq6R5OMbETqJ6TX9iSZODyblnCz/wLvecsVlF61fubzlrFEy9Z6OdQ8JtwGAqB7P0bD138P98N+nfmdBFsj+Pw+e+0Vm/qFiM5/9MQyAOQVgZr5uCQtCb34iF61b/L6LVx95d+/1UxP/7s++eP/OV6Y0oaGlHU1CcLANAKg8ABgDqQxpZsT4noSCg582S0AeVM28eQAQC6SQFOoAVjP9psnXAoq911EURVEUzdJ4/aZC/Xltet57nL8MTkxRml6AUbKqBBBbJ16IUsCRD5gMbXfa63ST8rUrhq6//PJ1SxvXXb5p/kCaEQzAGt5UhVOlhBwRkajOG2m0243//Td//p6DJ/e+fvzBJw7u2nfgzHSnzKcVBJsGgXhjnRNot/QEa4xlFtJ6M0hVEJQAM5PpdeauJlaLoyiKoiiKfvritUF1/j//VtcKB1uqySEGaiEMsWmrVUz1pFsZptQ4UtfoPbVt6yXvedcd2zcvnJOCgIYiETDBAQTzX7Fi/8Y8GwJIEEJInLEJmqDG6vmXrJ7/3hs3vbA//+r9j97/yK4TZ8bTxqg3jbHOdDkN2AyuqUkiIPjK+nLm/oQAB1VQvbu7AhUoAAizrMM+iqIoiqIoxus3dHYcsoJAIK2XJvJM+ZqVDNj2R3MQwKF3/LWh4dFWo1H18oT8nKGhj911x+WXXbJh8bAqEtUGkSMYA+jM7A96E/0BAkCAYTg2BDGAVH6OSwLggatXZ+uW3nTtts2PPvHUtx967NXXD2RD8wZHF054qoKgLEEMk4AKoG6g4X7RWuseDAFCHa+haXzcR1EURVEU/XTFa+335JISFAwiBc3McWMA0BZ8C6EkDcySUemyYlAPr1+88KILV9+wbeOadQvmYipLHPnp1LKFIgiT1WAA0y9d85vqlBFCnf4F4kHiECDBiGrQ1LgFlm/dPPfGTW/72J3X7Nj76o7nDz/+/CthLJ8Sp65FnATfESoBhjqFgRoFgwQaQBVYQBVIycd4HUVRFEVR9FMWrz0n5wVPOm/C3cwKQbEcDImkqFJTtnnqpus23vnWbddcdIEFVCczmtaqTKFswf0St6hUZG1d09U32dhlA1gDAlSVJMBaGECEjLFQIqSsGfkAa0Yaq9+y+d1v2Xykgwd+sP9zX/nWvkOvw6aVIDdtVaOwgCoMyAIAeTCBFTTTKxJFURRFURT9VMVrBEWSgAiqUBCpliVEwAwVGMO+ahGnXFI1sWbJ/I+99+533bAsAzIUjMJRj+Hh5hLQ75WAwCQEAgRgoSAw/GaqX5uZfg4woR7ARxaWAcCyAoqKEAx0KLUesMDiJu65aeW2TT/zl/c+sPPpZ06cGT9MjRACsfFBNCAbaOV5AREAMAwykDipI4qiKIqi6KcwXmdtCl5DgAZALEmQQjU0rWMNVVXNSauLlw1fd8Wl116+cfniwRajqUg0WAgpQzNA1aTanzeidb+JAgoVQBAEwcJwf7bGmyBe68xkDyKQqdtj6k3XQ/9S1YO3xaBikAOnhDLwptFs08/ffmby1j0v7P3zXWeeef6lw0dPs214k3anjiZp5kFigHreIJn4oI+iKIqiKPrpi9dFT0mhgdSnCEbzwZQN/MSp1xbPH33LTdd/6I4r1iwiFmkwJ5AUMKoQhjbObkUuFgBY6bzmElWEeo7GeVuWv0mcPRiuezjO33pdAT1XahdSIfIUQlNZiUKgdtsu375p9Xbk+Q0PPXbgOw88/NRz+4YH5hw/dXRk7qKKksmxSbiEm02Fj4/7KIqiKIqin654zZak12WLoYblsuunx8rp7mg7u/Ndb3n3HW9fusgOunwQZBiESqoe2xTyw70edG5X8v4HCiJisAAGQXB+7H6TOHc8DChg6l6W/mf4vCCuUBAbhECw1liAe3lvYdaoMrzvxhVvv3rFNx589gv33Y9eNXb6UE7Z0OB8dY3gtRsf9VEURVEURT9t8dqWU62BxPc6fuzE6kWjW664/Lotay5evXT5guGmg2WQT1mUEAxbmARBwPUEOq53AlSgP+yOiBRnm0QIbAgK4jdbuKaz16JecqlW9bwSe1AYJVvfJ9TfpqoCBpngIaSUNAarXmAWxrDDR9568VuvXHfw2Okndr/+4OMvvnxwbLpTGhhkcXJIFEVRFEXRT1m8biSUT55ZMm/07rffftet61YMogU4wHpJEOAVHqAExKj3UXEKeHAI8AEsgIBSVASmesWgMvRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQZJVl13Av+fc+9972XW1jvQIBqxN5tABoERyAIbaxDWZmtkW9aEHZ6ww/7giQl/mfk4EY6JmE8T9tgTdtjjmFHISMILkgAhViGxqKEbaDU7dNN00/S+1ZaZb7n3nPnwXlYXIEseyeExpfOL6ursjqzKly+zIv7v1rnngDWgYdJzN53FwGCAdRNITf3usfAJrnR5xTmcA5FqHpPC5TU7MJcOIwdITuyZ2n2H8JogDXI/XBjueWvfkZOHya0Gj5YysII5mziy0Bw8uKdePF4wgtPF7A2mjeDVVVWCU8h7jCixDFl25OD+owfqiY2ZEFJaVsHT1fosK+khATeAKEL7DuH2hVQG5dAchF4/prqUFENRcDEFwqjRpKGMcAEHZ9M3v7v1ge89/+aBwycGsaGpRCGJE2YolBIAgpBFa2OMMcas6HjdVRuPMzG5vC+xakSIvBJHldTbeOcTrzy49dVLzz39F6676twzJq7afO7aQKqgFHsZUozBEyhBBalB136DlZzACViAXBuAiByDaNk6dxegx3sVlyJ1m/4cPJAE3H6Mu+0xlAAPCSTKqccCimj7OccMrMQEaALg4aYzfObWm1//X185qo2UAyVVBeBqZS6mD82Wd96/dePa6Q+cs4p8LyswqJpBHh7ftu+//vmXj9f9Oe3zqnVSJYAhVcEVRouTRXbjh24IQM8rCYrcQ0/1ppN2YjtQs4/sQQQmCIMVzGAG+5q1YUAmoS5TeEI7GgZpBNfLJ3pPfP+F0qv6BmgvSdrOHy6qW2icCz1efUZkVzZ13juSYr+sG/I5QtEMFzho8A5S19Xw7+742z/8D18gBzAUoPbUq7RFNUvXQjW4gXMgB2FEVqa2tGf5BYNWLgtMWZU4gWpB5Wjf8bhz36GHt7zw7POvHZuNcwOqY497k5IVAhYiqICTIgFJkVy0oejGGGOMWcnxGrT8V/WElBKUhIJzzjkiYG5UcuYWou7bceCpVw+vngxnrcp/99c/9TOXnnla31eAczkAcIQmaANptwF6ApjcuNha2k2DRExdF+2lhN0Wb9Oy/XfjdnvkQF6JhJyQAwtQi5bUfgl7aAMO2k5JUcChBjwhUwIEGhl+KoRbf27z1ueuuGvrrtHgJLJeSgzHEcTFqjKVDz/z6hu793z8putuvvHDvQk+cHD43WdfuveR7x1YzEaSob8WtUcoIBVp7auTa7LmA5ecc8WF53LCTE5IiVnfPejbQT1KryUUkBo6hAAyBAVoyESDoNsIqHBdeUZSAJTNCz/54mt1MRkjgdou3uMOhC4DZ6mhFLURRph29eF27VlVIQm+J7FClo3Kempi+lsPb7npF245+/LTPI+vp1SXxsloW2ytEISE0KZ4h6WiagAOxKD25ZgYpsTOVQ4nahydx1/fcf+dDzzeuF5/7VlH57I475yfzPp9Ca6S8dwhSqAEJFCCpn+mGUTGGGOMMf9a47Uu/dUVTTO8A5BUR40wkZtalYZDCZmfmjheD0/OxYPzoxf/21+fvqp39UWbbr7+yqsu3bR2Ks+d75MLcKwNEKEKRAI7cnSqQbZCBSAiPpWugbZKgZYd0bKZNcsaVZCAUnSRVYQJzEpV8jEB0Y8YIpRFhG5GiioQoUlrXdvP/uC3bnt53xdfO1INIokGhAAliVr5SQmya27hL7/+3dvvf8p5P6rTQlk3yChbBRTgPkSREtAUOpym4U0fvPT3fvPjfaeOUY1GRZHVw0HW6y0dZXsjIPVi3Y+lgyapc819lMQj0oSYeglFgmanrmsAgTr4yUWEex7dsfc4aszAeaSyOxMqrDWlmpSUHDlGAiImEOu04IJLlFUKUA6fVUljEZomFf2z//LOLR+94JOhYEbbVnxpiyl3WZvgFSTwaIM+Q2tQBKuQE7gGPsENgFFyr+89+uhTLz669cWDJxaODbTMN9SazZ2o4afcTGBBJGqqGgQ4Hhfq4Ae28jPGGGOMWXnxemkVWaCs4xLodsES8ALichHOQzWKh58R6ECbkUwszFf7ntz1zS0vbpiZ+KWP3XTLR6+55Ayi6Hvwky5xOxwRSpq47UrRLU8LiJe1Xj51q20s3c4GbD9SUs8cI2JdUoogBzcBRHAEezChGkR2Q9Q5NYrYQNv14GXXDpp5FeD803r/7lM3/dH/+GL0a0bZGhCgDJ8D0lBsnB9pPVtRqiAJnjMK/ZhNogbKEr0Cw8FkP9VH3/qZD577+7/xyYs3Fh4CTUWRAZr1+91Z7NbmQUCC89xj5B6UJBauAKfYcFFMUJ7V1cARKteWvKhTbUeVjxAWgC/fvWUuzsCvdi5PcwcwPRmk8ihTOb9hpqdx6BAJCQ6AhiZSj2bjkcXomaaF10AcvCbEFFaXWPX4y7O733ijuOC8GQ9JkmmCp/GvFFxU+PajHI+kl7qtYxHyI4QKVAEno27bGb9x111bn9lRRq7Eq8sb7kVkSgEuAKRaKRpRIke67LcRJCByrG2lSLKfQGOMMcas7HjN41poIYXSuOHHuBzaa0qqidsWz23sZmEqNUvwFWqt+K/+7r7bv/bA5z/9i7/9uWucxwjOi6O68iTsmZhAQUQAdD3ZuvoE/SHdlkXRVjvk3k1P9CaKUKEfo6OUGDVcBvV+Yn2/6AVkipRAQ0i+/Jlpm9hFFN7hpmsu3H7Th+576hWf0SjWERkQwYysR0KqQYgUBM76XM0fPYk88qp17LNYDeAjjU6eNuluvem6S84uRJaqmN95oYLxCY2gQeoNUlFpQgyL4vvcEx7NDtHnKS2yQWq7RgshCSmDEkIj2Pr84ODRAeIqFJMpCahXuKIZzAYanrlm4g9/7wurJ53XEXcTKsVj9UJd7p9feOh727+zfW9dVQj98fWKgwaoP3j02BWbz1Mgy9oE3QAaNamoo5AUToWytngjQSIoJO6fbFAHJOCx5w//wzfu37Lr5NGjx30osv5U3UCJBb7r+IcIJaAG1W0HFEFb7t1VlrBw16ebLV4bY4wxZuXG665Rm9K4YACkqR1uDW37fDC3NbjapPb3+8ogAgXANewapCbFkGWjlP7sjge+9sATF5975s9edva1l73/kvdvmA6INTwrOxAzASkJQX1bNvCDdfUDjhA8aVkxcRqcHJ44iP46l/JCPEOIfeUyrurypDigaTLmPHfsAbf0fdopg8QFowY2TtF//MK/men37nrsueODqs5X11pQZCKoRlWV7kuaQT2XTxY+C2l4TMtB7jTI8MIzJn/nc79163Xnc5OK4Lpl/lPB+lQFuY73YI6IJZ+CS0AmdT6olSf6KJsUJmpyC203wq4KRhN8BOZrfPnv7zo5NwjZVIoDqRuXkSvnC4xmMPjIped/5tqZHPCYoPEyMKlfiBOjsNbp3LZntufFqmE9Si4CJSRQmoK6x7Y+9ws3XtsoOEkgURJlMAjOMUCApEXnRkldRM5hYqju0AKefmnPo88cfGX3gdfeOFQlN+j3MLlRfLZYN5KU81zaWnEIqxCUqAI1AKDOwUG7pXlSBpgUCtvXaIwxxpgVHa9B3E0SUaVuCgwU1FZzqBIIiYICpESI2q43Ky9FSsDFqo7BT02uis3EztmFPdv3Pf78m6vzR6+/8qJf+8Qtl1/Y6xMFoIlgoO/ZAaOy7hVZu2r+tr2V46X0LoVpIkoMyVFPuCRp1qOckDmHVCF31NdqMCF5ATh1TGgAf6rexYEYQF3VSlWW5d5hakPxX373Yx+8+Lw7vnHvi/uOjTC5WEsU8d4TO6Uskms0rZ7IU12lwTzVwwL1hn64/KL3//5vfuKqc9fmQAY0dYms6I5x2ZmlZZ89kGvlZRbaICjHURCmNK9ZCDLrpVo7BQ9qF5OhlIgV2Lvv0EsvfX+mN4l4wo0WEny/ly8eP3j6tNs4ET//8Q9PAzng2oVvdM1AXNAe6GPXXfAXf764/+ie6ck1DUagRUqZiw2k9+S2Z44v/s5ZU6CuHXnDxAquRUgYgKOiIR1Ipq53QvDVu7f9w7eePLaAxTIvKxVMrFu38eSxV+ACCgZlCCTkQG3JuBIlVlVAyEGZxvXv3VbK9oaSdbw2xhhjzEqP123C1gSAIaRdnz4iFXA7fjxSDki7cE0aWSFdTGIFKVHoZSJpYX6eQs6Ta+q6mU1lTPTg06899/LuKzef9+u/fPMF6ydWT8EDEagqncyzcRCVH7TdjdC1ehZ4jlWZUVo3M5HKuSBHJniBoY57hKlI5XSYqOZlOlOo8wpHESAFKVxbveFzxyBFciKBSQW3XX/+1Zf8we3ffORv7vq2JuQTM6NqJBGJPHHGnM0fPzEzUWSoRIdXnLfxYx/50Eeu++BFZxU5wKLEGjy/bV7O+MpgWbGLOBmEwVvr/ewwLmZEeSgC0aA53KOc4uKM19HBw9npp5EyIFAwgwhvvLGvKWe5EN+kHjjrT2ehcPmwrsvJNQAAEulJREFUR7J+aursDX2O6py0m1C1fQlKUFHBlRt705dsOq2pyigDpXmkOZeCj4BMpIwOHjy6fmK9i/AsTWyCywHEFIvgGZgrPbmZ4zW+ct9Tj259bufB+aNDLWPIs5D183JQHTq4c+b0NU0jUREVkhJS3e6CVUCUiFTgRV3XiaRN1yBt909ClBkYvyrGGGOMMStI1/kZwOf/9LGvPP4GEFmFEUmlXYNUYiVKcAApFYACDUt07T1VlaDtEEA4goBIyUcNigwcwIDWPi5m9WxBzUzhPnp+/8orLv3w1ZvPOG3Dql6gGIvM06n+Fd30ba8NNCplNTko3PCkz6Hq3yx7L5wYjSCTVPZ1xEoVFUMU0sRNBV25cQKxUnHiJlwooQzyCdxVlIsGhqaatKFUEwd1vQZ+Dtg3q3sOHX11z4GjxwZHTgxPLlaJPGX9Nf1s1SQuPmfVpg1rLjxr7cYph4iC1akwCaAior549zXBuB+KAEA6kJLfuodnM4DF1246hKEM1Hlp/Gk+XnJWcrIRqkACCyirHfbPl68fOQnnAVSSfMgGUXNpCo1nTuRnrl814dpJigxACEkRKiArK7c4FN51MM0uOgoFuHQ09OpC7FPKTtCxc07feMaU6yXJHVIcIXACJ/UqND+7sO21ow8+ffLRZ7+/f7EcgEfkwA6B0VTQJgTWps6anoASWFxI7KAKpq64RSPQdkLJQBjPpdeu3wtOXXa4GO/8Tx//5NXn2M+hMcYYY1ZgvP6NP/nOV57Y/S/wkL6sHcvMZDhn47pf+cSNn7hxXQ+YBCaADMLaoCrhZto7S504EHwEty2jISDAEdjDEcD6jioDWVaWsaJav6VlC+Rt72mHRFBoA0g7yybSDHV975SQ2qKeqKTkI7oC7anqIMih0RimU9ZbBEZABbx8BF+/b8fWZ3e8tu9k7ab+BZ4Ra2nx2hhjjDErzP+HuR6h19dYHp+dm589fvzovoe/NfXvv/Crl23qnz6B0Uj7zmX5NKTdSwkuGM0olskXuYIdMZF/56645XW8tGK7KdOyHZStbiQMeaiCZWmM/LhaHSDVJN75BIlR1PlA0OSp6CNkoFAClWLnYTz61Mt3P/zY6/uPCnvyU1YXbYwxxhjznonXQyXmzPVXCeqDi9XJ1/Y//Z//6NJzz/zwlZdc94FzL7vwnJkMPapCYNHGC7ncc8NIjohd1wEEwl2rvXdYGpQib+96vRLitapbGiFPrICAZTzssr3HeIujEgRIUGUmSTWUJnzWxKaqm5StK8tKHb11bOGJHTsfe+bV518/cHxhNBKPfCYq6kQ28sUYY4wx5j0Tr5EVEiuJCfBVlEHKimLihUP1i3dt+fK9T162+eKzzzzrd3/5nE3rNigFlWraZT6MI3NXQ931Annbau7SRsJTUx5XVrzGUh0MQakd1SLo+oa0Rc0FJUCpncbT3iEmDiE1UpVNURTeh10Ntrww2Lpt+6Nbth2eXXT91Q3nI4RSCTGD8+C2OaMxxhhjjHlPxOtqCMfIC5CS5Ei9yruqKkOYGqk+/NzB7LmD27Y+esmF51528abrLr/wvPflk4wccAzPEZrgIoEBD6VxHTJB227T7+jascIC9tJIeQGIumaKEOq6GBIiupbSJHACEk9JKXkcH9bPb3951649d7xQ7tm7d1TW8L1YTMVIiQKH4IKXdpYQJUi0nw1jjDHGmPdIvHYJJIgCEWWPLAccHNXwdUqUTfui99KRk2+cnL93y9MT7rFbbrj8c790zeZN07nDJEuBihABD3hA0W7NbBN2u6uPwGib5a2wEgfuKsvbxWlN46zNbumZkrZtXhJcA9RADZwY4O6HXrzrWw8dOHxCRA7lZ4v0fD4TJUWBz4KqNsoQAQgk1pHaGGOMMea9FK9JoypAjLYtcmyABHJQggsqWByOyM/U2jCFKsnXv7Pt2Rd2fPymqz5y7RWbz12bacpcKIQKbtdxFYDGhnyAAkhIAiJyDOQr6aUSQAnd7J+UukEtkkDUVaSLaPARXAkTowQOLOKlXQt33PPQkzteKyVEXkPeR/Ug1AIlRw5J2tk9qVsWb3tv20RFY4wxxpj3SrwOKSpBQMJQuG46o+p4hDkB0EwiBEiN+EqmXjtRHvj6U3fct+3C951+44cuuvyiCy47b82aDClJTvDM8EwijlI7RkalIRDcyorXhASwwAHMBFVI7HJwrBVELluAj8Bbx4Yv7d7z8FOvv/DG0b2HZ4+NIMUGDYXUAnKkw/G3bGe9LGXpdtE66fL/M8YYY4wx/8rjNUPbEeukSJBxIYKSRmi3Ii1+ADAUylxLaDQf1en4XDpZphf2vNZUL2xaH7/w2etv/ejlkw5Ngwl2veAIgSFAIufGXZ5XULwWCMO1ZSDqQIgNgb16nxy14XvHIXzpK19//Mlna87nkz82hO9NN1kPnKMh5H30J2hu/tRr8YPKQLRdIjfGGGOMMe+JeC1wy0IdUbcTsZ213n6GaA0w1HdN6BIl16Pg5uo4O2oy8vXRhf/+f+58Ysfr//aTt112fggEAmIlOWmRBQZUiVdWRGTuKqybmEgBIPmsgRtFcIaTNe68e8vfPrj9yLETwyZv4BtfzKxfP3tiFj7BKTihabA44mXj22Vcr/72eG2MMcYYY9478TqhQDcBpV26FkAVQtClySmh7gmRwgkcyIMAj0hClMjHyqcG+Ww9ffDJnd9+5o/PWjfz0Z+5+ObrNl905ur1k34IpIZ6IctX1kvlVEAQFYJSCAIsRt17bPHR7+98aNuuN/YfPTo7XIxTyqdz4RK4UVSLlZ+cSbFCs0BOAyupRgBd4TYUpKcSNp265rGIbYwxxhjzXonXQgGAUjuYUUDU1V53kU9IEepVwkjEkSEEyqCckEbqKvUNUpOoBzctlFTr+TeP791z/xe/+KVrLzvvVz99y7VXXX7G6my+Tuszt5JeqnZSDIk652vFzjcP3f6NBx555tV9AzeLqRgmo1+LOkPI0TQgQuZQDmJTO6eZEy+VNqMYG+Rr28X9cYRmEI0/A2hbiFi+NsYYY4x5j8RrUIVuAyPQfea2DDiNg2STN8tiJdC0K6t+6YBJlUEJYUQ9ZDNDAPl59x9onvzrpzdtfPOzn/jIrR9Z2wAFEIBeip4qxBIpIpsAh0ZCckzjeerjsSwgdP20HSIQoSnS5LufAXeLvUtzXn5UB8B24Rkclz1QgLLWkApSQWvNzuzWjLWGJlCCCpi1rtR59tlAfOPy6PDi/vr2ex7f8txrrx9eKPn96vOuc0gk8iOkalxE0m0WlUQlciCHm8bSFYcuO726/L+S/VQYY4wxxryn4vU/jzYSu26aSjtNhmhxNHx1564/+/M9X/pS/9oL195w7eU/e8X5p09xP4XADg6sogKCOoWqeAZA7eK5tONYqC0HdwARPI8fTJfC6Ntv/NMONkIjk/fwII6AAgkEysCOKCeoRiGCaoQKsVPySXRYJdCM926+opd2v/XkCwdefPX17a/u3T/XRFekbFqVodI1/7YlZ2OMMcYYi9c/HoKCUreITAyCKJEyZYXTMIjV4PjJ+7cvfv2x76+dCJ/6+et/41O3nLMeXpETuM3igroeZYWHglWh2qV0cgonYAUrIbw90b/zKP6pMVuhAkQmhbpAPgEJEJCSB3kAvlrgLCPnlEIltDhKCE4KRODhpw/97Z3ffG7XgWMjxERhapVM90e1qADOQROpEIRVEmX2njbGGGOMsXj9YxjXdFA7DpwpC6mKo6ouNXpNJJhPUmTrjjXV33/72Zd273/fhlW//5ufPns1Yglq6jVTWVEUgAACTeM1YAJlRAC8AAKEZX022hGJ7z6OHx2xyXcDF9t/afLkaFyH0VY6KwHsyyaWCaHnue9O1PjOk0e3PPP8t5/afmR24CfXNVNFXTVVJDQAO/gAJKg6RNbEmixeG2OMMcZYvP6x0FLJdAIxoFpHECPrOVLSSJo4mxmW5Yh6i0068uqJbOeRx5//k6svPvuqzWdef8UFyLPCcyBmFQ9iarqoLQ1YmVz7GF2Pky5IY1yLQiB+d8XIP6Ym18B5ILTdvKWBNg5wxNotk/Oin3JAk7kTi/HpbXte3n3kka0vvvLWicWaUpiS3rpBJCTAZQgZYuweWBNBSYVVXNsUxBhjjDHGWLz+seip/nIgMIMIyjE1EIA9yhocNCtiVUU/Kb1s5/yJA9v23Pu9F6bdPbfccM2vffrGC85ZFcj14PrInEZoAwhUCNGRYzCIobqsMKS9zVhWkP0jRaAC2rmUjLZTSluAzUSeQAAWPRZK3PPwjn+458E9B06W4mOYLtGjfKJRDwQEgg6QIpi6R1aBCnWL7hA4e0MbY4wxxli8/jGTdde6oxtLo1B0O/zYgx0Ar42oSlPBBZCvKoWbmdPK+f5QRl999KV7n3r5/E2nbz7v/Tddvemqi89eHXyfOLBSbJgEjlSicgCICZAEFUDBXTlKt7z97mNTJSJVVVURcc7lUAelpJ4SoFBVcSWHWn1y2Htw8bmXdz/4+uKz23ccOnxcXV651co+uiIhQwJIgIbrymEEZk21EAOkSgCUIGDRYJMWjTHGGGMsXv8k8ZrRdfl4dwU0AQjaJEhUEjhAQd22xegkUkFI8wuzJ3bP7Ty68+8feGzTmv7NN1zz2Y9dvWldXnjXIzggpqYUyny7wdGTVnxqFOQPK7pWVQDMzMwAXDnnfNsnLwOHBvkC05Dx9G489Pizdz302OHZQQyTIlr0Tk9w4igUeRyWBADCmgBkOgo6aotJhFwiFrCQU5AgKAP/WN43xhhjjDEWr38U1nb1ulu/PlWzsSyCMwBWEUQQQ+XUHcgrOJtZX8fhW0fnc1fsH/DfPfDkk08/97nbfv4TN10oAaMhJvNADgJEwDGYM2j6kSUhqtqm6iVCyhqhDFXN80XF3kX86d88cucjzww1S/kM1m7MYhljKhNQ1wiZhwN4PMwyMZROdaRWQLi7xgDAyyYvir2njTHGGGMsXv8/03FTPAIApTZgn5rZAig1lLVF2aQCKQm09FVtLI9NBJh7Uw30UCWs4dD+5vm//Mb/vmv6hisvvuKi0z5w0TlnrCkyhlNkDI4SSJzrovPSVJp3oG78IZqmcc4BqHiSXX++5Bf3Hnll365Hntn92I7X5yVv/OpGgFGExno0hPMhy6XIRFI1qkEEJe1Kv6Wh0FDAqVE4BJB2+y9hlSHGGGOMMRavfxK8lDPpVCH2OHsDgEbuQxVonAprQwqGCgFKSqRw0pRK6vJeorytuIhMQxmNjox23/dUfl992qrJ377tmuuuueLCs6YSwM45du3exx8W/cdV121xiKoeTen+HfGOr9396lvH5kfNQinUXw0GEyZz5jwNB0f6+eSojs1CDR/gM0DBBCYoCZGCAa+Ud338VMcN/ZZdcdhYGWOMMcYYi9c/WcLuIma7kAsSANC2WAKgdqYjqyZSOCRScQohFiWFhsxFSU1ZIc+Q9xEBCKhXk2ocDapR08z/yf/8i8cv3/zZT9129Qcu3bjKz83NzcxM/fDDojEAMca9e/f+1bdfvf2pA8dmFxvKUsNuaiqVpStCHC2OpJoI1JdS6iwjx0WW4CKAlMAe7XNTUrTNswPQjZiESjeaxhhjjDHG/CuM14zoUL0nn8S4QGT8z65G2cvJpTsIQbpxjUtUALDzGaADlIPl3y3mPeS9WWCYb7j7zeaeP35w1eRjN1y9+frL1l552eb3r8lXB2TaeDQM0XiMKIMvGvRLyiuit2b1jf1Hnnp5/8OPv7T/8LGFyCUHuJwAnxPiwDugSd57wA8BhD4AoB3mCN/+ecd6tA6AwUp685E2VtRijDHGmBUbr4V9cvlP+eloO34sF5P6LAvoHa/rex/b/p0n6rh4+203fejzn/nFq86f6VFoBFNZkeAj0ABvzeHe72y/97vb3jp08sRIKwnwufgsvn3bJTm2N59bPEJio3CMMcYYs0LjNUt0qbIz8s54zdyWQXvyRKERmVq74dtPPLPj+ztuu/n6z37m42etxSI8gIWEZ57f/9Wv3btl+yuLTajh86n1vWyyblISCfy2Kg5NVieNmVwD23kwxhhjzAqN1x++9H0+L37KTwe9q1ShYb80HJEhDilV9UzhvDbVYPjw/Q+vX7fmgx+4cDRqXtn1+kuvvH7mujW/custNbKkLMxRnYKIQG9vSf3uZfKfQv206Yy103YejDHGGLOi8uRSzhsBjZ2Pd0nLbjQJBPQcVJFR17tEGjiPqPDcbTOM46rpZtyWmwjvqAWximMANTCpKOxcGGOMMWZFxmtoA00/7efjBywqj8bjHhnqQI6AlOCYIOgad5CoCDF3sZm4zddKoC5IS9fVxCxTchEAZyfCGGOMMSszXhtjjDHGGGN+Mta/whhjjDHGGIvXxhhjjDHGWLw2xhhjjDHG4rUxxhhjjDHG4rUxxhhjjDHGGGOMMcaY96L/C1109/d9XYPtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">11<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">3.4.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">UCHWAŁY <span class="_ _1b"> </span>PODJĘTE <span class="_ _26"> </span>PRZEZ <span class="_ _5"> </span>WALNE <span class="_ _1b"> </span>ZGROMADZENIE <span class="_ _26"> </span>AKCJONARIUSZY <span class="ff2"> </span></span></span></div><div class="t m0 x47 h24 y17d ff2 fs6 fc0 sc0 ls0 ws0">W DN<span class="ls1a">IU</span> 26 CZERWC<span class="_ _0"></span>A 2024 <span class="_ _0"></span>R. </div><div class="t m0 x6 hc y17e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y17f ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>dniu <span class="_ _e"></span>26 <span class="_ _e"></span>czerwca <span class="_ _e"></span>2024 <span class="_ _2"></span><span class="ff4">r. <span class="_ _e"></span>Wa<span class="_ _2"></span>lne <span class="_ _2"></span>Zgro<span class="_ _2"></span>madzenie <span class="_ _2"></span>Akcjo<span class="_ _2"></span>nariuszy <span class="_ _e"></span>Spółki <span class="_ _e"></span>Toya <span class="_ _e"></span>S.A. <span class="_ _e"></span>zatwierdziło <span class="_ _e"></span>sprawozdanie <span class="_ _e"></span>finans<span class="_ _2"></span>owe </span></div><div class="t m0 x6 hc y180 ff1 fs3 fc0 sc0 ls0 ws0">TOYA. S.A. za 2023 r. <span class="_ _0"></span>oraz skonso<span class="_ _2"></span>lidowane sprawozdanie finansowe Grupy TOYA, <span class="_ _2"></span><span class="ff4">a także podjęło decyzję o przekazaniu </span></div><div class="t m0 x6 hc y181 ff1 fs3 fc0 sc0 ls0 ws0">zysku za 2023 <span class="ff4">r. <span class="_ _2"></span>w wysokości </span><span class="ls7">52</span> <span class="ls7">895 <span class="_ _2"></span></span><span class="ff4">tys. zł na <span class="_ _2"></span>kapitał zapasowy. </span> </div><div class="t m0 x6 hc y182 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y183 ff2 fs6 fc0 sc0 ls9 ws0">3.5.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ANEKS DO UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU <span class="_ _0"></span>BIEŻĄCYM<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y184 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y185 ff1 fs3 fc0 sc0 ls0 ws0">W dniu <span class="_ _4"></span>14 <span class="_ _4"></span>listopada <span class="_ _e"></span>202<span class="_ _2"></span>4 <span class="_ _e"></span><span class="lsd">r. <span class="_ _4"></span></span><span class="ff4">Spółka <span class="_ _4"></span>zawarła <span class="_ _4"></span>Aneks <span class="_ _e"></span>do</span> <span class="_ _4"></span>Umowy <span class="_ _4"></span>o <span class="_ _4"></span>kredyt <span class="_ _e"></span>w <span class="ff4">rach<span class="_ _2"></span>unku <span class="_ _e"></span>b<span class="_ _2"></span>ieżącym <span class="_ _e"></span></span>nr <span class="_ _4"></span><span class="ls1b">AR/8833/20/326/<span class="_ _2"></span>CB <span class="_ _2"></span></span> </div><div class="t m0 x6 hc y47 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="ff4">BNP Paribas<span class="_ _2"></span> Bank Polska Spółka Akcyjn<span class="_ _2"></span>a z</span> <span class="ff4">siedzibą <span class="_ _2"></span>w</span> Warszawie. </div><div class="t m0 x6 hc y186 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x6 hc y187 ff1 fs3 fc0 sc0 ls0 ws0">Przedmiotem <span class="_ _7"></span>aneksu <span class="_ _13"> </span><span class="ff4 ls18">było</span> <span class="_ _7"></span><span class="ff4">przedłużen<span class="_ _2"></span>ie <span class="_ _7"></span>bieżącego <span class="_ _7"></span>okresu <span class="_ _7"> </span>u<span class="_ _2"></span>dostępnienia <span class="_ _7"></span>kredytu <span class="_ _7"> </span>d<span class="_ _2"></span>o<span class="_ _2"></span></span> 17 <span class="_ _7"></span>listopada <span class="_ _13"> </span>2025 <span class="_ _7"></span><span class="lsd">r. <span class="_ _7"></span></span> <span class="ff4">Pozos<span class="_ _2"></span>tałe </span></div><div class="t m0 x6 hc y1a ff4 fs3 fc0 sc0 ls0 ws0">warunki Umowy nie od<span class="_ _2"></span>biegają od<span class="_ _2"></span><span class="ff1"> </span>warunków powszechn<span class="_ _2"></span>ie stosowanych d<span class="_ _2"></span>la<span class="ff1"> </span>tego typu<span class="_ _2"></span> umów<span class="ff1">. </span></div><div class="t m0 x6 hc y188 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y189 ff2 fs6 fc0 sc0 ls9 ws0">3.6.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ANEKS DO <span class="ff3">UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU BIEŻĄC<span class="_ _0"></span>YM<span class="ff2"> </span></span></span></span></div><div class="t m0 x6 hc y18a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y18b ff1 fs3 fc0 sc0 ls0 ws0">W dniu <span class="_ _e"></span>12 <span class="_ _e"></span>grudn<span class="_ _2"></span>ia <span class="_ _e"></span>2024 <span class="_ _e"></span><span class="lsd">r. <span class="_ _e"></span></span><span class="ff4">Spółka <span class="_ _e"></span>zawarła <span class="_ _e"></span>z</span> Bankiem <span class="_ _e"></span>Handlowym <span class="_ _e"></span>S.A. <span class="_ _e"></span>z<span class="_ _2"></span> <span class="ff4">siedzibą <span class="_ _e"></span>w</span> Warsza<span class="_ _2"></span>wie <span class="_ _2"></span>aneks<span class="_ _2"></span> <span class="_ _2"></span>n<span class="_ _2"></span>r 24 <span class="_ _e"></span><span class="ls18">do</span> Umowy </div><div class="t m0 x6 hc y18c ff1 fs3 fc0 sc0 ls0 ws0">o Kredyt w <span class="ff4">Rachu<span class="_ _2"></span>nku Bieżącym nr</span> BDK/K<span class="_ _2"></span>R-RB/000054601/0641/1<span class="_ _2"></span>0.  </div><div class="t m0 x6 hc y18d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y18e ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _4"></span>mocy <span class="_ _e"></span>an<span class="_ _2"></span>eksu <span class="_ _4"></span><span class="ff4">kwota <span class="_ _4"></span>kredytu <span class="_ _4"></span>została <span class="_ _4"></span>zmniejszona <span class="_ _4"></span>do <span class="_ _4"></span>kwoty <span class="_ _e"></span>40<span class="_ _2"></span></span> <span class="ff4">000 <span class="_ _4"></span>tys. <span class="_ _4"></span>zł, <span class="_ _4"></span>data <span class="_ _4"></span>ostatecznej <span class="_ _4"></span>spłaty <span class="_ _4"></span>kredytu<span class="_ _2"></span> <span class="_ _e"></span>została </span></div><div class="t m0 x6 hc y18f ff1 fs3 fc0 sc0 ls0 ws0">ustalona na<span class="_ _2"></span> <span class="ff4">dzień 1</span>2 grudnia 2025 <span class="lsd">r.</span> <span class="ff4">Pozosta<span class="_ _2"></span>łe warunki Umowy nie odbiegają od<span class="_ _2"></span></span> <span class="ff4">warunków powszechnie sto<span class="_ _2"></span>sowanych </span></div><div class="t m0 x6 hc y190 ff1 fs3 fc0 sc0 ls0 ws0">dla <span class="ff4">tego typu<span class="_ _2"></span> umów.</span> </div><div class="t m0 x6 hc y16e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb ybf ff2 fs6 fc0 sc0 ls9 ws0">3.7.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">WPŁYW WOJNY MIĘ<span class="_ _0"></span>DZY UKRAINĄ A <span class="_ _0"></span>ROSJĄ NA DZIAŁA<span class="_ _0"></span>LNOŚĆ GRUPY<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y191 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y192 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>od <span class="_ _e"></span>d<span class="_ _2"></span>łuższego <span class="_ _e"></span>czasu <span class="_ _e"></span>obecna <span class="_ _4"></span>jest <span class="_ _e"></span>na <span class="_ _4"></span>rynka<span class="_ _2"></span>ch <span class="_ _e"></span>Europy <span class="_ _2"></span>Ws<span class="_ _2"></span>chodniej, <span class="_ _e"></span>a <span class="_ _e"></span>w <span class="_ _4"></span>szczególności <span class="_ _e"></span>w <span class="_ _e"></span>Ukrainie, <span class="_ _4"></span>Białorusi <span class="_ _4"></span>i <span class="_ _2"></span>Ros<span class="_ _2"></span>ji. </div><div class="t m0 x6 hc y193 ff4 fs3 fc0 sc0 ls0 ws0">Mimo <span class="_ _e"></span>dł<span class="_ _2"></span>ugiej <span class="_ _e"></span>obecnoś<span class="_ _2"></span>ci <span class="_ _e"></span>na <span class="_ _4"></span>tych <span class="_ _4"></span>rynkach <span class="_ _e"></span>Grup<span class="_ _2"></span>a <span class="_ _e"></span>nie <span class="_ _4"></span>posiadała <span class="_ _4"></span>tam <span class="_ _4"></span>aktywów, <span class="_ _e"></span>a <span class="_ _4"></span>transakcje <span class="_ _4"></span>z <span class="_ _e"></span>lokaln<span class="_ _2"></span>ymi <span class="_ _e"></span>klientami <span class="_ _4"></span>miały </div><div class="t m0 x6 hc y194 ff4 fs3 fc0 sc0 ls0 ws0">charakter krótkoterminowy. Konflikt <span class="_ _0"></span>rosyjsko –<span class="ff1"> </span>ukraiński rozpoczęty<span class="ff1"> </span>działaniami w<span class="_ _0"></span>ojennymi w <span class="_ _0"></span>dniu 24 <span class="_ _0"></span>lutego <span class="_ _0"></span>2022 roku </div><div class="t m0 x6 hc y195 ff4 fs3 fc0 sc0 ls0 ws0">zakłócił <span class="_ _e"></span>relacje <span class="_ _2"></span>han<span class="_ _2"></span>dlowe <span class="_ _2"></span>na <span class="_ _e"></span>tych <span class="_ _e"></span>rynkach <span class="_ _e"></span>czego <span class="_ _e"></span>efektem <span class="_ _2"></span>by<span class="_ _2"></span>ło <span class="_ _2"></span>czas<span class="_ _2"></span>owe <span class="_ _2"></span>zamrożenie <span class="_ _2"></span>r<span class="_ _2"></span>elacji <span class="_ _e"></span>z <span class="_ _2"></span>niektóry<span class="_ _2"></span>mi <span class="_ _2"></span>klientami <span class="_ _e"></span>albo </div><div class="t m0 x6 hc y196 ff4 fs3 fc0 sc0 ls0 ws0">wstrzymanie <span class="_ _0"></span>współpracy. <span class="_ _0"></span>Należy <span class="_ _0"></span>podkreślić, <span class="_ _0"></span>że <span class="_ _9"></span>Jedno<span class="_ _2"></span>stka <span class="_ _0"></span>Dominująca <span class="_ _9"></span>przestrzegał<span class="_ _2"></span>a <span class="_ _9"></span>wszy<span class="_ _2"></span>stkic<span class="_ _2"></span>h <span class="_ _0"></span>sankcji <span class="_ _0"></span>nałożonych <span class="_ _0"></span>przez </div><div class="t m0 x6 hc y197 ff4 fs3 fc0 sc0 ls0 ws0">polski <span class="_ _2"></span>rząd, struktu<span class="_ _2"></span>ry Unii Europejskiej, <span class="_ _2"></span>rządy <span class="_ _2"></span>innych państw ora<span class="_ _2"></span>z insty<span class="_ _2"></span>tucje międzynarodowe <span class="_ _2"></span>na pod<span class="_ _2"></span>mioty, osob<span class="_ _2"></span>y oraz </div><div class="t m0 x6 hc y198 ff4 fs3 fc0 sc0 ls0 ws0">towary <span class="_ _13"> </span>wskaza<span class="_ _2"></span>ne <span class="_ _13"> </span>w <span class="_ _13"> </span>odp<span class="_ _2"></span>owiednich <span class="_ _8"> </span>aktach <span class="_ _8"> </span>prawnych. <span class="_ _8"> </span>TOYA <span class="_ _13"> </span>S.A. <span class="_ _8"> </span>wdrożył<span class="_ _2"></span>a <span class="_ _13"> </span>odpowiednie <span class="_ _8"> </span>procedury <span class="_ _8"> </span>w <span class="_ _13"> </span>ty<span class="_ _2"></span>m <span class="_ _13"> </span>zakresie. </div><div class="t m0 x6 hc y199 ff4 fs3 fc0 sc0 ls0 ws0">Wdrożone <span class="_ _4"></span>procedury <span class="_ _e"></span>o<span class="_ _2"></span>raz <span class="_ _e"></span>konieczność <span class="_ _4"></span>weryfikacji <span class="_ _e"></span>i <span class="_ _4"></span>spełnienia <span class="_ _4"></span>wszystkich <span class="_ _4"></span>sankcji <span class="_ _4"></span>gospodarczych <span class="_ _4"></span>powodowały <span class="_ _e"></span>jedn<span class="_ _2"></span>ak </div><div class="t m0 x6 hc y19a ff4 fs3 fc0 sc0 ls0 ws0">spowolnienie <span class="_ _2"></span>obrotu<span class="_ _2"></span> <span class="_ _2"></span>handlowego <span class="_ _2"></span>z <span class="_ _2"></span>klienta<span class="_ _2"></span>mi <span class="_ _2"></span>z <span class="_ _2"></span>tych <span class="_ _2"></span>rynkó<span class="_ _2"></span>w, <span class="_ _2"></span>co <span class="_ _2"></span>jest <span class="_ _2"></span>jednak<span class="_ _2"></span> <span class="_ _2"></span>niezależne <span class="_ _2"></span>od <span class="_ _2"></span>Grupy. <span class="_ _2"></span>Może <span class="_ _e"></span>mieć <span class="_ _2"></span>to <span class="_ _2"></span>wpływ </div><div class="t m0 x6 hc y19b ff4 fs3 fc0 sc0 ls0 ws0">na obrót h<span class="_ _2"></span>andlowy z klientami obecnymi<span class="_ _2"></span><span class="ff1"> </span>na tych ryn<span class="_ _2"></span>kach w przyszłych kwartałach<span class="_ _2"></span>.<span class="ff1 ls1c">  <span class="ls0"> </span></span></div><div class="t m0 x6 hc y19c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y19d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y19e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y19f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1a0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1a1 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x2 y1a2 wc h25" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">12<span class="ls0"> </span></div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">4.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">DZIAŁALNOSĆ SPÓŁKI <span class="_ _0"></span>I <span class="ff2">GRUPY W 2024 <span class="_ _0"></span>R.  </span></span></span></div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Zarząd Jedno<span class="_ _2"></span>stki Dominującej nie publikował p<span class="_ _2"></span>rognoz wyników <span class="_ _2"></span>Spółki oraz <span class="_ _2"></span><span class="ff1">Grupy na 2024 <span class="lsd">r.</span> </span></div><div class="t m0 xd hb y15c ff2 fs6 fc0 sc0 ls9 ws0">4.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">OMÓWIENIE WYNIK<span class="_ _0"></span>ÓW FINANSOW<span class="_ _0"></span>YCH GRUPY<span class="ff2"> </span>KAPITAŁOWE<span class="_ _0"></span>J <span class="ff2">TOYA  </span></span></span></div><div class="t m0 x6 hc y1a3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1a4 ff2 fs3 fc0 sc0 ls0 ws0">Przychody i <span class="ff3">zyskowno<span class="_ _2"></span>ść GRUPY TOYA S.A. (w ty<span class="_ _2"></span>s. zł).<span class="_ _2"></span></span> </div><div class="t m0 x6 h7 y1a5 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y4e wd h26"><div class="t m0 x48 hf y89 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x49 y4e we h26"><div class="t m0 x4a hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x4b y4e wf h26"><div class="t m0 x4c hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x7 y1a6 wd h27"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _0"></span>zedaży<span class="ff1"> </span></div></div><div class="c x49 y1a6 we h27"><div class="t m0 x3d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c x4b y1a6 wf h27"><div class="t m0 x4e h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c x7 y1a8 wd h28"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Zysk brutt<span class="_ _0"></span>o ze sprzedaży<span class="ff1"> </span></div></div><div class="c x49 y1a8 we h28"><div class="t m0 x3d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">278 382 </div></div><div class="c x4b y1a8 wf h28"><div class="t m0 x4e h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">244 051 </div></div><div class="c x7 y1a9 wd h29"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Zysk na działal<span class="_ _0"></span>ności operac<span class="_ _0"></span>yjnej<span class="ff1"> </span></div></div><div class="c x49 y1a9 we h29"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">87 403 </div></div><div class="c x4b y1a9 wf h29"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">88 765 </div></div><div class="c x7 y1aa wd h27"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Zysk przed <span class="_ _0"></span>opodatkowaniem </div></div><div class="c x49 y1aa we h27"><div class="t m0 x4f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">85 883 </div></div><div class="c x4b y1aa wf h27"><div class="t m0 x50 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">85 012 </div></div><div class="c x7 y1ab wd h28"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span>  </div></div><div class="c x49 y1ab we h28"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">68 418 </div></div><div class="c x4b y1ab wf h28"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">68 318 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y1ac ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a h7 y1ad ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1ae ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1af ff4 fs3 fc0 sc0 ls0 ws0">W 2024 r. <span class="_ _0"></span>przychody<span class="_ _2"></span> <span class="_ _0"></span>ze sprzedaży wyniosły <span class="ff1 ls7">821<span class="ls0"> </span>008 </span>tys. zł i <span class="_ _0"></span>były wyższe od <span class="_ _0"></span>przychodów osiągniętych w 2023 r. <span class="_ _0"></span>o 88<span class="ff1"> 612<span class="_ _2"></span>  </span></div><div class="t m0 x6 hc y1b0 ff4 fs3 fc0 sc0 ls0 ws0">tys. <span class="_ _13"> </span>zł, <span class="_ _8"> </span>czyli <span class="_ _13"> </span>o <span class="_ _8"> </span>12,1%.<span class="ff1"> <span class="_ _13"> </span></span>Wzros<span class="_ _2"></span>t <span class="_ _13"> </span>został<span class="ff1"> <span class="_ _8"> </span></span>osiągnięty<span class="ff1"> <span class="_ _13"> </span></span>we <span class="_ _8"> </span>wszystkich <span class="_ _13"> </span>ka<span class="_ _2"></span>nałach <span class="_ _13"> </span>dystryb<span class="_ _2"></span>ucji. <span class="_ _7"> </span>N<span class="_ _2"></span>ajwiększy <span class="_ _13"> </span>w<span class="ff1">zros<span class="_ _2"></span>t <span class="_ _13"> </span>wolumenu <span class="_ _13"> </span>i </span></div><div class="t m0 x6 hc y1b1 ff4 fs3 fc0 sc0 ls0 ws0">przychodów <span class="_ _2"></span>zo<span class="_ _2"></span>stał <span class="_ _2"></span>osiągnięty <span class="_ _e"></span><span class="ff1">kanale <span class="_ _2"></span>eksportu<span class="_ _2"></span>, <span class="_ _2"></span>przede <span class="_ _2"></span>wszystk<span class="_ _2"></span>im <span class="_ _2"></span></span>w <span class="_ _2"></span>Ukrainie, <span class="_ _2"></span>gdzi<span class="_ _2"></span>e <span class="_ _2"></span>przychody<span class="_ _2"></span> <span class="_ _2"></span>wyniosły <span class="_ _2"></span> <span class="_ _e"></span><span class="ff1 ls7">49<span class="ls0"> </span>796 <span class="_ _2"></span></span>ty<span class="_ _2"></span>s. <span class="_ _2"></span>zł, </div><div class="t m0 x6 hc y1b2 ff1 fs3 fc0 sc0 ls0 ws0">co <span class="_ _2"></span>stanowi <span class="_ _2"></span>wzros<span class="_ _2"></span>t <span class="_ _2"></span>o <span class="_ _2"></span>6 <span class="ls7">715 <span class="_ _2"></span></span><span class="ff4">ty<span class="_ _2"></span>s. <span class="_ _2"></span>zł <span class="_ _2"></span>(</span>15,6<span class="ff4">%) <span class="_ _2"></span>w <span class="_ _2"></span>stos<span class="_ _2"></span>unku <span class="_ _2"></span>do <span class="_ _2"></span>roku <span class="_ _2"></span>poprzedniego <span class="_ _2"></span>o<span class="_ _2"></span>raz n<span class="_ _2"></span>a <span class="_ _2"></span>Węgrzech <span class="_ _2"></span>(wzrost <span class="_ _2"></span>o <span class="_ _e"></span>4<span class="_ _2"></span></span> <span class="ff4">611 <span class="_ _2"></span>tys./ <span class="_ _2"></span>zł, </span></div><div class="t m0 x6 hc y1b3 ff1 fs3 fc0 sc0 ls0 ws0">tj. o 19,3%). <span class="ff4">Poza Europą, naj<span class="_ _0"></span>większe wzrosty odnotowały kierunki obsługiwane głównie przez spółki zależne <span class="_ _0"></span>w Chinach </span></div><div class="t m0 x6 hc y1b4 ff4 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> <span class="_ _2"></span>Zjedno<span class="_ _2"></span>czone <span class="_ _2"></span>Emiraty <span class="_ _e"></span>Arabskie <span class="_ _2"></span>(wzros<span class="_ _2"></span>t <span class="_ _2"></span>o <span class="_ _e"></span>3 <span class="_ _2"></span></span>501 <span class="_ _2"></span>tys. <span class="_ _e"></span>zł), <span class="_ _2"></span>Chile <span class="_ _2"></span>(wzrost <span class="_ _e"></span>o <span class="_ _2"></span>2<span class="_ _2"></span><span class="ff1"> </span>848 <span class="_ _2"></span>tys<span class="_ _2"></span>. <span class="_ _2"></span>zł) <span class="_ _2"></span>oraz <span class="_ _e"></span>Gw<span class="ff1">atemala <span class="_ _2"></span>(wzros<span class="_ _2"></span>t <span class="_ _2"></span>o <span class="_ _e"></span>2 287 </span></div><div class="t m0 x6 hc y1b5 ff4 fs3 fc0 sc0 ls0 ws0">tys. zł). Najwyższą <span class="_ _0"></span>dynamiką charakteryzował się <span class="_ _0"></span>kanał sprze<span class="_ _0"></span>daży e<span class="ff1">-</span>comm<span class="_ _2"></span>erce, <span class="_ _0"></span>gdzie przychody wzrosły o <span class="_ _0"></span>32<span class="ff1"> <span class="ls7">711</span> </span>tys. zł, </div><div class="t m0 x6 hc y1b6 ff1 fs3 fc0 sc0 ls0 ws0">tj. <span class="_ _2"></span>o <span class="_ _2"></span><span class="ls7">62</span><span class="ff4">%. <span class="_ _2"></span>Głó<span class="_ _2"></span>wną <span class="_ _2"></span>przyczyną <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _e"></span>zakresie <span class="_ _2"></span>była <span class="_ _2"></span>zmian<span class="_ _2"></span>a <span class="_ _e"></span></span>polityki <span class="_ _2"></span>cenowej <span class="_ _2"></span><span class="ff4">w <span class="_ _2"></span>Jednos<span class="_ _2"></span>tce <span class="_ _2"></span>Dominującej, <span class="_ _e"></span></span>zorientowanej <span class="_ _2"></span>n<span class="_ _2"></span>a </div><div class="t m0 x6 hc y1b7 ff4 fs3 fc0 sc0 ls0 ws0">wzrost <span class="_ _e"></span>ko<span class="_ _2"></span>nkurencyjności<span class="_ _2"></span>, <span class="_ _e"></span>co <span class="_ _e"></span>wpł<span class="_ _2"></span>ynęło <span class="_ _e"></span>na <span class="_ _4"></span>wolumen <span class="_ _e"></span>zamówień <span class="_ _4"></span>zarówno <span class="_ _e"></span>od <span class="_ _4"></span>klientów <span class="_ _e"></span>in<span class="_ _2"></span>dywidualny<span class="_ _2"></span>ch <span class="_ _e"></span>jak <span class="_ _4"></span>i <span class="_ _e"></span>podmiotów </div><div class="t m0 x6 hc y1b8 ff4 fs3 fc0 sc0 ls0 ws0">gospodarczych<span class="_ _2"></span>, <span class="_ _9"></span>preferujących<span class="_ _2"></span> <span class="_ _0"></span>zakupy <span class="_ _0"></span>poprzez <span class="_ _0"></span>internet. Wzrosty <span class="_ _0"></span>zostały <span class="_ _0"></span>zanotowane <span class="_ _0"></span>również <span class="_ _0"></span>w <span class="_ _9"></span>kan<span class="_ _2"></span>ale <span class="_ _0"></span>sieci <span class="_ _9"></span>h<span class="_ _2"></span>andlowych </div><div class="t m0 x6 hc y1b9 ff1 fs3 fc0 sc0 ls0 ws0">(o <span class="_ _2"></span>21 <span class="ff4">167 <span class="_ _2"></span>tys. <span class="_ _2"></span>zł, <span class="_ _2"></span>tj. <span class="_ _2"></span>o <span class="_ _2"></span>28%), <span class="_ _2"></span>natomiast <span class="_ _2"></span>w <span class="_ _2"></span>kanale<span class="_ _2"></span> trad<span class="_ _2"></span>ycyjnym s<span class="_ _2"></span>przedaż <span class="_ _2"></span>pozostał<span class="_ _2"></span>a n<span class="_ _2"></span>a p<span class="_ _2"></span>orównywalnym pozio<span class="_ _2"></span>mie <span class="_ _2"></span>(wzrost </span></div><div class="t m0 x6 hc y1ba ff4 fs3 fc0 sc0 ls0 ws0">o <span class="_ _9"></span>79 <span class="_ _9"></span>tys<span class="_ _2"></span>. <span class="_ _9"></span>zł <span class="_ _9"></span>w <span class="_ _0"></span>porównaniu <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"></span>2023 <span class="_ _9"></span>r.)<span class="_ _2"></span> <span class="_ _9"></span>Istotn<span class="_ _2"></span>ym <span class="_ _9"></span>czynnikiem <span class="_ _0"></span>wpływającym <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>poziom <span class="_ _9"></span>p<span class="_ _2"></span>rzychodów <span class="_ _9"></span>był<span class="_ _2"></span>a <span class="_ _9"></span>wysoka <span class="_ _0"></span>dostępność </div><div class="t m0 x6 hc y1bb ff4 fs3 fc0 sc0 ls0 ws0">towarów.<span class="ff1"> </span></div><div class="t m0 x6 hc y1bc ff1 fs3 fc0 sc0 ls0 ws0">Zysk <span class="ff4">brutto ze <span class="_ _9"></span>s<span class="_ _2"></span>przedaży wzrósł <span class="_ _0"></span>w 2024<span class="_ _0"></span> r. <span class="_ _0"></span>o <span class="_ _0"></span>34<span class="ff1"> </span>331 tys. zł. <span class="_ _0"></span>tj. o <span class="_ _9"></span>14,1% tys. zł w<span class="_ _0"></span> porównaniu <span class="_ _0"></span>do 202<span class="ff1">3 <span class="_ _0"></span>r., na <span class="_ _0"></span>co <span class="ff4">wpływ <span class="_ _0"></span>miały </span></span></span></div><div class="t m0 x6 hc y1bd ff4 fs3 fc0 sc0 ls0 ws0">wyższe <span class="_ _4"></span>przycho<span class="_ _2"></span>dy <span class="_ _4"></span>ze <span class="_ _4"></span>sprzedaży, <span class="_ _4"></span>p<span class="_ _2"></span>rzy <span class="_ _e"></span>n<span class="_ _2"></span>ieco <span class="_ _4"></span>wyższej <span class="_ _4"></span>rentowności <span class="_ _4"></span>w <span class="_ _4"></span>po<span class="_ _2"></span>równaniu <span class="_ _4"></span>do <span class="_ _4"></span>2023 <span class="_ _4"></span>r. <span class="_ _4"></span>(3<span class="_ _e"></span><span class="ff1">3,9</span>% <span class="_ _4"></span>w <span class="_ _4"></span>po<span class="_ _2"></span>równaniu <span class="_ _4"></span>do </div></div><div class="c x51 y1be w10 h2a"><div class="t m0 x52 h4 y1bf ff2 fs1 fc0 sc0 ls2 ws0">821 008</div></div><div class="c x53 y1c0 w11 h2a"><div class="t m0 x52 h4 y1bf ff2 fs1 fc0 sc0 ls2 ws0">278 382</div></div><div class="c x54 y1c1 w12 h2a"><div class="t m0 xd h4 y1bf ff2 fs1 fc0 sc0 ls2 ws0">87 403</div></div><div class="c x54 y1c2 w12 h2b"><div class="t m0 xd h4 y1c3 ff2 fs1 fc0 sc0 ls2 ws0">85 <span class="ls1d">883</span></div></div><div class="c x55 y1c2 w13 h2c"><div class="t m0 xd h4 y1c4 ff2 fs1 fc0 sc0 ls2 ws0">68 418</div></div><div class="c x6 y1c2 wb h2d"><div class="t m0 x56 h4 y1c5 ff2 fs1 fc0 sc0 ls2 ws0">732 396</div><div class="t m0 x57 h4 y1c6 ff2 fs1 fc0 sc0 ls2 ws0">244 <span class="ls1d">051</span></div><div class="t m0 x58 h4 y1c7 ff2 fs1 fc0 sc0 ls2 ws0">88 765</div><div class="t m0 x59 h4 y1c8 ff2 fs1 fc0 sc0 ls2 ws0">85 012</div><div class="t m0 x5a h4 y1c9 ff2 fs1 fc0 sc0 ls2 ws0">68 318</div><div class="t m0 x5b h5 y1ca ff1 fs1 fc8 sc0 ls0 ws0">0<span class="_ _28"> </span><span class="ff4 ls2">100 000<span class="_ _21"> </span>200 000<span class="_ _21"> </span>300 000<span class="_ _1c"> </span>400 000<span class="_ _21"> </span><span class="ls0">50<span class="_ _2"></span>0 000<span class="_ _1c"> </span></span>600 000<span class="_ _21"> </span>700 000<span class="_ _21"> </span>800 000<span class="_ _21"> </span>900 000</span></div><div class="t m0 x5c h5 ycd ff4 fs1 fc8 sc0 ls0 ws0">PRZYCHODY ZE SPRZEDAŻY</div><div class="t m0 x5d h5 yf8 ff4 fs1 fc8 sc0 ls0 ws0">ZYSK BRUTTO ZE SPRZEDAŻY</div><div class="t m0 x5e h5 y1cb ff4 fs1 fc8 sc0 ls0 ws0">ZYSK NA DZIAŁALNOŚCI OPERACYJNEJ</div><div class="t m0 x5f h1d y1cc ff1 fsc fc8 sc0 ls0 ws0">ZYSK PRZED OPODATKOWAN<span class="_ _0"></span>IEM</div><div class="t m0 x60 h5 y1cd ff1 fs1 fc8 sc0 ls0 ws0">ZYSK NETTO</div><div class="t m0 x61 h21 y1ce ff3 fse fc8 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody i zy<span class="_ _0"></span>sk<span class="_ _9"></span>ow<span class="_ _2"></span>ność <span class="_ _0"></span>w tys. zł</div><div class="t m0 x53 h5 y1cf ff1 fs1 fc8 sc0 ls2 ws0">2024<span class="_ _29"> </span>2023</div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x2 y1d0 w3 h2e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">13<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff1 fs3 fc0 sc0 ls7 ws0">33<span class="ls0">,3<span class="ff4">%), <span class="_ _2"></span>wynikającej ze<span class="_ _2"></span> zmiany<span class="_ _2"></span> stru<span class="_ _2"></span>ktury sprzedaż<span class="_ _2"></span>y pomiędzy <span class="_ _2"></span>kanałami <span class="_ _2"></span>dystrybucji <span class="_ _2"></span>(większy <span class="_ _2"></span>udział ka<span class="_ _2"></span>nału e<span class="_ _2"></span></span>-com<span class="_ _2"></span>merce, </span></div><div class="t m0 x6 hc y1d1 ff4 fs3 fc0 sc0 ls0 ws0">w którym spółka<span class="_ _2"></span> uzyskuje wyższą marżę, niż <span class="_ _2"></span>w pozostałych kanałach<span class="_ _2"></span>).<span class="_ _2"></span><span class="ff1 ls1c">  <span class="ls0"> </span></span></div><div class="t m0 x6 hc y1d2 ff4 fs3 fc0 sc0 ls0 ws0">Zysk <span class="_ _14"> </span>na <span class="_ _19"> </span>działalności <span class="_ _19"> </span>o<span class="_ _2"></span>peracyjnej <span class="_ _19"> </span>w <span class="_ _19"> </span>2<span class="_ _2"></span>024 <span class="_ _19"> </span>r. <span class="_ _14"> </span>w <span class="_ _19"> </span>wysokości <span class="_ _18"> </span><span class="ff1 ls7">87<span class="ls0"> 403 <span class="_ _14"> </span></span></span>tys. <span class="_ _19"> </span>zł <span class="_ _14"> </span>był <span class="_ _19"> </span>niżs<span class="_ _2"></span>zy<span class="ff1"> <span class="_ _19"> </span></span>od <span class="_ _19"> </span>os<span class="_ _2"></span>iągniętego <span class="_ _19"> </span>w <span class="_ _14"> </span>2023 <span class="_ _19"> </span>r<span class="_ _2"></span>. <span class="ff1"> </span></div><div class="t m0 x6 hc y1d3 ff1 fs3 fc0 sc0 ls1e ws0">o <span class="_ _4"></span><span class="ls0">1 <span class="ls7">362 <span class="_ _7"></span></span><span class="ff4">tys. <span class="_ _4"></span>zł, <span class="_ _7"></span>tj. <span class="_ _4"></span>o <span class="_ _4"></span>1,<span class="_ _2"></span></span>5%. <span class="_ _4"></span>Spadek<span class="_ _2"></span> <span class="_ _4"></span><span class="ff4">zysku <span class="_ _7"></span>na <span class="_ _4"></span>działalno<span class="_ _2"></span>ści <span class="_ _4"></span>operacyjnej <span class="_ _7"></span>pomimo <span class="_ _4"></span>wyższych<span class="_ _2"></span> <span class="_ _4"></span>przycho<span class="_ _2"></span>dów <span class="_ _4"></span>ze <span class="_ _4"></span>s<span class="_ _2"></span>przedaży<span class="_ _2"></span></span> <span class="_ _4"></span><span class="ff4">był </span></span></div><div class="t m0 x6 hc y1d4 ff4 fs3 fc0 sc0 ls0 ws0">spowodowany <span class="_ _e"></span>p<span class="_ _2"></span>rzede <span class="_ _2"></span>wszy<span class="_ _2"></span>stkim <span class="_ _2"></span>wyżs<span class="_ _2"></span>zymi <span class="_ _2"></span>ko<span class="_ _2"></span>sztami <span class="_ _e"></span>świadczeń <span class="_ _e"></span>pracowniczych<span class="_ _2"></span>, <span class="_ _4"></span>głównie <span class="_ _e"></span>w <span class="_ _e"></span>Jednostce <span class="_ _e"></span>Dominu<span class="_ _2"></span>jącej, <span class="_ _e"></span><span class="ff1">na </span></div><div class="t m0 x6 hc y1d5 ff4 fs3 fc0 sc0 ls0 ws0">co <span class="_ _19"> </span>wpływ <span class="_ _19"> </span>miało <span class="_ _19"> </span>zarówno <span class="_ _19"> </span>z<span class="_ _2"></span>większenie <span class="_ _19"> </span>ilości <span class="_ _19"> </span>zatrudn<span class="_ _2"></span>ionych <span class="_ _19"> </span>pracowników, <span class="_ _19"> </span>jak <span class="_ _19"> </span>i <span class="_ _19"> </span>zwi<span class="_ _2"></span>ększone <span class="_ _19"> </span>zapotrzebowanie <span class="_ _19"> </span>n<span class="_ _2"></span>a </div><div class="t m0 x6 hc y1d6 ff4 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _7"></span>tymczasowych,<span class="_ _2"></span> <span class="_ _4"></span>wsp<span class="_ _2"></span>omagających <span class="_ _7"></span>pracę <span class="_ _4"></span>mag<span class="_ _2"></span>azynów <span class="_ _7"></span>w <span class="_ _4"></span>okres<span class="_ _2"></span>ach <span class="_ _7"></span>zwiększon<span class="_ _2"></span><span class="ff1">ych <span class="_ _7"></span>dostaw. <span class="_ _7"></span>Ponadto <span class="_ _7"> </span>Grupa </span></div><div class="t m0 x6 hc y1d7 ff4 fs3 fc0 sc0 ls0 ws0">poniosła <span class="_ _4"></span>wyższe <span class="_ _7"></span>koszty <span class="_ _e"></span>tran<span class="_ _2"></span>sportu <span class="_ _4"></span>wynikające <span class="_ _4"></span>z <span class="_ _4"></span>wolumenu <span class="_ _7"> </span><span class="ff1">d<span class="_ _2"></span>ostaw</span>, <span class="_ _4"></span>wyższe <span class="_ _4"></span>koszty <span class="_ _4"></span>obsługi <span class="_ _4"></span>platform <span class="_ _4"></span>sprzed<span class="_ _2"></span>aży <span class="_ _4"></span>online </div><div class="t m0 x6 hc y1d8 ff4 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _19"> </span>wyżs<span class="_ _2"></span>ze <span class="_ _19"> </span>koszty <span class="_ _19"> </span>magazy<span class="_ _2"></span>nowania <span class="_ _19"> </span>w <span class="_ _19"> </span>wyn<span class="_ _2"></span>iku <span class="_ _19"> </span>wykorzys<span class="_ _2"></span>tania <span class="_ _19"> </span>usłu<span class="_ _e"></span><span class="ff1">g <span class="_ _19"> </span>logistycznych<span class="_ _2"></span> <span class="_ _5"> </span></span>w <span class="_ _14"> </span>zewnętrznych <span class="_ _19"> </span>magazyn<span class="_ _2"></span>ach. </div><div class="t m0 x6 hc y1d9 ff4 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _13"> </span>Grupa <span class="_ _7"> </span>zan<span class="_ _2"></span>otowała <span class="_ _7"> </span>nad<span class="_ _2"></span>wyżkę <span class="_ _7"></span>dodatn<span class="_ _2"></span>ich <span class="_ _7"></span>różnic <span class="_ _7"></span>kursowych<span class="_ _2"></span> <span class="_ _7"></span>nad <span class="_ _13"> </span>ujemnymi <span class="_ _7"> </span>w <span class="_ _7"> </span>wys<span class="_ _2"></span>okości <span class="_ _7"> </span>3<span class="_ _e"></span><span class="ff1"> </span>513 <span class="_ _13"> </span>tys. <span class="_ _13"> </span>zł <span class="_ _13"> </span>w </div><div class="t m0 x6 hc y1da ff4 fs3 fc0 sc0 ls0 ws0">porównaniu d<span class="_ _2"></span>o 2<span class="ff1"> </span>954 tys. zł w roku<span class="_ _2"></span> 2023. <span class="ff1"> </span></div><div class="t m0 x6 hc y1db ff4 fs3 fc0 sc0 ls0 ws0">W  celu <span class="_ _8"> </span>pozyska<span class="_ _2"></span>nia <span class="_ _8"> </span>potrzebnego  kapitału  obrotowego <span class="_ _8"> </span>Grupa  posługuje  się <span class="_ _8"> </span>głównie  krótkoterminowymi  kredytami </div><div class="t m0 x6 hc y1dc ff4 fs3 fc0 sc0 ls0 ws0">bankowymi. Biorąc pod uwagę znaczący wpływ kosztów finansowych związanych<span class="_ _2"></span> z tymi <span class="_ _0"></span>kredytami na wynik finansowy, </div><div class="t m0 x6 hc y1dd ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _4"></span>co <span class="_ _7"></span>roku <span class="_ _7"></span>negocjuje <span class="_ _4"></span>war<span class="_ _2"></span>unki <span class="_ _4"></span>u<span class="_ _2"></span>mów <span class="_ _4"></span>kr<span class="_ _2"></span>edytowych <span class="_ _4"></span>ta<span class="_ _2"></span>k, <span class="_ _7"></span>aby <span class="_ _4"></span>koszt<span class="_ _2"></span>y <span class="_ _4"></span>z <span class="_ _7"></span>nimi <span class="_ _4"></span>związane <span class="_ _7"></span>były <span class="_ _7"></span>jak <span class="_ _4"></span>najn<span class="_ _2"></span>iższe. <span class="_ _4"></span>W <span class="_ _4"></span>2024<span class="_ _2"></span> <span class="_ _4"></span>r. </div><div class="t m0 x6 hc y1de ff4 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _7"></span>Dominująca <span class="_ _4"></span>korzystała <span class="_ _7"></span>z <span class="_ _e"></span>kr<span class="_ _2"></span>edytów <span class="_ _4"></span>bankowych <span class="_ _4"></span>w <span class="_ _4"></span>mni<span class="_ _2"></span>ejszym <span class="_ _4"></span>zakresie <span class="_ _4"></span>niż<span class="_ _2"></span> <span class="_ _4"></span>w <span class="_ _4"></span>roku <span class="_ _7"></span>poprzednim.<span class="_ _e"></span><span class="ff1"> <span class="_ _4"></span></span>Spółka <span class="_ _4"></span>Yato<span class="_ _2"></span> </div><div class="t m0 x6 hc y1df ff1 fs3 fc0 sc0 ls0 ws0">Tools <span class="_ _2"></span>(Sh<span class="_ _2"></span><span class="ff4">anghai) <span class="_ _2"></span>za<span class="_ _2"></span>ciągnęła <span class="_ _2"></span>kredyt <span class="_ _e"></span>ban<span class="_ _2"></span>kowy <span class="_ _2"></span>na <span class="_ _e"></span>finansowanie <span class="_ _2"></span>bieżącej <span class="_ _e"></span>działalnoś<span class="_ _2"></span>ci. <span class="_ _2"></span>Ze <span class="_ _2"></span>względu <span class="_ _e"></span>na <span class="_ _e"></span>to, <span class="_ _2"></span>że <span class="_ _e"></span>finansowanie </span></div><div class="t m0 x6 hc y1e0 ff4 fs3 fc0 sc0 ls0 ws0">długu <span class="_ _4"></span>w <span class="_ _4"></span>Chinach<span class="_ _2"></span> <span class="_ _4"></span>jest <span class="_ _4"></span>tańsze <span class="_ _4"></span>niż <span class="_ _4"></span>w <span class="_ _4"></span>Polsce<span class="_ _2"></span><span class="ff1">, <span class="_ _4"></span></span>koszt<span class="_ _2"></span>y <span class="_ _e"></span>odsetek <span class="_ _4"></span>z <span class="_ _7"></span>tytułu <span class="_ _4"></span>kredytów <span class="_ _4"></span>bankowych <span class="_ _4"></span>b<span class="_ _2"></span>yły <span class="_ _4"></span>niższe <span class="_ _4"></span>o <span class="_ _4"></span>2<span class="_ _2"></span><span class="ff1"> </span>153 <span class="_ _4"></span>tys. <span class="_ _4"></span>zł <span class="_ _4"></span>w </div><div class="t m0 x6 hc y1e1 ff4 fs3 fc0 sc0 ls0 ws0">porównaniu d<span class="_ _2"></span>o poprzedniego roku i wynios<span class="_ _2"></span>ły 652 tys. zł.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y1e2 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności<span class="ff2"> </span></div><div class="t m0 x6 h7 y1e3 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1e4 w14 h2f"><div class="t m0 x48 hf y1a7 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x62 y1e4 w15 h2f"><div class="t m0 x3e hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x1c y1e4 w16 h2f"><div class="t m0 xf hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y1e5 w14 h2f"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> sprzedaży<span class="ff1"> </span></div></div><div class="c x62 y1e5 w15 h2f"><div class="t m0 x50 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">33,9% </div></div><div class="c x1c y1e5 w16 h2f"><div class="t m0 x4f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">33,3% </div></div><div class="c x6 y1e6 w14 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> działalności o<span class="_ _0"></span>peracyjnej<span class="ff1"> </span></div></div><div class="c x62 y1e6 w15 h27"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">10,6% </div></div><div class="c x1c y1e6 w16 h27"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">12,1% </div></div><div class="c x6 y1e7 w14 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku przed o<span class="_ _0"></span>podatkowaniem<span class="ff1"> </span></div></div><div class="c x62 y1e7 w15 h27"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">10,5% </div></div><div class="c x1c y1e7 w16 h27"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">11,6% </div></div><div class="c x6 y1e8 w14 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku netto<span class="ff1"> </span></div></div><div class="c x62 y1e8 w15 h27"><div class="t m0 x63 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">8,3% </div></div><div class="c x1c y1e8 w16 h27"><div class="t m0 xf h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">9,3% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h30 y1e9 ff1 fsf fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h30 y1ea ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości sprzedaży <span class="_ _2"></span>–<span class="ff1"> </span>stosunek zysku brutto do przych<span class="_ _2"></span>odów ze sprzed<span class="_ _2"></span>aży<span class="ff1"> </span></div><div class="t m0 x64 h30 y1eb ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości działalności operac<span class="_ _2"></span>yjnej –<span class="ff1"> </span>s<span class="_ _2"></span>tosunek zysku na działalnośc<span class="_ _2"></span>i operacyjnej do przych<span class="_ _2"></span>odów ze sprzedaży<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y1ec ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości zysku przed opo<span class="_ _2"></span>datkowaniem –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku przed opo<span class="_ _2"></span>datkowaniem do przycho<span class="_ _2"></span>dów ze sprzedaży <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y1ed ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości netto –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku netto do przycho<span class="_ _2"></span>dów ze sprzeda<span class="_ _2"></span>ży <span class="ff1"> </span></div><div class="t m0 x6 hc y1ee ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x65 hc y1ef ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1f0 w17 h31"><div class="t m0 x66 h4 y1f1 ff2 fs1 fc3 sc0 ls0 ws0">33,9%</div><div class="t m0 x67 h4 y1f2 ff2 fs1 fc3 sc0 ls0 ws0">10,6%</div><div class="t m0 x68 h4 y1f3 ff2 fs1 fc3 sc0 ls0 ws0">10,5%</div><div class="t m0 x69 h4 y1f4 ff2 fs1 fc3 sc0 ls0 ws0">8,3%</div><div class="t m0 x6a h4 y1f5 ff2 fs1 fc3 sc0 ls0 ws0">33,3%</div><div class="t m0 x6b h4 y1f6 ff2 fs1 fc3 sc0 ls0 ws0">12,1%</div><div class="t m0 x6c h4 y1f7 ff2 fs1 fc3 sc0 ls0 ws0">11,6%</div><div class="t m0 x6d h4 y1f8 ff2 fs1 fc3 sc0 ls0 ws0">9,3%</div><div class="t m0 x58 h5 y1f9 ff1 fs1 fc8 sc0 ls0 ws0">0,0%<span class="_ _29"> </span>5,0%<span class="_ _25"> </span>10,0%<span class="_ _2a"> </span>15,0%<span class="_ _2a"> </span>20,0%<span class="_ _2a"> </span>25,0%<span class="_ _2a"> </span>30,0%<span class="_ _2a"> </span>35,0%<span class="_ _2a"> </span>40,0%</div><div class="t m0 x6e h5 y1fa ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ SPRZEDAŻY</div><div class="t m0 x6f h5 y1fb ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ DZIAŁALNOŚCI OPERACYJNEJ</div><div class="t m0 x5e h5 y1fc ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU PRZED OPODATKOWANIEM</div><div class="t m0 x4c h5 y1fd ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU NETTO</div><div class="t m0 x70 h21 y1fe ff3 fse fc8 sc0 ls0 ws0">R<span class="_ _0"></span>entowność</div><div class="t m0 x71 h5 y1cf ff1 fs1 fc8 sc0 ls2 ws0">2024<span class="_ _29"> </span>2023</div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x2 y1ff wc h32" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">14<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Rentowność sprzedaży <span class="_ _0"></span>jest <span class="_ _0"></span>dla <span class="ff1">Grupy <span class="_ _0"></span>TOYA <span class="ff4">kluczowym <span class="_ _0"></span>wskaźn<span class="_ _2"></span>ikiem <span class="_ _9"></span>ko<span class="_ _2"></span>nkurencyjności rynkowej <span class="_ _0"></span>i <span class="_ _0"></span>ma <span class="_ _0"></span>decydujący<span class="_ _2"></span> <span class="_ _0"></span>wpływ </span></span></div><div class="t m0 x6 hc y3d ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _e"></span>jej <span class="_ _2"></span><span class="ff4">sytuację <span class="_ _e"></span>finansową. <span class="_ _e"></span>Analiza <span class="_ _2"></span>tego <span class="_ _e"></span>wskaźnika <span class="_ _e"></span>za <span class="_ _2"></span>2024 <span class="_ _e"></span>r. <span class="_ _2"></span>p<span class="_ _2"></span>okazuje, <span class="_ _e"></span>że <span class="_ _2"></span>rentowność <span class="_ _e"></span>sprzedaży <span class="_ _2"></span>b<span class="_ _2"></span>rutto <span class="_ _2"></span>w <span class="_ _e"></span>tym <span class="_ _2"></span>okresie </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">wzrosła <span class="_ _7"> </span>o <span class="_ _7"> </span><span class="ff1">0,6<span class="_ _2"></span> <span class="_ _7"></span>punktu <span class="_ _7"> </span>p<span class="_ _2"></span>rocentowe<span class="ls1f">go</span> <span class="_ _7"></span></span>w <span class="_ _7"></span>porównaniu <span class="_ _7"> </span>do <span class="_ _7"> </span>20<span class="_ _2"></span>23 <span class="_ _7"></span>r. <span class="_ _7"></span>Było <span class="_ _7"></span>to <span class="_ _7"> </span>spo<span class="_ _2"></span>wodowane <span class="_ _7"></span>wyższym <span class="_ _7"></span>udziałem <span class="_ _7"> </span>kanał<span class="_ _2"></span>u <span class="_ _7"></span>e<span class="_ _2"></span><span class="ff1">-</span></div><div class="t m0 x6 hc y3f ff1 fs3 fc0 sc0 ls0 ws0">commerce <span class="_ _2"></span>w <span class="_ _2"></span><span class="ff4">całkowitych <span class="_ _2"></span>przychodach<span class="_ _2"></span> ze <span class="_ _2"></span>sprzed<span class="_ _2"></span>aży <span class="_ _2"></span>(wzrost z <span class="_ _e"></span></span>7% <span class="_ _2"></span>do <span class="_ _2"></span>10,4%). W <span class="_ _2"></span>kanale <span class="_ _2"></span>e<span class="_ _2"></span>-<span class="ff4">commerce <span class="_ _2"></span>uzyskiwana <span class="_ _2"></span>marża </span></div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">jest wyższa n<span class="_ _2"></span>iż w pozostałych kanałach<span class="_ _2"></span> dystrybucji.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1d5 ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _8"> </span>rentowności <span class="_ _8"> </span>na <span class="_ _13"> </span>poziomie <span class="_ _13"> </span>zy<span class="_ _2"></span>sku <span class="_ _13"> </span>na <span class="_ _8"> </span>działaln<span class="_ _2"></span>ości <span class="_ _7"> </span>operacyjn<span class="_ _2"></span>ej, <span class="_ _13"> </span>zysku<span class="_ _2"></span> <span class="_ _7"> </span>przed<span class="_ _2"></span> <span class="_ _13"> </span>opodatko<span class="_ _2"></span>waniem <span class="_ _13"> </span>i <span class="_ _13"> </span>zysku<span class="_ _2"></span> <span class="_ _13"> </span>netto </div><div class="t m0 x6 hc y1d6 ff4 fs3 fc0 sc0 ls0 ws0">zmniejszyły <span class="_ _2"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>w <span class="_ _2"></span>2024 <span class="_ _2"></span>r. <span class="_ _2"></span>w <span class="_ _2"></span>porównaniu <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>roku <span class="_ _2"></span>poprzedniego. <span class="_ _2"></span>Główny <span class="_ _2"></span>niekorzy<span class="_ _2"></span>stny <span class="_ _2"></span>wpływ <span class="_ _2"></span>na <span class="_ _e"></span>wskaźniki <span class="_ _2"></span>rentownoś<span class="_ _2"></span>ci </div><div class="t m0 x6 hc y1d7 ff4 fs3 fc0 sc0 ls0 ws0">miał wzrost kos<span class="_ _2"></span>ztów świadczeń prac<span class="_ _2"></span>owniczych, trans<span class="_ _2"></span>portu oraz obsługi platform sprzedaż<span class="_ _2"></span>y on<span class="_ _2"></span><span class="ff1">-line.  </span></div><div class="t m0 x6 hc y200 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y201 ff3 fs3 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _2"></span>pieniężnych Grupy (w tys. zł)<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y202 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y203 w18 h2f"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c x72 y203 w19 h2f"><div class="t m0 x73 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x74 y203 w1a h2f"><div class="t m0 x73 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y204 w18 h33"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i operacy<span class="_ _0"></span>jnej<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x72 y204 w19 h33"><div class="t m0 x52 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">(40 <span class="lse">084)</span> </div></div><div class="c x74 y204 w1a h33"><div class="t m0 x75 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">140 345 </div></div><div class="c x6 y187 w18 h34"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i inwestycyjne<span class="_ _0"></span>j<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x72 y187 w19 h34"><div class="t m0 x52 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(14 <span class="lse">165)</span> </div></div><div class="c x74 y187 w1a h34"><div class="t m0 x52 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(10 <span class="lse">520)</span> </div></div><div class="c x6 y205 w18 h34"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i finansowe<span class="_ _0"></span>j<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x72 y205 w19 h34"><div class="t m0 x34 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">22 715 </div></div><div class="c x74 y205 w1a h34"><div class="t m0 x52 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(95 <span class="lse">081)</span> </div></div><div class="c x6 y206 w18 h35"><div class="t m0 x4d hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Zmiana stanu śro<span class="_ _0"></span>dków pieniężnych n<span class="_ _0"></span>etto przed różni<span class="_ _0"></span>cami kursowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c x72 y206 w19 h35"><div class="t m0 x52 hf y1a7 ff1 fs7 fc0 sc0 ls0 ws0">(31 <span class="lse">534)</span><span class="ff2"> </span></div></div><div class="c x74 y206 w1a h35"><div class="t m0 x34 hf y1a7 ff1 fs7 fc0 sc0 lse ws0">34<span class="ls0"> </span>744<span class="ff2 ls0"> </span></div></div><div class="c x6 y207 w18 h27"><div class="t m0 x4d hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty n<span class="_ _0"></span>a początek okre<span class="_ _0"></span>su<span class="ff2"> </span></div></div><div class="c x72 y207 w19 h27"><div class="t m0 x34 hf y1a7 ff2 fs7 fc0 sc0 lse ws0">69<span class="ls0"> </span>927<span class="ls0"> </span></div></div><div class="c x74 y207 w1a h27"><div class="t m0 x34 hf y1a7 ff2 fs7 fc0 sc0 lse ws0">38<span class="ls0"> </span>836<span class="ls0"> </span></div></div><div class="c x6 y208 w18 h27"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Efekt <span class="ff4">pr<span class="_ _0"></span>zeliczenia środkó<span class="_ _0"></span>w pieniężnych i ich ekwi<span class="_ _0"></span>walentów<span class="ff1"> </span></span></div></div><div class="c x72 y208 w19 h27"><div class="t m0 x3d h11 y89 ff1 fs7 fc0 sc0 ls20 ws0">                   <span class="lse">735<span class="ls0"> </span></span></div></div><div class="c x74 y208 w1a h27"><div class="t m0 x3c h11 y89 ff1 fs7 fc0 sc0 ls20 ws0">                   <span class="ls0">(3 653) </span></div></div><div class="c x6 y209 w18 h27"><div class="t m0 x4d hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty n<span class="_ _0"></span>a koniec okresu<span class="ff2"> </span></div></div><div class="c x72 y209 w19 h27"><div class="t m0 x34 hf y89 ff2 fs7 fc0 sc0 lse ws0">39<span class="ls0"> </span>128<span class="ls0"> </span></div></div><div class="c x74 y209 w1a h27"><div class="t m0 x34 hf y89 ff2 fs7 fc0 sc0 lse ws0">69<span class="ls0"> </span>927<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y20a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y20b ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>2024 <span class="_ _e"></span>r. <span class="_ _e"></span>Grupa <span class="_ _e"></span><span class="ff4">wyka<span class="_ _2"></span>zała <span class="_ _e"></span>ujemne <span class="_ _e"></span>przepły<span class="_ _2"></span>wy <span class="_ _2"></span>p<span class="_ _2"></span>ieniężne <span class="_ _2"></span>z <span class="_ _4"></span>działalnoś<span class="_ _2"></span>ci <span class="_ _2"></span>op<span class="_ _2"></span>eracyjnej <span class="_ _e"></span>w <span class="_ _2"></span>wy<span class="_ _2"></span>sokości <span class="_ _7"></span></span><span class="ls7">40</span> 0<span class="ls7">84</span> <span class="_ _2"></span><span class="ff4">ty<span class="_ _2"></span>s. <span class="_ _e"></span>zł. <span class="_ _e"></span>Było <span class="_ _e"></span>to </span></div><div class="t m0 x6 hc y20c ff4 fs3 fc0 sc0 ls0 ws0">głównie <span class="_ _7"></span>wynikiem <span class="_ _13"> </span>zwiększeni<span class="_ _2"></span>a <span class="_ _7"> </span>stan<span class="_ _2"></span>u <span class="_ _7"></span>magazynowego <span class="_ _8"> </span>we <span class="_ _13"> </span>wszystkich <span class="_ _13"> </span>spółkach <span class="_ _13"> </span>w <span class="_ _7"> </span>Grupie <span class="_ _13"> </span><span class="ff1">w <span class="_ _13"> </span>celu <span class="_ _13"> </span>zapewnienia <span class="_ _7"> </span>bard<span class="_ _2"></span>zo </span></div><div class="t m0 x6 hc y20d ff4 fs3 fc0 sc0 ls0 ws0">wysokiej <span class="_ _7"></span>dostępn<span class="_ _2"></span>ości <span class="_ _7"></span>towarów <span class="_ _7"></span>dla <span class="_ _7"></span>klientów. <span class="_ _7"></span>Stan <span class="_ _7"></span>zapasów <span class="_ _7"></span>wzrósł <span class="_ _7"></span>o <span class="_ _8"> </span><span class="ff1 ls7">209<span class="ls0"> </span>821 <span class="_ _7"></span></span>tys. <span class="_ _7"></span>zł.<span class="ff1"> <span class="_ _7"></span></span>Jednocześnie <span class="_ _7"></span>krótkoterminow<span class="_ _2"></span>e </div><div class="t m0 x6 hc y20e ff4 fs3 fc0 sc0 ls0 ws0">należności <span class="_ _8"> </span>z <span class="_ _8"> </span>tytułu <span class="_ _8"> </span>dostaw  i <span class="_ _7"> </span>usł<span class="_ _2"></span>ug <span class="_ _13"> </span>ora<span class="_ _2"></span>z <span class="_ _13"> </span>pozostałe <span class="_ _8"> </span>należn<span class="_ _2"></span>ości <span class="_ _13"> </span>zwiększyły  się <span class="_ _13"> </span>o  <span class="ff1 ls7">49<span class="ls0"> </span>610<span class="ls0"> <span class="_ _8"> </span></span></span>tys. <span class="_ _8"> </span>zł <span class="_ _8"> </span>w <span class="_ _8"> </span>związku <span class="_ _8"> </span>z <span class="_ _8"> </span>wyższym </div><div class="t m0 x6 hc y20f ff4 fs3 fc0 sc0 ls0 ws0">poziomem <span class="_ _7"></span>sprzedaż<span class="_ _2"></span>y <span class="_ _7"></span>w <span class="_ _7"></span>grudniu <span class="_ _7"> </span>2024 <span class="_ _7"> </span>r.<span class="_ _2"></span> <span class="_ _7"></span>w <span class="_ _7"></span>porównaniu <span class="_ _7"> </span>d<span class="_ _2"></span>o <span class="_ _7"></span>grudnia <span class="_ _7"></span>2023 <span class="_ _7"></span>r.  <span class="ff1">K</span>rótkoterminowe <span class="_ _7"></span>zobowiązania <span class="_ _7"> </span>z <span class="_ _7"> </span>ty<span class="_ _2"></span>tułu </div><div class="t m0 x6 hc y210 ff4 fs3 fc0 sc0 ls0 ws0">dostaw <span class="_ _0"></span>i <span class="_ _9"></span>usłu<span class="_ _2"></span>g<span class="ff1"> <span class="_ _9"></span><span class="ff4">wzros<span class="_ _2"></span>ły <span class="_ _9"></span>o <span class="_ _0"></span>124<span class="ff1"> </span>726 <span class="_ _9"></span>ty<span class="_ _2"></span>s. <span class="_ _9"></span>zł<span class="_ _2"></span>, <span class="_ _9"></span>co <span class="_ _0"></span>było <span class="_ _9"></span>efektem <span class="_ _0"></span>zintensyfikowany<span class="_ _2"></span>ch <span class="_ _9"></span>zamówień <span class="_ _0"></span>towarów <span class="_ _0"></span>u <span class="_ _0"></span>dostawców <span class="_ _9"></span>w <span class="_ _0"></span>2024<span class="_ _2"></span><span class="ff1"> <span class="lsd">r. </span>  </span></span></span></div><div class="t m0 x6 hc y211 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>2024 <span class="_ _4"></span>r. <span class="_ _4"></span><span class="ff4">J<span class="_ _2"></span>ednostka <span class="_ _4"></span>Dominująca<span class="_ _2"></span></span> <span class="_ _e"></span><span class="ff4">rozp<span class="_ _2"></span>oczęła <span class="_ _4"></span>inwestycję <span class="_ _e"></span>z<span class="_ _2"></span>wiązaną <span class="_ _4"></span>ze <span class="_ _e"></span>wz<span class="_ _2"></span>mocnieniem <span class="_ _4"></span>konstru<span class="_ _2"></span>kcji <span class="_ _e"></span>dach<span class="_ _2"></span>u <span class="_ _e"></span>magazy<span class="_ _2"></span>nu <span class="_ _e"></span>we<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y212 ff4 fs3 fc0 sc0 ls0 ws0">Wrocławiu<span class="ff1 ls10">. </span>Ponadto wykupione <span class="_ _0"></span>zostały samochody osobowe <span class="_ _9"></span>zgo<span class="_ _2"></span>dnie <span class="ff1">z warunkami <span class="_ _0"></span>przewidzianymi w <span class="_ _0"></span>umowie leasingu, </span></div><div class="t m0 x6 hc y213 ff4 fs3 fc0 sc0 ls0 ws0">które <span class="_ _8"> </span>nas<span class="_ _2"></span>tępnie <span class="_ _8"> </span>częściowo  z<span class="_ _0"></span>ostały  od<span class="_ _0"></span>sprzedane.  Spółka <span class="_ _8"> </span>zależna <span class="_ _8"> </span>Yato  (Jiaxing) <span class="_ _13"> </span>Co.  Ltd. <span class="_ _8"> </span>ponosiła <span class="_ _8"> </span>dalsze  nakłady <span class="_ _8"> </span>na </div><div class="t m0 x6 hc y214 ff4 fs3 fc0 sc0 ls0 ws0">wyposażenie <span class="_ _2"></span>nowego magazyn<span class="_ _2"></span>u. Pozos<span class="_ _2"></span>tałe wydatki <span class="_ _2"></span>na zakup rzeczowych<span class="_ _2"></span> aktywów <span class="_ _2"></span>trwałych ob<span class="_ _2"></span>ejmują, pod<span class="_ _e"></span><span class="ff1">obnie ja<span class="_ _2"></span>k w </span></div><div class="t m0 x6 hc y215 ff1 fs3 fc0 sc0 ls0 ws0">poprzednich latach<span class="_ _2"></span>, <span class="ff4">głównie zaku<span class="_ _2"></span>p sprzętu IT oraz <span class="_ _2"></span>regałów ekspozycyjnych.<span class="_ _2"></span></span>    </div><div class="t m0 x6 hc y216 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>2024 <span class="_ _0"></span>r. <span class="_ _0"></span>Grupa <span class="_ _0"></span>wygenerowała dodatnie <span class="_ _0"></span>przepływy <span class="_ _0"></span>środków <span class="_ _0"></span>pieniężnych <span class="_ _0"></span>z <span class="_ _0"></span>działalnoś<span class="_ _2"></span>ci <span class="_ _0"></span>finansowej <span class="_ _9"></span>w kwocie <span class="_ _9"></span>22<span class="_ _2"></span><span class="ff1"> 7<span class="_ _2"></span>15 <span class="_ _0"></span>tys. </span></div><div class="t m0 x6 hc y217 ff4 fs3 fc0 sc0 ls0 ws0">Główną przyczyną <span class="_ _0"></span>było zaciągnięcie<span class="_ _0"></span> kredytu <span class="_ _0"></span>bankowego przez spółkę <span class="_ _0"></span>zależną. Zadłużenie <span class="_ _0"></span>z <span class="_ _0"></span>tego tytułu <span class="_ _0"></span>na ko<span class="_ _0"></span>niec 2024<span class="ff1"> <span class="lsd">r. </span></span></div><div class="t m0 x6 hc y218 ff4 fs3 fc0 sc0 ls0 ws0">wyniosło 33<span class="ff1"> </span>840 tys. zł. Jednostk<span class="_ _2"></span>a Dominująca korzystała w ciągu roku z finansowania kredytami w rachunku bieżącym, </div><div class="t m0 x6 hc y219 ff4 fs3 fc0 sc0 ls0 ws0">natomiast <span class="_ _e"></span>zarówno <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>początku, <span class="_ _e"></span>jak <span class="_ _e"></span>i <span class="_ _e"></span>na <span class="_ _e"></span>koniec <span class="_ _e"></span>okresu <span class="_ _e"></span>nie <span class="_ _2"></span>wys<span class="_ _2"></span>tąpiło <span class="_ _e"></span>zadłużenie <span class="_ _e"></span>z <span class="_ _e"></span>tego <span class="_ _2"></span>ty<span class="_ _2"></span>tułu. <span class="_ _e"></span>Wpływ <span class="_ _e"></span>na <span class="_ _e"></span>przepływy <span class="_ _e"></span>z </div><div class="t m0 x6 hc y2f ff4 fs3 fc0 sc0 ls0 ws0">działalności finansowej miała również spłata rat<span class="ff1"> </span>kapitałowych z t<span class="_ _0"></span>ytułu leasingu w <span class="_ _0"></span>kwocie 8<span class="ff1"> </span>055 tys. zł, a<span class="_ _0"></span> także zapłacone </div><div class="t m0 x6 hc y30 ff4 fs3 fc0 sc0 ls0 ws0">odsetki od kredy<span class="_ _2"></span>tów bankowych oraz leasin<span class="_ _2"></span>gu w wysokości 2<span class="_ _2"></span><span class="ff1"> </span>577 tys. zł. <span class="_ _2"></span> <span class="ff1"> </span></div><div class="t m0 x6 hc y21a ff4 fs3 fc0 sc0 ls0 ws0">Płynność  Grupy  Kapitałowej <span class="_ _8"> </span>TOYA  S.A.  w<span class="_ _0"></span>  analizowanym  okresie  kształtowała  się  na <span class="_ _13"> </span>właś<span class="_ _2"></span>ciwym <span class="_ _8"> </span>poziomi<span class="_ _2"></span>e. <span class="_ _8"> </span>Kapitał </div><div class="t m0 x6 hc y21b ff4 fs3 fc0 sc0 ls0 ws0">obrotowy netto Grupy był dodatni, pokrywający zapotrzebowanie <span class="_ _0"></span>wynikające z wielkości realizowanych przychodów ze </div><div class="t m0 x6 hc y21c ff4 fs3 fc0 sc0 ls0 ws0">sprzedaży. Zd<span class="_ _2"></span>olność do regulowania <span class="_ _2"></span>krótkoterminowych zo<span class="_ _2"></span>bowiązań by<span class="_ _2"></span>ła prawidłowa.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y21d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y21e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y21f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y220 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y221 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y222 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x2 y223 w1b h36" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">15<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki płynności finanso<span class="_ _2"></span>wej<span class="ff2"> </span></div><div class="t m0 x6 h7 y3d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1d2 w1c h2f"><div class="t m0 x48 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x76 y1d2 w1d h2f"><div class="t m0 x3d hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x77 y1d2 w1e h2f"><div class="t m0 x44 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y224 w1c h2f"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik bieżące<span class="_ _0"></span>j płynności<span class="ff1"> </span></div></div><div class="c x76 y224 w1d h2f"><div class="t m0 x34 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">2,44 </div></div><div class="c x77 y224 w1e h2f"><div class="t m0 x3f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">4,17 </div></div><div class="c x6 y225 w1c h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _0"></span>i szybkiej<span class="ff1"> </span></div></div><div class="c x76 y225 w1d h27"><div class="t m0 x34 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0,64 </div></div><div class="c x77 y225 w1e h27"><div class="t m0 x3f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">1,48 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 h30 y226 ff1 fsf fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h30 y227 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik bieżącej płynno<span class="_ _2"></span>ści –<span class="ff1"> </span>stosunek ak<span class="_ _2"></span>tywów obrotow<span class="_ _2"></span>ych do zobowiązań<span class="_ _2"></span> krótkoterminowych<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y228 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik płynności szybkiej<span class="_ _2"></span> –<span class="ff1"> </span>stosunek ak<span class="_ _2"></span>tywów obrotow<span class="_ _2"></span>ych pomniejszonych o za<span class="_ _2"></span>pasy do zobowiązań krótkoterminowyc<span class="_ _2"></span>h <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y229 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y22a ff4 fs3 fc0 sc0 ls0 ws0">Wartość wskaźnika płyn<span class="_ _2"></span>ności bieżącej spadła do poziomu <span class="ff1">2,<span class="_ _2"></span>44 </span>na dzień 31 grudnia 2024 r. w <span class="_ _0"></span>stosun<span class="_ _2"></span>ku do wartości <span class="ff1">4,17 </span></div><div class="t m0 x6 hc y22b ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 gru<span class="_ _2"></span>dnia <span class="_ _2"></span>2023 <span class="_ _2"></span>r. N<span class="_ _2"></span>iższy <span class="_ _2"></span>poziom <span class="_ _2"></span>wartości <span class="_ _2"></span>wskaźnika <span class="_ _2"></span>bieżącej <span class="_ _2"></span>płynno<span class="_ _2"></span>ści ws<span class="_ _2"></span>kazuje zatem <span class="_ _2"></span>na <span class="_ _2"></span>wyżs<span class="_ _2"></span>zą <span class="_ _2"></span>dynamikę </div><div class="t m0 x6 hc y22c ff4 fs3 fc0 sc0 ls0 ws0">wzrostu zobo<span class="_ _2"></span>wiązań względem dynamiki wzros<span class="_ _2"></span>tu majątku obroto<span class="_ _2"></span>wego.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y22d ff4 fs3 fc0 sc0 ls0 ws0">Wskaźnik płynności szybkiej na <span class="_ _0"></span>dzień 31 <span class="_ _0"></span>grudnia 2024 r. <span class="_ _0"></span>wyniósł 0,6<span class="ff1">4 </span>w porównaniu <span class="_ _0"></span>do <span class="ff1">1,48 </span>na <span class="_ _0"></span>dzień 31 grudnia <span class="_ _0"></span>2023<span class="ff1"> r.<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y22e ff4 fs3 fc0 sc0 ls0 ws0">Spadek <span class="_ _7"></span>tego <span class="_ _7"></span>wskaźnika<span class="_ _2"></span> <span class="_ _7"></span>wynika <span class="_ _7"></span>głównie <span class="_ _7"></span>z <span class="_ _7"></span>wysokiego <span class="_ _7"></span>poziomu <span class="_ _7"></span>zapasów, <span class="_ _7"> </span>który <span class="_ _7"> </span>zos<span class="_ _2"></span>tał <span class="_ _7"></span>utrzymany <span class="_ _7"></span>w <span class="_ _7"></span>celu <span class="_ _7"></span>zapewnienia </div><div class="t m0 x6 hc y22f ff4 fs3 fc0 sc0 ls0 ws0">maksymalnej dostępności towarów <span class="_ _0"></span>dla klientów, <span class="_ _0"></span>oraz z <span class="_ _0"></span>braku konieczności wykorzystania dostępnych linii <span class="_ _0"></span>kredytowych<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y230 ff4 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _1b"> </span>J<span class="_ _2"></span>ednostkę <span class="_ _1b"> </span>Dominu<span class="_ _2"></span>jącą. <span class="_ _5"> </span>Pomimo <span class="_ _1b"> </span>obniżenia <span class="_ _5"> </span>wskaźn<span class="_ _2"></span>ików <span class="_ _1b"> </span>pł<span class="_ _2"></span>ynności, <span class="_ _19"> </span><span class="ff1">Grupa <span class="_ _1b"> </span></span>pos<span class="_ _2"></span>iada <span class="_ _1b"> </span>wystarczają<span class="_ _2"></span>ce <span class="_ _1b"> </span>zasoby <span class="_ _5"> </span>do </div><div class="t m0 x6 hc y231 ff4 fs3 fc0 sc0 ls0 ws0">regulowania bieżących zob<span class="_ _2"></span>owiązań.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y232 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y233 ff3 fs3 fc0 sc0 ls0 ws0">Struktura aktywó<span class="_ _2"></span>w Grupy Kapitałowej TOYA S.A. (w tys. zł<span class="_ _2"></span>)<span class="ff2"> </span></div><div class="t m0 x6 h7 y234 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y235 w1f h37"><div class="t m0 x4d h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x78 y235 w20 h37"><div class="t m0 x79 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x7a y235 w21 h37"><div class="t m0 x4e hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y236 w1f h2f"><div class="t m0 x4d hf y237 ff3 fs7 fc0 sc0 ls0 ws0">Aktywa trwałe, w t<span class="_ _0"></span>ym:<span class="ff2"> </span></div></div><div class="c x78 y236 w20 h2f"><div class="t m0 x40 hf y237 ff2 fs7 fc0 sc0 ls0 ws0">113 255 </div></div><div class="c x7a y236 w21 h2f"><div class="t m0 x7b hf y237 ff2 fs7 fc0 sc0 ls0 ws0">107 946 </div></div><div class="c x6 y238 w1f h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe<span class="ff1"> </span></div></div><div class="c x78 y238 w20 h27"><div class="t m0 x39 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">70 621 </div></div><div class="c x7a y238 w21 h27"><div class="t m0 x7c h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">63 750 </div></div><div class="c x6 y23a w1f h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iematerialne<span class="ff1"> </span></div></div><div class="c x78 y23a w20 h27"><div class="t m0 x7d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">4 156 </div></div><div class="c x7a y23a w21 h27"><div class="t m0 x6e h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">4 348 </div></div><div class="c x6 y23b w1f h38"><div class="t m0 x4d h11 y23c ff4 fs7 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania<span class="ff1"> </span></div></div><div class="c x78 y23b w20 h38"><div class="t m0 x39 h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">31 995 </div></div><div class="c x7a y23b w21 h38"><div class="t m0 x7c h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">34 524 </div></div><div class="c x6 y23d w1f h39"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x78 y23d w20 h39"><div class="t m0 x7e h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y23d w21 h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y23e w1f h27"><div class="t m0 x4d hf y23f ff2 fs7 fc0 sc0 ls0 ws0">Aktywa obrotowe,<span class="_ _0"></span> w tym: </div></div><div class="c x78 y23e w20 h27"><div class="t m0 x40 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">673 900 </div></div><div class="c x7a y23e w21 h27"><div class="t m0 x7b hf y23f ff2 fs7 fc0 sc0 ls0 ws0">445 482 </div></div><div class="c x6 y240 w1f h3a"><div class="t m0 x4d h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c x78 y240 w20 h3a"><div class="t m0 x40 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">497 101 </div></div><div class="c x7a y240 w21 h3a"><div class="t m0 x7b h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">287 280 </div></div><div class="c x6 y241 w1f h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należności<span class="ff1"> </span></div></div><div class="c x78 y241 w20 h27"><div class="t m0 x40 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">137 671 </div></div><div class="c x7a y241 w21 h27"><div class="t m0 x7c h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">88 061 </div></div><div class="c x6 y242 w1f h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty<span class="ff1"> </span></div></div><div class="c x78 y242 w20 h27"><div class="t m0 x39 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">39 128 </div></div><div class="c x7a y242 w21 h27"><div class="t m0 x7c h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">69 927 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y243 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y244 ff3 fs3 fc0 sc0 ls0 ws0">Struktura % aktywów <span class="_ _2"></span>Grupy Kapitałowej TOYA S.A.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y245 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y246 w22 h3b"><div class="t m0 x4d h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x80 y246 w23 h3b"><div class="t m0 x81 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x82 y246 w21 h3b"><div class="t m0 x4e hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y247 w22 h2f"><div class="t m0 x4d hf y248 ff3 fs7 fc0 sc0 ls0 ws0">Aktywa trwałe / <span class="_ _0"></span>Aktywa<span class="ff2"> </span></div></div><div class="c x80 y247 w23 h2f"><div class="t m0 x5c hf y248 ff2 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c x82 y247 w21 h2f"><div class="t m0 x47 hf y248 ff2 fs7 fc0 sc0 lse ws0">19%<span class="ls0"> </span></div></div><div class="c x6 y249 w22 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe / Aktywa<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x80 y249 w23 h27"><div class="t m0 x24 h11 y239 ff1 fs7 fc0 sc0 lse ws0">9%<span class="ls0"> </span></div></div><div class="c x82 y249 w21 h27"><div class="t m0 x47 h11 y239 ff1 fs7 fc0 sc0 lse ws0">12%<span class="ls0"> </span></div></div><div class="c x6 y24a w22 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wartości <span class="ff1">ni<span class="_ _0"></span>ematerialne / Akt<span class="_ _0"></span>ywa </span></div></div><div class="c x80 y24a w23 h27"><div class="t m0 x24 h11 y239 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x82 y24a w21 h27"><div class="t m0 x60 h11 y239 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y24b w22 h35"><div class="t m0 x4d h11 y24c ff4 fs7 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania / Aktywa<span class="ff1"> </span></div></div><div class="c x80 y24b w23 h35"><div class="t m0 x24 h11 y24c ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c x82 y24b w21 h35"><div class="t m0 x60 h11 y24c ff1 fs7 fc0 sc0 lse ws0">6%<span class="ls0"> </span></div></div><div class="c x6 y24d w22 h39"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x80 y24d w23 h39"><div class="t m0 x3c h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x82 y24d w21 h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y24e w22 h27"><div class="t m0 x4d hf y239 ff2 fs7 fc0 sc0 ls0 ws0">Aktywa obrotowe / <span class="_ _0"></span>Aktywa </div></div><div class="c x80 y24e w23 h27"><div class="t m0 x5c hf y239 ff2 fs7 fc0 sc0 lse ws0">86%<span class="ls0"> </span></div></div><div class="c x82 y24e w21 h27"><div class="t m0 x47 hf y239 ff2 fs7 fc0 sc0 lse ws0">81%<span class="ls0"> </span></div></div><div class="c x6 y24f w22 h3a"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Zapasy / Akty<span class="_ _0"></span>wa </div></div><div class="c x80 y24f w23 h3a"><div class="t m0 x5c h11 y239 ff1 fs7 fc0 sc0 lse ws0">63%<span class="ls0"> </span></div></div><div class="c x82 y24f w21 h3a"><div class="t m0 x47 h11 y239 ff1 fs7 fc0 sc0 lse ws0">52%<span class="ls0"> </span></div></div><div class="c x6 y250 w22 h3c"><div class="t m0 x4d h11 y251 ff4 fs7 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należnośc<span class="_ _0"></span>i / Aktywa<span class="ff1"> </span></div></div><div class="c x80 y250 w23 h3c"><div class="t m0 x5c h11 y251 ff1 fs7 fc0 sc0 lse ws0">17%<span class="ls0"> </span></div></div><div class="c x82 y250 w21 h3c"><div class="t m0 x47 h11 y251 ff1 fs7 fc0 sc0 lse ws0">16%<span class="ls0"> </span></div></div><div class="c x6 y252 w22 h3d"><div class="t m0 x4d h11 y253 ff4 fs7 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich <span class="ff1">ekwiwal<span class="_ _0"></span>enty / Aktywa </span></div></div><div class="c x80 y252 w23 h3d"><div class="t m0 x24 h11 y253 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x82 y252 w21 h3d"><div class="t m0 x47 h11 y253 ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y254 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y255 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y256 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1bc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1bd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y257 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w0 h0" ><div class="pc pc10 w0 h0"><img class="bi x2 y258 w3 h3e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">16<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Struktura p<span class="_ _2"></span>asywów Grupy Kapitałowej TOYA S.A. (w tys. zł<span class="_ _2"></span>)<span class="ff2"> </span></div><div class="t m0 x6 h7 y3d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y259 w24 h3f"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x83 y259 w25 h3f"><div class="t m0 x2e hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x74 y259 w26 h3f"><div class="t m0 x44 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y25a w24 h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x83 y25a w25 h2f"><div class="t m0 x5d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">489 891 </div></div><div class="c x74 y25a w26 h2f"><div class="t m0 x84 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">419 951 </div></div><div class="c x6 y25b w24 h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe<span class="ff1"> </span></div></div><div class="c x83 y25b w25 h2f"><div class="t m0 x85 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">20 822 </div></div><div class="c x74 y25b w26 h2f"><div class="t m0 x86 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">26 594 </div></div><div class="c x6 y25c w24 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe, w tym:<span class="ff1"> </span></div></div><div class="c x83 y25c w25 h27"><div class="t m0 x5d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">276 442 </div></div><div class="c x74 y25c w26 h27"><div class="t m0 x84 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">106 883 </div></div><div class="c x6 y25d w24 h27"><div class="t m0 x16 h30 y248 ff1 fsf fc0 sc0 ls21 ws0">       <span class="ff4 ls0">Zobow<span class="_ _2"></span>iązania z tytułu dostaw i usług o<span class="_ _2"></span>raz pozostałe zobo<span class="_ _2"></span>wiązania krótkoterminow<span class="_ _2"></span>e <span class="_ _2"></span><span class="ff1"> </span></span></div></div><div class="c x83 y25d w25 h27"><div class="t m0 x87 h30 y248 ff1 fsf fc0 sc0 ls0 ws0">212 088 </div></div><div class="c x74 y25d w26 h27"><div class="t m0 x75 h30 y248 ff1 fsf fc0 sc0 ls0 ws0">83 422 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y25e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1d9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1da ff3 fs3 fc0 sc0 ls0 ws0">Struktura % pasywów <span class="_ _2"></span>Grupy Kapitałowej TOYA S.A.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y25f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y1dc w27 h2f"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x88 y1dc w28 h2f"><div class="t m0 x3f hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x7a y1dc w21 h2f"><div class="t m0 x4e hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y260 w27 h40"><div class="t m0 x4d h11 y261 ff4 fs7 fc0 sc0 ls0 ws0">Kapitał własny / <span class="_ _0"></span>Pasywa<span class="ff1"> </span></div></div><div class="c x88 y260 w28 h40"><div class="t m0 x89 h11 y261 ff1 fs7 fc0 sc0 lse ws0">62%<span class="ls0"> </span></div></div><div class="c x7a y260 w21 h40"><div class="t m0 x47 h11 y261 ff1 fs7 fc0 sc0 lse ws0">76%<span class="ls0"> </span></div></div><div class="c x6 y262 w27 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Pasywa<span class="ff1"> </span></div></div><div class="c x88 y262 w28 h27"><div class="t m0 x89 h11 y239 ff1 fs7 fc0 sc0 lse ws0">35%<span class="ls0"> </span></div></div><div class="c x7a y262 w21 h27"><div class="t m0 x47 h11 y239 ff1 fs7 fc0 sc0 lse ws0">19%<span class="ls0"> </span></div></div><div class="c x6 y263 w27 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Pasy<span class="_ _0"></span>wa<span class="ff1"> </span></div></div><div class="c x88 y263 w28 h27"><div class="t m0 x8a h11 y239 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x7a y263 w21 h27"><div class="t m0 x60 h11 y239 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y264 w27 h41"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x88 y264 w28 h41"><div class="t m0 x7e h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x7a y264 w21 h41"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y265 w27 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Zobowiązania<span class="ff1"> </span></div></div><div class="c x88 y265 w28 h27"><div class="t m0 x89 h11 y23f ff1 fs7 fc0 sc0 lse ws0">93%<span class="ls0"> </span></div></div><div class="c x7a y265 w21 h27"><div class="t m0 x47 h11 y23f ff1 fs7 fc0 sc0 lse ws0">80%<span class="ls0"> </span></div></div><div class="c x6 y266 w27 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Zo<span class="_ _0"></span>bowiązania<span class="ff1"> </span></div></div><div class="c x88 y266 w28 h27"><div class="t m0 x8a h11 y239 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c x7a y266 w21 h27"><div class="t m0 x47 h11 y239 ff1 fs7 fc0 sc0 lse ws0">20%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y267 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y268 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności kapitału własnego, aktywów o<span class="_ _2"></span>raz <span class="_ _2"></span>aktywów obrotowych<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y269 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y26a w29 h2f"><div class="t m0 x4d hf y89 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x8b y26a w2a h2f"><div class="t m0 x89 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x4 y26a w2b h2f"><div class="t m0 x47 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y20e w29 h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów ROA<span class="ff1"> </span></div></div><div class="c x8b y20e w2a h2f"><div class="t m0 x8c h11 y248 ff1 fs7 fc0 sc0 lse ws0">9%<span class="ls0"> </span></div></div><div class="c x4 y20e w2b h2f"><div class="t m0 x73 h11 y248 ff1 fs7 fc0 sc0 lse ws0">12%<span class="ls0"> </span></div></div><div class="c x6 y26b w29 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> kapitału własnego RO<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c x8b y26b w2a h27"><div class="t m0 x8d h11 y23f ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c x4 y26b w2b h27"><div class="t m0 x73 h11 y23f ff1 fs7 fc0 sc0 lse ws0">16%<span class="ls0"> </span></div></div><div class="c x6 y26c w29 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów obrot<span class="_ _0"></span>owych<span class="ff1"> </span></div></div><div class="c x8b y26c w2a h27"><div class="t m0 x8d h11 y239 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c x4 y26c w2b h27"><div class="t m0 x73 h11 y239 ff1 fs7 fc0 sc0 lse ws0">15%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 h30 y26d ff1 fsf fc0 sc0 ls0 ws0">Legenda:  </div><div class="t m0 x64 h30 y26e ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości aktywów ROA –<span class="ff1"> </span>sto<span class="_ _2"></span>sunek zysku netto do<span class="_ _2"></span> sumy aktywów na<span class="_ _2"></span> koniec okresu <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y26f ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik aktywnośc<span class="_ _2"></span>i kapitału własnego ROE –<span class="_ _2"></span><span class="ff1"> </span>stosunek zysku net<span class="_ _2"></span>to do kapitału włas<span class="_ _2"></span>nego na koniec okresu<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y270 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ość aktywów obrotow<span class="_ _2"></span>ych <span class="ff1">- stosun<span class="_ _2"></span>ek zysku </span>netto do aktywów ob<span class="_ _2"></span>rotowych na<span class="_ _2"></span> koniec okresu<span class="ff1"> </span></div><div class="t m0 x6 hc y271 ff4 fs3 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _14"> </span>ak<span class="_ _2"></span>tywa <span class="_ _14"> </span>trwałe <span class="_ _18"> </span>Grupy, <span class="_ _14"> </span>n<span class="_ _2"></span>a <span class="_ _14"> </span>dzień <span class="_ _18"> </span>31 <span class="_ _14"> </span>grudn<span class="_ _2"></span>ia <span class="_ _14"> </span>2024 <span class="_ _14"> </span>r., <span class="_ _14"> </span>s<span class="_ _2"></span>tanowią <span class="_ _14"> </span>9% <span class="_ _18"> </span>sumy <span class="_ _14"> </span>ak<span class="_ _2"></span>tywów <span class="_ _14"> </span>zaangaż<span class="_ _2"></span>owanych <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y272 ff4 fs3 fc0 sc0 ls0 ws0">w działalność G<span class="_ _0"></span>rupy. Na <span class="_ _0"></span>rzeczowe <span class="_ _0"></span>aktywa trwałe <span class="_ _0"></span>składają się <span class="_ _0"></span>w <span class="_ _0"></span>głównej m<span class="_ _0"></span>ierze nowo <span class="_ _0"></span>wybudowany magazyn w <span class="_ _0"></span>Chinach, </div><div class="t m0 x6 hc y273 ff4 fs3 fc0 sc0 ls0 ws0">a także grunty,<span class="_ _2"></span> budynki i budowle niezbędne <span class="_ _2"></span>do pro<span class="_ _2"></span>wadzenia przez Jednos<span class="_ _2"></span>tkę Dominującą działaln<span class="_ _2"></span>ości handlowej. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y274 ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>31 <span class="_ _e"></span>grudnia <span class="_ _e"></span>2024 <span class="_ _2"></span>r. <span class="_ _e"></span>aktywa <span class="_ _2"></span>z <span class="_ _e"></span>tytułu <span class="_ _e"></span>praw <span class="_ _e"></span>do <span class="_ _2"></span>użytkowania <span class="_ _e"></span>stanowiły<span class="_ _2"></span> <span class="_ _2"></span>4% <span class="_ _2"></span>sumy <span class="_ _e"></span>bilansowej <span class="_ _2"></span>(6<span class="_ _2"></span>% <span class="_ _2"></span>w <span class="_ _2"></span>ro<span class="_ _2"></span>ku <span class="_ _2"></span>ub<span class="_ _2"></span>iegłym). <span class="_ _2"></span>Na </div><div class="t m0 x6 hc y275 ff4 fs3 fc0 sc0 ls0 ws0">pozycję <span class="_ _1b"> </span>tę <span class="_ _5"> </span>skład<span class="_ _2"></span>ają <span class="_ _1b"> </span>się <span class="_ _5"> </span>głównie <span class="_ _1b"> </span>p<span class="_ _2"></span>rawo <span class="_ _1b"> </span>wieczystego <span class="_ _5"> </span>użytko<span class="_ _2"></span>wania <span class="_ _1b"> </span>gruntów <span class="_ _5"> </span>w <span class="_ _1b"> </span>Pols<span class="_ _2"></span>ce <span class="_ _1b"> </span>i <span class="_ _5"> </span>w <span class="_ _1b"> </span>Chinach,<span class="_ _2"></span> <span class="_ _1b"> </span>wynajmo<span class="_ _2"></span>wane </div><div class="t m0 x6 hc y276 ff1 fs3 fc0 sc0 ls0 ws0">powierzchnie biurowe i maga<span class="_ _2"></span>zynowe w Pols<span class="_ _2"></span><span class="ff4">ce i Rumunii oraz <span class="_ _2"></span>samochody, wózki <span class="_ _2"></span>widłowe, a także serwery w leasingu. <span class="_ _2"></span></span> </div><div class="t m0 x6 hc yc6 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>strukturze <span class="_ _13"> </span>aktywów <span class="_ _13"> </span>obrotowych <span class="_ _13"> </span>wykorzy<span class="_ _2"></span>stywanych <span class="_ _13"> </span>w <span class="_ _7"> </span>dział<span class="_ _2"></span>alności <span class="_ _7"> </span>Grupy<span class="_ _2"></span> <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _7"></span>TOYA <span class="_ _13"> </span>S.A., <span class="_ _13"> </span>które <span class="_ _13"> </span>na <span class="_ _13"> </span>dzień <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y277 ff4 fs3 fc0 sc0 ls0 ws0">31 grudnia <span class="_ _2"></span>2024 <span class="_ _2"></span>r. stanowią <span class="_ _2"></span>86% s<span class="_ _2"></span>umy aktywów, <span class="_ _2"></span>przeważaj<span class="_ _2"></span>ą zap<span class="_ _2"></span>asy i <span class="_ _2"></span>należności <span class="_ _2"></span>z tytułu <span class="_ _2"></span>dostaw <span class="_ _2"></span>i usłu<span class="_ _2"></span>g oraz <span class="_ _2"></span>pozostałe </div><div class="t m0 x6 hc y278 ff4 fs3 fc0 sc0 ls0 ws0">należności, co jest charakterystyczne dla prowadzonej przez T<span class="_ _0"></span>OYA S.A. i jej <span class="_ _0"></span>Grupę Kapitałową działalności gospodarczej. </div><div class="t m0 x6 hc yc9 ff4 fs3 fc0 sc0 ls0 ws0">Obie te pozycje stan<span class="_ _2"></span>owią łącznie na dzień 31 gru<span class="_ _2"></span>dnia 2024 r. 94% sumy akty<span class="_ _2"></span>wów obrotowych. <span class="_ _e"></span><span class="ff1 fca"> </span></div><div class="t m0 x6 hc y279 ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27a ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27b ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27c ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27d ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27e ff1 fs3 fca sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x2 y27f w3 h42" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">17<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki struktur<span class="_ _2"></span>y kapitału i zadłużenia<span class="ff2"> </span></div><div class="t m0 x6 h7 y3d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y280 w2c h43"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x78 y280 w2d h43"><div class="t m0 x86 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x8e y280 w2e h43"><div class="t m0 xf hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y281 w2c h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia<span class="ff1"> </span></div></div><div class="c x78 y281 w2d h2f"><div class="t m0 x8f h11 y89 ff1 fs7 fc0 sc0 lse ws0">38%<span class="ls0"> </span></div></div><div class="c x8e y281 w2e h2f"><div class="t m0 x90 h11 y89 ff1 fs7 fc0 sc0 lse ws0">24%<span class="ls0"> </span></div></div><div class="c x6 y180 w2c h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go<span class="ff1"> </span></div></div><div class="c x78 y180 w2d h27"><div class="t m0 x8f h11 y89 ff1 fs7 fc0 sc0 lse ws0">61%<span class="ls0"> </span></div></div><div class="c x8e y180 w2e h27"><div class="t m0 x90 h11 y89 ff1 fs7 fc0 sc0 lse ws0">32%<span class="ls0"> </span></div></div><div class="c x6 y282 w2c h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długoter<span class="_ _0"></span>minowego<span class="ff1"> </span></div></div><div class="c x78 y282 w2d h27"><div class="t m0 x91 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x8e y282 w2e h27"><div class="t m0 x40 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y283 w2c h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego<span class="ff1"> </span></div></div><div class="c x78 y283 w2d h27"><div class="t m0 x8f h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">35%<span class="ls0"> </span></div></div><div class="c x8e y283 w2e h27"><div class="t m0 x90 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">19%<span class="ls0"> </span></div></div><div class="c x6 y284 w2c h44"><div class="t m0 x4d h11 y285 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym<span class="ff1"> </span></div><div class="t m0 x16 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">i zobowiązaniami dłu<span class="_ _0"></span>goterminowy<span class="_ _0"></span>mi<span class="ff1"> </span></span></div></div><div class="c x78 y284 w2d h44"><div class="t m0 x92 h11 y89 ff1 fs7 fc0 sc0 lse ws0">451%<span class="ls0"> </span></div></div><div class="c x8e y284 w2e h44"><div class="t m0 xe h11 y89 ff1 fs7 fc0 sc0 lse ws0">390%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 h11 y286 ff1 fs7 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h11 y287 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia –<span class="ff1"> </span>sto<span class="_ _0"></span>sunek zobowiązań d<span class="_ _0"></span>ługo<span class="ff1">-</span>i krótko<span class="_ _0"></span>terminowych do p<span class="_ _0"></span>asywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y288 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go –<span class="ff1"> </span>stosune<span class="_ _0"></span>k zobowiązań długo<span class="ff1">-</span>i krót<span class="_ _0"></span>koterminowych <span class="_ _0"></span>do kapitału własneg<span class="_ _0"></span>o<span class="ff1"> </span></div><div class="t m0 x64 h11 y289 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długoter<span class="_ _0"></span>minowego –<span class="ff1"> </span>stosunek<span class="_ _0"></span> zobowiązań długoterm<span class="_ _0"></span>inowych do<span class="_ _0"></span> pasywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y28a ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek zobowiązań kr<span class="_ _0"></span>ótkoterminowych do pas<span class="_ _0"></span>ywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y28b ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym i zobowi<span class="_ _0"></span>ązaniami d<span class="_ _0"></span>ługoterminowymi –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek sumy kapi<span class="_ _0"></span>tału własnego i zobowi<span class="_ _0"></span>ązań </div><div class="t m0 x64 h11 y28c ff4 fs7 fc0 sc0 ls0 ws0">długoterminowyc<span class="_ _0"></span>h do aktywó<span class="_ _0"></span>w trwałych<span class="ff1"> </span></div><div class="t m0 x6 hc y28d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y28e ff4 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudnia 2024 r. główną pozycję kapitału własnego Grupy stanowiły zyski zatrzymane w kwocie 453<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span><span class="ls7">450</span> tys. </span></div><div class="t m0 x6 hc y28f ff4 fs3 fc0 sc0 ls0 ws0">zł. Kapitał p<span class="_ _2"></span>odstawowy Grupy na dzień 31 grud<span class="_ _2"></span>nia 2024 r. wynosił 7<span class="_ _2"></span><span class="ff1"> </span>504 ty<span class="_ _2"></span>s. zł. <span class="ff1">  </span></div><div class="t m0 x6 hc y290 ff4 fs3 fc0 sc0 ls0 ws0">Głównymi źródłami finans<span class="_ _2"></span>owania działalności op<span class="_ _2"></span>eracyjnej, a w szczególności aktywów ob<span class="_ _2"></span>rotowych, jest kapitał włas<span class="_ _2"></span>ny, </div><div class="t m0 x6 hc y291 ff4 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _4"></span>również <span class="_ _e"></span>finan<span class="_ _2"></span>sowanie <span class="_ _e"></span>kr<span class="_ _2"></span>ótkoterminowe <span class="_ _4"></span><span class="ff1">- <span class="_ _4"></span></span>głównie <span class="_ _4"></span>kredyty <span class="_ _4"></span>bankowe. <span class="_ _4"></span>Na <span class="_ _4"></span>dzień <span class="_ _4"></span>31 <span class="_ _e"></span>grudnia <span class="_ _4"></span>2024 <span class="_ _4"></span>r. <span class="_ _e"></span>Grup<span class="_ _2"></span>a <span class="_ _e"></span>w <span class="_ _4"></span>62,2% </div><div class="t m0 x6 hc y292 ff4 fs3 fc0 sc0 ls0 ws0">finansowała <span class="_ _7"></span>działalność <span class="_ _7"></span>kapitałem <span class="_ _7"></span>własnym. <span class="_ _4"></span>Grupa <span class="_ _7"></span>na <span class="_ _4"></span>ten<span class="_ _2"></span> <span class="_ _4"></span>dzień <span class="_ _7"></span>posiadał<span class="_ _2"></span>a <span class="_ _4"></span>zadłużenia <span class="_ _7"></span>z <span class="_ _4"></span>tytu<span class="_ _2"></span>łu <span class="_ _4"></span>kredy<span class="_ _2"></span>tów <span class="_ _4"></span>bankowych </div><div class="t m0 x6 hc y293 ff4 fs3 fc0 sc0 ls0 ws0">wynoszące <span class="_ _7"></span>33<span class="ff1"> </span>840 <span class="_ _4"></span>tys. <span class="_ _7"></span>zł <span class="_ _4"></span>(na <span class="_ _4"></span>31 <span class="_ _7"></span>grudnia <span class="_ _4"></span>2023 <span class="_ _7"></span>r. <span class="_ _4"></span>Grupa <span class="_ _7"></span>nie <span class="_ _4"></span>posiad<span class="_ _2"></span>ała <span class="_ _4"></span>zadłużenia <span class="_ _7"></span>z <span class="_ _4"></span>tego <span class="_ _4"></span>tytułu). <span class="_ _7"></span>Wskaźnik <span class="_ _4"></span>zadł<span class="_ _2"></span>użenia </div><div class="t m0 x6 hc y294 ff4 fs3 fc0 sc0 ls0 ws0">długoterminowego na <span class="_ _2"></span>dzień 31 grudnia 2024 r. wyn<span class="_ _2"></span>osi 3%. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y295 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y296 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki sprawno<span class="_ _2"></span>ści zarządzania Grupy<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y23d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y297 w2f h45"><div class="t m0 x48 hf y298 ff3 fs7 fc3 sc0 ls0 ws0">Za okres 12 mi<span class="_ _0"></span>esięcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></div></div><div class="c x93 y297 w30 h45"><div class="t m0 x94 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x95 y297 w31 h45"><div class="t m0 x8f hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y299 w2f h46"><div class="t m0 x4d h11 y29a ff1 fs7 fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniac<span class="_ _0"></span>h) </div></div><div class="c x93 y299 w30 h46"><div class="t m0 x96 h11 y29a ff1 fs7 fc0 sc0 lse ws0">218<span class="ls0"> </span></div></div><div class="c x95 y299 w31 h46"><div class="t m0 x91 h11 y29a ff1 fs7 fc0 sc0 lse ws0">141<span class="ls0"> </span></div></div><div class="c x6 y29b w2f h34"><div class="t m0 x4d h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>ływu należności (<span class="_ _0"></span>w dniach)<span class="ff1"> </span></div></div><div class="c x93 y29b w30 h34"><div class="t m0 x97 h11 y298 ff1 fs7 fc0 sc0 lse ws0">60<span class="ls0"> </span></div></div><div class="c x95 y29b w31 h34"><div class="t m0 x89 h11 y298 ff1 fs7 fc0 sc0 lse ws0">43<span class="ls0"> </span></div></div><div class="c x6 y215 w2f h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w dni<span class="_ _0"></span>ach)<span class="ff1"> </span></div></div><div class="c x93 y215 w30 h2f"><div class="t m0 x97 h11 y248 ff1 fs7 fc0 sc0 lse ws0">93<span class="ls0"> </span></div></div><div class="c x95 y215 w31 h2f"><div class="t m0 x89 h11 y248 ff1 fs7 fc0 sc0 lse ws0">41<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 h5 y29c ff1 fs1 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h11 y273 ff1 fs7 fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniach)<span class="_ _0"></span> <span class="ff4">–</span> <span class="ff4">stosunek<span class="_ _0"></span> zapasów na koniec o<span class="_ _0"></span>kresu pomnożonych przez 3<span class="_ _0"></span>60 dni do przyc<span class="_ _0"></span>hodów ze sprzedaży<span class="ff1"> </span></span></div><div class="t m0 x64 h11 y29d ff4 fs7 fc0 sc0 ls0 ws0">Okres <span class="_ _e"></span>spływu <span class="_ _e"></span>należności <span class="_ _e"></span>(w <span class="_ _e"></span>dn<span class="_ _2"></span>iach) <span class="_ _e"></span>–<span class="ff1"> <span class="_ _4"></span></span>stosunek <span class="_ _e"></span>krótkotermino<span class="_ _0"></span>wych <span class="_ _e"></span>należności <span class="_ _4"></span>z <span class="_ _e"></span>tytułu <span class="_ _e"></span>dostaw <span class="_ _4"></span>i <span class="_ _e"></span>usług <span class="_ _4"></span>oraz <span class="_ _e"></span>pozostałych <span class="_ _e"></span>należności <span class="_ _e"></span>na <span class="_ _e"></span>koniec </div><div class="t m0 x64 h11 y29e ff4 fs7 fc0 sc0 ls0 ws0">okresu p<span class="_ _0"></span>omnożonych przez 360 dni d<span class="_ _0"></span>o przychodów ze s<span class="_ _0"></span>przedaży<span class="ff1"> </span></div><div class="t m0 x64 h11 y29f ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w dni<span class="_ _0"></span>ach) –<span class="ff1"> </span>st<span class="_ _0"></span>osunek zobo<span class="_ _0"></span>wiązań z tytułu <span class="_ _0"></span>dostaw i usług<span class="_ _0"></span> oraz pozost<span class="_ _0"></span>ałych zobowią<span class="_ _0"></span>zań na koni<span class="_ _0"></span>ec okresu po<span class="_ _0"></span>mnożonych </div><div class="t m0 x64 h11 y175 ff4 fs7 fc0 sc0 ls0 ws0">przez 360 dni do pr<span class="_ _0"></span>zychodów ze sprz<span class="_ _0"></span>edaży<span class="ff1"> </span></div><div class="t m0 x6 hc y2a0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2a1 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>2024 <span class="_ _e"></span>r. <span class="_ _e"></span>okres <span class="_ _e"></span>spłat<span class="_ _2"></span>y <span class="_ _e"></span>zobowiązań <span class="_ _e"></span>był <span class="_ _e"></span>dłu<span class="_ _2"></span>ższy <span class="_ _e"></span>niż <span class="_ _e"></span>okres <span class="_ _e"></span>spływu <span class="_ _e"></span>należnoś<span class="_ _2"></span>ci. <span class="_ _2"></span>Ozn<span class="_ _2"></span>acza <span class="_ _e"></span>to, <span class="_ _e"></span>że <span class="_ _e"></span>Grupa <span class="_ _e"></span>udzielała <span class="_ _e"></span>króts<span class="_ _2"></span>zego </div><div class="t m0 x6 hc y2a2 ff4 fs3 fc0 sc0 ls0 ws0">kredytu <span class="_ _22"> </span>kupieckiego <span class="_ _22"> </span>odbiorcom <span class="_ _1f"> </span>niż <span class="_ _22"> </span>sama <span class="_ _22"> </span>otrzymywała <span class="_ _22"> </span>od <span class="_ _22"> </span>dostawców. <span class="_ _22"> </span>Sytuacja <span class="_ _22"> </span>taka <span class="_ _22"> </span>oznacza <span class="_ _22"> </span>zmniejszenie </div><div class="t m0 x6 hc y2a3 ff4 fs3 fc0 sc0 ls0 ws0">zapotrzebowania na f<span class="_ _0"></span>inansowanie kapitału<span class="_ _2"></span><span class="ff1"> <span class="_ _0"></span><span class="ff4">obrotowego. Okres <span class="_ _0"></span>obrotu zapasami <span class="_ _0"></span>w <span class="_ _0"></span>2024 <span class="_ _0"></span>r., wydłużył <span class="_ _0"></span>się <span class="_ _0"></span>do poziomu <span class="_ _0"></span>218 </span></span></div><div class="t m0 x6 hc y2a4 ff4 fs3 fc0 sc0 ls0 ws0">dni głównie w wyniku wyżs<span class="_ _2"></span>zego wolumenu zakupu t<span class="_ _2"></span>owarów zrealizowanych w 2024 r. w<span class="_ _2"></span> porównaniu d<span class="_ _2"></span>o 2023 r.<span class="_ _2"></span><span class="ff1 fca"> </span></div><div class="t m0 x6 h7 y2a5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2a6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 ye1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2a7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y220 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2a8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y9c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2a9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x2 y2aa w3 h47" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">18<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">SEZONOWOŚĆ<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y2ab ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y48 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>posiada <span class="_ _7"></span>w <span class="_ _4"></span>swojej <span class="_ _7"></span>ofercie <span class="_ _4"></span>p<span class="_ _2"></span>rodukty <span class="_ _7"></span>sezonowe. <span class="_ _4"></span>Ze <span class="_ _7"></span>względu <span class="_ _7"></span>jednak <span class="_ _7"></span>na <span class="_ _4"></span>ogran<span class="_ _2"></span>iczoną <span class="_ _4"></span>ich <span class="_ _8"> </span>wartość, <span class="_ _7"></span>szeroką <span class="_ _7"></span>ofertę </div><div class="t m0 x6 hc y2ac ff4 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _7"> </span>produktów, <span class="_ _7"> </span>n<span class="_ _2"></span>a <span class="_ _4"></span>kt<span class="_ _2"></span>óre <span class="_ _4"></span>po<span class="_ _2"></span>pyt <span class="_ _7"></span>występuje <span class="_ _7"></span>przez <span class="_ _7"></span>cały <span class="_ _7"> </span>rok <span class="_ _7"></span>oraz <span class="_ _7"> </span>ze <span class="_ _7"> </span>względu <span class="_ _7"> </span>na <span class="_ _13"> </span>zróżnicowanie <span class="_ _7"></span>geograficzne <span class="_ _7"> </span>s<span class="_ _2"></span>półek </div><div class="t m0 x6 hc y2ad ff4 fs3 fc0 sc0 ls0 ws0">zależnych, sezo<span class="_ _2"></span>nowość nie występuje.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2ae ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2af ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h6 y2b0 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2b1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2b2 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span><span class="fs3"> </span></div></div><div class="c x6 y2b3 wb h48"><div class="t m0 x6 h5 y2b4 ff1 fs1 fc7 sc0 ls2 ws0">119</div><div class="t m0 x98 h5 y2b5 ff1 fs1 fc7 sc0 ls2 ws0">166</div><div class="t m0 x99 h5 ye0 ff1 fs1 fc7 sc0 ls2 ws0">188</div><div class="t m0 x9a h1d y2b6 ff1 fsc fc7 sc0 ls13 ws0">175</div><div class="t m0 x9b h5 y2b7 ff1 fs1 fc7 sc0 ls2 ws0">196</div><div class="t m0 xd h5 y2b8 ff1 fs1 fc7 sc0 ls2 ws0">137</div><div class="t m0 x9c h5 y2b9 ff1 fs1 fc7 sc0 ls2 ws0">177</div><div class="t m0 x9d h5 y2ba ff1 fs1 fc7 sc0 ls1d ws0">179</div><div class="t m0 x9e h5 y2bb ff1 fs1 fc7 sc0 ls2 ws0">193</div><div class="t m0 x9f h1d y2bc ff1 fsc fc7 sc0 ls22 ws0">202</div><div class="t m0 x34 h5 y2bd ff1 fs1 fc7 sc0 ls2 ws0">129</div><div class="t m0 xa0 h5 y2be ff1 fs1 fc7 sc0 ls2 ws0">169</div><div class="t m0 xa1 h5 y2bf ff1 fs1 fc7 sc0 ls2 ws0">180</div><div class="t m0 xa2 h5 y2c0 ff1 fs1 fc7 sc0 ls2 ws0">187</div><div class="t m0 xa3 h5 y2c1 ff1 fs1 fc7 sc0 ls2 ws0">212</div><div class="t m0 xa4 h5 y2c2 ff1 fs1 fc7 sc0 ls2 ws0">157</div><div class="t m0 xa5 h5 y2c3 ff1 fs1 fc7 sc0 ls2 ws0">175</div><div class="t m0 xa6 h5 y2c4 ff1 fs1 fc7 sc0 ls2 ws0">215</div><div class="t m0 xa7 h5 y2c5 ff1 fs1 fc7 sc0 ls2 ws0">178</div><div class="t m0 xa8 h5 y2c6 ff1 fs1 fc7 sc0 ls2 ws0">211</div><div class="t m0 x22 h5 y2c7 ff1 fs1 fc0 sc0 ls0 ws0">0</div><div class="t m0 x2a h5 y2c8 ff1 fs1 fc0 sc0 ls2 ws0">50</div><div class="t m0 x1a h5 y2c9 ff1 fs1 fc0 sc0 ls2 ws0">100</div><div class="t m0 x1a h5 y2ca ff1 fs1 fc0 sc0 ls2 ws0">150</div><div class="t m0 x1a h5 y2cb ff1 fs1 fc0 sc0 ls2 ws0">200</div><div class="t m0 x1a h5 y2cc ff1 fs1 fc0 sc0 ls2 ws0">250</div><div class="t m0 x63 h5 y2cd ff1 fs1 fc0 sc0 ls2 ws0">2020<span class="_ _2c"> </span><span class="ls1d">2021<span class="_ _2c"> </span></span>2022<span class="_ _2c"> </span><span class="ls1d">2023<span class="_ _2c"> </span></span>2024</div><div class="t m4 xa9 h4 y2ce ff3 fs1 fc0 sc0 ls0 ws0">MLN ZŁ</div><div class="t m0 xaa h1e y2cf ff3 fsd fc0 sc0 ls0 ws0">S<span class="_ _4"></span>p<span class="_ _4"></span>r<span class="_ _4"></span>z<span class="_ _e"></span>e<span class="_ _4"></span>d<span class="_ _4"></span>a<span class="_ _4"></span>ż<span class="_ _4"></span> <span class="_ _7"></span>w<span class="_ _4"></span> <span class="_ _7"></span>p<span class="_ _e"></span>o<span class="_ _4"></span>s<span class="_ _4"></span>z<span class="_ _e"></span>c<span class="_ _4"></span>z<span class="_ _4"></span>e<span class="_ _4"></span>g<span class="_ _e"></span>ó<span class="_ _7"></span>l<span class="_ _e"></span>n<span class="_ _e"></span>y<span class="_ _4"></span>c<span class="_ _4"></span>h<span class="_ _4"></span> <span class="_ _7"></span>k<span class="_ _4"></span>w<span class="_ _4"></span>a<span class="_ _4"></span>r<span class="_ _4"></span>t<span class="_ _4"></span>a<span class="_ _4"></span>ł<span class="_ _4"></span>a<span class="_ _4"></span>c<span class="_ _4"></span>h<span class="_ _4"></span> <span class="_ _7"></span>w<span class="_ _4"></span> <span class="_ _4"></span>l<span class="_ _4"></span>a<span class="_ _4"></span>t<span class="_ _4"></span>a<span class="_ _4"></span>c<span class="_ _4"></span>h<span class="_ _4"></span> </div><div class="t m0 x45 h1e y2d0 ff2 fsd fc0 sc0 ls23 ws0">2020<span class="ls0">-<span class="_ _4"></span>2<span class="_ _4"></span>0<span class="_ _4"></span>2<span class="_ _4"></span>4</span></div><div class="t m0 xab h5 y101 ff4 fs1 fc0 sc0 ls0 ws0">I kwartał<span class="_ _2d"> </span>II kwartał<span class="_ _2d"> </span>III kwartał<span class="_ _2d"> </span>IV kwartał</div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x2 y2d1 w3 h49" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">19<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">4.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">OMÓWIENIE WYNIK<span class="_ _0"></span>ÓW FINANSOW<span class="_ _0"></span>YCH SPÓŁKI TOYA<span class="ff2"> S.<span class="_ _0"></span>A. </span></span></span></div><div class="t m0 x6 hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7b ff3 fs3 fc0 sc0 ls0 ws0">Przychody i zyskowność TOY<span class="_ _2"></span>A S.A. (w tys. zł).<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y7c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 y2d2 wd h26"><div class="t m0 x48 hf y89 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x49 y2d2 we h26"><div class="t m0 x4a hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x4b y2d2 w32 h26"><div class="t m0 xac hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x7 y2d3 wd h28"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _0"></span>zedaży<span class="ff1"> </span></div></div><div class="c x49 y2d3 we h28"><div class="t m0 x3d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">627 541 </div></div><div class="c x4b y2d3 w32 h28"><div class="t m0 x38 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">571 836 </div></div><div class="c x7 y2d4 wd h28"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Zysk brutt<span class="_ _0"></span>o ze sprzedaży<span class="ff1"> </span></div></div><div class="c x49 y2d4 we h28"><div class="t m0 x3d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">192 667 </div></div><div class="c x4b y2d4 w32 h28"><div class="t m0 x38 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">164 193 </div></div><div class="c x7 y2d5 wd h28"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Zysk na działal<span class="_ _0"></span>ności operac<span class="_ _0"></span>yjnej<span class="ff1"> </span></div></div><div class="c x49 y2d5 we h28"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">69 888 </div></div><div class="c x4b y2d5 w32 h28"><div class="t m0 xad h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">68 972 </div></div><div class="c x7 y2d6 wd h28"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Zysk przed <span class="_ _0"></span>opodatkowaniem </div></div><div class="c x49 y2d6 we h28"><div class="t m0 x4f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">68 930 </div></div><div class="c x4b y2d6 w32 h28"><div class="t m0 xad h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">65 591 </div></div><div class="c x7 y2d7 wd h28"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Zysk netto<span class="_ _0"></span>  </div></div><div class="c x49 y2d7 we h28"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">55 653 </div></div><div class="c x4b y2d7 w32 h28"><div class="t m0 xad h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">52 895 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y4f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2d8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2d9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3 h6 y2da ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y2db ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2dc ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="ff4">r. <span class="_ _0"></span>przychody<span class="_ _2"></span> <span class="_ _0"></span>ze sprzedaży wyniosły <span class="ff1 ls7">627<span class="ls0"> </span>541 </span>tys. zł i <span class="_ _0"></span>były wyższe<span class="ff1"> </span>od przychodów osiągniętych w <span class="_ _0"></span>202<span class="ff1">3 r. o <span class="ls7">55</span> <span class="ls7">705</span> </span></span></div><div class="t m0 x6 hc y2dd ff4 fs3 fc0 sc0 ls0 ws0">tys. <span class="_ _2"></span>zł, <span class="_ _2"></span>czyli <span class="_ _2"></span>o <span class="_ _2"></span><span class="ff1">9,7%. </span>Wz<span class="_ _2"></span>rost <span class="_ _2"></span>ten zosta<span class="_ _2"></span>ł osiągn<span class="_ _2"></span>ięty głó<span class="_ _2"></span>wnie w <span class="_ _2"></span>kanale <span class="_ _2"></span>sprzedaży<span class="_ _2"></span> detaliczn<span class="_ _2"></span>ej <span class="_ _2"></span><span class="ff1 lsb">(e<span class="ls0">-</span></span>co<span class="_ _2"></span>mmerce), gd<span class="_ _2"></span>zie sp<span class="_ _2"></span>rzedaż </div><div class="t m0 x6 hc y2de ff4 fs3 fc0 sc0 ls0 ws0">była <span class="_ _2"></span>wyższa o <span class="_ _2"></span>32<span class="ff1"> </span>425 <span class="_ _2"></span>tys. zł<span class="_ _2"></span>, tj<span class="ff1">. <span class="_ _2"></span><span class="ls1e">o </span></span>66,8<span class="_ _2"></span>%. Główną <span class="_ _2"></span>przyczyn<span class="_ _2"></span>ą w ty<span class="_ _2"></span>m zakresie <span class="_ _2"></span>była <span class="_ _2"></span>zmiana <span class="_ _2"></span><span class="ff1">p<span class="_ _2"></span>olityki cenowej <span class="_ _2"></span>zorientowan<span class="_ _2"></span>ej </span></div><div class="t m0 x6 hc y2df ff4 fs3 fc0 sc0 ls0 ws0">na wzrost konkurencyjności, co wpłynęło na <span class="_ _0"></span>wolumen zamówień zarówno od klie<span class="_ _0"></span>ntów indywidualnych jak i <span class="_ _0"></span>podmiotów </div><div class="t m0 x6 hc y2e0 ff4 fs3 fc0 sc0 ls0 ws0">gospodarczych<span class="_ _2"></span>, <span class="_ _9"></span>preferujących<span class="_ _2"></span> <span class="_ _0"></span>zakupy <span class="_ _0"></span>poprzez <span class="_ _0"></span>internet. Wzrosty <span class="_ _0"></span>zostały <span class="_ _0"></span>zanotowane <span class="_ _0"></span>również <span class="_ _0"></span>w <span class="_ _9"></span>kan<span class="_ _2"></span>ale <span class="_ _0"></span>sieci <span class="_ _9"></span>h<span class="_ _2"></span>andlowych </div><div class="t m0 x6 hc y2e1 ff1 fs3 fc0 sc0 ls0 ws0">(o 19 <span class="ff4">787 tys. zł, tj. o 30,3%<span class="_ _0"></span>) oraz w kanale <span class="_ _0"></span>tradycyjn<span class="_ _2"></span>y<span class="ff1">m (o 12 </span>149 <span class="_ _0"></span>tys. zł<span class="ff1"> t</span>j. o 4,8%). Niższy <span class="_ _0"></span>poziom sprzedaży odnotował </span></div><div class="t m0 x6 hc y96 ff4 fs3 fc0 sc0 ls0 ws0">kanał <span class="_ _8"> </span>eksportu <span class="_ _13"> </span>(<span class="_ _2"></span><span class="ff1">spadek <span class="_ _13"> </span>o <span class="_ _8"> </span>8 </span>656 <span class="_ _13"> </span>tys<span class="_ _2"></span>. <span class="_ _13"> </span>zł, <span class="_ _8"> </span>tj. <span class="_ _13"> </span>o <span class="_ _8"> </span>4,2%), <span class="_ _8"> </span>co <span class="_ _13"> </span>by<span class="_ _2"></span>ło <span class="_ _13"> </span>spowodo<span class="_ _2"></span>wane <span class="_ _13"> </span>przede <span class="_ _13"> </span>wszy<span class="_ _2"></span>stkim <span class="_ _13"> </span>niższy<span class="_ _2"></span>m <span class="_ _13"> </span>wolumenem </div><div class="t m0 x6 hc y2e2 ff4 fs3 fc0 sc0 ls0 ws0">sprzedaży do <span class="_ _0"></span>spółki zależnej <span class="_ _0"></span>Toya Romania <span class="_ _0"></span>(spadek prz<span class="_ _0"></span>ychodów ze <span class="_ _9"></span>s<span class="_ _2"></span>przedaży o<span class="_ _0"></span> <span class="ff1">17 989 <span class="_ _0"></span><span class="ff4">tys. zł). <span class="_ _0"></span>Przyczyną <span class="_ _0"></span>tej zmiany <span class="_ _9"></span>by<span class="_ _2"></span>ło </span></span></div><div class="t m0 x6 hc y2e3 ff1 fs3 fc0 sc0 ls0 ws0">dalsze <span class="_ _4"></span><span class="ff4">zin<span class="_ _2"></span>tensyfikowanie <span class="_ _4"></span>zaopatrzenia <span class="_ _7"></span>tej <span class="_ _e"></span>s<span class="_ _2"></span>półki <span class="_ _4"></span>bezpoś<span class="_ _2"></span>rednio <span class="_ _e"></span>p<span class="_ _2"></span>rzez <span class="_ _4"></span>spółki <span class="_ _4"></span>za<span class="_ _2"></span>leżne <span class="_ _4"></span>w <span class="_ _4"></span>Chinach, <span class="_ _4"></span>co <span class="_ _4"></span>sł<span class="_ _2"></span>uży <span class="_ _4"></span>racjonalizacji </span></div><div class="t m0 x6 hc y2e4 ff4 fs3 fc0 sc0 ls0 ws0">kosztów <span class="_ _7"></span>w <span class="_ _4"></span>ra<span class="_ _2"></span>mach <span class="_ _4"></span>Grup<span class="_ _2"></span>y. <span class="_ _4"></span>Jedno<span class="_ _2"></span>cześnie <span class="_ _4"></span>wzrós<span class="_ _2"></span>ł <span class="_ _7"></span>wolumen <span class="_ _4"></span>sprzedaży <span class="_ _7"></span>do <span class="_ _7"></span>podmiotów <span class="_ _4"></span>niepowiązan<span class="_ _2"></span>ych <span class="_ _7"></span>w <span class="_ _4"></span>tym <span class="_ _7"></span>kanale <span class="_ _8"> </span>–<span class="ff1"> </span></div><div class="t m0 x6 hc y2e5 ff4 fs3 fc0 sc0 ls0 ws0">największy <span class="_ _4"></span>wzrost <span class="_ _7"></span>wolumenu <span class="_ _4"></span>i <span class="_ _4"></span>przychodów <span class="_ _7"></span>został <span class="_ _4"></span>osiągnięty <span class="_ _4"></span>w <span class="_ _4"></span>Ukrain<span class="_ _2"></span>ie, <span class="_ _4"></span>gdzie <span class="_ _4"></span>przy<span class="_ _2"></span>chody <span class="_ _4"></span>wyniosły<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span><span class="ls7">46</span> <span class="ls7">967</span> <span class="_ _4"></span></span>tys. <span class="_ _7"></span>zł, <span class="_ _e"></span>co </div><div class="t m0 x6 hc y2e6 ff1 fs3 fc0 sc0 ls0 ws0">stanowi <span class="_ _7"></span>wzrost <span class="_ _4"></span>o <span class="_ _7"></span>9 <span class="_ _4"></span>574 <span class="_ _7"></span><span class="ff4">tys. <span class="_ _7"></span>zł <span class="_ _4"></span>(</span>25,6%) <span class="_ _7"></span>w <span class="_ _4"></span>sto<span class="_ _2"></span>sunku <span class="_ _7"></span>do <span class="_ _4"></span>roku <span class="_ _7"></span>poprzedniego <span class="_ _7"></span><span class="ff4">oraz <span class="_ _4"></span>n<span class="_ _2"></span>a <span class="_ _4"></span>Węgrzech <span class="_ _7"></span>(wzrost <span class="_ _4"></span>o <span class="_ _7"></span>4</span> <span class="ff4">6<span class="_ _2"></span>11 <span class="_ _4"></span>tys. <span class="_ _7"></span>zł, </span> </div><div class="t m0 x6 hc y2e7 ff4 fs3 fc0 sc0 ls0 ws0">tj. o 19,3%). Istotny<span class="_ _2"></span>m czynnikiem wpływającym na p<span class="_ _2"></span>oziom przycho<span class="_ _2"></span>dów była wysoka do<span class="_ _2"></span>stępność towarów.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2e8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y27d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y2ea w33 h4a"><div class="t m0 x52 h4 y2eb ff2 fs1 fc0 sc0 ls2 ws0">627 541</div></div><div class="c xaf y2ec w11 h4a"><div class="t m0 x7c h4 y2ed ff2 fs1 fc0 sc0 ls2 ws0">192 667</div></div><div class="c xb0 y2ee w12 h4a"><div class="t m0 xd h4 y2ef ff2 fs1 fc0 sc0 ls2 ws0">69 888</div></div><div class="c x54 y2f0 w12 h4b"><div class="t m0 xd h4 y2f1 ff2 fs1 fc0 sc0 ls2 ws0">68 930</div></div><div class="c xb1 y2f0 w12 h4c"><div class="t m0 xd h4 y2f2 ff2 fs1 fc0 sc0 ls2 ws0">55 653</div></div><div class="c x6 y2f0 w34 h4d"><div class="t m0 x56 h4 y2f3 ff2 fs1 fc0 sc0 ls2 ws0">571 836</div><div class="t m0 xb2 h4 y2f4 ff2 fs1 fc0 sc0 ls2 ws0">164 193</div><div class="t m0 x58 h4 y2f5 ff2 fs1 fc0 sc0 ls2 ws0">68 972</div><div class="t m0 x59 h4 y2f6 ff2 fs1 fc0 sc0 ls2 ws0">65 591</div><div class="t m0 x5a h4 y2f7 ff2 fs1 fc0 sc0 ls2 ws0">52 895</div><div class="t m0 x5b h5 y2f8 ff1 fs1 fc8 sc0 ls0 ws0">0<span class="_ _2e"> </span><span class="ff4 ls2">100 000<span class="_ _29"> </span>200 000<span class="_ _2f"> </span>300 000<span class="_ _29"> </span>400 000<span class="_ _2f"> </span>500 000<span class="_ _29"> </span><span class="ls0">60<span class="_ _2"></span>0 000<span class="_ _29"> </span></span>700 000</span></div><div class="t m0 x5c h5 y2f9 ff4 fs1 fc8 sc0 ls0 ws0">PRZYCHODY ZE SPRZEDAŻY</div><div class="t m0 x5d h5 y2fa ff4 fs1 fc8 sc0 ls0 ws0">ZYSK BRUTTO ZE SPRZEDAŻY</div><div class="t m0 x5e h5 y2fb ff4 fs1 fc8 sc0 ls0 ws0">ZYSK NA DZIAŁALNOŚCI O<span class="_ _2"></span>PERACYJNEJ</div><div class="t m0 x5f h1d y2fc ff1 fsc fc8 sc0 ls0 ws0">ZYSK PRZED OPODATKOWAN<span class="_ _0"></span>IEM</div><div class="t m0 x60 h5 y2fd ff1 fs1 fc8 sc0 ls0 ws0">ZYSK NETTO</div><div class="t m0 x8d h21 y2fe ff3 fse fc8 sc0 ls0 ws0">Przy<span class="_ _0"></span>chody i zy<span class="_ _0"></span>sk<span class="_ _9"></span>ow<span class="_ _2"></span>ność <span class="_ _0"></span>w tys. zł</div><div class="t m0 x53 h1d y2ff ff1 fsc fc8 sc0 ls13 ws0">2024<span class="_ _29"> </span><span class="ls22">2023</span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x2 y300 w3 h4e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">20<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff1 fs3 fc0 sc0 ls0 ws0">Zysk <span class="ff4">brutto <span class="_ _9"></span>ze sprzedaży w<span class="_ _0"></span>zrósł <span class="_ _0"></span>o <span class="ff1 ls7">28<span class="ls0"> </span>474 <span class="_ _9"></span><span class="ff4 ls0">ty<span class="_ _2"></span>s. <span class="_ _0"></span>zł <span class="_ _0"></span>w <span class="_ _9"></span>202<span class="ff1">4 </span>r. <span class="_ _9"></span>w porównaniu do <span class="_ _9"></span>202<span class="_ _2"></span><span class="ff1">3 <span class="_ _0"></span><span class="lsd">r.<span class="ls0">, <span class="_ _0"></span>na <span class="_ _0"></span>co <span class="_ _9"></span><span class="ff4">wpł<span class="_ _2"></span>yw <span class="_ _0"></span>miały <span class="_ _0"></span>wyższe <span class="_ _0"></span>przychody </span></span></span></span></span></span></span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">ze sprzedaży, przy <span class="_ _0"></span>nieco wyższej <span class="_ _0"></span>rentowności w <span class="_ _0"></span>porównaniu do 2023 r. <span class="_ _0"></span>(30,7% w <span class="_ _0"></span>porównan<span class="_ _2"></span>iu do <span class="_ _0"></span>28,7%), wynikającej <span class="_ _0"></span>ze </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">zmiany  struktury<span class="_ _2"></span>  sprzedaży  pomiędzy  kanałami  dystrybucji  (większy  udział  kanału  e<span class="_ _2"></span><span class="ff1">-</span>commerce,  w  którym  spółka </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">uzyskuje wyżs<span class="_ _2"></span>zą marżę, niż w pozostałych k<span class="_ _2"></span>anałach). <span class="ff1"> </span></div><div class="t m0 x6 h1a y301 ff9 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y302 ff4 fs3 fc0 sc0 ls0 ws0">Zysk <span class="_ _19"> </span>na <span class="_ _19"> </span>działalności <span class="_ _19"> </span>operacyjnej <span class="_ _19"> </span>w <span class="_ _19"> </span>202<span class="ff1">4 <span class="_ _19"> </span></span>r. <span class="_ _19"> </span>w <span class="_ _19"> </span>wysoko<span class="_ _2"></span>ści <span class="_ _5"> </span><span class="ff1 ls7">69<span class="ls0"> </span>888 <span class="_ _19"> </span></span>ty<span class="_ _2"></span>s. <span class="_ _5"> </span>zł <span class="_ _19"> </span>był <span class="_ _19"> </span>wyższy <span class="_ _19"> </span>od <span class="_ _19"> </span>osiągniętego <span class="_ _19"> </span>w <span class="_ _19"> </span>202<span class="_ _2"></span><span class="ff1">3 <span class="_ _5"> </span><span class="lsd">r. </span> </span></div><div class="t m0 x6 hc y303 ff1 fs3 fc0 sc0 ls1e ws0">o <span class="_ _2"></span><span class="ls7">916<span class="ls0"> <span class="ff4">ty<span class="_ _2"></span>s. <span class="_ _2"></span>zł, tj. <span class="_ _2"></span>o <span class="_ _2"></span></span>1,3%. <span class="_ _2"></span><span class="ff4">Niewielki <span class="_ _2"></span>wzrost <span class="_ _2"></span>zysku <span class="_ _2"></span>na <span class="_ _2"></span>działalności op<span class="_ _2"></span>eracyjnej <span class="_ _2"></span>w porównan<span class="_ _2"></span>iu <span class="_ _2"></span>do <span class="_ _2"></span>zysku <span class="_ _2"></span>brutto ze <span class="_ _4"></span>sprzedaży </span></span></span></div><div class="t m0 x6 hc y304 ff4 fs3 fc0 sc0 ls18 ws0">był<span class="ff1 ls0"> <span class="_ _1b"> </span>spowodowan<span class="_ _2"></span>y <span class="_ _1b"> </span>przede <span class="_ _1b"> </span>ws<span class="_ _2"></span>zystkim <span class="_ _5"> </span><span class="ff4">wyższymi <span class="_ _1b"> </span>kos<span class="_ _2"></span>ztami  ś<span class="_ _2"></span>wiadczeń <span class="_ _1b"> </span>pracowniczy<span class="_ _2"></span>ch, <span class="_ _1b"> </span>na <span class="_ _1b"> </span>co <span class="_ _5"> </span>wpływ <span class="_ _5"> </span>miało <span class="_ _1b"> </span>zarówno<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc y228 ff4 fs3 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _8"> </span>ilości  zatrudnionych <span class="_ _8"> </span>pracownik<span class="_ _2"></span>ów, <span class="_ _8"> </span>jak <span class="_ _8"> </span>i  zwię<span class="_ _0"></span>kszone  zapotrzebowanie <span class="_ _13"> </span>n<span class="_ _2"></span>a <span class="_ _13"> </span>pra<span class="_ _2"></span>cowników <span class="_ _8"> </span>tymczasowych, </div><div class="t m0 x6 hc y305 ff4 fs3 fc0 sc0 ls0 ws0">wspomagających <span class="_ _14"> </span>pracę <span class="_ _14"> </span>magazynów <span class="_ _14"> </span>w <span class="_ _19"> </span>okresach <span class="_ _14"> </span>zwiększ<span class="_ _2"></span>onych <span class="_ _14"> </span>dostaw. <span class="_ _14"> </span>Ponadto <span class="_ _14"> </span>spó<span class="_ _2"></span>łka <span class="_ _14"> </span>poniosła <span class="_ _14"> </span>wyższe <span class="_ _19"> </span>kos<span class="_ _2"></span>zty </div><div class="t m0 x6 hc y306 ff4 fs3 fc0 sc0 ls0 ws0">transportu<span class="_ _2"></span> <span class="_ _7"> </span>wynika<span class="_ _2"></span>jące <span class="_ _7"> </span>z <span class="_ _13"> </span>wolumenu <span class="_ _13"> </span>p<span class="_ _2"></span>rzesyłek, <span class="_ _13"> </span>wyższe <span class="_ _13"> </span>koszt<span class="_ _2"></span>y <span class="_ _7"> </span>o<span class="_ _2"></span>bsługi <span class="_ _7"> </span>p<span class="_ _2"></span>latform <span class="_ _7"> </span>sp<span class="_ _2"></span>rzedaży <span class="_ _13"> </span>online <span class="_ _13"> </span>oraz <span class="_ _13"> </span>wyższe  <span class="ff1">kos<span class="_ _2"></span>zty </span></div><div class="t m0 x6 hc y2d7 ff1 fs3 fc0 sc0 ls0 ws0">magazynowania <span class="_ _19"> </span>w <span class="_ _5"> </span>wyn<span class="_ _2"></span>iku <span class="_ _1b"> </span>wyko<span class="_ _2"></span>rzystania <span class="_ _19"> </span><span class="ff4">usług <span class="_ _19"> </span>logistyczn</span>ych <span class="_ _19"> </span><span class="ff4">w <span class="_ _5"> </span>zewnętrznych<span class="_ _2"></span> <span class="_ _5"> </span>magazynach<span class="_ _2"></span></span>. <span class="_ _1b"> </span><span class="ff4">J<span class="_ _2"></span>ednocześnie <span class="_ _5"> </span>spółka </span></div><div class="t m0 x6 hc y307 ff4 fs3 fc0 sc0 ls0 ws0">zanotowała nadwyżk<span class="_ _2"></span>ę dodatnich <span class="_ _0"></span>różnic kursowych nad ujemnymi w <span class="_ _0"></span>wysokości <span class="_ _2"></span><span class="ff1">3 <span class="ls7">351 </span></span>tys. zł w porównaniu do <span class="ff1">2 <span class="ls7">529 </span>tys. </span></div><div class="t m0 x6 hc y308 ff4 fs3 fc0 sc0 ls0 ws0">zł w roku 202<span class="ff1">3<span class="ls10">. </span> </span></div><div class="t m0 x6 hc y309 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>celu  pozyskania <span class="_ _8"> </span>potrzebnego  kapitału <span class="_ _13"> </span>ob<span class="_ _2"></span>rotowego <span class="_ _13"> </span>Sp<span class="_ _2"></span>ółka <span class="_ _8"> </span>posługuje  się <span class="_ _13"> </span>głównie <span class="_ _13"> </span>k<span class="_ _2"></span>rótkoterminowymi  kredytami </div><div class="t m0 x6 hc y30a ff4 fs3 fc0 sc0 ls0 ws0">bankowymi. Biorąc pod uwagę znaczący wpływ kosztów finansowych związanych<span class="_ _2"></span> z tymi <span class="_ _0"></span>kredytami na wynik finansowy, </div><div class="t m0 x6 hc y30b ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>co <span class="_ _4"></span>roku <span class="_ _4"></span>negocjuje <span class="_ _7"></span>warunki <span class="_ _4"></span>umów <span class="_ _7"> </span>kredytowych<span class="_ _2"></span> <span class="_ _4"></span>tak, <span class="_ _4"></span>ab<span class="_ _2"></span>y <span class="_ _4"></span>koszty <span class="_ _4"></span>z <span class="_ _7"></span>nimi <span class="_ _4"></span>związane <span class="_ _7"></span>były <span class="_ _4"></span>ja<span class="_ _2"></span>k <span class="_ _4"></span>najniższe. <span class="_ _4"></span>W <span class="_ _7"></span>202<span class="ff1">4 <span class="_ _7"></span>r. </span></div><div class="t m0 x6 hc y30c ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _e"></span>korzystał<span class="_ _2"></span>a <span class="_ _2"></span>z <span class="_ _e"></span>kredytó<span class="_ _2"></span>w <span class="_ _2"></span>bankowych <span class="_ _e"></span>w <span class="_ _e"></span>mniejszy<span class="_ _2"></span>m <span class="_ _2"></span>zakr<span class="_ _2"></span>esie <span class="_ _2"></span>niż <span class="_ _e"></span>w <span class="_ _e"></span>roku<span class="_ _2"></span> <span class="_ _2"></span>p<span class="_ _2"></span>oprzednim. <span class="_ _4"></span><span class="ff1">Bazo<span class="_ _2"></span>we <span class="_ _2"></span>stop<span class="_ _2"></span>y <span class="_ _e"></span>procentowe <span class="_ _e"></span>w </span></div><div class="t m0 x6 hc y30d ff4 fs3 fc0 sc0 ls0 ws0">porównaniu  do <span class="_ _8"> </span>202<span class="ff1">3  <span class="lsd">r. <span class="_ _13"> </span></span></span>pozosta<span class="_ _2"></span>ły <span class="_ _8"> </span>bez <span class="_ _8"> </span>zmian.  <span class="ff1">W <span class="_ _8"> </span>efekcie  poniesione <span class="_ _8"> </span>koszty  odsetek <span class="_ _8"> </span>z  tyt</span>ułu <span class="_ _13"> </span>kredy<span class="_ _2"></span>tów <span class="_ _8"> </span>bankowych </div><div class="t m0 x6 hc y30e ff4 fs3 fc0 sc0 ls0 ws0">wyniosły <span class="_ _2"></span><span class="ff1 ls7">451<span class="ls0"> </span></span>tys. zł i były niższe o <span class="ff1">2<span class="_ _2"></span> <span class="ls7">253</span> </span>tys. zł w p<span class="_ _2"></span>orównaniu do p<span class="_ _2"></span>oprzedniego roku.  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y30f ff1 fs3 fc0 sc0 ls0 ws0">Zysk netto w 202<span class="_ _2"></span>4 <span class="ff4">r. wyniósł </span><span class="ls7">55</span> <span class="ls7">653 </span><span class="ff4">ty<span class="_ _2"></span>s. zł i był o <span class="_ _2"></span></span>2 <span class="ls7">758 </span><span class="ff4">tys. zł, tj. o<span class="_ _2"></span> </span>5,2<span class="ff4">% wyższy niż w roku<span class="_ _2"></span> 202</span>3. </div><div class="t m0 x6 h7 y310 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y311 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności TOYA S.A.<span class="ff2"> </span></div></div><div class="c x6 y312 w14 h2f"><div class="t m0 x48 hf y89 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x62 y312 w15 h2f"><div class="t m0 x3e hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x1c y312 w16 h2f"><div class="t m0 xf hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y313 w14 h2f"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> sprzedaży<span class="ff1"> </span></div></div><div class="c x62 y313 w15 h2f"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">30,7% </div></div><div class="c x1c y313 w16 h2f"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">28,7% </div></div><div class="c x6 y314 w14 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> działalności o<span class="_ _0"></span>peracyjnej<span class="ff1"> </span></div></div><div class="c x62 y314 w15 h27"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">11,1% </div></div><div class="c x1c y314 w16 h27"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">12,1% </div></div><div class="c x6 y315 w14 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku przed o<span class="_ _0"></span>podatkowaniem<span class="ff1"> </span></div></div><div class="c x62 y315 w15 h27"><div class="t m0 x50 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">11,0% </div></div><div class="c x1c y315 w16 h27"><div class="t m0 x4f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">11,5% </div></div><div class="c x6 y16e w14 h3a"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> zysku netto<span class="ff1"> </span></div></div><div class="c x62 y16e w15 h3a"><div class="t m0 x63 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">8,9% </div></div><div class="c x1c y16e w16 h3a"><div class="t m0 xf h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">9,3% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h30 y316 ff1 fsf fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h30 y317 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości sprzedaży <span class="_ _2"></span>–<span class="ff1"> </span>stosunek zysku brutto ze sprzeda<span class="_ _2"></span>ży do przychodów<span class="_ _2"></span> ze sprzedaży<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y318 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentow<span class="_ _2"></span>ności działalności op<span class="_ _2"></span>eracyjnej –<span class="ff1"> </span>s<span class="_ _2"></span>tosunek zysku na działalnośc<span class="_ _2"></span>i operacyjnej do przych<span class="_ _2"></span>odów ze sprzedaży<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y319 ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości zysku przed opo<span class="_ _2"></span>datkowaniem –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku przed opo<span class="_ _2"></span>datkowaniem do przycho<span class="_ _2"></span>dów ze sprzedaży <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h30 y31a ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik rentown<span class="_ _2"></span>ości netto –<span class="ff1"> </span>stosun<span class="_ _2"></span>ek zysku netto do przycho<span class="_ _2"></span>dów ze sprzeda<span class="_ _2"></span>ży <span class="ff1"> </span></div><div class="t m0 x64 h30 y31b ff1 fsf fc0 sc0 ls0 ws0"> </div><div class="t m0 x65 hc y31c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y31d w35 h4f"><div class="t m0 xb3 h4 y31e ff2 fs1 fc3 sc0 ls0 ws0">30,7%</div><div class="t m0 xb4 h4 y31f ff2 fs1 fc3 sc0 ls0 ws0">11,1%</div><div class="t m0 x5 h4 y320 ff2 fs1 fc3 sc0 ls0 ws0">11,0%</div><div class="t m0 xb5 h4 y321 ff2 fs1 fc3 sc0 ls0 ws0">8,9%</div><div class="t m0 xb6 h4 y322 ff2 fs1 fc3 sc0 ls0 ws0">28,7%</div><div class="t m0 xb7 h4 y323 ff2 fs1 fc3 sc0 ls0 ws0">12,1%</div><div class="t m0 xb8 h4 y324 ff2 fs1 fc3 sc0 ls0 ws0">11,5%</div><div class="t m0 xb9 h4 y325 ff2 fs1 fc3 sc0 ls0 ws0">9,3%</div><div class="t m0 x58 h5 y326 ff1 fs1 fc8 sc0 ls0 ws0">0,0%<span class="_ _30"> </span>5,0%<span class="_ _31"> </span>10,0%<span class="_ _29"> </span>15,0%<span class="_ _32"> </span>20,0%<span class="_ _32"> </span>25,0%<span class="_ _29"> </span>30,0%<span class="_ _32"> </span>35,0%</div><div class="t m0 x6e h5 y327 ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ SPRZEDAŻY</div><div class="t m0 x6f h5 y328 ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ DZIAŁALNOŚCI OPERACYJNEJ</div><div class="t m0 x5e h5 y329 ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU PRZED OPODATKOWANIEM</div><div class="t m0 x4c h5 y32a ff4 fs1 fc8 sc0 ls0 ws0">RENTOWNOŚĆ ZYSKU NETTO</div><div class="t m0 x70 h21 y32b ff3 fse fc8 sc0 ls0 ws0">R<span class="_ _0"></span>entowność</div><div class="t m0 x71 h1d y32c ff1 fsc fc8 sc0 ls13 ws0">2024<span class="_ _29"> </span>2023</div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x2 y32d w36 h50" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">21<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Rentowność <span class="_ _e"></span>sprzedaży <span class="_ _2"></span>jes<span class="_ _2"></span>t <span class="_ _2"></span>dla <span class="_ _e"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _2"></span>kluczo<span class="_ _2"></span>wym <span class="_ _2"></span>wskaźnikiem <span class="_ _e"></span>konkurencyjn<span class="_ _2"></span>ości <span class="_ _2"></span>rynkowej <span class="_ _2"></span>i <span class="_ _e"></span>ma <span class="_ _2"></span>decyd<span class="_ _2"></span>ujący <span class="_ _2"></span>wpływ </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>sytuację f<span class="_ _0"></span>inansową Spółki. <span class="_ _9"></span>Analiza tego <span class="_ _9"></span>wskaźn<span class="_ _2"></span>ika <span class="_ _9"></span>za<span class="_ _2"></span> <span class="_ _0"></span>2024 <span class="_ _9"></span>r. pokazuje, <span class="_ _9"></span>że rentowność <span class="_ _9"></span>sprzedaży<span class="_ _2"></span> <span class="_ _0"></span>brutto <span class="_ _0"></span>w <span class="_ _9"></span>tym okresie </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">wzrosła <span class="_ _4"></span>o <span class="_ _4"></span>2 <span class="_ _e"></span>pu<span class="_ _2"></span>nkty <span class="_ _4"></span>procento<span class="_ _2"></span>we <span class="_ _e"></span>w <span class="_ _4"></span>porównaniu<span class="_ _2"></span> <span class="_ _e"></span>do <span class="_ _4"></span>2023 <span class="_ _4"></span>r.<span class="_ _2"></span> <span class="_ _e"></span>Było <span class="_ _4"></span>to <span class="_ _4"></span>spowodo<span class="_ _2"></span>wane <span class="_ _e"></span>zarówno <span class="_ _4"></span>pop<span class="_ _2"></span>rawą <span class="_ _e"></span>rentownoś<span class="_ _2"></span>ci <span class="_ _4"></span>we </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _2"></span>kanałach <span class="_ _2"></span>dystrybucji, <span class="_ _2"></span>wynikającą <span class="_ _2"></span>z <span class="_ _2"></span>niższych <span class="_ _2"></span>kosztów <span class="_ _2"></span>zakupu <span class="_ _2"></span>towarów <span class="_ _2"></span>dzięki <span class="_ _2"></span>korzystnym <span class="_ _2"></span>kursom <span class="_ _2"></span>walut, <span class="_ _2"></span>jak <span class="_ _2"></span>i </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">wyższym udział<span class="_ _2"></span>em kanału e<span class="ff1">-commerce <span class="_ _2"></span>w </span>całkowitych przy<span class="_ _2"></span>chodach z<span class="_ _2"></span>e sprzedaży<span class="_ _2"></span> (wzrost z 8,5% do 12,9%). W kan<span class="_ _2"></span>ale e<span class="ff1">-</span></div><div class="t m0 x6 hc y32e ff4 fs3 fc0 sc0 ls0 ws0">commerce uzys<span class="_ _2"></span>kiwana marża jest wyższa<span class="_ _2"></span> niż w pozostałych<span class="_ _2"></span> kanałach dystrybucji.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1d6 ff4 fs3 fc0 sc0 ls0 ws0">Wskaźniki <span class="_ _8"> </span>rentowności <span class="_ _8"> </span>na <span class="_ _13"> </span>poziomie <span class="_ _13"> </span>zy<span class="_ _2"></span>sku <span class="_ _13"> </span>na <span class="_ _8"> </span>działaln<span class="_ _2"></span>ości <span class="_ _7"> </span>operacyjn<span class="_ _2"></span>ej, <span class="_ _13"> </span>zysku<span class="_ _2"></span> <span class="_ _7"> </span>przed<span class="_ _2"></span> <span class="_ _13"> </span>opodatko<span class="_ _2"></span>waniem <span class="_ _13"> </span>i <span class="_ _13"> </span>zysku<span class="_ _2"></span> <span class="_ _13"> </span>netto </div><div class="t m0 x6 hc y1d7 ff4 fs3 fc0 sc0 ls0 ws0">zmniejszyły<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>się <span class="_ _2"></span>w <span class="_ _2"></span>202<span class="ff1">4 <span class="_ _2"></span></span>r. <span class="_ _2"></span>w <span class="_ _2"></span>porównaniu<span class="_ _2"></span> <span class="_ _2"></span>do <span class="_ _2"></span>roku <span class="_ _2"></span>poprzed<span class="_ _2"></span>niego. Główny<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1">niekorzystny <span class="_ _e"></span></span>wpływ <span class="_ _2"></span>na <span class="_ _2"></span>wskaźn<span class="_ _2"></span>iki <span class="_ _2"></span>rentowności </div><div class="t m0 x6 hc y1d8 ff4 fs3 fc0 sc0 ls0 ws0">miał wzrost kos<span class="_ _2"></span>ztów świadczeń pracowniczy<span class="_ _2"></span>ch, transportu oraz obs<span class="_ _2"></span>ługi platform sprzedaży o<span class="_ _2"></span>n<span class="_ _2"></span><span class="ff1">-line.  </span></div><div class="t m0 x6 hc y32f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y202 ff3 fs3 fc0 sc0 ls0 ws0">Przepływy środków <span class="_ _2"></span>pieniężnych TOYA S.A. (w tys. zł)<span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y330 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y331 w37 h2f"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xba y331 w38 h2f"><div class="t m0 x86 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x4b y331 w39 h2f"><div class="t m0 x63 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y332 w37 h45"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i operacy<span class="_ _0"></span>jnej<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c xba y332 w38 h45"><div class="t m0 xbb h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(29 <span class="lse">076)</span> </div></div><div class="c x4b y332 w39 h45"><div class="t m0 x44 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">141 697 </div></div><div class="c x6 y333 w37 h51"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i inwestycyjne<span class="_ _0"></span>j<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c xba y333 w38 h51"><div class="t m0 x4a h11 y1a7 ff1 fs7 fc0 sc0 ls24 ws0">(5<span class="ls0"> <span class="lse">223)</span> </span></div></div><div class="c x4b y333 w39 h51"><div class="t m0 xd h11 y1a7 ff1 fs7 fc0 sc0 ls24 ws0">(1<span class="ls0"> <span class="lse">836)</span> </span></div></div><div class="c x6 y334 w37 h34"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przepływy środk<span class="_ _0"></span>ów pieniężnyc<span class="_ _0"></span>h z działalnośc<span class="_ _0"></span>i <span class="ff1">finansowej </span></div></div><div class="c xba y334 w38 h34"><div class="t m0 x4a h11 y89 ff1 fs7 fc0 sc0 ls24 ws0">(7<span class="ls0"> <span class="lse">106)</span> </span></div></div><div class="c x4b y334 w39 h34"><div class="t m0 x64 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(92 <span class="lse">133)</span> </div></div><div class="c x6 y335 w37 h35"><div class="t m0 x4d hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Zmiana stanu śro<span class="_ _0"></span>dków pieniężnych n<span class="_ _0"></span>etto <span class="ff2"> </span></div></div><div class="c xba y335 w38 h35"><div class="t m0 x4f hf y89 ff2 fs7 fc0 sc0 ls0 ws0">(<span class="lse">41</span> <span class="lse">405</span>)  </div></div><div class="c x4b y335 w39 h35"><div class="t m0 x4f hf y89 ff2 fs7 fc0 sc0 lse ws0">47<span class="ls0"> </span>728<span class="ls0">  </span></div></div><div class="c x6 y336 w37 h27"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty na począte<span class="_ _0"></span>k okresu<span class="ff1"> </span></div></div><div class="c xba y336 w38 h27"><div class="t m0 x3e h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">49 107 </div></div><div class="c x4b y336 w39 h27"><div class="t m0 x4a h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">1 386 </div></div><div class="c x6 y337 w37 h27"><div class="t m0 x4d hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Środki pieniężne i i<span class="_ _0"></span>ch ekwiwalenty n<span class="_ _0"></span>a koniec okresu<span class="ff2"> </span></div></div><div class="c xba y337 w38 h27"><div class="t m0 xbc hf y1a7 ff2 fs7 fc0 sc0 ls0 ws0">7 711 </div></div><div class="c x4b y337 w39 h27"><div class="t m0 xbb hf y1a7 ff2 fs7 fc0 sc0 ls0 ws0">49 107 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y338 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y339 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>2024 r. <span class="_ _2"></span>TO<span class="_ _2"></span>YA S.A. <span class="_ _e"></span><span class="ff4">wykazała <span class="_ _2"></span>ujemne <span class="_ _2"></span>przepływy <span class="_ _2"></span>pieniężn<span class="_ _2"></span>e <span class="_ _2"></span>z d<span class="_ _2"></span>ziałalności <span class="_ _2"></span>operacyjnej <span class="_ _2"></span>w <span class="_ _2"></span>wysokości <span class="_ _2"></span>29<span class="_ _2"></span></span> <span class="ff4">076 <span class="_ _2"></span> <span class="_ _2"></span>tys. <span class="_ _2"></span>zł. <span class="_ _2"></span>Było </span></div><div class="t m0 x6 hc y33a ff4 fs3 fc0 sc0 ls0 ws0">to <span class="_ _2"></span>głównie wyn<span class="_ _2"></span>ikiem z<span class="_ _2"></span>większenia <span class="_ _2"></span>stanu <span class="_ _2"></span>magazynowego <span class="_ _2"></span>w <span class="_ _2"></span>celu za<span class="_ _2"></span>pewnienia b<span class="_ _2"></span>ardzo <span class="_ _2"></span>wysokiej <span class="_ _2"></span>dostępnoś<span class="_ _2"></span>ci towarów <span class="_ _2"></span>dla </div><div class="t m0 x6 hc y5d ff4 fs3 fc0 sc0 ls0 ws0">klientów. Stan <span class="_ _2"></span>zapasów <span class="_ _2"></span>wzrósł o <span class="_ _2"></span>123<span class="ff1"> </span>640 <span class="_ _2"></span>tys. zł.<span class="ff1"> <span class="_ _2"></span></span>Jednocześnie krótkoterminow<span class="_ _2"></span>e należności <span class="_ _2"></span>z tytułu d<span class="_ _2"></span>ostaw i u<span class="_ _2"></span>sług oraz </div><div class="t m0 x6 hc y33b ff4 fs3 fc0 sc0 ls0 ws0">pozostałe <span class="_ _4"></span>n<span class="_ _2"></span>ależności <span class="_ _4"></span>zwiększyły <span class="_ _7"></span>się <span class="_ _4"></span>o <span class="_ _4"></span>19<span class="_ _2"></span><span class="ff1"> </span>678 <span class="_ _4"></span>tys<span class="_ _2"></span>. <span class="_ _4"></span>zł <span class="_ _4"></span>w <span class="_ _4"></span>związk<span class="_ _2"></span>u <span class="_ _4"></span>z <span class="_ _4"></span>wyżs<span class="_ _2"></span>zym <span class="_ _4"></span>poziomem <span class="_ _4"></span>sprzed<span class="_ _2"></span>aży <span class="_ _4"></span>w <span class="_ _7"></span>grudniu <span class="_ _4"></span>2024 <span class="_ _4"></span>r. <span class="_ _7"></span>w </div><div class="t m0 x6 hc y33c ff4 fs3 fc0 sc0 ls0 ws0">porównaniu <span class="_ _7"></span>do <span class="_ _4"></span>grudn<span class="_ _2"></span>ia <span class="_ _4"></span>2023 <span class="_ _4"></span>r. <span class="_ _7"></span>Wzrosły <span class="_ _4"></span>również <span class="_ _7"></span>krótkoterminowe <span class="_ _4"></span>zobow<span class="_ _2"></span>iązania <span class="_ _13"> </span>z <span class="_ _4"></span>ty<span class="_ _2"></span>tułu <span class="_ _4"></span>dosta<span class="_ _2"></span>w <span class="_ _4"></span>i <span class="_ _4"></span>usłu<span class="_ _2"></span>g, <span class="_ _4"></span>głównie <span class="_ _4"></span>w </div><div class="t m0 x6 hc y33d ff4 fs3 fc0 sc0 ls0 ws0">wyniku zobowiązań<span class="_ _2"></span> wobec jednostek <span class="_ _2"></span>powiązanych z tytułu zakupu<span class="_ _2"></span> towarów (wzrost o 40<span class="_ _e"></span><span class="ff1"> </span>472 tys. zł).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y16e ff1 fs3 fc0 sc0 ls0 ws0">W  2024  <span class="ff4">r. <span class="_ _13"> </span>Sp<span class="_ _2"></span>ółka  rozpoczęła  inwestycję <span class="_ _8"> </span>z<span class="_ _2"></span>wiązaną  ze  w<span class="_ _0"></span>zmocnieni<span class="_ _2"></span>em <span class="_ _8"> </span>konstru<span class="_ _2"></span>kcji  dachu  magazynu  we<span class="_ _0"></span>  Wrocławiu. </span></div><div class="t m0 x6 hc y2b2 ff4 fs3 fc0 sc0 ls0 ws0">Ponadto  w<span class="_ _0"></span>ykupione  zostały <span class="_ _13"> </span>samochody  osobowe <span class="_ _13"> </span>zgodnie <span class="_ _8"> </span>z <span class="_ _8"> </span>warunkami <span class="_ _8"> </span>przewidzian<span class="_ _2"></span>ymi <span class="_ _13"> </span>w <span class="_ _8"> </span>umo<span class="_ _2"></span>wie <span class="_ _13"> </span>leasin<span class="_ _2"></span>gu, <span class="_ _13"> </span>kt<span class="_ _2"></span>óre </div><div class="t m0 x6 hc y33e ff4 fs3 fc0 sc0 ls0 ws0">następnie <span class="_ _2"></span>częściowo zosta<span class="_ _2"></span>ły ods<span class="_ _2"></span>przedane. Poza<span class="_ _2"></span> tym Sp<span class="_ _2"></span>ółka, po<span class="_ _2"></span>dobnie jak <span class="_ _2"></span>w latach <span class="_ _2"></span>poprzed<span class="_ _2"></span>nich, inwestował<span class="_ _2"></span>a w s<span class="_ _2"></span>przęt </div><div class="t m0 x6 hc y33f ff4 fs3 fc0 sc0 ls0 ws0">IT oraz regały ekspo<span class="_ _2"></span>zycyjne. <span class="ff1 ls1c">  <span class="ls0"> </span></span></div><div class="t m0 x6 hc y340 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>2023 r. <span class="_ _2"></span>Spółka <span class="_ _2"></span>wygenerował<span class="_ _2"></span>a <span class="_ _2"></span>ujemne przepł<span class="_ _2"></span>ywy ś<span class="_ _2"></span>rodków pieniężnych <span class="_ _2"></span>z <span class="_ _2"></span>działaln<span class="_ _2"></span>ości finans<span class="_ _2"></span>owej w <span class="_ _2"></span>kwocie <span class="_ _e"></span><span class="ff1">7 <span class="ls7">106 <span class="_ _2"></span></span>tys. </span></div><div class="t m0 x6 hc y341 ff4 fs3 fc0 sc0 ls0 ws0">zł. <span class="_ _2"></span>Głó<span class="_ _2"></span>wnym <span class="_ _2"></span>kierunkiem <span class="_ _e"></span>wydatkó<span class="_ _2"></span>w <span class="_ _2"></span>była <span class="_ _e"></span>sp<span class="_ _2"></span>łata <span class="_ _2"></span>zobowiązań <span class="_ _e"></span>z <span class="_ _2"></span>ty<span class="_ _2"></span>tułu <span class="_ _2"></span>leasingu <span class="_ _e"></span>w <span class="_ _2"></span>kwocie <span class="_ _4"></span><span class="ff1">5 <span class="ls7">419 <span class="_ _2"></span></span></span>tys<span class="_ _2"></span>. <span class="_ _2"></span>zł, <span class="_ _e"></span>a <span class="_ _2"></span>takż<span class="_ _2"></span>e <span class="_ _2"></span>zapłacone </div><div class="t m0 x6 hc y342 ff4 fs3 fc0 sc0 ls0 ws0">odsetki od kredy<span class="_ _2"></span>tów bankowych oraz <span class="_ _2"></span>leasingu w wysokoś<span class="_ _2"></span>ci <span class="ff1">1 <span class="_ _2"></span><span class="ls7">687 </span></span>tys. zł.<span class="_ _2"></span><span class="ff1"> </span>Spółka korzystała w ciągu ro<span class="_ _2"></span>ku z finansowania </div><div class="t m0 x6 hc y343 ff4 fs3 fc0 sc0 ls0 ws0">kredytami w <span class="_ _0"></span>rachunku bieżącym, <span class="_ _0"></span>natomiast zarówno na <span class="_ _0"></span>początku, jak i <span class="_ _0"></span>na <span class="_ _0"></span>koniec okresu <span class="_ _0"></span>nie wystąpiło zadłużenie <span class="_ _0"></span>z tego<span class="_ _0"></span> </div><div class="t m0 x6 hc y344 ff4 fs3 fc0 sc0 ls0 ws0">tytułu. <span class="ff1"> </span></div><div class="t m0 x6 hc y176 ff4 fs3 fc0 sc0 ls0 ws0">Płynność TOYA <span class="_ _0"></span>S.A. w <span class="_ _9"></span>an<span class="_ _2"></span>alizowanym okresie <span class="_ _0"></span>kształtowała się <span class="_ _0"></span>na właściwym <span class="_ _0"></span>poziomie. Kapitał obrotowy netto <span class="_ _0"></span>Spółki <span class="_ _0"></span>był </div><div class="t m0 x6 hc y345 ff4 fs3 fc0 sc0 ls0 ws0">dodatni, <span class="_ _4"></span>pokrywający<span class="_ _2"></span> <span class="_ _4"></span>zapotrzebowanie <span class="_ _e"></span>wyn<span class="_ _2"></span>ikające <span class="_ _4"></span>z <span class="_ _4"></span>wielkości <span class="_ _4"></span>realizowany<span class="_ _2"></span>ch <span class="_ _4"></span>przychodów <span class="_ _4"></span>ze <span class="_ _4"></span>sprzed<span class="_ _2"></span>aży. <span class="_ _4"></span>Zdolność <span class="_ _4"></span>do </div><div class="t m0 x6 hc y346 ff4 fs3 fc0 sc0 ls0 ws0">regulowania krótkotermin<span class="_ _2"></span>owych<span class="_ _2"></span><span class="ff1"> </span>zobowiązań była p<span class="_ _2"></span>rawidłowa.<span class="ff1"> </span></div><div class="t m0 x6 h7 y347 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki płynności finanso<span class="_ _2"></span>wej<span class="ff2"> </span></div><div class="t m0 x6 h7 y348 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y349 w3a h2f"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xba y349 w3b h2f"><div class="t m0 xad hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x4b y349 w3c h2f"><div class="t m0 x7 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y34a w3a h2f"><div class="t m0 x4d h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik bieżące<span class="_ _0"></span>j płynności<span class="ff1"> </span></div></div><div class="c xba y34a w3b h2f"><div class="t m0 x52 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">4,23 </div></div><div class="c x4b y34a w3c h2f"><div class="t m0 x63 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">7,04 </div></div><div class="c x6 y254 w3a h27"><div class="t m0 x4d h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _0"></span>i szybkiej<span class="ff1"> </span></div></div><div class="c xba y254 w3b h27"><div class="t m0 x52 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0,66 </div></div><div class="c x4b y254 w3c h27"><div class="t m0 x63 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">2,02 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 hc y34b ff1 fs3 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h11 y34c ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik bieżące<span class="_ _0"></span>j płynności –<span class="_ _0"></span><span class="ff1"> <span class="ff4">stosunek akt<span class="_ _0"></span>ywów obrotowych <span class="_ _0"></span>do zobowiązań kró<span class="_ _0"></span>tkoterminowyc<span class="_ _0"></span>h <span class="ff1"> </span></span></span></div><div class="t m0 x64 h11 y3a ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik płynnośc<span class="_ _0"></span>i szybkiej –<span class="_ _0"></span><span class="ff1"> <span class="ff4">stosunek aktywó<span class="_ _0"></span>w obrotowych po<span class="_ _0"></span>mniejszonych o zapasy do zobo<span class="_ _0"></span>wiązań krótk<span class="_ _0"></span>oterminowych <span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y34d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w0 h0" ><div class="pc pc16 w0 h0"><img class="bi x2 y34e w3 h52" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">22<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Wartość wskaźnika płyn<span class="_ _2"></span>ności bieżącej spadła<span class="ff1"> do poziomu 4,<span class="_ _2"></span>23 </span>na dzień 31 grudnia 202<span class="ff1">4 </span>r. w stosunku do wartości <span class="ff1">7,04<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 gru<span class="_ _2"></span>dnia <span class="_ _2"></span>202<span class="ff1">3 <span class="_ _2"></span><span class="lsd">r. <span class="_ _2"></span></span></span>Niższy<span class="ff1"> <span class="_ _2"></span></span>p<span class="_ _2"></span>oziom wartoś<span class="_ _2"></span>ci wska<span class="_ _2"></span>źnika <span class="_ _2"></span>bieżącej p<span class="_ _2"></span>łynności <span class="_ _2"></span>wskazuje <span class="_ _2"></span>zatem <span class="_ _2"></span>na <span class="_ _e"></span>wyższą<span class="_ _2"></span><span class="ff1"> </span>dy<span class="_ _2"></span>namikę </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">wzrostu zobo<span class="_ _2"></span>wiązań względem dynamiki wzros<span class="_ _2"></span>tu majątku obroto<span class="_ _2"></span>wego.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1d3 ff4 fs3 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _2"></span>płynności <span class="_ _2"></span>szyb<span class="_ _2"></span>kiej na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2024 <span class="_ _2"></span>r. wy<span class="_ _2"></span>niósł <span class="_ _2"></span>0,66 <span class="_ _2"></span>w p<span class="_ _2"></span>orównaniu <span class="_ _2"></span>do <span class="_ _2"></span>2,02 na <span class="_ _2"></span>dzień <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>2023 </div><div class="t m0 x6 hc y1d4 ff4 fs3 fc0 sc0 ls0 ws0">r. <span class="_ _e"></span>Spadek <span class="_ _e"></span>tego <span class="_ _e"></span>wskaźn<span class="_ _2"></span>ika <span class="_ _e"></span>wynika <span class="_ _e"></span>głównie <span class="_ _e"></span>z <span class="_ _4"></span>wysokiego <span class="_ _e"></span>poz<span class="_ _2"></span>iomu <span class="_ _2"></span>za<span class="_ _2"></span>pasów, <span class="_ _e"></span>który <span class="_ _e"></span>zos<span class="_ _2"></span>tał <span class="_ _e"></span>utrzymany <span class="_ _e"></span>w <span class="_ _e"></span>celu <span class="_ _e"></span>zapewnienia<span class="_ _2"></span> </div><div class="t m0 x6 hc y1d5 ff4 fs3 fc0 sc0 ls0 ws0">maksymalnej <span class="_ _21"> </span>dostępności <span class="_ _21"> </span>towaró<span class="_ _2"></span>w <span class="_ _1c"> </span>dla <span class="_ _21"> </span>klientów<span class="ff1 ls10">. <span class="_ _21"> </span><span class="ls0"> <span class="_ _21"> </span></span></span>Pomimo <span class="_ _1c"> </span>ob<span class="_ _2"></span>niżenia <span class="_ _21"> </span>wskaźników <span class="_ _21"> </span>płynnoś<span class="_ _2"></span>ci, <span class="_ _1c"> </span>Spółka<span class="_ _2"></span> <span class="_ _1c"> </span>posiada </div><div class="t m0 x6 hc y1d6 ff4 fs3 fc0 sc0 ls0 ws0">wystarczające zas<span class="_ _2"></span>oby do regulowania bieżących zo<span class="_ _2"></span>bowiązań.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y34f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y200 ff3 fs3 fc0 sc0 ls0 ws0">Struktura aktywó<span class="_ _2"></span>w TOYA S.A. (w tys. zł)<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y350 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y351 w3a h53"><div class="t m0 x4d h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xba y351 w3d h53"><div class="t m0 x7 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xbd y351 w3e h53"><div class="t m0 xad hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y352 w3a h2f"><div class="t m0 x4d hf y248 ff3 fs7 fc0 sc0 ls0 ws0">Aktywa trwałe<span class="ff2">, w t<span class="_ _0"></span>ym: </span></div></div><div class="c xba y352 w3d h2f"><div class="t m0 x3d hf y248 ff2 fs7 fc0 sc0 ls0 ws0">113 608 </div></div><div class="c xbd y352 w3e h2f"><div class="t m0 x50 hf y248 ff2 fs7 fc0 sc0 ls0 ws0">114 438 </div></div><div class="c x6 y353 w3a h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe<span class="ff1"> </span></div></div><div class="c xba y353 w3d h27"><div class="t m0 x4f h11 y239 ff1 fs7 fc0 sc0 lse ws0">21 033<span class="ls0"> </span></div></div><div class="c xbd y353 w3e h27"><div class="t m0 x3e h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">18 302 </div></div><div class="c x6 y354 w3a h3a"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wartości n<span class="_ _0"></span>iematerialne<span class="ff1"> </span></div></div><div class="c xba y354 w3d h3a"><div class="t m0 xf h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">3 241 </div></div><div class="c xbd y354 w3e h3a"><div class="t m0 xbc h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">3 600 </div></div><div class="c x6 y355 w3a h54"><div class="t m0 x4d h11 y23c ff4 fs7 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania<span class="ff1"> </span></div></div><div class="c xba y355 w3d h54"><div class="t m0 x4f h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">16 100 </div></div><div class="c xbd y355 w3e h54"><div class="t m0 x3e h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">19 848 </div></div><div class="c x6 y356 w3a h54"><div class="t m0 x4d h11 y23c ff4 fs7 fc0 sc0 ls0 ws0">Inwestycje w j<span class="_ _0"></span>ednostkach zależny<span class="_ _0"></span>ch<span class="ff1"> </span></div></div><div class="c xba y356 w3d h54"><div class="t m0 x4f h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">70 803 </div></div><div class="c xbd y356 w3e h54"><div class="t m0 x3e h11 y23c ff1 fs7 fc0 sc0 ls0 ws0">70 803 </div></div><div class="c x6 y357 w3a h55"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xba y357 w3d h55"><div class="t m0 x3f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y357 w3e h55"><div class="t m0 x90 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y358 w3a h27"><div class="t m0 x4d hf y239 ff2 fs7 fc0 sc0 ls0 ws0">Aktywa obrotowe, w t<span class="_ _0"></span>ym: </div></div><div class="c xba y358 w3d h27"><div class="t m0 x3d hf y239 ff2 fs7 fc0 sc0 ls0 ws0">388 774 </div></div><div class="c xbd y358 w3e h27"><div class="t m0 x50 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">286 852 </div></div><div class="c x6 y359 w3a h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Zapasy </div></div><div class="c xba y359 w3d h27"><div class="t m0 x3d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">328 095 </div></div><div class="c xbd y359 w3e h27"><div class="t m0 x50 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">204 455 </div></div><div class="c x6 y35a w3a h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należnośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c xba y35a w3d h27"><div class="t m0 x4f h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">52 968 </div></div><div class="c xbd y35a w3e h27"><div class="t m0 x3e h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">33 290 </div></div><div class="c x6 y35b w3a h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty<span class="ff1"> </span></div></div><div class="c xba y35b w3d h27"><div class="t m0 xf h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">7 711 </div></div><div class="c xbd y35b w3e h27"><div class="t m0 x3e h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">49 107 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hf y35c ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hf y35d ff3 fs7 fc0 sc0 ls0 ws0">Struktura % aktyw<span class="_ _0"></span>ów TOYA S.A.<span class="ff2"> </span></div></div><div class="c x6 y35e w37 h3b"><div class="t m0 x4d h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xba y35e we h3b"><div class="t m0 x7 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xbd y35e w3e h3b"><div class="t m0 xad hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y35f w37 h2f"><div class="t m0 x4d h11 y237 ff4 fs7 fc0 sc0 ls0 ws0">Aktywa tr<span class="_ _0"></span>wałe / Aktywa<span class="ff1"> </span></div></div><div class="c xba y35f we h2f"><div class="t m0 x63 h11 y237 ff1 fs7 fc0 sc0 lse ws0">23%<span class="ls0"> </span></div></div><div class="c xbd y35f w3e h2f"><div class="t m0 x75 h11 y237 ff1 fs7 fc0 sc0 lse ws0">29%<span class="ls0"> </span></div></div><div class="c x6 y360 w37 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rzeczowe akty<span class="_ _0"></span>wa trwałe / Aktywa<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xba y360 we h27"><div class="t m0 x86 h11 y239 ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c xbd y360 w3e h27"><div class="t m0 x34 h11 y239 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y361 w37 h3a"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wartości <span class="ff1">ni<span class="_ _0"></span>ematerialne / Akt<span class="_ _0"></span>ywa </span></div></div><div class="c xba y361 we h3a"><div class="t m0 x86 h11 y239 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xbd y361 w3e h3a"><div class="t m0 x34 h11 y239 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y362 w37 h35"><div class="t m0 x4d h11 y24c ff4 fs7 fc0 sc0 ls0 ws0">Aktywa z tyt<span class="_ _0"></span>ułu prawa do użytk<span class="_ _0"></span>owania / Aktywa<span class="ff1"> </span></div></div><div class="c xba y362 we h35"><div class="t m0 x86 h11 y24c ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xbd y362 w3e h35"><div class="t m0 x34 h11 y24c ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y29b w37 h35"><div class="t m0 x4d h11 y24c ff4 fs7 fc0 sc0 ls0 ws0">Inwestycje w j<span class="_ _0"></span>ednostkach zależny<span class="_ _0"></span>ch / Aktywa<span class="ff1"> </span></div></div><div class="c xba y29b we h35"><div class="t m0 x63 h11 y24c ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c xbd y29b w3e h35"><div class="t m0 x75 h11 y24c ff1 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c x6 y363 w37 h55"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xba y363 we h55"><div class="t m0 x3f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y363 w3e h55"><div class="t m0 x90 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y29c w37 h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Aktywa obr<span class="_ _0"></span>otowe / Akty<span class="_ _0"></span>wa </div></div><div class="c xba y29c we h27"><div class="t m0 x63 h11 y239 ff1 fs7 fc0 sc0 lse ws0">77%<span class="ls0"> </span></div></div><div class="c xbd y29c w3e h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">71%<span class="ls0"> </span></div></div><div class="c x6 y364 w37 h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Zapasy / Akty<span class="_ _0"></span>wa </div></div><div class="c xba y364 we h27"><div class="t m0 x63 h11 y239 ff1 fs7 fc0 sc0 lse ws0">65%<span class="ls0"> </span></div></div><div class="c xbd y364 w3e h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">51%<span class="ls0"> </span></div></div><div class="c x6 y365 w37 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Należności z t<span class="_ _0"></span>ytułu dostaw i<span class="_ _0"></span> usług oraz pozostałe należności<span class="_ _0"></span> / Aktywa<span class="ff1"> </span></div></div><div class="c xba y365 we h27"><div class="t m0 x63 h11 y23f ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xbd y365 w3e h27"><div class="t m0 x34 h11 y23f ff1 fs7 fc0 sc0 lse ws0">8%<span class="ls0"> </span></div></div><div class="c x6 y366 w37 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Środki pi<span class="_ _0"></span>eniężne i ich ekwi<span class="_ _0"></span>walenty / Aktywa<span class="ff1"> </span></div></div><div class="c xba y366 we h27"><div class="t m0 x86 h11 y23f ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xbd y366 w3e h27"><div class="t m0 x75 h11 y23f ff1 fs7 fc0 sc0 lse ws0">12%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y367 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y368 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y369 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36a ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36b ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36c ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36d ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y17b ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36e ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y36f ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y370 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h11 y371 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x2 y372 w3 h56" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">23<span class="ls0"> </span></div><div class="t m0 x6 hf y373 ff3 fs7 fc0 sc0 ls0 ws0">Struktura pasywów TO<span class="_ _0"></span>YA S.A. (w ty<span class="_ _0"></span>s. zł)<span class="ff2"> </span></div></div><div class="c x6 y374 w3f h3f"><div class="t m0 x4d h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xbe y374 w40 h3f"><div class="t m0 x1d hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c x1c y374 w41 h3f"><div class="t m0 xaa hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y375 w3f h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Kapitał własny <span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c xbe y375 w40 h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">400 073 </div></div><div class="c x1c y375 w41 h2f"><div class="t m0 x64 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">344 405 </div></div><div class="c x6 y376 w3f h57"><div class="t m0 x4d h11 y377 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe<span class="ff1"> </span></div></div><div class="c xbe y376 w40 h57"><div class="t m0 xb h11 y377 ff1 fs7 fc0 sc0 ls0 ws0">10 425 </div></div><div class="c x1c y376 w41 h57"><div class="t m0 xd h11 y377 ff1 fs7 fc0 sc0 ls0 ws0">16 122 </div></div><div class="c x6 y378 w3f h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe<span class="ff1">, w tym: </span></div></div><div class="c xbe y378 w40 h27"><div class="t m0 xb h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">91 884 </div></div><div class="c x1c y378 w41 h27"><div class="t m0 xd h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">40 763 </div></div><div class="c x6 y379 w3f h57"><div class="t m0 x16 h30 y37a ff1 fsf fc0 sc0 ls0 ws0">                    <span class="ff4">Zobow<span class="_ _2"></span>iązania z tytułu dostaw i u<span class="_ _2"></span>sług oraz pozostałe zobow<span class="_ _2"></span>iązania krótkoterminowe<span class="_ _2"></span></span> </div></div><div class="c xbe y379 w40 h57"><div class="t m0 x64 h30 y37a ff1 fsf fc0 sc0 ls0 ws0">71 005 </div></div><div class="c x1c y379 w41 h57"><div class="t m0 xf h30 y37a ff1 fsf fc0 sc0 ls0 ws0">25 026 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hf y37b ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hf y37c ff3 fs7 fc0 sc0 ls0 ws0">Struktura % pas<span class="_ _0"></span>ywów TOYA S.A.<span class="ff2"> </span></div></div><div class="c x6 y37d w37 h2f"><div class="t m0 x4d h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xba y37d we h2f"><div class="t m0 x7 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xbd y37d w3e h2f"><div class="t m0 xad hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y37e w37 h58"><div class="t m0 x4d h11 y261 ff4 fs7 fc0 sc0 ls0 ws0">Kapitał własny / <span class="_ _0"></span>Pasywa<span class="ff1"> </span></div></div><div class="c xba y37e we h58"><div class="t m0 x63 h11 y261 ff1 fs7 fc0 sc0 lse ws0">80%<span class="ls0"> </span></div></div><div class="c xbd y37e w3e h58"><div class="t m0 x75 h11 y261 ff1 fs7 fc0 sc0 lse ws0">86%<span class="ls0"> </span></div></div><div class="c x6 y37f w37 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Pasywa<span class="ff1"> </span></div></div><div class="c xba y37f we h27"><div class="t m0 x63 h11 y239 ff1 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c xbd y37f w3e h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c x6 y380 w37 h3a"><div class="t m0 x4d h11 y381 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Pasy<span class="_ _0"></span>wa<span class="ff1"> </span></div></div><div class="c xba y380 we h3a"><div class="t m0 x86 h11 y381 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xbd y380 w3e h3a"><div class="t m0 x34 h11 y381 ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c x6 y332 w37 h41"><div class="t m0 x4d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xba y332 we h41"><div class="t m0 x3f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y332 w3e h41"><div class="t m0 x90 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 y382 w37 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowe / Zobowiązania<span class="ff1"> </span></div></div><div class="c xba y382 we h27"><div class="t m0 x63 h11 y239 ff1 fs7 fc0 sc0 lse ws0">90%<span class="ls0"> </span></div></div><div class="c xbd y382 w3e h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">72%<span class="ls0"> </span></div></div><div class="c x6 y383 w37 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania długot<span class="_ _0"></span>erminowe / Zo<span class="_ _0"></span>bowiązania<span class="ff1"> </span></div></div><div class="c xba y383 we h27"><div class="t m0 x63 h11 y23f ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xbd y383 w3e h27"><div class="t m0 x75 h11 y23f ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y384 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y385 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki rento<span class="_ _2"></span>wności kapitału <span class="_ _2"></span>własnego, aktywów oraz aktywów o<span class="_ _2"></span>brotowych TOYA S.A.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y386 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y387 w42 h2f"><div class="t m0 x4d hf y1a7 ff1 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff1"> </span></span></div></div><div class="c x49 y387 w43 h2f"><div class="t m0 xac hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xbd y387 w3e h2f"><div class="t m0 x86 hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y388 w42 h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów ROA<span class="ff1"> </span></div></div><div class="c x49 y388 w43 h2f"><div class="t m0 xd h11 y248 ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xbd y388 w3e h2f"><div class="t m0 x75 h11 y248 ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c x6 y389 w42 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> kapitału własnego RO<span class="_ _0"></span>E<span class="ff1"> </span></div></div><div class="c x49 y389 w43 h27"><div class="t m0 xd h11 y239 ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c xbd y389 w3e h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">15%<span class="ls0"> </span></div></div><div class="c x6 y38a w42 h27"><div class="t m0 x4d h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">Rentowność<span class="_ _0"></span> aktywów obrot<span class="_ _0"></span>owych<span class="ff1"> </span></div></div><div class="c x49 y38a w43 h27"><div class="t m0 xd h11 y23f ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c xbd y38a w3e h27"><div class="t m0 x75 h11 y23f ff1 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 hc y33b ff1 fs3 fc0 sc0 ls0 ws0">Legenda:  </div><div class="t m0 x64 h11 y38b ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik rent<span class="_ _0"></span>owności akty<span class="_ _0"></span>wów ROA –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek zysku netto do<span class="_ _0"></span> sumy aktywów na ko<span class="_ _0"></span>niec okresu <span class="ff1"> </span></div><div class="t m0 x64 h11 y38c ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik akt<span class="_ _0"></span>ywności kapit<span class="_ _0"></span>ału własnego ROE –<span class="ff1"> </span>stosune<span class="_ _0"></span>k zysku netto<span class="_ _0"></span> do kapitału własnego na ko<span class="_ _0"></span>niec okr<span class="_ _0"></span>esu<span class="ff1"> </span></div><div class="t m0 x64 h11 y38d ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik rent<span class="_ _0"></span>owność aktywów o<span class="_ _0"></span>brotowych <span class="ff1">- stosune<span class="_ _0"></span>k zysku <span class="ff4">netto<span class="_ _0"></span> do aktywów obroto<span class="_ _0"></span>wych na koniec okr<span class="_ _0"></span>esu<span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y38e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y38f ff4 fs3 fc0 sc0 ls0 ws0">Rzeczowe <span class="_ _13"> </span>aktywa <span class="_ _13"> </span>trwałe <span class="_ _8"> </span>TOYA <span class="_ _13"> </span>S.A., <span class="_ _13"> </span>na <span class="_ _13"> </span>dzień <span class="_ _13"> </span>3<span class="_ _2"></span>1 <span class="_ _7"> </span>grudn<span class="_ _2"></span>ia <span class="_ _7"> </span>202<span class="_ _2"></span><span class="ff1">4 <span class="_ _13"> </span></span>r., <span class="_ _13"> </span>stan<span class="_ _2"></span>owią <span class="_ _13"> </span><span class="ff1">4</span>% <span class="_ _7"> </span>s<span class="_ _2"></span>umy <span class="_ _13"> </span>aktywów <span class="_ _13"> </span>zaan<span class="_ _2"></span>gażowanych <span class="_ _13"> </span>w </div><div class="t m0 x6 hc y390 ff4 fs3 fc0 sc0 ls0 ws0">działalność <span class="_ _2a"> </span>Spółki. <span class="_ _2a"> </span>Na <span class="_ _2a"> </span>r<span class="_ _0"></span>zeczowe <span class="_ _2a"> </span>aktywa <span class="_ _2a"> </span>trwałe <span class="_ _33"> </span>składają <span class="_ _33"> </span>się <span class="_ _2a"> </span>w <span class="_ _33"> </span>głównej <span class="_ _33"> </span>mierz<span class="_ _2"></span>e <span class="_ _33"> </span>grunty, <span class="_ _2a"> </span>budynki <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y391 ff4 fs3 fc0 sc0 ls0 ws0">i budowle niezbędne do p<span class="_ _2"></span>rowadzenia przez TOYA S.A. d<span class="_ _2"></span>ziałalności han<span class="_ _2"></span>dlowej. W analizowanym okresie nie zaszł<span class="_ _2"></span>y w ich </div><div class="t m0 x6 hc y392 ff1 fs3 fc0 sc0 ls0 ws0">strukturze is<span class="_ _2"></span>totne zmiany. </div><div class="t m0 x6 hc y393 ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>31 <span class="_ _13"> </span>grudnia <span class="_ _13"> </span>2024 <span class="_ _7"> </span><span class="ff4">r. <span class="_ _13"> </span>aktyw<span class="_ _2"></span>a <span class="_ _7"> </span>z <span class="_ _13"> </span>tytułu <span class="_ _13"> </span>praw <span class="_ _7"> </span>d<span class="_ _2"></span>o <span class="_ _7"></span>użytkowania <span class="_ _13"> </span>stanowiły<span class="_ _2"></span> <span class="_ _13"> </span></span>3% <span class="_ _7"> </span>s<span class="_ _2"></span>umy <span class="_ _7"> </span>bilans<span class="_ _2"></span>owej, <span class="_ _7"></span>co <span class="_ _7"> </span>s<span class="_ _2"></span>tanowi <span class="_ _13"> </span>spadek <span class="_ _13"> </span><span class="lsc">w </span></div><div class="t m0 x6 hc y394 ff1 fs3 fc0 sc0 ls0 ws0">stosunku <span class="_ _0"></span>do <span class="_ _9"></span>31 <span class="_ _0"></span>grudnia <span class="ls7">202</span>3 <span class="_ _9"></span><span class="ff4">o <span class="_ _0"></span>2 <span class="_ _9"></span>pun<span class="_ _2"></span>kty <span class="_ _9"></span>procentowe. <span class="_ _0"></span>Na <span class="_ _0"></span>pozycję <span class="_ _9"></span>tę <span class="_ _0"></span>składają <span class="_ _0"></span>się <span class="_ _9"></span>głównie <span class="_ _0"></span>prawo <span class="_ _0"></span>wieczystego <span class="_ _0"></span>użytkowania </span></div><div class="t m0 x6 hc y395 ff4 fs3 fc0 sc0 ls0 ws0">gruntów, <span class="_ _4"></span>wynajmowana <span class="_ _4"></span>powierzchnia <span class="_ _4"></span>biurowa <span class="_ _4"></span>i <span class="_ _4"></span>magazynowa <span class="_ _4"></span>oraz <span class="_ _4"></span>samochody<span class="_ _2"></span>, <span class="_ _e"></span>wózki <span class="_ _4"></span>widłowe <span class="_ _4"></span>i <span class="_ _e"></span>s<span class="_ _2"></span>erwery <span class="_ _e"></span>w <span class="_ _4"></span>leasingu. </div><div class="t m0 x6 hc y396 ff4 fs3 fc0 sc0 ls0 ws0">Główną przyczyn<span class="_ _2"></span>ą <span class="ff1">spadku<span class="_ _2"></span> </span>zarówno wartości jak i udział<span class="_ _2"></span>u sumie bilansowej tej pozycji był<span class="_ _2"></span>o <span class="_ _2"></span><span class="ff1">umorzenie. </span></div><div class="t m0 x6 hc y397 ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _1b"> </span>dzień <span class="_ _1b"> </span>31 <span class="_ _1b"> </span>grud<span class="_ _2"></span>nia <span class="_ _1b"> </span>202<span class="ff1">4 <span class="_ _5"> </span></span>r. <span class="_ _1b"> </span>n<span class="_ _2"></span>a <span class="_ _1b"> </span>inwestycje <span class="_ _1b"> </span>w <span class="_ _1b"> </span>j<span class="_ _2"></span>ednostkach <span class="_ _1b"> </span>za<span class="_ _2"></span>leżnych <span class="_ _1b"> </span>składaj<span class="_ _2"></span>ą <span class="_ _1b"> </span>się <span class="_ _1b"> </span>udziały <span class="_ _5"> </span>w  Toy<span class="_ _2"></span>a  Ro<span class="_ _2"></span>mania <span class="_ _1b"> </span>S.A.  <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y398 ff4 fs3 fc0 sc0 ls0 ws0">w kwocie 1 885<span class="_ _2"></span> tys. zł, Yato T<span class="_ _2"></span>ools (Shanghai) Co<span class="_ _2"></span>. Ltd. w kw<span class="_ _2"></span>ocie 20 746 tys<span class="_ _2"></span>. zł oraz Yato To<span class="_ _2"></span>ols (Jiaxing) Co. Ltd. <span class="_ _2"></span>w kwocie </div><div class="t m0 x6 hc y399 ff1 fs3 fc0 sc0 ls7 ws0">48<span class="ls0"> <span class="ff4">172 tys. zł<span class="_ _2"></span>. W bieżącym roku nie zas<span class="_ _2"></span>zły zmiany w strukt<span class="_ _2"></span>urze jednostek zależnych. <span class="_ _2"></span></span> </span></div><div class="t m0 x6 hc y39a ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _33"> </span>strukturze <span class="_ _33"> </span>ak<span class="_ _2"></span>tywów <span class="_ _33"> </span>obrotowych <span class="_ _33"> </span>wyko<span class="_ _2"></span>rzystywanych <span class="_ _33"> </span>w <span class="_ _33"> </span>działalno<span class="_ _2"></span>ści <span class="_ _33"> </span>TOYA <span class="_ _33"> </span>S.A., <span class="_ _33"> </span>które <span class="_ _33"> </span>na <span class="_ _33"> </span>dzień<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y39b ff1 fs3 fc0 sc0 ls0 ws0">31 grudnia <span class="_ _2"></span>2024 <span class="_ _2"></span><span class="ff4">r. sta<span class="_ _2"></span>nowią 7<span class="_ _2"></span></span>7<span class="ff4">% sumy <span class="_ _2"></span>aktywów, prz<span class="_ _2"></span>eważają <span class="_ _2"></span>zapasy <span class="_ _2"></span>i należn<span class="_ _2"></span>ości z <span class="_ _2"></span>tytułu do<span class="_ _2"></span>staw i <span class="_ _2"></span>usług o<span class="_ _2"></span>raz pozos<span class="_ _2"></span>tałe </span></div><div class="t m0 x6 hc y39c ff4 fs3 fc0 sc0 ls0 ws0">należności, co <span class="_ _9"></span>jest charakterystyczne <span class="_ _0"></span>dla <span class="_ _0"></span>prowadzonej <span class="_ _0"></span>przez <span class="_ _0"></span>TOYA <span class="_ _0"></span>S.A. <span class="_ _9"></span>d<span class="_ _2"></span>ziałalności go<span class="_ _0"></span>spodarczej. <span class="_ _0"></span>Obie <span class="_ _0"></span>te <span class="_ _0"></span>pozycje łącznie<span class="_ _0"></span> </div><div class="t m0 x6 hc y39d ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _7"></span>dzień <span class="_ _7"> </span>31 <span class="_ _7"></span>grudnia <span class="_ _13"> </span>202<span class="ff1">4 <span class="_ _7"></span></span>r. <span class="_ _13"> </span>stanowią <span class="_ _7"> </span><span class="ff1 ls7">98</span>% <span class="_ _7"> </span>s<span class="_ _2"></span>umy <span class="_ _7"></span>aktywów <span class="_ _7"></span>obrotowych <span class="_ _7"> </span>(<span class="_ _2"></span><span class="ff1 ls7">83</span>% <span class="_ _7"></span>na <span class="_ _7"> </span>dzień <span class="_ _7"> </span>31 <span class="_ _7"> </span>gru<span class="_ _2"></span>dnia <span class="_ _7"></span>202<span class="ff1">3 <span class="_ _7"> </span></span>r.). <span class="_ _13"> </span>Główną </div><div class="t m0 x6 hc y39e ff4 fs3 fc0 sc0 ls0 ws0">przyczyną <span class="_ _5"> </span><span class="ff1">wzrostu <span class="_ _5"> </span></span>udziału <span class="_ _1b"> </span>tych <span class="_ _1b"> </span>pozycji <span class="_ _1b"> </span>w <span class="_ _5"> </span>akty<span class="_ _2"></span>wach  o<span class="_ _2"></span>brotowych <span class="_ _1b"> </span>był <span class="_ _5"> </span><span class="ff1">spad<span class="_ _2"></span>ek <span class="_ _1b"> </span>udzia</span><span class="ls16">łu</span><span class="ff1">  </span>ś<span class="_ _2"></span>rodków <span class="_ _1b"> </span>pieniężnych, <span class="_ _1b"> </span>kt<span class="_ _2"></span>óre <span class="ff1"> </span></div><div class="t m0 x6 hc y39f ff1 fs3 fc0 sc0 ls0 ws0">na 31 grudnia 202<span class="_ _2"></span>4 <span class="ff4">stanowią 2% sumy a<span class="_ _2"></span>ktywów</span> (12% na <span class="_ _2"></span>31 grudnia 2023 r.)<span class="_ _2"></span>.    </div><div class="t m0 x6 hc y3a0 ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _1b"> </span>S.A. <span class="_ _1b"> </span>sprawnie <span class="_ _1b"> </span><span class="ff4">za<span class="_ _2"></span>rządza <span class="_ _1b"> </span>gospodarką <span class="_ _1b"> </span>magazyn<span class="_ _2"></span>ową  dos<span class="_ _2"></span>tosowując  p<span class="_ _2"></span>oziomy <span class="_ _1b"> </span>magazynowe <span class="_ _1b"> </span>do <span class="_ _1b"> </span>zap<span class="_ _2"></span>otrzebowania </span></div><div class="t m0 x6 hc y3a1 ff4 fs3 fc0 sc0 ls0 ws0">odbiorców. <span class="_ _1b"> </span>Dążąc  d<span class="_ _2"></span>o <span class="_ _1b"> </span>zapewnienia <span class="_ _1b"> </span>bardzo <span class="_ _1b"> </span>wysokiej <span class="_ _1b"> </span>dostępności <span class="_ _1b"> </span>towarów <span class="_ _1b"> </span>dl<span class="_ _2"></span><span class="ff1">a  </span>klien<span class="_ _2"></span>tów,  co <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>pos<span class="_ _2"></span>trzegane  jako<span class="_ _2"></span> </div><div class="t m0 x6 hc y3a2 ff1 fs3 fc0 sc0 ls0 ws0">przewaga konkurencyjn<span class="_ _2"></span>a<span class="ff4">, sp<span class="_ _2"></span>ółka zwiększyła</span> <span class="ff4">p<span class="_ _2"></span>oziom zapasów, których udział<span class="_ _2"></span> w sumie bilansowej</span> <span class="_ _2"></span><span class="ff4">wzrósł</span> <span class="ls25">z 5</span>1% do <span class="ls7">65<span class="lsc">%.<span class="_ _2"></span></span></span> </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x2 y3a3 w3 h59" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">24<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki struktur<span class="_ _2"></span>y kapitału i zadłużenia TOYA S.A.<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x6 y3a4 w42 h43"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x49 y3a4 w43 h43"><div class="t m0 xc0 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 </div></div><div class="c xbd y3a4 w44 h43"><div class="t m0 xad hf y89 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x6 y3a5 w42 h2f"><div class="t m0 x4d h11 y237 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia<span class="ff1"> </span></div></div><div class="c x49 y3a5 w43 h2f"><div class="t m0 xd h11 y237 ff1 fs7 fc0 sc0 lse ws0">20%<span class="ls0"> </span></div></div><div class="c xbd y3a5 w44 h2f"><div class="t m0 x75 h11 y237 ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c x6 y3a6 w42 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go<span class="ff1"> </span></div></div><div class="c x49 y3a6 w43 h27"><div class="t m0 xd h11 y239 ff1 fs7 fc0 sc0 lse ws0">26%<span class="ls0"> </span></div></div><div class="c xbd y3a6 w44 h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">17%<span class="ls0"> </span></div></div><div class="c x6 y3a7 w42 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długotermino<span class="_ _0"></span>wego<span class="ff1"> </span></div></div><div class="c x49 y3a7 w43 h27"><div class="t m0 x2c h11 y239 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xbd y3a7 w44 h27"><div class="t m0 x34 h11 y239 ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c x6 y1d6 w42 h27"><div class="t m0 x4d h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego<span class="ff1"> </span></div></div><div class="c x49 y1d6 w43 h27"><div class="t m0 xd h11 y239 ff1 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c xbd y1d6 w44 h27"><div class="t m0 x75 h11 y239 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c x6 y3a8 w42 h44"><div class="t m0 x4d h11 y285 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym<span class="ff1"> </span></div><div class="t m0 x16 h11 y3a9 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">i zobowiązaniami dłu<span class="_ _0"></span>goterminowy<span class="_ _0"></span>mi<span class="ff1"> </span></span></div></div><div class="c x49 y3a8 w43 h44"><div class="t m0 x64 h11 y3aa ff1 fs7 fc0 sc0 lse ws0">361%<span class="ls0"> </span></div></div><div class="c xbd y3a8 w44 h44"><div class="t m0 xbc h11 y3aa ff1 fs7 fc0 sc0 lse ws0">315%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 hc y3ab ff1 fs3 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h11 y3ac ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik ogólne<span class="_ _0"></span>go zadłużenia –<span class="ff1"> </span>sto<span class="_ _0"></span>sunek zobowiązań d<span class="_ _0"></span>ługo<span class="ff1">-</span>i krótko<span class="_ _0"></span>terminowych do p<span class="_ _0"></span>asywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y3ad ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a kapitału własne<span class="_ _0"></span>go –<span class="ff1"> </span>stosune<span class="_ _0"></span>k zobowiązań długo<span class="ff1">-</span>i krót<span class="_ _0"></span>koterminowych <span class="_ _0"></span>do kapitału własneg<span class="_ _0"></span>o<span class="ff1"> </span></div><div class="t m0 x64 h11 y3ae ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a długoter<span class="_ _0"></span>minowego –<span class="ff1"> </span>stosunek<span class="_ _0"></span> zobowiązań długoterm<span class="_ _0"></span>inowych do<span class="_ _0"></span> pasywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y3af ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik zadłużeni<span class="_ _0"></span>a krótk<span class="_ _0"></span>oterminowego –<span class="ff1"> </span>stosu<span class="_ _0"></span>nek zobowiązań kr<span class="_ _0"></span>ótkoterminowych do pas<span class="_ _0"></span>ywów ogółem <span class="ff1"> </span></div><div class="t m0 x64 h11 y3b0 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik pok<span class="_ _0"></span>rycia aktywów t<span class="_ _0"></span>rwałych kapi<span class="_ _0"></span>tałem własnym i zobowi<span class="_ _0"></span>ązaniami d<span class="_ _0"></span>ługoterminowymi –<span class="ff1"> stosu<span class="_ _0"></span>nek sumy <span class="ff4">kapi<span class="_ _0"></span>tału własnego i zobowią<span class="_ _0"></span>zań </span></span></div><div class="t m0 x64 h11 y3b1 ff4 fs7 fc0 sc0 ls0 ws0">długoterminowyc<span class="_ _0"></span>h do aktywó<span class="_ _0"></span>w trwałych<span class="ff1"> </span></div><div class="t m0 x6 hc y3b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3b3 ff4 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grud<span class="_ _2"></span>nia 202<span class="ff1">4 </span>r. gł<span class="_ _2"></span>ówną pozycję kapita<span class="_ _2"></span>łu własnego TOYA S.A. stano<span class="_ _2"></span>wiły zyski zatrzy<span class="_ _2"></span>mane w kwocie <span class="_ _2"></span><span class="ff1">356 652<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y3b4 ff4 fs3 fc0 sc0 ls0 ws0">tys. zł. Kap<span class="_ _2"></span>itał podstawowy Spółki na <span class="_ _2"></span>dzień 31 grudnia 2023 r. wyno<span class="_ _2"></span>sił 7<span class="_ _2"></span><span class="ff1"> </span>504 tys. <span class="_ _2"></span>zł. <span class="ff1"> </span></div><div class="t m0 x6 hc y3b5 ff4 fs3 fc0 sc0 ls0 ws0">Głównymi źródłami finans<span class="_ _2"></span>owania działalności op<span class="_ _2"></span>eracyjnej, a w szczególności aktywów ob<span class="_ _2"></span>rotowych, jest kapitał włas<span class="_ _2"></span>ny, </div><div class="t m0 x6 hc y3b6 ff4 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _2"></span>również <span class="_ _2"></span>finans<span class="_ _2"></span>owanie <span class="_ _2"></span>krótkoterminowe <span class="_ _e"></span><span class="ff1">- <span class="_ _2"></span></span>głównie <span class="_ _2"></span>kred<span class="_ _2"></span>yty <span class="_ _2"></span>bankowe. <span class="_ _2"></span>Na <span class="_ _e"></span>dzień <span class="_ _2"></span>31 <span class="_ _2"></span>grudnia <span class="_ _2"></span>202<span class="_ _2"></span><span class="ff1">4 <span class="_ _2"></span>r. <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _e"></span>w <span class="_ _2"></span>80<span class="ls26">% </span></span></div><div class="t m0 x6 hc y3b7 ff4 fs3 fc0 sc0 ls0 ws0">finansowała d<span class="_ _2"></span>ziałalność kapitałem własnym (<span class="_ _2"></span><span class="ff1 ls7">86<span class="ls0">% na 31 grudnia 202<span class="_ _2"></span>3 </span></span>r.). Spółka na ten dzień nie posiadała za<span class="_ _2"></span>dłużenia z </div><div class="t m0 x6 hc y3b8 ff4 fs3 fc0 sc0 ls0 ws0">tytułu<span class="_ _2"></span><span class="ff1"> <span class="_ _9"></span><span class="ff4">kredytó<span class="_ _2"></span>w <span class="_ _9"></span>bankowych<span class="ff1 ls10">. </span>Wskaźnik <span class="_ _9"></span>zad<span class="_ _2"></span>łużenia <span class="_ _9"></span>dł<span class="_ _2"></span>ugoterminowego <span class="_ _9"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _9"></span>grudn<span class="_ _2"></span>ia <span class="_ _0"></span>202<span class="ff1">4 <span class="_ _0"></span>r. <span class="_ _0"></span>wynosi <span class="_ _0"></span>2<span class="lsc">%.</span> <span class="_ _0"></span><span class="ff4">Zadłużenie </span></span></span></span></div><div class="t m0 x6 hc y3b9 ff4 fs3 fc0 sc0 ls0 ws0">to wynika głównie z z<span class="_ _2"></span>awartych umów leasingowych o o<span class="_ _2"></span>kresie obowiązywania dłu<span class="_ _2"></span>ższym niż 12 miesięcy. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3ba ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y106 ff3 fs3 fc0 sc0 ls0 ws0">Wskaźniki sprawno<span class="_ _2"></span>ści zarządzania TOYA S.A.<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x6 y3bb w42 h34"><div class="t m0 x48 hf y298 ff3 fs7 fc3 sc0 ls0 ws0">Za okres 12 mi<span class="_ _0"></span>esięcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></div></div><div class="c x49 y3bb w43 h34"><div class="t m0 xac hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xbd y3bb w44 h34"><div class="t m0 xc1 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x6 y3bc w42 h5a"><div class="t m0 x4d h11 y3bd ff1 fs7 fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniac<span class="_ _0"></span>h) </div></div><div class="c x49 y3bc w43 h5a"><div class="t m0 xc2 h11 y3bd ff1 fs7 fc0 sc0 lse ws0">188<span class="ls0"> </span></div></div><div class="c xbd y3bc w44 h5a"><div class="t m0 xc3 h11 y3bd ff1 fs7 fc0 sc0 lse ws0">129<span class="ls0"> </span></div></div><div class="c x6 y3be w42 h34"><div class="t m0 x4d h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>ływu należności (<span class="_ _0"></span>w dniach)<span class="ff1"> </span></div></div><div class="c x49 y3be w43 h34"><div class="t m0 x3e h11 y298 ff1 fs7 fc0 sc0 lse ws0">30<span class="ls0"> </span></div></div><div class="c xbd y3be w44 h34"><div class="t m0 x79 h11 y298 ff1 fs7 fc0 sc0 lse ws0">21<span class="ls0"> </span></div></div><div class="c x6 y3bf w42 h2f"><div class="t m0 x4d h11 y237 ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w dni<span class="_ _0"></span>ach)<span class="ff1"> </span></div></div><div class="c x49 y3bf w43 h2f"><div class="t m0 x3e h11 y237 ff1 fs7 fc0 sc0 lse ws0">41<span class="ls0"> </span></div></div><div class="c xbd y3bf w44 h2f"><div class="t m0 x79 h11 y237 ff1 fs7 fc0 sc0 lse ws0">16<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x64 hc y33f ff1 fs3 fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h11 y3c0 ff1 fs7 fc0 sc0 ls0 ws0">Okres o<span class="_ _0"></span>brotu zapasami (w dniac<span class="_ _0"></span>h) <span class="ff4">–</span> <span class="ff4">stosunek<span class="_ _0"></span> zapasów na koniec o<span class="_ _0"></span>kresu pomnożonych przez 3<span class="_ _0"></span>60 dni do przyc<span class="_ _0"></span>hodów ze sprzedaży<span class="ff1"> </span></span></div><div class="t m0 x64 h11 y3c1 ff4 fs7 fc0 sc0 ls0 ws0">Okres <span class="_ _e"></span>spływu <span class="_ _e"></span>należności <span class="_ _e"></span>(w <span class="_ _e"></span>dn<span class="_ _2"></span>iach) <span class="_ _e"></span>–<span class="ff1"> <span class="_ _4"></span></span>stosunek <span class="_ _e"></span>krótkotermino<span class="_ _0"></span>wych <span class="_ _e"></span>należności <span class="_ _e"></span>z<span class="_ _2"></span> <span class="_ _e"></span>tytułu <span class="_ _e"></span>dostaw <span class="_ _e"></span>i <span class="_ _4"></span>usług <span class="_ _4"></span>oraz <span class="_ _e"></span>pozostałych <span class="_ _e"></span>należności <span class="_ _2"></span>na <span class="_ _4"></span>koniec </div><div class="t m0 x64 h11 y3c2 ff4 fs7 fc0 sc0 ls0 ws0">okresu p<span class="_ _0"></span>omnożonych przez 360 dni d<span class="_ _0"></span>o przychodów ze s<span class="_ _0"></span>przedaży<span class="ff1"> </span></div><div class="t m0 x64 h11 y3c3 ff4 fs7 fc0 sc0 ls0 ws0">Okres sp<span class="_ _0"></span>łaty zobowiązań (w dni<span class="_ _0"></span>ach) –<span class="ff1"> </span>st<span class="_ _0"></span>osunek zobo<span class="_ _0"></span>wiązań z tytułu <span class="_ _0"></span>dostaw i usług<span class="_ _0"></span> oraz pozost<span class="_ _0"></span>ałych zobowią<span class="_ _0"></span>zań na koni<span class="_ _0"></span>ec okresu pomnożonych </div><div class="t m0 x64 h11 yc3 ff4 fs7 fc0 sc0 ls0 ws0">przez 360 dni do pr<span class="_ _0"></span>zychodów ze sprz<span class="_ _0"></span>edaży<span class="ff1"> </span></div><div class="t m0 x6 hc y3c4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3c5 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>2024 r. <span class="_ _2"></span>okres <span class="_ _2"></span>spłat<span class="_ _2"></span>y zo<span class="_ _2"></span>bowiązań <span class="_ _2"></span>był <span class="_ _2"></span>dłuższy <span class="_ _2"></span>niż <span class="_ _2"></span>okres s<span class="_ _2"></span>pływu n<span class="_ _2"></span>ależności. <span class="_ _2"></span>Oznacza <span class="_ _2"></span>to, <span class="_ _2"></span>że Spółka<span class="_ _2"></span> u<span class="_ _2"></span>dzielała <span class="_ _2"></span>odbiorcom </div><div class="t m0 x6 hc y3c6 ff4 fs3 fc0 sc0 ls0 ws0">krótszego <span class="_ _2"></span>kredytu <span class="_ _2"></span>ku<span class="_ _2"></span>pieckiego, <span class="_ _2"></span>niż <span class="_ _2"></span>sama <span class="_ _2"></span>otrzymywała <span class="_ _2"></span>od <span class="_ _2"></span>dosta<span class="_ _2"></span>wców. <span class="_ _2"></span>Główną <span class="_ _2"></span>przyczyną <span class="_ _2"></span>tej <span class="_ _2"></span>zmiany <span class="_ _e"></span>było <span class="_ _2"></span>przeniesienie </div><div class="t m0 x6 hc y3c7 ff4 fs3 fc0 sc0 ls0 ws0">ciężaru finansowania zakupu towarów <span class="_ _9"></span>n<span class="_ _2"></span>a spółkę <span class="_ _0"></span>zależną w <span class="_ _0"></span>Chinach, która roz<span class="_ _0"></span>poczęła korzystanie z <span class="_ _0"></span>kredytu b<span class="_ _0"></span>ankowego.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3c8 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>ef<span class="_ _2"></span>ekcie <span class="_ _13"> </span>TO<span class="_ _2"></span>YA <span class="_ _8"> </span>S.A. <span class="_ _8"> </span>wydłuży<span class="_ _2"></span>ła <span class="_ _8"> </span>okres <span class="_ _8"> </span>spłaty <span class="_ _8"> </span>zobo<span class="_ _2"></span>wiązań <span class="_ _13"> </span>wobec <span class="_ _8"> </span>spółek  zależnych, <span class="_ _13"> </span>które  są <span class="_ _13"> </span>głównymi <span class="_ _8"> </span>dosta<span class="_ _2"></span>wcami </div><div class="t m0 x6 hc y3c9 ff4 fs3 fc0 sc0 ls0 ws0">towarów <span class="_ _2"></span>handlowych<span class="_ _2"></span>. <span class="_ _2"></span>Jednocześnie <span class="_ _2"></span>okres <span class="_ _e"></span>obrotu <span class="_ _2"></span>zapasami <span class="_ _e"></span>w <span class="_ _2"></span>202<span class="_ _2"></span>4 <span class="_ _2"></span>r. <span class="_ _2"></span>wzrósł <span class="_ _2"></span>d<span class="_ _2"></span>o <span class="_ _2"></span>poziomu <span class="_ _2"></span><span class="ff1 ls7">188<span class="ls0"> <span class="_ _e"></span></span></span>dni, <span class="_ _2"></span>głównie <span class="_ _2"></span>ze <span class="_ _2"></span>względu </div><div class="t m0 x6 hc y3ca ff4 fs3 fc0 sc0 ls0 ws0">na wyższy wolu<span class="_ _2"></span>men zakupów zrealizowanych w p<span class="_ _2"></span>orównaniu d<span class="_ _2"></span>o 2023 r.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3cc ff4 fs3 fc0 sc0 ls0 ws0">Spółka  kon<span class="_ _2"></span>sekwentnie  prowadzi  dział<span class="_ _2"></span>ania  mające  na  celu <span class="_ _1b"> </span>dostosowanie  oferty  d<span class="_ _2"></span>o  potrzeb  klientów,  zwi<span class="_ _2"></span>ększenie </div><div class="t m0 x6 hc y3cd ff4 fs3 fc0 sc0 ls0 ws0">efektywności operacyjnej całe<span class="_ _2"></span>j grupy sp<span class="_ _2"></span>rzedażowej oraz ciągłe doskonalenie pro<span class="_ _2"></span>cesów logistycznych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y3ce ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y2e8 ff3 fs3 fc0 sc0 ls0 ws0">Sezonowość<span class="ff2"> </span></div><div class="t m0 x6 hc y3cf ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"></span>posiada <span class="_ _4"></span>w <span class="_ _4"></span>swojej <span class="_ _7"></span>ofercie <span class="_ _4"></span>produkty <span class="_ _4"></span>s<span class="_ _2"></span>ezonowe. <span class="_ _4"></span>Ze <span class="_ _7"></span>względu <span class="_ _4"></span>jednak <span class="_ _7"></span>na <span class="_ _4"></span>ograniczoną <span class="_ _4"></span>ich <span class="_ _7"></span>wartość, <span class="_ _4"></span>szeroką <span class="_ _7"></span>ofertę </div><div class="t m0 x6 hc y3d0 ff4 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _e"></span>p<span class="_ _2"></span>roduktów, <span class="_ _e"></span>na <span class="_ _e"></span>które <span class="_ _e"></span>pop<span class="_ _2"></span>yt <span class="_ _e"></span>występuje <span class="_ _e"></span>przez <span class="_ _4"></span>cały <span class="_ _e"></span>rok <span class="_ _e"></span>oraz <span class="_ _4"></span>ze <span class="_ _e"></span>względu <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>zróżnicowaną <span class="_ _e"></span>geograficzne <span class="_ _4"></span>sprzedaż, </div><div class="t m0 x6 hc y3d1 ff4 fs3 fc0 sc0 ls0 ws0">sezonowość nie <span class="_ _2"></span>występuje.<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x2 y3d2 w3 h5b" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">25<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">4.3.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">INFORMACJA O MAR<span class="_ _0"></span>KACH <span class="ff3">WŁASNYCH<span class="_ _0"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x6 hc y3d3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3d4 ff1 fs3 fc0 sc0 ls0 ws0">Grupa TOYA <span class="ff4">oferuj<span class="_ _2"></span>e szeroką gamę asorty<span class="_ _2"></span>mentową sprzedawaną <span class="_ _2"></span>pod własny<span class="_ _2"></span>mi markami:<span class="_ _2"></span></span> </div><div class="t m0 x64 h1a y3d5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">YATO (narzędzia akumulatoro<span class="_ _2"></span>we, elektryczne, spalinowe, pn<span class="_ _2"></span>eumatyczne i<span class="_ _2"></span><span class="ff1"> </span>ręczne, artykuł<span class="_ _2"></span>y BHP), <span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a y25b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">VOREL (narzędzia ręczne wars<span class="_ _2"></span>ztatowe i budowlane), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a y3d6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">LUND (elektronarzędzia), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a y2d4 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">STHOR (elektronarzędzia), <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a y3d7 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">FALA (wyposażenie łazienek<span class="_ _2"></span>),<span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a y136 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _c"> </span><span class="ff4">FLO (ręczne i spalino<span class="_ _2"></span>we narzędzia ogrodowe, elektronar<span class="_ _2"></span>zędzia ogrodowe), <span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y3d8 ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3d9 ff4 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _e"></span>rentowną <span class="_ _e"></span>marką <span class="_ _e"></span>jes<span class="_ _2"></span>t <span class="_ _e"></span>YATO. <span class="_ _e"></span>Grupa <span class="_ _e"></span>corocznie <span class="_ _e"></span>odn<span class="_ _2"></span>otowuje <span class="_ _e"></span>wzrost <span class="_ _e"></span>wolumenu <span class="_ _e"></span>sprzed<span class="_ _2"></span>aży <span class="_ _e"></span>tej <span class="_ _e"></span>marki <span class="_ _e"></span>na <span class="_ _e"></span>rynku </div><div class="t m0 x6 hc y3da ff1 fs3 fc0 sc0 ls0 ws0">krajowym i zagraniczny<span class="_ _2"></span>m.  </div><div class="t m0 x6 hc y3db ff4 fs3 fc0 sc0 ls0 ws0">Wartość <span class="_ _14"> </span>przy<span class="_ _2"></span>chodów <span class="_ _14"> </span>ze <span class="_ _14"> </span>sprzedaży <span class="_ _18"> </span>w <span class="_ _14"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _14"> </span>podstawowej<span class="ff1"> <span class="_ _18"> </span></span>Spółki <span class="_ _18"> </span>oraz<span class="ff1"> <span class="_ _18"> </span></span>Grupy <span class="_ _14"> </span>Kapitałowej <span class="_ _14"> </span>w <span class="_ _14"> </span>pod<span class="_ _2"></span>ziale <span class="_ _14"> </span>na </div><div class="t m0 x6 hc y3dc ff4 fs3 fc0 sc0 ls0 ws0">sprzedawane marki za <span class="_ _2"></span>każdy rok obrotowy p<span class="_ _2"></span>rzedstawia<span class="_ _2"></span><span class="ls12">ją</span><span class="ff1"> </span>poniższ<span class="ff1">e tabele:<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y3dd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3de ff3 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _21"> </span>i <span class="_ _1c"> </span>wielkość <span class="_ _1c"> </span>przychodó<span class="_ _2"></span>w <span class="_ _1c"> </span>ze <span class="_ _1c"> </span>sprzed<span class="_ _2"></span>aży <span class="_ _1c"> </span>z <span class="_ _1c"> </span>działalności <span class="_ _1c"> </span>podstawo<span class="_ _2"></span>wej <span class="_ _1c"> </span>(han<span class="_ _2"></span>dlowej) <span class="_ _1c"> </span>Grupy <span class="_ _1c"> </span>Kapitałowe<span class="_ _2"></span>j <span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y3df ff2 fs3 fc0 sc0 ls0 ws0">w podziale na mar<span class="_ _2"></span>ki. </div></div><div class="c x6 y3e0 w45 h39"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c x99 y3e0 w46 h39"><div class="t m0 x3e hf y89 ff2 fs7 fc3 sc0 lse ws0">2024<span class="ls0"> </span></div></div><div class="c xc4 y3e0 w47 h39"><div class="t m0 x5f hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c x66 y3e0 w48 h39"><div class="t m0 xc5 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xc6 y3e0 w49 h39"><div class="t m0 xc7 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y3e1 w45 h35"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x99 y3e1 w46 h35"><div class="t m0 xf h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xc4 y3e1 w47 h35"><div class="t m0 xc8 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x66 y3e1 w48 h35"><div class="t m0 xf h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xc6 y3e1 w49 h35"><div class="t m0 xc8 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y3e3 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">YATO </div></div><div class="c x99 y3e3 w46 h35"><div class="t m0 xc9 h11 y24c ff1 fs7 fc0 sc0 lse ws0">658 311<span class="ls0"> </span></div></div><div class="c xc4 y3e3 w47 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">80%<span class="ls0"> </span></div></div><div class="c x66 y3e3 w48 h35"><div class="t m0 xc9 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">559 991 </div></div><div class="c xc6 y3e3 w49 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">76%<span class="ls0"> </span></div></div><div class="c x6 y389 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">VOREL </div></div><div class="c x99 y389 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">91 368 </div></div><div class="c xc4 y389 w47 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c x66 y389 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">94 611 </div></div><div class="c xc6 y389 w49 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c x6 y3e4 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">LUND </div></div><div class="c x99 y3e4 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">21 422 </div></div><div class="c xc4 y3e4 w47 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x66 y3e4 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">26 745 </div></div><div class="c xc6 y3e4 w49 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c x6 y145 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">FALA </div></div><div class="c x99 y145 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">13 287 </div></div><div class="c xc4 y145 w47 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y145 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">16 166 </div></div><div class="c xc6 y145 w49 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x6 y3e5 w45 h35"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">FLO </div></div><div class="c x99 y3e5 w46 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">15 631 </div></div><div class="c xc4 y3e5 w47 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y3e5 w48 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">15 419 </div></div><div class="c xc6 y3e5 w49 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x6 y26c w45 h35"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">STHOR </div></div><div class="c x99 y26c w46 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">15 648 </div></div><div class="c xc4 y26c w47 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y26c w48 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">15 065 </div></div><div class="c xc6 y26c w49 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x6 y3e6 w45 h5c"><div class="t m0 x48 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c x99 y3e6 w46 h5c"><div class="t m0 xf h11 y3e7 ff1 fs7 fc0 sc0 ls0 ws0">5 3<span class="lse">41</span> </div></div><div class="c xc4 y3e6 w47 h5c"><div class="t m0 x87 h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x66 y3e6 w48 h5c"><div class="t m0 xf h11 y3e7 ff1 fs7 fc0 sc0 ls0 ws0">4 399 </div></div><div class="c xc6 y3e6 w49 h5c"><div class="t m0 x87 h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y28 w45 h5d"><div class="t m0 x48 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x99 y28 w46 h5d"><div class="t m0 xc9 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c xc4 y28 w47 h5d"><div class="t m0 x25 hf y3e8 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x66 y28 w48 h5d"><div class="t m0 xc9 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c xc6 y28 w49 h5d"><div class="t m0 x25 hf y3e8 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y3e9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3ea ff3 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _1f"> </span>i <span class="_ _21"> </span>wielkość <span class="_ _21"> </span>pr<span class="_ _2"></span>zychodów <span class="_ _21"> </span>ze <span class="_ _1f"> </span>sprzedaży <span class="_ _1f"> </span>z <span class="_ _21"> </span>działalności <span class="_ _21"> </span>pod<span class="_ _2"></span>stawowej <span class="_ _21"> </span>(ha<span class="_ _2"></span>ndlowej) <span class="_ _21"> </span>Spółki <span class="_ _1f"> </span>TOYA <span class="_ _21"> </span>S.A. <span class="_ _4"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y3eb ff2 fs3 fc0 sc0 ls0 ws0">w podziale na mar<span class="_ _2"></span>ki. </div><div class="t m0 x6 hc y3ec ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y3ed w45 h39"><div class="t m0 x48 hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c x99 y3ed w46 h39"><div class="t m0 xc5 hf y89 ff2 fs7 fc3 sc0 lse ws0">2024<span class="ls0"> </span></div></div><div class="c xc4 y3ed w47 h39"><div class="t m0 x5f hf y89 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c x66 y3ed w48 h39"><div class="t m0 xc5 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xc6 y3ed w49 h39"><div class="t m0 xc7 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y3ee w45 h35"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x99 y3ee w46 h35"><div class="t m0 xf h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xc4 y3ee w47 h35"><div class="t m0 xc8 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x66 y3ee w48 h35"><div class="t m0 xf h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xc6 y3ee w49 h35"><div class="t m0 xc8 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y3ef w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">YATO </div></div><div class="c x99 y3ef w46 h35"><div class="t m0 xc9 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">477 265 </div></div><div class="c xc4 y3ef w47 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">76%<span class="ls0"> </span></div></div><div class="c x66 y3ef w48 h35"><div class="t m0 xc9 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">409 713 </div></div><div class="c xc6 y3ef w49 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">72%<span class="ls0"> </span></div></div><div class="c x6 y3f0 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">VOREL </div></div><div class="c x99 y3f0 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">82 948 </div></div><div class="c xc4 y3f0 w47 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c x66 y3f0 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">85 249 </div></div><div class="c xc6 y3f0 w49 h35"><div class="t m0 x1e h11 y24c ff1 fs7 fc0 sc0 lse ws0">15%<span class="ls0"> </span></div></div><div class="c x6 y3f1 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">LUND </div></div><div class="c x99 y3f1 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">21 197 </div></div><div class="c xc4 y3f1 w47 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x66 y3f1 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">26 478 </div></div><div class="c xc6 y3f1 w49 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c x6 y3f2 w45 h35"><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">FALA </div></div><div class="c x99 y3f2 w46 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">13 2<span class="lse">80</span> </div></div><div class="c xc4 y3f2 w47 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y3f2 w48 h35"><div class="t m0 xd h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">16 100 </div></div><div class="c xc6 y3f2 w49 h35"><div class="t m0 x87 h11 y24c ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x6 y3f3 w45 h35"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">FLO </div></div><div class="c x99 y3f3 w46 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">14 213 </div></div><div class="c xc4 y3f3 w47 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y3f3 w48 h35"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">14 620 </div></div><div class="c xc6 y3f3 w49 h35"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x6 y3cb w45 h5e"><div class="t m0 x48 h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">STHOR </div></div><div class="c x99 y3cb w46 h5e"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">14 657 </div></div><div class="c xc4 y3cb w47 h5e"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c x66 y3cb w48 h5e"><div class="t m0 xd h11 y3e2 ff1 fs7 fc0 sc0 ls0 ws0">14 431 </div></div><div class="c xc6 y3cb w49 h5e"><div class="t m0 x87 h11 y3e2 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c x6 y3f4 w45 h5d"><div class="t m0 x48 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">pozostałe<span class="ff1"> </span></div></div><div class="c x99 y3f4 w46 h5d"><div class="t m0 xf h11 y3e7 ff1 fs7 fc0 sc0 ls0 ws0">3 <span class="lse">98</span>1 </div></div><div class="c xc4 y3f4 w47 h5d"><div class="t m0 x87 h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x66 y3f4 w48 h5d"><div class="t m0 xf h11 y3e7 ff1 fs7 fc0 sc0 ls0 ws0">5 245 </div></div><div class="c xc6 y3f4 w49 h5d"><div class="t m0 x87 h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y3f5 w45 h5d"><div class="t m0 x48 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">SUMA </div></div><div class="c x99 y3f5 w46 h5d"><div class="t m0 xc9 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">627 541 </div></div><div class="c xc4 y3f5 w47 h5d"><div class="t m0 x25 hf y3e8 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x66 y3f5 w48 h5d"><div class="t m0 xc9 hf y3e8 ff2 fs7 fc0 sc0 ls0 ws0">571 836 </div></div><div class="c xc6 y3f5 w49 h5d"><div class="t m0 x25 hf y3e8 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y3f6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y3f7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x2 y21e w3 h5f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">26<span class="ls0"> </span></div><div class="t m0 xca h60 y3f8 ff1 fs10 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y3f9 ff4 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _18"> </span>rozp<span class="_ _2"></span>oznawalną <span class="_ _18"> </span>i <span class="_ _18"> </span>wiodącą <span class="_ _18"> </span>marką <span class="_ _18"> </span>Sp<span class="_ _2"></span>ółki, <span class="_ _18"> </span>generującą <span class="_ _18"> </span>także <span class="_ _18"> </span>n<span class="_ _2"></span>ajwyższy <span class="_ _18"> </span>wzrost <span class="_ _18"> </span>sprzedaży<span class="_ _2"></span> <span class="_ _14"> </span>jes<span class="_ _2"></span>t <span class="_ _1c"> </span><span class="ff2">YATO<span class="ff1 ls10">. <span class="ls0"> </span></span></span></div><div class="t m0 x6 h7 y3fa ff3 fs3 fc0 sc0 ls0 ws0">Od 2012 r. marka YATO posiada największy udział w sprzedaży Spółki.<span class="_ _2"></span><span class="ff1"> <span class="ff4">Składa się na nią szeroka gama wysokiej jakości </span></span></div><div class="t m0 x6 hc y3fb ff4 fs3 fc0 sc0 ls0 ws0">narzędzi <span class="_ _1f"> </span>ręcznych,<span class="_ _2"></span> <span class="_ _1f"> </span>pneumatycznych <span class="_ _22"> </span>i <span class="_ _1f"> </span>elektronarzędzi, <span class="_ _1f"> </span>przeznacz<span class="_ _2"></span>onych <span class="_ _1f"> </span>do <span class="_ _1f"> </span>warsztatów <span class="_ _1f"> </span>samoch<span class="_ _2"></span>odowych, <span class="_ _1f"> </span>prac </div><div class="t m0 x6 hc y3fc ff4 fs3 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _e"></span>wykończeniowych <span class="_ _2"></span>i <span class="_ _2"></span>o<span class="_ _2"></span>grodnictwa. <span class="_ _2"></span>Asortyment <span class="_ _2"></span>YATO <span class="_ _2"></span>to <span class="_ _2"></span>narzęd<span class="_ _2"></span>zia <span class="_ _2"></span>ogólnego <span class="_ _2"></span>zastosowan<span class="_ _2"></span>ia <span class="_ _2"></span>oraz <span class="_ _2"></span>przyr<span class="_ _e"></span>ządy </div><div class="t m0 x6 hc y3fd ff4 fs3 fc0 sc0 ls0 ws0">do prac sp<span class="_ _2"></span>ecjalistycznych, które zdobyły uzn<span class="_ _2"></span>anie zarówno profesjonalistów, jak<span class="_ _e"></span><span class="ff1"> </span>i użytk<span class="_ _2"></span>owników DIY.<span class="ff1"> </span></div><div class="t m0 x6 hc yac ff4 fs3 fc0 sc0 ls0 ws0">Pod <span class="_ _9"></span>marką <span class="_ _0"></span>YATO <span class="_ _9"></span>sprzedawan<span class="_ _2"></span>e <span class="_ _9"></span>są <span class="_ _0"></span>m.in. <span class="_ _9"></span>klucze <span class="_ _9"></span>n<span class="_ _2"></span>asadowe, <span class="_ _9"></span>klu<span class="_ _2"></span>cze <span class="_ _9"></span>dynamom<span class="_ _2"></span>etryczne <span class="_ _9"></span>i <span class="_ _9"></span>udar<span class="_ _2"></span>owe, <span class="_ _9"></span>wkrętaki, <span class="_ _0"></span>szczypce, <span class="_ _9"></span>klu<span class="_ _2"></span>cze </div><div class="t m0 x6 hc y3fe ff4 fs3 fc0 sc0 ls0 ws0">płasko<span class="_ _2"></span><span class="ff1">-</span>oczkowe, <span class="_ _9"></span>młotki, w<span class="_ _0"></span>iertła, tarcze <span class="_ _a"></span>tn<span class="_ _2"></span>ące, <span class="_ _9"></span>arty<span class="_ _2"></span>kuły <span class="_ _9"></span>oświetleniowe <span class="_ _0"></span>i <span class="_ _9"></span>BHP. <span class="_ _0"></span>Silną <span class="_ _0"></span>pozycję <span class="_ _0"></span>w <span class="_ _9"></span>asorty<span class="_ _2"></span>mencie <span class="_ _9"></span>marki <span class="_ _9"></span>za<span class="_ _2"></span>jmuje </div><div class="t m0 x6 hc y3ff ff4 fs3 fc0 sc0 ls0 ws0">wyposażenie <span class="_ _7"></span>warsztató<span class="_ _2"></span>w<span class="ff1"> <span class="_ _7"></span></span>motoryza<span class="_ _2"></span>cyjnych, <span class="_ _7"></span>takie <span class="_ _7"></span>jak <span class="_ _7"></span>szafki <span class="_ _7"></span>i <span class="_ _7"></span>zestawy <span class="_ _7"> </span>narzęd<span class="_ _2"></span>ziowe, <span class="_ _7"></span>pneumatyka <span class="_ _7"></span>oraz <span class="_ _7"> </span>specjalistyczn<span class="_ _2"></span>e </div><div class="t m0 x6 hc y400 ff4 fs3 fc0 sc0 ls0 ws0">narzędzia do naprawy samochodów. Szeroki asortyment produktów YATO obejmuje także urządzenia przeznaczon<span class="_ _2"></span>e dla </div><div class="t m0 x6 hc y401 ff4 fs3 fc0 sc0 ls0 ws0">instalatorów z b<span class="_ _2"></span>ranży elektrycznej, hydrauliczn<span class="_ _2"></span>ej i HVAC<span class="ff1">. </span></div><div class="t m0 x6 hc y402 ff4 fs3 fc0 sc0 ls0 ws0">W 2015 <span class="_ _2"></span>r. oferta <span class="_ _2"></span>marki <span class="_ _2"></span>YATO zos<span class="_ _2"></span>tała <span class="_ _2"></span><span class="ff1">roz</span>szerzona <span class="_ _2"></span>o linię <span class="_ _2"></span>elektronarzędzi, <span class="_ _2"></span>która ł<span class="_ _2"></span>ączy doskonałe <span class="_ _2"></span>parametry techniczn<span class="_ _2"></span>e z </div><div class="t m0 x6 hc y403 ff4 fs3 fc0 sc0 ls0 ws0">wysoką <span class="_ _2"></span>jakością <span class="_ _2"></span>wykonan<span class="_ _2"></span>ia. <span class="_ _2"></span>Dostępne są <span class="_ _2"></span>m.in. <span class="_ _2"></span>wiertarko<span class="_ _2"></span><span class="ff1">-</span>wkr<span class="_ _2"></span>ętarki, młoto<span class="_ _2"></span>wiertarki, s<span class="_ _2"></span>zlifierki ką<span class="_ _2"></span>towe, pilark<span class="_ _2"></span>i tarczo<span class="_ _2"></span>we, </div><div class="t m0 x6 hc y404 ff4 fs3 fc0 sc0 ls0 ws0">wyrzynarki, <span class="_ _1c"> </span>frezarki <span class="_ _21"> </span>etc. <span class="_ _1c"> </span>Wśród<span class="_ _2"></span> <span class="_ _1c"> </span>elektronarzędzi <span class="_ _1c"> </span>YATO <span class="_ _21"> </span>znala<span class="_ _2"></span>zły <span class="_ _1c"> </span>s<span class="_ _2"></span>ię <span class="_ _1c"> </span>także <span class="_ _1c"> </span>urządzenia <span class="_ _1c"> </span>b<span class="_ _2"></span>ezprzewodowe <span class="_ _1c"> </span>zasilan<span class="_ _2"></span>e </div><div class="t m0 x6 hc y405 ff4 fs3 fc0 sc0 ls0 ws0">jednakowym <span class="_ _e"></span>typem <span class="_ _2"></span>akumulat<span class="_ _2"></span>ora, <span class="_ _e"></span>tworząc <span class="_ _2"></span>un<span class="_ _2"></span>iwersalną <span class="_ _2"></span>i <span class="_ _e"></span>wygodną <span class="_ _e"></span>dla <span class="_ _e"></span>użytkowników <span class="_ _2"></span>platformę <span class="_ _e"></span>narzędzi <span class="_ _e"></span>stosowanych<span class="_ _2"></span> </div><div class="t m0 x6 hc y406 ff1 fs3 fc0 sc0 ls0 ws0">w  budo<span class="_ _2"></span>wnictwie,  warsztacie<span class="_ _2"></span>  i <span class="_ _1b"> </span>ogrodzie. <span class="_ _1b"> </span>Od  20<span class="_ _2"></span>17  r. <span class="_ _1b"> </span>w <span class="_ _1b"> </span>ofercie <span class="_ _1b"> </span>Y<span class="_ _2"></span><span class="ff4">ATO <span class="_ _1b"> </span>dostępn<span class="_ _2"></span>y  jest <span class="_ _1b"> </span>również <span class="_ _1b"> </span>profesjon<span class="_ _2"></span>alny  s<span class="_ _2"></span>przęt </span></div><div class="t m0 x6 hc y407 ff1 fs3 fc0 sc0 ls0 ws0">gastronomiczny <span class="_ _13"> </span>dla<span class="_ _2"></span> <span class="ff4">branży <span class="_ _7"> </span>HoReCa: <span class="_ _7"></span>urządzen<span class="_ _2"></span>ia <span class="_ _7"></span>chłodn<span class="_ _2"></span>icze, <span class="_ _7"></span>stoły <span class="_ _7"> </span>rob<span class="_ _2"></span>ocze, <span class="_ _7"></span>termosy <span class="_ _13"> </span>transportowe, <span class="_ _13"> </span>frytownice, <span class="_ _7"> </span>grille, </span></div><div class="t m0 x6 hc y408 ff1 fs3 fc0 sc0 ls0 ws0">maszynki do<span class="_ _2"></span> <span class="ff4">mięsa, garnki, patelnie i</span> <span class="_ _2"></span>wiele innych. </div><div class="t m0 x6 hc y409 ff4 fs3 fc0 sc0 ls0 ws0">Narzędzia YATO wykon<span class="_ _2"></span>ane są z <span class="_ _2"></span>wysokiej jakości s<span class="_ _2"></span>tali stopowych, z u<span class="_ _2"></span>życiem nowoczesnych t<span class="_ _2"></span>echnologii: obróbki ci<span class="_ _2"></span>eplnej </div><div class="t m0 x6 hc y40a ff4 fs3 fc0 sc0 ls0 ws0">i chemicznej. Spółka stale poszerza asortyment, wprowadzając rocznie <span class="_ _0"></span>kilkaset nowych produktów. Przy <span class="_ _0"></span>doborze oferty </div><div class="t m0 x6 hc y40b ff4 fs3 fc0 sc0 ls0 ws0">brane jest pod uwagę zastosowanie produkt<span class="_ _2"></span>ów w <span class="_ _0"></span>nowoczes<span class="_ _2"></span>nym przemyśle budowlanym i samochodowym oraz trendy </div><div class="t m0 x6 hc y40c ff4 fs3 fc0 sc0 ls0 ws0">rynkowe w <span class="_ _0"></span>obsługiwanych kanałach sprzedaży. Dzięki <span class="_ _9"></span>temu marka YATO <span class="_ _0"></span>jest dobrze <span class="_ _0"></span>postrzegana na <span class="_ _0"></span>rynku zarówno <span class="_ _0"></span>pod </div><div class="t m0 x6 hc y40d ff4 fs3 fc0 sc0 ls0 ws0">względem jakości, jak <span class="_ _2"></span>i ceny oferowanych produ<span class="_ _2"></span>któw.<span class="ff1"> </span></div><div class="t m0 x6 h7 y40e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y40f ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki YATO stanowiły <span class="_ _2"></span><span class="ff2 ls7">80</span>% przycho<span class="_ _2"></span>dów Grupy w 20<span class="ff2">24 <span class="_ _2"></span>r. (76% w 2023 r.).<span class="_ _2"></span> </span></div><div class="t m0 xcb h7 y410 ff2 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y411 ff3 fs3 fc0 sc0 ls0 ws0">VOREL <span class="_ _e"></span>to <span class="_ _4"></span>marka, <span class="_ _e"></span>któr<span class="_ _2"></span>a <span class="_ _e"></span>przez <span class="_ _e"></span>ok. <span class="_ _4"></span>10 <span class="_ _e"></span>lat <span class="_ _e"></span>po<span class="_ _2"></span>siadała <span class="_ _e"></span>największy <span class="_ _e"></span>u<span class="_ _2"></span>dział <span class="_ _e"></span>w <span class="_ _e"></span>sprze<span class="_ _2"></span>daży <span class="_ _e"></span>produktów <span class="_ _4"></span>Spółki. <span class="_ _7"></span><span class="ff1">Asortyment <span class="_ _4"></span>tej </span></div><div class="t m0 x6 hc y412 ff1 fs3 fc0 sc0 ls0 ws0">marki <span class="_ _14"> </span>obejmuje <span class="_ _14"> </span><span class="ff4">n<span class="_ _2"></span>arzędzia <span class="_ _14"> </span>ręczne <span class="_ _14"> </span>i <span class="_ _14"> </span>pneumatyczn<span class="_ _2"></span>e <span class="_ _14"> </span>niezbędne <span class="_ _14"> </span>w <span class="_ _14"> </span>pracach <span class="_ _14"> </span>wars<span class="_ _2"></span>ztatowych, <span class="_ _14"> </span>budowlanych<span class="_ _2"></span> <span class="_ _14"> </span>oraz<span class="_ _2"></span></span> do </div><div class="t m0 x6 hc y413 ff4 fs3 fc0 sc0 ls0 ws0">zastosowań<span class="_ _2"></span> <span class="_ _5"> </span>domowych. <span class="_ _19"> </span>W<span class="_ _2"></span><span class="ff1"> </span>ofercie <span class="_ _19"> </span>VOREL <span class="_ _19"> </span>znajd<span class="_ _2"></span>ują <span class="_ _19"> </span>się <span class="_ _19"> </span>urządzenia <span class="_ _19"> </span>dla<span class="_ _2"></span><span class="ff1"> </span>s<span class="_ _2"></span>zerokiego <span class="_ _5"> </span>gron<span class="_ _2"></span>a <span class="_ _5"> </span>fachowców <span class="_ _14"> </span>(elektryków, </div><div class="t m0 x6 h61 y414 ff4 fs3 fc0 sc0 ls0 ws0">ślusarzy, serwisan<span class="_ _2"></span>tów, spawaczy, hydraulików, bru<span class="_ _2"></span>karzy, tynkarzy<span class="_ _2"></span>, glazurn<span class="_ _2"></span>ików), a<span class="ff1"> </span>także hobbys<span class="_ _2"></span>tów. Są to np.<span class="ffa fs4"> </span>wkrętaki </div><div class="t m0 x6 hc y415 ff4 fs3 fc0 sc0 ls0 ws0">i końcówki <span class="_ _0"></span>wkrętakowe, szczypce, <span class="_ _0"></span>klucze do <span class="_ _0"></span>rur, młotki, <span class="_ _9"></span>d<span class="_ _2"></span>łuta, <span class="_ _0"></span>przecinaki i<span class="ff1"> </span>siekiery, ściski, <span class="_ _0"></span>imadła, palniki <span class="_ _0"></span>gazowe, strugi, </div><div class="t m0 x6 hc y416 ff4 fs3 fc0 sc0 ls0 ws0">przyrządy do cię<span class="_ _0"></span>cia glazury, <span class="_ _0"></span>drabiny, miary, <span class="_ _0"></span>poziomnice, torby <span class="_ _0"></span>narzędziowe itp. <span class="_ _0"></span>Wśród narzędzi <span class="_ _0"></span>pneumatycznych można </div><div class="t m0 x6 hc y417 ff4 fs3 fc0 sc0 ls0 ws0">znaleźć <span class="_ _2"></span>m.in. <span class="_ _2"></span>szlifierki, <span class="_ _2"></span>klu<span class="_ _2"></span>cze <span class="_ _2"></span>udarowe, <span class="_ _2"></span>nożyce <span class="_ _2"></span>ką<span class="_ _2"></span>towe, <span class="_ _2"></span>pistolety <span class="_ _2"></span>do <span class="_ _2"></span>przedmuchiwan<span class="_ _2"></span>ia <span class="_ _2"></span>ora<span class="_ _2"></span><span class="ff1">z <span class="_ _e"></span>grzechotki. <span class="_ _2"></span></span>Gama <span class="_ _2"></span>nar<span class="_ _2"></span>zędzi </div><div class="t m0 x6 h61 y418 ff1 fs3 fc0 sc0 ls0 ws0">VOREL <span class="ff4">obejmuje ró<span class="_ _2"></span>wnież produkt<span class="_ _2"></span>y służące do<span class="_ _2"></span></span> <span class="ff4">utrzymania porządku w<span class="_ _2"></span></span> domu i warsztacie.<span class="_ _2"></span><span class="ffa fs4"> </span></div><div class="t m0 x6 h7 y419 ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki VOREL stanowiły <span class="_ _2"></span><span class="ff2">11</span>% przycho<span class="_ _2"></span>dów Grupy w 20<span class="ff2 ls7">24<span class="ls0"> <span class="_ _2"></span>r. (</span>13<span class="ls0">% w 2023 r.).<span class="_ _2"></span> </span></span></div><div class="t m0 x6 h7 y41a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7f hc y21e ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y41b ff2 fs3 fc0 sc0 ls0 ws0">Marka <span class="_ _7"> </span>LUND <span class="_ _13"> </span><span class="ff4">po<span class="_ _2"></span>wstała <span class="_ _7"> </span>w <span class="_ _13"> </span>połowie <span class="_ _13"> </span>2010 <span class="_ _13"> </span>r. <span class="_ _7"> </span>i <span class="_ _13"> </span>oferuje <span class="_ _13"> </span>urządzen<span class="_ _2"></span>ia <span class="_ _7"></span>AGD, <span class="_ _13"> </span>wśród <span class="_ _13"> </span>których <span class="_ _13"> </span>znalazły <span class="_ _13"> </span>się <span class="_ _7"> </span>miksery,<span class="_ _2"></span> <span class="_ _7"></span>blendery,<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y1ba ff4 fs3 fc0 sc0 ls0 ws0">frytkownice, opiekacze, a<span class="_ _2"></span> także odkurzacze, żelaz<span class="_ _2"></span>ka, mopy, oczys<span class="_ _2"></span>zczacze powietrza. <span class="_ _2"></span>Wi<span class="_ _2"></span>elofunkcyjne i łatwe <span class="_ _2"></span>w<span class="ff1"> </span>obsł<span class="_ _2"></span>udze </div><div class="t m0 x6 hc y1bb ff4 fs3 fc0 sc0 ls0 ws0">sprzęty <span class="_ _7"></span>LUND <span class="_ _4"></span>usprawniają <span class="_ _7"></span>codzienne <span class="_ _4"></span>czynnoś<span class="_ _2"></span>ci, <span class="_ _4"></span>takie <span class="_ _4"></span>jak <span class="_ _4"></span>gotowanie <span class="_ _7"></span>i<span class="_ _2"></span><span class="ff1"> dbanie <span class="_ _7"></span>o </span>porządek <span class="_ _4"></span>w<span class="ff1"> domu,<span class="_ _2"></span> <span class="_ _4"></span>a <span class="_ _4"></span>ich <span class="_ _7"></span>nowoczesny </span></div><div class="t m0 x6 hc y41c ff4 fs3 fc0 sc0 ls0 ws0">design <span class="_ _e"></span>sprawia, <span class="_ _2"></span>że <span class="_ _e"></span>mo<span class="_ _2"></span>gą <span class="_ _2"></span>być <span class="_ _e"></span>ozd<span class="_ _2"></span>obą<span class="ff1"> <span class="_ _e"></span></span>każdego <span class="_ _e"></span>wnętrza.<span class="ff1"> <span class="_ _e"></span></span>Dużą <span class="_ _e"></span>popularn<span class="_ _2"></span>ością <span class="_ _2"></span>wśród<span class="_ _2"></span> <span class="_ _2"></span>użytk<span class="_ _2"></span>owników <span class="_ _2"></span>cieszą <span class="_ _e"></span>się <span class="_ _2"></span>ogrod<span class="_ _2"></span>owe </div><div class="t m0 x6 hc y41d ff4 fs3 fc0 sc0 ls0 ws0">grille węglowe i gazowe.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y41e ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki LUND stanowiły <span class="_ _2"></span><span class="ff2">3</span>% przych<span class="_ _2"></span>odów Grupy w 20<span class="_ _2"></span><span class="ff2">24 r. (4% w <span class="ls7">20</span>23 <span class="ls27">r.<span class="ls28">).</span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x2 y41f w3 h62" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAALTCAIAAABBo2yEAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5Rd13Um+G/vc86994WKyIHIAAGQAEmAIJgpBlGiKDEoiwrWasmWg2bc9tg9Hrt7xt0z456edns8vca9WnavdltOsiy2MhVJiqYYRIIgGACCYEAgkUPF994N5+w9f9xXACRPm/JYqxe7dH6rVq1CVaHq3rrvrfXd/fbZh1QVAIA9XZyoMJs4BQFcvwcAkJ77qhKmDboWBFiBVRiFURBBASiEoMBQLyQtM1UiF3ADXsAKK2gTqNNpaNFMbScZ7OTo9GCbME30AsSiAioABgKkJdoAMYoAUQSADaAwOHeEjbw+RAAQAghCEIISAgGEoNBZdX1QWVySYr5FFEVRFEXRrHEu2nz2z7/1jSf2zaqTI0+qBCVVIiEFIOd9mQt2hbEMsASDwFAEUVEFKwzAAlrYKCc7eR7YNgaCcZPj4+1W01ZTA1wOm3LJnPbckYG7PviLp8bGn9q568FHHp3slZVNcmWxxjTaMK70lfNlQ31e+mCsdalLsrwoWNUgEAJrIGiiQ4CC6oMUIVFAGIp+yCY1pGY2XR/TbPzuP7rppktWxedhFEVRFEWzMF6fmCr3n+rOpnPrmRYAQl31Vepna6rfK2BRGO0AVH9SwSAmskqkIEABvNZJfclsjOZQ6TVd1pssFg40V1+4/oYty7dvXj9nZGDYTOry5uXrr7rxmtUP73jh4R17Xz061Z2W/ExPDAd1QqoUhDJ2ifTU+5wNsypDjWpdve5QBejM4dWlbQZI++/JSeF0Vl2gUie7pcQnYRRFURRFszNeB9cqs9HZdG6eB/sf0cynlM//J4cpF7qBOcB4SkI/8Sqg/Tq3BpSwA812M/XdSSomls4bvPX6q975lgvXzGNfopXAARlOA0mjkYysX3Lp+lUf/sDtT+7pPfT4s1+7/wdHT083B0Z0YN6kBC8CVYhSI9Xg+79FhVUJGpr14TGUoAxYCAMGygBBDbSj6MymC1RVuRoXn4RRFEVRFM3OeF0JF55n19nV7cx1pKZzH5/N36JBWMgKObCDWLABAfDQCggE4ZSlO1ZM9+YNNd737ls+fPfFcxM0gASwCaDodj0Q0LSAgS+D2pY1V1/SuOKS7duvuugLX3no+Rf2HRqb9KYN65CkEK95hSSpGz5AkLrXuxqH0kySZmjofwCue7EDfKDZdYHIiVB8EkZRFEVRNDvjNdjCprPp3Jp+sm6uCMQKVrASAJAqAIIoW+EhJQZZsAUICNDSSNdq12hptdywYOCqbZtv2Lp2xdJFy4fUhZAGzxCpCmMds2kmAX4ZcgGRta5tuCTAA4qbN7evvPj2I4evenzvse88eeS5F17s5N0KFEwWggqssgUMYEDEMlHHa4XWrSwEMf1SthLUsyvNrLpAfO62J4qiKIqiaPbFawg0zKZzS3wuBCFDMEIGIAEYysyGRCufUyo2BRgQSAkNpHmDeg2ZSqvxlYvnfuIjH3731csMkAAJAOmCivqvZKwBBYBhuP5i3cLNhJTgrAdUEEY4LLkgvWjpmo+9dePBE9f/xb0PPb7zmUOnz0xLWtmBitu+FJDl0fmDU+1enrOxAlTBQ721xPCsYrRkBKEWZtfSRg0lNPZeR1EURVE0W+O1zrZ4XbFRGCETwEpGwIBKVRKF1BIxExEQEEpAEqMGIZFpzk9vXr3gZ9797i2b1i0dRQYw4CDQaubvYwAGO1ACcvWwPMK5lm5SMaSAGEi9PtKR5iXWDLnf/oW37j9y05/ce993H9t1vHcmONDQ0GTPV8cP9EIGztgkZahE2CTGo2IQURAVoyTALLtABoFU45MwiqIoiqLZGa9JhdXPpnPrmUEh6sdjrtua1aRt8UVe9qxhxyHRCcOiZWdOapcvnLPlwk03bFt3+folwwkb9VZI2AAQMOCIDforH00g9kAAFEi54JnitQGhjtZqoK4eVc1aNHmyCafebJjH//wX3/WRu69/YvfB7/5gz8uHjnExrS6ZliaRCbAgJkvBWoQykAc8kDA8oLPsAhkJhBivoyiKoiiapfF69hG2IAJs3dxcn26YmoDT9mBLig66p1w10UzM267d9oF33bz6guH5DWSEYrqDXsjabaiWgAIeADHAdRgU9OvSM6XrgsAAEYzCEGy/lH32O5ghCqrIICXVvLhk6dDqxZvvvnXzdIH7vrvz8/d+6YCdPjU26avUDgyXnEErMIEYsAALLElFmF2tFLHxOoqiKIqiWR2v6UcGa/w3TwuAgQAyqFc1qqYDxufd7qkT7cwtHEmuu+yqt1yz/arNS0YTNAAq8yQxSSsBGVUqSnHpufqqzDSAmH6DSJ9BdnacNoFB1J+afTY9koNlqJZ5TkRZI5uenswa7Yx5IMMH377ltusu+/wje7/57e89/cLLRgrmVs8DpgFiKAMCnYUXSGAVMWFHURRFUTRL47WCZHalt0wmFCRkBFxvdu6qKuEwmtJFG9e85aqLt61ftHLByEADTZGWBkjO7FEhiOV0IA+qzhqt+tu7EDEI/ekeAdof3gdVYKR/e3J2M3NASZQEUIUGmCDWAJxYgyAiWWas8UHIEqWWhwbxyXesv+P6FXsOHHng8T0PP7Xv9GQxVXaC1L3fTApPNtCsmhJdl/zjkzCKoiiKotkZr+m/WtKhN24gVrhzHwJQpX79tt8dYb1zkgSiYMhDlRRSICNQiaoHDq6R5OMbETqJ6TX9iSZODyblnCz/wLvecsVlF61fubzlrFEy9Z6OdQ8JtwGAqB7P0bD138P98N+nfmdBFsj+Pw+e+0Vm/qFiM5/9MQyAOQVgZr5uCQtCb34iF61b/L6LVx95d+/1UxP/7s++eP/OV6Y0oaGlHU1CcLANAKg8ABgDqQxpZsT4noSCg582S0AeVM28eQAQC6SQFOoAVjP9psnXAoq911EURVEUzdJ4/aZC/Xltet57nL8MTkxRml6AUbKqBBBbJ16IUsCRD5gMbXfa63ST8rUrhq6//PJ1SxvXXb5p/kCaEQzAGt5UhVOlhBwRkajOG2m0243//Td//p6DJ/e+fvzBJw7u2nfgzHSnzKcVBJsGgXhjnRNot/QEa4xlFtJ6M0hVEJQAM5PpdeauJlaLoyiKoiiKfvritUF1/j//VtcKB1uqySEGaiEMsWmrVUz1pFsZptQ4UtfoPbVt6yXvedcd2zcvnJOCgIYiETDBAQTzX7Fi/8Y8GwJIEEJInLEJmqDG6vmXrJ7/3hs3vbA//+r9j97/yK4TZ8bTxqg3jbHOdDkN2AyuqUkiIPjK+nLm/oQAB1VQvbu7AhUoAAizrMM+iqIoiqIoxus3dHYcsoJAIK2XJvJM+ZqVDNj2R3MQwKF3/LWh4dFWo1H18oT8nKGhj911x+WXXbJh8bAqEtUGkSMYA+jM7A96E/0BAkCAYTg2BDGAVH6OSwLggatXZ+uW3nTtts2PPvHUtx967NXXD2RD8wZHF054qoKgLEEMk4AKoG6g4X7RWuseDAFCHa+haXzcR1EURVEU/XTFa+335JISFAwiBc3McWMA0BZ8C6EkDcySUemyYlAPr1+88KILV9+wbeOadQvmYipLHPnp1LKFIgiT1WAA0y9d85vqlBFCnf4F4kHiECDBiGrQ1LgFlm/dPPfGTW/72J3X7Nj76o7nDz/+/CthLJ8Sp65FnATfESoBhjqFgRoFgwQaQBVYQBVIycd4HUVRFEVR9FMWrz0n5wVPOm/C3cwKQbEcDImkqFJTtnnqpus23vnWbddcdIEFVCczmtaqTKFswf0St6hUZG1d09U32dhlA1gDAlSVJMBaGECEjLFQIqSsGfkAa0Yaq9+y+d1v2Xykgwd+sP9zX/nWvkOvw6aVIDdtVaOwgCoMyAIAeTCBFTTTKxJFURRFURT9VMVrBEWSgAiqUBCpliVEwAwVGMO+ahGnXFI1sWbJ/I+99+533bAsAzIUjMJRj+Hh5hLQ75WAwCQEAgRgoSAw/GaqX5uZfg4woR7ARxaWAcCyAoqKEAx0KLUesMDiJu65aeW2TT/zl/c+sPPpZ06cGT9MjRACsfFBNCAbaOV5AREAMAwykDipI4qiKIqi6KcwXmdtCl5DgAZALEmQQjU0rWMNVVXNSauLlw1fd8Wl116+cfniwRajqUg0WAgpQzNA1aTanzeidb+JAgoVQBAEwcJwf7bGmyBe68xkDyKQqdtj6k3XQ/9S1YO3xaBikAOnhDLwptFs08/ffmby1j0v7P3zXWeeef6lw0dPs214k3anjiZp5kFigHreIJn4oI+iKIqiKPrpi9dFT0mhgdSnCEbzwZQN/MSp1xbPH33LTdd/6I4r1iwiFmkwJ5AUMKoQhjbObkUuFgBY6bzmElWEeo7GeVuWv0mcPRiuezjO33pdAT1XahdSIfIUQlNZiUKgdtsu375p9Xbk+Q0PPXbgOw88/NRz+4YH5hw/dXRk7qKKksmxSbiEm02Fj4/7KIqiKIqin654zZak12WLoYblsuunx8rp7mg7u/Ndb3n3HW9fusgOunwQZBiESqoe2xTyw70edG5X8v4HCiJisAAGQXB+7H6TOHc8DChg6l6W/mf4vCCuUBAbhECw1liAe3lvYdaoMrzvxhVvv3rFNx589gv33Y9eNXb6UE7Z0OB8dY3gtRsf9VEURVEURT9t8dqWU62BxPc6fuzE6kWjW664/Lotay5evXT5guGmg2WQT1mUEAxbmARBwPUEOq53AlSgP+yOiBRnm0QIbAgK4jdbuKaz16JecqlW9bwSe1AYJVvfJ9TfpqoCBpngIaSUNAarXmAWxrDDR9568VuvXHfw2Okndr/+4OMvvnxwbLpTGhhkcXJIFEVRFEXRT1m8biSUT55ZMm/07rffftet61YMogU4wHpJEOAVHqAExKj3UXEKeHAI8AEsgIBSVASmesWgMvRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/8venQbJdV13gv+fe+9bMmuvwloACBAAd3AVN1Gi2pRMy5IsL221u9tL2GFHO9oT0RMT/WXm40R0TMR8mmhP94Q73NMx7XDLsiyLlilZlkhxERcR3ESCJEASO1BYa99yee/de898yKxCcasCN1iE/r8Ai0WwXmXmy3oR/3fr3HNgNEFlRHdu32qARgPrehCq8p1j4QNs22aFyWAtRFQzHxQ2K42FMW2LlgViJsYZ6ew7hNOAWCFzzYXm8VNj4zPnxQ7BtJYzsMKYtGd8oTp79ni5OJUbJFYX02NGRmGGiqINE5KsZuCjbydpOn729MSZsmc0jYIQVlTwdGt9VpT0SISpgKhIOj8hpvNGqoFk0AyCWt2Hsh2DT/Lc5H0QtCoNmrQ9bIKzs+EffvzcQz959eSZ89MNX0lfkCREG42BQiUAEERhtCYiIqLLOl53q42XMrHYrB59UcUo4lSM1xhqow88/cbDz715w85Nv3j3rTs399x63c6RRFQhwddSBO8TJ5AAjQgVuu03jIqNsBEmAplWgIhYA5EV69zdAL20V3E5UnfSn4UDQoTp/FnqtmegAjjERKKaUDMR4tHp5+xTGBUjgAYADrY/xW986fNH/t9vTGgV2w0VVQVgSzUm7z83237gh8+NjvTfvGNQXC3N0SiqRpY89fzY//FnfzVV1ue0bgbXxSIABrHITYHWYm+e3nvnZxOg5lQi8sxBL/Smi52J7UBpnDcOIjCCaGAUxsAYGFcarQwQe6E2VThBZzQMQgu2lvXUnn75tbZTdRXQuSXpdP6wXu1CZW1SM0ObvbHtqsxq48HX22UlLkOSV80Fk2jiLGJZFs1vffNv/v3//LtiAQMFpHPqNXaKapbvhUqYCtZCLKKBN2qkU9qz8oZBC5smRtIimAApIworY1P+0Ni5R5557aevHpyc9XMNKX3N1HpjmkeYKAKNMEERgKAI1nMoOhEREV3O8Rqy8lf1ghACVKIk1lprRYC5VtukdsHr2L4zz755fqg32TqY/fG//rVP3bBlY90VgLUZABgPDdAKsbMN0AlgxC4VW8fOpkERI90u2ssJu1O8LSv23y212xMLcSoSxUaxMBEoo7alc4hx0Aom0c6UFAUsSsAJUhUgQr2B60uSL/2z65575aYHnzvcaswgrYVgYI2HmHywHdqPvPjmsaPHv3zf3Z+/9zO1HnPmbPPHPz3w/cd+cmYxbcUU9RGUDkmOWIiWrpgZTqubr99x09U7TcBAJgjBGH3noG8LdWg7bUOBWEKbiEBsQhJokkZNIrobARW2W54RFICk89Hs3X+wzHu9F0ini/dSB0KbwqShkuC1igZJvy3Pd9aeVRUxwNWiL5CmrXbZ19P/j488c98v3n/FjRudWbqfUl0eJ6OdYmtFRBKQdFK8xXJRNQALMZDO29HTDMFYW1hMl5iYx3/75g8feOipytbqI1sn5lI/b63rTev1mNgiLs0dkgAJQIAEaPiIZhARERER/azGa13+V7do2sBZAEG1VUUjYvsGQ7MZk9T19UyVzZk5f3a+tf///G+bBmu3X7P98/fccusN20f6ssy6utgE1mgFeKgCXmCsWLnQIFuhERARcyFdA50qBVnxjFbMrFnRqEIiJHjrjcZoBMaoFMH5AHjXMohRUo+kOyNFFfDQoKWO1NN/9wdfeX3sLw6OFw0vURMkCVSi18L1xiQenlv48+/8+Os/fNY61yrDQruskEo6COQwdURFCECVa7NfmvfddsO//f0v161ag6LVyvO0bDbSWm35WXY+SRBqvqz7toWGWGaaOR+DaYkG+FALyAM0vXBfA0SohetdRPK9J/admEKJAViH0O6eCY1GSwmlqKhYsQYB8OiBL8OCTWyQtFBAMri0COrzpKpCXr/izx945heu+tUkNwadtuLLW0xNN2sLnEIiHDpB30BLiIfRKDbCVnABtgG0gj1yYuKJZ/c/8dz+s9MLkw1tZxtKTeemS7g+O5CYCC9SFSUEsGapUAfv2sqPiIiI6PKL18uryBFqdKkEurNgCbgIMe1FWAdVHx3cQIQ2tGrFnoX5Ymzv4X94Zv+GgZ5f+eJ99//CHddvFvGuBtdrg+kMR4SKBtPpStFdno4Qs6L18oXPOo2lO7MBO39CUGeM9/BlW4KHWNgewMN4GAcjKBre2CbKTCqFr6Cd9eAV9w6aOo3A7o213/u1+/7D//0X3g230mEIoAYuA2IlvrKupeVsIaFADHAmlaTu016UQLuNWo5mo7ceyolTn7pt55/8zq9eO5o7RGjI8xTQtF7vnsXu2jwECLDO1AwyBwnR5zaHCb4yed4jWVoWDSsobKfkRa1qZ1R5C8kC8FfffWbOD8ANWZuFuTPo701i4dAO7fkNAzX1TQsvCLAANKm81GTWjy96Z6Q/mmFEC6cBPiRDbQw+9frs0WPH8qt2DTjEEFMNcLL0KwXrFa7zp700kj6WnTqWKK6FpIAUwIzX5w/5v3/wwede3Nf2pohObVaZmkeqksAmgKgWiiqqiBVd8dsIiRCxRjuVIoFXIBEREV3e8dos1UJHUagsNfxYKod2GoJqMJ0Wz53YbaKRtqYBrkCphfmv3/rB1//uod/+9V/6w9+6wzq0YF20UhZOonFGjECSGCOAbk+2bn2CrtJtOSo61Q6Zs/09tZ48KVD33koIBiVsCnWuZ309ryVIFSFAmojZylemncQeo8JZ3HfH1S/dd+cPnn3DpdLypUcKeBiDtCZRVJMoohCYtG6K+YkZZN4MrjMu9UUDzktrZmOv/dJ9d19/RR7jchXz229UsHRCPaQRao2QFxrgk8Xo6qYWTWu2ibrp0zxthE7X6CgIUdRAApIq4rlXG2cnGvCDyHtDiJBabvOqMZtIc8twz7//t7871Gudtkx3QmV0GFoo26fnF370k5cef+lEWRRI6kv3KxaaQN3ZicmbrtulQJp2EnQFqNegUa0kQWE1Stop3giIHpIEU5+pUCYIwJOvnv/23//wmcMzExNTLsnTel9ZQcVEuG7HP3ioACWk7HRAieiUe3crS0w03T7dhvGaiIiILt943W3UprJUMADR0BluDe30+TCmU4OrVej8fl8NRCAJYCtjK4Qq+CRNWyH8528+9HcPPX3tzi2f3nPFXXuuvP7KDf0JfAln1FiIMQKEEAXqOmUD765bP2AFiRNtF0ZMaMw0p8+ivs6GLI/OIIpxhU1NUbZnogWqKjUmy6xxgF3+Pp0pg2JygxIY7ZP/5Xd/eaBee/DJV6YaRZkNlZqLNyJQ9aoau4dUjXIu681dmoTmpLYbmdUkNq/e3PtvfusPvnT3blOFPLHdZf4LwfpCBbku7cFsiYlZH2wA0lhmjVJNTx3tKiQ9pdiFTjfCbhWMBjgPzJf4q799cGaukaR9wTdiWdlUbHs+R2sAjc/dsPs37hrIAIceWVoGFnULvqeVjFide/7Fl7J8sFm2gvVAGzGR0Ae1Tz73yi/ee1elMCEmElWiGhgIrDWAADEsWtsKaj0yk/Q01Z5bwAsHjj/x4tk3jp45eOxcEWyjXkPvaHTpYlnFoCbLYqdWHNFoFKhIAakAQK2FhXaX5kUNYESh4L5GIiIiuqzjNcR0J4moSncKDBTSqeZQFQiCJAqIisBrZ71ZzXKkBKwvSp+4vt5BX/Ucml04/tLYU6+eHMqeuOeWa/7VV++/8epaXSQBKg8D1J2xQKtd1vK0s2r+lr2VS0vp3RSmQSQYxAxljw0xzDq0e+KcRSiQWalr0eiJWQ5YtUZQAe5CvYuFGABlUaoUaZo5i74N+f/+x1+87dpd3/z77+8fm2yhd7GMPkbnnBirknqxlYahniyURWjMS9nMUW6oJzdec+Wf/P5Xb905kgEpUJVtpHn3Oa44s7LiowMyLVychVZI1PhWEo2EeU2TJM66WIz0wUE6i8lQCWIUODF27sCBlwdqvfDTtrUQ4Oq1bHHq7KZ+O9rjf/vLn+kHMsB2Fr7RbQZiE61Bvnj3Vf/lzxZPTxzv7x2u0IIsSkitrxBre59/cWrx32ztg3TbkVdGjMKUMUo0AKzklWgjpmpr0xF//d3nv/2PeycXsNjO2oVG9KxbNzoz+QZsgtxAUiQSxUI6JeMqEoyqAlEs1MhS/Xt3K2XnExV2vCYiIqLLPV53ErYGAAZRtNunT0QjTGf8uJcMiJ2Fa1FvFLEbk4xCVCSppTGGhfl5STLTO1yW1Wxo+yAPv3DwldeP3nLdrn/9zz9/1fqeoT44wANFob1ZuhRE47ttdxN0Wz1HOOOLdiph3UBPaM8lcbzHLBioNTVBn5d2f9JTzMf+VKHWKax4QBSisJ3qDZdZA1EEG2NiRCO+cs/u26//d1//h8f+x4OPakDWM9AqWtEjiBOTGpPOT00P9OQpiqjNm3aNfvFzd37u7tuu2ZpngIkqRhNn8byv8wAAIABJREFU3jIvZ+nOYEWxS7SxkTROrXezTb+YimRJnog0qvM1ycQvDjhtnT2fbtooaoAIhTEQwbFjY1V71uTRVaEGk9b70yS3WbMmcX1f3xUb6sartbGzCVU7b0Ebkhew7dFa//XbN1ZF28eGyjzCnA2J80DsCamcPTuxvme99XAmVr5KbAbAB58nzgBzbSd2YKrEN37w7BPPvXLo7PxEU9s+ydIkrWftRnHu7KGBTcNVFb3CK2IICGVnF6wCUUVEI1xU2+1E0knXEO3sn0RUY4Cld4WIiIjoMtLt/Azgt//Tk9946hjgjUYDLxo7a5AqRkUCLCAqOaBAZaK3na9UVYF2hgDCCiJEVJzXRJHCJDCAls4vpuVsLtVAbn9hd/2Wm274zO3Xbd64YbCWiPd56uRC/4ru9G2nFdSrpKVYKGxzxmVQdSfbtdemWy3EXmnXtWVUCsmbyGPlt+dyy2gPfKHRRttjkzbUQFyA6VaUR00MNJSilYRSTKK2VsHNAWOzevzcxJvHz0xMNsanmzOLRRAnaX24ng724todg9s3DF+9dWS0z8IjN2o1GomAxhjV5e+8J1jqhxIBIJwJwT133MymgImutP1J0owNtS5WbqPz128NNo5CFQgwEZKWFqfn20fGZ2AdgCIGl6QNr1mscvVberIt6wd7bGeSogEQBUGRFEDaLuxiM5rDZ8PsopUkh2lbaTq1ia9LSKdlcsem0c19thZiZhF8C4kJMEGdRpmfXXj+4MTDL8w88dOXTy+2GzAtsTAWiUFVQKskMVqVaVWLkAATbRKMhSqMdItb1AOdTigpBEtz6bXb7wUXbjus9w/8r1/+1dt38DokIiKiyzBe/86fPv6Np49egod07dKaONCb7Bhd95tfvfer966rAb1AD5AiGq1QtGEHOl8cy2ASgfMwnZbRiBDACoyDFcDo26oM4oqyjMuq9VtYsUDe6T1tEQQKrYDYmWXjZUC6fe9UEDpFPV5FxXl0C7T7irMQi0p90h/S2iLQAgrg9XF85wf7nvvpvoNjM6XtuwSvyGib8ZqIiIguM/8Ecz2SWl19e2p2bn52ampi7JF/7Puj3/2Xe7bXN/Wg1dK6tWnWj9jZSwmTG1Qt3w4uzxTGihFxb98Vt7KOVy7bbsqyYgdlR3ckjDiowsTlMfJL1eqAqIborAuI3ke1LhFocJLXkaSQpA0UikPn8cSzr3/3kSePnJ6IxonrY100ERER0ScmXjdVjEltfTCiPLtYzBw8/cL/9h9u2LnlM7dcf/fNO/dcvWMgRU2KJDFRKxfFZs5UBsGKGNvtAIJouq323mZ5UEp8a9fryyFeq9rlEfJiFIgwcWnYZecrlrY4qiACAarGSAwlVHpcWvmqKKuQrmu3C7VyanLh6X2HnnzxzVePnJlaaLWiQzbgFWUQjnwhIiIi+sTEa6R59EX0AXCFj42Q5nnPa+fK/Q8+81ff37vnumuv2LL1j//5ju3rNqgkGot+m7pkKTJ3a6i7vUDespq7vJHwwpTHyyteY7kORqDSGdUS0e0b0ilqziUAKp1pPJ0v8MEkSahi0a7yPHcuOVzhmdcazz3/0hPPPH9+dtHWhyqTtZC0VeBTWAfTac5IRERERJ+IeF00YQ2yHKISM4Ra4WxRtJOkr6X6yCtn01fOPv/cE9dfvXPPtdvvvvHqXduyXoMMsAbOeGiA9QIDOKgs1SELtNNt+m1dOy6zgL08Uj4CIt1miojS7WIo8Oi2lJYIGyHRSVAJDlPN8tWXXj98+Pg3X2sfP3Gi1S7haj7v816CJCZJbOJiZ5aQBETPa4OIiIjoExKvbYBE+IgY1TikGWBhpYQrQ5C03+W1A+Mzx2bmv//MCz32yfs/e+Nv/cod123vzyx6TcxRCDzgAAcoOlszOwm7s6tPYNBplneZlTiYbmV5Z3Faw1LWNnb5lYp22rwE2AoogRKYbuC7P9r/4D/+6Mz56RjjueyKGGsuG/Ax+AiXJqpaqUGMgEAiO1ITERERfZLitahXBcSg0xbZV0CAWKjAJhqx2GyJGyi1MpIUIX7n8ed/+tq+L9936+fuuum6nSOphtQmeZTcdNZxFYD6SlwCBRAQIkTEGiC7nN6qCKigO/snhO6glhgg0q1Ij1ET52GKaMSgDZxZxIHDC9/83o/27jvYjok3w+KcVwdBGaFixSLEzuye0F0W7/Te5kRFIiIiok9KvE6CV0GERAOF7U5nVF0aYS4ANI0eEQhVdEXsOzjdPvOdZ7/5g+ev3rbp3juvufGaq/bsGh5OEULMBM4YOCMxWgmdMTIaK4HAXl7xWhAAE2EBYwSqiL6bg32pELHpApwHTk02Dxw9/sizR147NnHi/OxkCzHfoEkeywixos2lb9mZ9bKcpTuL1kFX/h0RERER/YzHawPtjFgXRUBcKkRQUQ/trkhH1wAMFGpMGZNKs1YZpubCTDu8dvxgVby2fb3/3a/d86VfuLHXoqrQY2wtsYLEIAJBrF3q8nwZxeuIaGA7ZSBqIfCVwDh1LljphO995/CX3/jOU3t/WppsPrjJJlytv0prMBkqQVZHvUfm5i+8F+9WBqKdJXIiIiIi+kTE6wi7ItSJdHcidmatdz4iagkYqOs2oQsSbE0SO1f62VaViisnFv6v//7A0/uO/Itf/cqe3UkiEMAXMRPN08QAqmIur4hoTLfCuvJBFACCSyvYlodJMVPige8+8zcPvzQ+Od2ssgqucvnA+vWz07NwAVZhAqoKiy2zYnx7XKpXf2u8JiIiIqJPTrwOyNGdgNJZuo6AKqJAlyenJGUtiihshIU4CODgJYoEcb5woUI2W/af3Xvo0Rf/49Z1A7/wqWs/f/d112wZWt/rmkCopJak2eX1VlmNEESNApUkicCi1xOTi0+8fOhHzx8+dnpiYra56PvUbDK5DTCVolgsXO9A8AWqBbGaGBVVD6BbuA2F6IWELRfueRixiYiIiD4p8TpKAkClM5gxQqRbe92NfFEUSTkYDYIYbxAFkkJNQGipLdRVCFWQGmx/lKBazp+cOnH8h3/xF395155d//LX77/r1hs3D6XzZVif2svprepMipGo1rpScejkua///UOPvfjmWMPOos8nvd6NoEyRZKgqiCC1aDd8VVqrqY0uFlq1vK+QjXQW95citIHI0kcAnRYizNdEREREn5B4DSnQ3cAIdD+aThlwWAqSVVatiJVA1VlZdctPWFQNJCBpSQ3pQBNAtuuHZ6q9/+2F7aMnv/bVz33pcyMVkAMJUAveSQHfRvBIe2CSKibBGlmap740lgWCbj9tCw94aPDS+85XYLqLvctzXtbqANhZeIbxKx4ogRotEQvEAlpquqW7ZqwlNEACNMIYLQu1zri0EV1lM2+x/3T59e899cwrB4+cX2ibK9Vl3c4hXsS1EIqlIpLuZtEYpI0MyGD7sXzHoStOr678q8CrgoiIiOgTFa8/Gp1IbLvTVDrTZEQWW803Dx3+z392/C//sn7X1SOfvevGT9+0e1OfqYckMRYWRqNGCNQqVKMzAKSzeB4741ikUw5uARE4s/RguhxG3/rJxT1ZD/VGnIODGA8oECCQFMaKZAJVH0Wg6qFRjFVxIWqzCJAB5+x8IQeOntr72pn9bx556c0Tp+cqb/OQ9qsaaOw2/+aSMxERERHj9QcjUEjoLiKLgSCqiBpJc6tJwxeNqZkfvrT4nSdfHulJfu0L9/zOr92/Yz2cIhOYThaPKMtWmjsojCpUuyldrMJGGIVRQfLWRP/2Z3GxMVuhEfBGFGoTcQEIQISoOIgD4IoFk6ZirUpSRFlsBSQ25vDAIy+c+5sH/uGVw2cmW/BBkr7B2F9vlVEjYC00iEZBNBqDpPyZJiIiImK8/gCWajqkMw7cSJqEwreKsq3eaZCI+RDzdN1kVfztoz89cPT0tg2Df/L7v37FEHwbUpXDfWme50AEIjQsrQELJBUB4CIQgWRFn43OiMR3Po+1I7a47sDFzn9pcGJlqQ6jU+msAhjXrnw7IKk5U7fTJR7fO/HMi68++uxL47MN17uu6svLoiq8oAKMhUuAAFULbzQYDYzXRERERIzXH4gsl0wHiAFUSw8xSGtWVNSLBpMONNvtltQWqzD+5nR6aPypV//09muvuPW6LffcdBWyNHcmEWM0OoiRqhu1YwWjRmznMbo9TrpBGku1KAIx76wYeS+l2ArWAUmnm3esoJUFrBjtLpObRddngSq104v+heePv350/LHn9r9xanqxlJD0xdq6hhcEwKZIUnjffWANAhWNRqPtNAUhIiIiIsbrD0Qv9JeDwBiIQI0PFSJgHNolTKJp7ovCu95YSw/NT595/vj3f/Jav/3e/Z+941/9+r1X7RhMxNZg60itemgFRGgUeCvWwEAMVFcUhnQ+N1hRkL0mDxRAZy6lQadTSqcA24g4gQBYdFho43uP7Pv29x4+fmamHZ1P+tuoSdZTqQMSJAJtIHgY6T6yRmiU7qI7Iix/oImIiIgYrz9gsu627uiOpVEoujv8jIOxAJxWUTVWBWwCcUWhsANzWlhXb8bWXz9x4PvPvr57+6brdl153+3bb732iqHE1cUkRsVXRiKsaPRqEkCMADFAI6Aw3XKU7vL2O5+bqoioqqrGGK21GdRCJaiTAChUNdq2SUp1weLE2cVXXj/68JHFn76079z5KbVZYYfUOG/zgBQBkAhUpiwsWjBGQxnFAKIqAFQQYaImnLRIRERExHj9YeK1QbfLxzsroAVAolVA9CoRFlBId9uit9FLLgjzC7PTR+cOTRz624ee3D5c//xn7/jaF2/fvi7Lna0JLOBD1Y6Sus4GRydamAujIFcrulZVAMYYYwwA256zrtMnL4VJKmQLRpoGLxzFj5766YM/evL8bMMnvTFqXtsUYKOVJM98sy0AEI0GAKm2Em11ikmi2CAmwkSxColI1ADvlfeJiIiIiPF6LUY7q9fd9esLNRsrIrgBYDRGeIiBxgtfIE5h0oH1pW+empjPbH66Yb710N69L7zyW1/5wlfvuzomaDXRmyViEQEPWANjUmhYsyREVTupelkUNeqhBqqaZYuKE4v4T//jsQcee7GpacgGMDKa+rb3oR2AskSSOljALA2zDAYqFzpSKxBN9x4DgFkxeTHyZ5qIiIiI8fp906WmeAIAKp2AfWFmC6BSSdopyhaNiG2BLB/VieW+8oAxtb4Keq6IRpNzp6tX//zv/78H+z97y7U3XbPx5mt2bB7OUwOrSA2Mj4lEa7vReXkqzdtId/whqqqy1gIoTK+x9fm22X9i/I2xw4+9ePTJfUfmY1a5oSoCLQ/1ZasJ65I0i3kaYyhaJUSgot3S71hJUkmCC6NwBBDt7r8EK0OIiIiIGK8/DLOcM+VCIfZS9gYA9aYOVaCyGo1WojDQKICKiihsrNoqarNakKxTceGNNGOrNd46+oNnsx+UGwd7//Ard9x9x01Xb+0LgLHWGtvZ+7ha9F+quu4Uh6jqRAg/3Oe/+XffffPU5HyrWmhHqQ/BwAh6M2Oy0GyM17PeVumrhRIugUsBhREYgUoUURjAqWTdPn6qSw39VtxxcKwMEREREeP1h0vY3YjZWciFRADQTrEEIJ2ZjkY1iMIiiEariGKiikKT1PoYqnaBLEVWhwcQIbVSVH2rUbSqav5P/5//8tSN133t175y+803jA66ubm5gYG+1Z+WLAHgvT9x4sR/ffTNrz97ZnJ2sZI0VMb29YV22+aJby22YtGTSD22Y5mmYk2eBlgPIAQYh85rU1F0mmcnQHfEJDR2R9MQERER0c9gvDbwFsUn8kUsFYgs/We3RtnFmeUviILYHde4TCMAY10KaAPtxsrv5rMastos0Mw2fPdk9b3/+PBg75Ofvf26e/aM3LLnuiuHs6EEqVYOlUFUPymSwuUV6m3JCpFTs3rs9Pizr59+5KkDp89PLnjTNglsJoDLBL7hLFAF5xzgmgCSOgCgM8wRrvPP29ajtQE0LqcfPtGKRS1ERER02cbraFyw2c/56eh0/FjJB3VpmqA2VZbff/Klx58u/eLXv3Lfnb/9G7906+6BmiRVRF+aBzgPVMCpOXz/8Ze+/+PnT52bmW5pERO4LLrUv3XbpVjDHz67OC6Ro3CIiIjoMo3XJnobCp6Rt8drYzpl0E6cSFLF2Dey4dGnX9z38r6vfP6er/3Gl7eOYBEOwELAi6+e/uu/+/4zL72xWCUlXNa3vpb2llUIMSbmLVUcGlgnjYFME8PzQERERJdpvP7MDdtclv+cnw55R6lCZdzycESDaBFCUQ7k1mlVNJqP/PCR9euGb7v56lareuPwkQNvHNmybvg3v3R/iTSoicZ4tQoRgby1JfU7l8l/DtXD9s0j/TwPREREdFnlyeWc1wIqno93CCs+qQIEqFmoIpVu75JYwTp4hTPdbYZ+qWq6WmrLLYK31YKw4hhACfQqcp4LIiIiuizjNbSChp/38/Eui8qtpXGPBmohVoAQYI0gotu4Q6LGKMZ0Y7OYTr5WgXSDdOx2NaEV2iZPAMsTQURERJdnvCYiIiIiog+H/SuIiIiIiBiviYiIiIgYr4mIiIiIGK+JiIiIiIjxmoiIiIiIiIiIiIg+idiYj4iIiIjoI8PiECIiIiIixmsiIiIiIsZrIiIiIiLGayIiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiIiLGayIiIiIixmsiIiIiIsZrIiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiIsZrIiIiIiLGayIiIiIixmsiIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiIixmsiIiIiIsZrIiIiIiLGayIiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiIiLGayIiIiIixmsiIiIiIsZrIiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiIsZrIiIiIiLGayIiIiIixmsiIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiIixmsiIiIiIsZrIiIiIiLGayIiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiIiLGayIiIiIixmsiIiIiIsZrIiIiIiLGa54CIiIiIiLGayIiIiIixmsiIiIiIsZrIiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiIsZrIiIiIiLGayIiIiIixmsiIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiIixmsiIiIiIsZrIiIiIiLGayIiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiIiLGayIiIiIixmsiIiIiIsZrIiIiIiJivCYiIiIiYrwmIiIiImK8JiIiIiJivCYiIiIiIsZrIiIiIiLGayIiIiIixmsiIiIiImK8JiIiIiJivCYiIiIiYrwmIiIiIvp54T7Mwa1Wa2Ji4nvf/d5jjz76ysuvLC4uVmXJc/qJMDg0uHXb1quvuea2T33q0/d8eseOHX19fTwtRERERB+SqOoHO3J6evrll1/+9rf+9vDBw2fOnJ6eng4+xBh5Tj8Rkizpqff09fUPDQ9t3LjxzrvvvPvuT9919108M0REREQfxgdZvQ4htFqtl19++eGHHn74Bw81Go2qqngqV2dEnUHmVN7xv8ogVUBQAHLJnk9VVLPF7OzM7NjJk0mSTE1OFkU5PDI8Ojra09PD94uIiIjo0sXrVqs1Njb2d99+4OGHHp6fn+eK9cVIDPoz3dQX3DvK3ScbZqppmv6f7LlVVfXqq69572OMv/m137zqqqv4fhERERFdunh97ty57z343QP79y/MdbO1Fa2nevVw2NofagnqqdYTrSdq5JN0LqLi1fPujUl7bMY6g2vWhft3FYmBfe/9nyGiinjocHZgonsmUxMHct3YFzf1xHV1HchjT6qJRWKQWu3N3uWcNEtpVVJFLBYy05bJpjk+Y08tmFYlcWmx+6phf+NGf8VgzN37K+ZRoApYLGWx7L6MGDFXyOl5c2zWNksJKgCqshw7Ofb4I4/eetutXMAmIiIiunTxOoRw5syZRx959NTYqU5NiDM6lMfdI+GebdX1631/hv48DuSxP1stmP7MZeuIdoC+kp9bMACG8njLpur3bmlnFol9z6MWC5xvyGvn3cEpW0+0P9ORWtjcp7tG/M6huK0/bugNg7lmDhdzpzHdlHOLZmzWvHLe7TufHJsx84WpAjKHPRuqX7+2vGGj783e9z1D4THTlummXb4lGG/Im5O2/2xydMZOtUzhBcDMzExrf2vs5Mn5+XnGayIiIqJLFK8XFhbOnjl79MiRhfmFzt8MZPG2Uf97N7e29Me+DFbUGliDT9bSdREw1ZR95+ybUxbA9RvC9RtCba1YPNk0jx5NTy+YgSzu2Rg+c0V5wwa/rq61RDOL1KqzcHKxJdX9mdaSsKU/3rQ5fHam+tb+/OVzbrJhtg346zeGGzb6WvK+X5cAmcW6ug7mS9Unih1DctMm/4Wd5bf258+MJUdnuj8GqjoxMTk1NbV582ZeG0RERESXIl6Pj4+fPn2q1Wx5341rN2zw924vr14XelK4T2wf7cmGPHs6OTVnSy/9me7Z6K9b71dffW9VOLdoXjrrtg3Eu7ZWN24M14z40f5YSz7grYWzcBa1RAdyzZ3ev6tYLKVZym2b/VUj4f2uW3fjtUAEKZC+ZQ1eB4CBTPds9Kfn7dGZ5eCt83Nz83PzvDCIiIiILlG8Pn/+/Llz56Je2M540yZ/z7aqN/0klYK8JWkqfMTYvH38WDrZMLVER/vCDRv8zqGw+oFzhUw0zGzbfHF3+dnt5Y7B+BGegf5MP7ejOjDhTs2Zu7b6HYPhI3/hxuCKgbi57y07U9vtdlEWvDCIiIiILlG8XlhYmJ+bX9ksezDXkZ5P2C7GlaLi3KJ5Y8L99GyyUMiOwfBLu8pt/TG1axx4bMZGxf90Z3PbQFzfEz/aM2AEucOWvnj9Br97OAzX9ON47WVAtSK3C2Td+vXDw8O8MIiIiIguUbxWVbxzEo1+gk9BVLw5YfeP26mm1BPdPhDuuaLa0LPaUnSM8Iqaw2h/vG69z91HXxUjAivYNRys0Q09MXMfwwuPOLtgxhuy4kFl/fp1IyMjvDCIiIiILlG8zvM8y3NZsVLbKGW+kBGr9iKWb1WhSx/XZJY2BYqs8T2jviXkLx91MSvKUfHquH1z0iZGN/TE3SP+1tE1KjGCou2xc9g7g5pb7empvv3uQ1YE6DVds85fMYjVq66XX/6Fk3Zxr7oMODjlTszZ5WxtrV2/fj3jNREREdGli9fbt2/fuXOnkQurtSdm7cFJd8fW6mIqj+faMt4wY3O2vIhZNNsHwpVDIbVYPbi3PQ6Mu5m2VLH7dQYYrsfR3rhlYO2HMYJbN/vBHI0S63viVcNrVzlbg5q7qIhcBjQrmW5KXMrVA1nszzR1F9VOpJYgdWsUtU805NS8nWkZIzpY093Dvu8iNkGeXTD7ztoD426i0f3uI+tGrt+zZ9OmzWma8sIgIiIiukTxeuPGjduuuGJoaGhqeqosSgBHZ+z+CXv9xsqa1WokOhNYXp+wL51NTs7ZMqyRX3sSdaJXrrW/sFnh7IL5ycnk1LxZjteZ07u2VkP5RY2TNIKrRuJoXwVoX6q9mV7MIWbVyuwQ0agwvmjPLsj5hp1uXhgQs6Xf7xwKu0cuqt4jsVilF58qguL4jHnyZDLRMM5gtC+M1EI90dUqWxRtjyPT9rFj6fFZ06wMAGvt6JbRez9378ZNG621vDCIiIiILlG87u3tHd0yunP3rvKNcmpiCsChKTtUc/ddaTIb3Xuve/qI2RYePpJ++0Ae10qwudWdw/7mTZKv9QQnG7LvnHvoSHp89kIoHMjip0arnovrEm0Em3q7QVwurmZjTWXA6XnzoyPpkyeSQ1NuZbH6VSP+3u3lloH2hy+n7gTlV867b+/PGxWcwRUD4Y4t1YbesHq8nmzIK+fcDw5ny/sa0zS9cueVX/mVr2zcuJFXBREREdGli9cisnXr1q/91tf++ht/PT83X5VV28vRafvt/fmXry5u3vyei83OoC/DUC0O5nGiYYKuFmMH8/i5HdXVI2HNsHt0xv7oSDreMGXofulIPVyz3m8biAMXt3rd2UT40XrmZPLEieSV8+7UvG1W8tbbjE5xtHz4DaHNCs+MJa+cT5qVDNXidev8nVurTX1xld8hTDbk8LR9/Fjy3Ol0+YwlSXL7XXd++p57Nm3alOc5rwoiIiKijzJet1qtzrTz95Jl2Z133fXCCy8cO3p0cnwyxHh+0TxyNNk2EEb743Dt3SsTrEFPit0jYc8Gv/dU0iih71F+XHM62hfv3lqt3uw5RMwXcnDK/fRsslB2vpUawZb+eNfWaktfqP9TlBC3K0y3zDNjyaNH0/GGeetrVCMYqcWNvdHKh83WUdGs5M1J1/Kye9hfORzu2lrdtdVv6NF3xuuo8BGzbXl93D5zMnnoSHp6ofvWp1k6ODh46223XHPttTHGRqOxyoPWarUkSXjZEBEREb2PeH369OnpqelVjlHVEMK2bduuvubamem9sSyLIOcW7TOnkr5cf2lXWXvv1dM7tlQCHJqyhbfVeywuj/aHmzZWG3vj6jPAWxVeOuteH7fzbQlLYTW12DUU/tmOaqj2T9MscLxhHjqS7jvvplrmbc/AALnDDRurO7dU+YeuDKkCyoDE4p5t1e7hsHUgDNe0lui7Ll37iLk2njyePHEifXZs+W4EAAaHhm644YbNo6MhhDdef2P1B921exf7ihARERG9v3j948cff/75F9Y8cmJ8/Mzp0zEEAAqpIl6fcH2pXjkYtg/Ggfzd0+1gjmvX+a9eWzx2LN0//vb4LFBncO06/9kd1UBW0U+qAAAgAElEQVSu5r1jug+YK8yzp5KDk265ziQ1uHqdv269H+37WBpFr6lV4dS8efJ4MjZnfZR3vPZ466jfsyGs3lT7IlmD/kzv2FLVnG7qjX2ZJu+2I7EMODFjD03Z1yft6xPu6LSdab/lsVuN5tjY2CMP/+j5555f80H/6I/+kPGaiIiI6P3F6+f3PvfAtx/4AN/r9Lx92ei165J6Ur5XvHYGm3r1q9eU0y17fNY2S1lZPmGNDuW4fn24fdSvvr7brHBu0bx81p2cWw6Vmju9eZO/dl24mM50H4e5tpyYNa+cc03/9vhcT3T7YPzCzvLqkdDzUVStOIOBHJ8a9e/6f6Oi8GhWMtWSZ8fc0yeTZ0+n7QrxHQU5CwsLCwsLhw8eupgHvf/++++4805eNkRERETvI15/GJNN84ND6db+sHvkPbcVphYbe+Nto9W5Rdk7lqzc+deT4vYt1c7hkLs1JsKcmrfPn0omm2a5wsQZ9Od666Zq10U0rv6YHJ+1h6ZceLc7i9tGqy/sLO/aVq27JFUrZcDrE3bvWLL3VDqxKNNt0/aI/HknIiIiuvTxuj+PG3o+YELtSfS9qhSWGYOawTUjfnzUHBh3ba+dntCJ0XX1ePuWavvgGn3l2hUOTdmfnExm2xcWvzf1hk+N+iuHwnstnF8CfZlu7Y97NoTJlpYemUNPGvszHanHO7dWt232G3vWODkfFQFyp6mFqnqV1Oq6+kdwWnKnvGaIiIiI3l+83tIXr1v/AeP1YB6vX+839619+BWD8eaiGsrTmZYUQQD0pnFbf7xttNrav9oya4iYacnrE/bZ08ul2yrAzqFw/65yU29cJb925ocXASGKAIlVZ/Dhy6CX7RwKiVEAh2bsQluGct3cF3YMhus3+HU92nsJO5kkFtsHYxkqK3pg0s21P5oXOZAxXhMRERG9z3j9hV3VnjtaHzTVaX+mw7W1yxASg95UN/bG8YYpWgCwazjcs60cqalbNQo2K+w9lRyauvDMDdCb6o6heNMmv3qELTwmW+abr2SHp50z+rkd5a2b/Sp1LO9XarG5L35+Z3lnJT4gsciddlb0L/FWSwEyhx1DcTCvbt/qq/DRdPbePeJ5zRARERG9v3h95VDYMvqxpyhrkDr0ZEgdrGhvqteu97eN+r5stYHerQrnFswLp5OVMxpTq9dv8Net9xt711hbHW/IC2fcj4+nR2fsQB5vHa1Wr/BWxWIpnfntvenaEdka9GXoy95fXm9XqKKkay2lR0WIOD1vpppm90joTVc7USJwgsFcBz/SUpmeGleviYiIiFZjfhaeRGqxbSDs2Rhu2BhWbxgy05JDU/blc+70/IVnXkvwhZ3VLZvWviU4Om0fOJCdW5Raolv6440bw46hNaLw+UU5Om2PTtvF8uN6+XOFnF+URgUf18j6RcBTJ91/fyk7NScVNyoSERERMV6v5CPm2tKupC+L91xR7RwMpjMv/L0dn7VPjyWz7QvTEPuzuHPY7x7x63vWqNg+uyBHpt3RGdeszBUD4ZevKjb2RLNW0cQr591LZ12jknf2sf7wFgq8cNo9fTJ59bwDZM2qmJfPutfOJ29Ouu8fyvaft/zxJSIiIvpZ4/6pHni+kPFFM90UEWzui58a9VtW3dHoIxYKOThlXz6bNFYMHdzQE27c6Lf0x9V7XfuAg5PuzUk71ZRaojuGwme2VavXiBcei6UcGHen501isbU/rKvrmjcAFyNEFAHTTXNi1jx3KlHBFQPBmdWKPULEQiEvnknenHTnFu3TJ9K+TNf36LqemNmPcncmEREREX0i4/WxafPC6eT8ohnI4nXr/a5hv/oY83aFA+ft/vNubM6uLKLYPhg/t70aXKujRRnxk7Fk33lngM29cddQuHI4rr5aPFfIG+Pu4JQ9Mm3nCrNj0G/pj/lHccLKgPOL5rFj6U9OuhOz9l/sKe7dXtZXnQBfRcy05IXTyclZUwYcmbGPH0tjxC9fXY72RcZrIiIiop/feN0sMTZv955KnjuVNEq5bbT67BXVYK52jdIIee50cnDKVktFGonRrQPh+g1+90ioJavF6+mmHJqyh6fsRMM4i0+N+hs3+XSt2oqzC+YHh9NTc3a+bY7NyMNH0oVSbt4Y1vXEDzB2sQpYLOX8ojk1b07OmeMz9tCUm2nLtoG4tT8M1WBXXRQ/NmN/MpacWTAtLwopA47P2qjpbGH2bPDXjIRNfbGeXKKm2kRERET0PuL1dEtm5z+u5VAfMd2QfeeTZ8aSAxOujFhX1429cbpp5or3PEoVZ+bNC2fd2IUR6LAGG3rjQK5VlPHmauH0xIx54Yw7OWcalcmdbumPvSlOrfIaFQq8MWGfOJ7OFVJGmW7JE8fTmZYpfbVjyK+rqzNILKzoe9WKKBAiQpSgCBHNSiaacnjSvTZu35h0J2etV1lfj6Oj3hmMN9Y44S+ddU+eTKdbErT7eDMtM9eWk3P2xIyd3FpdPeJHerTm1JqPoHzlvWyrJOVFQ0RERPS+4vWPjqQvPF/7mB5vuikTDTPdkrm2KQMyiwMTtv1KvnoorDxm2nJkyrX8hS/yAWfm7WNH0zcn11iDn2zIiVk70TCdo/aOueOzZvXpM2XAqTkz25blQpTZtnnxTHJk2vVncbge1/fohp44kGtugXd75mXAfIG5tplvy1whsy2zUEqrkmYlTS9eAaBZ4eCUnS+yJ06sUdxyeMoenrJt/5ZHioqFQl466w5N25rT/kwH89ifafKx/U7iD75k7+BFQ0RERPS+4vXhKbt3LPmYHm+xkMWy01ROBBoUp+bsdGuNmoYQ0faYLyTqhXwZFNMtaXt7cm6Nw1sV5gtThe5RR2bs6YVVD1FUEc1KqhXdQqooc4XMFXDG1JNOltV6qsl73Bj4gGaFZidPV9IspXxH75EiyKk5M9EwaxZPz7VloXznF4mP6DwrAKnVeqL1RD++UuyvNlnlTURERPQ+4/VU04zNXYoa3k4N8VTLTrU+4OGNUhrl+z5qovGhXp2PMl/IfIFT8x/2DPgoU62P7FSXQcogs+2P8S1rVMJrhoiIiGgVXIwkIiIiImK8JiIiIiL62SOqyrNARERERPSR4Oo1ERERERHjNRERERER4zUREREREeM1ERERERExXhMRERERMV4TERERETFeExERERExXhMREREREeM1ERERERHjNRERERER4zURERERETFeExERERExXhMRERERMV4TERERETFeExERERER4zUREREREeM1ERERERHjNRERERERMV4TERERETFeExERERExXhMRERERMV4TERERERHjNRERERER4zUREREREeM1ERERERExXhMRERERMV4TERERETFeExERERExXhMREREREeM1ERERERHjNRERERER4zURERERETFeExERERExXhMRERERMV4TERERETFeExERERER4zUREREREeM1ERERERHjNRERERERMV4TERERETFeExERERExXhMRERERMV4TERERERHjNRERERER4zUREREREeM1ERERERExXhMRERERMV4TERERETFeExERERExXhMREREREeM1ERERERHjNRERERER4zUREREREeM1TwEREdH/3959x1dZHY4fP+c8d2QvyIQEQgjIXrKXiOKsCI6q1bbW2n619dv+ar/dtlZrh63V2qqtGxe2gooTXIDIMOwdCCuEnT1ubu54zvn9cUOMyb0ZEBDs5/3Kqy+aPHnuc5/cvl6fe3ruOQBAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAgP8ijq46kTGmxXeklF14oVprKaUxRkrZ9A8hhDGN3xei8eHk8X8YY4QUUsrQ757AJTU9qda/GLqApsvoQs0fNNIFnLpHBwAAwMnoytFr27a11sfLL0xwn0xbt07t5rVp28FQdNq27ff7g4GAHQwaYYwxTV0e9j3AyURwSJf/SZpOG3rWx99FGGNE6PaG/mvz5wUAAIAzhKNrT7dixYq3337n4MHD1VVVQgjRRWOrMjReq9Rdd/1y5MgRobIMdadtm61bt37wwQebN2+tKC+vratTQhpjlFLxCfG9c3OHDh0yfNjQwUMGOxydfrLGmHnz5r3wwout34cYY6SQjz/+WEZmxqn4w9TU1HzyyYoN6zfs3bfP19BQW1tnazsmJiY+Pj4jPX3I0MFTp05JT0/nFQwAAPAlzGtjTDAYfPSRxx544IFAICiEahxd7qKxVW2MUnLUqJFDhgwWQjgcjtAQrxRyzrPP/eY3v9FaGyONMUo2tnVoBPjTVQWv/GeeMfr222/7+S9+Ko/PHOngtAop5eHDR9esWWt008yT409ZCCmEPxDo8j+J0cZTX3/dV2/YuGGTVErbduhdStNDS6WMtl1u5xVXXHHf7++Li4sVIvR0mCgCAADwBTvZySFNkxM2btz0lz//NeC3LeVQx1tPdhUhlKVu/tY33G63Uko0zo4QhYVFD//t78JIYaSS0lJKShk6QEqpQrO0tTa2eOLxJ9968+1gMNhinkm7eS2ENPr402n+jBpnv3Tl3IzQ7JqqyqpvffOWTRu3hO6vUkodfy6NN8MYKZXfF3x1/utPPP5U80kjAAAAOLvzWgihtbZt+x9//4fWWill27bpakKIcePGXXrppU0RaYx55ZVXbrzxptLS0lAxt/3rfr//hz/44c9++rO6urpOFXbrtxPNplx3ZdGGBt137do1a9bslStXNM2xbuNJGWMeeeQfjzzyiM/n46UMAADwJclrpdSuXbs/+WR5qPmUUq2GnoUQQsoT+FKN48VK3nD9dQ6HI/RhPmPMtq3bfvKTnxw+fLhpSZCmx2rxj9B/k0J6vQ1z57781ltvn0wYf/5JddlkjOO5LB75x6O7du0O1XvTmHXrR2/6Zr3X+/v7fn//n/586j5qCQAAgNOa18aYlSs/ra9vEBFGW4UQoTFuY7TWdie+bDsUnaPOHTHt/POUUqGRcq31ww//I+i3RbNx3KYx6eYj3MevwBhhpFRCqDnPPFdTVX3CfX2KRq+lkHbQXvjOonfeXnR8HooxRjcfqG4xnh36tzRSCuvpp+asXPEphQ0AAPCF65KPNsrNmzaJcB8WDE0XEcLExsY1fR6xMy0rpJRJSYl//vP9SUlJjQ8m5cqVK99+6+3QYG6zBbAbT56cnBwIBGpra0OTsFvYsmXLE088ceeP7zyxkeem59h8pe0ueIsixKaNm+68805PXZ1UYW6jy+USQgQCgdYLYAshgsHgSy/NHTd+LMtgAwAAfAny2tR56lrHZih8LYd17TXXXn317OiYaCWV6cyIr9FaKhUTHd27T++mjVQCgcCf/vQnIaWSqvkC2KEPNQ4aNOjRRx85fOTwHd+/49ix0tbn1FrPn//qt79za3Jy8pnzZwgGA//61+M1NTVhlzK0LOuOO76fkZFxzz33eDz1Yc/w6aefVldXJycnU9gAAABncV43znIWjePHLX5mjLn0sovv/8sfwg4kn1CGBn937x/WrN4ohdBGN39QbYwQ+q7f/CI3r1duXq9bv3vLvffcJ4VqsQaflKqk5NDCdxd99bprW8xs7lDxf+45dsE0jNCcluXLVyxc+J4xwhjdbPtJZYR2ONQtt97yvz/8vtPpHD5i6OxZV9XV1rceNz948PBfH/jbr3/zS6fTSWEDAAB8UdQpPLWUQohhw4Z3VVsLIbZs2frkk0+KcLuUK6UmTZo0YcKE0CD3zJkzW49PNy3qN2fOnHC5/AUIXe1LL73k9/tbvBPQWkspJkyY8LOf/dTpdAohBg8ePH369LAj3FKIp556qqioiLYGAAD4MuR161Wum/ZW7MKEXbJkqWU5QgH5uWU0pHQ6nXfccUdTRmdkZMyYMSMUrM0vKfSLRUVFhYWFJ1bDXbtyiJSyqqpq9eoCy7Isy2r+EEopy3Lccsstbpe76WOL48dPaP30my7p44+X8dFGAACAL0Nehy1HrVtNyTbtf4WWAWmeiaHvlJWVvf7q60Zr02zh6tCPpBC3f+87EyaMbWpNy7J+/OM7s7IypVBNkziaMtTr9f/i578uL6/4wv8Avgbf3b++p/RIReM+lM3Gno00w0cMmzptihFGqdD2MuKSy2b06Zvb+jyhPSxfm7+grs6jtWajGQAAgC+Eo6tO1Lhucyt7du9evHhJ0/wQ2V7yGSOMFMaYHj169O+f35TFtm0/+uijO4uKQvO8m3+oUSmVkZnxgx/8ILQXetP3e/TIuvTSS55+ak7razNCFhQU3Hvv7x566K+de5pdPfd67dq1r7/+emj1wNa3dOaVM0OrfR//junWLeXXv/71Ld/6djAQbH22bdu2vTz35Vu+/S1e2QAAAGd3XstW86GNEErKF1548YUXXzTHh5utDhSpVtKyrDlznmnKa2NMeXn5/Pnz5fHdDVusxzd2zBiXy9VivFZKOW7cuKefmhPaY6ZFxEsp33zjrV/84ufp6WmdeJpdvTDfypWrbFuHBtZb/MjpcIwdO1YcX4NFNE7UFpMmTczu2XPfvuIW3R96E/LCiy9cdPGMnj17MgkbAADg9DuFk0OkEFIYIYQ0QkkZ+jKqvS8phBCTJk+YMnXyZ+1om1fnvXbsSIUQssUQtRBCWvLqa2ar45r1vZk0ZeLwkYON1C22XJHCaNv2er3z570amkdxmqdShKZvlJZWvPKf+VLK5gPhx9+KmG9886Z+/fp+vpKlUlZ0dNSs2VeG3lm0GPJWSu0q2vPb3/7O5/MxOQQAAOAszmsTacvG0JaJHSeEMeamm250OKymkwft4PMvvNB8+b/PDpdy9LnnTpo8KexVxcfH3//n+6OioppmNjeVtJRSSTVv3rxgMNjxgd4u3LVRa/O7e+/bv39/i2cU+ghmVlbmj370/0IzQ1oUthBi9uxZUVFuKWSLTRxD/1z47qJ169Yzeg0AAHAW53XrlUMav9/hyJOycQbH5MmTJk6c2BSOtm0/8MCDJftLhDTNTx76z4SE+Hvu/a3D4YhwTtm/f/+7f3u3VKE1TESLWi0sLHzyyadCi+J17CJPduWQpoZ+6smnXn/9ddHqvhljpJKXf+XyxKTESHcvp1fObbfdrhxKyDC3XWt77tyX2SMdAADgLM7rSCXaKu902C8pjda2MTohMe6+39+TkBB//LfNa68teOLxJ7VusTuMtG3b4XBMO3/q0KFDwmZo6AIcDsfXvnbDgIEDhFRNPdwskdUffn//hvWbpOz0rbAsZXTnfsW27VBh7y/ef89v7/U3+ML8SRwqaAevunp2G7veWJa6/fvfPW/a1DCFb4wU8p233t1fXCKEYAkRAACAszKvw04Oad6ybTPGWJYlpRw6ZGifPn3E8RX3/H7/P//5z4aGhtYnV0oFg8Hx48drrdsN/SlTJoeWrmt9Htu2H/vnY8FgoENPs9lTs227s/MvmiaOL1++QojQG4aWlxQMBvv365+X17ftC4mOjr799tucDkfre26M8fl8Tz/9dItJ6gAAADjVTuXKIaE1PcaOHTJkULMBVNNGoEspZ8y4sKlBpZQLFy7cvn27kI37rjc/uZQyIzNj+vnnt39tUl591VXPPD3H5/Op0OyLz1/qB+9/uGLFyilTJov2ZrM0/VQbI6Vs8DZ8/hm0X+dCiPr6+pdeeqlpPP5za10bk5KS/NDfHnS73W0/J2PEqFGjpkyZ8tFHi0PvHIQQoY86ht6uzJnz3JChg2fPns2rHAAA4OzL67ApKoS4+NIZ3/nOrSc2hqpt8eLzc01QSCXDnFyan/z0zqweWe2e3Bg9cNCA62+45vnnXrCDuvnaI6GV/rSt5/1n3qRJE9uYjxHuycn1Gzbk988//mbANG/oiE9Km1dffXX9ug0t9ooPfaJRKfWTn945YsSwtq9CSiWlcLnUNdfO/vDDD6RUx8fmhVKNE3IaGvw/++mvzjtvWkpKMmPYAAAAp8cpnBwiTnTKb9Nkj7LSso0bN4pwMzqMMUOGDpk+fXqHnqRSWutvfvObiUmJlmU1rcTXNMlECLFm7dq6uroOlPpn63sopd54483q6prQ9GatG78a1yQM9yWlOnLk2DPPPBt2joqUMiEh4eqrr2630ZuMHj3G7XaF6twIo5TUWhujhTBKSY/Hs2bNGl7lAAAAp82p3VbmxGPdmPLy8u9//466Ok/YLVdiYmJ+97t7k5OTO3g2KWV+fv6vfnXXz37yc9vWUn52tbZtK6X279//l7/85a67fu10Otto7ObbyhhjlixeetGMS/v0yU1LS3O5O3Azjdy9e8/2bTtluCdljJk168qYmJgOzJlu3NQmPT3tl7/85d/+9vdhw4bl5eVmZfWIjY3RRgf8/rKyytKy0qKinRfOuIAXOgAAwFmW110oNPb95/sfXLFilZSfm3TdNHI8efKEUaNGdjT9j0/5uP76r86Z89zGDZub/zQ0em20eP7Zl6776vUDBw38XJeHrftmnX2gpORASUmnnqAKF9ZCSodDXXXN7BaTRiLEtRbGkkZIKW759s03XH9dVIxbSmMbr9F1Qkil3ErGSunUwhhhbBOwhGWMDDPNBgAAAGdgXodWrGgdoSfQ1lLKY8dK58+fH3aCRKhrx40fJ45/hq8zJxcTJkzYuGGzEabV6Lr0+X0FnxYMHDhAHN9uPTTj4vQsbGfbdq9e2f379+vYM7GkDAhhhLGMMY4ob0Xtu5U1y+sD2/zBMmlcLivd5cyIjumVEjMjNnqAUG5bGKH8lojiRQ8AAHAW5HUXTg4xxrw89+X6+vrwo7xCxMfHX3755U0j2Z24SCmuvHLm88+94KnztPi90CTsuXPnXnfDV6Ojo8XxzxomxCfIU//BQGNMt27d7rn33ujomI7d7aDQyhcsKat+s6L63Xr/Tm17hQkI4ZDCKGm8gb1er6iqUYfkv9yu9KS4yUlxF8XFDLScPXnRAwAAnDrqzLmUpk8c1tfVz/vPPBXu2owQQpkf/fiHWVmZSimlVKfS1xgzePCga786Wwgtjk81aX7Atm2FL7ww17Z1aI8bpdQ5A/oJaZ/SHRBDZX/7975z/vlT23lXYoLaBIzxB4JVuw//dP2uaSWHf1/v3SDseiWMkg4lQ59xVEJYQlpSSiUCAf+B0oq5Rftv3rhz2pGyx40dsLVfaC2MNiYotBahD2YaO/RljDYmILS2tW2M3zaBOt/uxoMFO9QAAACcJXkdIqVcvHhJ8f79EWaGiKysrOuvv+7EBpSllEKYG2+8MSY2JrScSPNHCS3fMefZZ6urq+Xx+SF5eXkZ6RlNB5yKthZCJCYmXnnlle3OujZSCy1MUJQce/Bo5TNW0K86sTG70dqz7/B9O0q+U1PzpjYN2khjjBFBbbSWtpa2lsYWWhstjBSqwRLGU7e+cN+NAbvKCL9oXBQFAAAAEZ0pc6+bpnmUlJTcc889xujQenwtDnNHRT344F/j4uJObD/C0Anz8/OnT5/+xoI3Gz/U2Gx3SSHE3n37/u//fvLoo393uVxCiG7duj32z8d+/tNfFhYWnqLCFkJccsklWVlZ7Z5cGle9b2vx0V/X1BUoIW3VIHSU7PCIsjHGiIaqmreraxe63HnxMePjooZFR2U7rRQlE4RUQhqj/f7A0XrfFk/9dq+/yK8r8tP/GB81TBgppGlasQQAAACnJK+PT4A2RtgizFRp3cHpBFJK27aFEAsWLDh4+JAwQijZ+nfHjR8d2vzlxK429IuWZV177dVvvLnAiMa9IkPvDxofTJtFixauWbN2woQJocWtx44d89Lc55948snly5fv2bO3rq5OCGmM7rK/gaWuvmZWG0PXxmhhjJABHfTsOvhjX8NWafxGOYXQRvm1Vko5pBZGCS2EMiJScEsphbCkNEIrf8Pucv+uMvOiEFIISymXlEoIbRufkFrYAamVsFROxj1x8ROkso6HNW0NAADQZnCe5HCsMUZrXV5eXl9fH3Yh56SkpMTExI4EcWhfldCpIr+c/xEAACAASURBVB0TExObkpIcKtGT+cChz+c7fPhw054yLa5ZSpmcnBwfH980RST0nz6fr7q62ufzdXbFkrZvoJQyIyOjjV3QtdFSB2s8nxSXPuDxrlEm0eFwKxUnhUMbbetaY+ptu85SsrH5T+qjmMYYyyjtdmZnpHw9PenrwuG2pIv/qQAAAJymvG6WiS1O9dlgZwfzOrSlYqvzNKdCC3p0fPfySJcdautw4+vSGNG0L2Nj4DY+Ymg8XnRhXguhju+pHvHpGGHX12/dWHSV0y1SEmamJl0Z6x5mWbHGGKGFEXUBfbCydvWRsrcDgQ3G1J3cpWkpXA5X7sCcf0ZF9TFGCqmkdPA/FQAAgNOR16JpfWhjwvVh4/k7stl4U7a2cawxQjZblPokr7mxXVtdc9jzH7/CLv4DhJ5R209Ha9+eo38W5lBmwrdiY0YIaenGKzFCaCGUFFIYbYynrOb9/cce8vsOKuOVxhKWtoVfCrdsYyqLNEYbIZUQSggppG2UMz/zoZTES6VyCCFk6PsAAAA4PXmNU822qzy+fQnugVpKpZwR358YIaRtTIO3YX+F583SygV+/wFhAlJG/PTjZ2+NVNBot1B2SsLFWd3/NyZqkJQOKRU3HwAAgLz+0uW19iuphXZKpYV0RjpMa62kMNIIIWxbSemr927ec+y39fUrlY40sVsJERBSajs2Kf7inmnfiokdLIVDGiOVFoIp1wAAAOT1l4/RRmgpLBN5lk1oKUMhbSmEMcJIY4SSQupgZWnlG0cr53h9hdI4hfRLoYSUIjRdRAohoqPcA7JTb05O/IqQbi2ENELKoDROpoQAAACQ12hV3iIYDHrtYJk/cDAQLA3oGq3rlXK5rFSHlR4dlSVVglKxis8vAgAAkNdoP6+N0UILKYQRTbs8GiGllEY3balzUgsdAgAAIIQBy/+Ct1BCWsISIrTX+Wern0hhC2kaFwZhN0YAAIAuSS9GrwEAAICuwsprAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1twAAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAEBeo+vsKd57/7//lfHgVc++9Z/SslJuCAAAwJeJNMZwF06bTdu3vFSw8KnKlVWqIduO/5+saTdOuSIrM5M7AwAAQF6jc1ZvXDdn9Ttv1G4usWqFEA4j803yrJSR/zP92h6ZWUrx/yQAAACQ1+gAr9e7ece2f3264APvjv2qtun7DiP76MSvJA37n/Ouzs7q6Xa7uVcAAADkNdpSVV21oXDL0+vfXdhQWKq8LX7qMDJVR38tacx1584YkNcvJiaGOwYAAHD2cnALTnVbr9q87sUtH8z1bbRVmHcyQWmOKe9jVcuCq+1rA/7hA4ZER0dz3wAAAMhrtOTxeJat//TZre+/am8TMuJhtjQey36iZkXtau+tUo0YNNTlcnH3AAAAzkZMDjlVjDFvLln04OYFS0RxB38lWlvnW33+eOF3z+nbz+HgnQ8AAAB5DSGEEJVVlR+u/uSPW1/bJsu8MtjB31JCxGnnEJl+/6RbhvYfFBcXx50EAAAgr//blRw8sGjtsgd3v7NXVntVsFO/q4yIMc6RMuOHg2eeN2p8clIy9xMAAIC8/u+1e9+eN1cvfvHQ8jXyyIn+SYTLqMmq14155102blr3bt25qwAAAGcLJvh2GWPMnuK9r6x6b96RgrUqYltbRsQb9zmi+3ZRWq38Yc4jhU/qZaY4uOsjfzAwe/JFyUnJbDoDAABwVrDuvvtu7sLJ8/v9JQcPvLj87ZeOrtxklUZ+NyN76rgLovrdkDfFW+OpDNZ7VCDskbY0h0RNSeWx+FqRmZgaHR1NYQMAAJDX/xV8Pt+e/fteWvnOY6VL91o1Ee+1kT103JUJw39x0c1Tzh2f40iqKa0oCVRG+uyjLUWZqF9dUZRVH50WnxwXG0thAwAAnDV5bU6aEELKz5Z37uzxnRU6idZaa23btj6uS07eqcvYXrTj+VVv31f5fp0MPxQtjZBCJBnXbWnnfe+C63pl50gpszN75ri76bK6df6DRpiwC2NraTwqsKRyW2q11btbVnxc/Ol5UgAAADgxn320sWjv7rLK8pM5V8/0rOwePUP/rqisOFZWVllb1cbx0e6oPtm94+LiTmBQ1rbtPcV7t+zdWVx55FBd+b76xvkYCY6oNHdiemzy0J75Q/IHnIbPBX66Yc0zq9+e61lfE24ideObGCPijPO+nNmXnXtedo+elmWFvh8IBHbsLnq5YNFDFYs9EdYYkUZIKTLsmJtSxt12/rW9snN41QIAAJwFef3zd/+5cMenJ3OuW3tNu33W10P//mDF0vlbl67y7G3j+F6O5F9NuWlg3/4xMTEdfIiq6qr127cs3bVudeWucl1fY3wNIthggk3zKxxCuYxyS0e8dKXKuLzo1LEZ51w2dlq3lG5dvlGLbdsr1hX8a+2bHzTsPKrqIx3mErKPnfR/fb9ywYiJmekZTqez+U8bGhr2HyyZu+rd546t3GNVtxHoOSbh4thB/zfjpp5ZPVqcBAAAAGeIz4qzWNZsUEdP5lyH6yo+62BP7e6GY22fsD7or62vs227Iyf3er3L1q16b2fB+trivXblQVUTEMa0OertNOUbPYdX7y7+4MCGcan9pw8Z169P364K0+rq6nXbNz2ydsGywN5jyhvpMLdR54qsm3KnzJx4YVJiUtO4dZOoqKg+vXJvcnzFWm7NO1awUYX/WKQtRYmsfatus3/h09+beFX/Pvkdf08CAACALyCvz1i2be/dv2/R+k8WHdqwKri/VHmF1aFfDEhdJhvKRMPGwNGNJQd3Vh28+MiYicNGn/xeLfX19Zt2bnt47esfBnbVRlj6I+RckXVjr8lXTb64W0q3iH8Dh6NPr9zr9MXuAqfzyKpIC2YHhTmk6uZ5N1or1Q2eC0cNGsa2jgAAAOR15/h8vm1FhQs2LH269JPDyhNUJ7IJjhZim1V+oG71rk1Hq+vrLht/fnx8fOuB5I639frtm/+98cPX7e0i8vC5NCJXJ12TPW7muAs7MgW8b27eNZZDrZIHDi0qlV5bhnmmthQ1IvCCZ01gg+0PBiYMHx0bG8uLGAAAgLzuWBZrXbh75+MrF/zHs77C8p3k2WpUYLHec7CwyuVwTh46JrV79xMobJ/Pt37bpqfXvv2yd30bba2EcAnr+m6jZwybmJmR0cGT987pNcMzYUtF8SsNmzwRVuszUtRL/bJ3Q80Gr8Oyxg8f7Xa7WU4EAADgDHHmrqNs23Z5RflDy/79at2GCuXrknP6pSm0Kr6z9alFq5eWlZd1+tf9/q07C/+wcu5c74Z6pds40qVVjo6/fuzFA/L7d+oh8nPzbh8/O1G4ZZvD9F5lvxUovOvT5zcVbvV6vbyOAQAAyOt2lFdU/Oa1xz6qLyrvorZurHZjapT/4V3vrtyyrlO/6PF41mxe/70P//6xva9BtvNxzEQTdUHcgIS4+M5eXlRUVHZGj/6qe7xxtvdWQa83h7+x+MHC3UWBQICXMgAAAHkdUVV11eptG97xbD2iPLY0XXhmI4UWYrsoX7i7YPXGjha2x+P5eO3KHy97crM45lEB095cjDjhHNdjQGy4xT1qa2vXbFr/m+f/tm1nYdgsjnK7R8T3ThZR7T4Rr7T3yqrfLn121YY1vJQBAADOBGfo3Os9+4vnbV96RHj8Up+K83tV8BPPrv47148eNrIjx6/esv6FrR+ulYcCwnQk9p3Cykjs7nS0HIGuqqpaun7VM1sXbQocTt4UH+Vy9+md2+IYy7LSohPd1e3/aYwUfqGXBvf227osMS5+6IDBvKABAADOmrzO0DHjnb0GJWRHOuC8viO75JoaGhqKDu370FsUVB1qa7dRKTraJZUQolb4OzhRe6+sKijbuXN3UX6fvm1/NLC0rHTZrg0f+Yr8kdctUUa4hOWXduiKbWEqPdUtlvSurKpcuGrJ3F1LPw7u7SWTkqPjo9xhhqiNMd6g3zaNz10a4TIqKE3YUXwjRbX0v1e1NWdb2uD+A09g/0sAAAB8QXkt4q7tO+W6i2ae6ms6cuxoYWlxiVXb7pFxxtnLJA5yZ+TFpkdZLinkUW/VlvqDm/SRGumz25zCUS/tXf7S5dvX9emV2/aGjut3bFlTuftI5H0Z03R0X5mSZsUvC+ytUj5binoR2HRkzyTvmKSkJCGE1rqmpuadlYufLfpwgz7cT3S/KXvyhSMnZWVmtj5b0A7uqTvqkQEhhNOobiZqkjN3j798t6yojrDv+g5RXnBs5421NcmJSbymAQAAzo68Pm2KDuzdWl3S9jHSCEvKYSL9+pyJV467sEdWVuj7Ho9nw/bNfyuYv9i/u1L42p63XabrN5fu1bqdMfKlu9dvDhyOtJeN06hxjl63Drk4NyP7Nx88tTywr1R4a6VvZVXRDbXVGenpxpiy8vKPN6x6YMcb+0z1IJV2Q86kb19+Xdj9I23brqyu2txwsEo2OI3qaeKmx/T/5cXfen/98jn7liwXB8Jeg0/pHb6jByqPktcAAADkdUsl5Uf2BMtFm2PPSohk2/3d/jOumHhhYmJi0/djY2PHjxyT36vPzS/ftzxYXG3528pr6d1cW9J2Xtu2vbF6/16rJtIBqTpqfHq/y6fOEEL80XXbH9579nXv5krpXyL2bd+/KzMt3efzf7D2kx8WPl+v7LFWz5vzpn/9sqsjna28omLltvUloiYgTLaOm5k47J5rvh8XFzc7Lm5/zbFPKw4GI7xhOChqjviqh/CKBgAAIK9bOFpXeVDXtL3zeZRxXBI9YHBOfkJCQsvyViolOeWmftMqCt9eJQ62cRKPDBzTdSbyhxX9fv/G7VuqdH0brT8lKm9M70Ghf+fm9P7J9K+nLl/wSOXH9TL49Pb3vH5fqafqgZKFVZZ/usz73pDLLpowLdKpfD7f6m0bfr/ztVrlz7bjbs2Y+u0Lro6Li5NSpiSnDM3IO7d86yoZ/hkdlfXlop4XNAAAAHndUpWvrlw1tH2My1iTswZndE8P+6lEy7JG5Q9OK1oq2pz3YaTw6uCufXvyc/OiosJ/yjAQDGjR1gyTnOjuWd3Smx43N6fXTfZlieti/3Bk4SpZsmPnvIDQXhW8WOX/aPTV5w4c5na7w56noaHh1SXvPLnz/RJZm2PH/7/el1w+elr3bt1DT1BKmZaY0tvdbVUgfF7b0mhezgAAAGdRXlebhtWHCl0ftvyVaFfUtNETw+bpiQkaHWhvPT4pRWJ0nNPpiPBT2TOzR7wjWvjbeSxbmLLqit6BnBO+fpdyNL8Ml8vVt3efqxwOxxrriUNL9sma7iZ6RlT/74+eNeycQXFxcWEj3ufzPb/o1X8Xf7JVH80TST/Iv/SCERN7ZGY1XwnEYTnc0sFLFgAA4EuS16XSu7B6y7qt+1p8v5sVO3rgsC7M6y4RHR3tkO2vUqeF9gcD7X66sVPcbnduTu+b4mbqxXpl2c4Md9J1Q6dPGDUm7EC71rq8ovzVTxY9V7x0r646R6XdlDv1ykkzEhMSWWUPAADgy5zXdSqwTZRvE+Utvp8ViPX5/V15TUo5jAy2ueiHMaLe77XtiFlcXlHeoNvfKtwSMjkuMewiHh3kCfq8DS2nsjidzoz09G9MmzV6785Yd/TYEeeGj3utSw4eWLRu2cN7F5VJzzAr67rcSTdceGXY9yq+gL/ObuAlCwAA8CXJ69Mm1hGVYFwVsq3dYYJSbysrHl9bnZ6WFjZbC7asPxKoafexXNLK7RlxZohSKj4mztnmpyx31x8tPnpw8DkDW/8oIz09Iz090i9qrfcfKFlQ8OHfS94/JurHWdm3nnPRVyZfGPZigsHgoYpju/ylka7FZZTTMNoNAADwBTsTgyw9NqWHSWj7mHoZfLGiYPv+3f5WA+fGGI/Hs2DHJ7vt8naevBFu4YiLjYs0DcPpdA4ZMKibI9YReemQFcHigv3b/J0cvzfGlJWXzVm24MGSRcdk/TCV/sux18+celGk0D9y7Oj6o7s2WqWRTpihY7urGF7QAAAA5HWrvE5I6eFIbPsYLcxh5Xl8yzuLVixu8aOy8rL5S995z7PjkKpr+ySpOnpIVI92pziPSM7NsyNu11KhGlZWFb27/KNOtXVtbe09Cx5/+tjyWukbr7KfuPTHY4eOcrlckX5l/opFH1Vvb+OcPVRChps9ZQAAAL5gZ+LkkOzUzD5RqcK7q61ClcII8YldfGj93LeKVk3vNaJXapbHV7/14J7lx7Z/6is+JOu0bOeBMmX8uPT+lmW1fdj5/c/dUrV/R7AyQuiLVXZJcPMCl8MxecS4sGuDNGfb9p7ivfe99+yShqKgsC+PGvSjKdf16dU7Ulv7/f5FKxa/eWjtDlER6ZxRWg2MzszunsELGgAA4L83ryuE9/mN7320c43LcgohkqPjLx05pUdmVt+c3GF7+sTsK/AK27SZyDUqsM2UHfLUrt1eHF/oDhi7wtQfEZ5K5evIBWRZiePzh7U7ej2474DRu/M/PVRcrGrDHlCrAmv1od+ve+UOb/3U4WPT09LbONu+kuL5BR8s8hY6hbo6YeQNI2cM6jfA4Qj/h6isqly1ee3fN7+1Th/yqmCkcw6XmeMzB8REMzkEAADgvzivq6X/Xe92V70VWrAuRyUNy+6X2q17YmLiOVm5o/f1WGFKAm2uHyKE8Et9THqPCa8QQkghZEcfPduOH5aSk987r928TkxMnNp/1L6ao0/VrfJLHXZQvEYFVpoDjsJ3PX7vhSMn9czqEelsSqooy5Uh4y5JHjJr+LQRg4ZGausjR48u21Tw9I73V+j9HhV+FRQlRDcdfWnasKlDxrCQHwAAwNmU106jYo0zqtXSFWki1lLWCTx2QOoj8rN9vJVWXl9DaAnq3Kycq3uO377/WIXxBdsr7BPgNGq8u9d5eSPbncsRMrjfgGt9DYcKKhcHd9eKgB3ukmxplohivXuxrfXsyRelJKeEPVV6atqMYRPcDueM4RN7Zee00dbvrf147u5lC82uSO8ZlBFRwpoZM/jSIZP65ubxagYAADib8jpJu0Y5eubHtJz5kOiKie7qPWWyMjIvHjlp6ZEtS/y7y6yuX+w5zyRd2HPE2CEjO3h8dHT06CEj7oqJNUvmrAwUl6kGO0L0fyz3y71Lk6LjLplwfnR0dOsR5ZiYmIH9zhnY75xIj6W1rqiseKdg8XN7ly4VxZEOU0YkGfdwlfnDqdf1z8vnpQwAAHCW5XUPmfCNftOvu2jmabgsy7J69cy5d8atdyx8+BNd3CDtLjuzkVHG+kbGpPOGjElMTOz4L0ZHRw8dMPhP0bfd+94zC32FFbIh0pY2q8yB+q2vdU9IHt5/cGJiYtjNGtto68qqyteXv//wnoWbVcRl+JQQCcY1wcq5/+Lb++T0jjQEDgAAgNPszJ2t63Q6++X1/cHQK86zcrvwtCk66huxo68ZNyOvd58TiP78Pn3vmnHzTQljYnTEovVLvUkcu3H5Q4vXrqisquzUQxw+euTlJW/dtXv+NlnWVutrx5VRg/8443/65+W73W5exwAAAGeIM3rUUyk1deR4JVXS1g9eDmw6+RPm20mzkkf870VfS+ue2qlB5SZSyt7ZvW6ZODNhdcxvKxaGPcZI4Rf6mOW9a9Pc79WUz544o+21RJrs2FU0r+C9x44uKVXeSJNPpBGxxvHdhInXn3tRfm4eH2cEAAAgrzshPj5+wrBzk2IT+m3LfL585SFR51O6001sRJS2pjvzrug15rwhY3pkZp3MJblcrr69+1zhn3poVfk8z6awiwAaKYLG7FSVTxZ/VOPz3DR1ZlZmZtun3bR9y9yCRfMr1x20PBH/WkYmatft3afOGjFtQN/+bWxDAwAAAPI6vKTEpFGDh/VIy+i9MWPxgU0F3uJ9sqqDke0wMsVEDbMyRyf3mZo3Yni/wWmpqSd/SW63u3+fvt8Vs6xV1juerfvDrYdtpAgIvVmU2kdW+j4K3DLtqrTUVKfT2fpIv9+/fdeOZ1e99XbNliIVcTKJ06hcnfjV7qO/Nv6y3tk5zAkBAAA4o/N6hMqoUf3aOLRPbGpWSkfbNDO5+9jEPFdNJ/I9IyohNSklbIC63e5e2Tk3Z+cM2th3ZdHGTeV79/nKj9i1laKhRvk8Mvj5pyRjtCPRRKXJ2GxH0jnxPSb2HjJm4IhuKSntbtDYcbGxscMHDvmOlK4Cx9s1m3er6rCHBaTeJsprjn2ilqirRl/QJ6d3iyyuq6vbvnvns6vffqNu84HIu7g7jRpgus1KHXXr+Venp6XxWUYAAIAzkzSmcY5v8YH9ldVVbRwa7Y5OT01NSkzqyHmrq6vLKytqPLUdvxS3y52d2SMmJqbd+cSVVZUbCrduLNlZXHv0QENFWfBzVeqSju6OuOyYboNSew/LPSe/d150dPSpu4OhSR1zK1cXq5pIx1hGRBvHnd0vmDVy2jl5/ZoKu7a2dkPhlpc2vD/HsybSpozSCEvIAabbjZkTb5xyRbuTTAAAAHBG5DVOWNGeXfMLPrj/yKJaFQiKiLNW4rTj1oQJN4//yoD8/g6Hw+fzLV9f8NyGRXP86yL/eYRTyh523C/yrrxi/PS01DTuNgAAwJnMuvvuu7kLJyklKblvanaPWvf6qr010h/psIDQW30HSw8cGdo9NyU5ZUnB8ofXvvZqcJsWEd/hOIXqoeMeHvGti8ZM6d6tO7caAADgDMfoddewbbuquuqVj995snjxWnkk0mHKiBQTNVRlzMwa/Z+DKzeZo7UqEOlgt1ajRdbPR147fuioxIRE1uADAAAgr/+7HDl69M1PP3xp77Ilsq3NzKONo6dJKFHV9ZF3o4w21gwr/5sDL5w+elJcXNyJrdINAAAA8vrsdujw4ffXLXtxz8fvmz0ndgZlhNtYV7gG3DDg/Kkjx3dq53YAAAB8sVjfrYtlZWZePHpqrCs6uP2dNfpQG3M/wrKMTNCuC1353x5+2ZjBIxISErilAAAAZxFGr0+JmpqalZvWPLT+9QK7pCLcto4R2lqk6phJrtxfTL2xf5/8mJgY7iQAAAB5jUYfrfr4kbVvvB8sqpXtj2ErIVLt6IujB/zqoptzc3p34Q44AAAAOG2YHHIKTRs72e10Jax+69nIK1s3idGOryWOuX3aNXm5fbh1AAAA5DVaklKOGjTcYTkS1sY86lkRaccZy8gYbf00/aLZoy/I6ZnNfQMAACCvEV5UVNSQfgO/6XA6V1tzq9ccUp4WBziNzNKx/9tjxmUjp+bm9HI6ndw0AAAA8hoRxcTEDMw/5xZ3lLVcLajcuMOqaPqRy8hBJvWGrInXTrokPTWNtgYAADjb8dHG02fbzsKXP134Wvn6Lao01NYjTea1PcbfMPUraampbBwDAADwJcDo9ekzsN85N1pW7OqoZw5/sk9VDTPpN+dOu3LChWmpadwcAAAA8hqdSPoWjQAAACRJREFU1i8v/xqHQ66Sfz303m35F102blpq91RuCwAAwJfG/wcNzTH+sc5AowAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">27<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xca hc y420 ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y421 ff1 fs3 fc0 sc0 ls0 ws0">Marka <span class="_ _e"></span><span class="ff2">STHOR</span> <span class="_ _e"></span><span class="ff4">jest <span class="_ _e"></span>s<span class="_ _2"></span>kierowana <span class="_ _e"></span>do <span class="_ _e"></span>wymagających<span class="_ _2"></span> <span class="_ _e"></span>majsterkowiczów. <span class="_ _e"></span>Obej<span class="_ _2"></span>muje <span class="_ _e"></span>elektronarzędzia <span class="_ _e"></span>przeznacz<span class="_ _2"></span>one <span class="_ _e"></span>do <span class="_ _e"></span>prac<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y7d ff1 fs3 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _7"> </span>remontowych <span class="_ _7"> </span>i<span class="_ _2"></span> <span class="ff4">wykończeniowych. <span class="_ _7"></span>W</span> <span class="ff4">as<span class="_ _2"></span>ortymencie <span class="_ _7"></span>STHOR <span class="_ _7"></span>znajdują <span class="_ _7"></span>się <span class="_ _7"></span>również <span class="_ _7"></span>zestawy <span class="_ _7"></span>narzędziowe </span></div><div class="t m0 x6 hc y132 ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _e"></span>akcesoria <span class="_ _e"></span>i <span class="ff4">sprzęt <span class="_ _e"></span>d<span class="_ _2"></span>o</span> <span class="ff4">pracy <span class="_ _e"></span>w <span class="_ _2"></span>gara<span class="_ _2"></span>żu <span class="_ _e"></span>i <span class="_ _e"></span>domowym <span class="_ _2"></span>w<span class="_ _2"></span>arsztacie, <span class="_ _e"></span>np. <span class="_ _e"></span>o<span class="_ _2"></span>dkurzacze, <span class="_ _e"></span>prostowniki, <span class="_ _e"></span>przedłużacze, <span class="_ _e"></span>zes<span class="_ _2"></span>tawy<span class="_ _0"></span> </span></div><div class="t m0 x6 hc y422 ff4 fs3 fc0 sc0 ls0 ws0">końcówek śrubokr<span class="_ _2"></span>ętowych, wiertła. Produ<span class="_ _2"></span>kty STHOR wyróżnia ergonomia p<span class="_ _2"></span>racy połączona z przy<span class="_ _2"></span>stępnymi cenami.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y423 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y135 ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki STHOR stanowiły <span class="_ _2"></span><span class="ff2">2</span>% przycho<span class="_ _2"></span>dów Grupy w 20<span class="ff2">24 <span class="_ _2"></span>r. (2% w 2023 r.) </span></div><div class="t m0 x6 h7 y136 ff2 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 xcb hc y424 ff1 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y425 ff4 fs3 fc0 sc0 ls0 ws0">Spółka  pod <span class="_ _8"> </span>marką  <span class="ff2">FALA<span class="ff1"> <span class="_ _13"> </span></span></span>sp<span class="_ _2"></span>rzedaje <span class="_ _8"> </span>elementy  wyposażenia  łazienek<span class="ff1">  i <span class="_ _13"> </span>kuchn<span class="_ _2"></span>i. <span class="_ _8"> </span>Oferta <span class="_ _8"> </span>pr<span class="_ _2"></span>oduktowa  obejmuje <span class="_ _8"> </span>bateri<span class="_ _2"></span>e </span></div><div class="t m0 x6 hc y426 ff1 fs3 fc0 sc0 ls0 ws0">umywalkowe <span class="_ _e"></span>i <span class="_ _e"></span>zlewozmywakowe, <span class="_ _e"></span>panele <span class="_ _e"></span>pryszn<span class="_ _2"></span>icowe <span class="_ _2"></span>oraz<span class="_ _2"></span> <span class="ff4">s<span class="_ _2"></span>zeroki <span class="_ _e"></span>wybór <span class="_ _e"></span>odpływów <span class="_ _e"></span>liniowych. <span class="_ _e"></span>Produktom <span class="_ _e"></span>zebrany<span class="_ _2"></span>m </span></div><div class="t m0 x6 hc y13b ff1 fs3 fc0 sc0 ls0 ws0">w unikalne <span class="_ _e"></span><span class="ff4">kolekcje <span class="_ _e"></span>to<span class="_ _2"></span>warzyszą <span class="_ _e"></span>akcesoria <span class="_ _e"></span>dop<span class="_ _2"></span>ełniające <span class="_ _e"></span>asortyment <span class="_ _e"></span>marki, <span class="_ _e"></span>takie <span class="_ _e"></span>jak <span class="_ _e"></span>węże <span class="_ _e"></span>przy<span class="_ _2"></span>łączeniowe, <span class="_ _e"></span>uchwyty <span class="_ _e"></span>na </span></div><div class="t m0 x6 h61 y427 ff4 fs3 fc0 sc0 ls0 ws0">ręczniki, <span class="_ _9"></span>korki, <span class="_ _0"></span>słuchawki <span class="_ _9"></span>p<span class="_ _2"></span>rysznicowe, <span class="_ _9"></span>pompy, <span class="_ _9"></span>p<span class="_ _2"></span>odgrzewacze, <span class="_ _0"></span>wagi <span class="_ _a"></span>ł<span class="_ _2"></span>azienkowe.<span class="_ _2"></span><span class="ffa fs4"> <span class="_ _9"></span> <span class="_ _a"></span><span class="ff1 fs3">N<span class="_ _2"></span>owoczesne <span class="_ _0"></span>wzornictwo <span class="_ _9"></span>i <span class="ff4">prze<span class="_ _2"></span>myślane </span></span></span></div><div class="t m0 x6 hc y428 ff4 fs3 fc0 sc0 ls0 ws0">rozwiązania sp<span class="_ _2"></span>rawiają, że produkty<span class="_ _2"></span> FALA tworzą funkcjonalną <span class="_ _2"></span>przestrzeń dopasowaną <span class="_ _2"></span>do potrzeb użytkownikó<span class="_ _2"></span>w.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y429 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y13f ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki FALA stanowiły <span class="_ _2"></span><span class="ff2">2</span>% przychod<span class="_ _2"></span>ów Grupy w <span class="ff2 ls7">202<span class="ls0">4 <span class="_ _2"></span><span class="ls29">i </span></span>20<span class="ls0">23 r.  </span></span></div><div class="t m0 x6 h7 y42a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xcc h7 y42b ff2 fs3 fca sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y42c ff2 fs3 fc0 sc0 ls2a ws0">FLO <span class="_ _18"> </span><span class="ff3 ls0">to <span class="_ _18"> </span>mar<span class="_ _2"></span>ka <span class="_ _14"> </span>obejm<span class="_ _2"></span>ująca <span class="_ _18"> </span>bogaty <span class="_ _18"> </span>asortyment <span class="_ _1c"> </span><span class="ff4">narzędzi<span class="ff2"> <span class="_ _1c"> </span></span>ręcznych,<span class="ff2"> <span class="_ _18"> </span></span>urząd<span class="_ _2"></span>zeń <span class="_ _14"> </span><span class="ff1">elektryczny<span class="_ _2"></span>ch <span class="_ _18"> </span>i <span class="_ _18"> </span>akumulatorowych </span></span></span></div><div class="t m0 x6 h6 y42d ff4 fs3 fc0 sc0 ls0 ws0">przeznaczonych<span class="_ _2"></span> <span class="_ _7"></span>do <span class="_ _7"></span>pracy <span class="_ _4"></span>w <span class="_ _7"></span>ogrodzie <span class="_ _7"> </span>oraz <span class="_ _7"> </span>p<span class="_ _2"></span>ielęgnacji <span class="_ _7"></span>roślin <span class="_ _7"></span>tarasowych <span class="_ _7"></span>i<span class="_ _2"></span><span class="ff1"> balkonowych<span class="_ _2"></span>.<span class="fs2"> <span class="_ _7"></span></span></span>Produkty <span class="_ _7"></span>oferowane <span class="_ _7"></span>pod <span class="_ _7"> </span>tą </div><div class="t m0 x6 hc y42e ff4 fs3 fc0 sc0 ls0 ws0">marką <span class="_ _e"></span>to <span class="_ _4"></span>m.in. <span class="_ _e"></span>sekato<span class="_ _2"></span>ry, <span class="_ _2"></span>piły <span class="_ _e"></span>do <span class="_ _4"></span>gałęzi, <span class="_ _e"></span>szpadle, <span class="_ _e"></span>grab<span class="_ _2"></span>ie, <span class="_ _e"></span>węże, <span class="_ _e"></span>kosze <span class="_ _4"></span>ogrodowe, <span class="_ _e"></span>rękawice. <span class="_ _e"></span>Wśród<span class="_ _2"></span> <span class="_ _e"></span>elektronarzędzi <span class="_ _e"></span>FLO </div><div class="t m0 x6 hc y42f ff4 fs3 fc0 sc0 ls0 ws0">znalazły się noży<span class="_ _2"></span>ce do żywopłotu, pilarki ł<span class="_ _2"></span>ańcuchowe, wertykulatory, pompy<span class="_ _2"></span>, opryskiwacze itp.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y430 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y431 ff3 fs3 fc0 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produktów mar<span class="_ _2"></span>ki FLO stanowiły <span class="_ _2"></span><span class="ff2">2</span>% przych<span class="_ _2"></span>odów Grupy w 20<span class="_ _2"></span><span class="ff2">24 r. (2% w 2023 r). </span></div><div class="t m0 xd hb y29b ff2 fs6 fc0 sc0 ls9 ws0">4.4.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">INFORMACJA O POD<span class="_ _0"></span>STAWOWYCH RYN<span class="_ _0"></span>KACH ZBYTU </span></span></div><div class="t m0 x34 h63 y432 ff2 fs4 fc0 sc0 ls0 ws0">4.4.1.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Struktura sprzedaży</span></span> </div><div class="t m0 x6 h6 y2dc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y433 ff4 fs3 fc0 sc0 ls0 ws0">Główne kanały d<span class="_ _2"></span>ystrybucji Spółki <span class="_ _2"></span>TOYA S.A. oraz Grupy<span class="_ _2"></span> Kapitałowej TOYA<span class="ff1"> <span class="ls2b">to:<span class="_ _2"></span></span> </span></div><div class="t m0 x6 hc y434 ff1 fs3 fc0 sc0 ls0 ws0">a) rynki lokalne (Pols<span class="_ _2"></span>ka, Rumunia i Chiny):<span class="_ _2"></span> </div><div class="t m0 x73 h1a y30 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _12"> </span><span class="ff1">ryn<span class="_ _2"></span>ek hurtowy, tj. dystrybu<span class="_ _2"></span>torzy, hurtownie i sklepy<span class="_ _2"></span> </span></span></div><div class="t m0 x73 h1a y435 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _12"> </span><span class="ff1">s<span class="_ _2"></span>ieci handlowe </span></span></div><div class="t m0 x73 h1a y436 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _12"> </span><span class="ff4">s<span class="_ _2"></span>przedaż detaliczna –<span class="ff1"> </span>głównie <span class="_ _0"></span>sprzedaż w kanale online, w <span class="_ _0"></span>tym poprzez własny sklep internetowy<span class="ff1"> w T<span class="_ _0"></span>OYA </span></span></span></div><div class="t m0 x73 hc y3f3 ff1 fs3 fc0 sc0 ls0 ws0">S.A. oraz TOYA Romania S.<span class="_ _2"></span>A., Yato Tools<span class="_ _2"></span> (Shanghai) Co. Ltd i<span class="_ _2"></span> Yato Tools (Jiaxing<span class="_ _2"></span>) Co. Ltd.<span class="_ _2"></span>, </div><div class="t m0 x6 hc y437 ff1 fs3 fc0 sc0 ls0 ws0">b) eksport.<span class="_ _2"></span> </div><div class="t m0 x6 hc y438 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y439 ff4 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _2"></span>granicą <span class="_ _2"></span>Polski towary<span class="_ _2"></span> s<span class="_ _2"></span>ą wprowadzane <span class="_ _2"></span>na <span class="_ _2"></span>rynek <span class="_ _2"></span>z <span class="_ _2"></span>wykorzystaniem <span class="_ _2"></span>spółek <span class="_ _2"></span>zależnych <span class="_ _2"></span>Toya Romania <span class="_ _2"></span>S.A., <span class="_ _2"></span>YATO <span class="_ _2"></span>Tools </div><div class="t m0 x6 hc y43a ff4 fs3 fc0 sc0 ls0 ws0">(Shanghai) <span class="_ _4"></span>i <span class="_ _4"></span>YATO <span class="_ _7"></span>Tools <span class="_ _4"></span>(Jiaxing) <span class="_ _4"></span>ora<span class="_ _2"></span>z <span class="_ _4"></span>dystrybu<span class="_ _2"></span>torów <span class="_ _4"></span>i <span class="_ _4"></span>przedstawicieli <span class="_ _4"></span>hand<span class="_ _2"></span>lowych. <span class="_ _4"></span>Tak <span class="_ _4"></span>zróżn<span class="_ _2"></span>icowana <span class="_ _4"></span>sieć <span class="_ _4"></span>sprzedaż<span class="_ _2"></span>y </div><div class="t m0 x6 hc yf8 ff4 fs3 fc0 sc0 ls0 ws0">zapewnia <span class="_ _4"></span>możliwość <span class="_ _e"></span>d<span class="_ _2"></span>otarcia <span class="_ _4"></span>do <span class="_ _4"></span>szerokiego <span class="_ _4"></span>rynku, <span class="_ _4"></span>profesjonalną <span class="_ _4"></span>obsługę <span class="_ _4"></span>oraz <span class="_ _e"></span>o<span class="_ _2"></span>ptymalizację <span class="_ _e"></span>d<span class="_ _2"></span>ostępności <span class="_ _4"></span>całej <span class="_ _4"></span>gamy </div><div class="t m0 x6 hc y43b ff4 fs3 fc0 sc0 ls0 ws0">produktów s<span class="_ _2"></span>przedawanych przez Grupę. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y43c ff1 fs3 fc0 sc0 ls0 ws0">Przychody <span class="_ _2"></span><span class="ff4">Spó<span class="_ _2"></span>łki oraz <span class="_ _2"></span>Grup<span class="_ _2"></span>y Kapitałowej <span class="_ _2"></span>w p<span class="_ _2"></span>odziale n<span class="_ _2"></span>a kanał<span class="_ _2"></span>y <span class="_ _2"></span>dystrybucji <span class="_ _2"></span>oraz <span class="_ _2"></span>ich rentowność <span class="_ _2"></span>przeds<span class="_ _2"></span>tawiają <span class="_ _2"></span>poniższe </span></div><div class="t m0 x6 hc y43d ff1 fs3 fc0 sc0 ls0 ws0">tabele. </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x2 y43e w3 h64" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">28<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y374 ff3 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _19"> </span>i <span class="_ _5"> </span>wielkość <span class="_ _19"> </span>przychodó<span class="_ _2"></span>w <span class="_ _5"> </span>ze <span class="_ _5"> </span>sp<span class="_ _2"></span>rzedaży <span class="_ _5"> </span>Gru<span class="_ _2"></span>py <span class="_ _5"> </span>Kapitałowej <span class="_ _5"> </span>w <span class="_ _19"> </span>podzia<span class="_ _2"></span>le <span class="_ _5"> </span>na <span class="_ _19"> </span>segmenty <span class="_ _19"> </span>będące <span class="_ _19"> </span>kanałami </div><div class="t m0 x6 h7 y1d2 ff2 fs3 fc0 sc0 ls0 ws0">dystrybucji </div><div class="t m0 x6 h6 y43f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y440 w4a h27"><div class="t m0 x48 hf y23f ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xcd y440 w4b h27"><div class="t m0 xc7 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xce y440 w4c h27"><div class="t m0 xcf hf y89 ff3 fs7 fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c xc4 y440 w4d h27"><div class="t m0 x48 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">rentowność<span class="ff2"> </span></div></div><div class="c xd0 y440 w4e h27"><div class="t m0 xc7 hf y89 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x8e y440 w4f h27"><div class="t m0 xcf hf y89 ff3 fs7 fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c xd1 y440 w50 h27"><div class="t m0 xa9 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">rentowność<span class="ff2"> </span></div></div><div class="c x6 y442 w4a h27"><div class="t m0 x4d hf y23f ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xcd y442 w4b h27"><div class="t m0 x5f h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xce y442 w4c h27"><div class="t m0 xc0 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xc4 y442 w4d h27"><div class="t m0 xd2 h11 y441 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd0 y442 w4e h27"><div class="t m0 x81 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c x8e y442 w4f h27"><div class="t m0 xc0 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd1 y442 w50 h27"><div class="t m0 xc0 h11 y441 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y443 w4a h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy (*) </div></div><div class="c xcd y443 w4b h27"><div class="t m0 xd3 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">358 985 </div></div><div class="c xce y443 w4c h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">44%<span class="ls0"> </span></div></div><div class="c xc4 y443 w4d h27"><div class="t m0 x20 h11 y239 ff1 fs7 fc0 sc0 lse ws0">36%<span class="ls0"> </span></div></div><div class="c xd0 y443 w4e h27"><div class="t m0 xd3 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">358 906 </div></div><div class="c x8e y443 w4f h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">49%<span class="ls0"> </span></div></div><div class="c xd1 y443 w50 h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">35%<span class="ls0"> </span></div></div><div class="c x6 y444 w4a h2f"><div class="t m0 x4d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xcd y444 w4b h2f"><div class="t m0 xd3 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">280 030 </div></div><div class="c xce y444 w4c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">34%<span class="ls0"> </span></div></div><div class="c xc4 y444 w4d h2f"><div class="t m0 x20 h11 y248 ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c xd0 y444 w4e h2f"><div class="t m0 xd3 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">245 375 </div></div><div class="c x8e y444 w4f h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">33%<span class="ls0"> </span></div></div><div class="c xd1 y444 w50 h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">29%<span class="ls0"> </span></div></div><div class="c x6 y445 w4a h65"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe (*) </div></div><div class="c xcd y445 w4b h65"><div class="t m0 x26 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">96 896 </div></div><div class="c xce y445 w4c h65"><div class="t m0 x87 h11 y298 ff1 fs7 fc0 sc0 lse ws0">12%<span class="ls0"> </span></div></div><div class="c xc4 y445 w4d h65"><div class="t m0 x20 h11 y298 ff1 fs7 fc0 sc0 lse ws0">31%<span class="ls0"> </span></div></div><div class="c xd0 y445 w4e h65"><div class="t m0 x26 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">75 729 </div></div><div class="c x8e y445 w4f h65"><div class="t m0 x87 h11 y298 ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xd1 y445 w50 h65"><div class="t m0 x87 h11 y298 ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c x6 y446 w4a h65"><div class="t m0 x4d h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna (*)<span class="ff1"> </span></div></div><div class="c xcd y446 w4b h65"><div class="t m0 x26 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">85 097 </div></div><div class="c xce y446 w4c h65"><div class="t m0 x87 h11 y298 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xc4 y446 w4d h65"><div class="t m0 x20 h11 y298 ff1 fs7 fc0 sc0 lse ws0">46%<span class="ls0"> </span></div></div><div class="c xd0 y446 w4e h65"><div class="t m0 x26 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">52 386 </div></div><div class="c x8e y446 w4f h65"><div class="t m0 xd4 h11 y298 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xd1 y446 w50 h65"><div class="t m0 x87 h11 y298 ff1 fs7 fc0 sc0 lse ws0">47%<span class="ls0"> </span></div></div><div class="c x6 y447 w4a h2f"><div class="t m0 x4d hf y248 ff2 fs7 fc0 sc0 ls0 ws0">Suma <span class="ff3">/ Średnia</span> </div></div><div class="c xcd y447 w4b h2f"><div class="t m0 xd3 hf y248 ff2 fs7 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c xce y447 w4c h2f"><div class="t m0 xcf hf y248 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xc4 y447 w4d h2f"><div class="t m0 x20 hf y248 ff2 fs7 fc0 sc0 lse ws0">34%<span class="ls0"> </span></div></div><div class="c xd0 y447 w4e h2f"><div class="t m0 xd3 hf y248 ff2 fs7 fc0 sc0 ls0 ws0">732 396 </div></div><div class="c x8e y447 w4f h2f"><div class="t m0 x1e hf y248 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c xd1 y447 w50 h2f"><div class="t m0 x87 hf y248 ff2 fs7 fc0 sc0 lse ws0">33%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y448 ff4 fs7 fc0 sc0 ls0 ws0">(*) sprzedaż na r<span class="_ _0"></span>ynkach lokal<span class="_ _0"></span>nych w Polsce, Rumuni<span class="_ _0"></span>i i Chinach <span class="ff1"> </span></div><div class="t m0 x6 h30 y449 ff1 fsf fc0 sc0 ls0 ws0">Legenda: </div><div class="t m0 x64 h30 y44a ff4 fsf fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _7"> </span>rentowności <span class="_ _7"> </span>sprzedaży <span class="_ _7"> </span>segmentu  –<span class="ff1"> <span class="_ _4"></span>stosunek  </span>zysku <span class="_ _4"> </span>brutto <span class="_ _7"> </span>segmentu <span class="_ _7"> </span>do <span class="_ _4"> </span>p<span class="_ _2"></span>rzychodów <span class="_ _7"> </span>ze <span class="_ _4"> </span>sprzedaży  w <span class="_ _4"> </span>danym <span class="_ _7"> </span>segmencie, <span class="_ _7"> </span>wg <span class="_ _4"> </span>dan<span class="_ _2"></span>ych <span class="_ _4"> </span>w <span class="_ _7"> </span>sprawozdaniu </div><div class="t m0 x64 h30 y404 ff1 fsf fc0 sc0 ls0 ws0">finansow<span class="_ _2"></span>ym </div><div class="t m0 x64 h30 y3dd ff4 fsf fc0 sc0 ls0 ws0">Średnia –<span class="ff1"> </span>średn<span class="_ _2"></span>ia ważona przycho<span class="_ _2"></span>dami dla wszystkich segmentów łączn<span class="_ _2"></span>ie<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y44b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x3a hc y44c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y44d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y44e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y44f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y450 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y451 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y452 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y453 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y454 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y455 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y456 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y457 wb h66"><div class="t m0 x6 h4 y458 ff2 fs1 fc0 sc0 ls2 ws0">358 985</div><div class="t m0 xb0 h4 y96 ff2 fs1 fc0 sc0 ls2 ws0">280 030</div><div class="t m0 xd5 h4 y459 ff2 fs1 fc0 sc0 ls2 ws0">96 896</div><div class="t m0 xd6 h4 y45a ff2 fs1 fc0 sc0 ls2 ws0">85 098</div><div class="t m0 xe h4 y45b ff2 fs1 fc0 sc0 ls2 ws0">358 906</div><div class="t m0 xd7 h4 y45c ff2 fs1 fc0 sc0 ls2 ws0">245 375</div><div class="t m0 xd8 h4 y45d ff2 fs1 fc0 sc0 ls2 ws0">75 729</div><div class="t m0 x51 h4 y45e ff2 fs1 fc0 sc0 ls2 ws0">52 386</div><div class="t m0 xd9 h5 y45f ff1 fs1 fc0 sc0 ls2 ws0">0%</div><div class="t m0 xd9 h5 y460 ff1 fs1 fc0 sc0 ls2 ws0">5%</div><div class="t m0 xd9 h5 y461 ff1 fs1 fc0 sc0 ls2 ws0">10%</div><div class="t m0 xd9 h5 y462 ff1 fs1 fc0 sc0 ls2 ws0">15%</div><div class="t m0 xd9 h5 y463 ff1 fs1 fc0 sc0 ls2 ws0">20%</div><div class="t m0 xd9 h5 y464 ff1 fs1 fc0 sc0 ls2 ws0">25%</div><div class="t m0 xd9 h5 y465 ff1 fs1 fc0 sc0 ls2 ws0">30%</div><div class="t m0 xd9 h5 y466 ff1 fs1 fc0 sc0 ls2 ws0">35%</div><div class="t m0 xd9 h5 y467 ff1 fs1 fc0 sc0 ls2 ws0">40%</div><div class="t m0 xd9 h5 y468 ff1 fs1 fc0 sc0 ls2 ws0">45%</div><div class="t m0 xd9 h5 y469 ff1 fs1 fc0 sc0 ls2 ws0">50%</div><div class="t m0 xad h5 y46a ff1 fs1 fc0 sc0 ls0 ws0">Rynek hurtowy<span class="_ _34"> </span>Eksport<span class="_ _35"> </span>Sieci handlowe<span class="_ _36"> </span><span class="ff4">Sprzedaż detaliczna</span></div><div class="t m0 x2a h5 y45f ff1 fs1 fc0 sc0 ls0 ws0">0</div><div class="t m0 x16 h5 y46b ff4 fs1 fc0 sc0 ls2 ws0">50 000</div><div class="t m0 x5e h5 y46c ff4 fs1 fc0 sc0 ls2 ws0">100 000</div><div class="t m0 x5e h5 y46d ff4 fs1 fc0 sc0 ls2 ws0">150 000</div><div class="t m0 x5e h5 y464 ff4 fs1 fc0 sc0 ls2 ws0">200 000</div><div class="t m0 x5e h5 y46e ff4 fs1 fc0 sc0 ls2 ws0">250 000</div><div class="t m0 x5e h5 y46f ff4 fs1 fc0 sc0 ls2 ws0">300 000</div><div class="t m0 x5e h1d y470 ff4 fsc fc0 sc0 ls0 ws0">350 000</div><div class="t m0 x5e h5 y469 ff4 fs1 fc0 sc0 ls2 ws0">400 000</div><div class="t m0 x92 h67 y471 ff3 fs2 fc0 sc0 ls0 ws0">Przychody <span class="_ _0"></span>ze sprzedaży Grupy <span class="_ _0"></span>oraz rento<span class="_ _0"></span>wność wg kan<span class="_ _0"></span>ałów</div><div class="t m0 xda h5 y472 ff4 fs1 fc0 sc0 ls0 ws0">Przychody ze sprzedaży 2024<span class="_ _37"> </span>Przychody ze sprzedaży 2023</div><div class="t m0 xda h5 y473 ff4 fs1 fc0 sc0 ls0 ws0">Rentowność 2024<span class="_ _38"> </span>Rentowność 2023</div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x2 y474 w51 h68" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">29<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0">Struktura<span class="_ _2"></span><span class="ls2c">, <span class="_ _13"> </span></span><span class="ff3">wielkość <span class="_ _13"> </span>przychodów <span class="_ _8"> </span>ze <span class="_ _13"> </span>sprzedaży <span class="_ _8"> </span>oraz <span class="_ _13"> </span>ren<span class="_ _2"></span>towność <span class="_ _13"> </span>Spółki</span> <span class="_ _13"> </span><span class="ff3">w <span class="_ _13"> </span>po<span class="_ _2"></span>dziale <span class="_ _7"> </span>na <span class="_ _13"> </span>segme<span class="_ _2"></span>nty <span class="_ _7"> </span>bę<span class="_ _2"></span>dące <span class="_ _13"> </span>kanałami </span></div><div class="t m0 x6 h7 y3d ff2 fs3 fc0 sc0 ls0 ws0">dystrybucji </div></div><div class="c x6 y475 w4a h27"><div class="t m0 x48 hf y239 ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xcd y475 w4b h27"><div class="t m0 xc7 hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xce y475 w4c h27"><div class="t m0 xcf hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c xc4 y475 w4d h27"><div class="t m0 x48 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">rentowność<span class="ff2"> </span></div></div><div class="c xd0 y475 w4e h27"><div class="t m0 xc7 hf y1a7 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x8e y475 w4f h27"><div class="t m0 xcf hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">udział<span class="ff2"> </span></div></div><div class="c xd1 y475 w50 h27"><div class="t m0 xa9 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">rentowność<span class="ff2"> </span></div></div><div class="c x6 y476 w4a h27"><div class="t m0 x4d hf y239 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c xcd y476 w4b h27"><div class="t m0 x5f h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c xce y476 w4c h27"><div class="t m0 xc0 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xc4 y476 w4d h27"><div class="t m0 xd2 h11 y441 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd0 y476 w4e h27"><div class="t m0 x81 h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">tys. zł<span class="ff1"> </span></div></div><div class="c x8e y476 w4f h27"><div class="t m0 xc0 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd1 y476 w50 h27"><div class="t m0 xc0 h11 y441 ff1 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y2d2 w4a h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy (*) </div></div><div class="c xcd y2d2 w4b h27"><div class="t m0 xd3 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">265 345 </div></div><div class="c xce y2d2 w4c h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">42%<span class="ls0"> </span></div></div><div class="c xc4 y2d2 w4d h27"><div class="t m0 x20 h11 y239 ff1 fs7 fc0 sc0 lse ws0">32%<span class="ls0"> </span></div></div><div class="c xd0 y2d2 w4e h27"><div class="t m0 xd3 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">253 196 </div></div><div class="c x8e y2d2 w4f h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">44%<span class="ls0"> </span></div></div><div class="c xd1 y2d2 w50 h27"><div class="t m0 x87 h11 y239 ff1 fs7 fc0 sc0 lse ws0">30%<span class="ls0"> </span></div></div><div class="c x6 y477 w4a h2f"><div class="t m0 x4d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xcd y477 w4b h2f"><div class="t m0 xd3 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">196 238 </div></div><div class="c xce y477 w4c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">31%<span class="ls0"> </span></div></div><div class="c xc4 y477 w4d h2f"><div class="t m0 x20 h11 y248 ff1 fs7 fc0 sc0 lse ws0">25%<span class="ls0"> </span></div></div><div class="c xd0 y477 w4e h2f"><div class="t m0 xd3 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">204 894 </div></div><div class="c x8e y477 w4f h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">36%<span class="ls0"> </span></div></div><div class="c xd1 y477 w50 h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 lse ws0">24%<span class="ls0"> </span></div></div><div class="c x6 y37b w4a h65"><div class="t m0 x4d h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe (*) </div></div><div class="c xcd y37b w4b h65"><div class="t m0 x26 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">84 995 </div></div><div class="c xce y37b w4c h65"><div class="t m0 x87 h11 y478 ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c xc4 y37b w4d h65"><div class="t m0 x20 h11 y478 ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c xd0 y37b w4e h65"><div class="t m0 x26 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">65 208 </div></div><div class="c x8e y37b w4f h65"><div class="t m0 x87 h11 y478 ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xd1 y37b w50 h65"><div class="t m0 x87 h11 y478 ff1 fs7 fc0 sc0 lse ws0">27%<span class="ls0"> </span></div></div><div class="c x6 y479 w4a h65"><div class="t m0 x4d h11 y478 ff4 fs7 fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna (*)<span class="ff1"> </span></div></div><div class="c xcd y479 w4b h65"><div class="t m0 x26 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">80 963 </div></div><div class="c xce y479 w4c h65"><div class="t m0 x87 h11 y478 ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c xc4 y479 w4d h65"><div class="t m0 x20 h11 y478 ff1 fs7 fc0 sc0 lse ws0">43%<span class="ls0"> </span></div></div><div class="c xd0 y479 w4e h65"><div class="t m0 x26 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">48 538 </div></div><div class="c x8e y479 w4f h65"><div class="t m0 xd4 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">9% </div></div><div class="c xd1 y479 w50 h65"><div class="t m0 x87 h11 y478 ff1 fs7 fc0 sc0 lse ws0">44%<span class="ls0"> </span></div></div><div class="c x6 y445 w4a h2f"><div class="t m0 x4d hf y237 ff2 fs7 fc0 sc0 ls0 ws0">Suma <span class="ff3">/ Średnia</span> </div></div><div class="c xcd y445 w4b h2f"><div class="t m0 xd3 hf y237 ff2 fs7 fc0 sc0 ls0 ws0">627 541 </div></div><div class="c xce y445 w4c h2f"><div class="t m0 xcf hf y237 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xc4 y445 w4d h2f"><div class="t m0 x20 hf y237 ff2 fs7 fc0 sc0 lse ws0">31%<span class="ls0"> </span></div></div><div class="c xd0 y445 w4e h2f"><div class="t m0 xd3 hf y237 ff2 fs7 fc0 sc0 ls0 ws0">571 836 </div></div><div class="c x8e y445 w4f h2f"><div class="t m0 x1e hf y237 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c xd1 y445 w50 h2f"><div class="t m0 x87 hf y237 ff2 fs7 fc0 sc0 lse ws0">29%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y22b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xdb hc y47a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h63 y47b ff2 fs4 fc0 sc0 ls0 ws0">4.4.2.<span class="ff6"> <span class="_ _18"> </span></span>Rynek hurtowy <span class="ff3">–</span> <span class="ff3">sprzedaż w </span>Polsce </div><div class="t m0 x6 hc y47c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y47d ff4 fs3 fc0 sc0 ls0 ws0">TOYA S.A. <span class="_ _2"></span>obecna <span class="_ _2"></span>jest na <span class="_ _2"></span>rynku <span class="_ _2"></span>krajowym od <span class="_ _2"></span>ponad <span class="_ _2"></span>30 lat <span class="_ _2"></span>i sys<span class="_ _2"></span>tematycznie umacnia <span class="_ _2"></span>na n<span class="_ _2"></span>im swoją p<span class="_ _2"></span>ozycję. Najwi<span class="_ _2"></span>ększa </div><div class="t m0 x6 hc y47e ff4 fs3 fc0 sc0 ls0 ws0">sprzedaż <span class="_ _e"></span>w <span class="_ _e"></span>Polsce <span class="_ _e"></span>realizowan<span class="_ _2"></span>a <span class="_ _e"></span>jest <span class="_ _e"></span>tradycyjny<span class="_ _2"></span>mi <span class="_ _2"></span>kan<span class="_ _2"></span>ałami <span class="_ _2"></span>dys<span class="_ _2"></span>trybucji, <span class="_ _e"></span>tj. <span class="_ _e"></span>poprzez <span class="_ _e"></span>dystrybuto<span class="_ _2"></span>rów, <span class="_ _2"></span>h<span class="_ _2"></span>urtownie <span class="_ _e"></span>i <span class="_ _2"></span>s<span class="_ _2"></span>klepy. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y47f ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="_ _2"></span><span class="ff4">r. TOYA <span class="_ _2"></span>S.A. wsp<span class="_ _2"></span>ółpracowała <span class="_ _2"></span>z wieloma <span class="_ _2"></span>dystrybutorami, któ<span class="_ _2"></span>rych sieć <span class="_ _2"></span>jest stale <span class="_ _2"></span>rozwijana. <span class="_ _2"></span>Sp<span class="_ _2"></span>ółka <span class="_ _2"></span>współpracuje </span></div><div class="t m0 x6 hc y480 ff4 fs3 fc0 sc0 ls0 ws0">również <span class="_ _2"></span>z <span class="_ _e"></span>kilkudziesięcioma <span class="_ _e"></span>odbiorcami <span class="_ _e"></span>hurtowymi <span class="_ _2"></span>we <span class="_ _e"></span>wszys<span class="_ _2"></span>tkich <span class="_ _2"></span>województwach, <span class="_ _e"></span>realizując <span class="_ _e"></span>rosnący <span class="_ _2"></span>p<span class="_ _2"></span>opyt <span class="_ _2"></span>na <span class="_ _e"></span>swoje </div><div class="t m0 x6 hc y481 ff4 fs3 fc0 sc0 ls0 ws0">towary  oraz  mając  na  celu <span class="_ _8"> </span>wzrost  marż  i  promocję  zarządzany<span class="_ _2"></span>ch  przez  siebie <span class="_ _8"> </span>marek  własnych.  Sp<span class="_ _2"></span>ółka  <span class="ff1">zatrudnia </span></div><div class="t m0 x6 hc y482 ff4 fs3 fc0 sc0 ls0 ws0">kilkudziesięciu <span class="_ _4"></span>przeds<span class="_ _2"></span>tawicieli <span class="_ _4"></span>hand<span class="_ _2"></span>lowych <span class="_ _4"></span>–<span class="ff1"> <span class="_ _4"></span></span>o<span class="_ _2"></span>piekunów <span class="_ _4"></span>partnerów <span class="_ _4"></span>na <span class="_ _7"></span>rynku <span class="_ _4"></span>hurtowym <span class="_ _4"></span>i <span class="_ _4"></span>plan<span class="_ _2"></span>uje <span class="_ _4"></span>dalszy <span class="_ _4"></span>ro<span class="_ _2"></span>zwój <span class="_ _4"></span>tego </div><div class="t m0 x6 hc y483 ff4 fs3 fc0 sc0 ls0 ws0">kanału dys<span class="_ _2"></span>trybucji.<span class="ff1"> </span></div><div class="t m0 x6 hc y2c5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y484 ff3 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze sprzed<span class="_ _2"></span>aży Spółki na rynku hurto<span class="_ _2"></span>wym w Polsce (w tys. zł)<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x6 y485 w52 h27"><div class="t m0 x4d hf y239 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Za okres 12 miesi<span class="_ _0"></span>ęcy zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xdc y485 w53 h27"><div class="t m0 x24 hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xdd y485 w54 h27"><div class="t m0 xde hf y239 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xdf y485 w55 h27"><div class="t m0 x5d hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xe0 y485 w56 h27"><div class="t m0 x85 hf y239 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y486 w52 h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Dystrybu<span class="_ _0"></span>torzy </div></div><div class="c xdc y486 w53 h27"><div class="t m0 x1e h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">185 735 </div></div><div class="c xdd y486 w54 h27"><div class="t m0 x3c h11 y239 ff1 fs7 fc0 sc0 lse ws0">70%<span class="ls0"> </span></div></div><div class="c xdf y486 w55 h27"><div class="t m0 x2f h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">187 652 </div></div><div class="c xe0 y486 w56 h27"><div class="t m0 x3c h11 y239 ff1 fs7 fc0 sc0 lse ws0">74%<span class="ls0"> </span></div></div><div class="c x6 y487 w52 h2f"><div class="t m0 x4d h11 y488 ff1 fs7 fc0 sc0 ls0 ws0">Hurtownie i<span class="_ _0"></span> sklepy </div></div><div class="c xdc y487 w53 h2f"><div class="t m0 x87 h11 y488 ff1 fs7 fc0 sc0 ls0 ws0">79 610 </div></div><div class="c xdd y487 w54 h2f"><div class="t m0 x3c h11 y488 ff1 fs7 fc0 sc0 lse ws0">30%<span class="ls0"> </span></div></div><div class="c xdf y487 w55 h2f"><div class="t m0 xe1 h11 y488 ff1 fs7 fc0 sc0 ls0 ws0">65 544 </div></div><div class="c xe0 y487 w56 h2f"><div class="t m0 x3c h11 y488 ff1 fs7 fc0 sc0 lse ws0">26%<span class="ls0"> </span></div></div><div class="c x6 y489 w52 h2f"><div class="t m0 x4d hf y248 ff2 fs7 fc0 sc0 ls0 ws0">Suma </div></div><div class="c xdc y489 w53 h2f"><div class="t m0 x1e hf y248 ff2 fs7 fc0 sc0 ls0 ws0">265 345 </div></div><div class="c xdd y489 w54 h2f"><div class="t m0 xc0 hf y248 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xdf y489 w55 h2f"><div class="t m0 x2f hf y248 ff2 fs7 fc0 sc0 ls0 ws0">253 196 </div></div><div class="c xe0 y489 w56 h2f"><div class="t m0 xc0 hf y248 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x6 y48a w57 h69"><div class="t m0 xe2 h6a y48b ff2 fsc fc0 sc0 ls13 ws0">265 345</div><div class="t m0 xb1 h4 y48c ff2 fs1 fc0 sc0 ls2 ws0">196 238</div><div class="t m0 xe3 h4 y48d ff2 fs1 fc0 sc0 ls2 ws0">84 995</div><div class="t m0 xe4 h4 y48e ff2 fs1 fc0 sc0 ls2 ws0">80 963</div><div class="t m0 xe h4 y48f ff2 fs1 fc0 sc0 ls2 ws0">253 196</div><div class="t m0 x45 h4 y490 ff2 fs1 fc0 sc0 ls2 ws0">204 894</div><div class="t m0 xe5 h4 y491 ff2 fs1 fc0 sc0 ls2 ws0">65 208</div><div class="t m0 xe6 h4 y492 ff2 fs1 fc0 sc0 ls2 ws0">48 538</div><div class="t m0 xe7 h5 y45f ff1 fs1 fc0 sc0 ls2 ws0">0%</div><div class="t m0 xe7 h5 y493 ff1 fs1 fc0 sc0 ls2 ws0">5%</div><div class="t m0 xe7 h5 y494 ff1 fs1 fc0 sc0 ls2 ws0">10%</div><div class="t m0 xe7 h5 y495 ff1 fs1 fc0 sc0 ls2 ws0">15%</div><div class="t m0 xe7 h5 y496 ff1 fs1 fc0 sc0 ls2 ws0">20%</div><div class="t m0 xe7 h5 y497 ff1 fs1 fc0 sc0 ls2 ws0">25%</div><div class="t m0 xe7 h5 y498 ff1 fs1 fc0 sc0 ls2 ws0">30%</div><div class="t m0 xe7 h5 y499 ff1 fs1 fc0 sc0 ls2 ws0">35%</div><div class="t m0 xe7 h5 y49a ff1 fs1 fc0 sc0 ls2 ws0">40%</div><div class="t m0 xe7 h5 y49b ff1 fs1 fc0 sc0 ls2 ws0">45%</div><div class="t m0 xe7 h1d y49c ff1 fsc fc0 sc0 ls13 ws0">50%</div><div class="t m0 xb h5 y46a ff1 fs1 fc0 sc0 ls0 ws0">Rynek hurtowy<span class="_ _39"> </span>Eksport<span class="_ _3a"> </span>Sieci handlowe<span class="_ _3b"> </span><span class="ff4">Sprzedaż detaliczna</span></div><div class="t m0 x2a h5 y45f ff1 fs1 fc0 sc0 ls0 ws0">0</div><div class="t m0 x16 h5 y49d ff4 fs1 fc0 sc0 ls2 ws0">50 000</div><div class="t m0 x5e h5 y49e ff4 fs1 fc0 sc0 ls2 ws0">100 000</div><div class="t m0 x5e h5 y497 ff4 fs1 fc0 sc0 ls2 ws0">150 000</div><div class="t m0 x5e h5 y49f ff4 fs1 fc0 sc0 ls2 ws0">200 000</div><div class="t m0 x5e h5 y4a0 ff4 fs1 fc0 sc0 ls2 ws0">250 000</div><div class="t m0 x5e h1d y49c ff4 fsc fc0 sc0 ls0 ws0">300 000</div><div class="t m0 x47 h6b y4a1 ff3 fs4 fc0 sc0 ls0 ws0">Przychody <span class="_ _0"></span>ze sprz<span class="_ _0"></span>edaży Spółki <span class="_ _0"></span>oraz r<span class="_ _0"></span>entowność <span class="_ _0"></span>wg ka<span class="_ _0"></span>nałów</div><div class="t m0 xe8 h5 y472 ff4 fs1 fc0 sc0 ls0 ws0">Przychody ze sprzedaży 2024<span class="_ _37"> </span>Przychody ze sprzedaży 2023</div><div class="t m0 xe8 h5 y473 ff4 fs1 fc0 sc0 ls0 ws0">renotowność 2024<span class="_ _34"> </span>Rentowność 2023</div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x2 y4a2 w3 h6c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">30<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">4.4.3.<span class="ff6"> <span class="_ _18"> </span></span>Sieci handlowe <span class="ff3">–</span> <span class="ff3">sprzedaż w </span>Polsce  </div><div class="t m0 x6 hc y4a4 ff4 fs3 fc0 sc0 ls0 ws0">Sprzedaż <span class="_ _5"> </span>do <span class="_ _1b"> </span>s<span class="_ _2"></span>ieci <span class="_ _1b"> </span>handlowych <span class="_ _1b"> </span>w <span class="_ _5"> </span>Polsce <span class="_ _5"> </span>stanowi <span class="_ _5"> </span>ok. <span class="_ _5"> </span>14% <span class="_ _1b"> </span>przy<span class="_ _2"></span>chodów <span class="_ _1b"> </span>ze <span class="_ _5"> </span>sprzedaż<span class="_ _2"></span>y <span class="_ _1b"> </span>Spółki <span class="_ _1b"> </span>TOYA <span class="_ _5"> </span>S.A. <span class="_ _1b"> </span>oraz <span class="_ _5"> </span>10<span class="_ _2"></span><span class="ff1 ls26">% </span></div><div class="t m0 x6 hc y4a5 ff4 fs3 fc0 sc0 ls0 ws0">przychodów <span class="_ _e"></span>ze <span class="_ _e"></span>sprzedaży <span class="_ _e"></span>Grupy. <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span>współpracu<span class="_ _2"></span>je <span class="_ _2"></span>z <span class="_ _e"></span>duży<span class="_ _2"></span>mi <span class="_ _2"></span>sieciami <span class="_ _e"></span>w <span class="_ _e"></span>kraju. <span class="_ _7"></span>2 <span class="_ _2"></span>kluczowe <span class="_ _e"></span>sieci <span class="_ _e"></span>realizują <span class="_ _e"></span>łącznie </div><div class="t m0 x6 hc y4a6 ff4 fs3 fc0 sc0 ls0 ws0">74,8% <span class="_ _4"></span>przychodów <span class="_ _4"></span>Spó<span class="_ _2"></span>łki <span class="_ _4"></span>w <span class="_ _4"></span>tym <span class="_ _4"></span>kanale. <span class="_ _7"></span>Jednostka <span class="_ _4"></span>Dominująca <span class="_ _4"></span>s<span class="_ _2"></span>przedaje <span class="_ _4"></span>towary <span class="_ _4"></span>przemysłowe <span class="_ _4"></span>w <span class="_ _4"></span>oparciu <span class="_ _7"></span>o <span class="_ _4"></span>zlecenia </div><div class="t m0 x6 hc y4a7 ff4 fs3 fc0 sc0 ls0 ws0">otrzymywane <span class="_ _13"> </span>od <span class="_ _13"> </span>swoich <span class="_ _13"> </span>klientó<span class="_ _2"></span>w <span class="_ _7"> </span>na <span class="_ _13"> </span>kon<span class="_ _2"></span>kretne, <span class="_ _7"> </span>co <span class="_ _13"> </span>do <span class="_ _13"> </span>ilości <span class="_ _13"> </span>i <span class="_ _13"> </span>terminu, <span class="_ _13"> </span>dostawy <span class="_ _13"> </span>towarów, <span class="_ _13"> </span>które <span class="_ _13"> </span>po<span class="_ _2"></span> <span class="_ _7"> </span>potwierdzen<span class="_ _2"></span>iu </div><div class="t m0 x6 hc y4a8 ff4 fs3 fc0 sc0 ls0 ws0">przyjęcia ich <span class="_ _0"></span>do realizacji <span class="_ _0"></span><span class="ffb fs1">skutkują <span class="_ _0"></span>powstaniem <span class="_ _0"></span>typowych zobowi<span class="_ _0"></span>ązań k<span class="_ _0"></span>ontra<span class="ffc">ktowych. <span class="ff1 fs3">W <span class="_ _0"></span>kanale tym <span class="_ _0"></span><span class="ff4">Spółka<span class="ff1 ls2d">  </span>wsp<span class="_ _2"></span>ółpracuje </span></span></span></span></div><div class="t m0 x6 hc y1a3 ff4 fs3 fc0 sc0 ls0 ws0">z odbiorcami o <span class="_ _0"></span>ugruntowanej pozycji rynkowej, wiarygodnymi i przejrzystymi finansowo o<span class="_ _0"></span>raz z pozytywną historią <span class="_ _0"></span>spłat </div><div class="t m0 x6 h1a y3d7 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań. <span class="_ _2"></span><span class="ff9"> </span></div><div class="t m0 x34 h63 y202 ff2 fs4 fc0 sc0 ls0 ws0">4.4.4.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Sprzedaż eksportowa i działalność zagraniczna G<span class="_ _0"></span>rupy<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h7 y4a9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4aa ff2 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div><div class="t m0 x6 hc y4ab ff1 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _0"></span><span class="ff4">wielu <span class="_ _9"></span>lat <span class="_ _0"></span>Jednostka Dominująca <span class="_ _9"></span>działa na <span class="_ _9"></span>rynkach <span class="_ _0"></span>międzynarodowych, <span class="_ _0"></span>koncentrując si<span class="_ _0"></span>ę <span class="_ _9"></span>przede w<span class="_ _0"></span>szystkim <span class="_ _0"></span>na <span class="_ _0"></span>rynkach </span></div><div class="t m0 x6 hc y4ac ff4 fs3 fc0 sc0 ls0 ws0">Europy środko<span class="_ _2"></span>wej, południowej i wschodniej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4ad ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4ae ff3 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze sprzed<span class="_ _2"></span>aży eksportowej Jedno<span class="_ _2"></span>stki Dominującej w podziale na kraje w <span class="_ _2"></span>tys. zł (*).<span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y4af ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xaa y4b0 w58 h2f"><div class="t m0 x48 hf y248 ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xe9 y4b0 w59 h2f"><div class="t m0 x1f hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4<span class="ff1"> </span></span></div></div><div class="c xea y4b0 w5a h2f"><div class="t m0 x22 hf y248 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %<span class="ff1"> </span></span></div></div><div class="c xeb y4b0 w5b h2f"><div class="t m0 xec hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 <span class="ff1"> </span></span></div></div><div class="c xed y4b0 w5c h2f"><div class="t m0 xc8 hf y248 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff1"> </span></div></div><div class="c xaa y4b1 w58 h2f"><div class="t m0 x26 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c xe9 y4b1 w59 h2f"><div class="t m0 x5c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">46 967 </div></div><div class="c xea y4b1 w5a h2f"><div class="t m0 x1f h11 y248 ff1 fs7 fc0 sc0 lse ws0">26%<span class="ls0"> </span></div></div><div class="c xeb y4b1 w5b h2f"><div class="t m0 x25 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">37 393 </div></div><div class="c xed y4b1 w5c h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">22%<span class="ls0"> </span></div></div><div class="c xaa y4b2 w58 h2f"><div class="t m0 x26 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Węgry<span class="ff1"> </span></div></div><div class="c xe9 y4b2 w59 h2f"><div class="t m0 x5c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">28 516 </div></div><div class="c xea y4b2 w5a h2f"><div class="t m0 x1f h11 y248 ff1 fs7 fc0 sc0 lse ws0">16%<span class="ls0"> </span></div></div><div class="c xeb y4b2 w5b h2f"><div class="t m0 x25 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">23 905 </div></div><div class="c xed y4b2 w5c h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c xaa y20c w58 h2f"><div class="t m0 x26 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Kraje Bałtyc<span class="_ _0"></span>kie<span class="ff1"> </span></div></div><div class="c xe9 y20c w59 h2f"><div class="t m0 x5c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">19 871 </div></div><div class="c xea y20c w5a h2f"><div class="t m0 x1f h11 y248 ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xeb y20c w5b h2f"><div class="t m0 x25 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">20 090 </div></div><div class="c xed y20c w5c h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">12%<span class="ls0"> </span></div></div><div class="c xaa y4b3 w58 h2f"><div class="t m0 x26 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Białoruś<span class="ff1"> </span></div></div><div class="c xe9 y4b3 w59 h2f"><div class="t m0 x5c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">17 289 </div></div><div class="c xea y4b3 w5a h2f"><div class="t m0 x1f h11 y248 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xeb y4b3 w5b h2f"><div class="t m0 x25 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">21 324 </div></div><div class="c xed y4b3 w5c h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">13%<span class="ls0"> </span></div></div><div class="c xaa y4b4 w58 h2f"><div class="t m0 x26 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Czechy </div></div><div class="c xe9 y4b4 w59 h2f"><div class="t m0 x5c h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">14 148 </div></div><div class="c xea y4b4 w5a h2f"><div class="t m0 x2 h11 y237 ff1 fs7 fc0 sc0 lse ws0">8%<span class="ls0"> </span></div></div><div class="c xeb y4b4 w5b h2f"><div class="t m0 x25 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">11 786 </div></div><div class="c xed y4b4 w5c h2f"><div class="t m0 xe2 h11 y237 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xaa y4b5 w58 h2f"><div class="t m0 x26 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Mołdawia<span class="ff1"> </span></div></div><div class="c xe9 y4b5 w59 h2f"><div class="t m0 x5c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">12 006 </div></div><div class="c xea y4b5 w5a h2f"><div class="t m0 x2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xeb y4b5 w5b h2f"><div class="t m0 xd2 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">8 708 </div></div><div class="c xed y4b5 w5c h2f"><div class="t m0 xe2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c xaa y4b6 w58 h6d"><div class="t m0 x26 h11 y4b7 ff4 fs7 fc0 sc0 ls0 ws0">Bułgaria<span class="ff1"> </span></div></div><div class="c xe9 y4b6 w59 h6d"><div class="t m0 x5c h11 y4b8 ff1 fs7 fc0 sc0 ls0 ws0">10 098 </div></div><div class="c xea y4b6 w5a h6d"><div class="t m0 x2 h11 y4b8 ff1 fs7 fc0 sc0 lse ws0">6%<span class="ls0"> </span></div></div><div class="c xeb y4b6 w5b h6d"><div class="t m0 x25 h11 y4b8 ff1 fs7 fc0 sc0 ls0 ws0">10 057 </div></div><div class="c xed y4b6 w5c h6d"><div class="t m0 xe2 h11 y4b8 ff1 fs7 fc0 sc0 lse ws0">6%<span class="ls0"> </span></div></div><div class="c xaa y4b9 w58 h2f"><div class="t m0 x26 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Grecja </div></div><div class="c xe9 y4b9 w59 h2f"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 980 </div></div><div class="c xea y4b9 w5a h2f"><div class="t m0 x2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xeb y4b9 w5b h2f"><div class="t m0 xd2 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">6 969 </div></div><div class="c xed y4b9 w5c h2f"><div class="t m0 xe2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">4%<span class="ls0"> </span></div></div><div class="c xaa y270 w58 h2f"><div class="t m0 x26 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Niemcy </div></div><div class="c xe9 y270 w59 h2f"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3 655 </div></div><div class="c xea y270 w5a h2f"><div class="t m0 x2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xeb y270 w5b h2f"><div class="t m0 xd2 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">4 792 </div></div><div class="c xed y270 w5c h2f"><div class="t m0 xe2 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xaa y4ba w58 h51"><div class="t m0 x26 h11 y4bb ff4 fs7 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xe9 y4ba w59 h51"><div class="t m0 x5c h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">21 284 </div></div><div class="c xea y4ba w5a h51"><div class="t m0 x1f h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">11<span class="ls0">% </span></div></div><div class="c xeb y4ba w5b h51"><div class="t m0 x25 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">25 471 </div></div><div class="c xed y4ba w5c h51"><div class="t m0 xaa h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">14% </div></div><div class="c xaa y66 w58 h34"><div class="t m0 x26 hf y298 ff2 fs7 fc0 sc0 ls0 ws0">Suma </div></div><div class="c xe9 y66 w59 h34"><div class="t m0 xee hf y298 ff2 fs7 fc0 sc0 ls0 ws0">179 814 </div></div><div class="c xea y66 w5a h34"><div class="t m0 xef hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xeb y66 w5b h34"><div class="t m0 x20 hf y298 ff2 fs7 fc0 sc0 ls0 ws0">170 495 </div></div><div class="c xed y66 w5c h34"><div class="t m0 x2 hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y4bc ff4 fs7 fc0 sc0 ls0 ws0">(*) nie o<span class="_ _0"></span>bejmuje sprzedaży do jedno<span class="_ _0"></span>stki zależnej TO<span class="_ _0"></span>YA Romania, która <span class="_ _0"></span>wyniosła <span class="ff1 lse">16<span class="ls0"> </span>418 </span>tys. zł (<span class="ff1 lse">34<span class="ls0"> </span>407 </span>t<span class="_ _0"></span>ys. zł w 202<span class="ff1">3 r.) </span></div><div class="t m0 x6 h7 y4bd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4be ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A.<span class="_ _2"></span> </div><div class="t m0 x6 hc y4bf ff4 fs3 fc0 sc0 ls0 ws0">Poza opisaną <span class="_ _9"></span>powyżej sprzedażą <span class="_ _0"></span>eksportową, bezpośrednią <span class="_ _9"></span>s<span class="_ _2"></span>przedaż <span class="_ _0"></span>w <span class="_ _0"></span>Rumunii <span class="_ _0"></span>prowadzi utworzony <span class="_ _0"></span>w <span class="_ _0"></span>2003 <span class="_ _9"></span>r. podmiot </div><div class="t m0 x6 hc y4c0 ff4 fs3 fc0 sc0 ls0 ws0">zależny  –<span class="ff1">  </span>Toya  Romania  S.A.  zajmująca  się  sprzedażą  narzędzi  i  elektronarzędzi  na  terenie <span class="_ _8"> </span>Ru<span class="_ _2"></span>munii.  Asortyment </div><div class="t m0 x6 hc y4c1 ff1 fs3 fc0 sc0 ls0 ws0">towarowy, <span class="_ _2"></span>oferowan<span class="_ _2"></span>e <span class="_ _2"></span>marki <span class="_ _e"></span>oraz <span class="_ _e"></span>kan<span class="_ _2"></span><span class="ff4">ały <span class="_ _2"></span>dystrybucji <span class="_ _e"></span>(poza <span class="_ _2"></span>eksportem) <span class="_ _e"></span>są <span class="_ _2"></span>identy<span class="_ _2"></span>czne <span class="_ _2"></span>jak <span class="_ _e"></span>dla <span class="_ _2"></span>po<span class="_ _2"></span>lskiej <span class="_ _2"></span>spółki. <span class="_ _e"></span>Przychody </span></div><div class="t m0 x6 hc y4c2 ff4 fs3 fc0 sc0 ls0 ws0">ze sprzedaży Toy<span class="_ _2"></span>a Romania są wykazane w s<span class="_ _2"></span>egmencie sprzedaży<span class="_ _2"></span> hurtowej oraz sieci han<span class="_ _2"></span>dlowych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4c3 ff4 fs3 fc0 sc0 ls0 ws0">Koncepcja <span class="_ _2"></span>rozwoju <span class="_ _e"></span>Toya <span class="_ _2"></span>Romania <span class="_ _e"></span>S.A. <span class="_ _2"></span>zakłada <span class="_ _2"></span>między <span class="_ _2"></span>in<span class="_ _2"></span>nymi d<span class="_ _2"></span>alsze <span class="_ _2"></span>wykorzysta<span class="_ _2"></span>nie <span class="_ _2"></span>efektu <span class="_ _2"></span>synergii <span class="_ _2"></span>w <span class="_ _2"></span>ramach <span class="_ _2"></span>Grup<span class="_ _2"></span>y, <span class="_ _2"></span>a </div><div class="t m0 x6 hc y4c4 ff4 fs3 fc0 sc0 ls0 ws0">w  s<span class="_ _2"></span>zczególności <span class="_ _1b"> </span>optymalizacj<span class="_ _2"></span>ę <span class="_ _1b"> </span>kosztów <span class="_ _1b"> </span>nab<span class="_ _2"></span>ycia <span class="_ _1b"> </span>towarów, <span class="_ _1b"> </span>w <span class="_ _1b"> </span>oparciu <span class="_ _5"> </span>o <span class="_ _1b"> </span>wspó<span class="_ _2"></span>lne  źró<span class="_ _2"></span>dła <span class="_ _1b"> </span>zaopatrzenia <span class="_ _5"> </span>oraz <span class="_ _1b"> </span>centra<span class="_ _2"></span> </div><div class="t m0 x6 hc y4c5 ff4 fs3 fc0 sc0 ls0 ws0">logistyczne. <span class="_ _2"></span>Spółka ru<span class="_ _2"></span>muńska zamierza <span class="_ _2"></span>ponadto <span class="_ _2"></span>umacniać swoją <span class="_ _2"></span>pozycję <span class="_ _2"></span>na lokalnym <span class="_ _2"></span>rynku poprzez d<span class="_ _2"></span>alszą rozbud<span class="_ _2"></span>owę </div><div class="t m0 x6 hc y4c6 ff4 fs3 fc0 sc0 ls0 ws0">sieci <span class="_ _19"> </span>p<span class="_ _2"></span>rzedstawicieli <span class="_ _14"> </span>handlowych, <span class="_ _14"> </span>których <span class="_ _14"> </span>zadaniem <span class="_ _19"> </span>jes<span class="_ _2"></span>t <span class="_ _14"> </span>pozyskiwanie <span class="_ _14"> </span>odbiorców <span class="_ _14"> </span>na <span class="_ _19"> </span>ryn<span class="_ _2"></span>ku <span class="_ _14"> </span>tradycyjnym <span class="_ _19"> </span>wśród<span class="_ _2"></span> </div><div class="t m0 x6 hc y4c7 ff4 fs3 fc0 sc0 ls0 ws0">specjalistyczny<span class="_ _2"></span>ch <span class="_ _2"></span>sklepów <span class="_ _e"></span>detaliczn<span class="_ _2"></span>ych <span class="_ _e"></span>oraz <span class="_ _e"></span>odbiorców <span class="_ _e"></span>instytucjonalny<span class="_ _2"></span>ch. <span class="_ _2"></span>D<span class="_ _2"></span>zia<span class="_ _2"></span>łania <span class="_ _e"></span>marketingowe <span class="_ _e"></span>koncentrują <span class="_ _e"></span>się <span class="_ _e"></span>na </div><div class="t m0 x6 hc y4c8 ff4 fs3 fc0 sc0 ls0 ws0">zwiększeniu ud<span class="_ _2"></span>ziału wys<span class="_ _2"></span>okomarżowej marki YATO <span class="_ _2"></span>w struktu<span class="_ _2"></span>rze przychod<span class="_ _2"></span>ów, co p<span class="_ _2"></span>rzy wykorzystaniu s<span class="_ _2"></span>króconego kan<span class="_ _2"></span>ału </div><div class="t m0 x6 hc y485 ff4 fs3 fc0 sc0 ls0 ws0">dystrybucji zap<span class="_ _2"></span>ewni tej spółce znaczący wzro<span class="_ _2"></span>st rentowności.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4c9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4ca ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4cb ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x2 y4cc w5d h6e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">31<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze sprzed<span class="_ _2"></span>aży Toya Romania S.A. w pod<span class="_ _2"></span>ziale na kanały dystrybuc<span class="_ _2"></span>ji w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x6 y4cd w5e h27"><div class="t m0 x48 hf y239 ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xf0 y4cd w5f h27"><div class="t m0 xee hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xf1 y4cd w60 h27"><div class="t m0 xee hf y239 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xb6 y4cd w61 h27"><div class="t m0 x6 hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xf2 y4cd w62 h27"><div class="t m0 xf3 hf y239 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c x6 y4ce w5e h27"><div class="t m0 x4d h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Hurtownie i<span class="_ _0"></span> sklepy </div></div><div class="c xf0 y4ce w5f h27"><div class="t m0 x22 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">62 911 </div></div><div class="c xf1 y4ce w60 h27"><div class="t m0 x6 h11 y239 ff1 fs7 fc0 sc0 lse ws0">80%<span class="ls0"> </span></div></div><div class="c xb6 y4ce w61 h27"><div class="t m0 x1f h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">75 296 </div></div><div class="c xf2 y4ce w62 h27"><div class="t m0 xb h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">87% </div></div><div class="c x6 y4cf w5e h2f"><div class="t m0 x4d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Sieci handl<span class="_ _0"></span>owe </div></div><div class="c xf0 y4cf w5f h2f"><div class="t m0 x22 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">15 056 </div></div><div class="c xf1 y4cf w60 h2f"><div class="t m0 x6 h11 y248 ff1 fs7 fc0 sc0 lse ws0">19%<span class="ls0"> </span></div></div><div class="c xb6 y4cf w61 h2f"><div class="t m0 x1f h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">10 521 </div></div><div class="c xf2 y4cf w62 h2f"><div class="t m0 xb h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">12% </div></div><div class="c x6 y4d0 w5e h2f"><div class="t m0 x4d h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Sprzedaż detalic<span class="_ _0"></span>zna<span class="ff1"> </span></div></div><div class="c xf0 y4d0 w5f h2f"><div class="t m0 x1e h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 095 </div></div><div class="c xf1 y4d0 w60 h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xb6 y4d0 w61 h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">915<span class="ls0"> </span></div></div><div class="c xf2 y4d0 w62 h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c x6 y4d1 w5e h2f"><div class="t m0 x4d hf y237 ff2 fs7 fc0 sc0 ls0 ws0">Suma </div></div><div class="c xf0 y4d1 w5f h2f"><div class="t m0 x22 hf y237 ff2 fs7 fc0 sc0 ls0 ws0">79 063 </div></div><div class="c xf1 y4d1 w60 h2f"><div class="t m0 x1f hf y237 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xb6 y4d1 w61 h2f"><div class="t m0 x1f hf y237 ff2 fs7 fc0 sc0 ls0 ws0">86 732 </div></div><div class="c xf2 y4d1 w62 h2f"><div class="t m0 xf4 hf y237 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y4d2 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4d3 ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Shanghai) Co.<span class="_ _2"></span>, Ltd. </div><div class="t m0 x6 hc y45 ff1 fs3 fc0 sc0 ls0 ws0">Yato <span class="_ _1c"> </span>Tools <span class="_ _1c"> </span>(Shanghai) <span class="_ _1c"> </span>Co. <span class="_ _1c"> </span>Ltd. <span class="_ _21"> </span><span class="ff4">z <span class="_ _1c"> </span>siedzibą <span class="_ _1c"> </span>w <span class="_ _1c"> </span>Szanghaju <span class="_ _1c"> </span>funkcjonuje <span class="_ _1c"> </span>od <span class="_ _1c"> </span>drugiej <span class="_ _1c"> </span>połowy <span class="_ _1c"> </span>2008 <span class="_ _18"> </span>r. <span class="_ _1c"> </span>jako<span class="_ _2"></span> <span class="_ _18"> </span>s<span class="_ _2"></span>półka </span></div><div class="t m0 x6 hc y4d4 ff4 fs3 fc0 sc0 ls0 ws0">współkontro<span class="_ _2"></span>lowana, a od <span class="_ _2"></span>2 stycznia 2013 <span class="_ _2"></span>r. jako s<span class="_ _2"></span>półka kontrolowana <span class="_ _2"></span>objęta metodą <span class="_ _2"></span>pełnej kons<span class="_ _2"></span>olidacji. W tym <span class="_ _2"></span>czasie </div><div class="t m0 x6 hc y4d5 ff4 fs3 fc0 sc0 ls0 ws0">działalność <span class="_ _2"></span>tej firmy sku<span class="_ _2"></span>piała się na <span class="_ _2"></span>zbudowaniu <span class="_ _2"></span>sieci dystrybucyjn<span class="_ _e"></span>ej w poszczególny<span class="_ _2"></span>ch prowincjach <span class="_ _2"></span>CHRL, znalezieniu <span class="_ _2"></span>i </div><div class="t m0 x6 hc y4d6 ff4 fs3 fc0 sc0 ls0 ws0">wyszkoleniu <span class="_ _0"></span>kadry <span class="_ _0"></span>sprzedawców <span class="_ _0"></span>oraz <span class="_ _9"></span>p<span class="_ _2"></span>rzygotowaniu <span class="_ _0"></span>ekspansji <span class="_ _0"></span>na <span class="_ _0"></span>rynki <span class="_ _0"></span>globalne. <span class="_ _9"></span>Os<span class="_ _2"></span>tatnie <span class="_ _9"></span>lata <span class="_ _0"></span>pozwoliły <span class="_ _0"></span>na <span class="_ _0"></span>zakończenie<span class="_ _2"></span> </div><div class="t m0 x6 hc y4d7 ff4 fs3 fc0 sc0 ls0 ws0">etapu  wstępnego  i  skonstruowanie  sieci  dystrybucyjn<span class="_ _2"></span>ej  w  głównych  prowincjach  CH<span class="_ _2"></span>RL  oraz  stworzenie  struktury </div><div class="t m0 x6 hc y4d8 ff4 fs3 fc0 sc0 ls0 ws0">umożliwiającej <span class="_ _e"></span>konsolidację <span class="_ _e"></span>i <span class="_ _e"></span>eksport <span class="_ _e"></span>produktów <span class="_ _e"></span>YATO <span class="_ _2"></span>bez<span class="_ _2"></span>pośrednio <span class="_ _e"></span>do <span class="_ _2"></span>klientów/ <span class="_ _e"></span>dystrybuto<span class="_ _2"></span>rów <span class="_ _2"></span>w <span class="_ _2"></span>Azj<span class="_ _2"></span>i <span class="_ _2"></span>Połud<span class="_ _2"></span>niowo<span class="_ _e"></span><span class="ff1">-</span></div><div class="t m0 x6 hc y4d9 ff4 fs3 fc0 sc0 ls0 ws0">Wschodniej, <span class="_ _4"></span>Afryce, <span class="_ _4"></span>Au<span class="_ _2"></span>stralii <span class="_ _e"></span>i <span class="_ _7"></span>na <span class="_ _4"></span>Środkowym <span class="_ _4"></span>Wschodzie. <span class="_ _4"></span>Yato <span class="_ _4"></span>Tools<span class="_ _e"></span><span class="ff1"> <span class="_ _4"></span>(Shanghai) <span class="_ _4"></span>Co. <span class="_ _4"></span>Lt<span class="_ _2"></span>d. <span class="_ _4"></span></span>jest <span class="_ _4"></span>też <span class="_ _4"></span>jed<span class="_ _2"></span>nym <span class="_ _4"></span>z <span class="_ _4"></span>głównych </div><div class="t m0 x6 hc y4da ff4 fs3 fc0 sc0 ls0 ws0">dostawców towarów dla T<span class="_ _2"></span>OYA S.A. oraz TOYA Roman<span class="_ _2"></span>ia S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4db ff4 fs3 fc0 sc0 ls0 ws0">Dotychczasowa <span class="_ _e"></span>sieć <span class="_ _2"></span>dystrybucji <span class="_ _2"></span>na <span class="_ _2"></span>ry<span class="_ _2"></span>nku <span class="_ _2"></span>chińskim <span class="_ _2"></span>obejmuje <span class="_ _2"></span>31 <span class="_ _2"></span>z <span class="_ _2"></span>34 <span class="_ _2"></span>au<span class="_ _2"></span>tonomicznych <span class="_ _2"></span>jednostek <span class="_ _e"></span>administracyjnych <span class="_ _2"></span>(23 </div><div class="t m0 x6 hc y335 ff4 fs3 fc0 sc0 ls0 ws0">prowincji, <span class="_ _7"> </span>5 <span class="_ _13"> </span>autonomiczny<span class="_ _2"></span>ch <span class="_ _7"></span>regionów, <span class="_ _7"> </span>4 <span class="_ _13"> </span>wyd<span class="_ _2"></span>zielonych <span class="_ _7"> </span>miast <span class="_ _13"> </span>oraz <span class="_ _13"> </span>2 <span class="_ _7"> </span>specjaln<span class="_ _2"></span>ych <span class="_ _7"></span>regionó<span class="_ _2"></span>w), <span class="_ _7"></span>w <span class="_ _7"></span>których <span class="_ _13"> </span>zależnie <span class="_ _7"> </span>o<span class="_ _2"></span>d </div><div class="t m0 x6 hc y4dc ff4 fs3 fc0 sc0 ls0 ws0">uwarunkowań <span class="_ _2"></span>lokalnych<span class="_ _2"></span>, gęsto<span class="_ _2"></span>ści <span class="_ _2"></span>zaludn<span class="_ _2"></span>ienia oraz <span class="_ _2"></span>wys<span class="_ _2"></span>tępujących <span class="_ _2"></span>tam <span class="_ _2"></span>tradycyjnych <span class="_ _2"></span>form <span class="_ _2"></span>han<span class="_ _2"></span>dlu, <span class="_ _2"></span>występuje <span class="_ _2"></span>jeden <span class="_ _2"></span>lub </div><div class="t m0 x6 hc y4dd ff4 fs3 fc0 sc0 ls0 ws0">więcej dystryb<span class="_ _2"></span>utorów.<span class="ff1"> </span></div><div class="t m0 x6 hc y20a ff4 fs3 fc0 sc0 ls0 ws0">Obecnie Yato<span class="_ _2"></span> Tools p<span class="_ _2"></span>okrywa swoją <span class="_ _2"></span>siecią s<span class="_ _2"></span>przedaży <span class="_ _2"></span>pra<span class="_ _2"></span>wie cały <span class="_ _2"></span>obszar <span class="_ _2"></span><span class="ff1">Chin <span class="_ _2"></span></span>o populacji <span class="_ _2"></span>1,4 miliarda os<span class="_ _2"></span>ób<span class="ff1 ls10">. <span class="_ _2"></span><span class="ls0">Wskazuje <span class="_ _2"></span>to </span></span></div><div class="t m0 x6 hc y20b ff4 fs3 fc0 sc0 ls0 ws0">na  znaczny  potencjał <span class="_ _8"> </span>rozwoju  sieci <span class="_ _8"> </span>sprzed<span class="_ _2"></span>aży <span class="_ _8"> </span>na  rynku  l<span class="_ _0"></span>okalnym,  nie  tylko <span class="_ _8"> </span>poprzez  w<span class="_ _0"></span>zrost  transakcji  poprzez  już </div><div class="t m0 x6 hc y4de ff4 fs3 fc0 sc0 ls0 ws0">istniejących <span class="_ _7"></span>przedstawicieli, <span class="_ _4"></span>a<span class="_ _2"></span>le <span class="_ _4"></span>również <span class="_ _7"></span>poprzez <span class="_ _4"></span>wzros<span class="_ _2"></span>t <span class="_ _4"></span>ilo<span class="_ _2"></span>ści <span class="_ _4"></span>dys<span class="_ _2"></span>trybutorów <span class="_ _4"></span>sp<span class="_ _2"></span>ecjalizujących <span class="_ _4"></span>s<span class="_ _2"></span>ię <span class="_ _4"></span>w <span class="_ _4"></span>inny<span class="_ _2"></span>ch <span class="_ _4"></span>branża<span class="_ _2"></span>ch </div><div class="t m0 x6 hc y20d ff1 fs3 fc0 sc0 ls0 ws0">oferowanych <span class="_ _2"></span>p<span class="_ _2"></span>rz<span class="ff4">ez <span class="_ _e"></span>spółkę, <span class="_ _e"></span>takich <span class="_ _e"></span>jak <span class="_ _e"></span>narzędzia <span class="_ _e"></span>samochodowe, <span class="_ _e"></span>elektronarzędzia <span class="_ _e"></span>i <span class="_ _e"></span>narzędzia <span class="_ _e"></span>ogrodowe. <span class="_ _e"></span>Ponad<span class="_ _2"></span>to, <span class="_ _2"></span>Yato </span></div><div class="t m0 x6 hc y20e ff4 fs3 fc0 sc0 ls0 ws0">Tools <span class="_ _14"> </span>rozwija <span class="_ _14"> </span>s<span class="_ _2"></span>przedaż <span class="_ _14"> </span>w <span class="_ _14"> </span>kan<span class="_ _2"></span>ale <span class="_ _14"> </span>internetowym, <span class="_ _14"> </span>za<span class="_ _2"></span>równo<span class="_ _2"></span><span class="ff1"> <span class="_ _14"> </span></span>poprzez <span class="_ _18"> </span>własny <span class="_ _18"> </span>sklep <span class="_ _14"> </span>jak <span class="_ _14"> </span>i <span class="_ _14"> </span>po<span class="_ _2"></span>przez <span class="_ _14"> </span>istniejące <span class="_ _14"> </span>duże </div><div class="t m0 x6 hc y20f ff1 fs3 fc0 sc0 ls0 ws0">wyspecjalizowane sklepy<span class="_ _2"></span> internetowe.<span class="_ _2"></span> </div><div class="t m0 x6 hc y4df ff4 fs3 fc0 sc0 ls0 ws0">Aktywność eksportowa Yato Tools została rozpoczęta w drugim kwartale roku 2010, jako kolejny krok rozwoju f<span class="_ _0"></span>irmy. W </div><div class="t m0 x6 hc y211 ff1 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">4 <span class="_ _19"> </span><span class="ff4">roku <span class="_ _14"> </span>spółka <span class="_ _19"> </span>prowadziła <span class="_ _14"> </span>wymianę <span class="_ _5"> </span>h<span class="_ _2"></span>andlową <span class="_ _19"> </span>z <span class="_ _14"> </span>kilkunastoma <span class="_ _19"> </span>krajami <span class="_ _14"> </span>z <span class="_ _19"> </span>Afryki, <span class="_ _5"> </span>Azji, <span class="_ _14"> </span>Australii <span class="_ _19"> </span>oraz <span class="_ _14"> </span>Ameryki </span></span></div><div class="t m0 x6 hc y212 ff4 fs3 fc0 sc0 ls0 ws0">Południowej  i <span class="_ _13"> </span>Środko<span class="_ _2"></span>wej. <span class="_ _8"> </span>Największe  obroty <span class="_ _8"> </span>w <span class="_ _8"> </span>tym  roku <span class="_ _13"> </span>odno<span class="_ _2"></span>towali <span class="_ _8"> </span>klienci <span class="_ _8"> </span>z  Rosji, <span class="_ _13"> </span>Białorusi  oraz <span class="_ _8"> </span>Zjednoczonych </div><div class="t m0 x6 hc y213 ff4 fs3 fc0 sc0 ls0 ws0">Emiratów Arabskich.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h11 y4e0 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Struktura i <span class="_ _0"></span>wielkość przychodów ze <span class="_ _0"></span>sprzedaży w <span class="_ _0"></span>poszcze<span class="_ _2"></span>gólnych <span class="_ _0"></span>kanałach dystrybucji YATO Tools <span class="_ _0"></span>(Shanghai) w <span class="_ _0"></span>tys. zł<span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y4e2 ff2 fs3 fc0 sc0 ls0 ws0">(*) </div></div><div class="c xaa y4e3 w58 h6f"><div class="t m0 x4d hf y3e8 ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xe9 y4e3 w63 h6f"><div class="t m0 xde hf y3e8 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x32 y4e3 w64 h6f"><div class="t m0 x5c hf y3e8 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xf5 y4e3 w65 h6f"><div class="t m0 xc0 hf y3e8 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xf6 y4e3 w66 h6f"><div class="t m0 x1d hf y3e8 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xaa y4e4 w58 h2f"><div class="t m0 x4d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy </div></div><div class="c xe9 y4e4 w63 h2f"><div class="t m0 xee h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">9 135 </div></div><div class="c x32 y4e4 w64 h2f"><div class="t m0 xf4 h11 y248 ff1 fs7 fc0 sc0 lse ws0">34%<span class="ls0"> </span></div></div><div class="c xf5 y4e4 w65 h2f"><div class="t m0 xf7 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 097 </div></div><div class="c xf6 y4e4 w66 h2f"><div class="t m0 xad h11 y248 ff1 fs7 fc0 sc0 lse ws0">30%<span class="ls0"> </span></div></div><div class="c xaa y4e5 w58 h51"><div class="t m0 x4d h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xe9 y4e5 w63 h51"><div class="t m0 xd2 h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">15 190 </div></div><div class="c x32 y4e5 w64 h51"><div class="t m0 xf4 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">56%<span class="ls0"> </span></div></div><div class="c xf5 y4e5 w65 h51"><div class="t m0 xf7 h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">9 572 </div></div><div class="c xf6 y4e5 w66 h51"><div class="t m0 xad h11 y4bb ff1 fs7 fc0 sc0 lse ws0">55%<span class="ls0"> </span></div></div><div class="c xaa y4e6 w58 h34"><div class="t m0 x4d h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xe9 y4e6 w63 h34"><div class="t m0 xee h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">2 761 </div></div><div class="c x32 y4e6 w64 h34"><div class="t m0 xf4 h11 y298 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xf5 y4e6 w65 h34"><div class="t m0 xf7 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">2 669 </div></div><div class="c xf6 y4e6 w66 h34"><div class="t m0 xad h11 y298 ff1 fs7 fc0 sc0 lse ws0">15%<span class="ls0"> </span></div></div><div class="c xaa y47e w58 h34"><div class="t m0 x4d hf y298 ff2 fs7 fc0 sc0 ls0 ws0">Suma </div></div><div class="c xe9 y47e w63 h34"><div class="t m0 xd2 hf y298 ff2 fs7 fc0 sc0 ls0 ws0">27 087 </div></div><div class="c x32 y47e w64 h34"><div class="t m0 x2 hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xf5 y47e w65 h34"><div class="t m0 x3b hf y298 ff2 fs7 fc0 sc0 ls0 ws0">17 338 </div></div><div class="c xf6 y47e w66 h34"><div class="t m0 xaa hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y4e7 ff4 fs7 fc0 sc0 ls0 ws0">(*) <span class="_ _0"></span>tabela <span class="_ _9"></span>n<span class="_ _2"></span>ie <span class="_ _9"></span>obejmuje sprzeda<span class="_ _0"></span>ży we<span class="_ _0"></span>wnątrzgrupowej <span class="_ _9"></span>(przez Yato <span class="_ _9"></span>Shanghai <span class="_ _0"></span>do <span class="_ _0"></span>Jedno<span class="_ _0"></span>stki <span class="_ _0"></span>Dominującej. <span class="_ _0"></span>oraz <span class="_ _0"></span>Yato <span class="_ _0"></span>Tools <span class="_ _9"></span>(Jiaxing), k<span class="_ _0"></span>tóra <span class="_ _0"></span>wyniosła <span class="_ _9"></span>w 202<span class="ff1">4 </span></div><div class="t m0 x6 h11 y4e8 ff1 fs7 fc0 sc0 ls0 ws0">r. <span class="lse">190</span> <span class="lse">849 </span><span class="ff4">tys. zł (<span class="_ _0"></span>w 202<span class="ff1">3 r.: <span class="lse">120</span> 233 <span class="_ _0"></span><span class="ff4">tys. zł) przeliczone<span class="_ _0"></span> z CNY na PLN wg śr<span class="_ _0"></span>edniego k<span class="_ _0"></span>ursu NBP.<span class="ff1"> </span></span></span></span></div><div class="t m0 x6 h7 y4e9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y39a ff3 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze sprzed<span class="_ _2"></span>aży eksportowej YATO Tools (Shanghai) w ty<span class="_ _2"></span>s. zł.<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c xaa y4ea w58 h6f"><div class="t m0 x48 hf y3e8 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xe9 y4ea w67 h6f"><div class="t m0 x85 hf y3e8 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x33 y4ea w68 h6f"><div class="t m0 xef hf y3e8 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xf5 y4ea w59 h6f"><div class="t m0 x1f hf y3e8 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xf8 y4ea w32 h6f"><div class="t m0 xaa hf y3e8 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xaa y3cd w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Zjednoczone<span class="_ _0"></span> Emiraty Arabski<span class="_ _0"></span>e </div></div><div class="c xe9 y3cd w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 909 </div></div><div class="c x33 y3cd w68 h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">39%<span class="ls0"> </span></div></div><div class="c xf5 y3cd w59 h2f"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 935 </div></div><div class="c xf8 y3cd w32 h2f"><div class="t m0 xd h11 y248 ff1 fs7 fc0 sc0 lse ws0">31%<span class="ls0"> </span></div></div><div class="c xaa y4eb w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Rosja </div></div><div class="c xe9 y4eb w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">4 847 </div></div><div class="c x33 y4eb w68 h2f"><div class="t m0 xaa h11 y248 ff1 fs7 fc0 sc0 lse ws0">32%<span class="ls0"> </span></div></div><div class="c xf5 y4eb w59 h2f"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3 349 </div></div><div class="c xf8 y4eb w32 h2f"><div class="t m0 xd h11 y248 ff1 fs7 fc0 sc0 lse ws0">35%<span class="ls0"> </span></div></div><div class="c xaa y4ec w58 h2f"><div class="t m0 x26 h11 y237 ff4 fs7 fc0 sc0 ls0 ws0">Białoruś<span class="ff1"> </span></div></div><div class="c xe9 y4ec w67 h2f"><div class="t m0 xde h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">3 169 </div></div><div class="c x33 y4ec w68 h2f"><div class="t m0 xaa h11 y237 ff1 fs7 fc0 sc0 lse ws0">21%<span class="ls0"> </span></div></div><div class="c xf5 y4ec w59 h2f"><div class="t m0 x24 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">1 900 </div></div><div class="c xf8 y4ec w32 h2f"><div class="t m0 xd h11 y237 ff1 fs7 fc0 sc0 lse ws0">20%<span class="ls0"> </span></div></div><div class="c xaa y4ed w58 h27"><div class="t m0 x26 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Uzbekistan </div></div><div class="c xe9 y4ed w67 h27"><div class="t m0 xde h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 102 </div></div><div class="c x33 y4ed w68 h27"><div class="t m0 xf9 h11 y239 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xf5 y4ed w59 h27"><div class="t m0 x2 h11 y239 ff1 fs7 fc0 sc0 lse ws0">900<span class="ls0"> </span></div></div><div class="c xf8 y4ed w32 h27"><div class="t m0 x2c h11 y239 ff1 fs7 fc0 sc0 lse ws0">9%<span class="ls0"> </span></div></div><div class="c xaa y4ee w58 h51"><div class="t m0 x26 h11 y4bb ff4 fs7 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xe9 y4ee w67 h51"><div class="t m0 xd4 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">164<span class="ls0"> </span></div></div><div class="c x33 y4ee w68 h51"><div class="t m0 xf9 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xf5 y4ee w59 h51"><div class="t m0 x2 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">488<span class="ls0"> </span></div></div><div class="c xf8 y4ee w32 h51"><div class="t m0 x2c h11 y4bb ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c xaa y4ef w58 h34"><div class="t m0 x26 hf y298 ff2 fs7 fc0 sc0 ls0 ws0"> Suma </div></div><div class="c xe9 y4ef w67 h34"><div class="t m0 xcf hf y298 ff2 fs7 fc0 sc0 ls0 ws0">15 190 </div></div><div class="c x33 y4ef w68 h34"><div class="t m0 x2 hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xf5 y4ef w59 h34"><div class="t m0 x24 hf y298 ff2 fs7 fc0 sc0 ls0 ws0">9 572 </div></div><div class="c xf8 y4ef w32 h34"><div class="t m0 x3d hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w0 h0" ><div class="pc pc20 w0 h0"><img class="bi x2 y4f0 w3 h70" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">32<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Jiaxing) Co., Ltd.<span class="_ _2"></span> </div><div class="t m0 x6 hc y2ab ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y48 ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>Yato <span class="_ _13"> </span>Tools <span class="_ _13"> </span>(Jiaxin<span class="_ _2"></span>g) <span class="_ _7"> </span>C<span class="_ _2"></span>o. <span class="_ _7"> </span>Ltd<span class="_ _2"></span>. <span class="_ _7"> </span>zo<span class="_ _2"></span>stała <span class="_ _7"> </span>u<span class="_ _2"></span>tworzona <span class="_ _13"> </span>w <span class="_ _13"> </span>2019 <span class="_ _7"> </span>r. <span class="_ _13"> </span>i <span class="_ _13"> </span>jest <span class="_ _8"> </span>zlokalizowana <span class="_ _8"> </span>w <span class="_ _13"> </span>Baibu <span class="_ _13"> </span>Town, <span class="_ _13"> </span>miejsco<span class="_ _2"></span>wości </div><div class="t m0 x6 hc y2ac ff4 fs3 fc0 sc0 ls0 ws0">położonej <span class="_ _4"></span>w <span class="_ _4"></span>p<span class="_ _2"></span>rowincji <span class="_ _4"></span>Zhejia<span class="_ _2"></span>ng <span class="_ _4"></span>Chińskiej <span class="_ _4"></span>Republiki <span class="_ _4"></span>Lu<span class="_ _2"></span>dowej. <span class="_ _4"></span>W <span class="_ _4"></span>2<span class="_ _2"></span>020 <span class="_ _4"></span>r. <span class="_ _4"></span>spół<span class="_ _2"></span>ka <span class="_ _4"></span>rozpoczęła <span class="_ _4"></span>działaln<span class="_ _2"></span>ość <span class="_ _4"></span>operacyjną. <span class="_ _4"></span>W </div><div class="t m0 x6 hc y2ad ff4 fs3 fc0 sc0 ls0 ws0">2023 r. <span class="_ _2"></span>został <span class="_ _2"></span>w pełni <span class="_ _2"></span>urucho<span class="_ _2"></span>miony no<span class="_ _2"></span>wy magazyn <span class="_ _2"></span>i spół<span class="_ _2"></span>ka <span class="_ _2"></span>prowadziła <span class="_ _2"></span>wymianę h<span class="_ _2"></span>andlową z <span class="_ _2"></span>kilkudziesięcioma <span class="_ _2"></span>kraja<span class="_ _2"></span>mi </div><div class="t m0 x6 hc y4f1 ff4 fs3 fc0 sc0 ls0 ws0">z Afryki, Azji, Aus<span class="_ _2"></span>tralii oraz Ameryki Południowej i Środkowej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y4f2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4f3 ff3 fs3 fc0 sc0 ls0 ws0">Struktura <span class="_ _18"> </span>i <span class="_ _14"> </span>wielkość <span class="_ _18"> </span>pr<span class="_ _2"></span>zychodów <span class="_ _14"> </span>ze <span class="_ _18"> </span>sprzedaży <span class="_ _14"> </span>w <span class="_ _18"> </span>poszczególnych <span class="_ _18"> </span>kanałach <span class="_ _18"> </span>dystrybuc<span class="_ _2"></span>ji <span class="_ _14"> </span>YATO <span class="_ _14"> </span>To<span class="_ _2"></span>ols <span class="_ _14"> </span>(Jiaxing) <span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y444 ff3 fs3 fc0 sc0 ls0 ws0">w tys. zł (*).<span class="ff2"> </span></div></div><div class="c xaa y4f4 w58 h2f"><div class="t m0 x4d hf y248 ff3 fs7 fc3 sc0 ls0 ws0">za okres 12 miesięc<span class="_ _0"></span>y zakończony 3<span class="_ _0"></span>1 grudnia <span class="ff2"> </span></div></div><div class="c xe9 y4f4 w63 h2f"><div class="t m0 xde hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x32 y4f4 w64 h2f"><div class="t m0 x5c hf y248 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xf5 y4f4 w69 h2f"><div class="t m0 x85 hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xfa y4f4 w6a h2f"><div class="t m0 x1d hf y248 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xaa y4f5 w58 h2f"><div class="t m0 x4d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Rynek hurt<span class="_ _0"></span>owy </div></div><div class="c xe9 y4f5 w63 h2f"><div class="t m0 xd2 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">18 490 </div></div><div class="c x32 y4f5 w64 h2f"><div class="t m0 xf4 h11 y248 ff1 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c xf5 y4f5 w69 h2f"><div class="t m0 xec h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">25 317 </div></div><div class="c xfa y4f5 w6a h2f"><div class="t m0 xad h11 y248 ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c xaa y4f6 w58 h34"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">Eksport </div></div><div class="c xe9 y4f6 w63 h34"><div class="t m0 xd2 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">85 025 </div></div><div class="c x32 y4f6 w64 h34"><div class="t m0 xf4 h11 y298 ff1 fs7 fc0 sc0 lse ws0">82%<span class="ls0"> </span></div></div><div class="c xf5 y4f6 w69 h34"><div class="t m0 xec h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">65 324 </div></div><div class="c xfa y4f6 w6a h34"><div class="t m0 xad h11 y298 ff1 fs7 fc0 sc0 lse ws0">72%<span class="ls0"> </span></div></div><div class="c xaa y4f7 w58 h33"><div class="t m0 x4d h11 y4f8 ff4 fs7 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xe9 y4f7 w63 h33"><div class="t m0 x3b h11 y4f8 ff1 fs7 fc0 sc0 lse ws0">227<span class="ls0"> </span></div></div><div class="c x32 y4f7 w64 h33"><div class="t m0 xe2 h11 y4f8 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf5 y4f7 w69 h33"><div class="t m0 xfb h11 y4f8 ff1 fs7 fc0 sc0 lse ws0">264<span class="ls0"> </span></div></div><div class="c xfa y4f7 w6a h33"><div class="t m0 xc9 h11 y4f8 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xaa y4f9 w58 h34"><div class="t m0 x4d hf y298 ff2 fs7 fc0 sc0 ls0 ws0">Suma </div></div><div class="c xe9 y4f9 w63 h34"><div class="t m0 x25 hf y298 ff2 fs7 fc0 sc0 ls0 ws0">103 742 </div></div><div class="c x32 y4f9 w64 h34"><div class="t m0 x2 hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xf5 y4f9 w69 h34"><div class="t m0 xec hf y298 ff2 fs7 fc0 sc0 ls0 ws0">90 905 </div></div><div class="c xfa y4f9 w6a h34"><div class="t m0 xaa hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y4fa ff4 fs7 fc0 sc0 ls0 ws0">(*) <span class="_ _e"></span>tabela <span class="_ _2"></span>nie <span class="_ _e"></span>obejmuje <span class="_ _e"></span>sprzedaży <span class="_ _e"></span>wewnątrzgrupowej <span class="_ _2"></span>(przez <span class="_ _e"></span>Yato <span class="_ _e"></span>Jiaxing <span class="_ _e"></span>do <span class="_ _e"></span>Jednostki <span class="_ _2"></span>Dominującej, <span class="_ _e"></span>Toya <span class="_ _e"></span>Romania <span class="_ _e"></span>S.A. <span class="_ _e"></span>oraz <span class="_ _e"></span>Yato <span class="_ _7"> </span>Shan<span class="_ _0"></span>ghai, <span class="_ _e"></span>która </div><div class="t m0 x6 h11 y205 ff4 fs7 fc0 sc0 ls0 ws0">wyniosła w <span class="ff1 lse">428<span class="ls0"> 54<span class="_ _0"></span>3 <span class="ff4">tys. zł (w 202</span>3 r<span class="ls2e">.: <span class="_ _0"></span><span class="lse">245<span class="ls0"> </span>894 <span class="ff4 ls0">tys. zł)  <span class="_ _0"></span>przeliczone z CN<span class="_ _0"></span>Y na PLN wg średniego k<span class="_ _0"></span>ursu NBP.<span class="ff1"> </span></span></span></span></span></span></div><div class="t m0 x6 hc y4fb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4fc ff3 fs3 fc0 sc0 ls0 ws0">Struktura i wielkość <span class="_ _2"></span>przychodów ze sprzed<span class="_ _2"></span>aży eksportowej YATO Tools (Jiaxin<span class="_ _2"></span>g) w tys. zł.<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c xaa y4fd w58 h2f"><div class="t m0 x48 hf y248 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">za okres 12 miesięc<span class="_ _0"></span>y zakończony 31 <span class="_ _0"></span>grudnia<span class="ff2"> </span></span></div></div><div class="c xe9 y4fd w67 h2f"><div class="t m0 x85 hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c x33 y4fd w6b h2f"><div class="t m0 x87 hf y248 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">udział %</span> </div></div><div class="c xfc y4fd w6c h2f"><div class="t m0 xef hf y248 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3  </span></div></div><div class="c xfa y4fd w6d h2f"><div class="t m0 xf3 hf y248 ff3 fs7 fc3 sc0 ls0 ws0">udział %<span class="ff2"> </span></div></div><div class="c xaa y409 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Chile </div></div><div class="c xe9 y409 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">9 354 </div></div><div class="c x33 y409 w6b h2f"><div class="t m0 x7 h11 y248 ff1 fs7 fc0 sc0 lse ws0">11%<span class="ls0"> </span></div></div><div class="c xfc y409 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">6 239 </div></div><div class="c xfa y409 w6d h2f"><div class="t m0 xb h11 y248 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xaa y4fe w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Rosja </div></div><div class="c xe9 y4fe w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">8 416 </div></div><div class="c x33 y4fe w6b h2f"><div class="t m0 x7 h11 y248 ff1 fs7 fc0 sc0 lse ws0">10%<span class="ls0"> </span></div></div><div class="c xfc y4fe w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">4 544 </div></div><div class="c xfa y4fe w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xaa y294 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Gwatemala </div></div><div class="c xe9 y294 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 355 </div></div><div class="c x33 y294 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">6%<span class="ls0"> </span></div></div><div class="c xfc y294 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3 068 </div></div><div class="c xfa y294 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">5%<span class="ls0"> </span></div></div><div class="c xaa y4ff w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Demokraty<span class="_ _0"></span>czna Republika Kon<span class="_ _0"></span>ga </div></div><div class="c xe9 y4ff w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 172 </div></div><div class="c x33 y4ff w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">6%<span class="ls0"> </span></div></div><div class="c xfc y4ff w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">4 254 </div></div><div class="c xfa y4ff w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">7%<span class="ls0"> </span></div></div><div class="c xaa y500 w58 h2f"><div class="t m0 x26 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">Ukraina </div></div><div class="c xe9 y500 w67 h2f"><div class="t m0 xde h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">2 829 </div></div><div class="c x33 y500 w6b h2f"><div class="t m0 xbf h11 y237 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y500 w6c h2f"><div class="t m0 x87 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">5 688 </div></div><div class="c xfa y500 w6d h2f"><div class="t m0 x44 h11 y237 ff1 fs7 fc0 sc0 lse ws0">9%<span class="ls0"> </span></div></div><div class="c xaa y501 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Panama </div></div><div class="c xe9 y501 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 718 </div></div><div class="c x33 y501 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y501 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 581 </div></div><div class="c xfa y501 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y502 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Zimbabwe </div></div><div class="c xe9 y502 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 653 </div></div><div class="c x33 y502 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y502 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 627 </div></div><div class="c xfa y502 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y503 w58 h6d"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Armenia </div></div><div class="c xe9 y503 w67 h6d"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 412 </div></div><div class="c x33 y503 w6b h6d"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y503 w6c h6d"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">5 047 </div></div><div class="c xfa y503 w6d h6d"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">8%<span class="ls0"> </span></div></div><div class="c xaa y504 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Kamerun </div></div><div class="c xe9 y504 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 356 </div></div><div class="c x33 y504 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y504 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 769 </div></div><div class="c xfa y504 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xaa y505 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Gruzja </div></div><div class="c xe9 y505 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 279 </div></div><div class="c x33 y505 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y505 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 989 </div></div><div class="c xfa y505 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xaa y2b w58 h2f"><div class="t m0 x26 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">Grecja </div></div><div class="c xe9 y2b w67 h2f"><div class="t m0 xde h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">2 165 </div></div><div class="c x33 y2b w6b h2f"><div class="t m0 xbf h11 y237 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xfc y2b w6c h2f"><div class="t m0 x3c h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xfa y2b w6d h2f"><div class="t m0 x44 h11 y237 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xaa y506 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Kostaryka </div></div><div class="c xe9 y506 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 050 </div></div><div class="c x33 y506 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3% </div></div><div class="c xfc y506 w6c h2f"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 lse ws0">805<span class="ls0"> </span></div></div><div class="c xfa y506 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xaa y507 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Indie </div></div><div class="c xe9 y507 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 881 </div></div><div class="c x33 y507 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y507 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 469 </div></div><div class="c xfa y507 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y508 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Wietnam </div></div><div class="c xe9 y508 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 865 </div></div><div class="c x33 y508 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y508 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 040 </div></div><div class="c xfa y508 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y49c w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Libia </div></div><div class="c xe9 y49c w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 841 </div></div><div class="c x33 y49c w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y49c w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 687 </div></div><div class="c xfa y49c w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xaa y509 w58 h2f"><div class="t m0 x26 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Korea Południo<span class="_ _0"></span>wa<span class="ff1"> </span></div></div><div class="c xe9 y509 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 732 </div></div><div class="c x33 y509 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y509 w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 526 </div></div><div class="c xfa y509 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y6d w58 h2f"><div class="t m0 x26 h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">Arabia Saudyjsk<span class="_ _0"></span>a </div></div><div class="c xe9 y6d w67 h2f"><div class="t m0 xde h11 y237 ff1 fs7 fc0 sc0 ls0 ws0">1 642 </div></div><div class="c x33 y6d w6b h2f"><div class="t m0 xbf h11 y237 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y6d w6c h2f"><div class="t m0 x24 h11 y237 ff1 fs7 fc0 sc0 lse ws0">655<span class="ls0"> </span></div></div><div class="c xfa y6d w6d h2f"><div class="t m0 x44 h11 y237 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xaa y50a w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Turkmenistan<span class="_ _0"></span> </div></div><div class="c xe9 y50a w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 330 </div></div><div class="c x33 y50a w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xfc y50a w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 149 </div></div><div class="c xfa y50a w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">3%<span class="ls0"> </span></div></div><div class="c xaa y24e w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Malezja </div></div><div class="c xe9 y24e w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 192 </div></div><div class="c x33 y24e w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xfc y24e w6c h2f"><div class="t m0 x87 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 489 </div></div><div class="c xfa y24e w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">2%<span class="ls0"> </span></div></div><div class="c xaa y50b w58 h6d"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Tanzania </div></div><div class="c xe9 y50b w67 h6d"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 087 </div></div><div class="c x33 y50b w6b h6d"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xfc y50b w6c h6d"><div class="t m0 x24 h11 y248 ff1 fs7 fc0 sc0 lse ws0">712<span class="ls0"> </span></div></div><div class="c xfa y50b w6d h6d"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xaa y2e5 w58 h2f"><div class="t m0 x26 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Angola </div></div><div class="c xe9 y2e5 w67 h2f"><div class="t m0 xde h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 014 </div></div><div class="c x33 y2e5 w6b h2f"><div class="t m0 xbf h11 y248 ff1 fs7 fc0 sc0 lse ws0">1%<span class="ls0"> </span></div></div><div class="c xfc y2e5 w6c h2f"><div class="t m0 xfd h11 y248 ff1 fs7 fc0 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c xfa y2e5 w6d h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xaa y50c w58 h51"><div class="t m0 x26 h11 y4bb ff4 fs7 fc0 sc0 ls0 ws0">Pozostałe<span class="ff1"> </span></div></div><div class="c xe9 y50c w67 h51"><div class="t m0 xcf h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">23 682 </div></div><div class="c x33 y50c w6b h51"><div class="t m0 x7 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">28%<span class="ls0"> </span></div></div><div class="c xfc y50c w6c h51"><div class="t m0 x1e h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">17 969 </div></div><div class="c xfa y50c w6d h51"><div class="t m0 xb h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">27% </div></div><div class="c xaa y50d w58 h34"><div class="t m0 x4d hf y89 ff2 fs7 fc0 sc0 ls0 ws0">Suma<span class="ff1"> </span></div></div><div class="c xe9 y50d w67 h34"><div class="t m0 xcf hf y298 ff2 fs7 fc0 sc0 ls0 ws0">85 025 </div></div><div class="c x33 y50d w6b h34"><div class="t m0 xfd hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0">  </span></div></div><div class="c xfc y50d w6c h34"><div class="t m0 x1e hf y298 ff2 fs7 fc0 sc0 ls0 ws0">65 324<span class="ff1"> </span></div></div><div class="c xfa y50d w6d h34"><div class="t m0 xf4 hf y298 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> <span class="ff1"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y50e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y50f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y510 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x2 y511 w3 h71" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">33<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">4.4.5.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Sprzedaż detaliczna–</span></span> <span class="ff3">sprzedaż we wszystkich spółkach Grupy </span> </div><div class="t m0 x6 h11 y512 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0">Rok <span class="_ _e"></span>2024 <span class="_ _4"></span><span class="ff4">to <span class="_ _e"></span>dalszy <span class="_ _4"></span>dynamiczny <span class="_ _e"></span>rozwój <span class="_ _e"></span>s<span class="_ _2"></span>klepu <span class="_ _e"></span>internetowego <span class="_ _4"></span></span>www.toya24.pl <span class="_ _4"></span>oraz <span class="_ _e"></span>yat<span class="_ _2"></span>ogastro.pl. <span class="_ _4"></span><span class="ff4">Ponadto <span class="_ _e"></span>sprzedaż <span class="_ _4"></span>w </span></div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Polsce jest prowadzona za pośredn<span class="_ _2"></span>ictwem popularnych platform online. <span class="_ _2"></span>Również Spółki zależn<span class="_ _2"></span>e w Rumunii i w Chinach </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">prowadzą sp<span class="_ _2"></span>rzedaż online. Łącznie w Grupi<span class="_ _2"></span>e ten kanał sprzedaży s<span class="_ _2"></span>tanowi <span class="_ _2"></span><span class="ff1 ls7">10</span>% całości przy<span class="_ _2"></span>chodów ze sprzedaż<span class="_ _2"></span>y. <span class="ff1"> </span></div><div class="t m0 x6 hc y41 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y42 ff1 fs3 fc0 sc0 ls0 ws0">Wzrost <span class="_ _4"></span><span class="ff4">w <span class="_ _4"></span>ty<span class="_ _2"></span>m <span class="_ _4"></span>kanale <span class="_ _4"></span>sprzedaży<span class="_ _2"></span> <span class="_ _4"></span>w <span class="_ _4"></span>stosu<span class="_ _2"></span>nku <span class="_ _4"></span>do <span class="_ _4"></span>roku <span class="_ _4"></span>ub<span class="_ _2"></span>iegłego <span class="_ _e"></span>wyniós<span class="_ _2"></span>ł <span class="_ _7"></span></span><span class="ls7">62</span>%, <span class="_ _e"></span><span class="ff4">co <span class="_ _7"></span>było <span class="_ _4"></span>spowodowan<span class="_ _2"></span>e <span class="_ _e"></span>gł<span class="_ _2"></span>ównie</span> <span class="_ _7"></span>zmian<span class="ff4">ą</span> </div><div class="t m0 x6 hc y43 ff1 fs3 fc0 sc0 ls0 ws0">polityki <span class="_ _7"> </span>ceno<span class="_ _2"></span>wej <span class="_ _7"> </span><span class="ff4">w <span class="_ _13"> </span>jednostce <span class="_ _13"> </span>Dominującej, <span class="_ _13"> </span></span>zo<span class="_ _2"></span>rientowanej <span class="_ _13"> </span>na <span class="_ _13"> </span><span class="ff4">poprawę</span> <span class="_ _13"> </span><span class="ff4">konku<span class="_ _2"></span>rencyjności, <span class="_ _7"> </span>co <span class="_ _13"> </span>wpłynęło <span class="_ _13"> </span>na <span class="_ _13"> </span>wolumen </span></div><div class="t m0 x6 hc y103 ff4 fs3 fc0 sc0 ls0 ws0">zamówień <span class="_ _5"> </span>zarówno <span class="_ _5"> </span>od<span class="_ _2"></span> <span class="_ _1b"> </span>klien<span class="_ _2"></span>tów <span class="_ _5"> </span>ind<span class="_ _2"></span>ywidualnych <span class="_ _5"> </span>jak <span class="_ _5"> </span>i <span class="_ _5"> </span>p<span class="_ _2"></span>odmiotów <span class="_ _1b"> </span>gos<span class="_ _2"></span>podarczych, <span class="_ _5"> </span>p<span class="_ _2"></span>referujących <span class="_ _1b"> </span>za<span class="_ _2"></span>kupy <span class="_ _5"> </span>poprzez </div><div class="t m0 x6 hc y513 ff1 fs3 fc0 sc0 ls0 ws0">internet.  <span class="ff4">Grupa <span class="_ _13"> </span>widzi  duży  potencjał <span class="_ _8"> </span>i <span class="_ _8"> </span>planuje  dalszy  dy<span class="_ _0"></span>namiczny  rozwój <span class="_ _13"> </span>tego  kanału  dystrybucji <span class="_ _8"> </span>w <span class="_ _8"> </span>perspektywi<span class="_ _2"></span>e </span></div><div class="t m0 x6 hc y514 ff4 fs3 fc0 sc0 ls0 ws0">kolejnych okresów.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb y1a8 ff2 fs6 fc0 sc0 ls9 ws0">4.5.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">INFORMACJA O DOS<span class="_ _0"></span>TAWCACH </span></span></div><div class="t m0 x6 h11 y515 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y516 ff4 fs3 fc0 sc0 ls0 ws0">Sieć <span class="_ _14"> </span>d<span class="_ _2"></span>ostawców, <span class="_ _18"> </span>z <span class="_ _18"> </span>którymi <span class="_ _18"> </span>Grupa <span class="_ _1c"> </span>prowadzi <span class="_ _18"> </span>współpracę <span class="_ _18"> </span>jest <span class="_ _1c"> </span>znacznie <span class="_ _18"> </span>zdywersyfikowana. <span class="_ _1c"> </span>Grupa <span class="_ _18"> </span>od <span class="_ _18"> </span>wielu <span class="_ _18"> </span>lat </div><div class="t m0 x6 hc y517 ff4 fs3 fc0 sc0 ls0 ws0">współpracuje <span class="_ _4"></span>z <span class="_ _7"></span>kilkuset <span class="_ _4"></span>dostawcami <span class="_ _4"></span>zagran<span class="_ _2"></span>icznymi <span class="_ _4"></span>oraz <span class="_ _4"></span>kilku<span class="_ _2"></span>dziesięcioma <span class="_ _4"></span>krajowymi, <span class="_ _4"></span>d<span class="_ _2"></span>zięki <span class="_ _4"></span>czemu <span class="_ _4"></span>nawiąz<span class="_ _2"></span>ała <span class="_ _4"></span>trwałe<span class="_ _2"></span> </div><div class="t m0 x6 hc y518 ff1 fs3 fc0 sc0 ls0 ws0">kontakty  biznesowe.  T<span class="_ _0"></span>ak  szeroka  gama <span class="_ _8"> </span>dos<span class="_ _2"></span><span class="ff4">tawców  zapewnia <span class="_ _8"> </span>wysoki  stopień  niezależności  oraz  pozwala <span class="_ _8"> </span>umocnić </span></div><div class="t m0 x6 hc y519 ff4 fs3 fc0 sc0 ls0 ws0">pozycję  negocjacyjną <span class="_ _8"> </span>Grupy.  Pozycja <span class="_ _8"> </span>ta  jest <span class="_ _13"> </span>d<span class="_ _2"></span>odatkowo  w<span class="_ _0"></span>zmocniona  przez <span class="_ _8"> </span>obecność  spółek  zależnych <span class="_ _8"> </span>Yato <span class="_ _8"> </span>Tools<span class="_ _2"></span> </div><div class="t m0 x6 hc y51a ff4 fs3 fc0 sc0 ls0 ws0">(Shanghai) <span class="_ _e"></span>i <span class="_ _e"></span>Yato <span class="_ _2"></span>Tools <span class="_ _e"></span>(Jiaxin<span class="_ _2"></span>g), <span class="_ _2"></span>zarówno <span class="_ _e"></span>dzięki <span class="_ _e"></span>większemu<span class="_ _2"></span> <span class="_ _2"></span>zaufaniu<span class="_ _2"></span> <span class="_ _2"></span>azjaty<span class="_ _2"></span>ckich <span class="_ _2"></span>p<span class="_ _e"></span>roducentów <span class="_ _2"></span>d<span class="_ _2"></span>o <span class="_ _2"></span>lokalnego <span class="_ _e"></span>partnera, </div><div class="t m0 x6 hc y51b ff4 fs3 fc0 sc0 ls0 ws0">jak <span class="_ _e"></span>również <span class="_ _4"></span>ze <span class="_ _e"></span>względu <span class="_ _e"></span>na <span class="_ _4"></span>większe <span class="_ _e"></span>wolumeny <span class="_ _e"></span>za<span class="_ _2"></span>mówień. <span class="_ _e"></span>Jednos<span class="_ _2"></span>tka <span class="_ _e"></span>Dominująca <span class="_ _4"></span>z <span class="_ _e"></span>reguły <span class="_ _e"></span>za<span class="_ _2"></span>mawia <span class="_ _e"></span>produkty <span class="_ _4"></span>na <span class="_ _e"></span>bazie </div><div class="t m0 x6 hc y51c ff4 fs3 fc0 sc0 ls0 ws0">pojedynczych zleceń, co zapewnia elastyczność w <span class="_ _0"></span>negocjacjach oraz umożliwia le<span class="_ _0"></span>psze dopasowanie oferty produktowej<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y51d ff4 fs3 fc0 sc0 ls0 ws0">do zmieniających s<span class="_ _2"></span>ię oczekiwań klientów.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 xd hb y51e ff2 fs6 fc0 sc0 ls9 ws0">4.6.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">WAŻNIEJSZE OSIĄ<span class="_ _0"></span>GNIĘCIA W DZIEDZINI<span class="_ _0"></span>E BADAŃ I <span class="_ _0"></span>ROZWOJU<span class="ff2"> <span class="_ _d"></span> </span></span></span></div><div class="t m0 x6 h11 y23 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y51f ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>posiada <span class="_ _0"></span>szerokie <span class="_ _0"></span>portfolio <span class="_ _9"></span>ofero<span class="_ _2"></span>wanych <span class="_ _0"></span>produktów, <span class="_ _0"></span>a <span class="_ _9"></span>ro<span class="_ _2"></span>zwój <span class="_ _9"></span>i <span class="_ _0"></span>udoskon<span class="_ _2"></span>alanie <span class="_ _9"></span>ich traktuje <span class="_ _9"></span>jako <span class="_ _0"></span>jedno <span class="_ _0"></span>z <span class="_ _9"></span>klu<span class="_ _2"></span>czowych </div><div class="t m0 x6 hc y520 ff4 fs3 fc0 sc0 ls0 ws0">narzędzi <span class="_ _e"></span>b<span class="_ _2"></span>udowania <span class="_ _e"></span>przewagi <span class="_ _4"></span>konkurencyjnej <span class="_ _e"></span>na <span class="_ _4"></span>rynku. <span class="_ _e"></span>Centrum <span class="_ _4"></span><span class="ff1">Roz<span class="_ _2"></span>woju <span class="_ _e"></span>Produktu <span class="_ _4"></span></span>–<span class="ff1"> <span class="_ _e"></span></span>jednostka <span class="_ _e"></span>organ<span class="_ _2"></span>izacyjna <span class="_ _e"></span>Spółki </div><div class="t m0 x6 hc y521 ff4 fs3 fc0 sc0 ls0 ws0">Dominującej <span class="_ _0"></span>od <span class="_ _9"></span>wielu <span class="_ _0"></span>lat <span class="_ _0"></span>prowadzi, <span class="_ _0"></span>przy <span class="_ _9"></span>wsp<span class="_ _2"></span>ółudziale <span class="_ _9"></span>sp<span class="_ _2"></span>ółek <span class="_ _9"></span>zależnych,<span class="_ _2"></span> <span class="_ _9"></span>analizy<span class="_ _2"></span> <span class="_ _9"></span>rynkowych <span class="_ _0"></span>trendów <span class="_ _9"></span>wzorniczy<span class="_ _2"></span>ch, <span class="_ _9"></span>an<span class="_ _2"></span>alizy </div><div class="t m0 x6 hc y16e ff4 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _2"></span>potencjału <span class="_ _2"></span>wzrostu <span class="_ _2"></span>oraz prace <span class="_ _2"></span>koncepcyjne <span class="_ _2"></span>i <span class="_ _2"></span>wzornicze <span class="_ _2"></span>dla <span class="_ _2"></span>określonych <span class="_ _2"></span>grup <span class="_ _2"></span>narzędzio<span class="_ _2"></span><span class="ff1">wych. <span class="_ _2"></span>Prace <span class="_ _2"></span>te <span class="_ _2"></span>finansowane </span></div><div class="t m0 x6 hc y522 ff4 fs3 fc0 sc0 ls0 ws0">są ze środkó<span class="_ _2"></span>w własnych Spółki Dominującej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb yc0 ff2 fs6 fc0 sc0 ls9 ws0">4.7.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">INFORMACJA <span class="_ _2d"> </span>O <span class="_ _3c"> </span>SYSTEMIE <span class="_ _2d"> </span>KONTROLI <span class="_ _3c"> </span>PROGRAMU<span class="_ _0"></span> <span class="_ _3c"> </span>AKCJI </span></span></div><div class="t m0 x47 h24 y3c2 ff2 fs6 fc0 sc0 ls0 ws0">PRACOWNICZYCH  </div><div class="t m0 x6 h11 y523 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y524 ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="ff4">r. w Jednostce Do<span class="_ _2"></span>minującej ani w Grupie n<span class="_ _2"></span>ie funkcjonował p<span class="_ _2"></span>rogram akcji pracowniczy<span class="_ _2"></span>ch. <span class="_ _2"></span></span> </div><div class="t m0 xd hb y525 ff2 fs6 fc0 sc0 ls9 ws0">4.8.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">TRANSAKCJE Z POD<span class="_ _0"></span>MIOTAMI POWI<span class="_ _0"></span>ĄZANYMI<span class="ff2"> </span></span></span></div><div class="t m0 x6 h11 y526 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y527 ff4 fs3 fc0 sc0 ls0 ws0">Transakcje <span class="_ _0"></span>z <span class="_ _9"></span>jedno<span class="_ _2"></span>stkami <span class="_ _9"></span>powiązany<span class="_ _2"></span>mi <span class="_ _9"></span>są <span class="_ _0"></span>zawierane <span class="_ _9"></span>w <span class="_ _0"></span>normalnym <span class="_ _0"></span>trybie <span class="_ _9"></span>działalno<span class="_ _2"></span>ści Spół<span class="_ _0"></span>ki <span class="_ _9"></span>ora<span class="_ _2"></span>z <span class="_ _9"></span>Grup<span class="_ _2"></span>y <span class="_ _9"></span>i <span class="_ _9"></span>są <span class="_ _0"></span>dokonywane </div><div class="t m0 x6 hc y528 ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _14"> </span>warunkach <span class="_ _14"> </span>rynkowych. <span class="_ _18"> </span><span class="ff4">Transakcje <span class="_ _14"> </span>te <span class="_ _14"> </span>zostały <span class="_ _14"> </span>zap<span class="_ _2"></span>rezentowane <span class="_ _14"> </span>w <span class="_ _14"> </span></span>nocie <span class="_ _14"> </span>32 <span class="_ _14"> </span>skons<span class="_ _2"></span>olidowanego <span class="_ _14"> </span>sprawozdania </div><div class="t m0 x6 hc y529 ff1 fs3 fc0 sc0 ls0 ws0">finansowego ora<span class="_ _2"></span>z w <span class="_ _2"></span>nocie 3<span class="_ _2"></span>1 <span class="_ _2"></span>jednostkowego s<span class="_ _2"></span>prawozdania <span class="_ _2"></span>finansowego. <span class="_ _e"></span>W 20<span class="_ _2"></span>24 r. <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A. <span class="ff4">an<span class="_ _2"></span>i pozo<span class="_ _2"></span>stałe po<span class="_ _2"></span>dmioty </span></div><div class="t m0 x6 hc y52a ff4 fs3 fc0 sc0 ls0 ws0">należące do Grupy TOYA <span class="_ _2"></span>nie zawarła transak<span class="_ _2"></span>cji z podmiotami powiązanymi, która b<span class="_ _2"></span>yłaby nietypowa lub odbiegająca<span class="_ _2"></span> od </div><div class="t m0 x6 hc y52b ff4 fs3 fc0 sc0 ls0 ws0">warunków rynkowych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb y52c ff2 fs6 fc0 sc0 ls9 ws0">4.9.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">INFORMACJA O ZACI<span class="_ _0"></span>ĄGNIĘTYCH KR<span class="_ _0"></span>EDYTACH I <span class="_ _0"></span>POŻYCZKACH<span class="ff2"> </span></span></span></div><div class="t m0 x6 h11 y52d ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y52e ff4 fs3 fc0 sc0 ls0 ws0">Zestawienie kredytów ban<span class="_ _2"></span>kowych został<span class="_ _2"></span>o ujęte w tabeli na kolejnej s<span class="_ _2"></span>tronie.<span class="_ _2"></span><span class="ff1 fs2"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:617.860000px;bottom:1419.060000px;width:66.620000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf22" class="pf w6e h72" ><div class="pc pc22 w6e h72"><img class="bi xfe y52f w6f h73" alt="" 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class="c x0 y0 w70 h72"><div class="t m0 xff h4 y530 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x100 h4 y531 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x101 h5 y532 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y533 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y534 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>_________<span class="_ _0"></span>_______________<span class="_ _2"></span>_______<span class="_ _0"></span> </div><div class="t m0 x102 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x103 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">34<span class="ls0"> </span></div><div class="t m0 x6 hc y535 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xfe y536 w44 h74"><div class="t m0 x48 hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Kredytobiorca </div></div><div class="c x104 y536 w71 h74"><div class="t m0 x48 hf y537 ff3 fs7 fc3 sc0 ls0 ws0">Przedmiot i warto<span class="_ _0"></span>ść umowy<span class="ff2"> </span></div></div><div class="c x33 y536 w72 h74"><div class="t m0 x48 hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Nazwa Banku  </div></div><div class="c x105 y536 w73 h74"><div class="t m0 x6f hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Kwota </div><div class="t m0 x4d hf y538 ff2 fs7 fc3 sc0 ls0 ws0">kredytu wg </div><div class="t m0 x18 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">umowy na </div><div class="t m0 x17 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 r.  </div><div class="t m0 x81 hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">w tys. zł<span class="ff2"> </span></div></div><div class="c x106 y536 w74 h74"><div class="t m0 xd2 hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Kwota </div><div class="t m0 x107 hf y538 ff2 fs7 fc3 sc0 ls0 ws0">wykorzystania </div><div class="t m0 x18 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2024 <span class="ls25">r.</span> </div><div class="t m0 xa9 hf y539 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">w tys. zł</span> (*)  </div></div><div class="c x108 y536 w75 h74"><div class="t m0 x5c hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Kwota </div><div class="t m0 x26 hf y538 ff2 fs7 fc3 sc0 ls0 ws0">wykorzystania </div><div class="t m0 xc7 hf y85 ff2 fs7 fc3 sc0 ls0 ws0">31.12.2023 <span class="ls25">r </span> </div><div class="t m0 x6f hf y539 ff3 fs7 fc3 sc0 ls0 ws0">w tys. zł (*).<span class="ff2"> </span></div></div><div class="c x109 y536 w76 h74"><div class="t m0 x3c hf y537 ff2 fs7 fc3 sc0 ls0 ws0">Aktualne </div><div class="t m0 x27 hf y538 ff2 fs7 fc3 sc0 ls0 ws0">oprocentowanie </div></div><div class="c x10a y536 w77 h74"><div class="t m0 x5f hf y537 ff3 fs7 fc3 sc0 ls0 ws0">Data wygaśnięcia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xfe y53a w44 h75"><div class="t m0 x48 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x104 y53a w71 h75"><div class="t m0 x48 h11 y53c ff4 fs7 fc0 sc0 ls0 ws0">Umowa <span class="_ _5"> </span>o <span class="_ _19"> </span>kredyt <span class="_ _5"> </span>w <span class="_ _19"> </span>rachunku <span class="_ _1b"> </span>b<span class="_ _2"></span>ieżącym <span class="_ _5"> </span>nr </div><div class="t m0 x48 h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">BDK/KR-RB/0000546<span class="_ _0"></span>01/0641/  </div></div><div class="c x33 y53a w72 h75"><div class="t m0 x48 h11 y53c ff1 fs7 fc0 sc0 ls0 ws0">Bank <span class="_ _32"> </span>Handlowy <span class="_ _29"> </span>w </div><div class="t m0 x48 h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">Warszawie S.A. </div></div><div class="c x105 y53a w73 h75"><div class="t m0 x10b h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">40 000 </div></div><div class="c x106 y53a w74 h75"><div class="t m0 x10c h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y53a w75 h75"><div class="t m0 xf9 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y53a w76 h75"><div class="t m0 x81 h11 y53c ff4 fs7 fc0 sc0 ls0 ws0">WIBOR 1 M + marża </div><div class="t m0 xb h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">banku </div></div><div class="c x10a y53a w77 h75"><div class="t m0 x81 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">12 grudnia 2025 r.<span class="_ _0"></span> </div></div><div class="c xfe y53e w44 h76"><div class="t m0 x48 h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x104 y53e w71 h76"><div class="t m0 x48 h11 y53c ff4 fs7 fc0 sc0 ls0 ws0">Umowa <span class="_ _15"> </span>o <span class="_ _15"> </span>kredyt <span class="_ _22"> </span>w <span class="_ _12"> </span>rachunku <span class="_ _22"> </span>bieżącym </div><div class="t m0 x48 h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">WAR/8833/20/32<span class="_ _0"></span>6/CB  </div></div><div class="c x33 y53e w72 h76"><div class="t m0 x48 h11 y540 ff1 fs7 fc0 sc0 ls0 ws0">BNP  Paribas  Bank  Polska </div><div class="t m0 x48 h11 y53f ff4 fs7 fc0 sc0 ls0 ws0">S.A. <span class="_ _1"> </span>z<span class="_ _2"></span> <span class="_ _1"> </span>siedzibą <span class="_ _1"> </span>w </div><div class="t m0 x48 h11 y541 ff1 fs7 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x105 y53e w73 h76"><div class="t m0 x10b h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">25 000 </div></div><div class="c x106 y53e w74 h76"><div class="t m0 x10c h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y53e w75 h76"><div class="t m0 xf9 h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y53e w76 h76"><div class="t m0 x81 h11 y53c ff4 fs7 fc0 sc0 ls0 ws0">WIBOR 1 M + marża </div><div class="t m0 xb h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">banku </div></div><div class="c x10a y53e w77 h76"><div class="t m0 x28 h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">17 listopa<span class="_ _0"></span>da 2025 r. </div></div><div class="c xfe y542 w44 h77"><div class="t m0 x48 h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x104 y542 w71 h77"><div class="t m0 x48 h11 y543 ff4 fs7 fc0 sc0 ls0 ws0">Umowa <span class="_ _5"> </span>o <span class="_ _19"> </span>kredyt <span class="_ _5"> </span>w <span class="_ _19"> </span>rachunku <span class="_ _1b"> </span>b<span class="_ _2"></span>ieżącym <span class="_ _5"> </span>nr </div><div class="t m0 x48 h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">09/030/19/Z/VV<span class="_ _0"></span> </div></div><div class="c x33 y542 w72 h77"><div class="t m0 x48 h11 y543 ff4 fs7 fc0 sc0 ls0 ws0">mBank  S.A. <span class="_ _26"> </span>z <span class="_ _26"> </span>siedzibą  w </div><div class="t m0 x48 h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x105 y542 w73 h77"><div class="t m0 x10b h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">60 000 </div></div><div class="c x106 y542 w74 h77"><div class="t m0 x10c h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y542 w75 h77"><div class="t m0 xf9 h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y542 w76 h77"><div class="t m0 xc7 h11 y543 ff4 fs7 fc0 sc0 ls0 ws0">WIBOR ON + mar<span class="_ _0"></span>ża </div><div class="t m0 xb h11 y53d ff1 fs7 fc0 sc0 ls0 ws0">banku </div></div><div class="c x10a y542 w77 h77"><div class="t m0 x1a h11 y53f ff1 fs7 fc0 sc0 ls0 ws0">27 marca 2025 r<span class="_ _0"></span>. </div></div><div class="c xfe y544 w44 h78"><div class="t m0 x48 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c x104 y544 w71 h78"><div class="t m0 x48 hf y545 ff4 fs7 fc0 sc0 ls0 ws0">Umowa o Kredyt k<span class="_ _0"></span>rótkoter<span class="_ _0"></span>minowy obrotowy<span class="ff2"> </span></div></div><div class="c x33 y544 w72 h78"><div class="t m0 x48 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">CITIBANK <span class="_ _12"> </span>(CHINA) <span class="_ _12"> </span>CO., </div><div class="t m0 x48 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">LTD. SHANGHA<span class="_ _0"></span>I BRANCH <span class="_ _0"></span>z </div><div class="t m0 x48 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">siedzibą <span class="_ _3d"> </span>w <span class="_ _3d"> </span>Chińskiej </div><div class="t m0 x48 hf y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Republic<span class="_ _0"></span>e Ludowej<span class="ff2"> </span></div></div><div class="c x105 y544 w73 h78"><div class="t m0 x10b hf y545 ff1 fs7 fc0 sc0 ls0 ws0">33 726<span class="ff2"> </span></div></div><div class="c x106 y544 w74 h78"><div class="t m0 x22 hf y545 ff1 fs7 fc0 sc0 ls0 ws0">33 840<span class="ff2"> </span></div></div><div class="c x108 y544 w75 h78"><div class="t m0 x10d h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">Nie dot<span class="_ _0"></span>yczy <span class="ff4">–</span> </div><div class="t m0 x23 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">umowa zawarta w </div><div class="t m0 x85 hf y548 ff1 fs7 fc0 sc0 ls0 ws0">2024 r.<span class="ff2"> </span></div></div><div class="c x109 y544 w76 h78"><div class="t m0 x1a hf y545 ff4 fs7 fc0 sc0 ls0 ws0">LPR + marża banku<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x10a y544 w77 h78"><div class="t m0 x1a hf y545 ff1 fs7 fc0 sc0 ls0 ws0">12 marca 2025 r<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c xfe y549 w44 h79"><div class="t m0 x48 hf y54a ff2 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y549 w71 h79"><div class="t m0 x48 hf y23f ff3 fs7 fc0 sc0 ls0 ws0">Zobowiązania raze<span class="_ _0"></span>m, w tym:<span class="ff2"> </span></div></div><div class="c x33 y549 w72 h79"><div class="t m0 x48 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y549 w73 h79"><div class="t m0 x5f hf y23f ff2 fs7 fc0 sc0 ls0 ws0">158 726 </div></div><div class="c x106 y549 w74 h79"><div class="t m0 x22 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c x108 y549 w75 h79"><div class="t m0 xf9 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y549 w76 h79"><div class="t m0 x48 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y549 w77 h79"><div class="t m0 x48 hf y23f ff2 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y54b w44 h6d"><div class="t m0 x48 h11 y54c ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y54b w71 h6d"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- <span class="ff4">część krót<span class="_ _0"></span>koterminowa<span class="ff1"> </span></span></div></div><div class="c x33 y54b w72 h6d"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y54b w73 h6d"><div class="t m0 x5f h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">158 726 </div></div><div class="c x106 y54b w74 h6d"><div class="t m0 x22 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">33 840 </div></div><div class="c x108 y54b w75 h6d"><div class="t m0 xf9 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y54b w76 h6d"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y54b w77 h6d"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xfe y197 w44 h2f"><div class="t m0 x48 h11 y54c ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x104 y197 w71 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- <span class="ff4">część długote<span class="_ _0"></span>rminowa<span class="ff1"> </span></span></div></div><div class="c x33 y197 w72 h2f"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y197 w73 h2f"><div class="t m0 x3b h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y197 w74 h2f"><div class="t m0 x10c h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x108 y197 w75 h2f"><div class="t m0 xf9 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x109 y197 w76 h2f"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y197 w77 h2f"><div class="t m0 x48 h6 y54d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w70 h72"><div class="t m0 x6 hc y54e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y54f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y550 ff4 fs3 fc0 sc0 ls0 ws0">(*) kwota wykorzys<span class="_ _2"></span>tania jest prezentowana ł<span class="_ _2"></span>ącznie z <span class="_ _2"></span>odsetkami należnymi, a <span class="_ _2"></span>nie spłaconymi na 31 grud<span class="_ _2"></span>nia 2024<span class="ff1"> <span class="lsd">r.<span class="_ _2"></span></span><span class="ff2"> </span></span></div><div class="t m0 x6 hc y551 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y552 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y553 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y554 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y555 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y556 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y557 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y558 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y370 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y559 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x2 y55a w3 h7a" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">35<span class="ls0"> </span></div><div class="t m0 xd hb y55b ff2 fs6 fc0 sc0 ls9 ws0">4.10.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff3">INFORMACJA O U<span class="_ _0"></span>DZIELONYCH KRE<span class="_ _0"></span>DYTACH I <span class="_ _0"></span>POŻYCZKACH<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y55c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y55d ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="lsd">r. </span><span class="ff4">Jednos<span class="_ _2"></span>tka Dominująca ani s<span class="_ _2"></span>półki należące do Grupy<span class="_ _2"></span></span> <span class="ff4">nie ud<span class="_ _2"></span>zielał</span>y <span class="ff4">pożyczek ani kredytów. <span class="_ _2"></span></span> </div><div class="t m0 xd hb y55e ff2 fs6 fc0 sc0 ls9 ws0">4.11.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff3">INFORMACJA <span class="_ _3f"> </span>O <span class="_ _3f"> </span>ZAWARTYCH <span class="_ _3f"> </span>UMOWACH <span class="_ _3f"> </span>ZNACZĄCYCH <span class="_ _3f"> </span>DLA </span></span></div><div class="t m0 x47 h24 y55f ff3 fs6 fc0 sc0 ls0 ws0">DZIAŁALNOŚCI <span class="_ _0"></span>GRUPY<span class="ff2"> </span></div><div class="t m0 x6 h6 y286 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y560 ff4 fs3 fc0 sc0 ls0 ws0">Jako <span class="_ _4"></span>kryterium <span class="_ _4"></span>o<span class="_ _2"></span>kreślenia <span class="_ _4"></span>uznania <span class="_ _4"></span>u<span class="_ _2"></span>mów <span class="_ _e"></span>za<span class="_ _2"></span> <span class="_ _4"></span>znaczące <span class="_ _4"></span>Spó<span class="_ _2"></span>łka <span class="_ _4"></span>przyjęła <span class="_ _7"></span>wartość <span class="_ _4"></span>umowy <span class="_ _4"></span>przekraczającą <span class="_ _4"></span>10% <span class="_ _4"></span>kap<span class="_ _2"></span>itałów </div><div class="t m0 x6 hc y561 ff4 fs3 fc0 sc0 ls0 ws0">własnych TOYA. Przy z<span class="_ _2"></span>astosowaniu tego kr<span class="_ _2"></span>yterium, w 20<span class="_ _2"></span><span class="ff1">24 <span class="_ _2"></span></span>r. Spółka zawarła <span class="_ _2"></span>aneksy do umów kredy<span class="_ _2"></span>towych z banka<span class="_ _2"></span>mi, </div><div class="t m0 x6 hc y562 ff4 fs3 fc0 sc0 ls0 ws0">które przedstawione zo<span class="_ _2"></span>stały w pkt <span class="_ _2"></span><span class="ff1">4.9. </span></div><div class="t m0 x6 hc y563 ff4 fs3 fc0 sc0 ls0 ws0">W tabeli poniżej zos<span class="_ _2"></span>tały zawarte polisy ub<span class="_ _2"></span>ezpieczeniowe Jednostki Do<span class="_ _2"></span>minującej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y28d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y44b w78 h34"><div class="t m0 x10e hf y298 ff2 fs7 fc3 sc0 ls0 ws0">Lp. </div></div><div class="c xbc y44b w79 h34"><div class="t m0 xc8 hf y298 ff2 fs7 fc3 sc0 ls0 ws0">Okres ubezpiecz<span class="_ _0"></span>enia </div></div><div class="c x10f y44b w7a h34"><div class="t m0 x110 hf y298 ff2 fs7 fc3 sc0 ls0 ws0">Przedmiot ubezpi<span class="_ _0"></span>eczenia </div></div><div class="c x6 y564 w78 h7b"><div class="t m0 x107 h11 y565 ff1 fs7 fc0 sc0 lse ws0">1a<span class="ls0"> </span></div></div><div class="c xbc y564 w7b h7b"><div class="t m0 x48 h11 y566 ff1 fs7 fc0 sc0 ls0 ws0">1 lipca 2024 r<span class="_ _0"></span>. -30 czerwca 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y564 w7c h7b"><div class="t m0 x48 h11 y567 ff1 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia mieni<span class="_ _0"></span>a - <span class="ff4">środki trwałe i </span></div><div class="t m0 x48 h11 y253 ff4 fs7 fc0 sc0 ls0 ws0">nierucho<span class="_ _0"></span>mości <span class="ff1"> </span></div></div><div class="c x6 y568 w78 h51"><div class="t m0 x107 h11 y4bb ff1 fs7 fc0 sc0 lse ws0">1b<span class="ls0"> </span></div></div><div class="c xbc y568 w7b h51"><div class="t m0 x48 h11 y569 ff1 fs7 fc0 sc0 ls0 ws0">1 lipca 2024 r<span class="_ _0"></span>. -30 czerwca 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y568 w7c h51"><div class="t m0 x48 h11 y4bb ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia śr<span class="_ _0"></span>odków obroto<span class="_ _0"></span>wych <span class="ff1"> </span></div></div><div class="c x6 y56a w78 h34"><div class="t m0 x107 h11 y298 ff1 fs7 fc0 sc0 lse ws0">1c<span class="ls0"> </span></div></div><div class="c xbc y56a w7b h34"><div class="t m0 x48 h11 y56b ff1 fs7 fc0 sc0 ls0 ws0">1 lipca 2024 r<span class="_ _0"></span>. -30 czerwca 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y56a w7c h34"><div class="t m0 x48 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> wszelkich ry<span class="_ _0"></span>zyk fizycznej utrat<span class="_ _0"></span>y lub uszkodzenia - <span class="ff4">sprzęt e<span class="_ _0"></span>lektronic<span class="_ _0"></span>zny<span class="ff1"> </span></span></div></div><div class="c x6 y56c w78 h7b"><div class="t m0 x4d h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c xbc y56c w7b h7b"><div class="t m0 x48 h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">1 lipca 2024 r<span class="_ _0"></span>. -30 czerwca 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y56c w7c h7b"><div class="t m0 x48 h11 y567 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej z tyt<span class="_ _0"></span>ułu posiadania mie<span class="_ _0"></span>nia oraz </div><div class="t m0 x48 h11 y253 ff4 fs7 fc0 sc0 ls0 ws0">prowadzonej działalno<span class="_ _0"></span>ści <span class="ff1"> </span></div></div><div class="c x6 y106 w78 h34"><div class="t m0 x4d h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">3 </div></div><div class="c xbc y106 w7b h34"><div class="t m0 x48 h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">7 grudnia 2024 r.<span class="ff4">–</span> 6 <span class="_ _0"></span>grudnia 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y106 w7c h34"><div class="t m0 x48 h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">Ubezpieczenia k<span class="_ _0"></span>omunikacyjne<span class="_ _0"></span> floty samochodowej  </div></div><div class="c x6 y56e w78 h34"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">4 </div></div><div class="c xbc y56e w7b h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">20 września 2024r.<span class="_ _0"></span><span class="ff1">-<span class="ff4">19 września 2025</span> <span class="_ _0"></span><span class="lsf">r.<span class="ls0"> </span></span></span></div></div><div class="c x5 y56e w7c h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej członkó<span class="_ _0"></span>w władz spółek <span class="ff1"> </span></div></div><div class="c x6 y56f w78 h7c"><div class="t m0 x4d h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">5 </div></div><div class="c xbc y56f w7b h7c"><div class="t m0 x48 h11 y570 ff4 fs7 fc0 sc0 ls0 ws0">13 październi<span class="_ _0"></span>k 2024 r.–<span class="ff1"> <span class="lse">12</span> </span>październi<span class="_ _0"></span>ka 2025<span class="ff1"> <span class="lsf">r.</span> </span></div></div><div class="c x5 y56f w7c h7c"><div class="t m0 x48 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> odpowiedzialno<span class="_ _0"></span>ści cywilnej zawodowej k<span class="_ _0"></span>sięgowych i<span class="_ _0"></span> osób </div><div class="t m0 x48 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wykonujący<span class="_ _0"></span>ch obsługę płac<span class="ff1"> </span></div></div><div class="c x6 y571 w78 h45"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c xbc y571 w7b h45"><div class="t m0 x48 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">1 marca 2023r. -30 c<span class="_ _0"></span>zerwca 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y571 w7c h45"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> ryzyka kre<span class="_ _0"></span>dytu kupieckiego od ni<span class="_ _0"></span>ektórych umów<span class="ff1"> </span></div></div><div class="c x6 y572 w78 h34"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">7 </div></div><div class="c xbc y572 w7b h34"><div class="t m0 x48 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">1 marzec 2024r. <span class="ff4">–<span class="_ _0"></span><span class="ff1"> 28 luty 2025 r. </span></span></div></div><div class="c x5 y572 w7c h34"><div class="t m0 x48 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> mienia w transp<span class="_ _0"></span>orcie CARGO </div></div><div class="c x6 y4ba w78 h34"><div class="t m0 x4d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">8 </div></div><div class="c xbc y4ba w7b h34"><div class="t m0 x48 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">01 stycznia 2025r.- 3<span class="_ _0"></span>1 grudnia 2025 <span class="lsf">r.</span> </div></div><div class="c x5 y4ba w7c h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Gwarancja zapłaty d<span class="_ _0"></span>ługu celnego <span class="ff1"> </span></div></div><div class="c x6 y244 w78 h51"><div class="t m0 x4d h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">9 </div></div><div class="c xbc y244 w7b h51"><div class="t m0 x48 h11 y4bb ff1 fs7 fc0 sc0 ls0 ws0">21 czerwca 2024 r.<span class="ff4">–</span> <span class="lse">20</span> <span class="_ _0"></span>czerwca 2025 <span class="_ _0"></span><span class="lsf">r.<span class="ls0"> </span></span></div></div><div class="c x5 y244 w7c h51"><div class="t m0 x48 h11 y4bb ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> pracownikó<span class="_ _0"></span>w w podróży<span class="ff1"> </span></div></div><div class="c x6 y573 w78 h34"><div class="t m0 x107 h11 y298 ff1 fs7 fc0 sc0 lse ws0">10<span class="ls0"> </span></div></div><div class="c xbc y573 w7b h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">30 września 2024 r.–<span class="ff1"> <span class="lse">31</span> <span class="_ _0"></span>marca 2025 <span class="ls2f">r.</span> </span></div></div><div class="c x5 y573 w7c h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczenie<span class="_ _0"></span> robót budo<span class="_ _0"></span>wlano<span class="ff1">-</span>montażowych<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xd hb y574 ff2 fs6 fc0 sc0 ls9 ws0">4.12.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff3">OCENA <span class="_ _33"> </span>ZARZĄ<span class="_ _0"></span>DZANIA <span class="_ _40"> </span>ZASOBAMI <span class="_ _40"> </span>FINANSOWYMI <span class="_ _40"> </span>ORAZ <span class="_ _40"> </span>OCENA </span></span></div><div class="t m0 x47 h24 y575 ff3 fs6 fc0 sc0 ls0 ws0">ZDOLNOŚCI WYWIĄ<span class="_ _0"></span>ZYWANIA SIĘ <span class="_ _0"></span>Z ZACIĄGNIĘTYCH ZO<span class="_ _0"></span>BOWIĄZAŃ<span class="ff2"> </span></div><div class="t m0 x6 h6 y576 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6e ff4 fs3 fc0 sc0 ls0 ws0">Działalność <span class="_ _2"></span>Gru<span class="_ _2"></span>py <span class="_ _2"></span><span class="ff1">finans<span class="_ _2"></span>owana <span class="_ _2"></span></span><span class="ls18">była</span><span class="ff1"> <span class="_ _2"></span></span>ka<span class="_ _2"></span>pitałem <span class="_ _2"></span><span class="ff1">obcym <span class="_ _2"></span>w <span class="_ _e"></span>37,8%</span>, <span class="_ _2"></span>a <span class="_ _e"></span>działalność <span class="_ _2"></span>Sp<span class="_ _2"></span>ółki <span class="_ _2"></span>TOYA <span class="_ _e"></span>–<span class="ff1"> <span class="_ _e"></span>w <span class="_ _2"></span>20%<span class="ls10">. <span class="_ _2"></span></span></span>Umo<span class="_ _2"></span>wy <span class="_ _2"></span>kredytów </div><div class="t m0 x6 hc y6f ff4 fs3 fc0 sc0 ls0 ws0">przewidują, <span class="_ _e"></span>iż <span class="_ _2"></span>w <span class="_ _e"></span>całym <span class="_ _2"></span>okr<span class="_ _2"></span>esie <span class="_ _2"></span>kredytowania <span class="_ _e"></span>kredytobiorca<span class="_ _2"></span> <span class="_ _2"></span>zobowiązuje <span class="_ _e"></span>się <span class="_ _e"></span>do <span class="_ _2"></span>utrz<span class="_ _2"></span>ymywania <span class="_ _2"></span>na <span class="_ _e"></span>ustalony<span class="_ _2"></span>m <span class="_ _2"></span>poziomie </div><div class="t m0 x6 hc y70 ff4 fs3 fc0 sc0 ls0 ws0">wskaźnika  kapitalizacji  i <span class="_ _8"> </span>wskaźnika  zad<span class="_ _2"></span>łużenia  oraz <span class="_ _8"> </span>do  utrzymywania  wpływów <span class="_ _8"> </span>na  rachunki  bankowe  w <span class="_ _8"> </span>wielkości </div><div class="t m0 x6 hc y71 ff4 fs3 fc0 sc0 ls0 ws0">ustalonej, zgod<span class="_ _2"></span>nie z warunkami umów kredyto<span class="_ _2"></span>wych.<span class="ff1"> </span></div><div class="t m0 x6 hc y577 ff4 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _4"></span>Dominująca <span class="_ _4"></span>posiada <span class="_ _e"></span>dobre <span class="_ _e"></span>relacje <span class="_ _4"></span>z <span class="_ _e"></span>banka<span class="_ _2"></span>mi, <span class="_ _e"></span>instytucjami <span class="_ _e"></span>finan<span class="_ _2"></span>sowymi <span class="_ _e"></span>i <span class="_ _e"></span>dotychczas<span class="_ _2"></span> <span class="_ _e"></span>nie <span class="_ _e"></span>miała <span class="_ _4"></span>problemu <span class="_ _e"></span>z </div><div class="t m0 x6 hc y578 ff4 fs3 fc0 sc0 ls0 ws0">odnawianiem <span class="_ _e"></span>kredytó<span class="_ _2"></span>w <span class="_ _e"></span>na <span class="_ _e"></span>d<span class="_ _2"></span>ogodnych <span class="_ _4"></span>warunkach. <span class="_ _e"></span>Gru<span class="_ _2"></span>pa <span class="_ _e"></span>cały <span class="_ _e"></span>czas<span class="_ _2"></span> <span class="_ _e"></span>dynamicznie <span class="_ _e"></span>rozwija<span class="_ _2"></span> <span class="_ _e"></span>swoją <span class="_ _4"></span>działalność, <span class="_ _e"></span>u<span class="_ _2"></span>trzymuje </div><div class="t m0 x6 hc ye3 ff4 fs3 fc0 sc0 ls0 ws0">płynność <span class="_ _4"></span>na <span class="_ _e"></span>wysokim <span class="_ _e"></span>pozio<span class="_ _2"></span>mie <span class="_ _e"></span>i <span class="_ _e"></span>pr<span class="_ _2"></span>owadzi <span class="_ _e"></span>kon<span class="_ _2"></span>serwatywną <span class="_ _e"></span>politykę <span class="_ _4"></span>dotyczącą <span class="_ _4"></span>zadłużenia. <span class="_ _e"></span>Dlatego <span class="_ _e"></span>też <span class="_ _4"></span>Zarząd <span class="_ _e"></span>wys<span class="_ _2"></span>oko </div><div class="t m0 x6 hc y579 ff4 fs3 fc0 sc0 ls0 ws0">ocenia zdolność s<span class="_ _2"></span>półki do wywiązywania się z zaciągn<span class="_ _2"></span>iętych zobowiązań<span class="_ _2"></span>. <span class="ff1"> </span></div><div class="t m0 x6 hc y57a ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>chwili <span class="_ _2"></span>obecnej<span class="_ _2"></span> <span class="_ _2"></span>nie <span class="_ _2"></span>is<span class="_ _2"></span>tnieją <span class="_ _2"></span>żadn<span class="_ _2"></span>e <span class="_ _2"></span>zdarzenia <span class="_ _2"></span>mogące, <span class="_ _e"></span>w <span class="_ _2"></span>ocenie <span class="_ _2"></span>Za<span class="_ _2"></span>rządu, <span class="_ _2"></span>negaty<span class="_ _2"></span>wnie <span class="_ _2"></span>wpł<span class="_ _2"></span>ynąć <span class="_ _2"></span>na <span class="_ _2"></span>możliwość <span class="_ _e"></span>realizacji </div><div class="t m0 x6 hc y52e ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań przez <span class="_ _2"></span>Spółkę oraz całą <span class="_ _2"></span>Grupę.<span class="ff1"> </span></div></div><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:391.760000px;bottom:1132.840000px;width:17.160000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x2 y57b w3 h7d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">36<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">4.13.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff2">OPIS ISTOTNYCH <span class="_ _0"></span>POZYCJI POZABILANSO<span class="_ _0"></span>WYCH  </span></span></div><div class="t m0 x6 hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y7b ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _e"></span>31 <span class="_ _e"></span>grudnia <span class="_ _e"></span>2024 <span class="_ _e"></span><span class="ff4">r. <span class="_ _e"></span>Spół<span class="_ _2"></span>k</span><span class="ls30">i <span class="_ _e"></span></span><span class="ff4">należące <span class="_ _e"></span>do <span class="_ _e"></span>Grupy<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ff4 ls18">był</span>y<span class="_ _2"></span> <span class="_ _e"></span><span class="ff4">stroną <span class="_ _2"></span>nas<span class="_ _2"></span>tępujących <span class="_ _e"></span>umów <span class="_ _e"></span>gwarancji <span class="_ _e"></span>w <span class="_ _e"></span>związku <span class="_ _e"></span>z <span class="_ _e"></span>prowad<span class="_ _2"></span>zoną </span></div><div class="t m0 x6 hc y7c ff4 fs3 fc0 sc0 ls0 ws0">działalnością,<span class="_ _2"></span> udzielonych przez poniższe po<span class="_ _2"></span>dmioty:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y378 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y57c w7d h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Lp. </div></div><div class="c xc2 y57c w65 h27"><div class="t m0 x48 hf y441 ff2 fs7 fc3 sc0 ls0 ws0">Zlceniodawca </div></div><div class="c x104 y57c w7e h27"><div class="t m0 x20 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Gwarant </div></div><div class="c x67 y57c w7f h27"><div class="t m0 x48 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Przedmiot gwarancji<span class="_ _0"></span> </div></div><div class="c x111 y57c w80 h27"><div class="t m0 x23 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Suma gwarancji<span class="_ _0"></span> </div></div><div class="c xf2 y57c w81 h27"><div class="t m0 xe1 hf y239 ff3 fs7 fc3 sc0 ls0 ws0">Ważna do dnia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6 y445 w7d h7e"><div class="t m0 x48 h11 y57d ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c xc2 y445 w65 h7e"><div class="t m0 x48 h11 y57d ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x104 y445 w7e h7e"><div class="t m0 x48 h11 y57e ff1 fs7 fc0 sc0 ls0 ws0">Bank <span class="_ _1b"> </span>Handlowy <span class="_ _1b"> </span>S.A. <span class="_ _1b"> </span>w </div><div class="t m0 x48 h11 y261 ff1 fs7 fc0 sc0 ls0 ws0">Warszawie </div></div><div class="c x67 y445 w7f h7e"><div class="t m0 x48 h11 y57f ff1 fs7 fc0 sc0 ls0 ws0">G<span class="ff4">warancja <span class="_ _1f"> </span>należytej <span class="_ _1f"> </span>realizacji</span>-terminowej </div><div class="t m0 x48 h11 y57d ff4 fs7 fc0 sc0 ls0 ws0">zapłaty<span class="ff1"> <span class="_ _28"> </span></span>za <span class="_ _2d"> </span>najem <span class="_ _28"> </span>magazynów <span class="ff1"> </span></div><div class="t m0 x48 h11 y478 ff1 fs7 fc0 sc0 ls0 ws0">w Nadarzynie pr<span class="_ _0"></span>zez TOYA S.A. </div></div><div class="c x111 y445 w80 h7e"><div class="t m0 x23 h11 y57d ff1 fs7 fc0 sc0 lse ws0">613<span class="ls0"> </span>352<span class="ls0">,19 EUR </span></div></div><div class="c xf2 y445 w81 h7e"><div class="t m0 x43 h11 y57d ff1 fs7 fc0 sc0 ls0 ws0">28 lutego 2025 r.(*<span class="_ _0"></span>) </div></div><div class="c x6 y580 w7d h7f"><div class="t m0 x48 h11 y581 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc2 y580 w65 h7f"><div class="t m0 x48 h11 y581 ff1 fs7 fc0 sc0 ls0 ws0">TOYA S.A. </div></div><div class="c x104 y580 w7e h7f"><div class="t m0 x48 h11 y582 ff1 fs7 fc0 sc0 ls0 ws0">Sopockie<span class="_ _0"></span> <span class="_ _11"> </span>Towarzystwo </div><div class="t m0 x48 h11 y581 ff4 fs7 fc0 sc0 ls0 ws0">Ubezpieczeń <span class="_ _30"> </span>ERGO </div><div class="t m0 x48 h11 y583 ff1 fs7 fc0 sc0 ls0 ws0">Hestia S.A. </div></div><div class="c x67 y580 w7f h7f"><div class="t m0 x48 h11 y584 ff4 fs7 fc0 sc0 ls0 ws0">Zabezpieczeni<span class="_ _0"></span>e <span class="_ _1c"> </span>kwot <span class="_ _1c"> </span>z <span class="_ _1c"> </span>tytułu <span class="_ _1c"> </span>należności </div><div class="t m0 x48 h11 y582 ff4 fs7 fc0 sc0 ls0 ws0">celnych, <span class="_ _19"> </span>podatków <span class="_ _14"> </span>oraz <span class="_ _14"> </span>innych <span class="_ _14"> </span>opłat, <span class="_ _14"> </span>w </div><div class="t m0 x48 h11 y581 ff4 fs7 fc0 sc0 ls0 ws0">odniesie<span class="_ _0"></span>niu <span class="_ _3f"> </span>do <span class="_ _23"> </span>towarów <span class="_ _41"> </span>objętych </div><div class="t m0 x48 h11 y583 ff1 fs7 fc0 sc0 ls0 ws0">dopuszczeniem <span class="_ _18"> </span>do <span class="_ _18"> </span>obrotu <span class="_ _1c"> </span>na <span class="_ _18"> </span>po<span class="_ _2"></span>dstawie </div><div class="t m0 x48 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">zgłoszenia celne<span class="_ _0"></span>go <span class="ff1">przez TOYA S.A. </span></div></div><div class="c x111 y580 w80 h7f"><div class="t m0 xa9 h11 y581 ff1 fs7 fc0 sc0 lse ws0">270<span class="ls0"> 000 PLN<span class="_ _0"></span> </span></div></div><div class="c xf2 y580 w81 h7f"><div class="t m0 x4d h11 y581 ff1 fs7 fc0 sc0 ls0 ws0">31 grudnia 2024 r.(*<span class="_ _0"></span>*) </div></div><div class="c x6 y585 w7d h80"><div class="t m0 x48 h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">3 </div></div><div class="c xc2 y585 w65 h80"><div class="t m0 x48 h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">TOYA Romania S.A. </div></div><div class="c x104 y585 w7e h80"><div class="t m0 x48 h11 y587 ff1 fs7 fc0 sc0 ls0 ws0">BRD <span class="_ _1e"> </span>Groupe <span class="_ _1e"> </span>Societe </div><div class="t m0 x48 h11 y588 ff1 fs7 fc0 sc0 ls0 ws0">Generale </div></div><div class="c x67 y585 w7f h80"><div class="t m0 x48 h11 y587 ff4 fs7 fc0 sc0 ls0 ws0">Gwarancja <span class="_ _26"> </span>z<span class="_ _2"></span>apłaty <span class="_ _1b"> </span>za <span class="_ _1b"> </span>najem <span class="_ _26"> </span>m<span class="_ _2"></span>aga<span class="_ _0"></span>zynu <span class="_ _1b"> </span>w </div><div class="t m0 x48 h11 y588 ff1 fs7 fc0 sc0 ls0 ws0">Bukareszci<span class="_ _0"></span>e </div></div><div class="c x111 y585 w80 h80"><div class="t m0 xa9 h11 y586 ff1 fs7 fc0 sc0 lse ws0">335<span class="ls0"> 491 EUR<span class="_ _0"></span> </span></div></div><div class="c xf2 y585 w81 h80"><div class="t m0 x6f h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">3 sierpni<span class="_ _0"></span>a 2025 r. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 y589 ff1 fs7 fc0 sc0 ls24 ws0">(*)<span class="ff4 ls0">po dni<span class="_ _0"></span>u bilan<span class="_ _0"></span>sowym zwiększona<span class="_ _0"></span> zost<span class="_ _0"></span>ała kwota <span class="_ _0"></span>gwarancji <span class="_ _0"></span>do <span class="ff1">638 <span class="_ _0"></span>698,8<span class="_ _0"></span>3 <span class="ff4">EUR <span class="_ _0"></span>oraz <span class="_ _0"></span>zmieniony<span class="_ _0"></span> został <span class="_ _0"></span>termin <span class="_ _0"></span>obowi<span class="_ _0"></span>ązywania <span class="_ _0"></span>gwarancji na<span class="_ _0"></span> 28.02.2<span class="_ _0"></span>02<span class="ff1">6 </span></span></span></span></div><div class="t m0 x6 hc y58a ff1 fs7 fc0 sc0 ls24 ws0">(*<span class="ls0">*) po <span class="ff4">zakońc<span class="_ _0"></span>zeniu roku gwarancja zost<span class="_ _0"></span>ała przedłużona do dni<span class="_ _0"></span>a 31 grudnia <span class="_ _0"></span>2025 r.<span class="ff1 fs3"> </span></span></span></div><div class="t m0 x64 hc y58b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y58c ff4 fs3 fc0 sc0 ls0 ws0">W dniu 12 czerwca 2019 r. <span class="_ _2"></span>TOYA S.A. udzieliła gwaran<span class="_ _2"></span>cji zapłaty zob<span class="_ _2"></span>owiązań z tytułu wynajmu powierzchni biu<span class="_ _2"></span>rowych i </div><div class="t m0 x6 hc y18c ff4 fs3 fc0 sc0 ls0 ws0">magazynowych <span class="_ _0"></span>przez <span class="_ _0"></span>Toya <span class="_ _9"></span>Romania S.A. <span class="_ _9"></span>na <span class="_ _0"></span>rzecz <span class="_ _9"></span>wynajmują<span class="_ _2"></span>cego <span class="_ _9"></span>do <span class="_ _0"></span>kwoty <span class="_ _0"></span>115 <span class="_ _9"></span>tys<span class="_ _2"></span>. <span class="_ _9"></span>euro. <span class="ff1">Umowa <span class="_ _9"></span><span class="ff4">naj<span class="_ _2"></span>mu <span class="_ _9"></span>zos<span class="_ _2"></span>tała <span class="_ _0"></span>zawarta </span></span></div><div class="t m0 x6 hc y58d ff1 fs3 fc0 sc0 ls0 ws0">8 lu<span class="_ _2"></span>tego 2019 <span class="_ _2"></span>r. <span class="_ _2"></span>i <span class="_ _2"></span><span class="ff4">obejmuje <span class="_ _2"></span>10 lat<span class="_ _2"></span> z <span class="_ _2"></span>opcją <span class="_ _2"></span>zmiany <span class="_ _2"></span>tego o<span class="_ _2"></span>kresu. <span class="_ _2"></span>Gwarancja wygas<span class="_ _2"></span>a <span class="_ _2"></span>po 3 <span class="_ _2"></span>miesiącach o<span class="_ _2"></span>d d<span class="_ _2"></span>aty zakończenia </span></div><div class="t m0 x6 hc y58e ff1 fs3 fc0 sc0 ls0 ws0">umowy najmu. </div><div class="t m0 x6 hc y58f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y590 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>dn<span class="_ _2"></span>iu <span class="_ _2"></span>29 <span class="_ _e"></span>marca <span class="_ _2"></span>2024 <span class="_ _e"></span>r. <span class="_ _2"></span>TOY<span class="_ _2"></span>A <span class="_ _2"></span>S.A. <span class="_ _e"></span>zawarła <span class="_ _e"></span>umowę <span class="_ _2"></span>poręcz<span class="_ _2"></span>enia <span class="_ _2"></span>z<span class="_ _2"></span><span class="ff1"> Citiban<span class="_ _2"></span>k <span class="_ _2"></span>(China) <span class="_ _e"></span>Compan<span class="_ _2"></span>y <span class="_ _2"></span>Limited<span class="_ _2"></span>-Shanghai <span class="_ _e"></span>Branch, </span></div><div class="t m0 x6 hc y591 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="ff4">siedzibą <span class="_ _2"></span>w</span> <span class="ff4">Chińskiej <span class="_ _2"></span>Republice Lu<span class="_ _2"></span>dowej w <span class="_ _2"></span>celu za<span class="_ _2"></span>bezpieczenia s<span class="_ _2"></span>płaty <span class="_ _2"></span>wierzytelności przys<span class="_ _2"></span>ługujących ban<span class="_ _2"></span>kowi z<span class="_ _e"></span></span> <span class="ff4">tytułu </span></div><div class="t m0 x6 hc y592 ff1 fs3 fc0 sc0 ls0 ws0">zawarcia <span class="_ _9"></span>p<span class="_ _2"></span>rzez YATO <span class="_ _0"></span>TOOLS <span class="_ _0"></span>(Shanghai) Co., <span class="_ _9"></span>Ltd, <span class="_ _0"></span>umowy <span class="_ _9"></span>o<span class="_ _2"></span> <span class="ff4">Kredyt <span class="_ _0"></span>krótkoterminowy <span class="_ _0"></span>obrotowy, <span class="_ _0"></span>w<span class="ff1"> kwocie <span class="_ _0"></span>60 000 <span class="_ _0"></span>tys. <span class="_ _0"></span>CNY. </span></span></div><div class="t m0 x6 hc y593 ff4 fs3 fc0 sc0 ls0 ws0">Umowa zakład<span class="_ _2"></span>a poręczenie TOYA S.<span class="_ _2"></span>A.  za zobowiązania <span class="_ _2"></span>spółki zależnej do<span class="_ _e"></span><span class="ff1"> kwoty 72 </span>000 t<span class="_ _2"></span>ys. CNY. Poręczenia u<span class="_ _2"></span>dzielono </div><div class="t m0 x6 hc y594 ff1 fs3 fc0 sc0 ls0 ws0">do dnia 31 s<span class="_ _2"></span>ierpnia 2025 r. </div><div class="t m0 x6 hc y595 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y596 ff4 fs3 fc0 sc0 ls0 ws0">Poza udzielonymi p<span class="_ _2"></span>oręczeniami i gwarancjami, Gru<span class="_ _2"></span>pa nie posiada <span class="_ _2"></span>istotnych aktywów i zobowiązań <span class="_ _e"></span><span class="ff1">warunkowych.<span class="_ _2"></span> </span></div><div class="t m0 xd hb y597 ff2 fs6 fc0 sc0 ls9 ws0">4.14.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff2">SPRAWY SPORNE<span class="_ _0"></span> </span></span></div><div class="t m0 x6 hc y598 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3ef ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _7"> </span>dzień <span class="_ _13"> </span>3<span class="ff1">1 <span class="_ _13"> </span>grudnia <span class="_ _13"> </span>20<span class="ls7">24</span> <span class="_ _7"> </span></span>r. <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>S.A. <span class="_ _7"> </span>nie <span class="_ _7"> </span>j<span class="_ _2"></span>est <span class="_ _7"> </span>s<span class="_ _2"></span>troną <span class="_ _7"> </span>istotny<span class="_ _2"></span>ch <span class="_ _7"></span>postępowań <span class="_ _13"> </span>toczących <span class="_ _13"> </span>się <span class="_ _7"> </span>przed <span class="_ _13"> </span>sądem, <span class="_ _13"> </span>organem </div><div class="t m0 x6 hc y599 ff4 fs3 fc0 sc0 ls0 ws0">właściwym dla postęp<span class="_ _2"></span>owania arbitrażowego lub o<span class="_ _2"></span>rganem administracji p<span class="_ _2"></span>ublicznej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y576 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4e8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y252 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y59f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w0 h0" ><div class="pc pc25 w0 h0"><img class="bi x2 y5a0 w3 h81" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">37<span class="ls0"> </span></div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">5.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff2">PLANY I PERSP<span class="_ _0"></span>EKTYWY ROZWOJU<span class="_ _0"></span> GRUPY </span></span></div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wa <span class="_ _2"></span>przywiązuje <span class="_ _2"></span>dużą<span class="_ _2"></span> <span class="_ _2"></span>wagę <span class="_ _2"></span>do <span class="_ _2"></span>jakości <span class="_ _e"></span>obsługi <span class="_ _2"></span>klienta. <span class="_ _2"></span>J<span class="_ _2"></span>est <span class="_ _2"></span>to <span class="_ _2"></span>kluczowy <span class="_ _2"></span>czy<span class="_ _2"></span>nnik <span class="_ _2"></span>dla <span class="_ _2"></span>u<span class="_ _2"></span>trzymania <span class="_ _2"></span>przewagi </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">konkurencyjnej <span class="_ _1b"> </span>na  rynku,  a  jednym  z <span class="_ _1b"> </span>jej  najważniejszy<span class="_ _2"></span>ch  elementów  jest  zapewnie<span class="_ _2"></span>nie  pełnej  dostępn<span class="_ _2"></span>ości  oferty </div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">produktowej <span class="_ _2"></span>dla każd<span class="_ _2"></span>ego klienta<span class="_ _2"></span><span class="ff1"> </span>w <span class="_ _2"></span>dowolnym r<span class="_ _2"></span>egionie świ<span class="_ _2"></span>ata. Ws<span class="_ _2"></span>pierając te c<span class="_ _2"></span>ele Grupa <span class="_ _2"></span>dos<span class="_ _2"></span>konali pro<span class="_ _2"></span>cesy logistyczn<span class="_ _2"></span>e </div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _13"> </span>utrzymuje <span class="_ _13"> </span>dobre <span class="_ _13"> </span>relacje<span class="_ _2"></span> <span class="_ _7"> </span>z <span class="_ _13"> </span>do<span class="_ _2"></span>stawcami, <span class="_ _7"> </span>mając <span class="_ _13"> </span>n<span class="_ _2"></span>a <span class="_ _7"> </span>wz<span class="_ _2"></span>ględzie <span class="_ _7"> </span>kon<span class="_ _2"></span>ieczność <span class="_ _13"> </span>minimalizacji <span class="_ _13"> </span>ko<span class="_ _2"></span>sztów <span class="_ _13"> </span>dostaw. <span class="_ _13"> </span>Grupa </div><div class="t m0 x6 hc y43 ff4 fs3 fc0 sc0 ls0 ws0">będzie wzmacniać pozy<span class="_ _2"></span>cję rynkową i poszu<span class="_ _2"></span>kiwać nowych, atrakcyj<span class="_ _2"></span>nych moż<span class="_ _2"></span>liwości ekspansji. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y103 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y513 ff4 fs3 fc0 sc0 ls0 ws0">Najważniejsze dział<span class="_ _2"></span>ania dla realizacji tego programu to:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y514 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y5a1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Rozwój grupy k<span class="_ _2"></span>apitałowej<span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y5a2 ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _13"> </span>zależna <span class="_ _7"></span>Yato <span class="_ _7"> </span>Tools<span class="_ _2"></span> <span class="_ _7"></span>(Jiaxing) <span class="_ _7"> </span>z <span class="_ _13"> </span>siedzibą <span class="_ _7"> </span>w <span class="_ _13"> </span>Baibu <span class="_ _7"> </span>Town, <span class="_ _7"> </span>miejscowoś<span class="_ _2"></span>ci <span class="_ _7"></span>położonej <span class="_ _7"> </span>w <span class="_ _13"> </span>prowincji <span class="_ _7"> </span>Zh<span class="_ _2"></span>ejiang </div><div class="t m0 x34 hc y5a3 ff4 fs3 fc0 sc0 ls0 ws0">Chińskiej <span class="_ _e"></span>Republiki <span class="_ _e"></span>Ludo<span class="_ _2"></span>wej, <span class="_ _e"></span>zarządza <span class="_ _e"></span>magazyn<span class="_ _2"></span>em <span class="_ _2"></span>wysokie<span class="_ _2"></span>go <span class="_ _e"></span>składowan<span class="_ _2"></span>ia, <span class="_ _e"></span>który <span class="_ _4"></span>położony <span class="_ _e"></span>jest <span class="_ _e"></span>blis<span class="_ _2"></span>ko <span class="_ _e"></span>dwóch </div><div class="t m0 x34 hc y515 ff4 fs3 fc0 sc0 ls0 ws0">portów <span class="_ _14"> </span>morskich, <span class="_ _18"> </span>będących <span class="_ _14"> </span>jednymi <span class="_ _14"> </span>z <span class="_ _18"> </span>największych <span class="_ _14"> </span>centrów <span class="_ _14"> </span>przeład<span class="_ _2"></span>unkowych <span class="_ _14"> </span>świata, <span class="_ _14"> </span>jak <span class="_ _14"> </span>również <span class="_ _14"> </span>w<span class="_ _2"></span> </div><div class="t m0 x34 hc y3b1 ff4 fs3 fc0 sc0 ls0 ws0">stosunkowo  niedużej  odległości <span class="_ _8"> </span>od  największych  dostawców  Grupy.  Pełni <span class="_ _8"> </span>on  rolę  magazynu  centralnego </div><div class="t m0 x34 hc y5a4 ff4 fs3 fc0 sc0 ls0 ws0">Grupy, <span class="_ _7"></span>w <span class="_ _7"></span>którym <span class="_ _7"> </span>nas<span class="_ _2"></span>tępuje <span class="_ _7"></span>konso<span class="_ _2"></span>lidacja<span class="_ _2"></span> <span class="_ _7"></span>wysyłek <span class="_ _7"></span>do <span class="_ _7"></span>magazynów <span class="_ _7"> </span>w <span class="_ _7"> </span>Polsce <span class="_ _7"> </span>i<span class="_ _2"></span> <span class="_ _7"></span>Rumunii, <span class="_ _7"> </span>jak <span class="_ _7"> </span>ró<span class="_ _2"></span>wnież <span class="_ _7"></span>pełni <span class="_ _7"></span>on </div><div class="t m0 x34 hc y5a5 ff4 fs3 fc0 sc0 ls0 ws0">funkcję <span class="_ _13"> </span>magazynu<span class="_ _2"></span> <span class="_ _13"> </span>lokalnego <span class="_ _13"> </span>na <span class="_ _8"> </span>potrzeby <span class="_ _13"> </span>s<span class="_ _2"></span>półek <span class="_ _13"> </span>zlokalizowanych <span class="_ _8"> </span>w <span class="_ _13"> </span>Chinach. <span class="_ _8"> </span>Magazyn <span class="_ _13"> </span>wyp<span class="_ _2"></span>osażony <span class="_ _13"> </span>jest <span class="_ _13"> </span>w </div><div class="t m0 x34 hc y5a6 ff4 fs3 fc0 sc0 ls0 ws0">nowoczesną <span class="_ _e"></span>au<span class="_ _2"></span>tomatykę <span class="_ _e"></span>ma<span class="_ _2"></span>gazynową, <span class="_ _4"></span>umożliwiającą <span class="_ _e"></span>opty<span class="_ _2"></span>malizację <span class="_ _e"></span>p<span class="_ _2"></span>rocesów <span class="_ _e"></span>logisty<span class="_ _2"></span>cznych, <span class="_ _e"></span>a <span class="_ _4"></span>jed<span class="_ _e"></span>nocześnie </div><div class="t m0 x34 hc y5a7 ff4 fs3 fc0 sc0 ls0 ws0">niewymagającą <span class="_ _22"> </span>angażowani<span class="_ _2"></span>a <span class="_ _22"> </span>znaczny<span class="_ _2"></span>ch <span class="_ _22"> </span>zasobów <span class="_ _22"> </span>ludzkich. <span class="_ _22"> </span>Proces <span class="_ _22"> </span>ws<span class="_ _2"></span>pierania <span class="_ _22"> </span>i <span class="_ _22"> </span>rozwijania <span class="_ _22"> </span>zd<span class="_ _2"></span>olności </div><div class="t m0 x34 hc y5a8 ff4 fs3 fc0 sc0 ls0 ws0">logistycznych <span class="_ _4"></span>będzie <span class="_ _e"></span>kontynuowany,<span class="_ _2"></span> <span class="_ _e"></span>gdyż <span class="_ _e"></span>jest <span class="_ _4"></span>to <span class="_ _e"></span>istotny <span class="_ _e"></span>element <span class="_ _4"></span>budowy <span class="_ _e"></span>p<span class="_ _2"></span>rzewagi <span class="_ _e"></span>konkurencyjnej <span class="_ _e"></span>Gru<span class="_ _2"></span>py <span class="_ _e"></span>w </div><div class="t m0 x34 hc y291 ff4 fs3 fc0 sc0 ls0 ws0">długim okresie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y235 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y5a9 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Rozwój kanał<span class="_ _2"></span>u <span class="ff1">eksportowego </span></span></span></div><div class="t m0 x34 hc y5aa ff4 fs3 fc0 sc0 ls0 ws0">Konflikt  wojenny  pomiędzy  Ros<span class="_ _2"></span>ją,  Białorusią  a  Ukrainą  nie  pozostaje  bez  wpływu  na  sprzed<span class="_ _2"></span>aż  w  kanale </div><div class="t m0 x34 hc y5ab ff4 fs3 fc0 sc0 ls0 ws0">eksportowym, <span class="_ _4"></span>głównie <span class="_ _4"></span>ze <span class="_ _4"></span>wz<span class="_ _2"></span>ględu <span class="_ _4"></span>na <span class="_ _4"></span>brak <span class="_ _7"></span>możliwości <span class="_ _e"></span>p<span class="_ _2"></span>owiększenia <span class="_ _4"></span>sieci <span class="_ _4"></span>sprzedaży<span class="_ _2"></span> <span class="_ _4"></span>na <span class="_ _4"></span>tych <span class="_ _4"></span>rynkach. <span class="_ _4"></span>Mimo </div><div class="t m0 x34 hc y106 ff4 fs3 fc0 sc0 ls0 ws0">takiej <span class="_ _13"> </span>sytu<span class="_ _2"></span>acji <span class="_ _13"> </span>Grupa <span class="_ _8"> </span>osiągnęła  <span class="ff1">w <span class="_ _7"> </span>2024 <span class="_ _8"> </span></span>roku <span class="_ _8"> </span>dobrą <span class="_ _8"> </span>dynamikę <span class="_ _8"> </span>sprzedaży <span class="_ _8"> </span>w <span class="_ _8"> </span>Ukrainie. <span class="_ _8"> </span>Należy <span class="_ _8"> </span>podkreślić, <span class="_ _8"> </span>że </div><div class="t m0 x34 hc y107 ff4 fs3 fc0 sc0 ls0 ws0">warunkiem <span class="_ _21"> </span>koni<span class="_ _2"></span>ecznym <span class="_ _21"> </span>utrzy<span class="_ _2"></span>mania <span class="_ _21"> </span>w <span class="_ _21"> </span>przy<span class="_ _2"></span>szłości <span class="_ _21"> </span>tego <span class="_ _1f"> </span>trendu <span class="_ _1f"> </span>jest <span class="_ _21"> </span>sta<span class="_ _2"></span>bilizacja <span class="_ _21"> </span>sytuacji <span class="_ _1f"> </span>politycznej <span class="_ _21"> </span>i </div><div class="t m0 x34 hc y5ac ff1 fs3 fc0 sc0 ls0 ws0">makroekonomicznej n<span class="_ _2"></span>a tym rynku. <span class="_ _2"></span> </div><div class="t m0 x34 hc y109 ff4 fs3 fc0 sc0 ls0 ws0">Niezależnie <span class="_ _2"></span>od <span class="_ _e"></span>sytu<span class="_ _2"></span>acji, <span class="_ _2"></span>o <span class="_ _2"></span>kt<span class="_ _2"></span>órej <span class="_ _2"></span>mowa <span class="_ _2"></span>powyżej <span class="_ _e"></span>Grupa <span class="_ _e"></span>będzie <span class="_ _2"></span>wzmacniać <span class="_ _e"></span>pozycję <span class="_ _e"></span>na <span class="_ _e"></span>pozostałych <span class="_ _2"></span>ry<span class="_ _2"></span>nkach, <span class="_ _2"></span>na </div><div class="t m0 x34 hc y10a ff4 fs3 fc0 sc0 ls0 ws0">których jest obecna. Dotyczy to rynków, na których Grupa tradycyjnie obecna jest już od wielu lat <span class="_ _0"></span>np. na rynku </div><div class="t m0 x34 hc y10b ff4 fs3 fc0 sc0 ls0 ws0">węgierskim, ale również w kra<span class="_ _2"></span>jach połu<span class="_ _2"></span>dnia Europy, gd<span class="_ _2"></span>zie Grupa do tej pory by<span class="_ _2"></span>ła mniej widoczna. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y5ad ff4 fs3 fc0 sc0 ls0 ws0">Grupa wzmacniać <span class="_ _2"></span>się będzie <span class="_ _2"></span>również poza<span class="_ _2"></span> Europą. <span class="_ _2"></span>Na tych rynkach <span class="_ _2"></span>chińska spół<span class="_ _2"></span>ka zależna Yato <span class="_ _2"></span>Tools (<span class="_ _e"></span><span class="ff1">Jiaxing) </span></div><div class="t m0 x34 hc y10d ff4 fs3 fc0 sc0 ls0 ws0">rozwijać <span class="_ _1f"> </span>będzi<span class="_ _2"></span>e <span class="_ _21"> </span>s<span class="_ _2"></span>przedaż <span class="_ _1f"> </span>oraz <span class="_ _22"> </span>pozyskiwać <span class="_ _1f"> </span>n<span class="_ _2"></span>owych <span class="_ _1f"> </span>klientów. <span class="_ _1f"> </span>Dot<span class="_ _2"></span>yczy <span class="_ _1f"> </span>to <span class="_ _1f"> </span>p<span class="_ _2"></span>rzede <span class="_ _1f"> </span>wszy<span class="_ _2"></span>stkim <span class="_ _1f"> </span>rynków </div><div class="t m0 x34 hc y10e ff4 fs3 fc0 sc0 ls0 ws0">południowoameryka<span class="_ _2"></span>ńskich, <span class="_ _7"></span>gdzie <span class="_ _7"></span>Grupa <span class="_ _4"></span>u<span class="_ _2"></span>macnia <span class="_ _7"></span>swoją <span class="_ _7"></span>pozycję, <span class="_ _7"></span>jak <span class="_ _7"></span>również <span class="_ _7"></span>rynków <span class="_ _7"></span>afrykańs<span class="_ _2"></span>kich, <span class="_ _7"></span>które <span class="_ _4"></span>są </div><div class="t m0 x34 hc y10f ff4 fs3 fc0 sc0 ls0 ws0">naturalnym miejscem <span class="_ _9"></span>eksp<span class="_ _2"></span>ansji <span class="_ _0"></span>dla spółek <span class="_ _0"></span>chińskich. Wsparciem <span class="_ _0"></span>dla <span class="_ _0"></span>tej <span class="_ _0"></span>spółki zależnej <span class="_ _0"></span>będzie <span class="_ _0"></span>rozwój procesów </div><div class="t m0 x34 hc y110 ff4 fs3 fc0 sc0 ls0 ws0">logistycznych <span class="_ _22"> </span>w <span class="_ _22"> </span>Grupie <span class="_ _1f"> </span>ka<span class="_ _2"></span>pitałowej, <span class="_ _1f"> </span>w <span class="_ _22"> </span>oparciu <span class="_ _22"> </span>o <span class="_ _22"> </span>nowo <span class="_ _1f"> </span>wybud<span class="_ _2"></span>owany, <span class="_ _1f"> </span>wyp<span class="_ _2"></span>osażony <span class="_ _1f"> </span>w <span class="_ _22"> </span>nowoczesną </div><div class="t m0 x34 hc y111 ff1 fs3 fc0 sc0 ls0 ws0">infrastrukt<span class="ff4">u<span class="_ _2"></span>rę, magazyn w Chinach. <span class="_ _2"></span></span> </div><div class="t m0 x34 hc y112 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y5ae ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Efektywne zarządza<span class="_ _2"></span>nie produktem <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y5af ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>przywiązu<span class="_ _2"></span>je <span class="_ _2"></span>dużą <span class="_ _2"></span>wagę <span class="_ _2"></span>do <span class="_ _2"></span>efektywnego <span class="_ _2"></span>za<span class="_ _2"></span>rządzania <span class="_ _2"></span>pro<span class="_ _2"></span>duktem <span class="_ _2"></span>od <span class="_ _2"></span>momentu <span class="_ _2"></span>jego<span class="_ _2"></span> <span class="_ _2"></span>wejścia <span class="_ _2"></span>na <span class="_ _2"></span>ryn<span class="_ _2"></span>ek <span class="_ _2"></span>aż </div><div class="t m0 x34 hc y5b0 ff1 fs3 fc0 sc0 ls0 ws0">do <span class="_ _13"> </span>wycofania <span class="_ _13"> </span>z <span class="_ _13"> </span>oferty. <span class="_ _13"> </span>Obecnie <span class="_ _13"> </span>Grupa <span class="_ _13"> </span>posiada <span class="_ _13"> </span>w <span class="_ _13"> </span>swoim <span class="_ _13"> </span>portfolio <span class="_ _13"> </span>bardzo  <span class="ff4">bogatą</span> <span class="_ _7"></span><span class="ff4">ofertę <span class="_ _7"> </span>kilk<span class="_ _2"></span>unastu <span class="_ _13"> </span>tysięcy </span></div><div class="t m0 x34 hc y398 ff4 fs3 fc0 sc0 ls0 ws0">produktów <span class="_ _4"></span>skierowaną <span class="_ _4"></span>do <span class="_ _4"></span>szerokiego <span class="_ _4"></span>kręgu <span class="_ _4"></span>odbiorców. <span class="_ _4"></span>Grupa <span class="_ _4"></span>stale <span class="_ _4"></span>rozwija <span class="_ _4"></span>ofertę <span class="_ _e"></span>pro<span class="_ _2"></span>duktową <span class="_ _4"></span>przy <span class="_ _4"></span>udziale </div><div class="t m0 x34 hc y399 ff4 fs3 fc0 sc0 ls0 ws0">zespołu <span class="_ _7"></span>Product <span class="_ _7"></span>Managerów, <span class="_ _7"></span>aby <span class="_ _7"></span>była <span class="_ _7"></span>atrakcyjna, <span class="_ _7"></span>nowoczesna <span class="_ _7"></span>i <span class="_ _4"></span>bar<span class="_ _2"></span>dzo <span class="_ _7"></span>dobrze <span class="_ _7"></span>dopasowana <span class="_ _4"></span>do <span class="_ _7"></span>oczekiwań<span class="_ _2"></span> </div><div class="t m0 x34 hc y5b1 ff4 fs3 fc0 sc0 ls0 ws0">szerokiego <span class="_ _7"> </span>gron<span class="_ _2"></span>a <span class="_ _7"></span>klientów, <span class="_ _13"> </span>z<span class="_ _2"></span>arówno <span class="_ _7"> </span>w <span class="_ _13"> </span>Europie, <span class="_ _13"> </span>jak <span class="_ _7"> </span>i <span class="_ _13"> </span>inn<span class="_ _2"></span>ych <span class="_ _7"> </span>częściach <span class="_ _13"> </span>świata, <span class="_ _13"> </span>gdzie <span class="_ _13"> </span>Grupa <span class="_ _13"> </span>widzi <span class="_ _7"> </span>p<span class="_ _2"></span>otencjał </div><div class="t m0 x34 hc y5b2 ff1 fs3 fc0 sc0 ls0 ws0">r<span class="ff4">ozwoju. <span class="_ _7"> </span>Ws<span class="_ _2"></span>parciem <span class="_ _7"></span>dla <span class="_ _7"> </span>zes<span class="_ _2"></span>połu <span class="_ _7"> </span>jest <span class="_ _13"> </span>nowoczesn<span class="_ _2"></span>a <span class="_ _7"></span>technologia <span class="_ _7"> </span>IT <span class="_ _13"> </span>oraz <span class="_ _7"> </span>s<span class="_ _2"></span>ystemy <span class="_ _7"> </span>i <span class="_ _13"> </span>urządzenia <span class="_ _7"> </span>wspo<span class="_ _2"></span>magające </span></div><div class="t m0 x34 hc y5b3 ff4 fs3 fc0 sc0 ls0 ws0">zarządzanie pro<span class="_ _2"></span>duktem.<span class="ff1"> </span></div><div class="t m0 x34 hc y5b4 ff4 fs3 fc0 sc0 ls0 ws0">Proces ten będzie konty<span class="_ _2"></span>nuowany w najb<span class="_ _2"></span>liższych kwartałach.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y5b5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y5b6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Rozwój procesów logisty<span class="_ _2"></span>cznych<span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y5b7 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>p<span class="_ _2"></span>rowadzi <span class="_ _2"></span>pra<span class="_ _2"></span>ce <span class="_ _2"></span>mające <span class="_ _e"></span>na <span class="_ _e"></span>celu <span class="_ _2"></span>optymalizację <span class="_ _e"></span>procesów <span class="_ _e"></span>logistycznych. <span class="_ _e"></span>Podjęte <span class="_ _e"></span>prace <span class="_ _2"></span>anality<span class="_ _2"></span>czne <span class="_ _2"></span>mają<span class="_ _2"></span> </div><div class="t m0 x34 hc y5b8 ff4 fs3 fc0 sc0 ls0 ws0">na celu znalezienie i <span class="_ _0"></span>późniejsze wdrożenie rozwiązań, które zwiększą przewagę <span class="_ _0"></span>konkurenc<span class="_ _2"></span>yjną Grupy w <span class="_ _0"></span>długim </div><div class="t m0 x34 hc y5b9 ff1 fs3 fc0 sc0 ls0 ws0">horyzoncie czaso<span class="_ _2"></span>wym.  </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x2 y5ba w3 h82" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAE/CAIAAAARza3gAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5Rd13Um+G/vc86994WKyIHIAAGQAEmAIJgpBlGiKDEoiwrWasmWg2bc9tg9Hrt7xt0z456edns8vca9WnavdltOsiy2MhVJiqYYRIIgGACCYEAgkUPF994N5+w9f9xXACRPm/JYqxe7dH6rVq1CVaHq3rrvrfXd/fbZh1QVAIA9XZyoMJs4BQFcvwcAkJ77qhKmDboWBFiBVRiFURBBASiEoMBQLyQtM1UiF3ADXsAKK2gTqNNpaNFMbScZ7OTo9GCbME30AsSiAioABgKkJdoAMYoAUQSADaAwOHeEjbw+RAAQAghCEIISAgGEoNBZdX1QWVySYr5FFEVRFEXRrHEu2nz2z7/1jSf2zaqTI0+qBCVVIiEFIOd9mQt2hbEMsASDwFAEUVEFKwzAAlrYKCc7eR7YNgaCcZPj4+1W01ZTA1wOm3LJnPbckYG7PviLp8bGn9q568FHHp3slZVNcmWxxjTaMK70lfNlQ31e+mCsdalLsrwoWNUgEAJrIGiiQ4CC6oMUIVFAGIp+yCY1pGY2XR/TbPzuP7rppktWxedhFEVRFEWzMF6fmCr3n+rOpnPrmRYAQl31Vepna6rfK2BRGO0AVH9SwSAmskqkIEABvNZJfclsjOZQ6TVd1pssFg40V1+4/oYty7dvXj9nZGDYTOry5uXrr7rxmtUP73jh4R17Xz061Z2W/ExPDAd1QqoUhDJ2ifTU+5wNsypDjWpdve5QBejM4dWlbQZI++/JSeF0Vl2gUie7pcQnYRRFURRFszNeB9cqs9HZdG6eB/sf0cynlM//J4cpF7qBOcB4SkI/8Sqg/Tq3BpSwA812M/XdSSomls4bvPX6q975lgvXzGNfopXAARlOA0mjkYysX3Lp+lUf/sDtT+7pPfT4s1+7/wdHT083B0Z0YN6kBC8CVYhSI9Xg+79FhVUJGpr14TGUoAxYCAMGygBBDbSj6MymC1RVuRoXn4RRFEVRFM3OeF0JF55n19nV7cx1pKZzH5/N36JBWMgKObCDWLABAfDQCggE4ZSlO1ZM9+YNNd737ls+fPfFcxM0gASwCaDodj0Q0LSAgS+D2pY1V1/SuOKS7duvuugLX3no+Rf2HRqb9KYN65CkEK95hSSpGz5AkLrXuxqH0kySZmjofwCue7EDfKDZdYHIiVB8EkZRFEVRNDvjNdjCprPp3Jp+sm6uCMQKVrASAJAqAIIoW+EhJQZZsAUICNDSSNdq12hptdywYOCqbZtv2Lp2xdJFy4fUhZAGzxCpCmMds2kmAX4ZcgGRta5tuCTAA4qbN7evvPj2I4evenzvse88eeS5F17s5N0KFEwWggqssgUMYEDEMlHHa4XWrSwEMf1SthLUsyvNrLpAfO62J4qiKIqiaPbFawg0zKZzS3wuBCFDMEIGIAEYysyGRCufUyo2BRgQSAkNpHmDeg2ZSqvxlYvnfuIjH3731csMkAAJAOmCivqvZKwBBYBhuP5i3cLNhJTgrAdUEEY4LLkgvWjpmo+9dePBE9f/xb0PPb7zmUOnz0xLWtmBitu+FJDl0fmDU+1enrOxAlTBQ721xPCsYrRkBKEWZtfSRg0lNPZeR1EURVE0W+O1zrZ4XbFRGCETwEpGwIBKVRKF1BIxExEQEEpAEqMGIZFpzk9vXr3gZ9797i2b1i0dRQYw4CDQaubvYwAGO1ACcvWwPMK5lm5SMaSAGEi9PtKR5iXWDLnf/oW37j9y05/ce993H9t1vHcmONDQ0GTPV8cP9EIGztgkZahE2CTGo2IQURAVoyTALLtABoFU45MwiqIoiqLZGa9JhdXPpnPrmUEh6sdjrtua1aRt8UVe9qxhxyHRCcOiZWdOapcvnLPlwk03bFt3+folwwkb9VZI2AAQMOCIDforH00g9kAAFEi54JnitQGhjtZqoK4eVc1aNHmyCafebJjH//wX3/WRu69/YvfB7/5gz8uHjnExrS6ZliaRCbAgJkvBWoQykAc8kDA8oLPsAhkJhBivoyiKoiiapfF69hG2IAJs3dxcn26YmoDT9mBLig66p1w10UzM267d9oF33bz6guH5DWSEYrqDXsjabaiWgAIeADHAdRgU9OvSM6XrgsAAEYzCEGy/lH32O5ghCqrIICXVvLhk6dDqxZvvvnXzdIH7vrvz8/d+6YCdPjU26avUDgyXnEErMIEYsAALLElFmF2tFLHxOoqiKIqiWR2v6UcGa/w3TwuAgQAyqFc1qqYDxufd7qkT7cwtHEmuu+yqt1yz/arNS0YTNAAq8yQxSSsBGVUqSnHpufqqzDSAmH6DSJ9BdnacNoFB1J+afTY9koNlqJZ5TkRZI5uenswa7Yx5IMMH377ltusu+/wje7/57e89/cLLRgrmVs8DpgFiKAMCnYUXSGAVMWFHURRFUTRL47WCZHalt0wmFCRkBFxvdu6qKuEwmtJFG9e85aqLt61ftHLByEADTZGWBkjO7FEhiOV0IA+qzhqt+tu7EDEI/ekeAdof3gdVYKR/e3J2M3NASZQEUIUGmCDWAJxYgyAiWWas8UHIEqWWhwbxyXesv+P6FXsOHHng8T0PP7Xv9GQxVXaC1L3fTApPNtCsmhJdl/zjkzCKoiiKotkZr+m/WtKhN24gVrhzHwJQpX79tt8dYb1zkgSiYMhDlRRSICNQiaoHDq6R5OMbETqJ6TX9iSZODyblnCz/wLvecsVlF61fubzlrFEy9Z6OdQ8JtwGAqB7P0bD138P98N+nfmdBFsj+Pw+e+0Vm/qFiM5/9MQyAOQVgZr5uCQtCb34iF61b/L6LVx95d+/1UxP/7s++eP/OV6Y0oaGlHU1CcLANAKg8ABgDqQxpZsT4noSCg582S0AeVM28eQAQC6SQFOoAVjP9psnXAoq911EURVEUzdJ4/aZC/Xltet57nL8MTkxRml6AUbKqBBBbJ16IUsCRD5gMbXfa63ST8rUrhq6//PJ1SxvXXb5p/kCaEQzAGt5UhVOlhBwRkajOG2m0243//Td//p6DJ/e+fvzBJw7u2nfgzHSnzKcVBJsGgXhjnRNot/QEa4xlFtJ6M0hVEJQAM5PpdeauJlaLoyiKoiiKfvritUF1/j//VtcKB1uqySEGaiEMsWmrVUz1pFsZptQ4UtfoPbVt6yXvedcd2zcvnJOCgIYiETDBAQTzX7Fi/8Y8GwJIEEJInLEJmqDG6vmXrJ7/3hs3vbA//+r9j97/yK4TZ8bTxqg3jbHOdDkN2AyuqUkiIPjK+nLm/oQAB1VQvbu7AhUoAAizrMM+iqIoiqIoxus3dHYcsoJAIK2XJvJM+ZqVDNj2R3MQwKF3/LWh4dFWo1H18oT8nKGhj911x+WXXbJh8bAqEtUGkSMYA+jM7A96E/0BAkCAYTg2BDGAVH6OSwLggatXZ+uW3nTtts2PPvHUtx967NXXD2RD8wZHF054qoKgLEEMk4AKoG6g4X7RWuseDAFCHa+haXzcR1EURVEU/XTFa+335JISFAwiBc3McWMA0BZ8C6EkDcySUemyYlAPr1+88KILV9+wbeOadQvmYipLHPnp1LKFIgiT1WAA0y9d85vqlBFCnf4F4kHiECDBiGrQ1LgFlm/dPPfGTW/72J3X7Nj76o7nDz/+/CthLJ8Sp65FnATfESoBhjqFgRoFgwQaQBVYQBVIycd4HUVRFEVR9FMWrz0n5wVPOm/C3cwKQbEcDImkqFJTtnnqpus23vnWbddcdIEFVCczmtaqTKFswf0St6hUZG1d09U32dhlA1gDAlSVJMBaGECEjLFQIqSsGfkAa0Yaq9+y+d1v2Xykgwd+sP9zX/nWvkOvw6aVIDdtVaOwgCoMyAIAeTCBFTTTKxJFURRFURT9VMVrBEWSgAiqUBCpliVEwAwVGMO+ahGnXFI1sWbJ/I+99+533bAsAzIUjMJRj+Hh5hLQ75WAwCQEAgRgoSAw/GaqX5uZfg4woR7ARxaWAcCyAoqKEAx0KLUesMDiJu65aeW2TT/zl/c+sPPpZ06cGT9MjRACsfFBNCAbaOV5AREAMAwykDipI4qiKIqi6KcwXmdtCl5DgAZALEmQQjU0rWMNVVXNSauLlw1fd8Wl116+cfniwRajqUg0WAgpQzNA1aTanzeidb+JAgoVQBAEwcJwf7bGmyBe68xkDyKQqdtj6k3XQ/9S1YO3xaBikAOnhDLwptFs08/ffmby1j0v7P3zXWeeef6lw0dPs214k3anjiZp5kFigHreIJn4oI+iKIqiKPrpi9dFT0mhgdSnCEbzwZQN/MSp1xbPH33LTdd/6I4r1iwiFmkwJ5AUMKoQhjbObkUuFgBY6bzmElWEeo7GeVuWv0mcPRiuezjO33pdAT1XahdSIfIUQlNZiUKgdtsu375p9Xbk+Q0PPXbgOw88/NRz+4YH5hw/dXRk7qKKksmxSbiEm02Fj4/7KIqiKIqin654zZak12WLoYblsuunx8rp7mg7u/Ndb3n3HW9fusgOunwQZBiESqoe2xTyw70edG5X8v4HCiJisAAGQXB+7H6TOHc8DChg6l6W/mf4vCCuUBAbhECw1liAe3lvYdaoMrzvxhVvv3rFNx589gv33Y9eNXb6UE7Z0OB8dY3gtRsf9VEURVEURT9t8dqWU62BxPc6fuzE6kWjW664/Lotay5evXT5guGmg2WQT1mUEAxbmARBwPUEOq53AlSgP+yOiBRnm0QIbAgK4jdbuKaz16JecqlW9bwSe1AYJVvfJ9TfpqoCBpngIaSUNAarXmAWxrDDR9568VuvXHfw2Okndr/+4OMvvnxwbLpTGhhkcXJIFEVRFEXRT1m8biSUT55ZMm/07rffftet61YMogU4wHpJEOAVHqAExKj3UXEKeHAI8AEsgIBSVASmesWgMvRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQVJdt33nf/9zzn3ZmYtXb1gYwMCQIAEARIAF3GBuZmgRdMkTVGyadmW6JDDDiusB09M+MV+nAjHRMzThDX2hBzyKGYUMkVRC0WCFMQNJAWAwk4QO7EDBNAN9N5dS2bee875z8PN6i4AlOihFB6h9f1Eo1FAVHdVZVZHfPP2//6Pgjfqg/lll1wUpM1NnbOs0nevPha+KM7iaB5GilFm7qNcXHHUhagQZlHTKNWRhRRsuO9QyYtqr1HaWt965vnnDh1/yeIehenpBnaF0C4fWu8PHnym2zg6Dmqib7RPB9uvsGc+nymUZjQJyjXPmrY9dPCFwwe65f1tNZWyY4JnMeuzY6THqkIvVVczfIeE4Yn0IBvJRzJNlnLpZrXkZjwO41WZpr0Xb2ZZsdHBE+WP//TOr//ZAz888NKxzdzbarGm1FhDkMutSDJVI60BAMBZndeLaePtJrY4Wqp53tdqltxC9lom+7/w3R98485H33LZBT9z3dsve93y26+6bF9j7rKSJ61Kzk0yWZFXlV6L9RvBLVbFqlClkfeSmcUgsx3XuRcBvX2v4umkHuovKkmlKgw/trftBblJSbWx6qFMQpVlDfucc6vgFkzyIikp7mr18x/78JP/1+cOe19nm27uLil2HsJ414snZl/42p379+1666W7LU3asTbn/eaoufWu5/7XX/+do93SSV8Ku8+p8yIF1fk4zDXdWBm3H3j3+xtpktyqxqMkP7Obrg4ntktdSDkkmSmYalBwhaAQFFIXvA9SXZHH1pVMw9EwKlPFyWh58t3vPzhL7qmXhpckw+aPmD2u9zE2k7DndTnEWd+NJodKXpp1vaWRmnG/tR4ab1JU7br51u9//vf+7f/0GYtSkEs2PPReh6Ga06+FOoVeMcqialAOHmwY7dn5gsHnsW2CtfMSiqyrmkd77mh+/LkXb7rtwe898NiRE/nkpnV5EiYrtR1XhWomrwrFVaTiKjFzKDoAADib81q286/qTaUUuVVrYowxmkknp7PQxvXsz9134I5HX9qz0ly0e/Qr//RTP/2WC89fSnMpxpEkhSwv8l51uA0wmRQsbg9b1+GmQbNgiy3apwt7GN62Hfffba/bsyhLblYtVosKVeqqz2z4JSHJe4XGh1NSXIrqpGRq3aQqz0FptWk+9revuvP+a2+484np5nG1k1KCYsiyMN49K7Ob7nn06aee+fj11334A++bLIcDB7f+9HsP3/jtPzuw0U5rq6V96pKasercvEvz43vb/q1vvvTaKy4LRWsjUykh+KsP+o7ypFnymVyqnXxLVapbskbetNWbqsWNgK64GM8oLsnaUzXc/tBj3XglZ5MNW7y3NxDGVqEtvZXsfQ1qdsXupeHas7urFqVJzXO17XTWrS7v+pObbrv+Zz5y8TXnp7D9esr99HEyPgxbu6qaomao+KjTQ9WSoizIhqdjeauUEOM86linw6f0m5//2he+fmsfJ0v7Ljp8ss2nYkwr7dJSbeK8bp87ZEVWpCIr8vJXdAYRAADAX9e89tP/WgxNB6UoqbhP+xrM4urusrVVmzatLh/tto6fzAdPTR/6337zgt2Td77pkg+/921vf8sl+1ZHo5iWLDaKwXspy13KphAt2pkF2S6vkpmFM3UtDVMKtuMz2nFmzY5FFVZlJcccvNZgCsFtXlIuUk7ToFqtzWoWZ6S4S1levPN9S+2/+eefeOS533rs0HwzW/VGTSO3mn2eVmpTnzi5/htf/NPPfu2OmNK0K+uzrldr7W5prLCk6ipF6se+tcu2rn/HW/71L398KXoMmk+n43HbbW22k8npz3J4o1GZ5G4pz6K81G7ko5RrCVPzolwmReMib8+8rpGqPCqtbKj5ys33PXtUndYUk8ps8Uh4Dd5Z6czNLVoMKlLWsnJX1mMTi7Vzl2yk1M6L53HT92W8dPFvfOG2D73xZ5txCBrWip++xTQsWtuUXFaVNIR+kHeyrODVYlXslYripjQt8clnD998x0M33/nQwWPrRzZ9Njqv8/bksU5pNa41oSqb9fNOJsWwPaijH7nKDwAA4OzL69NXkas8+PYI9HDBUkpVFmYbiknuuSaltSrf9H5al9dPzZ+7/Yk/vu2h89aW//5Hr//Ih9715teZ5TRRWoklDIcjys1LGLZSLC5PV1nYsXr5zFvDYunhbMDhRymeQshZuZtZybKouCxlhayQFEzzzRzilrqR9a7cy4frwTteO3ibvEpvOH/yzz51/X/4P34rp73Tdq9M8qA0kmpvuY9p6t2JuZW5alEKrTVLuV1RJ81mmoy1tbmyVLrDz//0Oy771V/62Sv3j5OqvIzHreTt0tLiUVxcm5dJRTGFSdAoyUrN4zhWKLkP4/GyjdpuvhlN8ziMvHh0H44qn6pZl37ny7edzGtKe2IclZMHtGulqfOkWZmdOm9t4nkrKpuKoiRv+mwTO5EPbeQUbFcNe1Wjkhfl0uyZafetj5x46umnx2+8fC2pltp6UbLtv1KI2ZWGH7PtI+lrN8yxVEtTNXPZXDqe/a7H85duuOHOe+6b5TCvyeOoD5Os1q1RbCRzn7v66mbRfMffRliVWQw+TIoU/gQCAICzO6/D9ix0NZfb9sKP7XHo5KW4lzCseB6yO9RgM2+L0lydz8N//f2vfvaPvv6LP/d3/8UvvCsmTRVTjdbNk9WQggWTNbVWSYudbIv5BP8Lti1X1zDtMEpx1/JkedzMtZRztFKCOsVWntLyuUvjSaPWVYpsS3W08yvzodhrdaWo6991xb3Xv/urd/wgtTbNXVYrZYWgdmLV3Jtq5jKFdinMTx0+rlEOu88Jqc3zTaVs0+Pnr8SPXX/dmy8e13p6ivmVL1S0/YBm2WaZbJbx3Itys1HTUpjUMD2xpaWw6uN2swxbo6upVPMgK2r6qjsf2Dx4eFN5t8YrpVTZZBzH/eaJxrYu3Lv8b//1Z/asxOTTsDihsibtWe9mL5xa/+af3fude5/t5nM1S9uvV6K8kaeDh49ce9XlLrXtUNC95NmLV4/WFFf0au0wvFFUs6wpYel4r65RkW554KU//NLXbnvi+OHDR1MzbpdWu15uoSotNv4py03qZN2wAaVqGPdeTJaEGhZ7ugN5DQAAzt68Xixqc9seGJB5GQ63lg97PkIYZnC9L8Pf73uQmayRYh9ir9KX3LTttJT//Pmv/9HXv3vlZRf+rasvfs/Vr3/z68/b1Sh3SsFDlIVgUinV5GkYG/jRFvMD0dQk89k8WCibx7eOHdTSObGMxjUFVQtpHtsw72bHa5T6vg1hNIohSfH07zOcMmhhHNRJ+1ftf/7M31tbmtxwy/1HN+fdaE/nY8vBTO7Z3evil/Sb3cnRyji1Tdk64rPNUfSmbl3xupV/9Qv//GPXvSH0ZdzExWX+M2F9ZoLct+/BnFqoo1XFIrW1G212HpaXNOtLs9xZXB+2ES6mYLwoZelUp9/5gxuOn9xs2tWSN2vXx9bi7NRY0zVtfvAtb/j596yNpKRl274MbJ7W8/K02Rf95F333Dsa797qpiVmaabaWFmVx1vuvP9nPvCe3hVKbay6VQ8KMsUYJJNq2YhxWjxmjUKzvOXxxXXd/fAzN99z8AdPHXjs6RfnJW4uTbSyv6Z2o+tr8TAa1WFWXDV4NbnZXNZLkseoKF9cmjcPUjCXi/saAQDAWZ3XsrA4ScTdFqfAyGXDNIe7yVSsccncTNmH680eTielFPO8y01aXdmd++XHT6w/c+9ztz7wwz2jm9/7tjf9k09+5JorJktmjdRnBWkphShNZ91k3A5XzV92b+X2pfRFhXkxK0F1pG45llpOJM2W68moMtco2pLPN5fraCxFj8HUS+nMvEuUBUndvHObt+0oRa2eN/5ffuWj77jy8s9/6caHnjsy1cpGV3OtKSUL0a3NFnsve5ZHpZuXzVPWbY3VnbfUXPOm1//qL3/y7ZftG0mt1HcztePF57jjkbUdPydp5PNUT8h7NR7ytKnByilvm6aeSHW+b1VJNlxMllux4NKzz7348MPfX5usKB+L0/WitDQZbRw9eMGuuH85/+LH37dLGklxuPCtxTKQ2PhE9tHr3vhffn3jhcPP7FrZ22sq27DSxtyrTm6/656jG//qolXZYh15Hyy4Qler1SAp2rg336ytx8mxqt/98l1/+Ce3H1nXxmw0m3vV8jnn7D9+5AeKjcZB1qqxalE2jIy7WQnuLlWL8mDb8++LWymHN9zYeA0AAM72vB4K24ukoGq+2NNn5lVhOH4820iqw4Vr8xxcdZFJwWVu1kzaWsv6qVPWjMLK3q7rT5RZLvaNux+7/5Gn3nbV5f/0H3z4jecu71lVkrI0n/vKqN0O0fqjbnczLVY9V6WQ57PWyjlry2V2sqmHlsN6kMcwMa1mm+1qluen6q7W5TG5fpFSWwAAGPxJREFUomXJXOaKw/RGGsUgc5VYaxPMqz7x3je8883/5rN//O3/dsO3vGi0vDadT2tWsWShDaE9dfTY2vK41bz61rWX7//oB9/9weve8aaLxiMpVLfgTQovOy9n+5XBjmGXGutms/n8uenEVt5ozUbNuDHb7F+a2Mjyxlry6cGX2gvONw9SlSsEmenpp5/rZyfCuKa+TBTapV1tM46jrYnVc1dXLz5vKWSPsQ43ofrwFMxk47nibP9k15svOb+fz3LddDulcjKWJmWpLpfWDh48fO7yuTErhdrnvokjSbnkcZOCdHKWLK4d7fS5r95x8533P37w1OEtn+Vm1Dbt0mi2OX/x4ONrF+zt+5pd2VVLUemGu2Bdqm5mXpWqx8UmkqGuZT7cP6nqIUjbzwoAAMBZZLH5WdIv/qdbPnfr01IOXoOyeR2uQboFNyuKkrmNJZf6UHMc3tPdTT4cAqhoqjJzS9kbV6vQKEjepbzRdifG1q+N44fesPS2a9/yvnde9brzz9s9aSzncZvszP6KxenbyXt5dms7i3LFreNpJPf0w9nkwWPTqeqKzZZ8GtzmNt7SuPb5krG9bf+y8txrrHE5NjN5kKWisJgor94EeenMeyudhcbjpFc6KT13wp958fCjzxw4fGTz0LGt4xvzYsnapb1L7e4VXXnp7kvO23vFRfv2r0ZljYNHr8Gq5LVWT+NXvybY3odSJakcKCXd+Uw40Uqhpi7uapqtuukx1T6dn/KbLyqx7pe7VBSqrO2iXjg1e/LQccUkaV5LatrN7KPajz1fuDy68Nzdy3E4STFIqqbiauZSO5vHja0anjhYTmxEa8YKs2hbyWOTl6y0x+zIpRfsf91qnJQ6iip5qiYUheLJq506sX7XY4e/cffxm7/3/Rc2ZpsKU4sKUU1QP5f3TRO879p+UmVFocamhCh3BVsMt3iWhk0orUzb59L7Yt+LzrzsiDl/4d99/GffeSl/DgEAwFmY17/0a9/53Hef+h/wIdOsi6GurTSX7j/nH37yA5/8wDkTaUVallrV4L3mM8W14Z1rV0JjSllhWBmtKpOiKSRFk4K/Ysqg7hjLOKtWv5UdF8iH3dNRxeTyXqrDWTbZ1myx985NZRjqyW5uKWsxoL06PyiL6j03u0o72ZCm0lx65JC++NX77vzefY89d7yLq/8DvqLgM/IaAACcZf5/ONejmSx5nh09cfLUiaNHDz9305+s/svP/OOrL1m6YFnTqS/F2I52qQ73UiqMg/ppnpU0HrlCtGCWXnlX3M45XjtrtynbjjsoB4sjYSzJXaGePkZ+e1pdMvdSU0xFNefqMTUmL8nGS2paWTOT5q7HX9LNdzzy5ZtuefKFwzUkS6vMRQMAALxm8nrLLYQ2Lu2u6g5uzI8/9sLd//4/vOWyC9/3tjdf99bLrr7i0rVWE5s3Tajep2pxlEIfVKJZiIsNIKphsWrvFU4flFJfvvX6bMhr93j6CHkLLlWFun3Y5fAe27c4uqlKRe4hWC2d3JZT2+d+3vWlPWc2m3u054+sf/e+x2+559EHnjxwdH06rUmjtezqinHkCwAAwGsmr9WOa57XXKQ0z3WztOPx8oMvdg/dcNvv3Hj71VddefGFF/3KP7j0knPOc2u8znfFNjXbybyYoV7sAnnZ1dzTNxKeOeXx7MprnZ6DMbkNR7VULfaGDEPNYyuS23Aaz/AOuYSmKX2dz/rxeJxS80Sv2x7cvPOue2++7a6XTmzEpT19GE3VzNyUW8WkMCxnBAAAwGsir+dbikGjscytjlQm8xTn81nTrE7db7r/YHv/wbvuvPnNV1x29ZWXXHfNFZf/1GglaCTFoBSyvChmU5CS3LbnkE0+bJt+xdaOsyywTx8pXyWzxTJFVVtsMTRlLVZKW1WsspqsuJWko1vdA/c+8sQTz3z+wdkzzz47nXVKkzxezdmKNaFpYpPqcJaQFdXMnw0AAIDXSF7HIqvKVbV6SGpHUlS0TqkrxdpdaTx5+NDxp4+fuvG2u5fjLR95/zW/8PffddUlu0ZRK6GONTdlKUlJcg23Zg6FPdzVZwoaluWdZSMOYTFZPlyc9rLd2iGe/krNhzUvRbGXOqmTjm3qy9986IY/+eaBl47VWl8cXVzrJI3Wci25KrWNu/ceVKtksspGagAAgNdSXptnd8mChrXIuZeKLMpNsfGqja2ppbXO+2DNvNQvfueu7z1438evf/sH33PtVZfta720sRlXG4fhOq5L8txbauSSikqVmcUgjc6mp6pKblqc/VPK4qCWWmS2mEiv1ZuUFeY1WNBMOrChh59Y//xXvnn7fY/NapPDXkspe5Kpq3KLFlXqcHZPWVwWH3Zvc6IiAADAayWvm5LdVGU1yBUXpzO6bx9hbpK8rVlVKn1N87r62LHZgS/e8fmv3nXFT13wgXe/6Zo3vfHqy/fubVVKHZlSCErBao1WhmNkvPYmUzy78tpUpFAVpRBM7qp50cG5c5nFdl0pS88f2Xr4qWduuuPJB58+/OxLJ45MVcfneTOuXZVF863t33I46+V0Sw8XrYvv/H8AAAD4a57XQT4csW6uoro9iODmWb64Il3TphTk8hC62vQ+mnbl6MlyfFYefOaxfv7gJefmz3z6vR/70DUrUX2v5RAnTTQ1QVUqFuP2luezKK+ralAcxkA8ypR7U0ieUok2xPd9L+q3P/fFW2//XhdGp0o6sqU02dW3E4WRetNoSUvLdvLUmefiR42B+HCJHAAAAK+JvK6KO6LObHEn4nDW+vCzqndSkKfFErpiJU6siSe7fGLat5a6w+v/+//zhe/e9+Q/+tlPXP2GpjGZlOd1ZD5umyC5Wzi7EjGExYR1n4u5JJXU9orTrNDqeKcvfPm23/vGvYeOHNvqR71Sn8Zr55574tgJpaLoCkV9r41p2HF8e92eV395XgMAAOC1k9dFYy1OQBkuXVfJXdXkp09OabpJNXPFqihLMikpWzUrlvI8lV6jE92ug7c//q17/uNF56x96Kev/PB1V73pwj3nrqQtqfQ2adrR2fVURa8yVa8mt6ap0kb2Z49s3Pz9x7951xNPv3D48Imtjbzq4YIwjkWhd8035mllreS5+nWL3gQ39yxpMbgtl/mZwrYzr3lIbAAAgNdKXldrJLkNBzNWmS1mrxfJV83VdLtrULGQg6rJWnkoKlOPc0+9Sl9sorirWnHvTv3w6LPPfO23fuu333P15f/45z7ynrdf87o97amunNvGs+mpGk6Kseoxps71+A9f/OyXvv7tex59bjOe0GpuVnLap65VM1Lfy0xt1Gwz912M3saa6tz7ac69RvuGi/vbCR1ktv2zpGGFCH0NAADwGslr2VyLGxilxc9hGAMu2yHZj/odWSn1w5XVdPoTNvcgK2qmNlG7tiVpdPnXDvS3/+bdl+z/4ac/+cGPfXBfL42lRpqUnGyuPFPJapcVmr42JQbbPk99+1gWmRb7tKOylOUl28qrv4KwuNh7+pyXH7cBcLjwrJB3fKBGHrxTnavO5Z23Fy6uGXsnL7IirwrBu7nHFFK7WVMfRznqoRe6z37l1tvuf+zJl9Zn4fWeRovNIdksTVXm20Mki5tFa7GZRtJIcZdOv+LwHQ+v7/xfhT8VAAAAr6m8/qsxJHFcnKYynCZjtjHdevTxJ/7zrz/z27+99J4r9r3/Pdf8rWvfcMFqWCpNE6KiglevMnl0udcUJNlw8bwOx7HYMA4eJTOlsP3B/HSMvvyN/75PNstzsJSUZCFLLhWZrFWIZiOTe65mcs/yaiG6pVJ9a15kaynFU3N7+Knnb3/wwEOPPnnvo8++cLLPcVzaXe5BXhfLv7nkDAAAQF7/ZEwuK4uLyBZkqm7mwdpx9GYzzzePHv/avRtfvOX7+5abT/2d9/7Spz5y6blKrpEpDC1e1XXTdpzkCu5yX1S6RVesCq7gpublRf/Kz+K/N7NdXqUczOWxsVSkIlWZW5IlSWm+HtrWYnRr5tU2pkVNrGNl6aa7X/y9L/zx/U8cODJVLtas7q67lqZd9SrFKC/m1VSD12It39MAAADk9U9ge6bDhuPAg7VNmefpvJt5Tl6s6lSp4/acI/38D771vYefeuGnztv9q7/8cxfvUZ7J+m7vajsej6UqVXnZvgZsstZMUqpSlZodezaGIxJf/Xn8+MS2tDhwcfgvL8mibc9hDJPOblJIsz7PippJCkvxWKfv3H74tnse+NYd9x46sZlWzulXx928n2dTL4Wo1EhF7lE5eAleyGsAAADy+idip0emiyxI7l2WBbWTaG6ezUto17Zms6lNNvpy6NFj7eOHbn3g19555cVvv+rC9177Ro3acQqNheA1yYL1i9SuvYIHi8PHWOw4WYS0tmdRTBZePTHy5+ks9opJaoZt3rWX91GKFnxxmTxspNUo9W08tpHvvuuZR5469O07H/rB88c2OivNap2cs5lNRYqtmlY5Lz6wF5Ob1+A1DktBAAAAQF7/RPzMfjmZQpCZPOTSq0ohadYpNN6O83ye00qdtI+fOnbgrmdu/LMHd8WvfOT97/onP/eBN166u7E4UVxSGz3Le6nKqylHi0FBFuS+YzBkeDtox0D2j5WluTScSxk0bEoZBrCDWTKZpI2k9Zm+ctN9f/iVbzxz4Pisptzsmmlio+Xek9SoMfmmSlawxUf2Kq+2uOiuqsg3NAAAAHn9E5b1YnXH4lgal2txh19IClFS8r66136u2MjSfO6Kayd9HtPSVp3+7s0P33jHI2+45IKrLn/99e+85O1XXrynSUsWmuCW+2BV0bxmD41kwaRa5FVyhcU4yuLy9qs/N3czc3d3r7XGGEfyKLfiyYrkcvcaZ6HpPJWoZw9u3P/IU994cuN799734ktHPY7mcY+HlOO4qFWRrEp96OZRU4XgpasWJHM3SW6qCtUbTloEAAAgr/8yeR202PLx6glok9R4X1SzW1WUXLa4bTHHmm1sKqfWTxx76uTjhx//g6/fcsnepQ+//12f/ug7LzlnNE5xYopSLv2sWpuGGxyT+TycOQryLxq6dndJIYQQgqQ4OxnTsCevVWh6jdaDbQXd/ZS+eev3bvjmLS+d2MzNSq0+nlxQFGu0ZjzKWzOTpBq8SGp92vh0GCapFouFqlAtuqyq8SD9eb0PAAAA8vrHCT5cvV5cvz4zs7EjwYOk4LUqy4K8nnkHS67Qrp3b5a3nD58axfELm+H3v3777Xff/wuf+DufvP6K2mi6pZVRY1FVylIMCqGVlx87EuLuQ1WfVs2DZ3mQu49GG65nN/Sf/tu3v/Dte7a8LaM17dvf5lnOZVakrlPTJkUpbB9mWYLczmykdqmGxWsMSWHHyYuV72kAAADy+v8z316KZ5LkNgT2mTNbJLfe2mEo27yqzkx2+lcNWZ77LIUwWe3lL85r8ObFF/oHfuNL//cNu97/tiuvfdP5b33Tpa/bO26DoqsNCrk2VmNcpPPpU2lewRbHH6rv+xijpHlYCXHp1Cw89OyhHzz3xLfveeqW+548VUd92tNXaZrluZtuKaamHdVxW2uZTzuZyc0Xo9+1t6a3RmeOwjHJfHH/pZgMAQAAIK//MsLpzrQzg9jb7S1JnsOS3KU+eg3emyvIq0lubuaKtZ+5eRxNio2GiYscbKtOp4emT331jtFXu/N3r/yLT7zrundde8VFq0UKMcYQh3sf/6L03566HoZD3P1wKV+7L3/+j7786PNHTk379Vm1pT0KCqaVUQijsrV5aGm0Mu1yv94pNUqt5AqmYHKrZq4gJbfRYo+f+/ZCvx2vODhWBgAAgLz+yxX2IjGHC7myKkk+DEtINpzpGNyLuaKKeY2uaqG6ubxpY66ln801ajVaUpZUZZPO3PN0cz7t+1O/9n/+l1uvuerTn/rEO9/6lv2708mTJ9fWVv/iT8u2Sco5P/vss//1W49+9o4DR05s9NaWPsTV1TKbxXGTpxvTOl9ubKnOate2FsO4LYpZUikKScPX5uYalmc30uKISXldHE0DAACAv4Z5HZSj5q/JL2J7QGT7PxczyqkeP/0O1VQXxzWe5lVSiKmVfFOzzZ2/Wx5NNJqckLZG5335h/1X/uM3dq/c8v53XvXeq/e97eqrXr93tKdR631SH1Q9HzFrlca9lmY2mps9f8KffuHQHY+8cNOtD7/w0pH1HGahURyZlEamvJmi1JeUkpS2JDVLkqThMEel4Z9XXI/2TWnzbPrmM+8ZagEAAGdtXteQShz9DX84ho0fO+XiqW0bTY523Y233Pud73Z547OfuP7dv/jzf/ftb1ibWNNXrbbjopSlXnr+pG78zr03/uldz794/NjU57VRGtXU5pffdmkx8M0XNw5Z5SgcAABwluZ1qDmWOY/IK/M6hGEMOlkya/paV/ed963v3nPf9+/7xIff++mf//hF+7ShJGm96J4HXvjdP7rxtnt/sNE3ndJo9dxJu9L1pdTahJdNcXhhTlprI28CjwMAADhL8/p9b/mpNBr/DX847FWjCn1Ipw9HDKpRpcy7tXFM3s83t2762k3nnrP3HW+9Yjrtf/DEkw//4MkLz9n7Dz/2kU5t8VBDyB5dZiZ7+UrqV18m/xtoqVzyun27eBwAAMBZ1ZOnO28q9Twer1J2vNEXmTSJcldri90ltVdMyq4UFrcZ5u2p6X57LbeZXjELwsSxpE5acY15LAAAwFmZ1/JeXv6mPx4/4qLydPu4xyCPsmhSKYrBVLVY3GHVa7UQFtlsYehrN9kipOtiqwl2mIVxI0UeCAAAcHbmNQAAAIC/HPZXAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAAAAAA8FrEYj4AAADgrwzDIQAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAADkNQ8BAAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAAAA5DUAAABAXgMAAADkNQAAAEBeAwAAACCvAQAAAPIaAAAAIK8BAAAAkNcAAAAAeQ0AAACQ1wAAAAB5DQAAAIC8BgAAAMhrAAAAgLwGAAAAQF4DAAAA5DUAAABAXgMAAADkNQAAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACQ1wAAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAABAXgMAAAAgrwEAAADyGgAAACCvAQAAAPIaAAAAAHkNAAAAkNcAAAAAeQ0AAACAvAYAAADIawAAAIC8BgAAAMhrAAAAAOQ1AAAAQF4DAAAA5DUAAAAA8hoAAAAgrwEAAADyGgAAACCvAQAAAJDXAAAAAHkNAAAAkNcAAAAAyGsAAACAvAYAAADIawAAAIC8BgAAAEBeAwAAAOQ1AAAAQF4DAAAAIK8BAAAA8hoAAAAgrwEAAADyGgAAAAB5DQAAAJDXAAAAAHkNAAAAgLwGAAAAyGsAAACAvAYAAADIawAAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAgrwEAAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAAgLwGAAAAyGsAAACAvAYAAABAXgMAAADkNQAAAEBeAwAAAOQ1AAAAAPIaAAAAIK8BAAAA8hoAAAAAeQ0AAACQ1wAAAAB5DQAAAJDXAAAAAMhrAAAA4K+NdNZ/hWbG04w/j7vzIAAAgL9C/y/8if+zBjp5FgAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">38<span class="ls0"> </span></div><div class="t m0 x34 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Działania operacyjne, dające <span class="_ _0"></span>efekt <span class="_ _0"></span>w <span class="_ _0"></span>krótkim horyzoncie <span class="_ _0"></span>czasowym, to <span class="_ _0"></span>przede wszystkim <span class="_ _0"></span>wyposażenie obecnie </div><div class="t m0 x34 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">użytkowanych<span class="_ _2"></span> <span class="_ _4"></span>magazynów <span class="_ _7"></span>w <span class="_ _4"></span>nowoczesn<span class="_ _2"></span>e <span class="_ _4"></span>narzędzia, <span class="_ _7"></span>co <span class="_ _4"></span>z<span class="_ _2"></span>większy <span class="_ _4"></span>efektywnoś<span class="_ _2"></span>ć <span class="_ _4"></span>procesó<span class="_ _2"></span>w <span class="_ _4"></span>logistyczn<span class="_ _2"></span>ych <span class="_ _4"></span>oraz </div><div class="t m0 x34 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">zwiększy <span class="_ _0"></span>bezpieczeństwo na <span class="_ _9"></span>s<span class="_ _2"></span>tanowiskach<span class="_ _2"></span> <span class="_ _0"></span>pracy.<span class="ff1"> </span>Automatyka <span class="_ _0"></span>ta <span class="_ _0"></span>wspierać <span class="_ _0"></span>będzie <span class="_ _0"></span>przede wszystkim <span class="_ _0"></span>najbardziej </div><div class="t m0 x34 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">czasochłonn<span class="_ _2"></span>e <span class="_ _9"></span>o<span class="_ _2"></span>peracje <span class="_ _0"></span>magazynowe, <span class="_ _0"></span>pozwalając <span class="_ _0"></span>elastycznie re<span class="_ _0"></span>agować na <span class="_ _0"></span>zmienny <span class="_ _0"></span>popyt, <span class="_ _0"></span>minimalizując <span class="_ _0"></span>koszty<span class="_ _2"></span> </div><div class="t m0 x34 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">obsługi pro<span class="_ _2"></span>cesu przy poszanowaniu środ<span class="_ _2"></span>owiska naturalnego.  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y41 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y5bb ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Inwestycje kapitał<span class="_ _2"></span>owe<span class="ff1"> </span></span></span></div><div class="t m0 x6e hc y5bc ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>Dominu<span class="_ _2"></span>jąca <span class="_ _2"></span>systematycznie <span class="_ _2"></span>wspiera <span class="_ _2"></span>ro<span class="_ _2"></span>zwój <span class="_ _2"></span>spółek <span class="_ _2"></span>za<span class="_ _2"></span>leżnych. <span class="_ _2"></span>W <span class="_ _2"></span>grudn<span class="_ _2"></span>iu <span class="_ _2"></span>2022 <span class="_ _2"></span>roku <span class="_ _2"></span>Toya <span class="_ _e"></span>S.A. <span class="_ _2"></span>wpłaciła </div><div class="t m0 x6e hc y5bd ff4 fs3 fc0 sc0 ls0 ws0">ostatnią <span class="_ _13"> </span>transzę <span class="_ _13"> </span>kapitał<span class="_ _2"></span>ową <span class="_ _7"></span>dla <span class="_ _7"> </span>s<span class="_ _2"></span>półki <span class="_ _7"> </span>Yato <span class="_ _13"> </span>Tools <span class="_ _13"> </span>(Jiaxin<span class="_ _2"></span>g) <span class="_ _7"></span>kończąc <span class="_ _13"> </span>proces <span class="_ _13"> </span>wpłaty <span class="_ _13"> </span>kapitału <span class="_ _13"> </span>dla <span class="_ _13"> </span>tej <span class="_ _7"> </span>s<span class="_ _2"></span>półki <span class="_ _7"> </span>w </div><div class="t m0 x6e hc y5be ff4 fs3 fc0 sc0 ls0 ws0">wysokości <span class="_ _19"> </span>12,5 <span class="_ _5"> </span>mln <span class="_ _19"> </span>USD. <span class="_ _5"> </span>Grup<span class="_ _2"></span>a <span class="_ _5"> </span>w <span class="_ _5"> </span>dals<span class="_ _2"></span>zym <span class="_ _5"> </span>cią<span class="ff1">gu<span class="_ _2"></span> <span class="_ _5"> </span>monitoruje <span class="_ _19"> </span>rynek <span class="_ _5"> </span>w <span class="_ _19"> </span>poszukiwaniu <span class="_ _19"> </span>atrakcyjnego <span class="_ _19"> </span>celu </span></div><div class="t m0 x6e hc y5bf ff4 fs3 fc0 sc0 ls0 ws0">akwizycyjnego, sta<span class="_ _2"></span>nowiącego wartość do<span class="_ _2"></span>daną dla akcjonarius<span class="_ _2"></span>zy.<span class="ff1"> </span></div><div class="t m0 x6 hc y3ac ff1 fs3 fc0 sc0 ls1c ws0">  <span class="ls0"> </span></div><div class="t m0 x6e hc y5a2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y402 ff3 fs3 fc0 sc0 ls0 ws0">OCENA MOŻLIWOŚCI REA<span class="_ _2"></span>LIZACJI Z<span class="_ _2"></span>AMIERZEŃ<span class="ff2"> INWE<span class="_ _2"></span>STYCYJNYCH </span></div><div class="t m0 x6 hc y3b2 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>opinii <span class="_ _22"> </span>Zarzą<span class="_ _2"></span>du <span class="_ _15"> </span>Jednostki <span class="_ _22"> </span>Dominu<span class="_ _2"></span>jącej, <span class="_ _15"> </span>nie <span class="_ _22"> </span>is<span class="_ _2"></span>tnieją <span class="_ _15"> </span>zagrożenia <span class="_ _15"> </span>realizacji <span class="_ _15"> </span>p<span class="_ _2"></span>owyżej <span class="_ _15"> </span>wskazanych <span class="_ _15"> </span><span class="ff1">zamie</span>rzeń<span class="_ _2"></span> </div><div class="t m0 x6 hc y3b3 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _2"></span><span class="ls10">. <span class="_ _e"></span></span><span class="ff4">Poza <span class="_ _e"></span>środkami <span class="_ _e"></span>genero<span class="_ _2"></span>wanymi <span class="_ _e"></span>z <span class="_ _e"></span>dzia<span class="_ _2"></span>łalności <span class="_ _e"></span>operacyjnej, <span class="_ _4"></span>Grupa <span class="_ _e"></span>posiada <span class="_ _e"></span>zabezp<span class="_ _2"></span>ieczone <span class="_ _e"></span>finansowanie </span></div><div class="t m0 x6 hc y3b4 ff4 fs3 fc0 sc0 ls0 ws0">zewnętrzne w posta<span class="_ _2"></span>ci limitów kredytowych zgod<span class="_ _2"></span>nie z umowami opisanymi w pu<span class="_ _2"></span>nkcie <span class="_ _2"></span><span class="ff1">4.9<span class="ls10">. </span> </span></div><div class="t m0 x6 ha y5c0 ff2 fs0 fc0 sc0 ls8 ws0">6.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">ZARZĄDZANIE <span class="_ _0"></span>RYZYKIEM<span class="ff2"> </span></span></span></div><div class="t m0 xd hb y5c1 ff2 fs6 fc0 sc0 ls9 ws0">6.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">PODSTAWOWE ROD<span class="_ _0"></span>ZAJE RYZYKA  </span></span></div><div class="t m0 x6 hc y5c2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y5c3 ff1 fs3 fc0 sc0 ls0 ws0">Do podstawowych <span class="_ _2"></span><span class="ff2">ryzyk finansowych<span class="_ _2"></span></span> <span class="ff4">należy zaliczy<span class="_ _2"></span>ć:</span> </div><div class="t m0 xd h1a y5c4 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ryzyko waluto<span class="_ _2"></span>we, </span></span></div><div class="t m0 xd h1a y5c5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ryzyko s<span class="_ _2"></span>topy procentowej, </span></span></div><div class="t m0 xd h1a y240 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">ryzyko u<span class="_ _2"></span>traty płynności.<span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y5c6 ff4 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> ryzyk finansowych został<span class="_ _2"></span>a zawarta w punkcie<span class="_ _2"></span><span class="ff1"> 6.2. </span></div><div class="t m0 x6 hc ybf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y3eb ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y5c7 ff1 fs3 fc0 sc0 ls0 ws0">Do podstawowych <span class="_ _2"></span><span class="ff2">ryzyk niefinansowych<span class="_ _2"></span></span> <span class="ff4">należy zaliczy<span class="_ _2"></span>ć:</span> </div><div class="t m0 xd h1a y5c8 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">ryzyko <span class="_ _2"></span>zmian <span class="_ _2"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>ytuacji <span class="_ _2"></span>makroekonomicznej, <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _2"></span>szczególnie <span class="_ _2"></span>zmian<span class="_ _2"></span>y <span class="_ _e"></span><span class="ff1">tempa <span class="_ _2"></span>wzrostu<span class="_ _2"></span> PKB, <span class="_ _2"></span>p<span class="_ _2"></span>oziomu <span class="_ _2"></span>inflacji, </span></span></span></div><div class="t m0 x34 hc y5c9 ff4 fs3 fc0 sc0 ls0 ws0">sytuacja <span class="_ _13"> </span>w <span class="_ _13"> </span>segmentach <span class="_ _13"> </span>prze<span class="_ _2"></span>mysłowym, <span class="_ _13"> </span>motoryzacy<span class="_ _2"></span>jnym, <span class="_ _13"> </span>dom <span class="_ _13"> </span>i <span class="_ _13"> </span>ogród, <span class="_ _13"> </span>budownictwa <span class="_ _8"> </span>infrastrukt<span class="_ _2"></span>uralnego <span class="_ _13"> </span>i </div><div class="t m0 x34 hc y5ca ff4 fs3 fc0 sc0 ls0 ws0">mieszkaniowego, <span class="_ _42"> </span>budowlano‐montażowym, <span class="_ _42"> </span>pozio<span class="_ _2"></span>m <span class="_ _11"> </span>in<span class="_ _2"></span>westycji <span class="_ _42"> </span>w <span class="_ _11"> </span>przeds<span class="_ _2"></span>iębiorstwach, <span class="_ _42"> </span>polityka <span class="_ _42"> </span>stóp </div><div class="t m0 x34 hc y5cb ff4 fs3 fc0 sc0 ls0 ws0">procentowych, sy<span class="_ _2"></span>tuacja budże<span class="ff1">towa, </span>czy<span class="_ _2"></span> sytuacja d<span class="_ _2"></span>ochodowa społeczeństwa,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y5cc ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ryzyko ko<span class="_ _2"></span>nkurencji, </span></span></div><div class="t m0 xd h1a y5cd ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">ryzyko związan<span class="_ _2"></span>e ze zmianami otoczenia p<span class="_ _2"></span>rawno<span class="ff1">-podat<span class="_ _2"></span>kowego. </span></span></span></div><div class="t m0 xd h1a y5ce ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">ryzyko zakłócenia <span class="_ _2"></span>łańcucha dostaw<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y44d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y529 ff4 fs3 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _2"></span> tych ryzyk została za<span class="_ _2"></span>warta w punkcie<span class="_ _2"></span><span class="ff1"> 2<span class="ff3">Błąd! Nie można o<span class="_ _2"></span>dnaleźć źródła odwołania.<span class="_ _2"></span></span>. </span></div><div class="t m0 xd hb y5cf ff2 fs6 fc0 sc0 ls9 ws0">6.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">SYSTEM ZARZĄDZA<span class="_ _0"></span>NIA RYZYKIEM <span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y5d0 ff4 fs3 fc0 sc0 ls0 ws0">Ceny <span class="_ _2"></span>zaku<span class="_ _2"></span>pu <span class="_ _2"></span>to<span class="_ _2"></span>warów <span class="_ _2"></span>sprzed<span class="_ _2"></span>awanych <span class="_ _e"></span>przez <span class="_ _2"></span>Grup<span class="_ _2"></span>ę, <span class="_ _2"></span>ulegaj<span class="_ _2"></span>ą <span class="_ _2"></span>wahan<span class="_ _2"></span>iom <span class="_ _2"></span>w <span class="_ _e"></span>szczególności <span class="_ _e"></span>ze <span class="_ _e"></span>względu <span class="_ _e"></span>na <span class="_ _e"></span>zmieniające <span class="_ _2"></span>s<span class="_ _2"></span>ię </div><div class="t m0 x6 hc y5d1 ff4 fs3 fc0 sc0 ls0 ws0">koszty  wytworzenia  nabywan<span class="_ _2"></span>ych  towarów  (w  tym  ceny  surowców)  ponoszone  przez  ich  producentów,  będących </div><div class="t m0 x6 hc y5d2 ff1 fs3 fc0 sc0 ls0 ws0">dostawcami <span class="_ _4"></span>Gru<span class="_ _2"></span>py. <span class="_ _4"></span>Ponad<span class="_ _2"></span>to, <span class="_ _4"></span>cena <span class="_ _7"></span>zakupu <span class="_ _4"></span>towar<span class="_ _2"></span><span class="ff4">ów <span class="_ _4"></span>jest <span class="_ _7"></span>uzależniona <span class="_ _4"></span>od <span class="_ _7"></span>kursów <span class="_ _4"></span>USD/PLN <span class="_ _7"></span>oraz <span class="_ _4"></span>CNY/PLN. <span class="_ _4"></span>Czyn<span class="_ _2"></span>niki <span class="_ _4"></span>te </span></div><div class="t m0 x6 hc y5d3 ff4 fs3 fc0 sc0 ls0 ws0">mają <span class="_ _2"></span>wpływ <span class="_ _2"></span>na <span class="_ _e"></span>wysokość <span class="_ _2"></span>real<span class="_ _2"></span>izowanych <span class="_ _2"></span>marż. <span class="_ _2"></span>Ab<span class="_ _2"></span>y <span class="_ _2"></span>zminimalizo<span class="_ _2"></span>wać <span class="_ _2"></span>negatywny <span class="_ _2"></span>wpł<span class="_ _2"></span>yw <span class="_ _2"></span>wahań <span class="_ _e"></span>cen <span class="_ _2"></span>zakupu <span class="_ _2"></span>to<span class="_ _2"></span>warów <span class="_ _2"></span>na </div></div><a class="l" href="#pf21" ><span class="d m1" style="border-style:none;position:absolute;left:806.080000px;bottom:1016.540000px;width:17.160000px;height:16.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf26" ><span class="d m1" style="border-style:none;position:absolute;left:615.520000px;bottom:683.860000px;width:17.160000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf6" ><span class="d m1" style="border-style:none;position:absolute;left:548.260000px;bottom:360.200000px;width:9.570000px;height:18.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">39<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">wynik <span class="_ _13"> </span>finans<span class="_ _2"></span>owy, <span class="_ _13"> </span>Grupa <span class="_ _8"> </span>negocjuje <span class="_ _13"> </span>ko<span class="_ _2"></span>ntrakty <span class="_ _13"> </span>o<span class="_ _2"></span> <span class="_ _13"> </span>stosunkowo <span class="_ _13"> </span>d<span class="_ _2"></span>użej <span class="_ _13"> </span>wartości <span class="_ _8"> </span>oraz <span class="_ _13"> </span>wybi<span class="_ _2"></span>era <span class="_ _13"> </span>producentó<span class="_ _2"></span>w <span class="_ _13"> </span>oferujących </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">konkurencyjne <span class="_ _4"></span>ceny <span class="_ _4"></span>oraz <span class="_ _4"></span>warunki <span class="_ _4"></span>han<span class="_ _2"></span>dlowe. <span class="_ _e"></span>Grupa <span class="_ _4"></span>nie <span class="_ _4"></span>sto<span class="_ _2"></span>suje <span class="_ _e"></span>in<span class="_ _2"></span>strumentów <span class="_ _4"></span>finansowych <span class="_ _4"></span>zabezp<span class="_ _2"></span>ieczających <span class="_ _e"></span>ry<span class="_ _2"></span>zyko </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">zmian cen zakup<span class="_ _2"></span>u towarów w wyniku z<span class="_ _2"></span>mia<span class="ff1">n kurs<span class="_ _2"></span>u walut. </span></div><div class="t m0 x6 hc y301 ff1 fs3 fc0 sc0 ls0 ws0">C<span class="ff4">zęść  przychodów  ze <span class="_ _13"> </span>sprzed<span class="_ _2"></span>aży  Grupy <span class="_ _8"> </span>jest  realizowana <span class="_ _8"> </span>przez  działalność  eksportową, <span class="_ _8"> </span>według  cen  określonych <span class="_ _8"> </span>w </span></div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">walutach <span class="_ _7"> </span>ob<span class="_ _2"></span>cych, <span class="_ _7"> </span>w <span class="_ _7"> </span>związk<span class="_ _2"></span>u <span class="_ _7"></span>z <span class="_ _7"> </span>czym <span class="_ _13"> </span>w <span class="_ _7"></span>Grupie <span class="_ _7"> </span>częścio<span class="_ _2"></span>wo <span class="_ _7"> </span>występu<span class="_ _2"></span>je <span class="_ _7"></span>hedging <span class="_ _7"> </span>n<span class="_ _2"></span>aturalny. <span class="_ _7"></span>Istn<span class="_ _2"></span>ieje <span class="_ _7"></span>jednak <span class="_ _7"> </span>ryzy<span class="_ _2"></span>ko, <span class="_ _7"></span>iż <span class="_ _7"> </span>w </div><div class="t m0 x6 hc y5d5 ff4 fs3 fc0 sc0 ls0 ws0">przyszłości wahan<span class="_ _2"></span>ia kursów walut mogą <span class="_ _2"></span>mieć przejściowy<span class="_ _2"></span> negatywny wpływ na <span class="_ _2"></span>wyniki finansowe Grupy<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d6 ff4 fs3 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _8"> </span>kredytowe <span class="_ _8"> </span>klientów  nie <span class="_ _13"> </span>jest <span class="_ _8"> </span>istotn<span class="_ _2"></span>e <span class="_ _13"> </span>z <span class="_ _8"> </span>uwagi <span class="_ _8"> </span>na <span class="_ _8"> </span>duże <span class="_ _8"> </span>rozpros<span class="_ _2"></span>zenie <span class="_ _13"> </span>odb<span class="_ _2"></span>iorców. <span class="_ _13"> </span>W  ce<span class="_ _0"></span>lu <span class="_ _8"> </span>ograniczenia  ryzyka </div><div class="t m0 x6 hc y5d7 ff4 fs3 fc0 sc0 ls0 ws0">przeterminowanych <span class="_ _1b"> </span>należno<span class="_ _2"></span>ści  klientów  Grup<span class="_ _2"></span>a  okresowo <span class="_ _1b"> </span>bada <span class="_ _1b"> </span>zdolność  kr<span class="_ _2"></span>edytową  kontrahentó<span class="_ _2"></span>w  oraz <span class="_ _1b"> </span>prowadzi </div><div class="t m0 x6 hc y5d8 ff4 fs3 fc0 sc0 ls0 ws0">systematyczny<span class="_ _2"></span> <span class="_ _19"> </span>monitoring <span class="_ _19"> </span>(wewnętrzn<span class="_ _2"></span>y <span class="_ _19"> </span>oraz <span class="_ _14"> </span>zewnętrzn<span class="_ _2"></span>y) <span class="_ _19"> </span>należnych <span class="_ _14"> </span>sald. <span class="_ _19"> </span>Limity <span class="_ _14"> </span>kredytowe <span class="_ _19"> </span>dla <span class="_ _19"> </span>pos<span class="_ _2"></span>zczególnych </div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">kontrahentów s<span class="_ _2"></span>ą ustalane przez Zarząd. W s<span class="_ _2"></span>tosunku do klientów, którzy systematy<span class="_ _2"></span>cznie przekraczają terminy płatno<span class="_ _2"></span>ści </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">stosowana <span class="_ _4"></span>jest <span class="_ _4"></span>odpo<span class="_ _2"></span>wiednia <span class="_ _e"></span>procedu<span class="_ _2"></span>ra <span class="_ _e"></span>windyka<span class="_ _2"></span>cyjna <span class="_ _4"></span>i <span class="_ _e"></span>ogran<span class="_ _2"></span>iczenia <span class="_ _e"></span>w <span class="_ _4"></span>możliwośc<span class="_ _e"></span>i <span class="_ _e"></span>n<span class="_ _2"></span>abywania <span class="_ _4"></span>towarów <span class="_ _4"></span>od <span class="_ _4"></span>Grupy. <span class="_ _4"></span>W </div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">celu <span class="_ _9"></span>mini<span class="_ _2"></span>malizacji <span class="_ _9"></span>ryzy<span class="_ _2"></span>ka <span class="_ _9"></span>Jedn<span class="_ _2"></span>ostka <span class="_ _0"></span>Dominująca <span class="_ _0"></span>zawiera <span class="_ _9"></span>także <span class="_ _0"></span>umowy <span class="_ _0"></span>ubezpieczenia <span class="_ _0"></span>należnoś<span class="_ _2"></span>ci <span class="_ _9"></span>przez <span class="_ _0"></span>jedną <span class="_ _0"></span>z <span class="_ _9"></span>wiodący<span class="_ _2"></span>ch </div><div class="t m0 x6 hc y5dc ff1 fs3 fc0 sc0 ls0 ws0">instytucji fina<span class="_ _2"></span>nsowych. </div><div class="t m0 x6 hc y5dd ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>uwagi <span class="_ _2"></span>na <span class="_ _2"></span>s<span class="_ _2"></span>pecyfikę <span class="_ _2"></span>prowadzonej <span class="_ _2"></span>d<span class="_ _2"></span>ziałalności <span class="_ _2"></span>Grupa <span class="_ _2"></span>wykazuje <span class="_ _2"></span>za<span class="_ _2"></span>potrzebowanie <span class="_ _2"></span>na <span class="_ _2"></span>kap<span class="_ _2"></span>itał <span class="_ _2"></span>obrotowy <span class="_ _2"></span>zabezpieczający </div><div class="t m0 x6 hc y205 ff4 fs3 fc0 sc0 ls0 ws0">rozliczenia <span class="_ _e"></span>z <span class="_ _4"></span>dostawcami <span class="_ _e"></span>przed<span class="_ _2"></span> <span class="_ _e"></span>otrzymaniem <span class="_ _e"></span>zap<span class="_ _2"></span>łaty <span class="_ _e"></span>od <span class="_ _e"></span>odbiorców <span class="_ _e"></span>towarów <span class="_ _4"></span>w <span class="_ _e"></span>zamian <span class="_ _e"></span>za<span class="_ _2"></span> <span class="_ _e"></span>korzystne <span class="_ _e"></span>waru<span class="_ _2"></span>nki <span class="_ _e"></span>zakupu. </div><div class="t m0 x6 hc y334 ff4 fs3 fc0 sc0 ls0 ws0">Niezbędny <span class="_ _0"></span>kapitał <span class="_ _0"></span>zapewniany <span class="_ _9"></span>jest<span class="_ _2"></span><span class="ff1"> <span class="_ _0"></span><span class="ff4">m.in. <span class="_ _9"></span>poprzez z<span class="_ _0"></span>awarte <span class="_ _9"></span>kró<span class="_ _2"></span>tkoterminowe <span class="_ _9"></span>u<span class="_ _2"></span>mowy <span class="_ _9"></span>kredytowe <span class="_ _0"></span>na <span class="_ _0"></span>finansowanie <span class="_ _0"></span>majątku </span></span></div><div class="t m0 x6 hc y5de ff4 fs3 fc0 sc0 ls0 ws0">obrotowego. <span class="_ _4"></span>W <span class="_ _4"></span>celu <span class="_ _e"></span>d<span class="_ _2"></span>ywersyfikacji <span class="_ _4"></span>kredytodawcó<span class="_ _2"></span>w, <span class="_ _e"></span>Jedn<span class="_ _2"></span>ostka <span class="_ _4"></span>Dominująca <span class="_ _4"></span>korzysta<span class="_ _2"></span> <span class="_ _e"></span>z <span class="_ _4"></span>kilku <span class="_ _4"></span>banków, <span class="_ _4"></span>które <span class="_ _4"></span>posiadają </div><div class="t m0 x6 hc y5df ff4 fs3 fc0 sc0 ls0 ws0">ratingi <span class="_ _18"> </span>o <span class="_ _1c"> </span>wysokiej <span class="_ _1c"> </span>wiarygodnoś<span class="_ _2"></span>ci. <span class="_ _18"> </span>Oprocentowanie <span class="_ _1c"> </span>kredytów <span class="_ _1c"> </span>oparte <span class="_ _18"> </span>j<span class="_ _e"></span>est <span class="_ _18"> </span>o <span class="_ _1c"> </span>stopę <span class="_ _1c"> </span>WIBOR. <span class="_ _1c"> </span>Grupa <span class="_ _1c"> </span>nie <span class="_ _18"> </span>stosu<span class="_ _2"></span>je </div><div class="t m0 x6 hc y5e0 ff4 fs3 fc0 sc0 ls0 ws0">instrumentów zabezp<span class="_ _2"></span>ieczających ryzyko<span class="_ _2"></span> zmian stóp procentowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5e1 ff4 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _7"></span>Dominująca <span class="_ _7"> </span>pos<span class="_ _2"></span>iada <span class="_ _4"></span>dob<span class="_ _2"></span>re <span class="_ _4"></span>relacj<span class="_ _2"></span>e <span class="_ _4"></span>z <span class="_ _7"></span>banka<span class="_ _2"></span>mi <span class="_ _4"></span>i <span class="_ _7"> </span>nie <span class="_ _7"></span>miała <span class="_ _7"></span>dotychczas <span class="_ _7"></span>problemu <span class="_ _7"></span>z <span class="_ _7"></span>odnawianiem <span class="_ _7"></span>kredytów.<span class="_ _2"></span> </div><div class="t m0 x6 hc y5e2 ff4 fs3 fc0 sc0 ls0 ws0">Dlatego też Zarząd J<span class="_ _2"></span>ednostki Dominującej uważa, że ry<span class="_ _2"></span>zyko związane z krótk<span class="_ _2"></span>oterminowym zadłu<span class="_ _2"></span>żeniem jest niewielkie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1e7 ff4 fs3 fc0 sc0 ls0 ws0">Zdaniem <span class="_ _0"></span>Zarządu Jednostki <span class="_ _0"></span>Dominującej <span class="_ _0"></span>płynnoś<span class="_ _2"></span>ć <span class="_ _9"></span>Grup<span class="_ _2"></span>y <span class="_ _0"></span>jest <span class="_ _9"></span>za<span class="_ _2"></span>bezpieczona w<span class="_ _0"></span> <span class="_ _0"></span>dającej <span class="_ _0"></span>się <span class="_ _0"></span>przewidzie<span class="_ _2"></span>ć <span class="_ _0"></span>przyszłości. Grupa </div><div class="t m0 x6 hc y5e3 ff4 fs3 fc0 sc0 ls0 ws0">prowadzi <span class="_ _4"></span>rygory<span class="_ _2"></span>styczną <span class="_ _4"></span>politykę <span class="_ _4"></span>zarządzan<span class="_ _2"></span>ia <span class="_ _4"></span>ryzykiem <span class="_ _4"></span>utraty <span class="_ _4"></span>płynności, <span class="_ _4"></span>p<span class="_ _2"></span>olegającą <span class="_ _4"></span>na <span class="_ _4"></span>utrzymywaniu <span class="_ _4"></span>od<span class="_ _2"></span>powiedniego </div><div class="t m0 x6 hc y5e4 ff4 fs3 fc0 sc0 ls0 ws0">poziomu <span class="_ _1b"> </span>środ<span class="_ _2"></span>ków  p<span class="_ _2"></span>ieniężnych<span class="ff1"> <span class="_ _1b"> </span></span>oraz <span class="_ _1b"> </span>zapewnieniu <span class="_ _1b"> </span>możliwoś<span class="_ _2"></span>ci  wyko<span class="_ _2"></span>rzystania <span class="_ _1b"> </span>uruchomionych <span class="_ _1b"> </span>limitów <span class="_ _1b"> </span>kredyto<span class="_ _2"></span>wych. </div><div class="t m0 x6 hc y1ea ff4 fs3 fc0 sc0 ls0 ws0">Jednostka  Dominująca <span class="_ _13"> </span>monitoruje <span class="_ _8"> </span>poziom <span class="_ _8"> </span>zobo<span class="_ _2"></span>wiązań <span class="_ _13"> </span>kr<span class="_ _2"></span>ótkoterminowych <span class="_ _8"> </span>oraz <span class="_ _8"> </span>majątku<span class="_ _2"></span> <span class="_ _13"> </span>ob<span class="_ _2"></span>rotowego <span class="_ _13"> </span>oraz  bieżące </div><div class="t m0 x6 hc y5e5 ff4 fs3 fc0 sc0 ls0 ws0">przepływy śro<span class="_ _2"></span>dków pieniężnych Spółki i Grup<span class="_ _2"></span>y. <span class="ff1"> </span></div><div class="t m0 x6 hc y5e6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5e7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3c1 ff1 fs3 fc0 sc0 ls0 ws0"> <span class="_ _2b"> </span> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x2 y5e8 w3 h83" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">40<span class="ls0"> </span></div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">7.<span class="ff6 ls0"> <span class="_ _1e"> </span><span class="ff3">SPRAWOZDANIE <span class="_ _43"> </span>ZRÓWNOWA<span class="_ _0"></span>ŻONEGO <span class="_ _43"> </span>ROZWOJU </span></span></div><div class="t m0 xbc h23 y15b ff2 fs0 fc0 sc0 ls0 ws0">GRUPY TOYA  </div><div class="t m0 xd hb y15c ff2 fs6 fc0 sc0 ls9 ws0">7.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ESRS 2 <span class="ff3">OGÓLNE U<span class="_ _0"></span>JAWNIENIE<span class="ff2"> INFORMA<span class="_ _0"></span>CJI </span></span></span></span></div><div class="t m0 x6 h6 y5e9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5ea ff4 fs3 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _2"></span>spra<span class="_ _2"></span>wozdanie <span class="_ _2"></span>dotyczące <span class="_ _2"></span>Grupy<span class="_ _2"></span> <span class="_ _2"></span>TOYA <span class="_ _2"></span>zos<span class="_ _2"></span>tało <span class="_ _2"></span>przygot<span class="_ _2"></span>owane <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z <span class="_ _e"></span>artykułem <span class="_ _2"></span>63x<span class="_ _2"></span> <span class="_ _2"></span> <span class="_ _2"></span>w <span class="_ _2"></span>rozd<span class="_ _2"></span>ziale <span class="_ _2"></span>6c <span class="_ _2"></span>Usta<span class="_ _2"></span>wy <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5eb ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _2"></span>dn<span class="_ _2"></span>ia <span class="_ _2"></span>29 <span class="_ _e"></span>września <span class="_ _2"></span>19<span class="_ _2"></span>94 <span class="_ _2"></span>roku<span class="_ _2"></span> <span class="_ _2"></span>o <span class="_ _e"></span>rachunko<span class="_ _2"></span>wości <span class="_ _2"></span>oraz <span class="_ _e"></span>Rozporządzen<span class="_ _2"></span>ia <span class="_ _2"></span>Parlamentu <span class="_ _e"></span>Europejs<span class="_ _2"></span>kiego <span class="_ _2"></span> <span class="_ _e"></span>i <span class="_ _2"></span>Rady <span class="_ _e"></span>(UE) <span class="_ _2"></span>2<span class="_ _2"></span>020/852 <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5ec ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _14"> </span>dnia <span class="_ _14"> </span>18 <span class="_ _19"> </span>czerwca <span class="_ _14"> </span>2020 <span class="_ _14"> </span>roku <span class="_ _14"> </span>w <span class="_ _14"> </span>sprawie <span class="_ _19"> </span>us<span class="_ _2"></span>tanowienia <span class="_ _14"> </span>ram <span class="_ _14"> </span>ułatwiających <span class="_ _14"> </span> <span class="_ _19"> </span>zrównoważone <span class="_ _14"> </span> <span class="_ _14"> </span>inwestycje <span class="_ _14"> </span> <span class="_ _14"> </span>wraz  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5ed ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _e"></span>Rozporzą<span class="_ _2"></span>dzeniami <span class="_ _e"></span> <span class="_ _e"></span>Delegowan<span class="_ _2"></span>ymi <span class="_ _e"></span> <span class="_ _e"></span>Komisji <span class="_ _4"></span> <span class="_ _e"></span>(UE) <span class="_ _e"></span> <span class="_ _e"></span>2021/2139 <span class="_ _4"></span> <span class="_ _e"></span>z <span class="_ _e"></span>dn<span class="_ _2"></span>ia <span class="_ _e"></span>4 <span class="_ _e"></span>czerwca <span class="_ _e"></span>2021 <span class="_ _e"></span>roku<span class="_ _2"></span>, <span class="_ _e"></span>2021/2178 <span class="_ _e"></span>z <span class="_ _e"></span>d<span class="_ _2"></span>nia <span class="_ _e"></span>6 <span class="_ _e"></span>lipca </div><div class="t m0 x6 hc y5ee ff4 fs3 fc0 sc0 ls0 ws0">2021 <span class="_ _4"></span>roku <span class="_ _4"></span>i <span class="_ _4"></span>2022/1214 <span class="_ _4"></span>z <span class="_ _4"></span>dnia <span class="_ _7"></span>9 <span class="_ _e"></span>marca <span class="_ _7"></span>2022 <span class="_ _e"></span>roku<span class="_ _2"></span>, <span class="_ _4"></span>biorąc <span class="_ _e"></span>również <span class="_ _4"></span>p<span class="_ _2"></span>od <span class="_ _4"></span>uwa<span class="_ _2"></span>gę <span class="_ _4"></span>obowiązujące <span class="_ _4"></span>od<span class="_ _2"></span> <span class="_ _4"></span>1 <span class="_ _e"></span>s<span class="_ _2"></span>tycznia <span class="_ _4"></span>2024 <span class="_ _4"></span>roku  </div><div class="t m0 x6 hc y28b ff4 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _e"></span>Delegowane <span class="_ _e"></span>Komisji <span class="_ _2"></span>(UE) <span class="_ _e"></span>2023/2772 <span class="_ _e"></span>z <span class="_ _e"></span>dnia <span class="_ _e"></span>31 <span class="_ _2"></span>lipca <span class="_ _e"></span>2023 <span class="_ _2"></span>roku <span class="_ _e"></span>uzupełn<span class="_ _2"></span>iające <span class="_ _2"></span> <span class="_ _2"></span>dy<span class="_ _2"></span>rektywę <span class="_ _2"></span> <span class="_ _2"></span>Pa<span class="_ _2"></span>rlamentu  </div><div class="t m0 x6 hc y5ef ff4 fs3 fc0 sc0 ls0 ws0">Europejskiego   <span class="_ _13"> </span>i <span class="_ _13"> </span>  Rady <span class="_ _13"> </span>2013/34/UE  w <span class="_ _13"> </span>odniesieniu  do <span class="_ _13"> </span>stand<span class="_ _2"></span>ardów <span class="_ _13"> </span>s<span class="_ _2"></span>prawozdawczości <span class="_ _8"> </span>w <span class="_ _8"> </span>zakresie <span class="_ _8"> </span>zrównoważ<span class="_ _2"></span>one<span class="_ _2"></span><span class="ff1">go </span></div><div class="t m0 x6 hc y5f0 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju. </div><div class="t m0 x6 hc y5f1 ff1 fs3 fc0 sc0 ls0 ws0">Dokument  przygotowano <span class="_ _8"> </span>w  postaci  skonsolidowanej,  a <span class="_ _13"> </span>zakres  konsolidacji <span class="_ _8"> </span>dany<span class="_ _2"></span>ch <span class="_ _8"> </span>jest <span class="_ _8"> </span>taki  sam <span class="_ _8"> </span>jak  w <span class="_ _13"> </span>przyp<span class="_ _2"></span>adku </div><div class="t m0 x6 hc y30e ff4 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego <span class="_ _8"> </span>sprawozdania  finansowego. <span class="_ _8"> </span>Dane,  wskaźniki  i <span class="_ _13"> </span>stwierdzenia  zawarte <span class="_ _8"> </span>w  raporcie <span class="_ _8"> </span>odnoszą<span class="_ _2"></span> <span class="_ _8"> </span>się <span class="_ _8"> </span>do<span class="_ _2"></span> </div><div class="t m0 x6 hc y5f2 ff4 fs3 fc0 sc0 ls0 ws0">jednostki do<span class="_ _2"></span>minującej TOYA S.A. oraz Gru<span class="_ _2"></span>py Kapitało<span class="_ _2"></span>wej TOYA.<span class="ff1"> </span></div><div class="t m0 x6 hc y310 ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _13"> </span>d<span class="_ _2"></span>otyczące <span class="_ _13"> </span>zrównoważon<span class="_ _2"></span>ego <span class="_ _13"> </span>rozwoju <span class="_ _8"> </span>Grupy <span class="_ _8"> </span>TOYA <span class="_ _13"> </span>za <span class="_ _8"> </span>rok <span class="_ _13"> </span>2024 <span class="_ _8"> </span>ma <span class="_ _13"> </span>za<span class="_ _2"></span>stosowanie <span class="_ _13"> </span>d<span class="_ _2"></span>o <span class="_ _13"> </span>organizacji <span class="_ _8"> </span>oraz </div><div class="t m0 x6 hc y5f3 ff4 fs3 fc0 sc0 ls0 ws0">łańcucha <span class="_ _e"></span>wartości <span class="_ _e"></span>w <span class="_ _2"></span>przypadku <span class="_ _e"></span>opisu <span class="_ _2"></span>istotn<span class="_ _2"></span>ych <span class="_ _2"></span>wpływów, <span class="_ _2"></span>ryzy<span class="_ _2"></span>k <span class="_ _2"></span>i <span class="_ _2"></span>sza<span class="_ _2"></span>ns, <span class="_ _2"></span>aby <span class="_ _2"></span>lepiej <span class="_ _e"></span>je <span class="_ _2"></span>zrozumieć. <span class="_ _e"></span>Grupa <span class="_ _2"></span>przy<span class="_ _2"></span>gotowując </div><div class="t m0 x6 hc y5f4 ff4 fs3 fc0 sc0 ls0 ws0">dokument <span class="_ _1b"> </span>nie  sko<span class="_ _2"></span>rzystała <span class="_ _1b"> </span>z  możliwośc<span class="_ _2"></span>i  p<span class="_ _2"></span>ominięcia <span class="_ _1b"> </span>informacji <span class="_ _1b"> </span>dotyczącej <span class="_ _1b"> </span>włas<span class="_ _2"></span>ności  intelektu<span class="_ _2"></span>alnej,  know<span class="_ _2"></span><span class="ff1">-ho<span class="_ _2"></span>w  lub </span></div><div class="t m0 x6 hc y5f5 ff4 fs3 fc0 sc0 ls0 ws0">wyników innowacji.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y107 ff4 fs3 fc0 sc0 ls0 ws0">Przygotowując sprawozdan<span class="_ _2"></span>ie dotyczące zrównoważonego rozwoju Grupa Kapitałowa TOYA, co do zasady, nie odstąpiła </div><div class="t m0 x6 hc y5f6 ff4 fs3 fc0 sc0 ls0 ws0">od  określonych <span class="_ _13"> </span>w  standardzie <span class="_ _13"> </span>ESRS  1 <span class="_ _13"> </span>d<span class="_ _2"></span>efinicji <span class="_ _13"> </span>p<span class="_ _2"></span>ojęć <span class="_ _8"> </span>krótko<span class="_ _2"></span><span class="ff1">-</span>,  średnio<span class="ff1">- <span class="_ _8"> </span></span>i <span class="_ _8"> </span>długoterminowych  perspektyw <span class="_ _8"> </span>czasowych </div><div class="t m0 x6 hc y56f ff4 fs3 fc0 sc0 ls0 ws0">przyjmując <span class="_ _4"></span>1 <span class="_ _e"></span>rok <span class="_ _e"></span>za<span class="_ _2"></span> <span class="_ _e"></span>perspektywę <span class="_ _e"></span>kró<span class="_ _2"></span>tkoterminową, <span class="_ _4"></span>5 <span class="_ _e"></span>lat <span class="_ _e"></span>ja<span class="_ _2"></span>ko <span class="_ _e"></span>średnioterminową <span class="_ _4"></span>i <span class="_ _e"></span>czas <span class="_ _4"></span>powyżej <span class="_ _e"></span>5 <span class="_ _e"></span>lat<span class="_ _2"></span> <span class="_ _e"></span>za <span class="_ _e"></span>pers<span class="_ _2"></span>pektywę </div><div class="t m0 x6 hc y5f7 ff4 fs3 fc0 sc0 ls0 ws0">długoterminową.<span class="ff1"> <span class="_ _7"></span></span>Natomiast <span class="_ _7"></span>w <span class="_ _4"></span>przy<span class="_ _2"></span>padku <span class="_ _7"></span>oceny <span class="_ _4"></span>ryzyk <span class="_ _7"></span>klimatycznych <span class="_ _7"></span>(fizycznych <span class="_ _4"></span>i <span class="_ _7"></span>przejścia) <span class="_ _7"></span>i <span class="_ _4"></span>analizy <span class="_ _7"></span>scenariuszowej </div><div class="t m0 x6 hc y5f8 ff4 fs3 fc0 sc0 ls0 ws0">zastosowan<span class="_ _2"></span>o <span class="_ _2"></span>inne <span class="_ _e"></span>perspektywy <span class="_ _e"></span>średn<span class="_ _2"></span>ioterminowe <span class="_ _e"></span>i <span class="_ _2"></span>d<span class="_ _2"></span>ługoterminowe <span class="_ _4"></span>–<span class="ff1"> <span class="_ _e"></span>odpowiednio <span class="_ _e"></span>do <span class="_ _e"></span>2040 <span class="_ _e"></span>roku <span class="_ _e"></span>i <span class="_ _e"></span>do <span class="_ _e"></span>2050 <span class="_ _e"></span>roku, <span class="_ _e"></span>co </span></div><div class="t m0 x6 hc y5f9 ff4 fs3 fc0 sc0 ls0 ws0">jest spójn<span class="_ _2"></span>e z przyjętym w Unii Europ<span class="_ _2"></span>ejskiej celem dekarbonizacyjn<span class="_ _2"></span>ym do 2050 roku. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5fa ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _5"> </span>TOYA <span class="_ _19"> </span>zdecydował<span class="_ _2"></span>a <span class="_ _5"> </span>się <span class="_ _5"> </span>za<span class="_ _2"></span>prezentować <span class="_ _19"> </span>poniższe <span class="_ _19"> </span>ujawnienia <span class="_ _5"> </span>w <span class="_ _19"> </span>innych <span class="_ _19"> </span>częściach <span class="_ _19"> </span>sprawozdan<span class="_ _2"></span>ia <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5fb ff4 fs3 fc0 sc0 ls0 ws0">z działalnoś<span class="_ _2"></span>ci Spółki i Grupy TOYA:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5fc ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y5ca w82 h55"><div class="t m0 x17 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie  </div></div><div class="c x93 y5ca w82 h55"><div class="t m0 x17 hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">Miejsce w sprawo<span class="_ _0"></span>zdaniu z działal<span class="_ _0"></span>ności Spółki i Grup<span class="_ _0"></span>y TOYA<span class="ff2"> </span></div></div><div class="c x6 y6b w82 h84"><div class="t m0 x17 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">(ESRS 2 GOV-1) 21a-d<span class="_ _0"></span> </div></div><div class="c x93 y6b w82 h84"><div class="t m0 x17 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">Pkt. 8.8 <span class="ff4">(oświadc<span class="_ _0"></span>zenie dot. ładu k<span class="_ _0"></span>orporacyjnego)<span class="ff1"> </span></span></div></div><div class="c x6 y5fd w82 h84"><div class="t m0 x17 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">(ESRS2 GOV-3) 27<span class="_ _0"></span> </div></div><div class="c x93 y5fd w82 h84"><div class="t m0 x17 h11 y570 ff4 fs7 fc0 sc0 ls0 ws0">Pkt. 8.8 (oświadc<span class="_ _0"></span>zenie dot. ładu <span class="_ _0"></span>korporacyjnego)<span class="ff1"> </span></div></div><div class="c x6 y5fe w82 h84"><div class="t m0 x17 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">(G1) 5b </div></div><div class="c x93 y5fe w82 h84"><div class="t m0 x17 h11 y570 ff4 fs7 fc0 sc0 ls0 ws0">Pkt. 8.8 (oświadc<span class="_ _0"></span>zenie dot. ładu <span class="_ _0"></span>korporacyjnego)<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y24d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5ff ff4 fs3 fc0 sc0 ls0 ws0">Niniejsze <span class="_ _4"></span>sprawozdanie <span class="_ _4"></span>zrówn<span class="_ _2"></span>oważonego <span class="_ _e"></span>ro<span class="_ _2"></span>zwoju <span class="_ _e"></span>jes<span class="_ _2"></span>t <span class="_ _e"></span>pie<span class="_ _2"></span>rwszym <span class="_ _e"></span>s<span class="_ _2"></span>porządzonym <span class="_ _4"></span>zgodnie <span class="_ _4"></span>z <span class="_ _7"></span><span class="ff1">standard<span class="_ _2"></span>em <span class="_ _e"></span>ESRS. <span class="_ _4"></span>Z <span class="_ _4"></span>tego<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y600 ff4 fs3 fc0 sc0 ls0 ws0">względu <span class="_ _e"></span>nie <span class="_ _e"></span>są <span class="_ _e"></span>zgłas<span class="_ _2"></span>zane <span class="_ _e"></span>żadne <span class="_ _e"></span>zmiany <span class="_ _4"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>posobie <span class="_ _e"></span>przygotowania <span class="_ _e"></span>lu<span class="_ _2"></span>b <span class="_ _e"></span>prezentacji <span class="_ _e"></span>informacji <span class="_ _e"></span>an<span class="_ _2"></span>i <span class="_ _2"></span>b<span class="_ _2"></span>łędy <span class="_ _e"></span>z <span class="_ _e"></span>poprzednich<span class="_ _2"></span> </div><div class="t m0 x6 hc y1b7 ff4 fs3 fc0 sc0 ls0 ws0">okresów sprawozdawczy<span class="_ _2"></span>ch.<span class="ff1"> </span></div><div class="t m0 x6 hc y601 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y41b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1ba ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w0 h0" ><div class="pc pc29 w0 h0"><img class="bi x2 y602 w3 h85" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">41<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">7.1.1.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Zarządzanie </span></span> </div><div class="t m0 x6 hc y603 ff4 fs3 fc0 sc0 ls0 ws0">Grupę Kapitałową TOYA tworz<span class="_ _2"></span>ą cztery spó<span class="_ _2"></span>łki:<span class="ff1"> </span></div><div class="t m0 xf h1a y604 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">TOYA S.A. <span class="_ _0"></span><span class="ff4">–<span class="ff1"> <span class="_ _0"></span><span class="ff4">jednostka dominująca spełniająca <span class="_ _0"></span>kryteria zobo<span class="_ _0"></span>wiązujące do <span class="_ _0"></span>sprawozdawczości zrównoważonego </span></span></span></span></span></div><div class="t m0 x112 hc y605 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju </div><div class="t m0 xf h1a y606 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">TOYA Romania S.A.<span class="_ _2"></span> </span></span></div><div class="t m0 xf h1a y607 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">YATO Tools (Shanghai) Co<span class="_ _2"></span>., Ltd.<span class="_ _2"></span> </span></span></div><div class="t m0 xf h1a y4d3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">YATO Tools (Jiaxing) Co.,<span class="_ _2"></span> Ltd.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc y608 ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _e"></span>ze <span class="_ _4"></span>statutem <span class="_ _e"></span>Zarzą<span class="_ _2"></span>d <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.<span class="_ _2"></span>A. <span class="_ _e"></span>skład<span class="_ _2"></span>a <span class="_ _e"></span>się <span class="_ _e"></span>z <span class="_ _4"></span>jednego <span class="_ _e"></span>do <span class="_ _4"></span>siedmiu <span class="_ _e"></span>człon<span class="_ _2"></span>ków <span class="_ _4"></span>–<span class="ff1"> <span class="_ _4"></span></span>liczbę <span class="_ _e"></span>tę <span class="_ _4"></span>określa <span class="_ _e"></span>Rada <span class="_ _4"></span>Nadzorcza.<span class="_ _2"></span> </div><div class="t m0 x6 hc y609 ff4 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _4"></span>Zarządu<span class="_ _2"></span> <span class="_ _4"></span>powoływani <span class="_ _4"></span>są <span class="_ _4"></span>przez <span class="_ _4"></span>Radę <span class="_ _4"></span>Nadzorczą <span class="_ _4"></span>na <span class="_ _7"></span>wspólną, <span class="_ _4"></span>trwającą <span class="_ _4"></span>trzy <span class="_ _4"></span>lata <span class="_ _4"></span>kadencję. <span class="_ _4"></span>Spółka <span class="_ _4"></span>za<span class="_ _2"></span>pewnia </div><div class="t m0 x6 hc y60a ff4 fs3 fc0 sc0 ls0 ws0">członkostwo <span class="_ _4"></span>w <span class="_ _4"></span>Zarządzie <span class="_ _4"></span>i <span class="_ _4"></span>Radzie <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>osob<span class="_ _2"></span>om <span class="_ _e"></span>o <span class="_ _4"></span>możliwie <span class="_ _e"></span>naj<span class="_ _2"></span>szerszym <span class="_ _4"></span>zakresie <span class="_ _4"></span>kompetencji <span class="_ _4"></span>oraz <span class="_ _4"></span>kwalifikacji. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y47 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>ocenie <span class="_ _0"></span>TOYA <span class="_ _9"></span>S.A. <span class="_ _0"></span>Walne <span class="_ _9"></span>Zgr<span class="_ _2"></span>omadzenie <span class="_ _9"></span>i <span class="_ _0"></span>Rada <span class="_ _9"></span>Nadzo<span class="_ _2"></span>rcza <span class="_ _9"></span>p<span class="_ _2"></span>rzy <span class="_ _9"></span>wyborze <span class="_ _9"></span>o<span class="_ _2"></span>dpowiednio <span class="_ _9"></span>Rad<span class="_ _2"></span>y <span class="_ _9"></span>Nadzo<span class="_ _2"></span>rczej <span class="_ _9"></span>i <span class="_ _9"></span>Zarządu<span class="_ _2"></span> <span class="_ _9"></span>kierują </div><div class="t m0 x6 hc y60b ff4 fs3 fc0 sc0 ls0 ws0">się <span class="_ _2"></span>przede <span class="_ _e"></span>wszystk<span class="_ _2"></span>im <span class="_ _2"></span>interesem <span class="_ _2"></span>i <span class="_ _e"></span>potrzebami <span class="_ _e"></span>spółki <span class="_ _e"></span>w <span class="_ _2"></span>zakre<span class="_ _2"></span>sie <span class="_ _2"></span>zapewnienia <span class="_ _e"></span>zróżnicowa<span class="_ _2"></span>nej <span class="_ _2"></span>puli <span class="_ _e"></span>talentów <span class="_ _2"></span>n<span class="_ _2"></span>iezbędnych </div><div class="t m0 x6 hc y60c ff4 fs3 fc0 sc0 ls0 ws0">do realizacji wyzwań, któ<span class="_ _2"></span>re stoją przed organ<span class="_ _2"></span>izacją. <span class="ff1"> </span></div><div class="t m0 x6 hc y60d ff4 fs3 fc0 sc0 ls0 ws0">Na dzień 31.12.2024 roku w s<span class="_ _2"></span>kład Z<span class="_ _2"></span>arządu TOYA S.A. wchodzili: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y585 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Grzegorz Pinkosz <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">Prezes Zarządu<span class="_ _2"></span> </span> </span></span></div><div class="t m0 xd h1a ydf ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Maciej Lubnauer <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">Wiceprezes Zarzą<span class="_ _2"></span>du </span> </span></span></div><div class="t m0 xd h1a y60e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Robert Borys <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">Wiceprezes Zarządu <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y60f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Jan Jakub<span class="_ _2"></span> Szmidt</span></span></div></div><div class="c x0 y0 w83 h0"><div class="t m0 x30 h86 y610 ff1 fs11 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x55 hc y60f ff1 fs3 fc0 sc0 ls0 ws0"> <span class="ff4">–</span> <span class="ff4">Wiceprezes Zarząd<span class="_ _2"></span>u </span> </div><div class="t m0 x6 hc y611 ff4 fs3 fc0 sc0 ls0 ws0">Skład Rady N<span class="_ _2"></span>adzorczej na dzień 31.12.202<span class="_ _2"></span>4: <span class="ff1"> </span></div><div class="t m0 xd h1a y612 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Piotr Mondals<span class="_ _2"></span>ki <span class="ff4">–</span> <span class="ff4">Przewodniczący<span class="_ _2"></span> Rady Nadzorczej <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y613 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Jan Szmidt <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">Wiceprzewodniczący Ra<span class="_ _2"></span>dy Nadzorczej <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y614 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Beata Szmidt <span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">Członek Rady Nad<span class="_ _2"></span>zorczej </span> </span></span></div><div class="t m0 xd h1a ybb ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Dariusz Górka <span class="_ _2"></span>–<span class="ff1"> </span>Członek Rady Nad<span class="_ _2"></span>zorczej <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y615 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Zenon Beker <span class="ff4">–</span> <span class="ff4">Ni<span class="_ _2"></span>ezależny Członek Rady N<span class="_ _2"></span>adzorczej (członek n<span class="_ _2"></span>iezależny),</span> </span></span></div><div class="t m0 xd h1a y616 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Grzegorz Maciąg –<span class="ff1"> </span>Czł<span class="_ _2"></span>onek Rady N<span class="_ _2"></span>adzorczej <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y29b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">Wojciech Papierak <span class="ff4">–</span> <span class="ff4">N<span class="_ _2"></span>iezależny Czł<span class="_ _2"></span>onek Rady Nadzorczej (czło<span class="_ _2"></span>nek niezależny).<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 hc y617 ff4 fs3 fc0 sc0 ls0 ws0">Więcej <span class="_ _2"></span>informacji <span class="_ _2"></span>o<span class="_ _2"></span> <span class="_ _2"></span>Zarządzie <span class="_ _2"></span>i <span class="_ _e"></span>Radzie <span class="_ _2"></span>Nadzorczej <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _2"></span>znajd<span class="_ _2"></span>uje <span class="_ _2"></span>się <span class="_ _2"></span>w <span class="_ _2"></span>pkt. <span class="_ _2"></span>8.<span class="_ _2"></span>8 <span class="_ _2"></span>Sprawozd<span class="_ _2"></span>ania <span class="_ _2"></span>z <span class="_ _2"></span>dział<span class="_ _2"></span>alności <span class="_ _2"></span>Spółki <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y618 ff1 fs3 fc0 sc0 ls0 ws0">i Grupy TOYA.  </div><div class="t m0 x6 hc y194 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>stru<span class="_ _2"></span>kturze <span class="_ _4"></span>organ<span class="_ _2"></span>izacyjnej <span class="_ _4"></span>Zarzą<span class="_ _2"></span>du <span class="_ _4"></span>nie <span class="_ _7"></span>wyodrębniono <span class="_ _7"></span>konkretnej <span class="_ _4"></span>osob<span class="_ _2"></span>y <span class="_ _4"></span>odp<span class="_ _2"></span>owiadającej <span class="_ _4"></span>za <span class="_ _4"></span>n<span class="_ _2"></span>adzór <span class="_ _4"></span>n<span class="_ _2"></span>ad <span class="_ _4"></span>wpły<span class="_ _2"></span>wami, </div><div class="t m0 x6 hc y619 ff4 fs3 fc0 sc0 ls0 ws0">ryzykami <span class="_ _7"> </span>i <span class="_ _7"> </span>s<span class="_ _2"></span>zansami. <span class="_ _7"></span>Każdy <span class="_ _7"> </span>z <span class="_ _7"> </span>jego <span class="_ _13"> </span>członkó<span class="_ _2"></span>w <span class="_ _7"></span>jest <span class="_ _7"></span>odpowiedzialny <span class="_ _13"> </span>za <span class="_ _7"></span>te <span class="_ _7"> </span>kwestie <span class="_ _13"> </span>w <span class="_ _7"></span>odniesieniu <span class="_ _13"> </span>do <span class="_ _7"> </span>podlegających <span class="_ _13"> </span>mu </div><div class="t m0 x6 hc y196 ff4 fs3 fc0 sc0 ls0 ws0">komórek <span class="_ _13"> </span>o<span class="_ _2"></span>rganizacyjnych.  T<span class="_ _0"></span>o <span class="_ _8"> </span>również  Zarząd, <span class="_ _8"> </span>w <span class="_ _8"> </span>drodze  uchwały, <span class="_ _13"> </span>decyd<span class="_ _2"></span>uje <span class="_ _13"> </span>o  przyjęcie <span class="_ _13"> </span>polityki <span class="_ _8"> </span>w <span class="_ _8"> </span>spół<span class="_ _2"></span>ce <span class="_ _13"> </span>oraz <span class="_ _8"> </span>jest<span class="_ _2"></span> </div><div class="t m0 x6 hc y197 ff4 fs3 fc0 sc0 ls0 ws0">odpowiedziany za <span class="_ _2"></span>jej wdrożenie w ramach organ<span class="_ _2"></span>izacji.<span class="ff1"> </span></div><div class="t m0 x6 hc y61a ff4 fs3 fc0 sc0 ls0 ws0">System <span class="_ _1e"> </span>zarzą<span class="_ _2"></span>dzania <span class="_ _1e"> </span>ry<span class="_ _2"></span>zykiem <span class="_ _1e"> </span>w <span class="_ _1e"> </span>Spółce <span class="_ _1e"> </span>o<span class="_ _2"></span>party <span class="_ _1e"> </span>je<span class="_ _2"></span>st <span class="_ _1e"> </span>na <span class="_ _1a"> </span>stworzonej <span class="_ _1e"> </span>strukturze <span class="_ _1e"> </span>organiza<span class="_ _2"></span>cyjnej <span class="_ _1e"> </span>złożo<span class="_ _2"></span>nej <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y61b ff4 fs3 fc0 sc0 ls0 ws0">z wysp<span class="_ _2"></span>ecjalizowanych komórek <span class="_ _2"></span>organizacyjny<span class="_ _2"></span>ch, których zadaniem <span class="_ _2"></span>jest identyfikacja <span class="_ _2"></span>potencjalnych <span class="_ _2"></span>ryzyk, oszacowanie </div><div class="t m0 x6 hc y61c ff4 fs3 fc0 sc0 ls0 ws0">ich wpływu na p<span class="_ _2"></span>oszczególne proces<span class="_ _2"></span>y decyzyjne, monitoring <span class="_ _2"></span>oraz raporto<span class="_ _2"></span>wanie bezpośredn<span class="_ _2"></span>io do Zarządu Sp<span class="_ _2"></span>ółki. Zarząd </div><div class="t m0 x6 hc y61d ff1 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _13"> </span>S.A.  czuwa <span class="_ _13"> </span>nad  re<span class="_ _0"></span>aliza<span class="ff4">cją <span class="_ _8"> </span>celów <span class="_ _8"> </span>biznesowych  oraz <span class="_ _7"> </span>wspiera  kadrę <span class="_ _13"> </span>menadżerską <span class="_ _8"> </span>i <span class="_ _8"> </span>pracowników <span class="_ _8"> </span>operacyjny<span class="_ _2"></span>ch <span class="_ _2"></span></span> </div><div class="t m0 x6 hc y61e ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>cod<span class="_ _2"></span>ziennych <span class="_ _e"></span>działan<span class="_ _2"></span>iach, <span class="_ _e"></span>w <span class="_ _2"></span>tym <span class="_ _e"></span>zarząd<span class="_ _2"></span>zaniu <span class="_ _e"></span>ryzykiem <span class="_ _e"></span>organizacji. <span class="_ _e"></span>W <span class="_ _e"></span>roku <span class="_ _e"></span>20<span class="_ _2"></span><span class="ff1">20, <span class="_ _e"></span>w <span class="_ _e"></span>ramach <span class="_ _e"></span>stru<span class="_ _2"></span>ktury <span class="_ _e"></span>organizacyjnej </span></div><div class="t m0 x6 hc y61f ff4 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _2"></span>powołano <span class="_ _2"></span>wyspecjalizo<span class="_ _2"></span>wany <span class="_ _2"></span>Dział <span class="_ _2"></span>Prawny <span class="_ _2"></span>i Complian<span class="_ _2"></span>ce, o<span class="_ _2"></span>dpowiedzialny <span class="_ _2"></span>za <span class="_ _2"></span>kompleksową <span class="_ _2"></span>kontro<span class="_ _2"></span>lę i <span class="_ _2"></span>nadzór <span class="_ _2"></span>nad </div><div class="t m0 x6 hc y620 ff4 fs3 fc0 sc0 ls0 ws0">komórkami <span class="_ _1c"> </span>b<span class="_ _2"></span>iznesowymi <span class="_ _1c"> </span>i <span class="_ _21"> </span>organizacyjny<span class="_ _2"></span>mi <span class="_ _1c"> </span>spółki <span class="_ _21"> </span>w <span class="_ _1c"> </span>zakresie <span class="_ _21"> </span>wypełniania <span class="_ _21"> </span>przez <span class="_ _1c"> </span>nie <span class="_ _1c"> </span>o<span class="_ _2"></span>bowiązków <span class="_ _1c"> </span>związan<span class="_ _2"></span>ych <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y621 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _14"> </span>zapewnieniem <span class="_ _14"> </span>zgodności <span class="_ _14"> </span>z <span class="_ _14"> </span>przepisami <span class="_ _14"> </span>prawa, <span class="_ _14"> </span>dobrymi <span class="_ _14"> </span>praktykami <span class="_ _14"> </span>rynkowymi, <span class="_ _14"> </span>przyjętymi <span class="_ _14"> </span>stand<span class="_ _2"></span>ardami <span class="_ _14"> </span>etyki </div><div class="t m0 x6 hc y622 ff4 fs3 fc0 sc0 ls0 ws0">biznesowej <span class="_ _7"> </span>oraz <span class="_ _13"> </span>regulacja<span class="_ _2"></span>mi <span class="_ _7"> </span>wewnętrzny<span class="_ _2"></span>mi. <span class="_ _7"></span>Dział <span class="_ _7"> </span>Pra<span class="_ _2"></span>wny <span class="_ _7"> </span>i <span class="_ _13"> </span>Compliance <span class="_ _13"> </span>podlega <span class="_ _7"> </span>b<span class="_ _2"></span>ezpośrednio <span class="_ _13"> </span>Zarządowi. <span class="_ _13"> </span>Przyjęcie </div><div class="t m0 x6 hc y623 ff4 fs3 fc0 sc0 ls0 ws0">takiego <span class="_ _14"> </span>rozwiązania <span class="_ _19"> </span>dał<span class="_ _2"></span>o <span class="_ _19"> </span>Zarząd<span class="_ _2"></span>owi <span class="_ _19"> </span>dostęp<span class="_ _2"></span> <span class="_ _14"> </span><span class="ff1">do <span class="_ _19"> </span></span>wiedzy <span class="_ _14"> </span>w <span class="_ _19"> </span>zakresie <span class="_ _14"> </span>zgodności <span class="_ _14"> </span>działalności <span class="_ _14"> </span>Spółki <span class="_ _19"> </span>we <span class="_ _19"> </span>wszy<span class="_ _2"></span>stkich </div><div class="t m0 x2d h6 y624 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w83 h0"><div class="t m0 x6 h60 y2a9 ff1 fs10 fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7 h11 y625 ff4 fs7 fc0 sc0 ls0 ws0"> Jan Jakub<span class="_ _0"></span> Szmidt z<span class="_ _0"></span>ostał po<span class="_ _0"></span>wołany<span class="_ _0"></span> do Zar<span class="_ _0"></span>ządu 26 cz<span class="_ _0"></span>erwca 2024 <span class="_ _0"></span>r<span class="_ _a"></span>.<span class="ff1"> </span></div></div><a class="l" href="#pf29" ><span class="d m1" style="border-style:none;position:absolute;left:317.340000px;bottom:911.460000px;width:7.790000px;height:16.740000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQZJVl13Av+fc+9972XW1jvQIBqxN5tABoERyAIbaxDWZmtkW9aEHZ6ww/7giQl/mfk4EY6JmE8T9tgTdtjjmFHISMILkgAhViGxqKEbaDU7dNN00/S+1ZaZb7n3nPnwXlYXIEseyeExpfOL6ursjqzKly+zIv7v1rnngDWgYdJzN53FwGCAdRNITf3usfAJrnR5xTmcA5FqHpPC5TU7MJcOIwdITuyZ2n2H8JogDXI/XBjueWvfkZOHya0Gj5YysII5mziy0Bw8uKdePF4wgtPF7A2mjeDVVVWCU8h7jCixDFl25OD+owfqiY2ZEFJaVsHT1fosK+khATeAKEL7DuH2hVQG5dAchF4/prqUFENRcDEFwqjRpKGMcAEHZ9M3v7v1ge89/+aBwycGsaGpRCGJE2YolBIAgpBFa2OMMcas6HjdVRuPMzG5vC+xakSIvBJHldTbeOcTrzy49dVLzz39F6676twzJq7afO7aQKqgFHsZUozBEyhBBalB136DlZzACViAXBuAiByDaNk6dxegx3sVlyJ1m/4cPJAE3H6Mu+0xlAAPCSTKqccCimj7OccMrMQEaALg4aYzfObWm1//X185qo2UAyVVBeBqZS6mD82Wd96/dePa6Q+cs4p8LyswqJpBHh7ftu+//vmXj9f9Oe3zqnVSJYAhVcEVRouTRXbjh24IQM8rCYrcQ0/1ppN2YjtQs4/sQQQmCIMVzGAG+5q1YUAmoS5TeEI7GgZpBNfLJ3pPfP+F0qv6BmgvSdrOHy6qW2icCz1efUZkVzZ13juSYr+sG/I5QtEMFzho8A5S19Xw7+742z/8D18gBzAUoPbUq7RFNUvXQjW4gXMgB2FEVqa2tGf5BYNWLgtMWZU4gWpB5Wjf8bhz36GHt7zw7POvHZuNcwOqY497k5IVAhYiqICTIgFJkVy0oejGGGOMWcnxGrT8V/WElBKUhIJzzjkiYG5UcuYWou7bceCpVw+vngxnrcp/99c/9TOXnnla31eAczkAcIQmaANptwF6ApjcuNha2k2DRExdF+2lhN0Wb9Oy/XfjdnvkQF6JhJyQAwtQi5bUfgl7aAMO2k5JUcChBjwhUwIEGhl+KoRbf27z1ueuuGvrrtHgJLJeSgzHEcTFqjKVDz/z6hu793z8putuvvHDvQk+cHD43WdfuveR7x1YzEaSob8WtUcoIBVp7auTa7LmA5ecc8WF53LCTE5IiVnfPejbQT1KryUUkBo6hAAyBAVoyESDoNsIqHBdeUZSAJTNCz/54mt1MRkjgdou3uMOhC4DZ6mhFLURRph29eF27VlVIQm+J7FClo3Kempi+lsPb7npF245+/LTPI+vp1SXxsloW2ytEISE0KZ4h6WiagAOxKD25ZgYpsTOVQ4nahydx1/fcf+dDzzeuF5/7VlH57I475yfzPp9Ca6S8dwhSqAEJFCCpn+mGUTGGGOMMf9a47Uu/dUVTTO8A5BUR40wkZtalYZDCZmfmjheD0/OxYPzoxf/21+fvqp39UWbbr7+yqsu3bR2Ks+d75MLcKwNEKEKRAI7cnSqQbZCBSAiPpWugbZKgZYd0bKZNcsaVZCAUnSRVYQJzEpV8jEB0Y8YIpRFhG5GiioQoUlrXdvP/uC3bnt53xdfO1INIokGhAAliVr5SQmya27hL7/+3dvvf8p5P6rTQlk3yChbBRTgPkSREtAUOpym4U0fvPT3fvPjfaeOUY1GRZHVw0HW6y0dZXsjIPVi3Y+lgyapc819lMQj0oSYeglFgmanrmsAgTr4yUWEex7dsfc4aszAeaSyOxMqrDWlmpSUHDlGAiImEOu04IJLlFUKUA6fVUljEZomFf2z//LOLR+94JOhYEbbVnxpiyl3WZvgFSTwaIM+Q2tQBKuQE7gGPsENgFFyr+89+uhTLz669cWDJxaODbTMN9SazZ2o4afcTGBBJGqqGgQ4Hhfq4Ae28jPGGGOMWXnxemkVWaCs4xLodsES8ALichHOQzWKh58R6ECbkUwszFf7ntz1zS0vbpiZ+KWP3XTLR6+55Ayi6Hvwky5xOxwRSpq47UrRLU8LiJe1Xj51q20s3c4GbD9SUs8cI2JdUoogBzcBRHAEezChGkR2Q9Q5NYrYQNv14GXXDpp5FeD803r/7lM3/dH/+GL0a0bZGhCgDJ8D0lBsnB9pPVtRqiAJnjMK/ZhNogbKEr0Cw8FkP9VH3/qZD577+7/xyYs3Fh4CTUWRAZr1+91Z7NbmQUCC89xj5B6UJBauAKfYcFFMUJ7V1cARKteWvKhTbUeVjxAWgC/fvWUuzsCvdi5PcwcwPRmk8ihTOb9hpqdx6BAJCQ6AhiZSj2bjkcXomaaF10AcvCbEFFaXWPX4y7O733ijuOC8GQ9JkmmCp/GvFFxU+PajHI+kl7qtYxHyI4QKVAEno27bGb9x111bn9lRRq7Eq8sb7kVkSgEuAKRaKRpRIke67LcRJCByrG2lSLKfQGOMMcas7HjN41poIYXSuOHHuBzaa0qqidsWz23sZmEqNUvwFWqt+K/+7r7bv/bA5z/9i7/9uWucxwjOi6O68iTsmZhAQUQAdD3ZuvoE/SHdlkXRVjvk3k1P9CaKUKEfo6OUGDVcBvV+Yn2/6AVkipRAQ0i+/Jlpm9hFFN7hpmsu3H7Th+576hWf0SjWERkQwYysR0KqQYgUBM76XM0fPYk88qp17LNYDeAjjU6eNuluvem6S84uRJaqmN95oYLxCY2gQeoNUlFpQgyL4vvcEx7NDtHnKS2yQWq7RgshCSmDEkIj2Pr84ODRAeIqFJMpCahXuKIZzAYanrlm4g9/7wurJ53XEXcTKsVj9UJd7p9feOh727+zfW9dVQj98fWKgwaoP3j02BWbz1Mgy9oE3QAaNamoo5AUToWytngjQSIoJO6fbFAHJOCx5w//wzfu37Lr5NGjx30osv5U3UCJBb7r+IcIJaAG1W0HFEFb7t1VlrBw16ebLV4bY4wxZuXG665Rm9K4YACkqR1uDW37fDC3NbjapPb3+8ogAgXANewapCbFkGWjlP7sjge+9sATF5975s9edva1l73/kvdvmA6INTwrOxAzASkJQX1bNvCDdfUDjhA8aVkxcRqcHJ44iP46l/JCPEOIfeUyrurypDigaTLmPHfsAbf0fdopg8QFowY2TtF//MK/men37nrsueODqs5X11pQZCKoRlWV7kuaQT2XTxY+C2l4TMtB7jTI8MIzJn/nc79163Xnc5OK4Lpl/lPB+lQFuY73YI6IJZ+CS0AmdT6olSf6KJsUJmpyC203wq4KRhN8BOZrfPnv7zo5NwjZVIoDqRuXkSvnC4xmMPjIped/5tqZHPCYoPEyMKlfiBOjsNbp3LZntufFqmE9Si4CJSRQmoK6x7Y+9ws3XtsoOEkgURJlMAjOMUCApEXnRkldRM5hYqju0AKefmnPo88cfGX3gdfeOFQlN+j3MLlRfLZYN5KU81zaWnEIqxCUqAI1AKDOwUG7pXlSBpgUCtvXaIwxxpgVHa9B3E0SUaVuCgwU1FZzqBIIiYICpESI2q43Ky9FSsDFqo7BT02uis3EztmFPdv3Pf78m6vzR6+/8qJf+8Qtl1/Y6xMFoIlgoO/ZAaOy7hVZu2r+tr2V46X0LoVpIkoMyVFPuCRp1qOckDmHVCF31NdqMCF5ATh1TGgAf6rexYEYQF3VSlWW5d5hakPxX373Yx+8+Lw7vnHvi/uOjTC5WEsU8d4TO6Uskms0rZ7IU12lwTzVwwL1hn64/KL3//5vfuKqc9fmQAY0dYms6I5x2ZmlZZ89kGvlZRbaICjHURCmNK9ZCDLrpVo7BQ9qF5OhlIgV2Lvv0EsvfX+mN4l4wo0WEny/ly8eP3j6tNs4ET//8Q9PAzng2oVvdM1AXNAe6GPXXfAXf764/+ie6ck1DUagRUqZiw2k9+S2Z44v/s5ZU6CuHXnDxAquRUgYgKOiIR1Ipq53QvDVu7f9w7eePLaAxTIvKxVMrFu38eSxV+ACCgZlCCTkQG3JuBIlVlVAyEGZxvXv3VbK9oaSdbw2xhhjzEqP123C1gSAIaRdnz4iFXA7fjxSDki7cE0aWSFdTGIFKVHoZSJpYX6eQs6Ta+q6mU1lTPTg06899/LuKzef9+u/fPMF6ydWT8EDEagqncyzcRCVH7TdjdC1ehZ4jlWZUVo3M5HKuSBHJniBoY57hKlI5XSYqOZlOlOo8wpHESAFKVxbveFzxyBFciKBSQW3XX/+1Zf8we3ffORv7vq2JuQTM6NqJBGJPHHGnM0fPzEzUWSoRIdXnLfxYx/50Eeu++BFZxU5wKLEGjy/bV7O+MpgWbGLOBmEwVvr/ewwLmZEeSgC0aA53KOc4uKM19HBw9npp5EyIFAwgwhvvLGvKWe5EN+kHjjrT2ehcPmwrsvJNQAAEulJREFUR7J+aursDX2O6py0m1C1fQlKUFHBlRt705dsOq2pyigDpXmkOZeCj4BMpIwOHjy6fmK9i/AsTWyCywHEFIvgGZgrPbmZ4zW+ct9Tj259bufB+aNDLWPIs5D183JQHTq4c+b0NU0jUREVkhJS3e6CVUCUiFTgRV3XiaRN1yBt909ClBkYvyrGGGOMMStI1/kZwOf/9LGvPP4GEFmFEUmlXYNUYiVKcAApFYACDUt07T1VlaDtEEA4goBIyUcNigwcwIDWPi5m9WxBzUzhPnp+/8orLv3w1ZvPOG3Dql6gGIvM06n+Fd30ba8NNCplNTko3PCkz6Hq3yx7L5wYjSCTVPZ1xEoVFUMU0sRNBV25cQKxUnHiJlwooQzyCdxVlIsGhqaatKFUEwd1vQZ+Dtg3q3sOHX11z4GjxwZHTgxPLlaJPGX9Nf1s1SQuPmfVpg1rLjxr7cYph4iC1akwCaAior549zXBuB+KAEA6kJLfuodnM4DF1246hKEM1Hlp/Gk+XnJWcrIRqkACCyirHfbPl68fOQnnAVSSfMgGUXNpCo1nTuRnrl814dpJigxACEkRKiArK7c4FN51MM0uOgoFuHQ09OpC7FPKTtCxc07feMaU6yXJHVIcIXACJ/UqND+7sO21ow8+ffLRZ7+/f7EcgEfkwA6B0VTQJgTWps6anoASWFxI7KAKpq64RSPQdkLJQBjPpdeu3wtOXXa4GO/8Tx//5NXn2M+hMcYYY1ZgvP6NP/nOV57Y/S/wkL6sHcvMZDhn47pf+cSNn7hxXQ+YBCaADMLaoCrhZto7S504EHwEty2jISDAEdjDEcD6jioDWVaWsaJav6VlC+Rt72mHRFBoA0g7yybSDHV975SQ2qKeqKTkI7oC7anqIMih0RimU9ZbBEZABbx8BF+/b8fWZ3e8tu9k7ab+BZ4Ra2nx2hhjjDErzP+HuR6h19dYHp+dm589fvzovoe/NfXvv/Crl23qnz6B0Uj7zmX5NKTdSwkuGM0olskXuYIdMZF/56645XW8tGK7KdOyHZStbiQMeaiCZWmM/LhaHSDVJN75BIlR1PlA0OSp6CNkoFAClWLnYTz61Mt3P/zY6/uPCnvyU1YXbYwxxhjznonXQyXmzPVXCeqDi9XJ1/Y//Z//6NJzz/zwlZdc94FzL7vwnJkMPapCYNHGC7ncc8NIjohd1wEEwl2rvXdYGpQib+96vRLitapbGiFPrICAZTzssr3HeIujEgRIUGUmSTWUJnzWxKaqm5StK8tKHb11bOGJHTsfe+bV518/cHxhNBKPfCYq6kQ28sUYY4wx5j0Tr5EVEiuJCfBVlEHKimLihUP1i3dt+fK9T162+eKzzzzrd3/5nE3rNigFlWraZT6MI3NXQ931Annbau7SRsJTUx5XVrzGUh0MQakd1SLo+oa0Rc0FJUCpncbT3iEmDiE1UpVNURTeh10Ntrww2Lpt+6Nbth2eXXT91Q3nI4RSCTGD8+C2OaMxxhhjjHlPxOtqCMfIC5CS5Ei9yruqKkOYGqk+/NzB7LmD27Y+esmF51528abrLr/wvPflk4wccAzPEZrgIoEBD6VxHTJB227T7+jascIC9tJIeQGIumaKEOq6GBIiupbSJHACEk9JKXkcH9bPb3951649d7xQ7tm7d1TW8L1YTMVIiQKH4IKXdpYQJUi0nw1jjDHGmPdIvHYJJIgCEWWPLAccHNXwdUqUTfui99KRk2+cnL93y9MT7rFbbrj8c790zeZN07nDJEuBihABD3hA0W7NbBN2u6uPwGib5a2wEgfuKsvbxWlN46zNbumZkrZtXhJcA9RADZwY4O6HXrzrWw8dOHxCRA7lZ4v0fD4TJUWBz4KqNsoQAQgk1pHaGGOMMea9FK9JoypAjLYtcmyABHJQggsqWByOyM/U2jCFKsnXv7Pt2Rd2fPymqz5y7RWbz12bacpcKIQKbtdxFYDGhnyAAkhIAiJyDOQr6aUSQAnd7J+UukEtkkDUVaSLaPARXAkTowQOLOKlXQt33PPQkzteKyVEXkPeR/Ug1AIlRw5J2tk9qVsWb3tv20RFY4wxxpj3SrwOKSpBQMJQuG46o+p4hDkB0EwiBEiN+EqmXjtRHvj6U3fct+3C951+44cuuvyiCy47b82aDClJTvDM8EwijlI7RkalIRDcyorXhASwwAHMBFVI7HJwrBVELluAj8Bbx4Yv7d7z8FOvv/DG0b2HZ4+NIMUGDYXUAnKkw/G3bGe9LGXpdtE66fL/M8YYY4wx/8rjNUPbEeukSJBxIYKSRmi3Ii1+ADAUylxLaDQf1en4XDpZphf2vNZUL2xaH7/w2etv/ejlkw5Ngwl2veAIgSFAIufGXZ5XULwWCMO1ZSDqQIgNgb16nxy14XvHIXzpK19//Mlna87nkz82hO9NN1kPnKMh5H30J2hu/tRr8YPKQLRdIjfGGGOMMe+JeC1wy0IdUbcTsZ213n6GaA0w1HdN6BIl16Pg5uo4O2oy8vXRhf/+f+58Ysfr//aTt112fggEAmIlOWmRBQZUiVdWRGTuKqybmEgBIPmsgRtFcIaTNe68e8vfPrj9yLETwyZv4BtfzKxfP3tiFj7BKTihabA44mXj22Vcr/72eG2MMcYYY9478TqhQDcBpV26FkAVQtClySmh7gmRwgkcyIMAj0hClMjHyqcG+Ww9ffDJnd9+5o/PWjfz0Z+5+ObrNl905ur1k34IpIZ6IctX1kvlVEAQFYJSCAIsRt17bPHR7+98aNuuN/YfPTo7XIxTyqdz4RK4UVSLlZ+cSbFCs0BOAyupRgBd4TYUpKcSNp265rGIbYwxxhjzXonXQgGAUjuYUUDU1V53kU9IEepVwkjEkSEEyqCckEbqKvUNUpOoBzctlFTr+TeP791z/xe/+KVrLzvvVz99y7VXXX7G6my+Tuszt5JeqnZSDIk652vFzjcP3f6NBx555tV9AzeLqRgmo1+LOkPI0TQgQuZQDmJTO6eZEy+VNqMYG+Rr28X9cYRmEI0/A2hbiFi+NsYYY4x5j8RrUIVuAyPQfea2DDiNg2STN8tiJdC0K6t+6YBJlUEJYUQ9ZDNDAPl59x9onvzrpzdtfPOzn/jIrR9Z2wAFEIBeip4qxBIpIpsAh0ZCckzjeerjsSwgdP20HSIQoSnS5LufAXeLvUtzXn5UB8B24Rkclz1QgLLWkApSQWvNzuzWjLWGJlCCCpi1rtR59tlAfOPy6PDi/vr2ex7f8txrrx9eKPn96vOuc0gk8iOkalxE0m0WlUQlciCHm8bSFYcuO726/L+S/VQYY4wxxryn4vU/jzYSu26aSjtNhmhxNHx1564/+/M9X/pS/9oL195w7eU/e8X5p09xP4XADg6sogKCOoWqeAZA7eK5tONYqC0HdwARPI8fTJfC6Ntv/NMONkIjk/fwII6AAgkEysCOKCeoRiGCaoQKsVPySXRYJdCM926+opd2v/XkCwdefPX17a/u3T/XRFekbFqVodI1/7YlZ2OMMcYYi9c/HoKCUreITAyCKJEyZYXTMIjV4PjJ+7cvfv2x76+dCJ/6+et/41O3nLMeXpETuM3igroeZYWHglWh2qV0cgonYAUrIbw90b/zKP6pMVuhAkQmhbpAPgEJEJCSB3kAvlrgLCPnlEIltDhKCE4KRODhpw/97Z3ffG7XgWMjxERhapVM90e1qADOQROpEIRVEmX2njbGGGOMsXj9YxjXdFA7DpwpC6mKo6ouNXpNJJhPUmTrjjXV33/72Zd273/fhlW//5ufPns1Yglq6jVTWVEUgAACTeM1YAJlRAC8AAKEZX022hGJ7z6OHx2xyXcDF9t/afLkaFyH0VY6KwHsyyaWCaHnue9O1PjOk0e3PPP8t5/afmR24CfXNVNFXTVVJDQAO/gAJKg6RNbEmixeG2OMMcZYvP6x0FLJdAIxoFpHECPrOVLSSJo4mxmW5Yh6i0068uqJbOeRx5//k6svPvuqzWdef8UFyLPCcyBmFQ9iarqoLQ1YmVz7GF2Pky5IY1yLQiB+d8XIP6Ym18B5ILTdvKWBNg5wxNotk/Oin3JAk7kTi/HpbXte3n3kka0vvvLWicWaUpiS3rpBJCTAZQgZYuweWBNBSYVVXNsUxBhjjDHGWLz+seip/nIgMIMIyjE1EIA9yhocNCtiVUU/Kb1s5/yJA9v23Pu9F6bdPbfccM2vffrGC85ZFcj14PrInEZoAwhUCNGRYzCIobqsMKS9zVhWkP0jRaAC2rmUjLZTSluAzUSeQAAWPRZK3PPwjn+458E9B06W4mOYLtGjfKJRDwQEgg6QIpi6R1aBCnWL7hA4e0MbY4wxxli8/jGTdde6oxtLo1B0O/zYgx0Ar42oSlPBBZCvKoWbmdPK+f5QRl999KV7n3r5/E2nbz7v/Tddvemqi89eHXyfOLBSbJgEjlSicgCICZAEFUDBXTlKt7z97mNTJSJVVVURcc7lUAelpJ4SoFBVcSWHWn1y2Htw8bmXdz/4+uKz23ccOnxcXV651co+uiIhQwJIgIbrymEEZk21EAOkSgCUIGDRYJMWjTHGGGMsXv8k8ZrRdfl4dwU0AQjaJEhUEjhAQd22xegkUkFI8wuzJ3bP7Ty68+8feGzTmv7NN1zz2Y9dvWldXnjXIzggpqYUyny7wdGTVnxqFOQPK7pWVQDMzMwAXDnnfNsnLwOHBvkC05Dx9G489Pizdz302OHZQQyTIlr0Tk9w4igUeRyWBADCmgBkOgo6aotJhFwiFrCQU5AgKAP/WN43xhhjjDEWr38U1nb1ulu/PlWzsSyCMwBWEUQQQ+XUHcgrOJtZX8fhW0fnc1fsH/DfPfDkk08/97nbfv4TN10oAaMhJvNADgJEwDGYM2j6kSUhqtqm6iVCyhqhDFXN80XF3kX86d88cucjzww1S/kM1m7MYhljKhNQ1wiZhwN4PMwyMZROdaRWQLi7xgDAyyYvir2njTHGGGMsXv8/03FTPAIApTZgn5rZAig1lLVF2aQCKQm09FVtLI9NBJh7Uw30UCWs4dD+5vm//Mb/vmv6hisvvuKi0z5w0TlnrCkyhlNkDI4SSJzrovPSVJp3oG78IZqmcc4BqHiSXX++5Bf3Hnll365Hntn92I7X5yVv/OpGgFGExno0hPMhy6XIRFI1qkEEJe1Kv6Wh0FDAqVE4BJB2+y9hlSHGGGOMMRavfxK8lDPpVCH2OHsDgEbuQxVonAprQwqGCgFKSqRw0pRK6vJeorytuIhMQxmNjox23/dUfl992qrJ377tmuuuueLCs6YSwM45du3exx8W/cdV121xiKoeTen+HfGOr9396lvH5kfNQinUXw0GEyZz5jwNB0f6+eSojs1CDR/gM0DBBCYoCZGCAa+Ud338VMcN/ZZdcdhYGWOMMcYYi9c/WcLuIma7kAsSANC2WAKgdqYjqyZSOCRScQohFiWFhsxFSU1ZIc+Q9xEBCKhXk2ocDapR08z/yf/8i8cv3/zZT9129Qcu3bjKz83NzcxM/fDDojEAMca9e/f+1bdfvf2pA8dmFxvKUsNuaiqVpStCHC2OpJoI1JdS6iwjx0WW4CKAlMAe7XNTUrTNswPQjZiESjeaxhhjjDHG/CuM14zoUL0nn8S4QGT8z65G2cvJpTsIQbpxjUtUALDzGaADlIPl3y3mPeS9WWCYb7j7zeaeP35w1eRjN1y9+frL1l552eb3r8lXB2TaeDQM0XiMKIMvGvRLyiuit2b1jf1Hnnp5/8OPv7T/8LGFyCUHuJwAnxPiwDugSd57wA8BhD4AoB3mCN/+ecd6tA6AwUp685E2VtRijDHGmBUbr4V9cvlP+eloO34sF5P6LAvoHa/rex/b/p0n6rh4+203fejzn/nFq86f6VFoBFNZkeAj0ABvzeHe72y/97vb3jp08sRIKwnwufgsvn3bJTm2N59bPEJio3CMMcYYs0LjNUt0qbIz8s54zdyWQXvyRKERmVq74dtPPLPj+ztuu/n6z37m42etxSI8gIWEZ57f/9Wv3btl+yuLTajh86n1vWyyblISCfy2Kg5NVieNmVwD23kwxhhjzAqN1x++9H0+L37KTwe9q1ShYb80HJEhDilV9UzhvDbVYPjw/Q+vX7fmgx+4cDRqXtn1+kuvvH7mujW/custNbKkLMxRnYKIQG9vSf3uZfKfQv206Yy103YejDHGGLOi8uRSzhsBjZ2Pd0nLbjQJBPQcVJFR17tEGjiPqPDcbTOM46rpZtyWmwjvqAWximMANTCpKOxcGGOMMWZFxmtoA00/7efjBywqj8bjHhnqQI6AlOCYIOgad5CoCDF3sZm4zddKoC5IS9fVxCxTchEAZyfCGGOMMSszXhtjjDHGGGN+Mta/whhjjDHGGIvXxhhjjDHGWLw2xhhjjDHG4rUxxhhjjDHG4rUxxhhjjDHGGGOMMcaY96L/C1109/d9XYPtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">42<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">dziedzinach <span class="_ _7"></span>i <span class="_ _4"></span>aspektach<span class="_ _2"></span> <span class="_ _4"></span>tej <span class="_ _7"></span>działalności <span class="_ _4"></span>z <span class="_ _7"></span>obowiązującym <span class="_ _4"></span>prawem, <span class="_ _4"></span>re<span class="_ _2"></span>gulacjami <span class="_ _7"></span>wewnętrznymi <span class="_ _4"></span>i <span class="_ _7"></span>Dobrymi <span class="_ _4"></span>Prakty<span class="_ _2"></span>kami </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Spółek <span class="_ _4"></span>Notowany<span class="_ _2"></span>ch <span class="_ _4"></span>na <span class="_ _4"></span>Giełdzie <span class="_ _4"></span>Pa<span class="_ _2"></span>pierów <span class="_ _4"></span>Wartościo<span class="_ _2"></span>wych.<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span></span>Na <span class="_ _4"></span>chwilę <span class="_ _4"></span>o<span class="_ _2"></span>becną <span class="_ _4"></span>spół<span class="_ _2"></span>ka <span class="_ _4"></span>wyznaczyła <span class="_ _7"></span>sobie <span class="_ _4"></span>cele <span class="_ _e"></span>z<span class="_ _2"></span>wiązane <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _4"></span>jej <span class="_ _e"></span>isto<span class="_ _2"></span>tnym <span class="_ _e"></span>wpływem <span class="_ _4"></span>na <span class="_ _4"></span>zmianę <span class="_ _e"></span>klimatu. <span class="_ _4"></span>Zarzą<span class="_ _2"></span>d <span class="_ _e"></span>TOYA <span class="_ _4"></span>S.A. <span class="_ _4"></span>jest <span class="_ _4"></span>informowany <span class="_ _4"></span>raz <span class="_ _4"></span>do <span class="_ _e"></span>roku <span class="_ _4"></span>o <span class="_ _4"></span>postępach <span class="_ _4"></span>w <span class="_ _4"></span>realizacji </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">przyjętych celów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y225 ff4 fs3 fc0 sc0 ls0 ws0">Wiedza <span class="_ _8"> </span>Zarządu  T<span class="_ _0"></span>OYA <span class="_ _13"> </span>S.A.  w <span class="_ _7"> </span>za<span class="_ _2"></span>kresie <span class="_ _13"> </span>zrówno<span class="_ _2"></span>ważonego <span class="_ _8"> </span>rozwoju  jest <span class="_ _13"> </span>rozwijana <span class="_ _8"> </span>poprzez <span class="_ _8"> </span>udział <span class="_ _8"> </span>osób <span class="_ _8"> </span>zasiadających <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _7"> </span>Za<span class="_ _2"></span>rządzie <span class="_ _7"> </span>w <span class="_ _13"> </span>s<span class="_ _2"></span>pecjalistycznych<span class="_ _2"></span> <span class="_ _7"> </span>s<span class="_ _2"></span>zkoleniach. <span class="_ _13"> </span>Mają <span class="_ _13"> </span>oni <span class="_ _13"> </span>również <span class="_ _13"> </span>dostęp<span class="_ _2"></span> <span class="_ _7"> </span>do <span class="_ _13"> </span>wiedzy<span class="_ _2"></span> <span class="_ _7"> </span>dor<span class="_ _2"></span>adców <span class="_ _13"> </span>ESG, <span class="_ _13"> </span>z <span class="_ _13"> </span>którymi <span class="_ _13"> </span>spół<span class="_ _2"></span>ka </div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">współpracuje. <span class="_ _2"></span>Zarząd <span class="_ _2"></span>pełni też <span class="_ _2"></span>kluczową rolę<span class="_ _2"></span> w us<span class="_ _2"></span>talaniu, <span class="_ _2"></span>zatwierdzaniu ora<span class="_ _2"></span>z nadzo<span class="_ _2"></span>rowaniu <span class="_ _2"></span>obszaru <span class="_ _2"></span>zrównoważonego </div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">rozwoju, a tak<span class="_ _2"></span>że jest odpowiedzia<span class="_ _2"></span>lny za przegląd i ak<span class="_ _2"></span>ceptację raportowanych dany<span class="_ _2"></span>ch. <span class="ff1"> </span></div><div class="t m0 x6 hc y628 ff4 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _2"></span>kilku <span class="_ _2"></span>lat <span class="_ _2"></span>Grupa Kapitał<span class="_ _2"></span>owa TOYA id<span class="_ _2"></span>entyfikuje <span class="_ _2"></span>swoje is<span class="_ _2"></span>totne <span class="_ _2"></span>tematy <span class="_ _2"></span>w ob<span class="_ _2"></span>szarze <span class="_ _2"></span>zrównoważonego <span class="_ _2"></span>rozwoju. <span class="_ _2"></span>Ostatnia </div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">analiza <span class="_ _7"></span>została <span class="_ _7"></span>w <span class="_ _4"></span>p<span class="_ _2"></span>ełni <span class="_ _4"></span>p<span class="_ _2"></span>rzeprowadzona <span class="_ _7"></span>zgodnie <span class="_ _7"></span>z <span class="_ _7"></span>zasadami <span class="_ _4"></span>p<span class="_ _2"></span>odwójnej <span class="_ _7"></span>istotności, <span class="_ _7"></span>czyli <span class="_ _7"></span>uwzględniono <span class="_ _7"></span>w <span class="_ _4"></span>niej <span class="_ _7"> </span>wpływ </div><div class="t m0 x6 hc y5da ff1 fs3 fc0 sc0 ls0 ws0">organizacji <span class="_ _0"></span>na <span class="_ _9"></span>o<span class="_ _2"></span>toczenie <span class="_ _9"></span>oraz <span class="_ _0"></span>o<span class="ff4">cenę <span class="_ _0"></span>ryzyk <span class="_ _0"></span>i <span class="_ _9"></span>szans f<span class="_ _0"></span>inansowych <span class="_ _0"></span>dla <span class="_ _0"></span>Grupy <span class="_ _9"></span>Kap<span class="_ _2"></span>itałowej <span class="_ _9"></span>TOYA. <span class="_ _0"></span>Zarząd <span class="_ _0"></span>jednostki <span class="_ _9"></span>d<span class="_ _2"></span>ominującej </span></div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _e"></span>informowany <span class="_ _e"></span>o <span class="_ _e"></span>wynikach <span class="_ _e"></span>pro<span class="_ _2"></span>cesu <span class="_ _e"></span>analizy <span class="_ _e"></span>podwójnej <span class="_ _e"></span>istotności, <span class="_ _e"></span>a <span class="_ _e"></span>także <span class="_ _e"></span>przedsta<span class="_ _2"></span>wiciel <span class="_ _2"></span>Zarząd<span class="_ _2"></span>u <span class="_ _e"></span>brał <span class="_ _e"></span>czynny <span class="_ _e"></span>udział <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y331 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _13"> </span>przeprowadzo<span class="_ _2"></span>nym <span class="_ _13"> </span>proc<span class="_ _2"></span>esie. <span class="_ _13"> </span>Zarząd <span class="_ _8"> </span>jest <span class="_ _13"> </span>informo<span class="_ _2"></span>wany<span class="_ _2"></span><span class="ff1"> <span class="_ _13"> </span></span>o <span class="_ _8"> </span>miernikach, <span class="_ _13"> </span>co <span class="_ _8"> </span>pozwala <span class="_ _8"> </span>ocenić <span class="_ _8"> </span>skuteczno<span class="_ _2"></span>ść <span class="_ _13"> </span>zarządza<span class="_ _2"></span>nia <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y629 ff1 fs3 fc0 sc0 ls0 ws0">w TOYA S.A. </div><div class="t m0 x6 hc y205 ff4 fs3 fc0 sc0 ls0 ws0">Zarząd  jednostki <span class="_ _8"> </span>dominującej  został  za<span class="_ _0"></span>poznany  ze <span class="_ _13"> </span>wszys<span class="_ _2"></span>tkimi <span class="_ _13"> </span>zid<span class="_ _2"></span>entyfikowanymi,  w <span class="_ _13"> </span>r<span class="_ _2"></span>amach <span class="_ _8"> </span>podwójnej  istotności, </div><div class="t m0 x6 hc y334 ff4 fs3 fc0 sc0 ls0 ws0">istotnymi <span class="_ _19"> </span>wpływami <span class="_ _5"> </span>oraz <span class="_ _19"> </span>ryzykami <span class="_ _5"> </span>(s<span class="_ _2"></span>zans <span class="_ _5"> </span>nie <span class="_ _5"> </span>zid<span class="_ _2"></span>entyfikowano). <span class="_ _5"> </span>Wykaz <span class="_ _19"> </span>istotnych <span class="_ _19"> </span>wpływów <span class="_ _5"> </span>i <span class="_ _5"> </span>ryzy<span class="_ _2"></span>k <span class="_ _1b"> </span>zn<span class="_ _2"></span>ajduje <span class="_ _5"> </span>się <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5de ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>ujawnieniu <span class="_ _e"></span>SBM<span class="_ _2"></span>-<span class="ff4">3. <span class="_ _2"></span>Wp<span class="_ _2"></span>ływ <span class="_ _2"></span>ryzyka<span class="_ _2"></span> <span class="_ _2"></span>i <span class="_ _e"></span>szanse <span class="_ _2"></span>s<span class="_ _2"></span>ą <span class="_ _2"></span>brane <span class="_ _e"></span>pod <span class="_ _2"></span>uwagę <span class="_ _e"></span>przy <span class="_ _e"></span>zarządzan<span class="_ _2"></span>iu <span class="_ _2"></span>spółką. <span class="_ _e"></span>Z <span class="_ _2"></span>tego <span class="_ _e"></span>też <span class="_ _2"></span>p<span class="_ _2"></span>owodu <span class="_ _2"></span>w <span class="_ _e"></span>2024 </span></div><div class="t m0 x6 hc y5df ff4 fs3 fc0 sc0 ls0 ws0">roku <span class="_ _1b"> </span>opracowano <span class="_ _1b"> </span>plan <span class="_ _1b"> </span>działań  dekarb<span class="_ _2"></span>onizacyjnych. <span class="_ _1b"> </span>Kolejnym  ob<span class="_ _2"></span>szarem,  który <span class="_ _1b"> </span>zos<span class="_ _2"></span>tanie<span class="_ _0"></span>  u<span class="_ _2"></span>regulowany  przez <span class="_ _1b"> </span>now<span class="_ _2"></span>ą </div><div class="t m0 x6 hc y5e0 ff4 fs3 fc0 sc0 ls0 ws0">politykę, będzie <span class="_ _2"></span>gospodarka obiegu zamkn<span class="_ _2"></span>iętego i zarządzanie od<span class="_ _2"></span>padami w Grupie Kapitał<span class="_ _2"></span>owej TOYA.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 y62a ff2 fs4 fc0 sc0 ls0 ws0">7.1.2.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Zarządzania i należyta staranność w kwestiach E<span class="_ _0"></span>SG<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y62b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y62c ff4 fs3 fc0 sc0 ls0 ws0">Grupa  Kap<span class="_ _2"></span>itałowa  TOYA <span class="_ _1b"> </span>przyjęła <span class="_ _1b"> </span>Politykę <span class="_ _1b"> </span>Zarządzania  ESG, <span class="_ _1b"> </span>w  celu <span class="_ _1b"> </span>wdrożenia <span class="_ _1b"> </span>i  utrzymanie <span class="_ _1b"> </span>skuteczn<span class="_ _2"></span>ego  systemu </div><div class="t m0 x6 hc y62d ff4 fs3 fc0 sc0 ls0 ws0">zarządzania ESG. W celu zapewnienia <span class="_ _0"></span>kompletności i skuteczności zarządzania, struktura zarządzania ESG oparta jest na </div><div class="t m0 x6 hc y62e ff4 fs3 fc0 sc0 ls0 ws0">trzech poziomach zarzą<span class="_ _2"></span>dzania: <span class="ff1"> </span></div><div class="t m0 x6 hc y62f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y630 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">POZIOM <span class="_ _40"> </span>NADZORCZY <span class="_ _40"> </span>- <span class="_ _40"> </span><span class="ff4">Całoś<span class="_ _2"></span>ciowy <span class="_ _40"> </span>nadzór <span class="_ _40"> </span>nad <span class="_ _40"> </span>zarządzaniem <span class="_ _40"> </span>obszarem <span class="_ _40"> </span>ESG <span class="_ _27"> </span>i <span class="_ _40"> </span>wdrożeniem<span class="_ _e"></span></span> </span></span></div><div class="t m0 x34 hc y631 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań/priory<span class="_ _2"></span>tetów w obszarze E<span class="_ _2"></span>SG.<span class="ff1"> </span></div><div class="t m0 xd h1a y632 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">POZIOM <span class="_ _2d"> </span>ZARZĄ<span class="_ _2"></span>DCZY <span class="_ _3c"> </span><span class="ff1">- <span class="_ _2d"> </span></span>Strategiczn<span class="_ _2"></span>e <span class="_ _2d"> </span>zarządzan<span class="_ _2"></span>ie <span class="_ _2d"> </span>obszarem <span class="_ _3c"> </span>ESG <span class="_ _2d"> </span>i <span class="_ _3c"> </span>wdrożeniem<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y633 ff4 fs3 fc0 sc0 ls0 ws0">zobowiązań/priory<span class="_ _2"></span>tetów/raportowania <span class="_ _2"></span>w obszarze ESG.  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y634 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">POZIOM OPERACYJN<span class="_ _2"></span>Y <span class="ff4">–</span> <span class="ff4">działania operacy<span class="_ _2"></span>jne. Realizacja poszczególnych<span class="_ _2"></span> inicjatyw i projektów.<span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 hc y635 ff4 fs3 fc0 sc0 ls0 ws0">Odpowiedzialność <span class="_ _13"> </span>za <span class="_ _13"> </span>za<span class="_ _2"></span>kres <span class="_ _13"> </span>ujawnień <span class="_ _13"> </span>i <span class="_ _13"> </span>prze<span class="_ _2"></span>gląd <span class="_ _13"> </span>raportowanych <span class="_ _13"> </span>d<span class="_ _2"></span>anych <span class="_ _13"> </span>spoczy<span class="_ _2"></span>wa <span class="_ _7"> </span>na <span class="_ _13"> </span>Za<span class="_ _2"></span>rządzie <span class="_ _7"> </span>s<span class="_ _2"></span>półki <span class="_ _13"> </span>dominujące<span class="_ _2"></span>j <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y636 ff4 fs3 fc0 sc0 ls0 ws0">w G<span class="_ _0"></span>rupie Kapitałowej TOYA. W przygotowaniu ujawnienia zrównoważonego <span class="_ _0"></span>rozwoju biorą udział pracownicy TOYA <span class="_ _0"></span>S.A, </div><div class="t m0 x6 hc y637 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _7"></span>Romania <span class="_ _7"></span>S.A., <span class="_ _7"> </span>YA<span class="_ _2"></span>TO <span class="_ _7"></span>Tools <span class="_ _7"></span>(Shanghai) <span class="_ _7"> </span>Co., <span class="_ _7"> </span>Lt<span class="_ _2"></span>d., <span class="_ _7"></span>YATO <span class="_ _7"></span>Tools <span class="_ _7"></span>(Jiaxing) <span class="_ _7"> </span>Co., <span class="_ _7"> </span>Ltd. <span class="_ _13"> </span>odpowiedzialni <span class="_ _7"></span>za <span class="_ _7"> </span>pos<span class="_ _2"></span>zczególne </div><div class="t m0 x6 hc y638 ff4 fs3 fc0 sc0 ls0 ws0">obszary w s<span class="_ _2"></span>półce. <span class="ff1"> </span></div><div class="t m0 x6 hc y345 ff4 fs3 fc0 sc0 ls0 ws0">Ryzyko <span class="_ _e"></span>związane <span class="_ _2"></span>ze <span class="_ _e"></span>sprawozdawczością <span class="_ _e"></span>zrównoważonego <span class="_ _e"></span>rozwoju<span class="_ _2"></span> <span class="_ _2"></span>może <span class="_ _e"></span>być <span class="_ _2"></span>związan<span class="_ _2"></span>e <span class="_ _2"></span>z <span class="_ _e"></span>nieprawidłowymi <span class="_ _2"></span>dan<span class="_ _2"></span>ymi <span class="_ _2"></span>lub </div><div class="t m0 x6 hc y346 ff4 fs3 fc0 sc0 ls0 ws0">błędami <span class="_ _2"></span>w <span class="_ _e"></span>obliczeniach <span class="_ _e"></span>wskaźników <span class="_ _e"></span>liczbowych. <span class="_ _e"></span>Ryzyko <span class="_ _e"></span>to <span class="_ _2"></span>nie <span class="_ _2"></span>jest <span class="_ _e"></span>wymienione <span class="_ _2"></span>w <span class="_ _e"></span>Polityce <span class="_ _e"></span>Zarządzania <span class="_ _e"></span>ESG, <span class="_ _e"></span>ale <span class="_ _2"></span>mimo </div><div class="t m0 x6 hc y639 ff1 fs3 fc0 sc0 ls0 ws0">to <span class="_ _e"></span>w <span class="_ _e"></span>trakcie <span class="_ _e"></span>przygotowywani<span class="_ _2"></span>a <span class="_ _2"></span>s<span class="_ _2"></span>prawoz<span class="_ _2"></span><span class="ff4">dania <span class="_ _e"></span>zrównoważonego <span class="_ _e"></span>rozwoju<span class="_ _2"></span> <span class="_ _2"></span>Grup<span class="_ _2"></span>y <span class="_ _e"></span>TOYA <span class="_ _e"></span>prowadzone <span class="_ _e"></span>są <span class="_ _4"></span>działania <span class="_ _e"></span>mające </span></div><div class="t m0 x6 hc y48c ff4 fs3 fc0 sc0 ls0 ws0">na celu <span class="_ _0"></span>minimalizację tego <span class="_ _0"></span>ryzyka –<span class="ff1"> </span>treść <span class="_ _0"></span>sprawozdania sprawdzają osoby odpowiedzialne za <span class="_ _0"></span>poszczególne obszary oraz </div><div class="t m0 x6 hc y63a ff4 fs3 fc0 sc0 ls0 ws0">osoba <span class="_ _5"> </span>koord<span class="_ _2"></span>ynująca <span class="_ _5"> </span>przygotowanie <span class="_ _5"> </span>sprawozd<span class="_ _2"></span>ania. <span class="_ _5"> </span>W <span class="_ _5"> </span>praca<span class="_ _2"></span>ch <span class="_ _1b"> </span>u<span class="_ _2"></span>czestniczy <span class="_ _19"> </span>ró<span class="_ _2"></span>wnież <span class="_ _1b"> </span>Z<span class="_ _2"></span>arząd <span class="_ _5"> </span>TOYA <span class="_ _5"> </span>S.A. <span class="_ _5"> </span>Infor<span class="_ _2"></span>macje </div><div class="t m0 x6 hc y63b ff4 fs3 fc0 sc0 ls0 ws0">dotyczące zarząd<span class="_ _2"></span>zania ESG przekazywane są Za<span class="_ _2"></span>rządowi TOYA S.A. co najmniej raz <span class="_ _2"></span>do roku.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1b9 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitałowa <span class="_ _0"></span>TOYA <span class="_ _9"></span>zachowuje <span class="_ _0"></span>należytą <span class="_ _0"></span>staranność <span class="_ _0"></span>między <span class="_ _9"></span>innymi <span class="_ _0"></span>w <span class="_ _9"></span>sp<span class="_ _2"></span>rawach <span class="_ _9"></span>pra<span class="_ _2"></span>cowniczych, <span class="_ _9"></span>ochron<span class="_ _2"></span>ie <span class="_ _9"></span>środowis<span class="_ _2"></span>ka<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y1ba ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _7"> </span>za<span class="_ _2"></span>rządzaniu <span class="_ _13"> </span>(w <span class="_ _13"> </span>tym <span class="_ _13"> </span>zapob<span class="_ _2"></span>ieganiu <span class="_ _7"> </span>ko<span class="_ _2"></span>rupcji). <span class="_ _13"> </span>Wszystkie <span class="_ _13"> </span>te <span class="_ _13"> </span>as<span class="_ _2"></span>pekty <span class="_ _13"> </span>są <span class="_ _13"> </span>opisan<span class="_ _2"></span>e <span class="_ _7"> </span>w <span class="_ _13"> </span>Sprawozdan<span class="_ _2"></span>iu <span class="_ _7"> </span>o<span class="_ _2"></span> <span class="_ _7"> </span>zrównoważ<span class="_ _2"></span>onym </div><div class="t m0 x6 hc y1bb ff1 fs3 fc0 sc0 ls0 ws0">rozwoju Grupy TOYA.<span class="_ _2"></span> </div><div class="t m0 x6 hc y5b8 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x2 y63c w3 h87" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">43<span class="ls0"> </span></div></div><div class="c x6 y63d w84 h88"><div class="t m0 x17 hf y63e ff3 fs7 fc3 sc0 ls0 ws0">Należyta staranno<span class="_ _0"></span>ść<span class="ff2"> </span></div></div><div class="c x6 y63f w85 h89"><div class="t m0 x17 hf y640 ff3 fs7 fc3 sc0 ls0 ws0">Podstawowe ele<span class="_ _0"></span>ment procesu nale<span class="_ _0"></span>żytej starannoś<span class="_ _0"></span>ci <span class="ff2"> </span></div></div><div class="c x113 y63f w86 h89"><div class="t m0 x17 hf y640 ff3 fs7 fc3 sc0 ls0 ws0">Punkty w oświadc<span class="_ _0"></span>zeniu dotyczący<span class="_ _0"></span>m zrównoważone<span class="_ _0"></span>go rozwoju <span class="ff2"> </span></div></div><div class="c x6 y5d5 w85 h88"><div class="t m0 x17 h11 y641 ff4 fs7 fc0 sc0 ls0 ws0">Uwzględnieni<span class="_ _0"></span>e <span class="_ _26"> </span>należytej <span class="_ _1b"> </span>staran<span class="_ _0"></span>ności <span class="_ _1b"> </span>w <span class="_ _26"> </span> <span class="_ _1b"> </span>ładzie <span class="_ _26"> </span>korporacyjny<span class="_ _0"></span>m, <span class="_ _1b"> </span>strat<span class="_ _0"></span>egii <span class="_ _1b"> </span>i </div><div class="t m0 x17 h11 y642 ff1 fs7 fc0 sc0 ls0 ws0">modelu bizneso<span class="_ _0"></span>wym </div></div><div class="c x113 y5d5 w86 h88"><div class="t m0 x17 h11 y641 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 GOV-2, ESRS2 <span class="_ _0"></span>SBM-3,  </div></div><div class="c x6 y643 w85 h88"><div class="t m0 x17 h11 y641 ff4 fs7 fc0 sc0 ls0 ws0">Współpraca <span class="_ _9"></span>z <span class="_ _0"></span>zainter<span class="_ _0"></span>esowanymi <span class="_ _9"></span>stronami, <span class="_ _0"></span>na <span class="_ _0"></span>któr<span class="_ _0"></span>e <span class="_ _0"></span>jednostka <span class="_ _9"></span>wywiera <span class="_ _9"></span>wpływ, </div><div class="t m0 x17 h11 y642 ff4 fs7 fc0 sc0 ls0 ws0">na wszystkic<span class="_ _0"></span>h kluczowych <span class="_ _0"></span>etapach procesu nal<span class="_ _0"></span>eżytej starannośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c x113 y643 w86 h88"><div class="t m0 x17 h11 y641 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 SBM-2, S1-2, S<span class="_ _0"></span>4-2 </div></div><div class="c x6 y644 w85 h88"><div class="t m0 x17 h11 y641 ff4 fs7 fc0 sc0 ls0 ws0">Identyfi<span class="_ _0"></span>kacja i ocena niek<span class="_ _0"></span>orzystnych wpływów<span class="ff1"> </span></div></div><div class="c x113 y644 w86 h88"><div class="t m0 x17 h11 y641 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 IRO-1, ESRS2 <span class="_ _0"></span>SBM-3 </div></div><div class="c x6 y448 w85 h88"><div class="t m0 x17 h11 y641 ff4 fs7 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _0"></span>działań <span class="_ _0"></span>w celu <span class="_ _0"></span>ograniczeni<span class="_ _0"></span>a <span class="ff1">zidentyf<span class="_ _0"></span>ikowanych ni<span class="_ _0"></span>ekorzystnych </span></div><div class="t m0 x17 h11 y642 ff4 fs7 fc0 sc0 ls0 ws0">wpływów<span class="ff1"> </span></div></div><div class="c x113 y448 w86 h88"><div class="t m0 x17 h11 y641 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-1, E5-1, S1<span class="_ _0"></span>-1, S2-1, G1-3 </span></div></div><div class="c x6 y645 w85 h8a"><div class="t m0 x17 h11 y641 ff4 fs7 fc0 sc0 ls0 ws0">Monitor<span class="_ _0"></span>owanie <span class="_ _1c"> </span>s<span class="_ _2"></span>kutecznośc<span class="_ _0"></span>i <span class="_ _21"> </span>tych <span class="_ _21"> </span>starań <span class="_ _21"> </span>i <span class="_ _21"> </span>przekazywanie <span class="_ _1c"> </span>stosownych </div><div class="t m0 x17 h11 y642 ff1 fs7 fc0 sc0 ls0 ws0">informacji<span class="_ _0"></span> w tym zakresie  </div></div><div class="c x113 y645 w86 h8a"><div class="t m0 x17 h11 y641 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-6, E5-4, S1<span class="_ _0"></span>-17, G1-3 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x34 h63 y646 ff2 fs4 fc0 sc0 ls0 ws0">7.1.3.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Model biznesowy i łańcuch wartości</span></span> </div><div class="t m0 x6 h6 y647 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y648 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>2024 <span class="_ _19"> </span>roku<span class="_ _2"></span> <span class="_ _19"> </span>w <span class="_ _19"> </span>Grupie <span class="_ _14"> </span>TOYA <span class="_ _19"> </span>nie <span class="_ _19"> </span>obowiązy<span class="_ _2"></span>wała <span class="_ _19"> </span>strategia <span class="_ _14"> </span>biznesowa <span class="_ _19"> </span>odno<span class="_ _2"></span>sząca <span class="_ _19"> </span>się <span class="_ _19"> </span>do <span class="_ _19"> </span>kwestii <span class="_ _14"> </span>związanych <span class="_ _19"> </span>ze </div><div class="t m0 x6 hc y268 ff4 fs3 fc0 sc0 ls0 ws0">zrównoważonym <span class="_ _8"> </span>rozwojem.  Za <span class="_ _13"> </span>najważniejszy  obszar <span class="_ _13"> </span>działań <span class="_ _13"> </span>u<span class="_ _2"></span>znano <span class="_ _13"> </span>kwestię  zmian <span class="_ _13"> </span>klimatu. <span class="_ _13"> </span>Prz<span class="_ _2"></span>yjęta <span class="_ _13"> </span>w  2024<span class="_ _0"></span> <span class="_ _8"> </span>roku </div><div class="t m0 x6 hc y269 ff1 fs3 fc0 sc0 ls0 ws0">Strategia <span class="_ _7"></span>klimatyczna <span class="_ _7"> </span>jest <span class="_ _7"> </span>p<span class="_ _2"></span>rzedstawiona <span class="_ _7"></span>w <span class="_ _7"></span>rozd<span class="_ _2"></span><span class="ff4">ziale <span class="_ _7"></span>E1 <span class="_ _7"></span>niniejszego <span class="_ _7"></span>sprawozdania <span class="_ _7"> </span>zró<span class="_ _2"></span>wnoważonego <span class="_ _7"></span>rozwoju <span class="_ _7"></span>Grupy </span></div><div class="t m0 x6 hc y649 ff1 fs3 fc0 sc0 ls0 ws0">TOYA.  </div><div class="t m0 x6 hc y64a ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>Kapitałowa <span class="_ _e"></span>TOYA <span class="_ _e"></span>sprzedawał<span class="_ _2"></span>a <span class="_ _2"></span>p<span class="_ _2"></span>rodukty <span class="_ _2"></span>po<span class="_ _2"></span>d <span class="_ _2"></span>6 <span class="_ _e"></span>markami <span class="_ _e"></span>własny<span class="_ _2"></span>mi, <span class="_ _2"></span>co <span class="_ _e"></span>oznaczał<span class="_ _2"></span>o <span class="_ _2"></span>około <span class="_ _e"></span>13 <span class="_ _e"></span>tys. <span class="_ _e"></span>produktów <span class="_ _e"></span>w <span class="_ _e"></span>23 </div><div class="t m0 x6 hc y64b ff1 fs3 fc0 sc0 ls0 ws0">kategoriach.<span class="_ _2"></span> </div><div class="t m0 x6 hc y64c ff4 fs3 fc0 sc0 ls0 ws0">Marki własne Grupy<span class="_ _2"></span> Kapitałowej TOYA i zakres oferty t<span class="_ _2"></span>o: <span class="ff1"> </span></div><div class="t m0 xd h1a y64d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">YATO <span class="_ _44"> </span>- <span class="_ _44"> </span><span class="ff4">elektronarzędzia,<span class="_ _2"></span> <span class="_ _1"> </span>n<span class="_ _2"></span>arzędzia <span class="_ _44"> </span>akumulatorowe, <span class="_ _44"> </span>elektryczne, <span class="_ _44"> </span>spalino<span class="_ _2"></span>we, <span class="_ _1"> </span>pn<span class="_ _2"></span>eumatyczne <span class="_ _e"></span></span> </span></span></div><div class="t m0 x34 hc y64e ff4 fs3 fc0 sc0 ls0 ws0">i ręczne, a także arty<span class="_ _2"></span>kuły BHP). <span class="ff1"> </span></div><div class="t m0 xd h1a y64f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">VOREL - <span class="ff4">narzędzia ręczn<span class="_ _2"></span>e, warsztat<span class="_ _2"></span>owe i budowlane. <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y244 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">FLO - <span class="ff4">ręczne i sp<span class="_ _2"></span>alinowe narzędzia ogrod<span class="_ _2"></span>owe oraz elektronarzędzia<span class="_ _2"></span> ogrodowe. <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y650 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">STHOR - <span class="ff4">elektron<span class="_ _2"></span>arzędzia i narzędzia warszt<span class="_ _2"></span>atowe. <span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y651 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">FALA - <span class="ff4">armatura ł<span class="_ _2"></span>azienkowa i kuchenna,<span class="_ _2"></span> akcesoria. </span> </span></span></div><div class="t m0 xd h1a y652 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">LUND - <span class="ff4">drobne AG<span class="_ _2"></span>D, artykuły gospo<span class="_ _2"></span>darstwa domowego. <span class="_ _2"></span></span> </span></span></div><div class="t m0 x6 hc y653 ff4 fs3 fc0 sc0 ls0 ws0">Więcej informacji o <span class="_ _2"></span>markach własnych z<span class="_ _2"></span>najduje się w pkt. 4.3 Sprawozdan<span class="_ _2"></span>ia z działalno<span class="_ _2"></span>ści Spółki i Grupy TOYA. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6d ff4 fs3 fc0 sc0 ls0 ws0">Grupa  Kap<span class="_ _2"></span>itałowa  TOYA <span class="_ _1b"> </span>prowadzi <span class="_ _1b"> </span>dział<span class="_ _2"></span>alność<span class="_ _2"></span><span class="ff1"> </span>w  Polsce,  Ru<span class="_ _2"></span>munii  oraz <span class="_ _1b"> </span>Chinach <span class="_ _1b"> </span>oferując <span class="_ _1b"> </span>swoje  pro<span class="_ _2"></span>dukty <span class="_ _1b"> </span>klientom </div><div class="t m0 x6 hc y6e ff4 fs3 fc0 sc0 ls0 ws0">indywidualnym <span class="_ _1f"> </span>oraz <span class="_ _21"> </span>w <span class="_ _21"> </span>s<span class="_ _2"></span>przedaży <span class="_ _21"> </span>hurtowej. <span class="_ _1f"> </span>Spółki <span class="_ _21"> </span>w <span class="_ _21"> </span>Chinach<span class="_ _2"></span> <span class="_ _21"> </span>uławiają <span class="_ _1f"> </span>kontakt <span class="_ _21"> </span>z <span class="_ _21"> </span>prod<span class="_ _2"></span>ucentami <span class="_ _21"> </span>produktów </div><div class="t m0 x6 hc y6f ff4 fs3 fc0 sc0 ls0 ws0">sprzedawanych<span class="_ _2"></span> <span class="_ _1b"> </span>przez <span class="_ _5"> </span>Grupę <span class="_ _5"> </span>Kapitałową <span class="_ _5"> </span>TOYA. <span class="_ _1b"> </span>Dzi<span class="_ _2"></span>ęki<span class="ff1"> <span class="_ _5"> </span></span>w<span class="_ _2"></span>spółpracy <span class="_ _5"> </span>z <span class="_ _5"> </span>dystrybutorami <span class="_ _5"> </span>na <span class="_ _1b"> </span>ry<span class="_ _2"></span>nkach <span class="_ _1b"> </span>lokaln<span class="_ _2"></span>ych <span class="_ _1b"> </span>Grupa </div><div class="t m0 x6 hc y70 ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowa <span class="_ _7"></span>TOYA <span class="_ _7"></span>dociera <span class="_ _7"></span>do <span class="_ _7"></span>klientów <span class="_ _7"></span>w <span class="_ _4"></span>ponad<span class="_ _2"></span> <span class="_ _4"></span>100 <span class="_ _7"></span>krajac<span class="_ _2"></span>h <span class="_ _7"></span>w <span class="_ _4"></span>Europ<span class="_ _2"></span>ie, <span class="_ _4"></span>Azji, <span class="_ _7"></span>Afryce, <span class="_ _7"></span>Australii <span class="_ _7"></span>i <span class="_ _7"></span>krajach <span class="_ _7"></span>obu <span class="_ _7"></span>Ameryk. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y71 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>odniesieniu <span class="_ _2"></span>do grup <span class="_ _2"></span>produktów <span class="_ _2"></span>oraz <span class="_ _2"></span>kategorii <span class="_ _2"></span>klientów <span class="_ _2"></span>i obs<span class="_ _2"></span>zarów geograficznych <span class="_ _2"></span>nie <span class="_ _e"></span>przy<span class="_ _2"></span>jęto celów <span class="_ _2"></span>związanych <span class="_ _2"></span>ze </div><div class="t m0 x6 hc y72 ff4 fs3 fc0 sc0 ls0 ws0">zrównoważonym <span class="_ _15"> </span>rozwojem. <span class="_ _15"> </span>Mimo <span class="_ _15"> </span>to <span class="_ _15"> </span>Grupa <span class="_ _22"> </span>Kapitałowa <span class="_ _15"> </span>TOYA <span class="_ _22"> </span>p<span class="_ _2"></span>odejmuje <span class="_ _22"> </span>d<span class="_ _2"></span>ziałania <span class="_ _15"> </span>wpisujące <span class="_ _15"> </span>się <span class="_ _22"> </span>w <span class="_ _15"> </span>idee </div><div class="t m0 x6 hc y73 ff4 fs3 fc0 sc0 ls0 ws0">zrównoważonego rozwoju. W kontekście <span class="_ _0"></span>dystryb<span class="_ _2"></span>uowanych produktów oraz <span class="_ _0"></span>świadczenia usług, Grupa <span class="_ _0"></span>Kapitałowa TOYA </div><div class="t m0 x6 hc y74 ff4 fs3 fc0 sc0 ls0 ws0">oferuje <span class="_ _7"></span>możliwość <span class="_ _7"></span>naprawy <span class="_ _7"></span>sprzętu <span class="_ _7"></span>po <span class="_ _7"></span>upływie <span class="_ _7"></span>gwarancji <span class="_ _7"></span>oraz <span class="_ _7"></span>możliwość <span class="_ _4"></span>zaku<span class="_ _2"></span>pu<span class="_ _2"></span><span class="ff1"> <span class="_ _7"></span></span>części <span class="_ _7"></span>zamiennych <span class="_ _7"></span>dla <span class="_ _7"></span>wybranych </div><div class="t m0 x6 hc y75 ff4 fs3 fc0 sc0 ls0 ws0">produktów, <span class="_ _e"></span>co <span class="_ _2"></span>p<span class="_ _2"></span>ozwala <span class="_ _2"></span>na <span class="_ _e"></span>dalsze <span class="_ _e"></span>użytkowan<span class="_ _2"></span>ie <span class="_ _2"></span>sprzętu. <span class="_ _e"></span>Zarówno <span class="_ _e"></span>profesjonaliści, <span class="_ _e"></span>jak <span class="_ _e"></span>i <span class="_ _2"></span>ma<span class="_ _2"></span>jsterkowicze <span class="_ _e"></span>moją <span class="_ _2"></span>dos<span class="_ _2"></span>tęp <span class="_ _2"></span>do </div><div class="t m0 x6 hc y76 ff4 fs3 fc0 sc0 ls0 ws0">informacji <span class="_ _e"></span>p<span class="_ _2"></span>omocnych <span class="_ _4"></span>przy <span class="_ _4"></span>naprawie <span class="_ _e"></span>s<span class="_ _2"></span>przętu. <span class="_ _4"></span>W <span class="_ _e"></span>ten <span class="_ _4"></span>sp<span class="_ _2"></span>osób<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span></span>Grup<span class="_ _2"></span>a <span class="_ _e"></span>Kapita<span class="_ _2"></span>łowa <span class="_ _e"></span>TOYA <span class="_ _4"></span>działa <span class="_ _4"></span>na <span class="_ _4"></span>rzecz <span class="_ _4"></span>zrównoważonej </div><div class="t m0 x6 hc y77 ff1 fs3 fc0 sc0 ls0 ws0">konsumpcji<span class="_ _2"></span>. </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x2 y654 w3 h8b" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">44<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Na 31 grudnia 2024 roku<span class="_ _2"></span> w Polsce zatrudn<span class="_ _2"></span>iano 346 osób, w Rumunii by<span class="_ _2"></span>ło to 86 pracowników, a w Ch<span class="_ _2"></span>inach <span class="_ _2"></span>–<span class="ff1"> 162. <span class="_ _2"></span> </span></div><div class="t m0 x6 hc y655 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wa <span class="_ _2"></span>TOYA <span class="_ _2"></span>ściśle <span class="_ _2"></span>p<span class="_ _2"></span>rzestrzegała <span class="_ _2"></span>w <span class="_ _2"></span>2024 <span class="_ _2"></span>roku<span class="_ _2"></span> <span class="_ _2"></span>wszystk<span class="_ _2"></span>ich s<span class="_ _2"></span>ankcji <span class="_ _2"></span>nałożonych<span class="_ _2"></span> przez <span class="_ _2"></span>Unię <span class="_ _2"></span>Eu<span class="_ _2"></span>ropejską, <span class="_ _2"></span>Pols<span class="_ _2"></span>kę </div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">oraz rządy in<span class="_ _2"></span>nych państw na podmioty, os<span class="_ _2"></span>oby oraz towary wskazane w odp<span class="_ _2"></span>owiednich aktach prawny<span class="_ _2"></span>ch. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y225 ff4 fs3 fc0 sc0 ls0 ws0">Przychody Grup<span class="_ _2"></span>y Kapitałowej według sektorów ESRS ks<span class="_ _2"></span>ztałtowały się n<span class="_ _2"></span>astępująco: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y657 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y103 w87 h8c"><div class="t m0 x17 hf y658 ff3 fs7 fc3 sc0 ls0 ws0">Przychody wedłu<span class="_ _0"></span>g istotnych sekto<span class="_ _0"></span>rów ESRS [tys. <span class="_ _0"></span>zł]<span class="ff2"> </span></div></div><div class="c x6 y659 w88 h8d"><div class="t m0 x17 hf y65a ff2 fs7 fc3 sc0 ls0 ws0">Sektor </div></div><div class="c x114 y659 w89 h8d"><div class="t m0 x17 hf y65a ff2 fs7 fc3 sc0 ls0 ws0">Przychody </div></div><div class="c x6 y5a2 w88 h8e"><div class="t m0 x17 h11 y65b ff4 fs7 fc0 sc0 ls0 ws0">Sprzedaż i handel<span class="ff1"> </span></div></div><div class="c x114 y5a2 w89 h8e"><div class="t m0 x17 h11 y65b ff1 fs7 fc0 sc0 lse ws0">821<span class="ls0"> </span>008 <span class="ls0"> </span></div></div><div class="c x6 y65c w88 h3b"><div class="t m0 x17 h11 y65d ff4 fs7 fc0 sc0 ls0 ws0">Całkowite pr<span class="_ _0"></span>zychody<span class="ff1"> </span></div></div><div class="c x114 y65c w89 h3b"><div class="t m0 x17 hf y65d ff2 fs7 fc0 sc0 ls0 ws0">821 008 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y449 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa T<span class="_ _2"></span>OYA nie pro<span class="_ _2"></span>wadzi działalnoś<span class="_ _2"></span>ci związan<span class="_ _2"></span>ej z sektorem p<span class="_ _2"></span>aliw kopalnych<span class="_ _2"></span>, w tym węglem, rop<span class="_ _2"></span>ą naftową </div><div class="t m0 x6 hc y65e ff1 fs3 fc0 sc0 ls0 ws0">lub gazem. </div><div class="t m0 x6 h6 y65f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y660 ff4 fs3 fc0 sc0 ls0 ws0">Model <span class="_ _7"> </span>biznes<span class="_ _2"></span>owy <span class="_ _7"></span>i <span class="_ _7"> </span>łań<span class="_ _2"></span>cuch <span class="_ _7"> </span>wartości <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Kapitałowej <span class="_ _7"> </span>TOY<span class="_ _2"></span>A <span class="_ _7"></span>skupiają <span class="_ _13"> </span>się <span class="_ _13"> </span>wokół <span class="_ _7"> </span>n<span class="_ _2"></span>akładów, <span class="_ _7"></span>wyników <span class="_ _13"> </span>i <span class="_ _7"></span>korzyś<span class="_ _2"></span>ci <span class="_ _7"></span>dla </div><div class="t m0 x6 hc y661 ff4 fs3 fc0 sc0 ls0 ws0">interesariuszy. <span class="_ _4"></span>Nakłady<span class="_ _2"></span> <span class="_ _e"></span>obejmują <span class="_ _4"></span>zasoby <span class="_ _4"></span>finansowe, <span class="_ _4"></span>takie <span class="_ _4"></span>jak <span class="_ _4"></span>przychody, <span class="_ _e"></span>a <span class="_ _4"></span>także <span class="_ _4"></span>aktywa, <span class="_ _4"></span>takie <span class="_ _4"></span>jak <span class="_ _e"></span>sklep <span class="_ _4"></span>internetowy </div><div class="t m0 x6 hc y662 ff1 fs3 fc0 sc0 ls0 ws0">toya24.pl,  yatogastro.pl  i  toy<span class="ff4">a24.ro.  Ponadto  kapitał  intelektualny <span class="_ _8"> </span>i  ludzki  przyczyniają  się <span class="_ _8"> </span>do  tworzenia  wartości <span class="_ _e"></span></span> </div><div class="t m0 x6 hc y663 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>postaci <span class="_ _2"></span>reputa<span class="_ _2"></span>cji <span class="_ _2"></span>marki, <span class="_ _2"></span>wiedzy <span class="_ _2"></span>p<span class="_ _2"></span>racowników, <span class="_ _2"></span>relacji <span class="_ _2"></span>z <span class="_ _2"></span>klientami <span class="_ _2"></span>i <span class="_ _2"></span>p<span class="_ _2"></span>artnerami <span class="_ _2"></span>biznesowy<span class="_ _2"></span>mi. <span class="_ _2"></span>Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _e"></span>TOYA </div><div class="t m0 x6 hc y664 ff4 fs3 fc0 sc0 ls0 ws0">stawia klientów w centru<span class="_ _2"></span>m swojej działalnoś<span class="_ _2"></span>ci, co w ocenie organ<span class="_ _2"></span>izacji przekłada s<span class="_ _2"></span>ię na konkretne wyniki i korzy<span class="_ _2"></span>ści. <span class="ff1"> </span></div><div class="t m0 x6 hc y665 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y666 ff3 fs3 fc0 sc0 ls0 ws0">Korzyści dla klientów: <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y667 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y668 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Wys<span class="_ _2"></span>oka <span class="_ _1c"> </span>jakość <span class="_ _21"> </span>produktów. <span class="_ _1c"> </span>Grupa <span class="_ _21"> </span>Kapitał<span class="_ _2"></span>owa <span class="_ _1c"> </span>TOYA <span class="_ _1c"> </span>dosta<span class="_ _2"></span>rcza <span class="_ _1c"> </span>narzędzia <span class="_ _21"> </span>i <span class="_ _1c"> </span>akcesoria, <span class="_ _21"> </span>które <span class="_ _21"> </span>spełniają </span></span></div><div class="t m0 x34 hc y669 ff4 fs3 fc0 sc0 ls0 ws0">międzynarodowe <span class="_ _7"></span>stand<span class="_ _2"></span>ardy <span class="_ _7"></span>jakości. <span class="_ _7"></span>Marki <span class="_ _7"></span>własne <span class="_ _7"></span>takie <span class="_ _7"></span>jak <span class="_ _7"></span>np. <span class="_ _7"></span>YATO, <span class="_ _4"></span>VORE<span class="_ _2"></span>L <span class="_ _7"></span>czy <span class="_ _7"></span>STHOR <span class="_ _7"></span>są <span class="_ _7"></span>rozpoznawalne<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y66a ff4 fs3 fc0 sc0 ls0 ws0">i cenione wśród klientów z róż<span class="_ _2"></span>nych bra<span class="_ _2"></span>nż.<span class="ff1"> </span></div><div class="t m0 xd h1a y66b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Szeroka <span class="_ _7"> </span>oferta <span class="_ _7"> </span>p<span class="_ _2"></span>roduktów. <span class="_ _7"></span>Portfolio <span class="_ _7"> </span>Grup<span class="_ _2"></span>y <span class="_ _7"></span>Kapitałowej <span class="_ _7"></span>TOYA <span class="_ _7"></span>obejmuje <span class="_ _7"> </span>p<span class="_ _2"></span>rodukty <span class="_ _7"></span>dostosowan<span class="_ _2"></span>e <span class="_ _7"></span>do <span class="_ _7"></span>różnych </span></span></div><div class="t m0 x34 hc y66c ff4 fs3 fc0 sc0 ls0 ws0">potrzeb <span class="_ _2"></span>klientów. <span class="_ _2"></span>Klient ma <span class="_ _e"></span>możliwość wyb<span class="_ _2"></span>oru <span class="_ _2"></span>produktów <span class="_ _2"></span>dopasowanych <span class="_ _2"></span>do <span class="_ _2"></span>różnych wymagań<span class="_ _2"></span> techn<span class="_ _2"></span>icznych </div><div class="t m0 x34 hc y299 ff4 fs3 fc0 sc0 ls0 ws0">i budżetów.<span class="ff1"> </span></div><div class="t m0 xd h1a y242 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Dostęp<span class="_ _2"></span>ność <span class="_ _4"></span>i <span class="_ _4"></span>obsługa <span class="_ _4"></span>klienta<span class="_ _2"></span>. <span class="_ _e"></span>Grupa <span class="_ _7"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>rozwija <span class="_ _4"></span>swoje <span class="_ _4"></span>kan<span class="_ _2"></span>ały <span class="_ _4"></span>dystrybucji <span class="_ _4"></span>(trady<span class="_ _2"></span>cyjne <span class="_ _4"></span>i <span class="_ _4"></span>online) </span></span></div><div class="t m0 x34 hc y66d ff4 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _e"></span>oferuje <span class="_ _e"></span>p<span class="_ _2"></span>rofesjonalną <span class="_ _e"></span>o<span class="_ _2"></span>bsługę <span class="_ _e"></span>posprzedażową. <span class="_ _4"></span>Korzyścią <span class="_ _e"></span>dla <span class="_ _4"></span>klientów <span class="_ _e"></span>jest <span class="_ _4"></span>szybki <span class="_ _e"></span>dostęp <span class="_ _4"></span>do <span class="_ _e"></span>produktów, </div><div class="t m0 x34 hc y66e ff1 fs3 fc0 sc0 ls0 ws0">wygodne zakupy<span class="_ _2"></span> oraz wsparcie techniczne i g<span class="_ _2"></span>warancyjne.<span class="_ _2"></span> </div><div class="t m0 xd h1a y66f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Inno<span class="_ _2"></span>wacyjność. <span class="_ _e"></span>Regularne <span class="_ _e"></span>wprowadzanie <span class="_ _e"></span>nowych <span class="_ _e"></span>p<span class="_ _2"></span>roduktów, <span class="_ _e"></span>uwzględniających <span class="_ _e"></span>najnowsze <span class="_ _e"></span>trendy. <span class="_ _e"></span>Korzy<span class="_ _2"></span>ścią </span></span></div><div class="t m0 x34 hc y93 ff4 fs3 fc0 sc0 ls0 ws0">dla klientów może być leps<span class="_ _2"></span>za funkcjonalnoś<span class="_ _2"></span>ć i ergonomia narzędzi, co zwiększa<span class="_ _2"></span> efektywność pracy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y5ae ff3 fs3 fc0 sc0 ls0 ws0">Korzyści dla inwestoró<span class="_ _2"></span>w: <span class="ff2"> </span></div><div class="t m0 x6 h7 y5af ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5b0 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA dos<span class="_ _2"></span>tarcza wartość dla <span class="_ _2"></span>swoich inwestorów poprzez: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y398 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h1a y670 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Stabilne wyn<span class="_ _2"></span>iki finansowe. Grupa <span class="_ _2"></span>Kapitałowa TOYA notuje regularny<span class="_ _2"></span> wzrost przychod<span class="_ _2"></span>ów i zysków; <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y671 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Rozwój <span class="_ _7"></span>międzynarodowy. <span class="_ _7"></span>Grupa <span class="_ _7"></span>Kapitałowa <span class="_ _7"></span>TOYA <span class="_ _4"></span>prowad<span class="_ _2"></span>zi <span class="_ _4"></span>eks<span class="_ _2"></span>pansję <span class="_ _7"></span>na <span class="_ _4"></span>rynki <span class="_ _7"></span>zagraniczne <span class="_ _4"></span>w <span class="_ _7"></span>Europie, <span class="_ _7"></span>Azji <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y672 ff1 fs3 fc0 sc0 ls0 ws0">i inne regionach;<span class="_ _2"></span> </div><div class="t m0 xd h1a y439 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Opty<span class="_ _2"></span>malizację kosztów i efektywne zarząd<span class="_ _2"></span>zanie zasobami; <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y27c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Transp<span class="_ _2"></span>arentność. <span class="_ _8"> </span>Regularne  raportowanie <span class="_ _13"> </span>wyników <span class="_ _8"> </span>finan<span class="_ _2"></span>sowych <span class="_ _8"> </span>podnos<span class="_ _2"></span>i <span class="_ _13"> </span>zaufanie <span class="_ _8"> </span>i <span class="_ _8"> </span>pewność <span class="_ _8"> </span>związaną  ze </span></span></div><div class="t m0 x34 hc y673 ff4 fs3 fc0 sc0 ls0 ws0">sposobem zarzą<span class="_ _2"></span>dzania przedsiębiorstwem. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y674 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y675 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w0 h0" ><div class="pc pc2d w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQZJVl13Av+fc+9972XW1jvQIBqxN5tABoERyAIbaxDWZmtkW9aEHZ6ww/7giQl/mfk4EY6JmE8T9tgTdtjjmFHISMILkgAhViGxqKEbaDU7dNN00/S+1ZaZb7n3nPnwXlYXIEseyeExpfOL6ursjqzKly+zIv7v1rnngDWgYdJzN53FwGCAdRNITf3usfAJrnR5xTmcA5FqHpPC5TU7MJcOIwdITuyZ2n2H8JogDXI/XBjueWvfkZOHya0Gj5YysII5mziy0Bw8uKdePF4wgtPF7A2mjeDVVVWCU8h7jCixDFl25OD+owfqiY2ZEFJaVsHT1fosK+khATeAKEL7DuH2hVQG5dAchF4/prqUFENRcDEFwqjRpKGMcAEHZ9M3v7v1ge89/+aBwycGsaGpRCGJE2YolBIAgpBFa2OMMcas6HjdVRuPMzG5vC+xakSIvBJHldTbeOcTrzy49dVLzz39F6676twzJq7afO7aQKqgFHsZUozBEyhBBalB136DlZzACViAXBuAiByDaNk6dxegx3sVlyJ1m/4cPJAE3H6Mu+0xlAAPCSTKqccCimj7OccMrMQEaALg4aYzfObWm1//X185qo2UAyVVBeBqZS6mD82Wd96/dePa6Q+cs4p8LyswqJpBHh7ftu+//vmXj9f9Oe3zqnVSJYAhVcEVRouTRXbjh24IQM8rCYrcQ0/1ppN2YjtQs4/sQQQmCIMVzGAG+5q1YUAmoS5TeEI7GgZpBNfLJ3pPfP+F0qv6BmgvSdrOHy6qW2icCz1efUZkVzZ13juSYr+sG/I5QtEMFzho8A5S19Xw7+742z/8D18gBzAUoPbUq7RFNUvXQjW4gXMgB2FEVqa2tGf5BYNWLgtMWZU4gWpB5Wjf8bhz36GHt7zw7POvHZuNcwOqY497k5IVAhYiqICTIgFJkVy0oejGGGOMWcnxGrT8V/WElBKUhIJzzjkiYG5UcuYWou7bceCpVw+vngxnrcp/99c/9TOXnnla31eAczkAcIQmaANptwF6ApjcuNha2k2DRExdF+2lhN0Wb9Oy/XfjdnvkQF6JhJyQAwtQi5bUfgl7aAMO2k5JUcChBjwhUwIEGhl+KoRbf27z1ueuuGvrrtHgJLJeSgzHEcTFqjKVDz/z6hu793z8putuvvHDvQk+cHD43WdfuveR7x1YzEaSob8WtUcoIBVp7auTa7LmA5ecc8WF53LCTE5IiVnfPejbQT1KryUUkBo6hAAyBAVoyESDoNsIqHBdeUZSAJTNCz/54mt1MRkjgdou3uMOhC4DZ6mhFLURRph29eF27VlVIQm+J7FClo3Kempi+lsPb7npF245+/LTPI+vp1SXxsloW2ytEISE0KZ4h6WiagAOxKD25ZgYpsTOVQ4nahydx1/fcf+dDzzeuF5/7VlH57I475yfzPp9Ca6S8dwhSqAEJFCCpn+mGUTGGGOMMf9a47Uu/dUVTTO8A5BUR40wkZtalYZDCZmfmjheD0/OxYPzoxf/21+fvqp39UWbbr7+yqsu3bR2Ks+d75MLcKwNEKEKRAI7cnSqQbZCBSAiPpWugbZKgZYd0bKZNcsaVZCAUnSRVYQJzEpV8jEB0Y8YIpRFhG5GiioQoUlrXdvP/uC3bnt53xdfO1INIokGhAAliVr5SQmya27hL7/+3dvvf8p5P6rTQlk3yChbBRTgPkSREtAUOpym4U0fvPT3fvPjfaeOUY1GRZHVw0HW6y0dZXsjIPVi3Y+lgyapc819lMQj0oSYeglFgmanrmsAgTr4yUWEex7dsfc4aszAeaSyOxMqrDWlmpSUHDlGAiImEOu04IJLlFUKUA6fVUljEZomFf2z//LOLR+94JOhYEbbVnxpiyl3WZvgFSTwaIM+Q2tQBKuQE7gGPsENgFFyr+89+uhTLz669cWDJxaODbTMN9SazZ2o4afcTGBBJGqqGgQ4Hhfq4Ae28jPGGGOMWXnxemkVWaCs4xLodsES8ALichHOQzWKh58R6ECbkUwszFf7ntz1zS0vbpiZ+KWP3XTLR6+55Ayi6Hvwky5xOxwRSpq47UrRLU8LiJe1Xj51q20s3c4GbD9SUs8cI2JdUoogBzcBRHAEezChGkR2Q9Q5NYrYQNv14GXXDpp5FeD803r/7lM3/dH/+GL0a0bZGhCgDJ8D0lBsnB9pPVtRqiAJnjMK/ZhNogbKEr0Cw8FkP9VH3/qZD577+7/xyYs3Fh4CTUWRAZr1+91Z7NbmQUCC89xj5B6UJBauAKfYcFFMUJ7V1cARKteWvKhTbUeVjxAWgC/fvWUuzsCvdi5PcwcwPRmk8ihTOb9hpqdx6BAJCQ6AhiZSj2bjkcXomaaF10AcvCbEFFaXWPX4y7O733ijuOC8GQ9JkmmCp/GvFFxU+PajHI+kl7qtYxHyI4QKVAEno27bGb9x111bn9lRRq7Eq8sb7kVkSgEuAKRaKRpRIke67LcRJCByrG2lSLKfQGOMMcas7HjN41poIYXSuOHHuBzaa0qqidsWz23sZmEqNUvwFWqt+K/+7r7bv/bA5z/9i7/9uWucxwjOi6O68iTsmZhAQUQAdD3ZuvoE/SHdlkXRVjvk3k1P9CaKUKEfo6OUGDVcBvV+Yn2/6AVkipRAQ0i+/Jlpm9hFFN7hpmsu3H7Th+576hWf0SjWERkQwYysR0KqQYgUBM76XM0fPYk88qp17LNYDeAjjU6eNuluvem6S84uRJaqmN95oYLxCY2gQeoNUlFpQgyL4vvcEx7NDtHnKS2yQWq7RgshCSmDEkIj2Pr84ODRAeIqFJMpCahXuKIZzAYanrlm4g9/7wurJ53XEXcTKsVj9UJd7p9feOh727+zfW9dVQj98fWKgwaoP3j02BWbz1Mgy9oE3QAaNamoo5AUToWytngjQSIoJO6fbFAHJOCx5w//wzfu37Lr5NGjx30osv5U3UCJBb7r+IcIJaAG1W0HFEFb7t1VlrBw16ebLV4bY4wxZuXG665Rm9K4YACkqR1uDW37fDC3NbjapPb3+8ogAgXANewapCbFkGWjlP7sjge+9sATF5975s9edva1l73/kvdvmA6INTwrOxAzASkJQX1bNvCDdfUDjhA8aVkxcRqcHJ44iP46l/JCPEOIfeUyrurypDigaTLmPHfsAbf0fdopg8QFowY2TtF//MK/men37nrsueODqs5X11pQZCKoRlWV7kuaQT2XTxY+C2l4TMtB7jTI8MIzJn/nc79163Xnc5OK4Lpl/lPB+lQFuY73YI6IJZ+CS0AmdT6olSf6KJsUJmpyC203wq4KRhN8BOZrfPnv7zo5NwjZVIoDqRuXkSvnC4xmMPjIped/5tqZHPCYoPEyMKlfiBOjsNbp3LZntufFqmE9Si4CJSRQmoK6x7Y+9ws3XtsoOEkgURJlMAjOMUCApEXnRkldRM5hYqju0AKefmnPo88cfGX3gdfeOFQlN+j3MLlRfLZYN5KU81zaWnEIqxCUqAI1AKDOwUG7pXlSBpgUCtvXaIwxxpgVHa9B3E0SUaVuCgwU1FZzqBIIiYICpESI2q43Ky9FSsDFqo7BT02uis3EztmFPdv3Pf78m6vzR6+/8qJf+8Qtl1/Y6xMFoIlgoO/ZAaOy7hVZu2r+tr2V46X0LoVpIkoMyVFPuCRp1qOckDmHVCF31NdqMCF5ATh1TGgAf6rexYEYQF3VSlWW5d5hakPxX373Yx+8+Lw7vnHvi/uOjTC5WEsU8d4TO6Uskms0rZ7IU12lwTzVwwL1hn64/KL3//5vfuKqc9fmQAY0dYms6I5x2ZmlZZ89kGvlZRbaICjHURCmNK9ZCDLrpVo7BQ9qF5OhlIgV2Lvv0EsvfX+mN4l4wo0WEny/ly8eP3j6tNs4ET//8Q9PAzng2oVvdM1AXNAe6GPXXfAXf764/+ie6ck1DUagRUqZiw2k9+S2Z44v/s5ZU6CuHXnDxAquRUgYgKOiIR1Ipq53QvDVu7f9w7eePLaAxTIvKxVMrFu38eSxV+ACCgZlCCTkQG3JuBIlVlVAyEGZxvXv3VbK9oaSdbw2xhhjzEqP123C1gSAIaRdnz4iFXA7fjxSDki7cE0aWSFdTGIFKVHoZSJpYX6eQs6Ta+q6mU1lTPTg06899/LuKzef9+u/fPMF6ydWT8EDEagqncyzcRCVH7TdjdC1ehZ4jlWZUVo3M5HKuSBHJniBoY57hKlI5XSYqOZlOlOo8wpHESAFKVxbveFzxyBFciKBSQW3XX/+1Zf8we3ffORv7vq2JuQTM6NqJBGJPHHGnM0fPzEzUWSoRIdXnLfxYx/50Eeu++BFZxU5wKLEGjy/bV7O+MpgWbGLOBmEwVvr/ewwLmZEeSgC0aA53KOc4uKM19HBw9npp5EyIFAwgwhvvLGvKWe5EN+kHjjrT2ehcPmwrsvJNQAAEulJREFUR7J+aursDX2O6py0m1C1fQlKUFHBlRt705dsOq2pyigDpXmkOZeCj4BMpIwOHjy6fmK9i/AsTWyCywHEFIvgGZgrPbmZ4zW+ct9Tj259bufB+aNDLWPIs5D183JQHTq4c+b0NU0jUREVkhJS3e6CVUCUiFTgRV3XiaRN1yBt909ClBkYvyrGGGOMMStI1/kZwOf/9LGvPP4GEFmFEUmlXYNUYiVKcAApFYACDUt07T1VlaDtEEA4goBIyUcNigwcwIDWPi5m9WxBzUzhPnp+/8orLv3w1ZvPOG3Dql6gGIvM06n+Fd30ba8NNCplNTko3PCkz6Hq3yx7L5wYjSCTVPZ1xEoVFUMU0sRNBV25cQKxUnHiJlwooQzyCdxVlIsGhqaatKFUEwd1vQZ+Dtg3q3sOHX11z4GjxwZHTgxPLlaJPGX9Nf1s1SQuPmfVpg1rLjxr7cYph4iC1akwCaAior549zXBuB+KAEA6kJLfuodnM4DF1246hKEM1Hlp/Gk+XnJWcrIRqkACCyirHfbPl68fOQnnAVSSfMgGUXNpCo1nTuRnrl814dpJigxACEkRKiArK7c4FN51MM0uOgoFuHQ09OpC7FPKTtCxc07feMaU6yXJHVIcIXACJ/UqND+7sO21ow8+ffLRZ7+/f7EcgEfkwA6B0VTQJgTWps6anoASWFxI7KAKpq64RSPQdkLJQBjPpdeu3wtOXXa4GO/8Tx//5NXn2M+hMcYYY1ZgvP6NP/nOV57Y/S/wkL6sHcvMZDhn47pf+cSNn7hxXQ+YBCaADMLaoCrhZto7S504EHwEty2jISDAEdjDEcD6jioDWVaWsaJav6VlC+Rt72mHRFBoA0g7yybSDHV975SQ2qKeqKTkI7oC7anqIMih0RimU9ZbBEZABbx8BF+/b8fWZ3e8tu9k7ab+BZ4Ra2nx2hhjjDErzP+HuR6h19dYHp+dm589fvzovoe/NfXvv/Crl23qnz6B0Uj7zmX5NKTdSwkuGM0olskXuYIdMZF/56645XW8tGK7KdOyHZStbiQMeaiCZWmM/LhaHSDVJN75BIlR1PlA0OSp6CNkoFAClWLnYTz61Mt3P/zY6/uPCnvyU1YXbYwxxhjznonXQyXmzPVXCeqDi9XJ1/Y//Z//6NJzz/zwlZdc94FzL7vwnJkMPapCYNHGC7ncc8NIjohd1wEEwl2rvXdYGpQib+96vRLitapbGiFPrICAZTzssr3HeIujEgRIUGUmSTWUJnzWxKaqm5StK8tKHb11bOGJHTsfe+bV518/cHxhNBKPfCYq6kQ28sUYY4wx5j0Tr5EVEiuJCfBVlEHKimLihUP1i3dt+fK9T162+eKzzzzrd3/5nE3rNigFlWraZT6MI3NXQ931Annbau7SRsJTUx5XVrzGUh0MQakd1SLo+oa0Rc0FJUCpncbT3iEmDiE1UpVNURTeh10Ntrww2Lpt+6Nbth2eXXT91Q3nI4RSCTGD8+C2OaMxxhhjjHlPxOtqCMfIC5CS5Ei9yruqKkOYGqk+/NzB7LmD27Y+esmF51528abrLr/wvPflk4wccAzPEZrgIoEBD6VxHTJB227T7+jascIC9tJIeQGIumaKEOq6GBIiupbSJHACEk9JKXkcH9bPb3951649d7xQ7tm7d1TW8L1YTMVIiQKH4IKXdpYQJUi0nw1jjDHGmPdIvHYJJIgCEWWPLAccHNXwdUqUTfui99KRk2+cnL93y9MT7rFbbrj8c790zeZN07nDJEuBihABD3hA0W7NbBN2u6uPwGib5a2wEgfuKsvbxWlN46zNbumZkrZtXhJcA9RADZwY4O6HXrzrWw8dOHxCRA7lZ4v0fD4TJUWBz4KqNsoQAQgk1pHaGGOMMea9FK9JoypAjLYtcmyABHJQggsqWByOyM/U2jCFKsnXv7Pt2Rd2fPymqz5y7RWbz12bacpcKIQKbtdxFYDGhnyAAkhIAiJyDOQr6aUSQAnd7J+UukEtkkDUVaSLaPARXAkTowQOLOKlXQt33PPQkzteKyVEXkPeR/Ug1AIlRw5J2tk9qVsWb3tv20RFY4wxxpj3SrwOKSpBQMJQuG46o+p4hDkB0EwiBEiN+EqmXjtRHvj6U3fct+3C951+44cuuvyiCy47b82aDClJTvDM8EwijlI7RkalIRDcyorXhASwwAHMBFVI7HJwrBVELluAj8Bbx4Yv7d7z8FOvv/DG0b2HZ4+NIMUGDYXUAnKkw/G3bGe9LGXpdtE66fL/M8YYY4wx/8rjNUPbEeukSJBxIYKSRmi3Ii1+ADAUylxLaDQf1en4XDpZphf2vNZUL2xaH7/w2etv/ejlkw5Ngwl2veAIgSFAIufGXZ5XULwWCMO1ZSDqQIgNgb16nxy14XvHIXzpK19//Mlna87nkz82hO9NN1kPnKMh5H30J2hu/tRr8YPKQLRdIjfGGGOMMe+JeC1wy0IdUbcTsZ213n6GaA0w1HdN6BIl16Pg5uo4O2oy8vXRhf/+f+58Ysfr//aTt112fggEAmIlOWmRBQZUiVdWRGTuKqybmEgBIPmsgRtFcIaTNe68e8vfPrj9yLETwyZv4BtfzKxfP3tiFj7BKTihabA44mXj22Vcr/72eG2MMcYYY9478TqhQDcBpV26FkAVQtClySmh7gmRwgkcyIMAj0hClMjHyqcG+Ww9ffDJnd9+5o/PWjfz0Z+5+ObrNl905ur1k34IpIZ6IctX1kvlVEAQFYJSCAIsRt17bPHR7+98aNuuN/YfPTo7XIxTyqdz4RK4UVSLlZ+cSbFCs0BOAyupRgBd4TYUpKcSNp265rGIbYwxxhjzXonXQgGAUjuYUUDU1V53kU9IEepVwkjEkSEEyqCckEbqKvUNUpOoBzctlFTr+TeP791z/xe/+KVrLzvvVz99y7VXXX7G6my+Tuszt5JeqnZSDIk652vFzjcP3f6NBx555tV9AzeLqRgmo1+LOkPI0TQgQuZQDmJTO6eZEy+VNqMYG+Rr28X9cYRmEI0/A2hbiFi+NsYYY4x5j8RrUIVuAyPQfea2DDiNg2STN8tiJdC0K6t+6YBJlUEJYUQ9ZDNDAPl59x9onvzrpzdtfPOzn/jIrR9Z2wAFEIBeip4qxBIpIpsAh0ZCckzjeerjsSwgdP20HSIQoSnS5LufAXeLvUtzXn5UB8B24Rkclz1QgLLWkApSQWvNzuzWjLWGJlCCCpi1rtR59tlAfOPy6PDi/vr2ex7f8txrrx9eKPn96vOuc0gk8iOkalxE0m0WlUQlciCHm8bSFYcuO726/L+S/VQYY4wxxryn4vU/jzYSu26aSjtNhmhxNHx1564/+/M9X/pS/9oL195w7eU/e8X5p09xP4XADg6sogKCOoWqeAZA7eK5tONYqC0HdwARPI8fTJfC6Ntv/NMONkIjk/fwII6AAgkEysCOKCeoRiGCaoQKsVPySXRYJdCM926+opd2v/XkCwdefPX17a/u3T/XRFekbFqVodI1/7YlZ2OMMcYYi9c/HoKCUreITAyCKJEyZYXTMIjV4PjJ+7cvfv2x76+dCJ/6+et/41O3nLMeXpETuM3igroeZYWHglWh2qV0cgonYAUrIbw90b/zKP6pMVuhAkQmhbpAPgEJEJCSB3kAvlrgLCPnlEIltDhKCE4KRODhpw/97Z3ffG7XgWMjxERhapVM90e1qADOQROpEIRVEmX2njbGGGOMsXj9YxjXdFA7DpwpC6mKo6ouNXpNJJhPUmTrjjXV33/72Zd273/fhlW//5ufPns1Yglq6jVTWVEUgAACTeM1YAJlRAC8AAKEZX022hGJ7z6OHx2xyXcDF9t/afLkaFyH0VY6KwHsyyaWCaHnue9O1PjOk0e3PPP8t5/afmR24CfXNVNFXTVVJDQAO/gAJKg6RNbEmixeG2OMMcZYvP6x0FLJdAIxoFpHECPrOVLSSJo4mxmW5Yh6i0068uqJbOeRx5//k6svPvuqzWdef8UFyLPCcyBmFQ9iarqoLQ1YmVz7GF2Pky5IY1yLQiB+d8XIP6Ym18B5ILTdvKWBNg5wxNotk/Oin3JAk7kTi/HpbXte3n3kka0vvvLWicWaUpiS3rpBJCTAZQgZYuweWBNBSYVVXNsUxBhjjDHGWLz+seip/nIgMIMIyjE1EIA9yhocNCtiVUU/Kb1s5/yJA9v23Pu9F6bdPbfccM2vffrGC85ZFcj14PrInEZoAwhUCNGRYzCIobqsMKS9zVhWkP0jRaAC2rmUjLZTSluAzUSeQAAWPRZK3PPwjn+458E9B06W4mOYLtGjfKJRDwQEgg6QIpi6R1aBCnWL7hA4e0MbY4wxxli8/jGTdde6oxtLo1B0O/zYgx0Ar42oSlPBBZCvKoWbmdPK+f5QRl999KV7n3r5/E2nbz7v/Tddvemqi89eHXyfOLBSbJgEjlSicgCICZAEFUDBXTlKt7z97mNTJSJVVVURcc7lUAelpJ4SoFBVcSWHWn1y2Htw8bmXdz/4+uKz23ccOnxcXV651co+uiIhQwJIgIbrymEEZk21EAOkSgCUIGDRYJMWjTHGGGMsXv8k8ZrRdfl4dwU0AQjaJEhUEjhAQd22xegkUkFI8wuzJ3bP7Ty68+8feGzTmv7NN1zz2Y9dvWldXnjXIzggpqYUyny7wdGTVnxqFOQPK7pWVQDMzMwAXDnnfNsnLwOHBvkC05Dx9G489Pizdz302OHZQQyTIlr0Tk9w4igUeRyWBADCmgBkOgo6aotJhFwiFrCQU5AgKAP/WN43xhhjjDEWr38U1nb1ulu/PlWzsSyCMwBWEUQQQ+XUHcgrOJtZX8fhW0fnc1fsH/DfPfDkk08/97nbfv4TN10oAaMhJvNADgJEwDGYM2j6kSUhqtqm6iVCyhqhDFXN80XF3kX86d88cucjzww1S/kM1m7MYhljKhNQ1wiZhwN4PMwyMZROdaRWQLi7xgDAyyYvir2njTHGGGMsXv8/03FTPAIApTZgn5rZAig1lLVF2aQCKQm09FVtLI9NBJh7Uw30UCWs4dD+5vm//Mb/vmv6hisvvuKi0z5w0TlnrCkyhlNkDI4SSJzrovPSVJp3oG78IZqmcc4BqHiSXX++5Bf3Hnll365Hntn92I7X5yVv/OpGgFGExno0hPMhy6XIRFI1qkEEJe1Kv6Wh0FDAqVE4BJB2+y9hlSHGGGOMMRavfxK8lDPpVCH2OHsDgEbuQxVonAprQwqGCgFKSqRw0pRK6vJeorytuIhMQxmNjox23/dUfl992qrJ377tmuuuueLCs6YSwM45du3exx8W/cdV121xiKoeTen+HfGOr9396lvH5kfNQinUXw0GEyZz5jwNB0f6+eSojs1CDR/gM0DBBCYoCZGCAa+Ud338VMcN/ZZdcdhYGWOMMcYYi9c/WcLuIma7kAsSANC2WAKgdqYjqyZSOCRScQohFiWFhsxFSU1ZIc+Q9xEBCKhXk2ocDapR08z/yf/8i8cv3/zZT9129Qcu3bjKz83NzcxM/fDDojEAMca9e/f+1bdfvf2pA8dmFxvKUsNuaiqVpStCHC2OpJoI1JdS6iwjx0WW4CKAlMAe7XNTUrTNswPQjZiESjeaxhhjjDHG/CuM14zoUL0nn8S4QGT8z65G2cvJpTsIQbpxjUtUALDzGaADlIPl3y3mPeS9WWCYb7j7zeaeP35w1eRjN1y9+frL1l552eb3r8lXB2TaeDQM0XiMKIMvGvRLyiuit2b1jf1Hnnp5/8OPv7T/8LGFyCUHuJwAnxPiwDugSd57wA8BhD4AoB3mCN/+ecd6tA6AwUp685E2VtRijDHGmBUbr4V9cvlP+eloO34sF5P6LAvoHa/rex/b/p0n6rh4+203fejzn/nFq86f6VFoBFNZkeAj0ABvzeHe72y/97vb3jp08sRIKwnwufgsvn3bJTm2N59bPEJio3CMMcYYs0LjNUt0qbIz8s54zdyWQXvyRKERmVq74dtPPLPj+ztuu/n6z37m42etxSI8gIWEZ57f/9Wv3btl+yuLTajh86n1vWyyblISCfy2Kg5NVieNmVwD23kwxhhjzAqN1x++9H0+L37KTwe9q1ShYb80HJEhDilV9UzhvDbVYPjw/Q+vX7fmgx+4cDRqXtn1+kuvvH7mujW/custNbKkLMxRnYKIQG9vSf3uZfKfQv206Yy103YejDHGGLOi8uRSzhsBjZ2Pd0nLbjQJBPQcVJFR17tEGjiPqPDcbTOM46rpZtyWmwjvqAWximMANTCpKOxcGGOMMWZFxmtoA00/7efjBywqj8bjHhnqQI6AlOCYIOgad5CoCDF3sZm4zddKoC5IS9fVxCxTchEAZyfCGGOMMSszXhtjjDHGGGN+Mta/whhjjDHGGIvXxhhjjDHGWLw2xhhjjDHG4rUxxhhjjDHG4rUxxhhjjDHGGGOMMcaY96L/C1109/d9XYPtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">45<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Korzyści dla innych inter<span class="_ _2"></span>esariuszy: <span class="ff2"> </span></div><div class="t m0 xd h1a y676 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">pracownicy:<span class="_ _2"></span> </span></span></div><div class="t m0 x96 h1a y677 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff4">s<span class="_ _2"></span>zkolenia i rozwój kompetencj<span class="_ _2"></span>i zespołu, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x96 h1a y678 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff1">s<span class="_ _2"></span>tabilne zatrudnienie. <span class="_ _2"></span> </span></span></div><div class="t m0 xd h1a y679 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">partnerzy h<span class="_ _2"></span>andlowi:  </span></span></div><div class="t m0 x96 h1a ya9 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff4">d<span class="_ _2"></span>ługoterminowe relacje z dosta<span class="_ _2"></span>wcami i dystrybutora<span class="_ _2"></span>mi, <span class="ff1"> </span></span></span></div><div class="t m0 x96 h1a yaa ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff4">s<span class="_ _2"></span>tabilne zamówienia, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x96 h1a y67a ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff4">tra<span class="_ _2"></span>nsparentne warunki <span class="_ _2"></span>współpracy. <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y67b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">Ochrona śro<span class="_ _2"></span>dowiska: <span class="ff1"> </span></span></span></div><div class="t m0 x96 h1a y67c ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _2a"> </span><span class="ff4">ogran<span class="_ _2"></span>iczenie negatywnego wp<span class="_ _2"></span>ływu na środowisko i <span class="_ _2"></span>promowanie zrównoważonego rozw<span class="_ _2"></span>oju.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y67d ff4 fs3 fc0 sc0 ls0 ws0">Łańcuch wartoś<span class="_ _2"></span>ci Grupy TOYA: <span class="ff1"> </span></div><div class="t m0 xd h1a y67e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff3">Badan<span class="_ _2"></span>ia i <span class="_ _2"></span>rozwój, <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _2"></span>zarząd<span class="_ _2"></span>zanie m<span class="_ _2"></span>arką<span class="_ _2"></span><span class="ff1"> <span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">odbywa <span class="_ _2"></span>się <span class="_ _2"></span>w <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _2"></span>i <span class="_ _2"></span>jest <span class="_ _2"></span>realizowan<span class="_ _2"></span>y <span class="_ _2"></span>przez <span class="_ _2"></span>Dział <span class="_ _2"></span>Rozwoju </span></span></span></span></div><div class="t m0 x34 hc y67f ff4 fs3 fc0 sc0 ls0 ws0">Produktu <span class="_ _4"></span>odpowiedzialny <span class="_ _4"></span>za <span class="_ _e"></span>analizę <span class="_ _4"></span>rynkową <span class="_ _e"></span>pod<span class="_ _2"></span> <span class="_ _e"></span>kątem <span class="_ _4"></span>wyszukiwania <span class="_ _4"></span>nowych <span class="_ _e"></span>prod<span class="_ _2"></span>uktów, <span class="_ _e"></span>analizę <span class="_ _4"></span>trendów </div><div class="t m0 x34 hc y680 ff4 fs3 fc0 sc0 ls0 ws0">wzorniczych, <span class="_ _4"></span>prace <span class="_ _4"></span>koncepcyjn<span class="_ _2"></span>e <span class="_ _e"></span>oraz <span class="_ _4"></span>projekty <span class="_ _4"></span>prod<span class="_ _2"></span>uktów. <span class="_ _e"></span>Zes<span class="_ _2"></span>pół <span class="_ _e"></span>ma <span class="_ _4"></span>również <span class="_ _4"></span>wpływ <span class="_ _4"></span>na <span class="_ _4"></span>zarząd<span class="_ _2"></span>za<span class="_ _2"></span><span class="ff1">n<span class="_ _2"></span>ie <span class="_ _e"></span>cyklem </span></div><div class="t m0 x34 hc y681 ff4 fs3 fc0 sc0 ls0 ws0">życia produkt<span class="_ _2"></span>u.<span class="ff1"> </span></div><div class="t m0 xd h1a y682 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff3">Obsługa <span class="_ _1b"> </span>p<span class="_ _2"></span>rocesu <span class="_ _1b"> </span>zamówienia<span class="_ _2"></span><span class="ff1"> <span class="_ _1b"> </span><span class="ff4">–</span> <span class="_ _1b"> </span><span class="ff4">w <span class="_ _1b"> </span>modelu <span class="_ _1b"> </span>bizn<span class="_ _2"></span>esowym <span class="_ _1b"> </span>Grup<span class="_ _2"></span>y <span class="_ _1b"> </span>Kapitałowej <span class="_ _1b"> </span>TOYA <span class="_ _1b"> </span>od<span class="_ _2"></span>dzielone <span class="_ _1b"> </span>są <span class="_ _1b"> </span>funkcja<span class="_ _2"></span> </span></span></span></span></div><div class="t m0 x34 hc y56 ff4 fs3 fc0 sc0 ls0 ws0">produkcji <span class="_ _4"></span>(zlecana <span class="_ _4"></span>jest <span class="_ _e"></span>p<span class="_ _2"></span>odmiotom <span class="_ _e"></span>zewnętrznym, <span class="_ _4"></span>najczęści<span class="_ _2"></span>ej <span class="_ _e"></span>w <span class="_ _4"></span>Azji), <span class="_ _4"></span>od <span class="_ _4"></span>funkcji <span class="_ _4"></span>zarządzania <span class="_ _e"></span>pro<span class="_ _2"></span>duktem <span class="_ _e"></span>oraz </div><div class="t m0 x34 hc y57 ff4 fs3 fc0 sc0 ls0 ws0">szeroko <span class="_ _0"></span>pojętym <span class="_ _0"></span>procesem <span class="_ _9"></span>sprzedaż<span class="_ _2"></span>y. <span class="_ _9"></span>Za<span class="_ _2"></span>kup <span class="_ _0"></span>towarów <span class="_ _9"></span>do <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>dokonywany <span class="_ _0"></span>jest <span class="_ _9"></span>bez<span class="_ _2"></span>pośredn<span class="_ _2"></span>io <span class="_ _9"></span>przez T<span class="_ _0"></span>OYA </div><div class="t m0 x34 hc y58 ff4 fs3 fc0 sc0 ls0 ws0">S.A., TOYA Romania lub za pośrednictwem spółek zależnych w Chinach. Zarządzanie procesem zakupu odbywa </div><div class="t m0 x34 hc y683 ff4 fs3 fc0 sc0 ls0 ws0">się <span class="ff1"> </span></div><div class="t m0 x34 hc y5a ff4 fs3 fc0 sc0 ls0 ws0">w spółkach zależnych w <span class="_ _0"></span>Chinach lub u <span class="_ _0"></span>niezależnych dostawców do mome<span class="_ _0"></span>ntu załadunku dostawy na statek <span class="ff1">- od </span></div><div class="t m0 x34 hc y5b ff4 fs3 fc0 sc0 ls0 ws0">tego <span class="_ _9"></span>momentu <span class="_ _0"></span>zarządzanie <span class="_ _9"></span>p<span class="_ _2"></span>rocesem <span class="_ _9"></span>jak <span class="_ _0"></span>również <span class="_ _9"></span>ry<span class="_ _2"></span>zyko <span class="_ _9"></span>i <span class="_ _9"></span>ko<span class="_ _2"></span>szty <span class="_ _9"></span>związan<span class="_ _2"></span>e <span class="_ _a"></span>z <span class="_ _0"></span>transportem <span class="_ _0"></span>przejmowane <span class="_ _0"></span>są <span class="_ _9"></span>przez<span class="_ _2"></span> </div><div class="t m0 x34 hc y5c ff4 fs3 fc0 sc0 ls0 ws0">Grupę <span class="_ _2"></span>Kapitałową <span class="_ _2"></span>TOYA. <span class="_ _2"></span>Odprawa <span class="_ _2"></span>celna d<span class="_ _2"></span>okonywana <span class="_ _2"></span>jest <span class="_ _2"></span>przez <span class="_ _2"></span>spółki <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitałowej TO<span class="_ _2"></span>YA bezpoś<span class="_ _2"></span>rednio </div><div class="t m0 x34 hc y5d ff4 fs3 fc0 sc0 ls0 ws0">lub za pośrednictwem agencji celnej. <span class="_ _0"></span>Dostawy przy<span class="_ _2"></span>jmowane są do magazynów położonych w Polsce <span class="_ _0"></span>i Rumunii.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y684 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff3">Obsługa <span class="_ _12"> </span>procesu <span class="_ _15"> </span>sp<span class="_ _2"></span>rzedaży<span class="ff1"> <span class="_ _15"> </span><span class="ff4">–</span> <span class="_ _15"> </span><span class="ff4">logisty<span class="_ _2"></span>ka <span class="_ _15"> </span>procesu <span class="_ _12"> </span>sprzedaży <span class="_ _12"> </span>wymaga <span class="_ _15"> </span>obsługi <span class="_ _12"> </span>bardzo <span class="_ _15"> </span>wielu <span class="_ _15"> </span>pozycji<span class="_ _2"></span> </span></span></span></span></div><div class="t m0 x34 hc y685 ff4 fs3 fc0 sc0 ls0 ws0">asortymentowych.  Grupa <span class="_ _8"> </span>Kapitałowa  TOYA <span class="_ _13"> </span>kład<span class="_ _2"></span>zie <span class="_ _8"> </span>nacis<span class="_ _2"></span>k <span class="_ _8"> </span>na  ciągłe <span class="_ _13"> </span>do<span class="_ _2"></span>skonalenie <span class="_ _8"> </span>sy<span class="_ _2"></span>stemów <span class="_ _8"> </span>logistycznych<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y686 ff4 fs3 fc0 sc0 ls0 ws0">i  stałe  modernizowanie  swoich  systemów.  Dla  sprawnej  obsługi  odbiorców  niezbędna  jest  również  stała </div><div class="t m0 x34 hc y687 ff4 fs3 fc0 sc0 ls0 ws0">dostępnoś<span class="_ _2"></span>ć <span class="_ _e"></span>towarów <span class="_ _e"></span>do <span class="_ _4"></span>sprzedaży. <span class="_ _e"></span>Biorąc <span class="_ _e"></span>p<span class="_ _2"></span>od <span class="_ _e"></span>uwagę, <span class="_ _e"></span>że <span class="_ _4"></span>produkcja <span class="_ _4"></span>zlecana <span class="_ _e"></span>jest <span class="_ _4"></span>na <span class="_ _e"></span>zewnątrz, <span class="_ _e"></span>n<span class="_ _2"></span>ajczęściej <span class="_ _e"></span>do </div><div class="t m0 x34 hc y688 ff4 fs3 fc0 sc0 ls0 ws0">producentów  działający<span class="_ _2"></span>ch  w  oddalonych  geograficznie<span class="ff1">  </span>m<span class="_ _2"></span>iejscach,  zapewnienie  dostępnoś<span class="_ _2"></span>ci  towarów  jest </div><div class="t m0 x34 hc y689 ff1 fs3 fc0 sc0 ls0 ws0">kluczowe <span class="_ _18"> </span>dla <span class="_ _1c"> </span>z<span class="ff4">apewnienia <span class="_ _1c"> </span>satys<span class="_ _2"></span>fakcji <span class="_ _18"> </span>klienta. <span class="_ _1c"> </span> <span class="_ _18"> </span>Dlatego <span class="_ _1c"> </span>Grupa <span class="_ _18"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _18"> </span>TOYA <span class="_ _18"> </span>z<span class="_ _2"></span>a <span class="_ _18"> </span>ko<span class="_ _2"></span>nieczne <span class="_ _18"> </span>uznaje </span></div><div class="t m0 x34 hc y4e1 ff4 fs3 fc0 sc0 ls0 ws0">utrzymywanie istotn<span class="_ _2"></span>ych zapasów magazynowych co, wymag<span class="_ _2"></span>a znaczących n<span class="_ _2"></span>akładów finansowych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y68a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff3">Sprzed<span class="_ _2"></span>aż <span class="_ _2"></span>i <span class="_ _2"></span>marketing<span class="ff1"> <span class="_ _e"></span>- <span class="_ _2"></span><span class="ff4">utrzymanie <span class="_ _2"></span>dobrej <span class="_ _2"></span>dy<span class="_ _2"></span>namiki <span class="_ _2"></span>sprzedaży <span class="_ _e"></span>wymaga <span class="_ _2"></span>stałego <span class="_ _2"></span>rozwoj<span class="_ _2"></span>u s<span class="_ _2"></span>ieci <span class="_ _2"></span>sprzedaży, <span class="_ _2"></span>która </span></span></span></span></div><div class="t m0 x34 hc y68b ff4 fs3 fc0 sc0 ls0 ws0">w  Grupie  Kapitałowej  TO<span class="_ _2"></span>YA  podzielona  jes<span class="_ _2"></span>t  na  cztery  kanały  dystrybucji <span class="_ _5"> </span><span class="ff1">-  rynek  hurtowy,  ekspo<span class="_ _2"></span>rt,  sieci </span></div><div class="t m0 x34 hc y68c ff4 fs3 fc0 sc0 ls0 ws0">handlowe, <span class="_ _e"></span>sprzedaż <span class="_ _e"></span>detaliczna. <span class="_ _2"></span>Prowad<span class="_ _2"></span>zenie <span class="_ _2"></span>działalno<span class="_ _2"></span>ści <span class="_ _2"></span>w <span class="_ _e"></span>wielu <span class="_ _2"></span>kan<span class="_ _2"></span>ałach<span class="_ _2"></span> <span class="_ _2"></span>dystrybucji <span class="_ _e"></span>wymaga <span class="_ _2"></span>d<span class="_ _2"></span>opasowania </div><div class="t m0 x34 hc y247 ff4 fs3 fc0 sc0 ls0 ws0">do <span class="_ _5"> </span>nich <span class="_ _5"> </span>różnych <span class="_ _5"> </span>sposobów <span class="_ _5"> </span>prowadzenia <span class="_ _19"> </span>sprzedaży, <span class="_ _5"> </span>prowadzenia <span class="_ _5"> </span>różn<span class="_ _2"></span>orodnego <span class="_ _5"> </span>marketingu, <span class="_ _5"> </span>gdyż <span class="_ _5"> </span>każd<span class="_ _2"></span>y <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y68d ff4 fs3 fc0 sc0 ls0 ws0">z  kan<span class="_ _2"></span>ałów  dedykowany<span class="_ _2"></span>  jest  dla <span class="_ _1b"> </span>innej  grupy <span class="_ _1b"> </span>odbiorców. <span class="_ _1b"> </span>Grupa <span class="_ _1b"> </span>Kapitałowa  TOYA <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>odpowiedzialn<span class="_ _2"></span>a  za </div><div class="t m0 x34 hc y68e ff4 fs3 fc0 sc0 ls0 ws0">większość <span class="_ _8"> </span>funkcji <span class="_ _8"> </span>marketingo<span class="_ _2"></span>wych, <span class="_ _8"> </span>w <span class="_ _8"> </span>tym <span class="_ _8"> </span>tworzenie  strategii <span class="_ _13"> </span>marketingo<span class="_ _2"></span>wej. <span class="_ _13"> </span>Dod<span class="_ _2"></span>atkowo <span class="_ _8"> </span>Grupa  zarządza </div><div class="t m0 x34 hc y68f ff4 fs3 fc0 sc0 ls0 ws0">swoimi  markami, <span class="_ _8"> </span>podej<span class="_ _2"></span>muje  decyzje <span class="_ _8"> </span>odn<span class="_ _2"></span>ośnie  gamy <span class="_ _8"> </span>pro<span class="_ _2"></span>duktowej  i <span class="_ _8"> </span>przygotowuje  odpowiednie  materiały </div><div class="t m0 x34 hc y5ce ff1 fs3 fc0 sc0 ls0 ws0">marketingowe (katalogi, ban<span class="_ _2"></span>ery, ulotki). <span class="_ _2"></span> </div><div class="t m0 xd h1a y690 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff3">Obsługa <span class="_ _2"></span>p<span class="_ _2"></span>osprzedażowa<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span><span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">poza <span class="_ _2"></span>n<span class="_ _2"></span>ielicznymi <span class="_ _2"></span>wyjątkami, <span class="_ _2"></span>w <span class="_ _2"></span>g<span class="_ _2"></span>amie <span class="_ _2"></span>asortymentowej <span class="_ _e"></span>Grupy <span class="_ _2"></span>Kap<span class="_ _2"></span>itałowej <span class="_ _2"></span>TOYA <span class="_ _2"></span>są </span></span></span></span></div><div class="t m0 x34 hc y691 ff4 fs3 fc0 sc0 ls0 ws0">towary <span class="_ _4"></span>przeznaczon<span class="_ _2"></span>e <span class="_ _4"></span>do <span class="_ _4"></span>dłuższego <span class="_ _4"></span>użytkowan<span class="_ _2"></span>ia<span class="ff1">.<span class="ls11">  </span></span>Jest <span class="_ _4"></span>to<span class="_ _2"></span> <span class="_ _4"></span>zbieżne <span class="_ _e"></span>z <span class="_ _7"></span>oczekiwaniami <span class="_ _4"></span>klientów, <span class="_ _4"></span>którzy<span class="_ _2"></span> <span class="_ _4"></span>oczekują </div><div class="t m0 x34 hc y39c ff4 fs3 fc0 sc0 ls0 ws0">możliwości  używania  narzędzi <span class="_ _8"> </span>przez  dłuższy  okres.  Pra<span class="_ _0"></span>ktyka  na <span class="_ _8"> </span>rynku  zorientowana  na <span class="_ _8"> </span>dbał<span class="_ _2"></span>ość <span class="_ _8"> </span>o  klienta </div><div class="t m0 x34 hc y3f5 ff4 fs3 fc0 sc0 ls0 ws0">wymusza <span class="_ _e"></span>organizację <span class="_ _e"></span>dob<span class="_ _2"></span>rze <span class="_ _2"></span>dzia<span class="_ _2"></span>łającej <span class="_ _e"></span>obsługi <span class="_ _e"></span>posprzedażnej <span class="_ _e"></span>w <span class="_ _e"></span>postaci <span class="_ _e"></span>np. <span class="_ _e"></span>dostęp<span class="_ _2"></span>ności <span class="_ _2"></span>części <span class="_ _7"></span><span class="ff1">zamiennych, </span></div><div class="t m0 x34 hc y692 ff4 fs3 fc0 sc0 ls0 ws0">usług <span class="_ _0"></span>serwisowych, <span class="_ _9"></span>zapewniających<span class="_ _2"></span> <span class="_ _9"></span>obsługę <span class="_ _0"></span>techniczną <span class="_ _9"></span>narzędzi <span class="_ _0"></span>po <span class="_ _9"></span>zakoń<span class="_ _2"></span>czeniu <span class="_ _9"></span>gwarancji. <span class="_ _0"></span>Jednocześn<span class="_ _e"></span><span class="ff1">ie <span class="_ _9"></span>dobre </span></div><div class="t m0 x34 hc y693 ff4 fs3 fc0 sc0 ls0 ws0">funkcjonowanie <span class="_ _8"> </span>serwisu<span class="_ _2"></span> <span class="_ _13"> </span>po<span class="_ _2"></span>gwarancyjnego <span class="_ _8"> </span>jest <span class="_ _8"> </span>nie <span class="_ _8"> </span>tylko<span class="_ _2"></span> <span class="_ _13"> </span>dob<span class="_ _2"></span>rze <span class="_ _13"> </span>odb<span class="_ _2"></span>ierane <span class="_ _13"> </span>przez  klientów <span class="_ _13"> </span>i  potencjalnych </div><div class="t m0 x34 hc y34c ff4 fs3 fc0 sc0 ls0 ws0">odbiorców, <span class="_ _7"></span>ale <span class="_ _4"></span>b<span class="_ _2"></span>uduje <span class="_ _7"></span>zaufanie <span class="_ _7"></span>do <span class="_ _7"></span>marki <span class="_ _4"></span>i <span class="_ _7"> </span>może<span class="_ _2"></span> <span class="_ _4"></span>s<span class="_ _2"></span>tanowić <span class="_ _7"></span>jeden <span class="_ _4"></span>z <span class="_ _7"> </span>elementów<span class="_ _2"></span> <span class="_ _4"></span>p<span class="_ _2"></span>rzewagi <span class="_ _7"></span>konkurencyjnej <span class="_ _7"></span>na </div><div class="t m0 x34 hc y694 ff1 fs3 fc0 sc0 ls0 ws0">rynku.     </div><div class="t m0 x6 hc y695 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w0 h0" ><div class="pc pc2e w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">46<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Do działań <span class="_ _2"></span>wspierających podstawowe dział<span class="_ _2"></span>ania w łańcuchu<span class="_ _2"></span> dostaw można za<span class="_ _2"></span>liczyć:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y676 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">Inwestycje w n<span class="_ _2"></span>owoczesne systemy informatyczn<span class="_ _2"></span>e np. system E<span class="_ _2"></span>RP </span></span></div><div class="t m0 xd h1a y696 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Zarząd<span class="_ _2"></span>zanie zasobami lud<span class="_ _2"></span>zkimi<span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y697 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Cyfryzację  procesów <span class="_ _8"> </span>biznesowych,  w <span class="_ _8"> </span>tym <span class="_ _8"> </span>obsługi  klientów, <span class="_ _13"> </span>digitalizację  obiegu <span class="_ _8"> </span>dokumentów, <span class="_ _8"> </span>zarząd<span class="_ _2"></span>zanie </span></span></div><div class="t m0 x34 hc y698 ff4 fs3 fc0 sc0 ls0 ws0">łańcuchem dosta<span class="_ _2"></span>w<span class="ff1"> </span></div><div class="t m0 xd h1a y699 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">E-<span class="ff4">com<span class="_ _2"></span>merce i nowoczesne platformy s<span class="_ _2"></span>przedażowe<span class="_ _2"></span></span> </span></span></div><div class="t m0 x34 h63 y69a ff2 fs4 fc0 sc0 ls0 ws0">7.1.4.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Interesariusze Grupy Kapitałowej TOYA</span></span> </div><div class="t m0 x6 h6 y446 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y69b ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA <span class="_ _2"></span>ustalił<span class="_ _2"></span>a lis<span class="_ _2"></span>tę kluczo<span class="_ _2"></span>wych in<span class="_ _2"></span>teresariuszy <span class="_ _2"></span>organiza<span class="_ _2"></span>cji w <span class="_ _2"></span>procesie <span class="_ _2"></span>ana<span class="_ _2"></span>lizy p<span class="_ _2"></span>odwójnej <span class="_ _2"></span>istotności. <span class="_ _2"></span>Są </div><div class="t m0 x6 hc y3b0 ff1 fs3 fc0 sc0 ls0 ws0">to:  </div><div class="t m0 xd h1a y69c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">aktualni p<span class="_ _2"></span>racownicy, </span></span></div><div class="t m0 xd h1a y69d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">spółki za<span class="_ _2"></span>leżne, <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y69e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">kluczowi dosta<span class="_ _2"></span>wcy i partnerzy biznes<span class="_ _2"></span>owi,  </span></span></div><div class="t m0 xd h1a y69f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">akcjonarius<span class="_ _2"></span>ze kluczowi,  </span></span></div><div class="t m0 xd h1a y6a0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">klienci strategiczni dł<span class="_ _2"></span>ugoterminowi, krajowi, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y6a1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">klienci strategiczni dł<span class="_ _2"></span>ugoterminowi, zagraniczni, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y6a2 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">banki, ins<span class="_ _2"></span>tytucje finansowe,  </span></span></div><div class="t m0 xd h1a y6a3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">dostawcy i p<span class="_ _2"></span>artnerzy biznesowi (mniejsi), <span class="_ _2"></span> </span></span></div><div class="t m0 xd h1a y143 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">klienci niestrategiczni, kraj<span class="_ _2"></span>owi.  </span></span></div><div class="t m0 x6 hc y6a4 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _19"> </span>Kapita<span class="_ _2"></span>łowa <span class="_ _19"> </span>TOYA <span class="_ _19"> </span>prz<span class="_ _2"></span>ekazuje <span class="_ _19"> </span>zainteresowan<span class="_ _2"></span>ym <span class="_ _19"> </span>stronom <span class="_ _14"> </span>informacje <span class="_ _19"> </span>o <span class="_ _19"> </span>bieżąc<span class="_ _2"></span>ej <span class="_ _19"> </span>działaln<span class="_ _2"></span>ości, <span class="_ _19"> </span>osiągnięciach <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6a5 ff1 fs3 fc0 sc0 ls0 ws0">i wyzwaniach. Komunikacja <span class="ff4">–</span> <span class="ff4">pod względem <span class="_ _0"></span>tematyki, kanałów przekazu, sposobu prezentacji danych, miejsca i <span class="_ _0"></span>czasu <span class="_ _2"></span>–<span class="ff1"> </span></span></div><div class="t m0 x6 hc y6a6 ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _2"></span>dosto<span class="_ _2"></span>sowana <span class="_ _2"></span>do <span class="_ _2"></span>o<span class="_ _2"></span>czekiwań <span class="_ _2"></span>każdej <span class="_ _2"></span>grupy<span class="_ _2"></span> <span class="_ _2"></span>interesariuszy. <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A. <span class="_ _2"></span>j<span class="_ _2"></span>est <span class="_ _2"></span>spó<span class="_ _2"></span>łką <span class="_ _2"></span>giełdową <span class="_ _2"></span>i <span class="_ _2"></span>spełnia <span class="_ _e"></span>spoczywające <span class="_ _2"></span>na<span class="_ _2"></span> </div><div class="t m0 x6 hc y6a7 ff4 fs3 fc0 sc0 ls0 ws0">niej obowiązki spra<span class="_ _2"></span>wozdawcze i informacyjne pu<span class="_ _2"></span>blikując na s<span class="_ _2"></span>tronie internetowej raporty bieżące i okr<span class="_ _2"></span>esowe. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6a8 ff4 fs3 fc0 sc0 ls0 ws0">Relacje <span class="_ _14"> </span>z <span class="_ _14"> </span>najważniejszy<span class="_ _2"></span>mi <span class="_ _14"> </span>grupami <span class="_ _14"> </span>interesariuszy<span class="_ _2"></span> <span class="_ _14"> </span>zostały <span class="_ _14"> </span>zweryﬁkowane <span class="_ _14"> </span>w <span class="_ _14"> </span>procesi<span class="_ _2"></span>e <span class="_ _14"> </span>wewnętrznej <span class="_ _14"> </span>oceny <span class="_ _14"> </span>przez </div><div class="t m0 x6 hc y6a9 ff4 fs3 fc0 sc0 ls0 ws0">przedstawicieli kluczowych działów <span class="_ _0"></span>organizacji. Wyniki weryﬁkacji <span class="_ _0"></span>wraz <span class="_ _0"></span>z wnioskami <span class="_ _0"></span>zostały wykorzystane w <span class="_ _0"></span>codziennej </div><div class="t m0 x6 hc y242 ff1 fs3 fc0 sc0 ls0 ws0">praktyce <span class="_ _2"></span>w celu <span class="_ _2"></span>regulacji <span class="_ _2"></span>i <span class="_ _2"></span>uspra<span class="_ _2"></span>w<span class="ff4">nienia <span class="_ _2"></span>relacji <span class="_ _2"></span>z <span class="_ _2"></span>interesariuszami. <span class="_ _2"></span>Grupa <span class="_ _2"></span>Kapitał<span class="_ _2"></span>owa TOYA <span class="_ _2"></span>przy<span class="_ _2"></span>gotowała <span class="_ _2"></span>m.in. an<span class="_ _2"></span>kietę </span></div><div class="t m0 x6 hc y66d ff4 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _2"></span>n<span class="_ _2"></span>ajważniejszych <span class="_ _e"></span>grup <span class="_ _e"></span>interesariuszy, <span class="_ _2"></span>w <span class="_ _e"></span>celu <span class="_ _2"></span>po<span class="_ _2"></span>znania <span class="_ _e"></span>ich <span class="_ _2"></span>perspektywy <span class="_ _e"></span>dotyczącej <span class="_ _e"></span>oceny <span class="_ _2"></span>is<span class="_ _2"></span>totności <span class="_ _e"></span>poszczególnych </div><div class="t m0 x6 hc y6aa ff4 fs3 fc0 sc0 ls0 ws0">zagadnień <span class="_ _e"></span>zrównoważon<span class="_ _2"></span>ego <span class="_ _2"></span>r<span class="_ _2"></span>ozwoju <span class="_ _e"></span>organizacji.<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span>Interesari<span class="_ _2"></span></span>usze, <span class="_ _e"></span>z <span class="_ _e"></span>którymi <span class="_ _e"></span>przeprowad<span class="_ _2"></span>zono <span class="_ _e"></span>dialog, <span class="_ _e"></span>zosta<span class="_ _2"></span>li <span class="_ _2"></span>wybra<span class="_ _2"></span>ni <span class="_ _2"></span>ze </div><div class="t m0 x6 hc y6ab ff4 fs3 fc0 sc0 ls0 ws0">względu  na <span class="_ _8"> </span>ich  bezpośrednie  relacje  z  Grupą <span class="_ _8"> </span>Kapitało<span class="_ _2"></span>wą <span class="_ _8"> </span>TOYA.  Zebrane  opinie  pozwoliły  ocenić, <span class="_ _8"> </span>czy  organizacja </div><div class="t m0 x6 hc y6ac ff4 fs3 fc0 sc0 ls0 ws0">uwzględnia <span class="_ _18"> </span>perspektywę <span class="_ _18"> </span>int<span class="_ _2"></span>eresariuszy <span class="_ _18"> </span>w <span class="_ _18"> </span>swojej <span class="_ _18"> </span>d<span class="_ _2"></span>ziałalności. <span class="_ _18"> </span>Grupa <span class="_ _18"> </span>Kapita<span class="_ _2"></span>łowa <span class="_ _18"> </span>TOYA <span class="_ _14"> </span>tra<span class="_ _2"></span>kt<span class="_ _2"></span><span class="ff1">uje <span class="_ _18"> </span>je <span class="_ _18"> </span>jako<span class="_ _2"></span> <span class="_ _14"> </span>wyra<span class="_ _2"></span>z </span></div><div class="t m0 x6 hc y6ad ff4 fs3 fc0 sc0 ls0 ws0">zainteresowania  dalszym  rozwojem <span class="_ _8"> </span>organizacji,  uznając,  że <span class="_ _8"> </span>te  spostrzeżenia  mogą <span class="_ _8"> </span>mieć  znaczenie <span class="_ _8"> </span>dla  osiąganych <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6ae ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _9"></span>przy<span class="_ _2"></span>szłości <span class="_ _9"></span>wyn<span class="_ _2"></span>ików.<span class="ff1"> <span class="_ _9"></span><span class="ff4">Po<span class="_ _2"></span>dsumowanie <span class="_ _9"></span>badania podwójnej <span class="_ _9"></span>istotności w<span class="_ _0"></span>raz <span class="_ _9"></span>z <span class="_ _0"></span>istotnymi <span class="_ _0"></span>tematami, <span class="_ _9"></span>które <span class="_ _0"></span>zostały <span class="_ _0"></span>wskazane </span></span></div><div class="t m0 x6 hc y6af ff1 fs3 fc0 sc0 ls0 ws0">w ankiecie <span class="_ _2"></span>s<span class="ff4">kierowan<span class="_ _2"></span>ej do <span class="_ _2"></span>interesariuszy <span class="_ _2"></span>zostały za<span class="_ _2"></span>akceptowane przez <span class="_ _2"></span>Zarząd <span class="_ _2"></span>TOYA S.A.<span class="_ _2"></span></span> <span class="_ _2"></span>W <span class="_ _2"></span>wyniku <span class="_ _2"></span>przeprowadzonego </div><div class="t m0 x6 hc y6b0 ff4 fs3 fc0 sc0 ls0 ws0">dialogu z interesariu<span class="_ _2"></span>szami nie podjęto decyzji o zmian<span class="_ _2"></span>ie modelu biznesowego czy innych<span class="_ _2"></span> podjętych kluczowych decyzj<span class="_ _2"></span>i.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y96 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y326 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6b1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6b2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y76 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y52e ff4 fs3 fc0 sc0 ls0 ws0">Główne kanały i s<span class="_ _2"></span>posób współpracy z in<span class="_ _2"></span>teresariuszami: <span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x2 y6b3 w3 h8f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">47<span class="ls0"> </span></div><div class="t m0 x115 hc y6b4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6b5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h63 y631 ff2 fs4 fc0 sc0 ls0 ws0">7.1.5.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Istotne wpływy i ryzyka Grupy Kapitałowej TOY<span class="_ _0"></span>A<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y5ad ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6b6 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>TO<span class="_ _2"></span>YA <span class="_ _1b"> </span>zid<span class="_ _2"></span>entyfikowała <span class="_ _5"> </span>istotn<span class="_ _2"></span>e <span class="_ _1b"> </span>od<span class="_ _2"></span>działywania, <span class="_ _5"> </span>ryzyko <span class="_ _5"> </span>i <span class="_ _5"> </span>możliwości<span class="_ _2"></span> <span class="_ _1b"> </span>w <span class="_ _5"> </span>czas<span class="_ _2"></span>ie <span class="_ _1b"> </span>an<span class="_ _2"></span>alizy <span class="_ _5"> </span>podwójnej </div><div class="t m0 x6 hc y6b7 ff4 fs3 fc0 sc0 ls0 ws0">istotności. <span class="ff1"> </span></div><div class="t m0 x6 hc y6b8 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y6b9 w8a h90"><div class="t m0 x17 hf y57d ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x63 y6b9 w8b h90"><div class="t m0 x17 hf y57d ff2 fs7 fc3 sc0 ls0 ws0">IRO </div></div><div class="c x116 y6b9 w6d h90"><div class="t m0 x17 hf y57d ff2 fs7 fc3 sc0 ls0 ws0">RODZAJ </div></div><div class="c x117 y6b9 w8c h90"><div class="t m0 x17 hf y57d ff2 fs7 fc3 sc0 ls0 ws0">OPIS </div></div><div class="c x106 y6b9 w6d h90"><div class="t m0 x17 hf y57d ff2 fs7 fc3 sc0 ls0 ws0">Miejsce </div><div class="t m0 x17 hf y251 ff3 fs7 fc3 sc0 ls0 ws0">występowania<span class="ff2"> </span></div></div><div class="c x6 y6ba w8a h91"><div class="t m0 x17 h11 y6bb ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y6ba w8b h91"><div class="t m0 x17 h11 y6bb ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6ba w6d h91"><div class="t m0 x17 h11 y6bb ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6bc ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6ba w8c h91"><div class="t m0 x17 h11 y6bd ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>T<span class="_ _2"></span>OYA <span class="_ _18"> </span>może <span class="_ _18"> </span>zarządzać <span class="_ _18"> </span>ryzykiem <span class="_ _18"> </span>związanym <span class="_ _18"> </span>ze <span class="_ _18"> </span>z<span class="_ _2"></span>mianami<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6be ff4 fs7 fc0 sc0 ls0 ws0">klimatyczny<span class="_ _0"></span>mi <span class="_ _11"> </span>(ulewne<span class="_ _0"></span> <span class="_ _12"> </span>deszcze, <span class="_ _11"> </span>podto<span class="_ _0"></span>pienia, <span class="_ _12"> </span>powodzie, <span class="_ _11"> </span>trąby </div><div class="t m0 x17 h11 y6bf ff4 fs7 fc0 sc0 ls0 ws0">powietrzne, <span class="_ _26"> </span>wichury, <span class="_ _1b"> </span>susze) <span class="_ _1b"> </span>opracowując <span class="_ _26"> </span>plany <span class="_ _1b"> </span>ciągłości <span class="_ _26"> </span>dz<span class="_ _2"></span>iałania, </div><div class="t m0 x17 h11 y6c0 ff4 fs7 fc0 sc0 ls0 ws0">opracowując<span class="_ _0"></span> <span class="_ _1c"> </span>technologie<span class="_ _0"></span> <span class="_ _1c"> </span>zmniejszające <span class="_ _18"> </span>negatywny <span class="_ _1c"> </span>wpływ <span class="_ _18"> </span>zmian </div><div class="t m0 x17 h11 y6c1 ff1 fs7 fc0 sc0 ls0 ws0">klimatu <span class="_ _21"> </span>oraz <span class="_ _22"> </span><span class="ff4">wprowadzając <span class="_ _1f"> </span>zmiany <span class="_ _1f"> </span>w <span class="_ _1f"> </span>procesach <span class="_ _1f"> </span>operacyjnych </span> </div><div class="t m0 x17 h11 y6c2 ff4 fs7 fc0 sc0 ls0 ws0">i <span class="_ _11"> </span>łańcuchach <span class="_ _12"> </span>dostaw <span class="_ _11"> </span>dla <span class="_ _11"> </span>zachowania <span class="_ _11"> </span>ciągłości <span class="_ _12"> </span>dostaw, <span class="_ _11"> </span>aby </div><div class="t m0 x17 h11 y6c3 ff4 fs7 fc0 sc0 ls0 ws0">zminimalizować <span class="_ _17"> </span>narażeni<span class="_ _0"></span>e <span class="_ _17"> </span>na <span class="_ _17"> </span>ryzyko <span class="_ _17"> </span>(może <span class="_ _17"> </span>to <span class="_ _17"> </span>obejmować </div><div class="t m0 x17 h11 y6c4 ff4 fs7 fc0 sc0 ls0 ws0">dywersyf<span class="_ _0"></span>ikację <span class="_ _4"></span>źródeł <span class="_ _4"></span>surowców, <span class="_ _4"></span>zabezpieczenie<span class="_ _0"></span> <span class="_ _4"></span>infrastruktury <span class="_ _e"></span>przed </div><div class="t m0 x17 h11 y6c5 ff1 fs7 fc0 sc0 ls0 ws0">ekstre<span class="_ _0"></span>malnymi warunkami pogodowymi, <span class="_ _2"></span>czy <span class="_ _2"></span>inwesty<span class="_ _0"></span>cje w <span class="_ _2"></span>technologie </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">ograniczające e<span class="_ _0"></span>misję gazów cie<span class="_ _0"></span>plarnianych)<span class="ff1"> </span></div></div><div class="c x106 y6ba w6d h91"><div class="t m0 x17 h11 y6bb ff1 fs7 fc0 sc0 ls0 ws0">Organizacja,  </div><div class="t m0 x17 h11 y6bc ff1 fs7 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x6 y6c6 w8a h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y6c6 w8b h92"><div class="t m0 x17 h11 y6c7 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6c6 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">negatywny </div></div><div class="c x117 y6c6 w8c h92"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Zmiany <span class="_ _1f"> </span>klimatyczne <span class="_ _1f"> </span>mogą <span class="_ _22"> </span>wpływać <span class="_ _22"> </span>na <span class="_ _1f"> </span>dostępność <span class="_ _22"> </span>surowców, </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">stabilno<span class="_ _0"></span>ść łańcucha dostaw o<span class="_ _0"></span>raz warunki pr<span class="_ _0"></span>acy.<span class="ff1"> </span></div></div><div class="c x106 y6c6 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, Upstr<span class="_ _0"></span>eam </div></div><div class="c x6 y6ca w8a h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y6ca w8b h93"><div class="t m0 x17 h11 y6cb ff4 fs7 fc0 sc0 ls0 ws0">Wpływ <span class="ff1"> </span></div></div><div class="c x116 y6ca w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Aktualny n<span class="_ _0"></span>egatywny </div></div><div class="c x117 y6ca w8c h93"><div class="t m0 x17 h11 y6cc ff4 fs7 fc0 sc0 ls0 ws0">Dostawcy <span class="_ _18"> </span>organizacji <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>inne <span class="_ _1c"> </span>podmioty <span class="_ _1c"> </span>w <span class="_ _1c"> </span>łańcuchu <span class="_ _1c"> </span>wartości </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">wytwarzając swoje<span class="_ _0"></span> usługi emitują<span class="_ _0"></span> gazy ciepl<span class="_ _0"></span>arniane do atmosfery<span class="_ _0"></span>. <span class="ff1"> </span></div></div><div class="c x106 y6ca w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x6 y6cd w8a h94"><div class="t m0 x17 h11 y6ce ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y6cd w8b h94"><div class="t m0 x17 h11 y6ce ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6cd w6d h94"><div class="t m0 x17 h11 y6ce ff1 fs7 fc0 sc0 ls0 ws0">Potencjany p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y6cd w8c h94"><div class="t m0 x17 h11 y6cf ff4 fs7 fc0 sc0 ls0 ws0">Organizacja <span class="_ _e"></span>może <span class="_ _4"></span>wybierać <span class="_ _4"></span>dostawców <span class="_ _e"></span>stosujących <span class="_ _4"></span>energooszczędne<span class="_ _0"></span> </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">technol<span class="_ _0"></span>ogie, <span class="_ _1b"> </span>opt<span class="_ _0"></span>ymalizować <span class="_ _26"> </span>logistykę <span class="_ _1b"> </span>w <span class="_ _26"> </span>celu <span class="_ _1b"> </span>zmniejs<span class="_ _0"></span>zenia <span class="_ _26"> </span>emisji <span class="_ _1b"> </span>z </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">transpor<span class="_ _0"></span>tu oraz inwestować<span class="_ _0"></span> w odnawialne źró<span class="_ _0"></span>dła energii.<span class="ff1"> </span></div></div><div class="c x106 y6cd w6d h94"><div class="t m0 x17 h11 y6ce ff1 fs7 fc0 sc0 ls0 ws0">Upstream  </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x2 y6d0 w3 h95" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">48<span class="ls0"> </span></div></div><div class="c x6 y6d1 w8a h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x63 y6d1 w8b h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">IRO </div></div><div class="c x116 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">RODZAJ </div></div><div class="c x117 y6d1 w8c h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">OPIS </div></div><div class="c x106 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">Miejsce </div><div class="t m0 x17 hf y6d3 ff3 fs7 fc3 sc0 ls0 ws0">występowania<span class="ff2"> </span></div></div><div class="c x6 y421 w8a h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y421 w8b h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x116 y421 w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y421 w8c h93"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Zmiana <span class="_ _9"></span>postrzegania <span class="_ _9"></span>działań <span class="_ _9"></span>firmy <span class="_ _9"></span>p<span class="_ _2"></span>rzez <span class="_ _9"></span>interesariuszy <span class="_ _9"></span>i/ <span class="_ _0"></span>lub <span class="_ _9"></span>negatywna </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ocena fi<span class="_ _0"></span>rmy przez intere<span class="_ _0"></span>sariuszy </div></div><div class="c x106 y421 w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6d4 w8a h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0"> </span></div></div><div class="c x63 y6d4 w8b h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Ryzyko  </div></div><div class="c x116 y6d4 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y6d4 w8c h92"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Zmiana <span class="_ _21"> </span>zachowań <span class="_ _21"> </span>konsu<span class="_ _0"></span>menckich <span class="_ _1c"> </span>i <span class="_ _21"> </span>nieprzewidywalność <span class="_ _1c"> </span>sytuacji </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">rynkowej </div></div><div class="c x106 y6d4 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y1db w8a h97"><div class="t m0 x17 h11 y6d5 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0"> </span></div></div><div class="c x63 y1db w8b h97"><div class="t m0 x17 h11 y6d5 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y1db w6d h97"><div class="t m0 x17 h11 y6d5 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny n<span class="_ _0"></span>egatywny </div></div><div class="c x117 y1db w8c h97"><div class="t m0 x17 h11 y6d6 ff4 fs7 fc0 sc0 ls0 ws0">Partnerzy <span class="_ _15"> </span>bizneso<span class="_ _0"></span>wi <span class="_ _15"> </span>Grupy <span class="_ _15"> </span>TOYA <span class="_ _15"> </span>mogą <span class="_ _15"> </span>wykorzystywać<span class="_ _0"></span> <span class="_ _15"> </span>różne </div><div class="t m0 x17 h11 y6d7 ff1 fs7 fc0 sc0 ls0 ws0">nieodnawial<span class="_ _0"></span>ne <span class="_ _7"> </span>zasoby <span class="_ _7"> </span><span class="ff4">naturalne, <span class="_ _7"> </span>takie <span class="_ _7"> </span>jak <span class="_ _7"> </span>metale, <span class="_ _7"> </span>minerały, <span class="_ _7"> </span>czy <span class="_ _7"> </span>też </span></div><div class="t m0 x17 h11 y6d8 ff4 fs7 fc0 sc0 ls0 ws0">wodę <span class="_ _19"> </span>i <span class="_ _14"> </span>energię, <span class="_ _14"> </span>w <span class="_ _19"> </span>swoich <span class="_ _14"> </span>procesach <span class="_ _19"> </span>produkcyjnych. <span class="_ _19"> </span>Nadmierne </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">wykorzystan<span class="_ _0"></span>ie <span class="_ _2"></span>tych <span class="_ _2"></span>zasobów <span class="_ _2"></span>może <span class="_ _2"></span>prowadzić <span class="_ _2"></span>do <span class="_ _2"></span>ich <span class="_ _2"></span>wyczerpania <span class="_ _2"></span>oraz </div><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">negatywnego <span class="_ _4"></span>wpływu <span class="_ _7"> </span>na <span class="_ _4"></span>środowisko. <span class="_ _4"></span>Działania <span class="_ _7"> </span>w <span class="_ _4"></span>łańcuchu <span class="_ _4"></span>wartości </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">mogą <span class="_ _9"></span>m<span class="_ _2"></span>itygować <span class="_ _9"></span>negatywny <span class="_ _9"></span>wpływ, <span class="_ _0"></span>ale <span class="_ _9"></span>nie <span class="_ _0"></span>przyczynią <span class="_ _9"></span>się <span class="_ _0"></span>do <span class="_ _9"></span>powstania </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">pozytywnego wpływu.<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x106 y1db w6d h97"><div class="t m0 x17 h11 y6d5 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y6db w8a h98"><div class="t m0 x17 h11 y6dc ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0"> </span></div></div><div class="c x63 y6db w8b h98"><div class="t m0 x17 h11 y6dc ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6db w6d h98"><div class="t m0 x17 h11 y6dc ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6dd ff1 fs7 fc0 sc0 ls0 ws0">negatywny  </div></div><div class="c x117 y6db w8c h98"><div class="t m0 x17 h11 y6c0 ff4 fs7 fc0 sc0 ls0 ws0">Partnerzy <span class="_ _a"></span>biznesowi <span class="_ _9"></span>Grupy <span class="_ _0"></span>TOYA <span class="_ _9"></span>mogą <span class="_ _0"></span>w <span class="_ _9"></span>większym <span class="_ _9"></span>zakresie <span class="_ _9"></span>niż <span class="_ _0"></span>obecnie </div><div class="t m0 x17 h11 y6de ff4 fs7 fc0 sc0 ls0 ws0">wykorzysty<span class="_ _0"></span>wać <span class="_ _18"> </span>różne <span class="_ _18"> </span>nieodnawialne <span class="_ _14"> </span>z<span class="_ _2"></span>asoby <span class="_ _14"> </span>naturalne, <span class="_ _18"> </span>takie <span class="_ _14"> </span>jak </div><div class="t m0 x17 h11 y6df ff4 fs7 fc0 sc0 ls0 ws0">metale, <span class="_ _19"> </span>minerały, <span class="_ _14"> </span>czy <span class="_ _14"> </span>te<span class="_ _0"></span>ż <span class="_ _14"> </span>wodę <span class="_ _14"> </span>i <span class="_ _14"> </span>ener<span class="_ _0"></span>gię, <span class="_ _14"> </span>w <span class="_ _19"> </span>swo<span class="_ _2"></span>ich <span class="_ _19"> </span>procesach </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">produkcy<span class="_ _0"></span>jnych. <span class="_ _12"> </span>Nadmierne <span class="_ _12"> </span>wykorzystanie<span class="_ _0"></span> <span class="_ _12"> </span>tych <span class="_ _12"> </span>zasobów <span class="_ _12"> </span>może </div><div class="t m0 x17 h11 y540 ff1 fs7 fc0 sc0 ls0 ws0">prowadzi<span class="ff4">ć <span class="_ _1f"> </span>do <span class="_ _22"> </span>ich <span class="_ _1f"> </span>wyczerpania <span class="_ _1f"> </span>oraz <span class="_ _22"> </span>negatywnego <span class="_ _1f"> </span>wpływu <span class="_ _22"> </span>na </span></div><div class="t m0 x17 h11 y53f ff4 fs7 fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>o. <span class="_ _9"></span>Działania <span class="_ _9"></span>w łańc<span class="_ _0"></span>uchu <span class="_ _9"></span>war<span class="_ _2"></span>tości <span class="_ _9"></span>mogą <span class="_ _9"></span>m<span class="_ _2"></span>itygować <span class="_ _a"></span>negatywny </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">wpływ, ale nie p<span class="_ _0"></span>rzyczynią się d<span class="_ _0"></span>o powstania <span class="_ _0"></span>pozytywnego wpływu.<span class="ff1"> </span></div></div><div class="c x106 y6db w6d h98"><div class="t m0 x17 h11 y6dc ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y6dd ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y6e0 w8a h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0"> </span></div></div><div class="c x63 y6e0 w8b h99"><div class="t m0 x17 h11 y6da ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6e0 w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Aktualny n<span class="_ _0"></span>egatywny </div></div><div class="c x117 y6e0 w8c h99"><div class="t m0 x17 h11 y6d7 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>T<span class="_ _2"></span>OYA <span class="_ _e"></span>i <span class="_ _e"></span>jej <span class="_ _e"></span>partnerzy <span class="_ _2"></span>biznesowi <span class="_ _2"></span>m<span class="_ _2"></span>ogą <span class="_ _2"></span>generować <span class="_ _e"></span>różne <span class="_ _e"></span>rodzaje </div><div class="t m0 x17 h11 y6df ff4 fs7 fc0 sc0 ls0 ws0">odpadów, <span class="_ _1b"> </span>w <span class="_ _1b"> </span>tym <span class="_ _26"> </span>odpady <span class="_ _1b"> </span>stałe, <span class="_ _1b"> </span>ciek<span class="_ _0"></span>łe <span class="_ _1b"> </span>i <span class="_ _1b"> </span>gazowe, <span class="_ _1b"> </span>które<span class="_ _0"></span> <span class="_ _1b"> </span>mogą <span class="_ _1b"> </span>być </div><div class="t m0 x17 h11 y6d9 ff1 fs7 fc0 sc0 ls0 ws0">niebezpiec<span class="_ _0"></span>zne  dla <span class="_ _26"> </span>zdrowia  <span class="ff4">ludzi <span class="_ _26"> </span>i  środowiska.  Organizacja  powinna </span></div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">wdrażać <span class="_ _8"> </span>skuteczne <span class="_ _26"> </span>systemy  zarządzania <span class="_ _26"> </span>odpadami, <span class="_ _26"> </span>które  obejmują </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">segregację, <span class="_ _1b"> </span>recyk<span class="_ _0"></span>ling, <span class="_ _1b"> </span>odzysk <span class="_ _1b"> </span>surowców <span class="_ _1b"> </span>oraz <span class="_ _5"> </span>bezpieczną <span class="_ _1b"> </span>utylizację<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">odpadów nie<span class="_ _0"></span>bezpiecznych.<span class="ff1"> </span></div></div><div class="c x106 y6e0 w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y6e2 ff1 fs7 fc0 sc0 ls0 ws0">Downstream  </div></div><div class="c x6 y6e3 w8a h9a"><div class="t m0 x17 h11 y6e4 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0"> </span></div></div><div class="c x63 y6e3 w8b h9a"><div class="t m0 x17 h11 y6e4 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6e3 w6d h9a"><div class="t m0 x17 h11 y6e4 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">negatywny </div></div><div class="c x117 y6e3 w8c h9a"><div class="t m0 x17 h11 y6e6 ff4 fs7 fc0 sc0 ls0 ws0">Niewłaściwe <span class="_ _45"> </span>zarządzanie <span class="_ _45"> </span>odpadami <span class="_ _45"> </span>może <span class="_ _3d"> </span>prowadzić<span class="_ _0"></span> <span class="_ _3d"> </span>do<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6e7 ff4 fs7 fc0 sc0 ls0 ws0">zanieczyszczeni<span class="_ _0"></span>a <span class="_ _0"></span>powietr<span class="_ _0"></span>za, <span class="_ _0"></span>wody <span class="_ _9"></span>i <span class="_ _0"></span>gleby. <span class="_ _9"></span>Organizacja <span class="_ _0"></span>powinna <span class="_ _9"></span>wdrażać </div><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">skuteczne <span class="_ _2"></span>systemy <span class="_ _2"></span>zarządzania <span class="_ _2"></span>odpadami, <span class="_ _e"></span>które <span class="_ _2"></span>obejmują <span class="_ _2"></span>segregację, </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">recykling, <span class="_ _14"> </span>odzysk <span class="_ _14"> </span>surowców <span class="_ _14"> </span>oraz <span class="_ _14"> </span>bezpieczną <span class="_ _14"> </span>utylizację <span class="_ _14"> </span>odpadów </div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">niebezpiec<span class="_ _0"></span>znych. </div></div><div class="c x106 y6e3 w6d h9a"><div class="t m0 x17 h11 y6e4 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y6e9 w8a h9b"><div class="t m0 x17 h11 y6ea ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6e9 w8b h9b"><div class="t m0 x17 h11 y6ea ff4 fs7 fc0 sc0 ls0 ws0">Wpływ <span class="ff1"> </span></div></div><div class="c x116 y6e9 w6d h9b"><div class="t m0 x17 h11 y6ea ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y6e9 w8c h9b"><div class="t m0 x17 h11 y6eb ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _22"> </span>TOYA <span class="_ _15"> </span>powi<span class="_ _0"></span>nna <span class="_ _22"> </span>dąż<span class="_ _2"></span>yć <span class="_ _22"> </span>do <span class="_ _22"> </span>zapewnienia <span class="_ _22"> </span>konkurencyjny<span class="_ _0"></span>ch </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _1f"> </span>za <span class="_ _22"> </span>pracę <span class="_ _1f"> </span>zarówno <span class="_ _1f"> </span>dla <span class="_ _22"> </span>nowych, <span class="_ _1f"> </span>jak <span class="_ _22"> </span>i <span class="_ _22"> </span>obecnych </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów.<span class="ff1"> </span></div></div><div class="c x106 y6e9 w6d h9b"><div class="t m0 x17 h11 y6ea ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6ec w8a h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6ec w8b h94"><div class="t m0 x17 h11 y6e8 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6ec w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">negatywny </div></div><div class="c x117 y6ec w8c h94"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>T<span class="_ _2"></span>OYA <span class="_ _18"> </span>może <span class="_ _18"> </span>potencjalnie <span class="_ _14"> </span>p<span class="_ _2"></span>rzestać <span class="_ _14"> </span>dążyć <span class="_ _18"> </span>do <span class="_ _18"> </span>z<span class="_ _2"></span>apewnieni<span class="_ _0"></span>a </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">konkure<span class="_ _0"></span>ncyjnych  wynagrodzeń  za  pracę  zarówno  dla  nowy<span class="_ _0"></span>ch,  jak  i </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">obecnych <span class="_ _0"></span>pracowników.<span class="ff1"> </span></div></div><div class="c x106 y6ec w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja  </div></div><div class="c x6 y6ed w8a h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6ed w8b h94"><div class="t m0 x17 h11 y6e8 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ <span class="ff1"> </span></div></div><div class="c x116 y6ed w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6ed w8c h94"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _42"> </span>TOYA <span class="_ _42"> </span>może <span class="_ _42"> </span>dążyć <span class="_ _42"> </span>do <span class="_ _42"> </span>z<span class="_ _2"></span>apewnieni<span class="_ _0"></span>a <span class="_ _42"> </span>jeszcze <span class="_ _42"> </span>bardziej </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">konkure<span class="_ _0"></span>ncyjnych  wynagrodzeń  za  pracę  zarówno  dla  nowy<span class="_ _0"></span>ch,  jak  i </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">obecnych <span class="_ _0"></span>pracowników.<span class="ff1"> </span></div></div><div class="c x106 y6ed w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja  </div></div><div class="c x6 y6ee w8a h9c"><div class="t m0 x17 h11 y6e2 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6ee w8b h9c"><div class="t m0 x17 h11 y6e2 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ <span class="ff1"> </span></div></div><div class="c x116 y6ee w6d h9c"><div class="t m0 x17 h11 y6e2 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny  </div></div><div class="c x117 y6ee w8c h9c"><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">Grupa TOYA pr<span class="_ _0"></span>zestrzega ry<span class="_ _0"></span>gorystycznyc<span class="_ _0"></span>h standardów b<span class="_ _0"></span>ezpieczeństwa i </div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">higieny <span class="_ _21"> </span>pracy, <span class="_ _1f"> </span>aby <span class="_ _1f"> </span>minimalizować <span class="_ _21"> </span>ryzyko <span class="_ _1f"> </span>wypadków <span class="_ _1f"> </span>i <span class="_ _1f"> </span>chorób </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">zawodowych. <span class="_ _1b"> </span>Regularne <span class="_ _1b"> </span>szkolenia <span class="_ _1b"> </span>i <span class="_ _5"> </span>audyty <span class="_ _1b"> </span>BHP <span class="_ _5"> </span>są <span class="_ _5"> </span>niezbędne <span class="_ _1b"> </span>do </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">utrzymania wyso<span class="_ _0"></span>kiego poziomu be<span class="_ _0"></span>zpieczeńst<span class="_ _0"></span>wa.<span class="ff1"> </span></div></div><div class="c x106 y6ee w6d h9c"><div class="t m0 x17 h11 y6e2 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6ef w8a h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6ef w8b h9d"><div class="t m0 x17 h11 y6f0 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6ef w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny  </div></div><div class="c x117 y6ef w8c h9d"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _4"></span>T<span class="_ _2"></span>OYA <span class="_ _4"></span>może <span class="_ _7"> </span>wdrażać <span class="_ _4"></span>jeszcze <span class="_ _7"> </span>bardziej <span class="_ _4"></span>rygorystyczne <span class="_ _4"></span>standardy </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">bezpieczeństwa i higieny<span class="_ _0"></span> pracy, aby <span class="_ _2"></span>minimalizować ryzyko<span class="_ _0"></span> wypadków i </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">chorób zawodo<span class="_ _0"></span>wych.<span class="ff1"> </span></div></div><div class="c x106 y6ef w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja  </div></div><div class="c x6 y17b w8a h9e"><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y17b w8b h9e"><div class="t m0 x17 h11 y6e5 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y17b w6d h9e"><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y17b w8c h9e"><div class="t m0 x17 h11 y6e7 ff4 fs7 fc0 sc0 ls0 ws0">Organizacja <span class="_ _9"></span>dążyć <span class="_ _0"></span>do <span class="_ _0"></span>zapewnieni<span class="_ _0"></span>a <span class="_ _0"></span>równych <span class="_ _9"></span>szans zat<span class="_ _0"></span>rudnienia <span class="_ _9"></span>i <span class="_ _0"></span>awansu </div><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">dla <span class="_ _7"> </span>kobiet <span class="_ _7"> </span>i <span class="_ _7"> </span>mężczyzn <span class="_ _7"> </span>oraz <span class="_ _7"> </span>równości <span class="_ _7"> </span>wynagrodzeń <span class="_ _4"></span>z<span class="_ _2"></span>a <span class="_ _7"> </span>pracę <span class="_ _7"> </span>o <span class="_ _7"> </span>takiej </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">samej <span class="_ _18"> </span>wartości. <span class="_ _18"> </span>Równouprawnienie<span class="_ _0"></span> <span class="_ _1c"> </span>płci <span class="_ _18"> </span>wspiera <span class="_ _18"> </span>różnorodność <span class="_ _18"> </span>i </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">sprawiedl<span class="_ _0"></span>iwość w miejscu <span class="_ _0"></span>pracy.<span class="ff1"> </span></div></div><div class="c x106 y17b w6d h9e"><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6f1 w8a h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6f1 w8b h9d"><div class="t m0 x17 h11 y6f0 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f1 w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">pozytywny  </div></div><div class="c x117 y6f1 w8c h9d"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Organizacja <span class="_ _2"></span>może <span class="_ _e"></span>dążyć <span class="_ _2"></span>do <span class="_ _2"></span>zapewnienia <span class="_ _2"></span>równych <span class="_ _2"></span>sz<span class="_ _2"></span>ans <span class="_ _2"></span>zatrudnienia <span class="_ _2"></span>i </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">awansu <span class="_ _2"></span>dla <span class="_ _2"></span>kobiet <span class="_ _2"></span>i <span class="_ _2"></span>mężczyzn <span class="_ _2"></span>oraz <span class="_ _2"></span>większej <span class="_ _2"></span>równości <span class="_ _2"></span>wynagrodzeń <span class="_ _2"></span>za </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">pracę o t<span class="_ _0"></span>akiej samej wartośc<span class="_ _0"></span>i. <span class="ff1"> </span></div></div><div class="c x106 y6f1 w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x2 y6f2 w3 h9f" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/8venQVblpWHnf/WWnufc+69OdQMFIhCzMUkkEFgBLLAxmqENdlq2ZbVYYc77LAf3NHtl+7HjnB0RD9122132GG3o1shIwkPSAKEGIXEoJooSsUMNVBFUWNWVY733nPO3nutfjjnZiUgS+5C4XYlv18UyamKHG7uezPif3Z++1uRWx9DTu2FNzwvR+zvxzV7MQ3r7z4WfoqyLPNVnkcpkVJr83FqUebrXCLnZYnDElHnKXc5bZ47jK5NUYeYdwfnD+771gOPnX40lSsjH15s4BY5z/YeOz88/PB96wtPLHL0pV2YfSOn6yNfuVotI0/9fCfHWMdlP5s99vCDpx5a710/qymm6ZIJnu2szyUjPalGHiJqi37zFZI3n8iWI82jzSPFzu44rZd1GvvFIi+OR4rDoU2tX45R+nj4zPTbv3/rR/7gC9986NEn98chHZ9SP9VSc44WLU0RkaImaQ0AXNZ5vZ02PmriVOa7dVwNtabUtZTHVqed69/7ma9+9NavvfKFz/4Lb3rdC5+z97obX3h1n1qLNI07s5jGse9SpClajWmI7fqN3FKpUWrkGjFvQ0RKqeRI6ZL73NuAPnpW8WJSb+qvRBcx1cibf4627eVoKaKL2qfa8rSTa6QxNvucx1nklnKKaFNEdFFOzOLn3vn2e/6vXzvVhrrcb6m1FhFl3XJenHjkzPK9H771+qtP/NALrkjdzmwR+6thf95/+rYH/pd//qtPrHfPtt18xTV1NUXkqKtFXsXhhWOL2Vt/5C19xE7XUo3FvIv21G66ujmxPWKduzF3kVLkFDVHbpFz5By5W+c25Ih6LFqZtehSbI6Giekwys58b+czf/jFZddaN0Rs3pJsNn+UsZXzQyn9Tr7yOWMuy2E933lsGneX6yF18+gXw8H53Le+K1HX69XBv3vPv/2H/90vpRKRo0WkzaVvdTNUc/G90DryEKVEKlFzjLnltBntufQNQ1uVWZ/TbDXlKdK6xqqkB54Y73rgkY/f9MXPfeHrj58Zz+6n9biTd47V2aJGrilFq5GnFlPE1GIqo0PRAYDLOa8jXfpX9SmmaYqWaupLKaWkFHH2cJln5fzYHrjzoVu+9uiVx/rnXTH/u3/9Z/7MK5/7rN1uFVHKPCIij9GmaEPUzWOAXYrIqRwNW9fNQ4Mp5bTdon2xsDfD2+mS5++O1u2lEqlrKdVUaiqRa8S6tmXa/JDcRRsi921zSkqLKLGO6FLMWoqo0cYc3fG+f+efu/HWz7/mfbfefbh/OmY705Sj5DFSXlyxnJYfv/1r37j3vp9825ve/tYf3dnLDz188Puf+/IHP/EHD12YHdZZ7F4d6y76RdRVautudfqq2fBDr3jBa176wjzFyXmKacq5ffdB3yVaF8uuLaNF1HW0g6gR9SBSH62f1dbX2D4I2KJsxzOmFhFpdq7mm7/09fXi2DimSJst3kcbCMss8mwa0jS2oeboT5T1o5t7z621qFN0O3VcxWx2uFwf3zvxOx+/6W1/4R3Pf/Wzunz0fqq1i8fJtM2wdYsa/RT9puJLXByqjogSKUfafDr2DqYpl7Iq8eQ6Tp2Lf/2eD7/3I58eys7u1c87dXY2niulOzbb3a19WdWjc4fSFGmKmCJN0aY/pTOIAAD+S83rdvH/tkPTOboSEVNrh0PNKZXjV0wHB7Wfdcf3nlgfnD47Pnzu8Ev/679+9hU7r3/ZDW9/82tf98obrj4+n5duN5U+Sm5DxBitRYwpckklPbUgu0WrESml/FRdR2ymFNIlH9ElZ9Zcsqgi1UjTWMbcas0pcm5pNXXjFDF2hzlqTbMx+u0ZKa1FjNGmtm5X787+wd9611ce+OWvP7baH1NtffR9tFTHtuqO1b7effb8v/zN33/3h28pXXe4ns4v10PM0uyKiEXk3agtpiliWLSDE+ngbT/8yr/3N39yt7SSY3V4uFjM1gf7s52dix/l5kUf08643h2XJdpU1/M278Y65cPUphinnSkWU7TZU+9rImq0Et2xC9F/4JN33v9ErONklC6m5fZKtJrbOk3r1FJLJZUcU8QYezGup/OlL1OarVpEmkc3W01tXPTDMC12n/8v33vTj7/kp/tFzrFZK37xEdO8be0UXYtUo4tN6Odo60hj5FZTqVGG6KYo+xGHU7nn/lOfvOVLn7z1Sw8/ef7x/bacX7dus7NPrqM7Xk72ucaY0rBaR4oo+WhQJ/7IVX4AAJdfXl+8i1yj5XY0Ar25YRnR1Uh5eSFKF62NtYvuZI2234bDunf+3OqBm+/+7Zu+dN3Jvb/0E297x4+/4RXPSWnsdqI7Vqa8ORwxWmpT3myl2N6erpHyJauXn3q1WSy9ORtw8880tS7ncYxxvUzTGKlE2YsYI4+Ru8gpVvtjLgexnqehxThE29wPvuS9Q5t1rUa8+Fk7/83PvO0f/R+/PHZXHc6uihTRcnTziDqkcSjdYVufWaVpFXWKLs9SvzvOjsU6YrmMnUUc7B/bndanvvVnfviFf/9v/PTLr190UaNNi8Usos12d7dXcXtvPlLEFKXLOznmXaSpjouyiDyNQ14s9tJ8tl7tlxSrshl5aaW1zVHlh9Gfj/jV9990djwZ3ZWlzKezD8WJY31ddbGclueuO7nTxoMSY4opSkS0fhjTTjozPnZh7HI6UfNVUUt0bYpx6q9cxhWf/sqZe7/xjcVLXnSyizrVWZuiS0d/pVDGFt3mn+XRkfR1vZljqak7jH4VaRVxemy33TX+1vved+vtdy7HvKpdK/Mh74wxa6mP0kek1lYthtpSKqld8rcRqUZKJbfNpMjkTyAAcHnndT6aha6pRUtHCz+OxqG7Nk2tTXmz4nmT3bnmtGyzKbpVrNsq/6t/96F3/8ZHfvFn/+Lf/oU3lC4Oo3S1pPWqSzV3OeUUqa+1RsR2J9t2PqH9MduWa4vNtMO8Kyf2dvYW/Sp2x7GkacqxjjKL1nV71+4udvqYtZimSAdR55f+ztqm2Gtt0ZV42xteesfbfuRDt3y1m6XDcT3GLGKMnGO2k2pqra8ptUiRZ7t5de7U6ZiP+YprcjcbV/vRjenw9LOOlXe+7U2veP6i1otTzN/5RiWOLugYaX/a2Z8WqzbF2F+o3W7eqfnwzEHs5uNtMdufNluja4qpppYjTdEPNW79wv7Dp/ZjvCIWx6apRtpZlMWwf6ZPB8+9au8f/r1fuvJY6dph3p5QWbu48vx6+eC58x/7gzt+747716tV9LtH71dKtD5a9/Cpx19z44taxGy2Keghoo1tarWV1E8tSqtpthnemKKOkfop754eYt3HFPGpLzz6H37rwzfdffrUqSe6fjHbPb4eoqVco9tu/IsxWopYR1pvNqDU2Ix7bydLcs3bPd1ZXgMAl29ebxe1tXQ0MBCpTZvDraNt9nzkvJnBbcO0+fv9liOlSH1EGXIZYhqmsZ/NDqfpn73nI7/xkc+8/IXP/bOvev4bX/WDr/jB6070Ma6jyy2XSDmniGmqKVq3GRv4o23nB0qKvkttucopT/unD558OHavKdN8UbscNeVuVWZ5tV6eriViGGY5z+cldxHl4s+zOWUw5UWOdcT1x9N//0v/1cndnfd96vNP7K/W8yvXbZHGnFK0NrbW6vaHDPvrs/Nji27WTwePt+X+vLS+Hrz0Ocf+zi/8rXe+6cV5mBZ92d7mfyqsn5ogb0fPYB6mXOfHo0wRs7qe769b3tuN5TD1e+tUzm+2EW6nYNoU3Rhxbh2/+u/fd/rsfj87Po37dT2UWSrLc4s4PBn7P/bKF//cG0/OI7rYS0e3gVPrzo97h/3VpZ297fY75osrDtaHUxkjllH7NB2PVj516+f/wlvfOLTIU+1Tbam2HDlSlJIjUkSdLpRyOLUyxjz3ewetPHI+Pvvl+z55+8Nfvfehr3/jkdVU9nd34tj1tZtdWA91ank+r5tZ8ai51RQtpVWkISKilRIl2vbWfGo5IqcWLTzXCABc1nkdKW9PEmktbU+BiRZpM83RWooUU+pbRGopxdg295tbvpiUEWVcrce+O37sinHYu+vM+fvueODTX/jmlfNPvvm1L/trP/WOV790ZzelPmIYI0fsdrlEHC7XO4vZ5q75tz1beXQrfVthbUppylHnsd4rU53OdLHcq2dLTKuYl7TbVvt7db6IKK3kFENE99S8S4mUI2K9Wre0ms3mXYnj1y3+57/7Ez/88he957c++KUHHj+MYxfWday167qUS0uzMZWhTVfuzaf1ato/l9YHi1hft9u/+mU/+Pf/5k+97oVXzyNmEcN6GbPF9mO85MqmS77tIuZt1dUz0YboWx4P+5rTdK7N+r6e6erq6uPRRdrcTI6WppRbxP0PPPLlL//hyZ1jMT5ZDs9P0e3uzC888fCzT5Tr98Zf/MkfPRExjyibG9+xXQZS+rYTD4kYoQAAIABJREFU6Sfe9JJ/8c8vPHjqvhPHrhriMNKFNM3KOETdufm225+48HeedzzSdh35kFNukde1ppojoqTFkNp+nbWy82SNX3//bf/hd25+/HxcWM6Xq1Zj75prrj/9+Fej9LHIkWbRp5pKpM3IeEtpyq21iJpKtJyO5t+3j1JuXrRk4zUAcLnn9aaw2xQROWpq2z19KbUaeXP8+JjmEXVz4zq1Mbeo20zKLVJLqd+Z1TqdP3cu9fN87Kr1ejgzLccpffSzX//8V+597Y0v+ut/+e0vuXbvyuPRRYwRq1U7Np8dhWj9ox53S7Fd9Vyjy+NqOUvTNSf3puXZvj62l8/naCXvpDg+puWJfm91rp6YtWila1HSGJFapBZlM73RzUuO1GIqtfY5tRrvevOLX/+Kf/Du3/7Ev3nf77Yp5nsnD1eHdYwpdSnPcp6de+LJk3uLWaxqO3jNi67/iR/7kR970w+/7HmLeUSuLeXWd/nbzss5emdwybBLLXW/3//Wtd2Zg/HCLKV5v+hT2h8e3UnzNF442bXDhx+dPftZqeWIGi1yjpTiG994YFieyYvaDdNO5NnuiVm/KPODnVSvPX78+dft5rGVUjcPobbNp2AZabGKsrx+58QrbnjWsFqOdb+lczGdLVPfjRF1b5qlhx8+de3etWWMLtdhHPoyj4hxGhd9lyPOLrtUTj6xjl/70C2fvPXzdz187tRBW479fNbPdufL/dUjD9918tlXDUMdW4wt6jTFtN48BdsiaksptRpdbWW7iWRT15Ha5vnJqC3niKPPCgDAZWS7+TkifvGffurXPv2NiDG3mmNMrW7uQbaUW0pTlIjU0iKiRQy5jmXzPVtrKdrmEMAoKWqk1FI3tr7FLHIfOaKtu/HCbH1mkYaTi/LjL9597Wte+aOvv/E5z7ruip0+jeNi1qWn9ldsT9/u2hBtbGm2TiValIPT3Txa67653Pnik4eHUY+l5W47zC2t0uIgFnUYb1ik116/F+Oq1VLLXumX0XKkboq8nSivrc/RpnVqQ5rWKfet7AzRnY144Ey775FTX7vvoVOP7z/25MHpC6spdWm2e9Xu7Ipj8fIXXHHDdVe99HlXX3+8xBiL3EqrOdWIVmtt3eK73xMc7UOpERHTQ9PU3XpfPjOLyLVblxN9f1D3W+nq0D2rG1/xvKnU66O1iClyjTRbl3jw3PKex05H6SJiVaeun+2PbV6HRRufuzd/7rVX7JXNSYo5ImqKqUW/ipgtV+XCQc13PzyduVBSv4i8LOmga6Ufd9M0ezI9/oJnX/+c42VnqvMS03gYfZ4iT61rNZ07c/62r5/66GdPf/Jzf/jgheV+5MNUIpfocwyraEPf5zasZ8NOjTRFrqWfconWIqftcEsbIzabUGaR4uhc+rbd9xJPve0o4/je//Enf/r1L/DnEAC4DPP6b/yT3/u1z9z7n+GX7JbrkuvJY/0Lrr/mr/zUW3/qrdfsRByL2IuYRc1tiNUyysnNd67rKfcpujHyZmV01EgRJUXuoqSI3L5jyqBeMpZxWa1+my65Qb7ZPV1iStGiDRF1c5bNmE6m7d67lmLaDPWMLbXUjbEd0D6+ejhSiaGN/YlptnMh4jBiFfGVx+I3P3TnrZ+78+sPnF6X4/8Zfke5LeU1AHCZ+f/hXI9+Z7eNyyfOnD135oknTj3w8d85/t/+0l991Q27z96Lw8O2W8psfiLq5lnKyIscw+G4nLrFvEUuKafUfedTcZfO8abLdptyuuQJyo3tkTCpi9Yi14vHyB9Nq0ek1qbalW6KOo61la5P0aYuLXajn0XqlxGrFnc9Gp+85Svv//in7nnwVM1d6o6biwYAeMbk9UFLOc/K7hU11g9fWJ3++oOf/Z/+0Stf+Nwffe0r3vRDL3zVS19wchY7adX3ubahq6nMuzzkmEpKuWw3gETN21V73+HiQSn127deXw553Vq5eIR8yi2iRq5Hh11uvsfRI44tRY2YorWcU53W0dJeNxvGYbUeptk1y+WqlfStx89/5s67PnX7175wz0NPnD88rF3MT44t1lNy5AsAwDMmr2O2qOOqjlNEtxrr/jRbLPa++Mj6S++76Vc/ePOrbnz585/7vL/7l19wwzXXtdS3ujpRZl1/lMzbGertLpBvu5t78UHCp055vLzyOi7OwaRoaXNUS43t3pDNUPMiTREtbU7j2XyHccp9Pw11tRwWi0XX9XcPcdMX92+97Y5P3nTbo2culN0rhzw/jH7ZUoyzKF3kzXJGAACeEXm9OoiSY76I1FKdx7Sz6spqtez744etffzzD88+//Btt37yFS994atefsObXv3SF/3A/FiOeUTJ0eUx2hRlTJEjumjpaA45Rdtsm/6OrR2XWWBfPFK+RqS0XaYYNW23GKYYY7tSOtUoNVLt0tTS1MUTB+sv3PGVu+++7z1fXN53//2Hy3V0O+Pi+DimKfW570vf1c1ZQmmKOvqzAQDwDMnrMkWqMdaoteUuZvOIEiWto1tPU5qd6BY7X37s9DdOn/vgTZ/dK596x1te/Qt/6Q033nBiXuJYrotYpRgjuoguosXm0cxNYW+e6kuRY7Ms7zIbccjbyfLNzek2HbV2Lhd/p6lt1rxMUYaIdcQ64sn9eP/HvvS+3/nYQ48+WWt9ZP78Wne6+cmxTmONbta31oaWo9aIFKnaSA0A8EzK69TG1iJSjs1a5HGImCKVaClK32pcODhM3cl1G3LqV1P9zd+77XNfvPMn3/a6H3vja2584dWzNs1Kv6hpkTf3cVtEtHFIXR8tIqaYaqSUSo6YX06fqhrRUmzP/pmm7UEtdYqUthPptba+GyOvak45lhEPXYgv333+PR/42M13fn1Z+zFflbpubF2kWNdoqaQSU92c3TNtb4tvdm87UREA4JmS1/00thQ1Us3RomxPZ2zt6AjzFBFtVseoEdNQu1U9/vUnlw/95i3v+dBtL/2BZ7/1R1726pe95FUvuuqqWUxTnafoco4up1pLmjbHyLQ6pEhRLq+8TjFF5BolIucUrUUdtx08rlukVGbnoxsjvvX4wZfvve/jt9zzxW+cuv/RM48fRl1c1/pFXddIJbWDo59yc9bLxZbe3LSe2qX/DQCA/8LzOkfbHLGeWkxRjwYRWmpjtO0d6drtR+Ro0XJe135o88P19MTZ6fRy+uJ9Xx9WX7zh2vGXfv7N7/zxVx8rMQyxl8tOX1L0OWrElEo52vJ8GeV1jZqjbMZAWokU45Aid63rppI28X3nI/Erv/abn775c+s8Pzd1jx9Et3NimO1EnseQYr4bu3vp7LmnPhd/1BhI29wiBwDgGZHXNcolUZfS9knEzVnrm2+jtnVEjtZtl9BNaSo7qS9n1+OZw2GWuvWp8//b//Pez9x5z3/90+961Yv7PkWKGFd1ntpi1ueI1lK+vBIx5+2E9TBOqUVETN1siHI4Rp7F6XW89/03/duP3vHY408eDPMhuqFbnLz22jNPnoluitIiTzEMceEwX3J8ez2aV//2vAYA4JmT11MsYnsCyubWdY1oLWqKdvHklH69U1NqUWqUSF2kiC7GVFOaUjeuummI+Zn1iYdvvut3b//Hz7vm5I//mZe//U03vuy5V157rDuImIa008/ml9enqrQaKWqrKVrq+xpxYWz3P37hk39418duu/sbD546debgwni85WfnRZkiDy1WF1bdsZPTuIrhfCqtzy21NkbEdnA7WqT2VGGnp97zSGwAgGdKXtfUR0RLm4MZa6S0nb3eJl9NLfr1FTXHlPKYo6ZIs2h5iumwlVXrhpiGKe1EOVHT1Nr63DefuP++D//yL//KG1/1or/6s+944+te/ZwrZ+fW07Wzcjl9qjYnxaTaSunWLe765iPv/q2PfOL2rz2wX87E8bE/NnZXx3oW/TyGIVKKWYnl/jisS2mzUru6asPhOA4xv3pzc/8ooXOkdPRtRGxWiOhrAIBnSF5HWsX2AcaI7bd5MwY8HYXkMB8uycqIYXNntbv4AafWcqQp+sO0E7OTBxExf9GHHxpu/tefveH6b/78T/3YO3/s6iFiEdFH7Exjl1YxLmMaY7YXuR9qP5Wcjs5TPzqWJVJs92mXGCPGaNOYjn337yBvb/ZePOflT9oAuLnxHHm85Bfqo+W2jrqKuoq2brPnbu8Zt3W0KdIUrUbObb1qpcvdbL92Q5mPJb704PrdH/j0TZ//+j2Pnl/mH2zdfLs5ZEypO4xpdTREsn1YtE5pGfOIeZQTcfEdR7vk8rZL/9PkTwUAwDMqr/90bJK4bE9T2Zwmk9KFw4Ov3XX3P/vn9/3Kr+y+8aVXv+WNr/6zr3nxs4/n3anvc4kSudVWI0UrLVqrXY6ItLl5XjfHsaTNOHiJSCm6fPSLtYsx+u0v/tM+2DHamFPXRRcpjxEtYooUaRa5pDRP0dpYU4rWxmg15dJSN9V2sJoiney6cm6Vvnzvt27+4kNf+to9d3zt/gfPDmNZTLMTreVodbv82y1nAAB5/fSkaJGm7U3klCNFbSm1nGaL0vr9cbX/xOkP33HhNz/1h1fv9T/z59/8N37mHS+4NroW8xR50+I11uvD2aKLFrm1aG1b6am0KDVyi9xS9N9e9N/5UfynZnaLViPGnFq00qduipgiaqSWukhdRHSr83k2S6W01K9qunA4RV/qIsaIj3/2kX/73t/+/N0PPX4Y45T641fUE7uH69pqRCnRptRqippbndLM1zQAgLx+Go5mOtLmOPCcZv20Gg9X62UbuzalGuemuphd8/iw+ve/+7kv3/vgD1x3xd//mz/7/CtjXEYa1lcdny0Wi4gaUaNNR/eAU6RZShHR1Yga0V+yZ2NzROJ3fxx/cmKnbnvg4ubf2tSlko7mMDaTzi1F5G45jMsp+p0u75Yn1/F7N5+66fYv/O4tdzx2Zr87ds1wfLFeDasxxRCRS3R9xBStlRhzm3Kb5DUAgLx+WtLFkekpUo5obT1GyjHbKamlNqY25dnJg+XyMO1cGKbHvvbk7K7HPv2Ff/L6lz//dTc+982veUnMZ4su9ynnVrtIOQ3b1K5D5JZT2fwa2x0n25COo1mUFCl/98TIf8w6lSFKF9FvtnnXIdpQIkrKbXubPF/ojpeIYVaevDB+9rb7vnLvY5+49Utf/daTF9Zp6o/XnWv2xxRTRJlFP4tx3P7CbUrRUqu51bJZCgIAgLx+WtpT++UiRc6RUrQ8TkPUiNzFch25b7PFuFqN3bG6M7vr3JMP3XbfB//giyfKB97xljf8tZ9960tecEWfyk6U3ZiVNkYbImq0mmIsqeTIkXK0dslgyOZ1jksGsv9EY8QqYnMuZY7NppTNAHZOqUuRIuJCF+eX8YGP3/kfPvDR+x46vazd2J9Yxk6a7w2ti+ijT9H2Yxojp+2v3Gq0mrY33aNG8QUNACCvn2ZZb1d3bI+ladFi+4Rf7iKXiOjaUFurwypKH6lbrVqUk2fbqnS7B/Xw1z/55Q/e8pUX3/DsG1/0g297/Q2ve/nzr+y73ZT73NI45FSjpFbHlvuIlFNEnaLViBZ5O46yvb393R9bayml1lprrdZaSplHK9HS1Lo0RbRordWyzP26dVOJ+x++8Pmv3PvRey587o47H3n0iVbmq3Jly91YFlPMYopINWLI61WJw8i5TeuackRqLUVES1Ej19Y7aREAQF5/L3mdY7vl47snoFNE9G2Yoo4t1SgRLdL2scWx1DEtUkznzp958t6zd526699/5FM3XLX79re84ed/4vU3XDNfdGUnRYkYp2FZ06zbPODYpbbKTx0F+ccNXbfWIiLnnHOOiLI8W7rNnrxZ5H6I+fmcDnJ89t742Kc/976PferRM/tjf6zWtth59hSlltQv5uPBMkVE1NymiJi1w74dboZJaipTyjVyTaVFqtG3HPEf630AAOT1nyS3zd3r7f3rp2Y2LknwHBG51RpjpBytPvUdUtciz05eux4PvnXq3LwsHtzP/+4jN9/82c//wrv+/E+97aW1j8ODODbvU4kaMUaUHDnPok1/4khIa21T1RfV1HIbo+Vorc3nF1rcfyH+6b/5xHs/cftBm03zk3H19bNxOY7TcopYr6OfdVEi8tFhllOOlp7aSN0iat6+x4iIfMnJi9XXNACAvP7/rB0txUsRES1tAvupM1siWhrSbDOUnVqNukyRLv6oTZaPwxiR887xIdojq5pb/8iDwxf+5W/93+878ZbXvvw1L3vWD73sBc+5ajHLUVrMcuSx9qmWsk3ni6fSfIe0Pf4whmEopUTEKh/LZffcMn/p/se++sDdn7j93k/dec+5Oh+6K4cacThGG9eHB1G6fjavi1mt0+pwHSlFS207+l2H1A+pj6eOwkkRqW2fvwyTIQAA8vp7kS92ZnpqEPuovSMi2ph3o7WIobSa25Ba5Gg1RbTUUmpR6rBsqZX5zpTmm4mLMaeDenj42OG9H7pl/qH1s6449rff9YY3veE1L33e8Skil1Jy2Tz7+Mel/9HU9WY4pLV2apo+fOf4nt94/9e+9fi5w+H8sqbdKyNHTnFsnvN8Oth/bHd+7HA9DufX0fXRzSJa5BQ5RUs1pRY5omtpvt3j19rRQr9L3nE4VgYAQF5/b4W9TczNjdxINSKibYYlItLmTMfc2pRalJhSq6VFTbm21KL1szLWaViuYj6L+W6MEVEj7axTa+Ph/upwGM79k//zX3z61Tf+/M+86/U/9Mrrr+jOnj178uTxP/7DSkciYhzH+++//1/97tfefctDj5+5MKTZNORy/Pi0XJZFPx5eOKyrvT7t1mVdz2ap5MVsijJGxDRF7mLze2upxWZ5dh+xPWIyWt0eTQMAwH+BeZ1jLLF6Rv4mjgZEjv51O6Pc1dMXv0NNUbfHNV7UakTk0s0i2n4s9y/92cb5Tsx3zkQczK97/zeHD/zjj15x7FNvef2Nb37V1a991Y0/eNX8yj5mbehiyFHb+HhKs+gWQ+wu03yV0rfOtG88+NgtX3nw45/+8oOPPn5+zMvcR5mniG6eYtzvSsQwdV0X0R1ERL8bERGbwxyj2/zvO+5Ht/2I/cvpiy+1wVALAHDZ5nXN3VTm3+eXY7Px41Lj1LrZrI+dJ9brD37qjt/7zHq88O53ve1HfvHn/uLrXnxyJ/VDjeOzxRTdGDFEfOtsfPD37vjg79/2rUdOP3nYVrWPbl672fjtj12mkn3xlQuPpeooHADgMs3rXMcyrVyR78zrnDdj0F3qUuqHWo9ffd3vfub2O//wzne9/c0//3M/+byr40J0EXF+itu/8OCv/8YHb7rjqxeGfh3d/Pi1O7Nj62Gaau3zt01xtMmcdJyctz67DgDAZZrXP/rKH+jmi+/zy5G+a1RhyN3FwxFz1BLTtFqfXJSuDav9g49/+OPXXnPVD//QSw8Ph6/efc+Xv3rPc6+56q+88x3rmE0t15zHVlqklCJ9+0rq775N/n1od7rhOVefcB0AgMuqJy923mHE4Hp8l+mSF8MUKWKnRGsxS9vdJXWI0sXYosvbxwzHo6np4Wgtd0rxHbMgJo4jYh1xrMXCtQAALsu8jjZEm77fr8cfcVP58Oi4xxytRCopYpqi5BQ1tos7Um21ppy32Zzypq9birQN6brdasIllnnRRxQXAgC4PPMaAAD43thfAQAA8hoAAOQ1AADIawAAQF4DAAAAAPBMZDEfAAD8qTEcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADf97qLr1JKLgcAADwNrbVtVD/16n/4fdcFAACeZmH/738uDIcAAMCfInkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgCA7weptbZ9lZLLAQAAT8NTUX3xFQAA8D0yHAIAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8tolAAAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQDg+0938VVKyeUAAICnobW2jeqLrwAAgO+R4RAAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcuAQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA33+6i69SSi4HAAA8Da21bVRffAUAAHyPDIcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLx2CQAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAADwDNZdfJVScjkAAOBpaK1to/riKwAA4HtkOAQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5LVLAAAAf1q6i69SSi4HAAA8Da21bVRffAUAAHyPDIcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLx2CQAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAA+P7TXXyVUnI5AADgaWitbaP64isAAOB7ZDgEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgN6Sy5YAAANm0lEQVQAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgPw/7ZrxzgMgEAMBGWJ/3/ZKYLuAZAUSDMNV7vaAgDkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgr00AAAC/suZKYg4AADjQdkf1XAAAwCWfQwAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXpsAAAB+Zc2VxBwAAHCg7Y7quQAAgEs+hwAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvDYBAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEA4AFrriTmAACAA213VM8FAABc8jkEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOS1CQAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AAA8Y82VxBwAAHCg7Y7quQAAgEs+hwAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvDYBAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAADwP2uuJOYAAIADbXdUzwUAAFzyOQQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5LUJAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQDgJWuuJOYAAIADbXdUzwUAAFzyOQQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5LUJAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAADxjzZXEHAAAcKDtjuq5AACASz6HAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8NgEAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAAAetb5PElsAAMCZtt/jA4y1YmymR7X7AAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">49<span class="ls0"> </span></div></div><div class="c x6 y6d1 w8a h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x63 y6d1 w8b h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">IRO </div></div><div class="c x116 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">RODZAJ </div></div><div class="c x117 y6d1 w8c h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">OPIS </div></div><div class="c x106 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">Miejsce </div><div class="t m0 x17 hf y6d3 ff3 fs7 fc3 sc0 ls0 ws0">występowania<span class="ff2"> </span></div></div><div class="c x6 y6f3 w8a h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6f3 w8b h94"><div class="t m0 x17 h11 y6e8 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f3 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y6f3 w8c h94"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa TOYA <span class="_ _2"></span>oferuje swoim pracownikom system <span class="_ _2"></span>szkoleń, inwestuje w<span class="_ _2"></span> </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">ich  kompetenc<span class="_ _0"></span>je  i  rozwój,  a  także  ofer<span class="_ _0"></span>uje  pracownikom  atrakcy<span class="_ _0"></span>jne </div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">benefity. </div></div><div class="c x106 y6f3 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6f4 w8a h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6f4 w8b h94"><div class="t m0 x17 h11 y6e8 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f4 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6f4 w8c h94"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa TOYA <span class="_ _2"></span>oferuje swoim pracownikom system <span class="_ _2"></span>szkoleń, inwestuje w<span class="_ _2"></span> </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">ich  kompetenc<span class="_ _0"></span>je  i  rozwój,  a  także  ofer<span class="_ _0"></span>uje  <span class="ff1">pracownikom  atrakcyjne </span></div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">benefity </div></div><div class="c x106 y6f4 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y3af w8a ha0"><div class="t m0 x17 h11 y6f5 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y3af w8b ha0"><div class="t m0 x17 h11 y6f5 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y3af w6d ha0"><div class="t m0 x17 h11 y6f5 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny  </div></div><div class="c x117 y3af w8c ha0"><div class="t m0 x17 h11 y6d6 ff4 fs7 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _0"></span>regulacje <span class="_ _0"></span>dotyczące <span class="_ _0"></span>etyki, warto<span class="_ _0"></span>ści, ró<span class="_ _0"></span>wności, różnor<span class="_ _0"></span>odności </div><div class="t m0 x17 h11 y6d7 ff4 fs7 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>przeciwdziałania korupcji są <span class="_ _2"></span>zawarte <span class="_ _2"></span>w <span class="_ _2"></span>Kodeksi<span class="_ _0"></span>e <span class="_ _2"></span>Etyki. Ma <span class="_ _2"></span>on <span class="_ _2"></span>pomóc </div><div class="t m0 x17 h11 y6d8 ff4 fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>om <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitałowej <span class="_ _2"></span>T<span class="_ _2"></span>OYA <span class="_ _2"></span>zrozumieć <span class="_ _2"></span>jej <span class="_ _2"></span>zobowiązanie <span class="_ _2"></span>do </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _14"> </span>najwyższyc<span class="_ _0"></span>h <span class="_ _14"> </span>standardów <span class="_ _14"> </span>etycznych <span class="_ _14"> </span>i <span class="_ _14"> </span>p<span class="ff1">rawnych <span class="_ _14"> </span>w </span></div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">działalności biznesowej, <span class="_ _2"></span>ułatwia <span class="_ _2"></span>wł<span class="_ _2"></span>aściwą <span class="_ _2"></span>ocenę <span class="_ _2"></span>sytuacji <span class="_ _2"></span>i <span class="_ _2"></span>z<span class="_ _2"></span>achowania </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _7"> </span>odpowiedni <span class="_ _7"> </span>sposób <span class="_ _7"> </span>oraz  dost<span class="_ _0"></span>arcza  i<span class="_ _0"></span>nformacji <span class="_ _7"> </span>o <span class="_ _7"> </span>tym,  jak <span class="_ _7"> </span>zgłaszać </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">możliwe naruszeni<span class="_ _0"></span>a zasad. <span class="ff1"> </span></div></div><div class="c x106 y3af w6d ha0"><div class="t m0 x17 h11 y6f5 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6f6 w8a ha1"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x63 y6f6 w8b ha1"><div class="t m0 x17 h11 y6cb ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f6 w6d ha1"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6f6 w8c ha1"><div class="t m0 x17 h11 y6cc ff4 fs7 fc0 sc0 ls0 ws0">Kodeks <span class="_ _5"> </span>etyki <span class="_ _5"> </span>będzie <span class="_ _5"> </span>wdrażany <span class="_ _19"> </span>w <span class="_ _19"> </span>organizacji, <span class="_ _5"> </span>a <span class="_ _19"> </span>pracownicy <span class="_ _5"> </span>będą </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">odbywać szkol<span class="_ _0"></span>enia w tym zakr<span class="_ _0"></span>esie.<span class="ff1"> </span></div></div><div class="c x106 y6f6 w6d ha1"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y6f7 w8a h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6f7 w8b h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x116 y6f7 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y6f7 w8c h94"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Zwiększone <span class="_ _4"></span>koszty <span class="_ _7"> </span>kontraktowe <span class="_ _7"> </span>wynikając<span class="_ _0"></span>e <span class="_ _7"> </span>z <span class="_ _7"> </span>wzrastających <span class="_ _7"> </span>kosztó<span class="_ _0"></span>w </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">operacyjny<span class="_ _0"></span>ch związanych z <span class="_ _2"></span>wynagrodzeniem pracownik<span class="_ _0"></span>ów w łańcuchu </div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">dostaw. </div></div><div class="c x106 y6f7 w6d h94"><div class="t m0 x17 h11 y6e8 ff1 fs7 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x6 y6f8 w8a h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6f8 w8b h93"><div class="t m0 x17 h11 y6cb ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f8 w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y6f8 w8c h93"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Regularne <span class="_ _14"> </span>szkolenia <span class="_ _14"> </span>i <span class="_ _18"> </span>audyty <span class="_ _18"> </span>BHP <span class="_ _18"> </span>są <span class="_ _14"> </span>niezbędne <span class="_ _18"> </span>do <span class="_ _14"> </span>utrzymania </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">wysokiego p<span class="_ _0"></span>oziomu bezpieczeńst<span class="_ _0"></span>wa w łańcuchu warto<span class="_ _0"></span>ści.<span class="ff1"> </span></div></div><div class="c x106 y6f8 w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x6 y6f9 w8a h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6f9 w8b h92"><div class="t m0 x17 h11 y6c7 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6f9 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny n<span class="_ _0"></span>egatywny </div></div><div class="c x117 y6f9 w8c h92"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Mimo <span class="_ _26"> </span>szkoleń <span class="_ _1b"> </span>i <span class="_ _26"> </span>utrzymywania <span class="_ _26"> </span>wysokiego <span class="_ _1b"> </span>poziomu <span class="_ _26"> </span>bezpieczeństwa<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">może dochodzić do<span class="_ _0"></span> wypadków w łańc<span class="_ _0"></span>uchu wart<span class="_ _0"></span>ości.<span class="ff1"> </span></div></div><div class="c x106 y6f9 w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Upstream  </div></div><div class="c x6 y6fa w8a h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6fa w8b h99"><div class="t m0 x17 h11 y6da ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6fa w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6fa w8c h99"><div class="t m0 x17 h11 y6d7 ff4 fs7 fc0 sc0 ls0 ws0">Podmioty <span class="_ _21"> </span>w <span class="_ _1f"> </span>łańcuchu <span class="_ _21"> </span>wartości <span class="_ _21"> </span>Grupy <span class="_ _1f"> </span>TOYA <span class="_ _1f"> </span>mogą <span class="_ _1f"> </span>wdrażać <span class="_ _21"> </span>i </div><div class="t m0 x17 h11 y6df ff4 fs7 fc0 sc0 ls0 ws0">przestrzegać <span class="_ _26"> </span>rygorystycznych <span class="_ _26"> </span>standardów <span class="_ _1b"> </span>bezpieczeństwa <span class="_ _26"> </span>i <span class="_ _1b"> </span>higieny </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">pracy,  aby <span class="_ _7"> </span>m<span class="_ _2"></span>inimali<span class="_ _0"></span>zować  ryzyk<span class="_ _0"></span>o  wypadk<span class="_ _0"></span>ów  i  cho<span class="_ _0"></span>rób  zawodowych.<span class="_ _0"></span> </div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">Regularne <span class="_ _14"> </span>szkolenia <span class="_ _14"> </span>i <span class="_ _18"> </span>audyty <span class="_ _18"> </span>BHP <span class="_ _18"> </span>są <span class="_ _14"> </span>niezbędne <span class="_ _18"> </span>do <span class="_ _14"> </span>utrzymania </div><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">wysokiego <span class="_ _26"> </span>pozi<span class="ff4">omu <span class="_ _1b"> </span>bezpie<span class="_ _0"></span>czeństwa. <span class="_ _26"> </span>Grupa <span class="_ _1b"> </span>TOYA <span class="_ _1b"> </span>może <span class="_ _26"> </span>prowadzić </span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">audyty po<span class="_ _0"></span>d tym kątem u swoic<span class="_ _0"></span>h partnerów bizne<span class="_ _0"></span>sowych.<span class="ff1"> </span></div></div><div class="c x106 y6fa w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Upstream  </div></div><div class="c x6 y6fb w8a ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6fb w8b ha2"><div class="t m0 x17 h11 y6f0 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6fb w6d ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny n<span class="_ _0"></span>egatywny </div></div><div class="c x117 y6fb w8c ha2"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kapitałowa  TOYA  ni<span class="_ _0"></span>e  wdro<span class="_ _0"></span>żyła  jeszcze  zatwie<span class="_ _0"></span>rdzonego  pr<span class="_ _0"></span>zez </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Zarząd <span class="_ _0"></span>i <span class="_ _0"></span>Radę <span class="_ _0"></span>Nadzorczą <span class="_ _9"></span>Kodeksu Ety<span class="_ _0"></span>ki, kt<span class="_ _0"></span>óry <span class="_ _0"></span>ma <span class="_ _0"></span>zastąpić <span class="_ _0"></span>obowiązujący<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">w innym zakresi<span class="_ _0"></span>e Kodeks Post<span class="_ _0"></span>ępowania dla Dost<span class="_ _0"></span>awców. <span class="ff1"> </span></div></div><div class="c x106 y6fb w6d ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Upstream  </div></div><div class="c x6 y6fc w8a h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x63 y6fc w8b h99"><div class="t m0 x17 h11 y6da ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6fc w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y6fc w8c h99"><div class="t m0 x17 h11 y6fd ff4 fs7 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _0"></span>regulacje <span class="_ _0"></span>dotyczące <span class="_ _0"></span>etyki, warto<span class="_ _0"></span>ści, ró<span class="_ _0"></span>wności, różnor<span class="_ _0"></span>odności </div><div class="t m0 x17 h11 y6d8 ff4 fs7 fc0 sc0 ls0 ws0">i <span class="_ _4"></span>przeciwdziałani<span class="_ _0"></span>a <span class="_ _4"></span>korupcji <span class="_ _e"></span>są <span class="_ _4"></span>zawarte <span class="_ _e"></span>w <span class="_ _4"></span>Kodeksie <span class="_ _e"></span>Etyki, <span class="_ _4"></span>który <span class="_ _e"></span>będzie </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">obowiązywać <span class="_ _5"> </span>dostawców. <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>TOYA <span class="_ _5"> </span>chce, <span class="_ _19"> </span>żeby <span class="_ _5"> </span>jej </div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">partnerzy <span class="_ _7"> </span>biznesowi <span class="_ _7"> </span>powielal<span class="_ _0"></span>i <span class="_ _7"> </span>wyznawane  przez<span class="_ _0"></span>  ni<span class="_ _0"></span>ą <span class="_ _7"> </span>wartości.  Każdy<span class="_ _0"></span> </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">dostawca <span class="_ _2"></span>jest <span class="_ _2"></span>zobowiązany <span class="_ _e"></span>do <span class="_ _2"></span>poszanowania <span class="_ _e"></span>praw <span class="_ _2"></span>człowieka, <span class="_ _e"></span>tym <span class="_ _2"></span>do </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">zapewnienia uc<span class="_ _0"></span>zciwych warunk<span class="_ _0"></span>ów pracy.<span class="ff1"> </span></div></div><div class="c x106 y6fc w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x6 y6ef w8a ha3"><div class="t m0 x17 h11 y6fe ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y6ef w8b ha3"><div class="t m0 x17 h11 y6fe ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y6ef w6d ha3"><div class="t m0 x17 h11 y6fe ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y6ef w8c ha3"><div class="t m0 x17 h11 y6ff ff4 fs7 fc0 sc0 ls0 ws0">Organizacja <span class="_ _42"> </span>regularnie <span class="_ _42"> </span>analizuje <span class="_ _17"> </span>nowe <span class="_ _42"> </span>wymagania <span class="_ _17"> </span>dot<span class="_ _0"></span>yczące </div><div class="t m0 x17 h11 y6d6 ff4 fs7 fc0 sc0 ls0 ws0">oznakowania <span class="_ _21"> </span>produktów. <span class="_ _1f"> </span>Wsz<span class="_ _2"></span>ystki<span class="_ _0"></span>e <span class="_ _1f"> </span>produkty <span class="_ _1f"> </span>spełniają <span class="_ _1f"> </span>wymogi </div><div class="t m0 x17 h11 y6d7 ff4 fs7 fc0 sc0 ls0 ws0">legislacyjne<span class="_ _0"></span>, <span class="_ _15"> </span>posiadają <span class="_ _15"> </span>pełne <span class="_ _15"> </span>oznakowanie<span class="_ _0"></span>, <span class="_ _15"> </span>w <span class="_ _15"> </span>tym <span class="_ _15"> </span>informacje </div><div class="t m0 x17 h11 y6df ff4 fs7 fc0 sc0 ls0 ws0">kontaktowe<span class="_ _0"></span> <span class="_ _1b"> </span>dla <span class="_ _1b"> </span>konsumentów. <span class="_ _26"> </span>Każdy <span class="_ _1b"> </span>produkt <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>wyposażony <span class="_ _26"> </span>w<span class="_ _2"></span> </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">szczegółową kartę charak<span class="_ _0"></span>terystyki, część z nich <span class="ff1">- <span class="_ _2"></span>gdy tego potrzeba - <span class="ls33">w </span></span></div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">instrukcję<span class="_ _0"></span> <span class="_ _22"> </span>obsługi, <span class="_ _22"> </span>co <span class="_ _15"> </span>zwięk<span class="_ _0"></span>sza <span class="_ _22"> </span>przejrzystość <span class="_ _22"> </span>i <span class="_ _22"> </span>bezpieczeństwo </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">użytkowania. Dystrybutorzy w <span class="_ _2"></span>poszczególnyc<span class="_ _0"></span>h <span class="_ _2"></span>krajach odpowiadają <span class="_ _2"></span>za </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">oznakowanie n<span class="_ _0"></span>a lokalnych r<span class="_ _0"></span>ynkach. </div></div><div class="c x106 y6ef w6d ha3"><div class="t m0 x17 h11 y6fe ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6f5 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y700 w8a ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y700 w8b ha2"><div class="t m0 x17 h11 y6f0 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y700 w6d ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y700 w8c ha2"><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _0"></span>Kapitałowa <span class="_ _9"></span>TOYA mo<span class="_ _0"></span>że <span class="_ _0"></span>zwiększ<span class="_ _0"></span>ać <span class="_ _0"></span>przejrzystość <span class="_ _9"></span>i bezpiec<span class="_ _0"></span>zeństwo </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">użytkowania. Dystrybutorzy w <span class="_ _2"></span>poszczególnych krajach <span class="_ _2"></span>odpowiad<span class="_ _0"></span>ają <span class="_ _2"></span>za </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">oznakowanie n<span class="_ _0"></span>a lokalnych r<span class="_ _0"></span>ynkach. </div></div><div class="c x106 y700 w6d ha2"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y701 w8a ha4"><div class="t m0 x17 h11 y702 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y701 w8b ha4"><div class="t m0 x17 h11 y702 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y701 w6d ha4"><div class="t m0 x17 h11 y702 ff4 fs7 fc0 sc0 ls0 ws0">Aktualny <span class="_ _46"> </span>zarówno </div><div class="t m0 x17 h11 y703 ff1 fs7 fc0 sc0 ls0 ws0">negatywny, <span class="_ _1"> </span>jak <span class="_ _44"> </span>i </div><div class="t m0 x17 h11 y6cf ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y701 w8c ha4"><div class="t m0 x17 h11 y704 ff4 fs7 fc0 sc0 ls0 ws0">Jakość <span class="_ _7"> </span>i<span class="_ _2"></span>  bezpieczeńs<span class="_ _0"></span>two  każdego  produk<span class="_ _0"></span>tu  są  analizowane. <span class="_ _7"> </span>Istnieje </div><div class="t m0 x17 h11 y705 ff4 fs7 fc0 sc0 ls0 ws0">dedykowany<span class="_ _0"></span> <span class="_ _5"> </span>kanał <span class="_ _5"> </span>do <span class="_ _5"> </span>zg<span class="_ _2"></span>łaszania <span class="_ _1b"> </span>nieprawidłowości<span class="_ _0"></span> <span class="_ _5"> </span>oraz <span class="_ _5"> </span>dbania <span class="_ _5"> </span>o </div><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">bezpieczeństwo<span class="_ _0"></span> <span class="_ _18"> </span>konsumentów. <span class="_ _14"> </span>Regularne <span class="_ _14"> </span>testy <span class="_ _14"> </span>bezpieczeństwa <span class="_ _14"> </span>i </div><div class="t m0 x17 h11 y707 ff4 fs7 fc0 sc0 ls0 ws0">zgodność z <span class="_ _2"></span>normami są <span class="_ _2"></span>kluczowe dla ochrony użytkowników. Mimo to </div><div class="t m0 x17 h11 y708 ff1 fs7 fc0 sc0 ls27 ws0">zd<span class="ff4 ls0">arzają <span class="_ _4"></span>się <span class="_ _4"></span>sytuacje, <span class="_ _e"></span>w <span class="_ _7"> </span>któr<span class="_ _0"></span>ych <span class="_ _4"></span>Grupa <span class="_ _4"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>wycofywała </span></div></div><div class="c x106 y701 w6d ha4"><div class="t m0 x17 h11 y702 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y703 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x2 y709 w3 ha5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">50<span class="ls0"> </span></div></div><div class="c x6 y6d1 w8a h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x63 y6d1 w8b h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">IRO </div></div><div class="c x116 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">RODZAJ </div></div><div class="c x117 y6d1 w8c h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">OPIS </div></div><div class="c x106 y6d1 w6d h96"><div class="t m0 x17 hf y6d2 ff2 fs7 fc3 sc0 ls0 ws0">Miejsce </div><div class="t m0 x17 hf y6d3 ff3 fs7 fc3 sc0 ls0 ws0">występowania<span class="ff2"> </span></div></div><div class="c x117 y70a w8c ha6"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">produkt<span class="_ _0"></span> <span class="_ _2"></span>z rynku <span class="_ _2"></span>ze <span class="_ _2"></span>względu na <span class="_ _2"></span>wątpliwości w z<span class="_ _2"></span>akresi<span class="_ _0"></span>e b<span class="_ _2"></span>ezpieczeńst<span class="_ _0"></span>wa </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">produkt<span class="_ _0"></span>u.  </div></div><div class="c x6 y70b w8a h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y70b w8b h93"><div class="t m0 x17 h11 y6cb ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y70b w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y70b w8c h93"><div class="t m0 x17 h11 y6cc ff4 fs7 fc0 sc0 ls0 ws0">Regularne testy bezpieczeńst<span class="_ _0"></span>wa i zg<span class="_ _2"></span>odność z normami są kluczowe dla </div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">ochrony u<span class="_ _0"></span>żytkowników w przyszłośc<span class="_ _0"></span>i.<span class="ff1"> </span></div></div><div class="c x106 y70b w6d h93"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y445 w8a ha7"><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y445 w8b ha7"><div class="t m0 x17 h11 y6e1 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y445 w6d ha7"><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny po<span class="_ _0"></span>zytywny </div></div><div class="c x117 y445 w8c ha7"><div class="t m0 x17 h11 y6d8 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja  regularni<span class="_ _0"></span>e  analizuje  nowe  regulacje  w  zakresie<span class="_ _0"></span>  praktyk </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">marketingowy<span class="_ _0"></span>ch. <span class="_ _4"></span>Realizowana <span class="_ _4"> </span>jest <span class="_ _4"></span>wewnętrzna <span class="_ _7"> </span>kont<span class="_ _0"></span>rola <span class="_ _4"></span>jakości <span class="_ _4"></span>oraz </div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">informowani<span class="_ _0"></span>a o produktach w ramach działań marketingowych. Grupa </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Kapitałowa TOYA u<span class="_ _0"></span>nika wprowadzają<span class="_ _0"></span>cych w błąd r<span class="_ _0"></span>eklam i zapewnia, że </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">wszystkie i<span class="_ _0"></span>nformacje market<span class="_ _0"></span>ingowe są dokładne<span class="_ _0"></span> i rzetelne<span class="_ _0"></span>. <span class="ff1"> </span></div></div><div class="c x106 y445 w6d ha7"><div class="t m0 x17 h11 y6e1 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y70c w8a h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0"> </span></div></div><div class="c x63 y70c w8b h92"><div class="t m0 x17 h11 y6c7 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y70c w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y70c w8c h92"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">Odpowiedzial<span class="_ _0"></span>ne <span class="_ _26"> </span>praktyki  m<span class="_ _2"></span>arket<span class="_ _0"></span>ingowe <span class="_ _26"> </span>budują <span class="_ _26"> </span>zaufanie  i <span class="_ _1b"> </span>lojal<span class="_ _0"></span>ność </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">klientów.<span class="ff1"> </span></div></div><div class="c x106 y70c w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6c8 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y70d w8a ha2"><div class="t m0 x17 h11 y70e ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y70d w8b ha2"><div class="t m0 x17 h11 y70e ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y70d w6d ha2"><div class="t m0 x17 h11 y70e ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y70d w8c ha2"><div class="t m0 x17 h11 y70f ff4 fs7 fc0 sc0 ls0 ws0">Grupa TOYA <span class="_ _2"></span>stosuje zasady ładu <span class="_ _2"></span>korporacyjnego, które m<span class="_ _2"></span>ają zapewnić </div><div class="t m0 x17 h11 y53f ff4 fs7 fc0 sc0 ls0 ws0">przejrzystość<span class="_ _0"></span>, <span class="_ _4"></span>uczciwość <span class="_ _4"></span>i <span class="_ _e"></span>odpowiedzialność <span class="_ _4"></span>w <span class="_ _4"></span>sposobie <span class="_ _e"></span>p<span class="_ _2"></span>rowadzenia </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">działalności.<span class="ff1"> </span></div></div><div class="c x106 y70d w6d ha2"><div class="t m0 x17 h11 y70e ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y384 w8a h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y384 w8b h9d"><div class="t m0 x17 h11 y6f0 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y384 w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y384 w8c h9d"><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>TOYA <span class="_ _4"></span>m<span class="_ _2"></span>oże <span class="_ _e"></span>stosować <span class="_ _e"></span>zasady <span class="_ _4"></span>ładu <span class="_ _4"></span>korporacyjne<span class="_ _0"></span>go, <span class="_ _4"></span>które <span class="_ _e"></span>mają </div><div class="t m0 x17 h11 y53f ff4 fs7 fc0 sc0 ls0 ws0">zapewnić <span class="_ _12"> </span>większą <span class="_ _15"> </span>przejrzystość, <span class="_ _12"> </span>uczciwość <span class="_ _12"> </span>i <span class="_ _12"> </span>odpowiedzialność <span class="ff1"> </span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">w sposobie<span class="_ _0"></span> prowadzenia działal<span class="_ _0"></span>ności.<span class="ff1"> </span></div></div><div class="c x106 y384 w6d h9d"><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja  </div></div><div class="c x6 y710 w8a ha8"><div class="t m0 x17 h11 y711 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y710 w8b ha8"><div class="t m0 x17 h11 y711 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y710 w6d ha8"><div class="t m0 x17 h11 y711 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y710 w8c ha8"><div class="t m0 x17 h11 y712 ff4 fs7 fc0 sc0 ls0 ws0">Organizacja ma zaimpl<span class="_ _0"></span>ementowany sy<span class="_ _0"></span>stem oraz proce<span class="_ _0"></span>dury określające </div><div class="t m0 x17 h11 y713 ff4 fs7 fc0 sc0 ls0 ws0">sposób <span class="_ _2"></span>zgłaszania <span class="_ _2"></span>nieprawidłowośc<span class="_ _0"></span>i. <span class="_ _2"></span>Istnieje <span class="_ _2"></span>dedykowany <span class="_ _2"></span>kanał, <span class="_ _2"></span>który </div><div class="t m0 x17 h11 y6ff ff4 fs7 fc0 sc0 ls0 ws0">umożliwia <span class="_ _47"> </span>interesa<span class="_ _0"></span>riuszom <span class="_ _47"> </span>anonimowe <span class="_ _47"> </span>raportowanie<span class="ff1"> </span></div><div class="t m0 x17 h11 y6d6 ff4 fs7 fc0 sc0 ls0 ws0">nieprawidłowo<span class="_ _0"></span>ści <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>gwarantuje <span class="_ _5"> </span>brak <span class="_ _1b"> </span>działań <span class="_ _1b"> </span>odwetowych. <span class="_ _1b"> </span> <span class="_ _1b"> </span>Do </div><div class="t m0 x17 h11 y6fd ff4 fs7 fc0 sc0 ls0 ws0">września <span class="_ _2"></span>2024 <span class="_ _2"></span>kwestia <span class="_ _2"></span>była <span class="_ _2"></span>skierowana<span class="_ _0"></span> <span class="_ _2"></span>do <span class="_ _2"></span>wewnątrz <span class="_ _2"></span>organizacji, <span class="_ _2"></span>a <span class="_ _2"></span>od </div><div class="t m0 x17 h11 y6d8 ff4 fs7 fc0 sc0 ls0 ws0">wejścia w <span class="_ _2"></span>ż<span class="_ _2"></span>ycie ustawy <span class="_ _2"></span>o <span class="_ _2"></span>sygnalist<span class="_ _0"></span>ach <span class="_ _2"></span>kanały są <span class="_ _2"></span>udostępniane również </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>z<span class="_ _2"></span>ewnątrz. <span class="_ _2"></span>Umożliwiane <span class="_ _2"></span>są <span class="_ _e"></span>zgłoszenia <span class="_ _2"></span>w <span class="_ _e"></span>kategori<span class="_ _0"></span>ach <span class="_ _e"></span>określonych <span class="_ _2"></span>w </div><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">ustawie. <span class="_ _7"> </span>Odbyły <span class="_ _7"> </span>się <span class="_ _7"> </span>szkolenia <span class="_ _7"> </span>dla  pracownikó<span class="_ _0"></span>w.  D<span class="_ _0"></span>ostawcy, <span class="_ _7"> </span>odbiorcy </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">mają <span class="_ _e"></span>wgląd <span class="_ _e"></span>w <span class="_ _e"></span>procedurę <span class="_ _2"></span>dot. <span class="_ _e"></span>sygnalistów, <span class="_ _e"></span>która <span class="_ _2"></span>j<span class="_ _2"></span>est <span class="_ _2"></span>na <span class="_ _e"></span>s<span class="_ _2"></span>tronie <span class="_ _2"></span>www </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Grupy TOYA. </div></div><div class="c x106 y710 w6d ha8"><div class="t m0 x17 h11 y711 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y714 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y6fe ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y715 w8a h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y715 w8b h8a"><div class="t m0 x17 h11 y716 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y715 w6d h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> </div><div class="t m0 x17 h11 y717 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y715 w8c h8a"><div class="t m0 x17 h11 y718 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>TOYA <span class="_ _e"></span>może <span class="_ _4"></span>rozbudowywać<span class="_ _0"></span> <span class="_ _e"></span>system <span class="_ _4"></span>o <span class="_ _e"></span>inne <span class="_ _e"></span>kategorie <span class="_ _e"></span>zg<span class="_ _2"></span>łoszeń <span class="_ _e"></span>i </div><div class="t m0 x17 h11 y719 ff4 fs7 fc0 sc0 ls0 ws0">promować go wśró<span class="_ _0"></span>d swoich int<span class="_ _0"></span>eresariuszy<span class="ff1"> </span></div></div><div class="c x106 y715 w6d h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y717 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div><div class="t m0 x17 h11 y4b7 ff1 fs7 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x6 y5fa w8a h9a"><div class="t m0 x17 h11 y6e4 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y5fa w8b h9a"><div class="t m0 x17 h11 y6e4 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y5fa w6d h9a"><div class="t m0 x17 h11 y6e4 ff4 fs7 fc0 sc0 ls0 ws0">Aktualny <span class="_ _46"> </span>zarówno </div><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">negatywny, <span class="_ _1"> </span>jak <span class="_ _44"> </span>i </div><div class="t m0 x17 h11 y6f0 ff1 fs7 fc0 sc0 ls0 ws0">pozytywny </div></div><div class="c x117 y5fa w8c h9a"><div class="t m0 x17 h11 y6d8 ff4 fs7 fc0 sc0 ls0 ws0">W  o<span class="_ _0"></span>rganizacji <span class="_ _7"> </span>nie <span class="_ _7"> </span>obowiązuje  o<span class="_ _0"></span>ddzielny <span class="_ _7"> </span>kodeks  o<span class="_ _0"></span>kreślający <span class="_ _7"> </span>relacje <span class="_ _7"> </span>i<span class="_ _2"></span> </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">postępowani<span class="_ _0"></span>e  z  dostawcami  w  kontekście  relacji  biznesowy<span class="_ _0"></span>ch  oraz </div><div class="t m0 x17 h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">kwestii<span class="_ _0"></span>  z<span class="_ _2"></span>wiązanych  z <span class="_ _26"> </span>zrównoważonym  rozwojem,  w <span class="_ _26"> </span>tym  terminów </div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">płatności. <span class="_ _42"> </span>Terminy <span class="_ _17"> </span>płatności <span class="_ _42"> </span>dla <span class="_ _17"> </span>kontrahentó<span class="_ _0"></span>w <span class="_ _17"> </span>ustalane <span class="_ _42"> </span>są<span class="_ _2"></span> </div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">indywi<span class="ff4">dual<span class="_ _0"></span>nie w zależności<span class="_ _0"></span> od relacji biznesowy<span class="_ _0"></span>ch.<span class="ff1"> </span></span></div></div><div class="c x106 y5fa w6d h9a"><div class="t m0 x17 h11 y6e4 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja, </div><div class="t m0 x17 h11 y6e5 ff1 fs7 fc0 sc0 ls0 ws0">Upstream, </div></div><div class="c x6 y71a w8a h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0"> </span></div></div><div class="c x63 y71a w8b h92"><div class="t m0 x17 h11 y6c7 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y71a w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Aktualny p<span class="_ _0"></span>ozytywny </div></div><div class="c x117 y71a w8c h92"><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">W <span class="_ _3d"> </span>organizacji <span class="_ _45"> </span>obowiązują <span class="_ _3d"> </span>jedno<span class="_ _0"></span>lite <span class="_ _45"> </span>szkolenia <span class="_ _3d"> </span>dotyczące </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">przeciwdziałania k<span class="_ _0"></span>orupcji. <span class="ff1"> </span></div></div><div class="c x106 y71a w6d h92"><div class="t m0 x17 h11 y6c7 ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x6 y71b w8a h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">G1  </div></div><div class="c x63 y71b w8b h99"><div class="t m0 x17 h11 y6da ff4 fs7 fc0 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c x116 y71b w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Potencjalny<span class="_ _0"></span> pozytywy </div></div><div class="c x117 y71b w8c h99"><div class="t m0 x17 h11 y6fd ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _1b"> </span>TOYA <span class="_ _5"> </span>powinna <span class="_ _1b"> </span>wdrażać <span class="_ _5"> </span>polityki <span class="_ _1b"> </span>antykorupcyjne<span class="_ _0"></span>, <span class="_ _5"> </span>procedury </div><div class="t m0 x17 h11 y6d8 ff1 fs7 fc0 sc0 ls0 ws0">zapobiegania <span class="_ _19"> </span>i <span class="_ _19"> </span>wykrywania <span class="_ _19"> </span>korupcji <span class="_ _19"> </span>oraz <span class="_ _19"> </span>regularne <span class="_ _19"> </span>szkolenia <span class="_ _19"> </span>dla<span class="_ _2"></span> </div><div class="t m0 x17 h11 y6d9 ff4 fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów <span class="_ _e"></span>na <span class="_ _2"></span>temat <span class="_ _e"></span>etyki <span class="_ _2"></span>i <span class="_ _e"></span>zgodności <span class="_ _e"></span>z <span class="_ _e"></span>przepisami. <span class="_ _2"></span>Firma <span class="_ _e"></span>powinna </div><div class="t m0 x17 h11 y540 ff4 fs7 fc0 sc0 ls0 ws0">również prowadzić audyty<span class="_ _0"></span> wewnętrzne i monitorować swoje działan<span class="ff1">ia, </span></div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">aby <span class="_ _9"></span>m<span class="_ _2"></span>inimali<span class="_ _0"></span>zować <span class="_ _0"></span>ryzyko <span class="_ _9"></span>korupcji. <span class="_ _9"></span>Zapobieganie <span class="_ _9"></span>i wy<span class="_ _0"></span>krywanie <span class="_ _9"></span>korupcji </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">jest kluc<span class="_ _0"></span>zowe dla utrzymania uc<span class="_ _0"></span>zciwości i r<span class="_ _0"></span>eputacji firmy.<span class="ff1"> </span></div></div><div class="c x106 y71b w6d h99"><div class="t m0 x17 h11 y6da ff1 fs7 fc0 sc0 ls0 ws0">Organizacja </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y71c ff4 fs3 fc0 sc0 ls0 ws0">Grupa TOYA nie raportu<span class="_ _2"></span>je wpływów specyficznych, n<span class="_ _2"></span>iewynikających ze s<span class="_ _2"></span>tandardu ESRS. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y59c ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wa <span class="_ _2"></span>TOYA <span class="_ _2"></span>zidentyfikowała <span class="_ _2"></span>istotn<span class="_ _2"></span>e <span class="_ _2"></span>ryzyka <span class="_ _2"></span>w <span class="_ _2"></span>perspektywie <span class="_ _2"></span>długoterminow<span class="_ _2"></span>ej. <span class="_ _2"></span>W <span class="_ _2"></span>związku<span class="_ _2"></span> <span class="_ _2"></span>z <span class="_ _2"></span>tym <span class="_ _2"></span>nie <span class="_ _2"></span>ponosi </div><div class="t m0 x6 hc y59d ff4 fs3 fc0 sc0 ls0 ws0">bieżących <span class="_ _15"> </span>skutków <span class="_ _15"> </span>finansowych, <span class="_ _15"> </span>a <span class="_ _15"> </span>działania <span class="_ _15"> </span>mitygujące <span class="_ _15"> </span>wskazane <span class="_ _15"> </span>ryzyka <span class="_ _15"> </span>nie <span class="_ _15"> </span>muszą <span class="_ _15"> </span>być <span class="_ _22"> </span>n<span class="_ _2"></span>atychmiastowe. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y71d ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>perspektywie <span class="_ _e"></span>dłu<span class="_ _2"></span>goterminowej <span class="_ _e"></span>zidentyfikowan<span class="_ _2"></span>e <span class="_ _2"></span>ryzy<span class="_ _2"></span>ka <span class="_ _e"></span>mogą <span class="_ _e"></span>przyczy<span class="_ _2"></span>nić <span class="_ _2"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>do<span class="_ _2"></span> <span class="_ _2"></span>p<span class="_ _2"></span>omniejszenia <span class="_ _e"></span>przych<span class="_ _2"></span>odów <span class="_ _e"></span>między </div><div class="t m0 x6 hc y71e ff4 fs3 fc0 sc0 ls0 ws0">8% <span class="_ _2"></span>a <span class="_ _e"></span>16%. <span class="_ _e"></span>Dlatego <span class="_ _e"></span>w <span class="_ _e"></span>rozdziale <span class="_ _e"></span>E1 <span class="_ _e"></span>Grupa <span class="_ _e"></span>TOYA <span class="_ _2"></span>opis<span class="_ _2"></span>ała <span class="_ _2"></span>p<span class="_ _2"></span>odejmowane <span class="_ _2"></span>kr<span class="_ _2"></span>oki <span class="_ _e"></span>mające <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>celu <span class="_ _e"></span>zarządzenie <span class="_ _e"></span>tymi <span class="_ _2"></span>ry<span class="_ _2"></span>zykami <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y71f ff4 fs3 fc0 sc0 ls0 ws0">i ograniczenie ich wpływu n<span class="_ _2"></span>a funkcjonowan<span class="_ _2"></span>ie organizacji w dłu<span class="_ _2"></span>goterminowej pers<span class="_ _2"></span><span class="ff1">pektywie.  </span></div><div class="t m0 x6 hc y720 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">51<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">7.1.6.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Proces analizy podwójnej istotności</span></span> </div><div class="t m0 x6 h6 y721 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y722 ff4 fs3 fc0 sc0 ls0 ws0">Analiza  p<span class="_ _2"></span>odwójnej  is<span class="_ _2"></span>totności  zo<span class="_ _2"></span>stała <span class="_ _1b"> </span>przeprowadzon<span class="_ _2"></span>a  zgodn<span class="_ _2"></span>ie  z<span class="_ _2"></span><span class="ff1"> wytyczn<span class="_ _2"></span>ymi  opisan<span class="_ _2"></span>ymi  w <span class="_ _1b"> </span>stand<span class="_ _2"></span>ardach  E<span class="_ _2"></span>SRS  oraz </span></div><div class="t m0 x6 hc y723 ff4 fs3 fc0 sc0 ls0 ws0">dodatkowymi <span class="_ _e"></span>publika<span class="_ _2"></span>cjami <span class="_ _2"></span>E<span class="_ _2"></span>FRAG <span class="_ _e"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>zakresie. <span class="_ _e"></span>C<span class="_ _2"></span>elem <span class="_ _2"></span>a<span class="_ _2"></span>nalizy <span class="_ _e"></span>podwójnej <span class="_ _e"></span>isto<span class="_ _2"></span>tności <span class="_ _e"></span>było <span class="_ _e"></span>stworzenie <span class="_ _e"></span>listy <span class="_ _e"></span>isto<span class="_ _2"></span>tnych </div><div class="t m0 x6 hc y724 ff4 fs3 fc0 sc0 ls0 ws0">tematów dla Grupy TO<span class="_ _2"></span>YA. Grupę Kapit<span class="_ _2"></span>ałową TOYA tworzą<span class="_ _2"></span> 4 spółki: <span class="ff1"> </span></div><div class="t m0 xd h1a y2d4 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">TOYA S.A. <span class="ff4">–</span> <span class="ff4">jedn<span class="_ _2"></span>ostka dominująca<span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y725 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">TOYA ROMANIA S.A.<span class="_ _2"></span> </span></span></div><div class="t m0 xd h1a y136 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">YATO Tools (Shanghai) Co<span class="_ _2"></span>., Ltd.<span class="_ _2"></span> </span></span></div><div class="t m0 xd h1a y726 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">YATO Tools (Jiaxing) Co.,<span class="_ _2"></span> Ltd.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc y727 ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>uwagi <span class="_ _e"></span>na <span class="_ _e"></span>wielkość <span class="_ _e"></span>i <span class="_ _e"></span>skalę <span class="_ _2"></span>dz<span class="_ _2"></span>iałalności <span class="_ _e"></span>spółek <span class="_ _e"></span>w <span class="_ _2"></span>Chin<span class="_ _2"></span>ach <span class="_ _2"></span>i <span class="_ _e"></span>Rumunii <span class="_ _e"></span>oraz <span class="_ _e"></span>ich <span class="_ _2"></span>zal<span class="_ _2"></span>eżność <span class="_ _e"></span>od <span class="_ _e"></span>spółki <span class="_ _e"></span>dominującej <span class="_ _e"></span>jaką <span class="_ _e"></span>jest </div><div class="t m0 x6 hc y728 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _7"></span>S.A. <span class="_ _7"></span>kwestie <span class="_ _7"> </span>wpływów,<span class="_ _2"></span> <span class="_ _7"></span>ryzyk <span class="_ _7"></span>i <span class="_ _7"></span>szans <span class="_ _7"></span>analizowano <span class="_ _7"></span>łącznie <span class="_ _7"></span>dla <span class="_ _7"></span>całej <span class="_ _7"> </span>Grupy<span class="_ _2"></span> <span class="_ _7"></span>TOYA, <span class="_ _7"></span>która <span class="_ _7"></span>działa <span class="_ _7"></span>w <span class="_ _7"></span>sektorze <span class="_ _7"> </span>ESRS </div><div class="t m0 x6 hc y729 ff4 fs3 fc0 sc0 ls0 ws0">„Sprzedaż i han<span class="_ _2"></span>del” w makrosektorze „<span class="_ _2"></span>Sprzedaż i handel”.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y428 ff4 fs3 fc0 sc0 ls0 ws0">W procesie badan<span class="_ _2"></span>ia istotności uwzględniono p<span class="_ _2"></span>oniższe wymogi ujawnieniow<span class="_ _2"></span>e:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y30d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">ESRS 1 <span class="_ _0"></span>rozdział 3 <span class="_ _9"></span><span class="ff1">- <span class="ff4">Opis zasady <span class="_ _9"></span>po<span class="_ _2"></span>dwójnej analizy <span class="_ _0"></span>istotności, <span class="_ _0"></span>definicje <span class="_ _0"></span>i parametry <span class="_ _0"></span>istotności wpływu i <span class="_ _9"></span>istotnoś<span class="_ _2"></span>ci </span></span></span></span></div><div class="t m0 x34 hc y30e ff4 fs3 fc0 sc0 ls0 ws0">finansowej oraz zależn<span class="_ _2"></span>ości pomiędzy nimi.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y72a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ESRS 1 <span class="_ _2"></span>AR 16 <span class="_ _2"></span>- <span class="ff4">W p<span class="_ _2"></span>unkcie AR 16 <span class="_ _2"></span>znajduje <span class="_ _2"></span>się trzyp<span class="_ _2"></span>oziomowa lista <span class="_ _2"></span>zagadnień, które <span class="_ _2"></span>powinny <span class="_ _2"></span>podlegać <span class="_ _e"></span></span>badaniu </span></span></div><div class="t m0 x34 hc y72b ff4 fs3 fc0 sc0 ls0 ws0">istotności<span class="ff1"> </span></div><div class="t m0 xd h1a y72c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ESRS 2 SBM-<span class="ls7">2 </span>- <span class="ff4">Wy<span class="_ _2"></span>móg określający<span class="_ _2"></span> sposób, w jaki u<span class="_ _2"></span>względniono interesariuszy w b<span class="_ _2"></span>adaniu istotnoś<span class="_ _2"></span>ci.<span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y20b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">ESRS <span class="_ _8"> </span>2  IRO-<span class="ls7">1 <span class="_ _13"> </span></span>-  <span class="ff4">Wymogi <span class="_ _13"> </span>okreś<span class="_ _2"></span>lające <span class="_ _8"> </span>jakie <span class="_ _8"> </span>informacje  na <span class="_ _13"> </span>temat  procesu <span class="_ _8"> </span>bad<span class="_ _2"></span>ania <span class="_ _8"> </span>istotności  należy <span class="_ _13"> </span>ujawnić <span class="_ _e"></span></span> </span></span></div><div class="t m0 x34 hc y4de ff1 fs3 fc0 sc0 ls0 ws0">w raporcie. </div><div class="t m0 x6 hc y72d ff4 fs3 fc0 sc0 ls0 ws0">Proces <span class="_ _22"> </span>obejmował <span class="_ _22"> </span>szere<span class="_ _2"></span>g <span class="_ _22"> </span>analiz <span class="_ _22"> </span>oraz <span class="_ _22"> </span>d<span class="_ _2"></span>yskusji, <span class="_ _22"> </span>w <span class="_ _22"> </span>tym <span class="_ _22"> </span>dwa <span class="_ _22"> </span>warsztat<span class="_ _2"></span>y. <span class="_ _22"> </span>Wykonana <span class="_ _22"> </span>zos<span class="_ _2"></span>tała <span class="_ _22"> </span>również <span class="_ _22"> </span>analiza </div><div class="t m0 x6 hc y72e ff4 fs3 fc0 sc0 ls0 ws0">benchmarkingowa <span class="_ _15"> </span>podmiotó<span class="_ _2"></span>w <span class="_ _15"> </span>o <span class="_ _15"> </span>podobnym <span class="_ _15"> </span>profilu <span class="_ _15"> </span>działalności <span class="_ _15"> </span>(w <span class="_ _15"> </span>2024 <span class="_ _15"> </span>roku), <span class="_ _15"> </span>analiza <span class="_ _15"> </span>łańcu<span class="_ _2"></span>cha <span class="_ _15"> </span>wartości </div><div class="t m0 x6 hc y72f ff4 fs3 fc0 sc0 ls0 ws0">(przeprowadzona  w  2023 <span class="_ _8"> </span>ro<span class="_ _2"></span>ku),  ocena <span class="_ _8"> </span>istotno<span class="_ _2"></span>ści  przez <span class="_ _8"> </span>inte<span class="_ _2"></span><span class="ff1">resariuszy  (w  2024<span class="_ _0"></span>  roku),  wywiady <span class="_ _8"> </span>z  interesariuszami<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y730 ff4 fs3 fc0 sc0 ls0 ws0">wewnętrznymi (przeprowadz<span class="_ _2"></span>one w 2023 roku). Proces był prowadzony z zewnętrznym doradcą oraz trwał od listopada </div><div class="t m0 x6 hc y731 ff4 fs3 fc0 sc0 ls0 ws0">2024 <span class="_ _2"></span>roku <span class="_ _2"></span>do <span class="_ _e"></span>lutego <span class="_ _2"></span>2025 <span class="_ _2"></span>roku. <span class="_ _2"></span>W <span class="_ _2"></span>procesie <span class="_ _2"></span>wyko<span class="_ _2"></span>rzystano <span class="_ _2"></span>materiały <span class="_ _2"></span>i <span class="_ _2"></span>analiz<span class="_ _2"></span>y p<span class="_ _2"></span>rzygotowane <span class="_ _2"></span>we <span class="_ _2"></span>w<span class="_ _2"></span>cz<span class="_ _2"></span>eśniejszych <span class="_ _2"></span>latach, <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y732 ff4 fs3 fc0 sc0 ls0 ws0">a które pozos<span class="_ _2"></span>tawały aktualne w chwili przeprowadza<span class="_ _2"></span>nia procesu analiz<span class="_ _2"></span>y podwójnej istotnoś<span class="_ _2"></span>ci. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y733 ff4 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _2"></span>potrzeby <span class="_ _2"></span>pro<span class="_ _2"></span>cesu <span class="_ _2"></span>podwójnej <span class="_ _2"></span>istotno<span class="_ _2"></span>ści o<span class="_ _2"></span>mówione <span class="_ _2"></span>zostały <span class="_ _2"></span>kanał<span class="_ _2"></span>y ko<span class="_ _2"></span>ntaktu <span class="_ _2"></span>z <span class="_ _2"></span>najważniejszymi <span class="_ _2"></span>interesarius<span class="_ _2"></span>zami <span class="_ _2"></span>oraz </div><div class="t m0 x6 hc y734 ff4 fs3 fc0 sc0 ls0 ws0">sposoby <span class="_ _4"></span>angażowania <span class="_ _4"></span>interesariuszy<span class="_ _2"></span>. <span class="_ _e"></span>Do <span class="_ _4"></span>wskazanych <span class="_ _4"></span>najważniejszych<span class="_ _2"></span> <span class="_ _e"></span>interesariu<span class="_ _2"></span>szy <span class="_ _e"></span>rozesłano<span class="_ _2"></span> <span class="_ _e"></span>przygotowaną <span class="_ _4"></span>ankietę <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y735 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>języku <span class="_ _e"></span>polskim <span class="_ _2"></span>lu<span class="_ _2"></span>b <span class="_ _2"></span>angielskim. <span class="_ _e"></span>Ankieta <span class="_ _2"></span>pozwolił<span class="_ _2"></span>a <span class="_ _2"></span>ocenić, <span class="_ _2"></span>któ<span class="_ _2"></span>re <span class="_ _2"></span>tematy <span class="_ _e"></span>i <span class="_ _2"></span>podtematy <span class="_ _e"></span>i <span class="_ _2"></span>mniejsze <span class="_ _e"></span>jednostki <span class="_ _2"></span>tematy<span class="_ _2"></span>czne <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y736 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>ESRS <span class="_ _2"></span>1 <span class="_ _2"></span>AR <span class="_ _2"></span>16 <span class="_ _2"></span>są <span class="_ _e"></span>istotne <span class="_ _2"></span>w <span class="_ _2"></span>ocenie <span class="_ _2"></span>inter<span class="_ _2"></span>esariuszy <span class="_ _2"></span>(ja<span class="_ _2"></span>ki <span class="_ _2"></span>rodzaj <span class="_ _2"></span>wpływu <span class="_ _2"></span>wys<span class="_ _2"></span>tępuje <span class="_ _2"></span>oraz <span class="_ _2"></span>jaką <span class="_ _2"></span>ma <span class="_ _2"></span>s<span class="_ _2"></span>iłę). <span class="_ _2"></span>Ankieta <span class="_ _2"></span>zawierała </div><div class="t m0 x6 hc y737 ff4 fs3 fc0 sc0 ls0 ws0">również <span class="_ _0"></span>pytanie otwarte, <span class="_ _9"></span>w którym <span class="_ _9"></span>interesarius<span class="_ _2"></span>ze <span class="_ _0"></span>mogli się <span class="_ _9"></span>dodatko<span class="_ _2"></span>wo <span class="_ _0"></span>wypowiedzieć <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _0"></span>istotny <span class="_ _0"></span>dla <span class="_ _0"></span>nich tem<span class="_ _0"></span>at. Ankietę </div><div class="t m0 x6 hc y738 ff4 fs3 fc0 sc0 ls0 ws0">prowadzono od 9 do 20 grudnia 2024 roku. W <span class="_ _0"></span>tym czasie zebrano łącznie 158 odpowiedzi. Ocena interesarius<span class="_ _2"></span>zy została </div><div class="t m0 x6 hc y739 ff4 fs3 fc0 sc0 ls0 ws0">uwzględniona przy<span class="_ _2"></span> decyzji o istotności wpły<span class="_ _2"></span>wu danych tematów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y73a ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _0"></span>z <span class="_ _9"></span>metod<span class="_ _2"></span>ologią <span class="_ _9"></span>ESR<span class="_ _2"></span>S <span class="_ _9"></span>d<span class="_ _2"></span>okonano oceny <span class="_ _9"></span>z <span class="_ _0"></span>perspektywy <span class="_ _0"></span>istotności <span class="_ _0"></span>wpływu <span class="_ _0"></span>oraz <span class="_ _9"></span>z perspektywy <span class="_ _9"></span>istotn<span class="_ _2"></span>ości <span class="_ _9"></span>finan<span class="_ _2"></span>sowej </div><div class="t m0 x6 hc y73b ff4 fs3 fc0 sc0 ls0 ws0">działalności p<span class="_ _2"></span>rowadzonej w Polsce, Rumunii i Chinach<span class="_ _2"></span>. <span class="ff1"> </span></div><div class="t m0 x6 hc y481 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1c"> </span>ramach <span class="_ _1c"> </span>isto<span class="_ _2"></span>tności <span class="_ _1c"> </span>wpływu <span class="_ _21"> </span>uwzględniono <span class="_ _21"> </span>wszystkie <span class="_ _1c"> </span>kryteria <span class="_ _21"> </span>wpływu <span class="_ _1c"> </span>(pozytyw<span class="_ _2"></span>ny <span class="_ _1c"> </span>i <span class="_ _1c"> </span>negatywny<span class="_ _2"></span>, <span class="_ _1c"> </span>rzeczywisty <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y482 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>potencja<span class="_ _2"></span>lny), <span class="_ _2"></span>a <span class="_ _e"></span>także <span class="_ _e"></span>skalę, <span class="_ _e"></span>według <span class="_ _e"></span>której <span class="_ _2"></span>id<span class="_ _2"></span>entyfikowana <span class="_ _e"></span>jest <span class="_ _e"></span>wielkość <span class="_ _e"></span>danego <span class="_ _e"></span>wpływu <span class="_ _e"></span>(skala, <span class="_ _e"></span>zakres, <span class="_ _e"></span>odwracalność </div><div class="t m0 x6 hc y483 ff4 fs3 fc0 sc0 ls0 ws0">lub nieodwracalnoś<span class="_ _2"></span>ć wpływu). Zastos<span class="_ _2"></span>owano skalę od 1 do 5, gdzie 1 to n<span class="_ _2"></span>ajniższa ocena, a 5 to najwyżs<span class="_ _2"></span>za ocena.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ye2 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>ramach <span class="_ _18"> </span>istotn<span class="_ _2"></span>ości <span class="_ _18"> </span>finansowej <span class="_ _18"> </span>zidenty<span class="_ _2"></span>fikowano <span class="_ _18"> </span>ryzyka<span class="_ _2"></span> <span class="_ _14"> </span>i <span class="_ _1c"> </span>szanse, <span class="_ _18"> </span>w <span class="_ _18"> </span>tym <span class="_ _18"> </span>zależn<span class="_ _2"></span>ość <span class="_ _18"> </span>od <span class="_ _18"> </span>zasob<span class="_ _2"></span>ów <span class="_ _14"> </span>n<span class="_ _2"></span>aturalnych <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ye3 ff4 fs3 fc0 sc0 ls0 ws0">i społecznych. Do <span class="_ _0"></span>oceny za<span class="_ _0"></span>stosowano skalę określająca <span class="_ _0"></span>potencjalną wielkość <span class="_ _0"></span>wpływu finansowego <span class="_ _0"></span>na Grupę <span class="_ _0"></span>Kapitałową </div><div class="t m0 x6 hc y579 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _2"></span>oraz <span class="_ _2"></span>prawdo<span class="_ _2"></span>podobieństwo <span class="_ _2"></span>wystąpienia. <span class="_ _e"></span>W <span class="_ _2"></span>zastos<span class="_ _2"></span>owanej s<span class="_ _2"></span>kali <span class="_ _2"></span>1 <span class="_ _2"></span>oznacza <span class="_ _2"></span>niski <span class="_ _e"></span>wpływ/zasięg, <span class="_ _2"></span>a <span class="_ _2"></span>5 <span class="_ _2"></span>oznacza <span class="_ _e"></span>bardzo </div><div class="t m0 x6 hc y73c ff4 fs3 fc0 sc0 ls0 ws0">wysoki wpływ/rozległy z<span class="_ _2"></span>asięg. <span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x2 y73d w3 ha9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">52<span class="ls0"> </span></div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">W  wyniku <span class="_ _8"> </span>warsztat<span class="_ _2"></span>ów <span class="_ _8"> </span>po<span class="_ _2"></span>wstała  lista  ryzyk,  którym <span class="_ _8"> </span>została  przypisana  odpowiednia  ocena  w <span class="_ _8"> </span>ramach  skali  oceny </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">istotności <span class="_ _7"> </span>finan<span class="_ _2"></span>sowej, <span class="_ _7"></span>dzięki <span class="_ _7"></span>którym <span class="_ _7"></span>zidentyfikowano <span class="_ _7"> </span>istotn<span class="_ _2"></span>e <span class="_ _7"></span>tematy <span class="_ _7"></span>z <span class="_ _7"></span>perspektywy <span class="_ _7"></span>istotn<span class="_ _2"></span>ości <span class="_ _7"></span>finansowej. <span class="_ _7"></span>Żadne <span class="_ _7"> </span>ze </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">zidentyfikowanych  wpływów  oraz  ryzyk  nie <span class="_ _8"> </span>zostało  ocenione  jako <span class="_ _8"> </span>ważniejsze  od  pozostałych. <span class="_ _8"> </span>Ryzyka<span class="_ _2"></span> <span class="_ _8"> </span>klimatyczne </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">(zmiana  postrzegania <span class="_ _8"> </span>działań  firm<span class="_ _0"></span>y  przez <span class="_ _13"> </span>interesariu<span class="_ _2"></span>szy <span class="_ _8"> </span>i/lub  negatywna <span class="_ _8"> </span>ocena  firmy <span class="_ _13"> </span>przez  interesariuszy;  zmiana </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">zachowań <span class="_ _2"></span>kon<span class="_ _2"></span>sumenckich <span class="_ _2"></span>i <span class="_ _2"></span>ni<span class="_ _2"></span>eprzewidywalność <span class="_ _2"></span>s<span class="_ _2"></span>ytuacji <span class="_ _2"></span>rynkowej) <span class="_ _2"></span>s<span class="_ _2"></span>ą <span class="_ _2"></span>zwi<span class="_ _2"></span>ązan<span class="_ _2"></span>e <span class="_ _2"></span>z <span class="_ _2"></span>wpływem <span class="_ _2"></span>na <span class="_ _e"></span>klimat <span class="_ _e"></span>w <span class="_ _2"></span>postaci <span class="_ _2"></span>emis<span class="_ _2"></span>ji </div><div class="t m0 x6 hc y32e ff4 fs3 fc0 sc0 ls0 ws0">gazów cieplarnianych wpł<span class="_ _2"></span>ywających na <span class="_ _2"></span>zmiany klimatu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">W procesie <span class="_ _2"></span>analizy <span class="_ _2"></span>podwójnej istotności <span class="_ _2"></span>brał udział <span class="_ _2"></span>członek Zarządu<span class="_ _2"></span> TOYA S.A., <span class="_ _2"></span>a z <span class="_ _2"></span>wynikiem procesu <span class="_ _2"></span>uwzględniającym </div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">opis zidentyfikowan<span class="_ _2"></span>ych wpływów oraz ryzyk za<span class="_ _2"></span>poznał się cały Zar<span class="_ _2"></span>ząd spółki dominującej. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y628 ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _14"> </span>z <span class="_ _14"> </span>Polity<span class="_ _2"></span>ką <span class="_ _14"> </span>Zarządzania <span class="_ _18"> </span>Ryzykiem <span class="_ _14"> </span>Grupy <span class="_ _18"> </span>Kapitał<span class="_ _2"></span>owej <span class="_ _14"> </span>TOYA <span class="_ _14"> </span>zidentyfiko<span class="_ _2"></span>wane <span class="_ _14"> </span>ryzy<span class="_ _2"></span>ka <span class="_ _14"> </span>są <span class="_ _14"> </span>kategory<span class="_ _2"></span>zowane <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">w głównym <span class="_ _0"></span>rejestrze <span class="_ _0"></span>ryzyk w <span class="_ _9"></span>p<span class="_ _2"></span>odziale na <span class="_ _0"></span>główne <span class="_ _0"></span>rodzaje ry<span class="_ _0"></span>zyka, które <span class="_ _0"></span>zostały uznane <span class="_ _0"></span>przez <span class="_ _0"></span>Komitet Ryzyka <span class="_ _0"></span>za kluczowe </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>punktu <span class="_ _7"></span>widzenia <span class="_ _7"></span>prowadzenia <span class="_ _7"></span>działalności <span class="_ _7"></span>TOYA <span class="_ _4"></span>(np. <span class="_ _7"></span>ryzy<span class="_ _2"></span>ka <span class="_ _7"></span>regulacyjne, <span class="_ _4"></span>ry<span class="_ _2"></span>zyka <span class="_ _7"></span>finansowe, <span class="_ _4"></span>ryzy<span class="_ _2"></span>ka <span class="_ _7"></span>prawne, <span class="_ _4"></span>ryzy<span class="_ _2"></span>ka </div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">związane z <span class="_ _2"></span>klimatem <span class="_ _2"></span>itp.) <span class="_ _2"></span>oraz <span class="_ _2"></span>na ryzy<span class="_ _2"></span>ka pozostał<span class="_ _2"></span>e. Wszystkie ryzy<span class="_ _2"></span>ka, nie <span class="_ _2"></span>rzadziej niż <span class="_ _2"></span>raz <span class="_ _2"></span>w roku, <span class="_ _2"></span>poddawane <span class="_ _2"></span>są rewizji<span class="_ _2"></span> </div><div class="t m0 x6 hc y5dc ff4 fs3 fc0 sc0 ls0 ws0">pod kątem oceny p<span class="_ _2"></span>rawdopodobieństwa materializacji ry<span class="_ _2"></span>zyka <span class="_ _2"></span>oraz sku<span class="_ _2"></span>tków dla firmy. <span class="ff1"> </span></div><div class="t m0 x6 hc y5dd ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _5"> </span>spra<span class="_ _2"></span>wozdaniu <span class="_ _5"> </span>zrównoważonego <span class="_ _19"> </span>rozwoju <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>TOYA <span class="_ _5"> </span>z <span class="_ _19"> </span>2024 <span class="_ _5"> </span>r. <span class="_ _19"> </span>Grupa <span class="_ _5"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _5"> </span>TOYA <span class="_ _5"> </span>ujawnia <span class="_ _19"> </span>informacje </div><div class="t m0 x6 hc y205 ff4 fs3 fc0 sc0 ls0 ws0">wynikające <span class="_ _7"> </span>z <span class="_ _13"> </span>analizy <span class="_ _13"> </span>podwój<span class="_ _2"></span>nej <span class="_ _7"></span>istotn<span class="_ _2"></span>ości <span class="_ _7"></span>i <span class="_ _7"> </span>id<span class="_ _2"></span>entyfikuje <span class="_ _7"></span>ko<span class="_ _2"></span>nkretne <span class="_ _7"></span>istotne <span class="_ _13"> </span>tematy. <span class="_ _7"> </span>W<span class="_ _2"></span> <span class="_ _13"> </span>sprawozdan<span class="_ _2"></span>iu <span class="_ _7"></span>przedsta<span class="_ _2"></span>wiono </div><div class="t m0 x6 hc y334 ff4 fs3 fc0 sc0 ls0 ws0">polityki <span class="_ _19"> </span>mające <span class="_ _19"> </span>na <span class="_ _19"> </span>celu <span class="_ _19"> </span>za<span class="_ _2"></span>rządzenie <span class="_ _19"> </span>istotn<span class="_ _2"></span>ymi <span class="_ _19"> </span>wpływa<span class="_ _2"></span>mi <span class="_ _5"> </span>ora<span class="_ _2"></span>z <span class="_ _5"> </span>ryzy<span class="_ _2"></span>kami. <span class="_ _5"> </span>Za<span class="_ _2"></span>prezentowan<span class="_ _2"></span>e <span class="_ _5"> </span>mierniki <span class="_ _19"> </span>s<span class="_ _2"></span>łużą <span class="_ _19"> </span>ocenie </div><div class="t m0 x6 hc y73f ff4 fs3 fc0 sc0 ls0 ws0">skuteczności tego <span class="_ _2"></span>zarządzania. <span class="ff1">Tym s<span class="_ _2"></span>amym prezentuje infor<span class="_ _2"></span>macje wymagane przez stan<span class="_ _2"></span>dard ESRS.<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y30f ff4 fs3 fc0 sc0 ls0 ws0">Poniższa  tabela  obejmuje <span class="_ _8"> </span>ws<span class="_ _2"></span>zystkie  ujawienia <span class="_ _8"> </span>ESRS.  W  przypadku  nieistotnych  ujawnień  informacja  o <span class="_ _13"> </span>ty<span class="_ _2"></span>m  fakcie </div><div class="t m0 x6 hc y740 ff4 fs3 fc0 sc0 ls0 ws0">zastępuje nu<span class="_ _2"></span>mer strony. <span class="ff1"> </span></div></div><div class="c x6 y42c w8d h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Numer ujawnieni<span class="_ _0"></span>a </div></div><div class="c x118 y42c w68 h8c"><div class="t m0 x1d hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y741 w84 h93"><div class="t m0 x17 hf y53b ff2 fs7 fc0 sc0 ls0 ws0">ESRS 2 - <span class="ff3">Ogólne uja<span class="_ _0"></span>wnianie informac<span class="_ _0"></span>ji, w tym infor<span class="_ _0"></span>macji przekazywanych <span class="_ _0"></span>w ramach wymogów d<span class="_ _0"></span>otyczących st<span class="_ _0"></span>osowania te<span class="_ _0"></span>matycznych ESRS </span></div><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">wymienionych w E<span class="_ _0"></span>SRS 2, dodat<span class="_ _0"></span>ek C </div></div><div class="c x6 y146 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls35 ws0">BP<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Ogólna podstawa sp<span class="_ _0"></span>orządzenia o<span class="_ _0"></span>świadczeń doty<span class="_ _0"></span>czących zrównoważonego r<span class="_ _0"></span>ozwoju<span class="ff1"> </span></span></span></div></div><div class="c x118 y146 w68 h8c"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1 </div></div><div class="c x6 y742 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls35 ws0">BP<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Ujawnianie info<span class="_ _0"></span>rmacji w odniesie<span class="_ _0"></span>niu do szczególnyc<span class="_ _0"></span>h okoliczności<span class="ff1"> </span></span></span></div></div><div class="c x118 y742 w68 h8c"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1 </div></div><div class="c x6 y149 w8d haa"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">GOV<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Rola organó<span class="_ _0"></span>w administrujących, zarząd<span class="_ _0"></span>zających i nad<span class="_ _0"></span>zorczych<span class="ff1"> </span></span></span></div></div><div class="c x118 y149 w68 haa"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.1 </div></div><div class="c x6 y214 w8d h93"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls34 ws0">GOV<span class="ls0">-<span class="lse">2 <span class="_ _2"></span></span><span class="ff4">–</span> Informacje <span class="ff4">przekazywane organom <span class="_ _2"></span>admini<span class="_ _0"></span>strującym, zarządzający<span class="_ _0"></span>m <span class="_ _2"></span>i nadzorczym jednostki oraz podejmowane </span></span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">przez nie kwest<span class="_ _0"></span>ie związane ze zrówno<span class="_ _0"></span>ważonym rozwoje<span class="_ _0"></span>m<span class="ff1"> </span></div></div><div class="c x118 y214 w68 h93"><div class="t m0 x6 h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">7.1.1 </div></div><div class="c x6 y743 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">GOV<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Uwzględnianie<span class="_ _0"></span> wyników związanych <span class="_ _0"></span>ze zrównoważony<span class="_ _0"></span>m rozwojem w sy<span class="_ _0"></span>stemach zachęt<span class="ff1"> </span></span></span></div></div><div class="c x118 y743 w68 h8c"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">8.8 </div></div><div class="c x6 y744 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">GOV<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> <span class="ff4">Oświadczenie d<span class="_ _0"></span>otyczące należyt<span class="_ _0"></span>ej staranności<span class="ff1"> </span></span></span></div></div><div class="c x118 y744 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.2 </div></div><div class="c x6 y218 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">GOV<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> <span class="ff4">Zarządzanie ryzyk<span class="_ _0"></span>iem i kontrol<span class="_ _0"></span>e wewnętrzne nad<span class="_ _0"></span> sprawozdawczoś<span class="_ _0"></span>cią w zakresie<span class="_ _0"></span> zrównoważonego rozw<span class="_ _0"></span>oju<span class="ff1"> </span></span></span></div></div><div class="c x118 y218 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.2 </div></div><div class="c x6 y745 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">SBM-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Strategia, mode<span class="_ _0"></span>l biznesowy i<span class="_ _0"></span> łańcuch warto<span class="_ _0"></span>ści<span class="ff1"> </span></span></div></div><div class="c x118 y745 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.3 </div></div><div class="c x6 y746 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">SBM-<span class="lse">2 </span><span class="ff4">–</span> Interesy<span class="_ _0"></span> i opinie zaint<span class="_ _0"></span>eresowanych st<span class="_ _0"></span>ron </div></div><div class="c x118 y746 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.4 </div></div><div class="c x6 y747 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Istotne<span class="_ _0"></span> wpływy, ryzyka i s<span class="_ _0"></span>zanse oraz ic<span class="_ _0"></span>h wzajemne związki ze st<span class="_ _0"></span>rategią i z model<span class="_ _0"></span>em biznesowy<span class="_ _0"></span>m<span class="ff1"> </span></span></div></div><div class="c x118 y747 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.5 </div></div><div class="c x6 y550 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">IRO-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Opis pr<span class="_ _0"></span>ocesu służącego do<span class="_ _0"></span> identyfikacji i<span class="_ _0"></span> oceny istotnych o<span class="_ _0"></span>ddziaływań, istot<span class="_ _0"></span>nych wpływów, ryzyk i<span class="_ _0"></span> szans<span class="ff1"> </span></span></div></div><div class="c x118 y550 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.1.6 </div></div><div class="c x6 y748 w8d ha1"><div class="t m0 x17 h11 y583 ff1 fs7 fc0 sc0 ls0 ws0">IRO-<span class="lse">2 <span class="_ _19"> </span></span><span class="ff4">–</span> <span class="_ _19"> </span><span class="ff4">Wymogi <span class="_ _5"> </span>dotyczące <span class="_ _19"> </span>ujawniania <span class="_ _5"> </span>informacji <span class="_ _5"> </span>w <span class="_ _19"> </span>ramach <span class="_ _19"> </span>ESRS <span class="_ _19"> </span>objęte <span class="_ _5"> </span>oświadczeniem <span class="_ _19"> </span>jednostki<span class="_ _0"></span> <span class="_ _19"> </span>dotyczącym </span></div><div class="t m0 x17 h11 y37a ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego r<span class="_ _0"></span>ozwoju<span class="ff1"> </span></div></div><div class="c x118 y748 w68 ha1"><div class="t m0 x6 h11 y583 ff1 fs7 fc0 sc0 ls0 ws0">7.1.6 </div></div><div class="c x6 y1f5 w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS E1 <span class="ff3">–</span> Zmiana kli<span class="_ _0"></span>matu </div></div><div class="c x6 y3ce w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Plan pr<span class="_ _0"></span>zejścia na pot<span class="_ _0"></span>rzeby łagodzenia zmiany<span class="_ _0"></span> klimatu<span class="ff1"> </span></span></span></div></div><div class="c x118 y3ce w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.2.2 </div></div><div class="c x6 y749 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m<span class="ff1"> </span></span></div></div><div class="c x118 y749 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0">2.2 </span></div></div><div class="c x6 y124 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Poli<span class="_ _0"></span>tyki związane z łagodzeni<span class="_ _0"></span>em zmiany kl<span class="_ _0"></span>imatu i przyst<span class="_ _0"></span>osowaniem się d<span class="_ _0"></span>o niej<span class="ff1"> </span></span></span></div></div><div class="c x118 y124 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.2.3 </div></div><div class="c x6 y3d1 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Działania <span class="_ _0"></span>i zasoby w odnie<span class="_ _0"></span>sieniu do pol<span class="_ _0"></span>ityki <span class="ff1">klimatycznej </span></span></span></div></div><div class="c x118 y3d1 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.2.4 </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x2 y74a w3 hab" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">53<span class="ls0"> </span></div></div><div class="c x6 y74b w8d h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Numer ujawnieni<span class="_ _0"></span>a </div></div><div class="c x118 y74b w68 h8c"><div class="t m0 x1d hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y74c w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> <span class="ff4">Cele<span class="_ _0"></span> związane z łagodzenie<span class="_ _0"></span>m zmiany kl<span class="_ _0"></span>imatu i przyst<span class="_ _0"></span>osowaniem się<span class="_ _0"></span> do niej<span class="ff1"> </span></span></span></div></div><div class="c x118 y74c w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.2.4 </div></div><div class="c x6 y74d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> <span class="ff4">Zużyci<span class="_ _0"></span>e energii i<span class="_ _0"></span> koszyk energetyc<span class="_ _0"></span>zny<span class="ff1"> </span></span></span></div></div><div class="c x118 y74d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y74e w8d hac"><div class="t m0 x17 h11 y74f ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">6 </span><span class="ff4">–</span> <span class="ff4">Emisje ga<span class="_ _0"></span>zów cieplarni<span class="_ _0"></span>anych zakresó<span class="_ _0"></span>w 1, 2 i 3 brutt<span class="_ _0"></span>o oraz całkowite emisje<span class="_ _0"></span> gaz<span class="_ _2"></span>ów ciepl<span class="_ _0"></span>arnianych<span class="ff1"> </span></span></span></div></div><div class="c x118 y74e w68 hac"><div class="t m0 x23 h11 y74f ff1 fs7 fc0 sc0 ls20 ws0">                          <span class="ls0">7.2.5 </span></div><div class="t m0 x37 h11 y750 ff1 fs7 fc0 sc0 ls0 ws0">Informacje </div><div class="t m0 x81 h11 y751 ff4 fs7 fc0 sc0 ls0 ws0">dotyczące <span class="ff1"> </span></div><div class="t m0 xa9 h11 y752 ff4 fs7 fc0 sc0 ls0 ws0">emisji gazów </div><div class="t m0 x4d h11 y753 ff1 fs7 fc0 sc0 ls0 ws0">cieplar<span class="_ _0"></span>nianych w </div><div class="t m0 x107 h11 y754 ff4 fs7 fc0 sc0 ls0 ws0">Zakresi<span class="_ _0"></span>e 3 i całko‐<span class="ff1"> </span></div><div class="t m0 x5e h11 y755 ff4 fs7 fc0 sc0 ls0 ws0">witych e<span class="_ _0"></span>misji gazów </div><div class="t m0 xd3 h11 y756 ff1 fs7 fc0 sc0 ls0 ws0">cieplar<span class="_ _0"></span>nianych </div><div class="t m0 x5e h11 y70e ff4 fs7 fc0 sc0 ls0 ws0">zostały pominię<span class="_ _0"></span>te w </div><div class="t m0 x37 h11 y757 ff1 fs7 fc0 sc0 ls0 ws0">pierwszym  </div><div class="t m0 x107 h11 y758 ff1 fs7 fc0 sc0 ls0 ws0">roku rap<span class="_ _0"></span>ortowania. </div></div><div class="c x6 y759 w8d h92"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">7  </span><span class="ff4">–<span class="_ _0"></span><span class="ff1">  <span class="ff4">Pr<span class="_ _0"></span>ojekty <span class="_ _7"> </span>usuwania <span class="_ _7"> </span>gaz<span class="_ _2"></span>ów <span class="_ _7"> </span>cieplarniany<span class="_ _0"></span>ch  i <span class="_ _7"> </span>ograniczania <span class="_ _7"> </span>emisji  gazów <span class="_ _7"> </span>cieplarni<span class="_ _0"></span>anych <span class="_ _7"> </span>f<span class="_ _2"></span>inansowane<span class="_ _0"></span> <span class="_ _7"> </span>z<span class="_ _2"></span>a  po<span class="_ _0"></span>mocą </span></span></span></span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">jednostek<span class="_ _0"></span> emisji dwutlenk<span class="_ _0"></span>u węgla<span class="ff1"> </span></div></div><div class="c x118 y759 w68 h92"><div class="t m0 xec h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y75a w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="lse">8 </span><span class="ff4">–</span> <span class="ff4">Ustalani<span class="_ _0"></span>e wewnętrznych <span class="_ _0"></span>cen emisji dwutl<span class="_ _0"></span>enku węgla<span class="ff1"> </span></span></span></div></div><div class="c x118 y75a w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y75b w8d h9d"><div class="t m0 x17 h11 y586 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-<span class="ls36">9 <span class="_ _2"></span></span><span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">Przewidywane skutki <span class="_ _2"></span>finansowe wynikające z<span class="_ _2"></span> <span class="_ _2"></span>istot<span class="_ _0"></span>nych <span class="_ _2"></span>ryzyk fizycz<span class="_ _2"></span>nych i <span class="_ _2"></span>ryzyk <span class="_ _2"></span>przejścia oraz <span class="_ _2"></span>potencjalnych szans </span></span></div><div class="t m0 x17 h11 y6cc ff4 fs7 fc0 sc0 ls0 ws0">związanych z kl<span class="_ _0"></span>imatem<span class="ff1"> </span></div></div><div class="c x118 y75b w68 h9d"><div class="t m0 x2a h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 x20 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">raporto<span class="_ _0"></span>wania </div></div><div class="c x6 y75c w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS E2 - Zanieczysz<span class="_ _0"></span>czenie </div></div><div class="c x6 y5aa w84 h8c"><div class="t m0 x17 hf y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 IRO-1 - <span class="ff4">Opis pr<span class="_ _0"></span>ocesów ide<span class="_ _0"></span>ntyfikacji i oceny i<span class="_ _0"></span>stotnych wpływów, ryzy<span class="_ _0"></span>k i szans związanych<span class="ff1"> z zani<span class="_ _0"></span>eczyszczeniem      <span class="_ _0"></span>                  <span class="_ _0"></span>           Nieistotne<span class="ff2"> </span></span></span></div></div><div class="c x6 y75d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Poli<span class="_ _0"></span>tyki związane z zaniec<span class="_ _0"></span>zyszczeniem<span class="ff1"> </span></span></span></div></div><div class="c x118 y75d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y107 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Działania <span class="_ _0"></span>i zasoby związane z <span class="_ _0"></span>zanieczyszczeni<span class="_ _0"></span>em<span class="ff1"> </span></span></span></div></div><div class="c x118 y107 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y75e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Cele<span class="_ _0"></span> związane z zanieczys<span class="_ _0"></span>zczeniem<span class="ff1"> </span></span></span></div></div><div class="c x118 y75e w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y66c w8d haa"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> Zanieczyszc<span class="_ _0"></span>zenie powi<span class="_ _0"></span>etrza, wody i<span class="_ _0"></span> gleby </span></div></div><div class="c x118 y66c w68 haa"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y75f w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> <span class="ff4">Substancje p<span class="_ _0"></span>otencjalni<span class="_ _0"></span>e niebezpieczne i<span class="_ _0"></span> substancje wzbudzające s<span class="_ _0"></span>zczególnie duże o<span class="_ _0"></span>bawy<span class="ff1"> </span></span></span></div></div><div class="c x118 y75f w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y760 w8d had"><div class="t m0 x17 h11 y541 ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-<span class="lse">6 </span><span class="ff4">–</span> <span class="ff4">Przewidy<span class="_ _0"></span>wane skutki<span class="_ _0"></span> finansowe wyni<span class="_ _0"></span>kające z ryzyk i<span class="_ _0"></span> szans związanych z <span class="ff1">zanieczyszc<span class="_ _0"></span>zeniem </span></span></span></div></div><div class="c x118 y760 w68 had"><div class="t m0 xec h11 y541 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y761 w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS E3 <span class="ff3">–</span> Woda i za<span class="_ _0"></span>soby morskie </div></div><div class="c x6 y762 w8d h93"><div class="t m0 x17 h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">ESRS <span class="_ _7"> </span>2 <span class="_ _4"></span>IRO-<span class="lse">1 <span class="_ _7"> </span></span><span class="ff4">–</span> <span class="_ _4"></span><span class="ff4">Opis <span class="_ _7"> </span>procesów <span class="_ _4"></span>identyfikacji <span class="_ _4"></span>i <span class="_ _7"> </span>oceny <span class="_ _4"></span>istotnych <span class="_ _7"> </span>wpływów, <span class="_ _4"></span>ryzyk <span class="_ _4"></span>i<span class="_ _2"></span> <span class="_ _4"></span>szans <span class="_ _7"> </span>związanych <span class="_ _4"></span>z <span class="_ _7"> </span>wodą <span class="_ _4"></span>i <span class="_ _7"> </span>zasobami </span></div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">morskimi </div></div><div class="c x118 y762 w68 h93"><div class="t m0 xec h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y763 w8d had"><div class="t m0 x17 h11 y541 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Poli<span class="_ _0"></span>tyki związane z wodą i<span class="_ _0"></span> zasobami morsk<span class="_ _0"></span>imi<span class="ff1"> </span></span></span></div></div><div class="c x118 y763 w68 had"><div class="t m0 xec h11 y541 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y764 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Działania <span class="_ _0"></span>i zasoby związane z p<span class="_ _0"></span>olitykami d<span class="_ _0"></span>otyczącymi wody<span class="_ _0"></span> i zasobów morski<span class="_ _0"></span>ch<span class="ff1"> </span></span></span></div></div><div class="c x118 y764 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y765 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Cele<span class="_ _0"></span> związane z wodą i zasoba<span class="_ _0"></span>mi morskimi<span class="ff1"> </span></span></span></div></div><div class="c x118 y765 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y766 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> <span class="ff4">Zużyci<span class="_ _0"></span>e wody<span class="ff1"> </span></span></span></div></div><div class="c x118 y766 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y767 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> Przewidy<span class="_ _0"></span>wane skutki<span class="_ _0"></span> finansowe <span class="ff4">wynik<span class="_ _0"></span>ające z ryzyk i<span class="_ _0"></span> szans związanych z wodą i<span class="_ _0"></span> zasobami morsk<span class="_ _0"></span>imi<span class="ff1"> </span></span></span></div></div><div class="c x118 y767 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y768 w84 haa"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS E4 <span class="ff3">–</span> <span class="ff3">Bioróżnoro<span class="_ _0"></span>dność i ekosyst<span class="_ _0"></span>emy<span class="ff2"> </span></span></div></div><div class="c x6 y769 w8d h93"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Plan przejścia w zakresie bioróżnorodności i ekosystemów oraz uwzględnieni<span class="_ _0"></span>e bioróżnorodności i ekosystemów w </span></span></div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">strategii<span class="_ _0"></span> i modelu biznesowym </div></div><div class="c x118 y769 w68 h93"><div class="t m0 xec h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y39f w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m<span class="ff1"> </span></span></div></div><div class="c x118 y39f w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y674 w8d h93"><div class="t m0 x17 h11 y76a ff1 fs7 fc0 sc0 ls0 ws0">ESRS <span class="_ _e"></span>2 <span class="_ _e"></span>IRO-<span class="lse">1 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _e"></span><span class="ff4">Opis <span class="_ _e"></span>procesów <span class="_ _2"></span>identyfikacji <span class="_ _e"></span>i <span class="_ _e"></span>oceny <span class="_ _e"></span>istotnych <span class="_ _2"></span>wpływów, <span class="_ _e"></span>ryzyk <span class="_ _e"></span>i <span class="_ _e"></span>szans <span class="_ _e"></span>związanych <span class="_ _e"></span>z <span class="_ _4"></span>bioróżnorodno<span class="_ _0"></span>ścią <span class="_ _e"></span>i </span></div><div class="t m0 x17 h11 y76b ff1 fs7 fc0 sc0 ls0 ws0">ekosyst<span class="_ _0"></span>emami </div></div><div class="c x118 y674 w68 h93"><div class="t m0 x43 h11 y76c ff1 fs7 fc0 sc0 ls20 ws0">          <span class="ls0">Nieistotne </span></div></div><div class="c x6 y5d3 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Poli<span class="_ _0"></span>tyki związane z bio<span class="_ _0"></span>różnorodnośc<span class="_ _0"></span>ią i ekosystemami<span class="ff1"> </span></span></span></div></div><div class="c x118 y5d3 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x2 y74a w3 hab" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">54<span class="ls0"> </span></div></div><div class="c x6 y74b w8d h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Numer ujawnieni<span class="_ _0"></span>a </div></div><div class="c x118 y74b w68 h8c"><div class="t m0 x1d hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y74c w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Działania <span class="_ _0"></span>i zasoby związane z b<span class="_ _0"></span>ioróżnor<span class="_ _0"></span>odnością i ekosy<span class="_ _0"></span>stemami<span class="ff1"> </span></span></span></div></div><div class="c x118 y74c w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y74d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> <span class="ff4">Cele<span class="_ _0"></span> związane z bioró<span class="_ _0"></span>żnorodnością <span class="_ _0"></span>i ekosystemami<span class="ff1"> </span></span></span></div></div><div class="c x118 y74d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y76d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> <span class="ff4">Mierni<span class="_ _0"></span>ki wpływu związane ze <span class="_ _0"></span>zmianą w zakr<span class="_ _0"></span>esie bior<span class="_ _0"></span>óżnorodności i eko<span class="_ _0"></span>systemów<span class="ff1"> </span></span></span></div></div><div class="c x118 y76d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y76e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-<span class="lse">6 </span><span class="ff4">–</span> <span class="ff4">Przewidy<span class="_ _0"></span>wane skutki<span class="_ _0"></span> finansowe wyni<span class="_ _0"></span>kające z ryzyk i<span class="_ _0"></span> szans związanych z bi<span class="_ _0"></span>oróżnorodno<span class="_ _0"></span>ścią i ekosyste<span class="_ _0"></span>mami<span class="_ _2"></span><span class="ff1"> </span></span></span></div></div><div class="c x118 y76e w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y5bd w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS E5 <span class="ff3">–</span> <span class="ff3">Wykorz<span class="_ _0"></span>ystanie zasobów i<span class="_ _0"></span> gospodarka o obiegu <span class="_ _0"></span>zamkniętym<span class="ff2"> </span></span></div></div><div class="c x6 y76f w84 hae"><div class="t m0 x17 h11 y6cb ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 IRO-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Opi<span class="_ _0"></span>s procesó<span class="_ _0"></span>w identyfikacji i<span class="_ _0"></span> oceny istotnych wpływó<span class="_ _0"></span>w, ryzyk i s<span class="_ _0"></span>zans związanych z wykorzystanie<span class="_ _0"></span>m zasobów <span class="ff1 ls20">                                <span class="ls0">7.3 </span></span></span></div><div class="t m0 x17 hf y37a ff4 fs7 fc0 sc0 ls0 ws0">oraz gospodark<span class="_ _0"></span>i o obiegu zamkni<span class="_ _0"></span>ętym<span class="ff1 ls20">                              <span class="_ _2"></span>                                  <span class="_ _2"></span>                                                <span class="_ _2"></span>             <span class="ls0">                                                <span class="_ _0"></span>   <span class="ff2"> </span></span></span></div></div><div class="c x6 y770 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Poli<span class="_ _0"></span>tyki związane z wyko<span class="_ _0"></span>rzystaniem zasobów o<span class="_ _0"></span>raz gospodar<span class="_ _0"></span>ką o obiegu zamkni<span class="_ _0"></span>ętym<span class="ff1"> </span></span></span></div></div><div class="c x118 y770 w68 h8c"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.3 </div></div><div class="c x6 y67f w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Działania <span class="_ _0"></span>i zasoby związane z <span class="_ _0"></span>wykorzystan<span class="_ _0"></span>iem zasobów oraz gospo<span class="_ _0"></span>darką o o<span class="_ _0"></span>biegu zamknięty<span class="_ _0"></span>m<span class="ff1"> </span></span></span></div></div><div class="c x118 y67f w68 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls20 ws0">                               <span class="ls0">7.3<span class="_ _2"></span> </span></div></div><div class="c x6 y771 w8d haa"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Cele<span class="_ _0"></span> związane z wykorzyst<span class="_ _0"></span>aniem zasobów ora<span class="_ _0"></span>z gospodark<span class="_ _0"></span>ą o obiegu zamknięt<span class="_ _0"></span>ym<span class="ff1"> </span></span></span></div></div><div class="c x118 y771 w68 haa"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.3 </div></div><div class="c x6 y772 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> Zasoby wpr<span class="_ _0"></span>owadzane <span class="ff4">—</span> <span class="ff4">Wy<span class="_ _0"></span>móg dotyczący<span class="_ _0"></span> ujawniania <span class="ff1">inf<span class="_ _0"></span>ormacji </span></span></span></div></div><div class="c x118 y772 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.3.1 </div></div><div class="c x6 y44b w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> Zasoby o<span class="_ _0"></span>dprowadzane </span></div></div><div class="c x118 y44b w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.3.2 </div></div><div class="c x6 y773 w8d h9d"><div class="t m0 x17 h11 y586 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-<span class="lse">6 <span class="_ _2"></span></span><span class="ff4">–</span> <span class="ff4">Przewidywane skutki finansowe wynikające z <span class="_ _2"></span>wpływów, <span class="_ _2"></span>ryzyk i <span class="_ _2"></span>szans związanych <span class="_ _2"></span>z wykorzystaniem zasobów oraz </span></span></div><div class="t m0 x17 h11 y6cc ff4 fs7 fc0 sc0 ls0 ws0">gospodarką o<span class="_ _0"></span> obiegu zamknięt<span class="_ _0"></span>ym<span class="ff1"> </span></div></div><div class="c x118 y773 w68 h9d"><div class="t m0 x2a h11 y586 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 x20 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">raporto<span class="_ _0"></span>wania </div></div><div class="c x6 y75c w84 had"><div class="t m0 x17 hf y541 ff2 fs7 fc0 sc0 ls0 ws0">ESRS S1 <span class="ff3">–</span> <span class="ff3">Własne <span class="_ _0"></span>zasoby pracownic<span class="_ _0"></span>ze<span class="ff2"> </span></span></div></div><div class="c x6 y5aa w84 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">2 </span><span class="ff4">–</span> Inte<span class="_ _0"></span>resy i opi<span class="_ _0"></span>nie zainteresowanyc<span class="_ _0"></span>h stron<span class="ls20">                                 <span class="_ _2"></span>                                                <span class="_ _2"></span>                                       <span class="_ _2"></span>                            <span class="_ _2"></span>    </span>7.4 </div></div><div class="c x6 y75d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m<span class="ff1 ls20">                      <span class="_ _2"></span>            <span class="ls0"> </span></span></span></div></div><div class="c x118 y75d w68 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls20 ws0">                               <span class="ls0">7.4<span class="_ _2"></span> </span></div></div><div class="c x6 y774 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Polit<span class="_ _0"></span>yki związane z własny<span class="_ _0"></span>mi zasobami pr<span class="_ _0"></span>acowniczymi<span class="ff1"> </span></span></span></div></div><div class="c x118 y774 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.1 </div></div><div class="c x6 y775 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">2 <span class="_ _9"></span><span class="ff4 ls0">–<span class="ff1"> <span class="_ _0"></span>Procedury<span class="_ _0"></span> <span class="_ _9"></span><span class="ff4">współpracy <span class="_ _0"></span>z <span class="_ _9"></span>własnymi <span class="_ _0"></span>zasobami <span class="_ _9"></span>pracowniczymi <span class="_ _a"></span>i <span class="_ _0"></span>przedstawiciel<span class="_ _0"></span>ami <span class="_ _9"></span>pracowników <span class="_ _9"></span>w k<span class="_ _0"></span>westiach <span class="_ _9"></span>wpływów<span class="ff1"> </span></span></span></span></span></span></div></div><div class="c x118 y775 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.2 </div></div><div class="c x6 y66c w8d haa"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">3 </span><span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">Procesy <span class="_ _0"></span>naprawy <span class="_ _0"></span>skutków <span class="_ _0"></span>negatywnych <span class="_ _0"></span>wpływów i<span class="_ _0"></span> k<span class="_ _0"></span>anały <span class="_ _0"></span>zgłaszania <span class="_ _0"></span>wątpliwości<span class="_ _0"></span> przez <span class="_ _0"></span>własne <span class="_ _0"></span>zasoby pr<span class="_ _9"></span>acownicze<span class="ff1"> </span></span></span></div></div><div class="c x118 y66c w68 haa"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.2 </div></div><div class="c x6 y776 w8d h9d"><div class="t m0 x17 h11 y540 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">4 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _e"></span><span class="ff4">Podejmowanie <span class="_ _2"></span>działań <span class="_ _e"></span>dotyczących <span class="_ _2"></span>istotnych <span class="_ _2"></span>wpł<span class="_ _2"></span>ywów <span class="_ _2"></span>na <span class="_ _4"></span>własne <span class="_ _2"></span>zasoby <span class="_ _e"></span>pracownicze <span class="_ _e"></span>oraz <span class="_ _e"></span>stosowani<span class="_ _0"></span>e <span class="_ _e"></span>podejść </span></span></div><div class="t m0 x17 h11 y53f ff4 fs7 fc0 sc0 ls0 ws0">służących <span class="_ _14"> </span>zarządzan<span class="_ _0"></span>iu <span class="_ _14"> </span>istotny<span class="_ _0"></span>mi <span class="_ _14"> </span>ryzykami <span class="_ _14"> </span>i <span class="_ _14"> </span>wykorzyst<span class="_ _0"></span>ywaniu <span class="_ _14"> </span>isto<span class="_ _0"></span>tnych <span class="_ _14"> </span>szans <span class="_ _14"> </span>związanych <span class="_ _19"> </span>z<span class="_ _2"></span> <span class="_ _14"> </span>własnymi <span class="_ _19"> </span>zasobami </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">pracowniczymi o<span class="_ _0"></span>raz skuteczność<span class="_ _0"></span> tych działań<span class="ff1"> </span></div></div><div class="c x118 y776 w68 h9d"><div class="t m0 x6 h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">7.4.2 </div></div><div class="c x6 y777 w8d h93"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">5 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _2"></span>Cele <span class="_ _e"></span><span class="ff4">dotyczące <span class="_ _2"></span>zarządzania <span class="_ _2"></span>istotnymi <span class="_ _e"></span>negatywnymi <span class="_ _2"></span>wpływami, <span class="_ _2"></span>zwiększania <span class="_ _2"></span>pozytywnych <span class="_ _2"></span>wpływów <span class="_ _e"></span>i <span class="_ _e"></span>zarządzania </span></span></div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">istotny<span class="_ _0"></span>mi ryzykami i szansami </div></div><div class="c x118 y777 w68 h93"><div class="t m0 x6 h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">7.4.2 </div></div><div class="c x6 y778 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">6 </span><span class="ff4">–</span> <span class="ff4">Charak<span class="_ _0"></span>terystyka pr<span class="_ _0"></span>acowników jednostk<span class="_ _0"></span>i<span class="ff1"> </span></span></span></div></div><div class="c x118 y778 w68 h8c"><div class="t m0 xf3 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0"> 7.4.3  </div></div><div class="c x6 y94 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">7 </span><span class="ff4">–</span> <span class="ff4">Charak<span class="_ _0"></span>terystyka o<span class="_ _0"></span>sób niebędących pr<span class="_ _0"></span>acownikami stanowiąc<span class="_ _0"></span>ych własne zasoby p<span class="_ _0"></span>racownicze jedn<span class="_ _0"></span>ostki<span class="ff1"> </span></span></span></div></div><div class="c x118 y94 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.3 </div></div><div class="c x6 y779 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ff4">8 Zakres ro<span class="_ _0"></span>kowań zbioro<span class="_ _0"></span>wych i dialogu spo<span class="_ _0"></span>łecznego<span class="ff1"> </span></span></span></div></div><div class="c x118 y779 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y77a w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="lse">9 </span>- <span class="ff4">Mierni<span class="_ _0"></span>ki różnoro<span class="_ _0"></span>dności<span class="ff1"> </span></span></span></div></div><div class="c x118 y77a w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.3 </div></div><div class="c x6 y77b w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-10 <span class="ff4">–</span> <span class="ff4">Adekwat<span class="_ _0"></span>na płaca<span class="ff1"> </span></span></span></div></div><div class="c x118 y77b w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.4 </div></div><div class="c x6 y77c w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-11 <span class="ff4">–</span> Ochr<span class="_ _0"></span>ona socjalna </span></div></div><div class="c x118 y77c w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y77d w8d haa"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-12 <span class="ff4">–</span> <span class="ff4">Osoby<span class="_ _0"></span> z niepełnospr<span class="_ _0"></span>awnościami<span class="ff1"> </span></span></span></div></div><div class="c x118 y77d w68 haa"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y77e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-13 <span class="ff4">–</span> <span class="ff4">Mie<span class="_ _0"></span>rniki dotyc<span class="_ _0"></span>zące szkoleń i rozwoju umieję<span class="_ _0"></span>tności<span class="ff1"> </span></span></span></div></div><div class="c x118 y77e w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.3 </div></div><div class="c x6 y77f w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-14 <span class="ff4">–</span> <span class="ff4">Mie<span class="_ _0"></span>rniki bezpieczeńs<span class="_ _0"></span>twa i higieny<span class="_ _0"></span> pracy<span class="ff1"> </span></span></span></div></div><div class="c x118 y77f w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div><div class="c x6 y780 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-15 <span class="ff4">–</span> <span class="ff4">Mie<span class="_ _0"></span>rniki równowagi mię<span class="_ _0"></span>dzy życiem zawodowym a p<span class="_ _0"></span>rywatny<span class="_ _0"></span>m<span class="ff1"> </span></span></span></div></div><div class="c x118 y780 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y701 w8d h8c"><div class="t m0 x17 h11 y76b ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-16 <span class="ff4">–</span> <span class="ff4">Mie<span class="_ _0"></span>rniki wynagrodzeń (<span class="_ _0"></span>luka płacowa i całkowi<span class="_ _0"></span>te wynagrodzeni<span class="_ _0"></span>e)<span class="ff1"> </span></span></span></div></div><div class="c x118 y701 w68 h8c"><div class="t m0 x6 h11 y76b ff1 fs7 fc0 sc0 ls0 ws0">7.4.4 </div></div><div class="c x6 y5d3 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-17 <span class="ff4">–</span> <span class="ff4">Incyde<span class="_ _0"></span>nty, skargi i<span class="_ _0"></span> poważne wpływy na przestr<span class="_ _0"></span>zeganie praw człow<span class="_ _0"></span>ieka<span class="ff1"> </span></span></span></div></div><div class="c x118 y5d3 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x2 y474 w3 h68" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAAXJCAIAAAAmSXP3AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5Rd13Um+G/vc86994WKyIHIAAGQAEmAIJgpBlGiKDEoiwrWasmWg2bc9tg9Hrt7xt0z456edns8vca9WnavdltOsiy2MhVJiqYYRIIgGACCYEAgkUPF994N5+w9f9xXACRPm/JYqxe7dH6rVq1CVaHq3rrvrfXd/fbZh1QVAIA9XZyoMJs4BQFcvwcAkJ77qhKmDboWBFiBVRiFURBBASiEoMBQLyQtM1UiF3ADXsAKK2gTqNNpaNFMbScZ7OTo9GCbME30AsSiAioABgKkJdoAMYoAUQSADaAwOHeEjbw+RAAQAghCEIISAgGEoNBZdX1QWVySYr5FFEVRFEXRrHEu2nz2z7/1jSf2zaqTI0+qBCVVIiEFIOd9mQt2hbEMsASDwFAEUVEFKwzAAlrYKCc7eR7YNgaCcZPj4+1W01ZTA1wOm3LJnPbckYG7PviLp8bGn9q568FHHp3slZVNcmWxxjTaMK70lfNlQ31e+mCsdalLsrwoWNUgEAJrIGiiQ4CC6oMUIVFAGIp+yCY1pGY2XR/TbPzuP7rppktWxedhFEVRFEWzMF6fmCr3n+rOpnPrmRYAQl31Vepna6rfK2BRGO0AVH9SwSAmskqkIEABvNZJfclsjOZQ6TVd1pssFg40V1+4/oYty7dvXj9nZGDYTOry5uXrr7rxmtUP73jh4R17Xz061Z2W/ExPDAd1QqoUhDJ2ifTU+5wNsypDjWpdve5QBejM4dWlbQZI++/JSeF0Vl2gUie7pcQnYRRFURRFszNeB9cqs9HZdG6eB/sf0cynlM//J4cpF7qBOcB4SkI/8Sqg/Tq3BpSwA812M/XdSSomls4bvPX6q975lgvXzGNfopXAARlOA0mjkYysX3Lp+lUf/sDtT+7pPfT4s1+7/wdHT083B0Z0YN6kBC8CVYhSI9Xg+79FhVUJGpr14TGUoAxYCAMGygBBDbSj6MymC1RVuRoXn4RRFEVRFM3OeF0JF55n19nV7cx1pKZzH5/N36JBWMgKObCDWLABAfDQCggE4ZSlO1ZM9+YNNd737ls+fPfFcxM0gASwCaDodj0Q0LSAgS+D2pY1V1/SuOKS7duvuugLX3no+Rf2HRqb9KYN65CkEK95hSSpGz5AkLrXuxqH0kySZmjofwCue7EDfKDZdYHIiVB8EkZRFEVRNDvjNdjCprPp3Jp+sm6uCMQKVrASAJAqAIIoW+EhJQZZsAUICNDSSNdq12hptdywYOCqbZtv2Lp2xdJFy4fUhZAGzxCpCmMds2kmAX4ZcgGRta5tuCTAA4qbN7evvPj2I4evenzvse88eeS5F17s5N0KFEwWggqssgUMYEDEMlHHa4XWrSwEMf1SthLUsyvNrLpAfO62J4qiKIqiaPbFawg0zKZzS3wuBCFDMEIGIAEYysyGRCufUyo2BRgQSAkNpHmDeg2ZSqvxlYvnfuIjH3731csMkAAJAOmCivqvZKwBBYBhuP5i3cLNhJTgrAdUEEY4LLkgvWjpmo+9dePBE9f/xb0PPb7zmUOnz0xLWtmBitu+FJDl0fmDU+1enrOxAlTBQ721xPCsYrRkBKEWZtfSRg0lNPZeR1EURVE0W+O1zrZ4XbFRGCETwEpGwIBKVRKF1BIxExEQEEpAEqMGIZFpzk9vXr3gZ9797i2b1i0dRQYw4CDQaubvYwAGO1ACcvWwPMK5lm5SMaSAGEi9PtKR5iXWDLnf/oW37j9y05/ce993H9t1vHcmONDQ0GTPV8cP9EIGztgkZahE2CTGo2IQURAVoyTALLtABoFU45MwiqIoiqLZGa9JhdXPpnPrmUEh6sdjrtua1aRt8UVe9qxhxyHRCcOiZWdOapcvnLPlwk03bFt3+folwwkb9VZI2AAQMOCIDforH00g9kAAFEi54JnitQGhjtZqoK4eVc1aNHmyCafebJjH//wX3/WRu69/YvfB7/5gz8uHjnExrS6ZliaRCbAgJkvBWoQykAc8kDA8oLPsAhkJhBivoyiKoiiapfF69hG2IAJs3dxcn26YmoDT9mBLig66p1w10UzM267d9oF33bz6guH5DWSEYrqDXsjabaiWgAIeADHAdRgU9OvSM6XrgsAAEYzCEGy/lH32O5ghCqrIICXVvLhk6dDqxZvvvnXzdIH7vrvz8/d+6YCdPjU26avUDgyXnEErMIEYsAALLElFmF2tFLHxOoqiKIqiWR2v6UcGa/w3TwuAgQAyqFc1qqYDxufd7qkT7cwtHEmuu+yqt1yz/arNS0YTNAAq8yQxSSsBGVUqSnHpufqqzDSAmH6DSJ9BdnacNoFB1J+afTY9koNlqJZ5TkRZI5uenswa7Yx5IMMH377ltusu+/wje7/57e89/cLLRgrmVs8DpgFiKAMCnYUXSGAVMWFHURRFUTRL47WCZHalt0wmFCRkBFxvdu6qKuEwmtJFG9e85aqLt61ftHLByEADTZGWBkjO7FEhiOV0IA+qzhqt+tu7EDEI/ekeAdof3gdVYKR/e3J2M3NASZQEUIUGmCDWAJxYgyAiWWas8UHIEqWWhwbxyXesv+P6FXsOHHng8T0PP7Xv9GQxVXaC1L3fTApPNtCsmhJdl/zjkzCKoiiKotkZr+m/WtKhN24gVrhzHwJQpX79tt8dYb1zkgSiYMhDlRRSICNQiaoHDq6R5OMbETqJ6TX9iSZODyblnCz/wLvecsVlF61fubzlrFEy9Z6OdQ8JtwGAqB7P0bD138P98N+nfmdBFsj+Pw+e+0Vm/qFiM5/9MQyAOQVgZr5uCQtCb34iF61b/L6LVx95d+/1UxP/7s++eP/OV6Y0oaGlHU1CcLANAKg8ABgDqQxpZsT4noSCg582S0AeVM28eQAQC6SQFOoAVjP9psnXAoq911EURVEUzdJ4/aZC/Xltet57nL8MTkxRml6AUbKqBBBbJ16IUsCRD5gMbXfa63ST8rUrhq6//PJ1SxvXXb5p/kCaEQzAGt5UhVOlhBwRkajOG2m0243//Td//p6DJ/e+fvzBJw7u2nfgzHSnzKcVBJsGgXhjnRNot/QEa4xlFtJ6M0hVEJQAM5PpdeauJlaLoyiKoiiKfvritUF1/j//VtcKB1uqySEGaiEMsWmrVUz1pFsZptQ4UtfoPbVt6yXvedcd2zcvnJOCgIYiETDBAQTzX7Fi/8Y8GwJIEEJInLEJmqDG6vmXrJ7/3hs3vbA//+r9j97/yK4TZ8bTxqg3jbHOdDkN2AyuqUkiIPjK+nLm/oQAB1VQvbu7AhUoAAizrMM+iqIoiqIoxus3dHYcsoJAIK2XJvJM+ZqVDNj2R3MQwKF3/LWh4dFWo1H18oT8nKGhj911x+WXXbJh8bAqEtUGkSMYA+jM7A96E/0BAkCAYTg2BDGAVH6OSwLggatXZ+uW3nTtts2PPvHUtx967NXXD2RD8wZHF054qoKgLEEMk4AKoG6g4X7RWuseDAFCHa+haXzcR1EURVEU/XTFa+335JISFAwiBc3McWMA0BZ8C6EkDcySUemyYlAPr1+88KILV9+wbeOadQvmYipLHPnp1LKFIgiT1WAA0y9d85vqlBFCnf4F4kHiECDBiGrQ1LgFlm/dPPfGTW/72J3X7Nj76o7nDz/+/CthLJ8Sp65FnATfESoBhjqFgRoFgwQaQBVYQBVIycd4HUVRFEVR9FMWrz0n5wVPOm/C3cwKQbEcDImkqFJTtnnqpus23vnWbddcdIEFVCczmtaqTKFswf0St6hUZG1d09U32dhlA1gDAlSVJMBaGECEjLFQIqSsGfkAa0Yaq9+y+d1v2Xykgwd+sP9zX/nWvkOvw6aVIDdtVaOwgCoMyAIAeTCBFTTTKxJFURRFURT9VMVrBEWSgAiqUBCpliVEwAwVGMO+ahGnXFI1sWbJ/I+99+533bAsAzIUjMJRj+Hh5hLQ75WAwCQEAgRgoSAw/GaqX5uZfg4woR7ARxaWAcCyAoqKEAx0KLUesMDiJu65aeW2TT/zl/c+sPPpZ06cGT9MjRACsfFBNCAbaOV5AREAMAwykDipI4qiKIqi6KcwXmdtCl5DgAZALEmQQjU0rWMNVVXNSauLlw1fd8Wl116+cfniwRajqUg0WAgpQzNA1aTanzeidb+JAgoVQBAEwcJwf7bGmyBe68xkDyKQqdtj6k3XQ/9S1YO3xaBikAOnhDLwptFs08/ffmby1j0v7P3zXWeeef6lw0dPs214k3anjiZp5kFigHreIJn4oI+iKIqiKPrpi9dFT0mhgdSnCEbzwZQN/MSp1xbPH33LTdd/6I4r1iwiFmkwJ5AUMKoQhjbObkUuFgBY6bzmElWEeo7GeVuWv0mcPRiuezjO33pdAT1XahdSIfIUQlNZiUKgdtsu375p9Xbk+Q0PPXbgOw88/NRz+4YH5hw/dXRk7qKKksmxSbiEm02Fj4/7KIqiKIqin654zZak12WLoYblsuunx8rp7mg7u/Ndb3n3HW9fusgOunwQZBiESqoe2xTyw70edG5X8v4HCiJisAAGQXB+7H6TOHc8DChg6l6W/mf4vCCuUBAbhECw1liAe3lvYdaoMrzvxhVvv3rFNx589gv33Y9eNXb6UE7Z0OB8dY3gtRsf9VEURVEURT9t8dqWU62BxPc6fuzE6kWjW664/Lotay5evXT5guGmg2WQT1mUEAxbmARBwPUEOq53AlSgP+yOiBRnm0QIbAgK4jdbuKaz16JecqlW9bwSe1AYJVvfJ9TfpqoCBpngIaSUNAarXmAWxrDDR9568VuvXHfw2Okndr/+4OMvvnxwbLpTGhhkcXJIFEVRFEXRT1m8biSUT55ZMm/07rffftet61YMogU4wHpJEOAVHqAExKj3UXEKeHAI8AEsgIBSVASmesWgMvRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/8vevQfZdtWHnf+ttfY+53Tfl96AwAjzEIiXwQFDMDiGhHgw8SvxOInjqaQylVTyR6Zm8s/Mn1OVmqr5ayaZZCqpzKRmXA52yAPbgDFPYyOwhATI4g0SQkLoeSXdZ3efc/bea80f53TrAo6dkTwZ6/L51NXVlqrv7e7dfau+Z93fXity62PIqb3whufliL29uOZYTMP6e4+Fn6Isy3yV51FKpNTafJxalPk6l8h5WeKgRNR5yl1Om+cOo2tT1CHm3f6F/Xu/ff+jZx5J5crIB0cN3CLn2bFHLwwPPXTv+uLjixx9aRdn38zp+shXrlbLyFM/38kx1nHZz2aPPvTA6QfXx66f1RTTdMkEz3bW55KRnlQjDxG1Rb/5DsmbL2TLkebR5pFiZ3ec1ss6jf1ikRcnIsXB0KbWL8cofTx0dvqt37vtw7//hW89+MgTe+OQTkypn2qpOUeLlqaISFGTtAYALuu83k4bHzZxKvPdOq6GWlPqWspjq9PO9e/51Fc/ctvXXvHCZ/+FN772hc859tqbXnh1n1qLNI07s5jGse9SpClajWmI7fYbuaVSo9TINWLehoiUUsmR0iXr3NuAPnxW8SipN/VXoouYauTNj8Pd9nK0FNFF7VNtedrJNdIYm/2cx1nklnKKaFNEdFFOzuLn3vG2b/yfv3a6DXW511JrLSLKuuW8OPnw2eV7PnTb9Vef/KEXXJG6ndki9lbD3rz/5O33/0///FcfX++ea7v5imvqaorIUVeLvIqDi8cXs7f8yJv7iJ2upRqLeRftyb3p6ubE9oh17sbcRUqRU9QcuUXOkXPkbp3bkCPq8Whl1qJLsTkaJqaDKDvzYzuf+oMvLrvWuiFi85Jks/NHGVu5MJTS7+QrnzPmshzW851Hp3F3uR5SN49+MexfyH3ruxJ1vV7t/7t3/9t/+N/8UioROVpE2tz6VjdDNUevhdaRhyglUomaY8wtp81oz6UvGNqqzPqcZqspT5HWNVYl3f/4eNf9D3/sli9+7gtff+zseG4vrcedvHO8zhY1ck0pWo08tZgiphZTGR2KDgBcznkd6dK/qk8xTVO0VFNfSiklpYhzB8s8KxfGdv+dD376a49cebx/3hXzv/vXf+bPvOK5z9rtVhGlzCMi8hhtijZE3TwG2KWInMrhsHXdPDSYUk7bXbSPCnszvJ0uef7ucLu9VCJ1LaWaSk0lco1Y17ZMm1+Su2hD5L5tTklpESXWEV2KWUsRNdqYozvR9+/4czfd9vlXv/e2uw/2zsRsZ5pylDxGyosrltPyY5/92jfvufcn3/rGt73lR3eO5Qcf2v+9z335Ax///Qcvzg7qLHavjnUX/SLqKrV1tzpz1Wz4oZe/4NU3vjBPcWqeYppybt970HeJ1sWya8toEXUdbT9qRN2P1EfrZ7X1NbYPArYo2/GMqUVEmp2v+dYvfX29OD6OKdJmF+/DHQjLLPJsGtI0tqHm6E+W9SObtefWWtQpup06rmI2O1iuTxw7+dsfu+Wtf+Htz3/Vs7p8+HqqtaPjZNpm2LpFjX6KflPxJY6GqiOiRMqRNl+OY/vTlEtZlXhiHafPx79694fe8+FPDmVn9+rnnT43G8+X0h2f7e7Wvqzq4blDaYo0RUyRpmjTn9AZRAAAf1rzuh39azs0naMrETG1djDUnFI5ccW0v1/7WXfi2OPr/TPnxofOH3zpf/5Xz75i53UvveFtb3rNa19xw9Un5vPS7abSR8ltiBijtYgxRS6ppCc3yG7RakRKKT9Z1xGbKYV0yUd0yZk1l2xUkWqkaSxjbrXmFDm3tJq6cYoYu4MctabZGP32jJTWIsZoU1u3q3dn/+BvvfMr9//y1x9d7Y2ptj76PlqqY1t1x2tf7z534V/+xu+960OfLl13sJ4uLNdDzNLsiohF5N2oLaYpYli0/ZNp/60//Iq/9zd/cre0kmN1cLBYzNb7e7OdnaOPcnPRx7QzrnfHZYk21fW8zbuxTvkgtSnGaWeKxRRt9uTrmogarUR3/GL07//Enfc9Hus4FaWLabm9E63mtk7TOrXUUkklxxQxxrEY19OF0pcpzVYtIs2jm62mNi76YZgWu8//l++55cdf8tP9IufYbCt+9Ihp3rZ2iq5FqtHFJvRztHWkMXKrqdQoQ3RTlL2Ig6l8477Tn/j0lz5x25ceeuLCY3ttOb9u3WbnnlhHd6Kc6nONMaVhtY4UUfLhoE78oVv5AQBcfnl9tIpco+V2OAK9WbCM6GqkvLwYpYvWxtpFd6pG22vDQT124fzq/lvv/q1bvnTdqWN/6Sfe+vYff/3Ln5PS2O1Ed7xMeXM4YrTUprzZlWK7PF0j5Uu2Xn7yarOx9OZswM2PaWpdzuMY43qZpjFSiXIsYow8Ru4ip1jtjbnsx3qehhbjEG2zHnzJa4c261qNePGzdv6rn3nrP/rffnnsrjqYXRUpouXo5hF1SONQuoO2PrtK0yrqFF2epX53nB2PdcRyGTuL2N87vjutT3/7z/zwC//+3/jpl12/6KJGmxaLWUSb7e5u7+J2bT5SxBSlyzs55l2kqY6Lsog8jUNeLI6l+Wy92ispVmUz8tJKa5ujyg+ivxDxq++75dx4KrorS5lP5x6Mk8f7uupiOS3PX3dqp437JcYUU5SIaP0wpp10dnz04tjldLLmq6KW6NoU49RfuYwrPvmVs/d885uLl7zoVBd1qrM2RZcO/0qhjC26zY/l4ZH0db2ZY6mpO4h+FWkVcWZst981/uZ733vbZ+9cjnlVu1bmQ94ZY9ZSH6WPSK2tWgy1pVRSu+RvI1KNlEpum0mRyZ9AAODyzut8OAtdU4uWDjf8OByH7to0tTblzRbPm+zONadlm03RrWLdVvn/+HcffNevf/gXf/Yv/u1feH3p4iBKV0tar7pUc5dTTpH6WmtEbPdk284ntD9it+XaYjPtMO/KyWM7xxb9KnbHsaRpyrGOMovWdceu3V3s9DFrMU2R9qPOL/3M2qbYa23RlXjr62+8460/8sFPf7WbpYNxPcYsYoycY7aTamqtrym1SJFnu3l1/vSZmI/5imtyNxtXe9GN6eDMs46Xd7z1jS9//qLWoynm736hEoc3dIy0N+3sTYtVm2LsL9ZuN+/UfHB2P3bzibaY7U2bXaNriqmmliNN0Q81bvvC3kOn92K8IhbHp6lG2lmUxbB3tk/7z73q2D/8e7905fHStYO8PaGydnHlhfXygfMXPvr7d/zuHfetV6vodw9fr5RofbTuodOPvfqmF7WI2WxT0ENEG9vUaiupn1qUVtNsM7wxRR0j9VPePTPEuo8p4uYvPPIffvNDt9x95vTpx7t+Mds9sR6ipVyj2+74F2O0FLGOtN7sgFJjM+69nSzJNW/36c7yGgC4fPN6u1FbS4cDA5HatDncOtpmn4+cNzO4bZg2f7/fcqQUqY8oQy5DTMM09rPZwTT9s3d/+Nc//KmXvfC5f/aVz3/DK3/w5T943ck+xnV0ueUSKecUMU01Res2YwN/uO38QEnRd6ktVznlae/M/hMPxe41ZZovapejptytyiyv1ssztUQMwyzn+bzkLqIc/T6bUwZTXuRYR1x/Iv23v/RfnNrdee/Nn398b7WeX7luizTmlKK1sbVWt79k2Fufmx9fdLN+2n+sLffmpfV1/8bnHP87v/C33vHGF+dhWvRlu8z/ZFg/OUHeDp/BPEi5zk9EmSJmdT3fW7d8bDeWw9QfW6dyYbMb4XYKpk3RjRHn1/Gr//69Z87t9bMT07hX10OZpbI8v4iDU7H3Y6948c+94dQ8ootj6XAZOLXuwnjsoL+6tHO3f/aO+eKK/fXBVMaIZdQ+TSeilZtv+/xfeMsbhhZ5qn2qLdWWI0eKUnJEiqjTxVIOplbGmOf+2H4rD1+Iz3z53k989qGv3vPg17/58Goqe7s7cfz62s0uroc6tTyf182seNTcaoqW0irSEBHRSokSbbs0n1qOyKlFC881AgCXdV5HytuTRFpL21NgokXaTHO0liLFlPoWkVpKMbbNenPLR0kZUcbVeuy7E8evGIdjd529cO8d93/yC9+6cv6JN73mpX/tp97+qht3dlPqI4YxcsRul0vEwXK9s5htVs2/49nKw6X0bYW1KaUpR53H+liZ6nS2i+Wxeq7EtIp5SbtttXeszhcRpZWcYojonpx3KZFyRKxX65ZWs9m8K3HiusX/+Hd/4odf9qJ3/+YHvnT/Ywdx/OK6jrV2XZdyaWk2pjK06cpj82m9mvbOp/X+ItbX7faveukP/v2/+VOvfeHV84hZxLBexmyx/RgvubPpkp+7iHlbdfVstCH6lseDvuY0nW+zvq9nu7q6+kR0kTaLydHSlHKLuO/+h7/85T84tXM8xifKwYUput2d+cXHH3r2yXL9sfEXf/JHT0bMI8pm4Tu2xQNm1QAAIABJREFUm4GUvu1E+ok3vuRf/POLD5y+9+Txq4Y4iHQxTbMyDlF3br39s49f/DvPOxFpux35kFNukde1ppojoqTFkNpenbWy80SNf/O+2//Db9/62IW4uJwvV63GsWuuuf7MY1+N0sciR5pFn2oqkTYj4y2lKbfWImoq0XI6nH/fPkq5uWjJjtcAwOWe15vCblNE5KipbffpS6nVyJvjx8c0j6ibhevUxtyibjMpt0gtpX5nVut04fz51M/z8avW6+HstByn9JHPfP3zX7nnNTe96K//5be95NpjV56ILmKMWK3a8fnsMETrH/a4W4rtVs81ujyulrM0XXPq2LQ819dHj+ULOVrJOylOjGl5sj+2Ol9Pzlq00rUoaYxILVKLspne6OYlR2oxlVr7nFqNd77pxa97+T941299/F+/93faFPNjpw5WB3WMKXUpz3KenX/8iVPHFrNY1bb/6hdd/xM/9iM/9sYffunzFvOIXFvKre/yd5yXc/jK4JJhl1rqXr/37Wu7s/vjxVlK837Rp7Q3PLKT5mm8eKprBw89Mnv2s1LLETVa5BwpxTe/ef+wPJsXtRumnciz3ZOzflHm+zupXnvixPOv281jK6VuHkJtmy/BMtJiFWV5/c7Jl9/wrGG1HOteS+djOlemvhsj6rFplh566PS1x64tY3S5DuPQl3lEjNO46LsccW7ZpXLq8XX82gc//YnbPn/XQ+dP77fl2M9n/Wx3vtxbPfzQXaeefdUw1LHF2KJOU0zrzVOwLaK2lFKr0dVWtjuRbOo6Uts8Pxm15Rxx+FUBALiMbHd+johf/Kc3/9onvxkx5lZzjKnVzRpkS7mlNEWJSC0tIlrEkOtYNm/ZWkvRNocARklRI6WWurH1LWaR+8gRbd2NF2frs4s0nFqUH3/x7mte/Yoffd1Nz3nWdVfs9GkcF7MuPbl/xfb07a4N0caWZutUokXZP9PNo7XuW8udLz5xcBD1eFrutoPc0iot9mNRh/GGRXrN9cdiXLVaajlW+mW0HKmbIm8nymvrc7RpndqQpnXKfSs7Q3TnIu4/2+59+PTX7n3w9GN7jz6xf+biakpdmu1etTu74ni87AVX3HDdVTc+7+rrT5QYY5FbaTWnGtFqra1bfO9rgsP9UGpExPTgNHW33ZvPziJy7dblZN/v171Wujp0z+rGlz9vKvX6aC1iilwjzdYlHji//MajZ6J0EbGqU9fP9sY2r8Oijc89Nn/utVccK5uTFHNE1BRTi34VMVuuysX9mu9+aDp7saR+EXlZ0n7XSj/upmn2RHrsBc++/jknys5U5yWm8SD6PEWeWtdqOn/2wu1fP/2Rz5z5xOf+4IGLy73IB6lELtHnGFbRhr7PbVjPhp0aaYpcSz/lEq1FTtvhljZGbHZCmUWKw3Pp23a/l3jyZUcZx/f89z/50697gT+HAMBlmNd/45/87q996p7/DO+yW65LrqeO9y+4/pq/8lNv+am3XLMTcTziWMQsam5DrJZRTm3euK6n3KfoxsibLaOjRoooKXIXJUXk9l1TBvWSsYzLauu36ZIF8s3e0yWmFC3aEFE3Z9mM6VTa7nvXUkyboZ6xpZa6MbYD2idWD0UqMbSxPznNdi5GHESsIr7yaPzGB++87XN3fv3+M+ty4j/DZ5TbUl4DAJeZ/x/O9eh3dtu4fPzsufNnH3/89P0f++0T//Uv/dVX3rD77GNxcNB2S5nNT0bdPEsZeZFjOBiXU7eYt8gl5ZS6734q7tI53nTZ7qacLnmCcmN7JEzqorXI9egY+cNp9YjU2lS70k1Rx7G20vUp2tSlxW70s0j9MmLV4q5H4hOf/sr7PnbzNx44XXOXuhPmogEAnjF5vd9SzrOye0WN9UMXV2e+/sBn/od/9IoXPvdHX/PyN/7QC1954wtOzWInrfo+1zZ0NZV5l4ccU0kpl+0OIFHzdqu973J0UEr9zl2vL4e8bq0cHSGfcouokevhYZebtzh8xLGlqBFTtJZzqtM6WjrWzYZxWK2HaXbNcrlqJX37sQufuvOumz/7tS9848HHLxwc1C7mp8YW6yk58gUA4BmT1zFb1HFVxymiW411b5otFse++PD6S++95Vc/cOsrb3rZ85/7vL/7l19wwzXXtdS3ujpZZl1/mMzbGertXiDfsZp79CDhk6c8Xl55HUdzMCla2hzVUmO7b8hmqHmRpoiWNqfxbN5gnHLfT0NdLYfFYtF1/d1D3PLFvdtuv+MTt9z+yNmLZffKIc8Pol+2FOMsShd5szkjAADPiLxe7UfJMV9EaqnOY9pZdWW1Wvb9iYPWPvb5h2aff+j22z7x8htf+MqX3fDGV934oh+YH88xjyg5ujxGm6KMKXJEFy0dziGnaJvdpr9r147LLLCPjpSvESltN1OMmra7GKYYY7uldKpRaqTapamlqYvH99dfuOMrd99977u/uLz3vvsOluvodsbFiXFMU+pz35e+q5uzhNIUdfRnAwDgGZLXZYpUY6xRa8tdzOYRJUpaR7eepjQ72S12vvzomW+eOf+BWz5zrNz89je/6hf+0utvuuHkvMTxXBexSjFGdBFdRIvNo5mbwt481Zcix2azvMtsxCFvJ8s3i9NtOmztXI4+09Q227xMUYaIdcQ64om9eN9Hv/Te3/7og488UWt9eP78Wne6+amxTmONbta31oaWo9aIFKnakRoA4JmU16mNrUWkHJttkcchYopUoqUofatxcf8gdafWbcipX031N3739s998c6ffOtrf+wNr77phVfP2jQr/aKmRd6s47aIaOOQuj5aREwx1UgplRwxv5y+VDWipdie/TNN24Na6hQpbSfSa219N0Ze1ZxyLCMevBhfvvvCu9//0Vvv/Pqy9mO+KnXd2LpIsa7RUkklpro5u2faLotv9t52oiIAwDMlr/tpbClqpJqjRdmeztja4RHmKSLarI5RI6ahdqt64utPLB/8jU+/+4O33/gDz37Lj7z0VS99yStfdNVVs5imOk/R5RxdTrWWNG2OkWl1SJGiXF55nWKKyDVKRM4pWos6bjt4XLdIqcwuRDdGfPux/S/fc+/HPv2NL37z9H2PnH3sIOriutYv6rpGKqntH/6Wm7Nejlp6s2g9tUv/HwAAf8rzOkfbHLGeWkxRDwcRWmpjtO2KdO32InK0aDmvaz+0+cF6evzcdGY5ffHerw+rL95w7fhLP/+md/z4q46XGIY4lstOX1L0OWrElEo53OX5MsrrGjVH2YyBtBIpxiFF7lrXTSVt4vvOh+NXfu03Pnnr59Z5fn7qHtuPbufkMNuJPI8hxXw3do+lc+ef/Fr8YWMgbbNEDgDAMyKva5RLoi6l7ZOIm7PWNz9HbeuIHK3bbkI3panspL6cW49nD4ZZ6tanL/wv//d7PnXnN/7Ln37nK1/c9ylSxLiq89QWsz5HtJby5ZWIOW8nrIdxSi0iYupmQ5SDMfIszqzjPe+75d9+5I5HH3tif5gP0Q3d4tS115594mx0U5QWeYphiIsH+ZLj2+vhvPp35jUAAM+cvJ5iEdsTUDZL1zWitagp2tHJKf16p6bUotQokbpIEV2MqaY0pW5cddMQ87Prkw/detfvfPYfP++aUz/+Z172tjfe9NLnXnnt8W4/YhrSTj+bX15fqtJqpKitpmip72vExbHd99jFT/zBXR+9/e5vPnD69Nn9i+OJlp+dF2WKPLRYXVx1x09N4yqGC6m0PrfU2hgR28HtaJHak4WdnnzNI7EBAJ4peV1THxEtbQ5mrJHSdvZ6m3w1tejXV9QcU8pjjpoizaLlKaaDVlatG2IaprQT5WRNU2vr8996/L57P/TLv/wrb3jli/7qz779Da991XOunJ1fT9fOyuX0pdqcFJNqK6Vbt7jrWw+/6zc//PHPfu3+vXI2Toz98bG7Otaz6OcxDJFSzEos98ZhXUqbldrVVRsOxnGI+dWbxf3DhM6R0uHPEbHZQkRfAwA8Q/I60iq2DzBGbH/OmzHg6TAkh/lwSVZGDJuV1e7oA06t5UhT9AdpJ2an9iNi/qIPPTjc+q8+c8P13/r5n/qxd/zY1UPEIqKP2JnGLq1iXMY0xuxY5H6o/VRyOjxP/fBYlkix3U+7xBgxRpvGdPx7P4O8Xew9Ouflj9sBcLPwHHm85B310XJbR11FXUVbt9lzt2vGbR1tijRFq5FzW69a6XI326vdUOZjiS89sH7X+z95y+e//o1HLizzD7Zuvt05ZEypO4hpdThEsn1YtE5pGfOIeZSTcfSKo11ye9ul/2vypwIA4BmV138yNklctqepbE6TSeniwf7X7rr7n/3ze3/lV3bfcOPVb37Dq/7sq1/87BN5d+r7XKJEbrXVSNFKi9ZqlyMibRbP6+Y4lrQZBy8RKUWXD99ZO4rR77z4T/tgx2hjTl0XXaQ8RrSIKVKkWeSS0jxFa2NNKVobo9WUS0vdVNv+aop0quvK+VX68j3fvvWLD37pa9+442v3PXBuGMtimp1sLUer282/LTkDAMjrpyZFizRtF5FTjhS1pdRymi1K6/fG1d7jZz50x8XfuPkPrj7W/8yff9Pf+Jm3v+Da6FrMU+RNi9dYrw9miy5a5NaitW2lp9Ki1MgtckvRf2fRf/dH8Z+a2S1ajRhzatFKn7opYoqokVrqInUR0a0u5NksldJSv6rp4sEUfamLGCM+9pmH/+17fuvzdz/42EGMU+pPXFFP7h6sa6sRpUSbUqspam51SjPf0wAA8vopOJzpSJvjwHOa9dNqPFitl23s2pRqnJ/qYnbNY8Pq3//O5758zwM/cN0Vf/9v/uzzr4xxGWlYX3VitlgsImpEjTYdrgGnSLOUIqKrETWiv2Sfjc0Rid/7cfzxiZ267YGLm/9qU5dKOpzD2Ew6txSRu+UwLqfod7q8W55Yx+/eevqWz37hdz59x6Nn97rj1wwnFuvVsBpTDBG5RNdHTNFaiTG3KbdJXgMAyOunJB2NTE+RckRr6zFSjtlOSS21MbUpz07tL5cHaefiMD36tSdmdz36yS/8k9e97Pmvvem5b3r1S2I+W3S5Tzm32kXKadimdh0it5zK5n1s9zjZhnQczqKkSPl7J0b+Y9apDFG6iH6zm3cdog0loqTctsvk+WJ3okQMs/LExfEzt9/7lXse/fhtX/rqt5+4uE5Tf6LuXLM3ppgiyiz6WYzj9h23KUVLreZWy2ZTEAAA5PVT0p7cXy5S5BwpRcvjNESNyF0s15H7NluMq9XYHa87s7vOP/Hg7fd+4Pe/eLK8/+1vfv1f+9m3vOQFV/Sp7ETZjVlpY7QhokarKcaSSo4cKUdrlwyGbK5zXDKQ/ccaI1YRm3Mpc2x2StkMYOeUuhQpIi52cWEZ7//Ynf/h/R+598Ezy9qN/cll7KT5saF1EX30KdpeTGPktH3PrUarabvoHjWKb2gAAHn9FMt6u3XH9liaFi22T/jlLnKJiK4NtbU6rKL0kbrVqkU5da6tSre7Xw/+zSe+/IFPf+XFNzz7phf94Ftfd8NrX/b8K/tuN+U+tzQOOdUoqdWx5T4i5RRRp2g1okXejqNsl7e/92NrLaXUWmut1VpLKfNoJVqaWpemiBattVqWuV+3bipx30MXP/+Vez7yjYufu+POhx95vJX5qlzZcjeWxRSzmCJSjRjyelXiIHJu07qmHJFaSxHRUtTItfVOWgQAkNdPJ69zbHf5+N4J6BQRfRumqGNLNUpEi7R9bHEsdUyLFNP5C2efuOfcXafv+vcfvvmGq3bf9ubX//xPvO6Ga+aLruykKBHjNCxrmnWbBxy71Fb5yaMg/6ih69ZaROScc84RUZbnSrfZJ28WuR9ifiGn/RyfuSc++snPvfejNz9ydm/sj9faFjvPnqLUkvrFfNxfpoiImtsUEbN20LeDzTBJTWVKuUauqbRINfqWI/5jvQ8AgLz+4+S2Wb3erl8/ObNxSYLniMit1hgj5Wj1yTdIXYs8O3Xtetz/9unz87J4YC//uw/feutnPv8L7/zzP/XWG2sfB/txfN6nEjVijCg5cp5Fm/7YkZDW2qaqj9TUchuj5WitzecXW9x3Mf7pv/74ez7+2f02m+an4urrZ+NyHKflFLFeRz/rokTkw8MspxwtPbkjdYuoefsaIyLyJScvVt/TAADy+v+1drgpXoqIaGkT2E+e2RLR0pBmm6Hs1GrUZYp09Ks2WT4OY0TOOyeGaA+vam79ww8MX/iXv/l/vffkm1/zsle/9Fk/9NIXPOeqxSxHaTHLkcfap1rKNp2PTqX5Lml7/GEMw1BKiYhVPp7L7vll/tJ9j371/rs//tl7br7zG+frfOiuHGrEwRhtXB/sR+n62bwuZrVOq4N1pBQtte3odx1SP6Q+njwKJ0Wktn3+MkyGAADI66cjH3VmenIQ+7C9IyLamHejtYihtJrbkFrkaDVFtNRSalHqsGyplfnOlOabiYsxp/16cPDowT0f/PT8g+tnXXH8b7/z9W98/atvfN6JKSKXUnLZPPv4R6X/4dT1ZjiktXZ6mj505/juX3/f17792PmD4cKypt0rI0dOcXye83za33t0d378YD0OF9bR9dHNIlrkFDlFSzWlFjmia2m+3cevtcMN/S55xeFYGQAAef30CnubmJuF3Eg1IqJthiUi0uZMx9zalFqUmFKrpUVNubbUovWzMtZpWK5iPov5bowRUSPtrFNr48He6mAYzv+T//1ffPJVN/38z7zzdT/0iuuv6M6dO3fq1Ik/+sNKhyJiHMf77rvv//idr73r0w8+dvbikGbTkMuJE9NyWRb9eHDxoK6O9Wm3Lut6NkslL2ZTlDEipilyF5vPraUWm82z+4jtEZPR6vZoGgAA/hTmdY6xxOoZ+UkcDogc/ud2RrmrZ47eoKao2+Maj7QaEbl0s4i2F8u9S3+3cb4T852zEfvz6973reH9//gjVxy/+c2vu+lNr7z6Na+86Qevml/Zx6wNXQw5ahsfS2kW3WKI3WWar1L69tn2zQce/fRXHvjYJ7/8wCOPXRjzMvdR5imim6cY97oSMUxd10V0+xHR70ZExOYwx+g2/3zXenTbi9i7nL75UhsMtQAAl21e19xNZf59fjs2O35capxaN5v1sfP4ev2Bm+/43U+tx4vveudbf+QXf+4vvvbFp3ZSP9Q4MVtM0Y0RQ8S3z8UHfveOD/ze7d9++MwTB21V++jmtZuN3/nYZSrZN1+5+GiqjsIBAC7TvM51LNPKHfnuvM55MwbdpS6lfqj1xNXX/c6nPnvnH9z5zre96ed/7iefd3VcjC4iLkzx2S888G9+/QO33PHVi0O/jm5+4tqd2fH1ME219vk7pjjaZE46Ts1bn90HAOAyzesffcUPdPPF9/ntSN8zqjDk7uhwxBy1xDSt1qcWpWvDam//Yx/62LXXXPXDP3TjwcHw1bu/8eWvfuO511z1V97x9nXMppZrzmMrLVJKkb5zS+rvXSb/PrQ73fCcq0+6DwDAZdWTR513EDG4H99juuRimCJF7JRoLWZpu3dJHaJ0Mbbo8vYxw/Fwano43JY7pfiuWRATxxGxjjjeYuFeAACXZV5HG6JN3+/34w9ZVD44PO4xRyuRSoqYpig5RY3txh2ptlpTzttsTnnT1y1F2oZ03e5qwiWWedFHFDcCALg88xoAAHh67F8BAADyGgAA5DUAAMhrAABAXgMAAAAA8ExkYz4AAPgTYzgEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAL7vdUdXKSW3AwAAnoLW2jaqn7z6737PfQEAgKdY2P/rnwvDIQAA8CdIXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA/x9JrbXtVUpuBwAAPAVPRvXRFQAA8DQZDgEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAAD4vtEdXaWU3A4AAHgKWmvbqD66AgAAnibDIQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAgD/tuqOrlJLbAQAAT0FrbRvVR1cAAMDTZDgEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEA4PtGd3SVUnI7AADgKWitbaP66AoAAHiaDIcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAAD+tOuOrlJKbgcAADwFrbVtVB9dAQAAT5PhEAAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAIDvG93RVUrJ7QAAgKegtbaN6qMrAADgaTIcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADy2i0AAIA/Kd3RVUrJ7QAAgKegtbaN6qMrAADgaTIcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADy2i0AAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAA8IzRHV2llNwOAAB4Clpr26g+ugIAAJ4mwyEAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK/dAgAA+JPSHV2llNwOAAB4Clpr26g+ugIAAJ4mwyEAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA3ze6o6uUktsBAABPQWttG9VHVwAAwNNkOAQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNeVuWk/AAAO8UlEQVQAACCvAQDg+0Z3dJVScjsAAOApaK1to/roCgAAeJoMhwAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAP60646uUkpuBwAAPAWttW1UH10B/0+7dmxjMQzEUBAE1H/LvOALW4DkwAfPJGK80QsEAHDJ5xAAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgCAz1izkjgHAAAcaLujehYAAHDJ5xAAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAMDbrVlJnAMAAA603VE9CwAAuORzCAAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAMBnrFlJnAMAAA603VE9CwAAuORzCAAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIaycAAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAA8G+sWUmcAwAADrTdUT0LAAC45HMIAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrJwAAgKesWUmcAwAADrTdUT0LAAC45HMIAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAwGesWUmcAwAADrTdUT0LAAC45HMIAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAwGesWUmcAwAADrTdUT0LAAC45HMIAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQDg7dasJM4BAAAH2u6ongUAAFzyOQQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQDgM9asJM4BAAAH2u6ongUAAFzyOQQAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAAPB2a1YS5wAAgANtd1TPAgAALvkcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADy2gkAAOApa1YS5wAAgANtd1TPAgAALvkcAgAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADy2gkAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAPieNSuJcwAAwIG2O6pnAQAAl3wOAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB57QQAAPCUNSuJcwAAwIG2O6pnAQAAl3wOAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAvN2alcQ5AADgQNsd1bMAAIBLPocAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAfMaalcQ5AADgQNsd1bMAAIBLPocAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLx2AgAAeMqalcQ5AADgQNsd1bMAAIBLPocAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAfMaalcQ5AADgQNsd1bMAAIBLPocAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADebv2eJG4BAABn2v7GH5lVwpSQjW3bAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">55<span class="ls0"> </span></div></div><div class="c x6 y74b w8d h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Numer ujawnieni<span class="_ _0"></span>a </div></div><div class="c x118 y74b w68 h8c"><div class="t m0 x1d hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y74c w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS S2 <span class="ff3">–</span> <span class="ff3">Osoby <span class="_ _0"></span>wykonujące pracę <span class="_ _0"></span>w łańcuchu wartości<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x6 y74d w84 h8c"><div class="t m0 x17 hf y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">2 </span><span class="ff4">–</span> Inte<span class="_ _0"></span>resy i opi<span class="_ _0"></span>nie zainteresowanyc<span class="_ _0"></span>h stron<span class="ls20">                                 <span class="_ _2"></span>                                                <span class="_ _2"></span>                                       <span class="_ _2"></span>                            <span class="_ _2"></span> </span>7.1.4<span class="ff2"> </span></div></div><div class="c x6 y76d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m <span class="ff1 ls20">                     <span class="_ _2"></span>                              <span class="_ _2"></span><span class="ls0"> </span></span></span></div></div><div class="c x118 y76d w68 h8c"><div class="t m0 x38 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.5 </div></div><div class="c x6 y76e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">S2-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Polity<span class="_ _0"></span>ki związane z osobami w<span class="_ _0"></span>ykonując<span class="_ _0"></span>ymi pracę w łańcuc<span class="_ _0"></span>hu wartości<span class="ff1"> </span></span></div></div><div class="c x118 y76e w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y5bd w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Proce<span class="_ _0"></span>sy współpracy z o<span class="_ _0"></span>sobami wykonując<span class="_ _0"></span>ym pracę w łańcuc<span class="_ _0"></span>hu wartości w zakre<span class="_ _0"></span>sie wpływów<span class="ff1"> </span></span></span></div></div><div class="c x118 y5bd w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y1da w8d h92"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-<span class="ls36">3 </span><span class="ff4">–</span> <span class="ff4">Procesy naprawy<span class="_ _0"></span> skutków ne<span class="_ _0"></span>gatywnych wpływów i<span class="_ _0"></span> kanały z<span class="_ _0"></span>głaszania wątpl<span class="_ _0"></span>iwości pr<span class="_ _0"></span>zez osoby wykonu<span class="_ _0"></span>jące pracę w </span></span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">łańcuchu wart<span class="_ _0"></span>ości<span class="ff1"> </span></div></div><div class="c x118 y1da w68 h92"><div class="t m0 x6 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">7.5.2 </div></div><div class="c x6 y3af w8d h9d"><div class="t m0 x17 h11 y586 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-<span class="ls36">4 <span class="_ _7"> </span></span><span class="ff4">–</span> <span class="_ _4"></span><span class="ff4">P<span class="_ _2"></span>odej<span class="_ _0"></span>mowanie <span class="_ _4"></span>działań <span class="_ _4"></span>dotyczących <span class="_ _4"></span>istotnych <span class="_ _4"></span>wpływów <span class="_ _7"> </span>na <span class="_ _4"></span>osoby <span class="_ _4"></span>wykonujące <span class="_ _4"></span>pracę <span class="_ _4"></span>w <span class="_ _7"> </span>łańcuchu <span class="_ _4"></span>wartości <span class="_ _4"></span>oraz </span></span></div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">stosowani<span class="_ _0"></span>e <span class="_ _e"></span>podejść <span class="_ _2"></span>służ<span class="_ _2"></span>ących <span class="_ _2"></span>zarządzaniu <span class="_ _2"></span>istotnymi <span class="_ _2"></span>ryzykami <span class="_ _e"></span>i <span class="_ _e"></span>wykorzystywaniu <span class="_ _2"></span>istotnych <span class="_ _2"></span>szans <span class="_ _e"></span>związanych <span class="_ _e"></span>z <span class="_ _2"></span>osobami </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">wykonujący<span class="_ _0"></span>mi pracę w łańcuchu<span class="_ _0"></span> wartości oraz sk<span class="_ _0"></span>uteczność tych <span class="_ _0"></span>działań<span class="ff1"> </span></div></div><div class="c x118 y3af w68 h9d"><div class="t m0 x6 h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">7.5.2 </div></div><div class="c x6 y6f6 w8d ha1"><div class="t m0 x17 h11 y6cc ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-<span class="lse">5 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">Cele <span class="_ _e"></span>dotyczące <span class="_ _2"></span>zarządzania <span class="_ _2"></span>istotnymi <span class="_ _e"></span>negatywnymi <span class="_ _2"></span>wpływami, <span class="_ _2"></span>zwiększania <span class="_ _2"></span>pozytywnych <span class="_ _2"></span>wpływów <span class="_ _e"></span>i <span class="_ _e"></span>zarządzania </span></span></div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">istotny<span class="_ _0"></span>mi ryzykami i szansami </div></div><div class="c x118 y6f6 w68 ha1"><div class="t m0 x6 h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">7.5.2 </div></div><div class="c x6 y231 w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS S3 <span class="ff3">–</span> <span class="ff3">Dotkni<span class="_ _0"></span>ęte społeczności<span class="ff2"> </span></span></div></div><div class="c x6 y781 w84 h8c"><div class="t m0 x17 hf y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">2 </span><span class="ff4">–</span> Inte<span class="_ _0"></span>resy i opi<span class="_ _0"></span>nie zainteresowanyc<span class="_ _0"></span>h stron<span class="ls20">                                 <span class="_ _2"></span>                                                <span class="_ _2"></span>                                       <span class="_ _2"></span>                            <span class="_ _2"></span> </span>7.1.4<span class="ff2"> </span></div></div><div class="c x6 ydf w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m<span class="ff1"> </span></span></div></div><div class="c x118 ydf w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y782 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Polit<span class="_ _0"></span>yki związane z dot<span class="_ _0"></span>kniętymi społecznośc<span class="_ _0"></span>iami<span class="ff1"> </span></span></span></div></div><div class="c x118 y782 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y20 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Proce<span class="_ _0"></span>sy współpracy w zak<span class="_ _0"></span>resie wpływów z do<span class="_ _0"></span>tknięty<span class="_ _0"></span>mi społecznościami<span class="ff1"> </span></span></span></div></div><div class="c x118 y20 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y783 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Proce<span class="_ _0"></span>sy naprawy sk<span class="_ _0"></span>utków negatywnych <span class="_ _0"></span>wpływów i kanały zgłas<span class="_ _0"></span>zania wątpliwośc<span class="_ _0"></span>i przez dotknięt<span class="_ _0"></span>e społeczności<span class="ff1"> </span></span></span></div></div><div class="c x118 y783 w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y784 w8d h9d"><div class="t m0 x17 h11 y586 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-<span class="lse">4 <span class="_ _8"> </span></span><span class="ff4">–</span> <span class="_ _26"> </span><span class="ff4">Podejmowanie  działań  dotyczących  istotnych  wpływów  na <span class="_ _26"> </span>dotknię<span class="_ _0"></span>te  społeczności  oraz <span class="_ _26"> </span>stosowanie  podejść </span></span></div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">służących <span class="_ _7"> </span>zarządzani<span class="_ _0"></span>u <span class="_ _7"> </span>istotny<span class="_ _0"></span>mi <span class="_ _7"> </span>ryzykami <span class="_ _7"> </span>i <span class="_ _4"></span>wykorzystywaniu <span class="_ _7"> </span>istotny<span class="_ _0"></span>ch <span class="_ _7"> </span>szans <span class="_ _7"> </span>związanych <span class="_ _7"> </span>z <span class="_ _7"> </span>tymi <span class="_ _4"></span>społecznościami <span class="_ _7"> </span>oraz<span class="_ _0"></span> </div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">skuteczność<span class="_ _0"></span> tych działań<span class="ff1"> </span></div></div><div class="c x118 y784 w68 h9d"><div class="t m0 xec h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y785 w8d ha1"><div class="t m0 x17 h11 y786 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-<span class="lse">5 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">Cele <span class="_ _e"></span>dotyczące <span class="_ _2"></span>zarządzania <span class="_ _2"></span>istotnymi <span class="_ _e"></span>negatywnymi <span class="_ _2"></span>wpływami, <span class="_ _2"></span>zwiększania <span class="_ _2"></span>pozytywnych <span class="_ _2"></span>wpływów <span class="_ _e"></span>i <span class="_ _e"></span>zarządzania </span></span></div><div class="t m0 x17 h11 y37a ff1 fs7 fc0 sc0 ls0 ws0">istotny<span class="_ _0"></span>mi ryzykami i szansami </div></div><div class="c x118 y785 w68 ha1"><div class="t m0 xec h11 y786 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y787 w84 had"><div class="t m0 x17 hf y541 ff2 fs7 fc0 sc0 ls0 ws0">ESRS S4 - <span class="ff3">Konsum<span class="_ _0"></span>enci i użytkownicy <span class="_ _0"></span>końcowi<span class="ff2"> </span></span></div></div><div class="c x6 y788 w84 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">2 </span><span class="ff4">–</span> Inte<span class="_ _0"></span>resy i opi<span class="_ _0"></span>nie zainteresowanyc<span class="_ _0"></span>h stron<span class="ls20">                                 <span class="_ _2"></span>                                                <span class="_ _2"></span>                                       <span class="_ _2"></span>                          </span>  <span class="_ _2"></span>     7.6 </div></div><div class="c x6 y789 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 SBM-<span class="lse">3 </span><span class="ff4">–</span> <span class="ff4">Isto<span class="_ _0"></span>tne wpływy, ryzyk<span class="_ _0"></span>a i szanse oraz ic<span class="_ _0"></span>h wzajemne związki z<span class="_ _0"></span>e strategią <span class="_ _0"></span>i z modelem biznesowy<span class="_ _0"></span>m<span class="ff1"> </span></span></div></div><div class="c x118 y789 w68 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls20 ws0">                               <span class="ls0">7.6<span class="_ _2"></span> </span></div></div><div class="c x6 y4e3 w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Polit<span class="_ _0"></span>yki związane z kons<span class="_ _0"></span>umentami i użytk<span class="_ _0"></span>ownikami końc<span class="_ _0"></span>owymi<span class="ff1"> </span></span></span></div></div><div class="c x118 y4e3 w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.6.1 </div></div><div class="c x6 y78a w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Proce<span class="_ _0"></span>sy współpracy w zak<span class="_ _0"></span>resie wpływów z k<span class="_ _0"></span>onsumentami i użyt<span class="_ _0"></span>kownikami k<span class="_ _0"></span>ońcowymi<span class="ff1"> </span></span></span></div></div><div class="c x118 y78a w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.6.2 </div></div><div class="c x6 y78b w8d h93"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-<span class="lse">3 <span class="_ _14"> </span></span><span class="ff4">–</span> <span class="_ _19"> </span><span class="ff4">Procesy <span class="_ _19"> </span>naprawy <span class="_ _14"> </span>skutków <span class="_ _19"> </span>negatywnych <span class="_ _19"> </span>wpł<span class="_ _2"></span>ywów <span class="_ _19"> </span>i <span class="_ _14"> </span>kanały <span class="_ _19"> </span>zgłaszania <span class="_ _14"> </span>wątpl<span class="_ _0"></span>iwości <span class="_ _19"> </span>przez <span class="_ _14"> </span>konsumentów <span class="ff1"> </span></span></span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">i użytkowni<span class="_ _0"></span>ków końcowych<span class="ff1"> </span></div></div><div class="c x118 y78b w68 h93"><div class="t m0 x6 h11 y6cc ff1 fs7 fc0 sc0 ls0 ws0">7.6.2 </div></div><div class="c x6 y153 w8d h9d"><div class="t m0 x17 h11 y586 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-<span class="ls36">4 <span class="_ _1b"> </span></span><span class="ff4">–</span> <span class="_ _26"> </span><span class="ff4">Podejmowanie<span class="_ _0"></span> <span class="_ _26"> </span>działań <span class="_ _26"> </span>dotyczących <span class="_ _26"> </span>istotnyc<span class="_ _0"></span>h <span class="_ _26"> </span>wpływów <span class="_ _1b"> </span>na <span class="_ _26"> </span>konsumentów  i <span class="_ _1b"> </span>użytko<span class="_ _0"></span>wników <span class="_ _26"> </span>końcowych  oraz </span></span></div><div class="t m0 x17 h11 y53b ff4 fs7 fc0 sc0 ls0 ws0">stosowani<span class="_ _0"></span>e <span class="_ _1c"> </span>podejść <span class="_ _1c"> </span>służ<span class="_ _2"></span>ących <span class="_ _1c"> </span>zarządzaniu <span class="_ _1c"> </span>istotnymi <span class="_ _1c"> </span>ryzykami <span class="_ _1c"> </span>i <span class="_ _1c"> </span>wykorzystywaniu <span class="_ _1c"> </span>istotnych <span class="_ _1c"> </span>szans <span class="_ _1c"> </span>z<span class="_ _2"></span>wiązanych<span class="_ _0"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x17 h11 y6c9 ff4 fs7 fc0 sc0 ls0 ws0">z konsumentami i<span class="_ _0"></span> użytkownikami<span class="_ _0"></span> końcowymi o<span class="_ _0"></span>raz skuteczność<span class="_ _0"></span> tych działań<span class="ff1"> </span></div></div><div class="c x118 y153 w68 h9d"><div class="t m0 x6 h11 y586 ff1 fs7 fc0 sc0 ls0 ws0">7.6.2 </div></div><div class="c x6 y5b2 w8d haf"><div class="t m0 x17 h11 y6c5 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-<span class="lse">5 <span class="_ _e"></span></span><span class="ff4">–</span> <span class="_ _2"></span><span class="ff4">Cele <span class="_ _e"></span>dotyczące <span class="_ _2"></span>zarządzania <span class="_ _2"></span>istotnymi <span class="_ _e"></span>negatywnymi <span class="_ _2"></span>wpływami, <span class="_ _2"></span>zwiększania <span class="_ _e"></span>pozytywnych <span class="_ _2"></span>wpływów <span class="_ _e"></span>i <span class="_ _2"></span>zarządzania </span></span></div><div class="t m0 x17 h11 y758 ff1 fs7 fc0 sc0 ls0 ws0">istotny<span class="_ _0"></span>mi ryzykami i szansami </div></div><div class="c x118 y5b2 w68 haf"><div class="t m0 x6 h11 y6c5 ff1 fs7 fc0 sc0 ls0 ws0">7.6.2 </div></div><div class="c x6 y39c w84 h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc0 sc0 ls0 ws0">ESRS G1 <span class="ff3">–</span> <span class="ff3">Postępowa<span class="_ _0"></span>nie w biznesie<span class="ff2"> </span></span></div></div><div class="c x6 y78c w84 h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 GOV-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Ro<span class="_ _0"></span>la organów administ<span class="_ _0"></span>rujących, nad<span class="_ _0"></span>zorczych i zarządzając<span class="_ _0"></span>ych<span class="ff1 ls20">                                          <span class="_ _2"></span>                   <span class="_ _2"></span>                                                <span class="_ _2"></span>   <span class="lse">7.<span class="ls0">7</span></span>                               <span class="_ _2"></span>                                    <span class="ls0">     <span class="_ _2"></span>                  <span class="_ _0"></span>                                  <span class="_ _0"></span>                                               <span class="_ _0"></span>                                  <span class="_ _0"></span>                                       <span class="_ _0"></span>       </span></span></span></div></div><div class="c x6 y5d0 w84 h92"><div class="t m0 x17 h11 y53b ff1 fs7 fc0 sc0 ls0 ws0">ESRS 2 IRO-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Opi<span class="_ _0"></span>s procesó<span class="_ _0"></span>w służących do ide<span class="_ _0"></span>ntyfikacji i oceny<span class="_ _0"></span> istotnych wpływów, ryzyk<span class="_ _0"></span> i szans<span class="ff1 ls20">                          <span class="_ _2"></span>                                                <span class="_ _2"></span>       </span></span></div><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0">7<span class="ls20">                                          <span class="_ _2"></span>                                        <span class="_ _2"></span>                                         <span class="_ _2"></span>  </span>                                <span class="_ _0"></span>                                               <span class="_ _0"></span>                                  <span class="_ _0"></span>      </span></div></div><div class="c x6 y78d w8d h8c"><div class="t m0 x17 h11 y76b ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">1 </span><span class="ff4">–</span> <span class="ff4">Polityki<span class="_ _0"></span> postępowania w bi<span class="_ _0"></span>znesie i kultur<span class="_ _0"></span>a korporacyjna<span class="ff1"> </span></span></span></div></div><div class="c x118 y78d w68 h8c"><div class="t m0 x6 h11 y76b ff1 fs7 fc0 sc0 ls0 ws0">7.7.1 </div></div><div class="c x6 y78e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">2 </span><span class="ff4">–</span> <span class="ff4">Zarządzanie r<span class="_ _0"></span>elacjami z dostawc<span class="_ _0"></span>ami<span class="ff1"> </span></span></span></div></div><div class="c x118 y78e w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.7.2 </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x2 y78f w3 hb0" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">56<span class="ls0"> </span></div></div><div class="c x6 y74b w8d h8c"><div class="t m0 x17 hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Numer ujawnieni<span class="_ _0"></span>a </div></div><div class="c x118 y74b w68 h8c"><div class="t m0 x1d hf y6c9 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y74c w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">3 </span><span class="ff4">–</span> Zapobieganie<span class="_ _0"></span> korupcji i pr<span class="_ _0"></span>zekupstwu oraz ich wy<span class="_ _0"></span>krywanie </span></div></div><div class="c x118 y74c w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.7.3 </div></div><div class="c x6 y74d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">4 </span><span class="ff4">–</span> Incydenty k<span class="_ _0"></span>orupcji lub pr<span class="_ _0"></span>zekupstwa </span></div></div><div class="c x118 y74d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y76d w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">5 </span><span class="ff4">–</span> <span class="ff4">Wpływ polit<span class="_ _0"></span>yczny i działalno<span class="_ _0"></span>ść lobbingowa<span class="ff1"> </span></span></span></div></div><div class="c x118 y76d w68 h8c"><div class="t m0 xec h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y76e w8d h8c"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-<span class="lse">6 </span><span class="ff4">–</span> <span class="ff4">Praktyki<span class="_ _0"></span> Płatnicze<span class="ff1"> </span></span></span></div></div><div class="c x118 y76e w68 h8c"><div class="t m0 x6 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">7.7.2 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y790 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y791 ff4 fs3 fc0 sc0 ls0 ws0">Poniższa <span class="_ _22"> </span>ta<span class="_ _2"></span>bela <span class="_ _22"> </span>przedstawia <span class="_ _22"> </span>przegląd<span class="_ _2"></span> <span class="_ _1f"> </span>d<span class="_ _2"></span>anych <span class="_ _22"> </span>ESRS <span class="_ _22"> </span>zaczerpn<span class="_ _2"></span>iętych <span class="_ _22"> </span>z <span class="_ _22"> </span>innych<span class="_ _2"></span> <span class="_ _1f"> </span>p<span class="_ _2"></span>rzepisów <span class="_ _22"> </span>UE <span class="_ _22"> </span>uwzględn<span class="_ _2"></span>ionych <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y792 ff4 fs3 fc0 sc0 ls0 ws0">w oświadczeniu zrównoważo<span class="_ _2"></span>nego rozwoju. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 y793 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y794 w4 hb1"><div class="t m0 x17 hf y56b ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie ESRS </div></div><div class="c x116 y794 w8e hb1"><div class="t m0 x17 hf y56b ff2 fs7 fc3 sc0 ls0 ws0">Punkt danych </div></div><div class="c x49 y794 w8f hb1"><div class="t m0 x17 hf y56b ff2 fs7 fc3 sc0 ls0 ws0">Ustawodawstwo<span class="_ _0"></span> </div></div><div class="c x118 y794 w68 hb1"><div class="t m0 x1d hf y56b ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x6 y795 w4 hb2"><div class="t m0 x17 h11 y796 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 GOV-1 </div></div><div class="c x116 y797 w90 hb3"><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 lse ws0">21d<span class="ls0"> </span></div></div><div class="c x119 y797 w91 hb3"><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">Zróżnicowani<span class="_ _0"></span>e <span class="_ _15"> </span>cz<span class="_ _2"></span>łonków <span class="_ _15"> </span>zarządu <span class="_ _15"> </span>z<span class="_ _2"></span>e </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">względu na płeć<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x49 y797 w8f hb3"><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _1c"> </span>12 <span class="_ _1c"> </span>ust. <span class="_ _1c"> </span>1 <span class="_ _21"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1818, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załącznik <span class="_ _1c"> </span>II <span class="_ _1f"> </span>do <span class="_ _21"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y797 w68 hb3"><div class="t m0 x38 h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">8.8 </div></div><div class="c x116 y795 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">21e<span class="ls0"> </span></div></div><div class="c x119 y795 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Odsetek<span class="_ _0"></span> niezależnych członków zarzą<span class="_ _0"></span>du<span class="ff1"> </span></div></div><div class="c x49 y795 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>2 <span class="_ _4"></span>ust. <span class="_ _4"></span>1 <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">2021/1119 </div></div><div class="c x118 y795 w68 hb4"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">8.8 </div></div><div class="c x6 y610 w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 GOV-4 </div></div><div class="c x116 y610 w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 lse ws0">30<span class="ls0"> </span></div></div><div class="c x119 y610 w91 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">Zestawieni<span class="_ _0"></span>e <span class="_ _15"> </span>informacji <span class="_ _15"> </span>zawartych <span class="_ _15"> </span>w </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">oświadczeniu <span class="_ _48"> </span>dotyczącym </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _0"></span><span class="ff1"> </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">rozwoju <span class="_ _1c"> </span>na <span class="_ _1c"> </span>temat <span class="_ _18"> </span>procesu <span class="_ _1c"> </span>należy<span class="_ _0"></span>tej </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">starannośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c x49 y610 w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>10 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y610 w68 h74"><div class="t m0 x6 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">7.1.2 </div></div><div class="c x6 y799 w4 hb5"><div class="t m0 x17 h11 y79a ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 SBM-1 </div></div><div class="c x116 y799 w90 hb5"><div class="t m0 x17 h11 y79a ff1 fs7 fc0 sc0 ls0 ws0">40d i </div></div><div class="c x119 y799 w91 hb5"><div class="t m0 x17 h11 y79a ff4 fs7 fc0 sc0 ls0 ws0">Wykazanie <span class="_ _17"> </span>prowadzenia <span class="_ _17"> </span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x17 h11 y79b ff4 fs7 fc0 sc0 ls0 ws0">związanej z sekt<span class="_ _0"></span>orem paliw <span class="ff1">ko<span class="_ _0"></span>palnych </span></div></div><div class="c x49 y799 w8f hb5"><div class="t m0 x17 h11 y79a ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>4 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y79b ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y50e ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y46c ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y79c ff4 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _49"> </span>rozpor<span class="_ _0"></span>ządzenie </div><div class="t m0 x17 h11 y79d ff1 fs7 fc0 sc0 ls0 ws0">wykonawcze <span class="_ _32"> </span>Komisji <span class="_ _29"> </span>(UE) </div><div class="t m0 x17 h11 y79e ff1 fs7 fc0 sc0 ls0 ws0">2022/2453 <span class="_ _3d"> </span>(6), <span class="_ _3d"> </span>tabela <span class="_ _3d"> </span>1: </div><div class="t m0 x17 h11 y79f ff4 fs7 fc0 sc0 ls0 ws0">Informacje  jakośc<span class="_ _0"></span>iowe  na  temat </div><div class="t m0 x17 h11 y7a0 ff1 fs7 fc0 sc0 ls0 ws0">ryzyka <span class="_ _4a"> </span>z <span class="_ _4a"> </span>z<span class="_ _2"></span>akresu<span class="_ _0"></span> <span class="_ _4a"> </span>ochrony </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>a <span class="_ _e"></span>i <span class="_ _2"></span>tabela <span class="_ _2"></span>2: <span class="_ _e"></span>Informacje </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">jakościo<span class="_ _0"></span>we <span class="_ _17"> </span>na <span class="_ _42"> </span>temat <span class="_ _17"> </span>ryzyk<span class="_ _0"></span>a </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">społecznego<span class="ff1"> </span></div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y799 w68 hb5"><div class="t m0 xec h11 y79a ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7a2 w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 SBM-1 </div></div><div class="c x116 y7a2 w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">40d ii </div></div><div class="c x119 y7a2 w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wykazanie <span class="_ _17"> </span>prowadzenia <span class="_ _17"> </span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">związanej z produ<span class="_ _0"></span>kcją chemikal<span class="_ _0"></span>iów <span class="ff1"> </span></div></div><div class="c x49 y7a2 w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>9 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>2<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _21"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7a2 w68 h74"><div class="t m0 xec h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y7a3 w4 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 SBM-1 </div></div><div class="c x116 y7a3 w90 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">40d iii </div></div><div class="c x119 y7a3 w91 hb6"><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">Wykazanie <span class="_ _17"> </span>prowadzenia <span class="_ _17"> </span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">związanej z<span class="_ _2"></span> <span class="_ _2"></span>kontr<span class="_ _0"></span>owersyjnymi rodzajami </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">broni </div></div><div class="c x49 y7a3 w8f hb6"><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _1c"> </span>12 <span class="_ _1c"> </span>ust. <span class="_ _1c"> </span>1 <span class="_ _21"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _1c"> </span>(UE) <span class="_ _21"> </span>2020/1818 </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(7), załącznik II do rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7a3 w68 hb6"><div class="t m0 xec h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y36 w4 hb7"><div class="t m0 x17 h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">ESRS2 SBM-1 </div></div><div class="c x116 y36 w90 hb7"><div class="t m0 x17 h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">40d iv </div></div><div class="c x119 y36 w91 hb7"><div class="t m0 x17 h11 y7a5 ff4 fs7 fc0 sc0 ls0 ws0">Wykazanie <span class="_ _17"> </span>prowadzenia <span class="_ _17"> </span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">związanej z uprawą i<span class="_ _0"></span> produkcją <span class="_ _0"></span>tytoniu <span class="ff1"> </span></div></div><div class="c x49 y36 w8f hb7"><div class="t m0 x17 h11 y7a5 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _1c"> </span>12 <span class="_ _1c"> </span>ust. <span class="_ _1c"> </span>1 <span class="_ _21"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1818, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załącznik <span class="_ _1c"> </span>II <span class="_ _1f"> </span>do <span class="_ _21"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y36 w68 hb7"><div class="t m0 xec h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y254 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-1 </span></div></div><div class="c x116 y254 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">14<span class="ls0"> </span></div></div><div class="c x119 y254 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Plan <span class="_ _40"> </span>przejśc<span class="_ _0"></span>ia <span class="_ _40"> </span>służący <span class="_ _27"> </span>osiągnięciu </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">neutralno<span class="_ _0"></span>ści klimatycznej do 2050 r<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c x49 y254 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>2 <span class="_ _4"></span>ust. <span class="_ _4"></span>1 <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">2021/1119 </div></div><div class="c x118 y254 w68 hb4"><div class="t m0 x6 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">7.2.2 </div><div class="t m0 xac h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y7a6 w4 hb8"><div class="t m0 x17 h11 y7a7 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-1 </span></div></div><div class="c x116 y7a6 w90 hb8"><div class="t m0 x17 h11 y7a7 ff1 fs7 fc0 sc0 lse ws0">16g<span class="ls0"> </span></div></div><div class="c x119 y7a6 w91 hb8"><div class="t m0 x17 h11 y7a7 ff1 fs7 fc0 sc0 ls0 ws0">Jednostki <span class="_ _45"> </span>wykluczone <span class="_ _3d"> </span>z <span class="_ _3d"> </span>zakresu<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a8 ff4 fs7 fc0 sc0 ls0 ws0">obowiązywania <span class="_ _4b"> </span>wskaźnik<span class="_ _0"></span>ów </div><div class="t m0 x17 h11 y7a9 ff1 fs7 fc0 sc0 ls0 ws0">refere<span class="_ _0"></span>ncyjnych <span class="_ _3d"> </span>dostosowanych <span class="_ _1"> </span>do </div><div class="t m0 x17 h11 y7aa ff1 fs7 fc0 sc0 ls0 ws0">porozumienia <span class="_ _0"></span>paryskiego </div></div><div class="c x49 y7a6 w8f hb8"><div class="t m0 x17 h11 y7a7 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y7a8 ff4 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _49"> </span>rozpor<span class="_ _0"></span>ządzenie </div><div class="t m0 x17 h11 y7a9 ff1 fs7 fc0 sc0 ls0 ws0">wykonawcze <span class="_ _32"> </span>Komisji <span class="_ _29"> </span>(UE) </div><div class="t m0 x17 h11 y7aa ff4 fs7 fc0 sc0 ls0 ws0">2022/2453, <span class="_ _1e"> </span>wzór <span class="_ _1a"> </span>1: <span class="_ _1e"> </span>Portfel </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">bankowy <span class="_ _42"> </span><span class="ff4">–</span> <span class="_ _17"> </span><span class="ff4">Ryzyko <span class="_ _42"> </span>przejścia </span></div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _5"> </span>z<span class="_ _2"></span>e <span class="_ _5"> </span>zmianami <span class="_ _19"> </span>klimatu: </div></div><div class="c x118 y7a6 w68 hb8"><div class="t m0 xec h11 y7a7 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x2 y4cc w3 h6e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">57<span class="ls0"> </span></div></div><div class="c x6 y7ab w4 hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie ESRS </div></div><div class="c x116 y7ab w8e hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt danych </div></div><div class="c x49 y7ab w8f hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ustawodawstwo<span class="_ _0"></span> </div></div><div class="c x118 y7ab w68 hb9"><div class="t m0 x1d hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x49 y7ac w8f hba"><div class="t m0 x17 h11 y7ad ff4 fs7 fc0 sc0 ls0 ws0">jakość <span class="_ _33"> </span>kredytowa <span class="_ _2a"> </span>ekspozycji </div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">według <span class="_ _44"> </span>sektora, <span class="_ _1"> </span>emisji <span class="_ _44"> </span>i </div><div class="t m0 x17 h11 y7ae ff1 fs7 fc0 sc0 ls0 ws0">rezydualnego <span class="_ _4c"> </span>terminu </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zapadalności<span class="ff1"> </span></div><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Art. 12 ust. 1 lit<span class="_ _0"></span>. d)<span class="ff4">–</span>g) oraz art. 12 </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">ust. <span class="_ _4d"> </span>2 <span class="_ _4d"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x6 y7af w4 hbb"><div class="t m0 x17 h11 y7b0 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-4 </span></div></div><div class="c x116 y7af w90 hbb"><div class="t m0 x17 h11 y7b0 ff1 fs7 fc0 sc0 lse ws0">34<span class="ls0"> </span></div></div><div class="c x119 y7af w91 hbb"><div class="t m0 x17 h11 y7b0 ff4 fs7 fc0 sc0 ls0 ws0">Cele <span class="_ _46"> </span>redukcji <span class="_ _46"> </span>emisji <span class="_ _31"> </span>gazów </div><div class="t m0 x17 h11 y7b1 ff1 fs7 fc0 sc0 ls0 ws0">cieplar<span class="_ _0"></span>nianych </div></div><div class="c x49 y7af w8f hbb"><div class="t m0 x17 h11 y7b0 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y7b1 ff1 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _49"> </span><span class="ff4">rozporządzeni<span class="_ _0"></span>e </span></div><div class="t m0 x17 h11 y7b2 ff1 fs7 fc0 sc0 ls0 ws0">wykonawcze <span class="_ _32"> </span>Komisji <span class="_ _29"> </span>(UE) </div><div class="t m0 x17 h11 y7b3 ff4 fs7 fc0 sc0 ls0 ws0">2022/2453, <span class="_ _1e"> </span>wzór <span class="_ _1a"> </span>3: <span class="_ _1e"> </span>Portfel </div><div class="t m0 x17 h11 y7b4 ff1 fs7 fc0 sc0 ls0 ws0">bankowy <span class="_ _42"> </span><span class="ff4">–</span> <span class="_ _17"> </span><span class="ff4">Ryzyko <span class="_ _42"> </span>przejścia </span></div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _12"> </span>ze <span class="_ _12"> </span>zm<span class="_ _2"></span>ianą <span class="_ _12"> </span>klimatu: </div><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">mierniki<span class="_ _0"></span> dostosowania; </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _4d"> </span>6 <span class="_ _4d"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y7af w68 hbb"><div class="t m0 x6 h11 y7b0 ff1 fs7 fc0 sc0 ls0 ws0">7.2.4 </div></div><div class="c x6 y7b6 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-5 </span></div></div><div class="c x116 y7b6 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">38<span class="ls0"> </span></div></div><div class="c x119 y7b6 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Zużycie <span class="_ _7"> </span>energii <span class="_ _7"> </span>w  se<span class="_ _0"></span>ktorze <span class="_ _7"> </span>o <span class="_ _7"> </span>znacznym </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">oddziaływaniu <span class="_ _15"> </span>na <span class="_ _12"> </span>klimat <span class="_ _15"> </span>ze <span class="_ _12"> </span>źródeł </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">kopalnyc<span class="_ _0"></span>h </div></div><div class="c x49 y7b6 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _21"> </span>nr <span class="_ _21"> </span>5 <span class="_ _1f"> </span>w <span class="_ _21"> </span>tabeli <span class="_ _21"> </span>1 <span class="_ _1f"> </span>i </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik nr 5 <span class="_ _0"></span>w tabeli 2 <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">w załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7b6 w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y7b7 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-5 </span></div></div><div class="c x116 y7b7 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">37<span class="ls0"> </span></div></div><div class="c x119 y7b7 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Całkowite <span class="_ _12"> </span>zużycie <span class="_ _12"> </span>energii <span class="_ _12"> </span>w <span class="_ _11"> </span>MWh </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">związane z własny<span class="_ _0"></span>mi operacjami<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x49 y7b7 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>5 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7b7 w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y209 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-5 </span></div></div><div class="c x116 y209 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">40<span class="ls0">-</span>43<span class="ls0"> </span></div></div><div class="c x119 y209 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Energochłonność<span class="_ _0"></span> <span class="_ _45"> </span>w <span class="_ _45"> </span>sektor<span class="_ _0"></span>ach <span class="_ _4a"> </span>o </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">znacznym oddziaływ<span class="_ _0"></span>aniu na kl<span class="_ _0"></span>imat<span class="ff1"> </span></div></div><div class="c x49 y209 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>6 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y209 w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne<span class="_ _0"></span>  </div></div><div class="c x6 y7b8 w4 hbc"><div class="t m0 x17 h11 y7b9 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-6 </span></div></div><div class="c x116 y7b8 w90 hbc"><div class="t m0 x17 h11 y7b9 ff1 fs7 fc0 sc0 lse ws0">44<span class="ls0"> </span></div></div><div class="c x119 y7b8 w91 hbc"><div class="t m0 x17 h11 y7b9 ff4 fs7 fc0 sc0 ls0 ws0">Emisje <span class="_ _7"> </span>gazów <span class="_ _4"></span>cieplarnianych <span class="_ _4"></span>zakresu <span class="_ _7"> </span>1, </div><div class="t m0 x17 h11 y50e ff4 fs7 fc0 sc0 ls0 ws0">2, <span class="_ _1b"> </span>3 <span class="_ _1b"> </span>brutto <span class="_ _1b"> </span>i <span class="_ _1b"> </span>całkowite <span class="_ _1b"> </span>emisje <span class="_ _1b"> </span>gazów </div><div class="t m0 x17 h11 y128 ff1 fs7 fc0 sc0 ls0 ws0">cieplar<span class="_ _0"></span>nianych </div></div><div class="c x49 y7b8 w8f hbc"><div class="t m0 x17 h11 y7b9 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y50e ff4 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _49"> </span>rozpor<span class="_ _0"></span>ządzenie </div><div class="t m0 x17 h11 y128 ff1 fs7 fc0 sc0 ls0 ws0">wykonawcze <span class="_ _32"> </span>Komisji <span class="_ _29"> </span>(UE) </div><div class="t m0 x17 h11 y7ba ff4 fs7 fc0 sc0 ls0 ws0">2022/2453, <span class="_ _1e"> </span>wzór <span class="_ _1a"> </span>1: <span class="_ _1e"> </span>Portfel </div><div class="t m0 x17 h11 y7bb ff1 fs7 fc0 sc0 ls0 ws0">bankowy <span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">Ryzyko przejśc<span class="_ _0"></span>ia <span class="ff1"> </span></span></div><div class="t m0 x17 h11 y7bc ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _12"> </span>ze <span class="_ _12"> </span>zm<span class="_ _2"></span>ianą <span class="_ _12"> </span>klimatu: </div><div class="t m0 x17 h11 y79f ff4 fs7 fc0 sc0 ls0 ws0">jakość <span class="_ _33"> </span>kredytowa <span class="_ _2a"> </span>ekspozycji </div><div class="t m0 x17 h11 y7bd ff4 fs7 fc0 sc0 ls0 ws0">według <span class="_ _44"> </span>sektora, <span class="_ _1"> </span>emisji <span class="_ _44"> </span>i </div><div class="t m0 x17 h11 y7be ff1 fs7 fc0 sc0 ls0 ws0">rezydualnego <span class="_ _4c"> </span>terminu </div><div class="t m0 x17 h11 y88 ff4 fs7 fc0 sc0 ls0 ws0">zapadalności;<span class="ff1"> </span></div><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>5 <span class="_ _4"></span>ust. <span class="_ _e"></span>1, <span class="_ _4"></span>art. <span class="_ _e"></span>6 <span class="_ _4"></span>i <span class="_ _e"></span>art. <span class="_ _4"></span>8 <span class="_ _4"></span>ust. <span class="_ _e"></span>1 </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _3d"> </span>delegowanego </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">(UE) 2020/1818 </div></div><div class="c x118 y7b8 w68 hbc"><div class="t m0 x6 h11 y7b9 ff1 fs7 fc0 sc0 ls0 ws0">7.2.5 </div></div><div class="c x6 y272 w4 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-6 </span></div></div><div class="c x116 y272 w90 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 lse ws0">53<span class="ls0">-</span>55<span class="ls0"> </span></div></div><div class="c x119 y272 w91 h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Intensywność<span class="_ _0"></span> <span class="_ _4e"> </span>emisji <span class="_ _4e"> </span>gazów </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">cieplar<span class="_ _0"></span>nianych brutto </div></div><div class="c x49 y272 w8f h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _22"> </span>8 <span class="_ _15"> </span>ust. <span class="_ _22"> </span>1 <span class="_ _15"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y272 w68 h7c"><div class="t m0 x6 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">7.2.5 </div></div><div class="c x6 y573 w4 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-7 </span></div></div><div class="c x116 y573 w90 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 lse ws0">56<span class="ls0"> </span></div></div><div class="c x119 y573 w91 h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Informacje <span class="_ _5"> </span>o <span class="_ _5"> </span>usuwaniu <span class="_ _5"> </span>i <span class="_ _19"> </span>składowaniu </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">gazów ciepl<span class="_ _0"></span>arnianych <span class="ff1"> </span></div></div><div class="c x49 y573 w8f h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>2 <span class="_ _4"></span>ust. <span class="_ _4"></span>1 <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">2021/1119 </div></div><div class="c x118 y573 w68 h7c"><div class="t m0 xec h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7bf w4 hb8"><div class="t m0 x17 h11 y7a1 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-9 </span></div></div><div class="c x116 y7bf w90 hb8"><div class="t m0 x17 h11 y7a1 ff1 fs7 fc0 sc0 lse ws0">66<span class="ls0"> </span></div></div><div class="c x119 y7bf w91 hb8"><div class="t m0 x17 h11 y7a1 ff1 fs7 fc0 sc0 ls0 ws0">Przewidywane <span class="_ _2f"> </span>skutki <span class="_ _2f"> </span>finansowe </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">istotnych <span class="_ _0"></span>ryzyk fizycznych </div></div><div class="c x49 y7bf w8f hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1818, </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">załącznik <span class="_ _1c"> </span>II <span class="_ _1f"> </span>do <span class="_ _21"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7bf w68 hb8"><div class="t m0 x2a h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 xd3 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">przygotowywania </div><div class="t m0 xe1 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">oświadczeń </div><div class="t m0 xd3 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego </div><div class="t m0 x3b h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">rozwoju </div></div><div class="c x6 y7c0 w4 hbd"><div class="t m0 x17 h11 y7b2 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-9 </span></div></div><div class="c x116 y7c0 w90 hbd"><div class="t m0 x17 h11 y7b2 ff1 fs7 fc0 sc0 ls0 ws0">66a, 66c </div></div><div class="c x119 y7c0 w91 hbd"><div class="t m0 x17 h11 y7b2 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _19"> </span>pieniężna <span class="_ _14"> </span>i <span class="_ _19"> </span>udział <span class="_ _14"> </span>procent<span class="_ _0"></span>owy </div><div class="t m0 x17 h11 y7b3 ff4 fs7 fc0 sc0 ls0 ws0">(odsete<span class="_ _0"></span>k) <span class="_ _29"> </span>aktywów <span class="_ _29"> </span>obarczonych </div><div class="t m0 x17 h11 y7c1 ff1 fs7 fc0 sc0 ls0 ws0">istotny<span class="_ _0"></span>mi <span class="_ _26"> </span>ryzykami  fizycznymi <span class="_ _26"> </span>oraz <span class="_ _26"> </span>ich </div><div class="t m0 x17 h11 y7b5 ff1 fs7 fc0 sc0 ls0 ws0">lokali<span class="_ _0"></span>zacja </div></div><div class="c x49 y7c0 w8f hbd"><div class="t m0 x17 h11 y7b2 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y7b3 ff1 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _45"> </span>pkt <span class="_ _45"> </span>46 <span class="_ _3d"> </span>i <span class="_ _45"> </span>47 </div><div class="t m0 x17 h11 y7c1 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _40"> </span>wykonawczego </div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">Komisji <span class="_ _7"> </span>(UE) <span class="_ _4"></span>2022/2453; <span class="_ _7"> </span>wzór <span class="_ _7"> </span>5: </div><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">Portfel <span class="_ _9"></span>bankowy <span class="_ _0"></span><span class="ff4">–<span class="ff1"> <span class="_ _9"></span>Ryzyko <span class="_ _0"></span>fizyczne </span></span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _5"> </span>z<span class="_ _2"></span>e <span class="_ _5"> </span>zmianami <span class="_ _19"> </span>klimatu: </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">ekspozycje<span class="_ _0"></span> <span class="_ _15"> </span>podlegające <span class="_ _22"> </span>ryzyku </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">fizycznemu </div></div><div class="c x118 y7c0 w68 hbd"><div class="t m0 x2a h11 y7b2 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y7b3 ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 xd3 h11 y7c1 ff1 fs7 fc0 sc0 ls0 ws0">przygotowywania </div><div class="t m0 xe1 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">oświadczeń </div><div class="t m0 xd3 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego </div><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">rozwoju </div></div><div class="c x6 y7c2 w4 hba"><div class="t m0 x17 h11 y7c3 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-9 </span></div></div><div class="c x116 y7c2 w90 hba"><div class="t m0 x17 h11 y7c3 ff1 fs7 fc0 sc0 lse ws0">67c<span class="ls0"> </span></div></div><div class="c x119 y7c2 w91 hba"><div class="t m0 x17 h11 y7c3 ff1 fs7 fc0 sc0 ls0 ws0">Przewidywane <span class="_ _2f"> </span>skutki <span class="_ _2f"> </span>finansowe </div><div class="t m0 x17 h11 y7c4 ff4 fs7 fc0 sc0 ls0 ws0">istotnych <span class="_ _0"></span>ryzyk przejści<span class="_ _0"></span>a<span class="ff1"> </span></div></div><div class="c x49 y7c2 w8f hba"><div class="t m0 x17 h11 y7c3 ff4 fs7 fc0 sc0 ls0 ws0">Art. <span class="_ _e"></span>449a <span class="_ _4"></span>rozporządzenia <span class="_ _e"></span>(UE) <span class="_ _4"></span>nr </div><div class="t m0 x17 h11 y7c4 ff4 fs7 fc0 sc0 ls0 ws0">575/2013; <span class="_ _e"></span>pkt <span class="_ _e"></span>34 <span class="_ _4"></span>rozporządzeni<span class="_ _0"></span>a </div><div class="t m0 x17 h11 y7c5 ff1 fs7 fc0 sc0 ls0 ws0">wykonawczego <span class="_ _4a"> </span>Komisji <span class="_ _4a"> </span>(UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a8 ff4 fs7 fc0 sc0 ls0 ws0">2022/2453; <span class="_ _1e"> </span>wzór <span class="_ _1e"> </span>2: <span class="_ _1a"> </span>Portfe<span class="_ _0"></span>l </div><div class="t m0 x17 h11 y705 ff1 fs7 fc0 sc0 ls0 ws0">bankowy <span class="_ _42"> </span><span class="ff4">–</span> <span class="_ _17"> </span><span class="ff4">Ryzyko <span class="_ _42"> </span>przejścia </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _5"> </span>z<span class="_ _2"></span>e <span class="_ _5"> </span>zmianami <span class="_ _19"> </span>klimatu: </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">kredyt<span class="_ _0"></span>y <span class="_ _4f"> </span>zabezpieczone </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">nierucho<span class="_ _0"></span>mościami <span class="_ _2"></span>–<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>efektywność </div></div><div class="c x118 y7c2 w68 hba"><div class="t m0 x2a h11 y7c3 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y7c4 ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 xd3 h11 y7c5 ff1 fs7 fc0 sc0 ls0 ws0">przygotowywania </div><div class="t m0 xe1 h11 y7a8 ff4 fs7 fc0 sc0 ls0 ws0">oświadczeń </div><div class="t m0 xd3 h11 y705 ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego </div><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">rozwoju  </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w0 h0" ><div class="pc pc3a w0 h0"><img class="bi x2 y7c6 w3 hbe" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">58<span class="ls0"> </span></div></div><div class="c x6 y7ab w4 hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie ESRS </div></div><div class="c x116 y7ab w8e hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt danych </div></div><div class="c x49 y7ab w8f hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ustawodawstwo<span class="_ _0"></span> </div></div><div class="c x118 y7ab w68 hb9"><div class="t m0 x1d hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x49 y7c7 w8f h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">energetyc<span class="_ _0"></span>zna zabezpieczeń<span class="ff1"> </span></div></div><div class="c x6 y7c8 w4 hb8"><div class="t m0 x17 h11 y7a1 ff1 fs7 fc0 sc0 ls31 ws0">E1<span class="ls0">-9 </span></div></div><div class="c x116 y7c8 w90 hb8"><div class="t m0 x17 h11 y7a1 ff1 fs7 fc0 sc0 lse ws0">69<span class="ls0"> </span></div></div><div class="c x119 y7c8 w91 hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienia <span class="_ _15"> </span>potencjału <span class="_ _15"> </span>wykorzystania </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">szans związanych z k<span class="_ _0"></span>limatem<span class="ff1"> </span></div></div><div class="c x49 y7c8 w8f hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y7c8 w68 hb8"><div class="t m0 x2a h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Pominięte w </div><div class="t m0 x37 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">pierwszym rok<span class="_ _0"></span>u </div><div class="t m0 xd3 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">przygotowywania </div><div class="t m0 xe1 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">oświadczeń </div><div class="t m0 xd3 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zrównoważonego </div><div class="t m0 x3b h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">rozwoju </div></div><div class="c x6 y288 w4 hbf"><div class="t m0 x17 h11 y7ae ff1 fs7 fc0 sc0 ls31 ws0">E2<span class="ls0">-4 </span></div></div><div class="c x116 y288 w90 hbf"><div class="t m0 x17 h11 y7ae ff1 fs7 fc0 sc0 lse ws0">28<span class="ls0"> </span></div></div><div class="c x119 y288 w91 hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Czynniki zanieczyszczające emitowan<span class="_ _0"></span>e w </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">wyniku własnyc<span class="_ _0"></span>h operacji<span class="ff1"> </span></div></div><div class="c x49 y288 w8f hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>8 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">załączniku <span class="_ _a"></span>I,<span class="_ _2"></span> <span class="_ _9"></span>wskaźnik <span class="_ _9"></span>nr <span class="_ _9"></span>2 w <span class="_ _a"></span>tabeli </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">2 <span class="_ _e"></span>w <span class="_ _2"></span>z<span class="_ _2"></span>ałącznik<span class="_ _0"></span>u <span class="_ _e"></span>I, <span class="_ _2"></span>wskaźnik <span class="_ _2"></span>nr <span class="_ _e"></span>1 <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">tabeli <span class="_ _21"> </span>2 <span class="_ _1f"> </span>w <span class="_ _1f"> </span>załączniku <span class="_ _21"> </span>I <span class="_ _1f"> </span>oraz </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _18"> </span>nr <span class="_ _1c"> </span>3<span class="_ _2"></span> <span class="_ _1c"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _18"> </span>2<span class="_ _2"></span> <span class="_ _1c"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y288 w68 hbf"><div class="t m0 xec h11 y7ae ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7c9 w4 hb3"><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-1 </span></div></div><div class="c x116 y7c9 w90 hb3"><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">9 </div></div><div class="c x119 y7c9 w91 hb3"><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">Polityk<span class="_ _0"></span>i <span class="_ _21"> </span>przyjęte <span class="_ _21"> </span>w <span class="_ _1f"> </span>celu <span class="_ _21"> </span>zarządzania </div><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">swoimi <span class="_ _7"> </span>ist<span class="_ _0"></span>otnymi <span class="_ _4"> </span>wpł<span class="_ _2"></span>ywami, <span class="_ _7"> </span>ryzykami<span class="_ _0"></span> <span class="_ _7"> </span>i </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">szansami <span class="_ _2"></span>związanymi <span class="_ _2"></span>z <span class="_ _2"></span>wodą <span class="_ _2"></span>i <span class="_ _e"></span>zasobami </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">morskimi </div></div><div class="c x49 y7c9 w8f hb3"><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>7 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>2<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7c9 w68 hb3"><div class="t m0 xec h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y1ac w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-1 </span></div></div><div class="c x116 y1ac w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">13<span class="ls0"> </span></div></div><div class="c x119 y1ac w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _2f"> </span>do<span class="_ _0"></span>tyczące <span class="_ _2f"> </span>lokalizacji </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">jednostk<span class="_ _0"></span>i <span class="_ _1f"> </span>na <span class="_ _21"> </span>obszarach <span class="_ _21"> </span>o <span class="_ _1f"> </span>znacznym </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">deficycie<span class="_ _0"></span> wody </div></div><div class="c x49 y1ac w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>8 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>2<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y1ac w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7cb w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-1 </span></div></div><div class="c x116 y7cb w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">14<span class="ls0"> </span></div></div><div class="c x119 y7cb w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _0"></span>dotyczące<span class="_ _0"></span> poli<span class="_ _0"></span>tyk lub <span class="_ _0"></span><span class="ff1">praktyk </span></div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">związanych <span class="_ _44"> </span>ze <span class="_ _24"> </span>zrównowa<span class="_ _0"></span>żoności<span class="_ _0"></span>ą </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">oceanów i mó<span class="_ _0"></span>rz<span class="ff1"> </span></div></div><div class="c x49 y7cb w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>12 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cb w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7cc w4 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-4 </span></div></div><div class="c x116 y7cc w90 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 lse ws0">28c<span class="ls0"> </span></div></div><div class="c x119 y7cc w91 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Wyniki <span class="_ _1e"> </span>w <span class="_ _1a"> </span>zakr<span class="_ _0"></span>esie <span class="_ _1e"> </span>zużycia <span class="_ _1e"> </span>w<span class="_ _2"></span>ody </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">związanych <span class="_ _1b"> </span>z <span class="_ _5"> </span>jej <span class="_ _5"> </span>istotnymi <span class="_ _5"> </span>wpływami, </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">ryzykami i szansami.<span class="_ _0"></span> </div></div><div class="c x49 y7cc w8f h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _1b"> </span>nr <span class="_ _5"> </span>6.2 <span class="_ _19"> </span>w <span class="_ _5"> </span>tabeli <span class="_ _5"> </span>2 <span class="_ _5"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cc w68 h8e"><div class="t m0 xec h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7cd w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E3<span class="ls0">-4 </span></div></div><div class="c x116 y7cd w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">29<span class="ls0"> </span></div></div><div class="c x119 y7cd w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Informacje do<span class="_ _0"></span>tyczące wodoc<span class="_ _0"></span>hłonności <span class="ff1"> </span></div></div><div class="c x49 y7cd w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _1b"> </span>nr <span class="_ _5"> </span>6.1 <span class="_ _19"> </span>w <span class="_ _5"> </span>tabeli <span class="_ _5"> </span>2 <span class="_ _5"> </span>w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cd w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7ce w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0"> </span></div></div><div class="c x116 y7ce w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">16a i </div></div><div class="c x119 y7ce w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wyszczególnie<span class="_ _0"></span>nie <span class="_ _15"> </span>działań <span class="_ _22"> </span>negatywnie </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wpływających <span class="_ _4"></span>na <span class="_ _7"> </span>obszary <span class="_ _7"> </span>wrażli<span class="_ _0"></span>we <span class="_ _7"> </span>pod </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">względem bior<span class="_ _0"></span>óżnorodności<span class="ff1"> </span></div></div><div class="c x49 y7ce w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>7 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7ce w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7cf w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0"> </span></div></div><div class="c x116 y7cf w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">16b<span class="ls0"> </span></div></div><div class="c x119 y7cf w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Istotne <span class="_ _23"> </span>negatywne <span class="_ _41"> </span>wpł<span class="_ _2"></span>ywy <span class="_ _41"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">odniesie<span class="_ _0"></span>niu <span class="_ _11"> </span>do <span class="_ _12"> </span>degradacji <span class="_ _12"> </span>gruntów, </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">pustynnie<span class="_ _0"></span>nia lub uszczelniani<span class="_ _0"></span>a gleby </div></div><div class="c x49 y7cf w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>10 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cf w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y26e w4 hc0"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0"> </span></div></div><div class="c x116 y26e w90 hc0"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">16c<span class="ls0"> </span></div></div><div class="c x119 y26e w91 hc0"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wpływ na gatunk<span class="_ _0"></span>i zagrożone<span class="ff1"> </span></div></div><div class="c x49 y26e w8f hc0"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y26e w68 hc0"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7d0 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-2 </span></div></div><div class="c x116 y7d0 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">24b<span class="ls0"> </span></div></div><div class="c x119 y7d0 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Zrównoważone  praktyki <span class="_ _26"> </span>lub <span class="_ _26"> </span>polityki <span class="_ _26"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zakresie grun<span class="_ _0"></span>tów/rolni<span class="_ _0"></span>ctwa<span class="ff1"> </span></div></div><div class="c x49 y7d0 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>11 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d0 w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7d1 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-2 </span></div></div><div class="c x116 y7d1 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">24c<span class="ls0"> </span></div></div><div class="c x119 y7d1 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Zrównoważone  praktyki <span class="_ _26"> </span>lub <span class="_ _26"> </span>polityki <span class="_ _26"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zakresie o<span class="_ _0"></span>ceanów/mórz<span class="ff1"> </span></div></div><div class="c x49 y7d1 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>12 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d1 w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y5c7 w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls31 ws0">E4<span class="ls0">-2 </span></div></div><div class="c x116 y5c7 w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">24d<span class="ls0"> </span></div></div><div class="c x119 y5c7 w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Polityk<span class="_ _0"></span>i <span class="_ _27"> </span>na <span class="_ _40"> </span>rzecz <span class="_ _40"> </span>przeci<span class="_ _0"></span>wdziałania </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">wylesiani<span class="_ _0"></span>u </div></div><div class="c x49 y5c7 w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>15 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y5c7 w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7d2 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-5 </span></div></div><div class="c x116 y7d2 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">37d<span class="ls0"> </span></div></div><div class="c x119 y7d2 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Mierniki <span class="_ _e"></span>wpływu <span class="_ _4"></span>związane <span class="_ _4"></span>ze <span class="_ _4"></span>zmianą <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zakresie b<span class="_ _0"></span>ioróżnorodności<span class="_ _0"></span> <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">i ekosy<span class="_ _0"></span>stemów<span class="ff1"> </span></div></div><div class="c x49 y7d2 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>13 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>2 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d2 w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7d3 w4 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls31 ws0">E5<span class="ls0">-5 </span></div></div><div class="c x116 y7d3 w90 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 lse ws0">39<span class="ls0"> </span></div></div><div class="c x119 y7d3 w91 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Mierniki  dot<span class="_ _0"></span>yczące  przypadkowego  lub </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">celowego <span class="_ _22"> </span>wprowadzenia <span class="_ _22"> </span>inwazyjnych </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">gatunków obc<span class="_ _0"></span>ych<span class="ff1"> </span></div></div><div class="c x49 y7d3 w8f h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>9 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>1<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d3 w68 h8e"><div class="t m0 xec h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7d4 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x116 y7d4 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">14f<span class="ls0"> </span></div></div><div class="c x119 y7d4 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wykaz <span class="_ _e"></span>operacji <span class="_ _e"></span>narażonych <span class="_ _e"></span>na <span class="_ _e"></span>znaczące </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">ryzyko <span class="_ _19"> </span>wystąpieni<span class="_ _0"></span>a <span class="_ _19"> </span>przypadków <span class="_ _19"> </span>pracy </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">przymusowej </div></div><div class="c x49 y7d4 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>13 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d4 w68 h88"><div class="t m0 x38 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.4 </div></div><div class="c x6 y7d5 w4 h8a"><div class="t m0 x17 h11 y7ca ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0"> </span></div></div><div class="c x116 y7d5 w90 h8a"><div class="t m0 x17 h11 y7ca ff1 fs7 fc0 sc0 lse ws0">14g<span class="ls0"> </span></div></div><div class="c x119 y7d5 w91 h8a"><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">Wykaz <span class="_ _e"></span>operacji <span class="_ _e"></span>narażonych <span class="_ _e"></span>na <span class="_ _e"></span>znaczące </div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">ryzyko <span class="_ _19"> </span>wystąpieni<span class="_ _0"></span>a <span class="_ _19"> </span>przypadków <span class="_ _19"> </span>pracy </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">dzieci </div></div><div class="c x49 y7d5 w8f h8a"><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>12 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d5 w68 h8a"><div class="t m0 x38 h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">7.4 </div></div><div class="c x6 y7d7 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x116 y7d7 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">20<span class="ls0"> </span></div></div><div class="c x119 y7d7 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _40"> </span>w <span class="_ _33"> </span>zakresie <span class="_ _40"> </span>polityki </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącej p<span class="_ _0"></span>raw człowieka<span class="ff1"> </span></div></div><div class="c x49 y7d7 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _21"> </span>nr <span class="_ _21"> </span>9 <span class="_ _1f"> </span>w <span class="_ _21"> </span>tabeli <span class="_ _21"> </span>3 <span class="_ _1f"> </span>i </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _14"> </span>nr <span class="_ _19"> </span>11 <span class="_ _14"> </span>w <span class="_ _18"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d7 w68 h88"><div class="t m0 x6 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.4.1 </div></div><div class="c x6 y4ca w4 he"><div class="t m0 x17 h11 y88 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x116 y4ca w90 he"><div class="t m0 x17 h11 y88 ff1 fs7 fc0 sc0 lse ws0">21<span class="ls0"> </span></div></div><div class="c x119 y4ca w91 he"><div class="t m0 x17 h11 y88 ff4 fs7 fc0 sc0 ls0 ws0">Strategie <span class="_ _24"> </span>w <span class="_ _41"> </span>zakresie <span class="_ _23"> </span>należytej </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">starannośc<span class="_ _0"></span>i <span class="_ _14"> </span>w <span class="_ _19"> </span>odniesieniu <span class="_ _19"> </span>do <span class="_ _14"> </span>kwestii </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">objętych <span class="_ _14"> </span>podstawowymi <span class="_ _14"> </span>konwencjami </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Międzynarodo<span class="_ _0"></span>wej <span class="_ _1b"> </span>Organizacji <span class="_ _26"> </span>Pracy <span class="_ _1b"> </span>nr </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">1<span class="ff4">–</span>8 </div></div><div class="c x49 y4ca w8f he"><div class="t m0 x17 h11 y88 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _21"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y4ca w68 he"><div class="t m0 x6 h11 y88 ff1 fs7 fc0 sc0 ls0 ws0">7.4.1 </div></div><div class="c x6 y7d8 w4 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x116 y7d8 w90 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 lse ws0">22<span class="ls0"> </span></div></div><div class="c x119 y7d8 w91 h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _24"> </span>dotyczące <span class="_ _23"> </span>wyraźnego </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">odniesie<span class="_ _0"></span>nia <span class="_ _5"> </span><span class="ff4">się <span class="_ _5"> </span>w <span class="_ _5"> </span>polityce <span class="_ _5"> </span>do <span class="_ _5"> </span>kw<span class="_ _2"></span>estii </span></div></div><div class="c x49 y7d8 w8f h7c"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>11 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7d8 w68 h7c"><div class="t m0 xec h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w0 h0" ><div class="pc pc3b w0 h0"><img class="bi x2 y7d9 w3 hc1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">59<span class="ls0"> </span></div></div><div class="c x6 y7ab w4 hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie ESRS </div></div><div class="c x116 y7ab w8e hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt danych </div></div><div class="c x49 y7ab w8f hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ustawodawstwo<span class="_ _0"></span> </div></div><div class="c x118 y7ab w68 hb9"><div class="t m0 x1d hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x119 y7da w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">handlu  ludźmi,  pracy  przymusowej  l<span class="_ _0"></span>ub </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">obowiązkowej o<span class="_ _0"></span>raz pracy dziec<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c x6 y7db w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x116 y7db w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">23<span class="ls0"> </span></div></div><div class="c x119 y7db w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _3c"> </span>dotyczące <span class="_ _30"> </span>polityk<span class="_ _0"></span>i </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">zapobiegania <span class="_ _4"></span>wypadkom <span class="_ _e"></span>przy <span class="_ _7"> </span>pracy <span class="_ _4"></span>lub </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">systemu zarząd<span class="_ _0"></span>zania nimi<span class="ff1"> </span></div></div><div class="c x49 y7db w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>1 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7db w68 h88"><div class="t m0 x6 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.4.1 </div></div><div class="c x6 y7dc w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-3 </span></div></div><div class="c x116 y7dc w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">32c<span class="ls0"> </span></div></div><div class="c x119 y7dc w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _33"> </span>dotyczące <span class="_ _33"> </span>mechanizmu </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">rozpatrywani<span class="_ _0"></span>a <span class="_ _27"> </span>skarg <span class="_ _40"> </span>w <span class="_ _27"> </span>kwestiach </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">pracowniczyc<span class="_ _0"></span>h </div></div><div class="c x49 y7dc w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>5 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7dc w68 h88"><div class="t m0 x6 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.4.2 </div></div><div class="c x6 y7dd w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">14</span> </span></div></div><div class="c x116 y7dd w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">88b, 88c  </div></div><div class="c x119 y7dd w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Liczba <span class="_ _4"></span>zg<span class="_ _2"></span>onów <span class="_ _4"></span>związanych <span class="_ _4"></span>z <span class="_ _7"> </span>pracą <span class="_ _4"></span>oraz </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">liczba <span class="_ _0"></span>i <span class="_ _0"></span>wskaźnik <span class="_ _9"></span>wypadków związany<span class="_ _0"></span>ch <span class="_ _0"></span>z </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">pracą<span class="ff1"> </span></div></div><div class="c x49 y7dd w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>2 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7dd w68 h74"><div class="t m0 x6 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div><div class="c x6 y7de w4 hc2"><div class="t m0 x17 h11 y7df ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">14</span> </span></div></div><div class="c x116 y7de w90 hc2"><div class="t m0 x17 h11 y7df ff1 fs7 fc0 sc0 lse ws0">88e<span class="ls0"> </span></div></div><div class="c x119 y7de w91 hc2"><div class="t m0 x17 h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">Liczba <span class="_ _e"></span>dni <span class="_ _e"></span><span class="ff4">straconych <span class="_ _e"></span>z <span class="_ _4"></span>powodu <span class="_ _e"></span>urazów </span></div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">związanych <span class="_ _9"></span>z<span class="_ _2"></span> <span class="_ _0"></span>pracą <span class="_ _0"></span>i <span class="_ _0"></span>ofiar <span class="_ _9"></span>śm<span class="_ _2"></span>iert<span class="_ _0"></span>elnych w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyniku wypa<span class="_ _0"></span>dków związanych z prac<span class="_ _0"></span>ą<span class="ff1"> </span></div></div><div class="c x49 y7de w8f hc2"><div class="t m0 x17 h11 y7df ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>3 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7de w68 hc2"><div class="t m0 x6 h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div><div class="c x6 y7e0 w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">16</span> </span></div></div><div class="c x116 y7e0 w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 lse ws0">97a<span class="ls0"> </span></div></div><div class="c x119 y7e0 w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Nieskor<span class="_ _0"></span>ygowana <span class="_ _5"> </span>luka <span class="_ _19"> </span>płacowa <span class="_ _5"> </span>m<span class="_ _2"></span>iędzy </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">kobiet<span class="_ _0"></span>ami a mężczyznami<span class="ff1"> </span></div></div><div class="c x49 y7e0 w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>12 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7e0 w68 h74"><div class="t m0 x6 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">7.4.4 </div></div><div class="c x6 y648 w4 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">16</span> </span></div></div><div class="c x116 y648 w90 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 lse ws0">97b<span class="ls0"> </span></div></div><div class="c x119 y648 w91 hc3"><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">Roczne  łączne  wynagrodzenie  najlepie<span class="_ _0"></span>j </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">zarabiającej osoby do m<span class="_ _2"></span>ediany rocznego </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">łącznego <span class="_ _27"> </span>wynagrodzenia <span class="_ _1a"> </span>wsz<span class="_ _2"></span>yst<span class="_ _0"></span>kich </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów<span class="ff1"> </span></div></div><div class="c x49 y648 w8f hc3"><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>8 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y648 w68 hc3"><div class="t m0 x6 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">7.4.4 </div></div><div class="c x6 y16b w4 h78"><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">17</span> </span></div></div><div class="c x116 y16b w90 h78"><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 lse ws0">103a<span class="ls0"> </span></div></div><div class="c x119 y16b w91 h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _50"> </span>liczba <span class="_ _50"> </span>przypadków </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">dyskrymina<span class="_ _0"></span>cji, <span class="_ _1f"> </span>w <span class="_ _22"> </span>tym <span class="_ _21"> </span>m<span class="_ _2"></span>olesto<span class="_ _0"></span>wania, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zgłoszonych w ok<span class="_ _0"></span>resie spr<span class="_ _0"></span>awozda‐<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">wczym </div></div><div class="c x49 y16b w8f h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>7 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y16b w68 h78"><div class="t m0 x6 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div><div class="c x6 y8b w4 hbd"><div class="t m0 x17 h11 y79f ff1 fs7 fc0 sc0 ls32 ws0">S1<span class="ls0">-<span class="ls36">17</span> </span></div></div><div class="c x116 y8b w90 hbd"><div class="t m0 x17 h11 y79f ff1 fs7 fc0 sc0 lse ws0">104a<span class="ls0"> </span></div></div><div class="c x119 y8b w91 hbd"><div class="t m0 x17 h11 y79f ff1 fs7 fc0 sc0 ls0 ws0">Nieprzestr<span class="_ _0"></span>zeganie <span class="_ _40"> </span>Wytycznych <span class="_ _40"> </span>ONZ </div><div class="t m0 x17 h11 y7a0 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h <span class="_ _1b"> </span>biznesu <span class="_ _1b"> </span>i <span class="_ _1b"> </span>praw <span class="_ _5"> </span>człowieka </div><div class="t m0 x17 h11 y7be ff1 fs7 fc0 sc0 ls0 ws0">oraz wytycznyc<span class="_ _0"></span>h OECD </div></div><div class="c x49 y8b w8f hbd"><div class="t m0 x17 h11 y79f ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>10 <span class="_ _18"> </span>w <span class="_ _18"> </span>tabeli <span class="_ _18"> </span>1 <span class="_ _1c"> </span>i </div><div class="t m0 x17 h11 y7a0 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _14"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _18"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y7be ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y7e1 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y7e2 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1816, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">art. <span class="_ _1c"> </span>12 <span class="_ _21"> </span>ust. <span class="_ _21"> </span>1 <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y8b w68 hbd"><div class="t m0 x6 h11 y79f ff1 fs7 fc0 sc0 ls0 ws0">7.4.5 </div></div><div class="c x6 y7e3 w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0"> </span></div></div><div class="c x116 y7e3 w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 lse ws0">11b<span class="ls0"> </span></div></div><div class="c x119 y7e3 w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Informacje <span class="_ _51"> </span>dotyczące <span class="_ _51"> </span>obszarów </div><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">geograficznych </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _42"> </span>odniesi<span class="_ _0"></span>eniu <span class="_ _11"> </span>do <span class="_ _42"> </span>których <span class="_ _11"> </span>istnieje </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">znaczące <span class="_ _1c"> </span>ryzyko <span class="_ _18"> </span>występowania <span class="_ _18"> </span>pracy </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">dzieci lub p<span class="_ _0"></span>racy przymusowej </div></div><div class="c x49 y7e3 w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźniki nr<span class="_ _0"></span> 12 <span class="ff1"> </span></div><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">i nr 13 w tabe<span class="_ _0"></span>li 3  </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">w załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7e3 w68 h74"><div class="t m0 x38 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">7.5 </div></div><div class="c x6 y69 w4 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x116 y69 w90 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c x119 y69 w91 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Polityk<span class="_ _0"></span>i <span class="_ _15"> </span>w <span class="_ _15"> </span>zakre<span class="_ _0"></span>sie <span class="_ _15"> </span>praw <span class="_ _22"> </span>człowieka </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">względem <span class="_ _7"> </span>osób <span class="_ _7"> </span>wykonujących <span class="_ _7"> </span>prac<span class="_ _2"></span>ę <span class="_ _7"> </span>w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">łańcuchu wart<span class="_ _0"></span>ości;<span class="ff1"> </span></div></div><div class="c x49 y69 w8f h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _21"> </span>nr <span class="_ _21"> </span>9 <span class="_ _1f"> </span>w <span class="_ _21"> </span>tabeli <span class="_ _21"> </span>3 <span class="_ _1f"> </span>i </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _14"> </span>nr <span class="_ _19"> </span>11 <span class="_ _14"> </span>w <span class="_ _18"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y69 w68 h8e"><div class="t m0 x6 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y7e4 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x116 y7e4 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">18<span class="ls0"> </span></div></div><div class="c x119 y7e4 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Polityk<span class="_ _0"></span>a <span class="_ _45"> </span>w <span class="_ _3d"> </span>stosunku <span class="_ _4a"> </span>do <span class="_ _3d"> </span>osób </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wykonujący<span class="_ _0"></span>ch <span class="_ _9"></span>pracę <span class="_ _0"></span>w <span class="_ _9"></span>łańcuchu <span class="_ _9"></span>wartości </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">odnosząca się<span class="_ _0"></span> do kwestii h<span class="_ _0"></span>andlu ludźmi<span class="ff1"> </span></div></div><div class="c x49 y7e4 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik nr 11 i nr 4 <span class="_ _2"></span>w tabeli 3 w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7e4 w68 h88"><div class="t m0 x6 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y36c w4 hc4"><div class="t m0 x17 h11 y7b3 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x116 y36c w90 hc4"><div class="t m0 x17 h11 y7b3 ff1 fs7 fc0 sc0 lse ws0">19<span class="ls0"> </span></div></div><div class="c x119 y36c w91 hc4"><div class="t m0 x17 h11 y7b3 ff1 fs7 fc0 sc0 ls0 ws0">Nieprzestr<span class="_ _0"></span>zeganie  </div><div class="t m0 x17 h11 y7b4 ff4 fs7 fc0 sc0 ls0 ws0">Wytycznych <span class="_ _7"> </span>ONZ <span class="_ _4"></span>dotyczących <span class="_ _7"> </span>biznesu <span class="_ _7"> </span>i </div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">praw człowieka <span class="ff1"> </span></div><div class="t m0 x17 h11 y798 ff1 fs7 fc0 sc0 ls0 ws0">oraz wytycznyc<span class="_ _0"></span>h OECD </div></div><div class="c x49 y36c w8f hc4"><div class="t m0 x17 h11 y7b3 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>10 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y7b4 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y7b5 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1816, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">art. <span class="_ _1c"> </span>12 <span class="_ _21"> </span>ust. <span class="_ _21"> </span>1 <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y36c w68 hc4"><div class="t m0 x6 h11 y7b3 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y7e5 w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x116 y7e5 w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 lse ws0">19<span class="ls0"> </span></div></div><div class="c x119 y7e5 w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Strategie <span class="_ _24"> </span>w <span class="_ _41"> </span>zakresie <span class="_ _23"> </span>należytej </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">starannośc<span class="_ _0"></span>i <span class="_ _14"> </span>w <span class="_ _19"> </span>odniesieniu <span class="_ _19"> </span>do <span class="_ _14"> </span>kwestii </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">objętych <span class="_ _14"> </span>podstawowymi <span class="_ _14"> </span>konwencjami </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Międzynarodo<span class="_ _0"></span>wej <span class="_ _1b"> </span>Organizacji <span class="_ _26"> </span>Pracy <span class="_ _1b"> </span>nr </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">1<span class="ff4">–</span>8 </div></div><div class="c x49 y7e5 w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE)  </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">2020/1816 </div></div><div class="c x118 y7e5 w68 h74"><div class="t m0 x6 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">7.5.1 </div></div><div class="c x6 y27e w4 h88"><div class="t m0 x17 h11 y706 ff1 fs7 fc0 sc0 ls32 ws0">S2<span class="ls0">-4 </span></div></div><div class="c x116 y27e w90 h88"><div class="t m0 x17 h11 y706 ff1 fs7 fc0 sc0 lse ws0">36<span class="ls0"> </span></div></div><div class="c x119 y27e w91 h88"><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">Zgłoszone <span class="_ _4"></span>poważne <span class="_ _4"></span>kwestie <span class="_ _4"></span>i<span class="_ _2"></span> <span class="_ _4"></span>incydenty </div><div class="t m0 x17 h11 y707 ff4 fs7 fc0 sc0 ls0 ws0">dotyczące <span class="_ _14"> </span>naruszenia <span class="_ _14"> </span>praw <span class="_ _18"> </span>człowieka </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">związane z łańcuche<span class="_ _0"></span>m wartośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c x49 y27e w8f h88"><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y707 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y27e w68 h88"><div class="t m0 x6 h11 y706 ff1 fs7 fc0 sc0 ls0 ws0">7.5.2 </div></div><div class="c x6 y7e6 w4 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-1 </span></div></div><div class="c x116 y7e6 w90 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">16<span class="ls0"> </span></div></div><div class="c x119 y7e6 w91 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Zobowiązania <span class="_ _12"> </span>wynikające <span class="_ _11"> </span>ze <span class="_ _11"> </span>swojej </div></div><div class="c x49 y7e6 w8f h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>9 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div></div><div class="c x118 y7e6 w68 h55"><div class="t m0 xec h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w0 h0" ><div class="pc pc3c w0 h0"><img class="bi x2 y7e7 w3 hc5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">60<span class="ls0"> </span></div></div><div class="c x6 y7ab w4 hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ujawnienie ESRS </div></div><div class="c x116 y7ab w8e hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt danych </div></div><div class="c x49 y7ab w8f hb9"><div class="t m0 x17 hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Ustawodawstwo<span class="_ _0"></span> </div></div><div class="c x118 y7ab w68 hb9"><div class="t m0 x1d hf y569 ff2 fs7 fc3 sc0 ls0 ws0">Punkt </div></div><div class="c x119 y7da w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">polityki <span class="_ _22"> </span>w <span class="_ _15"> </span>zakresie <span class="_ _22"> </span>praw <span class="_ _15"> </span>człowieka </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">istotne<span class="_ _0"></span> dla <span class="ff4">dotkniętych spo<span class="_ _0"></span>łeczności<span class="ff1"> </span></span></div></div><div class="c x49 y7da w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku  I  i  wskaźnik  nr  11 <span class="_ _26"> </span>w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">tabeli 1 <span class="_ _0"></span>w załączniku I<span class="ff1"> </span></div></div><div class="c x6 y7e8 w4 hc6"><div class="t m0 x17 h11 y7e9 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-1 </span></div></div><div class="c x116 y7e8 w90 hc6"><div class="t m0 x17 h11 y7e9 ff1 fs7 fc0 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c x119 y7e8 w91 hc6"><div class="t m0 x17 h11 y7e9 ff4 fs7 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _0"></span>dotyczące<span class="_ _0"></span> polityki <span class="_ _0"></span>dotyc<span class="_ _0"></span>zącej </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">dotknięty<span class="_ _0"></span>ch <span class="_ _42"> </span>społecznośc<span class="_ _0"></span>i <span class="_ _11"> </span>zg<span class="_ _2"></span>odnej <span class="_ _11"> </span>z </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">uznanymi <span class="_ _52"> </span>na <span class="_ _52"> </span>szczeblu </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">międzynarodowy<span class="_ _0"></span>m <span class="_ _36"> </span>normami<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącymi <span class="_ _44"> </span>społeczności, <span class="_ _25"> </span>a <span class="_ _25"> </span>w </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">szczególnośc<span class="_ _0"></span>i ludów rdzenn<span class="_ _0"></span>ych<span class="ff1"> </span></div></div><div class="c x49 y7e8 w8f hc6"><div class="t m0 x17 h11 y7e9 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>10 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1816, </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">art. <span class="_ _1c"> </span>12 <span class="_ _21"> </span>ust. <span class="_ _21"> </span>1 <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y7e8 w68 hc6"><div class="t m0 xec h11 y7e9 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y287 w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S3<span class="ls0">-4 </span></div></div><div class="c x116 y287 w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">36<span class="ls0"> </span></div></div><div class="c x119 y287 w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Zgłoszenia <span class="_ _1"> </span>poważnych <span class="_ _3d"> </span>kwestii <span class="_ _1"> </span>i </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">incydent<span class="_ _0"></span>ów <span class="_ _2"></span>dotyczących praw <span class="_ _2"></span>człowieka </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">związane z dotk<span class="_ _0"></span>niętymi spo<span class="_ _0"></span>łecznościami<span class="ff1"> </span></div></div><div class="c x49 y287 w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y287 w68 h88"><div class="t m0 xec h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7ea w4 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-1 </span></div></div><div class="c x116 y7ea w90 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">16<span class="ls0"> </span></div></div><div class="c x119 y7ea w91 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Polityk<span class="_ _0"></span>i <span class="_ _2"></span>dotyczące praw <span class="_ _2"></span>człowieka, <span class="_ _2"></span>które </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">są <span class="_ _1e"> </span>istot<span class="_ _0"></span>ne <span class="_ _1e"> </span>dla <span class="_ _1e"> </span>konsument<span class="_ _0"></span>ów <span class="_ _1e"> </span>lub </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">użytkownik<span class="_ _0"></span>ów końcowyc<span class="_ _0"></span>h<span class="ff1"> </span></div></div><div class="c x49 y7ea w8f h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _21"> </span>nr <span class="_ _21"> </span>9 <span class="_ _1f"> </span>w <span class="_ _21"> </span>tabeli <span class="_ _21"> </span>3 <span class="_ _1f"> </span>i </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik <span class="_ _14"> </span>nr <span class="_ _19"> </span>11 <span class="_ _14"> </span>w <span class="_ _18"> </span>tabeli <span class="_ _19"> </span>1 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7ea w68 h88"><div class="t m0 x6 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">7.6.1 </div></div><div class="c x6 y7eb w4 hb3"><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-1 </span></div></div><div class="c x116 y7eb w90 hb3"><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 lse ws0">17<span class="ls0"> </span></div></div><div class="c x119 y7eb w91 hb3"><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">Nieprzestr<span class="_ _0"></span>zeganie <span class="_ _2a"> </span>wytycznych <span class="_ _2a"> </span>ONZ </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h <span class="_ _1b"> </span>biznesu <span class="_ _1b"> </span>i <span class="_ _1b"> </span>praw <span class="_ _5"> </span>człowieka </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h <span class="_ _1b"> </span>biznesu <span class="_ _1b"> </span>i <span class="_ _1b"> </span>praw <span class="_ _5"> </span>człowieka </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">oraz wytycznyc<span class="_ _0"></span>h OECD </div></div><div class="c x49 y7eb w8f hb3"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _19"> </span>(UE) <span class="_ _14"> </span>2020/1816, </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">art. <span class="_ _1c"> </span>12 <span class="_ _21"> </span>ust. <span class="_ _21"> </span>1 <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1818 </div></div><div class="c x118 y7eb w68 hb3"><div class="t m0 x1d h11 y538 ff1 fs7 fc0 sc0 ls20 ws0">  <span class="ls0">7.6.1 </span></div></div><div class="c x6 y7cb w4 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls32 ws0">S4<span class="ls0">-4 </span></div></div><div class="c x116 y7cb w90 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 lse ws0">35<span class="ls0"> </span></div></div><div class="c x119 y7cb w91 hc3"><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">Zgłoszenia powa<span class="_ _0"></span>żnych kwesti<span class="_ _0"></span>i <span class="ff1"> </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">i <span class="_ _3d"> </span>incydent<span class="_ _0"></span>ów <span class="_ _3d"> </span>dotyczących <span class="_ _3d"> </span>praw </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">człowieka  związanych  z<span class="_ _2"></span> <span class="_ _8"> </span>konsumentami </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">lub użytko<span class="_ _0"></span>wnikami końc<span class="_ _0"></span>owymi<span class="ff1"> </span></div></div><div class="c x49 y7cb w8f hc3"><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>14 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cb w68 hc3"><div class="t m0 x6 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">7.6.2 </div></div><div class="c x6 y7cc w4 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-1 </span></div></div><div class="c x116 y7cc w90 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 lse ws0">10b<span class="ls0"> </span></div></div><div class="c x119 y7cc w91 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Informacja <span class="_ _4"></span>dotycząc<span class="ff1">a <span class="_ _7"> </span>polityki<span class="_ _0"></span> <span class="_ _7"> </span>zgodnej <span class="_ _7"> </span>z </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Konwencją <span class="_ _1e"> </span>Narodów <span class="_ _17"> </span>Zjednoczonych </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">przeciwko k<span class="_ _0"></span>orupcji </div></div><div class="c x49 y7cc w8f h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>15 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cc w68 h8e"><div class="t m0 x6 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">7.7.1 </div></div><div class="c x6 y7cd w4 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-1 </span></div></div><div class="c x116 y7cd w90 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">10d<span class="ls0"> </span></div></div><div class="c x119 y7cd w91 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Informacja <span class="_ _2"></span>dotycząc<span class="ff1">a <span class="_ _2"></span></span>polit<span class="_ _0"></span>yki <span class="_ _2"></span>dotyczącej </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">ochrony s<span class="_ _0"></span>ygnalistów<span class="ff1"> </span></div></div><div class="c x49 y7cd w8f hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _14"> </span>nr <span class="_ _1c"> </span>6 <span class="_ _18"> </span>w <span class="_ _1c"> </span>tabeli <span class="_ _14"> </span>3<span class="_ _2"></span> <span class="_ _18"> </span>w </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7cd w68 hb4"><div class="t m0 xec h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7ec w4 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-4 </span></div></div><div class="c x116 y7ec w90 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 lse ws0">24a<span class="ls0"> </span></div></div><div class="c x119 y7ec w91 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kary <span class="_ _41"> </span>za <span class="_ _41"> </span>naruszenie <span class="_ _23"> </span>przepisów </div><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">antykor<span class="_ _0"></span>upcyjnych i antyk<span class="_ _0"></span>orupcyjnych </div></div><div class="c x49 y7ec w8f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik nr 17 <span class="ff1"> </span></div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">w tabeli 3 <span class="_ _0"></span>w załączniku I<span class="ff1"> </span></div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Załącznik <span class="_ _1c"> </span>II <span class="_ _1c"> </span>do <span class="_ _1c"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego (<span class="_ _0"></span>UE) 2020/1816 </div></div><div class="c x118 y7ec w68 h74"><div class="t m0 xec h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x6 y7ed w4 hb7"><div class="t m0 x17 h11 y7e2 ff1 fs7 fc0 sc0 ls34 ws0">G1<span class="ls0">-4 </span></div></div><div class="c x116 y7ed w90 hb7"><div class="t m0 x17 h11 y7e2 ff1 fs7 fc0 sc0 lse ws0">24b<span class="ls0"> </span></div></div><div class="c x119 y7ed w91 hb7"><div class="t m0 x17 h11 y7e2 ff4 fs7 fc0 sc0 ls0 ws0">Informacje <span class="_ _19"> </span>o <span class="_ _19"> </span>wszelkich <span class="_ _19"> </span>działaniach <span class="_ _19"> </span>w </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">celu <span class="_ _e"></span>zaradzenia <span class="_ _e"></span>naruszeniom <span class="_ _e"></span>procedur <span class="_ _e"></span>i </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">norm <span class="_ _1a"> </span>w <span class="_ _1a"> </span>zakresie <span class="_ _1a"> </span>przeciwdziałania </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">korupcji<span class="_ _0"></span> i przekupstwu </div></div><div class="c x49 y7ed w8f hb7"><div class="t m0 x17 h11 y7e2 ff4 fs7 fc0 sc0 ls0 ws0">Wskaźnik <span class="_ _19"> </span>nr <span class="_ _19"> </span>16 <span class="_ _14"> </span>w <span class="_ _19"> </span>tabeli <span class="_ _19"> </span>3 <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączniku I<span class="ff1"> </span></div></div><div class="c x118 y7ed w68 hb7"><div class="t m0 xec h11 y7e2 ff1 fs7 fc0 sc0 ls0 ws0">Nieistotne </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y7ee ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb y7ef ff2 fs6 fc0 sc0 ls9 ws0">7.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">INFORMACJE O ŚRO<span class="_ _0"></span>DOWISKU<span class="_ _0"></span><span class="ff2"> </span></span></span></div><div class="t m0 x34 h63 y7f0 ff2 fs4 fc0 sc0 ls0 ws0">7.2.1.<span class="ff6"> <span class="_ _18"> </span></span>Taksonomia </div><div class="t m0 x6 hc y7f1 ff4 fs3 fc0 sc0 ls0 ws0">Poniżej, <span class="_ _e"></span>zgodnie <span class="_ _2"></span>z <span class="_ _e"></span>art. <span class="_ _e"></span>8 <span class="_ _2"></span>Rozporządzen<span class="_ _2"></span>ia <span class="_ _2"></span>UE <span class="_ _e"></span>2020/852 <span class="_ _2"></span>(Tak<span class="_ _2"></span>sonomia) <span class="_ _e"></span>zostały <span class="_ _2"></span>p<span class="_ _2"></span>rzedstawione <span class="_ _2"></span>in<span class="_ _2"></span>formacje <span class="_ _2"></span>na <span class="_ _e"></span>temat <span class="_ _e"></span>tego, <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7f2 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _e"></span>jaki <span class="_ _e"></span>s<span class="_ _2"></span>posób <span class="_ _e"></span>i <span class="_ _4"></span>w <span class="_ _e"></span>jakim <span class="_ _e"></span>s<span class="_ _2"></span>topniu <span class="_ _e"></span>dzia<span class="_ _2"></span>łalność <span class="_ _e"></span>Grup<span class="_ _2"></span>y <span class="_ _e"></span>Kapitałowej <span class="_ _4"></span>TOYA <span class="_ _e"></span>jest <span class="_ _4"></span>związana <span class="_ _4"></span>z <span class="_ _e"></span>działaln<span class="_ _2"></span>ością <span class="_ _e"></span>gosp<span class="_ _2"></span>odarczą, <span class="_ _e"></span>która </div><div class="t m0 x6 hc y7f3 ff4 fs3 fc0 sc0 ls0 ws0">kwalifikuje <span class="_ _7"></span>się <span class="_ _7"></span>jako <span class="_ _7"></span>zró<span class="_ _2"></span>wnoważona <span class="_ _7"> </span>śro<span class="_ _2"></span>dowiskowo <span class="_ _7"></span>(działalność <span class="_ _7"> </span>zgodn<span class="_ _2"></span>a <span class="_ _7"></span>z <span class="_ _7"></span>systematyką). <span class="_ _7"></span>Kluczowe <span class="_ _7"></span>wskaźniki <span class="_ _7"> </span>wyn<span class="_ _2"></span>ików </div><div class="t m0 x6 hc y71c ff4 fs3 fc0 sc0 ls0 ws0">zostały <span class="_ _14"> </span>przy<span class="_ _2"></span>gotowane <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z<span class="ff1"> <span class="_ _18"> </span></span>wymaganiami <span class="_ _14"> </span>p<span class="_ _2"></span>rzedstawionymi <span class="_ _14"> </span>w <span class="_ _14"> </span>Rozpo<span class="_ _2"></span>rządzeniu <span class="_ _14"> </span>Delego<span class="_ _2"></span>wanym <span class="_ _14"> </span>Komisji <span class="_ _14"> </span>(UE) </div><div class="t m0 x6 hc y7f4 ff4 fs3 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _4"></span>z<span class="_ _2"></span> <span class="_ _4"></span>dnia <span class="_ _7"></span>4 <span class="_ _4"></span>cz<span class="_ _2"></span>erwca <span class="_ _7"></span>2021 <span class="_ _4"></span>r. <span class="_ _7"></span>(Akt <span class="_ _4"></span>Delegowany<span class="_ _2"></span> <span class="_ _4"></span>okr<span class="_ _2"></span>eślający <span class="_ _4"></span>techniczn<span class="_ _2"></span>e <span class="_ _4"></span>kryteria <span class="_ _7"></span>kwalifikacji), <span class="_ _7"></span>zaktualizowanym </div><div class="t m0 x6 hc y7f5 ff4 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _9"></span>Rozporzą<span class="_ _2"></span>dzenie <span class="_ _9"></span>Delegowane <span class="_ _0"></span>Komisji <span class="_ _9"></span>(UE) <span class="_ _0"></span>2023/2485 <span class="_ _0"></span>z <span class="_ _9"></span>dnia <span class="_ _0"></span>27 <span class="_ _9"></span>czerwc<span class="_ _2"></span>a <span class="_ _9"></span>2023 <span class="_ _0"></span>r. <span class="_ _9"></span>oraz <span class="_ _0"></span>Rozporządzeniu <span class="_ _0"></span>Delegowanym </div><div class="t m0 x6 hc y7f6 ff4 fs3 fc0 sc0 ls0 ws0">Komisji <span class="_ _4"></span>(UE) <span class="_ _e"></span>2023/248<span class="_ _2"></span>6 <span class="_ _e"></span>z <span class="_ _4"></span>dnia <span class="_ _4"></span>27 <span class="_ _4"></span>czerwca <span class="_ _e"></span>20<span class="_ _2"></span>23 <span class="_ _e"></span>r., <span class="_ _4"></span>uzup<span class="_ _2"></span>ełniającym <span class="_ _e"></span>Rozporzą<span class="_ _2"></span>dzenie <span class="_ _e"></span>Parlamentu<span class="_ _2"></span> <span class="_ _e"></span>Euro<span class="_ _2"></span>pejskiego <span class="_ _e"></span>i <span class="_ _4"></span>Rady </div><div class="t m0 x6 hc y7f7 ff4 fs3 fc0 sc0 ls0 ws0">(UE) <span class="_ _7"></span>2020/852 <span class="_ _7"></span>oraz <span class="_ _7"></span>zmieniającym <span class="_ _7"></span>Rozporzą<span class="_ _2"></span>dzenie <span class="_ _7"></span>Delegowane <span class="_ _7"></span>Komisji <span class="_ _7"></span>(UE) <span class="_ _7"></span>2021/2178, <span class="_ _7"> </span>zgod<span class="_ _2"></span>nie <span class="_ _7"></span>z <span class="_ _4"></span>n<span class="_ _2"></span>ajlepszą <span class="_ _13"> </span>wiedzą <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y74 ff4 fs3 fc0 sc0 ls0 ws0">i przy zacho<span class="_ _2"></span>waniu należytej starannoś<span class="_ _2"></span>ci.<span class="ff1"> </span></div><div class="t m0 x6 hc y7f8 ff4 fs3 fc0 sc0 ls0 ws0">Ocena zgodn<span class="_ _2"></span>ości dział<span class="_ _2"></span>alności gospodarczej <span class="_ _2"></span>z systematyką<span class="_ _2"></span>, w ramach <span class="_ _2"></span>poszczególnych <span class="_ _2"></span>kluczowych wska<span class="_ _2"></span>źników wynikó<span class="_ _2"></span>w </div><div class="t m0 x6 hc y7f9 ff4 fs3 fc0 sc0 ls0 ws0">została <span class="_ _1b"> </span>przeprowad<span class="_ _2"></span>zona  w <span class="_ _1b"> </span>oparciu <span class="_ _1b"> </span>o <span class="_ _1b"> </span>kryteria  techn<span class="_ _2"></span>iczne <span class="_ _1b"> </span>określone <span class="_ _1b"> </span>w  ak<span class="_ _2"></span>tach  deleg<span class="_ _2"></span>owanych <span class="_ _1b"> </span>UE  2021<span class="_ _2"></span>/2139  ora<span class="_ _2"></span>z </div><div class="t m0 x6 hc y7fa ff1 fs3 fc0 sc0 ls0 ws0">2022/1214. </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w0 h0" ><div class="pc pc3d w0 h0"><img class="bi x2 y474 w3 h68" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">61<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0">Minimalne gwarancje<span class="_ _2"></span> </div><div class="t m0 x6 hc y7fb ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA sp<span class="_ _2"></span>ełnia minimalne gwaran<span class="_ _2"></span>cje, o który<span class="_ _2"></span>ch mowa w artykule 18 Roz<span class="_ _2"></span>porządzenia UE 2020/852. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7fc ff4 fs3 fc0 sc0 ls0 ws0">Ocena <span class="_ _19"> </span>zgo<span class="_ _2"></span>dności <span class="_ _14"> </span>z <span class="_ _19"> </span>Minimalnymi <span class="_ _14"> </span>Gwarancjami <span class="_ _14"> </span>w <span class="_ _19"> </span>Grupi<span class="_ _2"></span>e <span class="_ _19"> </span>Kapitało<span class="_ _2"></span>wej <span class="_ _19"> </span>TOYA <span class="_ _14"> </span>została <span class="_ _14"> </span>przeprowadzona <span class="_ _14"> </span>w <span class="_ _19"> </span>oparciu <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7fd ff1 fs3 fc0 sc0 ls0 ws0">o  rekomendacje  z  doku<span class="_ _2"></span>mentu <span class="_ _1b"> </span><span class="ff7">Final  Repo<span class="_ _2"></span>rt  on  Minimum  Safegua<span class="_ _2"></span>rds  autorstwa  Platform  On  Susta<span class="_ _2"></span>inable  Finance<span class="_ _2"></span></span> </div><div class="t m0 x6 hc y7fe ff4 fs3 fc0 sc0 ls0 ws0">opublikowanego <span class="_ _1c"> </span>w <span class="_ _18"> </span>paździer<span class="_ _2"></span>niku <span class="_ _18"> </span>2022, <span class="_ _1c"> </span>który <span class="_ _1c"> </span>wskazuje <span class="_ _1c"> </span>jako <span class="_ _1c"> </span>niespełnienie <span class="_ _18"> </span>M<span class="_ _2"></span>inimalnych <span class="_ _1c"> </span>Gwarancji <span class="_ _1c"> </span>wystąpienie </div><div class="t m0 x6 hc y7ff ff4 fs3 fc0 sc0 ls0 ws0">przynajmniej jednej z <span class="_ _2"></span>dwóch przesłanek w ramach<span class="_ _2"></span> czterech obsza<span class="_ _2"></span>rów działań: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y4d3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Prawa czło<span class="_ _2"></span>wieka <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y800 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">Korup<span class="_ _2"></span>cja </span></span></div><div class="t m0 xd h1a y801 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">Podat<span class="_ _2"></span>ki </span></span></div><div class="t m0 xd h1a y802 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">Uczciwa ko<span class="_ _2"></span>nkurencja </span></span></div><div class="t m0 x6 h6 y803 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y804 ff3 fs2 fc0 sc0 ls0 ws0">KPI Obrót <span class="ff2"> </span></div></div><div class="c x3c y354 w92 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11a y354 w93 hc7"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0"> </div></div><div class="c x11b y354 w94 hc7"><div class="t m0 x1b h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria dotycząc<span class="_ _0"></span>e istotnego wkładu<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c x113 y354 w95 hc7"><div class="t m0 x17 h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria &quot;nie cz<span class="_ _0"></span>yń poważnych szkód&quot;<span class="ff1 fs2"> </span></div></div><div class="c x11c y354 w96 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11d y354 w97 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11e y354 w98 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y56c w99 hc8"><div class="t m0 x17 h6 y807 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x96 y56c w9a hc8"><div class="t m4 x107 h60 y808 ff1 fs10 fc3 sc0 ls0 ws0">Kod</div><div class="t m0 x16 h6 y809 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x116 y56c w9b hc8"><div class="t m4 x107 h60 y80a ff4 fs10 fc3 sc0 ls0 ws0">Obrót (3)</div><div class="t m0 x16 h6 y80b ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11f y56c w9c hc8"><div class="t m4 x107 h60 y80c ff4 fs10 fc3 sc0 ls0 ws0">Część obrotu, rok <span class="_ _0"></span>N (4)</div><div class="t m0 x16 h6 y80d ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11a y56c w93 hc8"><div class="t m4 x107 h60 y80e ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (5)</div><div class="t m0 x16 h6 y80f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11b y56c w9d hc8"><div class="t m4 x107 h60 y810 ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do </div><div class="t m4 x107 h60 y811 ff1 fs10 fc3 sc0 ls0 ws0">zmian klimatu (6)</div><div class="t m0 x16 h6 y812 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x120 y56c w9e hc8"><div class="t m4 x107 h60 y813 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (7)</div><div class="t m0 x16 h60 y814 ff1 fs10 fc3 sc0 ls0 ws0"> </div></div><div class="c x121 y56c w9f hc8"><div class="t m4 x107 h60 y815 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(8)</div><div class="t m0 x16 h6 y816 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c xa y56c w9f hc8"><div class="t m4 x107 h60 y817 ff4 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu zamkniętym (9<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y818 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x8 y56c w9f hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(10)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x113 y56c wa0 hc8"><div class="t m4 x107 h60 y81b ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (11</div><div class="t m0 x16 h6 y81c ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x122 y56c wa1 hc8"><div class="t m4 x107 h60 y81d ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do zmian <span class="_ _0"></span>klimatu (12)</div><div class="t m0 x16 h6 y81e ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x123 y56c w96 hc8"><div class="t m4 x107 h60 y6d6 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (13</div><div class="t m0 x16 h6 y81f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x124 y56c w96 hc8"><div class="t m4 x107 h60 y820 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(14</div><div class="t m0 x16 h6 y821 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x19 y56c wa1 hc8"><div class="t m4 x107 h60 y822 ff1 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu </div><div class="t m4 x107 h60 y823 ff4 fs10 fc3 sc0 ls0 ws0">zamkniętym (15<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y824 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x125 y56c wa1 hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(16)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11c y56c w96 hc8"><div class="t m4 x107 h60 y825 ff1 fs10 fc3 sc0 ls0 ws0">Minimalne gwa<span class="_ _0"></span>rancje (17)</div><div class="t m0 x16 h6 y826 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11d y56c wa2 hc8"><div class="t m4 x107 h60 y0 ff4 fs10 fc3 sc0 ls0 ws0">Udział działalnośc<span class="_ _0"></span>i zgodnej z taks<span class="_ _0"></span>onomią w przychodach (%<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y6da ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x126 y56c wa3 hc8"><div class="t m0 x17 h6 y807 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11e y56c wa4 hc8"><div class="t m4 x107 h60 y827 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć wspomagają<span class="_ _0"></span>ca (19)</div><div class="t m0 x16 h6 y828 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x127 y56c wa4 hc8"><div class="t m4 x107 h60 y829 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć na rzecz pr<span class="_ _0"></span>zejścia (20)</div><div class="t m0 x16 h6 y82a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y82b w99 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x96 y82b w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x116 y82b w9b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">tys. PLN<span class="fs2"> </span></div></div><div class="c x11f y82b w9c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x11a y82b w93 h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y82c ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x11b y82b w9d h3d"><div class="t m0 x1b h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T;  N; </div><div class="t m0 x1b h6 y82c ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x120 y82b w9e h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0"> </div></div><div class="c x121 y82b w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y82c ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c xa y82b w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y82c ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x8 y82b w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y82c ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x113 y82b wa0 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x122 y82b wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x123 y82b w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x124 y82b w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x19 y82b wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x125 y82b wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x11c y82b w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x11d y82b wa2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x126 y82b wa3 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x11e y82b wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x127 y82b wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y82d w99 hc9"><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">A. <span class="_ _3"> </span>D<span class="_ _0"></span>ziałalność<span class="_ _0"></span> </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">kwalifikującą <span class="_ _13"> </span>się <span class="_ _13"> </span>do </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">taksonomii<span class="fs2"> </span></div></div><div class="c x96 y82d w9a hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y82d w9b hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y82d w9c hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y82d w93 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y82d w9d hc9"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y82d w9e hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y82d w9f hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y82d w9f hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y82d w9f hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y82d wa0 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y82d wa1 hc9"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y82d w96 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y82d w96 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y82d wa1 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y82d wa1 hc9"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y82d w96 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y82d wa2 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y82d wa3 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y82d wa4 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y82d wa4 hc9"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y830 w99 hca"><div class="t m0 x17 h60 y831 ff1 fs10 fc0 sc0 ls0 ws0">A.1. <span class="_ _53"> </span>Rodzaje </div><div class="t m0 x17 h60 y832 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y833 ff4 fs10 fc0 sc0 ls0 ws0">zrównoważonej </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">(zgodna <span class="_ _54"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką)<span class="ff1 fs2"> </span></div></div><div class="c x96 y830 w9a hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y830 w9b hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y830 w9c hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y830 w93 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y830 w9d hca"><div class="t m0 x1b h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y830 w9e hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y830 w9f hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y830 w9f hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y830 w9f hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y830 wa0 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y830 wa1 hca"><div class="t m0 x1b h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y830 w96 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y830 w96 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y830 wa1 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y830 wa1 hca"><div class="t m0 x1b h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y830 w96 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y830 wa2 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y830 wa3 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y830 wa4 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y830 wa4 hca"><div class="t m0 x17 h6 y835 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y836 w99 hcb"><div class="t m0 x17 h60 y837 ff4 fs10 fc0 sc0 ls0 ws0">A.1. <span class="_ _13"> </span>Obrót <span class="_ _8"> </span>z <span class="_ _8"> </span>tytułu </div><div class="t m0 x17 h60 y586 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">zrównoważonej </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">(zgodnej <span class="_ _4e"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką)<span class="ff1 fs2"> </span></div></div><div class="c x96 y836 w9a hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y836 w9b hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11f y836 w9c hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11a y836 w93 hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y836 w9d hcb"><div class="t m0 x1b h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x120 y836 w9e hcb"><div class="t m0 x17 h60 y837 ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y836 w9f hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c xa y836 w9f hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x8 y836 w9f hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x113 y836 wa0 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y836 wa1 hcb"><div class="t m0 x1b h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y836 w96 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y836 w96 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y836 wa1 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y836 wa1 hcb"><div class="t m0 x1b h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y836 w96 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y836 wa2 hcb"><div class="t m0 x17 h6 y837 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x126 y836 wa3 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y836 wa4 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y836 wa4 hcb"><div class="t m0 x17 h6 y839 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y83a w99 h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">W <span class="_ _55"> </span>tym </div><div class="t m0 x17 h6 y83b ff4 fs10 fc0 sc0 ls0 ws0">wspomagająca<span class="ff1 fs2"> </span></div></div><div class="c x96 y83a w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y83a w9b h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y83a w9c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11a y83a w93 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y83a w9d h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x120 y83a w9e h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y83a w9f h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c xa y83a w9f h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x8 y83a w9f h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x113 y83a wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y83a wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y83a w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y83a w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y83a wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y83a wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y83a w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y83a wa2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y83a wa3 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y83a wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x127 y83a wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y83c w99 h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">W <span class="_ _1c"> </span>tym<span class="_ _0"></span> <span class="_ _1c"> </span>na <span class="_ _18"> </span>rzecz </div><div class="t m0 x17 h6 y83b ff4 fs10 fc0 sc0 ls0 ws0">przejścia<span class="ff1 fs2"> </span></div></div><div class="c x96 y83c w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y83c w9b h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y83c w9c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11a y83c w93 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y83c w9d h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y83c w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y83c w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y83c w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y83c w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y83c wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y83c wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y83c w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y83c w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y83c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y83c wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y83c w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y83c wa2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y83c wa3 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y83c wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y83c wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y83d w99 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y83d w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y83d w9b h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y83d w9c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y83d w93 h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x11b y83d w9d h3d"><div class="t m0 x1b h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T;  N; </div><div class="t m0 x1b h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x120 y83d w9e h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y83d w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c xa y83d w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x8 y83d w9f h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T;  N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x113 y83d wa0 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x122 y83d wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x123 y83d w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x124 y83d w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x19 y83d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x125 y83d wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x11c y83d w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x11d y83d wa2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y83d wa3 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y83d wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y83d wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y83e w99 h74"><div class="t m0 x17 h60 y83f ff4 fs10 fc0 sc0 ls0 ws0">A.2. <span class="_ _44"> </span>Działalność </div><div class="t m0 x17 h60 y840 ff4 fs10 fc0 sc0 ls0 ws0">kwalifikująca <span class="_ _13"> </span>się <span class="_ _13"> </span>do </div><div class="t m0 x17 h60 y837 ff1 fs10 fc0 sc0 ls0 ws0">systematyki, <span class="_ _3d"> </span>ale </div><div class="t m0 x17 h60 y586 ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważona<span class="_ _0"></span> </div><div class="t m0 x17 h60 y841 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">(działalność </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">niezgodna <span class="_ _47"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką)<span class="ff1 fs2"> </span></div></div><div class="c x96 y83e w9a h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y83e w9b h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y83e w9c h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y83e w93 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y83e w9d h74"><div class="t m0 x1b h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y83e w9e h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y83e w9f h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y83e w9f h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y83e w9f h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y83e wa0 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y83e wa1 h74"><div class="t m0 x1b h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y83e w96 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y83e w96 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y83e wa1 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y83e wa1 h74"><div class="t m0 x1b h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y83e w96 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y83e wa2 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y83e wa3 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y83e wa4 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y83e wa4 h74"><div class="t m0 x17 h6 y842 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y843 w99 hcc"><div class="t m0 x17 h60 y844 ff4 fs10 fc0 sc0 ls0 ws0">A.2. <span class="_ _13"> </span>Obrót <span class="_ _8"> </span>z <span class="_ _8"> </span>tytułu </div><div class="t m0 x17 h60 y845 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y846 ff4 fs10 fc0 sc0 ls0 ws0">kwalifikującej  się<span class="_ _0"></span>  do </div><div class="t m0 x17 h60 y847 ff1 fs10 fc0 sc0 ls0 ws0">systematyki, <span class="_ _3d"> </span>ale </div><div class="t m0 x17 h60 y6c4 ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważonej<span class="_ _0"></span> </div><div class="t m0 x17 h60 y848 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x17 h60 y849 ff4 fs10 fc0 sc0 ls0 ws0">(działalności </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">niezgodnej <span class="_ _3c"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką)<span class="ff1 fs2"> </span></div></div><div class="c x96 y843 w9a hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y843 w9b hcc"><div class="t m0 x17 h6 y844 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11f y843 w9c hcc"><div class="t m0 x17 h6 y844 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11a y843 w93 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y843 w9d hcc"><div class="t m0 x1b h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y843 w9e hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y843 w9f hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y843 w9f hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y843 w9f hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y843 wa0 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y843 wa1 hcc"><div class="t m0 x1b h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y843 w96 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y843 w96 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y843 wa1 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y843 wa1 hcc"><div class="t m0 x1b h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y843 w96 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y843 wa2 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y843 wa3 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y843 wa4 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y843 wa4 hcc"><div class="t m0 x17 h6 y84a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y84b w99 hcd"><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">A. <span class="_ _19"> </span>Obrót <span class="_ _5"> </span>z <span class="_ _14"> </span>tytułu<span class="_ _0"></span> </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">kwalifikującej  się<span class="_ _0"></span>  do </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">systematyki (A1+A2)<span class="_ _0"></span><span class="fs2"> </span></div></div><div class="c x96 y84b w9a hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y84b w9b hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11f y84b w9c hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11a y84b w93 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y84b w9d hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y84b w9e hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y84b w9f hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y84b w9f hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y84b w9f hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y84b wa0 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y84b wa1 hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y84b w96 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y84b w96 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y84b wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y84b wa1 hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y84b w96 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y84b wa2 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y84b wa3 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y84b wa4 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y84b wa4 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y84d w99 hce"><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">B. <span class="_ _4a"> </span>DZIAŁALNOŚĆ<span class="_ _0"></span> </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">NIEKWALIFIKUJĄCA<span class="_ _0"></span> </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">SIĘ DO TAKSON<span class="_ _0"></span>OMII<span class="ff1 fs2"> </span></div></div><div class="c x96 y84d w9a hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y84d w9b hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11f y84d w9c hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y84d w93 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y84d w9d hce"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y84d w9e hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y84d w9f hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y84d w9f hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y84d w9f hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y84d wa0 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y84d wa1 hce"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y84d w96 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y84d w96 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y84d wa1 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y84d wa1 hce"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y84d w96 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y84d wa2 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y84d wa3 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y84d wa4 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y84d wa4 hce"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y84f w99 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">Inna<span class="fs2"> </span></div></div><div class="c x96 y84f w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y84f w9b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">821<span class="ls0"> 007,8<span class="fs2"> </span></span></div></div><div class="c x11f y84f w9c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x11a y84f w93 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y84f w9d h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y84f w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y84f w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y84f w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y84f w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y84f wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y84f wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y84f w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y84f w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y84f wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y84f wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y84f w96 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x11d y84f wa2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y84f wa3 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y84f wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y84f wa4 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y27e w99 hcf"><div class="t m0 x17 h60 y850 ff4 fs10 fc0 sc0 ls0 ws0">Obrót <span class="_ _1e"> </span>z <span class="_ _1e"> </span>tytułu </div><div class="t m0 x17 h60 y851 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y852 ff4 fs10 fc0 sc0 ls0 ws0">niekwalifikującej <span class="_ _26"> </span>się </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">do systematyki<span class="fs2"> </span></div></div><div class="c x96 y27e w9a hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y27e w9b hcf"><div class="t m0 x17 h30 y850 ff1 fs10 fc0 sc0 ls37 ws0">821<span class="ls0"> 007,8<span class="fsf"> </span></span></div></div><div class="c x11f y27e w9c hcf"><div class="t m0 x17 h6 y850 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x11a y27e w93 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y27e w9d hcf"><div class="t m0 x1b h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y27e w9e hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y27e w9f hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y27e w9f hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y27e w9f hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y27e wa0 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y27e wa1 hcf"><div class="t m0 x1b h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y27e w96 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y27e w96 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y27e wa1 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y27e wa1 hcf"><div class="t m0 x1b h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y27e w96 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y27e wa2 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y27e wa3 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y27e wa4 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y27e wa4 hcf"><div class="t m0 x17 h6 y853 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y854 w99 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">OGÓŁEM<span class="ff1 fs2"> </span></div></div><div class="c x96 y854 w9a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y854 w9b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">821<span class="ls0"> 007,8<span class="fs2"> </span></span></div></div><div class="c x11f y854 w9c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x11a y854 w93 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y854 w9d h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y854 w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y854 w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa y854 w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8 y854 w9f h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y854 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y854 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x123 y854 w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x124 y854 w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x19 y854 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x125 y854 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11c y854 w96 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11d y854 wa2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x126 y854 wa3 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y854 wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x127 y854 wa4 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w0 h0" ><div class="pc pc3e w0 h0"><img class="bi x2 y855 wa5 hd0" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">62<span class="ls0"> </span></div></div><div class="c x3c y856 wa6 h55"><div class="t m0 x29 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y856 wa7 h55"><div class="t m0 x6f h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">Udział w obrocie<span class="_ _0"></span><span class="ff1"> </span></div></div><div class="c x3c y857 wa6 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y857 wa8 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc3 sc0 ls0 ws0">Zgodność <span class="_ _21"> </span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc3 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą </div><div class="t m0 x17 h11 y85 ff1 fs7 fc3 sc0 ls0 ws0">w <span class="_ _12"> </span>podziale </div><div class="t m0 x17 h11 y539 ff1 fs7 fc3 sc0 ls0 ws0">na cele </div></div><div class="c x128 y857 wa9 h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc3 sc0 ls0 ws0">Kwalifiko<span class="_ _0"></span>wanie </div><div class="t m0 x17 h11 y538 ff4 fs7 fc3 sc0 ls0 ws0">się <span class="_ _1d"> </span>do </div><div class="t m0 x17 h11 y85 ff1 fs7 fc3 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i <span class="_ _19"> </span>w </div><div class="t m0 x17 h11 y539 ff1 fs7 fc3 sc0 ls0 ws0">podziale <span class="_ _24"> </span>na </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc3 sc0 ls38 ws0">cele<span class="ls0"> </span></div></div><div class="c x3c y302 wa6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls39 ws0">CCM<span class="ls0"> </span></div></div><div class="c x4c y302 wa8 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y302 wa9 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3c y858 wa6 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls39 ws0">CCA<span class="ls0"> </span></div></div><div class="c x4c y858 wa8 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y858 wa9 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3c y859 wa6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls3a ws0">WTR<span class="ls0"> </span></div></div><div class="c x4c y859 wa8 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y859 wa9 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3c y37b wa6 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls39 ws0">CE<span class="ls0"> </span></div></div><div class="c x4c y37b wa8 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y37b wa9 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3c y85a wa6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">PPC </div></div><div class="c x4c y85a wa8 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y85a wa9 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x3c y85b wa6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">BIO </div></div><div class="c x4c y85b wa8 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x128 y85b wa9 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y85c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y85d ff3 fs3 fc0 sc0 ls0 ws0">Ujawnienia dotyczące dział<span class="_ _2"></span>alności związanych z en<span class="_ _2"></span>ergią jądrową i gazem z<span class="_ _2"></span>iemnym<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y85e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y85f ff4 fs3 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _2"></span>według <span class="_ _2"></span>wytyczn<span class="_ _2"></span>ych <span class="_ _2"></span>Załącznika <span class="_ _2"></span>III <span class="_ _e"></span>Rozporządzenia <span class="_ _2"></span>Delegowanego <span class="_ _2"></span>Ko<span class="_ _2"></span>misji <span class="_ _2"></span>(UE) <span class="_ _2"></span>2022/1214, <span class="_ _2"></span>u<span class="_ _2"></span>zupełniającego </div><div class="t m0 x6 hc y860 ff4 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _8"> </span>Delegowane  Komisji <span class="_ _13"> </span>(UE) <span class="_ _8"> </span>2021/<span class="_ _2"></span>2178 <span class="_ _13"> </span>o<span class="_ _2"></span><span class="ff1"> </span>Zał<span class="_ _2"></span>ącznik <span class="_ _8"> </span>XII <span class="_ _8"> </span>w <span class="_ _13"> </span>za<span class="_ _2"></span>kresie <span class="_ _13"> </span>wzoró<span class="_ _2"></span>w <span class="_ _13"> </span>dla  ujawniania <span class="_ _13"> </span>informacji,<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y861 ff4 fs3 fc0 sc0 ls0 ws0">o których mowa w art. 8 <span class="_ _2"></span>ust. 6 i<span class="ff1"> <span class="ls7">7.</span> </span></div><div class="t m0 x6 hc y862 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y863 ff3 fs3 fc0 sc0 ls0 ws0">Obrót<span class="ff2"> </span></div></div><div class="c x6 y864 waa hd1"><div class="t m0 x128 hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 1 Działalno<span class="_ _0"></span>ść związana z en<span class="_ _0"></span>ergią jądrową i ga<span class="_ _0"></span>zem ziemnym<span class="ff2"> </span></div></div><div class="c x6 y865 wab hd1"><div class="t m0 x17 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz </div></div><div class="c xc y865 wac hd1"><div class="t m0 x9c hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Działalność związana <span class="_ _0"></span>z energią jądro<span class="_ _0"></span>wą<span class="ff2"> </span></span></div></div><div class="c x6 y866 wab hd2"><div class="t m0 x21 h11 y867 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c xc y866 wad hd2"><div class="t m0 x17 h11 y868 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo prowadzi <span class="_ _2"></span>badania, rozwój, <span class="_ _2"></span>demonstr<span class="_ _0"></span>ację i <span class="_ _2"></span>rozmieszczenie innowacyjnyc<span class="_ _0"></span>h <span class="_ _2"></span>instalacji wytwarzania energii </div><div class="t m0 x17 h11 y867 ff4 fs7 fc0 sc0 ls0 ws0">elektryc<span class="_ _0"></span>znej wytwarzających energię w ramach procesów jądrowych przy <span class="_ _2"></span>minimalnej ilo<span class="_ _0"></span>ści odpadów z cy<span class="_ _2"></span>klu paliwowego, </div><div class="t m0 x17 h11 y869 ff4 fs7 fc0 sc0 ls0 ws0">finansuje t<span class="_ _0"></span>ę działalność lub je<span class="_ _0"></span>st ma na nią eksp<span class="_ _0"></span>ozycję.<span class="ff1"> </span></div></div><div class="c x129 y866 wae hd2"><div class="t m0 x12a h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y502 wab hd3"><div class="t m0 x21 h11 y86a ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c xc y502 wad hd3"><div class="t m0 x17 h11 y86b ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _e"></span>prowadzi <span class="_ _e"></span>budowę <span class="_ _e"></span>i<span class="_ _2"></span> <span class="_ _e"></span>bezpieczną <span class="_ _e"></span>eksploatację <span class="_ _2"></span>nowych <span class="_ _4"></span>obiektów <span class="_ _e"></span>jądrowych <span class="_ _e"></span>w <span class="_ _4"></span>celu <span class="_ _e"></span>wytwarzania <span class="_ _e"></span>energii </div><div class="t m0 x17 h11 y86c ff4 fs7 fc0 sc0 ls0 ws0">elektryc<span class="_ _0"></span>znej l<span class="_ _0"></span>ub cie<span class="_ _0"></span>pła techn<span class="_ _0"></span>ologicznego, w <span class="_ _9"></span>tym na <span class="_ _9"></span>potrzeby systemu <span class="_ _9"></span>ciepłowniczego lub <span class="_ _9"></span>procesów pr<span class="_ _0"></span>zemysłowych, <span class="_ _0"></span>takich </div><div class="t m0 x17 h11 y86d ff4 fs7 fc0 sc0 ls0 ws0">jak <span class="_ _e"></span>produkcja <span class="_ _2"></span>wodoru, <span class="_ _e"></span>a<span class="_ _2"></span> <span class="_ _e"></span>także <span class="_ _e"></span>ich <span class="_ _e"></span>modernizację <span class="_ _e"></span>pod <span class="_ _e"></span>kątem <span class="_ _e"></span>bezpieczeństwa, <span class="_ _e"></span>z <span class="_ _e"></span>wykorzystanie<span class="_ _0"></span>m <span class="_ _e"></span>na<span class="_ _2"></span>jlepszych <span class="_ _2"></span>d<span class="_ _2"></span>ostępny<span class="_ _0"></span>ch </div><div class="t m0 x17 h11 y86e ff4 fs7 fc0 sc0 ls0 ws0">technol<span class="_ _0"></span>ogii, finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią ek<span class="_ _0"></span>spozycję.<span class="ff1"> </span></div></div><div class="c x129 y502 wae hd3"><div class="t m0 x12a h11 y86a ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y4e0 wab hd4"><div class="t m0 x21 h11 y867 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c xc y4e0 wad hd4"><div class="t m0 x17 h11 y86f ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo prowadzi bezpie<span class="_ _0"></span>czną eksploatację<span class="_ _0"></span> istniejących obiektó<span class="_ _0"></span>w jądrowych wytwarzający<span class="_ _0"></span>ch energię elekt<span class="_ _0"></span>ryczną </div><div class="t m0 x17 h11 y870 ff4 fs7 fc0 sc0 ls0 ws0">lub ciepło te<span class="_ _0"></span>chnologiczne, w tym na potrzeby systemu ci<span class="_ _0"></span>epłowniczego lub procesó<span class="_ _0"></span>w przemysłowych, taki<span class="_ _0"></span>ch jak produkcja </div><div class="t m0 x17 h11 y871 ff4 fs7 fc0 sc0 ls0 ws0">wodoru <span class="_ _2"></span>z<span class="_ _2"></span> <span class="_ _e"></span>energii <span class="_ _2"></span>jądrowej, <span class="_ _e"></span>a <span class="_ _e"></span>także <span class="_ _e"></span>ich <span class="_ _2"></span>modernizację <span class="_ _e"></span>pod <span class="_ _2"></span>kątem <span class="_ _e"></span>bezpieczeńst<span class="_ _0"></span>wa, <span class="_ _e"></span>finansuje <span class="_ _2"></span>tę <span class="_ _e"></span>działalność <span class="_ _e"></span>lub <span class="_ _2"></span>m<span class="_ _2"></span>a <span class="_ _e"></span>na <span class="_ _2"></span>nią </div><div class="t m0 x17 h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">ekspozycję<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c x129 y4e0 wae hd4"><div class="t m0 x12a h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y872 wab hd1"><div class="t m0 x12a h11 y3a9 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xc y872 wac hd1"><div class="t m0 x12b hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Działalność związan<span class="_ _0"></span>a z gazem <span class="ff2">ziemn<span class="_ _0"></span>ym </span></div></div><div class="c x6 y736 wab hd5"><div class="t m0 x21 h11 y1cf ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c xc y736 wad hd5"><div class="t m0 x17 h11 y873 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _7"> </span>prowadzi <span class="_ _7"> </span>budowę <span class="_ _7"> </span>lub <span class="_ _7"> </span>eksploatację<span class="_ _0"></span>  i<span class="_ _0"></span>nstalacji <span class="_ _7"> </span>do <span class="_ _7"> </span>wytwarzania <span class="_ _7"> </span>energii <span class="_ _7"> </span>elektr<span class="_ _0"></span>ycznej <span class="_ _7"> </span>z  wy<span class="_ _0"></span>korzystanie<span class="_ _0"></span>m </div><div class="t m0 x17 h11 y441 ff4 fs7 fc0 sc0 ls0 ws0">gazowych pal<span class="_ _0"></span>iw kopalnyc<span class="_ _0"></span>h, finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią <span class="_ _0"></span>ekspozycję.<span class="ff1"> </span></div></div><div class="c x129 y736 wae hd5"><div class="t m0 x12a h11 y1cf ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y874 wab hd2"><div class="t m0 x21 h11 y867 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c xc y874 wad hd2"><div class="t m0 x17 h11 y868 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _19"> </span>prowadzi <span class="_ _19"> </span>budowę, <span class="_ _14"> </span>modernizację <span class="_ _19"> </span>i <span class="_ _19"> </span>eksploatację <span class="_ _19"> </span>instalacji <span class="_ _19"> </span>do <span class="_ _19"> </span>skojarzonego <span class="_ _19"> </span>wytwarzania <span class="_ _14"> </span>ene<span class="_ _0"></span>rgii </div><div class="t m0 x17 h11 y867 ff4 fs7 fc0 sc0 ls0 ws0">cieplne<span class="_ _0"></span>j/chłodniczej i ener<span class="_ _0"></span>gii elektrycznej z wykorzyst<span class="_ _0"></span>aniem gazowych pa<span class="_ _0"></span>liw kopalnych, fina<span class="_ _0"></span>nsuje tę działalność<span class="_ _0"></span> lub ma na </div><div class="t m0 x17 h11 y869 ff4 fs7 fc0 sc0 ls0 ws0">nią ekspo<span class="_ _0"></span>zycję.<span class="ff1"> </span></div></div><div class="c x129 y874 wae hd2"><div class="t m0 x12a h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y875 wab hd6"><div class="t m0 x21 h11 y87 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c xc y875 wad hd6"><div class="t m0 x17 h11 y873 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo prowadzi budowę, moderni<span class="_ _0"></span>zację i eksploat<span class="_ _0"></span>ację instalacji do wytwarzania c<span class="_ _0"></span>iepła wytwarzających e<span class="_ _0"></span>nergię </div><div class="t m0 x17 h11 y876 ff4 fs7 fc0 sc0 ls0 ws0">cieplną/c<span class="_ _0"></span>hłodniczą z wykorzyst<span class="_ _0"></span>aniem gazowych pa<span class="_ _0"></span>liw kopalny<span class="_ _0"></span>ch, finansuje tę działal<span class="_ _0"></span>ność lub ma na ni<span class="_ _0"></span>ą ekspozycję.<span class="ff1"> </span></div></div><div class="c x129 y875 wae hd6"><div class="t m0 x12a h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y436 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y877 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y878 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y879 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y700 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y79a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y87a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y87b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y87c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y87d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w0 h0" ><div class="pc pc3f w0 h0"><img class="bi x2 y87e w3 hd7" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">63<span class="ls0"> </span></div></div><div class="c x6 y87f waf hd1"><div class="t m0 x12c hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 2 Działalno<span class="_ _0"></span>ść gospodarcza zgo<span class="_ _0"></span>dna z systematyką (<span class="_ _0"></span>mianownik)<span class="ff2"> </span></div></div><div class="c x6 y880 wb0 hd8"><div class="t m0 x5e hf y881 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x34 y880 wb1 hd8"><div class="t m0 x2a hf y881 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x12d y882 wb2 hd9"><div class="t m0 xec hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xe2 hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x12d y884 wb3 h8e"><div class="t m0 x2e hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x12e y884 wb4 h8e"><div class="t m0 x29 hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xa9 hf y548 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c xf2 y884 wb5 h8e"><div class="t m0 x43 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 xa9 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 x27 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x12d y880 wb6 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x12f y880 wb7 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x12e y880 wb8 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _27"> </span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x130 y880 wb9 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xf2 y880 wba h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _27"> </span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x131 y880 wbb h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y885 wb0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x34 y885 wb1 hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _4a"> </span>o <span class="_ _4a"> </span>której <span class="_ _4a"> </span>mowa <span class="_ _4a"> </span>w <span class="_ _4a"> </span>sekc<span class="_ _0"></span>ji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.26załącznik<span class="_ _0"></span>ów <span class="_ _1a"> </span>I <span class="_ _1a"> </span>i <span class="_ _1a"> </span>II <span class="_ _1a"> </span>do <span class="_ _1a"> </span>rozpor<span class="_ _0"></span>ządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _18"> </span>(UE) <span class="_ _1c"> </span>2021/2139 <span class="_ _1c"> </span>w <span class="_ _1c"> </span>mianowniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego <span class="_ _1f"> </span>zastosowanie <span class="_ _1f"> </span>kluczowego <span class="_ _1f"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x12d y885 wb6 hbf"><div class="t m0 x85 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y885 wb7 hbf"><div class="t m0 x10b h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y885 wb8 hbf"><div class="t m0 x3b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y885 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y885 wba hbf"><div class="t m0 xc8 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y885 wbb hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y3b2 wb0 hda"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x34 y3b2 wb1 hda"><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>któr<span class="_ _0"></span>ej <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _22"> </span>sekcji <span class="_ _15"> </span>4.27 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>m<span class="_ _2"></span>ianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x12d y3b2 wb6 hda"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y3b2 wb7 hda"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y3b2 wb8 hda"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y3b2 wb9 hda"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y3b2 wba hda"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y3b2 wbb hda"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y5a8 wb0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x34 y5a8 wb1 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>któr<span class="_ _0"></span>ej <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _22"> </span>sekcji <span class="_ _15"> </span>4.28 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>m<span class="_ _2"></span>ianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x12d y5a8 wb6 h74"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y5a8 wb7 h74"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y5a8 wb8 h74"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y5a8 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y5a8 wba h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y5a8 wbb h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y886 wb0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x34 y886 wb1 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>któr<span class="_ _0"></span>ej <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _22"> </span>sekcji <span class="_ _15"> </span>4.29 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>m<span class="_ _2"></span>ianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x12d y886 wb6 h74"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y886 wb7 h74"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y886 wb8 h74"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y886 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y886 wba h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y886 wbb h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y887 wb0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x34 y887 wb1 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>któr<span class="_ _0"></span>ej <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _22"> </span>sekcji <span class="_ _15"> </span>4.30 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>m<span class="_ _2"></span>ianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x12d y887 wb6 h74"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y887 wb7 h74"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y887 wb8 h74"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y887 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y887 wba h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y887 wbb h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y888 wb0 hda"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x34 y888 wb1 hda"><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>któr<span class="_ _0"></span>ej <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _22"> </span>sekcji <span class="_ _15"> </span>4.31 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>m<span class="_ _2"></span>ianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x12d y888 wb6 hda"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y888 wb7 hda"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y888 wb8 hda"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y888 wb9 hda"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y888 wba hda"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y888 wbb hda"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y889 wb0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x34 y889 wb1 h74"><div class="t m0 x17 hf y537 ff3 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _21"> </span>i <span class="_ _1f"> </span>udział <span class="_ _21"> </span>innych <span class="_ _1f"> </span>rodzajów <span class="_ _21"> </span>działalności </div><div class="t m0 x17 hf y86 ff3 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _51"> </span>zgodnej <span class="_ _51"> </span>z <span class="_ _51"> </span>sys<span class="_ _2"></span>temat<span class="_ _0"></span>yką, </div><div class="t m0 x17 hf y85 ff2 fs7 fc0 sc0 ls0 ws0">niewymienion<span class="_ _0"></span>ych <span class="_ _5"> </span>w <span class="_ _5"> </span>wierszach <span class="_ _5"> </span>1<span class="ff3">–6 <span class="_ _5"> </span>powyżej <span class="_ _5"> </span>w </span></div><div class="t m0 x17 hf y87 ff3 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _4"></span>mającego <span class="_ _7"></span><span class="ff2">zastosowani<span class="_ _0"></span>e <span class="_ _4"></span>kluczowego </span></div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">wskaźnika wyników<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x12d y889 wb6 h74"><div class="t m0 x85 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x12f y889 wb7 h74"><div class="t m0 x10b h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x12e y889 wb8 h74"><div class="t m0 x3b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x130 y889 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xf2 y889 wba h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x131 y889 wbb h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y88a wb0 hb4"><div class="t m0 x18 h11 y570 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x34 y88a wb1 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Całkowity <span class="_ _2"></span>mający z<span class="_ _2"></span>astosowani<span class="_ _0"></span>e <span class="_ _2"></span>kluczowy wskaźnik </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x12d y88a wb6 hb4"><div class="t m0 x85 h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c x12f y88a wb7 hb4"><div class="t m0 x2a h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c x12e y88a wb8 hb4"><div class="t m0 x3b h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c x130 y88a wb9 hb4"><div class="t m0 x12a h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c xf2 y88a wba hb4"><div class="t m0 xc8 h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c x131 y88a wbb hb4"><div class="t m0 x12a h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y247 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y6b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y88b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y369 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y24d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y88c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y482 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 ycc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 yf0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y88d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y88e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y76 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y88f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y890 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w0 h0" ><div class="pc pc40 w0 h0"><img class="bi x2 y891 w3 hdb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">64<span class="ls0"> </span></div></div><div class="c x6 y87f wbc hd1"><div class="t m0 x132 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 3 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>zgodna z systemat<span class="_ _0"></span>yką (licznik)<span class="ff2"> </span></div></div><div class="c x6 y880 w97 hd8"><div class="t m0 x17 hf y881 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c xc3 y880 wbd hd8"><div class="t m0 x2a hf y881 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x133 y882 wbe hd9"><div class="t m0 xd2 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 x38 hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x133 y884 wbf h8e"><div class="t m0 xe1 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c xb6 y884 wc0 h8e"><div class="t m0 x10e hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xd3 hf y548 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x134 y884 w64 h8e"><div class="t m0 x28 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 xd3 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 x2e hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x133 y880 wc1 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _40"> </span>(tys.<span class="_ _0"></span> </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c xc4 y880 wc2 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xb6 y880 wc3 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _21"> </span>(ty.<span class="_ _0"></span> </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x135 y880 wc4 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x134 y880 wc5 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _7"> </span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x136 y880 wb9 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y892 w97 h74"><div class="t m0 x18 h11 y546 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c xc3 y892 wbd h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _4"></span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.26 </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wyników<span class="ff1"> </span></div></div><div class="c x133 y892 wc1 h74"><div class="t m0 xc8 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y892 wc2 h74"><div class="t m0 xe1 h11 y546 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y892 wc3 h74"><div class="t m0 x1e h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y892 wc4 h74"><div class="t m0 x21 h11 y546 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y892 wc5 h74"><div class="t m0 x5d h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y892 wb9 h74"><div class="t m0 x29 h11 y546 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y893 w97 hda"><div class="t m0 x18 h11 y7df ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c xc3 y893 wbd hda"><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _4"></span>z </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.27 </div><div class="t m0 x17 h11 y7df ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x133 y893 wc1 hda"><div class="t m0 xc8 h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y893 wc2 hda"><div class="t m0 xe1 h11 y7df ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y893 wc3 hda"><div class="t m0 x1e h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y893 wc4 hda"><div class="t m0 x21 h11 y7df ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y893 wc5 hda"><div class="t m0 x5d h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y893 wb9 hda"><div class="t m0 x29 h11 y7df ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y894 w97 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c xc3 y894 wbd h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _4"></span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.28 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x133 y894 wc1 h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y894 wc2 h74"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y894 wc3 h74"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y894 wc4 h74"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y894 wc5 h74"><div class="t m0 x5d h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y894 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y18b w97 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c xc3 y18b wbd h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _4"></span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.29 <span class="ff1"> </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x133 y18b wc1 h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y18b wc2 h74"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y18b wc3 h74"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y18b wc4 h74"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y18b wc5 h74"><div class="t m0 x5d h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y18b wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y895 w97 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c xc3 y895 wbd h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span><span class="ff4">udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>zgodnej <span class="_ _4"></span>z </span></div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.30 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x133 y895 wc1 h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y895 wc2 h74"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y895 wc3 h74"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y895 wc4 h74"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y895 wc5 h74"><div class="t m0 x5d h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y895 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y896 w97 hda"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c xc3 y896 wbd hda"><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _4"></span>zgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y897 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>której <span class="_ _15"> </span>mowa <span class="_ _15"> </span>w <span class="_ _15"> </span>sekc<span class="_ _0"></span>ji <span class="_ _15"> </span>4.31 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _e"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _e"></span>rozporządzenia <span class="_ _2"></span>delegowanego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _e"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _4"></span>licznik<span class="_ _0"></span>u <span class="_ _e"></span>mającego <span class="_ _2"></span>zastosowanie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x133 y896 wc1 hda"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y896 wc2 hda"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y896 wc3 hda"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y896 wc4 hda"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y896 wc5 hda"><div class="t m0 x5d h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y896 wb9 hda"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y47a w97 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c xc3 y47a wbd h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _15"> </span>i <span class="_ _15"> </span>udział <span class="_ _15"> </span>innych <span class="_ _15"> </span>rodzajów <span class="_ _15"> </span>działalności </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _46"> </span>zg<span class="_ _2"></span>odnej <span class="_ _46"> </span>z <span class="_ _31"> </span>systematyką, </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _14"> </span>w <span class="_ _18"> </span>wierszach <span class="_ _14"> </span>1<span class="ff4">–6 <span class="_ _18"> </span>powyżej <span class="_ _14"> </span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">liczniku <span class="_ _1a"> </span>mającego <span class="_ _27"> </span>zastosowanie <span class="_ _1a"> </span>kluczowego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x133 y47a wc1 h74"><div class="t m0 xc8 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y47a wc2 h74"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y47a wc3 h74"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y47a wc4 h74"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y47a wc5 h74"><div class="t m0 x5d h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y47a wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y898 w97 h78"><div class="t m0 x18 h11 y545 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c xc3 y898 wbd h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _1f"> </span>kwota <span class="_ _1f"> </span>i <span class="_ _1f"> </span>całkowity <span class="_ _21"> </span>udział <span class="_ _1f"> </span>rodzajów </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _2"></span>gospodarczej <span class="_ _2"></span>zgodnej <span class="_ _2"></span>z <span class="_ _e"></span>systematy<span class="_ _0"></span>ką <span class="_ _2"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">liczniku <span class="_ _1a"> </span>mającego <span class="_ _27"> </span>zastosowanie <span class="_ _1a"> </span>kluczowego </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x133 y898 wc1 h78"><div class="t m0 xc8 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y898 wc2 h78"><div class="t m0 xe1 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y898 wc3 h78"><div class="t m0 x1e h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y898 wc4 h78"><div class="t m0 x21 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y898 wc5 h78"><div class="t m0 x5d h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y898 wb9 h78"><div class="t m0 x29 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y196 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y575 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y68f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y6e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y899 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y89a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y1b7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y89b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y484 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y89c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y1a1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y89d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y89e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w0 h0" ><div class="pc pc41 w0 h0"><img class="bi x2 y89f w3 hdc" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">65<span class="ls0"> </span></div></div><div class="c x6 y87f wc6 hd1"><div class="t m0 x4a hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 4 Działalno<span class="_ _0"></span>ść gospodarcza k<span class="_ _0"></span>walifi<span class="_ _0"></span>kująca się do systematyki<span class="_ _0"></span>, ale niezgodna <span class="_ _0"></span>z systematyką<span class="ff2"> </span></div></div><div class="c x6 y880 wc7 hd8"><div class="t m0 x5e hf y881 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y880 wc8 hd8"><div class="t m0 x2a hf y881 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x133 y882 wc9 hd9"><div class="t m0 x137 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xaa hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x133 y884 w3e h8e"><div class="t m0 x137 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c xb6 y884 wc0 h8e"><div class="t m0 x10e hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xd3 hf y548 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x134 y884 w60 h8e"><div class="t m0 xd3 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x21 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 x6f hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x133 y880 wca h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _27"> </span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c xc4 y880 wcb h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xb6 y880 wcc h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _4"></span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x135 y880 wb9 h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x134 y880 wcd h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Kwota <span class="_ _4"></span>(tys. </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">PLN) </div></div><div class="c x136 y880 wce h7c"><div class="t m0 x17 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y885 wc7 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y885 wc8 hbf"><div class="t m0 x17 h11 y7ae ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _40"> </span>i <span class="_ _33"> </span>udział <span class="_ _33"> </span>działalności <span class="_ _40"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.26 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span>2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y885 wca hbf"><div class="t m0 xc8 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y885 wcb hbf"><div class="t m0 x137 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y885 wcc hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y885 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y885 wcd hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y885 wce hbf"><div class="t m0 x10e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y205 wc7 hdd"><div class="t m0 x18 h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y205 wc8 hdd"><div class="t m0 x17 h11 y7c1 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _40"> </span>i <span class="_ _33"> </span>udział <span class="_ _33"> </span>działalności <span class="_ _40"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.27 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span>2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y205 wca hdd"><div class="t m0 xc8 h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y205 wcb hdd"><div class="t m0 x137 h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y205 wcc hdd"><div class="t m0 x1e h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y205 wb9 hdd"><div class="t m0 x29 h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y205 wcd hdd"><div class="t m0 x1e h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y205 wce hdd"><div class="t m0 x10e h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8a1 wc7 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y8a1 wc8 hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _2a"> </span>i <span class="_ _2a"> </span>udz<span class="_ _2"></span>iał <span class="_ _2a"> </span>działalności <span class="_ _2a"> </span>gospodarczej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.28 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span>2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y8a1 wca hbf"><div class="t m0 xc8 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8a1 wcb hbf"><div class="t m0 x137 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y8a1 wcc hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y8a1 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y8a1 wcd hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y8a1 wce hbf"><div class="t m0 x10e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8a2 wc7 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y8a2 wc8 hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _2a"> </span>i <span class="_ _2a"> </span>udz<span class="_ _2"></span>iał <span class="_ _2a"> </span>działalności <span class="_ _2a"> </span>gospodarczej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.29 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span><span class="ff4">2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y8a2 wca hbf"><div class="t m0 xc8 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8a2 wcb hbf"><div class="t m0 x137 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y8a2 wcc hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y8a2 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y8a2 wcd hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y8a2 wce hbf"><div class="t m0 x10e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y26f wc7 hde"><div class="t m0 x18 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y26f wc8 hde"><div class="t m0 x17 h11 y8a4 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _40"> </span>i <span class="_ _33"> </span>udział <span class="_ _33"> </span>działalności <span class="_ _40"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y897 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.30 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span>2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y26f wca hde"><div class="t m0 xc8 h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y26f wcb hde"><div class="t m0 x137 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y26f wcc hde"><div class="t m0 x1e h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y26f wb9 hde"><div class="t m0 x29 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y26f wcd hde"><div class="t m0 x1e h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y26f wce hde"><div class="t m0 x10e h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y173 wc7 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y173 wc8 hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _2a"> </span>i <span class="_ _2a"> </span>udz<span class="_ _2"></span>iał <span class="_ _2a"> </span>działalności <span class="_ _2a"> </span>gospodarczej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>ale<span class="_ _2"></span> <span class="_ _e"></span>niezgodnej <span class="_ _e"></span>z </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą, <span class="_ _15"> </span>o <span class="_ _15"> </span>kt<span class="_ _0"></span>órej <span class="_ _22"> </span>m<span class="_ _2"></span>owa <span class="_ _15"> </span>w<span class="_ _0"></span> <span class="_ _15"> </span>sekcji<span class="_ _0"></span> <span class="_ _15"> </span>4.31 </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _e"></span>do <span class="_ _2"></span>rozporządzenia delegowanego </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">(UE) <span class="_ _27"> </span>2021/2139 <span class="_ _27"> </span>w <span class="_ _27"> </span>mianownik<span class="_ _0"></span>u <span class="_ _27"> </span>mającego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie k<span class="_ _0"></span>luczowego wskaźnik<span class="_ _0"></span>a wyników<span class="ff1"> </span></div></div><div class="c x133 y173 wca hbf"><div class="t m0 xc8 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y173 wcb hbf"><div class="t m0 x137 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xb6 y173 wcc hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y173 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y173 wcd hbf"><div class="t m0 x1e h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y173 wce hbf"><div class="t m0 x10e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8a5 wc7 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y8a5 wc8 h74"><div class="t m0 x17 hf y537 ff3 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _21"> </span>i <span class="_ _1f"> </span>udział <span class="_ _21"> </span>innych <span class="_ _21"> </span>rodzajów <span class="_ _21"> </span>działalności<span class="_ _0"></span> </div><div class="t m0 x17 hf y538 ff3 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _9"></span>kwalifikującej <span class="_ _9"></span>się do <span class="_ _9"></span>systematyki, <span class="_ _9"></span>ale </div><div class="t m0 x17 hf y85 ff3 fs7 fc0 sc0 ls0 ws0">niezgodnej <span class="_ _1b"> </span>z <span class="_ _5"> </span>systematyką,<span class="_ _0"></span> <span class="_ _5"> </span>niewymieni<span class="_ _0"></span>onych <span class="_ _1b"> </span>w </div><div class="t m0 x17 hf y539 ff2 fs7 fc0 sc0 ls0 ws0">wierszach <span class="_ _4"></span>1<span class="ff3">–6 <span class="_ _4"></span>powyżej <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku <span class="_ _4"></span>mającego </span></div><div class="t m0 x17 hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">zastosowanie kluc<span class="_ _0"></span>zowego wskaźni<span class="_ _0"></span>ka wyników<span class="ff2"> </span></div></div><div class="c x133 y8a5 wca h74"><div class="t m0 x1a hf y537 ff2 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8a5 wcb h74"><div class="t m0 x81 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb6 y8a5 wcc h74"><div class="t m0 x81 hf y537 ff2 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y8a5 wb9 h74"><div class="t m0 x10e h11 y537 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y8a5 wcd h74"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y8a5 wce h74"><div class="t m0 x10e h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8a6 wc7 hda"><div class="t m0 x18 h11 y7ca ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y8a6 wc8 hda"><div class="t m0 x17 hf y7b5 ff3 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _14"> </span>kwota <span class="_ _18"> </span>i <span class="_ _14"> </span>całkowity <span class="_ _18"> </span>udział <span class="_ _14"> </span>rodzajów </div><div class="t m0 x17 hf y7a5 ff3 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _19"> </span>gospodarczej <span class="_ _14"> </span>kwali<span class="_ _0"></span>fikującej <span class="_ _19"> </span>s<span class="_ _2"></span>ię <span class="_ _19"> </span>do </div><div class="t m0 x17 hf y7ca ff3 fs7 fc0 sc0 ls0 ws0">systematyki, <span class="_ _14"> </span>ale <span class="_ _14"> </span>niezgodnej <span class="_ _14"> </span>z <span class="_ _14"> </span>systematyką <span class="_ _14"> </span>w </div><div class="t m0 x17 hf y8a7 ff3 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _4"></span>mającego <span class="_ _4"></span>zastosowani<span class="_ _0"></span>e <span class="_ _4"></span>kluczowego </div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">wskaźnika wyników<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x133 y8a6 wca hda"><div class="t m0 x1a hf y7b5 ff2 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8a6 wcb hda"><div class="t m0 x81 h11 y7b5 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xb6 y8a6 wcc hda"><div class="t m0 x81 hf y7b5 ff2 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x135 y8a6 wb9 hda"><div class="t m0 x10e h11 y7b5 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y8a6 wcd hda"><div class="t m0 x1e h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x136 y8a6 wce hda"><div class="t m0 x10e h11 y7ca ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y8a8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y8a9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y158 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y8aa ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y4ed ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y487 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y559 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w0 h0" ><div class="pc pc42 w0 h0"><img class="bi x2 y372 w3 h56" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">66<span class="ls0"> </span></div></div><div class="c x6 y8ab wcf h2f"><div class="t m0 x61 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 5 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>nie kwalifikuj<span class="_ _0"></span>ąca się do systematyki<span class="ff2"> </span></div></div><div class="c x6 y8ac wd0 hdf"><div class="t m0 x5e hf y8ad ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y8ac wd1 hdf"><div class="t m0 x40 hf y8ad ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x138 y8ac wd2 hdf"><div class="t m0 x23 hf y8ad ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x139 y8ac wd3 hdf"><div class="t m0 x18 hf y8ad ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y8ae wd0 h8e"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y8ae wd1 h8e"><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalif<span class="_ _0"></span>ikującej <span class="_ _e"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _2"></span>o <span class="_ _e"></span>k<span class="_ _2"></span>tórej <span class="_ _2"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.26 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8ae wd2 h8e"><div class="t m0 xf4 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y8ae wd3 h8e"><div class="t m0 x43 h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8af wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y8af wd1 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalif<span class="_ _0"></span>ikującej <span class="_ _e"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _2"></span>o <span class="_ _e"></span>k<span class="_ _2"></span>tórej <span class="_ _2"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.27 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8af wd2 h88"><div class="t m0 xf4 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y8af wd3 h88"><div class="t m0 x43 h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8b0 wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y8b0 wd1 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>o<span class="_ _2"></span> <span class="_ _e"></span>której <span class="_ _e"></span>mowa <span class="_ _4"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.28 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8b0 wd2 h88"><div class="t m0 xf4 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y8b0 wd3 h88"><div class="t m0 x43 h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y22e wd0 h8a"><div class="t m0 x18 h11 y8a7 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y22e wd1 h8a"><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifikują<span class="_ _0"></span>cej <span class="_ _4"></span>się <span class="_ _e"></span>do <span class="_ _4"></span>systematyki<span class="_ _0"></span>, <span class="_ _e"></span>o<span class="_ _2"></span> <span class="_ _e"></span>której <span class="_ _e"></span>m<span class="_ _2"></span>owa <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y8a7 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.29 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y22e wd2 h8a"><div class="t m0 xf4 h11 y8a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y22e wd3 h8a"><div class="t m0 x43 h11 y8a7 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8b1 wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y8b1 wd1 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalif<span class="_ _0"></span>ikującej <span class="_ _e"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _2"></span>o <span class="_ _e"></span>k<span class="_ _2"></span>tórej <span class="_ _2"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.30 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8b1 wd2 h88"><div class="t m0 xf4 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y8b1 wd3 h88"><div class="t m0 x43 h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8b2 wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y8b2 wd1 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifikują<span class="_ _0"></span>cej <span class="_ _4"></span>się <span class="_ _e"></span>do <span class="_ _4"></span>systematyki<span class="_ _0"></span>, <span class="_ _e"></span>o<span class="_ _2"></span> <span class="_ _e"></span>której <span class="_ _e"></span>m<span class="_ _2"></span>owa <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.31 <span class="_ _7"> </span>załącznik<span class="_ _0"></span>ów <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _7"> </span>do <span class="_ _4"></span>rozporządzenia <span class="_ _4"></span>delegowane<span class="_ _0"></span>go <span class="_ _4"></span>(UE) <span class="_ _7"> </span>2021/2139 <span class="_ _4"></span>w <span class="_ _4"></span>mianowniku<span class="_ _0"></span> </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8b2 wd2 h88"><div class="t m0 xf4 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x139 y8b2 wd3 h88"><div class="t m0 x43 h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8b3 wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y8b3 wd1 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>i <span class="_ _7"> </span>udział <span class="_ _4"></span>innych <span class="_ _4"></span>rodzajów <span class="_ _7"> </span>działalno<span class="_ _0"></span>ści <span class="_ _4"></span>gospodarczej <span class="_ _4"></span>niekwalifikującej <span class="_ _4"></span>się <span class="_ _4"> </span>do <span class="_ _7"> </span>systematyki, </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _2"></span>w <span class="_ _e"></span>wierszach <span class="_ _e"></span>1<span class="ff4">–6 <span class="_ _e"></span>powyżej <span class="_ _e"></span>w <span class="_ _e"></span>mianowniku <span class="_ _2"></span>mającego <span class="_ _2"></span>z<span class="_ _2"></span>astosowani<span class="_ _0"></span>e <span class="_ _2"></span>k<span class="_ _2"></span>luczowego<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y8b3 wd2 h88"><div class="t m0 x27 h11 y85 ff1 fs7 fc0 sc0 lse ws0">821<span class="ls0"> 007,8 </span></div></div><div class="c x139 y8b3 wd3 h88"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c x6 y8b4 wd0 hd5"><div class="t m0 x18 h11 y1cf ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y8b4 wd1 hd5"><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">Całkowita kwota i <span class="_ _2"></span>całkowity udział <span class="_ _2"></span>rodzajów <span class="_ _2"></span>działalnoś<span class="_ _0"></span>ci gos<span class="_ _2"></span>podarcz<span class="_ _0"></span>ej <span class="_ _2"></span>niekwalifi<span class="_ _0"></span>kującej się <span class="_ _2"></span>do </div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">systematyki w miano<span class="_ _0"></span>wniku mające<span class="_ _0"></span>go zastosowani<span class="_ _0"></span>e kluczowego w<span class="_ _0"></span>skaźnika wyników<span class="ff2"> </span></div></div><div class="c x138 y8b4 wd2 hd5"><div class="t m0 x27 hf y8b5 ff2 fs7 fc0 sc0 lse ws0">821<span class="ls0"> 007,8 </span></div></div><div class="c x139 y8b4 wd3 hd5"><div class="t m0 x29 hf y8b5 ff2 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y8b6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y33d ff3 fs3 fc0 sc0 ls0 ws0">Zasady rachunko<span class="_ _2"></span>wości<span class="ff2"> </span></div><div class="t m0 x6 hc y8b7 ff4 fs3 fc0 sc0 ls0 ws0">Podstawą <span class="_ _7"></span>do <span class="_ _7"></span>obliczenia <span class="_ _7"></span>kluczowego <span class="_ _7"></span>wskaźnika<span class="_ _2"></span> <span class="_ _4"></span>wynikó<span class="_ _2"></span>w <span class="_ _4"></span>d<span class="_ _2"></span>la <span class="_ _7"></span>Obrotu <span class="_ _7"></span>(KPI <span class="_ _4"></span>Obró<span class="_ _2"></span>t) <span class="_ _7"></span>było <span class="_ _13"> </span><span class="ff1">s<span class="_ _2"></span>konsolidowane <span class="_ _7"></span>sprawozdanie </span></div><div class="t m0 x6 hc y8b8 ff4 fs3 fc0 sc0 ls0 ws0">finansowe <span class="_ _1f"> </span>Grupy <span class="_ _22"> </span>Kapitałowej <span class="_ _1f"> </span>TOYA <span class="_ _1f"> </span>za<span class="_ _2"></span> <span class="_ _1f"> </span>rok <span class="_ _1f"> </span>2024 <span class="_ _1f"> </span>prz<span class="_ _2"></span>ygotowane <span class="_ _1f"> </span>zgodn<span class="_ _2"></span>ie <span class="_ _21"> </span>z <span class="_ _22"> </span>Międzynaro<span class="_ _2"></span>dowymi <span class="_ _1f"> </span>Standardami </div><div class="t m0 x6 hc y64e ff4 fs3 fc0 sc0 ls0 ws0">Sprawozdawczości <span class="_ _1c"> </span>(<span class="_ _2"></span>MSSF). <span class="_ _1c"> </span>J<span class="_ _2"></span>ako <span class="_ _1c"> </span>mianownik <span class="_ _1c"> </span>wska<span class="_ _2"></span>źnika <span class="_ _21"> </span>zostały <span class="_ _1c"> </span>p<span class="_ _2"></span>rzyjęte <span class="_ _18"> </span>p<span class="_ _2"></span>rzychody <span class="_ _1c"> </span>netto <span class="_ _1c"> </span>ze <span class="_ _21"> </span>sprzedaży <span class="_ _21"> </span>z <span class="_ _1c"> </span>ww. </div><div class="t m0 x6 hc y8b9 ff1 fs3 fc0 sc0 ls0 ws0">sprawozdania. </div><div class="t m0 x6 h7 y8ba ff3 fs3 fc0 sc0 ls0 ws0">Informacje na t<span class="_ _2"></span>emat oceny zgodności z ro<span class="_ _2"></span>zporządzeniem (UE) 2020/852<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y93 ff4 fs3 fc0 sc0 ls0 ws0">Poszczególne kategorie <span class="_ _0"></span>przychodów Grupy Kapitałowej <span class="_ _0"></span>TOYA <span class="_ _0"></span>zostały przeanalizowane pod <span class="_ _0"></span>względem <span class="_ _0"></span>kwalifikowalności </div><div class="t m0 x6 hc y8bb ff4 fs3 fc0 sc0 ls0 ws0">do <span class="_ _14"> </span>s<span class="_ _2"></span>ystematyki. <span class="_ _14"> </span>Proces <span class="_ _18"> </span>ten <span class="_ _18"> </span>obejmował <span class="_ _18"> </span>analizę <span class="_ _18"> </span>działalności <span class="_ _18"> </span>kwalifikujących <span class="_ _18"> </span>się <span class="_ _14"> </span>d<span class="_ _2"></span>o <span class="_ _14"> </span>systematyki <span class="_ _18"> </span>zdefiniowanych<span class="_ _2"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2a0 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _0"></span>Rozporządzeniu UE <span class="_ _9"></span>2021/21<span class="_ _2"></span>39 <span class="_ _9"></span>o<span class="_ _2"></span>raz <span class="_ _0"></span>Rozporządzeniu UE <span class="_ _9"></span>2022/121<span class="_ _2"></span>4 <span class="_ _0"></span>w <span class="_ _9"></span>c<span class="_ _2"></span>elu <span class="_ _0"></span>potwierdzenia czy <span class="_ _9"></span>dzia<span class="_ _2"></span>łalności <span class="_ _0"></span>prowadzone </div><div class="t m0 x6 hc y2a1 ff4 fs3 fc0 sc0 ls0 ws0">przez Grupę Kapitałową TO<span class="_ _2"></span>YA zostały wymienione w <span class="_ _2"></span>ww. rozporząd<span class="_ _2"></span>zeniach. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y8bc ff4 fs3 fc0 sc0 ls0 ws0">W wyniku analizy<span class="_ _2"></span> nie zidentyfikowano przy<span class="_ _2"></span>chodów z działalności k<span class="_ _2"></span>walifikującej się do takson<span class="_ _2"></span>omii.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y8bd ff3 fs3 fc0 sc0 ls0 ws0">Wkład w realizację w<span class="_ _2"></span>ielu celów, dezagregacja k<span class="_ _2"></span>luczowych wskaźników wyników <span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y8be ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _0"></span>dotyczy. W<span class="_ _0"></span> <span class="_ _0"></span>ramach <span class="_ _0"></span>przychodów G<span class="_ _0"></span>rupy Kapitałowej <span class="_ _0"></span>TOYA <span class="_ _9"></span>za<span class="_ _2"></span> <span class="_ _0"></span>rok <span class="_ _9"></span>2024 nie <span class="_ _9"></span>zidenty<span class="_ _2"></span>fikowano przychodów <span class="_ _9"></span>po<span class="_ _2"></span>wiązanych </div><div class="t m0 x6 hc y8bf ff4 fs3 fc0 sc0 ls0 ws0">z działalnoś<span class="_ _2"></span>cią zrównoważoną środowisko<span class="_ _2"></span>wo (zgodną z systematyką).  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y8c0 ff2 fs3 fc0 sc0 ls0 ws0">Informacje kon<span class="_ _2"></span>tekstowe </div><div class="t m0 x6 hc y8c1 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _0"></span>dotyczy. W<span class="_ _0"></span> <span class="_ _0"></span>ramach <span class="_ _0"></span>przychodów G<span class="_ _0"></span>rupy Kapitałowej <span class="_ _0"></span>TOYA <span class="_ _9"></span>za<span class="_ _2"></span> <span class="_ _0"></span>rok <span class="_ _9"></span>2024 nie <span class="_ _9"></span>zidenty<span class="_ _2"></span>fikowano przychodów <span class="_ _9"></span>po<span class="_ _2"></span>wiązanych </div><div class="t m0 x6 hc y8c2 ff4 fs3 fc0 sc0 ls0 ws0">z działalnoś<span class="_ _2"></span>cią zrównoważoną środowisko<span class="_ _2"></span>wo (zgodną z systematyką).  <span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w0 h0" ><div class="pc pc43 w0 h0"><img class="bi x2 y8c3 wd4 he0" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">67<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0">KPI Capex </div></div><div class="c x3c y8c4 wd5 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11b y8c4 wd6 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria dotycząc<span class="_ _0"></span>e istotnego wkładu<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c x49 y8c4 wd7 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria &quot;nie cz<span class="_ _0"></span>yń poważnych szkód&quot;<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c xfa y8c4 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x126 y8c4 wd8 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls37 ws0">2022<span class="fs2 ls0"> </span></div></div><div class="c x13a y8c4 wd9 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y8c5 wda hc8"><div class="t m0 x17 h6 y8c6 ff4 fs10 fc3 sc0 ls0 ws0">Działalność gospoda<span class="_ _0"></span>rcza (1)<span class="ff1 fs2"> </span></div></div><div class="c x128 y8c5 wdb hc8"><div class="t m4 x107 h60 y818 ff1 fs10 fc3 sc0 ls0 ws0">Kod lub kody (a) (2)</div><div class="t m0 x16 h6 y8c7 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13b y8c5 wdc hc8"><div class="t m4 x107 h60 y8c8 ff4 fs10 fc3 sc0 ls0 ws0">Nakłady inwestycyjn<span class="_ _0"></span>e (3)</div><div class="t m0 x16 h6 y8c9 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13c y8c5 wdd hc8"><div class="t m4 x107 h60 y538 ff4 fs10 fc3 sc0 ls0 ws0">Odsetek nakładów <span class="_ _0"></span>inwestycyjnych, rok <span class="_ _0"></span>N (4)</div><div class="t m0 x16 h6 y8ca ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x11b y8c5 wde hc8"><div class="t m4 x107 h60 y80e ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (5)</div><div class="t m0 x16 h6 y80f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c xb5 y8c5 wde hc8"><div class="t m4 x107 h60 y810 ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do zmian </div><div class="t m4 x107 h60 y8cb ff1 fs10 fc3 sc0 ls0 ws0">klimatu (6)</div><div class="t m0 x16 h6 y812 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13d y8c5 wde hc8"><div class="t m4 x107 h60 y813 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (7)</div><div class="t m0 x16 h6 y814 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13e y8c5 wdf hc8"><div class="t m4 x107 h60 y815 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(8)</div><div class="t m0 x16 h6 y816 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13f y8c5 wde hc8"><div class="t m4 x107 h60 y817 ff4 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu zamkniętym (9<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y818 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x113 y8c5 we0 hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(10)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x49 y8c5 wa1 hc8"><div class="t m4 x107 h60 y81b ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (11</div><div class="t m0 x16 h6 y81c ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x140 y8c5 wa1 hc8"><div class="t m4 x107 h60 y81d ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do zmian <span class="_ _0"></span>klimatu (12)</div><div class="t m0 x16 h6 y81e ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x141 y8c5 wa1 hc8"><div class="t m4 x107 h60 y6d6 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (13</div><div class="t m0 x16 h6 y81f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x142 y8c5 wa1 hc8"><div class="t m4 x107 h60 y820 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(14</div><div class="t m0 x16 h6 y821 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x143 y8c5 wa1 hc8"><div class="t m4 x107 h60 y822 ff1 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu </div><div class="t m4 x107 h60 y823 ff4 fs10 fc3 sc0 ls0 ws0">zamkniętym (15<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y824 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x144 y8c5 wa1 hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(16)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c xfa y8c5 wa0 hc8"><div class="t m4 x107 h60 y825 ff1 fs10 fc3 sc0 ls0 ws0">Minimalne gwa<span class="_ _0"></span>rancje (17)</div><div class="t m0 x16 h6 y826 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x126 y8c5 wd8 hc8"><div class="t m4 x107 h60 y0 ff4 fs10 fc3 sc0 ls0 ws0">Udział działalnośc<span class="_ _0"></span>i zgodnej z taks<span class="_ _0"></span>onomią w przychodach (%<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y6da ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13a y8c5 we1 hc8"><div class="t m0 x17 h6 y807 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x127 y8c5 we2 hc8"><div class="t m4 x107 h60 y827 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć wspomagają<span class="_ _0"></span>ca (19)</div><div class="t m0 x16 h6 y828 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x145 y8c5 we2 hc8"><div class="t m4 x107 h60 y829 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć na rzecz pr<span class="_ _0"></span>zejścia (20)</div><div class="t m0 x16 h6 y82a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y67e wda he1"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x128 y67e wdb he1"><div class="t m0 x1b h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x13b y67e wdc he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">tys, PLN<span class="fs2"> </span></div></div><div class="c x13c y67e wdd he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x11b y67e wde he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c xb5 y67e wde he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13d y67e wde he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13e y67e wdf he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13f y67e wde he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x113 y67e we0 he1"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x49 y67e wa1 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x140 y67e wa1 he1"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x141 y67e wa1 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x142 y67e wa1 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x143 y67e wa1 he1"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x144 y67e wa1 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xfa y67e wa0 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x126 y67e wd8 he1"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x13a y67e we1 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x127 y67e we2 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x145 y67e we2 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y331 wda h3d"><div class="t m0 x17 h60 y806 ff4 fs10 fc0 sc0 ls0 ws0">A. <span class="_ _13"> </span>Działalność <span class="_ _7"> </span>kwalifikującą <span class="_ _7"> </span>się </div><div class="t m0 x17 h6 y82c ff1 fs10 fc0 sc0 ls0 ws0">do systematyki<span class="fs2"> </span></div></div><div class="c x128 y331 wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y331 wdc h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y331 wdd h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y331 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y331 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y331 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y331 wdf h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y331 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y331 we0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y331 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y331 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y331 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y331 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y331 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y331 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y331 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y331 wd8 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y331 we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y331 we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y331 we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8cc wda he2"><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">A.1. <span class="_ _40"> </span>Rodzaje <span class="_ _40"> </span>działalności </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">zrównoważonej <span class="_ _1c"> </span>środowiskowo </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">(zgodna z systematyką<span class="_ _0"></span>)<span class="ff1 fs2"> </span></div></div><div class="c x128 y8cc wdb he2"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8cc wdc he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y8cc wdd he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y8cc wde he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8cc wde he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8cc wde he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8cc wdf he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8cc wde he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8cc we0 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8cc wa1 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8cc wa1 he2"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8cc wa1 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8cc wa1 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8cc wa1 he2"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8cc wa1 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8cc wa0 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8cc wd8 he2"><div class="t m0 x1b h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8cc we1 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8cc we2 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8cc we2 he2"><div class="t m0 x17 h6 y642 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8cd wda hcd"><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">Nakłady <span class="_ _26"> </span>inwestycyjne <span class="_ _8"> </span>z <span class="_ _1b"> </span>tytułu<span class="_ _0"></span> </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="_ _3d"> </span>zrównowa<span class="_ _0"></span>żonej </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _1a"> </span>(zgodnej <span class="_ _1a"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką) (A<span class="_ _0"></span>.1)<span class="ff1 fs2"> </span></div></div><div class="c x128 y8cd wdb hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8cd wdc hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13c y8cd wdd hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y8cd wde hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c xb5 y8cd wde hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13d y8cd wde hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13e y8cd wdf hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13f y8cd wde hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x113 y8cd we0 hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x49 y8cd wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8cd wa1 hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8cd wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8cd wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8cd wa1 hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8cd wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8cd wa0 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8cd wd8 hcd"><div class="t m0 x1b h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13a y8cd we1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8cd we2 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8cd we2 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y646 wda h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">W tym wspomagają<span class="_ _0"></span>ca<span class="ff1 fs2"> </span></div></div><div class="c x128 y646 wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y646 wdc h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y646 wdd h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y646 wde h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c xb5 y646 wde h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13d y646 wde h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13e y646 wdf h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13f y646 wde h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x113 y646 we0 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x49 y646 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y646 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y646 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y646 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y646 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y646 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y646 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y646 wd8 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y646 we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y646 we2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x145 y646 we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8ce wda h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">W tym na rzecz pr<span class="_ _0"></span>zejścia<span class="ff1 fs2"> </span></div></div><div class="c x128 y8ce wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8ce wdc h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y8ce wdd h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x11b y8ce wde h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c xb5 y8ce wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8ce wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8ce wdf h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8ce wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8ce we0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8ce wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8ce wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8ce wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8ce wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8ce wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8ce wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8ce wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8ce wd8 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8ce we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8ce we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8ce we2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y8cf wda h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x128 y8cf wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8cf wdc h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y8cf wdd h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y8cf wde h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c xb5 y8cf wde h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13d y8cf wde h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13e y8cf wdf h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x13f y8cf wde h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x113 y8cf we0 h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x49 y8cf wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x140 y8cf wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x141 y8cf wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x142 y8cf wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x143 y8cf wa1 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x144 y8cf wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xfa y8cf wa0 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x126 y8cf wd8 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8cf we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8cf we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8cf we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d0 wda he3"><div class="t m0 x17 h60 y540 ff4 fs10 fc0 sc0 ls0 ws0">A.2. <span class="_ _2"></span>Działalność kwalifikująca <span class="_ _2"></span>się </div><div class="t m0 x17 h60 y838 ff1 fs10 fc0 sc0 ls0 ws0">do <span class="_ _2f"> </span>systematyki<span class="_ _0"></span>, <span class="_ _2f"> </span>ale </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważona<span class="_ _0"></span> </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _41"> </span>(działalność </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">niezgodna z systemat<span class="_ _0"></span>yką)<span class="ff1 fs2"> </span></div></div><div class="c x128 y8d0 wdb he3"><div class="t m0 x1b h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8d0 wdc he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y8d0 wdd he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y8d0 wde he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d0 wde he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d0 wde he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d0 wdf he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d0 wde he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d0 we0 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d0 wa1 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d0 wa1 he3"><div class="t m0 x1b h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d0 wa1 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d0 wa1 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d0 wa1 he3"><div class="t m0 x1b h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d0 wa1 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d0 wa0 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8d0 wd8 he3"><div class="t m0 x1b h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8d0 we1 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d0 we2 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8d0 we2 he3"><div class="t m0 x17 h6 y8d1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d2 wda hc9"><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">Infrastruktura <span class="_ _1e"> </span>wspomagająca </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">niskoemisyjny <span class="_ _30"> </span>transport<span class="_ _0"></span> </div><div class="t m0 x17 h60 y82f ff1 fs10 fc0 sc0 ls0 ws0">drogowy i transpo<span class="_ _0"></span>rt publiczny </div></div><div class="c x128 y8d2 wdb hc9"><div class="t m0 x1b h60 y82e ff1 fs10 fc0 sc0 ls0 ws0">6.15 </div></div><div class="c x13b y8d2 wdc hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0">6 <span class="ls37">771</span>,8 </div></div><div class="c x13c y8d2 wdd hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls37 ws0">28,<span class="ls0">6 </span></div></div><div class="c x11b y8d2 wde hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d2 wde hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d2 wde hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d2 wdf hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d2 wde hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d2 we0 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d2 wa1 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d2 wa1 hc9"><div class="t m0 x1b h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d2 wa1 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d2 wa1 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d2 wa1 hc9"><div class="t m0 x1b h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d2 wa1 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d2 wa0 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8d2 wd8 hc9"><div class="t m0 x1b h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8d2 we1 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d2 we2 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8d2 we2 hc9"><div class="t m0 x17 h60 y82e ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d3 wda hcf"><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">Montaż, <span class="_ _e"></span>konserwacja <span class="_ _e"></span>i <span class="_ _4"> </span>naprawa<span class="_ _0"></span> </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">stacji <span class="_ _17"> </span>ładowan<span class="_ _0"></span>ia <span class="_ _17"> </span>pojazdów<span class="_ _0"></span> </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">elektrycznych w <span class="_ _2"></span>budynkach (i <span class="_ _2"></span>na </div><div class="t m0 x17 h60 y82f ff1 fs10 fc0 sc0 ls0 ws0">parkingach przy<span class="_ _0"></span> budynkach) </div></div><div class="c x128 y8d3 wdb hcf"><div class="t m0 x1b h60 y838 ff1 fs10 fc0 sc0 ls0 ws0">7.4 </div></div><div class="c x13b y8d3 wdc hcf"><div class="t m0 x17 h60 y838 ff1 fs10 fc0 sc0 ls0 ws0">40,4 </div></div><div class="c x13c y8d3 wdd hcf"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls37 ws0">0,<span class="ls0">2<span class="fs2"> </span></span></div></div><div class="c x11b y8d3 wde hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d3 wde hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d3 wde hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d3 wdf hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d3 wde hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d3 we0 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d3 wa1 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d3 wa1 hcf"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d3 wa1 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d3 wa1 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d3 wa1 hcf"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d3 wa1 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d3 wa0 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8d3 wd8 hcf"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8d3 we1 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d3 we2 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8d3 we2 hcf"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d4 wda h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">Renowacja <span class="_ _4d"> </span><span class="ff4">istn<span class="_ _0"></span>iejących </span></div><div class="t m0 x17 h60 y83b ff4 fs10 fc0 sc0 ls0 ws0">budynków<span class="ff1"> </span></div></div><div class="c x128 y8d4 wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8d4 wdc h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y8d4 wdd h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0"> </div></div><div class="c x11b y8d4 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d4 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d4 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d4 wdf h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d4 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d4 we0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d4 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d4 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d4 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d4 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d4 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d4 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d4 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8d4 wd8 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8d4 we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d4 we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8d4 we2 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y631 wda he4"><div class="t m0 x17 h60 y8d5 ff4 fs10 fc0 sc0 ls0 ws0">Nakłady <span class="_ _26"> </span>inwestycyjne <span class="_ _8"> </span>z <span class="_ _1b"> </span>tytułu<span class="_ _0"></span> </div><div class="t m0 x17 h60 y6eb ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="_ _2"></span>kwalifikującej <span class="_ _2"></span>się <span class="_ _e"></span>do </div><div class="t m0 x17 h60 y841 ff1 fs10 fc0 sc0 ls0 ws0">systematyki, <span class="_ _56"> </span>ale </div><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważonej<span class="_ _0"></span> </div><div class="t m0 x17 h60 y8d6 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _25"> </span>(działalności </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">niezgodnej z syste<span class="_ _0"></span>matyką) (A.2)<span class="ff1 fs2"> </span></div></div><div class="c x128 y631 wdb he4"><div class="t m0 x1b h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y631 wdc he4"><div class="t m0 x17 h60 y8d5 ff1 fs10 fc0 sc0 ls0 ws0">6 8<span class="ls37">12</span>,1 </div></div><div class="c x13c y631 wdd he4"><div class="t m0 x17 h6 y8d5 ff1 fs10 fc0 sc0 ls37 ws0">28<span class="ls0">,7<span class="fs2"> </span></span></div></div><div class="c x11b y631 wde he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y631 wde he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y631 wde he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y631 wdf he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y631 wde he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y631 we0 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y631 wa1 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y631 wa1 he4"><div class="t m0 x1b h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y631 wa1 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y631 wa1 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y631 wa1 he4"><div class="t m0 x1b h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y631 wa1 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y631 wa0 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y631 wd8 he4"><div class="t m0 x1b h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y631 we1 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y631 we2 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y631 we2 he4"><div class="t m0 x17 h6 y8d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y64e wda hc9"><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">A. <span class="_ _2"></span>Nakłady <span class="_ _2"></span>inwestycy<span class="_ _0"></span>jne <span class="_ _2"></span>z <span class="_ _2"></span>tytułu </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="_ _2"></span>kwalifikującej <span class="_ _2"></span>się <span class="_ _e"></span>do </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">systematyki (A.1+A<span class="_ _0"></span>.2))<span class="fs2"> </span></div></div><div class="c x128 y64e wdb hc9"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y64e wdc hc9"><div class="t m0 x17 h6 y834 ff1 fs10 fc0 sc0 ls0 ws0">6 8<span class="ls37">12</span>,1<span class="fs2"> </span></div></div><div class="c x13c y64e wdd hc9"><div class="t m0 x17 h6 y834 ff1 fs10 fc0 sc0 ls37 ws0">28<span class="ls0">,7<span class="fs2"> </span></span></div></div><div class="c x11b y64e wde hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y64e wde hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y64e wde hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y64e wdf hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y64e wde hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y64e we0 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y64e wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y64e wa1 hc9"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y64e wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y64e wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y64e wa1 hc9"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y64e wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y64e wa0 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y64e wd8 hc9"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y64e we1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y64e we2 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y64e we2 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y391 wda hb4"><div class="t m0 x17 h60 y6d2 ff4 fs10 fc0 sc0 ls0 ws0">B. <span class="_ _57"> </span>DZIAŁALNOŚĆ<span class="_ _0"></span> </div><div class="t m0 x17 h60 y806 ff4 fs10 fc0 sc0 ls0 ws0">NIEKWALIFIKUJĄCA<span class="_ _0"></span> <span class="_ _42"> </span>SIĘ <span class="_ _11"> </span>DO </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">SYSTEMATYKI<span class="fs2"> </span></div></div><div class="c x128 y391 wdb hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y391 wdc hb4"><div class="t m0 x17 h60 y6d2 ff1 fs10 fc0 sc0 ls0 ws0">16 893 </div><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x13c y391 wdd hb4"><div class="t m0 x17 h6 y6d2 ff1 fs10 fc0 sc0 ls37 ws0">71<span class="ls0">,3<span class="fs2"> </span></span></div></div><div class="c x11b y391 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y391 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y391 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y391 wdf hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y391 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y391 we0 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y391 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y391 wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y391 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y391 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y391 wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y391 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y391 wa0 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y391 wd8 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y391 we1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y391 we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y391 we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d8 wda hb4"><div class="t m0 x17 h6 y6d2 ff1 fs10 fc0 sc0 ls0 ws0">Inna<span class="fs2"> </span></div></div><div class="c x128 y8d8 wdb hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8d8 wdc hb4"><div class="t m0 x17 h60 y6d2 ff1 fs10 fc0 sc0 ls0 ws0">16 893 </div><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls3b ws0">  <span class="ls0"> </span></div></div><div class="c x13c y8d8 wdd hb4"><div class="t m0 x17 h6 y6d2 ff1 fs10 fc0 sc0 ls37 ws0">71<span class="ls0">,3<span class="fs2"> </span></span></div></div><div class="c x11b y8d8 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d8 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d8 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d8 wdf hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d8 wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d8 we0 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d8 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d8 wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d8 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d8 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d8 wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d8 wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d8 wa0 hb4"><div class="t m0 x17 h6 y6d2 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x126 y8d8 wd8 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y8d8 we1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d8 we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y8d8 we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y78a wda hb4"><div class="t m0 x17 h60 y6d2 ff4 fs10 fc0 sc0 ls0 ws0">Nakłady <span class="_ _26"> </span>inwestycyjne <span class="_ _8"> </span>z <span class="_ _1b"> </span>tytułu<span class="_ _0"></span> </div><div class="t m0 x17 h60 y806 ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="_ _e"> </span>niekwalifikującej <span class="_ _e"> </span>się </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">do systematyki<span class="fs2"> </span></div></div><div class="c x128 y78a wdb hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y78a wdc hb4"><div class="t m0 x17 h60 y6d2 ff1 fs10 fc0 sc0 ls0 ws0">16 893 </div><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13c y78a wdd hb4"><div class="t m0 x17 h6 y6d2 ff1 fs10 fc0 sc0 ls37 ws0">71<span class="ls0">,3<span class="fs2"> </span></span></div></div><div class="c x11b y78a wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y78a wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y78a wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y78a wdf hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y78a wde hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y78a we0 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y78a wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y78a wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y78a wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y78a wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y78a wa1 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y78a wa1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y78a wa0 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y78a wd8 hb4"><div class="t m0 x1b h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13a y78a we1 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y78a we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x145 y78a we2 hb4"><div class="t m0 x17 h6 y640 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8d9 wda h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">OGÓŁEM (A + B)<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c x128 y8d9 wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13b y8d9 wdc h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">23<span class="ls0"> </span>705<span class="ls0">,1<span class="fs2"> </span></span></div></div><div class="c x13c y8d9 wdd h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="ls0">,</span>00<span class="fs2 ls0"> </span></div></div><div class="c x11b y8d9 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xb5 y8d9 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13d y8d9 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13e y8d9 wdf h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x13f y8d9 wde h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x113 y8d9 we0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x49 y8d9 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x140 y8d9 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x141 y8d9 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x142 y8d9 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x143 y8d9 wa1 h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x144 y8d9 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xfa y8d9 wa0 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x126 y8d9 wd8 h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x13a y8d9 we1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x127 y8d9 we2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x145 y8d9 we2 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y95 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y8da we3 h55"><div class="t m0 x29 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y8da we4 h55"><div class="t m0 x116 h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">Część nakładów inwe<span class="_ _0"></span>stycyjnyc<span class="_ _0"></span>h/ Łączne nak<span class="_ _0"></span>łady inwestyc<span class="_ _0"></span>yjne<span class="ff1"> </span></div></div><div class="c x6 y8db we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y8db we5 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Zgodność z syst<span class="_ _0"></span>ematyką w <span class="ff1">podzial<span class="_ _0"></span>e na cele </span></div></div><div class="c xc4 y8db we6 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Kwalifiko<span class="_ _0"></span>wanie <span class="_ _0"></span>się <span class="_ _0"></span>do <span class="_ _0"></span>systematyk<span class="_ _0"></span>i <span class="_ _0"></span>w podzial<span class="_ _0"></span>e na<span class="_ _0"></span> c<span class="_ _0"></span>ele <span class="_ _0"></span>(tys. <span class="_ _9"></span>P<span class="_ _2"></span>LN)<span class="ff1"> </span></div></div><div class="c x6 y8dc we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls39 ws0">CCM<span class="ls0"> </span></div></div><div class="c x4c y8dc we5 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8dc we6 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">6 8<span class="lse">12</span>,1 </div></div><div class="c x6 y8dd we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls39 ws0">CCA<span class="ls0"> </span></div></div><div class="c x4c y8dd we5 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8dd we6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y528 we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls3a ws0">WTR<span class="ls0"> </span></div></div><div class="c x4c y528 we5 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y528 we6 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y437 we3 hc0"><div class="t m0 x17 h11 y7d6 ff1 fs7 fc0 sc0 ls39 ws0">CE<span class="ls0"> </span></div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls34 ws0">GOZ<span class="ls0"> </span></div></div><div class="c x4c y437 we5 hc0"><div class="t m0 x17 h11 y7d6 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y437 we6 hc0"><div class="t m0 x17 h11 y7d6 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y19d we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">PPC </div></div><div class="c x4c y19d we5 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y19d we6 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y7c0 we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">BIO </div></div><div class="c x4c y7c0 we5 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y7c0 we6 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y769 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y622 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y8de ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w0 h0" ><div class="pc pc44 w0 h0"><img class="bi x2 y8df we7 he5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">68<span class="ls0"> </span></div><div class="t m0 x6 h6 y8e0 ff4 fs2 fc0 sc0 ls0 ws0">Działalność związana z <span class="_ _0"></span>energią jąd<span class="_ _0"></span>rową i gazem zie<span class="_ _0"></span>mnym<span class="ff1"> </span></div><div class="t m0 x6 h6 y8e1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y8e2 we8 hd1"><div class="t m0 x146 hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 1 Działalno<span class="_ _0"></span>ść związana z en<span class="_ _0"></span>ergią jądrową i <span class="ff2">gazem zie<span class="_ _0"></span>mnym </span></div></div><div class="c x6 y8e3 we9 hb4"><div class="t m0 x17 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz </div></div><div class="c x3f y8e3 wea hb4"><div class="t m0 x9c hf y539 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Działalność związana <span class="_ _0"></span>z energią jądro<span class="_ _0"></span>wą<span class="ff2"> </span></span></div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x6 y8e4 we9 hd2"><div class="t m0 x147 h11 y867 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x3f y8e4 web hd2"><div class="t m0 x17 h11 y868 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo pr<span class="_ _0"></span>owadzi badani<span class="_ _0"></span>a, rozwój, <span class="_ _0"></span>demonst<span class="_ _0"></span>rację i<span class="_ _0"></span> rozmieszczeni<span class="_ _0"></span>e i<span class="_ _0"></span>nnowacyjnych <span class="_ _0"></span>instalacji<span class="_ _0"></span> wytwar<span class="_ _0"></span>zania ener<span class="_ _0"></span>gii </div><div class="t m0 x17 h11 y867 ff4 fs7 fc0 sc0 ls0 ws0">elektryc<span class="_ _0"></span>znej wytwarzający<span class="_ _0"></span>ch ene<span class="_ _0"></span>rgię w <span class="_ _0"></span>ramach pr<span class="_ _0"></span>ocesów jąd<span class="_ _0"></span>rowych <span class="_ _0"></span>przy <span class="_ _0"></span>minimalnej <span class="_ _0"></span>ilości <span class="_ _0"></span>odpadów <span class="_ _0"></span>z cykl<span class="_ _0"></span>u paliwo<span class="_ _0"></span>wego, </div><div class="t m0 x17 h11 y869 ff4 fs7 fc0 sc0 ls0 ws0">finansuje t<span class="_ _0"></span>ę działalność lub je<span class="_ _0"></span>st ma na nią eksp<span class="_ _0"></span>ozycję.<span class="ff1"> </span></div></div><div class="c x129 y8e4 wec hd2"><div class="t m0 x26 h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y8e5 we9 hd3"><div class="t m0 x147 h11 y86a ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x3f y8e5 web hd3"><div class="t m0 x17 h11 y86b ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _2"></span>prowadzi <span class="_ _2"></span>budowę <span class="_ _2"></span>i <span class="_ _2"></span>bezpieczną <span class="_ _2"></span>eksploatację <span class="_ _2"></span>nowych <span class="_ _2"></span>obiektów <span class="_ _2"></span>jądrowych <span class="_ _2"></span>w <span class="_ _2"></span>celu <span class="_ _2"></span>wytwarzania <span class="_ _2"></span>energii </div><div class="t m0 x17 h11 y86c ff4 fs7 fc0 sc0 ls0 ws0">elektryc<span class="_ _0"></span>znej <span class="_ _7"> </span>lub <span class="_ _4"></span>ciepła <span class="_ _7"> </span>technol<span class="_ _0"></span>ogicznego, <span class="_ _7"> </span>w <span class="_ _4"></span>tym <span class="_ _7"> </span>na <span class="_ _4"></span>potrzeby <span class="_ _4"></span>systemu <span class="_ _7"> </span>ciepłowniczego <span class="_ _4"></span>lub <span class="_ _4"> </span>procesów <span class="_ _7"> </span>przemysłowych<span class="_ _0"></span>, </div><div class="t m0 x17 h11 y86d ff4 fs7 fc0 sc0 ls0 ws0">takich  jak <span class="_ _7"> </span>p<span class="_ _2"></span>rodukc<span class="_ _0"></span>ja  wodoru,  a  także  ich  moder<span class="_ _0"></span>nizację  pod  kątem  bezpieczeńs<span class="_ _0"></span>twa,  z  wykorzyst<span class="_ _0"></span>aniem  najlepszyc<span class="_ _0"></span>h </div><div class="t m0 x17 h11 y86e ff4 fs7 fc0 sc0 ls0 ws0">dostępny<span class="_ _0"></span>ch technologii, fi<span class="_ _0"></span>nansuje tę<span class="ff1"> </span>działalność lub ma na n<span class="_ _0"></span>ią ekspozyc<span class="_ _0"></span>ję.<span class="ff1"> </span></div></div><div class="c x129 y8e5 wec hd3"><div class="t m0 x26 h11 y86a ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y8e6 we9 hd4"><div class="t m0 x147 h11 y867 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x3f y8e6 web hd4"><div class="t m0 x17 h11 y8e7 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _9"></span>prowadzi <span class="_ _0"></span>bezpieczną <span class="_ _9"></span>eksploat<span class="_ _0"></span>ację <span class="_ _9"></span>istniejących <span class="_ _9"></span>obiektów <span class="_ _0"></span>jądrowych <span class="_ _9"></span>wytwarzających <span class="_ _9"></span>energię <span class="_ _0"></span>elek<span class="_ _0"></span>tryczną </div><div class="t m0 x17 h11 y870 ff4 fs7 fc0 sc0 ls0 ws0">lub <span class="_ _0"></span>ciepło <span class="_ _9"></span>technologiczne, <span class="_ _0"></span>w t<span class="_ _0"></span>ym na <span class="_ _9"></span>potrzeby <span class="_ _0"></span>systemu <span class="_ _0"></span>ciepło<span class="_ _0"></span>wniczego <span class="_ _0"></span>lub <span class="_ _0"></span>procesów pr<span class="_ _0"></span>zemysłowych, <span class="_ _0"></span>takich <span class="_ _9"></span>jak produk<span class="_ _0"></span>cja </div><div class="t m0 x17 h11 y871 ff4 fs7 fc0 sc0 ls0 ws0">wodoru z <span class="_ _e"></span>energii jądrowej, <span class="_ _2"></span>a <span class="_ _2"></span>także <span class="_ _2"></span>ich <span class="_ _2"></span>m<span class="_ _2"></span>oderni<span class="_ _0"></span>zację <span class="_ _2"></span>pod <span class="_ _2"></span>kątem <span class="_ _2"></span>bezpieczeństwa, finansuje <span class="_ _2"></span>tę <span class="_ _2"></span>działalność lub <span class="_ _2"></span>m<span class="_ _2"></span>a <span class="_ _2"></span>na <span class="_ _2"></span>nią </div><div class="t m0 x17 h11 y23f ff4 fs7 fc0 sc0 ls0 ws0">ekspozycję<span class="_ _0"></span>.<span class="ff1"> </span></div></div><div class="c x129 y8e6 wec hd4"><div class="t m0 x26 h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y8e8 we9 hb4"><div class="t m0 xa9 h11 y548 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x3f y8e8 wea hb4"><div class="t m0 x30 hf y539 ff3 fs7 fc3 sc0 ls0 ws0">Działalność związan<span class="_ _0"></span>a z gazem zi<span class="_ _0"></span>emnym<span class="ff2"> </span></div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x6 y1d we9 hd5"><div class="t m0 x147 h11 y1cf ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x3f y1d web hd5"><div class="t m0 x17 h11 y873 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _4"></span>prowadzi <span class="_ _4"></span>budowę <span class="_ _4"></span>lub <span class="_ _4"></span>eksploatację <span class="_ _4"></span>instalacji <span class="_ _4"></span>do <span class="_ _4"></span>wytwarzania <span class="_ _4"></span>energii <span class="_ _4"></span>elektryc<span class="_ _0"></span>znej <span class="_ _4"></span>z <span class="_ _7"> </span>wykor<span class="_ _0"></span>zystaniem </div><div class="t m0 x17 h11 y441 ff4 fs7 fc0 sc0 ls0 ws0">gazowych pal<span class="_ _0"></span>iw kopalnyc<span class="_ _0"></span>h, finansuje tę działalno<span class="_ _0"></span>ść lub ma na nią <span class="_ _0"></span>ekspozycję.<span class="ff1"> </span></div></div><div class="c x129 y1d wec hd5"><div class="t m0 x26 h11 y1cf ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y8e9 we9 hd2"><div class="t m0 x147 h11 y867 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x3f y8e9 web hd2"><div class="t m0 x17 h11 y868 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _1b"> </span>prowadzi <span class="_ _5"> </span>budowę, <span class="_ _5"> </span>modernizację <span class="_ _5"> </span>i <span class="_ _5"> </span>eksploatację<span class="_ _0"></span> <span class="_ _5"> </span>instalacji <span class="_ _1b"> </span>do <span class="_ _19"> </span><span class="ff1">skojarzonego <span class="_ _1b"> </span>wytwarzania <span class="_ _1b"> </span>energii </span></div><div class="t m0 x17 h11 y867 ff4 fs7 fc0 sc0 ls0 ws0">cieplne<span class="_ _0"></span>j/chłodniczej <span class="_ _2"></span>i <span class="_ _2"></span>energii <span class="_ _2"></span>elektrycznej <span class="_ _2"></span>z <span class="_ _2"></span>wykorzystaniem <span class="_ _2"></span>gazowych <span class="_ _2"></span>paliw <span class="_ _2"></span>kopalny<span class="_ _0"></span>ch, <span class="_ _2"></span>finansuje <span class="_ _2"></span>tę <span class="_ _2"></span>działalność <span class="_ _2"></span>lub <span class="_ _2"></span>ma </div><div class="t m0 x17 h11 y8ea ff4 fs7 fc0 sc0 ls0 ws0">na nią eksp<span class="_ _0"></span>ozycję.<span class="ff1"> </span></div></div><div class="c x129 y8e9 wec hd2"><div class="t m0 x26 h11 y867 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x6 y23 we9 hd6"><div class="t m0 x147 h11 y87 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x3f y23 web hd6"><div class="t m0 x17 h11 y873 ff4 fs7 fc0 sc0 ls0 ws0">Przedsiębior<span class="_ _0"></span>stwo <span class="_ _9"></span>prowadzi budo<span class="_ _0"></span>wę, <span class="_ _0"></span>modernizację<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _9"></span>eksploatację i<span class="_ _0"></span>nstalacji <span class="_ _0"></span>do <span class="_ _0"></span>wytwarzani<span class="_ _0"></span>a <span class="_ _0"></span>ciepła <span class="_ _9"></span>wytwarzających <span class="_ _0"></span>energię<span class="_ _0"></span> </div><div class="t m0 x17 h11 y876 ff4 fs7 fc0 sc0 ls0 ws0">cieplną/c<span class="_ _0"></span>hłodniczą z wykorzyst<span class="_ _0"></span>aniem gazowych pa<span class="_ _0"></span>liw kopalny<span class="_ _0"></span>ch, finansuje tę działal<span class="_ _0"></span>ność lub ma na ni<span class="_ _0"></span>ą ekspozycję.<span class="ff1"> </span></div></div><div class="c x129 y23 wec hd6"><div class="t m0 x26 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y8eb ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y8ec wed hd1"><div class="t m0 x148 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Wzór 2 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>zgodna z systemat<span class="_ _0"></span>yką (mianownik)<span class="ff2"> </span></div></div><div class="c x6 y8ed wd0 he6"><div class="t m0 x5e hf y8ee ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x34 y8ed wee he6"><div class="t m0 x10d hf y8ee ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x121 y26f wef he7"><div class="t m0 xf3 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xc5 hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x121 y8ef w44 h88"><div class="t m0 xe1 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x149 y8ef wf0 h88"><div class="t m0 x26 hf y8f0 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc7 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x118 y8ef w32 h88"><div class="t m0 x10d hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x81 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xd2 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x121 y8ed w59 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xc4 y8ed wd0 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x149 y8ed w59 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xbd y8ed wf1 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x118 y8ed wd2 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x14a y8ed wf2 h27"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y6b wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x34 y6b wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.26załącznik<span class="_ _0"></span>ów <span class="_ _1f"> </span>I <span class="_ _22"> </span>i <span class="_ _1f"> </span>II <span class="_ _22"> </span>do <span class="_ _1f"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y6b w59 hbf"><div class="t m0 xf4 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y6b wd0 hbf"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y6b w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y6b wf1 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y6b wd2 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y6b wf2 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8f1 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x34 y8f1 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.27 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y8f1 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8f1 wd0 hbf"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y8f1 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y8f1 wf1 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y8f1 wd2 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y8f1 wf2 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8f2 wd0 hde"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x34 y8f2 wee hde"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.28 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y8f2 w59 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8f2 wd0 hde"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y8f2 w59 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y8f2 wf1 hde"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y8f2 wd2 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y8f2 wf2 hde"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8f3 wd0 hc3"><div class="t m0 x18 h11 y8f4 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x34 y8f3 wee hc3"><div class="t m0 x17 h11 y705 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y8f5 ff4 fs7 fc0 sc0 ls0 ws0">4.29 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div></div><div class="c x121 y8f3 w59 hc3"><div class="t m0 x14b h11 y8f4 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8f3 wd0 hc3"><div class="t m0 x43 h11 y8f4 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y8f3 w59 hc3"><div class="t m0 x14b h11 y8f4 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y8f3 wf1 hc3"><div class="t m0 x29 h11 y8f4 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y8f3 wd2 hc3"><div class="t m0 x14b h11 y8f4 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y8f3 wf2 hc3"><div class="t m0 x5e h11 y8f4 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w0 h0" ><div class="pc pc45 w0 h0"><img class="bi x2 y8f6 we7 he8" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">69<span class="ls0"> </span></div></div><div class="c x34 y8f7 wee hd6"><div class="t m0 x17 h11 y86d ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y86e ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x6 y4d1 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x34 y4d1 wee hbf"><div class="t m0 x17 h11 y7ae ff1 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span><span class="ff4">udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </span></div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.30 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y4d1 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y4d1 wd0 hbf"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y4d1 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y4d1 wf1 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y4d1 wd2 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y4d1 wf2 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y892 wd0 hb8"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x34 y892 wee hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarc<span class="_ _0"></span>zej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.31 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y892 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y892 wd0 hb8"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y892 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y892 wf1 hb8"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y892 wd2 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y892 wf2 hb8"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y893 wd0 hda"><div class="t m0 x18 h11 y7ca ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x34 y893 wee hda"><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _1b"> </span>i <span class="_ _26"> </span>udz<span class="_ _2"></span>iał <span class="_ _1b"> </span>inny<span class="_ _0"></span>ch <span class="_ _1b"> </span>rodzajów <span class="_ _1b"> </span>działal<span class="_ _0"></span>ności </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _1"> </span>zgodnej <span class="_ _44"> </span>z <span class="_ _44"> </span>syste<span class="_ _0"></span>matyką, </div><div class="t m0 x17 h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _e"></span>w <span class="_ _e"></span>wierszach <span class="_ _2"></span>1<span class="_ _2"></span><span class="ff4">–6 <span class="_ _e"></span>powyżej <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _58"> </span>mającego <span class="_ _58"> </span>zastosowani<span class="_ _0"></span>e </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x121 y893 w59 hda"><div class="t m0 x14b h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y893 wd0 hda"><div class="t m0 x43 h11 y7ca ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y893 w59 hda"><div class="t m0 x14b h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y893 wf1 hda"><div class="t m0 x29 h11 y7ca ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x118 y893 wd2 hda"><div class="t m0 x14b h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y893 wf2 hda"><div class="t m0 x5e h11 y7ca ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8f8 wd0 he9"><div class="t m0 x18 h11 y56d ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x34 y8f8 wee he9"><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">Całkowity <span class="_ _11"> </span>mający <span class="_ _11"> </span>zastoso<span class="_ _0"></span>wanie <span class="_ _11"> </span>kluczowy </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x121 y8f8 w59 he9"><div class="t m0 x14b h6 y56d ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c xc4 y8f8 wd0 he9"><div class="t m0 x23 h6 y642 ff1 fs7 fc0 sc0 lse ws0">0%<span class="fs2 ls0">     <span class="fs7"> </span></span></div></div><div class="c x149 y8f8 w59 he9"><div class="t m0 xec h6 y642 ff1 fs7 fc0 sc0 ls0 ws0">0,00<span class="fs2">     </span> </div></div><div class="c xbd y8f8 wf1 he9"><div class="t m0 x29 h6 y8f9 ff1 fs7 fc0 sc0 lse ws0">0%<span class="fs2 ls0">     </span></div><div class="t m0 x81 h11 y805 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x118 y8f8 wd2 he9"><div class="t m0 xec h6 y642 ff1 fs7 fc0 sc0 ls0 ws0">0,00<span class="fs2">     </span> </div></div><div class="c x14a y8f8 wf2 he9"><div class="t m0 x17 h6 y56d ff1 fs7 fc0 sc0 lse ws0">0%<span class="fs2 ls0">          <span class="fs7"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y8fa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y864 wf3 h27"><div class="t m0 x14c hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 3 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>zgodna z systemat<span class="_ _0"></span>yką (licznik)<span class="ff2"> </span></div></div><div class="c x6 y8fb wd0 hea"><div class="t m0 x5e hf y8fc ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y8fb wee hea"><div class="t m0 x10d hf y8fc ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x121 y310 wf4 hd9"><div class="t m0 xf3 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xc5 hf y565 ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x121 y8fd w3e h88"><div class="t m0 xe1 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x149 y8fd wf5 h88"><div class="t m0 x26 hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc7 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c xd9 y8fd w32 h88"><div class="t m0 x10d hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x81 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xd2 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x121 y8fb wf6 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xc4 y8fb wf7 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x149 y8fb wf8 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x144 y8fb wf9 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd9 y8fb w4 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x14a y8fb wfa hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y316 wd0 hdd"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y316 wee hdd"><div class="t m0 x17 h11 y7be ff1 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span><span class="ff4">udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </span></div><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y7e2 ff4 fs7 fc0 sc0 ls0 ws0">4.26 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y316 wf6 hdd"><div class="t m0 xaa h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y316 wf7 hdd"><div class="t m0 x43 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y316 wf8 hdd"><div class="t m0 x14b h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y316 wf9 hdd"><div class="t m0 x29 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y316 w4 hdd"><div class="t m0 x14b h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y316 wfa hdd"><div class="t m0 x5e h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y777 wd0 hb8"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y777 wee hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarc<span class="_ _0"></span>zej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.27 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y777 wf6 hb8"><div class="t m0 xaa h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y777 wf7 hb8"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y777 wf8 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y777 wf9 hb8"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y777 w4 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y777 wfa hb8"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 yc6 wd0 hbf"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e yc6 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarc<span class="_ _0"></span>zej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.28 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 yc6 wf6 hbf"><div class="t m0 xaa h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 yc6 wf7 hbf"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 yc6 wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 yc6 wf9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 yc6 w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a yc6 wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y8fe wd0 hde"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y8fe wee hde"><div class="t m0 x17 h11 y7b4 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarc<span class="_ _0"></span>zej </div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">4.29 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y7df ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y8fe wf6 hde"><div class="t m0 xaa h11 y8ff ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y8fe wf7 hde"><div class="t m0 x43 h11 y8ff ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y8fe wf8 hde"><div class="t m0 x14b h11 y8ff ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y8fe wf9 hde"><div class="t m0 x29 h11 y8ff ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y8fe w4 hde"><div class="t m0 x14b h11 y8ff ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y8fe wfa hde"><div class="t m0 x5e h11 y8ff ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y900 wd0 hbf"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y900 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodarc<span class="_ _0"></span>zej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.30 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y900 wf6 hbf"><div class="t m0 xaa h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y900 wf7 hbf"><div class="t m0 x43 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y900 wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y900 wf9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y900 w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y900 wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y559 wd0 h78"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y559 wee h78"><div class="t m0 x17 h11 y7a9 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">4.31 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div></div><div class="c x121 y559 wf6 h78"><div class="t m0 xaa h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y559 wf7 h78"><div class="t m0 x43 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y559 wf8 h78"><div class="t m0 x14b h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y559 wf9 h78"><div class="t m0 x29 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y559 w4 h78"><div class="t m0 x14b h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y559 wfa h78"><div class="t m0 x5e h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w0 h0" ><div class="pc pc46 w0 h0"><img class="bi x2 y901 wfb heb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">70<span class="ls0"> </span></div></div><div class="c x6e y8f7 wee hd6"><div class="t m0 x17 h11 y86d ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y86e ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x6 y902 wd0 h74"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y902 wee h74"><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _1b"> </span>i <span class="_ _1b"> </span><span class="ff4">udział <span class="_ _26"> </span>innych <span class="_ _1b"> </span>rodzajów <span class="_ _1b"> </span>działal<span class="_ _0"></span>ności </span></div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _1"> </span>zgodnej <span class="_ _44"> </span>z <span class="_ _44"> </span>syste<span class="_ _0"></span>matyką, </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _e"></span>w <span class="_ _e"></span>wierszach <span class="_ _2"></span>1<span class="_ _2"></span><span class="ff4">–6 <span class="_ _e"></span>powyżej <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">liczniku <span class="_ _5"> </span>mającego <span class="_ _19"> </span>zastosowanie <span class="_ _5"> </span>kluczowego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x121 y902 wf6 h74"><div class="t m0 xaa h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y902 wf7 h74"><div class="t m0 x43 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y902 wf8 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y902 wf9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y902 w4 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y902 wfa h74"><div class="t m0 x5e h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y903 wd0 h78"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y903 wee h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita  k<span class="_ _0"></span>wota  i  całko<span class="_ _0"></span>wity  udział  rodzajów<span class="_ _0"></span> </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _41"> </span>gospodarczej <span class="_ _41"> </span>zg<span class="_ _2"></span>odn<span class="_ _0"></span>ej <span class="_ _3f"> </span>z </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą w <span class="_ _0"></span>liczniku <span class="_ _0"></span>mającego zast<span class="_ _0"></span>osowanie<span class="_ _0"></span> </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x121 y903 wf6 h78"><div class="t m0 xaa h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y903 wf7 h78"><div class="t m0 x43 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y903 wf8 h78"><div class="t m0 x14b h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y903 wf9 h78"><div class="t m0 x29 h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y903 w4 h78"><div class="t m0 x14b h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y903 wfa h78"><div class="t m0 x5e h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y904 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y905 wfc hd1"><div class="t m0 x6e hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 4 Działalno<span class="_ _0"></span>ść gospodarcza k<span class="_ _0"></span>walifi<span class="_ _0"></span>kująca się do systematyki<span class="_ _0"></span>, ale niezgodna <span class="_ _0"></span>z systematyką<span class="ff2"> </span></div></div><div class="c x6 y906 wd0 he6"><div class="t m0 x5e hf y8fc ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y906 wee he6"><div class="t m0 x10d hf y8fc ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x121 y907 wfd hd9"><div class="t m0 xf3 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xc5 hf y565 ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x121 y908 w3e h88"><div class="t m0 xe1 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x149 y908 we h88"><div class="t m0 x43 hf y8f0 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc7 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c xd9 y908 wfe h88"><div class="t m0 x10d hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x81 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xd2 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x121 y906 w59 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xc4 y906 wc7 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x149 y906 wf8 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x144 y906 wbb hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xd9 y906 w4 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x14a y906 wff hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y909 wd0 hb6"><div class="t m0 x18 h11 y538 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y909 wee hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _15"> </span>i <span class="_ _22"> </span>udział <span class="_ _15"> </span>działalności <span class="_ _22"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.26 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y909 w59 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y909 wc7 hb6"><div class="t m0 x43 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y909 wf8 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y909 wbb hb6"><div class="t m0 x29 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y909 w4 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y909 wff hb6"><div class="t m0 x5e h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y90a wd0 hb6"><div class="t m0 x18 h11 y538 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y90a wee hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _15"> </span>i <span class="_ _22"> </span>udział <span class="_ _15"> </span>działalności <span class="_ _22"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.27 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y90a w59 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y90a wc7 hb6"><div class="t m0 x43 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y90a wf8 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y90a wbb hb6"><div class="t m0 x29 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y90a w4 hb6"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y90a wff hb6"><div class="t m0 x5e h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y90b wd0 hc4"><div class="t m0 x18 h11 y538 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y90b wee hc4"><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.28 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y90b w59 hc4"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y90b wc7 hc4"><div class="t m0 x43 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y90b wf8 hc4"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y90b wbb hc4"><div class="t m0 x29 h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y90b w4 hc4"><div class="t m0 x14b h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y90b wff hc4"><div class="t m0 x5e h11 y538 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y779 wd0 hc6"><div class="t m0 x18 h11 y86 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y779 wee hc6"><div class="t m0 x17 h11 y7e9 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y88 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.29 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y779 w59 hc6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y779 wc7 hc6"><div class="t m0 x43 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y779 wf8 hc6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y779 wbb hc6"><div class="t m0 x29 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y779 w4 hc6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y779 wff hc6"><div class="t m0 x5e h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y90c wd0 hec"><div class="t m0 x18 h11 y7a5 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y90c wee hec"><div class="t m0 x17 h11 y90d ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _15"> </span>i <span class="_ _22"> </span>udział <span class="_ _15"> </span>działalności <span class="_ _22"> </span>gospodarczej </span></div><div class="t m0 x17 h11 y7c1 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a5 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.30 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7ca ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y8a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y90c w59 hec"><div class="t m0 x14b h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y90c wc7 hec"><div class="t m0 x43 h11 y7a5 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y90c wf8 hec"><div class="t m0 x14b h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y90c wbb hec"><div class="t m0 x29 h11 y7a5 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y90c w4 hec"><div class="t m0 x14b h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y90c wff hec"><div class="t m0 x5e h11 y7a5 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y9b wd0 hb6"><div class="t m0 x18 h11 y86 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y9b wee hb6"><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _40"> </span>się <span class="_ _27"> </span>do <span class="_ _40"> </span>systematyki<span class="_ _0"></span>, <span class="_ _40"> </span>ale </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej  z  syst<span class="_ _0"></span>ematyką,  o  k<span class="_ _0"></span>tórej  mowa  w<span class="_ _0"></span> </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">sekcji 4.31 <span class="_ _2"></span>załączników <span class="_ _2"></span>I <span class="_ _2"></span>i <span class="_ _2"></span>II <span class="_ _2"></span>do <span class="_ _2"></span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y9b w59 hb6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y9b wc7 hb6"><div class="t m0 x43 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x149 y9b wf8 hb6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x144 y9b wbb hb6"><div class="t m0 x29 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xd9 y9b w4 hb6"><div class="t m0 x14b h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y9b wff hb6"><div class="t m0 x5e h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w0 h0" ><div class="pc pc47 w0 h0"><img class="bi x2 y90e w100 hed" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">71<span class="ls0"> </span></div></div><div class="c x6 y90f wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y90f wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _1b"> </span>i <span class="_ _26"> </span>udz<span class="_ _2"></span>iał <span class="_ _1b"> </span>inny<span class="_ _0"></span>ch <span class="_ _1b"> </span>rodzajów <span class="_ _1b"> </span>dzi<span class="_ _0"></span>ałalności </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">gospodarczej kwalif<span class="_ _0"></span>ikującej się do systematyk<span class="_ _0"></span>i, </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">ale <span class="_ _47"> </span>ni<span class="_ _0"></span>ezgodnej <span class="_ _47"> </span>z <span class="_ _59"> </span>systematyką, </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _e"></span>w <span class="_ _e"></span>wierszach <span class="_ _2"></span>1<span class="_ _2"></span><span class="ff4">–6 <span class="_ _e"></span>powyżej <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _58"> </span>mającego <span class="_ _58"> </span><span class="ff1">zastosowanie<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x121 y90f w59 hbf"><div class="t m0 x5f h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">6 8<span class="lse">12</span>,1 </div></div><div class="c xc4 y90f wc7 hbf"><div class="t m0 x16 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">29% </div></div><div class="c x149 y90f wf8 hbf"><div class="t m0 x5f h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">6 8<span class="lse">12</span>,1 </div></div><div class="c x144 y90f wbb hbf"><div class="t m0 x1b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">29% </div></div><div class="c xd9 y90f w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y90f wff hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y910 wd0 h74"><div class="t m0 x18 h11 y546 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y910 wee h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita  k<span class="_ _0"></span>wota  i  całko<span class="_ _0"></span>wity  udział  rodzajów<span class="_ _0"></span> </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>kwalif<span class="_ _0"></span>ikującej <span class="_ _e"></span>się <span class="_ _e"></span>do<span class="_ _2"></span> </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i,  ale<span class="_ _0"></span>  niezgodne<span class="_ _0"></span>j  z <span class="_ _7"> </span>systematyką <span class="_ _7"> </span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _58"> </span>mającego <span class="_ _58"> </span>zastosowani<span class="_ _0"></span>e </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x121 y910 w59 h74"><div class="t m0 x5f h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">6 8<span class="lse">12</span>,1 </div></div><div class="c xc4 y910 wc7 h74"><div class="t m0 x16 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">29% </div></div><div class="c x149 y910 wf8 h74"><div class="t m0 x5f h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">6 8<span class="lse">12</span>,1 </div></div><div class="c x144 y910 wbb h74"><div class="t m0 x1b h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">29% </div></div><div class="c xd9 y910 w4 h74"><div class="t m0 x14b h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x14a y910 wff h74"><div class="t m0 x5e h11 y546 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y911 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y912 w101 h2f"><div class="t m0 xda hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 5 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>nie kwalifikuj<span class="_ _0"></span>ąca się do systematyki<span class="ff2"> </span></div></div><div class="c x6 y913 wd0 hee"><div class="t m0 x5e hf y914 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y913 wd1 hee"><div class="t m0 x40 hf y914 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x138 y913 w102 hee"><div class="t m0 x14d hf y914 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x13a y913 w103 hee"><div class="t m0 x20 hf y914 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y915 wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y915 wd1 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _2"></span>niekwalifikującej <span class="_ _2"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>o <span class="_ _e"></span>której <span class="_ _e"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.26 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y915 w102 h88"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y915 w103 h88"><div class="t m0 xfb h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y568 wd0 h88"><div class="t m0 x18 h11 y87 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y568 wd1 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _2"></span>niekwalifikującej <span class="_ _2"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>o <span class="_ _e"></span>której <span class="_ _e"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.27 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y568 w102 h88"><div class="t m0 x38 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y568 w103 h88"><div class="t m0 xfb h11 y87 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y916 wd0 h8e"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y916 wd1 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifik<span class="_ _0"></span>ującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>o <span class="_ _4"></span>której <span class="_ _e"></span>mowa <span class="_ _4"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.28 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y916 w102 h8e"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y916 w103 h8e"><div class="t m0 xfb h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y72d wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y72d wd1 h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifikują<span class="_ _0"></span>cej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki<span class="_ _0"></span>, <span class="_ _e"></span>o <span class="_ _4"></span>której <span class="_ _e"></span>m<span class="_ _2"></span>owa <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.29 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y72d w102 h88"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y72d w103 h88"><div class="t m0 xfb h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y90a wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y90a wd1 h88"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _e"></span>działalnośc<span class="_ _0"></span>i <span class="_ _e"></span>gospodarczej <span class="_ _2"></span>niekwalifikującej <span class="_ _2"></span>się <span class="_ _e"></span>do <span class="_ _e"></span>systematyki, <span class="_ _e"></span>o <span class="_ _e"></span>której <span class="_ _e"></span>mowa <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.30 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y90a w102 h88"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y90a w103 h88"><div class="t m0 xfb h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y917 wd0 hc2"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y917 wd1 hc2"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _e"></span>i <span class="_ _e"></span>udział <span class="_ _4"></span>działalności <span class="_ _e"></span>gospodarczej <span class="_ _e"></span>niekwalifikują<span class="_ _0"></span>cej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki<span class="_ _0"></span>, <span class="_ _e"></span>o <span class="_ _4"></span>której <span class="_ _e"></span>m<span class="_ _2"></span>owa <span class="_ _e"></span>w </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">sekcji <span class="_ _4"></span>4.31 <span class="_ _4"></span>załączników <span class="_ _4"></span>I <span class="_ _7"> </span>i <span class="_ _4"></span>II <span class="_ _4"></span>do <span class="_ _7"> </span>rozporządzeni<span class="_ _0"></span>a <span class="_ _4"></span>delegowanego <span class="_ _4"></span>(UE) <span class="_ _4"></span>2021/2139 <span class="_ _7"> </span>w <span class="_ _4"></span>mianowniku </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">mającego zasto<span class="_ _0"></span>sowanie kluc<span class="_ _0"></span>zowego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y917 w102 hc2"><div class="t m0 x38 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x13a y917 w103 hc2"><div class="t m0 xfb h11 y539 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y918 wd0 h8e"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y918 wd1 h8e"><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>i <span class="_ _7"> </span>udział <span class="_ _4"></span>innych <span class="_ _4"></span>rodzajów <span class="_ _7"> </span>dzia<span class="_ _0"></span>łalności <span class="_ _4"></span>gospodarczej <span class="_ _4"></span>niekwalifikują<span class="_ _0"></span>cej <span class="_ _7"> </span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki, </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _2"></span>w<span class="_ _2"></span> <span class="_ _2"></span>wierszach <span class="_ _e"></span>1<span class="ff4">–6 <span class="_ _2"></span>p<span class="_ _2"></span>owyżej <span class="_ _2"></span>w <span class="_ _e"></span>mianowniku <span class="_ _2"></span>mającego <span class="_ _e"></span>zastosowanie <span class="_ _2"></span>kluczowego </span></div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x138 y918 w102 h8e"><div class="t m0 x85 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">16 <span class="lse">893</span> </div></div><div class="c x13a y918 w103 h8e"><div class="t m0 xec h11 y546 ff1 fs7 fc0 sc0 lse ws0">71,<span class="ls0">3% </span></div></div><div class="c x6 y6b9 wd0 hd6"><div class="t m0 x18 h11 y87 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y6b9 wd1 hd6"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _4"></span>kwota <span class="_ _4"></span>i <span class="_ _4"></span>całkowity <span class="_ _4"></span>udział <span class="_ _4"></span>rodzajów <span class="_ _7"> </span>działalności <span class="_ _4"></span>gospodarczej <span class="_ _e"></span>niekwalifikującej <span class="_ _4"></span>się <span class="_ _4"></span>do<span class="_ _2"></span> </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i w mianowniku <span class="_ _0"></span>mającego zastosowani<span class="_ _0"></span>e kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x138 y6b9 w102 hd6"><div class="t m0 x85 h11 y86d ff1 fs7 fc0 sc0 ls0 ws0">16 <span class="lse">893</span> </div></div><div class="c x13a y6b9 w103 hd6"><div class="t m0 xec h11 y86d ff1 fs7 fc0 sc0 lse ws0">71,<span class="ls0">3% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y175 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y919 ff3 fs3 fc0 sc0 ls0 ws0">Zasady rachunko<span class="_ _2"></span>wości<span class="ff2"> </span></div><div class="t m0 x6 hc y91a ff4 fs3 fc0 sc0 ls0 ws0">Podstawą <span class="_ _21"> </span>do <span class="_ _21"> </span>obliczenia <span class="_ _21"> </span>kluczowego <span class="_ _21"> </span>ws<span class="_ _2"></span>kaźnika <span class="_ _21"> </span>wyników <span class="_ _21"> </span>dotyczącego <span class="_ _21"> </span>nakład<span class="_ _2"></span>ów <span class="_ _1f"> </span>inwestycyjnych <span class="_ _21"> </span>były<span class="_ _2"></span> <span class="_ _1c"> </span>nakł<span class="_ _2"></span>ady </div><div class="t m0 x6 hc y91b ff4 fs3 fc0 sc0 ls0 ws0">inwestycyjne  ujęte  w  skonsolidowanym  sprawozd<span class="_ _2"></span>aniu  finansowym  zgodnie  z  obowiązującymi  Międzynarodowymi<span class="_ _2"></span> </div><div class="t m0 x6 hc y91c ff4 fs3 fc0 sc0 ls0 ws0">Standardami Sprawozd<span class="_ _2"></span>awczości (MSSF). Do <span class="_ _2"></span>mianownika KPI Capex zo<span class="_ _2"></span>stały przypisan<span class="_ _2"></span>e koszty rozliczane w oparciu o:<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y97 ff1 fs3 fc0 sc0 ls17 ws0">a.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff4">MSR 16 Rz<span class="_ _2"></span>eczowe aktywa trw<span class="_ _2"></span>ałe, pkt 73 lit. e) ppkt<span class="_ _2"></span> (i) oraz (iii);<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y482 ff1 fs3 fc0 sc0 ls18 ws0">b.<span class="ff9 ls0"> <span class="_ _1e"> </span><span class="ff4">MSR 38 Warto<span class="_ _2"></span>ści niematerialne, p<span class="_ _2"></span>kt 118 lit. e) ppkt (i);<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y91d ff1 fs3 fc0 sc0 ls19 ws0">c.<span class="ff9 ls0"> <span class="_ _40"> </span><span class="ff4">MSR 40 Nierucho<span class="_ _2"></span>mości inwestycyjn<span class="_ _2"></span>e, pkt 76 lit. a) i b) (w przy<span class="_ _2"></span>padku modelu wartoś<span class="_ _2"></span>ci godziwej);<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y91e ff1 fs3 fc0 sc0 ls18 ws0">d.<span class="ff9 ls0"> <span class="_ _1e"> </span><span class="ff4">MSR <span class="_ _4"></span>40 <span class="_ _e"></span>Nierucho<span class="_ _2"></span>mości <span class="_ _e"></span>inw<span class="_ _2"></span>estycyjne, <span class="_ _e"></span>pkt<span class="_ _2"></span> <span class="_ _e"></span>79 <span class="_ _e"></span>lit. <span class="_ _e"></span>d<span class="_ _2"></span>) <span class="_ _e"></span>ppkt <span class="_ _4"></span>(i) <span class="_ _e"></span>o<span class="_ _2"></span>raz <span class="_ _e"></span>(ii) <span class="_ _e"></span>(w <span class="_ _4"></span>przypadku<span class="_ _2"></span> <span class="_ _e"></span>modelu <span class="_ _4"></span>opartego <span class="_ _e"></span>na <span class="_ _4"></span>cenie </span></span></div><div class="t m0 x34 hc y91f ff1 fs3 fc0 sc0 ls0 ws0">nabycia lub k<span class="_ _2"></span>oszcie wytworzenia); </div><div class="t m0 xd h1a y920 ff1 fs3 fc0 sc0 ls6 ws0">e.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff1">MSR 41 Rolnict<span class="_ _2"></span>wo, pkt 50 lit. b) ora<span class="_ _2"></span>z e); </span></span></div><div class="t m0 xd h1a y921 ff1 fs3 fc0 sc0 ls3c ws0">f.<span class="ff9 ls0"> <span class="_ _4a"> </span><span class="ff1">MSSF 16 L<span class="_ _2"></span>easing, pkt 53 lit. <span class="_ _2"></span>h). </span></span></div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w0 h0" ><div class="pc pc48 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">72<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Informacje na t<span class="_ _2"></span>emat oceny zgodności z ro<span class="_ _2"></span>zporządzeniem (UE) 2020/852<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Poszczególne kategor<span class="_ _2"></span>ie nakładów in<span class="_ _2"></span>westycyjnych <span class="_ _2"></span>Grupy Kapitałowej TOYA <span class="_ _2"></span>zostały p<span class="_ _2"></span>rzeanalizowane zgodnie <span class="_ _2"></span>z zapis<span class="_ _2"></span>ami </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">Rozporządzenia <span class="_ _2"></span>UE 2021/2178, załącznik <span class="_ _2"></span>I punkt 1.1.2.1, w celu ustalenia, cz<span class="_ _2"></span>y spełniają jedno z p<span class="_ _2"></span>oniższych warunków:<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y922 ff1 fs3 fc0 sc0 ls17 ws0">a.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff4">do<span class="_ _2"></span>tyczą aktywów lub p<span class="_ _2"></span>rocesów związanych z działaln<span class="_ _2"></span>ością gospodarczą zgod<span class="_ _2"></span>ną z systematyką<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y923 ff1 fs3 fc0 sc0 ls18 ws0">b.<span class="ff9 ls0"> <span class="_ _1e"> </span><span class="ff4">są <span class="_ _18"> </span>częścią <span class="_ _18"> </span>planu <span class="_ _18"> </span>mającego <span class="_ _14"> </span>n<span class="_ _2"></span>a <span class="_ _14"> </span>celu <span class="_ _18"> </span>rozszerzenie <span class="_ _18"> </span>działalności <span class="_ _18"> </span>gospodarczej <span class="_ _18"> </span>zgodnej <span class="_ _18"> </span>z <span class="_ _18"> </span>systematyką <span class="_ _18"> </span>lub </span></span></div><div class="t m0 x34 hc y924 ff4 fs3 fc0 sc0 ls0 ws0">umożliwienie <span class="_ _8"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _13"> </span>gospodarczej  kwalifikującej <span class="_ _13"> </span>się <span class="_ _8"> </span>do <span class="_ _8"> </span>systematyki  do<span class="_ _0"></span>stosowanie <span class="_ _8"> </span>się <span class="_ _8"> </span>do <span class="_ _13"> </span>s<span class="_ _2"></span>ystematyki </div><div class="t m0 x34 hc y925 ff4 fs3 fc0 sc0 ls0 ws0">(„plan <span class="_ _2"></span>dotyczący n<span class="_ _2"></span>akładów inwestycyjn<span class="_ _2"></span>ych”) zgod<span class="_ _2"></span>nie z<span class="_ _2"></span><span class="ff1"> </span>war<span class="_ _2"></span>unkami określon<span class="_ _2"></span>ymi w <span class="_ _2"></span>akapicie <span class="_ _2"></span>drugim n<span class="_ _2"></span>iniejszego </div><div class="t m0 x34 hc y926 ff1 fs3 fc0 sc0 ls0 ws0">pkt 1.1.2.2; </div><div class="t m0 xd h1a y927 ff1 fs3 fc0 sc0 ls19 ws0">c.<span class="ff9 ls0"> <span class="_ _40"> </span><span class="ff4">dotyczą <span class="_ _4"></span>zakupu <span class="_ _4"></span>produktów <span class="_ _4"></span>z <span class="_ _e"></span>d<span class="_ _2"></span>ziałalności <span class="_ _4"></span>gospodarczej <span class="_ _4"></span>zgodnej <span class="_ _4"></span>z <span class="_ _e"></span>s<span class="_ _2"></span>ystematyką <span class="_ _e"></span>ora<span class="_ _2"></span>z <span class="_ _e"></span>indywidualnych <span class="_ _4"></span>środ<span class="_ _2"></span>ków </span></span></div><div class="t m0 x34 hc y928 ff4 fs3 fc0 sc0 ls0 ws0">umożliwiających <span class="_ _4"></span>doc<span class="_ _2"></span>elowej <span class="_ _4"></span>działaln<span class="_ _2"></span>ości <span class="_ _4"></span>stanie <span class="_ _4"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>n<span class="_ _2"></span>iskoemisyjną <span class="_ _7"></span>lub <span class="_ _4"></span>umożliwiających <span class="_ _4"></span>jej <span class="_ _4"></span>o<span class="_ _2"></span>graniczenie <span class="_ _4"></span>emisji </div><div class="t m0 x34 hc y351 ff4 fs3 fc0 sc0 ls0 ws0">gazów <span class="_ _e"></span>cieplarn<span class="_ _2"></span>ianych, <span class="_ _4"></span>w <span class="_ _e"></span>s<span class="_ _2"></span>zczególności <span class="_ _e"></span>ro<span class="_ _2"></span>dzajó<span class="_ _2"></span>w <span class="_ _e"></span>dział<span class="_ _2"></span>alności <span class="_ _e"></span>wymienion<span class="_ _2"></span>ych <span class="_ _4"></span>w <span class="_ _e"></span>pkt <span class="_ _4"></span>7.3 <span class="_ _4"></span>do <span class="_ _4"></span>7.6 <span class="_ _e"></span>za<span class="_ _2"></span>łącznika <span class="_ _4"></span>I <span class="_ _e"></span>d<span class="_ _2"></span>o </div><div class="t m0 x34 hc y770 ff4 fs3 fc0 sc0 ls0 ws0">aktu <span class="_ _2"></span>delegowanego <span class="_ _2"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>prawie <span class="_ _2"></span>klimatu, <span class="_ _2"></span>jak <span class="_ _e"></span>również <span class="_ _2"></span>innych <span class="_ _2"></span>rodzajó<span class="_ _2"></span>w <span class="_ _2"></span>działalności <span class="_ _2"></span>gosp<span class="_ _2"></span>odarczej <span class="_ _2"></span>wymienionych </div><div class="t m0 x34 hc y929 ff4 fs3 fc0 sc0 ls0 ws0">w aktach <span class="_ _0"></span>delegowanych przyjętych zgodnie <span class="_ _0"></span>z art. <span class="_ _0"></span>10 <span class="_ _0"></span>ust. 3, <span class="_ _0"></span>art. <span class="_ _0"></span>11 ust. <span class="_ _0"></span>3, art. <span class="_ _0"></span>12 ust. <span class="_ _0"></span>2, <span class="ff1">art. 13 <span class="_ _0"></span>ust. 2, <span class="_ _0"></span>art. 14 <span class="_ _9"></span>us<span class="_ _2"></span>t. </span></div><div class="t m0 x34 hc y92a ff4 fs3 fc0 sc0 ls0 ws0">2 <span class="_ _5"> </span>lub <span class="_ _19"> </span>art. <span class="_ _5"> </span>15 <span class="_ _19"> </span>ust. <span class="_ _19"> </span>2 <span class="_ _5"> </span>rozporząd<span class="_ _2"></span>zenia <span class="_ _5"> </span>(UE) <span class="_ _5"> </span>2020/<span class="_ _2"></span>852, <span class="_ _5"> </span>i <span class="_ _5"> </span>p<span class="_ _2"></span>od <span class="_ _5"> </span>warunkiem, <span class="_ _19"> </span>że <span class="_ _5"> </span>środ<span class="_ _2"></span>ki <span class="_ _5"> </span>te <span class="_ _5"> </span>zo<span class="_ _2"></span>staną <span class="_ _5"> </span>wdro<span class="_ _2"></span>żone <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y771 ff4 fs3 fc0 sc0 ls0 ws0">i uruchomione w ciągu 18 <span class="_ _2"></span>miesięcy.<span class="ff1"> </span></div><div class="t m0 x6 hc y92b ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>wyniku <span class="_ _7"></span>przeprowadzonej <span class="_ _7"></span>analizy <span class="_ _7"></span>zidentyfikowano<span class="_ _2"></span> <span class="_ _4"></span>nak<span class="_ _2"></span>łady <span class="_ _7"></span>inwestycyjne <span class="_ _7"></span>obejmujące <span class="_ _7"></span>produkty <span class="_ _7"></span>zakupione <span class="_ _7"></span>z <span class="_ _7"></span>trzech </div><div class="t m0 x6 hc y92c ff4 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _1c"> </span>gospodar<span class="_ _2"></span>czych <span class="_ _18"> </span>kwalifikujących<span class="_ _2"></span> <span class="_ _18"> </span>s<span class="_ _2"></span>ię <span class="_ _18"> </span>do <span class="_ _1c"> </span>takson<span class="_ _2"></span>omii, <span class="_ _18"> </span>u<span class="_ _2"></span>możliwiające <span class="_ _1c"> </span>docelowej <span class="_ _1c"> </span>działalności <span class="_ _1c"> </span>stan<span class="_ _2"></span>ie <span class="_ _18"> </span>się </div><div class="t m0 x6 hc y92d ff4 fs3 fc0 sc0 ls0 ws0">niskoemisyjną:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y92e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">6.15. - <span class="ff4">Infrastruktu<span class="_ _2"></span>ra wspomagająca nisko<span class="_ _2"></span>emisyjny transport drogowy i tra<span class="_ _2"></span>nsport publiczny<span class="_ _2"></span></span> </span></span></div><div class="t m0 xd h1a y92f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff1">7.4. <span class="_ _2"></span>- <span class="_ _2"></span><span class="ff4">Montaż,<span class="_ _2"></span> <span class="_ _2"></span>konserwacja <span class="_ _2"></span>i <span class="_ _2"></span>naprawa <span class="_ _2"></span>stacji <span class="_ _2"></span>ład<span class="_ _2"></span>owania <span class="_ _2"></span>pojazdów <span class="_ _2"></span>elektrycznych <span class="_ _2"></span>w <span class="_ _2"></span>bu<span class="_ _2"></span>dynkach <span class="_ _2"></span>(i <span class="_ _2"></span>na <span class="_ _2"></span>parkingach </span></span></span></div><div class="t m0 x34 hc y42b ff1 fs3 fc0 sc0 ls0 ws0">przy budynka<span class="_ _2"></span>ch) </div><div class="t m0 x6 hc y21 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _22"> </span>zidentyfikowano <span class="_ _22"> </span>wyd<span class="_ _2"></span>atków <span class="_ _22"> </span>powiązanych <span class="_ _15"> </span>z <span class="_ _1f"> </span>działalnością <span class="_ _22"> </span>zgod<span class="_ _2"></span>ną <span class="_ _1f"> </span>z <span class="_ _22"> </span>taks<span class="_ _2"></span>onomią <span class="_ _1f"> </span>(pun<span class="_ _2"></span>kt <span class="_ _1f"> </span>a <span class="_ _22"> </span>p<span class="_ _2"></span>owyżej). <span class="_ _22"> </span>Nie </div><div class="t m0 x6 hc y22 ff4 fs3 fc0 sc0 ls0 ws0">zidentyfikowano tak<span class="_ _2"></span>że wydatków spełniający<span class="_ _2"></span>ch warunek b lub c wskaza<span class="_ _2"></span>ne powyżej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y23 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y6b4 ff3 fs3 fc0 sc0 ls0 ws0">Wkład w realizację w<span class="_ _2"></span>ielu celów, dezagregacja k<span class="_ _2"></span>luczowych wskaźników wyników <span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y25 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _2"></span>dotyczy. <span class="_ _e"></span>W <span class="_ _2"></span>ramach <span class="_ _2"></span>nakł<span class="_ _2"></span>adów <span class="_ _2"></span>inwestycyjnych<span class="_ _2"></span> <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wej TO<span class="_ _2"></span>YA <span class="_ _2"></span>za <span class="_ _2"></span>rok <span class="_ _2"></span>2<span class="_ _2"></span>024 <span class="_ _2"></span>nie <span class="_ _2"></span>zidenty<span class="_ _2"></span>fikowano <span class="_ _2"></span>nakładów<span class="_ _2"></span> </div><div class="t m0 x6 hc y26 ff4 fs3 fc0 sc0 ls0 ws0">powiązanych z d<span class="_ _2"></span>ziałalnością zrównoważoną śro<span class="_ _2"></span>dowiskowo (zgodną z <span class="_ _2"></span>systematyką).  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y27 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y28 ff2 fs3 fc0 sc0 ls0 ws0">Informacje kon<span class="_ _2"></span>tekstowe </div><div class="t m0 x6 h7 y29 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2a ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _2"></span>dotyczy. <span class="_ _e"></span>W <span class="_ _2"></span>ramach <span class="_ _2"></span>nakł<span class="_ _2"></span>adów <span class="_ _2"></span>inwestycyjnych<span class="_ _2"></span> <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wej TO<span class="_ _2"></span>YA <span class="_ _2"></span>za <span class="_ _2"></span>rok <span class="_ _2"></span>2<span class="_ _2"></span>024 <span class="_ _2"></span>nie <span class="_ _2"></span>zidenty<span class="_ _2"></span>fikowano <span class="_ _2"></span>nakładów<span class="_ _2"></span> </div><div class="t m0 x6 hc y930 ff4 fs3 fc0 sc0 ls0 ws0">powiązanych z d<span class="_ _2"></span>ziałalnością zrównoważoną śro<span class="_ _2"></span>dowiskowo (zgodną z <span class="_ _2"></span>systematyką). <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y931 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4e4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y932 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y933 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4c3 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y934 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y935 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y936 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y937 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w0 h0" ><div class="pc pc49 w0 h0"><img class="bi x2 y938 w3 hef" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">73<span class="ls0"> </span></div><div class="t m0 x6 h7 y73e ff2 fs3 fc0 sc0 ls0 ws0">KPI Opex </div></div><div class="c x3c y939 w104 he1"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x14e y939 w105 he1"><div class="t m0 x17 h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria istotnego <span class="_ _0"></span>wkładu<span class="ff1 fs2"> </span></div></div><div class="c x14f y939 w106 he1"><div class="t m0 x1b h6 y806 ff4 fs10 fc3 sc0 ls0 ws0">Kryteria &quot;nie cz<span class="_ _0"></span>yń poważnych szkód&quot;<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c xed y939 wa1 he1"><div class="t m0 x1b h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x118 y939 w107 he1"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls37 ws0">2022<span class="fs2 ls0"> </span></div></div><div class="c xc6 y939 w108 he1"><div class="t m0 x1b h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y93a w109 hc8"><div class="t m0 x17 hf0 y93b ff4 fs12 fc3 sc0 ls0 ws0">Działalność </div><div class="t m0 x17 h6 y93c ff1 fs12 fc3 sc0 ls0 ws0">gospodarcza (1)<span class="fs2"> </span></div></div><div class="c x150 y93a w9e hc8"><div class="t m4 x107 h60 y93d ff1 fs10 fc3 sc0 ls0 ws0">Kod lub kody (a) (2)</div><div class="t m0 x16 h6 y93e ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x151 y93a w10a hc8"><div class="t m4 x107 h60 y2f6 ff1 fs10 fc3 sc0 ls0 ws0">Wydatki operacyjne <span class="_ _0"></span>(3)</div><div class="t m0 x16 h6 y93f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x5a y93a w10b hc8"><div class="t m4 x107 h60 y940 ff4 fs10 fc3 sc0 ls0 ws0">Odsetek wydatków ope<span class="_ _0"></span>racyjnych, rok <span class="_ _0"></span>N (4)</div><div class="t m0 x16 h6 y941 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x152 y93a w10c hc8"><div class="t m4 x107 h60 y942 ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (5)</div><div class="t m0 x16 h6 y943 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x153 y93a w10c hc8"><div class="t m4 x107 h60 y944 ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do zmian <span class="_ _0"></span>klimatu (6)</div><div class="t m0 x16 h6 y714 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x10f y93a w10c hc8"><div class="t m4 x107 h60 y945 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (7)</div><div class="t m0 x16 h6 y946 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x133 y93a w10c hc8"><div class="t m4 x107 h60 y815 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(8)</div><div class="t m0 x16 h6 y816 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x154 y93a w10c hc8"><div class="t m4 x107 h60 y817 ff4 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu zamkniętym (9<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y818 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x155 y93a w7d hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(10)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x156 y93a wa1 hc8"><div class="t m4 x107 h60 y81b ff4 fs10 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span>klimatu (11</div><div class="t m0 x16 h6 y81c ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x157 y93a wa1 hc8"><div class="t m4 x107 h60 y947 ff1 fs10 fc3 sc0 ls0 ws0">Adaptacja do zmian <span class="_ _0"></span>klimatu (12)</div><div class="t m0 x16 h6 y948 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x80 y93a wa1 hc8"><div class="t m4 x107 h60 y6d6 ff1 fs10 fc3 sc0 ls0 ws0">Zasoby wodne i mo<span class="_ _0"></span>rskie (13</div><div class="t m0 x16 h6 y81f ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x158 y93a wa1 hc8"><div class="t m4 x107 h60 y949 ff1 fs10 fc3 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>(14</div><div class="t m0 x16 h6 y94a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c xe6 y93a wa1 hc8"><div class="t m4 x107 h60 y822 ff4 fs10 fc3 sc0 ls0 ws0">Gospodarka o <span class="_ _0"></span>obiegu zamkniętym (15<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y824 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x130 y93a wa1 hc8"><div class="t m4 x107 h60 y819 ff4 fs10 fc3 sc0 ls0 ws0">Bioróżnorodność <span class="_ _0"></span>(16)</div><div class="t m0 x16 h6 y81a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x159 y93a wa1 hc8"><div class="t m4 x107 h60 y825 ff1 fs10 fc3 sc0 ls0 ws0">Minimalne gwa<span class="_ _0"></span>rancje (17)</div><div class="t m0 x16 h6 y826 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c xd9 y93a w10d hc8"><div class="t m4 x107 h60 y0 ff4 fs10 fc3 sc0 ls0 ws0">Udział działalnośc<span class="_ _0"></span>i zgodnej z taks<span class="_ _0"></span>onomią w przychodach (%<span class="_ _0"></span>)</div><div class="t m0 x16 h6 y6da ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x15a y93a w10e hc8"><div class="t m0 x17 h6 y807 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x129 y93a wdb hc8"><div class="t m4 x107 h60 y827 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć wspomagają<span class="_ _0"></span>ca (19)</div><div class="t m0 x16 h6 y828 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x108 y93a wdb hc8"><div class="t m4 x107 h60 y829 ff4 fs10 fc3 sc0 ls0 ws0">Kategoria Działalnoś<span class="_ _0"></span>ć na rzecz pr<span class="_ _0"></span>zejścia (20)</div><div class="t m0 x16 h6 y82a ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x3c y804 w109 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x150 y804 w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc3 sc0 ls0 ws0"> </div></div><div class="c x151 y804 w10a h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">tys. PLN<span class="fs2"> </span></div></div><div class="c x5a y804 w10b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x152 y804 w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x153 y804 w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x10f y804 w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x133 y804 w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x154 y804 w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x155 y804 w7d h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc3 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc3 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x156 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x157 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x80 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x158 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xe6 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x130 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x159 y804 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xd9 y804 w10d h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x15a y804 w10e h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">%<span class="fs2"> </span></div></div><div class="c x129 y804 wdb h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x108 y804 wdb h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc3 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y18 w109 hc7"><div class="t m0 x17 h60 y806 ff4 fs10 fc0 sc0 ls0 ws0">A.  Działalność  kwa<span class="_ _0"></span>lifikującą </div><div class="t m0 x17 h6 y83b ff4 fs10 fc0 sc0 ls0 ws0">się do systematyki<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c x150 y18 w9e hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y18 w10a hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y18 w10b hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x152 y18 w10c hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y18 w10c hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y18 w10c hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y18 w10c hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y18 w10c hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y18 w7d hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y18 wa1 hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y18 w10d hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y18 w10e hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y18 wdb hc7"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y18 wdb hc7"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y8b1 w109 hcd"><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">A.1. <span class="_ _18"> </span>Rodz<span class="_ _2"></span>aje <span class="_ _14"> </span>działalności </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">zrównoważonej </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _14"> </span>(z<span class="_ _2"></span>godna <span class="_ _18"> </span>z </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką)<span class="ff1 fs2"> </span></div></div><div class="c x150 y8b1 w9e hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y8b1 w10a hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y8b1 w10b hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x152 y8b1 w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y8b1 w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y8b1 w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y8b1 w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y8b1 w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y8b1 w7d hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y8b1 wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y8b1 w10d hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y8b1 w10e hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y8b1 wdb hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y8b1 wdb hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y94b w109 hf1"><div class="t m0 x17 h60 y586 ff4 fs10 fc0 sc0 ls0 ws0">Wydatki operacyjne z <span class="_ _2"></span>tytułu </div><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="ff1"> </span></div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">zrównoważonej <span class="ff1"> </span></div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _19"> </span><span class="ff1">(zgodnej <span class="_ _19"> </span>z </span></div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">systematyką) (A<span class="_ _0"></span>.1)<span class="ff1 fs2"> </span></div></div><div class="c x150 y94b w9e hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y94b w10a hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x5a y94b w10b hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x152 y94b w10c hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x153 y94b w10c hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x10f y94b w10c hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x133 y94b w10c hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x154 y94b w10c hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x155 y94b w7d hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x156 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y94b wa1 hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y94b w10d hf1"><div class="t m0 x17 h6 y586 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x15a y94b w10e hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y94b wdb hf1"><div class="t m0 x17 h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y94b wdb hf1"><div class="t m0 x1b h6 y6c7 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y94c w109 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">W tym wspomagają<span class="_ _0"></span>ca<span class="ff1 fs2"> </span></div></div><div class="c x150 y94c w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y94c w10a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y94c w10b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x152 y94c w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x153 y94c w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x10f y94c w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x133 y94c w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x154 y94c w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x155 y94c w7d h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x156 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y94c wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y94c w10d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y94c w10e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y94c wdb h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">E<span class="fs2"> </span></div></div><div class="c x108 y94c wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y664 w109 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">W tym na rzecz pr<span class="_ _0"></span>zejścia<span class="ff1 fs2"> </span></div></div><div class="c x150 y664 w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y664 w10a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y664 w10b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x152 y664 w10c h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x153 y664 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y664 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y664 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y664 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y664 w7d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y664 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y664 w10d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y664 w10e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y664 wdb h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y664 wdb h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c x3c y94d w109 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x150 y94d w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y94d w10a h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y94d w10b h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x152 y94d w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x153 y94d w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x10f y94d w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x133 y94d w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x154 y94d w10c h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x155 y94d w7d h3d"><div class="t m0 x17 h60 y806 ff1 fs10 fc0 sc0 ls0 ws0">T; <span class="_ _2"></span>N; </div><div class="t m0 x17 h6 y83b ff1 fs10 fc0 sc0 ls0 ws0">N/EL<span class="fs2"> </span></div></div><div class="c x156 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x157 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x80 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x158 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xe6 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x130 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c x159 y94d wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T/N<span class="fs2"> </span></div></div><div class="c xd9 y94d w10d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y94d w10e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y94d wdb h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y94d wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y4b3 w109 hf2"><div class="t m0 x17 h60 y94e ff4 fs10 fc0 sc0 ls0 ws0">A.2. <span class="_ _5a"> </span>Działalność </div><div class="t m0 x17 h60 y540 ff4 fs10 fc0 sc0 ls0 ws0">kwalifikująca <span class="_ _33"> </span>się <span class="_ _5b"> </span>do </div><div class="t m0 x17 h60 y838 ff1 fs10 fc0 sc0 ls0 ws0">systematyki, <span class="_ _5c"> </span>ale </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważona<span class="_ _0"></span> </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _19"> </span>(działalność </div><div class="t m0 x17 h6 y82f ff4 fs10 fc0 sc0 ls0 ws0">niezgodna z systemat<span class="_ _0"></span>yką)<span class="ff1 fs2"> </span></div></div><div class="c x150 y4b3 w9e hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y4b3 w10a hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y4b3 w10b hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x152 y4b3 w10c hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y4b3 w10c hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y4b3 w10c hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y4b3 w10c hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y4b3 w10c hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y4b3 w7d hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y4b3 wa1 hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y4b3 w10d hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y4b3 w10e hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y4b3 wdb hf2"><div class="t m0 x17 h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y4b3 wdb hf2"><div class="t m0 x1b h6 y86a ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y26 w109 hf3"><div class="t m0 x17 h60 y840 ff4 fs10 fc0 sc0 ls0 ws0">Wydatki operacyjne z <span class="_ _2"></span>tytułu </div><div class="t m0 x17 h60 y94e ff4 fs10 fc0 sc0 ls0 ws0">działalności <span class="_ _15"> </span>kwalifikującej<span class="_ _0"></span> </div><div class="t m0 x17 h60 y540 ff4 fs10 fc0 sc0 ls0 ws0">się <span class="_ _1c"> </span>do <span class="_ _1c"> </span>syste<span class="_ _0"></span>matyki, <span class="_ _18"> </span>ale </div><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">niezrównoważonej<span class="_ _0"></span> </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">środowiskowo <span class="_ _8"> </span>(działalności </div><div class="t m0 x17 h60 y54c ff1 fs10 fc0 sc0 ls0 ws0">niezgodne <span class="_ _1b"> </span><span class="ff4">z <span class="_ _5"> </span>systematyką) </span></div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">(A.2)<span class="fs2"> </span></div></div><div class="c x150 y26 w9e hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y26 w10a hf3"><div class="t m0 x17 h6 y840 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x5a y26 w10b hf3"><div class="t m0 x17 h6 y840 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x152 y26 w10c hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y26 w10c hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y26 w10c hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y26 w10c hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y26 w10c hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y26 w7d hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y26 wa1 hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y26 w10d hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y26 w10e hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y26 wdb hf3"><div class="t m0 x17 h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y26 wdb hf3"><div class="t m0 x1b h6 y94f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y5f8 w109 hf4"><div class="t m0 x17 h60 y841 ff1 fs10 fc0 sc0 ls0 ws0">A. <span class="_ _5"> </span>Wydatki <span class="_ _5"> </span>operacyjne <span class="_ _5"> </span>z </div><div class="t m0 x17 h60 y82e ff4 fs10 fc0 sc0 ls0 ws0">tytułu <span class="_ _5d"> </span>działalności </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">kwalifikującej<span class="_ _0"></span> <span class="_ _40"> </span>się <span class="_ _40"> </span>do </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">systematyki (A.1+A<span class="_ _0"></span>.2)<span class="fs2"> </span></div></div><div class="c x150 y5f8 w9e hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y5f8 w10a hf4"><div class="t m0 x17 h6 y841 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x5a y5f8 w10b hf4"><div class="t m0 x17 h6 y841 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x152 y5f8 w10c hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y5f8 w10c hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y5f8 w10c hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y5f8 w10c hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y5f8 w10c hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y5f8 w7d hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y5f8 wa1 hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y5f8 w10d hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y5f8 w10e hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y5f8 wdb hf4"><div class="t m0 x17 h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y5f8 wdb hf4"><div class="t m0 x1b h6 y950 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y951 w109 hc9"><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">B. <span class="_ _37"> </span>DZIAŁALNOŚĆ </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">NIEKWALIFIKUJĄCA<span class="_ _0"></span> <span class="_ _13"> </span>SIĘ <span class="_ _13"> </span>DO </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">SYSTEMATYKI<span class="fs2"> </span></div></div><div class="c x150 y951 w9e hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y951 w10a hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x5a y951 w10b hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x152 y951 w10c hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y951 w10c hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y951 w10c hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y951 w10c hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y951 w10c hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y951 w7d hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y951 wa1 hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y951 w10d hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y951 w10e hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y951 wdb hc9"><div class="t m0 x17 h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y951 wdb hc9"><div class="t m0 x1b h6 y84e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y952 w109 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">Inna<span class="fs2"> </span></div></div><div class="c x150 y952 w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y952 w10a h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">1 <span class="ls37">399</span>,9<span class="fs2"> </span></div></div><div class="c x5a y952 w10b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x152 y952 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y952 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y952 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y952 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y952 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y952 w7d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y952 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y952 wa1 h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">T<span class="fs2"> </span></div></div><div class="c xd9 y952 w10d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y952 w10e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y952 wdb h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y952 wdb h3d"><div class="t m0 x1b h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y14c w109 hcd"><div class="t m0 x17 h60 y838 ff4 fs10 fc0 sc0 ls0 ws0">Wydatki operacyjne z <span class="_ _2"></span>tytułu </div><div class="t m0 x17 h60 y834 ff4 fs10 fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x17 h60 y54c ff4 fs10 fc0 sc0 ls0 ws0">niekwalifikującej <span class="_ _22"> </span>się <span class="_ _15"> </span>do </div><div class="t m0 x17 h6 y82f ff1 fs10 fc0 sc0 ls0 ws0">systematyki<span class="fs2"> </span></div></div><div class="c x150 y14c w9e hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y14c w10a hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls0 ws0">1 <span class="ls37">399</span>,9<span class="fs2"> </span></div></div><div class="c x5a y14c w10b hcd"><div class="t m0 x17 h6 y838 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x152 y14c w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y14c w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y14c w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y14c w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y14c w10c hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y14c w7d hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y14c wa1 hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y14c w10d hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x15a y14c w10e hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y14c wdb hcd"><div class="t m0 x17 h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x108 y14c wdb hcd"><div class="t m0 x1b h6 y84c ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c y953 w109 h3d"><div class="t m0 x17 h6 y806 ff4 fs10 fc0 sc0 ls0 ws0">OGÓŁEM (A + B)<span class="_ _0"></span><span class="ff1 fs2"> </span></div></div><div class="c x150 y953 w9e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x151 y953 w10a h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">1 <span class="ls37">399</span>,9<span class="fs2"> </span></div></div><div class="c x5a y953 w10b h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls37 ws0">100<span class="fs2 ls0"> </span></div></div><div class="c x152 y953 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x153 y953 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10f y953 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x133 y953 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x154 y953 w10c h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x155 y953 w7d h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x156 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x157 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x80 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x158 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x130 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x159 y953 wa1 h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y953 w10d h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x15a y953 w10e h3d"><div class="t m0 x17 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x129 y953 wdb h3d"><div class="t m0 x17 h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x108 y953 wdb h3d"><div class="t m0 x1b h6 y806 ff1 fs10 fc0 sc0 ls0 ws0">0<span class="fs2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y954 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y955 we3 h39"><div class="t m0 x29 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y955 w10f h39"><div class="t m0 x15b h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Część wydatkó<span class="_ _0"></span>w operacyjnyc<span class="_ _0"></span>h/ Łączne wydatki<span class="_ _0"></span> operacyjne<span class="ff1"> </span></div></div><div class="c x6 y956 we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x4c y956 w110 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Zgodność z syst<span class="_ _0"></span>ematyką w podzi<span class="_ _0"></span>ale na cele<span class="ff1"> </span></div></div><div class="c x133 y956 w85 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Kwalifiko<span class="_ _0"></span>wanie się do sy<span class="_ _0"></span>stematyki w podziale n<span class="_ _0"></span>a cele (tys. PLN)<span class="ff1"> </span></div></div><div class="c x6 y957 we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls39 ws0">CCM<span class="ls0"> </span></div></div><div class="c x4c y957 w110 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y957 w85 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y958 we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls39 ws0">CCA<span class="ls0"> </span></div></div><div class="c x4c y958 w110 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y958 w85 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y959 we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls3a ws0">WTR<span class="ls0"> </span></div></div><div class="c x4c y959 w110 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y959 w85 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y436 we3 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls39 ws0">CE<span class="ls0"> </span></div></div><div class="c x4c y436 w110 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y436 w85 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y5ff we3 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">PPC </div></div><div class="c x4c y5ff w110 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y5ff w85 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y155 we3 hf5"><div class="t m0 x17 h11 y95a ff1 fs7 fc0 sc0 ls0 ws0">BIO </div></div><div class="c x4c y155 w110 hf5"><div class="t m0 x17 h11 y95a ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x133 y155 w85 hf5"><div class="t m0 x17 h11 y95a ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h67 y95b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y156 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y95c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y95d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y95e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y558 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y95f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h67 y3c ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w0 h0" ><div class="pc pc4a w0 h0"><img class="bi x2 y960 w3 hf6" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">74<span class="ls0"> </span></div><div class="t m0 x6 h6 y8e0 ff4 fs2 fc0 sc0 ls0 ws0">Działalność związana z <span class="_ _0"></span>energią jąd<span class="_ _0"></span>rową i <span class="ff1">gazem ziemn<span class="_ _0"></span>ym </span></div><div class="t m0 x6 h6 y8e1 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y8e2 w111 hd1"><div class="t m0 x7e hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 2 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>zgodna z systemat<span class="_ _0"></span>yką (mianownik)<span class="ff2"> </span></div></div><div class="c x6 y961 wd0 hea"><div class="t m0 x5e hf y8fc ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y961 wee hea"><div class="t m0 x10d hf y8fc ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x121 y378 w112 hd9"><div class="t m0 xc8 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 x4f hf y565 ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x121 y962 w76 h88"><div class="t m0 x10b hf y87 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c xa2 y962 w113 h88"><div class="t m0 x43 hf y8f0 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc7 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x15c y962 w32 h88"><div class="t m0 x10d hf y85 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x81 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xd2 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x121 y961 w59 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xc4 y961 w114 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c xa2 y961 w59 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x138 y961 w115 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x15c y961 wd2 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x15d y961 wf2 hd1"><div class="t m0 x17 hf y239 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y963 wd0 hb8"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y963 wee hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.26załącznik<span class="_ _0"></span>ów <span class="_ _1f"> </span>I <span class="_ _22"> </span>i <span class="_ _1f"> </span>II <span class="_ _22"> </span>do <span class="_ _1f"> </span>r<span class="_ _2"></span>ozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y963 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y963 w114 hb8"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y963 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y963 w115 hb8"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y963 wd2 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y963 wf2 hb8"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y964 wd0 hdd"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y964 wee hdd"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.27 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _18"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y964 w59 hdd"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y964 w114 hdd"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y964 w59 hdd"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y964 w115 hdd"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y964 wd2 hdd"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y964 wf2 hdd"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y965 wd0 hb8"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y965 wee hb8"><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.28 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _18"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y965 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y965 w114 hb8"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y965 w59 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y965 w115 hb8"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y965 wd2 hb8"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y965 wf2 hb8"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y966 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y966 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.29 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _18"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y966 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y966 w114 hbf"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y966 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y966 w115 hbf"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y966 wd2 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y966 wf2 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y967 wd0 hde"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y967 wee hde"><div class="t m0 x17 h11 y8a4 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.30 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _18"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y967 w59 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y967 w114 hde"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y967 w59 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y967 w115 hde"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y967 wd2 hde"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y967 wf2 hde"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y275 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y275 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.31 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _18"> </span>rozporządzenia<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _2"></span>(UE) <span class="_ _2"></span>2021/2139 <span class="_ _2"></span>w <span class="_ _2"></span>m<span class="_ _2"></span>ian<span class="_ _0"></span>owniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y275 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y275 w114 hbf"><div class="t m0 x17 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y275 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y275 w115 hbf"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y275 wd2 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y275 wf2 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y968 wd0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y968 wee h74"><div class="t m0 x17 hf y537 ff3 fs7 fc0 sc0 ls0 ws0">Kwota  i <span class="_ _7"> </span>udział  innych  rod<span class="_ _0"></span>zajów  dz<span class="_ _0"></span>iałalności </div><div class="t m0 x17 hf y86 ff3 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _45"> </span>zgodnej <span class="_ _45"> </span>z <span class="_ _3d"> </span>systemat<span class="_ _0"></span>yką, </div><div class="t m0 x17 hf y85 ff2 fs7 fc0 sc0 ls0 ws0">niewymienion<span class="_ _0"></span>ych w wierszach 1<span class="ff3">–6 powyż<span class="_ _0"></span>ej w </span></div><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">mianowniku <span class="_ _51"> </span>m<span class="_ _2"></span>ającego <span class="_ _51"> </span>zastosowanie </div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">kluczowego wskaźnika<span class="_ _0"></span> wyników<span class="ff2"> </span></div></div><div class="c x121 y968 w59 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y968 w114 h74"><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c xa2 y968 w59 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y968 w115 h74"><div class="t m0 x21 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y968 wd2 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y968 wf2 h74"><div class="t m0 x5e h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y969 wd0 hb4"><div class="t m0 x18 h11 y570 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y969 wee hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Całkowity <span class="_ _11"> </span>mający <span class="_ _11"> </span>zastoso<span class="_ _0"></span>wanie <span class="_ _11"> </span>kluczowy </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnik wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x121 y969 w59 hb4"><div class="t m0 x14b h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c xc4 y969 w114 hb4"><div class="t m0 x10e h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c xa2 y969 w59 hb4"><div class="t m0 x14b h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c x138 y969 w115 hb4"><div class="t m0 x28 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c x15c y969 wd2 hb4"><div class="t m0 x14b h6 y570 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="fs2">     </span> </div></div><div class="c x15d y969 wf2 hb4"><div class="t m0 x107 h11 y570 ff1 fs7 fc0 sc0 ls0 ws0">0  </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y61c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y843 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y96a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7f7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y96b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y48d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y96c ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y96d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y96e ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w0 h0" ><div class="pc pc4b w0 h0"><img class="bi x2 y96f w3 hf7" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">75<span class="ls0"> </span></div></div><div class="c x6 y87f w116 hd1"><div class="t m0 x146 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 3 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>zgodna z systematyką (li<span class="_ _0"></span>cznik)<span class="ff2"> </span></div></div><div class="c x6 y970 wd0 hf8"><div class="t m0 x5e hf y8fc ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y970 wee hf8"><div class="t m0 x10d hf y8fc ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x121 y882 w117 hd9"><div class="t m0 xc8 hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 x4e hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c x121 y884 w118 h8e"><div class="t m0 x6f hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x15e y884 we h8e"><div class="t m0 x43 hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 xc7 hf y548 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x15c y884 w32 h8e"><div class="t m0 x10d hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x81 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xd2 hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c x121 y970 w59 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c xc4 y970 w119 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x15e y970 wf8 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x138 y970 wb9 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x15c y970 w4 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x15d y970 wfa hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y971 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y971 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.26 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y971 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y971 w119 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y971 wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y971 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y971 w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y971 wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y972 wd0 hdd"><div class="t m0 x18 h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y972 wee hdd"><div class="t m0 x17 h11 y7c1 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y973 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y7a5 ff4 fs7 fc0 sc0 ls0 ws0">4.27 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y972 w59 hdd"><div class="t m0 x14b h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y972 w119 hdd"><div class="t m0 x5e h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y972 wf8 hdd"><div class="t m0 x14b h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y972 wb9 hdd"><div class="t m0 x29 h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y972 w4 hdd"><div class="t m0 x14b h11 y8a0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y972 wfa hdd"><div class="t m0 x5e h11 y8a0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y974 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y974 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">4.28 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y974 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y974 w119 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y974 wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y974 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y974 w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y974 wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y62c wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y62c wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.29 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y62c w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y62c w119 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y62c wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y62c wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y62c w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y62c wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y975 wd0 hde"><div class="t m0 x18 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y975 wee hde"><div class="t m0 x17 h11 y8a4 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y897 ff4 fs7 fc0 sc0 ls0 ws0">4.30 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y975 w59 hde"><div class="t m0 x14b h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y975 w119 hde"><div class="t m0 x5e h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y975 wf8 hde"><div class="t m0 x14b h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y975 wb9 hde"><div class="t m0 x29 h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y975 w4 hde"><div class="t m0 x14b h11 y8a3 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y975 wfa hde"><div class="t m0 x5e h11 y8a3 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y976 wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y976 wee hbf"><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _12"> </span>i <span class="_ _12"> </span>udział <span class="_ _12"> </span>działalności <span class="_ _12"> </span>gospodar<span class="_ _0"></span>czej </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">zgodnej z systematyką, o której mowa <span class="_ _2"></span>w sekcji </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">4.31 <span class="_ _18"> </span>załączników <span class="_ _14"> </span>I <span class="_ _18"> </span>i <span class="_ _18"> </span>II <span class="_ _18"> </span>do <span class="_ _14"> </span>rozporządzenia </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">delegowanego <span class="_ _21"> </span>(UE) <span class="_ _21"> </span>2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>liczniku </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczowego wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x121 y976 w59 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y976 w119 hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y976 wf8 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y976 wb9 hbf"><div class="t m0 x29 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y976 w4 hbf"><div class="t m0 x14b h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y976 wfa hbf"><div class="t m0 x5e h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y396 wd0 h74"><div class="t m0 x18 h11 y85 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y396 wee h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _1b"> </span>i <span class="_ _26"> </span>udz<span class="_ _2"></span>iał <span class="_ _1b"> </span>inny<span class="_ _0"></span>ch <span class="_ _1b"> </span>rodzajów <span class="_ _1b"> </span>dzi<span class="_ _0"></span>ałalności </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">gospodarczej <span class="_ _1"> </span>zgodnej <span class="_ _44"> </span>z <span class="_ _44"> </span>syste<span class="_ _0"></span>matyką, </div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">niewymieni<span class="_ _0"></span>onych <span class="_ _e"></span>w <span class="_ _e"></span>wierszach <span class="_ _2"></span>1<span class="_ _2"></span><span class="ff4">–6 <span class="_ _e"></span>powyżej <span class="_ _e"></span>w </span></div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">liczniku <span class="_ _5"> </span>mającego <span class="_ _19"> </span>zastosowanie <span class="_ _5"> </span>kluczowego </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wskaźnika wyni<span class="_ _0"></span>ków<span class="ff1"> </span></div></div><div class="c x121 y396 w59 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y396 w119 h74"><div class="t m0 x5e h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y396 wf8 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y396 wb9 h74"><div class="t m0 x29 h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y396 w4 h74"><div class="t m0 x14b h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y396 wfa h74"><div class="t m0 x5e h11 y85 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y977 wd0 h78"><div class="t m0 x18 h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y977 wee h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Całkowita  k<span class="_ _0"></span>wota  i  całko<span class="_ _0"></span>wity  udział  rodzajów<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _41"> </span>gospodarczej <span class="_ _41"> </span>zg<span class="_ _2"></span>odn<span class="_ _0"></span>ej <span class="_ _3f"> </span>z </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą w <span class="_ _0"></span>liczniku <span class="_ _0"></span>mającego zast<span class="_ _0"></span>osowanie<span class="_ _0"></span> </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">kluczowego wsk<span class="_ _0"></span>aźnika wynikó<span class="_ _0"></span>w<span class="ff1"> </span></div></div><div class="c x121 y977 w59 h78"><div class="t m0 x14b h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c xc4 y977 w119 h78"><div class="t m0 x5e h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y977 wf8 h78"><div class="t m0 x14b h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x138 y977 wb9 h78"><div class="t m0 x29 h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15c y977 w4 h78"><div class="t m0 x14b h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x15d y977 wfa h78"><div class="t m0 x5e h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y978 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y979 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y349 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y11b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y578 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y97a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y97b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y1bc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y456 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w0 h0" ><div class="pc pc4c w0 h0"><img class="bi x2 y97c w11a hf9" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">76<span class="ls0"> </span></div></div><div class="c x6 y87f w11b hd1"><div class="t m0 xc hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 4 Działalno<span class="_ _0"></span>ść gospodarcza k<span class="_ _0"></span>walifi<span class="_ _0"></span>kująca się do systematyki, al<span class="_ _0"></span>e niezgodna z syst<span class="_ _0"></span>ematyką<span class="ff2"> </span></div></div><div class="c x6 y970 wd0 hf8"><div class="t m0 x5e hf y8fc ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y970 w11c hf8"><div class="t m0 xd3 hf y8fc ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c xb5 y882 w11d hd9"><div class="t m0 xaa hf y883 ff3 fs7 fc3 sc0 ls0 ws0">Kwota i udział (i<span class="_ _0"></span>nformacje należy <span class="_ _0"></span>przedstawić w kwotach <span class="ff2"> </span></div><div class="t m0 xc1 hf y56d ff3 fs7 fc3 sc0 ls0 ws0">pieniężnych i warto<span class="_ _0"></span>ściach procento<span class="_ _0"></span>wych)<span class="ff2"> </span></div></div><div class="c xb5 y884 w11e h8e"><div class="t m0 x15f hf y539 ff2 fs7 fc3 sc0 ls0 ws0">CCM + CCA  </div></div><div class="c x15e y884 w11f h8e"><div class="t m0 x5f hf y545 ff3 fs7 fc3 sc0 ls0 ws0">Łagodzenie zmian <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x20 hf y548 ff2 fs7 fc3 sc0 ls0 ws0">klimatu (CCM)<span class="_ _0"></span> </div></div><div class="c x134 y884 w120 h8e"><div class="t m0 xc7 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Adaptacja do <span class="_ _0"></span> </div><div class="t m0 x5f hf y539 ff2 fs7 fc3 sc0 ls0 ws0">zmian klimatu  </div><div class="t m0 xcf hf y1a7 ff2 fs7 fc3 sc0 ls0 ws0">(CCA) </div></div><div class="c xb5 y970 w59 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x33 y970 w121 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x15e y970 w122 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x160 y970 w123 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x134 y970 w124 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x161 y970 w125 hd1"><div class="t m0 x17 hf y3a9 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y448 wd0 hba"><div class="t m0 x18 h11 y97d ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y448 w11c hba"><div class="t m0 x17 h11 y7ad ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalnośc<span class="_ _0"></span>i <span class="_ _4"></span>gospodarczej<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.26 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y448 w59 hba"><div class="t m0 x14b h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y448 w121 hba"><div class="t m0 x5f h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y448 w122 hba"><div class="t m0 x3d h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y448 w123 hba"><div class="t m0 x4d h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y448 w124 hba"><div class="t m0 x6 h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y448 w125 hba"><div class="t m0 x21 h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y97e wd0 hbd"><div class="t m0 x18 h11 y97d ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y97e w11c hbd"><div class="t m0 x17 h11 y7b2 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalnośc<span class="_ _0"></span>i <span class="_ _4"></span>gospodarczej<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.27 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y97e w59 hbd"><div class="t m0 x14b h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y97e w121 hbd"><div class="t m0 x5f h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y97e w122 hbd"><div class="t m0 x3d h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y97e w123 hbd"><div class="t m0 x4d h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y97e w124 hbd"><div class="t m0 x6 h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y97e w125 hbd"><div class="t m0 x21 h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y97f wd0 hba"><div class="t m0 x18 h11 y97d ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y97f w11c hba"><div class="t m0 x17 h11 y7ad ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _7"> </span>i <span class="_ _4"></span>udział <span class="_ _7"> </span>działalności <span class="_ _7"> </span>gospodarczej<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.28 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y97f w59 hba"><div class="t m0 x14b h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y97f w121 hba"><div class="t m0 x5f h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y97f w122 hba"><div class="t m0 x3d h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y97f w123 hba"><div class="t m0 x4d h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y97f w124 hba"><div class="t m0 x6 h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y97f w125 hba"><div class="t m0 x21 h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y980 wd0 hbd"><div class="t m0 x18 h11 y97d ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y980 w11c hbd"><div class="t m0 x17 h11 y79f ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _7"> </span>i <span class="_ _4"></span>udział <span class="_ _7"> </span>działalności <span class="_ _7"> </span>gospodarczej<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7bd ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7be ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y7e1 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.29 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y980 w59 hbd"><div class="t m0 x14b h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y980 w121 hbd"><div class="t m0 x5f h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y980 w122 hbd"><div class="t m0 x3d h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y980 w123 hbd"><div class="t m0 x4d h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y980 w124 hbd"><div class="t m0 x6 h11 y97d ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y980 w125 hbd"><div class="t m0 x21 h11 y97d ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y981 wd0 hba"><div class="t m0 x18 h11 y982 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y981 w11c hba"><div class="t m0 x17 h11 y7ad ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _e"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalnośc<span class="_ _0"></span>i <span class="_ _4"></span>gospodarczej<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.30 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y981 w59 hba"><div class="t m0 x14b h11 y982 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y981 w121 hba"><div class="t m0 x5f h11 y982 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y981 w122 hba"><div class="t m0 x3d h11 y982 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y981 w123 hba"><div class="t m0 x4d h11 y982 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y981 w124 hba"><div class="t m0 x6 h11 y982 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y981 w125 hba"><div class="t m0 x21 h11 y982 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y983 wd0 hbd"><div class="t m0 x18 h11 y984 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y983 w11c hbd"><div class="t m0 x17 h11 y7b2 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _7"> </span>i <span class="_ _4"></span>udział <span class="_ _7"> </span>działalności <span class="_ _7"> </span>gospodarczej<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7b3 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>ującej <span class="_ _18"> </span>się <span class="_ _1c"> </span>do <span class="_ _18"> </span>systematyki, <span class="_ _1c"> </span>ale </div><div class="t m0 x17 h11 y7b4 ff4 fs7 fc0 sc0 ls0 ws0">niezgodnej z systematyką, o której mowa </div><div class="t m0 x17 h11 y7b5 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _1c"> </span>sekcji <span class="_ _18"> </span>4.31 <span class="_ _1c"> </span>z<span class="_ _2"></span>ałączników <span class="_ _18"> </span>I <span class="_ _1c"> </span>i <span class="_ _1c"> </span>II<span class="_ _2"></span> <span class="_ _1c"> </span>do </div><div class="t m0 x17 h11 y798 ff4 fs7 fc0 sc0 ls0 ws0">rozporządzenia <span class="_ _4a"> </span>delegowanego <span class="_ _4a"> </span>(UE) </div><div class="t m0 x17 h11 y7ca ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _15"> </span>w <span class="_ _15"> </span>mianowniku <span class="_ _15"> </span>mającego<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7d6 ff4 fs7 fc0 sc0 ls0 ws0">zastosowanie <span class="_ _1a"> </span>kluczowego <span class="_ _1a"> </span>wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c xb5 y983 w59 hbd"><div class="t m0 x14b h11 y984 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x33 y983 w121 hbd"><div class="t m0 x5f h11 y984 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y983 w122 hbd"><div class="t m0 x3d h11 y984 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x160 y983 w123 hbd"><div class="t m0 x4d h11 y984 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y983 w124 hbd"><div class="t m0 x6 h11 y984 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y983 w125 hbd"><div class="t m0 x21 h11 y984 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y985 wd0 hc6"><div class="t m0 x18 h11 y86 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y985 w11c hc6"><div class="t m0 x17 hf y7e9 ff3 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _1a"> </span>i <span class="_ _1a"> </span>udział <span class="_ _1a"> </span>innych <span class="_ _27"> </span>rodza<span class="_ _0"></span>jów </div><div class="t m0 x17 hf y7ae ff3 fs7 fc0 sc0 ls0 ws0">działalności <span class="_ _7"> </span>gospodarczej <span class="_ _7"> </span>kwalifikującej<span class="_ _0"></span> </div><div class="t m0 x17 hf y537 ff3 fs7 fc0 sc0 ls0 ws0">się <span class="_ _14"> </span>do <span class="_ _19"> </span>systematyki, <span class="_ _19"> </span>ale <span class="_ _14"> </span>niezgodn<span class="_ _0"></span>ej <span class="_ _19"> </span>z </div><div class="t m0 x17 hf y86 ff3 fs7 fc0 sc0 ls0 ws0">systematyką, <span class="_ _44"> </span>niewymie<span class="_ _0"></span>nionych <span class="_ _44"> </span>w </div><div class="t m0 x17 hf y85 ff2 fs7 fc0 sc0 ls0 ws0">wierszach  1<span class="ff3">–6  powyżej  w  miano<span class="_ _0"></span>wniku </span></div><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">mającego <span class="_ _1e"> </span><span class="ff2">zastosowanie <span class="_ _1e"> </span>kluczowego </span></div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">wskaźnika wyników<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xb5 y985 w59 hc6"><div class="t m0 x25 hf y86 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x33 y985 w121 hc6"><div class="t m0 x18 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y985 w122 hc6"><div class="t m0 xd2 hf y86 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x160 y985 w123 hc6"><div class="t m0 x14d h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y985 w124 hc6"><div class="t m0 x6 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y985 w125 hc6"><div class="t m0 x21 h11 y86 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w0 h0" ><div class="pc pc4d w0 h0"><img class="bi x2 y986 wfb hfa" alt="" 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94FyCngwSHAB7AAAkpREZjqdZvK0LN1dwJRXW9/ywR2fd2h1GEdCFAPCFQABSUzgb7emlSI2FgOQCEQgXHIyknLFkFgbYKUBt384UUb1i563/u27XjWf/FLT+za/eKUj20wURRFURRF52NYV6K6rksajCpIfmT3IjEiTFAgGCvMwqwgCBCUvZAoiXa7jaHRqUJRKdIBsIEE+C5pb5DyBnIWf+FQ7667br5s49q1Sxe2UkV/7Dqono7CQawX9AAg+dGDZEidyo1vAIAWQAHHCvJwCmsAI4JQeTJiE8yUquvozoBRQAUIUJkwaR2NLWBVTX8vpbpSzzODZqYYFuAAqFomQzPfcGYbJ08IAIOcApUC1H8SwKSEgBBg+wVvOXMexEpOBNqf6qgMkRDYWFUCTN3arkBm+/9XMHPAHAgCBXSIWapqmOx8ohUb7DVLNh07dcE///xzT+7YOdXJB4ZHg5q8CmyS+mirIjfGpEmi4AAqKhEQjKv3V2IVhpAGgpZuEKozNxKBFEAgKGZOWcBKcavUKIqiKIqiNzGs91uloQCk3lr0h2eVqwAIUCaoggJBiAHSfvQUhbqM8sI7dr5hgQpSsHrHeVM6K+cP33DFtcsWNq/fsHL+yEDTgaqCpSBYJQaIIFAPDQTLcOc4WKl/MoGMigZVGAOwAExEDEMwGlRUyYBnytkKkcD9HK4JAgEWVGflMy0oAJ8phVsxqqoQQ/WkdCGASGeq5QoVKClUSYjZEFSUmJhB9bcyRFoPfam3a4ICqmAmw4AIgoIoqBLNbE0KENT0b5ZmDsuYIEFJiMBQqDhjIMIAlOcMNQYa8z/764v3Hdz2wv7DDz7+/FMvHDjltReChyObUTJYgQKUgxcQbMLEIlKPf6+3fiUIQ0l66N+Gzfz0/uQdCoS31jOLKIqiKIqi/9+E9TOTEGlmk9Efwioc+p8SqqM893uw+0MDpdFoTpw+DQ7OGSvlYEq9ydPXX3bxh267YdvFc0YzAGgDFiqhYAQ29nVb+dQbmxIJSM8VB40AARDAErOF8agHliMQGWPJ96AVsQEM1ACkSgoiZoWSKEAZyv6PEYFXBEHaOJOVGSQAaUJK/bhPmPmhAjrzTgZkNLO9k3rPzHXYFxERZWMY1cxtQN1RD+rPmdSZXzYb7t+fqCoREaH/Bf0KtwAtZmOJgMAQQoD4/iGwTZLUJXaOjC9ZpNctW3X3jRftPND90vee+sYjzx4e6wbXMq2RzlQvTI8HIrDCGTCRtRoCoAydyeCahWmAlGjm4FiIFQZAfVsF1ZjWoyiKoiiK3tSwPlP9rWM6/2jxVIkERkMgDkTK3M+vdcjWfodHPn4qtdpyIeNyw4oF125es2ndijULBxcMOaPKQQyBQknGWGOVXVBVPbN3qQJMddMNnaP3WhSqxGShrJ6hMLYuzqNO8ZbU1ME6CEiFXAUIMRherBAMw2luwFSfMqkadTD9JayqRGoALesCOJQgIkG5Py1dhUgJGlQDlBUGgSG2ns0oJDACEsNCsGHmDqf/6AIEkMIABIF4BcNAwaKo18eqKpQNpC6jQzUH2ABghXConATU90uWmWDgBQbFuEtboFKENi1vLl9y9ftuu3Lf4aPfeXTv9qdeGEOv1zAeSVAS9RpCHccBBCJSFgKBMynqaZIBRqm+BSKpT/tsWT1uwBRFURRFUfQmhnWjKnVS7tfLX5fXFSBRuIBUASWABQSQhwokWBErYkScTCycNfquG658+3VbN10AF9AyoKqUzmSapQB8UXKjnXtUgWAB7o8bp34NuR/Yz7m7TwXU0xxDiaZBxv3sa0gCxANKBmJBTlyagyZyVNCKcGJcJjtlECWiiy7ILCOzsARmWKAEbL8zuwQCFJQ2lOCBqQJImA0CDACitL7DKAOMQZPBgTWU/WcMSsQWRKViqodmw+rMFkj1uEZTvylSOGtAWkI9kQVbD6qAXkXWUZ3P64BcAGUAEzK2mWnBFAgBoQJnSuyFwFQ1FlcKBYthAgYNVs/iZcML371pYeHftn378//5a48+und8qtszWZM5mS7F2NSTVRhlAA6EEr5+uiLEcragfuZPIcb0KIqiKIqiNz2sg2Smxox+Uq9HrPQXOkJhAhI92wESoCW0SrRoBO9EbQjvfvu2O951zZaVAwZIPVrwlOfGMRoOEJC1WXZ8Mn/l8OlT00VHE3INAJBAUAELmUBstLTI//6DzTmxYKpk0Nm1C2fPH0KDAapAwqwE49kWSJURgMOTeOGVI/c/8uSO5/a8euxUGWBcSkxp9+jSJUsu37L5wtVrtmxYvmgYFkiAlEBKEAFpjzBd4MTpqYNHx7rClDQELABBCUIAq8wfHVw5PxtxxJxAC0BVORB5YKLEsfHqwN4JBQI5IaMghhipqJhMKCwaba1cPK/tAosHRJhLNqem8dKh8YleVZe9CUpQYwe63bF2C4vnjSyd1SAxji2YQU6IK2UBTlf2wMETp06dShOzZsXy+YM2MzAGWuWzLG7ftuLSTau/8vjY57/4Ny/ufw02M67RFQgQyPT3UYUpuf+MBWcyuqK+k6pXoM48FYiiKIqiKIrerLBOqmdXlPaTutZFamYwVE0aKuovqSw7REXTeRem5zXs1rWrL1235opL16xZ0rZAQ2EQDFWkFVxdi7UgJ2QAOu3lM7/9+100xkLmbQMqVipGEBhPLrBlYSfnONouTzi2iWCEqv/wL/7J/NkpyhJcgELwqklrUnTfqfDCvoP3f//ZH+zcNd4tC0oLdZ4XiLEAoNRIGseP0c5vPqtf23HBnNGrLlm7bdOSqy5eNLfhMpXMKoLvslDGh6an/tUffPbYlJbUqurzU0MggIwfmz/g/+3/9Mubl89OAxyUip5mA3kVgjN7D5/+7//H/+PVoqnEgUyAIYAREima2qVi8jd/+RMrV84vfGiUHbhmAHUEDz978Ld//z92NK0oqXvHCWoqnzrxvZNXXbb+3/zmp5xLqtKnnPoq+MS+emr8qef3fHvnoblzZo0MNrXqffv+788fanzw1hvmDbebiaDowvCIaX7wmnnv2Pyp5/a++vSeww/vfOGZlw93SSrrKvWhArIWQhPEIIJqP5lLBVVSMeoNJMAEimE9iqIoiqLoTQzrP46dNcTqK616hkHEoJIQEpQG01a6w1Ld9Y6rP/2hW+e3SQNSwElgBCKB1qNdBMT1WEMh6wEFOrATGJxE64S2VJuQiiVnDQoKnEEdhCDn7LUwBOvgGb0u2UAAPKgCQeFKJA/tnf6Dzz/wgyd3VGooHSilCdeCsSAzs20oTTVGUVY2deT9M0fHXjj02JceeOydl6/7jZ+/fclg2itDI22JKoD1axauvfSy/d9//lRugxkISBUJ1AFI1ZTTx/7mvqc3/txNgDECk2VBjTpTAF9+4LlDPXscg/UOR/1atXpbhkHBVZsuv+LqLWdP1bgSPAX86VfuO5ynPTcsZ+evC3zRdAD7B59+ee/hscGlI1lii0Jslpzu6H/6iy+//Npr//if/tPZw5juoJFgxF1/79cf/Z3f/w+f+flPrV+5aGy8N3v2cDtQmzHQtIs3L79x8/KPvf/qHS92/vAvv/K97c83BmbZ9uj45AkaXqgTkwBhYAjeo9eDqztxlKCsInFuYxRFURRF0f/LYZ1EilJJDbzRiqrKV1PtZquRuc6pIwuG0huvvuJjd1y9bMEA55oEpAbixZDvLzUlhVI/npID8ZlISmRgEo9MtQHTBFXCZLRUMDgDOSCgnrP+9wgttUbVqwnqjABwFgJUJFn7ucP5H3/h2w899YqXbGTuolK57OZQA7jXb58EsigL7z2co8YIU3Myn/jag4+NtOyvfvJdLW4ykEivZ1KAb7hy4zceei5ttLuSAAk0AzkoCw+enj61Y/crPdzUYrBJoRVUCiAHntz1ik8GRZsAQA5gQKBV07Vdr3Pnu28dasEBhhgmATkPPP9i+fKrx5ANCjdBycythcLbgrXZHOr1ypcOHd20dEQBY9kLXjmw79UjRz9y90fvu/eBz372s4ODg0ODg7fe8vYPf+AdTzz+xB/+6Rf+5T//1WzW3BxgKRKSjExeCJGbk2DbutaF/+wj33nk8LceeOiJZ/fMbw0ePfFqOjSkbMqJ44BBms4sKICCFapxdGMURVEURdGbHNZ/tJStagw7VAjeauk4DLSrJXOzFUsW3LTtbVdcvHr2IDcJToQThUK9MqPe7qcOwspQBREDIHA9HBCAUSEJIAUMlKHg4AFPylAPZlAB6pzjcKshKDxJBV9JHpAFeCPwrvXEvonf+oMv7zww6ZqzLGjs9BRsRkmmIpAA+HpIOUGRW7VQNqqqAT3hVmt22ZUvPvBEpyr+2a/clQPzpEjJ9MRdcdHKm6/Y8vWHnzdkhVQhUAugEiAd3XNo7HNf/MHPvW+bKJGQh/HAX3z9hecPnpxGE+RxZpqKBtaStfNrv/ixm7fOHoY2qxwM2HbX0zTwuS986UTH55ZRD2qvV6WqoDlLitMdleHmwGOPP//+q9ah7o4nevKJnXfdecdVly7d/szz6zdc+uv/3aePHj7+b/63/3PF8gWf+vTP/d7//nsHDhxZvXxB16NtLBAkVJnljEPpMZdp0Oonblj44es/tPvlE08+tev7e06+uO/goRPjzfZocM2e73phECnYkxU6cyWjKIqiKIqiNyus40zDulK/Ol7mSSsJvrJabVq/5o4bN964ZfncITcANBUogpQFZ0m9q04ZKnKJM/0Wda03vVTYejtPgNTX++zYoOy7hhvQCiSAT9gnUoEoZ1OSIRiW9jluLZS5ns9IQiQKCMQkremQ/OE933xozwSyQVsG42yj2Vbmqiq1qowho8HAkwqrVMpBufQGYCRNbrTFarcTWnNHvv79nYtXrn7XLRcvLLqm4TKTeC+/+NF3vbj/yJ4jk46qihIhAyAgk2xWL8//6svfWLdkzm2Xr4AEz+aRnSc+/6V7cySVaabaE7AQABgEh+KyC5f9zC2rs4AWSviT6gaCbarBy/vGnnxmD1xLYGAMEEi9UW/gCzNfk0x7YOa9e18YG5eBYTaixtLEyRMf/dm1pwtMqz3ZpZcO+8MHJ+CaA41GwzUWz5szfuxEOTI8Z7TR7XiknFgHFYQiIQWQsgHEV+XcFcM3rrn+YwEHj+bfeGD7Pd9++JWTp9NsEKbpKQURyAkAPbu7bRRFURRFUfSmhPUfw4mbmhhbOHvk/e9+353vWrI8wyBgAS1KMMMopxbqERRpmjrngTCT1PtzGAn1YJG6UxvqARhiQ8HUeyERoAG+gBaqrGpARuFE0nMcm1QspOqVfAhVACofOElfOnD0saeeT0dXUSD4TlVWzFxVlbU2Ta1WhdFg1BMCq/giuLRhG6mnpIKRouidHB9asPjEif1Did7zlXs3bLx4ywhBFEWv2Wwsy3DhiqV7X30CHEAeZJQAm6DwhZexfPL+7z1486VLmtaFgG99+ztHjh4P2SK4DN1xRX1qUPUk+bVXrAwBTQPk0+Dg815oD3vgwOGj3aKkrM2gECqoQCsgkJSYmkLLgjnP81P5qf0H9i0dXmkM+QJJYiuglcINjJyYyn//D/7IhOLDH/jgxs2rBw0WzhkNRWfuSEOLotF0SiwaWKUez4iyhGUIrLXgAvn0UDayakH2sx+6ZsOWS//4bx58/Nm9lQ8zN0l8Zg/W+AKLoiiKoij66YR1ZafsoN5IYRCsVJZNINOtiGyGpCl5GViJpIUqqU7Pa/HcwfSGreuv37pq+aLZs4dahoJV2HoGSJr8Q24OKAElAKQsVsxdzuPTWTphm7YcHyS020N5Rw9OeIyNtWGbxEcbMg1w17TUjELh9PTqIY98uuTEJ4OZn8qRtAcHG93J+ToxUiWBG08cK3/zD7+7vxyuwjjXM9EVgWCaLe2OtzF90+ZFH7hx06YVC1KW8VMnHjrQ+y/ffvTRFw+GdBRuGGwxa2Si28nao1PF9OFu67f+7V+v/5d3rDTWmE7LT1Q69LE7Lnv6macOHT1us5EpnkWthVIUhjvWNSJD5g0AACAASURBVI8VQ3/9g0NX7+tcumbo0V0n7915uGOGDMhVndS4TnABKVt21ektqxe+/4oNS4yH5mqTYJfCBec1WHr8qX05DZTUDpLApVT1tFJkrRJpi58pi0WVLJ9mexj7/q+vfXf5umULrQkeHqNHTnWGZrUanRPrF2S/8Rv/zR/+x784NXasUnQ8Xjh8ZNNlG3KCN5yqOgLIgAyQAkD2w5cpQxOdhsqoMUvWJjf82s0T+Q33Pf7cN3+wa//xqZdPdCcKtkkriIoQWwebihIkIASjpSFvSEm8QkglvgijKIqiKIrOHdZB0+BxqAnMAWkpDZSBbJo2Ug0hdItmmjbc+OTY6czxzVdu+cjtt2xYY1uEjGAVBiEhxU9pWeH6+cm//scfkPZw2VDbYO3AeJgUp6rJL9//zD1f3nW85B4lQW09yFxRwdEVq5f961++uQFQgpIxRBgrYNsojheXLkotitybe778nd0vH6zCCFwmUjERLKEsUqLu1Mlb3nPtP/nkTUsa0LxsZ8mc2aNz19qVa1f/2u/8yb5TeYkAUXADQdSSsdnYVGeymz/+3IHFV6xuwgDSTLB+2fAH77ztj/74c10K42WPEoMCodcrrM4ZnVNMn/7yN3dsWHPDvfc9PTndS5rDUxVC0K46VTRbSTFxbNm8xq986mcWzmKFUGBiGPhKkAfqEJ5+fq+wLYoKWQO+YCJOTdWdcGkKGlBYIAeluQ/P73rtsSf33nXlOptgxbJZf/5nf/1rv/KJdpoWnak5sxqXb179uT/54gffddWe3S/vfWHXujW/TABD+Q1dw1Q5AGDiwcy0Mnzwlq233rL16CTue+ylr3z3e3tfOV5xA8ZOdXvBA61B22qJcJBMVEoNqEqHXlyHGkVRFEVR9IbCugtlEoqKMuUMSGFSHkhQ9QxVTrtOp+ck2bpV7cs2X3XdlosWz80GDAyQKKwACAYeWkEtzE9jurY/sW5JixKfo4CyHWgYIqGyy7q9NSXje226Ac55chYVIUAK0+00Cr9hFlIRAKVyU4teYr01vCB1qEKVHzvt/3b7sx2xyNpQg+B9WcA6a2CLiXXL5n7i9ssXNmBFjCXvKzKG8rB+8dCvffru//WzX9g/WRRqUTGYlUmZQCxED+185dYrVjc5QSgtNAF96Nb15dS7//N/+Va7PWv68AEMzEJ7kIupqTxvN4Ye2f7sPQ+sfmTHc56zwiuZxKSZ73qbkEwdW5T1fudXP3HZKjaKUgnKCYggxBwsvvHA3n1HxwsaobSpCpQ5J0Rl9/Zbb3roe/dP+pY6C1eCKpM0Jzvpf/rcV2+9fN2AwzVXXLJz965/9/ufu/amm6/actFQgjtuvuri1Suffmr3rp2P/+avfqaVMQG+KBqt1jmvTw7LZFgV4g0FJkKAIdNq6bK3r3z3lsU7XnztkWeP7nlx396DR6Y9V9QLnSpwBnYqgFi4hvjy7CqIKIqiKIqi6O8N60lStZSTijOwBamUkyhPIpycO+g+ctc1d7/vpiajbWEACZJ4coRQdohgLMPWY7Z/StO1GSTee9+wJRFADuKMyRm5l6KEBmKQVSIoCAp4Dl1XyABAxQSsSU0Kf7JtBkUGqlAh9JjsviPH9x2b7Nm5KAMcs3NS5OBgUGj3+K233rZ24UAW0GRPlgJMBZ6VVZPB3Lx59oMb15x4dE9RFBAiY6og6gOMM2ye2Xd8vMJwZg0xq8/gyOLTd1/z8A+eGD80aYfm++ARFOyEMJZ3uyS/+++/0C38wKx5U90csH66i2QUMtWSyXdfvvaqlcMDBFWAiTirN4KtiPZP4K++/r0OUk+Zydqh24OKDX7pgpFPfXjjq8899szxAUGFtEKnIyYrw/DBI9O7Xz62ec3IgjntX/7EJ+791t9+4U//+OprrqvycPjIsd27nhs/dfIzv/DJ5QuHrCJU5WCrEbw3Nvn7r0+pSIiYyBATAmkwVS9NUzCL15FRu2TbsluuWBVwzcPPnP7C17739O6XD00UlA6U2hRyYINQIpbVoyiKoiiK3mBYh2TGNx0ZWFUplPKUu8sXJ++57u03XXHRpsWzBBODaJW+8GU50GhZIgA2S/tjYUTB9qcVv9QOCxKPoOhAuqkQBIFNjtSnI2ZovoQMFM58OaCtVmuglRIAS9AKlaDsImuwFKlzQAqYwyfHc7XCCUQNiYYAa4yxVBQtI1suXj1o0YKXoksuBZsg0N541hjJYa/dtvmrf/uUcwOViipBBGQBE5ROTPYme6hSGGZUeeKcF2SM67ZesvvEEz3f9QGwTgBhW3mYLO2VRdocrAQBloghABtWGUr0lm3rmlWeuczTmcW4RKKe5NGdr7106HgwbbALQaEKQ+zzzes2XzCCZfNGnj/pQtVDQ2FFYSptZgPtZ17Yv2XNaFFNL5479HMfvWX4m80/+8u/TNPUWrds2bJPfuwjKxcOTUz05gw16jK34XPfcTl63ZVWAGLTBFWpIbB1IEpBeYkq4IaNo5de9N5Hnzj6xW888NTeg0cnJ6kxZNNWIUKVR5wYE0VRFEVR9EbCuih5XzVsMSK9oRZfsXn5jdtWbly35IJRRygTnLZQQje1TNYBHopQibGu3nZeiXVmTvhPbkocGAHGoenIgi0Iyi2PMKWD434gDwybs1ZAUFgQT/SKjk8LRcr1/YMDBkBp4ERAviK15uCpbmVblLRVjJOu90FcA1RZChfMn3XxyrlGArTLFiCpO08oCRae1G65eHSo4aY7JcOKEtiADWCgGOsVh0/lq4azDAQSi5AKM9N733H5Nx55euzQWOVY2UhAFUCNAS+B0qRQCqen4BKTJWi3EAqH3jWbVl29cVUr9fBTbJpdb5xD6ZGxnez5rz7w2MkeCptQ1tZKyFBmqCHlnbdsHAK2rJ779WfGGAItJAHEBePG8mrHnoN3v2dragwFSI7b33HNrTddPd3tNpsNw5wasGLOUINVjWVA8QbCuu2P2jyzPNRAFc6SIwVDYZRGrYfjoMiI7tw2/+YtH9l78NSD25//3mPPHjl5ZLJXTPKgQVxgGkVRFEVR9AbCumnkpjl20Yr5/+iO2y6/aNHCZhhyiqoLrzAOlAmI0COg3+5CxiQAWGEEqN/MTz4MEgCQMNXfzQApmfq7G8BadsGYwIAChVFPpAoCWU1aOTdyAnGDgUBIMUvYFXW12CUlMNYNuRooQ7zxXcB6Y0LZY6I5s4abGSwBqoBAFaQAQIHhU0I7w9BA69D0FLNTkBL1q8KE3OupiZ5SBiUYQ9DMarfbu2C0/em77/x3f/61XSeLvDIMEpAxSZBSyQDgwSFVDVUJa1tZdUFqfv7j7x9pAuUUkoQRUmMAKLNQcuCEPL/vcMmNAKsmQd5TVqq684bSS1cNtoHL1szn8Bq74H0FIRFVk0xJ2L7nwMGp3qp25gguBQiJo9ZQqz54BgzAZ2boK72RpyMOvv+HUP8XoMRSz87vh/fKqocPrMGxBVODTHNBe8sHr/tvP3Tda2P487+653MPHZBQxhdhFEVRFEXRucP6wKi5+xPv/OBNG5Y2MAsY0Aq9KZgGNENug0IZJjMKon5vOgGs6Ec0+alO1c4ECgiDEaAFgoMykc8gmfQy6eVUehWGaL1BExhkPLkKMASj8EDKriIEgGeOrfQBsCADCEEIAdQ/IedSmwIgEEPkhwKrgoAESJIEqqQACSkpMUigLOJDVfQbOpQUSgSWKjG49vLlT72w4ZVvbq+QELEEgkuUGORQ9kySVEUOCRacdo5u3bTxwsUppIICYKgkjOkSSYIT4+XLr742Md1T0xC18IKq4kwd/LKFcwcNEmDVotnNpJoq8zS1hRBE1KgYPjaZ737l+IpLlnsvln6obE4KBrifz/v3Hm8or/fPtn6UwnVGD6/7S5j5BgJG3bBkSAabaRF0vOPnDLjPfPJ9696FOcWJ+CKMoiiKoij6u5xNboHy/a+98PTuF8a6Pge6YiUbDtoIlYWBsYAiIBUkikRhoRbKmIll9NNdLSgVCYwoIYd6qEAAqRx6qXSy0LVSKkRJ65buOjKevWEgEOAJCjCQQBMEByQMNgZswJaMJWaoEpHCFGJKQVXHaDIg7v921KhSqB8dKEQUAEGpnhEuAfBGSltvBAQGWMlWlc9aTSp7cxN86NZtFy+fJ90JSwFSSfAghjWwripL+CqxQNm5AEc+9s5NrCjUojGslUKVfNW0CArTTh7avieogXFghgjEG5KEwiUXLk0BqrBoZPCStaOZdNNg2VtIgK1K8tOa3vP17RMlyLCXTv30o75+BspQqhvjFf2HGf8PWpkIoDNbXJ1ZYswAKYEMbAqydYTXAC/kDXHbTQfs3HfqB0/uyKsqvgijKIqiKIr+Lmcr6xMn/bfv23n/vY8vmTV0ydpVn7771hVzB2dnyAAfoIVkGfuZcE/9KjIIIBLul1SF+lHtJ0YB5MCkcMQWxoIBdh4SGEoCAogFrFRHRgWCRZUAqcJopeyMAgQHGCmAMuPmUDNRVfgA5RIOGiBBVQPMiYnOiSnMHkZKqeV+aZgAkFW2FTAt6JaldYnX+gxFoQqoou0wOti2BBDDWK/kXAIpQyhTNNYtbNx+8xU7XvjrUHShDsGDE/R63Ei16GaZ9b2pprWfufOqbWsXlYICZClJsgShi6prsgEfuAM8/swem2alAMyAILFadViq9asXOoAlZJZuvemSl/bsms7JBIOUxBYh73o3+P3H97/8amfeyha4l1Crn7PPtPr82J3bG7hABsCZu7UfHQOk8LC+LtATG2MU6HgqiI5N40vf2/X4s3t37HrxWIdu/afvjy/CKIqiKIqic4d18gOtZEWS0LGpqW89sv+5F//kEx94x7WXLlk/N0uMJo0pkCfMOltK7ccyAQSkBDX9j/40wjo7T/CAIDUgZ8GCim0BFJwUxgVYQBRm5lAUKka9BZwW0BIqUGfBgIfmQAU1g62EDYLWZXgDEvgAFSU+PTk5MQ0/jAAyYKJ+BR1CarlUTE6j1y1gWMOZ2xUliBAyxyODLe7fvHAlYAPjPUPrdvBN61euWrbk5VePWCYlDSrwXkqC9zZNvfjLtlx223ULMgRlI8B0hSEHA4JlqID46V2TYxOdYJ0owRK8h7UoJbFm8cL5ph/gq82XLG2lbqobAGsMBB6Z0WDyyu47eOzKlSsSc7bhBaQz77w+Zv/IB/7OK/RDX6fod8GoAgGqAbbuZSd2dXvMlOjjzx36wrce/c6Te8Zy1WzYpa4KcYFpFEVRFEXRGwjrHq7nTccDPMjpwP6J/H/+o79ZMjvbum7xRasXXbVxxbL50jJIAQdYElKPUPV7vpkFHIjqfpSZ+Pz61gjlepWoKig50zhxJvP3u+C17mTRkgxDST2BlEwgKFeqYtRRyDyxZw94pYqgIAuqQEX9wwVdogrwpG2gbmBxQuxh580abPvpkDSmNQsmYzEspaiQseOTUzueeWXT4hWKuqG9IqNGBZxUlVrG/hdf602cTNLZAfDCMAmCwBiILm5Nzh6mClDlBHAkJErWGcO+8omzly7Sj9+8+Xc/962SyaMwwmwdZBrsqaTFTfdL779ywcLTle+yHfAAGwTAKPsKDJlWfPW+HeO+nVMzEJMQQkVMBn75qpXN0aFpgBkqPHsIw3MX7Ts6SVlT4REm4SxKVNR8+NlD1127eMhmw1pfde0vBSVSqruBZq6HnOlHR31HooSZtaOB4AlBMQhVqEADEUACDdAAYkAV6ok7AAEnu+Hp3a89/8K+J559+bmXj06WruARdQmQVL7DbOKLMIqiKIqi6NxhXdgHW9X93wJ4JJzMfuVU/tJ39prv7FowZ3TR/Lm//tGbVy8fmdcE98KgqYwRQKUoOMlgWyIcVJL+7JZ+BNezPRL9JIjXRXn5oS/AzMcgoARi1dct4EpgiAmFsnGSCEFI6vmAICJlVQaMwgoInJAyyILrwq8BEmUSYOWSJfNsOe7HSgz51gLpjluWSgKx6RXyt49sf/eVKxptODaGHamYqtRsIC/K01187avfMEQTY+NucI5wApPCVyAH1nXzmrOaCAAbU3nNTP3AAeDEMBMwQNi6agFTUhoDKYkTqlRcZZl73ao9bNYuNECwBhYQwDIYAJPlpKfJgWO9R57Z2+OW5yYAaCAWhCqoHBrv/A+/93kuxlOu2qkZH1x48FTHtEfhWr3qJKw6EfY+ddmO3fvH7LUeSUvBBJ7J4HUiP9vApED9SAPuzGWpV54y6ik7AkjeybNGQqSQIGVOpGQdbKqg3Ae2WQ94+lj+8KPbv/W323e9crykBqUjlc4RZ1kNARQgjJ/qsuQoiqIoiqLzN6z/uF43twZJo0WhOjU+OTEx+ZnffOSdN19/953v2rg0qeDKEJxUttlQURVvOXFQaElChkBs9WyfBCksINSfxFIPUvnxdguaGUcyk3fxukHc/RIuKzFgoESSgIgoVWpAmEOTAfItQGdGnChUQWLUhP+bvXsNsu0sDzv/vO+71t67u89Fd0BghLmLm8EBQzA4hoR4MPEt8TiJ46mkMpVU8iFTqXyZ+ThVqamaTzPJJFNJJZOauBzskAu2AWOuBnOxkISQBYibhJAQuh5J59rde++11vvOh737nAPYwEy5bI30+5U4tHSO1N2rz6n679XPet4U1151/NnPvPaRex4p873WpXGstYuWSos0Rvrmgw/fedd9N/zYDRFlXK6naZrvHntiWcti9rnP3XvnPQ8sYxHdfGhdlFnUFrn1MeTUnn/Dc3LE/n5csxfTsI7ynXeLpyjLMl/leZQSKbU2H6cWZb7OJXJeljgsEXWecpfT5unP6NoUdYh5d3D+4N5v3f/o6UdSuTLy4cWibpHzbO/R88NDD927vvD4Ikdf2oXZN3K6PvKVq9Uy8tTPd3KMdVz2s9mjDz1w6sH13vWzmmKaLptV2k41XTa8lGrkIaK26De/Q/LmC9lypHm0eaTY2R2n9bJOY79Y5MXxSHE4tKn1yzFKHw+dmX7n92/50B984ZsPPvLE/jik41Pqp1pqztGipSkiUtQk1AEAfuBY305pHxV2KvPdOq6GWlPqWspjq9PO9e/+9Fc+fMtXX/78Z/6lN7zm+c/ae82Nz7+6T61FmsadWUzj2Hcp0hStxjTEdqVKbqnUKDVyjZi3ISKlVHKkdNk9+G2OHz0xejHQNy1ZoouYauTNX0f7GHO0FNFF7VNtedrJNdIYm/3h4yxySzlFtCkiuignZvELb3/r1/+v3zjVhrrcb6m1FhFl3XJenHj4zPLdH7zl+qtP/MjzrkjdzmwR+6thf95/6tb7/5d/9euPr3fPtt18xTV1NUXkqKtFXsXhhWOL2Zt/7E19xE7XUo3FvIt2aXthTdEixoh17sbcRUqRU9QcuUXOkXPkbp3bkCPqsWhl1qJLsTnYKKbDKDvzvZ1P/+EXl11r3RCxeYGz2eZSxlbOD6X0O/nKZ425LIf1fOfRadxdrofUzaNfDAfnc9/6rkRdr1cH//ld/+mf/A+/kkpEjhaRNpe+1c340MVXVuvIQ5QSqUTNMeaW02aI6fKXH21VZn1Os9WUp0jrGquS7n98vOv+hz960xc/94WvPXZmPLuf1uNO3jlWZ4sauaYUrUaeWkwRU4upjMmfQACAHzDWI10+lJBimqZoqaa+lFJKShFnD5d5Vs6P7f47Hrz5q49ceax/zhXzv/83f+7PvfzZz9jtVhGlzCMi8hhtijZE3TyM2aWInMrRkHrdPLqZUk7bre0Xe30z9J4uewryaCFjKpG6llJNpaYSuUasa1umzb+Su2hD5L5tzvhpESXWEV2KWUsRNdqYozve92//Czfe8vlXveeWuw/3T8dsZ5pylDxGyosrltPyo7d99Rv33PvTb3nDW9/84zt7+cGHDn7/c196/8f+4MELs8M6i92rY91Fv4i6Sm3drU5fNRt+5GXPe9WLn5+nODlPMU05t6Md5JeUaF0su7aMFlHX0Q6iRtSDSH20flZbX2P7OGaLsh1EmVpEpNm5mj9z59fWi2PjmCJttsYf7agss8izaUjT2Iaaoz9R1o9s7ou31qJO0e3UcRWz2eFyfXzvxO9+9Ka3/KW3PfeVz+jy0auz1i4ehtQ2Q+otavRT9JvXBCUuDqNHRImUI22+HHsH05RLWZV4Yh2nzsW/e9cH3/2hTw1lZ/fq55w6OxvPldIdm+3u1r6s6tGpWWmKNEVMkaZo05/QCVoAAE+PWG8X/287bJ6jKxExtXY41JxSOX7FdHBQ+1l3fO/x9cHps+ND5w7v/F//3TOv2HntS2546xtf/ZqX33D18fm8dLup9FFyGyLGaC1iTJFLKunSQvYWrUaklPKlVo/YzGOkyz6iy05cumz5SKqRprGMudWaU+Tc0mrqxili7A5z1JpmY/TbE35aixijTW3drt6d/aO/844v3/+rX3t0tT+m2vro+2ipjm3VHat9vfvs+X/zW7//zg/eXLrucD2dX66HmKXZFRGLyLtRW0xTxLBoByfSwVt+9OX/4G//9G5pJcfq8HCxmK0P9mc7Oxc/ys0bfUw743p3XJZoU13P27wb65QPU5tinHamWEzRZpdeJUXUaCW6Yxeif98n7rjv8VjHyShdTMvtlWg1t3Wa1qmllkoqOaaIMfZiXE/nS1+mNFu1iDSPbraa2rjoh2Fa7D7337z7pp980c/2i5xjs8b+4oO+eVvuKboWqUYXm5cNOdo60hi51VRqlCG6Kcp+xOFUvn7fqU/cfOcnbrnzoSfOP7bflvPr1m129ol1dMfLyT7XGFMaVutIESUfjSTFH7nsEQCA7x3rF+9w12i5HY2Ob26mRnQ1Ul5eiNJFa2PtojtZo+234bDunT+3uv8zd//OTXded3Lvr/zUW972k6972bNSGrud6I6VKW8OCo2W2pQ3m0a2t85rpHzZqu9Lb20WmW/Oydz8NU2ty3kcY1wv0zRGKlH2IsbIY+QucorV/pjLQaznaWgxDtE296oveyXSZl2rES98xs5/93Nv+af/x6+O3VWHs6siRbQc3TyiDmkcSnfY1mdWaVpFnaLLs9TvjrNjsY5YLmNnEQf7x3an9alv/bkfff4//Fs/+9LrF13UaNNiMYtos93d7VXcft8gUsQUpcs7OeZdpKmOi7KIPI1DXiz20ny2Xu2XFKuyGe5ppbUUOaIcRn8+4tffe9PZ8WR0V5Yyn84+GCeO9XXVxXJanrvu5E4bD0qMKaYoEdH6YUw76cz46IWxy+lEzVdFLdG1Kcapv3IZV3zqy2fu+cY3Fi96wcku6lRnbYouHX27o4wtus1fy+35SFHXm4mdmrrD6FeRVhGnx3brXeNvv+c9t9x2x3LMq9q1Mh/yzhizlvoofURqbdViqC2lktpl3ylJNVIquW1mYiZ/AgEAfvBYz0cz5DW1aOloicvRGHnXpqm1KW9Wim8iPteclm02RbeKdVvlf/ufP/DO3/zQL//8X/67v/S60sVhlK6WtF51qeYup5wi9bXWiNhu7dtOYrTvsd27ttjMdcy7cmJvZ2/Rr2J3HEuaphzrKLNoXbd37e5ip49Zi2mKdBB1fvln1jb9X2uLrsRbXvfi29/yYx+4+SvdLB2O6zFmEWPkHLOdVFNrfU2pRYo8282rc6dOx3zMV1yTu9m42o9uTIenn3GsvP0tb3jZcxe1Xpz+/s6XPXF0QcdI+9PO/rRYtSnG/kLtdvNOzYdnDmI3H2+L2f602VJeU0w1tRxpin6occsX9h86tR/jFbE4Nk010s6iLIb9M306ePZVe//kH/zKlcdK1w7z9rTW2sWV59fLB86d/8gf3P7x2+9br1bR7x69+inR+mjdQ6cee9WNL2gRs9mmx4eINrap1VZSP7UorabZZkxlijpG6qe8e3qIdR9TxCe/8Mh//e0P3nT36VOnHu/6xWz3+HqIlnKNbrsTMsZoKWIdab3ZalNjMya/naHJNW/3wmexDgDwg8X6dpVfS0ejEZHatDk2Ptpmd0vOm9nlNkybSYaWI6VIfUQZchliGqaxn80Op+lfvutDv/mhT7/0+c/+86947utf8cMv++HrTvQxrqPLLZdIOaeIaaopWrcZkPijbSclSoq+S225yilP+6cPnngodq8p03xRuxw15W5VZnm1Xp6uJWIYZjnP5yV3EeXif2dz4mbKixzriOuPp3/8K//Nyd2d93zy84/vr9bzK9dtkcacUrQ2ttbq9l8Z9tdn58cW3ayfDh5ry/15aX09ePGzjv29X/o7b3/DC/MwLfqy/RbEpUy/NHnfjp6EPUy5zo9HmSJmdT3fX7e8txvLYer31qmc3+yr3M77tCm6MeLcOn79v7zn9Nn9fnZ8GvfreiizVJbnFnF4MvZ/4uUv/IXXn5xHdLGXjm5Rp9adH/cO+6tLO3vrbbfPF1ccrA+nMkYso/ZpOh6tfPKWz/+lN79+aJGn2qfaUm05cqQoJUekiDpdKOVwamWMee73Dlp5+Hx89kv3fuK2h75yz4Nf+8bDq6ns7+7EsetrN7uwHurU8nxeNzP2UXOrKVpKq0hDREQrJUq07bcNUssRObVo4elSAIAfONYj5e05OK2l7RlG0SJt5lZaS5FiSn2LSC2lGNvmXnjLFwM1ooyr9dh3x49dMQ57d505f+/t93/qC9+8cv6JN776JX/jZ972yhfv7KbURwxj5IjdLpeIw+V6ZzHb3NH/tidcj27zb5uuTSlNOeo81ntlqtOZLpZ79WyJaRXzknbban+vzhcRpZWcYojoLk32lEg5ItardUur2WzelTh+3eJ//vs/9aMvfcG7fvv9d97/2GEcu7CuY61d16VcWpqNqQxtunJvPq1X0/65tD5YxPq63f6VL/nhf/i3f+Y1z796HjGLGNbLmC22H+NlVzZd9mMXMW+rrp6JNkTf8njY15ymc23W9/VMV1dXH48u0uZGd7Q0pdwi7rv/4S99yFgFbgAAIABJREFU6Q9P7hyL8YlyeH6KbndnfuHxh555oly/N/7yT//4iYh5RNnclI/tgpfSt51IP/WGF/3rf3XhgVP3njh21RCHkS6kaVbGIerOZ2697fELf+85xyNt198POeUWeV1rqjkiSloMqe3XWSs7T9T4j++99b/+7mceOx8XlvPlqtXYu+aa608/9pUofSxypFn0qaYSaTNq31KacmstoqYSLaej5wa2D7Ru3mjJhnUAgP83sb7p9TZFRI6a2naTY0qtRm5RItqY5hF1c1M9tTG3qNvoyi1SS6nfmdU6nT93LvXzfOyq9Xo4My3HKX34s1/7/JfvefWNL/ibf/WtL7p278rj0UWMEatVOzafHWVt/aMeOkyxXS1eo8vjajlL0zUn96bl2b4+upfP52gl76Q4PqbliX5vda6emLVopWtR0hiRWqQWZTOn0s1LjtRiKrX2ObUa73jjC1/7sn/0zt/52H94z++1KeZ7Jw9Xh3WMKXUpz3KenXv8iZN7i1msajt41Quu/6mf+LGfeMOPvuQ5i3lEri3l1nf52057OnqdcdlYTy11v9//1rXdmYPxwiyleb/oU9ofHtlJ8zReONm1w4cemT3zGanliBotco6U4hvfuH9YnsmL2g3TTuTZ7olZvyjzg51Urz1+/LnX7eaxlVI3jwK3zZdgGWmxirK8fufEy254xrBajnW/pXMxnS1T340RdW+apYceOnXt3rVljC7XYRz6Mo+IcRoXfZcjzi67VE4+vo7f+MDNn7jl83c9dO7UQVuO/XzWz3bny/3Vww/ddfKZVw1DHVuMLeo0xbTePIvcImpLKbUaXW1lu11m0+qR2uYp1qgt54ijrwoAAH+M7abxiPjlf/HJ3/jUNyLG3GqOMbW6uT/aUm4pTVEiUkuLiBYx5DqWza9sraVomwMxo6SokVJL3dj6FrPIfeSItu7GC7P1mUUaTi7KT75w99WvevmPv/bGZz3juit2+jSOi1mXLu0k2Z5r37Uh2tjSbJ1KtCgHp7t5tNZ9c7nzxScOD6MeS8vddphbWqXFQSzqMN6wSK++fi/GVaullr3SL6PlSN0UeTuJX1ufo03r1IY0rVPuW9kZojsbcf+Zdu/Dp75674OnHtt/9ImD0xdWU+rSbPeq3dkVx+Klz7vihuuuevFzrr7+eIkxFrmVVnOqEa3W2rrFd7/CONpxUyMipgenqbvl3nxmFpFrty4n+v6g7rfS1aF7Rje+7DlTqddHaxFT5Bppti7xwLnl1x89HaWLiFWdun62P7Z5HRZtfPbe/NnXXrFXNqeK5oioKaYW/SpitlyVCwc13/3QdOZCSf0i8rKkg66VftxN0+yJ9Njznnn9s46XnanOS0zjYfR5ijy1rtV07sz5W7926sOfPf2Jz/3hAxeW+5EPU4lcos8xrKINfZ/bsJ4NOzXSFLmWfsolWouctmM8bYzYbLeZRYrYLLfZfH03w/1HL2LKOL77f/zpn33t8/w5BAD4PrH+t/75x3/j0/f8KbzLbrkuuZ481j/v+mv+2s+8+WfefM1OxLGIvYhZ1NyGWC2jnNz84rqecp+iGyNvVpRHjRRRUuQuSorI7TvmKeplAyhPqeWA02U37ze7zktMKVq0IaJuTmIa08m03YzYUkyb8aWxpZa6MbaD7cdXD0UqMbSxPzHNdi5EHEasIr78aPzWB+645XN3fO3+0+ty/E/hM8ptKdYBAL5XOf/pv8t+Z7eNy8fPnD135vHHT93/0d89/t//yl9/xQ27z9yLw8O2W8psfiLq5onWyIscw+G4nLrFvEUuKafUfeeziZfPP6en7PbudNlzrBvbA41SF61F3vT60euU2AzitDbVrnRT1HGsrXR9ijZ1abEb/SxSv4xYtbjrkfjEzV9+70c/+fUHTtXcpe64eXIAgKdprB+0lPOs7F5RY/3QhdXprz3w2f/pn778+c/+8Ve/7A0/8vxXvPh5J2exk1Z9n2sbuprKvMtDjqmklMt2q0vUvF3G+B0uHvNTv33L+lMh1lsr23vrKVJuETVyPTr4dfMrjh40bSlqxBSt5ZzqtI6W9rrZMA6r9TDNrlkuV62kbz12/tN33PXJ2776ha8/+Pj5w8Paxfzk2GI9JQcWAQA8TWM9Zos6ruo4RXSrse5Ps8Vi74sPr+98z02//v7PvOLGlz732c/5+3/1eTdcc11LfaurE2XW9UcBvp093+53+bY7zRcf57x04ulTK9bj4sRPipY2Bw3V2O6C2QyDL9IU0dLmLKnNLxin3PfTUFfLYbFYdF1/9xA3fXH/lltv/8RNtz5y5kLZvXLI88Poly3FOIvSRd6s7wQA4GkY66uDKDnmi0gt1XlMO6uurFbLvj9+2NpHP//Q7PMP3XrLJ1724ue/4qU3vOGVL37BD82P5ZhHlBxdHqNNUcYUOaKLlo7mt1O0zXbz79jE8hTL9XT0mdWIlLbrNqOm7Z7LFGNsV5inGqVGql2aWpq6ePxg/YXbv3z33fe+64vLe++773C5jm5nXBwfxzSlPvd96bu6OQkrTVFHfzYAAJ6WsV6mSDXGGrW23MVsHlGipHV062lKsxPdYudLj57+xulz77/ps3vlk2970yt/6a+87sYbTsxLHMt1EasUY0QX0UW02Dwgu+n1zbOVKXJs1ik+xYY58nYif3PjvE1H5Z7Lxc80tc3qninKELGOWEc8sR/v/cid7/ndjzz4yBO11ofnz611p5ufHOs01uhmfWttaDlqjUiRqg3oAABP31hPbWwtIuXYrOEeh4gpUomWovStxoWDw9SdXLchp3411d/6+K2f++IdP/2W1/zE61914/OvnrVpVvpFTYu8ucfcIqKNQ+r6aBExxVQjpVRyxPyp9KWqES3F9uSqadoeM1SnSGk7yV9r67sx8qrmlGMZ8eCF+NLd59/1vo985o6vLWs/5qtS142tixTrGi2VVGKqm5Onpu0t+82ud6eLAgA8PWO9n8aWokaqOVqU7UmlrW2O79zcLG6zOkaNmIbarerxrz2xfPC3bn7XB2598Q89880/9pJXvuRFr3jBVVfNYprqPEWXc3Q51VrStDkEqdUhRYry1Ir1FFNErlEick7RWtRxW9XjukVKZXY+ujHiW48dfOmeez9689e/+I1T9z1y5rHDqIvrWr+o6xqppHZw9J/cnFR0scw3N9Sndvk/AwDgaRXrOVpraXOq5RT1aOSipTZG294tr91+RI4WLed17Yc2P1xPj5+dTi+nL977tWH1xRuuHX/lF9/49p985bESwxB7uez0JUWfo0ZMqZSjreJPoVivUXOUzcBLK5FiHFLkrnXdVNIm5e94OH7tN37rU5/53DrPz03dYwfR7ZwYZjuR5zGkmO/G7l46e+7S1+KPGnhpm9v3AAA8DWO9RrksEVPaPg9a06Ufo7Z1RI7WbdcUTmkqO6kvZ9fjmcNhlrr1qfP/279/96fv+Pp/+7PveMUL+z5FihhXdZ7aYtbniNZSfmoFZ87byfRhnFKLiJi62RDlcIw8i9PrePd7b/pPH7790ceeOBjmQ3RDtzh57bVnnjgT3RSlRZ5iGOLCYb50tlLUozn/b491AACerrE+xSK25/dsbqvXiNaipmgXz/3p1zs1pRalRonURYroYkw1pSl146qbhpifWZ946DN3/d5t/+w515z8yT/30re+4caXPPvKa491BxHTkHb62fyp9aUqrUaK2mqKlvq+RlwY232PXfjEH971kVvv/sYDp06dObgwHm/5mXlRpshDi9WFVXfs5DSuYjifSutzS62NEbEdeI8WqV3q9XTpFZRgBwB4esZ6TX1EtLQ5pLRGStuZ9W1A1tSiX19Rc0wpjzlqijSLlqeYDltZtW6IaZjSTpQTNU2trc998/H77v3gr/7qr73+FS/46z//tte/5pXPunJ2bj1dOytPpS/V5pyjVFsp3brFXd98+J2//aGP3fbV+/fLmTg+9sfG7upYz6KfxzBESjErsdwfh3UpbVZqV1dtOBzHIeZXb77xcBTkOVI6+jEiNmth1DoAwNMy1iOtYvsYacT2x7wZn56OsnSYD5dFasSwuevbXfyAU2s50hT9YdqJ2cmDiJi/4IMPDp/5d5+94fpv/uLP/MTbf+LqIWIR0UfsTGOXVjEuYxpjthe5H2o/lby5mdwuHSoUKbb720uMEWO0aUzHvvszyNsb0RdPKfp+OyI3N8Ujj5e9oz5abuuoq6iraOs2e/b2fnZbR5siTdFq5NzWq1a63M32azeU+VjizgfW73zfp276/Ne+/sj5Zf7h1s2322DGlLrDmFZH4zLbR3brlJYxj5hHOREXX7+0yy5vu/wfTf5UAAA8jWP9T8YmsMv2LKDNWUgpXTg8+Opdd//Lf3Xvr/3a7utffPWbXv/KP/+qFz7zeN6d+j6XKJFbbTVStNKitdrliEibG/t1c5hQ2ozRl4iUostH76xdTNtvf+MH+2DHaGNOXRddpDxGtIgpUqRZ5JLSPEVrY00pWhuj1ZRLS91U28FqinSy68q5VfrSPd/6zBcfvPOrX7/9q/c9cHYYy2KanWgtR6vbZfNuhwMAiPUngxQt0rS9wZ1ypKgtpZbTbFFavz+u9h8//cHbL/zWJ//w6r3+5/7iG//Wz73teddG12KeIm/KvsZ6fThbdNEitxatbZs/lRalRm6RW4r+218ffOdH8YNGe4tWI8acWrTSp26KmCJqpJa6SF1EdKvzeTZLpbTUr2q6cDhFX+oixoiPfvbh//Tu3/n83Q8+dhjjlPrjV9QTu4fr2mpEKdGm1GqKmlud0szvaQAAsf5n7mh6JeWIGpHTrJ9W4+FqvWxj16ZU49xUF7NrHhtW/+X3Pvelex74oeuu+Id/++efe2WMy0jD+qrjs8ViEVEjarTp6P50ijRLKSK6GlEj+st2p2yOC/3uj+P7B3vqtoePbv6uTV0q6WjiZDMh3lJE7pbDuJyi3+nybnliHR//zKmbbvvC7918+6Nn9rtj1wzHF+vVsBpTDBG5RNdHTNFaiTG3KbdJrAMAiPUngXRx1HyKlCNaW4+Rcsx2SmqpjalNeXbyYLk8TDsXhunRrz4xu+vRT33hn7/2pc99zY3PfuOrXhTz2aLLfcq51S5STsM23OsQueVUNu9ju7dmm+VxNHWTIuXvno3546xTGaJ0Ef1me3wdog0loqTctrfw84XueIkYZuWJC+Nnb733y/c8+rFb7vzKt564sE5Tf7zuXLM/ppgiyiz6WYzj9h23KUVLreZWy2bRCwAAYv1JoF3aQBgpco6UouVxGqJG5C6W68h9my3G1WrsjtWd2V3nnnjw1nvf/wdfPFHe97Y3ve5v/PybX/S8K/pUdqLsxqy0MdoQUaPVFGNJJUeOlKO1y0ZgNm/nuGyQ/fsaI1YRmzNac2y232wG13NKXYoUERe6OL+M9330jv/6vg/f++DpZe3G/sQydtJ8b2hdRB99irYf0xg5bd9zq9Fq2n5DIGoUv6EBAMT6k6LTt+tYtocqtWixfc4yd5FLRHRtqK3VYRWlj9StVi3KybNtVbrdg3r4Hz/xpfff/OUX3vDMG1/ww2957Q2veelzr+y73ZT73NI45FSjpFbHlvuIlFNEnaLViBZ5O3izvfX+3R9bayml1lprrdZaSplHK9HS1Lo0RbRordWyzP26dVOJ+x668Pkv3/Phr1/43O13PPzI463MV+XKlruxLKaYxRSRasSQ16sSh5Fzm9Y15YjUWoqIlqJGrq136igAgFh/8sR6ju3mlu+eHE8R0bdhijq2VKNEtEjbh0fHUse0SDGdO3/miXvO3nXqrv/yoU/ecNXuW9/0ul/8qdfecM180ZWdFCVinIZlTbNu85hpl9oqXzoW9XsNq7fWIiLnnHOOiLI8W7rNJsVZ5H6I+fmcDnJ89p74yKc+956PfPKRM/tjf6zWtth55hSlltQv5uPBMkVE1NymiJi1w74dbsZmaipTyjVyTaVFqtG3HPHHvXoAAECs/+nKbXNnfXtv/dJ0ymVBnyMit1pjjJSj1Uu/IHUt8uzktevx4Funzs3L4oH9/J8/9JnPfPbzv/SOv/gzb3lx7ePwII7N+1SiRowRJUfOs2jT9x1+aa1tGv2imlpuY7QcrbX5/EKL+y7Ev/gPH3v3x247aLNpfjKuvn42LsdxWk4R63X0sy5KRD462HXK0dKlDegtoubtK5aIyJedQlr9ngYAEOt/xtrR2sQUEdHSJtcvnTgU0dKQZpth9tRq1GWKdPHf2kT+OIwROe8cH6I9vKq59Q8/MHzh3/z2//2eE2969Utf9ZJn/MhLnvesqxazHKXFLEcea59qKdsQv3im0ndI26NAYxiGUkpErPKxXHbPLfOd9z36lfvv/tht93zyjq+fq/Ohu3KoEYdjtHF9eBCl62fzupjVOq0O15FStNS2I/N1SP2Q+rh0kFOKSG37FGyYgQEAEOtPHvlitaZLA+xHJR8R0ca8G61FDKXV3IbUIkerKaKlllKLUodlS63Md6Y038yWjDkd1MPDRw/v+cDN8w+sn3HFsb/7jte94XWvevFzjk8RuZSSy+YJ1O/1QuJoWn0zBtNaOzVNH7xjfNdvvver33rs3OFwflnT7pWRI6c4Ns95Ph3sP7o7P3a4Hofz6+j66GYRLXKKnKKlmlKLHNG1NN9uemztaOXjZa9fHIoEACDWn0y9vg3WzU3mSDUiom3GQiLS5nzT3NqUWpSYUqulRU25ttSi9bMy1mlYrmI+i/lujBFRI+2sU2vj4f7qcBjO/fP/819/6pU3/uLPveO1P/Ly66/ozp49e/Lk8e/9YaUjETGO43333fdvf++r77z5wcfOXBjSbBpyOX58Wi7Loh8PLxzW1V6fduuyrmezVPJiNkUZI2KaInex+dxaarFZ1t5HbI9bjVa3BysBAPCUj/UcY4nV/y8/iaNRmKO/3c52d/X0xV9QU9Tt0aUXtRoRuXSziLYfy/3L/2vjfCfmO2ciDubXvfebw/v+2YevOPbJN732xje+4upXv+LGH75qfmUfszZ0MeSobXwspVl0iyF2l2m+SulbZ9o3Hnj05i8/8NFPfemBRx47P+Zl7qPMU0Q3TzHudyVimLqui+gOIqLfjYiIzcGm0W3+9x33ytt+xP5T6TdfaoPxHQCAHyjWa+6mMn+aX47NFpfLjVPrZrM+dh5fr9//yds//un1eOGd73jLj/3yL/zl17zw5E7qhxrHZ4spujFiiPjW2Xj/x29//+/f+q2HTz9x2Fa1j25eu9n47Q+/ppL95isXHk3VQU4AAD9ArOc6lmnlinxnrOe8GR/vUpdSP9R6/Orrfu/Tt93xh3e8461v/MVf+OnnXB0XoouI81Pc9oUH/uNvvv+m279yYejX0c2PX7szO7YepqnWPn/bvEqbzJfHyXnrs+sAAPADxPqPv/yHuvniaX450ncNZQy5u3hQaI5aYppW65OL0rVhtX/w0Q9+9NprrvrRH3nx4eHwlbu//qWvfP3Z11z1197+tnXMppZrzmMrLVJKkb59Bfp338J/GtqdbnjW1SdcBwCAP7ZOL1bjYcTgenyX6bI3hilSxE6J1mKWtvto6hCli7FFl7cPe45H0+bD0Rr4lOI7pl5MakfEOuJYi4VrAQDwfWM92hBterpfjz/ihvfh0dGnOVqJVFLENEXJKWpsl7Gk2mpNOW8jPOVNrbcUaZvldbuphsss86KPKC4EAMD3j3UAAODJxE4SAAAQ6wAAgFgHAACxDgAAiHUAAHiaseMaAAD+xPzJ7lq0uhEAAJ6kjMEAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAACDWXQIAABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAEBER3cW3UkouBwAA/GlqrX2Pn03f+6cBAIA/K8ZgAABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6y4BAACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwAAYh0AAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAiHUAABDrAACAWAcAALEOAACIdQAAQKwDAMCTVxcRKSUXAgAA/vS11r7Hz6bv/dMAAMCfFWMwAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AAPj/qrv4VkrJ5QAAgCdjrMc//rjLAQAATx7GYAAAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwAAYh0AAMQ6AAAg1gEAQKwDAABiHQAAnsZSa237VkouBwAAPHl0l978xx93OQAA4Emi/e9/wRgMAAA8SYl1AAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAADEuksAAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwAAYh0AAMQ6AAAg1gEAQKwDAABiHQAAEOsAAPDklVpr27dScjkAAOBJorV2KdYBAIAnFWMwAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AACIdZcAAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAMB36S6+lVJyOQAA4EmitZZaay4EAAA8CRmDAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQBArLsEAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AAAJey4MAAAItElEQVSIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAAC+S3fxrZSSywEAAE8SrbXUWnMhAADgScgYDAAA/D/t2qENxAAMBEGdlP5b3mchacAvzSDjQwss1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AACIdRMAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AAPh43mubOQAA4IhqlSEAAOAgbzAAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAiHUAABDrAACAWAcAALEOAACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1EwAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwAAYh0AAMQ6AAAg1gEAQKwDAABiHQAA+Hjea5s5AADgiGqVIQAA4CBvMAAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAACIdQAAEOsAAIBYBwAAsQ4AAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAiHUTAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAABiHQAAxDoAACDWAQBArAMAAGIdAAD4eN5rmzkAAOCIapUhAADgIG8wAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAAIBYBwAAsQ4AAIh1AAAQ6wAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AACIdRMAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AAPh43mubOQAA4IhqlSEAAOAgbzAAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAiHUAABDrAACAWAcAALEOAACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAAIh1EwAAgFgHAADEOgAAiHUAAECsAwCAWAcAAMQ6AAAg1gEAQKwDAABiHQAAxDoAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAYh0AABDrAACAWAcAALEOAACIdQAAEOsAAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAiHUAAECsAwAAYh0AAMQ6AAAg1gEAQKwDAABiHQAAEOsAAPAvnvfaZg4AADiiWmUIAAA4yBsMAACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAAGIdAADEOgAAINYBAECsAwAAYh0AABDrAAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAIh1AAAQ6wAAgFgHAACxDgAAiHUAAECsAwCAWAcAAMQ6AACIdQAAQKwDAIBYBwAAxDoAACDWAQBArAMAAGIdAADEOgAAINYBAACxDgAAYh0AABDrAAAg1gEAALEOAABi3QQAACDWAQAAsQ4AAGIdAAAQ6wAAINYBAACxDgAAiHUAABDrAACAWAcAALEOAACIdQAAQKwDAIBYBwAAxDoAAIh1AABArAMAgFgHAADEOgAAINYBAECsAwAAYh0AAMQ6AAAg1gEAALEOAABiHQAAEOsAACDWAQAAsQ4AAGIdAAAQ6wAAgFgHAACxDgAAiHUAABDrAACAWAcAAMQ6AAD8jcoIAABwMNR/DBpSFUuJytUAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">77<span class="ls0"> </span></div></div><div class="c x6 y90f wd0 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y90f w11c hbf"><div class="t m0 x17 hf y7ae ff3 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _1f"> </span>kwota <span class="_ _22"> </span>i <span class="_ _1f"> </span>całkowity <span class="_ _22"> </span>udział </div><div class="t m0 x17 hf y537 ff3 fs7 fc0 sc0 ls0 ws0">rodzajów <span class="_ _33"> </span>działalności <span class="_ _33"> </span>gospodarczej<span class="_ _0"></span> </div><div class="t m0 x17 hf y86 ff3 fs7 fc0 sc0 ls0 ws0">kwalifikującej <span class="_ _1b"> </span>s<span class="_ _2"></span>ię <span class="_ _5"> </span>do <span class="_ _19"> </span>systematyki,<span class="_ _0"></span> <span class="_ _5"> </span>ale </div><div class="t m0 x17 hf y85 ff3 fs7 fc0 sc0 ls0 ws0">niezgodnej <span class="_ _9"></span>z<span class="_ _2"></span> <span class="_ _9"></span>systematyką <span class="_ _0"></span>w <span class="_ _0"></span>mianow<span class="_ _0"></span>niku </div><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">mającego <span class="_ _1e"> </span>zastosowanie <span class="_ _1e"> </span>kluczowego </div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">wskaźnika wyników<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xb5 y90f w59 hbf"><div class="t m0 x25 hf y547 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x33 y90f w121 hbf"><div class="t m0 x18 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x15e y90f w122 hbf"><div class="t m0 xd2 hf y547 ff1 fs7 fc0 sc0 ls0 ws0">0<span class="ff2"> </span></div></div><div class="c x160 y90f w123 hbf"><div class="t m0 x14d h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x134 y90f w124 hbf"><div class="t m0 x6 h11 y547 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x161 y90f w125 hbf"><div class="t m0 x21 h11 y547 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hfb y987 ff7 fs2 fca sc0 ls0 ws0"> </div></div><div class="c x6 y6f4 wed h2f"><div class="t m0 x128 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wzór 5 Działalno<span class="_ _0"></span>ść gospodarcza <span class="_ _0"></span>nie kwalifikuj<span class="_ _0"></span>ąca się do systematyki<span class="ff2"> </span></div></div><div class="c x6 y1dc wd0 hfc"><div class="t m0 x5e hf y837 ff2 fs7 fc3 sc0 ls0 ws0">Wiersz  </div></div><div class="c x6e y1dc w126 hfc"><div class="t m0 x63 hf y837 ff2 fs7 fc3 sc0 ls0 ws0"> <span class="ff3">Rodzaje działal<span class="_ _0"></span>ności gospodarcz<span class="_ _0"></span>ej<span class="ff2"> </span></span></div></div><div class="c x162 y1dc w127 hfc"><div class="t m0 x43 hf y837 ff2 fs7 fc3 sc0 ls0 ws0">Kwota (tys. PLN<span class="_ _0"></span>) </div></div><div class="c x163 y1dc w128 hfc"><div class="t m0 xee hf y837 ff2 fs7 fc3 sc0 ls0 ws0">% </div></div><div class="c x6 y861 wd0 hb7"><div class="t m0 x18 h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">1.<span class="ls0"> </span></div></div><div class="c x6e y861 w126 hb7"><div class="t m0 x17 h11 y7a5 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _4"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>gospodarc<span class="_ _0"></span>zej <span class="_ _4"></span>niekwalifikującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki, <span class="_ _4"></span>o </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.26 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y861 w127 hb7"><div class="t m0 x86 h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y861 w128 hb7"><div class="t m0 x4e h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y988 wd0 hc3"><div class="t m0 x18 h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">2.<span class="ls0"> </span></div></div><div class="c x6e y988 w126 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _4"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>gospodarc<span class="_ _0"></span>zej <span class="_ _4"></span>niekwalifikującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki, <span class="_ _4"></span>o </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.27 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y988 w127 hc3"><div class="t m0 x86 h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y988 w128 hc3"><div class="t m0 x4e h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y42b wd0 h78"><div class="t m0 x18 h11 y545 ff1 fs7 fc0 sc0 lse ws0">3.<span class="ls0"> </span></div></div><div class="c x6e y42b w126 h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>i <span class="_ _7"> </span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>g<span class="_ _2"></span>ospodarczej <span class="_ _4"></span>niekwalifik<span class="_ _0"></span>ującej <span class="_ _7"> </span>się <span class="_ _4"></span>do <span class="_ _7"> </span>systematyki, <span class="_ _4"></span>o </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.28 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y42b w127 h78"><div class="t m0 x86 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y42b w128 h78"><div class="t m0 x4e h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y989 wd0 h78"><div class="t m0 x18 h11 y545 ff1 fs7 fc0 sc0 lse ws0">4.<span class="ls0"> </span></div></div><div class="c x6e y989 w126 h78"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>i <span class="_ _7"> </span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>gospodarczej <span class="_ _7"> </span>niekwal<span class="_ _0"></span>ifikującej <span class="_ _4"></span>się <span class="_ _7"> </span>do <span class="_ _7"> </span>syste<span class="_ _0"></span>matyki, <span class="_ _4"> </span>o<span class="_ _2"></span> </div><div class="t m0 x17 h11 y546 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.29 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y989 w127 h78"><div class="t m0 x86 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y989 w128 h78"><div class="t m0 x4e h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y98a wd0 hc3"><div class="t m0 x18 h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">5.<span class="ls0"> </span></div></div><div class="c x6e y98a w126 hc3"><div class="t m0 x17 h11 y86 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="ff4">Kwota <span class="_ _4"></span>i <span class="_ _4"></span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>gospodarc<span class="_ _0"></span>zej <span class="_ _4"></span>niekwalifikującej <span class="_ _e"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>systematyki, <span class="_ _4"></span>o </span></div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.30 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y98a w127 hc3"><div class="t m0 x86 h11 y8f0 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y98a w128 hc3"><div class="t m0 x4e h11 y8f0 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y7d0 wd0 hb3"><div class="t m0 x18 h11 y545 ff1 fs7 fc0 sc0 lse ws0">6.<span class="ls0"> </span></div></div><div class="c x6e y7d0 w126 hb3"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _4"></span>i <span class="_ _7"> </span>udział <span class="_ _4"></span>działalności <span class="_ _4"></span>gospodarczej <span class="_ _7"> </span>niekwal<span class="_ _0"></span>ifikującej <span class="_ _4"></span>się <span class="_ _7"> </span>do <span class="_ _7"> </span>syste<span class="_ _0"></span>matyki, <span class="_ _4"> </span>o<span class="_ _2"></span> </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">której mowa w s<span class="_ _0"></span>ekcji 4.31 załącznikó<span class="_ _0"></span>w I i II do rozporządzeni<span class="_ _0"></span>a delegowanego (UE)<span class="_ _0"></span> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">2021/2139 <span class="_ _21"> </span>w <span class="_ _21"> </span>mianowniku <span class="_ _21"> </span>mającego <span class="_ _21"> </span>zastosowanie <span class="_ _21"> </span>kluczowe<span class="_ _0"></span>go <span class="_ _21"> </span>wskaźnika </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wyników<span class="ff1"> </span></div></div><div class="c x162 y7d0 w127 hb3"><div class="t m0 x86 h11 y545 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x163 y7d0 w128 hb3"><div class="t m0 x4e h11 y545 ff1 fs7 fc0 sc0 lse ws0">0%<span class="ls0"> </span></div></div><div class="c x6 y98b wd0 h88"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">7.<span class="ls0"> </span></div></div><div class="c x6e y98b w126 h88"><div class="t m0 x17 hf y85 ff3 fs7 fc0 sc0 ls0 ws0">Kwota <span class="_ _0"></span>i <span class="_ _0"></span>udział <span class="_ _9"></span>innych rod<span class="_ _0"></span>zajów <span class="_ _0"></span>działalności <span class="_ _9"></span>gospodarczej <span class="_ _0"></span>niekwalifi<span class="_ _0"></span>kującej <span class="_ _0"></span>się <span class="_ _9"></span>do </div><div class="t m0 x17 hf y539 ff2 fs7 fc0 sc0 ls0 ws0">systematyki, <span class="_ _14"> </span>niewymienionych <span class="_ _14"> </span>w <span class="_ _18"> </span>wierszach <span class="_ _18"> </span>1<span class="ff3">–6 <span class="_ _18"> </span>powyżej <span class="_ _18"> </span>w <span class="_ _18"> </span>mianowniku </span></div><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">mającego zastosowani<span class="_ _0"></span>e kluczow<span class="_ _0"></span>ego wskaźnika wyni<span class="_ _0"></span>ków<span class="ff2"> </span></div></div><div class="c x162 y98b w127 h88"><div class="t m0 x1e h11 y85 ff1 fs7 fc0 sc0 ls0 ws0">1 399,9 </div></div><div class="c x163 y98b w128 h88"><div class="t m0 xe1 h11 y85 ff1 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c x6 y98c wd0 h8e"><div class="t m0 x18 h11 y539 ff1 fs7 fc0 sc0 lse ws0">8.<span class="ls0"> </span></div></div><div class="c x6e y98c w126 h8e"><div class="t m0 x17 hf y546 ff3 fs7 fc0 sc0 ls0 ws0">Całkowita <span class="_ _21"> </span>kwota <span class="_ _21"> </span>i <span class="_ _21"> </span>cał<span class="_ _2"></span>kowity <span class="_ _21"> </span>udział <span class="_ _21"> </span>rodz<span class="_ _2"></span>ajów <span class="_ _21"> </span>działalności <span class="_ _21"> </span>gospodarczej </div><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">niekwalifikuj<span class="_ _0"></span>ącej <span class="_ _26"> </span>się <span class="_ _26"> </span>do <span class="_ _26"> </span>systematyki<span class="_ _0"></span> <span class="_ _26"> </span>w <span class="_ _26"> </span>mianowniku  m<span class="_ _2"></span>ającego<span class="_ _0"></span> <span class="_ _26"> </span>zastosowanie<span class="_ _0"></span> </div><div class="t m0 x17 hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">kluczowego wskaźnika<span class="_ _0"></span> wyników<span class="ff2"> </span></div></div><div class="c x162 y98c w127 h8e"><div class="t m0 x1e h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">1 399,9 </div></div><div class="c x163 y98c w128 h8e"><div class="t m0 xe1 h11 y546 ff1 fs7 fc0 sc0 lse ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y98d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y91b ff3 fs3 fc0 sc0 ls0 ws0">Zasady rachunko<span class="_ _2"></span>wości<span class="ff2"> </span></div><div class="t m0 x6 hc y98e ff4 fs3 fc0 sc0 ls0 ws0">Podstawą do obliczenia <span class="_ _2"></span>KPI Opex zgodnie z zapisami Załącznika nr 1 do <span class="_ _2"></span>Rozporząd<span class="_ _2"></span>zenia 2021/2178 było wyodrębnienie </div><div class="t m0 x6 hc y8f1 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _21"> </span>koszt<span class="_ _2"></span>ów <span class="_ _21"> </span>ogólnych <span class="_ _1f"> </span>Grupy <span class="_ _21"> </span>Kapitał<span class="_ _2"></span>owej <span class="_ _21"> </span>TOYA <span class="_ _21"> </span>b<span class="_ _2"></span>ezpośrednich,<span class="_ _2"></span> <span class="_ _21"> </span>nieskapitalizowan<span class="_ _2"></span>ych <span class="_ _21"> </span>wydatków, <span class="_ _1f"> </span>na <span class="_ _1f"> </span>podstawie </div><div class="t m0 x6 hc y98f ff4 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego <span class="_ _19"> </span>sprawozdania <span class="_ _14"> </span>finansowego <span class="_ _19"> </span>Grupy <span class="_ _14"> </span>Kapitałowej <span class="_ _19"> </span>TOYA <span class="_ _19"> </span>za <span class="_ _14"> </span>rok <span class="_ _19"> </span>zakończony <span class="_ _14"> </span>31 <span class="_ _19"> </span>grudnia <span class="_ _14"> </span>2024 <span class="_ _5"> </span>r., </div><div class="t m0 x6 hc y990 ff4 fs3 fc0 sc0 ls0 ws0">związany<span class="ff1">ch z<span class="_ _2"></span>: </span></div><div class="t m0 xd h1a y991 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">dział<span class="_ _2"></span>aniami w zakresie renowacji bu<span class="_ _2"></span>dynków,<span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y992 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">kons<span class="_ _2"></span>erwacją i naprawami ora<span class="_ _2"></span>z<span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y993 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">wszelkimi <span class="_ _4"></span>inny<span class="_ _2"></span>mi <span class="_ _e"></span>b<span class="_ _2"></span>ezpośrednimi <span class="_ _4"></span>wydat<span class="_ _2"></span>kami <span class="_ _4"></span>związanymi <span class="_ _4"></span>z <span class="_ _7"></span>bieżącą <span class="_ _4"></span>obsługą <span class="_ _4"></span>składnikó<span class="_ _2"></span>w <span class="_ _e"></span>rzeczo<span class="_ _2"></span>wych <span class="_ _4"></span>aktywów </span></span></div><div class="t m0 x34 hc y994 ff4 fs3 fc0 sc0 ls0 ws0">trwałych <span class="_ _19"> </span>przez <span class="_ _19"> </span>przeds<span class="_ _2"></span>iębiorstwo <span class="_ _19"> </span>lub <span class="_ _19"> </span>osobę <span class="_ _19"> </span>trzecią, <span class="_ _19"> </span>któ<span class="_ _2"></span>rym <span class="_ _19"> </span>zlecono <span class="_ _19"> </span>na <span class="_ _19"> </span>zasad<span class="_ _2"></span>zie <span class="_ _5"> </span>ou<span class="_ _2"></span>tsourcingu <span class="_ _19"> </span>d<span class="_ _2"></span>ziałania </div><div class="t m0 x34 hc y995 ff4 fs3 fc0 sc0 ls0 ws0">niezbędne do zap<span class="_ _2"></span>ewnienia ciągłego i efektywnego funkcjo<span class="_ _2"></span>n<span class="_ _2"></span>owania tych akt<span class="_ _2"></span>ywów<span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w0 h0" ><div class="pc pc4e w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">78<span class="ls0"> </span></div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Informacje na t<span class="_ _2"></span>emat oceny zgodności z ro<span class="_ _2"></span>zporządzeniem (UE) 2020/852<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y655 ff4 fs3 fc0 sc0 ls0 ws0">Poszczególne <span class="_ _e"></span>kategorie <span class="_ _e"></span>wydatków <span class="_ _e"></span>operacyjnych <span class="_ _e"></span>Grupy <span class="_ _e"></span>Kapitał<span class="_ _2"></span>owej <span class="_ _2"></span>TOYA <span class="_ _2"></span>zo<span class="_ _2"></span>stały <span class="_ _e"></span>przeanalizo<span class="_ _2"></span>wane <span class="_ _2"></span>zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>zapisami </div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">Rozporządzenia <span class="_ _2"></span>UE 2021/2178, w celu ustalenia, czy<span class="_ _2"></span> spełniają jedno z p<span class="_ _2"></span>oniższych warunków:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y7fd ff1 fs3 fc0 sc0 ls17 ws0">a.<span class="ff9 ls0"> <span class="_ _1a"> </span><span class="ff4">do<span class="_ _2"></span>tyczą aktywów <span class="_ _0"></span>lub procesów <span class="_ _9"></span>związa<span class="_ _2"></span>nych z <span class="_ _0"></span>działalnością gospodarczą zgodną <span class="_ _0"></span>z <span class="_ _0"></span>systematyką<span class="_ _2"></span>, w<span class="_ _0"></span> tym <span class="_ _0"></span>szkolenia </span></span></div><div class="t m0 x34 hc y7fe ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _7"></span>inne <span class="_ _4"></span>potrz<span class="_ _2"></span>eby <span class="_ _4"></span>związane <span class="_ _7"></span>z <span class="_ _7"></span>dostosowaniem <span class="_ _4"></span>za<span class="_ _2"></span>sobów <span class="_ _7"></span>ludzkich <span class="_ _4"></span>oraz <span class="_ _7"></span>bezpośrednie <span class="_ _7"></span>koszty <span class="_ _4"></span>nies<span class="_ _2"></span>kapitalizowane, </div><div class="t m0 x34 hc y7ff ff4 fs3 fc0 sc0 ls0 ws0">które przedstawiają <span class="_ _2"></span>badania i rozwój <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y996 ff1 fs3 fc0 sc0 ls18 ws0">b.<span class="ff9 ls0"> <span class="_ _1e"> </span><span class="ff4">są <span class="_ _18"> </span>częścią <span class="_ _18"> </span>planu <span class="_ _18"> </span>mającego <span class="_ _14"> </span>n<span class="_ _2"></span>a <span class="_ _14"> </span>celu <span class="_ _18"> </span>rozszerzenie <span class="_ _18"> </span>działalności <span class="_ _18"> </span>gospodarczej <span class="_ _18"> </span>zgodnej <span class="_ _18"> </span>z <span class="_ _18"> </span>systematyką <span class="_ _18"> </span>lub </span></span></div><div class="t m0 x34 hc y997 ff4 fs3 fc0 sc0 ls0 ws0">umożliwienie <span class="_ _8"> </span>działalnoś<span class="_ _2"></span>ci <span class="_ _13"> </span>gospodarczej  kwalifikującej <span class="_ _13"> </span>się <span class="_ _8"> </span>do <span class="_ _8"> </span>systematyki  do<span class="_ _0"></span>stosowanie <span class="_ _8"> </span>się <span class="_ _8"> </span>do <span class="_ _13"> </span>s<span class="_ _2"></span>ystematyki </div><div class="t m0 x34 hc y998 ff4 fs3 fc0 sc0 ls0 ws0">(„plan <span class="_ _2"></span>dotyczący n<span class="_ _2"></span>akładów inwestycyjn<span class="_ _2"></span>ych”) zgod<span class="_ _2"></span>nie z<span class="_ _2"></span><span class="ff1"> </span>war<span class="_ _2"></span>unkami określon<span class="_ _2"></span>ymi w <span class="_ _2"></span>akapicie <span class="_ _2"></span>drugim n<span class="_ _2"></span>iniejszego </div><div class="t m0 x34 hc y999 ff1 fs3 fc0 sc0 ls0 ws0">pkt 1.1.2.2; </div><div class="t m0 xd h1a y99a ff1 fs3 fc0 sc0 ls19 ws0">c.<span class="ff9 ls0"> <span class="_ _40"> </span><span class="ff4">dotyczą <span class="_ _4"></span>zakupu <span class="_ _4"></span>produktów <span class="_ _4"></span>z <span class="_ _e"></span>d<span class="_ _2"></span>ziałalności <span class="_ _4"></span>gospodarczej <span class="_ _4"></span>zgodnej <span class="_ _4"></span>z <span class="_ _e"></span>s<span class="_ _2"></span>ystematyką <span class="_ _e"></span>ora<span class="_ _2"></span>z <span class="_ _e"></span>indywidualnych <span class="_ _4"></span>środ<span class="_ _2"></span>ków </span></span></div><div class="t m0 x34 hc y99b ff4 fs3 fc0 sc0 ls0 ws0">umożliwiających <span class="_ _4"></span>doc<span class="_ _2"></span>elowej <span class="_ _4"></span>działaln<span class="_ _2"></span>ości <span class="_ _4"></span>stanie <span class="_ _4"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>n<span class="_ _2"></span>iskoemisyjną <span class="_ _7"></span>lub <span class="_ _4"></span>umożliwiających <span class="_ _4"></span>jej <span class="_ _4"></span>o<span class="_ _2"></span>graniczenie <span class="_ _4"></span>emisji </div><div class="t m0 x34 hc y99c ff4 fs3 fc0 sc0 ls0 ws0">gazów <span class="_ _e"></span>cieplarn<span class="_ _2"></span>ianych, <span class="_ _4"></span>w <span class="_ _e"></span>s<span class="_ _2"></span>zczególności <span class="_ _e"></span>ro<span class="_ _2"></span>dzajó<span class="_ _2"></span>w <span class="_ _e"></span>dział<span class="_ _2"></span>alności <span class="_ _e"></span>wymienion<span class="_ _2"></span>ych <span class="_ _4"></span>w <span class="_ _e"></span>pkt <span class="_ _4"></span>7.3 <span class="_ _4"></span>do <span class="_ _4"></span>7.6 <span class="_ _e"></span>za<span class="_ _2"></span>łącznika <span class="_ _4"></span>I <span class="_ _e"></span>d<span class="_ _2"></span>o </div><div class="t m0 x34 hc y99d ff4 fs3 fc0 sc0 ls0 ws0">aktu <span class="_ _2"></span>delegowanego <span class="_ _2"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>prawie <span class="_ _2"></span>klimatu, <span class="_ _2"></span>jak <span class="_ _e"></span>również <span class="_ _2"></span>innych <span class="_ _2"></span>rodzajó<span class="_ _2"></span>w <span class="_ _2"></span>działalności <span class="_ _2"></span>gosp<span class="_ _2"></span>odarczej <span class="_ _2"></span>wymienionych </div><div class="t m0 x34 hc y8e8 ff4 fs3 fc0 sc0 ls0 ws0">w aktach <span class="_ _0"></span>delegowanych przyjętych zgodnie <span class="_ _0"></span>z art. <span class="_ _0"></span>10 <span class="_ _0"></span>ust. 3, <span class="_ _0"></span>art. <span class="_ _0"></span>11 ust. <span class="_ _0"></span>3, art. <span class="_ _0"></span>12 ust. <span class="_ _0"></span>2, <span class="ff1">art. 13 <span class="_ _0"></span>ust. 2, <span class="_ _0"></span>art. 14 <span class="_ _9"></span>us<span class="_ _2"></span>t. </span></div><div class="t m0 x34 hc y99e ff4 fs3 fc0 sc0 ls0 ws0">2 <span class="_ _5"> </span>lub <span class="_ _19"> </span>art. <span class="_ _5"> </span>15 <span class="_ _19"> </span>ust. <span class="_ _19"> </span>2 <span class="_ _5"> </span>rozporząd<span class="_ _2"></span>zenia <span class="_ _5"> </span>(UE) <span class="_ _5"> </span>2020/<span class="_ _2"></span>852, <span class="_ _5"> </span>i <span class="_ _5"> </span>p<span class="_ _2"></span>od <span class="_ _5"> </span>warunkiem, <span class="_ _19"> </span>że <span class="_ _5"> </span>środ<span class="_ _2"></span>ki <span class="_ _5"> </span>te <span class="_ _5"> </span>zo<span class="_ _2"></span>staną <span class="_ _5"> </span>wdro<span class="_ _2"></span>żone <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y99f ff4 fs3 fc0 sc0 ls0 ws0">i uruchomione w ciągu 18 <span class="_ _2"></span>miesięcy.<span class="ff1"> </span></div><div class="t m0 x6 hc y9a0 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>wyniku <span class="_ _19"> </span>przeprowadzo<span class="_ _2"></span>nej <span class="_ _5"> </span>an<span class="_ _2"></span>alizy <span class="_ _19"> </span>nie <span class="_ _5"> </span>zid<span class="_ _2"></span>entyfikowano <span class="_ _19"> </span>wydatków <span class="_ _19"> </span>operacyjn<span class="_ _2"></span>ych <span class="_ _19"> </span>spełniających <span class="_ _19"> </span>minimum <span class="_ _19"> </span>jedno<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9a1 ff4 fs3 fc0 sc0 ls0 ws0">z powyższych<span class="_ _2"></span> kryteriów.<span class="ff1"> </span></div><div class="t m0 x6 h7 y9a2 ff3 fs3 fc0 sc0 ls0 ws0">Wkład w realizację w<span class="_ _2"></span>ielu celów, dezagregacja k<span class="_ _2"></span>luczowych wskaźników wyników <span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y9a3 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _e"></span>dotyczy. <span class="_ _e"></span>W <span class="_ _e"></span>ramach <span class="_ _e"></span>wydatków <span class="_ _e"></span>operacyjn<span class="_ _2"></span>ych <span class="_ _e"></span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _e"></span>za <span class="_ _e"></span>rok <span class="_ _e"></span>2024 <span class="_ _e"></span>nie <span class="_ _e"></span>zidentyfikowano <span class="_ _e"></span>wydatkó<span class="_ _2"></span>w </div><div class="t m0 x6 hc y314 ff4 fs3 fc0 sc0 ls0 ws0">powiązanych z d<span class="_ _2"></span>ziałalnością zrównoważoną śro<span class="_ _2"></span>dowiskowo (zgodną z <span class="_ _2"></span>systematyką).  <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h7 y686 ff2 fs3 fc0 sc0 ls0 ws0">Informacje kon<span class="_ _2"></span>tekstowe </div><div class="t m0 x6 hc y63 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _e"></span>dotyczy. <span class="_ _e"></span>W <span class="_ _e"></span>ramach <span class="_ _e"></span>wydatków <span class="_ _e"></span>operacyjn<span class="_ _2"></span>ych <span class="_ _e"></span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _e"></span>za <span class="_ _e"></span>rok <span class="_ _e"></span>2024 <span class="_ _e"></span>nie <span class="_ _e"></span>zidentyfikowano <span class="_ _e"></span>wydatkó<span class="_ _2"></span>w </div><div class="t m0 x6 hc y9a4 ff4 fs3 fc0 sc0 ls0 ws0">powiązanych z d<span class="_ _2"></span>ziałalnością zrównoważoną śro<span class="_ _2"></span>dowiskowo (zgodną z <span class="_ _2"></span>systematyką).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 y9a5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h63 y111 ff2 fs4 fc0 sc0 ls0 ws0">7.2.2.<span class="ff6"> <span class="_ _18"> </span></span>ESRS E1 Zmiana klimatu </div><div class="t m0 x6 hc y9a6 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>trakcie <span class="_ _8"> </span>analizy <span class="_ _13"> </span>podwójn<span class="_ _2"></span>ej <span class="_ _13"> </span>istotności <span class="_ _8"> </span>Grupa <span class="_ _13"> </span>Kapitałowa <span class="_ _8"> </span>TOYA <span class="_ _13"> </span>zdiagnozo<span class="_ _2"></span>wała <span class="_ _13"> </span>jako <span class="_ _8"> </span>istotny <span class="_ _13"> </span>rzeczywisty <span class="_ _8"> </span>negatywny </div><div class="t m0 x6 hc y7e4 ff4 fs3 fc0 sc0 ls0 ws0">wpływ <span class="_ _0"></span>to, że <span class="_ _9"></span>dostawcy oraz <span class="_ _0"></span>inne <span class="_ _9"></span>pod<span class="_ _2"></span>mioty <span class="_ _0"></span>w <span class="_ _9"></span>ł<span class="_ _2"></span>ańcuchu wartości <span class="_ _9"></span>(ups<span class="_ _2"></span>tream) <span class="_ _0"></span>wytwarzając <span class="_ _0"></span>swoje <span class="_ _0"></span>produkty i <span class="_ _9"></span>usłu<span class="_ _2"></span>gi <span class="_ _0"></span>emitują </div><div class="t m0 x6 hc y5b0 ff1 fs3 fc0 sc0 ls0 ws0">gazy <span class="_ _19"> </span>cieplarnian<span class="_ _2"></span>e. <span class="_ _19"> </span>Natomiast <span class="_ _14"> </span>G<span class="ff4">rupa <span class="_ _19"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _19"> </span>TOYA <span class="_ _14"> </span>może <span class="_ _5"> </span>wybie<span class="_ _2"></span>rać <span class="_ _19"> </span>dostawców <span class="_ _14"> </span>stosujący<span class="_ _2"></span>ch <span class="_ _19"> </span>energooszczędne </span></div><div class="t m0 x6 hc y9a7 ff4 fs3 fc0 sc0 ls0 ws0">technologie, <span class="_ _45"> </span>optymalizo<span class="_ _2"></span>wać <span class="_ _45"> </span>logistykę <span class="_ _45"> </span>w<span class="_ _2"></span> <span class="_ _45"> </span>celu <span class="_ _45"> </span>zmniejszenia <span class="_ _3d"> </span>emisji <span class="_ _4a"> </span>z <span class="_ _3d"> </span>transportu<span class="_ _2"></span> <span class="_ _45"> </span>oraz <span class="_ _45"> </span>inwestować <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9a8 ff4 fs3 fc0 sc0 ls0 ws0">w od<span class="_ _2"></span>nawialne źró<span class="_ _2"></span>dła <span class="_ _2"></span>energii, <span class="_ _2"></span>co <span class="_ _2"></span>potencjalnie <span class="_ _2"></span>jest <span class="_ _2"></span>pozyty<span class="_ _2"></span>wnym wpły<span class="_ _2"></span>wem na <span class="_ _2"></span>zmiany<span class="_ _2"></span> klim<span class="_ _2"></span>atu <span class="_ _2"></span>w <span class="_ _e"></span><span class="ff1">ramach <span class="_ _2"></span>organizacji <span class="_ _2"></span>oraz<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y5b1 ff4 fs3 fc0 sc0 ls0 ws0">w górnym zakresie łań<span class="_ _2"></span>cucha wartości (upstream).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9a9 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>długiej <span class="_ _4"></span>persp<span class="_ _2"></span>ektywie <span class="_ _e"></span>cza<span class="_ _2"></span>sowej <span class="_ _4"></span>(lata <span class="_ _4"></span>2041<span class="_ _2"></span><span class="ff1">-</span>2050) <span class="_ _4"></span>zidentyf<span class="_ _2"></span>ikowano <span class="_ _4"></span>dla <span class="_ _4"></span>Grupy <span class="_ _7"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _4"></span>d<span class="_ _2"></span>wa <span class="_ _4"></span>ryzyka <span class="_ _4"></span>(oba <span class="_ _4"></span>są </div><div class="t m0 x6 hc y9aa ff4 fs3 fc0 sc0 ls0 ws0">ryzykami przejścia): <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y9ab ff1 fs3 fc0 sc0 ls7 ws0">1)<span class="ff9 ls0"> <span class="_ _17"> </span><span class="ff4">Zmiana <span class="_ _14"> </span>postrzegania <span class="_ _19"> </span>działań <span class="_ _19"> </span>Gru<span class="_ _2"></span>py <span class="_ _19"> </span>Kapitało<span class="_ _2"></span>wej <span class="_ _5"> </span>TOYA <span class="_ _19"> </span>p<span class="_ _2"></span>rzez <span class="_ _19"> </span>interesariuszy<span class="_ _2"></span> <span class="_ _19"> </span>lub <span class="_ _19"> </span>negatywna <span class="_ _14"> </span>ocena <span class="_ _19"> </span>przez </span></span></div><div class="t m0 x34 hc y9ac ff1 fs3 fc0 sc0 ls0 ws0">interesariuszy; </div><div class="t m0 xd h1a y9ad ff1 fs3 fc0 sc0 ls7 ws0">2)<span class="ff9 ls0"> <span class="_ _17"> </span><span class="ff4">Zmiana zach<span class="_ _2"></span>owań konsumenckich i n<span class="_ _2"></span>ieprzewidywalność sytuacj<span class="_ _2"></span>i rynkowej.<span class="_ _2"></span><span class="ff1"> </span></span></span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w0 h0" ><div class="pc pc4f w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA8oAAABgCAIAAABKYhx2AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdd5Rd13Um+G/vc86994WKyIHIAAGQAEmAIJgpBlGiKDEoiwrWasmWg2bc9tg9Hrt7xt0z456edns8vca9WnavdltOsiy2MhVJiqYYRIIgGACCYEAgkUPF994N5+w9f9xXACRPm/JYqxe7dH6rVq1CVaHq3rrvrfXd/fbZh1QVAIA9XZyoMJs4BQFcvwcAkJ77qhKmDboWBFiBVRiFURBBASiEoMBQLyQtM1UiF3ADXsAKK2gTqNNpaNFMbScZ7OTo9GCbME30AsSiAioABgKkJdoAMYoAUQSADaAwOHeEjbw+RAAQAghCEIISAgGEoNBZdX1QWVySYr5FFEVRFEXRrHEu2nz2z7/1jSf2zaqTI0+qBCVVIiEFIOd9mQt2hbEMsASDwFAEUVEFKwzAAlrYKCc7eR7YNgaCcZPj4+1W01ZTA1wOm3LJnPbckYG7PviLp8bGn9q568FHHp3slZVNcmWxxjTaMK70lfNlQ31e+mCsdalLsrwoWNUgEAJrIGiiQ4CC6oMUIVFAGIp+yCY1pGY2XR/TbPzuP7rppktWxedhFEVRFEWzMF6fmCr3n+rOpnPrmRYAQl31Vepna6rfK2BRGO0AVH9SwSAmskqkIEABvNZJfclsjOZQ6TVd1pssFg40V1+4/oYty7dvXj9nZGDYTOry5uXrr7rxmtUP73jh4R17Xz061Z2W/ExPDAd1QqoUhDJ2ifTU+5wNsypDjWpdve5QBejM4dWlbQZI++/JSeF0Vl2gUie7pcQnYRRFURRFszNeB9cqs9HZdG6eB/sf0cynlM//J4cpF7qBOcB4SkI/8Sqg/Tq3BpSwA812M/XdSSomls4bvPX6q975lgvXzGNfopXAARlOA0mjkYysX3Lp+lUf/sDtT+7pPfT4s1+7/wdHT083B0Z0YN6kBC8CVYhSI9Xg+79FhVUJGpr14TGUoAxYCAMGygBBDbSj6MymC1RVuRoXn4RRFEVRFM3OeF0JF55n19nV7cx1pKZzH5/N36JBWMgKObCDWLABAfDQCggE4ZSlO1ZM9+YNNd737ls+fPfFcxM0gASwCaDodj0Q0LSAgS+D2pY1V1/SuOKS7duvuugLX3no+Rf2HRqb9KYN65CkEK95hSSpGz5AkLrXuxqH0kySZmjofwCue7EDfKDZdYHIiVB8EkZRFEVRNDvjNdjCprPp3Jp+sm6uCMQKVrASAJAqAIIoW+EhJQZZsAUICNDSSNdq12hptdywYOCqbZtv2Lp2xdJFy4fUhZAGzxCpCmMds2kmAX4ZcgGRta5tuCTAA4qbN7evvPj2I4evenzvse88eeS5F17s5N0KFEwWggqssgUMYEDEMlHHa4XWrSwEMf1SthLUsyvNrLpAfO62J4qiKIqiaPbFawg0zKZzS3wuBCFDMEIGIAEYysyGRCufUyo2BRgQSAkNpHmDeg2ZSqvxlYvnfuIjH3731csMkAAJAOmCivqvZKwBBYBhuP5i3cLNhJTgrAdUEEY4LLkgvWjpmo+9dePBE9f/xb0PPb7zmUOnz0xLWtmBitu+FJDl0fmDU+1enrOxAlTBQ721xPCsYrRkBKEWZtfSRg0lNPZeR1EURVE0W+O1zrZ4XbFRGCETwEpGwIBKVRKF1BIxExEQEEpAEqMGIZFpzk9vXr3gZ9797i2b1i0dRQYw4CDQaubvYwAGO1ACcvWwPMK5lm5SMaSAGEi9PtKR5iXWDLnf/oW37j9y05/ce993H9t1vHcmONDQ0GTPV8cP9EIGztgkZahE2CTGo2IQURAVoyTALLtABoFU45MwiqIoiqLZGa9JhdXPpnPrmUEh6sdjrtua1aRt8UVe9qxhxyHRCcOiZWdOapcvnLPlwk03bFt3+folwwkb9VZI2AAQMOCIDforH00g9kAAFEi54JnitQGhjtZqoK4eVc1aNHmyCafebJjH//wX3/WRu69/YvfB7/5gz8uHjnExrS6ZliaRCbAgJkvBWoQykAc8kDA8oLPsAhkJhBivoyiKoiiapfF69hG2IAJs3dxcn26YmoDT9mBLig66p1w10UzM267d9oF33bz6guH5DWSEYrqDXsjabaiWgAIeADHAdRgU9OvSM6XrgsAAEYzCEGy/lH32O5ghCqrIICXVvLhk6dDqxZvvvnXzdIH7vrvz8/d+6YCdPjU26avUDgyXnEErMIEYsAALLElFmF2tFLHxOoqiKIqiWR2v6UcGa/w3TwuAgQAyqFc1qqYDxufd7qkT7cwtHEmuu+yqt1yz/arNS0YTNAAq8yQxSSsBGVUqSnHpufqqzDSAmH6DSJ9BdnacNoFB1J+afTY9koNlqJZ5TkRZI5uenswa7Yx5IMMH377ltusu+/wje7/57e89/cLLRgrmVs8DpgFiKAMCnYUXSGAVMWFHURRFUTRL47WCZHalt0wmFCRkBFxvdu6qKuEwmtJFG9e85aqLt61ftHLByEADTZGWBkjO7FEhiOV0IA+qzhqt+tu7EDEI/ekeAdof3gdVYKR/e3J2M3NASZQEUIUGmCDWAJxYgyAiWWas8UHIEqWWhwbxyXesv+P6FXsOHHng8T0PP7Xv9GQxVXaC1L3fTApPNtCsmhJdl/zjkzCKoiiKotkZr+m/WtKhN24gVrhzHwJQpX79tt8dYb1zkgSiYMhDlRRSICNQiaoHDq6R5OMbETqJ6TX9iSZODyblnCz/wLvecsVlF61fubzlrFEy9Z6OdQ8JtwGAqB7P0bD138P98N+nfmdBFsj+Pw+e+0Vm/qFiM5/9MQyAOQVgZr5uCQtCb34iF61b/L6LVx95d+/1UxP/7s++eP/OV6Y0oaGlHU1CcLANAKg8ABgDqQxpZsT4noSCg582S0AeVM28eQAQC6SQFOoAVjP9psnXAoq911EURVEUzdJ4/aZC/Xltet57nL8MTkxRml6AUbKqBBBbJ16IUsCRD5gMbXfa63ST8rUrhq6//PJ1SxvXXb5p/kCaEQzAGt5UhVOlhBwRkajOG2m0243//Td//p6DJ/e+fvzBJw7u2nfgzHSnzKcVBJsGgXhjnRNot/QEa4xlFtJ6M0hVEJQAM5PpdeauJlaLoyiKoiiKfvritUF1/j//VtcKB1uqySEGaiEMsWmrVUz1pFsZptQ4UtfoPbVt6yXvedcd2zcvnJOCgIYiETDBAQTzX7Fi/8Y8GwJIEEJInLEJmqDG6vmXrJ7/3hs3vbA//+r9j97/yK4TZ8bTxqg3jbHOdDkN2AyuqUkiIPjK+nLm/oQAB1VQvbu7AhUoAAizrMM+iqIoiqIoxus3dHYcsoJAIK2XJvJM+ZqVDNj2R3MQwKF3/LWh4dFWo1H18oT8nKGhj911x+WXXbJh8bAqEtUGkSMYA+jM7A96E/0BAkCAYTg2BDGAVH6OSwLggatXZ+uW3nTtts2PPvHUtx967NXXD2RD8wZHF054qoKgLEEMk4AKoG6g4X7RWuseDAFCHa+haXzcR1EURVEU/XTFa+335JISFAwiBc3McWMA0BZ8C6EkDcySUemyYlAPr1+88KILV9+wbeOadQvmYipLHPnp1LKFIgiT1WAA0y9d85vqlBFCnf4F4kHiECDBiGrQ1LgFlm/dPPfGTW/72J3X7Nj76o7nDz/+/CthLJ8Sp65FnATfESoBhjqFgRoFgwQaQBVYQBVIycd4HUVRFEVR9FMWrz0n5wVPOm/C3cwKQbEcDImkqFJTtnnqpus23vnWbddcdIEFVCczmtaqTKFswf0St6hUZG1d09U32dhlA1gDAlSVJMBaGECEjLFQIqSsGfkAa0Yaq9+y+d1v2Xykgwd+sP9zX/nWvkOvw6aVIDdtVaOwgCoMyAIAeTCBFTTTKxJFURRFURT9VMVrBEWSgAiqUBCpliVEwAwVGMO+ahGnXFI1sWbJ/I+99+533bAsAzIUjMJRj+Hh5hLQ75WAwCQEAgRgoSAw/GaqX5uZfg4woR7ARxaWAcCyAoqKEAx0KLUesMDiJu65aeW2TT/zl/c+sPPpZ06cGT9MjRACsfFBNCAbaOV5AREAMAwykDipI4qiKIqi6KcwXmdtCl5DgAZALEmQQjU0rWMNVVXNSauLlw1fd8Wl116+cfniwRajqUg0WAgpQzNA1aTanzeidb+JAgoVQBAEwcJwf7bGmyBe68xkDyKQqdtj6k3XQ/9S1YO3xaBikAOnhDLwptFs08/ffmby1j0v7P3zXWeeef6lw0dPs214k3anjiZp5kFigHreIJn4oI+iKIqiKPrpi9dFT0mhgdSnCEbzwZQN/MSp1xbPH33LTdd/6I4r1iwiFmkwJ5AUMKoQhjbObkUuFgBY6bzmElWEeo7GeVuWv0mcPRiuezjO33pdAT1XahdSIfIUQlNZiUKgdtsu375p9Xbk+Q0PPXbgOw88/NRz+4YH5hw/dXRk7qKKksmxSbiEm02Fj4/7KIqiKIqin654zZak12WLoYblsuunx8rp7mg7u/Ndb3n3HW9fusgOunwQZBiESqoe2xTyw70edG5X8v4HCiJisAAGQXB+7H6TOHc8DChg6l6W/mf4vCCuUBAbhECw1liAe3lvYdaoMrzvxhVvv3rFNx589gv33Y9eNXb6UE7Z0OB8dY3gtRsf9VEURVEURT9t8dqWU62BxPc6fuzE6kWjW664/Lotay5evXT5guGmg2WQT1mUEAxbmARBwPUEOq53AlSgP+yOiBRnm0QIbAgK4jdbuKaz16JecqlW9bwSe1AYJVvfJ9TfpqoCBpngIaSUNAarXmAWxrDDR9568VuvXHfw2Okndr/+4OMvvnxwbLpTGhhkcXJIFEVRFEXRT1m8biSUT55ZMm/07rffftet61YMogU4wHpJEOAVHqAExKj3UXEKeHAI8AEsgIBSVASmesWgMvRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQZJVl13Av+fc+9972XW1jvQIBqxN5tABoERyAIbaxDWZmtkW9aEHZ6ww/7giQl/mfk4EY6JmE8T9tgTdtjjmFHISMILkgAhViGxqKEbaDU7dNN00/S+1ZaZb7n3nPnwXlYXIEseyeExpfOL6ursjqzKly+zIv7v1rnngDWgYdJzN53FwGCAdRNITf3usfAJrnR5xTmcA5FqHpPC5TU7MJcOIwdITuyZ2n2H8JogDXI/XBjueWvfkZOHya0Gj5YysII5mziy0Bw8uKdePF4wgtPF7A2mjeDVVVWCU8h7jCixDFl25OD+owfqiY2ZEFJaVsHT1fosK+khATeAKEL7DuH2hVQG5dAchF4/prqUFENRcDEFwqjRpKGMcAEHZ9M3v7v1ge89/+aBwycGsaGpRCGJE2YolBIAgpBFa2OMMcas6HjdVRuPMzG5vC+xakSIvBJHldTbeOcTrzy49dVLzz39F6676twzJq7afO7aQKqgFHsZUozBEyhBBalB136DlZzACViAXBuAiByDaNk6dxegx3sVlyJ1m/4cPJAE3H6Mu+0xlAAPCSTKqccCimj7OccMrMQEaALg4aYzfObWm1//X185qo2UAyVVBeBqZS6mD82Wd96/dePa6Q+cs4p8LyswqJpBHh7ftu+//vmXj9f9Oe3zqnVSJYAhVcEVRouTRXbjh24IQM8rCYrcQ0/1ppN2YjtQs4/sQQQmCIMVzGAG+5q1YUAmoS5TeEI7GgZpBNfLJ3pPfP+F0qv6BmgvSdrOHy6qW2icCz1efUZkVzZ13juSYr+sG/I5QtEMFzho8A5S19Xw7+742z/8D18gBzAUoPbUq7RFNUvXQjW4gXMgB2FEVqa2tGf5BYNWLgtMWZU4gWpB5Wjf8bhz36GHt7zw7POvHZuNcwOqY497k5IVAhYiqICTIgFJkVy0oejGGGOMWcnxGrT8V/WElBKUhIJzzjkiYG5UcuYWou7bceCpVw+vngxnrcp/99c/9TOXnnla31eAczkAcIQmaANptwF6ApjcuNha2k2DRExdF+2lhN0Wb9Oy/XfjdnvkQF6JhJyQAwtQi5bUfgl7aAMO2k5JUcChBjwhUwIEGhl+KoRbf27z1ueuuGvrrtHgJLJeSgzHEcTFqjKVDz/z6hu793z8putuvvHDvQk+cHD43WdfuveR7x1YzEaSob8WtUcoIBVp7auTa7LmA5ecc8WF53LCTE5IiVnfPejbQT1KryUUkBo6hAAyBAVoyESDoNsIqHBdeUZSAJTNCz/54mt1MRkjgdou3uMOhC4DZ6mhFLURRph29eF27VlVIQm+J7FClo3Kempi+lsPb7npF245+/LTPI+vp1SXxsloW2ytEISE0KZ4h6WiagAOxKD25ZgYpsTOVQ4nahydx1/fcf+dDzzeuF5/7VlH57I475yfzPp9Ca6S8dwhSqAEJFCCpn+mGUTGGGOMMf9a47Uu/dUVTTO8A5BUR40wkZtalYZDCZmfmjheD0/OxYPzoxf/21+fvqp39UWbbr7+yqsu3bR2Ks+d75MLcKwNEKEKRAI7cnSqQbZCBSAiPpWugbZKgZYd0bKZNcsaVZCAUnSRVYQJzEpV8jEB0Y8YIpRFhG5GiioQoUlrXdvP/uC3bnt53xdfO1INIokGhAAliVr5SQmya27hL7/+3dvvf8p5P6rTQlk3yChbBRTgPkSREtAUOpym4U0fvPT3fvPjfaeOUY1GRZHVw0HW6y0dZXsjIPVi3Y+lgyapc819lMQj0oSYeglFgmanrmsAgTr4yUWEex7dsfc4aszAeaSyOxMqrDWlmpSUHDlGAiImEOu04IJLlFUKUA6fVUljEZomFf2z//LOLR+94JOhYEbbVnxpiyl3WZvgFSTwaIM+Q2tQBKuQE7gGPsENgFFyr+89+uhTLz669cWDJxaODbTMN9SazZ2o4afcTGBBJGqqGgQ4Hhfq4Ae28jPGGGOMWXnxemkVWaCs4xLodsES8ALichHOQzWKh58R6ECbkUwszFf7ntz1zS0vbpiZ+KWP3XTLR6+55Ayi6Hvwky5xOxwRSpq47UrRLU8LiJe1Xj51q20s3c4GbD9SUs8cI2JdUoogBzcBRHAEezChGkR2Q9Q5NYrYQNv14GXXDpp5FeD803r/7lM3/dH/+GL0a0bZGhCgDJ8D0lBsnB9pPVtRqiAJnjMK/ZhNogbKEr0Cw8FkP9VH3/qZD577+7/xyYs3Fh4CTUWRAZr1+91Z7NbmQUCC89xj5B6UJBauAKfYcFFMUJ7V1cARKteWvKhTbUeVjxAWgC/fvWUuzsCvdi5PcwcwPRmk8ihTOb9hpqdx6BAJCQ6AhiZSj2bjkcXomaaF10AcvCbEFFaXWPX4y7O733ijuOC8GQ9JkmmCp/GvFFxU+PajHI+kl7qtYxHyI4QKVAEno27bGb9x111bn9lRRq7Eq8sb7kVkSgEuAKRaKRpRIke67LcRJCByrG2lSLKfQGOMMcas7HjN41poIYXSuOHHuBzaa0qqidsWz23sZmEqNUvwFWqt+K/+7r7bv/bA5z/9i7/9uWucxwjOi6O68iTsmZhAQUQAdD3ZuvoE/SHdlkXRVjvk3k1P9CaKUKEfo6OUGDVcBvV+Yn2/6AVkipRAQ0i+/Jlpm9hFFN7hpmsu3H7Th+576hWf0SjWERkQwYysR0KqQYgUBM76XM0fPYk88qp17LNYDeAjjU6eNuluvem6S84uRJaqmN95oYLxCY2gQeoNUlFpQgyL4vvcEx7NDtHnKS2yQWq7RgshCSmDEkIj2Pr84ODRAeIqFJMpCahXuKIZzAYanrlm4g9/7wurJ53XEXcTKsVj9UJd7p9feOh727+zfW9dVQj98fWKgwaoP3j02BWbz1Mgy9oE3QAaNamoo5AUToWytngjQSIoJO6fbFAHJOCx5w//wzfu37Lr5NGjx30osv5U3UCJBb7r+IcIJaAG1W0HFEFb7t1VlrBw16ebLV4bY4wxZuXG665Rm9K4YACkqR1uDW37fDC3NbjapPb3+8ogAgXANewapCbFkGWjlP7sjge+9sATF5975s9edva1l73/kvdvmA6INTwrOxAzASkJQX1bNvCDdfUDjhA8aVkxcRqcHJ44iP46l/JCPEOIfeUyrurypDigaTLmPHfsAbf0fdopg8QFowY2TtF//MK/men37nrsueODqs5X11pQZCKoRlWV7kuaQT2XTxY+C2l4TMtB7jTI8MIzJn/nc79163Xnc5OK4Lpl/lPB+lQFuY73YI6IJZ+CS0AmdT6olSf6KJsUJmpyC203wq4KRhN8BOZrfPnv7zo5NwjZVIoDqRuXkSvnC4xmMPjIped/5tqZHPCYoPEyMKlfiBOjsNbp3LZntufFqmE9Si4CJSRQmoK6x7Y+9ws3XtsoOEkgURJlMAjOMUCApEXnRkldRM5hYqju0AKefmnPo88cfGX3gdfeOFQlN+j3MLlRfLZYN5KU81zaWnEIqxCUqAI1AKDOwUG7pXlSBpgUCtvXaIwxxpgVHa9B3E0SUaVuCgwU1FZzqBIIiYICpESI2q43Ky9FSsDFqo7BT02uis3EztmFPdv3Pf78m6vzR6+/8qJf+8Qtl1/Y6xMFoIlgoO/ZAaOy7hVZu2r+tr2V46X0LoVpIkoMyVFPuCRp1qOckDmHVCF31NdqMCF5ATh1TGgAf6rexYEYQF3VSlWW5d5hakPxX373Yx+8+Lw7vnHvi/uOjTC5WEsU8d4TO6Uskms0rZ7IU12lwTzVwwL1hn64/KL3//5vfuKqc9fmQAY0dYms6I5x2ZmlZZ89kGvlZRbaICjHURCmNK9ZCDLrpVo7BQ9qF5OhlIgV2Lvv0EsvfX+mN4l4wo0WEny/ly8eP3j6tNs4ET//8Q9PAzng2oVvdM1AXNAe6GPXXfAXf764/+ie6ck1DUagRUqZiw2k9+S2Z44v/s5ZU6CuHXnDxAquRUgYgKOiIR1Ipq53QvDVu7f9w7eePLaAxTIvKxVMrFu38eSxV+ACCgZlCCTkQG3JuBIlVlVAyEGZxvXv3VbK9oaSdbw2xhhjzEqP123C1gSAIaRdnz4iFXA7fjxSDki7cE0aWSFdTGIFKVHoZSJpYX6eQs6Ta+q6mU1lTPTg06899/LuKzef9+u/fPMF6ydWT8EDEagqncyzcRCVH7TdjdC1ehZ4jlWZUVo3M5HKuSBHJniBoY57hKlI5XSYqOZlOlOo8wpHESAFKVxbveFzxyBFciKBSQW3XX/+1Zf8we3ffORv7vq2JuQTM6NqJBGJPHHGnM0fPzEzUWSoRIdXnLfxYx/50Eeu++BFZxU5wKLEGjy/bV7O+MpgWbGLOBmEwVvr/ewwLmZEeSgC0aA53KOc4uKM19HBw9npp5EyIFAwgwhvvLGvKWe5EN+kHjjrT2ehcPmwrsvJNQAAEulJREFUR7J+aursDX2O6py0m1C1fQlKUFHBlRt705dsOq2pyigDpXmkOZeCj4BMpIwOHjy6fmK9i/AsTWyCywHEFIvgGZgrPbmZ4zW+ct9Tj259bufB+aNDLWPIs5D183JQHTq4c+b0NU0jUREVkhJS3e6CVUCUiFTgRV3XiaRN1yBt909ClBkYvyrGGGOMMStI1/kZwOf/9LGvPP4GEFmFEUmlXYNUYiVKcAApFYACDUt07T1VlaDtEEA4goBIyUcNigwcwIDWPi5m9WxBzUzhPnp+/8orLv3w1ZvPOG3Dql6gGIvM06n+Fd30ba8NNCplNTko3PCkz6Hq3yx7L5wYjSCTVPZ1xEoVFUMU0sRNBV25cQKxUnHiJlwooQzyCdxVlIsGhqaatKFUEwd1vQZ+Dtg3q3sOHX11z4GjxwZHTgxPLlaJPGX9Nf1s1SQuPmfVpg1rLjxr7cYph4iC1akwCaAior549zXBuB+KAEA6kJLfuodnM4DF1246hKEM1Hlp/Gk+XnJWcrIRqkACCyirHfbPl68fOQnnAVSSfMgGUXNpCo1nTuRnrl814dpJigxACEkRKiArK7c4FN51MM0uOgoFuHQ09OpC7FPKTtCxc07feMaU6yXJHVIcIXACJ/UqND+7sO21ow8+ffLRZ7+/f7EcgEfkwA6B0VTQJgTWps6anoASWFxI7KAKpq64RSPQdkLJQBjPpdeu3wtOXXa4GO/8Tx//5NXn2M+hMcYYY1ZgvP6NP/nOV57Y/S/wkL6sHcvMZDhn47pf+cSNn7hxXQ+YBCaADMLaoCrhZto7S504EHwEty2jISDAEdjDEcD6jioDWVaWsaJav6VlC+Rt72mHRFBoA0g7yybSDHV975SQ2qKeqKTkI7oC7anqIMih0RimU9ZbBEZABbx8BF+/b8fWZ3e8tu9k7ab+BZ4Ra2nx2hhjjDErzP+HuR6h19dYHp+dm589fvzovoe/NfXvv/Crl23qnz6B0Uj7zmX5NKTdSwkuGM0olskXuYIdMZF/56645XW8tGK7KdOyHZStbiQMeaiCZWmM/LhaHSDVJN75BIlR1PlA0OSp6CNkoFAClWLnYTz61Mt3P/zY6/uPCnvyU1YXbYwxxhjznonXQyXmzPVXCeqDi9XJ1/Y//Z//6NJzz/zwlZdc94FzL7vwnJkMPapCYNHGC7ncc8NIjohd1wEEwl2rvXdYGpQib+96vRLitapbGiFPrICAZTzssr3HeIujEgRIUGUmSTWUJnzWxKaqm5StK8tKHb11bOGJHTsfe+bV518/cHxhNBKPfCYq6kQ28sUYY4wx5j0Tr5EVEiuJCfBVlEHKimLihUP1i3dt+fK9T162+eKzzzzrd3/5nE3rNigFlWraZT6MI3NXQ931Annbau7SRsJTUx5XVrzGUh0MQakd1SLo+oa0Rc0FJUCpncbT3iEmDiE1UpVNURTeh10Ntrww2Lpt+6Nbth2eXXT91Q3nI4RSCTGD8+C2OaMxxhhjjHlPxOtqCMfIC5CS5Ei9yruqKkOYGqk+/NzB7LmD27Y+esmF51528abrLr/wvPflk4wccAzPEZrgIoEBD6VxHTJB227T7+jascIC9tJIeQGIumaKEOq6GBIiupbSJHACEk9JKXkcH9bPb3951649d7xQ7tm7d1TW8L1YTMVIiQKH4IKXdpYQJUi0nw1jjDHGmPdIvHYJJIgCEWWPLAccHNXwdUqUTfui99KRk2+cnL93y9MT7rFbbrj8c790zeZN07nDJEuBihABD3hA0W7NbBN2u6uPwGib5a2wEgfuKsvbxWlN46zNbumZkrZtXhJcA9RADZwY4O6HXrzrWw8dOHxCRA7lZ4v0fD4TJUWBz4KqNsoQAQgk1pHaGGOMMea9FK9JoypAjLYtcmyABHJQggsqWByOyM/U2jCFKsnXv7Pt2Rd2fPymqz5y7RWbz12bacpcKIQKbtdxFYDGhnyAAkhIAiJyDOQr6aUSQAnd7J+UukEtkkDUVaSLaPARXAkTowQOLOKlXQt33PPQkzteKyVEXkPeR/Ug1AIlRw5J2tk9qVsWb3tv20RFY4wxxpj3SrwOKSpBQMJQuG46o+p4hDkB0EwiBEiN+EqmXjtRHvj6U3fct+3C951+44cuuvyiCy47b82aDClJTvDM8EwijlI7RkalIRDcyorXhASwwAHMBFVI7HJwrBVELluAj8Bbx4Yv7d7z8FOvv/DG0b2HZ4+NIMUGDYXUAnKkw/G3bGe9LGXpdtE66fL/M8YYY4wx/8rjNUPbEeukSJBxIYKSRmi3Ii1+ADAUylxLaDQf1en4XDpZphf2vNZUL2xaH7/w2etv/ejlkw5Ngwl2veAIgSFAIufGXZ5XULwWCMO1ZSDqQIgNgb16nxy14XvHIXzpK19//Mlna87nkz82hO9NN1kPnKMh5H30J2hu/tRr8YPKQLRdIjfGGGOMMe+JeC1wy0IdUbcTsZ213n6GaA0w1HdN6BIl16Pg5uo4O2oy8vXRhf/+f+58Ysfr//aTt112fggEAmIlOWmRBQZUiVdWRGTuKqybmEgBIPmsgRtFcIaTNe68e8vfPrj9yLETwyZv4BtfzKxfP3tiFj7BKTihabA44mXj22Vcr/72eG2MMcYYY9478TqhQDcBpV26FkAVQtClySmh7gmRwgkcyIMAj0hClMjHyqcG+Ww9ffDJnd9+5o/PWjfz0Z+5+ObrNl905ur1k34IpIZ6IctX1kvlVEAQFYJSCAIsRt17bPHR7+98aNuuN/YfPTo7XIxTyqdz4RK4UVSLlZ+cSbFCs0BOAyupRgBd4TYUpKcSNp265rGIbYwxxhjzXonXQgGAUjuYUUDU1V53kU9IEepVwkjEkSEEyqCckEbqKvUNUpOoBzctlFTr+TeP791z/xe/+KVrLzvvVz99y7VXXX7G6my+Tuszt5JeqnZSDIk652vFzjcP3f6NBx555tV9AzeLqRgmo1+LOkPI0TQgQuZQDmJTO6eZEy+VNqMYG+Rr28X9cYRmEI0/A2hbiFi+NsYYY4x5j8RrUIVuAyPQfea2DDiNg2STN8tiJdC0K6t+6YBJlUEJYUQ9ZDNDAPl59x9onvzrpzdtfPOzn/jIrR9Z2wAFEIBeip4qxBIpIpsAh0ZCckzjeerjsSwgdP20HSIQoSnS5LufAXeLvUtzXn5UB8B24Rkclz1QgLLWkApSQWvNzuzWjLWGJlCCCpi1rtR59tlAfOPy6PDi/vr2ex7f8txrrx9eKPn96vOuc0gk8iOkalxE0m0WlUQlciCHm8bSFYcuO726/L+S/VQYY4wxxryn4vU/jzYSu26aSjtNhmhxNHx1564/+/M9X/pS/9oL195w7eU/e8X5p09xP4XADg6sogKCOoWqeAZA7eK5tONYqC0HdwARPI8fTJfC6Ntv/NMONkIjk/fwII6AAgkEysCOKCeoRiGCaoQKsVPySXRYJdCM926+opd2v/XkCwdefPX17a/u3T/XRFekbFqVodI1/7YlZ2OMMcYYi9c/HoKCUreITAyCKJEyZYXTMIjV4PjJ+7cvfv2x76+dCJ/6+et/41O3nLMeXpETuM3igroeZYWHglWh2qV0cgonYAUrIbw90b/zKP6pMVuhAkQmhbpAPgEJEJCSB3kAvlrgLCPnlEIltDhKCE4KRODhpw/97Z3ffG7XgWMjxERhapVM90e1qADOQROpEIRVEmX2njbGGGOMsXj9YxjXdFA7DpwpC6mKo6ouNXpNJJhPUmTrjjXV33/72Zd273/fhlW//5ufPns1Yglq6jVTWVEUgAACTeM1YAJlRAC8AAKEZX022hGJ7z6OHx2xyXcDF9t/afLkaFyH0VY6KwHsyyaWCaHnue9O1PjOk0e3PPP8t5/afmR24CfXNVNFXTVVJDQAO/gAJKg6RNbEmixeG2OMMcZYvP6x0FLJdAIxoFpHECPrOVLSSJo4mxmW5Yh6i0068uqJbOeRx5//k6svPvuqzWdef8UFyLPCcyBmFQ9iarqoLQ1YmVz7GF2Pky5IY1yLQiB+d8XIP6Ym18B5ILTdvKWBNg5wxNotk/Oin3JAk7kTi/HpbXte3n3kka0vvvLWicWaUpiS3rpBJCTAZQgZYuweWBNBSYVVXNsUxBhjjDHGWLz+seip/nIgMIMIyjE1EIA9yhocNCtiVUU/Kb1s5/yJA9v23Pu9F6bdPbfccM2vffrGC85ZFcj14PrInEZoAwhUCNGRYzCIobqsMKS9zVhWkP0jRaAC2rmUjLZTSluAzUSeQAAWPRZK3PPwjn+458E9B06W4mOYLtGjfKJRDwQEgg6QIpi6R1aBCnWL7hA4e0MbY4wxxli8/jGTdde6oxtLo1B0O/zYgx0Ar42oSlPBBZCvKoWbmdPK+f5QRl999KV7n3r5/E2nbz7v/Tddvemqi89eHXyfOLBSbJgEjlSicgCICZAEFUDBXTlKt7z97mNTJSJVVVURcc7lUAelpJ4SoFBVcSWHWn1y2Htw8bmXdz/4+uKz23ccOnxcXV651co+uiIhQwJIgIbrymEEZk21EAOkSgCUIGDRYJMWjTHGGGMsXv8k8ZrRdfl4dwU0AQjaJEhUEjhAQd22xegkUkFI8wuzJ3bP7Ty68+8feGzTmv7NN1zz2Y9dvWldXnjXIzggpqYUyny7wdGTVnxqFOQPK7pWVQDMzMwAXDnnfNsnLwOHBvkC05Dx9G489Pizdz302OHZQQyTIlr0Tk9w4igUeRyWBADCmgBkOgo6aotJhFwiFrCQU5AgKAP/WN43xhhjjDEWr38U1nb1ulu/PlWzsSyCMwBWEUQQQ+XUHcgrOJtZX8fhW0fnc1fsH/DfPfDkk08/97nbfv4TN10oAaMhJvNADgJEwDGYM2j6kSUhqtqm6iVCyhqhDFXN80XF3kX86d88cucjzww1S/kM1m7MYhljKhNQ1wiZhwN4PMwyMZROdaRWQLi7xgDAyyYvir2njTHGGGMsXv8/03FTPAIApTZgn5rZAig1lLVF2aQCKQm09FVtLI9NBJh7Uw30UCWs4dD+5vm//Mb/vmv6hisvvuKi0z5w0TlnrCkyhlNkDI4SSJzrovPSVJp3oG78IZqmcc4BqHiSXX++5Bf3Hnll365Hntn92I7X5yVv/OpGgFGExno0hPMhy6XIRFI1qkEEJe1Kv6Wh0FDAqVE4BJB2+y9hlSHGGGOMMRavfxK8lDPpVCH2OHsDgEbuQxVonAprQwqGCgFKSqRw0pRK6vJeorytuIhMQxmNjox23/dUfl992qrJ377tmuuuueLCs6YSwM45du3exx8W/cdV121xiKoeTen+HfGOr9396lvH5kfNQinUXw0GEyZz5jwNB0f6+eSojs1CDR/gM0DBBCYoCZGCAa+Ud338VMcN/ZZdcdhYGWOMMcYYi9c/WcLuIma7kAsSANC2WAKgdqYjqyZSOCRScQohFiWFhsxFSU1ZIc+Q9xEBCKhXk2ocDapR08z/yf/8i8cv3/zZT9129Qcu3bjKz83NzcxM/fDDojEAMca9e/f+1bdfvf2pA8dmFxvKUsNuaiqVpStCHC2OpJoI1JdS6iwjx0WW4CKAlMAe7XNTUrTNswPQjZiESjeaxhhjjDHG/CuM14zoUL0nn8S4QGT8z65G2cvJpTsIQbpxjUtUALDzGaADlIPl3y3mPeS9WWCYb7j7zeaeP35w1eRjN1y9+frL1l552eb3r8lXB2TaeDQM0XiMKIMvGvRLyiuit2b1jf1Hnnp5/8OPv7T/8LGFyCUHuJwAnxPiwDugSd57wA8BhD4AoB3mCN/+ecd6tA6AwUp685E2VtRijDHGmBUbr4V9cvlP+eloO34sF5P6LAvoHa/rex/b/p0n6rh4+203fejzn/nFq86f6VFoBFNZkeAj0ABvzeHe72y/97vb3jp08sRIKwnwufgsvn3bJTm2N59bPEJio3CMMcYYs0LjNUt0qbIz8s54zdyWQXvyRKERmVq74dtPPLPj+ztuu/n6z37m42etxSI8gIWEZ57f/9Wv3btl+yuLTajh86n1vWyyblISCfy2Kg5NVieNmVwD23kwxhhjzAqN1x++9H0+L37KTwe9q1ShYb80HJEhDilV9UzhvDbVYPjw/Q+vX7fmgx+4cDRqXtn1+kuvvH7mujW/custNbKkLMxRnYKIQG9vSf3uZfKfQv206Yy103YejDHGGLOi8uRSzhsBjZ2Pd0nLbjQJBPQcVJFR17tEGjiPqPDcbTOM46rpZtyWmwjvqAWximMANTCpKOxcGGOMMWZFxmtoA00/7efjBywqj8bjHhnqQI6AlOCYIOgad5CoCDF3sZm4zddKoC5IS9fVxCxTchEAZyfCGGOMMSszXhtjjDHGGGN+Mta/whhjjDHGGIvXxhhjjDHGWLw2xhhjjDHG4rUxxhhjjDHG4rUxxhhjjDHGGGOMMcaY96L/C1109/d9XYPtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">79<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1b"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _1b"> </span>TOYA <span class="_ _5"> </span>przean<span class="_ _2"></span>alizowała <span class="_ _1b"> </span>swoje <span class="_ _5"> </span>działan<span class="_ _2"></span>ia <span class="_ _1b"> </span>w <span class="_ _1b"> </span>ko<span class="_ _2"></span>ntekście <span class="_ _1b"> </span>zró<span class="_ _2"></span>wnoważonego <span class="_ _5"> </span>rozwoju, <span class="_ _5"> </span>uwzględniając </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">aspekty <span class="_ _42"> </span>środowiskowe, <span class="_ _42"> </span>społeczne <span class="_ _42"> </span>i <span class="_ _42"> </span>ładu <span class="_ _42"> </span>korporacyjnego. <span class="_ _42"> </span>Analiza <span class="_ _42"> </span>dotyczyła <span class="_ _42"> </span>własnych <span class="_ _42"> </span>działań <span class="_ _42"> </span>organizacji <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>uwzględnieniem <span class="_ _7"></span>wpływu <span class="_ _7"> </span>dostawców <span class="_ _7"> </span>na <span class="_ _7"> </span>Grup<span class="_ _2"></span>ę <span class="_ _7"></span>Kapitałową <span class="_ _7"></span>TOYA.<span class="_ _2"></span><span class="ff1"> <span class="_ _7"></span></span>Została <span class="_ _7"></span>ona <span class="_ _7"></span>przeprowadzona <span class="_ _7"> </span>razem <span class="_ _7"> </span>z <span class="_ _7"> </span>proces<span class="_ _2"></span>em </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">analizy podwójnej istotnoś<span class="_ _2"></span>ci. W w<span class="_ _0"></span>yniku tej analizy Grupa Kapitał<span class="_ _2"></span>owa TOYA jest świadoma zmian klimatu i wyzwań jakie </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">się <span class="_ _1b"> </span>z <span class="_ _5"> </span>tym <span class="_ _1b"> </span>wiążą<span class="_ _2"></span><span class="ff1"> <span class="_ _1b"> </span></span>w <span class="_ _5"> </span>kontekśc<span class="_ _2"></span>ie <span class="_ _1b"> </span>zapewnienia <span class="_ _5"> </span>odporn<span class="_ _2"></span>ości <span class="_ _1b"> </span>modelu <span class="_ _5"> </span>biznesowego<span class="_ _2"></span>. <span class="_ _5"> </span>Dlatego <span class="_ _5"> </span>też <span class="_ _5"> </span><span class="ff1">opracowano <span class="_ _5"> </span></span>s<span class="_ _2"></span>trategię<span class="ff1"> </span></div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">klimatyczną. <span class="_ _2"></span>Jedn<span class="_ _2"></span>ocześnie, <span class="_ _2"></span>jako <span class="_ _2"></span>dy<span class="_ _2"></span>strybutor, <span class="_ _2"></span>Grupa <span class="_ _e"></span>TOYA <span class="_ _2"></span>ma <span class="_ _2"></span>ograniczony<span class="_ _2"></span> <span class="_ _2"></span>wpływ <span class="_ _2"></span>na <span class="_ _2"></span>dzi<span class="_ _2"></span>ałania <span class="_ _2"></span>s<span class="_ _2"></span>woich <span class="_ _2"></span>dostawców <span class="_ _2"></span>ora<span class="_ _2"></span>z </div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">może ich zmieniać w zal<span class="_ _2"></span>eżności od swoich p<span class="_ _2"></span>otrzeb i celów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">Istotny  potencjalny  i <span class="_ _8"> </span>rzeczywisty  wpływ <span class="_ _8"> </span>oraz  istotne  ry<span class="_ _0"></span>zyka  zostały <span class="_ _8"> </span>zdiagnozowan<span class="_ _2"></span>e <span class="_ _8"> </span>w  procesie <span class="_ _8"> </span>analizy  podwójnej </div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">istotności.  Obejmowała  ona  ocenę <span class="_ _8"> </span>łańcucha  wartości,  opinie  interesariuszy  oraz  analizę <span class="_ _8"> </span>kontekstu<span class="_ _2"></span> <span class="_ _8"> </span>regulacyjnego,<span class="_ _2"></span> </div><div class="t m0 x6 hc y350 ff4 fs3 fc0 sc0 ls0 ws0">ratingów <span class="_ _0"></span>ESG <span class="_ _9"></span>i <span class="_ _0"></span>analizę <span class="_ _9"></span>p<span class="_ _2"></span>orównawczą. <span class="_ _0"></span>Dokonano też <span class="_ _a"></span>o<span class="_ _2"></span>ceny <span class="_ _9"></span>własnej <span class="_ _0"></span>zarówno <span class="_ _0"></span>istotności <span class="_ _0"></span>wpływu, <span class="_ _9"></span>jak <span class="_ _0"></span>istotności <span class="_ _0"></span>finansowej, </div><div class="t m0 x6 hc y9ae ff4 fs3 fc0 sc0 ls0 ws0">wykorzystują<span class="_ _2"></span>c <span class="_ _e"></span>kryteria <span class="_ _e"></span>p<span class="_ _2"></span>unktacji <span class="_ _2"></span>o<span class="_ _2"></span>pracowane <span class="_ _e"></span>na <span class="_ _4"></span>podstawie <span class="_ _e"></span>ESRS. <span class="_ _4"></span>Analiza <span class="_ _e"></span>ryzy<span class="_ _2"></span>k <span class="_ _e"></span>i <span class="_ _e"></span>s<span class="_ _2"></span>zans <span class="_ _e"></span>związanych <span class="_ _4"></span>ze <span class="_ _e"></span>zmianą <span class="_ _4"></span>klimatu </div><div class="t m0 x6 hc y1db ff4 fs3 fc0 sc0 ls0 ws0">podzielona została ze <span class="_ _0"></span>względu na <span class="_ _0"></span>umiejscowienie w <span class="_ _0"></span>łańcuchu<span class="_ _2"></span><span class="ff1"> </span>wartości <span class="_ _0"></span>na trzy <span class="_ _0"></span>główne kategorie: <span class="_ _9"></span>u<span class="_ _2"></span>pstream, organizacja, </div><div class="t m0 x6 hc y1dc ff4 fs3 fc0 sc0 ls0 ws0">downstream. <span class="_ _1a"> </span>Ryzyka <span class="_ _1a"> </span>zostały <span class="_ _1a"> </span>zidentyfikowane <span class="_ _1a"> </span>w <span class="_ _1a"> </span>trzech <span class="_ _1a"> </span>perspektywach <span class="_ _1a"> </span>czasowych <span class="_ _27"> </span><span class="ff1">- <span class="_ _1a"> </span></span>krótkoterminowej, </div><div class="t m0 x6 hc y1dd ff4 fs3 fc0 sc0 ls0 ws0">średnioterminowej i dł<span class="_ _2"></span>ugoterminowej oraz według d<span class="_ _2"></span>wóch scenariuszy SSP:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y681 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff1">RCP <span class="_ _7"></span>4.5 <span class="_ _7"> </span><span class="ff4">–</span> <span class="_ _13"> </span><span class="ff4">scenarius<span class="_ _2"></span>z <span class="_ _7"></span>zakład<span class="_ _2"></span>ający <span class="_ _7"></span>wprowadzenie <span class="_ _7"> </span>no<span class="_ _2"></span>wych <span class="_ _7"></span>technologii <span class="_ _13"> </span>dla <span class="_ _7"> </span>uzy<span class="_ _2"></span>skania <span class="_ _7"> </span>wyższej <span class="_ _13"> </span>niż <span class="_ _7"> </span>obecnie </span></span></span></div><div class="t m0 x39 hc y759 ff4 fs3 fc0 sc0 ls0 ws0">redukcji emisji <span class="_ _2"></span>gazów cieplarn<span class="_ _2"></span>ianych. Ozn<span class="_ _2"></span>acza wzrost <span class="_ _2"></span>średniej temperatury <span class="_ _2"></span>Ziemi o <span class="_ _2"></span>2,5°C <span class="_ _2"></span>względem epoki </div><div class="t m0 x39 hc y9af ff1 fs3 fc0 sc0 ls0 ws0">przedindustria<span class="_ _2"></span>lnej.  </div><div class="t m0 xd h1a y3b5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _10"> </span><span class="ff1">RCP <span class="_ _8"> </span>8.5  <span class="ff4">–</span> <span class="_ _13"> </span><span class="ff4">s<span class="_ _2"></span>cenariusz  zakładający <span class="_ _8"> </span>utrzymanie  aktualnego <span class="_ _8"> </span>tempa  wzrostu <span class="_ _8"> </span>emisji <span class="_ _8"> </span>gazó<span class="_ _2"></span>w <span class="_ _8"> </span>cieplarnianych. </span></span></span></div><div class="t m0 x39 hc y3b6 ff4 fs3 fc0 sc0 ls0 ws0">Oznacza wzrost ś<span class="_ _2"></span>redniej temperatury Ziemi o 4,5°C wzgl<span class="_ _2"></span>ędem epoki przedindus<span class="_ _2"></span>trialnej&quot;. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7cc ff4 fs3 fc0 sc0 ls0 ws0">Dokonano <span class="_ _4"></span>również <span class="_ _e"></span>obliczeń <span class="_ _4"></span>śladu <span class="_ _e"></span>węglo<span class="_ _2"></span>wego <span class="_ _e"></span>w <span class="_ _e"></span>Zakresie <span class="_ _4"></span>1 <span class="_ _4"></span>i <span class="_ _e"></span>2, <span class="_ _e"></span>co <span class="_ _4"></span>pozwoliło <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>identyfik<span class="_ _2"></span>ację <span class="_ _e"></span>ich <span class="_ _e"></span>źród<span class="_ _2"></span>ła. <span class="_ _e"></span>Opracowano </div><div class="t m0 x6 hc y35b ff4 fs3 fc0 sc0 ls0 ws0">również metodykę <span class="_ _0"></span>służącą do <span class="_ _0"></span>obliczenia Zakresu <span class="_ _0"></span>3. Działanie <span class="_ _9"></span>te mają na <span class="_ _0"></span>celu poznanie <span class="_ _0"></span>sposobu w <span class="_ _0"></span>jaki Grupa <span class="_ _0"></span>Kapitałowa </div><div class="t m0 x6 hc y9b0 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _0"></span>przyczynia się <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _0"></span>negatywnego <span class="_ _0"></span>rzeczywistego wpływu <span class="_ _0"></span>w <span class="_ _0"></span>ramach <span class="_ _0"></span>łańcucha wartości, <span class="_ _9"></span>a także <span class="_ _0"></span>jak <span class="_ _0"></span>może <span class="_ _0"></span>w <span class="_ _9"></span>przy<span class="_ _2"></span>szłości </div><div class="t m0 x6 hc y9b1 ff4 fs3 fc0 sc0 ls0 ws0">zmaterializować <span class="_ _4"></span>swój <span class="_ _7"></span>potencjalnie <span class="_ _4"></span>pozyty<span class="_ _2"></span>wny <span class="_ _4"></span>wpływ. <span class="_ _4"></span>Ewentu<span class="_ _2"></span>alny <span class="_ _4"></span>wzrost <span class="_ _4"></span>emisji <span class="_ _7"></span>gazów <span class="_ _4"></span>cieplarnianych <span class="_ _4"></span>może <span class="_ _7"></span>wynikać <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y8a2 ff1 fs3 fc0 sc0 ls0 ws0">z rozwoju bizn<span class="_ _2"></span>esu.  </div><div class="t m0 x6 hc y9b2 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _5"> </span>Kapitałowa <span class="_ _5"> </span>TO<span class="_ _2"></span>YA <span class="_ _1b"> </span>ni<span class="_ _2"></span>e <span class="_ _5"> </span>zidentyfikowała <span class="_ _19"> </span>żadnych <span class="_ _5"> </span>ryzyk <span class="_ _5"> </span>fizyczn<span class="_ _2"></span>ych. <span class="_ _5"> </span>Analiza <span class="_ _5"> </span>scenarius<span class="_ _2"></span>zowa <span class="_ _5"> </span>wykazała, <span class="_ _5"> </span>że <span class="_ _5"> </span>d<span class="_ _2"></span>wa </div><div class="t m0 x6 hc y1eb ff4 fs3 fc0 sc0 ls0 ws0">wymienione <span class="_ _13"> </span>wyż<span class="_ _2"></span>ej <span class="_ _13"> </span>ryzyka<span class="_ _2"></span> <span class="_ _13"> </span>przejścia <span class="_ _8"> </span>występują <span class="_ _8"> </span>w <span class="_ _13"> </span>sc<span class="_ _2"></span>enariuszu <span class="_ _8"> </span>RCP <span class="_ _13"> </span>8.5. <span class="_ _8"> </span>Aktywa <span class="_ _8"> </span>i <span class="_ _13"> </span>d<span class="_ _2"></span>ziałalność <span class="_ _13"> </span>gos<span class="_ _2"></span>podarcza <span class="_ _8"> </span>mogą <span class="_ _13"> </span>być<span class="_ _2"></span> </div><div class="t m0 x6 hc ybc ff4 fs3 fc0 sc0 ls0 ws0">narażone <span class="_ _8"> </span>na  te <span class="_ _7"> </span>ry<span class="_ _2"></span>zyka <span class="_ _8"> </span>w <span class="_ _13"> </span>znaczący<span class="_ _2"></span>m <span class="_ _13"> </span>stop<span class="_ _2"></span>niu<span class="_ _2"></span>, <span class="_ _13"> </span>jeśli  w<span class="_ _0"></span> <span class="_ _8"> </span>perspektywie <span class="_ _8"> </span>długoterminow<span class="_ _2"></span>ej <span class="_ _8"> </span>nie <span class="_ _8"> </span>zostaną  podjęte <span class="_ _13"> </span>działan<span class="_ _2"></span>ia<span class="_ _0"></span> </div><div class="t m0 x6 hc ybd ff4 fs3 fc0 sc0 ls0 ws0">mitygujące te ryzyka.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 y413 ff2 fs4 fc0 sc0 ls0 ws0">7.2.3.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Polityki związane z łagodzeniem zmian klimatu i przystosowaniem się do<span class="_ _0"></span> niej<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y67 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9b3 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa <span class="_ _9"></span>TOYA przyjęła <span class="_ _0"></span>dokument, <span class="_ _0"></span>w <span class="_ _9"></span>któ<span class="_ _2"></span>rym <span class="_ _0"></span>stwierdzono, <span class="_ _0"></span>że <span class="_ _0"></span>wartość <span class="_ _0"></span>emisji <span class="_ _0"></span>Zakresu <span class="_ _0"></span>1 <span class="_ _0"></span>i <span class="_ _9"></span>2 w <span class="_ _9"></span>2023 roku <span class="_ _9"></span>wyniosła </div><div class="t m0 x6 hc y9b4 ff4 fs3 fc0 sc0 ls0 ws0">1581,78 <span class="_ _7"> </span>t <span class="_ _8"> </span>CO2e <span class="_ _8"> </span>według <span class="_ _13"> </span>metody<span class="_ _2"></span> <span class="_ _7"> </span>market<span class="_ _2"></span><span class="ff1">-based, <span class="_ _13"> </span>dlatego <span class="_ _13"> </span>k<span class="_ _2"></span>olejnym <span class="_ _13"> </span>krokiem <span class="_ _13"> </span>w <span class="_ _13"> </span>realizacji<span class="_ _2"></span> <span class="_ _13"> </span>procesu <span class="_ _13"> </span>dekarbon<span class="_ _2"></span>izacyjnego </span></div><div class="t m0 x6 hc y9b5 ff4 fs3 fc0 sc0 ls0 ws0">będzie uwzględnienie emisji <span class="_ _2"></span>z Za<span class="ff1">kresu 3. Celem jest oszacowan<span class="_ _2"></span>ie emisji Zakresu 3 n<span class="_ _2"></span>a podstawie opracowanej metodyki </span></div><div class="t m0 x6 hc y8da ff4 fs3 fc0 sc0 ls0 ws0">obliczania <span class="_ _19"> </span>Zakresu <span class="_ _19"> </span>3 <span class="_ _19"> </span>ś<span class="_ _2"></span>ladu <span class="_ _5"> </span>węglowego.<span class="_ _2"></span> <span class="_ _5"> </span>Aktu<span class="_ _2"></span>alny <span class="_ _19"> </span>cel <span class="_ _5"> </span>ni<span class="_ _2"></span>e <span class="_ _5"> </span>od<span class="_ _2"></span>nosi <span class="_ _19"> </span>się <span class="_ _19"> </span>do <span class="_ _19"> </span>porozu<span class="_ _2"></span>mienia <span class="_ _5"> </span>pary<span class="_ _2"></span>skiego <span class="_ _5"> </span>za<span class="_ _2"></span>kładającego </div><div class="t m0 x6 hc y9b6 ff4 fs3 fc0 sc0 ls0 ws0">ograniczenie globalnego <span class="_ _2"></span>ocieplenia do 1,5 °C. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y97 ff4 fs3 fc0 sc0 ls0 ws0">Uwzględniono <span class="_ _1f"> </span>d<span class="_ _2"></span>źwignie <span class="_ _21"> </span>d<span class="_ _2"></span>ekarbon<span class="_ _2"></span>izacji, <span class="_ _1f"> </span>takie <span class="_ _1f"> </span>jak <span class="_ _22"> </span>modernizacja <span class="_ _22"> </span>infrastruktury<span class="_ _2"></span> <span class="_ _1f"> </span>budynków <span class="_ _1f"> </span>w <span class="_ _1f"> </span>celu <span class="_ _1f"> </span>zwi<span class="_ _2"></span>ększenia </div><div class="t m0 x6 hc y98 ff4 fs3 fc0 sc0 ls0 ws0">efektywności <span class="_ _5b"> </span>en<span class="_ _2"></span>ergetycznej <span class="_ _4a"> </span>oraz <span class="_ _4a"> </span>kontynuowanie <span class="_ _4a"> </span>zakupu <span class="_ _4a"> </span>gwarancji <span class="_ _4a"> </span>pocho<span class="_ _2"></span>dzenia <span class="_ _5b"> </span>energii <span class="_ _4a"> </span>elektrycznej <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y99 ff4 fs3 fc0 sc0 ls0 ws0">z odn<span class="_ _2"></span>awialnych źród<span class="_ _2"></span>eł energii <span class="_ _2"></span>(OZE). W <span class="_ _2"></span>przypadku <span class="_ _2"></span>działalności <span class="_ _2"></span>w Polsce <span class="_ _2"></span>oznacza to<span class="_ _2"></span>, że <span class="_ _2"></span>gwarancje <span class="_ _2"></span>pochodzenia <span class="_ _2"></span>pokryją </div><div class="t m0 x6 hc y9a ff4 fs3 fc0 sc0 ls0 ws0">100% <span class="_ _9"></span>zapo<span class="_ _2"></span>trzebowania <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>ene<span class="_ _2"></span>rgię <span class="_ _9"></span>elektryczną,<span class="_ _2"></span> <span class="_ _9"></span>a ich <span class="_ _a"></span>za<span class="_ _2"></span>kup <span class="_ _9"></span>wiąże <span class="_ _0"></span>się <span class="_ _9"></span>z przeznaczeniem <span class="_ _9"></span>na <span class="_ _0"></span>ten <span class="_ _9"></span>cel <span class="_ _0"></span>odpowiednich <span class="_ _0"></span>środków </div><div class="t m0 x6 hc y9b7 ff1 fs3 fc0 sc0 ls0 ws0">finansowych. <span class="_ _4"></span>Ewentualne <span class="_ _4"></span><span class="ff4">za<span class="_ _2"></span>mrożone <span class="_ _e"></span>e<span class="_ _2"></span>misje <span class="_ _e"></span>gazów <span class="_ _4"></span>ciepla<span class="_ _2"></span>rnianych <span class="_ _4"></span>nie <span class="_ _4"></span>wiążą <span class="_ _e"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>z <span class="_ _4"></span>p<span class="_ _2"></span></span>odejmowanymi <span class="_ _4"></span>lub <span class="_ _4"></span>planowanymi </div><div class="t m0 x6 hc y4eb ff4 fs3 fc0 sc0 ls0 ws0">działaniami. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9b8 ff4 fs3 fc0 sc0 ls0 ws0">Realizacja <span class="_ _4"></span>działań <span class="_ _7"></span>jest <span class="_ _e"></span>uwzględnion<span class="_ _2"></span>a <span class="_ _4"></span>w <span class="_ _4"></span>planowaniu <span class="_ _4"></span>finansowym <span class="_ _4"></span>i <span class="_ _4"></span>operacyjn<span class="_ _2"></span>ym <span class="_ _4"></span>Grupy <span class="_ _4"></span>Kapitałowej <span class="_ _4"></span>TOYA. <span class="_ _4"></span>Organizacja<span class="_ _2"></span> </div><div class="t m0 x6 hc y9b9 ff4 fs3 fc0 sc0 ls0 ws0">może ograniczać <span class="_ _0"></span>swój wpływ na <span class="_ _0"></span>klimat oraz <span class="_ _0"></span>dostosowywać się do <span class="_ _0"></span>zachodzących zmian klimatu, <span class="_ _0"></span>co zostało zatwierdzone </div><div class="t m0 x6 hc y9ba ff4 fs3 fc0 sc0 ls0 ws0">przez Zarząd TOYA S.A.<span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w0 h0" ><div class="pc pc50 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">80<span class="ls0"> </span></div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">Wraz <span class="_ _14"> </span>z <span class="_ _18"> </span>obliczeniem <span class="_ _18"> </span>emisji <span class="_ _18"> </span>gazów <span class="_ _14"> </span>cieplarn<span class="_ _2"></span>ianych <span class="_ _14"> </span>z <span class="_ _18"> </span>Zakresu <span class="_ _18"> </span>3 <span class="_ _18"> </span>Grupa <span class="_ _18"> </span>Kapitałowa <span class="_ _18"> </span>TOYA <span class="_ _14"> </span>może <span class="_ _18"> </span>ustalić <span class="_ _18"> </span>swój <span class="_ _18"> </span>cel </div><div class="t m0 x6 hc y1d1 ff4 fs3 fc0 sc0 ls0 ws0">dekarbonizacyjn<span class="_ _2"></span>y, uwzględniając wszystkie trzy<span class="_ _2"></span> zakresy GHG Protocol. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>2024 <span class="_ _e"></span>roku <span class="_ _e"></span>w <span class="_ _2"></span>Grupie <span class="_ _e"></span>Kapitałowej <span class="_ _2"></span>TOYA <span class="_ _e"></span>nie <span class="_ _e"></span>obowiązywały <span class="_ _e"></span>polityki <span class="_ _2"></span>doty<span class="_ _2"></span>czące <span class="_ _2"></span>łagodzen<span class="_ _2"></span>ia <span class="_ _2"></span>zmian <span class="_ _2"></span>klimatu<span class="_ _2"></span> <span class="_ _2"></span>lub <span class="_ _2"></span>ad<span class="_ _2"></span>aptacji </div><div class="t m0 x6 hc y301 ff4 fs3 fc0 sc0 ls0 ws0">do <span class="_ _7"> </span>zmian <span class="_ _13"> </span>klimatu, <span class="_ _7"> </span>z <span class="_ _13"> </span>wyjątkiem <span class="_ _7"></span>opisan<span class="_ _2"></span>e<span class="ff1">j <span class="_ _13"> </span></span>wyżej <span class="_ _7"> </span><span class="ff1">strategii <span class="_ _7"> </span>klimat<span class="_ _2"></span>ycznej</span>. <span class="_ _7"> </span>J<span class="_ _2"></span>ej <span class="_ _7"></span>celem <span class="_ _7"></span>jest <span class="_ _7"> </span>łago<span class="_ _2"></span>dzenie <span class="_ _7"></span>zmian <span class="_ _13"> </span>klimatu <span class="_ _7"> </span>przez </div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">ograniczenie <span class="_ _4"></span>emis<span class="_ _2"></span>ji <span class="_ _4"></span>gazów <span class="_ _7"></span>cieplarnianych <span class="_ _4"></span>w <span class="_ _7"></span>ramach <span class="_ _4"></span>Zakresu <span class="_ _4"></span>1 <span class="_ _7"></span>i <span class="_ _e"></span>2 <span class="_ _7"></span>oraz <span class="_ _4"></span>wiąże <span class="_ _4"></span>s<span class="_ _2"></span>ię <span class="_ _4"></span>z <span class="_ _4"></span>wykorzys<span class="_ _2"></span>taniem <span class="_ _4"></span>energii <span class="_ _4"></span>ze <span class="_ _7"></span>źródeł </div><div class="t m0 x6 hc y626 ff1 fs3 fc0 sc0 ls0 ws0">odnawialnych<span class="_ _2"></span><span class="ls10">. <span class="_ _7"> </span></span><span class="ff4">Przejś<span class="_ _2"></span>cie <span class="_ _7"> </span>na <span class="_ _13"> </span>e<span class="_ _2"></span>nergie <span class="_ _7"></span>z<span class="_ _2"></span>e <span class="_ _7"> </span>źródeł <span class="_ _13"> </span>o<span class="_ _2"></span>dnawialnych <span class="_ _13"> </span>może <span class="_ _8"> </span>wiązać <span class="_ _13"> </span>się <span class="_ _13"> </span>z <span class="_ _13"> </span>wi<span class="_ _2"></span>ększą <span class="_ _13"> </span>stabilnoś<span class="_ _2"></span>cią <span class="_ _7"> </span>cen <span class="_ _13"> </span>energii, <span class="_ _13"> </span>co<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">zabezpieczy <span class="_ _7"> </span>o<span class="_ _2"></span>rganizację <span class="_ _7"></span>przed <span class="_ _13"> </span>nagłymi <span class="_ _13"> </span>zmianami <span class="_ _7"> </span>cen <span class="_ _13"> </span>energi<span class="_ _2"></span>i, <span class="_ _7"> </span>które <span class="_ _13"> </span>mogą <span class="_ _7"> </span>wynika<span class="_ _2"></span>ć <span class="_ _7"></span>ze <span class="_ _7"> </span>zmian <span class="_ _13"> </span>klimatu.<span class="_ _2"></span><span class="ff1"> <span class="_ _7"> </span>Aktualn<span class="_ _2"></span>y <span class="_ _7"> </span>plan </span></div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">działań <span class="_ _4"></span>d<span class="_ _2"></span>ekarbonizacyjnych <span class="_ _4"></span>skupia <span class="_ _4"></span>się <span class="_ _4"></span>tylko<span class="_ _2"></span> <span class="_ _4"></span>na <span class="_ _4"></span>działaniach <span class="_ _4"></span>w <span class="_ _4"></span>ramach <span class="_ _4"></span>organ<span class="_ _2"></span>izacji <span class="_ _4"></span>i <span class="_ _4"></span>została <span class="_ _7"></span>zatwierdzona <span class="_ _4"></span>przez <span class="_ _4"></span>Zarząd </div><div class="t m0 x6 hc y200 ff1 fs3 fc0 sc0 ls0 ws0">TOYA S.A. </div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">Kwestie z<span class="_ _2"></span>wiązane <span class="_ _2"></span>z klimat<span class="_ _2"></span>em <span class="_ _2"></span>nie <span class="_ _2"></span>są <span class="_ _2"></span>uwzględniane <span class="_ _2"></span>w wynag<span class="_ _2"></span>rodzeniach <span class="_ _2"></span>członków <span class="_ _2"></span>Rady <span class="_ _2"></span>Nadzorczej <span class="_ _2"></span>i <span class="_ _2"></span>Zarządu <span class="_ _2"></span>TOYA <span class="_ _2"></span>S.A., </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">ani w innych s<span class="_ _2"></span>półkach Grupy Kapitałowej TOYA. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 y260 ff2 fs4 fc0 sc0 ls0 ws0">7.2.4.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Działania i cele dotyczące zmian klimatu</span></span> </div><div class="t m0 x6 hc y3dd ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _22"> </span>2024 <span class="_ _22"> </span>roku <span class="_ _22"> </span>Grupa <span class="_ _15"> </span>Kapitałowa <span class="_ _22"> </span>TOYA <span class="_ _22"> </span>nie <span class="_ _22"> </span>p<span class="_ _2"></span>odejmowała <span class="_ _22"> </span>dział<span class="_ _2"></span>ań <span class="_ _22"> </span>związanych <span class="_ _15"> </span>ze <span class="_ _22"> </span>strategią<span class="_ _2"></span><span class="ff1"> <span class="_ _1f"> </span></span>klimat<span class="_ _2"></span>yczną <span class="_ _22"> </span>ani </div><div class="t m0 x6 hc y9bb ff4 fs3 fc0 sc0 ls0 ws0">przystosowaniem do z<span class="_ _2"></span>mian klimatu. W 2025 roku<span class="_ _2"></span> zostaną podjęte nas<span class="_ _2"></span>tępujące działania: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y9bc ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">inwentaryzacja emisji gazó<span class="_ _2"></span>w cieplarnianych, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y359 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff4">przegląd i analiza <span class="_ _2"></span>możliwych działań słu<span class="_ _2"></span>żących ograniczaniu zmian klimatu<span class="_ _2"></span> oraz adaptacji do zmian<span class="_ _2"></span> klimatu. <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x6 hc y9bd ff4 fs3 fc0 sc0 ls0 ws0">Organizacja <span class="_ _7"></span>w <span class="_ _4"></span>ramach <span class="_ _7"></span>swojej <span class="_ _4"></span>d<span class="_ _2"></span>ziałalności <span class="_ _7"></span>kupuje <span class="_ _4"></span>gwarancje <span class="_ _7"></span>pochodzenia <span class="_ _7"></span>energii <span class="_ _4"></span>elektrycznej <span class="_ _7"></span>oraz <span class="_ _4"></span>plan<span class="_ _2"></span>uje <span class="_ _4"></span>popra<span class="_ _2"></span>wić<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9be ff4 fs3 fc0 sc0 ls0 ws0">efektywność <span class="_ _4"></span>energetyczną. <span class="_ _7"></span>Działania <span class="_ _4"></span>te <span class="_ _4"></span>mają <span class="_ _7"></span>przyczynić <span class="_ _4"></span>się <span class="_ _4"></span>do <span class="_ _4"></span>osiągnięcia <span class="_ _4"></span>zerow<span class="_ _2"></span>ej <span class="_ _4"></span>emisji <span class="_ _4"></span>w <span class="_ _4"></span>ramach<span class="_ _2"></span> <span class="_ _4"></span>Zakresu <span class="_ _4"></span>2 <span class="_ _4"></span>ślad<span class="_ _2"></span>u </div><div class="t m0 x6 hc y9bf ff4 fs3 fc0 sc0 ls0 ws0">węglowego. <span class="_ _9"></span> <span class="_ _0"></span>W <span class="_ _9"></span>wyznaczeniu<span class="_ _2"></span> <span class="_ _9"></span>celu <span class="_ _9"></span>n<span class="_ _2"></span>ie <span class="_ _a"></span>za<span class="_ _2"></span>angażowano <span class="_ _9"></span>b<span class="_ _2"></span>ezpośrednio <span class="_ _0"></span>interesariuszy <span class="_ _0"></span>Grupy <span class="_ _9"></span>Kapita<span class="_ _2"></span>łowej <span class="_ _9"></span>TOYA. <span class="_ _9"></span>Jedno<span class="_ _2"></span>cześnie </div><div class="t m0 x6 hc y9c0 ff4 fs3 fc0 sc0 ls0 ws0">wzięto pod uwagę ich opin<span class="_ _2"></span>ie na <span class="_ _2"></span>temat wpływu organizacji na <span class="_ _2"></span>zmiany klimatu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6b5 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _14"> </span>Kapitałowa <span class="_ _19"> </span>T<span class="_ _2"></span>OYA <span class="_ _14"> </span>nie <span class="_ _19"> </span>pon<span class="_ _2"></span>osi <span class="_ _19"> </span>ża<span class="_ _2"></span>dnych <span class="_ _14"> </span>znaczących <span class="_ _19"> </span>n<span class="_ _2"></span>akładów <span class="_ _14"> </span>inwestycyjnych <span class="_ _14"> </span>ani <span class="_ _19"> </span>wyd<span class="_ _2"></span>atków <span class="_ _19"> </span>op<span class="_ _2"></span>eracyjnych </div><div class="t m0 x6 hc y9c1 ff4 fs3 fc0 sc0 ls0 ws0">związanych  z <span class="_ _1b"> </span>kwestiami  zmi<span class="_ _2"></span>an  klimatu.  W  2024  r. <span class="_ _1b"> </span>CapEx <span class="_ _1b"> </span>związany  z <span class="_ _1b"> </span>infrastrukturą  wspo<span class="_ _2"></span>magającą  niskoemisyjny </div><div class="t m0 x6 hc y9c2 ff4 fs3 fc0 sc0 ls0 ws0">transport <span class="_ _e"></span>d<span class="_ _2"></span>rogowy <span class="_ _e"></span>i <span class="_ _e"></span>transport <span class="_ _e"></span>publiczny, <span class="_ _e"></span>montaż<span class="_ _2"></span>em, <span class="_ _e"></span>konserwacją <span class="_ _e"></span>i <span class="_ _e"></span>naprawą <span class="_ _e"></span>s<span class="_ _2"></span>tacji <span class="_ _e"></span>ładowania <span class="_ _e"></span>pojazdów <span class="_ _e"></span>elektrycznych <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9c3 ff4 fs3 fc0 sc0 ls0 ws0">w budynkach (i na parkingach przy budynkach) oraz renowacją budynków wyniósł 8 871,3 tys. zł, a <span class="_ _0"></span>OpEx 0 zł, co zostało </div><div class="t m0 x6 hc y9c4 ff1 fs3 fc0 sc0 ls0 ws0">szerzej opisan<span class="_ _2"></span>e w ujawnieniach taks<span class="_ _2"></span>onomicznych. </div><div class="t m0 x6 hc y9c5 ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _4"></span>uwagi <span class="_ _4"></span>na <span class="_ _4"></span>kon<span class="_ _2"></span>ieczność <span class="_ _4"></span>obliczenia <span class="_ _4"></span>emisji <span class="_ _4"></span>gazów <span class="_ _4"></span>cieplarnia<span class="_ _2"></span>nych <span class="_ _4"></span>w <span class="_ _4"></span>Zakresie <span class="_ _4"></span>3 <span class="_ _4"></span>Grupa <span class="_ _7"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _e"></span>n<span class="_ _2"></span>ie <span class="_ _e"></span>wyzn<span class="_ _2"></span>aczyła </div><div class="t m0 x6 hc y9c6 ff4 fs3 fc0 sc0 ls0 ws0">celów <span class="_ _22"> </span>(op<span class="_ _2"></span>ierając <span class="_ _22"> </span>si<span class="_ _2"></span>ę <span class="_ _22"> </span>na <span class="_ _15"> </span>rozstrzygających <span class="_ _15"> </span>dowodach <span class="_ _22"> </span>nauko<span class="_ _2"></span>wych) <span class="_ _15"> </span>związanych <span class="_ _15"> </span>z <span class="_ _22"> </span>łagodzeniem <span class="_ _15"> </span>zmian <span class="_ _22"> </span>klimatu<span class="_ _2"></span> <span class="ff1"> </span></div><div class="t m0 x6 hc y9c7 ff4 fs3 fc0 sc0 ls0 ws0">i  przystosowaniem  się  do  niej.  Na  obecną  chwilę,  poza <span class="_ _8"> </span>zaplan<span class="_ _2"></span>owanymi  na  2025  rok<span class="_ _0"></span>  działaniami,  organizacja  nie </div><div class="t m0 x6 hc y9c8 ff4 fs3 fc0 sc0 ls0 ws0">monitoruje skuteczn<span class="_ _2"></span>ości swojej strategii klimatyczn<span class="_ _2"></span>ej.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y14f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y7bf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y44c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9c9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2e5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9ca ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9cb ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w0 h0" ><div class="pc pc51 w0 h0"><img class="bi x2 y9cc w3 hfd" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">81<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">7.2.5.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Emisje gazów cieplarnianych</span></span> </div><div class="t m0 x6 hc y9cd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y74c ff3 fs3 fc0 sc0 ls0 ws0">Emisje gazów cieplarnian<span class="_ _2"></span>ych Grupy Kapitałowej TOY<span class="_ _2"></span>A w 2024 roku<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 h7 y9ce ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y9cf w129 h38"><div class="t m0 x17 h11 y3aa ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x164 y9cf w12a h38"><div class="t m0 x17 hf y3aa ff2 fs7 fc3 sc0 ls0 ws0">tCO2e </div></div><div class="c x6 y9d0 w129 hfe"><div class="t m0 x17 hf y9d1 ff2 fs7 fc0 sc0 ls0 ws0">Zakres 1 </div></div><div class="c x164 y9d0 w12a hfe"><div class="t m0 x17 h11 y9d1 ff1 fs7 fc0 sc0 lse ws0">1620<span class="ls0">,66 </span></div></div><div class="c x6 y9d2 w129 hff"><div class="t m0 x17 hf y658 ff2 fs7 fc0 sc0 ls0 ws0">Zakres 2 </div></div><div class="c x164 y9d2 w12a hff"><div class="t m0 x17 h11 y658 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y9d3 w129 h100"><div class="t m0 x17 hf y285 ff2 fs7 fc0 sc0 ls0 ws0">Metoda locati<span class="_ _0"></span>on-based </div></div><div class="c x164 y9d3 w12a h100"><div class="t m0 x17 h11 y285 ff1 fs7 fc0 sc0 ls0 ws0">1422,99 </div></div><div class="c x6 y9d4 w129 hfe"><div class="t m0 x17 hf y9d1 ff2 fs7 fc0 sc0 ls0 ws0">Metoda market-bas<span class="_ _0"></span>ed </div></div><div class="c x164 y9d4 w12a hfe"><div class="t m0 x17 h11 y9d1 ff1 fs7 fc0 sc0 ls0 ws0">583,05 </div></div><div class="c x6 y9d5 w129 h38"><div class="t m0 x17 hf y3aa ff2 fs7 fc0 sc0 ls0 ws0">Suma emisji (locat<span class="_ _0"></span>ion based) </div></div><div class="c x164 y9d5 w12a h38"><div class="t m0 x17 h11 y3aa ff1 fs7 fc0 sc0 ls0 ws0">3042,05 </div></div><div class="c x6 y52 w129 h101"><div class="t m0 x17 hf y9d6 ff2 fs7 fc0 sc0 ls0 ws0">Suma emisji (ma<span class="_ _0"></span>rket-based) </div></div><div class="c x164 y52 w12a h101"><div class="t m0 x17 h11 y9d6 ff1 fs7 fc0 sc0 ls0 ws0">2202,11 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y9d7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9d8 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA <span class="_ _2"></span>w Zakresie 1 i 2 nie ma <span class="_ _2"></span>emisji w ramach regulo<span class="_ _2"></span>wanego systemu hand<span class="_ _2"></span>lu emisjami. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9d9 ff4 fs3 fc0 sc0 ls0 ws0">Emisje <span class="_ _2"></span>gazó<span class="_ _2"></span>w <span class="_ _2"></span>cieplarnianych <span class="_ _e"></span>w <span class="_ _2"></span>Zakresie <span class="_ _e"></span>1 <span class="_ _2"></span>i <span class="_ _e"></span>2 <span class="_ _2"></span>obliczono <span class="_ _e"></span>zgodnie <span class="_ _2"></span>z <span class="_ _e"></span>GHG <span class="_ _2"></span>Proto<span class="_ _2"></span>col. <span class="_ _2"></span>Wyniki <span class="_ _2"></span>pod<span class="_ _2"></span>awane <span class="_ _2"></span>są <span class="_ _e"></span>w <span class="_ _2"></span>ekwiwalencie </div><div class="t m0 x6 hc y1e3 ff4 fs3 fc0 sc0 ls0 ws0">dwutlenku <span class="_ _e"></span>węgla, <span class="_ _e"></span>w <span class="_ _e"></span>którego <span class="_ _e"></span>ramach <span class="_ _e"></span>uwzględnione <span class="_ _e"></span>są <span class="_ _e"></span>takie <span class="_ _e"></span>gazy <span class="_ _e"></span>cieplarniane <span class="_ _e"></span>jak: <span class="_ _e"></span>CO2, <span class="_ _e"></span>CH4, <span class="_ _e"></span>N2O, <span class="_ _e"></span>HFC, <span class="_ _e"></span>PFC, <span class="_ _e"></span>SF6 <span class="_ _e"></span>oraz </div><div class="t m0 x6 hc y9da ff1 fs3 fc0 sc0 ls0 ws0">NF3. <span class="_ _8"> </span>Oblicz<span class="_ _2"></span>enia <span class="_ _8"> </span>przeprowadz<span class="_ _2"></span>ono  <span class="ff4">dla <span class="_ _8"> </span>każd<span class="_ _2"></span>ej <span class="_ _8"> </span>spółki  w <span class="_ _13"> </span>Gru<span class="_ _2"></span>pie <span class="_ _8"> </span>Kapitałowej  TOYA, <span class="_ _8"> </span>a  wyniki  skonsolidowano  zgodnie </span> </div><div class="t m0 x6 hc y9db ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>podejściem <span class="_ _7"></span>kontroli <span class="_ _7"> </span>op<span class="_ _2"></span>eracyjnej. <span class="_ _7"></span>Wielkość <span class="_ _7"></span>emisji <span class="_ _7"></span>z <span class="_ _7"></span>produkcji <span class="_ _7"></span>zużytej <span class="_ _7"></span>energii <span class="_ _7"></span>elektrycznej <span class="_ _7"></span>obliczono <span class="_ _7"> </span>wedłu<span class="_ _2"></span>g <span class="_ _7"></span>dwóch </div><div class="t m0 x6 hc y6a3 ff1 fs3 fc0 sc0 ls0 ws0">metod: <span class="_ _e"></span>market<span class="_ _2"></span>-<span class="ff4">based <span class="_ _4"></span>(emisje <span class="_ _4"></span>związane <span class="_ _4"></span>z <span class="_ _e"></span>energią <span class="_ _4"></span>elektryczną <span class="_ _4"></span>obl<span class="_ _2"></span>iczone <span class="_ _4"></span>przy <span class="_ _e"></span>użyciu <span class="_ _4"></span>współczynn<span class="_ _2"></span>ika <span class="_ _e"></span>emisji <span class="_ _4"></span>sprzedawcy </span></div><div class="t m0 x6 hc y9dc ff1 fs3 fc0 sc0 ls0 ws0">energii) <span class="_ _1f"> </span>i <span class="_ _1f"> </span>location<span class="_ _2"></span>-<span class="ff4">based <span class="_ _1f"> </span>(emisje <span class="_ _1f"> </span>związa<span class="_ _2"></span>ne <span class="_ _1f"> </span>z <span class="_ _1f"> </span>energią <span class="_ _1f"> </span>elektryczn<span class="_ _2"></span>ą <span class="_ _1f"> </span>obliczone <span class="_ _1f"> </span>przy<span class="_ _2"></span> <span class="_ _1f"> </span>użyciu <span class="_ _1f"> </span>ś<span class="_ _2"></span>rednich <span class="_ _1f"> </span>krajowych </span></div><div class="t m0 x6 hc y9dd ff4 fs3 fc0 sc0 ls0 ws0">współczynnikó<span class="_ _2"></span>w <span class="_ _14"> </span>emisji). <span class="_ _14"> </span>Dla <span class="_ _14"> </span>Polski <span class="_ _14"> </span>i <span class="_ _14"> </span>Rumunii <span class="_ _14"> </span>źró<span class="_ _2"></span>dłem <span class="_ _14"> </span>współczynników <span class="_ _14"> </span>emisji <span class="_ _14"> </span>b<span class="_ _2"></span>yły: <span class="_ _14"> </span>w <span class="_ _14"> </span>metodzie <span class="_ _14"> </span>market<span class="_ _2"></span><span class="ff1">-based<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y9de ff4 fs3 fc0 sc0 ls0 ws0">wykorzystan<span class="_ _2"></span>o wsp<span class="_ _2"></span>ółczynniki <span class="_ _2"></span>z Europ<span class="_ _2"></span>ean Res<span class="_ _2"></span>idual <span class="_ _2"></span>Mixes 202<span class="_ _2"></span>3, <span class="_ _2"></span>w metod<span class="_ _2"></span>zie location<span class="_ _e"></span><span class="ff1">-</span>based<span class="_ _2"></span> wykorzy<span class="_ _2"></span>stano <span class="_ _2"></span>współczynniki </div><div class="t m0 x6 hc y9df ff1 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _2"></span>Polski <span class="_ _e"></span>z <span class="_ _2"></span>KOBIZE, <span class="_ _2"></span>a <span class="_ _2"></span>d<span class="_ _2"></span>la <span class="_ _2"></span>Rumunii <span class="_ _2"></span>z <span class="_ _e"></span>ANRE.. <span class="_ _e"></span><span class="ff4">Dla <span class="_ _e"></span>emisji <span class="_ _2"></span>poc<span class="_ _2"></span>hodzących <span class="_ _2"></span>ze <span class="_ _2"></span>s<span class="_ _2"></span>palania <span class="_ _2"></span>paliw <span class="_ _2"></span>źród<span class="_ _2"></span>łem <span class="_ _2"></span>współczynnikó<span class="_ _2"></span>w <span class="_ _2"></span>emisji </span></div><div class="t m0 x6 hc y9e0 ff4 fs3 fc0 sc0 ls0 ws0">była <span class="_ _7"> </span>DEFRA <span class="_ _7"> </span>2024 <span class="_ _13"> </span>(Depar<span class="ff1">t<span class="_ _2"></span>ment <span class="_ _7"></span>of <span class="_ _7"></span>Environment, <span class="_ _7"> </span>Foo<span class="_ _2"></span>d <span class="_ _7"></span>and <span class="_ _7"></span>Rural <span class="_ _7"></span>Affairs <span class="_ _7"> </span>in<span class="_ _2"></span> <span class="_ _7"></span>the <span class="_ _7"></span>British <span class="_ _7"> </span>Governm<span class="_ _2"></span>ent, <span class="_ _7"></span>Greenhouse <span class="_ _7"> </span>gas </span></div><div class="t m0 x6 hc y9e1 ff1 fs3 fc0 sc0 ls0 ws0">reporting: conv<span class="_ _2"></span>ersion factors 2024). <span class="_ _2"></span><span class="ff4">Dla <span class="_ _2"></span>Chin źró<span class="_ _2"></span>dłem współczy<span class="_ _2"></span>nników emisji <span class="_ _2"></span>były: dla <span class="_ _2"></span>energii elektrycznej w <span class="_ _2"></span>podejściu </span></div><div class="t m0 x6 hc y9e2 ff1 fs3 fc0 sc0 ls0 ws0">lokalizacyjnym  i <span class="_ _1b"> </span>rynkowym <span class="_ _1b"> </span><span class="ff4">–</span>  <span class="ff4">Statista  Power  s<span class="_ _2"></span>ector  carbon  intens<span class="_ _2"></span>ity  2023.  Grupa  Kapitałowa  TOYA  wykorzy<span class="_ _2"></span>stuje </span></div><div class="t m0 x6 hc y9e3 ff4 fs3 fc0 sc0 ls0 ws0">gwarancje <span class="_ _9"></span>pochod<span class="_ _2"></span>zenia <span class="_ _9"></span>w <span class="_ _0"></span>celu <span class="_ _9"></span>zmniejs<span class="_ _2"></span>zenia <span class="_ _9"></span>swojego <span class="_ _0"></span>śladu <span class="_ _9"></span>w<span class="_ _2"></span>ęglowego <span class="_ _0"></span>obliczanego <span class="_ _9"></span>zgo<span class="_ _2"></span>dnie <span class="_ _9"></span>z <span class="_ _0"></span>metodą <span class="_ _9"></span>rynko<span class="_ _2"></span>wą <span class="_ _9"></span>–<span class="ff1"> <span class="_ _0"></span>dotyczy </span></div><div class="t m0 x6 hc y9e4 ff4 fs3 fc0 sc0 ls0 ws0">to 1104,30 <span class="_ _2"></span>MWh <span class="_ _2"></span>zużytej ener<span class="_ _2"></span>gii. Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA ni<span class="_ _2"></span>e zidentyfikowała <span class="_ _2"></span>emisji <span class="_ _2"></span>biog<span class="_ _2"></span><span class="ff1">eniczn<span class="_ _2"></span>ych CO2 ze <span class="_ _2"></span>spalania <span class="_ _2"></span>lub </span></div><div class="t m0 x6 hc y412 ff4 fs3 fc0 sc0 ls0 ws0">biodegradacji biomas<span class="_ _2"></span>y w swojej działalno<span class="_ _2"></span>ści. <span class="ff1"> </span></div><div class="t m0 x6 hc y5c7 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _13"> </span>Kapitałowa <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>z <span class="_ _13"> </span>u<span class="_ _2"></span>wagi <span class="_ _7"> </span>na <span class="_ _13"> </span>nieprzekro<span class="_ _2"></span>czenie <span class="_ _13"> </span>w <span class="_ _13"> </span>dniu <span class="_ _13"> </span>b<span class="_ _2"></span>ilansowym <span class="_ _13"> </span>średniej <span class="_ _13"> </span>liczby <span class="_ _13"> </span>750 <span class="_ _13"> </span>pracowników <span class="_ _13"> </span>w <span class="_ _13"> </span>rok<span class="_ _2"></span>u </div><div class="t m0 x6 hc y91 ff4 fs3 fc0 sc0 ls0 ws0">obrotowym <span class="_ _14"> </span>nie <span class="_ _14"> </span>ujawnia <span class="_ _14"> </span>informacji <span class="_ _14"> </span>dotyczących <span class="_ _14"> </span>emisji <span class="_ _14"> </span>gazów <span class="_ _14"> </span>cieplarnianych <span class="_ _14"> </span>w <span class="_ _14"> </span>Zakresie <span class="_ _14"> </span>3, <span class="_ _14"> </span>w <span class="_ _19"> </span>pier<span class="_ _2"></span>wszym <span class="_ _14"> </span>roku </div><div class="t m0 x6 hc y194 ff4 fs3 fc0 sc0 ls0 ws0">sporządza<span class="_ _2"></span>nia oświadczenia<span class="_ _2"></span> zrównoważonego <span class="_ _2"></span>rozw<span class="_ _2"></span>oju. <span class="_ _2"></span>Jedn<span class="_ _2"></span>ocześnie Gru<span class="_ _2"></span>pa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA <span class="_ _2"></span>opracowała <span class="_ _2"></span>metodologię </div><div class="t m0 x6 hc y619 ff4 fs3 fc0 sc0 ls0 ws0">służącą d<span class="_ _2"></span>o obliczenia Zakresu 3.<span class="ff1"> </span></div><div class="t m0 x6 h7 y9e5 ff3 fs3 fc0 sc0 ls0 ws0">Intensywność emisji gazów <span class="_ _2"></span>cieplarnianych Gru<span class="_ _2"></span>py Kapitałowej TOYA (tCO2e/mln zł)<span class="_ _e"></span><span class="ff2"> </span></div></div><div class="c x6 y9e6 w12b h102"><div class="t m0 x17 h11 y261 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x165 y9e6 w12c h102"><div class="t m0 x17 hf y261 ff2 fs7 fc3 sc0 lse ws0">2024<span class="ls0"> </span></div></div><div class="c x6 y528 w12b h3b"><div class="t m0 x17 hf y9e7 ff2 fs7 fc0 sc0 ls0 ws0">Zakres 1 </div></div><div class="c x165 y528 w12c h3b"><div class="t m0 x17 h11 y9e7 ff1 fs7 fc0 sc0 ls0 ws0">1,97 </div></div><div class="c x6 y19c w12b h103"><div class="t m0 x17 hf y9e8 ff2 fs7 fc0 sc0 ls0 ws0">Zakres 2 (locati<span class="_ _0"></span>on-based) </div></div><div class="c x165 y19c w12c h103"><div class="t m0 x17 h11 y9e8 ff1 fs7 fc0 sc0 ls0 ws0">1,73 </div></div><div class="c x6 y9e9 w12b h102"><div class="t m0 x17 hf y261 ff2 fs7 fc0 sc0 ls0 ws0">Zakres 2 (market-bas<span class="_ _0"></span>ed) </div></div><div class="c x165 y9e9 w12c h102"><div class="t m0 x17 h11 y261 ff1 fs7 fc0 sc0 ls0 ws0">0,71 </div></div><div class="c x6 y620 w12b h3b"><div class="t m0 x17 hf y9e7 ff2 fs7 fc0 sc0 ls0 ws0">Suma emisji (locat<span class="_ _0"></span>ion-based) </div></div><div class="c x165 y620 w12c h3b"><div class="t m0 x17 h11 y9e7 ff1 fs7 fc0 sc0 ls0 ws0">3,71 </div></div><div class="c x6 y9ea w12b h3f"><div class="t m0 x17 hf y9eb ff2 fs7 fc0 sc0 ls0 ws0">Suma emisji (ma<span class="_ _0"></span>rket-based) </div></div><div class="c x165 y9ea w12c h3f"><div class="t m0 x17 h11 y9eb ff1 fs7 fc0 sc0 ls0 ws0">2,68 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y7f9 ff4 fs3 fc0 sc0 ls0 ws0">Przychody netto<span class="_ _0"></span> <span class="_ _9"></span>Grup<span class="_ _2"></span>y <span class="_ _9"></span>Kapitałowej <span class="_ _0"></span>TOYA <span class="_ _9"></span>wynos<span class="_ _2"></span>zą <span class="_ _9"></span>821<span class="_ _2"></span><span class="ff1"> </span>008 <span class="_ _9"></span>ty<span class="_ _2"></span>s. <span class="_ _0"></span>zł. <span class="_ _9"></span>Kwota <span class="_ _0"></span>znajduje <span class="_ _9"></span>s<span class="_ _2"></span>ię <span class="_ _9"></span>w <span class="_ _9"></span>skons<span class="_ _2"></span>olidowanym <span class="_ _9"></span>s<span class="_ _2"></span>prawozdaniu </div><div class="t m0 x6 hc y7fa ff1 fs3 fc0 sc0 ls0 ws0">finansowym w nocie <span class="ls3d">24</span>. </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w0 h0" ><div class="pc pc52 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">82<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">7.3.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ESRS <span class="_ _2a"> </span><span class="ff3">E5 <span class="_ _2a"> </span>WYKORZYSTANIE <span class="_ _2a"> </span>ZASOBÓW <span class="_ _2a"> </span>I <span class="_ _2a"> </span>GOSPODARKA <span class="_ _2a"> </span>OBIEGU </span></span></span></div><div class="t m0 x47 h24 y17d ff3 fs6 fc0 sc0 ls0 ws0">ZAMKNIĘTEGO<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y9ec ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2d2 ff4 fs3 fc0 sc0 ls0 ws0">Istotne <span class="_ _2"></span>wpływy, <span class="_ _2"></span>ryzyka <span class="_ _2"></span>i <span class="_ _2"></span>szanse <span class="_ _2"></span>związane <span class="_ _2"></span>z <span class="_ _2"></span>wykorzystan<span class="_ _2"></span>iem zasob<span class="_ _2"></span>ów i <span class="_ _2"></span>gospo<span class="_ _2"></span>darką <span class="_ _2"></span>o o<span class="_ _2"></span>biegu zamkniętym <span class="_ _2"></span>(GOZ) <span class="_ _2"></span>został<span class="_ _2"></span>y </div><div class="t m0 x6 hc y9ed ff4 fs3 fc0 sc0 ls0 ws0">zidentyfikowane <span class="_ _13"> </span>dla <span class="_ _13"> </span>Gru<span class="_ _2"></span>py <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>podczas <span class="_ _13"> </span>p<span class="_ _2"></span>rocesu <span class="_ _13"> </span>analizy <span class="_ _13"> </span>podwójn<span class="_ _2"></span>ej <span class="_ _7"> </span>isto<span class="_ _2"></span>tności. <span class="_ _13"> </span>Gospodarka<span class="_ _2"></span> <span class="_ _7"> </span>o <span class="_ _13"> </span>ob<span class="_ _2"></span>iegu <span class="_ _7"> </span>zamkn<span class="_ _2"></span>iętym </div><div class="t m0 x6 hc y9ee ff4 fs3 fc0 sc0 ls0 ws0">została <span class="_ _0"></span>zidentyfikowana <span class="_ _9"></span>ja<span class="_ _2"></span>ko <span class="_ _9"></span>zagadn<span class="_ _2"></span>ienie <span class="_ _a"></span>is<span class="_ _2"></span>totne <span class="_ _9"></span>dla <span class="_ _0"></span>Grupy, <span class="_ _9"></span>a <span class="_ _0"></span>organizacja <span class="_ _9"></span>ro<span class="_ _2"></span>zpoczęła <span class="_ _9"></span>prace<span class="_ _2"></span> <span class="_ _9"></span>nad <span class="_ _9"></span>wyzn<span class="_ _2"></span>aczeniem <span class="_ _9"></span>obs<span class="_ _2"></span>zarów </div><div class="t m0 x6 hc y8e4 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _e"></span>d<span class="_ _2"></span>ziałań, <span class="_ _e"></span>któ<span class="_ _2"></span>re <span class="_ _e"></span>zostaną <span class="_ _4"></span>zaadresowane <span class="_ _4"></span>w <span class="_ _e"></span>polityce <span class="_ _4"></span>gospod<span class="_ _2"></span>arki <span class="_ _e"></span>ob<span class="_ _2"></span>iegu <span class="_ _e"></span>zamkniętego. <span class="_ _4"></span>W <span class="_ _4"></span>2024 <span class="_ _e"></span>ro<span class="_ _2"></span>ku <span class="_ _e"></span>Grup<span class="_ _2"></span>a <span class="_ _e"></span>nie <span class="_ _4"></span>posiadała </div><div class="t m0 x6 hc y9ef ff1 fs3 fc0 sc0 ls0 ws0">sklasyfikowany<span class="_ _2"></span>ch <span class="_ _e"></span>informacji <span class="_ _e"></span>o <span class="_ _4"></span>wykorzystywan<span class="_ _2"></span>ych <span class="_ _e"></span>zasobach <span class="_ _4"></span>- <span class="_ _e"></span>wyka<span class="ff4">z <span class="_ _4"></span>ten <span class="_ _e"></span>będzie <span class="_ _4"></span>pośrednio <span class="_ _e"></span>powiązan<span class="_ _2"></span>y <span class="_ _e"></span>z <span class="_ _e"></span>wyznaczeniem </span></div><div class="t m0 x6 hc y22a ff4 fs3 fc0 sc0 ls0 ws0">zakresu <span class="_ _2"></span>3 <span class="_ _2"></span>śladu <span class="_ _2"></span>węglowego, <span class="_ _2"></span>a <span class="_ _2"></span>Grupa <span class="_ _2"></span>planuje <span class="_ _2"></span>zarapo<span class="_ _2"></span>rtowanie <span class="_ _2"></span>tego <span class="_ _2"></span>wskaźnika <span class="_ _2"></span>za <span class="_ _2"></span>2025 <span class="_ _2"></span>rok.<span class="_ _2"></span> Grup<span class="_ _2"></span>a n<span class="_ _2"></span>ie pro<span class="_ _2"></span>wadzi <span class="_ _2"></span>własnej </div><div class="t m0 x6 hc y22b ff1 fs3 fc0 sc0 ls0 ws0">produkcji <span class="_ _7"> </span>- <span class="_ _7"></span><span class="ff4">koncentracja <span class="_ _7"></span>wykorzystania <span class="_ _7"></span>zasobów <span class="_ _7"></span>następuje <span class="_ _4"></span>w <span class="_ _7"></span>górnym <span class="_ _7"></span>zakresie <span class="_ _7"></span>łańcucha <span class="_ _7"></span>wartości. <span class="_ _7"></span>N<span class="_ _2"></span>atomiast <span class="_ _7"></span>wpływ </span></div><div class="t m0 x6 hc y22c ff4 fs3 fc0 sc0 ls0 ws0">związany  z  odpadami <span class="_ _8"> </span>dotyczy  górnego <span class="_ _8"> </span>i  dolnego  zakresu <span class="_ _8"> </span>łańcuch<span class="_ _2"></span>a  w<span class="_ _0"></span>artości  oraz <span class="_ _8"> </span>w  ograniczonym <span class="_ _8"> </span>zakresie  samej </div><div class="t m0 x6 hc y9f0 ff1 fs3 fc0 sc0 ls0 ws0">organizacji.  </div><div class="t m0 x6 hc y9f1 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>TOYA <span class="_ _7"> </span>w <span class="_ _7"> </span>ra<span class="_ _2"></span>mach <span class="_ _7"></span>analizy<span class="_ _2"></span> <span class="_ _7"></span>podwójnej <span class="_ _7"></span>istotnoś<span class="_ _2"></span>ci <span class="_ _7"></span>przeprowadziła <span class="_ _7"> </span>dialog <span class="_ _7"> </span>z <span class="_ _13"> </span>interesarius<span class="_ _2"></span>zami, <span class="_ _7"></span>w <span class="_ _7"></span>celu <span class="_ _7"></span>określenia <span class="_ _7"></span>je<span class="_ _2"></span>j </div><div class="t m0 x6 hc y9f2 ff4 fs3 fc0 sc0 ls0 ws0">istotnych <span class="_ _4"></span>wpływów, <span class="_ _4"></span>w <span class="_ _e"></span>tym <span class="_ _4"></span>także <span class="_ _4"></span>tych <span class="_ _4"></span>dotyczących <span class="_ _4"></span>gospodarki <span class="_ _4"></span>o <span class="_ _4"></span>obiegu <span class="_ _4"></span>zamkniętym. <span class="_ _4"></span>Nie <span class="_ _e"></span>przepro<span class="_ _2"></span>wadzono <span class="_ _4"></span>osobnych </div><div class="t m0 x6 hc y9f3 ff1 fs3 fc0 sc0 ls0 ws0">konsultacji z interesariuszami w za<span class="ff4">kresie wykorzy<span class="_ _2"></span>stywania zasobów i gospodarki o obiegu zamkniętym. Zdiagnozowan<span class="_ _2"></span>e </span></div><div class="t m0 x6 hc y9f4 ff4 fs3 fc0 sc0 ls0 ws0">wpływy związane <span class="_ _9"></span>z gospodarką <span class="_ _9"></span>o obiegu <span class="_ _9"></span>za<span class="_ _2"></span>mkniętym <span class="_ _0"></span>i <span class="_ _0"></span>odpadami <span class="_ _9"></span>doty<span class="_ _2"></span>czą <span class="_ _0"></span>pośrednio <span class="_ _0"></span>górnego <span class="_ _0"></span>i <span class="_ _0"></span>dolnego zakresu <span class="_ _9"></span>łańcu<span class="_ _2"></span>cha </div><div class="t m0 x6 hc y232 ff4 fs3 fc0 sc0 ls0 ws0">wartości  oraz <span class="_ _8"> </span>bezpoś<span class="_ _2"></span>rednio <span class="_ _8"> </span>organizacji,  czyli  czterech <span class="_ _8"> </span>spół<span class="_ _2"></span>ek <span class="_ _8"> </span>tw<span class="_ _2"></span>orzący<span class="_ _2"></span>ch  G<span class="_ _0"></span>rupę  Kapitałową  TOY<span class="_ _0"></span>A.  Spółki  z <span class="_ _8"> </span>Grupy </div><div class="t m0 x6 hc y233 ff4 fs3 fc0 sc0 ls0 ws0">prowadzą  monitoring <span class="_ _8"> </span>generowan<span class="_ _2"></span>ych <span class="_ _8"> </span>przez  siebie <span class="_ _13"> </span>od<span class="_ _2"></span>padów, <span class="_ _8"> </span>w  tym <span class="_ _8"> </span>w <span class="_ _8"> </span>podziale  na <span class="_ _8"> </span>kategorie  odpadów. <span class="_ _8"> </span>W  okresie </div><div class="t m0 x6 hc y234 ff4 fs3 fc0 sc0 ls0 ws0">sprawozdawczym <span class="_ _4"></span>nie <span class="_ _e"></span>przepro<span class="_ _2"></span>wadzono <span class="_ _e"></span>s<span class="_ _2"></span>zczegółowej <span class="_ _e"></span>analizy <span class="_ _4"></span>dotyczącej <span class="_ _e"></span>wpły<span class="_ _2"></span>wów <span class="_ _e"></span>i <span class="_ _e"></span>ryzyka <span class="_ _4"></span>związanego <span class="_ _e"></span>z <span class="_ _4"></span>utrzymani<span class="_ _e"></span><span class="ff1">em </span></div><div class="t m0 x6 hc y782 ff4 fs3 fc0 sc0 ls0 ws0">dotychczaso<span class="_ _2"></span>wego <span class="_ _2"></span>scenariu<span class="_ _2"></span>sza <span class="_ _2"></span>po<span class="_ _2"></span>stępowania <span class="_ _e"></span>w <span class="_ _e"></span>kwestii <span class="_ _e"></span>wprowadzanych <span class="_ _e"></span>za<span class="_ _2"></span>sobów, <span class="_ _2"></span>w <span class="_ _e"></span>tym <span class="_ _e"></span>wykorzy<span class="_ _2"></span>stania <span class="_ _e"></span>zasobów <span class="_ _e"></span>oraz </div><div class="t m0 x6 hc y9f5 ff4 fs3 fc0 sc0 ls0 ws0">odpadów. W <span class="_ _9"></span>ramach analizy <span class="_ _9"></span>podwójnej istotności <span class="_ _9"></span>Grup<span class="_ _2"></span>a <span class="_ _0"></span>TOYA <span class="_ _9"></span>nie zidentyfikowała <span class="_ _0"></span>istotnych ryzyk <span class="_ _9"></span>i <span class="_ _0"></span>szans <span class="_ _0"></span>dla <span class="_ _0"></span>siebie, <span class="_ _0"></span>jako </div><div class="t m0 x6 hc y9f6 ff4 fs3 fc0 sc0 ls0 ws0">dystrybutora,<span class="_ _2"></span> <span class="_ _e"></span>związanych <span class="_ _4"></span>z <span class="_ _4"></span>wykorzystanie <span class="_ _e"></span>zasobó<span class="_ _2"></span>w <span class="_ _e"></span>i <span class="_ _e"></span>gospodarki <span class="_ _4"></span>obiegu <span class="_ _e"></span>zamkniętego <span class="_ _4"></span>ani <span class="_ _e"></span>z <span class="_ _4"></span>przejściem <span class="_ _e"></span>na <span class="_ _4"></span>gospodarkę<span class="_ _2"></span> </div><div class="t m0 x6 hc y9f7 ff4 fs3 fc0 sc0 ls0 ws0">obiegu zamkniętego. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9f8 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>2024 roku<span class="_ _2"></span> w <span class="_ _2"></span>Grupie <span class="_ _2"></span>TOYA <span class="_ _2"></span>nie ob<span class="_ _2"></span>owiązywały <span class="_ _2"></span>wewnętrzne <span class="_ _2"></span>regulacje do<span class="_ _2"></span>tyczące kwestii <span class="_ _e"></span>związanych <span class="_ _2"></span>z <span class="_ _2"></span>wykorzystaniem </div><div class="t m0 x6 hc y9f9 ff4 fs3 fc0 sc0 ls0 ws0">zasobów <span class="_ _0"></span>ani <span class="_ _0"></span>gospodarką <span class="_ _0"></span>odpadami. <span class="_ _9"></span>W <span class="_ _0"></span>ocenie <span class="_ _0"></span>Grupy, <span class="_ _0"></span>we <span class="_ _9"></span>wcz<span class="_ _2"></span>eśniejszych <span class="_ _0"></span>latach <span class="_ _0"></span>nie <span class="_ _9"></span>zachod<span class="_ _2"></span>ziła <span class="_ _0"></span>potrzeba <span class="_ _9"></span>p<span class="_ _2"></span>rzyjęcia <span class="_ _9"></span>ta<span class="_ _2"></span>kiego </div><div class="t m0 x6 hc y60 ff4 fs3 fc0 sc0 ls0 ws0">dokumentu, <span class="_ _21"> </span>co <span class="_ _21"> </span>był<span class="_ _2"></span>o <span class="_ _21"> </span>zgodne <span class="_ _21"> </span>z <span class="_ _21"> </span>ów<span class="_ _2"></span>czesnymi <span class="_ _21"> </span>prioryteta<span class="_ _2"></span>mi. <span class="_ _1c"> </span> <span class="_ _21"> </span>J<span class="_ _2"></span>ednocześnie <span class="_ _21"> </span>Grupa <span class="_ _1f"> </span>TOYA <span class="_ _21"> </span>rozpoczęła <span class="_ _21"> </span>prac<span class="_ _2"></span>e <span class="_ _1c"> </span>n<span class="_ _2"></span>ad </div><div class="t m0 x6 hc y26d ff4 fs3 fc0 sc0 ls0 ws0">przygotowaniem <span class="_ _14"> </span>polityki <span class="_ _14"> </span>dotyczącej <span class="_ _14"> </span>gospodarki <span class="_ _14"> </span>obiegu <span class="_ _14"> </span>zamkniętego. <span class="_ _14"> </span>Polegają <span class="_ _19"> </span>on<span class="_ _2"></span>e <span class="_ _14"> </span>na <span class="_ _19"> </span>analizie <span class="_ _14"> </span>struktury<span class="_ _2"></span> <span class="_ _19"> </span>Grupy </div><div class="t m0 x6 hc y9fa ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej TOYA <span class="_ _2"></span>pod <span class="_ _2"></span>kątem poszczególnych <span class="_ _2"></span>działań i s<span class="_ _2"></span>ą powiązane z <span class="_ _2"></span>ewidencjonowa<span class="_ _2"></span><span class="ff1">niem <span class="_ _2"></span>informacji wymagan<span class="_ _2"></span>ych do </span></div><div class="t m0 x6 hc y241 ff4 fs3 fc0 sc0 ls0 ws0">obliczenia <span class="_ _2"></span>Zakresu <span class="_ _2"></span>3 <span class="_ _2"></span>śladu <span class="_ _2"></span>węglowego.  <span class="_ _2"></span>Celem <span class="_ _2"></span>polityki <span class="_ _2"></span>będzie <span class="_ _2"></span>optymalizacja <span class="_ _2"></span>wykorzys<span class="_ _2"></span>tania zas<span class="_ _2"></span>obów <span class="_ _2"></span>w całym <span class="_ _2"></span>łańcuchu </div><div class="t m0 x6 hc y9a4 ff4 fs3 fc0 sc0 ls0 ws0">wartości, <span class="_ _e"></span>w <span class="_ _2"></span>tym <span class="_ _e"></span>zarządzanie <span class="_ _2"></span>negatywnym <span class="_ _e"></span>wpływem <span class="_ _2"></span>dział<span class="_ _2"></span>alności <span class="_ _2"></span>organ<span class="_ _2"></span>izacji <span class="_ _2"></span>na <span class="_ _e"></span>środowisko <span class="_ _2"></span>o<span class="_ _2"></span>raz <span class="_ _2"></span>wspieranie <span class="_ _2"></span>d<span class="_ _2"></span>ziałań <span class="_ _2"></span>na<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y64f ff4 fs3 fc0 sc0 ls0 ws0">rzecz <span class="_ _15"> </span>gospodarki <span class="_ _15"> </span>obiegu <span class="_ _15"> </span>zamkniętego <span class="_ _15"> </span>poprzez <span class="_ _15"> </span>maksymalizację <span class="_ _15"> </span>efektywności <span class="_ _15"> </span>wykorzysta<span class="_ _2"></span>nia <span class="_ _15"> </span>produktów <span class="_ _15"> </span>oraz </div><div class="t m0 x6 hc y9fb ff4 fs3 fc0 sc0 ls0 ws0">minimalizację <span class="_ _13"> </span>odp<span class="_ _2"></span>adów. <span class="_ _13"> </span>Nadzór <span class="_ _8"> </span>nad <span class="_ _13"> </span>wdrożeniem <span class="_ _8"> </span>zapisów <span class="_ _13"> </span>p<span class="_ _2"></span>olityki <span class="_ _13"> </span>będzie <span class="_ _8"> </span>sprawował <span class="_ _13"> </span>Zarząd <span class="_ _8"> </span>jednostki <span class="_ _13"> </span>d<span class="_ _2"></span>ominującej </div><div class="t m0 x6 hc y9fc ff1 fs3 fc0 sc0 ls0 ws0">Grupy TOYA. </div><div class="t m0 x6 hc y9fd ff4 fs3 fc0 sc0 ls0 ws0">W 2024 roku w <span class="_ _0"></span>Grupie TOYA nie podejmowano działań związanych z gospodarką o obiegu zamkniętym <span class="_ _0"></span>z powodu braku </div><div class="t m0 x6 hc y3ee ff4 fs3 fc0 sc0 ls0 ws0">obowiązywania  w<span class="_ _2"></span>ewnętrznych  regulacji <span class="_ _1b"> </span>w  tym <span class="_ _1b"> </span>zakresie.  Wra<span class="_ _2"></span>z  z  opracowanie<span class="_ _2"></span>m  i  wdrożen<span class="_ _2"></span>iem  polityki  doty<span class="_ _2"></span>czącej </div><div class="t m0 x6 hc y98d ff4 fs3 fc0 sc0 ls0 ws0">gospodarki obiegu zamkniętego będą <span class="_ _0"></span>prowadzo<span class="_ _2"></span>ne w <span class="_ _0"></span>przyszłości działania, których celem <span class="_ _0"></span>będzie realizacja postanowień </div><div class="t m0 x6 hc y9fe ff4 fs3 fc0 sc0 ls0 ws0">wynikających z t<span class="_ _2"></span>akiej polityki. <span class="ff1"> </span></div><div class="t m0 x6 hc y9ff ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>okresie <span class="_ _2"></span>sprawozd<span class="_ _2"></span>awczym <span class="_ _2"></span>w <span class="_ _2"></span>Grupie <span class="_ _2"></span>TOYA <span class="_ _2"></span>nie <span class="_ _2"></span>obo<span class="_ _2"></span>wiązywały <span class="_ _2"></span>cele <span class="_ _2"></span>związane <span class="_ _2"></span>z <span class="_ _e"></span>wykorzystan<span class="_ _2"></span>iem za<span class="_ _2"></span>sobów <span class="_ _2"></span>i <span class="_ _2"></span>gospodarką </div><div class="t m0 x6 hc ya00 ff4 fs3 fc0 sc0 ls0 ws0">obiegu <span class="_ _8"> </span>zamkniętego <span class="_ _8"> </span>–cel<span class="_ _2"></span>e <span class="_ _13"> </span>takie <span class="_ _8"> </span>będą  m<span class="_ _0"></span>ożliwe <span class="_ _13"> </span>do<span class="_ _2"></span> <span class="_ _13"> </span>wyznac<span class="_ _2"></span>zenia <span class="_ _8"> </span>po <span class="_ _8"> </span>przyjęciu  polityki <span class="_ _13"> </span>dotyczącej <span class="_ _8"> </span>gospodarki  obiegu<span class="_ _0"></span> </div><div class="t m0 x6 hc ya01 ff4 fs3 fc0 sc0 ls0 ws0">zamkniętego. Obecnie s<span class="_ _2"></span>półki w Grupie T<span class="_ _2"></span>OYA prowadzą ewi<span class="_ _2"></span>dencje dotyczące odpad<span class="_ _2"></span>ów.<span class="ff1"> </span></div><div class="t m0 x6 hc ya02 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y88d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya03 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w0 h0" ><div class="pc pc53 w0 h0"><img class="bi x2 ya04 w3 h104" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">83<span class="ls0"> </span></div><div class="t m0 x34 h63 y4a3 ff2 fs4 fc0 sc0 ls0 ws0">7.3.1.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Zasoby wprowadzane przez Grupę Kapitałową T<span class="_ _0"></span>OYA<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y721 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya05 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ya06 w12d h39"><div class="t m0 x17 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Wykorzystanie <span class="_ _0"></span>materiałów opak<span class="_ _0"></span>owaniowych (w k<span class="_ _0"></span>g) w magazynach<span class="ff2"> </span></div></div><div class="c x162 ya06 w12e h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x6 ya07 w12d h55"><div class="t m0 x17 hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Materiały nieo<span class="_ _0"></span>dnawialne z twor<span class="_ _0"></span>zyw<span class="ff2"> </span></div></div><div class="c x162 ya07 w12e h55"><div class="t m0 x166 hf y1a7 ff2 fs7 fc0 sc0 lse ws0">64<span class="ls0"> 293,52<span class="ff1"> </span></span></div></div><div class="c x6 ya08 w12d h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Folia str<span class="_ _0"></span>ech </div></div><div class="c x162 ya08 w12e h39"><div class="t m0 x166 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">47 709,70 </div></div><div class="c x6 y9ed w12d h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Folia bąbel<span class="_ _0"></span>kowa<span class="ff1"> </span></div></div><div class="c x162 y9ed w12e h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">2 130,16 </div></div><div class="c x6 y9d0 w12d h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Arkusze fol<span class="_ _0"></span>iowe </div></div><div class="c x162 y9d0 w12e h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">4 225,86 </div></div><div class="c x6 ya09 w12d h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Taśmy<span class="ff1"> </span></div></div><div class="c x162 ya09 w12e h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">6 413,22 </div></div><div class="c x6 ya0a w12d h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Foliopak  </div></div><div class="c x162 ya0a w12e h55"><div class="t m0 x7f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">3 814,58 </div></div><div class="c x6 ya0b w12d h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Materiały odnawi<span class="_ _0"></span>alne z drewna lub <span class="_ _0"></span>papieru<span class="ff2"> </span></div></div><div class="c x162 ya0b w12e h39"><div class="t m0 x167 hf y89 ff2 fs7 fc0 sc0 ls0 ws0"> <span class="lse">556</span> 576,00 </div></div><div class="c x6 ya0c w12d h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Palety </div></div><div class="c x162 ya0c w12e h55"><div class="t m0 x60 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">506<span class="ls0"> 496,00 </span></div></div><div class="c x6 ya0d w12d h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Kartony </div></div><div class="c x162 ya0d w12e h39"><div class="t m0 x168 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="lse">33</span> 582,79 </div></div><div class="c x6 ya0e w12d h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Kątowniki <span class="ff1"> </span></div></div><div class="c x162 ya0e w12e h55"><div class="t m0 x7f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">8 133,09 </div></div><div class="c x6 ya0f w12d h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Etykiet<span class="_ _0"></span>y  </div></div><div class="c x162 ya0f w12e h39"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 lse ws0">2 <span class="ls0">897,65 </span></div></div><div class="c x6 y5ee w12d h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Opakowania <span class="_ _0"></span>zamienne </div></div><div class="c x162 y5ee w12e h55"><div class="t m0 x7f h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">1 059,34 </div></div><div class="c x6 ya10 w12d hf5"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Koperty p<span class="_ _0"></span>apierowe </div></div><div class="c x162 ya10 w12e hf5"><div class="t m0 x7f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">4 406,80 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y403 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 ya11 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ydd w12f h105"><div class="t m0 x17 hf y871 ff3 fs7 fc3 sc0 ls0 ws0">Masa opakowań <span class="_ _0"></span>wprowadzanych na<span class="_ _0"></span> rynek <span class="ff2">- </span>bez uwzglę<span class="_ _0"></span>dnienia opakowa<span class="_ _0"></span>ń w magazynach (<span class="_ _0"></span>w kg)<span class="ff2"> </span></div></div><div class="c x6 ya12 w130 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Opakowania <span class="_ _0"></span>z tworzyw sztucznych<span class="_ _0"></span> </div></div><div class="c x169 ya12 w131 h39"><div class="t m0 xc3 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> <span class="lse">411</span> 208,00 </div></div><div class="c x6 y166 w130 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Opakowania <span class="_ _0"></span>z papieru i tek<span class="_ _0"></span>tury </div></div><div class="c x169 y166 w131 h55"><div class="t m0 x16a h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0"> 2 <span class="lse">129</span> 470,00 </div></div><div class="c x6 y865 w130 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Opakowania <span class="_ _0"></span>z drewna </div></div><div class="c x169 y865 w131 h39"><div class="t m0 x34 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">148 253,00 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 ya13 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y5f3 w12f h106"><div class="t m0 x16b hf y56d ff3 fs7 fc3 sc0 ls0 ws0">Masa sprzętu, pr<span class="_ _0"></span>oduktów i bateri<span class="_ _0"></span>i wprowadzanych na r<span class="_ _0"></span>ynek (w kg)<span class="ff2"> </span></div></div><div class="c x6 y18c w12f h5d"><div class="t m0 x16c h11 y541 ff4 fs7 fc3 sc0 ls0 ws0">Sprzęt elek<span class="_ _0"></span>tryczny i elekt<span class="_ _0"></span>roniczny <span class="ff1"> </span></div></div><div class="c x6 y105 w42 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Sprzęt działający na <span class="_ _0"></span>zasadzie wymian<span class="_ _0"></span>y temperat<span class="_ _0"></span>ury B2B<span class="ff1"> </span></div></div><div class="c x49 y105 w132 h39"><div class="t m0 xe8 hf y89 ff2 fs7 fc0 sc0 ls0 ws0">553 093 </div></div><div class="c x6 y741 w42 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">Lampy B2C </div></div><div class="c x49 y741 w132 h55"><div class="t m0 x151 hf y1a7 ff2 fs7 fc0 sc0 ls0 ws0">32 019 </div></div><div class="c x6 y5e4 w42 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Sprzęt wielko<span class="_ _0"></span>gabarytowy, kt<span class="_ _0"></span>órego którykol<span class="_ _0"></span>wiek z zewnętrznych wymiar<span class="_ _0"></span>ów </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">przekracza 50 cm B2C<span class="_ _0"></span> </div></div><div class="c x49 y5e4 w132 hb4"><div class="t m0 xe8 hf y539 ff2 fs7 fc0 sc0 ls0 ws0">860 075 </div></div><div class="c x6 ya14 w42 hc0"><div class="t m0 x17 h11 ya15 ff4 fs7 fc0 sc0 ls0 ws0">Sprzęt wielk<span class="_ _0"></span>ogabarytowy, k<span class="_ _0"></span>tórego któryko<span class="_ _0"></span>lwiek z zewnętrznych wy<span class="_ _0"></span>miarów </div><div class="t m0 x17 h11 ya16 ff1 fs7 fc0 sc0 ls0 ws0">przekracza 50 cm B2B<span class="_ _0"></span> </div></div><div class="c x49 ya14 w132 hc0"><div class="t m0 xe8 hf ya15 ff2 fs7 fc0 sc0 ls0 ws0">155 265 </div></div><div class="c x6 ya17 w42 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Sprzęt małogabary<span class="_ _0"></span>towy, któr<span class="_ _0"></span>ego żaden z zewnętrznych wymiaró<span class="_ _0"></span>w nie przek<span class="_ _0"></span>racza </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">50 cm B2C </div></div><div class="c x49 ya17 w132 hb4"><div class="t m0 x16d hf y539 ff2 fs7 fc0 sc0 ls0 ws0">2 369 385 </div></div><div class="c x6 y64 w42 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Sprzęt małogabary<span class="_ _0"></span>towy, któr<span class="_ _0"></span>ego żaden z zewnętrznych <span class="_ _0"></span>wymiarów nie pr<span class="_ _0"></span>zekracza </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">50 cm B2B </div></div><div class="c x49 y64 w132 hb4"><div class="t m0 x151 hf y539 ff2 fs7 fc0 sc0 ls0 ws0">32 963 </div></div><div class="c x6 y8ef w12f h107"><div class="t m0 x16e h11 y298 ff1 fs7 fc3 sc0 ls0 ws0">Produkty wp<span class="_ _0"></span>rowadzane na ry<span class="_ _0"></span>nek </div></div><div class="c x6 ya18 w42 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">Oleje smaro<span class="_ _0"></span>we </div></div><div class="c x49 ya18 w132 h39"><div class="t m0 x151 hf y89 ff1 fs7 fc0 sc0 ls0 ws0">10 007<span class="ff2"> </span></div></div><div class="c x6 ya19 w42 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc0 sc0 ls0 ws0">Nowe opony<span class="_ _0"></span> pneumatyczne z gumy<span class="_ _0"></span>, w rodzaju st<span class="_ _0"></span>osowanych w <span class="ff4">urządzenia<span class="_ _0"></span>ch i </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">maszynach rolni<span class="_ _0"></span>czych oraz pozost<span class="_ _0"></span>ałe nowe opony<span class="_ _0"></span> pneumatyczne z gumy<span class="ff1"> </span></div></div><div class="c x49 ya19 w132 h7c"><div class="t m0 x151 hf y87 ff1 fs7 fc0 sc0 ls0 ws0">12 125<span class="ff2"> </span></div></div><div class="c x6 y365 w12f h39"><div class="t m0 x55 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">Masa bater<span class="_ _0"></span>ii wprowadzonych na r<span class="_ _0"></span>ynek </div></div><div class="c x6 ya1a w42 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne bate<span class="_ _0"></span>rie alkali<span class="_ _0"></span>czne (cynkowo<span class="ff1">-manganowe) (LR) </span></div></div><div class="c x49 ya1a w132 h55"><div class="t m0 x148 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">1 683,07  </div></div><div class="c x6 ya1b w42 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne bate<span class="_ _0"></span>rie cynkowo<span class="ff1">-</span>węglowe<span class="_ _0"></span> (R)<span class="ff1"> </span></div></div><div class="c x49 ya1b w132 h39"><div class="t m0 x148 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">2 859,50  </div></div><div class="c x6 y95 w42 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne bate<span class="_ _0"></span>rie guzikowe: l<span class="_ _0"></span>itowe, srebro<span class="_ _0"></span>we (nie zawierające<span class="_ _0"></span> rtęci)<span class="ff1"> </span></div></div><div class="c x49 y95 w132 h55"><div class="t m0 x151 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">397,20 </div></div><div class="c x6 yc6 w42 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne akumul<span class="_ _0"></span>atory li<span class="_ _0"></span>towo<span class="ff1">-jonowe (Li - Ion) </span></div></div><div class="c x49 yc6 w132 h39"><div class="t m0 x12c h11 y89 ff1 fs7 fc0 sc0 lse ws0">127<span class="ls0"> 612,66 </span></div></div><div class="c x6 y4c1 w42 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne akumul<span class="_ _0"></span>atory li<span class="_ _0"></span>towo<span class="ff1">-polimerowe (Li - Po) </span></div></div><div class="c x49 y4c1 w132 h55"><div class="t m0 x151 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">226,26 </div></div><div class="c x6 ya1c w42 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne bate<span class="_ _0"></span>rie tlenko<span class="_ _0"></span>wo<span class="ff1">-srebrowe (Ag2O) </span></div></div><div class="c x49 ya1c w132 h39"><div class="t m0 x16f h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">53,10 </div></div><div class="c x6 y153 w42 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Przenośne bate<span class="_ _0"></span>rie niklowo<span class="ff1">-wodor<span class="_ _0"></span>kowe (NiMH) </span></div></div><div class="c x49 y153 w132 h55"><div class="t m0 x151 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">183,15 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 ya1d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2e3 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ya1e w133 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x170 ya1e w134 h39"><div class="t m0 x17 h11 y89 ff1 fs7 fc3 sc0 ls0 ws0">Masa (w kg) </div></div><div class="c x171 ya1e w134 h39"><div class="t m0 x17 h11 y89 ff4 fs7 fc3 sc0 ls0 ws0">Udział we wszyst<span class="_ _0"></span>kich opak<span class="_ _0"></span>owaniach<span class="ff1"> </span></div></div><div class="c x6 ya1f w133 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Materiały <span class="_ _27"> </span>bi<span class="_ _2"></span>ologiczne <span class="_ _27"> </span>wykorzystywane <span class="_ _40"> </span>do </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">świadczenia us<span class="_ _0"></span>ług <span class="ff1"> </span></div></div><div class="c x170 ya1f w134 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">2 <span class="lse">497</span> <span class="lse">560</span> </div></div><div class="c x171 ya1f w134 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">87%<span class="ls0"> </span></div></div><div class="c x6 y11d w133 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Ponownie  użyte  lub  pocho<span class="_ _0"></span>dzących  z <span class="_ _8"> </span>recyklingu </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">komponenty<span class="_ _0"></span>, produkty i mat<span class="_ _0"></span>eriały <span class="ff1"> </span></div></div><div class="c x170 y11d w135 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Organizacja nie<span class="_ _0"></span> posiada inf<span class="_ _0"></span>ormacji o materiałach poc<span class="_ _0"></span>hodzących z recy<span class="_ _0"></span>klingu<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y900 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w0 h0" ><div class="pc pc54 w0 h0"><img class="bi x2 y7e7 w3 hc5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">84<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Dane <span class="_ _7"></span>dotyczące <span class="_ _7"> </span>wprowadzan<span class="_ _2"></span>ych <span class="_ _7"></span>zasobów <span class="_ _7"> </span>poch<span class="_ _2"></span>odzą <span class="_ _7"></span>z <span class="_ _4"></span>wewnętrznych<span class="_ _2"></span> <span class="_ _7"></span>systemów <span class="_ _7"></span>informatycznych <span class="_ _7"> </span>w <span class="_ _7"> </span>sp<span class="_ _2"></span>ółkach <span class="_ _7"></span>Grupy </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _e"></span>TOYA. <span class="_ _e"></span>Dane <span class="_ _e"></span>te <span class="_ _e"></span>są <span class="_ _e"></span>s<span class="_ _2"></span>pójne <span class="_ _e"></span>z <span class="_ _e"></span>informacjami <span class="_ _e"></span>zgłaszany<span class="_ _2"></span>mi <span class="_ _2"></span>w <span class="_ _e"></span>ramach <span class="_ _e"></span>obowiązkó<span class="_ _2"></span>w <span class="_ _e"></span>wynikający<span class="_ _2"></span>ch <span class="_ _e"></span>z <span class="_ _e"></span>rozszerzonej<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">odpowiedzialności p<span class="_ _2"></span>roducenta.<span class="ff1"> </span></div><div class="t m0 x34 h63 ya20 ff2 fs4 fc0 sc0 ls0 ws0">7.3.2.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Odpady generowane przez Grupę Kapitałową TOYA</span></span> </div><div class="t m0 x6 h6 ya21 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya22 ff4 fs3 fc0 sc0 ls0 ws0">Wraz <span class="_ _e"></span>z <span class="_ _4"></span>opracowaniem <span class="_ _e"></span>polityk<span class="_ _2"></span>i <span class="_ _e"></span>doty<span class="_ _2"></span>czącej <span class="_ _e"></span>gospodarki <span class="_ _4"></span>obiegu <span class="_ _e"></span>zamkn<span class="_ _2"></span>iętego <span class="_ _e"></span>Grupa <span class="_ _4"></span>TOYA <span class="_ _e"></span>d<span class="_ _2"></span>ostosuje <span class="_ _4"></span>swoje <span class="_ _e"></span>podejście <span class="_ _4"></span>do </div><div class="t m0 x6 hc ya23 ff4 fs3 fc0 sc0 ls0 ws0">hierarchii <span class="_ _2"></span>postępowania <span class="_ _2"></span>z <span class="_ _2"></span>odpadami <span class="_ _2"></span>w Unii <span class="_ _2"></span>Euro<span class="_ _2"></span>pejskiej. <span class="_ _2"></span>Hierarchia zakł<span class="_ _2"></span>ada pierwszeńs<span class="_ _2"></span>two za<span class="_ _2"></span>pobiegania <span class="_ _2"></span>wytwarzania </div><div class="t m0 x6 hc ya24 ff4 fs3 fc0 sc0 ls0 ws0">odpadów <span class="_ _2"></span>oraz przy<span class="_ _2"></span>gotowanie do <span class="_ _2"></span>po<span class="_ _2"></span>nownego uży<span class="_ _2"></span>cia przed <span class="_ _2"></span>recyklingiem, inny<span class="_ _2"></span>mi formami <span class="_ _2"></span>wykorzystania <span class="_ _2"></span>odpadów o<span class="_ _2"></span>raz </div><div class="t m0 x6 hc ya25 ff4 fs3 fc0 sc0 ls0 ws0">ich utylizacją. <span class="ff1"> </span></div><div class="t m0 x6 hc ya26 ff4 fs3 fc0 sc0 ls0 ws0">Spółki <span class="_ _7"></span>Grupy <span class="_ _7"> </span>Kapita<span class="_ _2"></span>łowej <span class="_ _7"></span>TOYA <span class="_ _7"></span>nie <span class="_ _7"></span>prowadzą <span class="_ _7"></span>profesjonalnej <span class="_ _7"></span>działaln<span class="_ _2"></span>ości <span class="_ _7"></span>w <span class="_ _4"></span>za<span class="_ _2"></span>kresie <span class="_ _7"></span>odpadów <span class="_ _7"></span>i <span class="_ _7"></span>nie <span class="_ _7"></span>wyznaczyły <span class="_ _7"></span>celu </div><div class="t m0 x6 hc ya27 ff4 fs3 fc0 sc0 ls0 ws0">dotyczącego <span class="_ _14"> </span>odpadów. <span class="_ _14"> </span>Spółka <span class="_ _19"> </span>TOYA <span class="_ _14"> </span>S.A. <span class="_ _19"> </span>ma <span class="_ _14"> </span>status <span class="_ _14"> </span>wytwórcy <span class="_ _19"> </span>od<span class="_ _2"></span>padów <span class="_ _14"> </span>oraz <span class="_ _19"> </span>prowadzi <span class="_ _14"> </span>działalność <span class="_ _14"> </span>w <span class="_ _19"> </span>zakr<span class="_ _2"></span>esie </div><div class="t m0 x6 hc ya28 ff4 fs3 fc0 sc0 ls0 ws0">nieprofesjonalnej zbiórk<span class="_ _2"></span>i odpadów. Odpad<span class="_ _2"></span>y są przekazywane p<span class="_ _2"></span>odmiotom<span class="_ _2"></span><span class="ff1"> </span>zajmującym si<span class="_ _2"></span>ę gospodarką o<span class="_ _2"></span>dpadami.<span class="ff1"> </span></div><div class="t m0 x6 hc y862 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _4"></span>Kap<span class="_ _2"></span>itałowa <span class="_ _4"></span>TOYA <span class="_ _7"></span>raportuje <span class="_ _7"></span>odpady <span class="_ _4"></span>związa<span class="_ _2"></span>ne <span class="_ _4"></span>z <span class="_ _7"></span>istotnymi <span class="_ _4"></span>wpływami <span class="_ _7"></span>wynikającymi <span class="_ _4"></span>z <span class="_ _7"></span>jej <span class="_ _4"></span>dział<span class="_ _2"></span>alności <span class="_ _4"></span>i <span class="_ _7"></span>operacji. </div><div class="t m0 x6 hc y863 ff4 fs3 fc0 sc0 ls0 ws0">Całkowita ilość wytworzon<span class="_ _2"></span>ych odpadów p<span class="_ _2"></span>ochodzących z własny<span class="_ _2"></span>ch operacji w 2024 roku wynios<span class="_ _2"></span>ła 245,2086 Mg.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y290 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ya29 w136 h39"><div class="t m0 x17 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Ilość odpadów, w pr<span class="_ _0"></span>zypadku któr<span class="_ _0"></span>ych uniknięto uni<span class="_ _0"></span>eszkodliwiania <span class="_ _0"></span>w Mg:<span class="ff2"> </span></div></div><div class="c x6 ya2a w137 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x11f ya2a w138 hb4"><div class="t m0 x10d hf y539 ff2 fs7 fc3 sc0 ls0 ws0">Przygotowanie do </div><div class="t m0 x81 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">ponownego użycia<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x172 ya2a w139 hb4"><div class="t m0 xc0 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">Recykling </div></div><div class="c x157 ya2a w13a hb4"><div class="t m0 x26 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">Inne procesy odzy<span class="_ _0"></span>sku </div></div><div class="c x173 ya2a w13b hb4"><div class="t m0 x16 hf y539 ff3 fs7 fc3 sc0 ls0 ws0">Łączna ilość odpadów<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6 y62a w137 h55"><div class="t m0 x17 hf y1a7 ff2 fs7 fc0 sc0 ls0 ws0">Odpady niebezpi<span class="_ _0"></span>eczne </div></div><div class="c x11f y62a w138 h55"><div class="t m0 xc5 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 y62a w139 h55"><div class="t m0 x14b h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">1,6876 </div></div><div class="c x157 y62a w13a h55"><div class="t m0 x86 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x173 y62a w13b h55"><div class="t m0 xaa h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">1,6876 </div></div><div class="c x6 y9a2 w137 h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Odpady inne niż ni<span class="_ _0"></span>ebezpieczne<span class="ff2"> </span></div></div><div class="c x11f y9a2 w138 h39"><div class="t m0 xc5 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 y9a2 w139 h39"><div class="t m0 x3c h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">185,184 </div></div><div class="c x157 y9a2 w13a h39"><div class="t m0 xb h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">10,352 </div></div><div class="c x173 y9a2 w13b h39"><div class="t m0 x6 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">195,536 </div></div><div class="c x6 y38a w137 h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Łącznie <span class="ff2"> </span></div></div><div class="c x11f y38a w138 h39"><div class="t m0 xc5 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 y38a w139 h39"><div class="t m0 xfd h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">186,8716 </div></div><div class="c x157 y38a w13a h39"><div class="t m0 xb h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">10,352 </div></div><div class="c x173 y38a w13b h39"><div class="t m0 x1d h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">197,2236 </div></div><div class="c x6 ya2b w136 h39"><div class="t m0 x174 hf y89 ff3 fs7 fc3 sc0 ls0 ws0">Ilość odpadów ki<span class="_ _0"></span>erowanych do unie<span class="_ _0"></span>szkodliwieni<span class="_ _0"></span>a w Mg:<span class="ff2"> </span></div></div><div class="c x6 y8d4 w137 h7c"><div class="t m0 x17 h11 y87 ff1 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x11f y8d4 w138 h7c"><div class="t m0 x6 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Spalanie </div></div><div class="c x172 y8d4 w139 h7c"><div class="t m0 xee hf y87 ff3 fs7 fc3 sc0 ls0 ws0">Składowanie<span class="ff2"> </span></div></div><div class="c x157 y8d4 w13a h7c"><div class="t m0 xd4 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Inne procesy </div><div class="t m0 x2f hf y89 ff2 fs7 fc3 sc0 ls0 ws0">unieszkodliwi<span class="_ _0"></span>ania </div></div><div class="c x173 y8d4 w13b h7c"><div class="t m0 x16 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">Łączna ilość odpadów<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6 y6fa w137 h39"><div class="t m0 x17 hf y89 ff2 fs7 fc0 sc0 ls0 ws0">Odpady niebezpi<span class="_ _0"></span>eczne </div></div><div class="c x11f y6fa w138 h39"><div class="t m0 xc5 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 y6fa w139 h39"><div class="t m0 x4a h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x157 y6fa w13a h39"><div class="t m0 x86 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x173 y6fa w13b h39"><div class="t m0 x2c h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 ya2c w137 hc0"><div class="t m0 x17 hf y539 ff3 fs7 fc0 sc0 ls0 ws0">Odpady inne niż ni<span class="_ _0"></span>ebezpieczne<span class="ff2"> </span></div></div><div class="c x11f ya2c w138 hc0"><div class="t m0 xc5 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 ya2c w139 hc0"><div class="t m0 x14b h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">47,985 </div></div><div class="c x157 ya2c w13a hc0"><div class="t m0 x86 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x173 ya2c w13b hc0"><div class="t m0 xaa h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">47,985 </div><div class="t m0 x4c h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y732 w137 h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Łącznie <span class="ff2"> </span></div></div><div class="c x11f y732 w138 h39"><div class="t m0 xc5 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x172 y732 w139 h39"><div class="t m0 x14b h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">47,985 </div></div><div class="c x157 y732 w13a h39"><div class="t m0 x86 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x173 y732 w13b h39"><div class="t m0 xaa h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">47,985 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 ya2d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya2e ff4 fs3 fc0 sc0 ls0 ws0">Całkowita <span class="_ _7"></span>masa <span class="_ _7"> </span>odp<span class="_ _2"></span>adów <span class="_ _7"></span>niepoddanych<span class="_ _2"></span> <span class="_ _7"></span>recyklingowi <span class="_ _7"></span>w <span class="_ _7"></span>ramach <span class="_ _7"></span>Grupy <span class="_ _7"> </span>TOYA <span class="_ _13"> </span>w <span class="_ _7"></span>2024 <span class="_ _7"> </span>roku<span class="_ _2"></span> <span class="_ _7"></span>wyniosła <span class="_ _7"> </span>58,337 <span class="_ _7"> </span>Mg, <span class="_ _7"> </span>co<span class="_ _2"></span> </div><div class="t m0 x6 hc ya2f ff4 fs3 fc0 sc0 ls0 ws0">stanowiło 23,79% wszys<span class="_ _2"></span>tkich wytworzonych o<span class="_ _2"></span>dpadów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya30 ff4 fs3 fc0 sc0 ls0 ws0">Dane <span class="_ _0"></span>o <span class="_ _0"></span>wytworzonych odpadach <span class="_ _0"></span>przez <span class="_ _0"></span>spółkę <span class="_ _0"></span>TOYA <span class="_ _9"></span>S.A. pochodzą z <span class="_ _9"></span>wewnętrznej ew<span class="_ _0"></span>idenc<span class="_ _2"></span>ji <span class="_ _0"></span>oraz <span class="_ _0"></span>z <span class="_ _0"></span>krajowej <span class="_ _0"></span>Bazy <span class="_ _0"></span>Danych </div><div class="t m0 x6 hc y9a6 ff4 fs3 fc0 sc0 ls0 ws0">o Odpadach. W przypadku <span class="_ _0"></span>spółki działającej w Rumunii dane<span class="_ _0"></span> pochodzą z lokalnego odpow<span class="_ _0"></span>iednika takiej bazy. Pozostałe </div><div class="t m0 x6 hc y7e4 ff4 fs3 fc0 sc0 ls0 ws0">spółki z Gru<span class="_ _2"></span>py Kapitałowej TOYA równi<span class="_ _2"></span>eż prowadzą wewnęt<span class="_ _2"></span>rzne ewidencje dotyczą<span class="_ _2"></span>ce generowanych odpad<span class="_ _2"></span>ów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya31 ff4 fs3 fc0 sc0 ls0 ws0">Odpady, <span class="_ _7"></span>które <span class="_ _7"></span>przekazywane <span class="_ _7"></span>są <span class="_ _7"></span>podmiotom <span class="_ _4"></span>zajmującym <span class="_ _7"></span>się <span class="_ _7"></span>gospodarką <span class="_ _7"></span>odpadami <span class="_ _7"></span>pochodzą <span class="_ _7"></span>z <span class="_ _4"></span>bieżącej <span class="_ _7"></span>działalno<span class="_ _2"></span>ści </div><div class="t m0 x6 hc ya32 ff4 fs3 fc0 sc0 ls0 ws0">firmy, <span class="_ _14"> </span>pracy <span class="_ _14"> </span>serwisu <span class="_ _18"> </span>oraz <span class="_ _14"> </span>są <span class="_ _14"> </span>odp<span class="_ _2"></span>adami <span class="_ _14"> </span>przyjmowanymi <span class="_ _14"> </span>od<span class="_ _2"></span> <span class="_ _14"> </span>konsumentów <span class="_ _14"> </span>na <span class="_ _14"> </span>p<span class="_ _2"></span>odstawie <span class="_ _19"> </span>p<span class="_ _2"></span>rzepisów <span class="_ _14"> </span>krajowych </div><div class="t m0 x6 hc ya33 ff4 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _18"> </span>n<span class="_ _2"></span>ieprofesjonalnej <span class="_ _14"> </span>d<span class="_ _2"></span>ziałalności <span class="_ _18"> </span>w <span class="_ _18"> </span>zak<span class="_ _2"></span>resie <span class="_ _18"> </span>odpadó<span class="_ _2"></span>w, <span class="_ _14"> </span>któ<span class="_ _2"></span>re <span class="_ _14"> </span>nie <span class="_ _18"> </span>podlegają <span class="_ _18"> </span>ewidencji. <span class="_ _18"> </span>W <span class="_ _1c"> </span>strumieniu </div><div class="t m0 x6 hc ya34 ff4 fs3 fc0 sc0 ls0 ws0">zewidencjonowanych<span class="_ _2"></span> <span class="_ _2"></span>odpadów <span class="_ _2"></span>przeważają <span class="_ _2"></span>o<span class="_ _2"></span>dpady <span class="_ _2"></span>elektroniczne, <span class="_ _e"></span>powstałe <span class="_ _2"></span>m. <span class="_ _2"></span>in. <span class="_ _2"></span>p<span class="_ _2"></span>odczas <span class="_ _2"></span>pracy <span class="_ _2"></span>serwisu <span class="_ _2"></span>oraz <span class="_ _e"></span>odpady </div><div class="t m0 x6 hc y9a9 ff4 fs3 fc0 sc0 ls0 ws0">pochodzące <span class="_ _2"></span>z działaln<span class="_ _2"></span>ości magazyn<span class="_ _2"></span>ów. Materiały <span class="_ _2"></span>występujące w <span class="_ _2"></span>odpadach <span class="_ _2"></span>to m.in. <span class="_ _2"></span>metale, <span class="_ _e"></span><span class="ff1">tworz<span class="_ _2"></span>ywa sztuczn<span class="_ _2"></span>e, papier </span></div><div class="t m0 x6 hc ya35 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>tektura <span class="_ _2"></span>oraz <span class="_ _2"></span>sp<span class="_ _2"></span>rzęt elektryczn<span class="_ _2"></span>y <span class="_ _2"></span>i <span class="_ _2"></span>elektroniczny <span class="_ _2"></span>zawierający <span class="_ _2"></span>su<span class="_ _2"></span>rowce <span class="_ _2"></span>krytyczne. <span class="_ _2"></span> <span class="_ _2"></span>Organizacja <span class="_ _2"></span>nie <span class="_ _2"></span>wytwarza <span class="_ _e"></span>materiałów </div><div class="t m0 x6 hc ya36 ff4 fs3 fc0 sc0 ls0 ws0">promieniotwórczych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 y91f ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w0 h0" ><div class="pc pc55 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">85<span class="ls0"> </span></div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">7.4.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">ESRS <span class="ff3">S1 <span class="_ _0"></span>WŁASNE ZASOBY PRACOWNICZE<span class="_ _0"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x6 h6 ya37 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya38 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>ramach <span class="_ _4"></span>p<span class="_ _2"></span>rocesu <span class="_ _7"></span>analizy <span class="_ _7"></span>podwójnej <span class="_ _7"></span>istotności <span class="_ _7"></span>zaangaż<span class="_ _2"></span>owano <span class="_ _7"></span>pracowników <span class="_ _7"></span>Grupy <span class="_ _7"></span>Kapitałowej <span class="_ _7"></span>TOYA <span class="_ _7"></span>do <span class="_ _7"></span>oceny <span class="_ _7"></span>jej </div><div class="t m0 x6 hc ya39 ff4 fs3 fc0 sc0 ls0 ws0">wpływu <span class="_ _1b"> </span>na <span class="_ _1b"> </span>s<span class="_ _2"></span>prawy  środ<span class="_ _2"></span>owiskowe,  spo<span class="_ _2"></span>łeczne  (w <span class="_ _1b"> </span>ty<span class="_ _2"></span>m  pracownicze) <span class="_ _1b"> </span>o<span class="_ _2"></span>raz <span class="_ _1b"> </span>ładu <span class="_ _1b"> </span>korp<span class="_ _2"></span>oracyjnego.  Pod<span class="_ _2"></span>noszone <span class="_ _1b"> </span>przez </div><div class="t m0 x6 hc y1d5 ff4 fs3 fc0 sc0 ls0 ws0">pracowników  wpływy  zostały  uznane  za <span class="_ _8"> </span>istotne,<span class="_ _2"></span><span class="ff1">  </span>co  w<span class="_ _0"></span>iąże  się  z <span class="_ _8"> </span>dalszym  zarządzanie<span class="_ _2"></span>m <span class="_ _8"> </span>tymi  wpływami  w  ramach </div><div class="t m0 x6 hc ya3a ff4 fs3 fc0 sc0 ls0 ws0">przyjętego modelu <span class="_ _0"></span>biznesowego. Pracownicy mają <span class="_ _0"></span>również możliwość <span class="_ _0"></span>dzielenia się <span class="_ _0"></span>swoimi wątpliwościami <span class="_ _0"></span>przez kanały </div><div class="t m0 x6 hc ya3b ff4 fs3 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _13"> </span>nieprawidłowoś<span class="_ _2"></span>ci. <span class="_ _7"></span>Organizacja <span class="_ _13"> </span>uwzględnia <span class="_ _13"> </span>interesy<span class="_ _2"></span> <span class="_ _7"></span>pracowników <span class="_ _13"> </span>i <span class="_ _7"> </span>p<span class="_ _2"></span>oszano<span class="_ _e"></span>wanie <span class="_ _7"></span>dla <span class="_ _13"> </span>praw <span class="_ _7"> </span>czło<span class="_ _2"></span>wieka, <span class="_ _7"></span>co<span class="_ _2"></span> </div><div class="t m0 x6 hc y25e ff4 fs3 fc0 sc0 ls0 ws0">zostało <span class="_ _19"> </span>skodyfikowane <span class="_ _19"> </span>w <span class="_ _5"> </span>Kod<span class="_ _2"></span>eksie <span class="_ _5"> </span>Etyki, <span class="_ _19"> </span>Polityce <span class="_ _5"> </span>Praw<span class="_ _2"></span> <span class="_ _5"> </span>Człowieka <span class="_ _19"> </span>oraz <span class="_ _5"> </span>Polity<span class="_ _2"></span>ce <span class="_ _5"> </span>di<span class="_ _2"></span>alogu <span class="_ _5"> </span>z <span class="_ _19"> </span>pracownikami <span class="_ _19"> </span>Grupy </div><div class="t m0 x6 hc y1d9 ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej TOYA. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y802 ff4 fs3 fc0 sc0 ls0 ws0">Zakresem ujawnienia informa<span class="_ _2"></span>cji w niniejszym rozdziale objęte są wszys<span class="_ _2"></span>tkie osoby tworzące własne zasoby pracownicze </div><div class="t m0 x6 hc ya3c ff4 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _19"> </span>Kapita<span class="_ _2"></span>łowej <span class="_ _19"> </span>TOYA, <span class="_ _19"> </span>cz<span class="_ _2"></span>yli <span class="_ _19"> </span>osob<span class="_ _2"></span>y <span class="_ _19"> </span>zatrudnione <span class="_ _14"> </span>na <span class="_ _19"> </span>umowę <span class="_ _19"> </span>o <span class="_ _19"> </span>p<span class="_ _2"></span>racę, <span class="_ _19"> </span>osoby <span class="_ _14"> </span>zatrudnione <span class="_ _19"> </span>na <span class="_ _14"> </span>umowę <span class="_ _5"> </span>zl<span class="_ _2"></span>ecenie <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya3d ff4 fs3 fc0 sc0 ls0 ws0">i pracownicy <span class="_ _2"></span>tymczasowi. <span class="_ _2"></span>Organizacja <span class="_ _2"></span>nie wyszczególnia <span class="_ _2"></span>żadnej <span class="_ _2"></span>grupy w<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>ramach s<span class="_ _2"></span>woich zasob<span class="_ _2"></span>ów pracowniczych, <span class="_ _2"></span>która </div><div class="t m0 x6 hc y186 ff4 fs3 fc0 sc0 ls0 ws0">mogłaby być b<span class="_ _2"></span>ardziej niż pozostałe narażo<span class="_ _2"></span>na na skutki negatywnego wpływu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5f0 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kap<span class="_ _2"></span>itałowa <span class="_ _2"></span>TOYA <span class="_ _e"></span>przeprowadził<span class="_ _2"></span>a <span class="_ _2"></span>proces <span class="_ _e"></span>analizy <span class="_ _e"></span>podwójnej <span class="_ _2"></span>isto<span class="_ _2"></span>tności <span class="_ _2"></span>i <span class="_ _e"></span>zgodnie <span class="_ _2"></span>z <span class="_ _e"></span>jego <span class="_ _2"></span>wynikami <span class="_ _e"></span>ma <span class="_ _2"></span>ona <span class="_ _e"></span>wpływ </div><div class="t m0 x6 hc ya3e ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>swoich pracowników. <span class="_ _9"></span>W kwestii <span class="_ _9"></span>od<span class="_ _2"></span>powiednich <span class="_ _0"></span>płac organizacja <span class="_ _9"></span>wywiera rzeczywisty <span class="_ _0"></span>pozytywny wpływ <span class="_ _9"></span>przez dążenie </div><div class="t m0 x6 hc y7b6 ff1 fs3 fc0 sc0 ls0 ws0">do <span class="_ _18"> </span>za<span class="_ _2"></span>pewnienia <span class="_ _18"> </span>konkurency<span class="_ _2"></span>jnych <span class="_ _1c"> </span><span class="ff4">wynagrodzeń<span class="_ _2"></span> <span class="_ _18"> </span>za <span class="_ _1c"> </span>pracę <span class="_ _18"> </span>zarówno <span class="_ _1c"> </span>dla <span class="_ _18"> </span>nowych, <span class="_ _1c"> </span>jak <span class="_ _1c"> </span>i <span class="_ _18"> </span>obecnych <span class="_ _1c"> </span>pracowników. </span></div><div class="t m0 x6 hc ya3f ff4 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _11"> </span>zidenty<span class="_ _2"></span>fikowano <span class="_ _11"> </span>potencjalnie <span class="_ _11"> </span>negatywny <span class="_ _11"> </span>wpły<span class="_ _2"></span>w <span class="_ _11"> </span>objawiający <span class="_ _11"> </span>się <span class="_ _11"> </span>ewentualnym <span class="_ _11"> </span>zaprzes<span class="_ _2"></span>taniem </div><div class="t m0 x6 hc ya40 ff4 fs3 fc0 sc0 ls0 ws0">zapewniania konku<span class="_ _2"></span>rencyjnych wynagrod<span class="_ _2"></span>zeń dla pracownikó<span class="_ _2"></span>w, co w<span class="_ _2"></span><span class="ff1">y</span>nikał<span class="_ _2"></span>oby ze zbyt d<span class="_ _2"></span>użych presji p<span class="_ _2"></span>łacowej względem </div><div class="t m0 x6 hc ya41 ff4 fs3 fc0 sc0 ls0 ws0">możliwości <span class="_ _7"></span>organizacji <span class="_ _7"></span>i <span class="_ _4"></span>osiągan<span class="_ _2"></span>ej <span class="_ _4"></span>wydaj<span class="_ _2"></span>ności <span class="_ _7"></span>pracy. <span class="_ _4"></span>Z <span class="_ _7"></span>drugiej <span class="_ _7"></span>strony <span class="_ _7"></span>potencjalnie <span class="_ _7"></span>pozytywnym <span class="_ _4"></span>wpły<span class="_ _2"></span>wem <span class="_ _4"></span>jest <span class="_ _7"></span>to, <span class="_ _7"></span>że </div><div class="t m0 x6 hc ya42 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>TOYA <span class="_ _7"></span>może <span class="_ _7"></span>dążyć <span class="_ _7"> </span>do<span class="_ _2"></span> <span class="_ _4"></span>jeszcz<span class="_ _2"></span>e <span class="_ _7"></span>bardziej <span class="_ _7"></span>konkurencyjnych <span class="_ _7"> </span>wyn<span class="_ _2"></span>agrodzeń <span class="_ _7"></span>względem <span class="_ _7"></span>rynku. <span class="_ _7"> </span>Wpływ <span class="_ _7"> </span>ten <span class="_ _7"> </span>może <span class="_ _7"> </span>by<span class="_ _2"></span>ć </div><div class="t m0 x6 hc ya43 ff1 fs3 fc0 sc0 ls0 ws0">systemowy i w<span class="ff4">ynikać z przyjętego modelu biznesowego, w którym organizacja kupuje gotowe produkty i dystrybuuje je </span></div><div class="t m0 x6 hc y611 ff4 fs3 fc0 sc0 ls0 ws0">do swoich klientów ora<span class="_ _2"></span>z użytkowników końcowych. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya44 ff4 fs3 fc0 sc0 ls0 ws0">Powiązany  jest  z  tym <span class="_ _8"> </span>kolejny  wpływ  dotyczący  równości  wynagrodzeń  i  równych  szans  w  prac<span class="_ _0"></span>y.  Organizacja  ma </div><div class="t m0 x6 hc ya45 ff4 fs3 fc0 sc0 ls0 ws0">rzeczywisty  pozytywny <span class="_ _8"> </span>wpływ <span class="_ _8"> </span>przez  dążenie <span class="_ _8"> </span>do  zapewnienia  równych <span class="_ _13"> </span>s<span class="_ _2"></span>zans  zatrudnienia <span class="_ _13"> </span>i  awansu  oraz <span class="_ _13"> </span>równoś<span class="_ _2"></span>ci </div><div class="t m0 x6 hc ya46 ff4 fs3 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _4"></span>za <span class="_ _e"></span>pracę <span class="_ _e"></span>o <span class="_ _4"></span>tej <span class="_ _e"></span>samej <span class="_ _4"></span>wartości. <span class="_ _4"></span>Potwierdzeni<span class="_ _2"></span>em <span class="_ _e"></span>tego <span class="_ _e"></span>s<span class="_ _2"></span>ą <span class="_ _e"></span>dane <span class="_ _4"></span>dotyczące <span class="_ _e"></span>luki <span class="_ _4"></span>płacowej <span class="_ _e"></span>oraz <span class="_ _4"></span>liczby <span class="_ _e"></span>ko<span class="_ _2"></span>biet <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2b0 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _7"> </span>mężczyzn<span class="_ _2"></span> <span class="_ _7"> </span>n<span class="_ _2"></span>a <span class="_ _7"> </span>kierowni<span class="_ _2"></span>czych <span class="_ _13"> </span>stanowiska<span class="_ _2"></span>ch. <span class="_ _7"> </span>W <span class="_ _8"> </span>ramach <span class="_ _13"> </span>analizy <span class="_ _13"> </span>pod<span class="_ _2"></span>wójnej <span class="_ _7"> </span>is<span class="_ _2"></span>totności <span class="_ _13"> </span>określono <span class="_ _13"> </span>również <span class="_ _13"> </span>potencjalny<span class="_ _2"></span> </div><div class="t m0 x6 hc ya47 ff4 fs3 fc0 sc0 ls0 ws0">pozytywny wpł<span class="_ _2"></span>yw polegający na dążeniu d<span class="_ _2"></span>o równości wynagrodzeń za p<span class="_ _2"></span>racę o t<span class="_ _2"></span>akiej samej wartoś<span class="_ _2"></span>ci. <span class="ff1"> </span></div><div class="t m0 x6 hc ya48 ff4 fs3 fc0 sc0 ls0 ws0">Równość szans i <span class="_ _0"></span>wynagrodzeń związana <span class="_ _0"></span>jest z <span class="_ _0"></span>innym zidentyfikowanym <span class="_ _0"></span>wpływem, jaki <span class="_ _0"></span>Grupa Kapitałowa TOYA <span class="_ _0"></span>wywiera </div><div class="t m0 x6 hc y6b6 ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _2"></span>swoich <span class="_ _2"></span>p<span class="_ _2"></span>racowników. <span class="_ _2"></span>Organiza<span class="_ _2"></span>cja <span class="_ _2"></span>oferuje <span class="_ _2"></span>swoim <span class="_ _2"></span>praco<span class="_ _2"></span>wnikom <span class="_ _2"></span>szkolenia <span class="_ _e"></span>i <span class="_ _2"></span>inwestuje <span class="_ _2"></span>w <span class="_ _2"></span>ro<span class="_ _2"></span>zwój <span class="_ _2"></span>kompetencji <span class="_ _2"></span>a <span class="_ _e"></span>także </div><div class="t m0 x6 hc y6b7 ff1 fs3 fc0 sc0 ls0 ws0">zapewnia <span class="_ _1c"> </span>at<span class="_ _2"></span>rakcyjne <span class="_ _1c"> </span>b<span class="_ _2"></span>enefity, <span class="_ _1c"> </span>co <span class="_ _1f"> </span><span class="ff4">zostało <span class="_ _21"> </span>uznane <span class="_ _1c"> </span>za<span class="_ _2"></span> <span class="_ _1c"> </span>rzeczywisty <span class="_ _21"> </span>pozyty<span class="_ _2"></span>wny <span class="_ _1c"> </span>wpływ. <span class="_ _21"> </span>Natomiast <span class="_ _21"> </span>potencjalnym </span></div><div class="t m0 x6 hc y6b8 ff4 fs3 fc0 sc0 ls0 ws0">pozytywnym <span class="_ _13"> </span>wpływem <span class="_ _7"> </span>jest <span class="_ _13"> </span>możliwość <span class="_ _7"> </span>rozwini<span class="_ _2"></span>ęcia <span class="_ _7"></span>sys<span class="_ _2"></span>temu <span class="_ _7"></span>szkoleń <span class="_ _13"> </span>i <span class="_ _7"> </span>zwiększenie <span class="_ _13"> </span>inwestycji <span class="_ _7"> </span>w <span class="_ _13"> </span>kompetencje <span class="_ _13"> </span>swoich </div><div class="t m0 x6 hc y29d ff4 fs3 fc0 sc0 ls0 ws0">pracowników. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y112 ff4 fs3 fc0 sc0 ls0 ws0">Kolejnym <span class="_ _7"></span>rzeczywistym <span class="_ _7"> </span>po<span class="_ _2"></span>zytywnym <span class="_ _7"></span>wpływem <span class="_ _7"></span>jest <span class="_ _7"> </span>to,<span class="_ _2"></span> <span class="_ _7"></span>że <span class="_ _7"></span>Grupa <span class="_ _7"></span>Kapitało<span class="_ _2"></span>wa <span class="_ _7"></span>TOYA, <span class="_ _7"></span>a <span class="_ _7"></span>dokł<span class="_ _2"></span>adniej <span class="_ _7"></span>spółki <span class="_ _7"></span>ją <span class="_ _7"></span>tworzące,<span class="_ _2"></span> </div><div class="t m0 x6 hc y574 ff4 fs3 fc0 sc0 ls0 ws0">przestrzega <span class="_ _7"> </span>ry<span class="_ _2"></span>gorystycznych <span class="_ _7"> </span>s<span class="_ _2"></span>tandardów <span class="_ _13"> </span>bezpieczeństwa <span class="_ _7"> </span>i <span class="_ _13"> </span>higieny <span class="_ _13"> </span>pracy <span class="_ _7"> </span>w <span class="_ _13"> </span>celu <span class="_ _7"> </span>mini<span class="_ _2"></span>malizowania <span class="_ _7"> </span>ryzy<span class="_ _2"></span>ka <span class="_ _7"> </span>wypad<span class="_ _2"></span>ków <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya49 ff4 fs3 fc0 sc0 ls0 ws0">i ch<span class="_ _2"></span>orób <span class="_ _2"></span>zawodowych. <span class="_ _2"></span>Regularne szk<span class="_ _2"></span>olenia i <span class="_ _2"></span>audyty <span class="_ _2"></span>BHP p<span class="_ _2"></span>odnoszą po<span class="_ _2"></span>ziom bezp<span class="_ _2"></span>ieczeństwa p<span class="_ _2"></span>racowników. Po<span class="_ _2"></span>tencjalnie </div><div class="t m0 x6 hc ya4a ff4 fs3 fc0 sc0 ls0 ws0">pozytywny wpł<span class="_ _2"></span>yw na kwestie BHP wiąże się z możliwością <span class="_ _2"></span>wdrażania rygory<span class="_ _2"></span>stycznych standardó<span class="_ _2"></span>w BHP.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y8dd ff4 fs3 fc0 sc0 ls0 ws0">W ramach procesu a<span class="_ _2"></span>nalizy podwójnej istotności Grup<span class="_ _2"></span>a Kapitałowa TOYA zdiagnozowała rzeczywis<span class="_ _2"></span>ty potencjalny wpł<span class="_ _2"></span>yw </div><div class="t m0 x6 hc ya4b ff4 fs3 fc0 sc0 ls0 ws0">dotyczący  środków <span class="_ _8"> </span>zapob<span class="_ _2"></span>iegania <span class="_ _8"> </span>przemocy  i <span class="_ _8"> </span>molestowania  w <span class="_ _8"> </span>miejscu  pracy. <span class="_ _8"> </span>Wszystkie  regulacje <span class="_ _8"> </span>dotyczące  etyki, </div><div class="t m0 x6 hc ya4c ff4 fs3 fc0 sc0 ls0 ws0">wartości,  ró<span class="_ _2"></span>wności,  różn<span class="_ _2"></span>orodności <span class="_ _1b"> </span>i<span class="_ _2"></span><span class="ff1">  </span>przeciwdziałan<span class="_ _2"></span>ia  korup<span class="_ _2"></span>cji  są <span class="_ _1b"> </span>zawarte <span class="_ _1b"> </span>m.in. <span class="_ _1b"> </span>w  K<span class="_ _2"></span>odeksie  Ety<span class="_ _2"></span>ki.  Ma <span class="_ _1b"> </span>on <span class="_ _1b"> </span>pomóc </div><div class="t m0 x6 hc ya4d ff4 fs3 fc0 sc0 ls0 ws0">pracownikom <span class="_ _14"> </span>Grupy <span class="_ _18"> </span>Kapitałowej <span class="_ _14"> </span>TOYA <span class="_ _14"> </span>zrozumieć <span class="_ _14"> </span>jej <span class="_ _14"> </span>zo<span class="_ _2"></span>bowiązanie <span class="_ _14"> </span>do <span class="_ _14"> </span>przes<span class="_ _2"></span>trzegania <span class="_ _14"> </span>najwyższych <span class="_ _14"> </span>standardów </div><div class="t m0 x6 hc y11b ff4 fs3 fc0 sc0 ls0 ws0">etycznych <span class="_ _e"></span>i <span class="_ _e"></span>prawnych <span class="_ _e"></span>w <span class="_ _e"></span>dział<span class="_ _2"></span>alności <span class="_ _e"></span>bizn<span class="_ _2"></span>esowej, <span class="_ _2"></span>u<span class="_ _2"></span>łatwia <span class="_ _e"></span>właściwą <span class="_ _e"></span>ocenę <span class="_ _e"></span>sytuacj<span class="_ _2"></span>i<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span></span>i <span class="_ _e"></span>zacho<span class="_ _2"></span>wania <span class="_ _e"></span>w <span class="_ _2"></span>od<span class="_ _2"></span>powiedni <span class="_ _e"></span>spos<span class="_ _2"></span>ób </div><div class="t m0 x6 hc ya4e ff4 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _e"></span>dos<span class="_ _2"></span>tarcza <span class="_ _e"></span>informacji <span class="_ _e"></span>o <span class="_ _e"></span>tym, <span class="_ _4"></span>jak <span class="_ _e"></span>zgłaszać <span class="_ _4"></span>możliwe <span class="_ _e"></span>naruszenia <span class="_ _4"></span>zasad. <span class="_ _e"></span>Potencja<span class="_ _2"></span>lnie <span class="_ _e"></span>pozytywny <span class="_ _e"></span>wpł<span class="_ _2"></span>yw <span class="_ _e"></span>związany <span class="_ _e"></span>jest <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya4f ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"> </span>tym, <span class="_ _13"> </span>że <span class="_ _7"> </span>Kodeks<span class="_ _2"></span> <span class="_ _7"></span>Etyki <span class="_ _13"> </span>wdrażany <span class="_ _13"> </span>jest <span class="_ _13"> </span>we <span class="_ _7"></span>wszystkich <span class="_ _13"> </span>spółkach <span class="_ _13"> </span>grupy, <span class="_ _13"> </span>a <span class="_ _7"> </span>pracownicy<span class="_ _2"></span> <span class="_ _7"></span>będą <span class="_ _7"> </span>odby<span class="_ _2"></span>wać <span class="_ _7"></span>szkolenia <span class="_ _13"> </span>w <span class="_ _7"></span>tym </div><div class="t m0 x6 hc y936 ff1 fs3 fc0 sc0 ls0 ws0">zakresie. </div><div class="t m0 x6 hc y43c ff4 fs3 fc0 sc0 ls0 ws0">Powyższe <span class="_ _2"></span>istotn<span class="_ _2"></span>e <span class="_ _2"></span>wpływy <span class="_ _2"></span>nie <span class="_ _2"></span>wynikają <span class="_ _2"></span>ze <span class="_ _2"></span>s<span class="_ _2"></span>trategii <span class="_ _2"></span>biznesowej. <span class="_ _2"></span>Również <span class="_ _2"></span>nie <span class="_ _2"></span>s<span class="_ _2"></span>ą <span class="_ _2"></span>one <span class="_ _2"></span>bezpoś<span class="_ _2"></span>rednio <span class="_ _2"></span>związane <span class="_ _2"></span>z <span class="_ _2"></span>mod<span class="_ _2"></span>elem </div><div class="t m0 x6 hc y43d ff4 fs3 fc0 sc0 ls0 ws0">biznesowym, <span class="_ _7"></span>który <span class="_ _7"> </span>p<span class="_ _2"></span>olega <span class="_ _7"></span>na <span class="_ _7"></span>projektowaniu <span class="_ _7"> </span>prod<span class="_ _2"></span>uktów, <span class="_ _7"></span>zlecaniu <span class="_ _7"></span>ich <span class="_ _7"></span>produkcji <span class="_ _7"> </span>partn<span class="_ _2"></span>erom <span class="_ _7"></span>biznesowym, <span class="_ _7"></span>dystryb<span class="_ _2"></span>ucji </div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w0 h0" ><div class="pc pc56 w0 h0"><img class="bi x2 y6b3 w3 h8f" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">86<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">gotowych  produktów  i <span class="_ _8"> </span>serwisie  gwarancyjnym  i <span class="_ _8"> </span>pogwara<span class="_ _2"></span>ncyjnym.  Wymienione  wpływy  w<span class="_ _0"></span>ynikają  z  ambicji  G<span class="_ _0"></span>rupy </div><div class="t m0 x6 hc y1d1 ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej TOYA związany<span class="_ _2"></span>ch z jej włas<span class="_ _2"></span>nymi zasobami pracowniczymi. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>ramach <span class="_ _8"> </span>procesu <span class="_ _8"> </span>analizy <span class="_ _13"> </span>podwójnej <span class="_ _8"> </span>istotnoś<span class="_ _2"></span>ci <span class="_ _7"> </span>nie <span class="_ _8"> </span>zidentyfikowano <span class="_ _8"> </span>ryzyk <span class="_ _13"> </span>lub <span class="_ _13"> </span>s<span class="_ _2"></span>zans <span class="_ _13"> </span>dla <span class="_ _13"> </span>Grupy<span class="_ _2"></span> <span class="_ _13"> </span>Kapitałowej <span class="_ _13"> </span>TOYA. </div><div class="t m0 x6 hc y301 ff4 fs3 fc0 sc0 ls0 ws0">Również <span class="_ _7"> </span>n<span class="_ _2"></span>ie <span class="_ _7"> </span>zid<span class="_ _2"></span>entyfikowano <span class="_ _13"> </span>ry<span class="_ _2"></span>zyk <span class="_ _13"> </span>ani <span class="_ _13"> </span>wpływów <span class="_ _13"> </span>wynikających<span class="_ _2"></span> <span class="_ _7"> </span>z <span class="_ _13"> </span>przy<span class="_ _2"></span>jętego <span class="_ _7"> </span>p<span class="_ _2"></span>lanu <span class="_ _13"> </span>działań <span class="_ _13"> </span>dekarbon<span class="_ _2"></span>izacyjnych. <span class="_ _13"> </span>Tak </div><div class="t m0 x6 hc y5d4 ff1 fs3 fc0 sc0 ls0 ws0">samo, <span class="_ _7"> </span>ja<span class="_ _2"></span>k <span class="_ _7"></span>nie <span class="_ _7"> </span>zid<span class="_ _2"></span>entyfikowano <span class="_ _7"></span>ryzyka<span class="_ _2"></span> <span class="_ _7"></span><span class="ff4">pracy <span class="_ _13"> </span>przymusowej <span class="_ _7"> </span>lub<span class="_ _2"></span> <span class="_ _7"></span>pracy <span class="_ _7"> </span>dzieci <span class="_ _13"> </span>w <span class="_ _7"></span>ramach <span class="_ _13"> </span>w <span class="_ _7"> </span>s<span class="_ _2"></span>półkach <span class="_ _7"></span>tworzących <span class="_ _13"> </span>grupę <span class="_ _2"></span></span> </div><div class="t m0 x6 hc y5d5 ff1 fs3 fc0 sc0 ls0 ws0">w Polsce, Rumunii i Chinach<span class="_ _2"></span>.  </div><div class="t m0 x34 h63 ya50 ff2 fs4 fc0 sc0 ls0 ws0">7.4.1.<span class="ff6"> <span class="_ _18"> </span></span>Dokumenty <span class="ff3">dotyczące kwestii pracowniczych</span> </div><div class="t m0 x6 h6 ya51 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y561 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA zarzą<span class="_ _2"></span>dza isto<span class="_ _2"></span>tnymi wpływami na własne zas<span class="_ _2"></span>oby pracownicze zgodnie z przy<span class="_ _2"></span>jętymi regulacjami, </div><div class="t m0 x6 hc y562 ff4 fs3 fc0 sc0 ls0 ws0">które <span class="_ _0"></span>nie <span class="_ _0"></span>zmieniły <span class="_ _0"></span>się <span class="_ _0"></span>w <span class="_ _0"></span>okresie <span class="_ _0"></span>sprawozdawczym. Obowiązują one <span class="_ _9"></span>wszys<span class="_ _2"></span>tkich <span class="_ _0"></span>pracowników, <span class="_ _0"></span>a <span class="_ _0"></span>za <span class="_ _0"></span>wdrażanie <span class="_ _0"></span>ich <span class="_ _0"></span>zapisów </div><div class="t m0 x6 hc ya27 ff4 fs3 fc0 sc0 ls0 ws0">odpowiada <span class="_ _13"> </span>Zarząd <span class="_ _13"> </span>sp<span class="_ _2"></span>ółki. <span class="_ _7"> </span>Opis<span class="_ _2"></span>ywane <span class="_ _13"> </span>w <span class="_ _7"> </span>ty<span class="_ _2"></span>m <span class="_ _7"> </span>rozd<span class="_ _2"></span>ziale <span class="_ _7"> </span>wewnętrzne <span class="_ _13"> </span>regulacje <span class="_ _13"> </span>są <span class="_ _13"> </span>d<span class="_ _2"></span>ostępne <span class="_ _7"> </span>dla <span class="_ _13"> </span>p<span class="_ _2"></span>racowników <span class="_ _7"> </span>w <span class="_ _13"> </span>s<span class="_ _2"></span>ieci<span class="_ _0"></span> </div><div class="t m0 x6 hc ya52 ff1 fs3 fc0 sc0 ls0 ws0">intranetowej <span class="_ _7"></span><span class="ff4">–</span> <span class="_ _4"></span><span class="ff4">wspóln<span class="_ _2"></span>ie <span class="_ _4"></span>definiu<span class="_ _2"></span>ją <span class="_ _4"></span>one <span class="_ _7"></span>również <span class="_ _4"></span>podejści<span class="_ _2"></span>e <span class="_ _4"></span>organ<span class="_ _2"></span>izacji <span class="_ _4"></span>do <span class="_ _7"></span>poszanowania <span class="_ _7"></span>praw <span class="_ _4"></span>człowieka, <span class="_ _7"></span>w <span class="_ _4"></span>ty<span class="_ _2"></span>m <span class="_ _4"></span>praw<span class="_ _2"></span> </span></div><div class="t m0 x6 hc ya53 ff4 fs3 fc0 sc0 ls0 ws0">pracowniczych oraz <span class="_ _2"></span>współpracy z pracownikami. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y863 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yb1 w13c h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">Wpływ<span class="ff1"> </span></div></div><div class="c xda yb1 w13d h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc3 sc0 ls0 ws0">Regulacje </div></div><div class="c x2b yb1 w13e h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc3 sc0 ls0 ws0">Kluczowe tre<span class="_ _0"></span>ści<span class="ff1"> </span></div></div><div class="c x6 ya54 w13c h108"><div class="t m0 x17 h11 ya55 ff4 fs7 fc0 sc0 ls0 ws0">Adekwatna płaca<span class="ff1"> </span></div></div><div class="c xda ya54 w13d h108"><div class="t m0 x17 h109 ya56 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Regulamin </span></span></div><div class="t m0 x18 h11 ya57 ff7 fs7 fc0 sc0 ls0 ws0">Pracy,<span class="ff1"> </span></div><div class="t m0 x17 h109 ya58 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Regulamin </span></span></div><div class="t m0 x18 h11 ya59 ff7 fs7 fc0 sc0 ls0 ws0">Wynagradzan<span class="_ _0"></span>ia, <span class="ff1"> </span></div><div class="t m0 x17 h109 ya5a ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka </span></span></div><div class="t m0 x18 h11 ya5b ffe fs7 fc0 sc0 ls0 ws0">Różnorodn<span class="_ _0"></span>ości, <span class="ff1"> </span></div><div class="t m0 x17 h109 ya5c ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka <span class="_ _33"> </span>Praw </span></span></div><div class="t m0 x18 h11 ya5d ffe fs7 fc0 sc0 ls0 ws0">Człowieka, <span class="ff1"> </span></div><div class="t m0 x17 h109 y876 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Kodeks Etyki  <span class="ff1"> </span></span></span></div></div><div class="c x2b ya54 w13e h108"><div class="t m0 x17 h11 ya55 ff4 fs7 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _e"></span>za <span class="_ _4"></span>pracę <span class="_ _e"></span>ustalane <span class="_ _e"></span>jest <span class="_ _4"></span>w <span class="_ _4"></span>wysokośc<span class="_ _0"></span>i <span class="_ _4"></span>odpowiadając<span class="_ _0"></span>ej <span class="_ _4"></span>rodzajowi <span class="_ _e"></span>wykonanej <span class="_ _e"></span>pracy, </div><div class="t m0 x17 h11 y256 ff4 fs7 fc0 sc0 ls0 ws0">kwalifik<span class="_ _0"></span>acjom <span class="_ _7"> </span>pracownika <span class="_ _4"></span>wymaganym <span class="_ _7"> </span>przy <span class="_ _7"> </span>jej <span class="_ _4"></span>wykonywaniu, <span class="_ _7"> </span>z <span class="_ _7"> </span>uwz<span class="_ _0"></span>ględnie<span class="_ _0"></span>niem <span class="_ _7"> </span>ilości <span class="_ _4"></span>i <span class="_ _7"> </span>jakości </div><div class="t m0 x17 h11 y45d ff4 fs7 fc0 sc0 ls0 ws0">wykonanej <span class="_ _0"></span>pracy. <span class="_ _0"></span>Wynagrodzenie <span class="_ _0"></span>gwarantowane <span class="_ _0"></span>pracowni<span class="_ _0"></span>kowi nie <span class="_ _0"></span>może być<span class="_ _0"></span> niższe niż <span class="_ _0"></span>minimalne<span class="_ _0"></span> </div><div class="t m0 x17 h11 ya5e ff4 fs7 fc0 sc0 ls0 ws0">uregulowane w o<span class="_ _0"></span>drębnych pa<span class="_ _0"></span>ństwowych przepisa<span class="_ _0"></span>ch.<span class="ff1"> </span></div><div class="t m0 x17 h11 ya5f ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 ya60 ff4 fs7 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _7"> </span>m<span class="_ _2"></span>ają  prawo <span class="_ _7"> </span>do<span class="_ _2"></span>  jednakowego <span class="_ _7"> </span>wynagrodzenia  za  jednakową <span class="_ _7"> </span>pracę  lub  za  pracę  o </div><div class="t m0 x17 h11 ya61 ff4 fs7 fc0 sc0 ls0 ws0">jednakowej <span class="_ _e"></span>wartośc<span class="_ _0"></span>i. <span class="_ _4"></span>Osoba, <span class="_ _e"></span>wobec <span class="_ _e"></span>której <span class="_ _e"></span>p<span class="_ _2"></span>racodawc<span class="_ _0"></span>a <span class="_ _e"></span>naruszył <span class="_ _4"></span>zasadę <span class="_ _e"></span>równego <span class="_ _e"></span>traktowania <span class="_ _e"></span>w </div><div class="t m0 x17 h11 ya62 ff4 fs7 fc0 sc0 ls0 ws0">zatrudnieni<span class="_ _0"></span>u, <span class="_ _2"></span>ma <span class="_ _2"></span>prawo <span class="_ _2"></span>do <span class="_ _2"></span>ods<span class="_ _0"></span>zkodowania w <span class="_ _2"></span>wysokości <span class="_ _2"></span>nie niższej <span class="_ _2"></span>niż <span class="_ _2"></span>minimalne<span class="_ _0"></span> <span class="_ _2"></span>wyn<span class="ff1">agrodzenie </span></div><div class="t m0 x17 h11 ya63 ff4 fs7 fc0 sc0 ls0 ws0">za pracę, ustal<span class="_ _0"></span>ane na podst<span class="_ _0"></span>awie odrębnych przepi<span class="_ _0"></span>sów.<span class="ff1"> </span></div><div class="t m0 x17 h11 ya64 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 ya65 ff4 fs7 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _2"></span>wynagradzani <span class="_ _2"></span>są <span class="_ _e"></span>adekwatnie <span class="_ _2"></span>do <span class="_ _e"></span>kwalifikacji<span class="_ _0"></span>, <span class="_ _e"></span>rodzaju, <span class="_ _e"></span>ilości<span class="_ _0"></span>, <span class="_ _e"></span>jakości <span class="_ _e"></span>i <span class="_ _2"></span>nakładu <span class="_ _e"></span>pracy, <span class="_ _2"></span>z<span class="_ _2"></span> </div><div class="t m0 x17 h11 ya66 ff4 fs7 fc0 sc0 ls0 ws0">uwzględnieni<span class="_ _0"></span>em <span class="_ _4"></span>konieczności<span class="_ _0"></span> <span class="_ _4"></span>zapewnienia <span class="_ _e"></span>pracownikom <span class="_ _4"></span>oraz <span class="_ _e"></span>ich <span class="_ _4"></span>rodzinom <span class="_ _4"></span>godziwego <span class="_ _4"></span>poziomu </div><div class="t m0 x17 h11 y869 ff4 fs7 fc0 sc0 ls0 ws0">życia. <span class="ff1"> </span></div></div><div class="c x6 y779 w13c h10a"><div class="t m0 x17 h11 ya67 ff4 fs7 fc0 sc0 ls0 ws0">Bezpieczeńst<span class="_ _0"></span>wo <span class="_ _41"> </span>i </div><div class="t m0 x17 h11 ya68 ff1 fs7 fc0 sc0 ls0 ws0">higiena prac<span class="_ _0"></span>y </div></div><div class="c xda y779 w13d h10a"><div class="t m0 x17 h109 ya69 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Regulamin </span></span></div><div class="t m0 x18 h11 ya6a ff7 fs7 fc0 sc0 ls0 ws0">Pracy,<span class="ff1"> </span></div><div class="t m0 x17 h109 ya6b ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka </span></span></div><div class="t m0 x18 h11 y6d6 ffe fs7 fc0 sc0 ls0 ws0">Różnorodn<span class="_ _0"></span>ości,<span class="ff1"> </span></div><div class="t m0 x17 h109 ya6c ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka <span class="_ _33"> </span>Praw </span></span></div><div class="t m0 x18 h11 ya6d ffe fs7 fc0 sc0 ls0 ws0">Człowieka, <span class="ff1"> </span></div><div class="t m0 x17 h109 y6c7 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Kodeks Etyki <span class="ff1"> </span></span></span></div></div><div class="c x2b y779 w13e h10a"><div class="t m0 x17 h11 ya67 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kapitałowa <span class="_ _7"> </span>TOYA <span class="_ _7"> </span>ponosi <span class="_ _7"> </span>odpo<span class="_ _0"></span>wiedzialność <span class="_ _4"> </span>z<span class="_ _2"></span>a <span class="_ _7"> </span>stan <span class="_ _7"> </span>BHP <span class="_ _7"> </span>w <span class="_ _7"> </span>zakładzie <span class="_ _7"> </span>pracy <span class="_ _7"> </span>i <span class="_ _7"> </span>przestrzega<span class="_ _0"></span> </div><div class="t m0 x17 h11 ya68 ff4 fs7 fc0 sc0 ls0 ws0">przepisów <span class="_ _26"> </span>i <span class="_ _1b"> </span>zasad <span class="_ _1b"> </span>BHP. <span class="_ _1b"> </span>Grupa <span class="_ _1b"> </span>zobowiązuje <span class="_ _1b"> </span>się <span class="_ _26"> </span>ch<span class="_ _2"></span>ronić <span class="_ _26"> </span>ż<span class="_ _2"></span>ycie <span class="_ _1b"> </span>i <span class="_ _26"> </span>z<span class="_ _2"></span>drowie <span class="_ _1b"> </span>pracownik<span class="_ _0"></span>ów <span class="_ _1b"> </span>przez </div><div class="t m0 x17 h11 y80f ff4 fs7 fc0 sc0 ls0 ws0">zapewnienie ich bezpie<span class="_ _0"></span>cznych i higienicznych warunków pracy, zabezpieczyć ich przed wypadkami </div><div class="t m0 x17 h11 ya6e ff1 fs7 fc0 sc0 ls0 ws0">przy <span class="_ _9"></span>pr<span class="ff4">acy <span class="_ _0"></span>i <span class="_ _9"></span>chorobami <span class="_ _0"></span>zawodowymi. <span class="_ _a"></span>Zgodnie <span class="_ _0"></span>z <span class="_ _0"></span>przyjętymi <span class="_ _9"></span>regulacjami <span class="_ _9"></span>podstawowym <span class="_ _9"></span>obowiązkiem<span class="_ _0"></span> </span></div><div class="t m0 x17 h11 y7ad ff4 fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów jest znajomość i przestrzeganie przepisów BHP. W przypadku, gdy warunki pracy nie </div><div class="t m0 x17 h11 y7a4 ff4 fs7 fc0 sc0 ls0 ws0">odpowiadają <span class="_ _9"></span>przepisom B<span class="_ _0"></span>HP i <span class="_ _9"></span>stwarzają <span class="_ _0"></span>bezpośrednie<span class="_ _0"></span> zagrożeni<span class="_ _0"></span>e <span class="_ _0"></span>dla <span class="_ _0"></span>zdrowia <span class="_ _0"></span>lub<span class="ff1"> </span>życ<span class="_ _0"></span>ia <span class="_ _0"></span>pracownika, </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">osoba  zatrudnio<span class="_ _0"></span>na  ma  prawo  powstrzymać  się  od  wykonywani<span class="_ _0"></span>a  pracy,  zawiadamiając  o  ty<span class="_ _0"></span>m </div><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">niezwłocznie <span class="_ _e"></span>przełożonego. <span class="_ _2"></span>Pracownicy <span class="_ _e"></span>są <span class="_ _4"></span>informowani <span class="_ _e"></span>o <span class="_ _e"></span>ryzyku <span class="_ _e"></span>zawodowym<span class="_ _2"></span> <span class="_ _e"></span>podczas <span class="_ _e"></span>szkolenia </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">wstępnego i n<span class="_ _0"></span>a szkoleniac<span class="_ _0"></span>h okresowych.<span class="ff1"> </span></div><div class="t m0 x17 h11 y85 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Wszyscy <span class="_ _e"></span>pracownicy <span class="_ _e"></span>przed <span class="_ _4"></span>dopuszczeniem <span class="_ _4"></span>do <span class="_ _e"></span>pracy <span class="_ _4"></span>podlegają <span class="_ _4"></span>szkoleniu <span class="_ _4"></span>wstępnemu <span class="_ _e"></span>w <span class="_ _4"></span>zakresie </div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">BHP i ochro<span class="_ _0"></span>ny przeciwpożaro<span class="_ _0"></span>wej. Grupa finansuje<span class="_ _0"></span> również okreso<span class="_ _0"></span>we badania lekar<span class="_ _0"></span>skie.<span class="ff1"> </span></div></div><div class="c x6 y6cd w13c h10b"><div class="t m0 x17 h11 ya6f ff4 fs7 fc0 sc0 ls0 ws0">Równouprawni<span class="_ _0"></span>enie </div><div class="t m0 x17 h11 ya70 ff4 fs7 fc0 sc0 ls0 ws0">płci <span class="_ _24"> </span>i <span class="_ _24"> </span>równość </div><div class="t m0 x17 h11 ya71 ff4 fs7 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _3"> </span>za </div><div class="t m0 x17 h11 ya72 ff4 fs7 fc0 sc0 ls0 ws0">pracę <span class="_ _e"></span>o <span class="_ _4"></span>takiej <span class="_ _4"></span>samej </div><div class="t m0 x17 h11 ya73 ff4 fs7 fc0 sc0 ls0 ws0">wartości<span class="ff1"> </span></div></div><div class="c xda y6cd w13d h10b"><div class="t m0 x17 h109 ya74 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Regulamin </span></span></div><div class="t m0 x18 h11 ya75 ff7 fs7 fc0 sc0 ls0 ws0">Pracy, <span class="ff1"> </span></div><div class="t m0 x17 h109 ya76 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Kodeks Etyki, <span class="ff1"> </span></span></span></div><div class="t m0 x17 h109 ya77 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka </span></span></div><div class="t m0 x18 h11 ya78 ffe fs7 fc0 sc0 ls0 ws0">Różnorodn<span class="_ _0"></span>ości, <span class="ff1"> </span></div><div class="t m0 x17 h109 ya79 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Polityka <span class="_ _33"> </span>Praw </span></span></div><div class="t m0 x18 h11 ya7a ffe fs7 fc0 sc0 ls0 ws0">Człowieka<span class="ff1"> </span></div></div><div class="c x2b y6cd w13e h10b"><div class="t m0 x17 h11 ya6f ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _21"> </span>Kapitałowa <span class="_ _21"> </span>TOYA <span class="_ _21"> </span>zobowiązuje <span class="_ _1f"> </span>się <span class="_ _21"> </span>w <span class="_ _21"> </span>przyjętych <span class="_ _21"> </span>regulacjach <span class="_ _1f"> </span>do <span class="_ _21"> </span>przeciwdziałania </div><div class="t m0 x17 h11 ya70 ff4 fs7 fc0 sc0 ls0 ws0">dyskrymina<span class="_ _0"></span>cji w zatrudnieniu, w szczeg<span class="_ _2"></span>ólnośc<span class="_ _0"></span>i ze wzg<span class="_ _2"></span>lędu na płeć, wiek, niepełnosprawność<span class="_ _0"></span>, rasę, </div><div class="t m0 x17 h11 ya71 ff4 fs7 fc0 sc0 ls0 ws0">religię,  narodowość<span class="_ _0"></span>, <span class="_ _8"> </span>przekonania  p<span class="_ _2"></span>olity<span class="_ _0"></span>czne,  przynależność  związkową,  pochod<span class="ff1">z<span class="_ _2"></span>enie  etniczne, </span></div><div class="t m0 x17 h11 ya72 ff4 fs7 fc0 sc0 ls0 ws0">wyznanie, <span class="_ _1b"> </span>orientac<span class="_ _0"></span>ję <span class="_ _1b"> </span>seksualną, <span class="_ _1b"> </span>a <span class="_ _1b"> </span>także <span class="_ _1b"> </span>ze <span class="_ _1b"> </span>względu <span class="_ _1b"> </span>na <span class="_ _1b"> </span>zatrudnieni<span class="_ _0"></span>e <span class="_ _1b"> </span>na <span class="_ _1b"> </span>czas <span class="_ _1b"> </span>określony <span class="_ _1b"> </span>lub </div><div class="t m0 x17 h11 ya73 ff4 fs7 fc0 sc0 ls0 ws0">nieokr<span class="_ _0"></span>eślony albo w <span class="_ _0"></span>pełnym l<span class="_ _0"></span>ub niepełnym wymiar<span class="_ _0"></span>ze czasu <span class="_ _0"></span>pracy. Pr<span class="_ _0"></span>acownicy <span class="_ _0"></span>mają równe <span class="_ _0"></span>prawa z </div><div class="t m0 x17 h11 ya7b ff4 fs7 fc0 sc0 ls0 ws0">tytułu jednakowego wypełniania takich samych <span class="_ _2"></span>obowiązkó<span class="_ _0"></span>w; <span class="_ _2"></span>dotyczy to w <span class="_ _2"></span>szczególności równego </div><div class="t m0 x17 h11 ya7c ff4 fs7 fc0 sc0 ls0 ws0">trakto<span class="_ _0"></span>wania <span class="_ _26"> </span>mężczyzn <span class="_ _26"> </span>i <span class="_ _26"> </span>kobiet <span class="_ _26"> </span>w <span class="_ _26"> </span>zatrudnieniu. <span class="_ _26"> </span>Za <span class="_ _26"> </span>przejaw <span class="_ _26"> </span>dyskryminacji  uznaje <span class="_ _26"> </span>się <span class="_ _26"> </span>również </div><div class="t m0 x17 h11 ya7d ff4 fs7 fc0 sc0 ls0 ws0">zachęcanie <span class="_ _9"></span>innej <span class="_ _9"></span>osoby <span class="_ _0"></span>do <span class="_ _9"></span>naruszenia <span class="_ _0"></span>zasady <span class="_ _9"></span>równego <span class="_ _0"></span>trakt<span class="_ _0"></span>owania <span class="_ _9"></span>oraz <span class="_ _0"></span>zachowanie, <span class="_ _9"></span>którego <span class="_ _9"></span>celem </div><div class="t m0 x17 h11 ya7e ff4 fs7 fc0 sc0 ls0 ws0">lub sk<span class="_ _0"></span>utkiem jest<span class="_ _0"></span> narus<span class="_ _0"></span>zenie godno<span class="_ _0"></span>ści<span class="ff1"> </span>albo poni<span class="_ _0"></span>żenie lub <span class="_ _0"></span>upokorzenie <span class="_ _0"></span>pracownika <span class="_ _0"></span>(molest<span class="_ _0"></span>owanie). </div><div class="t m0 x17 h11 y7c3 ff4 fs7 fc0 sc0 ls0 ws0">Dyskrymino<span class="_ _0"></span>waniem <span class="_ _9"></span>z<span class="_ _2"></span>e <span class="_ _9"></span>względu <span class="_ _9"></span>na płe<span class="_ _0"></span>ć <span class="_ _9"></span>jest <span class="_ _0"></span>także <span class="_ _9"></span>każde ni<span class="_ _0"></span>eakcept<span class="_ _0"></span>owalne <span class="_ _9"></span>zachowanie <span class="_ _0"></span>o <span class="_ _9"></span>charakterze </div><div class="t m0 x17 h11 ya7f ff4 fs7 fc0 sc0 ls0 ws0">seksualny<span class="_ _0"></span>m <span class="_ _7"> </span>lub <span class="_ _7"> </span>odnoszące<span class="_ _0"></span> <span class="_ _7"> </span>się <span class="_ _4"></span>do <span class="_ _7"> </span>płci <span class="_ _7"> </span>pracownika, <span class="_ _4"></span>którego <span class="_ _7"> </span>celem <span class="_ _4"></span>lub <span class="_ _7"> </span>skutkiem <span class="_ _4"></span>jest <span class="_ _7"> </span>naruszenie </div><div class="t m0 x17 h11 y7c5 ff4 fs7 fc0 sc0 ls0 ws0">godności lu<span class="_ _0"></span>b poniżenie albo u<span class="_ _0"></span>pokorzenia oso<span class="_ _0"></span>by zatrudnionej. <span class="ff1"> </span></div><div class="t m0 x17 h11 y704 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y705 ff4 fs7 fc0 sc0 ls0 ws0">Przyjęte <span class="_ _2"></span>regulacje w <span class="_ _e"></span>Grupie <span class="_ _2"></span>jednoznacznie wskazują, <span class="_ _2"></span>ż<span class="_ _2"></span>e <span class="_ _2"></span>pracownicy<span class="_ _0"></span> <span class="_ _2"></span>mają <span class="_ _2"></span>prawo <span class="_ _2"></span>do <span class="_ _e"></span>jednakowego </div><div class="t m0 x17 h11 y706 ff4 fs7 fc0 sc0 ls0 ws0">wynagrodzenia <span class="_ _e"></span>z<span class="_ _2"></span>a <span class="_ _4"></span>jednakową <span class="_ _4"></span>pracę <span class="_ _e"></span>lub <span class="_ _7"> </span>za <span class="_ _4"></span>pracę <span class="_ _4"></span>o <span class="_ _4"></span>jednakowej <span class="_ _e"></span>wartości. <span class="_ _7"> </span>Pracami <span class="_ _4"></span>o <span class="_ _4"></span>jednakowej<span class="_ _0"></span> </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">wartości<span class="_ _0"></span> <span class="_ _4"></span>są <span class="_ _4"></span>prace, <span class="_ _4"></span>których <span class="_ _e"></span>wykonywanie <span class="_ _e"></span>wymaga <span class="_ _4"></span>od <span class="_ _4"></span>pracowników <span class="_ _e"></span>porównywalnyc<span class="ff1">h <span class="_ _4"></span>kwalifikac<span class="_ _0"></span>ji </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">zawodowych, potwi<span class="_ _0"></span>erdzonych do<span class="_ _0"></span>kumentami przewidziany<span class="_ _0"></span>m w odrębnych przepi<span class="_ _0"></span>sach lub praktyk<span class="_ _0"></span>ą </div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w0 h0" ><div class="pc pc57 w0 h0"><img class="bi x2 ya80 w3 h10c" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">87<span class="ls0"> </span></div></div><div class="c x2b y63d w13e h88"><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">i doświ<span class="_ _0"></span>adczeniem <span class="_ _0"></span>zawodowym, a <span class="_ _0"></span>także <span class="_ _0"></span>porównywalne<span class="_ _0"></span>j odpowi<span class="_ _0"></span>edzialności<span class="_ _0"></span> i wysiłk<span class="_ _0"></span>u. Osoba, <span class="_ _0"></span>wobec </div><div class="t m0 x17 h11 y87 ff4 fs7 fc0 sc0 ls0 ws0">której <span class="_ _e"></span>naruszono <span class="_ _4"></span>z<span class="_ _2"></span>asadę <span class="_ _4"></span>równego <span class="_ _4"></span>trakt<span class="_ _0"></span>owania <span class="_ _4"></span>w <span class="_ _4"></span>zatrudnieniu, <span class="_ _4"></span>ma <span class="_ _4"></span>prawo <span class="_ _4"></span>do <span class="_ _4"></span>odszkodowania <span class="_ _4"></span>w </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">wysokośc<span class="_ _0"></span>i nie niższej niż minimalne<span class="_ _0"></span> wynagrodzeni<span class="_ _0"></span>e za pracę. <span class="ff1"> </span></div></div><div class="c x6 ya0f w13c h10d"><div class="t m0 x17 h11 ya81 ff4 fs7 fc0 sc0 ls0 ws0">Szkolenia i<span class="_ _0"></span> rozwój </div><div class="t m0 x17 h11 y809 ff4 fs7 fc0 sc0 ls0 ws0">umiejętnośc<span class="_ _0"></span>i<span class="ff1"> </span></div></div><div class="c xda ya0f w13d h10d"><div class="t m0 x17 h109 ya82 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Regulamin </span></span></div><div class="t m0 x18 h10e ya83 ff7 fs7 fc0 sc0 ls0 ws0">Pracy,   </div><div class="t m0 x17 h109 ya84 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ffe">Zarządzenie <span class="_ _17"> </span>w </span></span></div><div class="t m0 x18 h10e ya85 ff7 fs7 fc0 sc0 ls0 ws0">sprawie </div><div class="t m0 x18 h10e ya86 ff7 fs7 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>sowania </div><div class="t m0 x18 h10e ya87 ffe fs7 fc0 sc0 ls0 ws0">szkoleń </div><div class="t m0 x18 h10e ya88 ffe fs7 fc0 sc0 ls0 ws0">pracownik<span class="_ _0"></span>ów </div><div class="t m0 x18 h10e y8ad ff7 fs7 fc0 sc0 ls0 ws0">TOYA S.A., </div><div class="t m0 x17 h109 y570 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1b"> </span><span class="ff7">Kodeks Etyki </span></span></div></div><div class="c x2b ya0f w13e h10d"><div class="t m0 x17 h11 ya81 ff4 fs7 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _7"> </span>z <span class="_ _7"> </span>przyjętymi <span class="_ _7"> </span>w <span class="_ _7"> </span>Grupie <span class="_ _7"> </span>regulacjami <span class="_ _7"> </span>pracownicy <span class="_ _7"> </span>mają <span class="_ _7"> </span>równy <span class="_ _7"> </span>dostęp <span class="_ _7"> </span>do <span class="_ _7"> </span>szkoleń <span class="_ _7"> </span>w <span class="_ _7"> </span>celu<span class="_ _2"></span> </div><div class="t m0 x17 h11 y809 ff4 fs7 fc0 sc0 ls0 ws0">podnoszenia <span class="_ _12"> </span>kwalifikacji <span class="_ _12"> </span>zawodowych, <span class="_ _11"> </span>w <span class="_ _11"> </span>szczególności <span class="_ _12"> </span>bez <span class="_ _11"> </span>względu <span class="_ _11"> </span>na <span class="_ _12"> </span>płeć, <span class="_ _11"> </span>wiek, </div><div class="t m0 x17 h11 ya89 ff4 fs7 fc0 sc0 ls0 ws0">niepełnospr<span class="_ _0"></span>awność, <span class="_ _2"></span>rasę, <span class="_ _e"></span>religię, <span class="_ _2"></span>narodowość, <span class="_ _2"></span>przekonania <span class="_ _2"></span>polityczne, <span class="_ _e"></span>przynależność <span class="_ _2"></span>zwi<span class="_ _2"></span>ązkową,<span class="_ _0"></span> </div><div class="t m0 x17 h11 y93f ff4 fs7 fc0 sc0 ls0 ws0">pochodzenie<span class="_ _0"></span> etni<span class="_ _0"></span>czne, wyznanie, <span class="_ _0"></span>orient<span class="_ _0"></span>ację se<span class="_ _0"></span>ksualną, <span class="_ _0"></span>a tak<span class="_ _0"></span>że bez <span class="_ _0"></span>względu <span class="_ _0"></span>na zat<span class="_ _0"></span>rudnienie<span class="_ _0"></span> na <span class="_ _0"></span>czas </div><div class="t m0 x17 h11 ya8a ff4 fs7 fc0 sc0 ls0 ws0">określ<span class="_ _0"></span>ony i nieokreślony<span class="_ _0"></span> albo w pełnym lub nie<span class="_ _0"></span>pełnym czasie prac<span class="_ _0"></span>y.<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 ya8b ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya8c ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _11"> </span>za<span class="_ _2"></span>pewnia <span class="_ _11"> </span>odpowied<span class="_ _2"></span>nie <span class="_ _11"> </span>środki <span class="_ _42"> </span>naprawcze <span class="_ _11"> </span>w <span class="_ _42"> </span>zakresie <span class="_ _11"> </span>wpływu <span class="_ _42"> </span>na <span class="_ _11"> </span>przestrzeganie <span class="_ _42"> </span>praw <span class="_ _11"> </span>człowieka. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y382 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _18"> </span>TOYA <span class="_ _1c"> </span>S.A. <span class="_ _1c"> </span>treść <span class="_ _1c"> </span><span class="ffe">Polityki <span class="_ _1c"> </span>Praw <span class="_ _18"> </span>Czło<span class="_ _2"></span>wieka<span class="ff1"> <span class="_ _1c"> </span></span></span>będzie<span class="ff1"> <span class="_ _1c"> </span></span>dla <span class="_ _18"> </span>pracownikó<span class="_ _2"></span>w <span class="_ _18"> </span>dostępna <span class="_ _1c"> </span>za <span class="_ _1c"> </span>pośrednictwem <span class="_ _1c"> </span>intranetu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>pozostałych <span class="_ _7"></span>spółkach <span class="_ _7"> </span>będzie<span class="ff1"> <span class="_ _7"></span></span>ona <span class="_ _7"></span>udostępniana <span class="_ _7"> </span>za <span class="_ _7"></span>pomocą <span class="_ _7"></span>dedykowanych <span class="_ _7"></span>kanałów <span class="_ _7"></span>komunikacji <span class="_ _7"></span>z <span class="_ _4"></span>p<span class="_ _2"></span>racownikami. </div><div class="t m0 x6 hc ya8d ff4 fs3 fc0 sc0 ls0 ws0">Odbędzie <span class="_ _11"> </span>s<span class="_ _2"></span>ię <span class="_ _11"> </span>to <span class="_ _11"> </span>w <span class="_ _11"> </span>najb<span class="_ _2"></span>liższych <span class="_ _11"> </span>trzech <span class="_ _11"> </span>latach.<span class="_ _2"></span><span class="ff1"> <span class="_ _42"> </span></span>Grupa <span class="_ _11"> </span>uruchomiła <span class="_ _11"> </span>również<span class="_ _2"></span><span class="ff1"> </span>kanały <span class="_ _42"> </span>zgłoszeń <span class="_ _11"> </span>ewentualnych </div><div class="t m0 x6 hc ya8e ff4 fs3 fc0 sc0 ls0 ws0">nieprawidłowości <span class="_ _0"></span>w <span class="_ _9"></span>zakresie <span class="_ _0"></span>praw <span class="_ _0"></span>człowieka. <span class="_ _9"></span>Wszelkie <span class="_ _0"></span>uwagi <span class="_ _0"></span>oraz <span class="_ _0"></span>informacje <span class="_ _9"></span>można zgłaszać <span class="_ _9"></span>do <span class="_ _0"></span>osób <span class="_ _9"></span>odpowied<span class="_ _e"></span><span class="ff1">zialnych </span></div><div class="t m0 x6 hc ya8f ff4 fs3 fc0 sc0 ls0 ws0">za <span class="_ _4"></span>sprawy <span class="_ _e"></span>pra<span class="_ _2"></span>cownicze <span class="_ _e"></span>w <span class="_ _4"></span>spółkach <span class="_ _4"></span>Grupy <span class="_ _4"></span>Kapitałowej <span class="_ _4"></span>TOYA. <span class="_ _e"></span>Niezwłoczn<span class="_ _2"></span>ie <span class="_ _e"></span>po <span class="_ _4"></span>otrzymaniu <span class="_ _4"></span>zgłoszenia <span class="_ _4"></span>zobowiązane <span class="_ _4"></span>są </div><div class="t m0 x6 hc ya90 ff4 fs3 fc0 sc0 ls0 ws0">one do powiadomienia Za<span class="_ _2"></span>rządu spółki, w któ<span class="_ _2"></span>rej pracują oraz Dyrektora obs<span class="_ _2"></span>zaru HR w TOYA S.A. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya91 ffe fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _14"> </span>Praw <span class="_ _14"> </span>Człowieka<span class="_ _2"></span><span class="ff1"> <span class="_ _14"> </span><span class="ff4">ob<span class="_ _2"></span>ejmuje <span class="_ _14"> </span>działania <span class="_ _14"> </span>w <span class="_ _14"> </span>ob<span class="_ _2"></span>szarze <span class="_ _14"> </span>ochrony<span class="_ _2"></span> <span class="_ _14"> </span>praw <span class="_ _14"> </span>człowieka <span class="_ _14"> </span>w <span class="_ _18"> </span>całym <span class="_ _14"> </span>łańcuch<span class="_ _2"></span>u <span class="_ _14"> </span>wartości <span class="_ _2"></span></span> </span></div><div class="t m0 x6 hc y866 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _7"> </span>o<span class="_ _2"></span>piera <span class="_ _7"> </span>się <span class="_ _13"> </span>na <span class="_ _8"> </span>zasadach <span class="_ _7"> </span>zd<span class="_ _2"></span>efiniowanych <span class="_ _13"> </span>w <span class="_ _13"> </span>Powszechnej <span class="_ _13"> </span>Deklaracji <span class="_ _13"> </span>Praw <span class="_ _13"> </span>Człowieka, <span class="_ _13"> </span>Między<span class="_ _2"></span>narodowej <span class="_ _13"> </span>Karcie <span class="_ _7"> </span>Pra<span class="_ _2"></span>w </div><div class="t m0 x6 hc ya92 ff4 fs3 fc0 sc0 ls0 ws0">Człowieka, 10 zasadach<span class="_ _2"></span> UN Global Compact, Wytycznych ONZ dot. Bizn<span class="_ _2"></span>esu i praw człowieka oraz Wytycznych OECD d<span class="_ _2"></span>la </div><div class="t m0 x6 hc y5c2 ff4 fs3 fc0 sc0 ls0 ws0">przedsiębiorstw wielonarod<span class="_ _2"></span>owych. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 y1eb ff2 fs4 fc0 sc0 ls0 ws0">7.4.2.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Współpraca z pracownikami</span></span> </div><div class="t m0 x6 h6 ya93 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya94 ff4 fs3 fc0 sc0 ls0 ws0">Procedury współpracy z osobami należący<span class="_ _2"></span>mi do własnych zasobów pracowniczych<span class="_ _2"></span>, m.in. w zakresie wpływów definiuje </div><div class="t m0 x6 hc ya95 ff1 fs3 fc0 sc0 ls0 ws0">m.in. <span class="_ _e"></span><span class="ff7">Kodeks <span class="_ _4"></span>Etyki<span class="ff4">. <span class="_ _4"></span>Dokument <span class="_ _4"></span>w <span class="_ _e"></span>części <span class="_ _e"></span>dotyczą<span class="_ _2"></span>cej <span class="_ _e"></span>komunikacji <span class="_ _4"></span>z <span class="_ _e"></span>pracownikami <span class="_ _4"></span>podkreśla <span class="_ _e"></span>s<span class="_ _2"></span>tarania <span class="_ _e"></span>Grupy<span class="_ _2"></span> <span class="_ _e"></span>Kapitałowej </span></span></div><div class="t m0 x6 hc y789 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _0"></span>do <span class="_ _0"></span>utrzymywania komunikacji <span class="_ _9"></span>między pracownikami, <span class="_ _0"></span>a <span class="_ _0"></span>pracodawcą na <span class="_ _9"></span>jak najwyższym <span class="_ _9"></span>poziomie. Organizacja <span class="_ _0"></span>dąży </div><div class="t m0 x6 hc y4bc ff4 fs3 fc0 sc0 ls0 ws0">do  przestrzegania <span class="_ _8"> </span>obowiązków  informacyjnych <span class="_ _8"> </span>przew<span class="_ _2"></span>idzianych<span class="_ _2"></span> <span class="_ _8"> </span>w <span class="_ _8"> </span>przepisach<span class="_ _2"></span> <span class="_ _8"> </span>prawa  obow<span class="_ _0"></span>iązujących  w <span class="_ _13"> </span>p<span class="_ _2"></span>aństwach, <span class="ff1"> </span></div><div class="t m0 x6 hc ya96 ff4 fs3 fc0 sc0 ls0 ws0">w  których  mają  siedzib<span class="_ _2"></span>y  spółki  wchodzące  w  jej  skład<span class="_ _2"></span>.  Am<span class="_ _0"></span>bicją  organi<span class="_ _2"></span><span class="ff1">za<span class="_ _2"></span>cji  </span>–<span class="ff1">  zgodnie  z  zapisami  Kodeksu<span class="_ _2"></span>  </span>–<span class="ff1">  jest </span></div><div class="t m0 x6 hc ya97 ff4 fs3 fc0 sc0 ls0 ws0">współpraca <span class="_ _4"></span>z <span class="_ _e"></span>pracownikami <span class="_ _e"></span>i <span class="_ _e"></span>dan<span class="_ _2"></span>ie <span class="_ _e"></span>im <span class="_ _e"></span>pola <span class="_ _e"></span>d<span class="_ _2"></span>o <span class="_ _e"></span>wyrażenia <span class="_ _e"></span>opinii. <span class="_ _e"></span>W <span class="_ _4"></span>ocenie <span class="_ _e"></span>Grupy <span class="_ _4"></span>dialog <span class="_ _e"></span>i <span class="_ _e"></span>poszanowanie <span class="_ _e"></span>obu<span class="_ _2"></span> <span class="_ _2"></span>s<span class="_ _2"></span>tron <span class="_ _e"></span>są </div><div class="t m0 x6 hc ya98 ff4 fs3 fc0 sc0 ls0 ws0">narzędziami <span class="_ _12"> </span>niezbędnymi <span class="_ _15"> </span>d<span class="_ _2"></span>o <span class="_ _12"> </span>osiągnięcia <span class="_ _12"> </span>najlepszych <span class="_ _12"> </span>rezultatów <span class="_ _12"> </span>i <span class="_ _15"> </span>do<span class="_ _2"></span>jścia <span class="_ _15"> </span>do<span class="_ _2"></span> <span class="_ _15"> </span>rozwiązań <span class="_ _12"> </span>kompromisowych<span class="_ _2"></span>, </div><div class="t m0 x6 hc y5cb ff4 fs3 fc0 sc0 ls0 ws0">satysfakcjon<span class="_ _2"></span>ujących <span class="_ _18"> </span>wszystkich <span class="_ _14"> </span>uczestn<span class="_ _2"></span>ików. <span class="_ _14"> </span>Jako <span class="_ _18"> </span>ważn<span class="_ _2"></span>e <span class="_ _14"> </span>Grupa <span class="_ _18"> </span>Kapitałowa <span class="_ _1c"> </span>TOYA <span class="_ _14"> </span>o<span class="_ _2"></span>cenia <span class="_ _14"> </span>pomysł<span class="_ _2"></span>y <span class="_ _14"> </span>i <span class="_ _18"> </span>inicjatywy </div><div class="t m0 x6 hc ya99 ff4 fs3 fc0 sc0 ls0 ws0">pracowników, <span class="_ _7"></span>dotyczą<span class="_ _2"></span>ce <span class="_ _7"></span>zarówno <span class="_ _7"></span>sfery <span class="_ _7"></span>biznesowej <span class="_ _7"></span>(np. <span class="_ _7"> </span>ulepszen<span class="_ _2"></span>ie <span class="_ _7"></span>procesu), <span class="_ _7"></span>jak <span class="_ _7"></span>i <span class="_ _7"></span>okołobizneso<span class="_ _2"></span>wej <span class="_ _7"></span>(np. <span class="_ _7"></span>aktywności </div><div class="t m0 x6 hc ya9a ff4 fs3 fc0 sc0 ls0 ws0">promujące integrację czy<span class="_ _2"></span> zaangażowanie <span class="_ _2"></span>w lokalne społeczn<span class="_ _2"></span>ości). <span class="ff1"> </span></div><div class="t m0 x6 hc ya9b ff4 fs3 fc0 sc0 ls0 ws0">Dodatkowo <span class="_ _1f"> </span>w <span class="_ _1f"> </span>TO<span class="_ _2"></span>YA <span class="_ _21"> </span>S.<span class="_ _2"></span>A. <span class="_ _1f"> </span>przyjęto <span class="_ _22"> </span><span class="ffe">Politykę<span class="_ _2"></span> <span class="_ _1f"> </span>Dialogu <span class="_ _1f"> </span>z <span class="_ _1f"> </span>Pracownika<span class="_ _2"></span>mi</span>. <span class="_ _1f"> </span>Doku<span class="_ _2"></span>ment <span class="_ _1f"> </span>definiuje <span class="_ _1f"> </span>zgodn<span class="_ _2"></span>ość <span class="_ _1f"> </span>dialogu <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc ya9c ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _2"></span>pra<span class="_ _2"></span>cownikami <span class="_ _2"></span>z <span class="_ _e"></span>międzyn<span class="_ _2"></span>arodowym <span class="_ _2"></span>sta<span class="_ _2"></span>ndardem <span class="_ _2"></span>an<span class="_ _2"></span>gażowania <span class="_ _e"></span>interesariuszy <span class="_ _4"></span>–<span class="ff1"> <span class="_ _e"></span></span>AA1000SE<span class="_ _2"></span>S. <span class="_ _2"></span>Zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>Polityką <span class="_ _e"></span>celem </div><div class="t m0 x6 hc ya9d ff4 fs3 fc0 sc0 ls0 ws0">procesu <span class="_ _7"></span>angażowania <span class="_ _4"></span>pra<span class="_ _2"></span>cowników <span class="_ _4"></span>TO<span class="_ _2"></span>YA <span class="_ _4"></span>S.A. <span class="_ _7"></span>jest <span class="_ _7"></span>efektywne <span class="_ _4"></span>zarządza<span class="_ _2"></span>nie <span class="_ _4"></span>organizacją <span class="_ _7"></span>i <span class="_ _7"></span>dotyczy <span class="_ _4"></span>kwestii <span class="_ _7"></span>ważnych <span class="_ _7"></span>dla </div><div class="t m0 x6 hc y8be ff4 fs3 fc0 sc0 ls0 ws0">pracowników. <span class="_ _2"></span>Regulacja <span class="_ _2"></span>zobowiązuje <span class="_ _2"></span>s<span class="_ _2"></span>półkę <span class="_ _2"></span>do dokony<span class="_ _2"></span>wania cyklicznej <span class="_ _2"></span>analizy <span class="_ _2"></span>istniejących <span class="_ _2"></span>kanałów <span class="_ _2"></span>i <span class="_ _2"></span>narzędzi dialogu<span class="_ _2"></span> </div><div class="t m0 x6 hc y8bf ff4 fs3 fc0 sc0 ls0 ws0">z pracownikami oraz za<span class="_ _2"></span>pewnienia dostępnoś<span class="_ _2"></span>ci tych kanałów. Wymienione polity<span class="_ _2"></span>ki nie precyzują<span class="_ _2"></span> rodzaju, częstotliwości </div><div class="t m0 x6 hc ya9e ff4 fs3 fc0 sc0 ls0 ws0">ani form współpracy<span class="_ _2"></span> z osobami uznawany<span class="_ _2"></span>mi za własne zasoby p<span class="_ _2"></span>racownicze. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y39 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>jednostce <span class="_ _13"> </span>dominującej <span class="_ _13"> </span>w <span class="_ _13"> </span>Grupie <span class="_ _13"> </span>Kapita<span class="_ _2"></span>łowej <span class="_ _7"> </span>TOYA, <span class="_ _13"> </span>zg<span class="_ _2"></span>odnie <span class="_ _13"> </span>z <span class="_ _8"> </span><span class="ffe">Polityką <span class="_ _13"> </span>Dialo<span class="_ _2"></span>gu <span class="_ _13"> </span>z <span class="_ _7"> </span>Praco<span class="_ _2"></span>wnikami</span>, <span class="_ _13"> </span>prowad<span class="_ _2"></span>zone <span class="_ _7"> </span>s<span class="_ _2"></span>ą </div><div class="t m0 x6 hc ya9f ff4 fs3 fc0 sc0 ls0 ws0">działania  pozwalające  zidentyfikować <span class="_ _8"> </span>kluczowe  potrzeby  i <span class="_ _8"> </span>oczekiwania  pracowników.  Na  ich <span class="_ _8"> </span>podstawie <span class="_ _1b"> </span>–<span class="ff1">  w <span class="_ _8"> </span>razie </span></div><div class="t m0 x6 hc yaa0 ff4 fs3 fc0 sc0 ls0 ws0">zidentyfikowania <span class="_ _4"></span>negaty<span class="_ _2"></span>wnego <span class="_ _4"></span>oddziaływania <span class="_ _7"></span>–<span class="ff1"> <span class="_ _4"></span></span>spółka <span class="_ _4"></span>opracowuje <span class="_ _4"></span>i <span class="_ _4"></span>prop<span class="_ _2"></span>onuje <span class="_ _4"></span>plan <span class="_ _4"></span>naprawczy. <span class="_ _4"></span>Zgodnie <span class="_ _4"></span>z <span class="_ _7"></span>zasadami </div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w0 h0" ><div class="pc pc58 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">88<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">procesu <span class="_ _e"></span>analizy <span class="_ _e"></span>podwójnej <span class="_ _e"></span>istotności <span class="_ _e"></span>nie <span class="_ _2"></span>zid<span class="_ _2"></span>entyfikowano <span class="_ _2"></span>r<span class="_ _2"></span>zeczywistych <span class="_ _e"></span>wpływów <span class="_ _2"></span>n<span class="_ _2"></span>egatywnych,<span class="_ _2"></span> <span class="_ _2"></span>na <span class="_ _e"></span>które <span class="_ _2"></span>organ<span class="_ _2"></span>izacja </div><div class="t m0 x6 hc y1d1 ff4 fs3 fc0 sc0 ls0 ws0">musiałaby n<span class="_ _2"></span>atychmiast odpowiedzieć. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _5e"> </span>Kapitałowa <span class="_ _5e"> </span>TOYA <span class="_ _5e"> </span>uruchomiła <span class="_ _5e"> </span>kan<span class="_ _2"></span>ały <span class="_ _5e"> </span>umożliwiające <span class="_ _5e"> </span>pracown<span class="_ _2"></span>ikom <span class="_ _5e"> </span>zgłaszanie <span class="_ _5e"> </span>informacji <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y301 ff4 fs3 fc0 sc0 ls0 ws0">o <span class="_ _13"> </span>nieprawidłowoś<span class="_ _2"></span>ciach, <span class="_ _13"> </span>obaw <span class="_ _13"> </span>oraz <span class="_ _8"> </span>problemów.  <span class="ff7">Kodeks <span class="_ _13"> </span>Etyki<span class="_ _2"></span><span class="ff1"> <span class="_ _13"> </span></span></span>w <span class="_ _13"> </span>tym <span class="_ _8"> </span>zakresie <span class="_ _13"> </span>wska<span class="_ _2"></span>zuje, <span class="_ _13"> </span>że <span class="_ _13"> </span>d<span class="_ _2"></span>la <span class="_ _13"> </span>pracowników <span class="_ _8"> </span>osobą </div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">pierwszego <span class="_ _21"> </span>kontakt<span class="_ _2"></span>u <span class="_ _21"> </span>powinien <span class="_ _21"> </span>być <span class="_ _1f"> </span>bezpośredni <span class="_ _21"> </span>przełożony<span class="_ _2"></span>. <span class="_ _21"> </span>Kwestie <span class="_ _21"> </span>dotyczące <span class="_ _1f"> </span>zgodności <span class="_ _21"> </span>należy <span class="_ _21"> </span>d<span class="_ _2"></span>odatkowo </div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">skonsulto<span class="_ _2"></span>wać <span class="_ _4"></span>z <span class="_ _7"></span>pracownikami <span class="_ _7"></span>działu <span class="_ _7"></span>Prawnego <span class="_ _7"></span>i <span class="_ _7"></span>Compliance, <span class="_ _7"></span>a <span class="_ _7"></span>pracownicze <span class="_ _13"> </span>–<span class="ff1"> <span class="_ _7"></span></span>z <span class="_ _7"></span>pracownikami <span class="_ _7"></span>komórki <span class="_ _7"></span>zarząd<span class="_ _2"></span><span class="ff1">zania </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">zasobami  ludzkimi.  Pracownicy  mogą  również  skorzystać  z  zewnętrznego  kanału  zgłaszania  naruszeń  wskazaneg<span class="_ _2"></span><span class="ff1 ls1e">o <span class="ls0"> </span></span></div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">w Kodeksie Etyki. Każd<span class="_ _2"></span>a ze spółek wchodzących w skład Grup<span class="_ _2"></span>y Kapitałowej TOYA utworzyła i udos<span class="_ _2"></span>tępniła pracownikom </div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">własne kanał<span class="_ _2"></span>y do przyjmowania i analizowania <span class="_ _2"></span>wszystkich zgłoszeń <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">Osoby <span class="_ _7"></span>odpowiedzialne <span class="_ _4"></span>za <span class="_ _7"></span>przyjmowanie <span class="_ _4"></span>zgłoszeń<span class="_ _2"></span> <span class="_ _4"></span>są <span class="_ _7"></span>zobowiązane <span class="_ _4"></span>do <span class="_ _7"></span>utrzymania <span class="_ _7"></span>wszystkich <span class="_ _4"></span>o<span class="_ _2"></span>trzymanych <span class="_ _7"></span>informacji <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">(w tym danych os<span class="_ _2"></span>obowych zgłaszającego) w pou<span class="_ _2"></span>fności. Zgłoszenia możn<span class="_ _2"></span>a dokonać również an<span class="_ _2"></span>onimowo.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaa1 ff4 fs3 fc0 sc0 ls0 ws0">Kanały do <span class="_ _9"></span>zgł<span class="_ _2"></span>oszeń <span class="_ _0"></span>naruszeń związanych <span class="_ _0"></span>m.in. <span class="_ _0"></span>z <span class="_ _0"></span>dyskryminacją<span class="_ _2"></span>, <span class="_ _0"></span>molestowaniem i <span class="_ _9"></span>zastra<span class="_ _2"></span>szaniem <span class="_ _0"></span>są <span class="_ _0"></span>również wymienione </div><div class="t m0 x6 hc yaa2 ff1 fs3 fc0 sc0 lsc ws0">w <span class="_ _2"></span><span class="ffe ls0">Polityce <span class="_ _e"></span>Różnorodności<span class="_ _2"></span><span class="ff4">. <span class="_ _2"></span>Zgłoszenia <span class="_ _2"></span>można <span class="_ _e"></span>dokonać <span class="_ _2"></span>za <span class="_ _2"></span>pomocą <span class="_ _2"></span>kan<span class="_ _2"></span>ałów <span class="_ _2"></span>zwyczajowo <span class="_ _2"></span>przy<span class="_ _2"></span>jętych <span class="_ _2"></span>w <span class="_ _2"></span>Spółce <span class="_ _2"></span>(oso<span class="_ _2"></span>biście, </span></span></div><div class="t m0 x6 hc y5dd ff4 fs3 fc0 sc0 ls0 ws0">telefonicznie <span class="_ _8"> </span>lub  mailowo <span class="_ _13"> </span>p<span class="_ _2"></span>oprzez <span class="_ _8"> </span>poinformowanie  przełożonego,  Dział <span class="_ _13"> </span>HR  lub <span class="_ _13"> </span>Compliance  Officera, <span class="_ _8"> </span>e<span class="_ _2"></span><span class="ff1">-mailem  na </span></div><div class="t m0 x6 hc y205 ff4 fs3 fc0 sc0 ls0 ws0">dedykowaną s<span class="_ _2"></span>krzynkę lub –<span class="ff1"> </span>również an<span class="_ _2"></span>onimowo –<span class="ff1"> </span>za<span class="_ _2"></span> pośrednictwem funkcj<span class="_ _2"></span>onującej platformy on<span class="_ _2"></span><span class="ff1">-line).  </span></div><div class="t m0 x6 hc yaa3 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>Grupie <span class="_ _e"></span>Kap<span class="_ _2"></span>itałowej <span class="_ _e"></span>TOYA <span class="_ _4"></span>nie <span class="_ _e"></span>wdrożono<span class="_ _2"></span> <span class="_ _e"></span>odrębnego <span class="_ _e"></span>mech<span class="_ _2"></span>anizmu <span class="_ _e"></span>rozpat<span class="_ _2"></span>rywania <span class="_ _e"></span>ska<span class="_ _2"></span>rg <span class="_ _2"></span>w <span class="_ _4"></span>kwestiach <span class="_ _e"></span>pracowniczy<span class="_ _2"></span>ch. </div><div class="t m0 x6 hc y99f ff4 fs3 fc0 sc0 ls0 ws0">Praktyką w sp<span class="_ _2"></span>ółkach jest odpowiadanie na wątpliwości pra<span class="_ _2"></span>cowników przez odpo<span class="_ _2"></span>wiednie merytorycznie działy.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9a0 ff4 fs3 fc0 sc0 ls0 ws0">O <span class="_ _e"></span>istnieniu <span class="_ _e"></span>kanał<span class="_ _2"></span>ów <span class="_ _2"></span>zgł<span class="_ _2"></span>aszania <span class="_ _e"></span>nieprawidłowości <span class="_ _e"></span>pracowni<span class="_ _2"></span>cy <span class="_ _e"></span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _e"></span>s<span class="_ _2"></span>ą <span class="_ _e"></span>informowani <span class="_ _e"></span>przez <span class="_ _e"></span>Intranet. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9a1 ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>uwagi <span class="_ _2"></span>na <span class="_ _2"></span>kr<span class="_ _2"></span>ótki <span class="_ _2"></span>czas <span class="_ _2"></span>funkcjo<span class="_ _2"></span>nowania <span class="_ _2"></span>kanałó<span class="_ _2"></span>w <span class="_ _2"></span>wymienionych <span class="_ _2"></span>w <span class="_ _2"></span>Kod<span class="_ _2"></span>eksie <span class="_ _2"></span>Etyki <span class="_ _2"></span>i <span class="_ _2"></span>Polity<span class="_ _2"></span>ce <span class="_ _2"></span>Różnorodności, <span class="_ _e"></span>na <span class="_ _2"></span>razie <span class="_ _2"></span>nie </div><div class="t m0 x6 hc yaa4 ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _e"></span>oceniana <span class="_ _4"></span>świadomość <span class="_ _4"></span>ich <span class="_ _e"></span>istnienia <span class="_ _4"></span>wśród <span class="_ _e"></span>p<span class="_ _2"></span>racowników <span class="_ _e"></span>i <span class="_ _e"></span>inn<span class="_ _2"></span>ych <span class="_ _e"></span>osób <span class="_ _4"></span>wykonujących <span class="_ _e"></span>p<span class="_ _2"></span>racę <span class="_ _e"></span>dla <span class="_ _e"></span>s<span class="_ _2"></span>półek. <span class="_ _e"></span>Natomiast <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaa5 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _18"> </span>ocenie <span class="_ _1c"> </span>TOYA <span class="_ _18"> </span>S.A. <span class="_ _1c"> </span>kanały <span class="_ _1c"> </span>określone <span class="_ _1c"> </span>w <span class="_ _18"> </span>Procedurze <span class="_ _1c"> </span>zgłaszan<span class="_ _2"></span>ia <span class="_ _18"> </span>nieprawidłowoś<span class="_ _2"></span>ci <span class="_ _18"> </span>i <span class="_ _18"> </span>prowadzenia <span class="_ _1c"> </span>postępowań </div><div class="t m0 x6 hc y1e7 ff4 fs3 fc0 sc0 ls0 ws0">wyjaśniających w TOYA S.<span class="_ _2"></span>A., prowadzone od<span class="_ _2"></span> 2020 roku, są powszechnie <span class="_ _2"></span><span class="ff1">znan<span class="_ _2"></span>e jej pracownikom.<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y3e5 ff4 fs3 fc0 sc0 ls0 ws0">W 2024 roku Grup<span class="_ _2"></span>a Kapitałowa <span class="_ _2"></span>TOYA nie monitoro<span class="_ _2"></span>wała zgłaszan<span class="_ _2"></span>ych spraw <span class="_ _2"></span>–<span class="ff1"> </span>od<span class="_ _2"></span>powiednie rejestry doty<span class="_ _2"></span>czące naruszeń<span class="_ _2"></span> </div><div class="t m0 x6 hc yaa6 ff4 fs3 fc0 sc0 ls0 ws0">praw <span class="_ _2"></span>człowieka, <span class="_ _2"></span>Kodeksu <span class="_ _2"></span>Etyki <span class="_ _2"></span>będą <span class="_ _2"></span>prowadzone <span class="_ _2"></span>od <span class="_ _2"></span>2025 roku<span class="_ _2"></span>. <span class="_ _2"></span>Zgodnie z <span class="_ _2"></span>przy<span class="_ _2"></span>jętymi p<span class="_ _2"></span>olitykami, sku<span class="_ _2"></span>teczność <span class="_ _2"></span>kanałów </div><div class="t m0 x6 hc yaa7 ff1 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _7"></span>oceniana <span class="_ _7"></span>przy <span class="_ _7"></span>okazji <span class="_ _4"></span>monito<span class="_ _2"></span><span class="ff4">rowania <span class="_ _7"></span>regulacji <span class="_ _7"></span>poprzez <span class="_ _7"></span>m.in. <span class="_ _4"></span>coro<span class="_ _2"></span>czne <span class="_ _4"></span>rap<span class="_ _2"></span>orty <span class="_ _7"></span>przygotowywane <span class="_ _4"></span>p<span class="_ _2"></span>rzez <span class="_ _4"></span>właś<span class="_ _2"></span>cicieli </span></div><div class="t m0 x6 hc yaa8 ff4 fs3 fc0 sc0 ls0 ws0">polityk. <span class="_ _12"> </span>Informacje <span class="_ _15"> </span>o <span class="_ _12"> </span>monito<span class="_ _2"></span>rowaniu <span class="_ _15"> </span>zgł<span class="_ _2"></span>oszeń <span class="_ _15"> </span>d<span class="_ _2"></span>otyczących <span class="_ _15"> </span>s<span class="_ _2"></span>praw <span class="_ _15"> </span>wymienionych <span class="_ _12"> </span>w <span class="_ _12"> </span>Procedurze <span class="_ _15"> </span>zgł<span class="_ _2"></span>aszania </div><div class="t m0 x6 hc y5e6 ff4 fs3 fc0 sc0 ls0 ws0">nieprawidłowości i prowad<span class="_ _2"></span>zenia postępo<span class="_ _2"></span>wań wyjaśniających w TOYA S.A. zo<span class="_ _2"></span>sta<span class="_ _2"></span>ły opis<span class="_ _2"></span>ane w rozdziale <span class="ff1">7.7 - ESRS G1.<span class="_ _2"></span> </span></div><div class="t m0 x6 hc yaa9 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kap<span class="_ _2"></span>itałowa <span class="_ _2"></span>TO<span class="_ _2"></span>YA <span class="_ _2"></span>w <span class="_ _2"></span>pr<span class="_ _2"></span>ocesie <span class="_ _2"></span>analiz<span class="_ _2"></span>y <span class="_ _2"></span>podwójn<span class="_ _2"></span>ej <span class="_ _2"></span>istotno<span class="_ _2"></span>ści <span class="_ _2"></span>zidenty<span class="_ _2"></span>fikowała <span class="_ _2"></span>tylko<span class="_ _2"></span> <span class="_ _2"></span>jeden <span class="_ _2"></span>negatywny<span class="_ _2"></span> <span class="_ _2"></span>wpływ, <span class="_ _e"></span>który<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaaa ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>d<span class="_ _2"></span>odatku <span class="_ _7"></span>jest <span class="_ _7"></span>potencjalny. <span class="_ _4"></span>Doty<span class="_ _2"></span>czy <span class="_ _7"></span>on <span class="_ _4"></span>ewentualnego <span class="_ _7"></span>zaprzesta<span class="_ _2"></span>nia <span class="_ _7"></span>zapewniania <span class="_ _7"></span>konkurencyjnych <span class="_ _7"></span>wynagrodzeń <span class="_ _7"></span>dla </div><div class="t m0 x6 hc y68a ff4 fs3 fc0 sc0 ls0 ws0">pracowników. <span class="_ _8"> </span>Spółki <span class="_ _8"> </span>na  obecną <span class="_ _13"> </span>ch<span class="_ _2"></span>wilę <span class="_ _13"> </span>dąż<span class="_ _2"></span>ą <span class="_ _13"> </span>do<span class="_ _2"></span> <span class="_ _13"> </span>zap<span class="_ _2"></span>ewniania <span class="_ _8"> </span>konkurency<span class="_ _2"></span>jnych <span class="_ _8"> </span>wynagrodzeń,  co <span class="_ _13"> </span>odbywa <span class="_ _8"> </span>się <span class="_ _8"> </span>przez<span class="_ _2"></span> </div><div class="t m0 x6 hc yaab ff4 fs3 fc0 sc0 ls0 ws0">śledzenie sytuacji n<span class="_ _2"></span>a rynku i wynagrodzeń<span class="_ _2"></span><span class="ff1"> </span>w bran<span class="_ _2"></span>ży.<span class="ff1"> </span></div><div class="t m0 x6 hc y9b4 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1b"> </span>Grupie <span class="_ _5"> </span>Kapitałowej <span class="_ _5"> </span>TOYA <span class="_ _5"> </span>nie <span class="_ _1b"> </span>są <span class="_ _5"> </span>podejmowane <span class="_ _1b"> </span>in<span class="_ _2"></span>ne <span class="_ _1b"> </span>dzia<span class="_ _2"></span>łania <span class="_ _1b"> </span>mające <span class="_ _5"> </span>na <span class="_ _5"> </span>celu <span class="_ _1b"> </span>zapewnienie <span class="_ _5"> </span>lub <span class="_ _5"> </span>wzmocnienie </div><div class="t m0 x6 hc yaac ff4 fs3 fc0 sc0 ls0 ws0">pozytywnego <span class="_ _12"> </span>wpływu <span class="_ _11"> </span>na <span class="_ _12"> </span>własne <span class="_ _12"> </span>zas<span class="_ _2"></span>oby <span class="_ _12"> </span>pracownicze <span class="_ _12"> </span>oraz <span class="_ _12"> </span>n<span class="_ _2"></span>ie <span class="_ _15"> </span>j<span class="_ _2"></span>est <span class="_ _12"> </span>prowadzo<span class="_ _2"></span>ny <span class="_ _12"> </span>monitoring <span class="_ _12"> </span>sku<span class="_ _2"></span>teczności </div><div class="t m0 x6 hc yaad ff4 fs3 fc0 sc0 ls0 ws0">podejmowanych dzia<span class="_ _2"></span>łań. <span class="ff1"> </span></div><div class="t m0 x6 hc y91c ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA n<span class="_ _2"></span>ie <span class="_ _2"></span>wyznaczyła <span class="_ _2"></span>celów <span class="_ _2"></span>związanych <span class="_ _2"></span>z <span class="_ _2"></span>zarządzaniem <span class="_ _2"></span>istotnymi <span class="_ _2"></span>wpływami <span class="_ _2"></span>związanymi <span class="_ _2"></span>z <span class="_ _2"></span>własnymi </div><div class="t m0 x6 hc yaae ff4 fs3 fc0 sc0 ls0 ws0">zasobami <span class="_ _1f"> </span>pracowniczymi. <span class="_ _1f"> </span>Organizacja <span class="_ _1f"> </span>do<span class="_ _2"></span>konuje <span class="_ _21"> </span>jednak <span class="_ _1f"> </span>przeglądu <span class="_ _1f"> </span>polityk <span class="_ _1f"> </span>związanych <span class="_ _1f"> </span>z <span class="_ _21"> </span>is<span class="_ _2"></span>totnymi<span class="_ _2"></span><span class="ff1"> <span class="_ _21"> </span></span>wpł<span class="_ _2"></span>ywami,<span class="ff1">  </span></div><div class="t m0 x6 hc yaaf ff4 fs3 fc0 sc0 ls0 ws0">a <span class="_ _9"></span>każdo<span class="_ _2"></span>razowo <span class="_ _9"></span>wynikiem <span class="_ _9"></span>ta<span class="_ _2"></span>kiego <span class="_ _9"></span>przeglądu<span class="_ _2"></span> <span class="_ _9"></span>jest <span class="_ _9"></span>rap<span class="_ _2"></span>ort <span class="_ _9"></span>z <span class="_ _9"></span>r<span class="_ _2"></span>ealizacji <span class="_ _9"></span>zob<span class="_ _2"></span>owiązań, <span class="_ _9"></span>który <span class="_ _0"></span>wraz <span class="_ _9"></span>z <span class="_ _0"></span>wnioskami <span class="_ _9"></span>i <span class="_ _9"></span>r<span class="_ _2"></span>ekomendacjami </div><div class="t m0 x6 hc yab0 ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _18"> </span>p<span class="_ _2"></span>rzedstawiany <span class="_ _1c"> </span>Zarządowi <span class="_ _14"> </span>s<span class="_ _2"></span>półki <span class="_ _18"> </span>d<span class="_ _2"></span>ominującej. <span class="_ _18"> </span>Decyzję <span class="_ _1c"> </span>o <span class="_ _18"> </span>aktualiz<span class="_ _2"></span>acji <span class="_ _18"> </span>polityk <span class="_ _18"> </span>podejmuje <span class="_ _1c"> </span>Zarząd <span class="_ _1c"> </span>TOYA <span class="_ _18"> </span>S.A. <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yab1 ff4 fs3 fc0 sc0 ls0 ws0">w sytuacjach,<span class="_ _2"></span> w których uzna to za kon<span class="_ _2"></span>ieczne. <span class="ff1"> </span></div><div class="t m0 x6 hc yab2 ff4 fs3 fc0 sc0 ls0 ws0">Ambicją <span class="_ _19"> </span>Grupy <span class="_ _19"> </span>Kapitałowej <span class="_ _19"> </span>TOYA <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>jest <span class="_ _19"> </span>zap<span class="_ _2"></span>ewnienie <span class="_ _19"> </span>konkurency<span class="_ _2"></span>jnych <span class="_ _5"> </span>pł<span class="_ _2"></span>ac <span class="_ _5"> </span>w <span class="_ _19"> </span>celu <span class="_ _19"> </span>utrzymania <span class="_ _19"> </span>pracownik<span class="_ _2"></span>ów <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yab3 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _9"></span>po<span class="_ _2"></span>zyskania <span class="_ _0"></span>nowych <span class="_ _0"></span>osób, <span class="_ _9"></span>kt<span class="_ _2"></span>óre <span class="_ _9"></span>swoją <span class="_ _0"></span>wiedzą <span class="_ _0"></span>i <span class="_ _9"></span>doś<span class="_ _2"></span>wiadczeniem <span class="_ _0"></span>wesprą <span class="_ _9"></span>organ<span class="_ _2"></span>izację <span class="_ _0"></span>w <span class="_ _9"></span>jej <span class="_ _0"></span>działaln<span class="_ _2"></span>ości. <span class="_ _9"></span>Organ<span class="_ _2"></span>izacja <span class="_ _9"></span>zd<span class="_ _2"></span>aje </div><div class="t m0 x6 hc yab4 ff4 fs3 fc0 sc0 ls0 ws0">sobie <span class="_ _7"> </span>s<span class="_ _2"></span>prawę <span class="_ _7"></span>z <span class="_ _13"> </span>wpływu, <span class="_ _13"> </span>jaki <span class="_ _13"> </span>ma <span class="_ _7"> </span>na <span class="_ _13"> </span>pracownikó<span class="_ _2"></span>w, <span class="_ _7"></span>dlatego<span class="_ _2"></span> <span class="_ _7"></span>dąży <span class="_ _13"> </span>do <span class="_ _13"> </span>braku <span class="_ _13"> </span>wypadków. <span class="_ _13"> </span>Spółko<span class="_ _2"></span>m <span class="_ _7"></span>zależy, <span class="_ _7"> </span>n<span class="_ _2"></span>ie <span class="_ _7"></span>tylko <span class="_ _7"> </span>n<span class="_ _2"></span>a </div><div class="t m0 x6 hc y9b9 ff4 fs3 fc0 sc0 ls0 ws0">bezpiecznych, <span class="_ _2"></span>ale też ko<span class="_ _2"></span>mpetentny<span class="_ _2"></span>ch i <span class="_ _2"></span>przeszkolonych <span class="_ _2"></span>pracownikach. W <span class="_ _2"></span>wewnętrznych <span class="_ _2"></span>dokumentach <span class="_ _2"></span>obowiązujących </div><div class="t m0 x6 hc y9ba ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _13"> </span>cał<span class="_ _2"></span>ej <span class="_ _8"> </span>Grupie <span class="_ _8"> </span>Kapitało<span class="_ _2"></span>wej <span class="_ _13"> </span>TOYA  przejawia <span class="_ _13"> </span>s<span class="_ _2"></span>ię <span class="_ _13"> </span>a<span class="_ _2"></span>mbicja <span class="_ _8"> </span>stworzenia <span class="_ _8"> </span>odpo<span class="_ _2"></span>wiedn<span class="_ _2"></span>ich <span class="_ _8"> </span>warunkó<span class="_ _2"></span>w <span class="_ _13"> </span>pracy<span class="_ _2"></span> <span class="_ _13"> </span>dla  w<span class="_ _0"></span>szystk<span class="_ _2"></span>ich </div><div class="t m0 x6 hc yab5 ff4 fs3 fc0 sc0 ls0 ws0">pracowników,  ponieważ  organizacja  jest  przekonana,  że <span class="_ _8"> </span>równość  wynagrodzeń,  równe  szanse  w <span class="_ _8"> </span>pracy  pomagają </div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w0 h0" ><div class="pc pc59 w0 h0"><img class="bi x2 yab6 w13f h10f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">89<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">przyciągnąć oraz utrzymać <span class="_ _0"></span>cennych pracowników, w<span class="_ _0"></span>pływających na wyniki <span class="_ _0"></span>Grupy Kapitałowej <span class="_ _0"></span>TOYA. Z <span class="_ _0"></span>tym <span class="_ _0"></span>też związana </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _4"></span>kolejna <span class="_ _4"></span>ambicja <span class="_ _4"></span>dotycząca <span class="_ _4"></span>zapo<span class="_ _2"></span>biegania <span class="_ _e"></span>p<span class="_ _2"></span>rzemocy <span class="_ _4"></span>–<span class="ff1"> <span class="_ _4"></span>n<span class="_ _2"></span>ie <span class="_ _e"></span>ma <span class="_ _4"></span>zgody<span class="_ _2"></span> <span class="_ _e"></span>na <span class="_ _4"></span>przemoc <span class="_ _4"></span>i <span class="_ _4"></span>molestowan<span class="_ _2"></span>ie <span class="_ _e"></span>w <span class="_ _4"></span>miejscu <span class="_ _4"></span>pracy, <span class="_ _e"></span> </span></div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">a przyjęte procedury<span class="_ _2"></span> mają wykluczyć ryzy<span class="_ _2"></span>ko takich przypadków. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 ya20 ff2 fs4 fc0 sc0 ls0 ws0">7.4.3.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Informacje o pracownikach i współpracownikach </span></span> </div><div class="t m0 x6 h6 ya21 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yab7 w140 h110"><div class="t m0 x17 hf yab8 ff2 fs7 fc3 sc0 ls0 ws0">] <span class="ff3">Liczba zatrudniony<span class="_ _0"></span>ch pracowników <span class="_ _0"></span>ogółem oraz w pod<span class="_ _0"></span>ziale na płeć:<span class="ff2"> </span></span></div></div><div class="c x6 yab9 w141 h27"><div class="t m0 x17 hf y441 ff3 fs7 fc3 sc0 ls4 ws0">Płeć<span class="ff2 ls0"> </span></div></div><div class="c x175 yab9 w142 h27"><div class="t m0 x6 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w na koniec okre<span class="_ _0"></span>su sprawozdawcz<span class="_ _0"></span>ego<span class="ff2"> </span></div></div><div class="c x6 yaba w141 h111"><div class="t m0 x17 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Mężczyzna<span class="ff1"> </span></div></div><div class="c x175 yaba w142 h111"><div class="t m0 x41 h11 y239 ff1 fs7 fc0 sc0 lse ws0">437<span class="ls0"> </span></div></div><div class="c x6 yabb w141 h6f"><div class="t m0 x17 h11 y6c9 ff1 fs7 fc0 sc0 ls0 ws0">Kobieta </div></div><div class="c x175 yabb w142 h6f"><div class="t m0 x41 h11 y6c9 ff1 fs7 fc0 sc0 lse ws0">157<span class="ls0"> </span></div></div><div class="c x6 y4a9 w141 hd1"><div class="t m0 x17 hf y876 ff3 fs7 fc0 sc0 ls0 ws0">Pracownicy ogółe<span class="_ _0"></span>m<span class="ff2"> </span></div></div><div class="c x175 y4a9 w142 hd1"><div class="t m0 x41 hf y876 ff2 fs7 fc0 sc0 lse ws0">594<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 yabc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y18 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yabd w42 h7c"><div class="t m0 x176 hf y570 ff2 fs7 fc3 sc0 ls0 ws0">Kobieta<span class="ff1"> </span></div></div><div class="c x49 yabd w103 h7c"><div class="t m0 x81 hf y570 ff3 fs7 fc3 sc0 ls0 ws0">Mężczyzna<span class="ff1"> </span></div></div><div class="c x51 yabd w44 h7c"><div class="t m0 x18 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">Ogółem (na koniec ok<span class="_ _0"></span>resu </div><div class="t m0 xcf hf y89 ff2 fs7 fc3 sc0 ls0 ws0">sprawozdawczego)<span class="ff1"> </span></div></div><div class="c x6 yabe w12f h39"><div class="t m0 x17 hf y89 ff2 fs7 fc0 sc0 ls0 ws0">Liczba <span class="ff3">pracowników<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x6 yabf w42 h55"><div class="t m0 x177 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">157<span class="ls0"> </span></div></div><div class="c x49 yabf w103 h55"><div class="t m0 x3b h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">437<span class="ls0"> </span></div></div><div class="c x51 yabf w44 h55"><div class="t m0 x75 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">594<span class="ls0"> </span></div></div><div class="c x6 y407 w12f h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych n<span class="_ _0"></span>a czas określon<span class="_ _0"></span>y <span class="ff1"> </span></div></div><div class="c x6 yac0 w42 h55"><div class="t m0 x12d h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">17 <span class="ls0"> </span></div></div><div class="c x49 yac0 w103 h55"><div class="t m0 xf7 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">61 <span class="ls0"> </span></div></div><div class="c x51 yac0 w44 h55"><div class="t m0 x34 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">78<span class="ls0"> </span></div></div><div class="c x6 y234 w12f h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych n<span class="_ _0"></span>a czas nieokre<span class="_ _0"></span>ślony<span class="ff1"> </span></div></div><div class="c x6 y92f w42 h55"><div class="t m0 x177 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">140<span class="ls0"> </span></div></div><div class="c x49 y92f w103 h55"><div class="t m0 x3b h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">376<span class="ls0"> </span></div></div><div class="c x51 y92f w44 h55"><div class="t m0 x75 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">516<span class="ls0"> </span></div></div><div class="c x6 yac1 w12f h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w, którym nie <span class="_ _0"></span>gwarantuje się god<span class="_ _0"></span>zin pracy<span class="ff1"> </span></div></div><div class="c x6 yac2 w42 h55"><div class="t m0 x178 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x49 yac2 w103 h55"><div class="t m0 xf3 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x51 yac2 w44 h55"><div class="t m0 xe h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 yac3 w12f h39"><div class="t m0 x17 hf y89 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych <span class="_ _0"></span>w pełnym wymiar<span class="_ _0"></span>ze czasu pracy<span class="ff1"> </span></div></div><div class="c x6 yac4 w42 h39"><div class="t m0 x177 h11 y89 ff1 fs7 fc0 sc0 lse ws0">156<span class="ls0"> </span></div></div><div class="c x49 yac4 w103 h39"><div class="t m0 x3b h11 y89 ff1 fs7 fc0 sc0 lse ws0">431<span class="ls0"> </span></div></div><div class="c x51 yac4 w44 h39"><div class="t m0 x75 h11 y89 ff1 fs7 fc0 sc0 lse ws0">587<span class="ls0"> </span></div></div><div class="c x6 y1e7 w12f h55"><div class="t m0 x17 hf y1a7 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych <span class="_ _0"></span>w niepełnym w<span class="_ _0"></span>ymiarze czasu prac<span class="_ _0"></span>y<span class="ff1"> </span></div></div><div class="c x6 y500 w42 h39"><div class="t m0 x178 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x49 y500 w103 h39"><div class="t m0 xf3 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x51 y500 w44 h39"><div class="t m0 xe h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">7 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 yac5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y6a6 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y687 w143 h112"><div class="t m0 x116 hf yac6 ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c x179 y687 w144 h112"><div class="t m0 x1f hf y57d ff2 fs7 fc3 sc0 ls0 ws0">Polska </div></div><div class="c x17a y687 w68 h112"><div class="t m0 xde hf y57d ff2 fs7 fc3 sc0 ls0 ws0">Rumunia </div></div><div class="c x17b y687 wc0 h112"><div class="t m0 xfd hf y57d ff2 fs7 fc3 sc0 ls0 ws0">Chiny </div></div><div class="c x6 yac7 w145 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych <span class="_ _0"></span>w pełnym wymiar<span class="_ _0"></span>ze czasu pracy <span class="ff2"> </span></div></div><div class="c x6 yac8 w143 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x179 yac8 w144 h57"><div class="t m0 xaa h11 y869 ff1 fs7 fc0 sc0 lse ws0">263<span class="ls0"> </span></div></div><div class="c x17a yac8 w68 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">70<span class="ls0"> </span></div></div><div class="c x17b yac8 wc0 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">98<span class="ls0"> </span></div></div><div class="c x6 yac9 w143 h57"><div class="t m0 x17 hf y869 ff2 fs7 fc0 sc0 ls0 ws0">Kobieta </div></div><div class="c x179 yac9 w144 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">77<span class="ls0"> </span></div></div><div class="c x17a yac9 w68 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">15<span class="ls0"> </span></div></div><div class="c x17b yac9 wc0 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">64<span class="ls0"> </span></div></div><div class="c x6 y217 w143 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Pracownicy ogółe<span class="_ _0"></span>m<span class="ff2"> </span></div></div><div class="c x179 y217 w144 h57"><div class="t m0 xaa h11 y869 ff1 fs7 fc0 sc0 lse ws0">340<span class="ls0"> </span></div></div><div class="c x17a y217 w68 h57"><div class="t m0 xf9 h11 y869 ff1 fs7 fc0 sc0 lse ws0">85<span class="ls0"> </span></div></div><div class="c x17b y217 wc0 h57"><div class="t m0 xaa h11 y869 ff1 fs7 fc0 sc0 lse ws0">162<span class="ls0"> </span></div></div><div class="c x6 yaca w145 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w zatrudnionych <span class="_ _0"></span>w niepełnym w<span class="_ _0"></span>ymiarze czasu prac<span class="_ _0"></span>y <span class="ff2"> </span></div></div><div class="c x6 yacb w143 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Mężczyzna<span class="ff2"> </span></div></div><div class="c x179 yacb w144 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">5 </div></div><div class="c x17a yacb w68 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x17b yacb wc0 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y5cc w143 h57"><div class="t m0 x17 hf y869 ff2 fs7 fc0 sc0 ls0 ws0">Kobieta </div></div><div class="c x179 y5cc w144 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x17a y5cc w68 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x17b y5cc wc0 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x6 y41a w143 h57"><div class="t m0 x17 hf y869 ff3 fs7 fc0 sc0 ls0 ws0">Pracownicy ogółe<span class="_ _0"></span>m<span class="ff2"> </span></div></div><div class="c x179 y41a w144 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x17a y41a w68 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x17b y41a wc0 h57"><div class="t m0 x17c h11 y869 ff1 fs7 fc0 sc0 ls0 ws0">0 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 yacc ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yacd ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _0"></span>S.A. <span class="_ _0"></span>na <span class="_ _0"></span>koniec <span class="_ _0"></span>2024 <span class="_ _0"></span>roku <span class="_ _0"></span>korzystała z <span class="_ _9"></span>pracy 8 <span class="_ _9"></span>osób na<span class="_ _0"></span> <span class="_ _0"></span>umowach<span class="_ _2"></span><span class="ff1">-</span>zlecenie <span class="_ _0"></span>oraz <span class="_ _0"></span>1 <span class="_ _0"></span>pracownika <span class="_ _0"></span>tymczasowego. Wśród </div><div class="t m0 x6 hc yace ff4 fs3 fc0 sc0 ls0 ws0">własnych zasobów pracowniczych nie <span class="_ _0"></span>było <span class="_ _0"></span>osób prowadzących <span class="_ _0"></span>własną dzia<span class="_ _0"></span>łalność gospodarczą. Również <span class="_ _9"></span>ch<span class="_ _2"></span>ińskie spółki </div><div class="t m0 x6 hc yacf ff4 fs3 fc0 sc0 ls0 ws0">korzystały z pracy osób, które <span class="_ _0"></span>nie były zatrudnione przez spółkę. W <span class="_ _0"></span>2024 roku w spółkach działających w Chinach takich </div><div class="t m0 x6 hc yad0 ff4 fs3 fc0 sc0 ls0 ws0">osób było 12 i b<span class="_ _2"></span>yli to pracownicy t<span class="_ _2"></span>ymczasowi zatrudnian<span class="_ _2"></span>i przez agencję pracy</div></div><div class="c x0 y0 w83 h0"><div class="t m0 x171 h86 y9b7 ff1 fs11 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x17d hc yad0 ff1 fs3 fc0 sc0 ls10 ws0">. <span class="ls0"> </span></div><div class="t m0 x6 h6 yad1 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 yad2 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2d h6 y41d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w83 h0"><div class="t m0 x6 h60 yad3 ff1 fs10 fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7 h11 yad4 ff4 fs7 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>Dane <span class="_ _0"></span>doty<span class="_ _0"></span>czące <span class="_ _0"></span>liczby <span class="_ _0"></span>osób <span class="_ _9"></span>współpracujący<span class="_ _0"></span>ch <span class="_ _0"></span>na <span class="_ _0"></span>inny<span class="_ _0"></span>ch <span class="_ _0"></span>warunk<span class="_ _0"></span>ach <span class="_ _0"></span>niż <span class="_ _0"></span>za<span class="_ _0"></span>trudnienie<span class="_ _0"></span> na <span class="_ _9"></span>podstawie <span class="_ _9"></span>umowy o <span class="_ _0"></span>pr<span class="_ _0"></span>acę <span class="_ _0"></span>są <span class="_ _0"></span>podawane<span class="_ _0"></span> na <span class="_ _9"></span>dzień 31.12.2024,<span class="_ _0"></span> </div><div class="t m0 x6 h11 y625 ff4 fs7 fc0 sc0 ls0 ws0">czyli n<span class="_ _0"></span>a  k<span class="_ _0"></span>oniec okr<span class="_ _0"></span>esu spr<span class="_ _0"></span>awoz<span class="_ _0"></span>dawc<span class="_ _0"></span>zeg<span class="_ _0"></span>o.<span class="ff1"> </span></div></div><a class="l" href="#pf59" ><span class="d m1" style="border-style:none;position:absolute;left:734.260000px;bottom:285.140000px;width:7.790000px;height:16.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5a" class="pf w0 h0" ><div class="pc pc5a w0 h0"><img class="bi x2 yad5 w51 h113" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">90<span class="ls0"> </span></div></div><div class="c x6 y87f w146 hd1"><div class="t m0 x17 hf y876 ff3 fs7 fc3 sc0 ls0 ws0">Rozkład płci w ujęci<span class="_ _0"></span>u liczbowy<span class="_ _0"></span>m i procentowym w k<span class="_ _0"></span>adrze kierownicz<span class="_ _0"></span>ej najwyższego <span class="_ _0"></span>szczebla Grupy Kapi<span class="_ _0"></span>tałowej TO<span class="_ _0"></span>YA:<span class="ff2"> </span></div></div><div class="c x6 yad6 w147 hd1"><div class="t m0 x4e hf y876 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x17e yad6 w148 hd1"><div class="t m0 x16d hf y876 ff3 fs7 fc3 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w<span class="ff2"> </span></div></div><div class="c x125 yad6 w149 hd1"><div class="t m0 x1d hf y876 ff3 fs7 fc3 sc0 ls0 ws0">Odsetek pracow<span class="_ _0"></span>ników<span class="ff2"> </span></div></div><div class="c x6 y3f8 w147 hd1"><div class="t m0 x17 hf y876 ff2 fs7 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x17e y3f8 w148 hd1"><div class="t m0 xa5 hf y876 ff2 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x125 y3f8 w149 hd1"><div class="t m0 x7d hf y876 ff2 fs7 fc0 sc0 lse ws0">27<span class="ls0">% </span></div></div><div class="c x6 yad7 w147 hd1"><div class="t m0 x17 hf y876 ff3 fs7 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x17e yad7 w148 hd1"><div class="t m0 x13c hf y876 ff2 fs7 fc0 sc0 ls0 ws0">16 </div></div><div class="c x125 yad7 w149 hd1"><div class="t m0 x7d hf y876 ff2 fs7 fc0 sc0 lse ws0">73<span class="ls0">% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 y440 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yad8 w14a h114"><div class="t m0 x17 hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Struktura wiekowa p<span class="_ _0"></span>racowników Gr<span class="_ _0"></span>upy Kapitałow<span class="_ _0"></span>ej TOYA: <span class="ff2"> </span></div></div><div class="c x6 yada w14b h114"><div class="t m0 x44 hf yad9 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x45 yada w14c h114"><div class="t m0 x148 hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Liczba pracownikó<span class="_ _0"></span>w<span class="ff2"> </span></div></div><div class="c x125 yada w28 h114"><div class="t m0 x2 hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Odsetek pracow<span class="_ _0"></span>ników<span class="ff2"> </span></div></div><div class="c x6 y136 w14b h114"><div class="t m0 x17 hf yad9 ff3 fs7 fc0 sc0 ls0 ws0">poniżej 30 lat<span class="ff2"> </span></div></div><div class="c x45 y136 w14c h114"><div class="t m0 x17f hf yad9 ff2 fs7 fc0 sc0 lse ws0">108<span class="ls0"> </span></div></div><div class="c x125 y136 w28 h114"><div class="t m0 x97 hf yad9 ff2 fs7 fc0 sc0 lse ws0">18%<span class="ls0"> </span></div></div><div class="c x6 yadb w14b h114"><div class="t m0 x17 hf yad9 ff2 fs7 fc0 sc0 lse ws0">30<span class="ff3 ls0">–<span class="ff2">50 lat </span></span></div></div><div class="c x45 yadb w14c h114"><div class="t m0 x17f hf yad9 ff2 fs7 fc0 sc0 lse ws0">402<span class="ls0"> </span></div></div><div class="c x125 yadb w28 h114"><div class="t m0 x97 hf yad9 ff2 fs7 fc0 sc0 lse ws0">68%<span class="ls0"> </span></div></div><div class="c x6 yadc w14b h114"><div class="t m0 x17 hf yad9 ff3 fs7 fc0 sc0 ls0 ws0">powyżej 50 lat<span class="ff2"> </span></div></div><div class="c x45 yadc w14c h114"><div class="t m0 x11a hf yad9 ff2 fs7 fc0 sc0 lse ws0">84<span class="ls0"> </span></div></div><div class="c x125 yadc w28 h114"><div class="t m0 x97 hf yad9 ff2 fs7 fc0 sc0 lse ws0">14%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y331 ff4 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _2"></span>Kapitałowej <span class="_ _2"></span>TOYA <span class="_ _2"></span>w 2024 <span class="_ _2"></span>roku <span class="_ _2"></span>nie przepro<span class="_ _2"></span>wadzano <span class="_ _2"></span>ustruktu<span class="_ _2"></span>ryzowanych rozmów roz<span class="_ _2"></span>wojowych, przeg<span class="_ _2"></span>lądów </div><div class="t m0 x6 hc y629 ff4 fs3 fc0 sc0 ls0 ws0">rozwoju <span class="_ _4"></span>kariery <span class="_ _4"></span>pra<span class="_ _2"></span>cowników. <span class="_ _4"></span>Pracownicy <span class="_ _4"></span>n<span class="_ _2"></span>a <span class="_ _4"></span>bieżąco <span class="_ _4"></span>otrz<span class="_ _2"></span>ymują <span class="_ _4"></span>informacje <span class="_ _4"></span>zwrotne <span class="_ _4"></span>od<span class="_ _2"></span> <span class="_ _4"></span>swoich <span class="_ _4"></span>p<span class="_ _2"></span>rzełożonych. <span class="_ _4"></span>Spół<span class="_ _2"></span>ki </div><div class="t m0 x6 hc yadd ff4 fs3 fc0 sc0 ls0 ws0">tworzące Grupę <span class="_ _2"></span>organizują <span class="_ _2"></span>dla <span class="_ _2"></span>swoich p<span class="_ _2"></span>racowników s<span class="_ _2"></span>zkolenia w <span class="_ _2"></span>celu dostarczenia<span class="_ _2"></span> odpowiedniej <span class="_ _2"></span>wiedzy potrzebn<span class="_ _2"></span>ej do </div><div class="t m0 x6 hc yade ff1 fs3 fc0 sc0 ls0 ws0">pracy oraz rozwoj<span class="_ _2"></span>u.  </div><div class="t m0 x6 h6 yadf ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yae0 w14d h27"><div class="t m0 x17 hf y441 ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x180 yae0 w14e h27"><div class="t m0 x7 hf y441 ff3 fs7 fc3 sc0 ls0 ws0">Średnia liczba god<span class="_ _0"></span>zin szkoleniowyc<span class="_ _0"></span>h<span class="ff2"> </span></div></div><div class="c x6 y387 w14d h27"><div class="t m0 x17 h11 y441 ff1 fs7 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x180 y387 w14e h27"><div class="t m0 x30 h11 y441 ff1 fs7 fc0 sc0 lse ws0">24,33<span class="ls0"> </span></div></div><div class="c x6 yae1 w14d h27"><div class="t m0 x17 h11 y441 ff4 fs7 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff1"> </span></div></div><div class="c x180 yae1 w14e h27"><div class="t m0 x30 h11 y441 ff1 fs7 fc0 sc0 ls0 ws0">17,66 </div></div><div class="c x6 yae2 w14d h27"><div class="t m0 x17 hf y441 ff3 fs7 fc0 sc0 ls0 ws0">Łącznie<span class="ff2"> </span></div></div><div class="c x180 yae2 w14e h27"><div class="t m0 x30 hf y441 ff2 fs7 fc0 sc0 lse ws0">20,09<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x34 h63 yae3 ff2 fs4 fc0 sc0 ls0 ws0">7.4.4.<span class="ff6"> <span class="_ _18"> </span></span>Odpowiednie wynagrodzenia  </div><div class="t m0 x6 h6 y210 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yae4 ff4 fs3 fc0 sc0 ls0 ws0">Mierzenie luki płacowej jest kluczowym narzędziem, które pozwala na ocenę skuteczności polityk dotyczących równych </div><div class="t m0 x6 hc yae5 ff4 fs3 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _5"> </span>za <span class="_ _1b"> </span>tę <span class="_ _5"> </span>samą <span class="_ _5"> </span>pracę <span class="_ _5"> </span>lub <span class="_ _5"> </span>za <span class="_ _1b"> </span>p<span class="_ _2"></span>racę <span class="_ _1b"> </span>o <span class="_ _1b"> </span>ta<span class="_ _2"></span>kiej <span class="_ _1b"> </span>s<span class="_ _2"></span>amej <span class="_ _1b"> </span>wartości. <span class="_ _5"> </span>Mając <span class="_ _5"> </span>na <span class="_ _5"> </span>uwadze <span class="_ _5"> </span>posta<span class="_ _2"></span>nowienia <span class="_ _1b"> </span>w <span class="_ _5"> </span>tym </div><div class="t m0 x6 hc yae6 ff4 fs3 fc0 sc0 ls0 ws0">wewnętrznym dokumenc<span class="_ _2"></span>ie Grupa Kap<span class="_ _2"></span>itałowa TOYA dąży d<span class="_ _2"></span>o jak najmniejsz<span class="_ _e"></span>ej luki płacowej,<span class="_ _2"></span> tak aby w prakt<span class="_ _2"></span>yce nie było </div><div class="t m0 x6 hc y363 ff1 fs3 fc0 sc0 ls0 ws0">jej wcale. </div><div class="t m0 x6 hc y47a ff4 fs3 fc0 sc0 ls0 ws0">W 2024 roku w <span class="_ _0"></span>Grupie Kapitałowej TOYA luka płacowa wyniosła <span class="_ _2"></span><span class="ff1">-7</span>%. Oznacza to, że <span class="_ _0"></span>kobiety otrzymywały średnio 10<span class="_ _2"></span><span class="ff1">7<span class="ls3e">% </span></span></div><div class="t m0 x6 hc yae7 ff4 fs3 fc0 sc0 ls0 ws0">podstawowego wynagrod<span class="_ _2"></span>zenia mężczyzn. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y98c ff4 fs3 fc0 sc0 ls0 ws0">Lukę  p<span class="_ _2"></span>łacową  obliczon<span class="_ _2"></span>o  na  pods<span class="_ _2"></span>tawie  średniego <span class="_ _1b"> </span>godzinowego  wyn<span class="_ _2"></span>agrodzenia  w <span class="_ _1b"> </span>poszczególny<span class="_ _2"></span>ch  sp<span class="_ _2"></span>ółkach  Grupy </div><div class="t m0 x6 hc yae8 ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _7"></span>TOYA. <span class="_ _7"></span>Su<span class="_ _2"></span>mę <span class="_ _7"></span>wynagrodzenia <span class="_ _7"> </span>kobiet <span class="_ _7"> </span>i <span class="_ _7"> </span>mężczyz<span class="_ _2"></span>n <span class="_ _7"></span>na <span class="_ _7"></span>31.12.2024 <span class="_ _7"></span>roku <span class="_ _7"> </span>pod<span class="_ _2"></span>zielono <span class="_ _7"></span>przez <span class="_ _7"> </span>roczny<span class="_ _2"></span> <span class="_ _7"></span>godzinowy </div><div class="t m0 x6 hc yae9 ff4 fs3 fc0 sc0 ls0 ws0">wymiar cza<span class="_ _2"></span>su <span class="_ _2"></span>pracy. <span class="_ _2"></span>Średnie wyn<span class="_ _2"></span>agrodzenie <span class="_ _2"></span>otrzy<span class="_ _2"></span>mywane <span class="_ _2"></span>w s<span class="_ _2"></span>półkach <span class="_ _2"></span>w <span class="_ _2"></span>Rumunii <span class="_ _2"></span>i Chinach <span class="_ _2"></span>przeliczono <span class="_ _2"></span>na <span class="_ _2"></span>złotówki <span class="_ _2"></span>po </div><div class="t m0 x6 hc yaea ff4 fs3 fc0 sc0 ls0 ws0">kursie <span class="_ _4"></span>N<span class="_ _2"></span>BP <span class="_ _4"></span>z <span class="_ _7"></span>31.12.2024 <span class="_ _4"></span>rok<span class="_ _2"></span>u. <span class="_ _4"></span>Sto<span class="_ _2"></span>sując <span class="_ _4"></span>ś<span class="_ _2"></span>rednią <span class="_ _4"></span>ważoną <span class="_ _7"></span>obliczono <span class="_ _7"></span>średnie <span class="_ _4"></span>wynagrod<span class="_ _2"></span>zenie <span class="_ _4"></span>kob<span class="_ _2"></span>iet <span class="_ _4"></span>i <span class="_ _7"></span>mężczyzn <span class="_ _7"></span>w <span class="_ _4"></span>całej </div><div class="t m0 x6 hc yaeb ff4 fs3 fc0 sc0 ls0 ws0">Grupie Kapitałowej TOY<span class="_ _2"></span>A, a następnie te wartoś<span class="_ _2"></span>ci posłużyły do wyliczenia lu<span class="_ _2"></span>k<span class="_ _2"></span>i płacowej.<span class="ff1"> </span></div><div class="t m0 x6 hc y24e ff4 fs3 fc0 sc0 ls0 ws0">Stosunek rocznego łącznego wynagrodzenia najlepiej zarabiającej osoby do me<span class="_ _0"></span>diany rocznego łącznego wynagrodzenia </div><div class="t m0 x6 hc y21d ff4 fs3 fc0 sc0 ls0 ws0">wszystkich pracowników (z wyjątkiem tej najlepiej zarabiającej osoby) wynosił<span class="_ _2"></span> w <span class="_ _0"></span>2024 roku w Grupie Kapitałowej TOYA </div><div class="t m0 x6 hc yaec ff1 fs3 fc0 sc0 ls0 ws0">5,<span class="ls7">73</span>.</div></div><div class="c x0 y0 w83 h0"><div class="t m0 xc2 h86 y77d ff1 fs11 fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 xc5 hc yaec ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x6 hc y6c6 ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _33"> </span>z <span class="_ _33"> </span>przyjętymi <span class="_ _2a"> </span>wewnętrznymi <span class="_ _33"> </span>regulacja<span class="_ _2"></span>mi <span class="_ _33"> </span>wysokoś<span class="_ _2"></span>ć <span class="_ _40"> </span>wyn<span class="_ _2"></span>agrodzenia <span class="_ _33"> </span>pracownika <span class="_ _33"> </span>za<span class="_ _2"></span>trudnionego <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaed ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _5"> </span>pełn<span class="_ _2"></span>ym <span class="_ _19"> </span>miesięcznym <span class="_ _19"> </span>wy<span class="_ _2"></span>miarze <span class="_ _19"> </span>czasu <span class="_ _19"> </span>pracy <span class="_ _19"> </span>nie <span class="_ _19"> </span>mo<span class="_ _2"></span>że <span class="_ _5"> </span>by<span class="_ _2"></span>ć <span class="_ _5"> </span>niżs<span class="_ _2"></span>za <span class="_ _19"> </span>od <span class="_ _19"> </span>wysokości <span class="_ _19"> </span>minimaln<span class="_ _2"></span>ego <span class="_ _19"> </span>wynagrodzenia </div><div class="t m0 x2d h6 y221 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w83 h0"><div class="t m0 x6 h60 yaee ff1 fs10 fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7 h11 y43c ff4 fs7 fc0 sc0 ls0 ws0">  Wyna<span class="_ _0"></span>grodz<span class="_ _0"></span>enia  pr<span class="_ _0"></span>acownik<span class="_ _9"></span>ów  w  dniu  31  grudnia <span class="_ _7"> </span>2024  roku  pr<span class="_ _0"></span>acujących  na <span class="_ _7"> </span>niepełny  eta<span class="_ _0"></span>t  zo<span class="_ _0"></span>stały  pr<span class="_ _0"></span>zelicz<span class="_ _0"></span>one  dla  w<span class="_ _0"></span>artości  pełneg<span class="_ _0"></span>o  etatu,  a </div><div class="t m0 x6 h11 yad4 ff4 fs7 fc0 sc0 ls0 ws0">wynagrodz<span class="_ _9"></span>enia <span class="_ _2"></span>osób pozos<span class="_ _0"></span>tający<span class="_ _0"></span>ch w<span class="_ _2"></span> dniu <span class="_ _2"></span>31 grudnia 2024,<span class="_ _2"></span> którzy pracow<span class="_ _0"></span>ali przez czę<span class="_ _0"></span>ść <span class="_ _2"></span>rok<span class="_ _0"></span>u zostały prze<span class="_ _0"></span>liczone dla wartośc<span class="_ _2"></span>i zatrudnieni<span class="_ _0"></span>a <span class="_ _2"></span>w całym </div><div class="t m0 x6 h11 y625 ff4 fs7 fc0 sc0 ls0 ws0">rok<span class="_ _0"></span>u.<span class="ff1"> </span></div></div><a class="l" href="#pf5a" ><span class="d m1" style="border-style:none;position:absolute;left:149.350000px;bottom:324.000000px;width:7.794000px;height:16.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5b" class="pf w0 h0" ><div class="pc pc5b w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">91<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">uregulowanego <span class="_ _4"></span>w <span class="_ _4"></span>odrębnych <span class="_ _4"></span>pań<span class="_ _2"></span>stwowych <span class="_ _4"></span>przepisach <span class="_ _4"></span>w <span class="_ _4"></span>Polsce, <span class="_ _4"></span>Rumunii <span class="_ _4"></span>i <span class="_ _4"></span>Chinach. <span class="_ _4"></span>Z <span class="_ _4"></span>tego <span class="_ _4"></span>też <span class="_ _e"></span>p<span class="_ _2"></span>owodu <span class="_ _4"></span>w <span class="_ _e"></span>ża<span class="_ _2"></span>dnej <span class="_ _e"></span>z<span class="_ _2"></span>e </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">spółek <span class="_ _7"> </span>w <span class="_ _7"></span>Grupie <span class="_ _7"></span>Kapitało<span class="_ _2"></span>wej <span class="_ _7"></span>TOYA <span class="_ _7"></span>żaden <span class="_ _7"></span>z <span class="_ _7"></span>pracownikó<span class="_ _2"></span>w <span class="_ _7"></span>nie <span class="_ _7"></span>otrzymywał <span class="_ _7"></span>wynagrodzen<span class="_ _2"></span>ia <span class="_ _7"></span>niższego <span class="_ _7"></span>niż <span class="_ _7"> </span>przewidziane </div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0">prawem minimalne wynagro<span class="_ _2"></span>dzenie. <span class="_ _2"></span> </div><div class="t m0 x34 h63 ya20 ff2 fs4 fc0 sc0 ls0 ws0">7.4.5.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Bezpieczeństwo pracowników</span></span> </div><div class="t m0 x6 h6 ya21 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya22 ff4 fs3 fc0 sc0 ls0 ws0">We <span class="_ _0"></span>wszystkich spółkach <span class="_ _0"></span>Grupy <span class="_ _0"></span>Kapitałowej T<span class="_ _0"></span>OYA <span class="_ _0"></span>obowiązuj<span class="_ _2"></span>ą <span class="_ _0"></span>zasady BHP, <span class="_ _9"></span>które są <span class="_ _9"></span>zgo<span class="_ _2"></span>dne <span class="_ _9"></span>ze stosownymi <span class="_ _0"></span>państwowymi </div><div class="t m0 x6 hc ya23 ff4 fs3 fc0 sc0 ls0 ws0">przepisami oraz <span class="_ _0"></span>standardami BHP. <span class="_ _0"></span>W każdej <span class="_ _9"></span>s<span class="_ _2"></span>półce jest<span class="_ _0"></span> delegowana <span class="_ _0"></span>osoba do<span class="_ _0"></span> dbania <span class="_ _0"></span>o <span class="_ _0"></span>bezpieczeństwo w <span class="_ _0"></span>miejscu pracy<span class="_ _0"></span> </div><div class="t m0 x6 hc ya24 ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _2"></span>p<span class="_ _2"></span>rzekazywanie <span class="_ _2"></span>pra<span class="_ _2"></span>cownikom <span class="_ _e"></span><span class="ff4">wszystkich <span class="_ _e"></span>niezbędnych <span class="_ _e"></span>informacji <span class="_ _2"></span>na <span class="_ _e"></span>temat <span class="_ _2"></span>zagrożeń <span class="_ _e"></span>dla <span class="_ _e"></span>zdrowia <span class="_ _e"></span>w <span class="_ _2"></span>miejscu <span class="_ _e"></span>pracy. </span></div><div class="t m0 x6 hc ya25 ff4 fs3 fc0 sc0 ls0 ws0">Zapewniają <span class="_ _21"> </span>one <span class="_ _21"> </span>też <span class="_ _21"> </span>adekwatn<span class="_ _2"></span>e <span class="_ _1c"> </span>ś<span class="_ _2"></span>rodki <span class="_ _21"> </span>ostrożności. <span class="_ _21"> </span>Tymi <span class="_ _21"> </span>działaniami <span class="_ _21"> </span>jest <span class="_ _21"> </span>objętych <span class="_ _21"> </span>100% <span class="_ _21"> </span>pracownikó<span class="_ _2"></span>w <span class="_ _1c"> </span>oraz<span class="_ _2"></span> </div><div class="t m0 x6 hc yaef ff4 fs3 fc0 sc0 ls0 ws0">współpracowników w Grup<span class="_ _2"></span>ie Kapitałowej TOYA. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf0 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _4"></span>w <span class="_ _4"></span>żad<span class="_ _2"></span>nej <span class="_ _4"></span>ze <span class="_ _4"></span>spół<span class="_ _2"></span>ek <span class="_ _4"></span>nie <span class="_ _4"></span>doszło <span class="_ _4"></span>d<span class="_ _2"></span>o <span class="_ _e"></span>ś<span class="_ _2"></span>miertelnego <span class="_ _4"></span>wypadku <span class="_ _4"></span>przy<span class="_ _2"></span> <span class="_ _4"></span>pracy <span class="_ _4"></span>ani <span class="_ _4"></span>w <span class="_ _4"></span>wyniku <span class="_ _4"></span>zł<span class="_ _2"></span>ego <span class="_ _4"></span>stanu <span class="_ _4"></span>zd<span class="_ _2"></span>rowia </div><div class="t m0 x6 hc ya52 ff4 fs3 fc0 sc0 ls0 ws0">spowodowanego pracą. <span class="_ _0"></span>W <span class="_ _9"></span>s<span class="_ _2"></span>półce <span class="_ _0"></span>TOYA <span class="_ _0"></span>S.A. w<span class="_ _0"></span> <span class="_ _0"></span>2024 roku <span class="_ _9"></span>od<span class="_ _2"></span>notowano 2 <span class="_ _9"></span>wypadki związane <span class="_ _0"></span>z <span class="_ _0"></span>pracą <span class="_ _0"></span>(wskaźnik w<span class="_ _0"></span>ypadków </div><div class="t m0 x6 hc ya53 ff4 fs3 fc0 sc0 ls0 ws0">wyniósł  3,43).  W <span class="_ _1b"> </span>wyniku  tych  zdarzeń <span class="_ _1b"> </span>odnoto<span class="_ _2"></span>wano  łącznie  14  dni  nieobecności  w  pracy.  N<span class="_ _2"></span>atomiast  w  spółkach <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf1 ff4 fs3 fc0 sc0 ls0 ws0">w  Rumunii<span class="_ _2"></span>  i <span class="_ _1b"> </span>Chinach <span class="_ _1b"> </span>nie <span class="_ _1b"> </span>odn<span class="_ _2"></span>otowano  ża<span class="_ _2"></span>dnych  wyp<span class="_ _2"></span>adków  związanych<span class="_ _2"></span>  z <span class="_ _1b"> </span>pracą, <span class="_ _1b"> </span>złego <span class="_ _1b"> </span>stanu<span class="_ _2"></span>  zdrowia <span class="_ _1b"> </span>związanego<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf2 ff4 fs3 fc0 sc0 ls0 ws0">z wykonywaną <span class="_ _2"></span>pracą ani dni nieobecności w pracy z p<span class="_ _2"></span>owodu urazów do<span class="_ _2"></span>znanych w pracy. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf3 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>2024 <span class="_ _13"> </span>roku <span class="_ _13"> </span>w <span class="_ _13"> </span>Gru<span class="_ _2"></span>pie <span class="_ _13"> </span>Kapitał<span class="_ _2"></span>owej <span class="_ _7"> </span>TOYA<span class="_ _2"></span> <span class="_ _7"> </span>nie <span class="_ _13"> </span>st<span class="_ _2"></span>wierdzono <span class="_ _13"> </span>p<span class="_ _2"></span>rzypadków <span class="_ _13"> </span>dys<span class="_ _2"></span>kryminacji <span class="_ _7"> </span>o<span class="_ _2"></span>raz <span class="_ _7"> </span>in<span class="_ _2"></span>cydentów <span class="_ _7"> </span>związa<span class="_ _2"></span>nych <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaf4 ff4 fs3 fc0 sc0 ls0 ws0">z poszan<span class="_ _2"></span>owaniem praw człowieka pracowników. Organizacj<span class="_ _2"></span>a nie była <span class="_ _2"></span>również podmiotem: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y42b fff fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _5f"> </span><span class="ff4">skarg złożo<span class="_ _2"></span>nych przez pracowników za po<span class="_ _2"></span>średnictwem kanałów z<span class="_ _2"></span>głaszania wątpliwości, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y21 fff fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _5f"> </span><span class="ff4">skarg <span class="_ _1c"> </span>złożonych <span class="_ _18"> </span>do<span class="_ _2"></span> <span class="_ _18"> </span>krajowych <span class="_ _18"> </span>p<span class="_ _2"></span>unktów <span class="_ _18"> </span>kon<span class="_ _2"></span>taktowych <span class="_ _18"> </span>ds. <span class="_ _1c"> </span>Wytycznych<span class="_ _2"></span> <span class="_ _18"> </span>OECD <span class="_ _1c"> </span>dla <span class="_ _18"> </span>przedsiębiorstw<span class="_ _2"></span> </span></span></div><div class="t m0 x39 hc yaf5 ff1 fs3 fc0 sc0 ls0 ws0">wielonarodowych.<span class="_ _2"></span> </div><div class="t m0 xd hb yaf6 ff2 fs6 fc0 sc0 ls9 ws0">7.5.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ESRS S2 <span class="_ _0"></span>OSOBY WYKONUJĄCE PRAC<span class="_ _0"></span>Ę W Ł<span class="_ _0"></span>AŃCUCHU WARTOŚC<span class="_ _0"></span>I<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 yaf7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y8b8 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>tra<span class="_ _2"></span>kcie <span class="_ _13"> </span>analiz<span class="_ _2"></span>y <span class="_ _13"> </span>podwójnej  istotności <span class="_ _13"> </span>Grupa  Kapitałowa <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>zdiagn<span class="_ _2"></span>ozowała, <span class="_ _8"> </span>że <span class="_ _8"> </span>ma <span class="_ _8"> </span>wpływ <span class="_ _8"> </span>związany  z<span class="_ _0"></span> <span class="_ _13"> </span>os<span class="_ _2"></span>obami </div><div class="t m0 x6 hc y64e ff4 fs3 fc0 sc0 ls0 ws0">wykonującymi <span class="_ _4"></span>pracę <span class="_ _e"></span>w <span class="_ _e"></span>ł<span class="_ _2"></span>ańcuchu <span class="_ _e"></span>wartoś<span class="_ _2"></span>ci. <span class="_ _e"></span>W <span class="_ _e"></span>przy<span class="_ _2"></span>padku <span class="_ _4"></span>bezpieczeństwa <span class="_ _4"></span>i <span class="_ _e"></span>higieny <span class="_ _4"></span>pracy <span class="_ _e"></span>jes<span class="_ _2"></span>t <span class="_ _e"></span>potencjalnie <span class="_ _4"></span>pozytywny, </div><div class="t m0 x6 hc y8b9 ff4 fs3 fc0 sc0 ls0 ws0">ponieważ  p<span class="_ _2"></span>odmioty  w <span class="_ _1b"> </span>łańcuchu <span class="_ _1b"> </span>wartości<span class="_ _2"></span><span class="ff1">  </span>Grup<span class="_ _2"></span>y  Kapitałowej  TOYA <span class="_ _1b"> </span>mogą <span class="_ _1b"> </span>wdrażać  i <span class="_ _1b"> </span>przestrzegać <span class="_ _1b"> </span>rygorys<span class="_ _2"></span>tycznych </div><div class="t m0 x6 hc yaf8 ff4 fs3 fc0 sc0 ls0 ws0">standardó<span class="_ _2"></span>w <span class="_ _e"></span>bezpieczeństwa <span class="_ _e"></span>i <span class="_ _4"></span>higieny <span class="_ _e"></span>pracy,<span class="_ _2"></span> <span class="_ _e"></span>aby <span class="_ _e"></span>minimalizować <span class="_ _4"></span>ryzyko <span class="_ _4"></span>wypadków <span class="_ _e"></span>i <span class="_ _4"></span>chorób <span class="_ _e"></span>zawodo<span class="_ _2"></span>wych. <span class="_ _e"></span>Wpływ <span class="_ _4"></span>ten </div><div class="t m0 x6 hc y341 ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _22"> </span>również <span class="_ _15"> </span>rzeczywisty <span class="_ _15"> </span>pozytywny, <span class="_ _15"> </span>ponieważ <span class="_ _22"> </span>przedstawiciele <span class="_ _22"> </span>G<span class="_ _2"></span>rupy <span class="_ _22"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _22"> </span>T<span class="_ _2"></span>OYA <span class="_ _15"> </span>utrzymują <span class="_ _22"> </span>kon<span class="_ _2"></span>takt <span class="ff1"> </span></div><div class="t m0 x6 hc y3c3 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _8"> </span>dosta<span class="_ _2"></span>wcami, <span class="_ _8"> </span>wizytują  zakłady <span class="_ _8"> </span>produ<span class="_ _2"></span>kcyjne <span class="_ _8"> </span>oraz  prowadzą <span class="_ _8"> </span>kontro<span class="_ _2"></span>le <span class="_ _8"> </span>przestrzegania  zasad  BHP <span class="_ _13"> </span>p<span class="_ _2"></span>rzez <span class="_ _8"> </span>dostawców.<span class="_ _2"></span> </div><div class="t m0 x6 hc y174 ff4 fs3 fc0 sc0 ls0 ws0">Jednocześnie  zdiagnozowany  został <span class="_ _8"> </span>rzeczywisty  negatywny <span class="_ _8"> </span>wpływ,  ponieważ <span class="_ _8"> </span>mimo  utrzymywania <span class="_ _8"> </span>bezpiecz<span class="_ _2"></span>eństwa </div><div class="t m0 x6 hc y175 ff4 fs3 fc0 sc0 ls0 ws0">należy <span class="_ _13"> </span>zał<span class="_ _2"></span>ożyć, <span class="_ _13"> </span>że <span class="_ _13"> </span>specyfika <span class="_ _13"> </span>pracy <span class="_ _8"> </span>u <span class="_ _13"> </span>dostaw<span class="_ _2"></span>ców <span class="_ _13"> </span>produ<span class="_ _2"></span>któw <span class="_ _7"> </span>d<span class="_ _2"></span>ystrybuowanych <span class="_ _13"> </span>przez <span class="_ _8"> </span>Grupę <span class="_ _13"> </span>Kapitał<span class="_ _2"></span>ową <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>może<span class="_ _2"></span> </div><div class="t m0 x6 hc yaf9 ff4 fs3 fc0 sc0 ls0 ws0">wiązać się z możliwymi wypad<span class="_ _2"></span>kami przy p<span class="_ _2"></span>racy. <span class="ff1"> </span></div><div class="t m0 x6 hc y177 ff4 fs3 fc0 sc0 ls0 ws0">Z warunkami pracy w górnym zakresie łańcucha wartości (upstream) łączy się kwestia zapobiegania przemocy i nękania </div><div class="t m0 x6 hc yafa ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _5"> </span>mi<span class="_ _2"></span>ejscu <span class="_ _19"> </span>pracy. <span class="_ _19"> </span>W <span class="_ _19"> </span>procesie <span class="_ _19"> </span>analizy <span class="_ _19"> </span>p<span class="_ _2"></span>odwójnej <span class="_ _19"> </span>istotności <span class="_ _19"> </span>zidentyfikowan<span class="_ _2"></span>o <span class="_ _5"> </span>rzeczywi<span class="_ _2"></span>sty <span class="_ _19"> </span>negatywny <span class="_ _19"> </span>wpły<span class="_ _2"></span>w <span class="_ _5"> </span>oraz </div><div class="t m0 x6 hc y347 ff4 fs3 fc0 sc0 ls0 ws0">potencjalnie <span class="_ _2"></span>pozytywny <span class="_ _2"></span>wpływ. <span class="_ _2"></span>Negat<span class="_ _2"></span>ywny <span class="_ _2"></span>wpływ <span class="_ _2"></span>wiąże się <span class="_ _2"></span>z <span class="_ _2"></span>tym, <span class="_ _2"></span>że <span class="_ _2"></span>aktualnie <span class="_ _2"></span>Kodeks Etyki <span class="_ _2"></span>Grupy<span class="_ _2"></span> Kap<span class="_ _2"></span>itałowej TOYA, </div><div class="t m0 x6 hc yafb ff4 fs3 fc0 sc0 ls0 ws0">do  którego  przestrzegania  mają  zosta<span class="_ _2"></span>ć  zobowiązani  partnerzy  biznesowi,  nie  został  jeszcze  wdrożony.  Natomiast </div><div class="t m0 x6 hc y50b ff4 fs3 fc0 sc0 ls0 ws0">pozytywny  potencjalny  w<span class="_ _0"></span>pływ <span class="_ _8"> </span>wynika  z <span class="_ _8"> </span>tego,  że <span class="_ _13"> </span>po  wdrożeniu  Kodeksu  E<span class="_ _2"></span>tyki <span class="_ _8"> </span>regulacje  dotyczące <span class="_ _8"> </span>m.in.  równości <span class="ff1"> </span></div><div class="t m0 x6 hc yafc ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>różnorodn<span class="_ _2"></span>ości <span class="_ _2"></span>pracowników <span class="_ _2"></span>będą <span class="_ _2"></span>również <span class="_ _2"></span>o<span class="_ _2"></span>bowiązywać <span class="_ _2"></span>w <span class="_ _2"></span>łańcuchu<span class="_ _2"></span> <span class="_ _2"></span>wartości. <span class="_ _2"></span>Grupa <span class="_ _2"></span>Kapitało<span class="_ _2"></span>wa <span class="_ _2"></span>TOYA <span class="_ _e"></span>chce, <span class="_ _2"></span>żeby<span class="_ _2"></span> <span class="_ _2"></span>jej </div><div class="t m0 x6 hc yafd ff4 fs3 fc0 sc0 ls0 ws0">partnerzy bizn<span class="_ _2"></span>esowi podzielali wyznawane przez n<span class="_ _2"></span>ią wartości.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x6 hc y255 ff4 fs3 fc0 sc0 ls0 ws0">Zdiagnozowane <span class="_ _4"></span>wpły<span class="_ _2"></span>wy <span class="_ _4"></span>mają <span class="_ _4"></span>związek <span class="_ _4"></span>z <span class="_ _7"></span>modelem <span class="_ _4"></span>biznesowym <span class="_ _4"></span>Grupy <span class="_ _7"></span>Kapitałowej <span class="_ _4"></span>TOY<span class="_ _2"></span>A, <span class="_ _4"></span>który <span class="_ _4"></span>zakład<span class="_ _2"></span>a <span class="_ _e"></span>p<span class="_ _2"></span>ozyskiwanie </div><div class="t m0 x6 hc y256 ff4 fs3 fc0 sc0 ls0 ws0">dostawców –<span class="ff1"> przede wszystkim </span>–<span class="ff1"> </span>w <span class="_ _0"></span>Chinach i dystrybucję wyprodu<span class="_ _2"></span>kowanych tam towarów. <span class="_ _0"></span>Organizacja nie przewiduje </div><div class="t m0 x6 hc y1bc ff4 fs3 fc0 sc0 ls0 ws0">w najbliższym czas<span class="_ _2"></span>ie zmieniać swojego m<span class="_ _2"></span><span class="ff1">odelu biznesowego<span class="_ _2"></span>.  </span></div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w0 h0" ><div class="pc pc5c w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">92<span class="ls0"> </span></div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>trakcie <span class="_ _4"></span>an<span class="_ _2"></span>alizy <span class="_ _7"></span>podwójnej <span class="_ _7"></span>istotno<span class="_ _2"></span>ści <span class="_ _7"></span>zidentyfikowano <span class="_ _7"></span>jedno <span class="_ _7"></span>ryzyko <span class="_ _7"></span>związane <span class="_ _4"></span>z <span class="_ _7"> </span>łańcu<span class="_ _2"></span>chem <span class="_ _7"></span>wartości, <span class="_ _7"></span>które <span class="_ _7"></span>wynika <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">z przyjętego modelu biznesowego. W perspektywie długoterminowej istnieje ryzyko zwiększenia kosztów wynikających </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _2"></span>wzrastający<span class="_ _2"></span>ch <span class="_ _2"></span>kosztów <span class="_ _2"></span>operacyjnych<span class="_ _2"></span> <span class="_ _2"></span>związanych <span class="_ _2"></span>z <span class="_ _e"></span>wynagrodzeniem <span class="_ _2"></span>pracowników <span class="_ _2"></span>w <span class="_ _2"></span>ł<span class="_ _2"></span>ańcuchu <span class="_ _e"></span>dostaw. <span class="_ _2"></span>Wzros<span class="_ _2"></span>t <span class="_ _2"></span>może </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">też  wynikać  z  rosnących  standardów  bezpieczeńs<span class="_ _2"></span>twa,  co  jest  powiązane  z  wpływem <span class="_ _8"> </span>dotyczą<span class="_ _2"></span>cym  bezpieczeństwa <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y40 ff1 fs3 fc0 sc0 ls0 ws0">i higieny pracy.<span class="_ _2"></span> </div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">Wśród <span class="_ _2"></span>osób <span class="_ _2"></span>wykonu<span class="_ _2"></span>jących pracę <span class="_ _2"></span>w ł<span class="_ _2"></span>ańcuchu <span class="_ _2"></span>wartości <span class="_ _2"></span>dominują<span class="_ _2"></span> pra<span class="_ _2"></span>cownicy wytwarz<span class="_ _2"></span>ający <span class="_ _2"></span>narzędzia, <span class="_ _2"></span>elektronarzędzia<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _e"></span>inne <span class="_ _e"></span>urządzenia <span class="_ _e"></span>dystry<span class="_ _2"></span>buowane <span class="_ _2"></span>późn<span class="_ _2"></span>iej <span class="_ _2"></span>p<span class="_ _2"></span>od <span class="_ _e"></span>różnymi <span class="_ _e"></span>markami <span class="_ _e"></span>przez <span class="_ _e"></span>Grupę <span class="_ _e"></span>Kapitałową<span class="_ _2"></span> <span class="_ _e"></span>TOYA. <span class="_ _2"></span>Znacz<span class="_ _2"></span>ącą <span class="_ _e"></span>grupą <span class="_ _e"></span>są <span class="_ _e"></span>też </div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">osoby odpowiadające za transport i logistykę <span class="_ _0"></span>wyprodukowanych towarów do magazynów należących do organizacji lu<span class="_ _0"></span>b </div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">za transpo<span class="_ _2"></span>rt bezpośrednio do klien<span class="_ _2"></span>ta. Osoby te wykon<span class="_ _2"></span>ują swoją pracę w Azji (głównie w <span class="_ _2"></span>Chinach) oraz Euro<span class="_ _2"></span>pie. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">Zdiagnozowane <span class="_ _2"></span>is<span class="_ _2"></span>totne <span class="_ _2"></span>negatywne <span class="_ _2"></span>wpływy <span class="_ _2"></span>są <span class="_ _2"></span>systemowe <span class="_ _2"></span>i<span class="_ _2"></span> <span class="_ _2"></span>wynikają <span class="_ _2"></span>ze <span class="_ _2"></span>specyfiki <span class="_ _2"></span>łań<span class="_ _2"></span>cucha <span class="_ _2"></span>wartości <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kap<span class="_ _2"></span>itałowej </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">TOYA. <span class="_ _0"></span>Natomiast pozytywne w<span class="_ _0"></span>pływy wynikają <span class="_ _0"></span>z <span class="_ _0"></span>podejmowany<span class="_ _2"></span>ch <span class="_ _0"></span>działań jak <span class="_ _9"></span>wizyty<span class="_ _2"></span> <span class="_ _0"></span>u <span class="_ _0"></span>dostawców <span class="_ _0"></span>czy <span class="_ _0"></span>planowane objęcie </div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">dostawców posta<span class="_ _2"></span>nowieniami Kodeksu<span class="_ _2"></span><span class="ff1"> </span>Etyki <span class="_ _2"></span>oraz Polityki Praw Człowieka Grupy Kapita<span class="_ _2"></span>łowej TOYA. <span class="ff1"> </span></div><div class="t m0 x6 hc yaa2 ff4 fs3 fc0 sc0 ls0 ws0">W  ramach  procesu<span class="_ _2"></span>  analizy  pod<span class="_ _2"></span>wójnej  istotności <span class="_ _1b"> </span>nie  analizowano  pos<span class="_ _2"></span>zczególnych  grup  os<span class="_ _2"></span>ób  wykonujących  p<span class="_ _2"></span>racę <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5dd ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>łańcuchu <span class="_ _4"></span>wartości. <span class="_ _4"></span>Za<span class="_ _2"></span>łożono, <span class="_ _4"></span>że <span class="_ _4"></span>wywierany <span class="_ _4"></span>wpływ <span class="_ _4"></span>jest <span class="_ _e"></span>p<span class="_ _2"></span>odobny, <span class="_ _4"></span>niezależnie <span class="_ _4"></span>od <span class="_ _4"></span>grupy <span class="_ _4"></span>pracownik<span class="_ _2"></span>ów, <span class="_ _4"></span>konkretnego </div><div class="t m0 x6 hc y205 ff1 fs3 fc0 sc0 ls0 ws0">dostawcy czy regionu<span class="_ _2"></span> geograficznego.  <span class="_ _2"></span> </div><div class="t m0 x6 hc yaa3 ff4 fs3 fc0 sc0 ls0 ws0">W ramach procesu a<span class="_ _2"></span>nalizy podwójnej is<span class="_ _2"></span>totności zaangażo<span class="_ _2"></span>wano część podmiotów znaj<span class="_ _2"></span>dujących się w łań<span class="_ _2"></span>cuchu wartości </div><div class="t m0 x6 hc yafe ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>ocenę <span class="_ _4"></span>wpł<span class="_ _2"></span>ywu <span class="_ _4"></span>Grupy <span class="_ _7"></span>Kapitałowej <span class="_ _4"></span>TOYA. <span class="_ _7"></span>Organizacja <span class="_ _7"></span>stara <span class="_ _4"></span>się <span class="_ _4"></span>u<span class="_ _2"></span>względniać <span class="_ _4"></span>prawa <span class="_ _7"></span>osób <span class="_ _4"></span>wykonują<span class="_ _2"></span>cych <span class="_ _4"></span>pracę <span class="_ _4"></span>w <span class="_ _7"></span>jej </div><div class="t m0 x6 hc y30f ff4 fs3 fc0 sc0 ls0 ws0">łańcuchu warto<span class="_ _2"></span>ści, czego odzwierciedleni<span class="_ _2"></span>em jest Kodeks Etyki i Po<span class="_ _2"></span>lityka Praw Człowieka.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 yaff ff2 fs4 fc0 sc0 ls0 ws0">7.5.1.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Wymagania wobec dostawców</span></span> </div><div class="t m0 x6 h6 y9bf ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb00 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA zarządza swoimi istotnymi wpływami <span class="_ _0"></span>na osoby wykonujące pracę w <span class="_ _0"></span>łańcuchu wartości poprzez </div><div class="t m0 x6 hc y23d ffe fs3 fc0 sc0 ls0 ws0">Kodeks  Etyki,  Kodeks  Postępowania  dla  dostawcó<span class="_ _2"></span>w  TOYA  S.A. <span class="_ _1b"> </span><span class="ff1">oraz  </span>Politykę  Praw  C<span class="_ _2"></span>złowieka<span class="ff1">.  Posta<span class="_ _2"></span>nowienia  tych </span></div><div class="t m0 x6 hc y98a ff4 fs3 fc0 sc0 ls0 ws0">dokumentów dotyczą Grupy Kapitałowej TOYA, jak również partnerów biznesowych i wpływają na ich pracowników. Za </div><div class="t m0 x6 hc yb01 ff4 fs3 fc0 sc0 ls0 ws0">wdrożenie polityki w organiza<span class="_ _2"></span>cji odpowiada <span class="_ _2"></span>Zarząd TOYA S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y9c4 ff4 fs3 fc0 sc0 ls0 ws0">W  zakres<span class="_ _2"></span>ie  bezpieczeńs<span class="_ _2"></span>twa  i <span class="_ _1b"> </span>higieny <span class="_ _1b"> </span>pracy, <span class="_ _5"> </span><span class="ff7">Kodeks <span class="_ _1b"> </span>Etyki<span class="ff1">  </span></span>jed<span class="_ _2"></span>noznacznie <span class="_ _1b"> </span>wyraża  ocze<span class="_ _2"></span>kiwanie  Grupa <span class="_ _5"> </span>TOYA  wobe<span class="_ _2"></span>c </div><div class="t m0 x6 hc yb02 ff4 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _13"> </span>dostawców <span class="_ _13"> </span>do <span class="_ _13"> </span>za<span class="_ _2"></span>pewnienia <span class="_ _7"> </span>bezp<span class="_ _2"></span>iecznych <span class="_ _13"> </span>i <span class="_ _13"> </span>zdrowych <span class="_ _13"> </span>warunków <span class="_ _13"> </span>pracy<span class="_ _2"></span> <span class="_ _7"> </span>swoim <span class="_ _13"> </span>pracownik<span class="_ _2"></span>om. <span class="_ _7"> </span>K<span class="_ _2"></span>westia <span class="_ _7"> </span>ta </div><div class="t m0 x6 hc yb03 ff4 fs3 fc0 sc0 ls0 ws0">podnoszo<span class="_ _2"></span>na <span class="_ _e"></span>jest <span class="_ _e"></span>również <span class="_ _4"></span>w <span class="_ _e"></span><span class="ffe">Polityce <span class="_ _4"></span>Praw <span class="_ _e"></span>Człowieka<span class="_ _2"></span></span>, <span class="_ _e"></span>która <span class="_ _e"></span>podkr<span class="_ _2"></span>eśla <span class="_ _e"></span>konieczność <span class="_ _e"></span>za<span class="_ _2"></span>pewnienia <span class="_ _2"></span>b<span class="_ _2"></span>ezpiecznego <span class="_ _e"></span>miejsc<span class="_ _2"></span>a </div><div class="t m0 x6 hc yb04 ff4 fs3 fc0 sc0 ls0 ws0">pracy <span class="_ _18"> </span>zgo<span class="_ _2"></span>dnie <span class="_ _18"> </span>z <span class="_ _1c"> </span>obowiązującymi <span class="_ _1c"> </span>regulacjami <span class="_ _18"> </span>i <span class="_ _1c"> </span>wymagan<span class="_ _2"></span>iami <span class="_ _18"> </span>dotyczącymi <span class="_ _1c"> </span>bezpiecz<span class="_ _2"></span>eństwa <span class="_ _18"> </span>i <span class="_ _1c"> </span>ochrony <span class="_ _1c"> </span>zdrowia, <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3ec ff4 fs3 fc0 sc0 ls0 ws0">a w konsekwencji mini<span class="_ _2"></span>malizację ryzyka wyp<span class="_ _2"></span>adków, urazów i zagrożeń.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7d2 ff7 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _2"></span>E<span class="_ _2"></span>tyki<span class="ff1"> <span class="_ _2"></span><span class="ff4">stan<span class="_ _2"></span>owi <span class="_ _2"></span>również <span class="_ _e"></span>stanowczy <span class="_ _2"></span>wyraz <span class="_ _e"></span>sprzeciwu <span class="_ _2"></span>Grup<span class="_ _2"></span>y <span class="_ _2"></span>TOYA <span class="_ _2"></span>wobec <span class="_ _e"></span>jakichkol<span class="_ _2"></span>wiek <span class="_ _2"></span>przejawów <span class="_ _e"></span>molestowania <span class="_ _e"></span></span> </span></div><div class="t m0 x6 hc yb05 ff4 fs3 fc0 sc0 ls0 ws0">i m<span class="_ _0"></span>obbingu. Zgodnie z <span class="_ _0"></span>treścią <span class="_ _0"></span>Kodeksu –<span class="ff1"> </span>obowiązującą również <span class="_ _0"></span>dostawców G<span class="_ _0"></span>rupy <span class="ff1">- </span>każdy <span class="_ _0"></span>pracownik ma <span class="_ _0"></span>prawo do <span class="_ _0"></span>pracy </div><div class="t m0 x6 hc yb06 ff4 fs3 fc0 sc0 ls0 ws0">w zdrowym środowisku<span class="_ _2"></span> wolnym od ws<span class="_ _2"></span>zelkich form wrogości<span class="_ _2"></span> i dręczenia uznan<span class="_ _2"></span>ych za niezgo<span class="_ _2"></span>dne z przepisami prawa. Z<span class="_ _2"></span>a </div><div class="t m0 x6 hc yb07 ff4 fs3 fc0 sc0 ls0 ws0">niedopuszczaln<span class="_ _2"></span>e uznaje <span class="_ _0"></span>się jaki<span class="ff1">ekolwiek formy mobbingu, molestowania, molestowania seks<span class="_ _2"></span>ualnego czy dyskryminacji, </span></div><div class="t m0 x6 hc y968 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _7"></span>szczególnoś<span class="_ _2"></span>ci <span class="_ _7"></span>ze <span class="_ _7"> </span>względu <span class="_ _13"> </span>na <span class="_ _7"> </span>pł<span class="_ _2"></span>eć, <span class="_ _7"></span>wiek, <span class="_ _7"> </span>stanowisko,<span class="_ _2"></span> <span class="_ _7"></span>wykształc<span class="_ _2"></span>enie, <span class="_ _7"> </span>o<span class="_ _2"></span>rientację <span class="_ _7"></span>seksualną, <span class="_ _13"> </span>wyznanie, <span class="_ _13"> </span>pochodzenie </div><div class="t m0 x6 hc y766 ff4 fs3 fc0 sc0 ls0 ws0">rasowe <span class="_ _e"></span>lu<span class="_ _2"></span>b <span class="_ _e"></span>etniczn<span class="_ _2"></span>e, <span class="_ _e"></span>niepełnos<span class="_ _2"></span>prawność, <span class="_ _4"></span>światopogląd <span class="_ _4"></span>czy <span class="_ _4"></span>przynależnoś<span class="_ _2"></span>ć <span class="_ _e"></span>do <span class="_ _4"></span>organizacji <span class="_ _e"></span>p<span class="_ _2"></span>racowniczych. <span class="_ _4"></span>Dodatkowo, <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb08 ff1 fs3 fc0 sc0 lsc ws0">w <span class="_ _5"> </span><span class="ffe ls0">Po<span class="_ _2"></span>lityce <span class="_ _5"> </span>Praw <span class="_ _19"> </span>Człowiek<span class="_ _2"></span>a<span class="ff1"> <span class="_ _5"> </span>Grupa <span class="_ _19"> </span>TOYA <span class="_ _19"> </span>deklaruje <span class="_ _19"> </span>brak <span class="_ _19"> </span>tolerancji <span class="_ _5"> </span>dla <span class="_ _14"> </span>wszelkich <span class="_ _5"> </span>form <span class="_ _5"> </span>dy<span class="_ _2"></span>skryminacji, <span class="_ _5"> </span>mobb<span class="_ _2"></span>ingu, </span></span></div><div class="t m0 x6 hc y34 ff4 fs3 fc0 sc0 ls0 ws0">molestowania, <span class="_ _4"></span>wyzysku, <span class="_ _4"></span>maltretowania <span class="_ _e"></span>i <span class="_ _4"></span>przemocy <span class="_ _4"></span>wobec <span class="_ _e"></span>pra<span class="_ _2"></span>cowników. <span class="_ _e"></span>Polityka <span class="_ _4"></span>podkreśla <span class="_ _4"></span>również <span class="_ _e"></span>sp<span class="_ _2"></span>rzeciw <span class="_ _e"></span>wobec<span class="_ _2"></span> </div><div class="t m0 x6 hc y768 ff4 fs3 fc0 sc0 ls0 ws0">pracy przymus<span class="_ _2"></span>owej, handlu ludźmi, współ<span class="_ _2"></span>czesnego niewolnictwa oraz<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span>pracy dzieci.  <span class="_ _51"> </span> </span></div><div class="t m0 x6 hc yad0 ff4 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _4"></span>i <span class="_ _e"></span>Polity<span class="_ _2"></span>ka <span class="_ _e"></span>s<span class="_ _2"></span>tanowią<span class="ff1"> </span>te<span class="_ _2"></span>ż <span class="_ _e"></span>p<span class="_ _2"></span>odstawę <span class="_ _4"></span>ogólnego <span class="_ _e"></span>p<span class="_ _2"></span>odejścia <span class="_ _4"></span>przedsiębiors<span class="_ _2"></span>twa <span class="_ _e"></span>w <span class="_ _4"></span>odnies<span class="_ _2"></span>ieniu <span class="_ _e"></span>do <span class="_ _4"></span>pos<span class="_ _2"></span>zanowania <span class="_ _4"></span>praw </div><div class="t m0 x6 hc y158 ff4 fs3 fc0 sc0 ls0 ws0">człowieka <span class="_ _e"></span>istotnych <span class="_ _e"></span>dla <span class="_ _e"></span>pracowników <span class="_ _e"></span>w <span class="_ _e"></span>łańcuchu<span class="_ _2"></span> <span class="_ _2"></span>wartoś<span class="_ _2"></span>ci <span class="_ _2"></span>bezpośrednio <span class="_ _e"></span>nawiązu<span class="_ _2"></span>jąc <span class="_ _2"></span>do <span class="_ _e"></span>zasad<span class="_ _2"></span> <span class="_ _2"></span>ujętych <span class="_ _e"></span>w <span class="_ _e"></span>Powszechnej </div><div class="t m0 x6 hc yb09 ff4 fs3 fc0 sc0 ls0 ws0">Deklaracji <span class="_ _0"></span>Praw <span class="_ _0"></span>Człowieka, Mię<span class="_ _0"></span>dzyn<span class="_ _2"></span>arodowej <span class="_ _0"></span>Karcie <span class="_ _0"></span>Praw <span class="_ _0"></span>Człowieka; <span class="_ _0"></span>10 <span class="_ _0"></span>zasadach UN <span class="_ _9"></span>Global Compact, <span class="_ _9"></span>Wyty<span class="_ _2"></span>cznych <span class="_ _0"></span>ONZ </div><div class="t m0 x6 hc yb0a ff4 fs3 fc0 sc0 ls0 ws0">dot. Biznesu i p<span class="_ _2"></span>raw człowieka oraz Wytyczn<span class="_ _2"></span>e OECD dla przedsiębiors<span class="_ _2"></span>tw wielonarodowych. W okr<span class="_ _2"></span>esie sprawozdawczym </div><div class="t m0 x6 hc yb0b ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>Kapitałowa <span class="_ _e"></span>TOYA <span class="_ _e"></span>nie <span class="_ _e"></span>odnotowała <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>wyższym <span class="_ _e"></span>i <span class="_ _e"></span>niższym <span class="_ _e"></span>szczeblu <span class="_ _4"></span>łańcucha <span class="_ _4"></span>wartości <span class="_ _2"></span>przy<span class="_ _2"></span>padków <span class="_ _e"></span>naruszeń <span class="_ _e"></span>tych </div><div class="t m0 x6 hc yb0c ff1 fs3 fc0 sc0 ls0 ws0">regulacji.  </div></div></div><div class="pi" ></div></div><div id="pf5d" class="pf w0 h0" ><div class="pc pc5d w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">93<span class="ls0"> </span></div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _13"> </span>z <span class="_ _8"> </span>postanowieniami <span class="_ _8"> </span>wymienionych <span class="_ _8"> </span>dokumentów,<span class="_ _2"></span> <span class="_ _13"> </span>Grupa <span class="_ _13"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _13"> </span>TOYA <span class="_ _13"> </span>ud<span class="_ _2"></span>ostępnia <span class="_ _13"> </span>s<span class="_ _2"></span>woim <span class="_ _7"> </span>p<span class="_ _2"></span>racownikom </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">kanał  do  zgłaszania  nieprawidłowości.  Wraz  z  wdrożeniem  Kodeksu  Etyki  i  objęciem  nim  dostawców  organizacja </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">umożliwi <span class="_ _9"></span>doko<span class="_ _2"></span>nywanie <span class="_ _9"></span>zgł<span class="_ _2"></span>oszeń <span class="_ _0"></span>przez <span class="_ _9"></span>os<span class="_ _2"></span>oby <span class="_ _0"></span>wykonu<span class="_ _2"></span>jące <span class="_ _9"></span>pracę <span class="_ _0"></span>w <span class="_ _9"></span>łańcuch<span class="_ _2"></span><span class="ff1">u <span class="_ _0"></span><span class="ff4">wartości. <span class="_ _9"></span>Dzię<span class="_ _2"></span>ki <span class="_ _9"></span>otrzy<span class="_ _2"></span>mywanym <span class="_ _9"></span>zgłos<span class="_ _2"></span>zeniom </span></span></div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">będzie <span class="_ _7"></span>możliwe <span class="_ _4"></span>pod<span class="_ _2"></span>jęcie <span class="_ _4"></span>środ<span class="_ _2"></span>ków <span class="_ _4"></span>mający<span class="_ _2"></span>ch <span class="_ _7"></span>na <span class="_ _4"></span>celu <span class="_ _7"></span>naprawę <span class="_ _4"></span>negatywnego <span class="_ _7"></span>wpływu <span class="_ _7"></span>w <span class="_ _7"></span>zakresie <span class="_ _7"></span>przestrzegania <span class="_ _7"></span>praw </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">człowieka. <span class="ff1"> </span></div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _7"></span>TOYA <span class="_ _13"> </span>jest <span class="_ _13"> </span>otwarta <span class="_ _13"> </span>na <span class="_ _7"> </span>wszelkie <span class="_ _13"> </span>sygnały<span class="_ _2"></span> <span class="_ _7"></span>i <span class="_ _7"> </span>informacj<span class="_ _2"></span>e <span class="_ _7"></span>płynące <span class="_ _13"> </span>ze <span class="_ _7"> </span>stro<span class="_ _2"></span>ny <span class="_ _7"> </span>osó<span class="_ _2"></span>b <span class="_ _7"></span>wykonują<span class="_ _2"></span>cych <span class="_ _7"></span>pracę <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>ł<span class="_ _2"></span>ańcuchu <span class="_ _7"></span>wartości, <span class="_ _7"></span>w <span class="_ _4"></span>ty<span class="_ _2"></span>m <span class="_ _4"></span>doty<span class="_ _2"></span>czące <span class="_ _4"></span>bezp<span class="_ _2"></span>ieczeństwa <span class="_ _7"></span>i <span class="_ _4"></span>higieny <span class="_ _7"></span>pracy <span class="_ _7"></span>oraz <span class="_ _7"></span>zapobiegania <span class="_ _7"></span>przemocy <span class="_ _7"></span>i <span class="_ _4"></span>molestowaniu<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">w miejscu pracy. <span class="_ _2"></span>Dostawcy mają klu<span class="_ _2"></span>czowe znaczenie dla dzi<span class="_ _2"></span>ałalności, dlatego Gru<span class="_ _2"></span>pa Kapitałow<span class="_ _2"></span><span class="ff1">a <span class="_ _2"></span>TOYA oczekuje od nich </span></div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">zaangażowania w p<span class="_ _2"></span>rzestrzegania uznanych stan<span class="_ _2"></span>dardów etycznych i praktyk biznesowych. Organizacja zwraca <span class="_ _2"></span>uwagę na </div><div class="t m0 x6 hc y350 ff4 fs3 fc0 sc0 ls0 ws0">tę <span class="_ _7"> </span>ws<span class="_ _2"></span>półpracę <span class="_ _13"> </span>i <span class="_ _13"> </span>zachęca <span class="_ _13"> </span>swo<span class="_ _2"></span>ich <span class="_ _13"> </span>dostawców <span class="_ _13"> </span>do <span class="_ _13"> </span>przes<span class="_ _2"></span>trzegania <span class="_ _13"> </span>poli<span class="_ _2"></span>ty<span class="_ _2"></span>k <span class="_ _7"> </span>mających<span class="_ _2"></span> <span class="_ _7"> </span>na <span class="_ _8"> </span>celu <span class="_ _13"> </span>ograniczanie <span class="_ _13"> </span>negaty<span class="_ _2"></span>wnych </div><div class="t m0 x6 hc y9ae ff4 fs3 fc0 sc0 ls0 ws0">wpływów. <span class="_ _13"> </span>W <span class="_ _13"> </span>2024 <span class="_ _7"> </span>ro<span class="_ _2"></span>ku <span class="_ _13"> </span>do <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>nie <span class="_ _13"> </span>przekaza<span class="_ _2"></span>no <span class="_ _13"> </span>w <span class="_ _7"> </span>ty<span class="_ _2"></span>m <span class="_ _7"></span>zakresie <span class="_ _13"> </span>żadny<span class="_ _2"></span>ch <span class="_ _7"></span>sygnałów <span class="_ _13"> </span>od <span class="_ _13"> </span>os<span class="_ _2"></span>ób <span class="_ _7"> </span>wykonu<span class="_ _2"></span>jących <span class="_ _7"> </span>pracę <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 y1db ff4 fs3 fc0 sc0 ls0 ws0">w łańcuchu wartoś<span class="_ _2"></span>ci. <span class="ff1 fs2"> </span></div><div class="t m0 x34 h63 yb0d ff2 fs4 fc0 sc0 ls0 ws0">7.5.2.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Wdrażanie aspektów etycznych w łańcuchu war<span class="_ _0"></span>tości<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y28d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb0e ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _7"></span>TOYA <span class="_ _7"> </span>opracował<span class="_ _2"></span>a <span class="_ _7"></span>Kodeks <span class="_ _13"> </span>Etyki <span class="_ _7"> </span>oraz <span class="_ _13"> </span>Politykę <span class="_ _7"> </span>Praw <span class="_ _13"> </span>Człowieka <span class="_ _7"> </span>i <span class="_ _13"> </span>zobowiąże <span class="_ _7"> </span>s<span class="_ _2"></span>woich <span class="_ _7"></span>dosta<span class="_ _2"></span>wców <span class="_ _7"></span>do </div><div class="t m0 x6 hc yb0f ff4 fs3 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _13"> </span>ich <span class="_ _13"> </span>pos<span class="_ _2"></span>tanowień. <span class="_ _13"> </span>Przedstawiciele <span class="_ _13"> </span>organ<span class="_ _2"></span>izacji <span class="_ _13"> </span>utrzymują<span class="_ _2"></span> <span class="_ _7"> </span>kon<span class="_ _2"></span>takt <span class="_ _13"> </span>z <span class="_ _13"> </span>dostawcami <span class="_ _13"> </span>oraz <span class="_ _13"> </span>wizytu<span class="_ _2"></span>ją <span class="_ _7"> </span>za<span class="_ _2"></span>kłady </div><div class="t m0 x6 hc yb10 ff4 fs3 fc0 sc0 ls0 ws0">produkcyjn<span class="_ _2"></span>e, <span class="_ _2"></span>co <span class="_ _e"></span>po<span class="_ _2"></span>zwala <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>dobór <span class="_ _e"></span>odp<span class="_ _2"></span>owiednich <span class="_ _e"></span>partn<span class="_ _2"></span>erów <span class="_ _2"></span>lub<span class="_ _2"></span> <span class="_ _2"></span>p<span class="_ _2"></span>odjęcie <span class="_ _e"></span>rozmów <span class="_ _e"></span>mający<span class="_ _2"></span>ch <span class="_ _e"></span>na <span class="_ _e"></span>celu <span class="_ _e"></span>ograniczenie <span class="_ _e"></span>lu<span class="_ _2"></span>b </div><div class="t m0 x6 hc yb11 ff4 fs3 fc0 sc0 ls0 ws0">wyeliminowanie negatywneg<span class="_ _2"></span>o wpływu na os<span class="_ _2"></span>oby wykonujące pracę w łańcuchu<span class="_ _2"></span> wartości. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb12 ff4 fs3 fc0 sc0 ls0 ws0">Wraz <span class="_ _0"></span>z <span class="_ _9"></span>wdrożeniem <span class="_ _0"></span>Kodeksu <span class="_ _0"></span>Etyki <span class="_ _9"></span>i <span class="_ _0"></span>objęciem <span class="_ _9"></span>nim <span class="_ _0"></span>dostawców <span class="_ _0"></span>również <span class="_ _9"></span>ich pracownicy <span class="_ _9"></span>będą <span class="_ _0"></span>mogli <span class="_ _9"></span>korzy<span class="_ _2"></span>stać <span class="_ _0"></span>z <span class="_ _9"></span>tego <span class="_ _0"></span>kanału </div><div class="t m0 x6 hc yb13 ff4 fs3 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _19"> </span>wątpliwości <span class="_ _5"> </span>lub <span class="_ _19"> </span>podejrzeń <span class="_ _5"> </span>n<span class="_ _2"></span>aruszeń. <span class="_ _5"> </span>Jednocześn<span class="_ _2"></span>ie <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _5"> </span>TOYA <span class="_ _5"> </span>nie <span class="_ _19"> </span>planuje <span class="_ _5"> </span>bezp<span class="_ _2"></span>ośrednio </div><div class="t m0 x6 hc yb14 ff4 fs3 fc0 sc0 ls0 ws0">informować pracowników d<span class="_ _2"></span>ostawców o<span class="ff1"> </span>ty<span class="_ _2"></span>m kanale, pozos<span class="_ _2"></span>tawiając to ich pracodawcom. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb15 ff4 fs3 fc0 sc0 ls0 ws0">Zgłaszane <span class="_ _2"></span>sprawy wraz <span class="_ _2"></span>z ich wpły<span class="_ _2"></span>nięciem będą rejestrowan<span class="_ _2"></span>e, ale <span class="_ _2"></span>na tę <span class="_ _2"></span>chwilę Grupa Kap<span class="_ _2"></span>itałowa TOYA nie może <span class="_ _2"></span>ocenić </div><div class="t m0 x6 hc yb16 ff4 fs3 fc0 sc0 ls0 ws0">skuteczności fu<span class="_ _2"></span>nkcjonowania kanału z<span class="_ _2"></span>głaszania nieprawidłowości. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb01 ff4 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _13"> </span>mające <span class="_ _13"> </span>na <span class="_ _13"> </span>celu <span class="_ _13"> </span>uwzględnienie <span class="_ _13"> </span>istotnych <span class="_ _13"> </span>wpł<span class="_ _2"></span>ywów <span class="_ _7"></span>na <span class="_ _13"> </span>osoby <span class="_ _13"> </span>wykonujące <span class="_ _13"> </span>pracę <span class="_ _13"> </span>w <span class="_ _13"> </span>łańcuchu <span class="_ _13"> </span>warto<span class="_ _2"></span>ści <span class="_ _7"></span>oraz </div><div class="t m0 x6 hc yb17 ff4 fs3 fc0 sc0 ls0 ws0">zapobieganie <span class="_ _19"> </span>negatywny <span class="_ _19"> </span>na<span class="_ _2"></span> <span class="_ _19"> </span>nie <span class="_ _19"> </span>wpływom <span class="_ _19"> </span>sku<span class="_ _2"></span>piały <span class="_ _19"> </span>się <span class="_ _19"> </span>w <span class="_ _19"> </span>Grupie <span class="_ _14"> </span>TOYA <span class="_ _5"> </span>w <span class="_ _19"> </span>2<span class="_ _2"></span>024 <span class="_ _19"> </span>roku <span class="_ _19"> </span>na <span class="_ _14"> </span>przyjęciu, <span class="_ _5"> </span>wdrożen<span class="_ _2"></span>iu, </div><div class="t m0 x6 hc y270 ff4 fs3 fc0 sc0 ls0 ws0">uruchomieniu <span class="_ _4"></span>oraz <span class="_ _4"></span>monitowaniu <span class="_ _4"></span>kanałów <span class="_ _4"></span>kontakto<span class="_ _2"></span>wych <span class="_ _4"></span>określonych <span class="_ _4"></span>w <span class="_ _4"></span><span class="ffe">Polityce <span class="_ _4"></span>Praw <span class="_ _4"></span>Człowieka<span class="ff1 lsa">, <span class="_ _4"></span></span><span class="ff7">Kodeksie <span class="_ _4"></span>Etyki<span class="ff1"> <span class="_ _4"></span>oraz </span></span></span></div><div class="t m0 x6 hc yb18 ffe fs3 fc0 sc0 ls0 ws0">Procedurze <span class="_ _5"> </span>zgła<span class="_ _2"></span>szania <span class="_ _5"> </span>nieprawidłowości <span class="_ _5"> </span>i <span class="_ _5"> </span>prowadzenia <span class="_ _5"> </span>p<span class="_ _2"></span>ostępowań <span class="_ _5"> </span>wyjaśniających<span class="_ _2"></span> <span class="_ _1b"> </span>TOYA <span class="_ _5"> </span>S.A<span class="_ _e"></span><span class="ff1">. <span class="_ _5"> </span>W <span class="_ _5"> </span>202<span class="_ _2"></span>4 <span class="_ _1b"> </span>roku<span class="_ _2"></span> <span class="_ _1b"> </span>n<span class="_ _2"></span>ie </span></div><div class="t m0 x6 hc yb19 ff4 fs3 fc0 sc0 ls0 ws0">podejmowano dział<span class="_ _2"></span>ań naprawczych, ponieważ n<span class="_ _2"></span>ie było takiej konieczności. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb1a ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _7"></span>TOYA <span class="_ _7"> </span>opracował<span class="_ _2"></span>a <span class="_ _7"></span>Kodeks <span class="_ _13"> </span>Etyki <span class="_ _7"> </span>oraz <span class="_ _13"> </span>Politykę <span class="_ _7"> </span>Praw <span class="_ _13"> </span>Człowieka <span class="_ _7"> </span>i <span class="_ _13"> </span>zobowiąże <span class="_ _7"> </span>s<span class="_ _2"></span>woich <span class="_ _7"></span>dosta<span class="_ _2"></span>wców <span class="_ _7"></span>do </div><div class="t m0 x6 hc y762 ff1 fs3 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _13"> </span>ich <span class="_ _8"> </span><span class="ff4">postanowień. <span class="_ _13"> </span>Przeds<span class="_ _2"></span>tawiciele <span class="_ _7"> </span>or<span class="_ _2"></span>ganizacji <span class="_ _13"> </span>utrz<span class="_ _2"></span>ymują <span class="_ _13"> </span>kontakt <span class="_ _13"> </span>z <span class="_ _13"> </span>do<span class="_ _2"></span>stawcami <span class="_ _7"> </span>oraz <span class="_ _8"> </span>wizytują <span class="_ _13"> </span>zakład<span class="_ _2"></span>y </span></div><div class="t m0 x6 hc y954 ff4 fs3 fc0 sc0 ls0 ws0">produkcyjn<span class="_ _2"></span>e, <span class="_ _2"></span>co <span class="_ _e"></span>po<span class="_ _2"></span>zwala <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>dobór <span class="_ _e"></span>odpowiednich <span class="_ _e"></span>par<span class="_ _2"></span>tnerów <span class="_ _2"></span>lu<span class="_ _2"></span>b <span class="_ _e"></span>podjęcie <span class="_ _e"></span>rozmów <span class="_ _4"></span>mających <span class="_ _e"></span>na <span class="_ _e"></span>celu <span class="_ _e"></span>ogranicz<span class="_ _2"></span>enie <span class="_ _2"></span>lu<span class="_ _2"></span>b </div><div class="t m0 x6 hc yb1b ff4 fs3 fc0 sc0 ls0 ws0">wyeliminowanie negatywneg<span class="_ _2"></span>o wpływu na os<span class="_ _2"></span>oby wykonując<span class="_ _2"></span>e pracę w łańcuchu wart<span class="_ _2"></span>ości.<span class="ff1"> </span></div><div class="t m0 x6 hc yb07 ff4 fs3 fc0 sc0 ls0 ws0">Grupa  Kapitałowa  TOYA <span class="_ _8"> </span>wraz  z  zobowiązaniem <span class="_ _8"> </span>swoich  dosta<span class="_ _2"></span>wców <span class="_ _8"> </span>do  przestrzegania<span class="_ _2"></span> <span class="_ _8"> </span>pos<span class="_ _2"></span>tanowień  Kodeksu <span class="_ _8"> </span>Ety<span class="_ _2"></span>ki<span class="_ _0"></span> <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y968 ff4 fs3 fc0 sc0 ls0 ws0">i  Polityki <span class="_ _1b"> </span>Praw <span class="_ _1b"> </span>Człowieka, <span class="_ _1b"> </span>zacznie  śledzić <span class="_ _1b"> </span>i  oceniać <span class="_ _1b"> </span>skuteczność <span class="_ _1b"> </span>wdrożonych <span class="_ _1b"> </span>rozwiązań <span class="_ _1b"> </span>poprzez  przegląd<span class="_ _2"></span>  polityk<span class="_ _e"></span><span class="ff7 ls3f">. </span></div><div class="t m0 x6 hc y766 ff4 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _2"></span>potrzebne <span class="_ _2"></span>w <span class="_ _2"></span>odpowiedzi <span class="_ _2"></span>na <span class="_ _2"></span>konkretny, <span class="_ _2"></span>rzeczywisty <span class="_ _2"></span>lub <span class="_ _2"></span>potencjalny, <span class="_ _2"></span>negatywny <span class="_ _2"></span>wpływ <span class="_ _2"></span>na <span class="_ _2"></span>osoby <span class="_ _2"></span>wykonujące </div><div class="t m0 x6 hc yb08 ff4 fs3 fc0 sc0 ls0 ws0">pracę <span class="_ _2"></span>w <span class="_ _2"></span>łańcuchu<span class="_ _2"></span> <span class="_ _2"></span>wartości <span class="_ _2"></span>są <span class="_ _2"></span>związa<span class="_ _2"></span>ne <span class="_ _2"></span>z <span class="_ _2"></span>każdora<span class="_ _2"></span>zową <span class="_ _2"></span>prowadzo<span class="_ _2"></span>ną <span class="_ _2"></span>analizą <span class="_ _2"></span>p<span class="_ _2"></span>rzypadku <span class="_ _2"></span>w <span class="_ _2"></span>odnies<span class="_ _2"></span>ieniu <span class="_ _2"></span>do <span class="_ _2"></span>negatywnego<span class="_ _2"></span> </div><div class="t m0 x6 hc y34 ff4 fs3 fc0 sc0 ls0 ws0">wpływu i <span class="_ _0"></span>są <span class="_ _0"></span>dostosowywane do charakteru wpływu i <span class="_ _9"></span>jego okoliczności. W <span class="_ _0"></span>2024 roku <span class="_ _0"></span>w G<span class="_ _0"></span>rupie nie <span class="_ _0"></span>odnotowano zgłoszeń </div><div class="t m0 x6 hc y768 ff4 fs3 fc0 sc0 ls0 ws0">od <span class="_ _8"> </span>osób <span class="_ _8"> </span>wykonujący<span class="_ _2"></span>ch <span class="_ _13"> </span>pracę <span class="_ _8"> </span>w <span class="_ _8"> </span>łańcuchu  wartości. <span class="_ _7"> </span>  Grupa <span class="_ _13"> </span>Kapitałowa <span class="_ _8"> </span>podejmie <span class="_ _8"> </span>działania  m<span class="_ _0"></span>ające <span class="_ _8"> </span>na <span class="_ _8"> </span>celu <span class="_ _8"> </span>objęcie </div><div class="t m0 x6 hc y91d ff4 fs3 fc0 sc0 ls0 ws0">Kodeksem <span class="_ _0"></span>Etyki swoich <span class="_ _0"></span>dostawców i <span class="_ _9"></span>poś<span class="_ _2"></span>rednio <span class="_ _0"></span>ich <span class="_ _0"></span>pracown<span class="_ _2"></span>ików. <span class="_ _0"></span>Zasoby jakie <span class="_ _9"></span>przezn<span class="_ _2"></span>aczano na <span class="_ _9"></span>za<span class="_ _2"></span>rządzenie <span class="_ _0"></span>jej <span class="_ _0"></span>is<span class="_ _2"></span><span class="ff1">totn<span class="_ _2"></span>ym </span></div><div class="t m0 x6 hc yb1c ff4 fs3 fc0 sc0 ls0 ws0">wpływami <span class="_ _e"></span>wiążą <span class="_ _e"></span>s<span class="_ _2"></span>ię <span class="_ _e"></span>z <span class="_ _e"></span>czas<span class="_ _2"></span>em, <span class="_ _e"></span>jaki <span class="_ _e"></span>pracownicy <span class="_ _e"></span>Grup<span class="_ _2"></span>y <span class="_ _e"></span>Kapitałowej <span class="_ _e"></span>TOYA <span class="_ _4"></span>przeznaczyli <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>przygotowanie <span class="_ _e"></span>Kodeks<span class="_ _2"></span>u <span class="_ _e"></span>Etyki </div><div class="t m0 x6 hc yb1d ff4 fs3 fc0 sc0 ls0 ws0">oraz Polityki Praw Czł<span class="_ _2"></span>owieka.<span class="ff1"> </span></div><div class="t m0 x6 hc yb0a ff4 fs3 fc0 sc0 ls0 ws0">W okresie <span class="_ _2"></span>sprawozdawczym <span class="_ _2"></span>nie od<span class="_ _2"></span>notowano kwestii <span class="_ _2"></span>i incyd<span class="_ _2"></span>entów dotyczący<span class="_ _2"></span>ch narus<span class="_ _2"></span>zenia praw człowieka <span class="_ _2"></span>związanych<span class="_ _2"></span> </div><div class="t m0 x6 hc yb0b ff4 fs3 fc0 sc0 ls0 ws0">z łańcuchem wartości p<span class="_ _2"></span>rzedsiębiorstwa na wyżs<span class="_ _2"></span>zym i niższym szczeblu. <span class="_ _e"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf5e" class="pf w0 h0" ><div class="pc pc5e w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">94<span class="ls0"> </span></div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">Organizacja <span class="_ _7"></span>w <span class="_ _4"></span>2024 <span class="_ _4"></span>ro<span class="_ _2"></span>ku <span class="_ _4"></span>nie <span class="_ _7"></span>podejmowała <span class="_ _7"></span>działań <span class="_ _4"></span>związa<span class="_ _2"></span>nych <span class="_ _4"></span>z <span class="_ _7"></span>ryzykiem <span class="_ _4"></span>wyżs<span class="_ _2"></span>zych <span class="_ _4"></span>kosztó<span class="_ _2"></span>w, <span class="_ _4"></span>którego <span class="_ _7"></span>materializacja </div><div class="t m0 x6 hc y1d1 ff4 fs3 fc0 sc0 ls0 ws0">może nastąpić w dł<span class="_ _2"></span>uższej perspektywie. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y656 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TO<span class="_ _2"></span>YA nie wyzn<span class="_ _2"></span>aczyła celów dotyczących<span class="_ _2"></span> zarządzania is<span class="_ _2"></span>totnymi negatywnymi wpływami, zwi<span class="_ _2"></span>ększania </div><div class="t m0 x6 hc y301 ff4 fs3 fc0 sc0 ls0 ws0">pozytywnych <span class="_ _4"></span>wpływów <span class="_ _e"></span>i <span class="_ _4"></span>zarządzania <span class="_ _4"></span>istotnymi <span class="_ _e"></span>ryzyka<span class="_ _2"></span>mi <span class="_ _e"></span>związanymi <span class="_ _e"></span>z <span class="_ _4"></span>pracownikami <span class="_ _4"></span>w <span class="_ _e"></span>łań<span class="_ _2"></span>cuchu <span class="_ _e"></span>wartości.<span class="_ _e"></span><span class="ff1"> <span class="_ _4"></span></span>Na <span class="_ _e"></span>chwilę </div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">obecną <span class="_ _4"></span>organizacja <span class="_ _4"></span>nie <span class="_ _4"></span>planuje <span class="_ _4"></span>wyznaczyć <span class="_ _4"></span>celów<span class="_ _2"></span> <span class="_ _e"></span>doty<span class="_ _2"></span>czących <span class="_ _4"></span>osób <span class="_ _4"></span>wykonujących<span class="_ _2"></span> <span class="_ _e"></span>pracę <span class="_ _4"></span>w <span class="_ _4"></span>łańcuchu<span class="_ _2"></span> <span class="_ _e"></span>wartoś<span class="_ _2"></span>ci <span class="_ _e"></span>ani <span class="_ _4"></span>nie </div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">posiada <span class="_ _2"></span>innego <span class="_ _2"></span>sposobu <span class="_ _2"></span>monitorowania <span class="_ _2"></span>sku<span class="_ _2"></span>teczności <span class="_ _2"></span>swoich <span class="_ _2"></span>działań. <span class="_ _2"></span>Ambicją <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitałowej <span class="_ _2"></span>TOYA jes<span class="_ _2"></span>t to<span class="_ _2"></span>, ab<span class="_ _2"></span>y <span class="_ _2"></span>nie<span class="_ _0"></span> </div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">występowały negaty<span class="_ _2"></span>wne<span class="ff1"> </span>wpływy w łań<span class="_ _2"></span>cuchu wartości lub był<span class="_ _2"></span>y one jak <span class="_ _2"></span><span class="ff1">najmniejsze.  </span></div><div class="t m0 xd hb y69a ff2 fs6 fc0 sc0 ls9 ws0">7.6.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ESRS S4 <span class="_ _0"></span>KONSUMENCI I UŻYTKOWNICY K<span class="_ _0"></span>OŃCOWI<span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 yb1e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb1f ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _4"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>dąży <span class="_ _4"></span>do <span class="_ _4"></span>ścisłego <span class="_ _4"></span>przestrz<span class="_ _2"></span>egania <span class="_ _e"></span>przep<span class="_ _2"></span>isów <span class="_ _e"></span>doty<span class="_ _2"></span>czących <span class="_ _4"></span>praw <span class="_ _e"></span>ko<span class="_ _2"></span>nsumentów <span class="_ _4"></span>obowiązujący<span class="_ _2"></span>ch <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y309 ff4 fs3 fc0 sc0 ls0 ws0">w Unii Europejskiej i w<span class="_ _0"></span> poszczególnych krajach, w których prowadzi swoją działalność. Grupa monitoruje rekomendacje </div><div class="t m0 x6 hc y30a ff4 fs3 fc0 sc0 ls0 ws0">organów w tym obsza<span class="_ _2"></span>rze i dostosowuje s<span class="_ _2"></span>ię<span class="ff1"> </span>do z<span class="_ _2"></span>mieniającego się środowis<span class="_ _2"></span>ka regulacyjnego. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y429 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA <span class="_ _2"></span>ma <span class="_ _2"></span>świadomość, <span class="_ _2"></span>że <span class="_ _2"></span>bez p<span class="_ _2"></span>oszanowania <span class="_ _2"></span>praw <span class="_ _2"></span>konsumentów <span class="_ _2"></span>nie <span class="_ _2"></span>mogłaby <span class="_ _2"></span>budować <span class="_ _2"></span>pozy<span class="_ _2"></span>tywnej </div><div class="t m0 x6 hc yb20 ff4 fs3 fc0 sc0 ls0 ws0">relacji z <span class="_ _2"></span>obecnymi kli<span class="_ _2"></span>entami s<span class="_ _2"></span>woich mar<span class="_ _2"></span>ek oraz <span class="_ _2"></span>zdobywać <span class="_ _2"></span>nowych klien<span class="_ _2"></span>tów. W <span class="_ _2"></span>sklepach<span class="_ _2"></span> internetowych <span class="_ _2"></span>prowadzo<span class="_ _2"></span>nych </div><div class="t m0 x6 hc yb21 ff4 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _4"></span>Grup<span class="_ _2"></span>ę <span class="_ _4"></span>TOYA, <span class="_ _7"></span>konsumenci <span class="_ _7"></span>mogą <span class="_ _4"></span>prz<span class="_ _2"></span>ekaza<span class="_ _2"></span>ć <span class="_ _4"></span>dwa <span class="_ _7"></span>rodzaje <span class="_ _7"></span>opinii. <span class="_ _4"></span>Pierwszy <span class="_ _7"></span>z <span class="_ _4"></span>nich <span class="_ _7"></span>doty<span class="_ _2"></span>czy <span class="_ _4"></span>funkcjon<span class="_ _2"></span>owania <span class="_ _4"></span>sklepu<span class="_ _2"></span> </div><div class="t m0 x6 hc yb22 ff4 fs3 fc0 sc0 ls0 ws0">internetowego, <span class="_ _2"></span>transak<span class="_ _2"></span>cji i <span class="_ _2"></span>procesu <span class="_ _2"></span>sp<span class="_ _2"></span>rzedaży. <span class="_ _2"></span>Drugi <span class="_ _2"></span>rodzaj op<span class="_ _2"></span>inii d<span class="_ _2"></span>otyczy <span class="_ _2"></span>zakupionego <span class="_ _2"></span>produktu. <span class="_ _2"></span>Przesyłane <span class="_ _2"></span>opinie <span class="_ _2"></span>są </div><div class="t m0 x6 hc y60e ff4 fs3 fc0 sc0 ls0 ws0">uwzględniane przez Grupę <span class="_ _2"></span>Kapitałową TOYA i sł<span class="_ _2"></span>użą dalszemu rozwojo<span class="_ _2"></span>wi <span class="ff1">s<span class="_ _2"></span>wojego biznesu.<span class="_ _2"></span>  </span></div><div class="t m0 x6 hc yb23 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"></span>Kapitałowa <span class="_ _7"> </span>TOYA <span class="_ _7"> </span>w <span class="_ _7"> </span>tr<span class="_ _2"></span>akcie <span class="_ _7"></span>procesu <span class="_ _7"></span>analizy <span class="_ _13"> </span>podwójnej <span class="_ _7"></span>istotn<span class="_ _2"></span>ości <span class="_ _7"></span>zdefiniowała <span class="_ _7"></span>swój <span class="_ _7"></span>wpływ <span class="_ _7"></span>na <span class="_ _7"> </span>kon<span class="_ _2"></span>sumentów <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb24 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _0"></span>użytkowników końcowych. <span class="_ _0"></span>Wpływ występuje <span class="_ _0"></span>zarówno <span class="_ _0"></span>w <span class="_ _0"></span>ramach samej <span class="_ _9"></span>Grup<span class="_ _2"></span>y <span class="_ _0"></span>Kapitałowej TOYA, <span class="_ _9"></span>ja<span class="_ _2"></span>k <span class="_ _0"></span>i <span class="_ _0"></span>u <span class="_ _0"></span>dystrybuto<span class="_ _2"></span>rów </div><div class="t m0 x6 hc y5c1 ff4 fs3 fc0 sc0 ls0 ws0">produktów, czy<span class="_ _2"></span>li w dolnym zakresie łańcucha wartoś<span class="_ _2"></span>ci. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y774 ff4 fs3 fc0 sc0 ls0 ws0">Aktualny <span class="_ _1b"> </span>pozytywny <span class="_ _1b"> </span>wpływ  jest <span class="_ _1b"> </span>związany <span class="_ _1b"> </span>z  tym, <span class="_ _1b"> </span>że  organizacja <span class="_ _1b"> </span>regularnie <span class="_ _1b"> </span>analizuje <span class="_ _1b"> </span>nowe  wymagan<span class="_ _2"></span>ia  dotyczą<span class="_ _2"></span>ce </div><div class="t m0 x6 hc y5ac ff4 fs3 fc0 sc0 ls0 ws0">oznakowania  produktów.  Ws<span class="_ _0"></span>zystkie  produkty <span class="_ _8"> </span>spełniają  wymogi <span class="_ _13"> </span>legislacyjne,  posiadają  pełne <span class="_ _13"> </span>o<span class="_ _2"></span>znakowanie,  w<span class="_ _0"></span> <span class="_ _8"> </span>tym </div><div class="t m0 x6 hc y109 ff4 fs3 fc0 sc0 ls0 ws0">informacje <span class="_ _2"></span>kontaktowe <span class="_ _2"></span>dla <span class="_ _e"></span>konsumentów. <span class="_ _2"></span>Ka<span class="_ _2"></span>żdy <span class="_ _e"></span>produkt <span class="_ _2"></span>jest <span class="_ _2"></span>wyposaż<span class="_ _2"></span>ony <span class="_ _2"></span>w s<span class="_ _2"></span>zczegółową <span class="_ _2"></span>kartę <span class="_ _2"></span>charaktery<span class="_ _2"></span>styki, <span class="_ _2"></span>część </div><div class="t m0 x6 hc y66c ff1 fs3 fc0 sc0 ls0 ws0">z nich <span class="_ _0"></span>- gd<span class="_ _0"></span>y tego <span class="_ _0"></span>potrzeba -<span class="_ _0"></span> <span class="ff4">w <span class="_ _9"></span>instru<span class="_ _2"></span>kcję <span class="_ _0"></span>obsługi, co <span class="_ _0"></span>zwiększa <span class="_ _0"></span>przejrzystość i <span class="_ _0"></span>bezpieczeństwo użytkowania. Dystrybutorzy </span></div><div class="t m0 x6 hc yb25 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>poszczególnych <span class="_ _e"></span>krajach <span class="_ _2"></span>odp<span class="_ _2"></span>owiadają <span class="_ _2"></span>za <span class="_ _2"></span>ozn<span class="_ _2"></span>akowanie <span class="_ _2"></span>na <span class="_ _2"></span>lokaln<span class="_ _2"></span>ych<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span></span>rynka<span class="_ _2"></span>ch. <span class="_ _2"></span>Również <span class="_ _2"></span>poten<span class="_ _2"></span>cjalny <span class="_ _2"></span>pozyty<span class="_ _2"></span>wny <span class="_ _2"></span>wpływ </div><div class="t m0 x6 hc y5ad ff4 fs3 fc0 sc0 ls0 ws0">dotyczy <span class="_ _4"></span>tego, <span class="_ _4"></span>że <span class="_ _e"></span>Grup<span class="_ _2"></span>a <span class="_ _e"></span>Kap<span class="_ _2"></span>itałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>oraz <span class="_ _4"></span>dystrybuto<span class="_ _2"></span>rzy <span class="_ _e"></span>na <span class="_ _4"></span>rynkach<span class="_ _2"></span> <span class="_ _e"></span>zagran<span class="_ _2"></span>icznych <span class="_ _e"></span>mogą <span class="_ _4"></span>zwiększać <span class="_ _4"></span>przejrzys<span class="_ _2"></span>tość <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y10d ff4 fs3 fc0 sc0 ls0 ws0">i bezpieczeństwo użytk<span class="_ _2"></span>owania przez tworzenie bardziej in<span class="_ _2"></span>tuicyjnych<span class="_ _2"></span> oznaczeń i instrukcji dla kon<span class="_ _2"></span>sumentów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2c ff4 fs3 fc0 sc0 ls0 ws0">Aktualny <span class="_ _7"></span>wpływ, <span class="_ _7"></span>który <span class="_ _7"></span>jest <span class="_ _7"></span>zarówno <span class="_ _7"></span>negatywny, <span class="_ _7"></span>jak <span class="_ _7"></span>i <span class="_ _4"></span>poz<span class="_ _2"></span>ytywny <span class="_ _7"></span>związany <span class="_ _7"></span>jest <span class="_ _7"></span>z <span class="_ _7"></span>jakością <span class="_ _7"></span>i <span class="_ _4"></span>bezp<span class="_ _2"></span>ieczeństwem. <span class="_ _7"></span>Każdy </div><div class="t m0 x6 hc yb26 ff4 fs3 fc0 sc0 ls0 ws0">produkt jest <span class="_ _0"></span>analizowany, a <span class="_ _9"></span>regularne testy <span class="_ _9"></span>b<span class="_ _2"></span>ezpieczeństwa i <span class="_ _9"></span>zgo<span class="_ _2"></span>dność z <span class="_ _9"></span>normami są <span class="_ _0"></span>kluczowe dla <span class="_ _9"></span>zap<span class="_ _2"></span>ewnienia ochrony </div><div class="t m0 x6 hc y5fc ff4 fs3 fc0 sc0 ls0 ws0">użytkowników. <span class="_ _0"></span>Istnieje <span class="_ _0"></span>dedykowany <span class="_ _0"></span>kanał <span class="_ _0"></span>do <span class="_ _9"></span>zgłaszania <span class="_ _0"></span>nieprawidłowości <span class="_ _0"></span>oraz <span class="_ _9"></span>dbania o<span class="_ _0"></span> <span class="_ _9"></span>bezpieczeństwo konsumentów. </div><div class="t m0 x6 hc yb27 ff4 fs3 fc0 sc0 ls0 ws0">Mimo <span class="_ _9"></span>to zdarzały <span class="_ _9"></span>s<span class="_ _2"></span>ię <span class="_ _9"></span>sytu<span class="_ _2"></span>acje, <span class="_ _9"></span>w <span class="_ _9"></span>kt<span class="_ _2"></span>órych <span class="_ _9"></span>Grup<span class="_ _2"></span>a <span class="_ _9"></span>Kapita<span class="_ _2"></span>łowa <span class="_ _9"></span>T<span class="_ _2"></span>OYA <span class="_ _9"></span>wycofywał<span class="_ _2"></span>a <span class="_ _9"></span>pro<span class="_ _2"></span>dukt <span class="_ _0"></span>z <span class="_ _9"></span>rynku <span class="_ _0"></span>ze <span class="_ _9"></span>względu na <span class="_ _9"></span>wątpliwości </div><div class="t m0 x6 hc yb28 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>zakresie<span class="_ _2"></span> <span class="_ _2"></span>bezpiecz<span class="_ _2"></span>eństwa <span class="_ _2"></span>pr<span class="_ _2"></span>oduktu. <span class="_ _e"></span>Regularne <span class="_ _2"></span>tes<span class="_ _2"></span>ty <span class="_ _2"></span>pro<span class="_ _2"></span>d<span class="_ _2"></span>uktów <span class="_ _2"></span>mają <span class="_ _e"></span>wyeliminować <span class="_ _e"></span>ta<span class="_ _2"></span>kie <span class="_ _2"></span>sytuacj<span class="_ _2"></span>e, <span class="_ _2"></span>a <span class="_ _e"></span>takie <span class="_ _2"></span>dział<span class="_ _2"></span>anie </div><div class="t m0 x6 hc yb29 ff4 fs3 fc0 sc0 ls0 ws0">zostało o<span class="_ _2"></span>kreślone jako potencjalnie pozy<span class="_ _2"></span>tywny wpływ. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb2a ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>trakcie p<span class="_ _2"></span>rocesu <span class="_ _2"></span>analizy <span class="_ _2"></span>podwójnej <span class="_ _2"></span>istotności <span class="_ _2"></span>zidentyfikowano <span class="_ _2"></span>jeszcze <span class="_ _2"></span>jeden <span class="_ _2"></span>wpły<span class="_ _2"></span>w, któ<span class="_ _2"></span>ry jes<span class="_ _2"></span>t za<span class="_ _2"></span>równo ak<span class="_ _2"></span>tualny, <span class="_ _2"></span>jak <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb2b ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _4"></span>potencja<span class="_ _2"></span>lny. <span class="_ _4"></span>Dotyczy <span class="_ _7"></span>on <span class="_ _4"></span>praktyk <span class="_ _4"></span>marketin<span class="_ _2"></span>gowych. <span class="_ _4"></span>Grupa <span class="_ _7"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>an<span class="_ _2"></span>alizuje <span class="_ _4"></span>nowe <span class="_ _7"></span>regulacje <span class="_ _4"></span>oraz <span class="_ _7"></span>prowadzi </div><div class="t m0 x6 hc yb2c ff4 fs3 fc0 sc0 ls0 ws0">wewnętrzne <span class="_ _2"></span>kon<span class="_ _2"></span>trole <span class="_ _2"></span>dotyczą<span class="_ _2"></span>ce <span class="_ _2"></span>swoich <span class="_ _e"></span>działań<span class="_ _2"></span> <span class="_ _2"></span>marketingo<span class="_ _2"></span>wych, <span class="_ _2"></span>ab<span class="_ _2"></span>y <span class="_ _2"></span>zapewniać <span class="_ _e"></span>dokład<span class="_ _2"></span>ne, <span class="_ _2"></span>rzetelne <span class="_ _e"></span>informacje, <span class="_ _2"></span>kt<span class="_ _2"></span>óre </div><div class="t m0 x6 hc yb2d ff4 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _7"></span>wprowadzają<span class="_ _2"></span> <span class="_ _7"></span>w <span class="_ _7"> </span>błąd<span class="_ _2"></span>. <span class="_ _7"></span>Potencjal<span class="_ _2"></span>nie <span class="_ _7"></span>buduje <span class="_ _13"> </span>to <span class="_ _7"> </span>za<span class="_ _2"></span>ufanie <span class="_ _7"></span>i <span class="_ _7"></span>lojalność <span class="_ _13"> </span>konsumentów. <span class="_ _13"> </span>Zdiagnozowane <span class="_ _13"> </span>wpływy <span class="_ _13"> </span>nie <span class="_ _7"></span>są </div><div class="t m0 x6 hc yb2e ff4 fs3 fc0 sc0 ls0 ws0">bezpośrednio <span class="_ _7"></span>związane <span class="_ _7"></span>ze <span class="_ _7"></span>strategią <span class="_ _4"></span>i <span class="_ _7"></span>modelem <span class="_ _7"></span>biznesowym <span class="_ _7"></span>Grupy <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _4"></span>TOY<span class="_ _2"></span>A <span class="_ _4"></span>i <span class="_ _7"></span>nie <span class="_ _7"></span>wpływają <span class="_ _7"></span>na <span class="_ _7"></span>ich <span class="_ _4"></span>zmianę.<span class="_ _2"></span><span class="ff1">  </span></div><div class="t m0 x6 hc yb2f ff4 fs3 fc0 sc0 ls0 ws0">W ramach procesu a<span class="_ _2"></span>nalizy podwójnej istotno<span class="_ _2"></span>ści nie zidentyfikowano istotny<span class="_ _2"></span>ch ryzyk i szans. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y95d ff4 fs3 fc0 sc0 ls0 ws0">Konsumenci, <span class="_ _9"></span>któ<span class="_ _2"></span>rzy <span class="_ _9"></span>podlegają <span class="_ _0"></span>wpływom <span class="_ _9"></span>Grupy<span class="_ _2"></span> <span class="_ _9"></span>Kapitałowej <span class="_ _9"></span>T<span class="_ _2"></span>OYA <span class="_ _a"></span>to<span class="_ _2"></span> <span class="_ _9"></span>użytkownicy <span class="_ _0"></span>dystrybuowanych<span class="_ _2"></span> <span class="_ _9"></span>przez <span class="_ _9"></span>nią <span class="_ _0"></span>produktów </div><div class="t m0 x6 hc yb30 ff4 fs3 fc0 sc0 ls0 ws0">–<span class="ff1"> </span>zarówno używający<span class="_ _2"></span> ich w sposób<span class="_ _2"></span> profesjonalny, jak i amatorski. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3d0 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA ni<span class="_ _2"></span>e oferuje produkt<span class="_ _2"></span>ów, które ze swej natury s<span class="_ _2"></span>ą szkodliwe dla ludzi. Asortyment o<span class="_ _2"></span>rganizacji jest </div><div class="t m0 x6 hc yb31 ff4 fs3 fc0 sc0 ls0 ws0">zgodny <span class="_ _19"> </span>ze <span class="_ _19"> </span>wszys<span class="_ _2"></span>tkimi <span class="_ _5"> </span>wyma<span class="_ _2"></span>ganymi <span class="_ _5"> </span>n<span class="_ _2"></span>ormami <span class="_ _19"> </span>dotyczącymi <span class="_ _19"> </span>zdrowia <span class="_ _19"> </span>i<span class="_ _2"></span> <span class="_ _5"> </span>b<span class="_ _2"></span>ezpieczeństwa <span class="_ _19"> </span>uży<span class="_ _2"></span>tkowników <span class="_ _19"> </span>końcowych. </div></div></div><div class="pi" ></div></div><div id="pf5f" class="pf w0 h0" ><div class="pc pc5f w0 h0"><img class="bi x2 yab6 w3 h10f" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">95<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Oferowany <span class="_ _5"> </span>sprzęt <span class="_ _5"> </span>elektryczny <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>zgo<span class="_ _2"></span>dny <span class="_ _1b"> </span>z <span class="_ _1b"> </span>dyrekty<span class="_ _2"></span>wą  RoH<span class="_ _2"></span>S, <span class="_ _1b"> </span>co <span class="_ _5"> </span>znajduje <span class="_ _1b"> </span>p<span class="_ _2"></span>otwierdzenie <span class="_ _1b"> </span>w <span class="_ _1b"> </span>deklaracji <span class="_ _5"> </span>zgodnoś<span class="_ _2"></span>ci </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">produktu. <span class="_ _2"></span>Dodat<span class="_ _2"></span>kowo, <span class="_ _2"></span>dostawcy <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kapitał<span class="_ _2"></span>owej <span class="_ _2"></span>TOYA <span class="_ _2"></span>deklarują, <span class="_ _2"></span>że <span class="_ _e"></span>dostarczane <span class="_ _2"></span>przez <span class="_ _2"></span>nich <span class="_ _2"></span>p<span class="_ _2"></span>rodukty <span class="_ _2"></span>nie <span class="_ _2"></span>zawierają </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">substancji <span class="_ _2"></span>ujętych <span class="_ _2"></span>w ro<span class="_ _2"></span>zporządzeniu<span class="_ _2"></span><span class="ff1"> </span>RE<span class="_ _2"></span>ACH. W <span class="_ _2"></span>przypadku <span class="_ _2"></span>produktów, <span class="_ _2"></span>które <span class="_ _2"></span>są przezn<span class="_ _2"></span>aczone do <span class="_ _2"></span>kontaktu <span class="_ _2"></span>ze skó<span class="_ _2"></span>rą lub </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">odzieżą, zawsze po<span class="_ _2"></span>dawane są informacje o ich skł<span class="_ _2"></span>adzie. <span class="ff1"> </span></div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa TOYA w <span class="_ _0"></span>jasny sposób informuje też użytkowników końcowych o przysługujących im <span class="_ _0"></span>prawach zgodnie </div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _13"> </span>lokalny<span class="_ _2"></span>mi <span class="_ _13"> </span>przepisami. <span class="_ _13"> </span>W <span class="_ _8"> </span>przypadku <span class="_ _8"> </span>krajów <span class="_ _13"> </span>europ<span class="_ _2"></span>ejskich <span class="_ _13"> </span>dział<span class="_ _2"></span>ania <span class="_ _13"> </span>te <span class="_ _13"> </span>opierają <span class="_ _13"> </span>s<span class="_ _2"></span>ię <span class="_ _7"> </span>na <span class="_ _8"> </span>Rozporząd<span class="_ _2"></span>zeniu <span class="_ _13"> </span>Parlamentu </div><div class="t m0 x6 hc y627 ff1 fs3 fc0 sc0 ls0 ws0">Europejskiego i <span class="_ _9"></span>Rady<span class="_ _2"></span> <span class="_ _0"></span>(UE) <span class="_ _9"></span>2016/679<span class="_ _2"></span> <span class="_ _0"></span><span class="ff4">w <span class="_ _9"></span>s<span class="_ _2"></span>prawie <span class="_ _0"></span>ochrony osób <span class="_ _9"></span>fizyczn<span class="_ _2"></span>ych <span class="_ _0"></span>w <span class="_ _0"></span>związku <span class="_ _0"></span>z <span class="_ _9"></span>p<span class="_ _2"></span>rzetwarzaniem <span class="_ _0"></span>danych osobowych </span></div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">i  w  sprawie  swobod<span class="_ _2"></span>nego  przepływu  takich  dany<span class="_ _2"></span>ch  oraz  uchylenia  dyrektywy  95/46/WE  w  s<span class="_ _2"></span>krócie  RODO.  Osoby </div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">odwiedzające witrynę internetową organizacji <span class="_ _0"></span>oraz jej sklepy internetowe <span class="_ _0"></span>i<span class="_ _2"></span>nformowane są o <span class="_ _0"></span>wykorzystywan<span class="_ _2"></span>ych plikach </div><div class="t m0 x6 hc y32f ff1 fs3 fc0 sc0 ls0 ws0">cookie.  </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _4"></span>pro<span class="_ _2"></span>duktów <span class="_ _4"></span>doł<span class="_ _2"></span>ączane <span class="_ _4"></span>są <span class="_ _7"></span>instrukcje <span class="_ _7"></span>obsługi <span class="_ _4"></span>n<span class="_ _2"></span>ie <span class="_ _4"></span>tylko <span class="_ _7"></span>wtedy, <span class="_ _4"></span>gdy <span class="_ _7"></span>wymagają <span class="_ _4"></span>tego <span class="_ _7"></span>przepisy, <span class="_ _7"></span>ale <span class="_ _4"></span>również <span class="_ _7"></span>w <span class="_ _4"></span>każdy<span class="_ _2"></span>m </div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">przypadku, <span class="_ _17"> </span>gd<span class="_ _2"></span>y <span class="_ _17"> </span>instrukcje <span class="_ _17"> </span>takie <span class="_ _1e"> </span>mogą <span class="_ _17"> </span>ułatwić <span class="_ _17"> </span>kon<span class="_ _2"></span>sumentom <span class="_ _17"> </span>użytkowanie <span class="_ _1e"> </span>produktu. <span class="_ _17"> </span> <span class="_ _17"> </span>Kart<span class="_ _2"></span>a <span class="_ _17"> </span>produktu <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y331 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _5"> </span>rysunkiem <span class="_ _5"> </span>zło<span class="_ _2"></span>żeniowym <span class="_ _1b"> </span>i<span class="_ _2"></span><span class="ff1"> </span>instrukcja <span class="_ _5"> </span>o<span class="_ _2"></span>bsługi <span class="_ _1b"> </span>są <span class="_ _5"> </span>op<span class="_ _2"></span>racowywane <span class="_ _1b"> </span>przed <span class="_ _5"> </span>wpro<span class="_ _2"></span>wadzeniem <span class="_ _5"> </span>produ<span class="_ _2"></span>ktu <span class="_ _5"> </span>do <span class="_ _5"> </span>dystrybucji <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y629 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _4"></span>sprzed<span class="_ _2"></span>aży. <span class="_ _4"></span>W <span class="_ _4"></span>o<span class="_ _2"></span>fercie <span class="_ _4"></span>organizacji <span class="_ _4"></span>n<span class="_ _2"></span>ie <span class="_ _4"></span>ma <span class="_ _4"></span>prod<span class="_ _2"></span>uktów <span class="_ _4"></span>skierowanych <span class="_ _7"></span>dla <span class="_ _4"></span>dzieci <span class="_ _4"></span>an<span class="_ _2"></span>i <span class="_ _4"></span>innych <span class="_ _7"></span>produktów <span class="_ _4"></span>lub <span class="_ _4"></span>u<span class="_ _2"></span>sług, <span class="_ _4"></span>które </div><div class="t m0 x6 hc yb32 ff4 fs3 fc0 sc0 ls0 ws0">wiązałyby s<span class="_ _2"></span>ię z prywatnością lub zdro<span class="_ _2"></span>wiem konsumentów. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb33 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">W <span class="_ _14"> </span>ramach <span class="_ _14"> </span>procesu <span class="_ _14"> </span>analizy<span class="_ _2"></span> <span class="_ _19"> </span>pod<span class="_ _2"></span>wójnej <span class="_ _14"> </span>istotności <span class="_ _14"> </span>Grupa <span class="_ _14"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _14"> </span>TOYA <span class="_ _19"> </span>n<span class="_ _2"></span>ie <span class="_ _19"> </span>zd<span class="_ _2"></span>iagnozowała <span class="_ _14"> </span>istotny<span class="_ _2"></span>ch </span></span></div><div class="t m0 x34 hc yb34 ff4 fs3 fc0 sc0 ls0 ws0">negatywnych <span class="_ _1c"> </span>wpływów <span class="_ _18"> </span>na <span class="_ _1c"> </span>konsumentów <span class="_ _1c"> </span>lub <span class="_ _18"> </span>u<span class="_ _2"></span>żytkowników <span class="_ _18"> </span>końcowych. <span class="_ _1c"> </span>Jednak, <span class="_ _1c"> </span>gdy <span class="_ _18"> </span> <span class="_ _1c"> </span> <span class="_ _14"> </span>d<span class="_ _2"></span>ochodzi <span class="_ _18"> </span>d<span class="_ _2"></span>o </div><div class="t m0 x34 hc y647 ff4 fs3 fc0 sc0 ls0 ws0">jednostkowego <span class="_ _5"> </span>stwierdzenia<span class="_ _2"></span> <span class="_ _5"> </span>wady <span class="_ _5"> </span>produktu, <span class="_ _5"> </span>Grupa <span class="_ _5"> </span>Kapitało<span class="_ _2"></span>wa <span class="_ _1b"> </span>TOYA <span class="_ _5"> </span>podejmuje <span class="_ _5"> </span>odp<span class="_ _2"></span>owiednie <span class="_ _1b"> </span>dział<span class="_ _2"></span>ania </div><div class="t m0 x34 hc yb35 ff4 fs3 fc0 sc0 ls0 ws0">zaradcze. Mogą by<span class="_ _2"></span>ć to: uzup<span class="_ _2"></span>ełnienie danych, np. na etykiecie lub w op<span class="_ _2"></span>isie produktu,<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y683 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">us<span class="_ _2"></span>unięcie przyczyny zagro<span class="_ _2"></span>żenia produktu, <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a yb36 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">nap<span class="_ _2"></span>rawa lub wymiana produ<span class="_ _2"></span>ktu na nowy w przyp<span class="_ _2"></span>adku jednostkowych wad.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 hc y783 ff4 fs3 fc0 sc0 ls0 ws0">W sy<span class="_ _2"></span>tuacji wycofania <span class="_ _2"></span>produktu <span class="_ _2"></span>ze sprzedaż<span class="_ _2"></span>y ze względu <span class="_ _2"></span>na wadę, <span class="_ _2"></span>jest on <span class="_ _2"></span>wycofany <span class="_ _2"></span>dla wszys<span class="_ _2"></span>tkich grup <span class="_ _2"></span>konsumentów. </div><div class="t m0 x6 hc yb37 ff4 fs3 fc0 sc0 ls0 ws0">Grupa n<span class="_ _2"></span>ie identyfikuje u<span class="_ _2"></span>żytkowników ko<span class="_ _2"></span>ńcowych o <span class="_ _2"></span>szczególnych<span class="_ _2"></span> cechach, <span class="_ _2"></span>którzy mogą <span class="_ _2"></span>być n<span class="_ _2"></span>arażeni na <span class="_ _2"></span>większe ryzy<span class="_ _2"></span>ko </div><div class="t m0 x6 hc yb38 ff4 fs3 fc0 sc0 ls0 ws0">poniesienia szko<span class="_ _2"></span>dy, niż pozostali uży<span class="_ _2"></span>tkownicy. <span class="ff1"> </span></div><div class="t m0 x34 h63 yb39 ff2 fs4 fc0 sc0 ls0 ws0">7.6.1.<span class="ff6"> <span class="_ _18"> </span></span>Polityki <span class="ff3">dotyczące</span> konsument<span class="ff3 ls40">ów</span> <span class="ff3">i użytkownik<span class="ls41">ów<span class="_ _2"></span></span></span> <span class="ff3">końcow</span>ych  </div><div class="t m0 x6 h6 yb3a ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb3b ff4 fs3 fc0 sc0 ls0 ws0">Polityki związane z zarządzaniem <span class="_ _0"></span>istotnymi wpływami na konsumentów i użytkowników końcowych w <span class="_ _0"></span>Grupie TOYA</div></div><div class="c x0 y0 w83 h0"><div class="t m0 x181 h86 y64 ff1 fs11 fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x182 hc yb3b ff1 fs3 fc0 sc0 ls0 ws0"> to:  </div><div class="t m0 xd h1a y9c6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ffe">Kodeks dobrych p<span class="_ _2"></span>raktyk w zakresie komunika<span class="_ _2"></span>cji z konsumentami i użytko<span class="_ _2"></span>wnikami końcowymi Grupy TOYA. <span class="_ _e"></span><span class="ff7"> </span></span></span></div><div class="t m0 xd h1a y71a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _1"> </span><span class="ff7">Kodeks Etyki Grupy T<span class="_ _2"></span>OYA </span></span></div><div class="t m0 x6 hc yb1b ffe fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _0"></span>dobrych <span class="_ _9"></span>p<span class="_ _2"></span>raktyk <span class="_ _9"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>komunikacji <span class="_ _0"></span>z <span class="_ _0"></span>konsumentami <span class="_ _9"></span>i <span class="_ _0"></span>użytkownikami końcowymi <span class="_ _9"></span>Grupy <span class="_ _0"></span>TOYA<span class="_ _2"></span><span class="ff1"> <span class="_ _0"></span>systematyzuje<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y4e6 ff4 fs3 fc0 sc0 ls0 ws0">obowiązujące <span class="_ _0"></span>w <span class="_ _9"></span>organizacji dobre <span class="_ _9"></span>prakt<span class="_ _2"></span>yki <span class="_ _9"></span>w <span class="_ _0"></span>zakresie <span class="_ _0"></span>komunikacji <span class="_ _0"></span>z <span class="_ _9"></span>kons<span class="_ _2"></span>umentami <span class="_ _9"></span>i <span class="_ _0"></span>użytkownikami <span class="_ _0"></span>końcowymi. <span class="_ _0"></span>Kodeks </div><div class="t m0 x6 hc y525 ff4 fs3 fc0 sc0 ls0 ws0">opisuje zobowiązan<span class="_ _2"></span>ia i działania Grupy w zakresie m.in.: <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb3c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff1">komunika<span class="_ _2"></span>cji z konsumentami i op<span class="_ _2"></span>inii w sklepie internetowym, <span class="_ _2"></span> </span></span></div><div class="t m0 xd h1a y551 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">jakoś<span class="_ _2"></span>ci produktów, <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y36c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">doku<span class="_ _2"></span>mentacji dołączanej do prod<span class="_ _2"></span>uktów, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a ycd ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">sp<span class="_ _2"></span>rzedaży części zamiennych i n<span class="_ _2"></span>apraw pogwarancyjny<span class="_ _2"></span>ch, <span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y158 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">informowania o z<span class="_ _2"></span>asadach reklamacji p<span class="_ _2"></span>roduktów, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a yb3d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">komunika<span class="_ _2"></span>cji dotyczącej postęp<span class="_ _2"></span>owania ze zużytym s<span class="_ _2"></span>przętem.<span class="ff1"> </span></span></span></div><div class="t m0 x2d h6 y41d ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w83 h0"><div class="t m0 x6 h60 yad3 ff1 fs10 fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w2 h0"><div class="t m0 x7 h11 yad4 ff4 fs7 fc0 sc0 ls0 ws0"> <span class="_ _0"></span>Kodeks <span class="_ _9"></span>dobrych <span class="_ _0"></span>prakty<span class="_ _0"></span>k w <span class="_ _0"></span>z<span class="_ _0"></span>akresie <span class="_ _0"></span>k<span class="_ _0"></span>omunikac<span class="_ _0"></span>ji <span class="_ _0"></span>z k<span class="_ _9"></span>onsumentami i<span class="_ _0"></span> uż<span class="_ _0"></span>ytk<span class="_ _0"></span>ownik<span class="_ _0"></span>ami <span class="_ _0"></span>k<span class="_ _0"></span>ońcowymi <span class="_ _9"></span>Grupy T<span class="_ _0"></span>OY<span class="_ _a"></span>A or<span class="_ _0"></span>az <span class="_ _0"></span>Kodek<span class="_ _0"></span>s <span class="_ _0"></span>Etyki <span class="_ _0"></span>Grupy <span class="_ _0"></span>zo<span class="_ _0"></span>staną w<span class="_ _0"></span>dro<span class="_ _0"></span>żone </div><div class="t m0 x6 h11 y625 ff4 fs7 fc0 sc0 ls0 ws0">w 2025 rok<span class="_ _0"></span>u<span class="ff1"> </span></div></div><a class="l" href="#pf5f" ><span class="d m1" style="border-style:none;position:absolute;left:1039.320000px;bottom:640.220000px;width:7.790000px;height:33.800000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf60" class="pf w0 h0" ><div class="pc pc60 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">96<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _15"> </span>proces <span class="_ _15"> </span>tworzenia <span class="_ _15"> </span>Kodeksu <span class="_ _15"> </span>pośrednio <span class="_ _15"> </span>byli <span class="_ _15"> </span>zaangażowani <span class="_ _15"> </span>interesariusze <span class="_ _15"> </span>wewnętrzni <span class="_ _15"> </span>TOYA. <span class="_ _15"> </span>Wynikało <span class="_ _15"> </span>to <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _4"></span>przeprowadzonego <span class="_ _4"></span>w <span class="_ _4"></span>2023 <span class="_ _4"></span>roku <span class="_ _4"></span>procesu <span class="_ _4"></span>analizy <span class="_ _4"></span>istotn<span class="_ _2"></span>ości, <span class="_ _e"></span>w <span class="_ _4"></span>wyniku <span class="_ _4"></span>którego <span class="_ _4"></span>Grupa <span class="_ _4"></span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _4"></span>opracowała<span class="_ _2"></span> </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _e"></span>dobrych <span class="_ _e"></span>praktyk <span class="_ _e"></span>w <span class="_ _2"></span>zakresie <span class="_ _e"></span>komunikacji <span class="_ _e"></span>z <span class="_ _e"></span>konsume<span class="_ _2"></span>ntami <span class="_ _2"></span>i <span class="_ _e"></span>użytkownikami<span class="_ _2"></span> <span class="_ _2"></span>końcowymi, <span class="_ _e"></span>aby <span class="_ _e"></span>lepiej <span class="_ _e"></span>odpowiadać </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">na zgłoszo<span class="_ _2"></span>ne wtedy potrzeby interesar<span class="_ _2"></span><span class="ff1">iuszy. </span></div><div class="t m0 x6 hc y5d4 ff7 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _2"></span>Etyki <span class="_ _2"></span>Grupy <span class="_ _2"></span>TOYA <span class="_ _2"></span><span class="ff4">zawiera <span class="_ _2"></span>najważniejsze <span class="_ _2"></span>zasad<span class="_ _2"></span>y <span class="_ _2"></span>przyświecające dzia<span class="_ _2"></span>łalności <span class="_ _2"></span>Grupy, <span class="_ _2"></span>w <span class="_ _2"></span>tym m.in. <span class="_ _2"></span>zas<span class="_ _2"></span>ady <span class="_ _2"></span>etyczne </span></div><div class="t m0 x6 hc y5d5 ff4 fs3 fc0 sc0 ls0 ws0">w działaniach s<span class="_ _2"></span>przedażowych i marketingowych, przes<span class="_ _2"></span>trzeganie praw kons<span class="_ _2"></span>umentów oraz troskę o j<span class="_ _2"></span>akość<span class="_ _2"></span><span class="ff1"> </span>p<span class="_ _2"></span>roduktów. <span class="ff1"> </span></div><div class="t m0 x6 hc y5d6 ff4 fs3 fc0 sc0 ls0 ws0">Zakres Kodeksów ob<span class="_ _2"></span>ejmuje całą działaln<span class="_ _2"></span>ość Grupy, a obydwie regulacje o<span class="_ _2"></span>pierają się na: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a y32f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Wyty<span class="_ _2"></span>cznych <span class="_ _2"></span>OECD <span class="_ _2"></span>dla <span class="_ _2"></span>przedsiębiorstw <span class="_ _2"></span>wielonarodowych<span class="_ _2"></span> <span class="_ _e"></span>–<span class="ff1"> <span class="_ _2"></span></span>w od<span class="_ _2"></span>niesieniu <span class="_ _2"></span>do <span class="_ _2"></span>ochrony <span class="_ _2"></span>interesów <span class="_ _2"></span>konsu<span class="_ _2"></span>menta, </span></span></div><div class="t m0 x34 hc yb3e ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _18"> </span>tym <span class="_ _1c"> </span>przestrzegania <span class="_ _1c"> </span>uczciwych <span class="_ _18"> </span>prakty<span class="_ _2"></span>k <span class="_ _18"> </span>biznesowych, <span class="_ _18"> </span>marketin<span class="_ _2"></span>gowych <span class="_ _18"> </span>i <span class="_ _1c"> </span>reklamowych <span class="_ _18"> </span>w <span class="_ _1c"> </span>kontaktach <span class="_ _e"></span> </div><div class="t m0 x34 hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">z konsumentem oraz dział<span class="_ _2"></span>ań podejmowanych przez TOYA mających n<span class="_ _2"></span>a celu zapewnienie odpowiedniej jakoś<span class="_ _2"></span>ci </div><div class="t m0 x34 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">oferowanych produkt<span class="_ _2"></span>ów. <span class="ff1"> </span></div><div class="t m0 xd h1a yb40 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">Wyty<span class="_ _2"></span>cznych <span class="_ _4"></span>ONZ <span class="_ _4"></span>dotyczących <span class="_ _4"></span>ochro<span class="_ _2"></span>ny <span class="_ _4"></span>konsumentów <span class="_ _7"></span>–<span class="ff1"> <span class="_ _4"></span></span>w <span class="_ _4"></span>odn<span class="_ _2"></span>iesieniu <span class="_ _4"></span>do <span class="_ _4"></span>transp<span class="_ _2"></span>arentności <span class="_ _e"></span>w <span class="_ _4"></span>informo<span class="_ _2"></span>waniu<span class="_ _2"></span> </span></span></div><div class="t m0 x34 hc y7af ff4 fs3 fc0 sc0 ls0 ws0">konsumentów <span class="_ _19"> </span>o <span class="_ _5"> </span>prod<span class="_ _2"></span>uktach, <span class="_ _5"> </span>obowiązują<span class="_ _2"></span>cych <span class="_ _5"> </span>warunkach, <span class="_ _19"> </span>opłatach <span class="_ _19"> </span>i <span class="_ _5"> </span>ostatecznych<span class="_ _2"></span> <span class="_ _5"> </span>kosztach, <span class="_ _19"> </span>wytycznych </div><div class="t m0 x34 hc yb41 ff4 fs3 fc0 sc0 ls0 ws0">dotyczących o<span class="_ _2"></span>chrony prywatności, skarg i sporó<span class="_ _2"></span>w z konsumentam<span class="_ _2"></span><span class="ff1 ls30">i.<span class="ls0"> </span></span></div><div class="t m0 x6 hc yb42 ff4 fs3 fc0 sc0 ls0 ws0">Za wdrażanie zapis<span class="_ _2"></span>ów regulacji odpowiada <span class="_ _2"></span>Zarząd jednostki dominującej w Grupie <span class="_ _2"></span>Kapitałowej TOYA. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y266 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"> </span>swojej  działalności  organi<span class="_ _0"></span>zacja  przestrzega <span class="_ _13"> </span>p<span class="_ _2"></span>raw <span class="_ _8"> </span>człowieka  istotnych <span class="_ _8"> </span>dla  użytkowników <span class="_ _13"> </span>ko<span class="_ _2"></span>ńcowych. <span class="_ _8"> </span>Kwestię  tę <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb43 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>jednostce <span class="_ _4"></span>dominują<span class="_ _2"></span>cej <span class="_ _e"></span>r<span class="_ _2"></span>eguluje <span class="_ _7"></span><span class="ffe">Polityka <span class="_ _4"></span>praw <span class="_ _4"></span>czł<span class="_ _2"></span>owieka<span class="ff1"> <span class="_ _4"></span></span></span>zap<span class="_ _2"></span>ewniająca <span class="_ _4"></span>ochronę <span class="_ _4"></span>praw <span class="_ _7"></span>człowieka <span class="_ _4"></span>w <span class="_ _4"></span>całym <span class="_ _4"></span>łań<span class="_ _2"></span>cuchu </div><div class="t m0 x6 hc yb44 ff4 fs3 fc0 sc0 ls0 ws0">wartości. <span class="_ _2"></span>Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA w <span class="_ _2"></span>2024 <span class="_ _2"></span>roku <span class="_ _2"></span>ani <span class="_ _2"></span>w <span class="_ _2"></span>ramach <span class="_ _2"></span>procesu <span class="_ _2"></span>analizy <span class="_ _2"></span>podwójnej <span class="_ _2"></span>istotności <span class="_ _2"></span>nie <span class="_ _2"></span>zidentyfikowała </div><div class="t m0 x6 hc yb45 ff4 fs3 fc0 sc0 ls0 ws0">negatywnego  wpływu  na  przestrzeganie <span class="_ _8"> </span>praw  człowieka  w  kontekście <span class="_ _8"> </span>konsu<span class="_ _2"></span>mentów  i <span class="_ _8"> </span>użytkowni<span class="_ _e"></span>ków  końcowych, </div><div class="t m0 x6 hc yb46 ff4 fs3 fc0 sc0 ls0 ws0">dlatego nie były s<span class="_ _2"></span>tosowane środki naprawcze w tym zak<span class="_ _2"></span>resie. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 yb47 ff2 fs4 fc0 sc0 ls0 ws0">7.6.2.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Procesy współpracy z konsumentami i użytkowni<span class="_ _0"></span>kami końcowymi<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 y62f ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb48 ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1c"> </span>Kapitałowa <span class="_ _1c"> </span>TOYA <span class="_ _1c"> </span>dokł<span class="_ _2"></span>ada <span class="_ _1c"> </span>wszelkich <span class="_ _1c"> </span>starań, <span class="_ _1c"> </span>aby <span class="_ _1c"> </span>w <span class="_ _1c"> </span>najwyższym <span class="_ _1c"> </span>możliwym<span class="_ _2"></span> <span class="_ _1c"> </span>stopniu <span class="_ _1c"> </span>eliminować <span class="_ _1c"> </span>ryzyko </div><div class="t m0 x6 hc yb49 ff4 fs3 fc0 sc0 ls0 ws0">niekorzystnego <span class="_ _15"> </span>odd<span class="_ _2"></span>ziaływania <span class="_ _15"> </span>produktów. <span class="_ _15"> </span>Organizacja <span class="_ _15"> </span>analizu<span class="_ _2"></span>je <span class="_ _15"> </span>trendy <span class="_ _15"> </span>rynkowe <span class="_ _15"> </span>i <span class="_ _15"> </span>odpowiada <span class="_ _15"> </span>na <span class="_ _15"> </span>potrzeby </div><div class="t m0 x6 hc yb4a ff4 fs3 fc0 sc0 ls0 ws0">konsumentów dąż<span class="_ _2"></span>ąc do sytuacji, w której mogą oni zn<span class="_ _2"></span>aleźć <span class="_ _2"></span>w ofercie produkty<span class="_ _2"></span> odpowiadające oczeki<span class="_ _2"></span>waniom. Również </div><div class="t m0 x6 hc yb4b ff4 fs3 fc0 sc0 ls0 ws0">brane pod uwagę są<span class="_ _0"></span> opinie na bieżąco <span class="_ _0"></span>przesyłane przez użytkowników sklepów internetowych Grupy Kapitałowej TOY<span class="_ _0"></span>A </div><div class="t m0 x6 hc yb4c ff4 fs3 fc0 sc0 ls0 ws0">oraz op<span class="_ _2"></span>inie otrzymane <span class="_ _2"></span>w ankietach <span class="_ _2"></span>przesyłany<span class="_ _2"></span>ch w grud<span class="_ _2"></span>niu 2024 roku <span class="_ _2"></span>w ra<span class="_ _2"></span>mach procesu <span class="_ _2"></span>ana<span class="_ _e"></span>lizy po<span class="_ _2"></span>dwójnej istotn<span class="_ _2"></span>ości, </div><div class="t m0 x6 hc y4e3 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _4"></span>kt<span class="_ _2"></span>óry <span class="_ _7"></span>był <span class="_ _4"></span>zaangażowany<span class="_ _2"></span> <span class="_ _4"></span>Zarząd <span class="_ _7"></span>jednos<span class="_ _2"></span>tki <span class="_ _4"></span>dominują<span class="_ _2"></span>cej. <span class="_ _4"></span>Jednocześnie <span class="_ _7"></span>surowo <span class="_ _7"></span>przestrzegana <span class="_ _7"></span>jest <span class="_ _7"></span>zasada <span class="_ _4"></span>s<span class="_ _2"></span>pełniania </div><div class="t m0 x6 hc y365 ff4 fs3 fc0 sc0 ls0 ws0">wszystkich lok<span class="_ _2"></span>alnych wymogów prawnych z<span class="_ _2"></span>wiązanych z jakością i b<span class="_ _2"></span>ezpieczeństwem. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb4d ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _2"></span>ramach <span class="_ _2"></span>procesu<span class="_ _2"></span> <span class="_ _2"></span>analizy <span class="_ _2"></span>podwójnej <span class="_ _2"></span>is<span class="_ _2"></span>totności <span class="_ _2"></span>Grupa <span class="_ _e"></span>Kapitałowa <span class="_ _2"></span>TOYA <span class="_ _2"></span>nie <span class="_ _2"></span>zidentyfiko<span class="_ _2"></span>wała <span class="_ _2"></span>negatywnego <span class="_ _e"></span>wpływu <span class="_ _2"></span>na </div><div class="t m0 x6 hc yb4e ff4 fs3 fc0 sc0 ls0 ws0">konsumentów i <span class="_ _0"></span>użytkowników końcowych. Dlatego <span class="_ _0"></span>też <span class="_ _0"></span>nie ma <span class="_ _0"></span>ona środków naprawczych. <span class="_ _0"></span>Mimo to <span class="_ _0"></span>zgodnie z <span class="ff7">Kodeksem </span></div><div class="t m0 x6 hc yb4f ffe fs3 fc0 sc0 ls0 ws0">Etyki  Grupy <span class="_ _1b"> </span>Kap<span class="_ _2"></span>itałowej  TO<span class="_ _2"></span>YA<span class="ff1"> <span class="_ _1b"> </span><span class="ff4">każda <span class="_ _1b"> </span>ze <span class="_ _1b"> </span>spółek <span class="_ _1b"> </span>wchodzących <span class="_ _1b"> </span>w  s<span class="_ _2"></span>kład <span class="_ _1b"> </span>grupy <span class="_ _1b"> </span>kapitałowej <span class="_ _1b"> </span>ma  s<span class="_ _2"></span>tworzyć  kan<span class="_ _2"></span>ały  d<span class="_ _2"></span>o </span></span></div><div class="t m0 x6 hc y41a ff4 fs3 fc0 sc0 ls0 ws0">przyjmowania i <span class="_ _9"></span>analiz<span class="_ _2"></span>owania <span class="_ _0"></span>zgłoszeń<span class="_ _2"></span> <span class="_ _0"></span>dotyczących naruszenia <span class="_ _9"></span>Kod<span class="_ _2"></span>eksu. <span class="_ _0"></span>Spółki udostępniają <span class="_ _0"></span>zgłaszającym lokalny <span class="_ _0"></span>kanał, </div><div class="t m0 x6 hc yb50 ff4 fs3 fc0 sc0 ls0 ws0">który <span class="_ _13"> </span>w <span class="_ _13"> </span>jak <span class="_ _13"> </span>największym <span class="_ _13"> </span>s<span class="_ _2"></span>topniu <span class="_ _7"> </span>od<span class="_ _2"></span>powiada <span class="_ _13"> </span>potrzebom <span class="_ _13"> </span>i <span class="_ _13"> </span>oczekiwa<span class="_ _2"></span><span class="ff1">niom <span class="_ _13"> </span>inte</span>res<span class="_ _2"></span>ariuszy. <span class="_ _13"> </span>Zgłoszen<span class="_ _2"></span>ia <span class="_ _7"> </span>można <span class="_ _8"> </span>dokonać </div><div class="t m0 x6 hc y528 ff4 fs3 fc0 sc0 ls0 ws0">osobiście <span class="_ _2"></span>lub <span class="_ _2"></span>przez <span class="_ _2"></span>wysłanie <span class="_ _2"></span>wiadomości <span class="_ _2"></span>e<span class="_ _2"></span><span class="ff1">-mail na <span class="_ _2"></span>dedyko<span class="_ _2"></span>wane ad<span class="_ _2"></span>resy. <span class="_ _2"></span>Dodatkowo, <span class="_ _2"></span>wszelkie u<span class="_ _2"></span>wagi oraz <span class="_ _2"></span>infor<span class="_ _2"></span>macje <span class="_ _2"></span>o </span></div><div class="t m0 x6 hc yb51 ff4 fs3 fc0 sc0 ls0 ws0">działaniach <span class="_ _22"> </span>naruszających <span class="_ _22"> </span>postanowienia <span class="_ _22"> </span><span class="ff7">Kodeksu<span class="_ _2"></span> <span class="_ _1f"> </span>dobrych <span class="_ _1f"> </span>praktyk <span class="_ _22"> </span>w <span class="_ _1f"> </span>zakresie <span class="_ _22"> </span>komunikac<span class="_ _2"></span>ji <span class="_ _1f"> </span>z <span class="_ _1f"> </span>konsumen<span class="_ _2"></span>tami  </span></div><div class="t m0 x6 hc yb52 ffe fs3 fc0 sc0 ls0 ws0">i <span class="_ _9"></span>użyt<span class="_ _2"></span>kownikami <span class="_ _0"></span>końcowymi<span class="ff1"> <span class="_ _0"></span><span class="ff4">należy <span class="_ _9"></span>zgł<span class="_ _2"></span>aszać <span class="_ _0"></span>do <span class="_ _9"></span>os<span class="_ _2"></span>ób <span class="_ _9"></span>odpowiedzialnych za <span class="_ _9"></span>kontakt <span class="_ _0"></span>z <span class="_ _9"></span>kon<span class="_ _2"></span>sumentami, <span class="_ _9"></span>wyzn<span class="_ _2"></span>aczonych <span class="_ _0"></span>przez </span></span></div><div class="t m0 x6 hc yb53 ff4 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _13"> </span>w <span class="_ _13"> </span>każdej <span class="_ _13"> </span>sp<span class="_ _2"></span>ółce <span class="_ _7"> </span>Grup<span class="_ _2"></span>y <span class="_ _13"> </span>Kapitałowej <span class="_ _13"> </span>TOYA.<span class="_ _2"></span> <span class="_ _7"> </span>Uży<span class="_ _2"></span>tkownicy <span class="_ _13"> </span>końcowi <span class="_ _13"> </span>produkt<span class="_ _2"></span>ów <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _7"> </span>TO<span class="_ _2"></span>YA <span class="_ _13"> </span>mogą </div><div class="t m0 x6 hc yb54 ff4 fs3 fc0 sc0 ls0 ws0">uzyskać wsparcie <span class="_ _9"></span>i niezbędne <span class="_ _0"></span>informacje <span class="_ _9"></span>p<span class="_ _2"></span>oprzez kontakt <span class="_ _0"></span>z <span class="_ _0"></span>zespołem <span class="_ _0"></span>Biura <span class="_ _0"></span>Obsługi Klie<span class="_ _0"></span>nta. Dotyczy <span class="_ _0"></span>to <span class="_ _0"></span>nie <span class="_ _9"></span>ty<span class="_ _2"></span>lko <span class="_ _9"></span>zgł<span class="_ _2"></span>oszeń </div><div class="t m0 x6 hc yb55 ff4 fs3 fc0 sc0 ls0 ws0">problemów <span class="_ _e"></span>z <span class="_ _4"></span>uży<span class="_ _2"></span>tkowaniem <span class="_ _4"></span>produkt<span class="_ _2"></span>u, <span class="_ _e"></span>ale <span class="_ _4"></span>też <span class="_ _4"></span>udzielenia <span class="_ _4"></span>informacji <span class="_ _e"></span>d<span class="_ _2"></span>otyczącej <span class="_ _4"></span>oferty <span class="_ _4"></span>produktów, <span class="_ _4"></span>dostaw <span class="_ _4"></span>czy <span class="_ _4"></span>innych </div><div class="t m0 x6 hc y9cc ff4 fs3 fc0 sc0 ls0 ws0">pytań związan<span class="_ _2"></span>ych ze sprzedażą w sklepie interneto<span class="_ _2"></span>wym. <span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf61" class="pf w0 h0" ><div class="pc pc61 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">97<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">W zależności <span class="_ _0"></span>od rynku, klienci <span class="_ _0"></span>mogą skorzystać z <span class="_ _0"></span>Infolinii, maila lub <span class="_ _0"></span>formularzy dostępnych na stronie <span class="_ _0"></span>korporacyjnej i na </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">stronach <span class="_ _19"> </span>sklepów <span class="_ _19"> </span>internetowych. <span class="_ _19"> </span>In<span class="_ _2"></span>formacje <span class="_ _5"> </span>znajd<span class="_ _2"></span>ują <span class="_ _19"> </span>się <span class="_ _5"> </span>również <span class="_ _19"> </span>w <span class="_ _19"> </span>regulaminie <span class="_ _19"> </span>s<span class="_ _2"></span>klepów <span class="_ _19"> </span>internetowych, <span class="_ _19"> </span>który </div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0">zamieszczony jest n<span class="_ _2"></span>a strona<span class="_ _2"></span><span class="ff4">ch sklepów w dolnej części stro<span class="_ _2"></span>ny głównej, w sekcji Regula<span class="_ _2"></span>miny.<span class="_ _2"></span></span> </div><div class="t m0 x6 hc y301 ff4 fs3 fc0 sc0 ls0 ws0">W ramach <span class="_ _0"></span>obsługi posprzedażowej <span class="_ _9"></span>klient,<span class="_ _2"></span> <span class="_ _0"></span>który dokonał <span class="_ _0"></span>zakupu produktu <span class="_ _0"></span>może <span class="_ _0"></span>zgłosić reklamację <span class="_ _9"></span>lu<span class="_ _2"></span>b skontaktować <span class="_ _0"></span>się </div><div class="t m0 x6 hc y5d4 ff4 fs3 fc0 sc0 ls0 ws0">z  działem  serwisu  np. <span class="_ _1b"> </span>w  sprawie  zakupu  części  zamiennych.  Gru<span class="_ _2"></span>pa  zapewnia  odpowiednie  kanał<span class="_ _2"></span>y  i  mechanizmy </div><div class="t m0 x6 hc y5d5 ff4 fs3 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _2"></span>uwag do oferowanych prod<span class="_ _2"></span>uktó<span class="_ _2"></span>w oraz procedury rozpatrywan<span class="_ _2"></span>ia takich zgłoszeń. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d6 ff4 fs3 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _4"></span>zgłoszenia, <span class="_ _e"></span>które <span class="_ _4"></span>trafiają <span class="_ _e"></span>do <span class="_ _e"></span>Biura<span class="_ _2"></span> <span class="_ _e"></span>Obsługi <span class="_ _e"></span>Klienta <span class="_ _4"></span>sklepu <span class="_ _e"></span>in<span class="_ _2"></span>ternetowego <span class="_ _e"></span>są <span class="_ _e"></span>monitoro<span class="_ _2"></span>wane <span class="_ _e"></span>i <span class="_ _e"></span>rozwiązywan<span class="_ _2"></span>e. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5d7 ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _8"> </span>Grupie  Kapitałowej  TOYA <span class="_ _8"> </span>nie <span class="_ _8"> </span>ma  formalnych  procesów <span class="_ _8"> </span>pozwalających<span class="_ _2"></span> <span class="_ _8"> </span>ocenić,  w <span class="_ _8"> </span>jakim  stopniu  konsumenci <span class="_ _13"> </span>s<span class="_ _2"></span>ą </div><div class="t m0 x6 hc y5d8 ff4 fs3 fc0 sc0 ls0 ws0">świadomi tego, że mają <span class="_ _2"></span>możliwość kontakt<span class="_ _2"></span>u z Biurem Obsługi Klienta i zgłos<span class="_ _2"></span>zenia m.in. naruszeń Ko<span class="_ _2"></span>deksu Etyki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y307 ff4 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _13"> </span>podejmowane <span class="_ _13"> </span>w <span class="_ _13"> </span>tryb<span class="_ _2"></span>ie <span class="_ _7"> </span>ciągłym <span class="_ _13"> </span>przez <span class="_ _13"> </span>s<span class="_ _2"></span>półki <span class="_ _7"> </span>Grup<span class="_ _2"></span>y <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowej <span class="_ _7"></span>TOYA <span class="_ _13"> </span>związ<span class="_ _2"></span>ane <span class="_ _7"> </span>z <span class="_ _13"> </span>is<span class="_ _2"></span>totnymi <span class="_ _7"> </span>wpły<span class="_ _2"></span>wami <span class="_ _7"></span>na </div><div class="t m0 x6 hc y308 ff4 fs3 fc0 sc0 ls0 ws0">użytkowników koń<span class="_ _2"></span>cowych to: <span class="ff1"> </span></div><div class="t m0 xd h1a y18 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">rzetelne przygotowywani<span class="_ _2"></span>e instrukcji obsługi oraz opisów pr<span class="_ _0"></span>oduktów. W wymaganych przypadkach dodatkowo </span></span></div><div class="t m0 x34 hc yb56 ff4 fs3 fc0 sc0 ls0 ws0">dołączane <span class="_ _e"></span>są <span class="_ _e"></span>char<span class="_ _2"></span>akterystyki, <span class="_ _2"></span>p<span class="_ _2"></span>iktogramy <span class="_ _e"></span>oraz <span class="_ _e"></span>graficzne <span class="_ _e"></span>lub <span class="_ _e"></span>fotograficzn<span class="_ _2"></span>e <span class="_ _2"></span>odn<span class="_ _2"></span>iesienia, <span class="_ _e"></span>etykiety <span class="_ _e"></span>energetyczn<span class="_ _2"></span>e </div><div class="t m0 x34 hc y913 ff1 fs3 fc0 sc0 ls0 ws0">oraz spos<span class="_ _2"></span>oby utylizacji. </div><div class="t m0 xd h1a yb57 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">oferowani<span class="_ _2"></span>e prod<span class="_ _2"></span>uktów i <span class="_ _2"></span>opak<span class="_ _2"></span>owań <span class="_ _2"></span>zgodnych <span class="_ _2"></span>z <span class="_ _2"></span>wymogami <span class="_ _2"></span>dyrektywy <span class="_ _2"></span>REACH. <span class="_ _2"></span>W <span class="_ _2"></span>przypad<span class="_ _2"></span>ku <span class="_ _2"></span>produktów, <span class="_ _2"></span>które </span></span></div><div class="t m0 x34 hc yb58 ff4 fs3 fc0 sc0 ls0 ws0">są przeznaczo<span class="_ _2"></span>ne do kontaktu ze skórą lub<span class="_ _2"></span> odzieżą, zawsze podawane s<span class="_ _2"></span>ą informacje o ich skład<span class="_ _2"></span>zie.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb59 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">prowad<span class="_ _2"></span>zenie <span class="_ _8"> </span>strategii  m<span class="_ _0"></span>arketingowych<span class="_ _2"></span> <span class="_ _8"> </span>zgodnie  z <span class="_ _13"> </span>przy<span class="_ _2"></span>jętymi <span class="_ _13"> </span>sta<span class="_ _2"></span>ndardami  rynkowymi <span class="_ _13"> </span>i  w<span class="_ _0"></span>artościami  TOYA, </span></span></div><div class="t m0 x34 hc y59 ff4 fs3 fc0 sc0 ls0 ws0">wyrażonymi w <span class="ffe">Kodeksie <span class="_ _2"></span>Etyki Grupy Kapitałowej T<span class="_ _2"></span>OYA<span class="ff1">. </span></span></div><div class="t m0 xd h1a yb5a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">pub<span class="_ _2"></span>likacja <span class="_ _40"> </span>czytelny<span class="_ _2"></span>ch <span class="_ _40"> </span>dokumentacji <span class="_ _33"> </span>produkt<span class="_ _2"></span>owych <span class="_ _40"> </span>zawierających <span class="_ _33"> </span>rysun<span class="_ _2"></span>ek <span class="_ _40"> </span>złożeniowy <span class="_ _33"> </span>prod<span class="_ _2"></span>uktu <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 hc yb5b ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _14"> </span>ponumerowanymi <span class="_ _14"> </span>częścia<span class="_ _2"></span>mi <span class="_ _19"> </span>s<span class="_ _2"></span>kładowymi <span class="_ _14"> </span>oraz <span class="_ _14"> </span>listę <span class="_ _14"> </span>części <span class="_ _14"> </span>zamiennych, <span class="_ _14"> </span>przewidzian<span class="_ _2"></span>ych <span class="_ _14"> </span>dla <span class="_ _14"> </span>produktu. </div><div class="t m0 x34 hc y5ab ff4 fs3 fc0 sc0 ls0 ws0">Dokumentacja ta pozwala kupującemu na zapoznanie się z konstrukcją urządzenia i umożliwia podjęcie <span class="_ _0"></span>decyzji </div><div class="t m0 x34 hc y106 ff4 fs3 fc0 sc0 ls0 ws0">dotyczącej <span class="_ _0"></span>sposobu <span class="_ _0"></span>wykonania <span class="_ _9"></span>nap<span class="_ _2"></span>rawy <span class="_ _9"></span>pogwarancyjn<span class="_ _2"></span>ej <span class="_ _0"></span>oraz <span class="_ _9"></span>ewentualny zakup <span class="_ _9"></span>części <span class="_ _0"></span>zamiennych <span class="_ _9"></span>i <span class="_ _0"></span>dokonanie </div><div class="t m0 x34 hc y774 ff4 fs3 fc0 sc0 ls0 ws0">naprawy we własny<span class="_ _2"></span>m zakresie. <span class="ff1"> </span></div><div class="t m0 x6 hc y26 ff4 fs3 fc0 sc0 ls0 ws0">Ponadto <span class="_ _1b"> </span>Grupa <span class="_ _1b"> </span>Kapitałowa  TOY<span class="_ _2"></span>A  ma <span class="_ _1b"> </span>opisany <span class="_ _1b"> </span>w  regula<span class="_ _2"></span>minie  proces <span class="_ _1b"> </span>reklamacyjn<span class="_ _2"></span>y,  umożliwiający<span class="_ _2"></span>  kliento<span class="_ _2"></span>m  łatwe </div><div class="t m0 x6 hc y27 ff4 fs3 fc0 sc0 ls0 ws0">skorzystanie <span class="_ _8"> </span>ze <span class="_ _13"> </span>wszys<span class="_ _2"></span>tkich <span class="_ _13"> </span>przysługujących <span class="_ _8"> </span>im <span class="_ _13"> </span>uprawnień <span class="_ _13"> </span>wynikają<span class="_ _2"></span>cych <span class="_ _13"> </span>z <span class="_ _8"> </span>przepisów <span class="_ _13"> </span>p<span class="_ _2"></span>rawa <span class="_ _7"> </span>lub<span class="_ _2"></span> <span class="_ _13"> </span>własnych <span class="_ _8"> </span>gwarancji </div><div class="t m0 x6 hc y299 ff4 fs3 fc0 sc0 ls0 ws0">organizacji. <span class="_ _4"></span>W <span class="_ _4"></span>przypadku <span class="_ _4"></span>złożenia <span class="_ _4"></span>reklamacji, <span class="_ _4"></span>kons<span class="_ _2"></span>ument <span class="_ _e"></span>może <span class="_ _4"></span>liczyć <span class="_ _4"></span>na <span class="_ _4"></span>nieodpłatny<span class="_ _2"></span> <span class="_ _e"></span>odbiór <span class="_ _4"></span>uszkodzon<span class="_ _2"></span>ego <span class="_ _e"></span>produ<span class="_ _2"></span>ktu <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y29 ff4 fs3 fc0 sc0 ls0 ws0">z  wskazanego  przez  siebie  mie<span class="_ _0"></span>jsca  i  rozpatrzenie  reklamacji  w  zakresie  wskazanym  w  zgłoszeniu  reklamacyjnym. </div><div class="t m0 x6 hc y2a ff4 fs3 fc0 sc0 ls0 ws0">Ponadto  Grup<span class="_ _2"></span>a  Kapitałowa  TOYA  umożliwia <span class="_ _1b"> </span>obsłu<span class="_ _2"></span>gę  pogwarancyjną,  która  o<span class="_ _2"></span>bejmu<span class="_ _2"></span>je  sprzedaż  części <span class="_ _1b"> </span>zamiennych <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y2b ff4 fs3 fc0 sc0 ls0 ws0">i naprawy we własn<span class="_ _2"></span>ym serwisie. <span class="ff1"> </span></div><div class="t m0 x6 hc y889 ff4 fs3 fc0 sc0 ls0 ws0">Organizacja nie wdroży<span class="_ _2"></span>ła formalnego sposob<span class="_ _2"></span>u śledzenia i oceny skuteczn<span class="_ _2"></span>ości tych działań. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y637 ff4 fs3 fc0 sc0 ls0 ws0">W trakcie <span class="_ _0"></span>procesu analizy <span class="_ _0"></span>podwójnej <span class="_ _0"></span>istotnoś<span class="_ _2"></span>ci <span class="_ _0"></span>Grupa Kapit<span class="_ _0"></span>ałowa TOYA <span class="_ _9"></span>n<span class="_ _2"></span>ie <span class="_ _0"></span>zidentyfikował<span class="_ _2"></span>a negatywnych <span class="_ _0"></span>rzeczywistych </div><div class="t m0 x6 hc y638 ff4 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _0"></span>potencjalnych<span class="_ _2"></span> <span class="_ _0"></span>wpływów <span class="_ _0"></span>na <span class="_ _0"></span>konsumentów lub <span class="_ _9"></span>uży<span class="_ _2"></span>tkowników <span class="_ _9"></span>ko<span class="_ _2"></span>ńcowych.<span class="_ _2"></span><span class="ff1"> </span>Również <span class="_ _9"></span>mo<span class="_ _2"></span>żliwe <span class="_ _9"></span>ry<span class="_ _2"></span>zyka <span class="_ _0"></span>i <span class="_ _0"></span>szanse związane </div><div class="t m0 x6 hc yb5c ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>konsumentami <span class="_ _4"></span>i <span class="_ _7"></span>użytkownikami <span class="_ _7"></span>końcowymi <span class="_ _7"></span>nie <span class="_ _4"></span>zo<span class="_ _2"></span>stały <span class="_ _4"></span>uzn<span class="_ _2"></span>ane <span class="_ _4"></span>za <span class="_ _7"></span>istotne. <span class="_ _7"></span>W <span class="_ _4"></span>2024 <span class="_ _7"></span>roku <span class="_ _7"></span>nie <span class="_ _4"></span>zgłoszo<span class="_ _2"></span>no <span class="_ _4"></span>poważn<span class="_ _2"></span>ych </div><div class="t m0 x6 hc y24a ff4 fs3 fc0 sc0 ls0 ws0">kwestii i incydentów doty<span class="_ _2"></span>czących praw człowieka związan<span class="_ _2"></span>ych z konsumentami. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y639 ff4 fs3 fc0 sc0 ls0 ws0">Mimo braku <span class="_ _2"></span>istotnych<span class="_ _2"></span> negatywnych <span class="_ _2"></span>wpływów Grupa <span class="_ _2"></span>Kapitałowa <span class="_ _2"></span>TOYA opraco<span class="_ _2"></span>wała Kode<span class="_ _2"></span>ks dob<span class="_ _2"></span>rych praktyk w <span class="_ _2"></span>zakresie </div><div class="t m0 x6 hc yb5d ff4 fs3 fc0 sc0 ls0 ws0">komunikacji <span class="_ _7"></span>z <span class="_ _4"></span>konsumentami <span class="_ _7"></span>i <span class="_ _4"></span>użytk<span class="_ _2"></span>ownikami <span class="_ _4"></span>końcowymi. <span class="_ _7"></span>W <span class="_ _4"></span>trosce <span class="_ _7"></span>o <span class="_ _4"></span>komfort <span class="_ _7"></span>nabywców, <span class="_ _4"></span>ich <span class="_ _4"></span>b<span class="_ _2"></span>ezpieczeństwo <span class="_ _4"></span>oraz </div><div class="t m0 x6 hc yb5e ff4 fs3 fc0 sc0 ls0 ws0">właściwe <span class="_ _13"> </span>i <span class="_ _13"> </span>beza<span class="_ _2"></span>waryjne <span class="_ _13"> </span>wyk<span class="_ _2"></span>orzystanie <span class="_ _8"> </span>narz<span class="_ _2"></span>ędzi <span class="_ _13"> </span>i <span class="_ _8"> </span>urządzeń, <span class="_ _13"> </span>pro<span class="_ _2"></span>dukty <span class="_ _13"> </span>w <span class="_ _13"> </span>ofercie <span class="_ _8"> </span>Grupy <span class="_ _8"> </span>Kapitałowej <span class="_ _13"> </span>TO<span class="_ _2"></span>YA <span class="_ _13"> </span>posiadają </div><div class="t m0 x6 hc y63b ff4 fs3 fc0 sc0 ls0 ws0">rzetelnie  przygotowane  i  wymagane  prawem  instrukcje <span class="_ _8"> </span>obs<span class="_ _2"></span>ługi  oraz  niezbędne  opi<span class="_ _0"></span>sy,  a  także  jeśli <span class="_ _8"> </span>zachodzi  taka </div><div class="t m0 x6 hc y1f5 ff4 fs3 fc0 sc0 ls0 ws0">potrzeba dołącz<span class="_ _2"></span>ane są etykiety energetyczne oraz s<span class="_ _2"></span>posoby utylizacji pro<span class="_ _2"></span>duktu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb5f ff4 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _0"></span>Kapitałowa TOY<span class="_ _0"></span>A nie <span class="_ _0"></span>przyjęto w <span class="_ _0"></span>2024 roku <span class="_ _0"></span>celów <span class="_ _0"></span>związanych z <span class="_ _0"></span>zarządzaniem istotnymi <span class="_ _0"></span>wpływami związanymi<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3f7 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _13"> </span>użytk<span class="_ _2"></span>ownikami <span class="_ _13"> </span>końcowymi. <span class="_ _8"> </span>Grupa <span class="_ _13"> </span>n<span class="_ _2"></span>ie <span class="_ _7"> </span>p<span class="_ _2"></span>lanuje <span class="_ _13"> </span>wyznacz<span class="_ _2"></span>yć <span class="_ _7"> </span>s<span class="_ _2"></span>obie <span class="_ _13"> </span>celów <span class="_ _13"> </span>związanych<span class="_ _2"></span> <span class="_ _13"> </span>z <span class="_ _13"> </span>wpły<span class="_ _2"></span>wami <span class="_ _7"> </span>zd<span class="_ _2"></span>iagnozowanymi <span class="_ _4"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3cf ff4 fs3 fc0 sc0 ls0 ws0">w procesie analizy po<span class="_ _2"></span>dwójnej istotności. <span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf62" class="pf w0 h0" ><div class="pc pc62 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">98<span class="ls0"> </span></div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Mimo  to <span class="_ _1b"> </span>Grup<span class="_ _2"></span>a  Kapitało<span class="_ _2"></span>wa  TOYA <span class="_ _1b"> </span>monitoruje <span class="_ _1b"> </span>skuteczność <span class="_ _1b"> </span>przyjęty<span class="_ _2"></span>ch  doku<span class="_ _2"></span>mentów  w <span class="_ _1b"> </span>celu  za<span class="_ _2"></span>rządzenia  is<span class="_ _2"></span>totnymi </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">wpływami. <span class="_ _2"></span>Świadczy <span class="_ _2"></span>o <span class="_ _2"></span>tym <span class="_ _2"></span>liczba <span class="_ _2"></span>zgłos<span class="_ _2"></span>zeń <span class="_ _2"></span>trafiających <span class="_ _2"></span>do <span class="_ _2"></span>Biura <span class="_ _2"></span>Obsługi <span class="_ _2"></span>Klienta. <span class="_ _2"></span>Są <span class="_ _2"></span>one a<span class="_ _2"></span>nalizowane <span class="_ _2"></span>pod <span class="_ _2"></span>kątem <span class="_ _2"></span>spraw </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1b"> </span>dostęp<span class="_ _2"></span>u  do <span class="_ _1b"> </span>informacji <span class="_ _1b"> </span>wys<span class="_ _2"></span>okiej <span class="_ _1b"> </span>jakości, <span class="_ _1b"> </span>bezp<span class="_ _2"></span>ieczeństwa  czy <span class="_ _1b"> </span>praktyk <span class="_ _1b"> </span>mar<span class="_ _2"></span>ketingowych.  Brak <span class="_ _1b"> </span>z<span class="_ _2"></span>głoszeń </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _e"></span>ty<span class="_ _2"></span>ch <span class="_ _2"></span>obszarów <span class="_ _e"></span>świadczy <span class="_ _e"></span>o <span class="_ _e"></span>skutecznoś<span class="_ _2"></span>ci <span class="_ _2"></span>p<span class="_ _2"></span>olityk. <span class="_ _2"></span>N<span class="_ _2"></span>atomiast <span class="_ _e"></span>w <span class="_ _2"></span>sy<span class="_ _2"></span>tuacji, <span class="_ _2"></span>w <span class="_ _e"></span>której <span class="_ _e"></span>pojawia <span class="_ _e"></span>się <span class="_ _e"></span>informacja <span class="_ _e"></span>od </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">konsumenta o braku<span class="_ _2"></span> istotnych informacji w instrukcji, p<span class="_ _2"></span>odejmowane są<span class="_ _2"></span><span class="ff1"> </span>działania mające na celu n<span class="_ _2"></span>aprawienie tego. Nie </div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">wdrożono <span class="_ _7"></span>formalnej <span class="_ _7"></span>procedury, <span class="_ _7"></span>która <span class="_ _7"></span>określałaby <span class="_ _7"></span>ilość <span class="_ _7"></span>zgłoszeń, <span class="_ _7"></span>której <span class="_ _4"></span>os<span class="_ _2"></span>iągnięcie <span class="_ _4"></span>ozn<span class="_ _2"></span>aczałoby, <span class="_ _7"></span>że <span class="_ _7"></span>przyjęte <span class="_ _4"></span>polityki <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">w Grupie Kapitałowej TO<span class="_ _2"></span>YA są nieskuteczne. Nas<span class="_ _2"></span>zą ambicją jest całkowite wyeliminowani<span class="_ _2"></span>e tego rodzaju<span class="_ _2"></span> przypadków. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd hb yb60 ff2 fs6 fc0 sc0 ls9 ws0">7.7.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ESRS G1 POS<span class="_ _0"></span>TĘPOWANIE W BIZNESI<span class="_ _0"></span>E <span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 yb61 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5ed ff4 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _4"></span>kompetencji <span class="_ _e"></span>Zarzą<span class="_ _2"></span>du <span class="_ _4"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _4"></span> <span class="_ _4"></span>należą <span class="_ _4"></span>wszystkie <span class="_ _4"></span>sprawy, <span class="_ _4"></span>które <span class="_ _e"></span>n<span class="_ _2"></span>ie <span class="_ _e"></span>zosta<span class="_ _2"></span>ły <span class="_ _e"></span>zastrz<span class="_ _2"></span>eżone <span class="_ _e"></span>do <span class="_ _4"></span>kompetencji <span class="_ _4"></span>Walnego </div><div class="t m0 x6 hc y5ee ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _8"> </span>lub <span class="_ _8"> </span>Rady  N<span class="_ _0"></span>adzorczej. <span class="_ _8"> </span>Zarząd <span class="_ _8"> </span>prowad<span class="_ _2"></span>zi <span class="_ _13"> </span>sprawy <span class="_ _8"> </span>spółki <span class="_ _8"> </span>i <span class="_ _8"> </span>reprezentuje <span class="_ _8"> </span>ją <span class="_ _8"> </span>na <span class="_ _8"> </span>zewnątrz. <span class="_ _8"> </span>Do <span class="_ _8"> </span>zadań <span class="_ _8"> </span>Rady </div><div class="t m0 x6 hc y28b ff4 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _2"></span>należy sta<span class="_ _2"></span>ły nadzór nad <span class="_ _e"></span>działalnością spół<span class="_ _2"></span>ki. W <span class="_ _2"></span>ramach Rady <span class="_ _2"></span>Nadzorczej, <span class="_ _2"></span>w spółce dominu<span class="_ _2"></span>jącej funkcjonuje </div><div class="t m0 x6 hc y5ef ff4 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _1b"> </span>Au<span class="_ _2"></span>dytu. <span class="_ _5"> </span>Jego <span class="_ _5"> </span>zadaniem <span class="_ _5"> </span>jest <span class="_ _5"> </span>dora<span class="_ _2"></span>dzanie <span class="_ _5"> </span>i <span class="_ _5"> </span>wspieranie <span class="_ _5"> </span>Rady <span class="_ _5"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _1b"> </span>w <span class="_ _5"> </span>wykonywan<span class="_ _2"></span>iu <span class="_ _1b"> </span>jej <span class="_ _5"> </span>obowiązków </div><div class="t m0 x6 hc y5f0 ff4 fs3 fc0 sc0 ls0 ws0">kontrolnych <span class="_ _e"></span>i <span class="_ _2"></span>nad<span class="_ _2"></span>zorczych, <span class="_ _e"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>szerok<span class="_ _2"></span>o <span class="_ _2"></span>rozumianej <span class="_ _e"></span>sprawozdawczoś<span class="_ _e"></span>ci <span class="_ _2"></span>finanso<span class="_ _2"></span>wej, <span class="_ _2"></span>zgod<span class="_ _2"></span>nie <span class="_ _2"></span>z <span class="_ _e"></span>ustawą <span class="_ _2"></span>o <span class="_ _e"></span>biegłych </div><div class="t m0 x6 hc ya3e ff4 fs3 fc0 sc0 ls0 ws0">rewidentach, <span class="_ _2"></span>firma<span class="_ _2"></span>ch <span class="_ _2"></span>audytors<span class="_ _2"></span>kich <span class="_ _2"></span>oraz <span class="_ _2"></span>nad<span class="_ _2"></span>zorze <span class="_ _2"></span>publicznym. <span class="_ _2"></span>Infor<span class="_ _2"></span>macje <span class="_ _2"></span>o <span class="_ _2"></span>wiedzy <span class="_ _e"></span>fachowej <span class="_ _2"></span>człon<span class="_ _2"></span>ków <span class="_ _2"></span>Zarządu <span class="_ _2"></span>i<span class="_ _2"></span> <span class="_ _2"></span>Rady </div><div class="t m0 x6 hc y7b6 ff4 fs3 fc0 sc0 ls0 ws0">Nadzorczej zos<span class="_ _2"></span>tały ujawnione w rozdziale E<span class="_ _2"></span>SRS2 Ogólne ujawnienie in<span class="_ _2"></span>formacji. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb62 ff4 fs3 fc0 sc0 ls0 ws0">Istotne wpływy,<span class="_ _2"></span> ryzyka i szanse Grupy TOYA związ<span class="_ _2"></span>ane z postępowanie<span class="_ _2"></span>m w biznesie zostały<span class="_ _2"></span> zidentyfikowane w proc<span class="_ _2"></span>esie </div><div class="t m0 x6 hc yb63 ff4 fs3 fc0 sc0 ls0 ws0">analizy podwójnej istotności przeprowadzonym w <span class="_ _0"></span>2024 roku. Przebieg <span class="_ _0"></span>procesu, zastosowana metodologia oraz kwestie </div><div class="t m0 x6 hc y18a ff1 fs3 fc0 sc0 ls0 ws0">konsultacji z<span class="_ _2"></span> interesariuszam<span class="ff4">i są</span> <span class="_ _2"></span><span class="ff4">w niniejszym oświadczeniu u<span class="_ _2"></span>jawnione we wskaźn<span class="_ _2"></span>iku ESRS<span class="_ _2"></span></span>-<span class="ff4">2 Informacje ogólne.  <span class="_ _2"></span></span> </div><div class="t m0 x6 hc yb64 ff4 fs3 fc0 sc0 ls0 ws0">W ramach procesu a<span class="_ _2"></span>nalizy podwójnej istotno<span class="_ _2"></span>ści zdiagnozowano:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb65 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">rzeczywisty<span class="_ _2"></span> pozytywny i p<span class="_ _2"></span>otencjalny pozytywny wpływ dotyczący k<span class="_ _2"></span>ultury korporacyjnej, <span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd h1a y26b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">rzeczywisty<span class="_ _2"></span> pozytywny i p<span class="_ _2"></span>otencjalny pozytywny wpływ dotyczący o<span class="_ _2"></span>chrony sygnalistó<span class="_ _2"></span>w,<span class="ff1"> </span></span></span></div><div class="t m0 xd h1a yb66 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">rzeczywisty<span class="_ _2"></span> zarówno negaty<span class="_ _2"></span>wny, jak i p<span class="_ _2"></span>ozytywny wpływ d<span class="_ _2"></span>otyczący zarządza<span class="_ _2"></span>nia relacjami z dos<span class="_ _2"></span>tawcami, w tym </span></span></div><div class="t m0 x34 hc yb67 ff4 fs3 fc0 sc0 ls0 ws0">praktyk płatniczy<span class="_ _2"></span>ch,<span class="ff1"> </span></div><div class="t m0 xd h1a y241 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">rzeczywisty<span class="_ _2"></span> pozytywny, p<span class="_ _2"></span>otencjalny pozytywny wp<span class="_ _2"></span>ływ dotyczący zapobiegania koru<span class="_ _2"></span>pcji.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x34 h63 yb68 ff2 fs4 fc0 sc0 ls0 ws0">7.7.1.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Ład korporacyjny w Grupie Kapitałowej TOYA</span></span> </div><div class="t m0 x6 h6 y8d8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y433 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa T<span class="_ _0"></span>OYA zarządza istotnymi <span class="_ _9"></span>wpł<span class="_ _2"></span>ywami <span class="_ _0"></span>w op<span class="_ _0"></span>arciu o <span class="_ _0"></span>wdrożone wewnętrznie <span class="_ _0"></span>i przestrzegane <span class="_ _0"></span>w <span class="_ _0"></span>codziennej </div><div class="t m0 x6 hc y434 ff4 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _7"></span>regulacje, <span class="_ _4"></span>za <span class="_ _7"></span>których <span class="_ _7"></span>wdrożenie <span class="_ _4"></span>o<span class="_ _2"></span>dpowiedzialny <span class="_ _7"></span>jest <span class="_ _4"></span>Zarzą<span class="_ _2"></span>d <span class="_ _4"></span>spó<span class="_ _2"></span>łki <span class="_ _4"></span>dominującej. <span class="_ _7"></span>Dotyczą <span class="_ _4"></span>one<span class="_ _2"></span> <span class="_ _4"></span>wszys<span class="_ _2"></span>tkich </div><div class="t m0 x6 hc yb69 ff4 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _e"></span>organizacji, <span class="_ _e"></span>a <span class="_ _e"></span>do<span class="_ _2"></span><span class="ff1">datkowo <span class="_ _4"></span><span class="ffe">Procedura <span class="_ _e"></span>zgłaszania <span class="_ _e"></span>nieprawidło<span class="_ _2"></span>wości <span class="_ _e"></span></span></span>uwzględ<span class="_ _2"></span>nia <span class="_ _e"></span>również <span class="_ _e"></span>osoby <span class="_ _e"></span>nie <span class="_ _e"></span>będące </div><div class="t m0 x6 hc y7bf ff1 fs3 fc0 sc0 ls0 ws0">zatrudnion<span class="_ _2"></span>e w Grupie.  </div><div class="t m0 x6 hc y44c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9c9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb6a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9ca ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9cb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb6b ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf63" class="pf w0 h0" ><div class="pc pc63 w0 h0"><img class="bi x2 yb6c w13f h115" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x46 h6 ya ff1 fs2 fc0 sc0 ls4 ws0">99<span class="ls0"> </span></div></div><div class="c x6 yb6d w14f hb4"><div class="t m0 x17 hf y539 ff3 fs7 fc3 sc0 ls0 ws0">Obszar <span class="_ _60"> </span>ładu </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">korporacyjnego </div></div><div class="c x183 yb6d w150 hb4"><div class="t m0 x17 hf y539 ff3 fs7 fc3 sc0 ls0 ws0">Przyjęta regulacja<span class="ff2"> </span></div></div><div class="c x57 yb6d w151 hb4"><div class="t m0 x17 hf y539 ff3 fs7 fc3 sc0 ls0 ws0">Kluczowa treść<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6 y7ea w14f h116"><div class="t m0 x17 h11 yb6e ff1 fs7 fc0 sc0 ls0 ws0">Kultura k<span class="_ _0"></span>orporacyjna </div></div><div class="c x183 y7ea w150 h116"><div class="t m0 x17 h10e yb6e ff7 fs7 fc0 sc0 ls0 ws0">Kodeks Etyki </div></div><div class="c x57 y7ea w151 h116"><div class="t m0 x17 h11 yb6e ff4 fs7 fc0 sc0 ls0 ws0">Grupa Kapit<span class="_ _0"></span>ałowa przyjęła <span class="ff7">Kodeks Ety<span class="_ _0"></span>ki<span class="ff4">, któ<span class="_ _0"></span>ry planuje wdrożyć<span class="_ _0"></span> w 2025 r. W Kodeksie u<span class="_ _0"></span>jęto </span></span></div><div class="t m0 x17 h11 yb6f ff4 fs7 fc0 sc0 ls0 ws0">najważniejsze zasady<span class="_ _0"></span> przyświe<span class="_ _0"></span>cające działalnośc<span class="_ _0"></span>i spółki, jak<span class="_ _0"></span> poszanowanie <span class="_ _0"></span>praw człowie<span class="_ _0"></span>ka, </div><div class="t m0 x17 h11 yb70 ff4 fs7 fc0 sc0 ls0 ws0">przeciwdziałanie <span class="_ _5"> </span>praktykom <span class="_ _5"> </span>korupcyjnym <span class="_ _19"> </span>i <span class="_ _19"> </span>unikanie <span class="_ _19"> </span>konfliktów <span class="_ _19"> </span>interesów, <span class="_ _5"> </span>relacje <span class="_ _19"> </span>z<span class="_ _2"></span> </div><div class="t m0 x17 h11 yb71 ff4 fs7 fc0 sc0 ls0 ws0">klient<span class="_ _0"></span>ami, odpowiedzialność za wpływ, etyczne relacje<span class="_ _0"></span> z <span class="_ _2"></span>dostawcami<span class="_ _0"></span>, dbanie o środowi<span class="_ _0"></span>sko </div><div class="t m0 x17 h11 yb72 ff4 fs7 fc0 sc0 ls0 ws0">oraz <span class="_ _9"></span>z<span class="_ _2"></span>godność <span class="_ _9"></span>z obo<span class="_ _0"></span>wiązującym <span class="_ _9"></span>prawem <span class="_ _9"></span>i st<span class="_ _0"></span>andardami <span class="_ _9"></span>rynkowymi. <span class="_ _9"></span>Postanowienia <span class="_ _0"></span>Kodeksu </div><div class="t m0 x17 h11 ya68 ff4 fs7 fc0 sc0 ls0 ws0">Etyki <span class="_ _1b"> </span>będą <span class="_ _5"> </span>obowiązywały <span class="_ _5"> </span>pracowników, <span class="_ _1b"> </span>współpracowników, <span class="_ _1b"> </span>jak <span class="_ _5"> </span>i <span class="_ _19"> </span>dostawców <span class="_ _1b"> </span>Grupy </div><div class="t m0 x17 h11 y80f ff1 fs7 fc0 sc0 ls42 ws0">Ka<span class="ff4 ls0">pitałowej TOY<span class="_ _0"></span>A. <span class="ff1"> </span></span></div><div class="t m0 x17 h11 yb73 ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 y7ad ff4 fs7 fc0 sc0 ls0 ws0">Kodeks <span class="_ _7"> </span>Etyki <span class="_ _4"></span>z<span class="_ _2"></span>ostał <span class="_ _7"> </span>stworzony<span class="_ _0"></span> <span class="_ _7"> </span>w <span class="_ _7"> </span>oparciu <span class="_ _7"> </span>o <span class="_ _7"> </span>ustalenia <span class="_ _7"> </span>zawarte <span class="_ _7"> </span>m.in. <span class="_ _4"> </span>w <span class="_ _7"> </span>wytycznych <span class="_ _7"> </span>ONZ </div><div class="t m0 x17 h11 y7e9 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h <span class="_ _14"> </span>biznesu <span class="_ _14"> </span>i <span class="_ _14"> </span>praw <span class="_ _14"> </span>człowieka <span class="_ _19"> </span>o<span class="_ _2"></span>raz <span class="_ _14"> </span>wytycznyc<span class="_ _0"></span>h <span class="_ _14"> </span>OECD <span class="_ _14"> </span>dla <span class="_ _14"> </span>przedsiębior<span class="_ _0"></span>stw </div><div class="t m0 x17 h11 y7ae ff4 fs7 fc0 sc0 ls0 ws0">wielonaro<span class="_ _0"></span>dowych, <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _2"></span>z<span class="_ _2"></span>asady <span class="_ _2"></span>i <span class="_ _2"></span>prawa <span class="_ _2"></span>określo<span class="_ _0"></span>ne <span class="_ _2"></span>w <span class="_ _2"></span>ośmiu <span class="_ _e"></span>podstawowy<span class="_ _0"></span>ch <span class="_ _2"></span>konwencjach </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">wskazanych <span class="_ _2"></span>w <span class="_ _e"></span>D<span class="ff4">eklaracji<span class="_ _0"></span> <span class="_ _e"></span>Międzynarodowej <span class="_ _2"></span>Organizacji <span class="_ _2"></span>Pracy <span class="_ _2"></span>dotyczących <span class="_ _2"></span>podstawowych </span></div><div class="t m0 x17 h11 y86 ff4 fs7 fc0 sc0 ls0 ws0">zasad <span class="_ _7"> </span>i  praw <span class="_ _7"> </span>w <span class="_ _7"> </span>pracy <span class="_ _7"> </span>oraz <span class="_ _7"> </span>zasady  i<span class="_ _0"></span> <span class="_ _7"> </span>prawa  ok<span class="_ _0"></span>reślone <span class="_ _7"> </span>w <span class="_ _7"> </span>Międzynarodowej <span class="_ _7"> </span>Karcie <span class="_ _7"> </span>Praw </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">Człowieka. Główną <span class="_ _2"></span>podstawą <span class="_ _2"></span>defini<span class="_ _0"></span>owania <span class="_ _2"></span>zasad <span class="_ _2"></span>postępowani<span class="_ _0"></span>a <span class="_ _2"></span>zawartych w <span class="_ _2"></span>dokumencie </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">stanowiły <span class="_ _1b"> </span>jednak<span class="_ _0"></span> <span class="_ _1b"> </span>wartości <span class="_ _1b"> </span>TOYA: <span class="_ _1b"> </span>odpowiedzial<span class="_ _0"></span>ność, <span class="_ _1b"> </span>zorientowani<span class="_ _0"></span>e <span class="_ _1b"> </span>na <span class="_ _1b"> </span>rozwój <span class="_ _1b"> </span>i <span class="_ _1b"> </span>zysk, </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">ukierun<span class="_ _0"></span>kowanie na potrzeby i<span class="_ _0"></span> oczekiwania kl<span class="_ _0"></span>ientów oraz innowac<span class="_ _0"></span>yjność.<span class="ff1"> </span></div></div><div class="c x6 y7eb w14f hb3"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Ochrona s<span class="_ _0"></span>ygnalistów<span class="ff1"> </span></div></div><div class="c x183 y7eb w150 hb3"><div class="t m0 x17 h10e y538 ffe fs7 fc0 sc0 ls0 ws0">Procedura <span class="_ _61"> </span>zgłaszania<span class="_ _0"></span> </div><div class="t m0 x17 h10e y85 ffe fs7 fc0 sc0 ls0 ws0">nieprawid<span class="_ _0"></span>łowości <span class="_ _62"> </span>i </div><div class="t m0 x17 h10e y539 ffe fs7 fc0 sc0 ls0 ws0">prowadzenia<span class="_ _0"></span> <span class="_ _17"> </span>postępowań </div><div class="t m0 x17 h10e y89 ffe fs7 fc0 sc0 ls0 ws0">wyjaśniają<span class="_ _0"></span>cych w TOYA S.A.<span class="ff7"> </span></div></div><div class="c x57 y7eb w151 hb3"><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">Procedura <span class="_ _1b"> </span>umożliwia <span class="_ _1b"> </span>reagowani<span class="_ _0"></span>e <span class="_ _1b"> </span>na <span class="_ _1b"> </span>wystąpienie <span class="_ _1b"> </span>niezgodności <span class="_ _1b"> </span>z <span class="_ _1b"> </span>prze<span class="_ _2"></span>pisami <span class="_ _1b"> </span>poprzez </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">zidentyfi<span class="_ _0"></span>kowanie <span class="_ _0"></span>naruszeń <span class="_ _0"></span>oraz <span class="_ _0"></span>podejmowani<span class="_ _0"></span>e dzi<span class="_ _0"></span>ałań <span class="_ _0"></span>następczyc<span class="_ _0"></span>h. R<span class="_ _0"></span>egulacja <span class="_ _9"></span>definiuje <span class="_ _0"></span>też </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">kanały zgłoszeń. <span class="_ _0"></span>Treść proc<span class="_ _0"></span>edury jest udostępn<span class="_ _0"></span>iana na stroni<span class="_ _0"></span>e internetowej spółki<span class="_ _0"></span>. <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y58a w14f h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Zarządzanie <span class="_ _7"> </span>relacjami<span class="_ _0"></span> </div><div class="t m0 x17 h11 y538 ff1 fs7 fc0 sc0 ls0 ws0">z <span class="_ _7"> </span>dostawc<span class="_ _0"></span>ami, <span class="_ _4"></span>w <span class="_ _7"> </span>tym<span class="_ _0"></span> </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">praktyki p<span class="_ _0"></span>łatnicze<span class="ff1"> </span></div></div><div class="c x183 y58a w150 h74"><div class="t m0 x17 h10e y537 ffe fs7 fc0 sc0 ls0 ws0">Kodeks <span class="_ _4d"> </span>po<span class="_ _0"></span>stępowania </div><div class="t m0 x17 h10e y538 ffe fs7 fc0 sc0 ls0 ws0">dostawcó<span class="_ _0"></span>w TOYA S.A. <span class="ff7"> </span></div></div><div class="c x57 y58a w151 h74"><div class="t m0 x17 h11 y537 ff4 fs7 fc0 sc0 ls0 ws0">Kodeks zawiera <span class="_ _2"></span>zobowiązanie <span class="_ _2"></span>dostawców do <span class="_ _2"></span>przestrzegania <span class="_ _2"></span>praw czł<span class="_ _2"></span>owieka, zapewnienia </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">uczciwych  warunków <span class="_ _26"> </span>pracy,  zapewnienia <span class="_ _26"> </span>bezpiecznych  i <span class="_ _26"> </span>z<span class="_ _2"></span>drowych  warunków <span class="_ _26"> </span>pracy <span class="_ _26"> </span>i </div><div class="t m0 x17 h11 y85 ff4 fs7 fc0 sc0 ls0 ws0">prowadzenia swojej działalności w<span class="ff1"> </span>sp<span class="_ _2"></span>osób przyjazny dla <span class="_ _2"></span>środowiska. Kodeks <span class="_ _2"></span>jest dostępny </div><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">na <span class="_ _4"></span>st<span class="ff4">ronie <span class="_ _4"></span>internetowe<span class="_ _0"></span>j <span class="_ _4"></span>TOYA <span class="_ _7"> </span>S.A. <span class="_ _4"></span>W <span class="_ _4"></span>2025 <span class="_ _7"> </span>rok<span class="_ _0"></span>u <span class="_ _4"></span>zostanie <span class="_ _4"></span>zastąpiony <span class="_ _4"></span>przez <span class="_ _4"></span>Kodeks <span class="_ _4"></span>Etyki </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">mający obowiązywać we<span class="_ _0"></span> wszystk<span class="_ _0"></span>ich spółkach Grup<span class="_ _0"></span>y Kapitałowej TOYA i i<span class="_ _0"></span>ch dostawcó<span class="_ _0"></span>w. <span class="ff1"> </span></div></div><div class="c x6 yb74 w14f h117"><div class="t m0 x17 h11 yb75 ff1 fs7 fc0 sc0 ls0 ws0">Zapobiegani<span class="_ _0"></span>e <span class="_ _23"> </span>oraz </div><div class="t m0 x17 h11 yb76 ff1 fs7 fc0 sc0 ls0 ws0">wykrywanie<span class="_ _0"></span> <span class="_ _1b"> </span>korupcji, </div><div class="t m0 x17 h11 yb77 ff1 fs7 fc0 sc0 ls0 ws0">w tym szkoleni<span class="_ _0"></span>a </div></div><div class="c x183 yb74 w150 h117"><div class="t m0 x10e h109 y61f ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _27"> </span><span class="ff7">Kodeks </span></span></div><div class="t m0 x5f h10e y452 ff7 fs7 fc0 sc0 ls0 ws0">antyko<span class="_ _0"></span>rupcyjny <span class="_ _18"> </span>TOYA </div><div class="t m0 x5f h10e yb78 ff7 fs7 fc0 sc0 ls0 ws0">S.A. </div><div class="t m0 x10e h109 yb79 ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _27"> </span><span class="ff7">Polityka <span class="_ _42"> </span>prezentowa </span></span></div><div class="t m0 x5f h10e yb7a ff7 fs7 fc0 sc0 ls0 ws0">TOYA S.A.  </div><div class="t m0 x10e h109 y7bc ff8 fs7 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _27"> </span><span class="ffe">Procedura <span class="_ _15"> </span>dotycząca </span></span></div><div class="t m0 x5f h10e yb7b ff7 fs7 fc0 sc0 ls0 ws0">stosowan<span class="_ _0"></span>ia <span class="_ _44"> </span>k<span class="_ _2"></span>lauzul </div><div class="t m0 x5f h10e y7a1 ff7 fs7 fc0 sc0 ls0 ws0">antyko<span class="_ _0"></span>rupcyjnych <span class="_ _27"> </span>w </div><div class="t m0 x5f h10e y982 ff7 fs7 fc0 sc0 ls0 ws0">umowach </div><div class="t m0 x5f h10e y546 ff7 fs7 fc0 sc0 ls0 ws0">zawieranych <span class="_ _32"> </span>przez<span class="_ _0"></span> </div><div class="t m0 x5f h11 y548 ff7 fs7 fc0 sc0 ls0 ws0">TOYA S.A.<span class="ff1"> </span></div></div><div class="c x57 yb74 w151 h117"><div class="t m0 x17 h11 yb75 ff7 fs7 fc0 sc0 ls0 ws0">Kodeks  antykoru<span class="_ _0"></span>pcyjny<span class="ff1">  <span class="ff4">definiuje  pojęcia  działań  korupcyjnych  oraz  ustanawia  reguły  i </span></span></div><div class="t m0 x17 h11 yb76 ff4 fs7 fc0 sc0 ls0 ws0">zasady <span class="_ _4"></span>ograniczające <span class="_ _4"></span>ryzyka <span class="_ _e"></span>wystąpienia <span class="_ _4"></span>korupcji, <span class="_ _4"></span>jak <span class="_ _7"> </span>równie<span class="_ _0"></span>ż <span class="_ _4"></span>działania <span class="_ _4"></span>w <span class="_ _7"> </span>przypadku <span class="_ _e"></span>jej<span class="_ _2"></span> </div><div class="t m0 x17 h11 yb77 ff4 fs7 fc0 sc0 ls0 ws0">zaistnieni<span class="_ _0"></span>a. <span class="_ _1b"> </span>Uszczegółowie<span class="_ _0"></span>nie <span class="_ _26"> </span>Kodeksu <span class="_ _1b"> </span>stan<span class="_ _0"></span>owi <span class="_ _1b"> </span><span class="ff7">Procedura <span class="_ _26"> </span>Prezentowa</span>, <span class="_ _26"> </span>która <span class="_ _1b"> </span>regul<span class="_ _0"></span>uje </div><div class="t m0 x17 h11 yb7c ff4 fs7 fc0 sc0 ls0 ws0">zasady <span class="_ _1a"> </span>wręczania <span class="_ _1e"> </span>i <span class="_ _1a"> </span>przyjmowa<span class="_ _0"></span>nia <span class="_ _1a"> </span>prezentó<span class="_ _0"></span>w <span class="_ _1a"> </span>biznesowych<span class="ff1">.<span class="ff7"> <span class="_ _1a"> </span></span>Zapisy<span class="_ _0"></span><span class="ff7"> <span class="_ _1a"> </span>Kodeksu </span></span></div><div class="t m0 x17 h11 yb7d ff7 fs7 fc0 sc0 ls0 ws0">antyko<span class="_ _0"></span>rupcyjnego <span class="_ _0"></span><span class="ff4">są <span class="_ _0"></span>zgodne <span class="_ _0"></span>z pol<span class="_ _0"></span>skim <span class="_ _0"></span>prawem, <span class="_ _0"></span>a <span class="_ _0"></span>więc <span class="_ _0"></span>pośre<span class="_ _0"></span>dnio <span class="_ _0"></span>odnoszą <span class="_ _0"></span>się <span class="_ _9"></span>do Konwencji </span></div><div class="t m0 x17 h11 yb7e ff4 fs7 fc0 sc0 ls0 ws0">Narodów Zje<span class="_ _0"></span>dnoczonych pr<span class="_ _0"></span>zeciwko Korupcji.<span class="ff1"> </span></div><div class="t m0 x17 h11 yb7f ff1 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 h11 yb80 ff4 fs7 fc0 sc0 ls0 ws0">Grupa <span class="_ _15"> </span>udostępni<span class="_ _0"></span>a <span class="_ _15"> </span>regulacje <span class="_ _15"> </span>antykorupcyjne <span class="_ _15"> </span>praco<span class="_ _0"></span>wnikom <span class="_ _15"> </span>w <span class="_ _15"> </span>wewnętrznej <span class="_ _15"> </span>sieci </div><div class="t m0 x17 h11 yb81 ff4 fs7 fc0 sc0 ls0 ws0">informaty<span class="_ _0"></span>cznej. <span class="_ _0"></span>Dodatk<span class="_ _0"></span>owo, <span class="_ _0"></span>co <span class="_ _9"></span>do <span class="_ _0"></span>zasady, <span class="_ _9"></span>do <span class="_ _0"></span>umów <span class="_ _9"></span>z <span class="_ _0"></span>kontrahent<span class="_ _0"></span>ami <span class="_ _0"></span>włącz<span class="_ _0"></span>ana <span class="_ _0"></span>jest <span class="_ _9"></span>klauzula </div><div class="t m0 x17 h11 yb82 ff4 fs7 fc0 sc0 ls0 ws0">antykor<span class="_ _0"></span>upcyjna zobowiązująca do p<span class="_ _0"></span>rzestrzegania Kodek<span class="_ _0"></span>su antykorupc<span class="_ _0"></span>yjnego. <span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 yb83 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb84 ff4 fs3 fc0 sc0 ls0 ws0">Kultura <span class="_ _e"></span>korporacyjna <span class="_ _e"></span>w <span class="_ _2"></span>Grup<span class="_ _2"></span>ie <span class="_ _2"></span>Kapitał<span class="_ _2"></span>owej <span class="_ _2"></span>TO<span class="_ _2"></span>YA <span class="_ _2"></span>oparta <span class="_ _e"></span>jest <span class="_ _e"></span>na <span class="_ _e"></span>etycznych <span class="_ _e"></span>praktykach <span class="_ _e"></span>prowadzenia <span class="_ _e"></span>biznesu, <span class="_ _e"></span>budowie <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb85 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _e"></span>rozwoj<span class="_ _2"></span>u <span class="_ _e"></span>za<span class="_ _2"></span>ufania <span class="_ _e"></span>wśród <span class="_ _4"></span>klientów <span class="_ _e"></span>o<span class="_ _2"></span>raz <span class="_ _e"></span>ś<span class="_ _2"></span>cisłym <span class="_ _e"></span>przestrzeganiu <span class="_ _4"></span>przepisów. <span class="_ _4"></span>Częścią <span class="_ _4"></span>przyjętych <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>poziomie <span class="_ _4"></span>organizacji </div><div class="t m0 x6 hc yb86 ff4 fs3 fc0 sc0 ls0 ws0">Misji <span class="_ _e"></span>i <span class="_ _e"></span>Wizji <span class="_ _e"></span>są <span class="_ _e"></span>wartoś<span class="_ _2"></span>ci <span class="_ _e"></span><span class="ff1">- <span class="_ _e"></span></span>odpo<span class="_ _2"></span>wiedzialność, <span class="_ _e"></span>zorientowanie<span class="_ _2"></span> <span class="_ _e"></span>na <span class="_ _e"></span>rozwój <span class="_ _e"></span>i <span class="_ _e"></span>zysk, <span class="_ _e"></span>klientocent<span class="_ _2"></span>ryczność <span class="_ _e"></span>oraz <span class="_ _e"></span>in<span class="_ _2"></span>nowacyjność. </div><div class="t m0 x6 hc yb87 ff4 fs3 fc0 sc0 ls0 ws0">Wartości <span class="_ _14"> </span>te <span class="_ _14"> </span>towarzyszą<span class="_ _2"></span><span class="ff1"> <span class="_ _14"> </span></span>Grupie <span class="_ _14"> </span>w <span class="_ _14"> </span>codziennym <span class="_ _14"> </span>funkcjono<span class="_ _2"></span>waniu <span class="_ _14"> </span>i <span class="_ _14"> </span>są <span class="_ _14"> </span>fundamentem <span class="_ _14"> </span>przy <span class="_ _14"> </span>podejmowaniu <span class="_ _14"> </span>decyzji<span class="_ _2"></span> </div><div class="t m0 x6 hc y83e ff1 fs3 fc0 sc0 ls0 ws0">strategicznych i<span class="_ _2"></span> operacyjnych. </div><div class="t m0 x6 hc yb50 ff4 fs3 fc0 sc0 ls0 ws0">Kultura <span class="_ _4"></span>ko<span class="_ _2"></span>rporacyjna <span class="_ _4"></span>jes<span class="_ _2"></span>t <span class="_ _4"></span>kształtowana <span class="_ _4"></span>przez <span class="_ _7"></span>kierownictwo <span class="_ _4"></span>Grupy, <span class="_ _7"></span>które <span class="_ _4"></span>regularnie <span class="_ _4"></span>komuniku<span class="_ _2"></span>je <span class="_ _4"></span>i<span class="_ _2"></span><span class="ff1"> </span>wzmacn<span class="_ _2"></span>ia <span class="_ _4"></span>wartości<span class="_ _2"></span> </div><div class="t m0 x6 hc y528 ff4 fs3 fc0 sc0 ls0 ws0">poprzez <span class="_ _7"></span>swoje <span class="_ _7"> </span>dział<span class="_ _2"></span>ania, <span class="_ _7"></span>decyzje <span class="_ _7"></span>oraz <span class="_ _7"> </span>spo<span class="_ _2"></span>sób <span class="_ _7"></span>zarządzania. <span class="_ _7"></span>Do <span class="_ _7"></span>współtworz<span class="_ _2"></span>enia <span class="_ _7"></span>kultury <span class="_ _7"></span>korporacy<span class="_ _2"></span>jnej <span class="_ _7"></span>Grupa <span class="_ _7"></span>zachęca </div><div class="t m0 x6 hc yb88 ff4 fs3 fc0 sc0 ls0 ws0">pracowników, <span class="_ _4"></span>zapewniając <span class="_ _7"></span>dostęp<span class="_ _2"></span><span class="ff1"> <span class="_ _4"></span></span>do <span class="_ _4"></span>Intran<span class="_ _2"></span>etu. <span class="_ _4"></span>Dodatkowo, <span class="_ _4"></span>osoby <span class="_ _4"></span>za<span class="_ _2"></span>trudnione <span class="_ _4"></span>uczestniczą<span class="_ _2"></span><span class="ff1"> w <span class="_ _4"></span>szkoleniach <span class="_ _4"></span>z <span class="_ _7"></span>zakresu </span></div><div class="t m0 x6 hc yb52 ff4 fs3 fc0 sc0 ls0 ws0">compliance, <span class="_ _2"></span>które p<span class="_ _2"></span>odnoszą <span class="_ _2"></span>świadomoś<span class="_ _2"></span>ć zas<span class="_ _2"></span>ad <span class="_ _2"></span>i wartoś<span class="_ _2"></span>ci fi<span class="_ _2"></span>rmy. Temate<span class="_ _2"></span>m szk<span class="_ _2"></span>oleń compl<span class="_ _2"></span>iance <span class="_ _2"></span>są <span class="_ _2"></span>m.in. <span class="_ _2"></span>zapisy <span class="_ _2"></span>kodeksu </div><div class="t m0 x6 hc yb53 ff1 fs3 fc0 sc0 ls0 ws0">antykorup<span class="_ _2"></span>cyjnego <span class="_ _7"> </span>i <span class="ff4">p<span class="_ _2"></span>ozostałych <span class="_ _13"> </span>procedur <span class="_ _13"> </span>związanych<span class="_ _2"></span> <span class="_ _7"> </span>z <span class="_ _13"> </span>minimaliza<span class="_ _2"></span>cją <span class="_ _13"> </span>ryzyka<span class="_ _2"></span> <span class="_ _7"> </span>wys<span class="_ _2"></span>tąpienia <span class="_ _13"> </span>działań <span class="_ _13"> </span>korupcyjn<span class="_ _2"></span>ych <span class="_ _13"> </span>oraz </span></div><div class="t m0 x6 hc yb54 ff4 fs3 fc0 sc0 ls0 ws0">system <span class="_ _5"> </span>zgł<span class="_ _2"></span>aszania <span class="_ _5"> </span>nieprawidłowości. <span class="_ _19"> </span>Szkolenia <span class="_ _5"> </span>cy<span class="_ _2"></span>kliczne <span class="_ _5"> </span>dedykowan<span class="_ _2"></span>e <span class="_ _5"> </span>są <span class="_ _5"> </span>d<span class="_ _2"></span>la <span class="_ _1b"> </span>ws<span class="_ _2"></span>zystkich <span class="_ _5"> </span>pracowników <span class="_ _19"> </span>oraz <span class="_ _19"> </span>osób </div><div class="t m0 x6 hc yb89 ff4 fs3 fc0 sc0 ls0 ws0">rozpoczynający<span class="_ _2"></span>ch pracę w organizacji. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb8a ffe fs3 fc0 sc0 ls0 ws0">Procedura zgłaszania <span class="_ _0"></span>nieprawidłowości i <span class="_ _9"></span>prowadzenia postępowań w<span class="_ _0"></span>yjaśniających<span class="_ _2"></span> <span class="_ _0"></span>w <span class="_ _0"></span>TOYA <span class="_ _0"></span>S.A. <span class="ff1">wprowad<span class="_ _2"></span>za w<span class="_ _0"></span> <span class="_ _0"></span>TOYA S.A. </span></div><div class="t m0 x6 hc yb8b ff4 fs3 fc0 sc0 ls0 ws0">mechanizmy <span class="_ _40"> </span>identyfikacji, <span class="_ _40"> </span>zgłaszan<span class="_ _2"></span>ia <span class="_ _27"> </span>i <span class="_ _40"> </span>badania <span class="_ _40"> </span>wątpliwości <span class="_ _27"> </span>z<span class="_ _2"></span>wiązanych <span class="_ _40"> </span>z <span class="_ _40"> </span>zachowaniami <span class="_ _27"> </span>n<span class="_ _2"></span>iezgodnymi <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y890 ff4 fs3 fc0 sc0 ls0 ws0">z <span class="_ _7"></span>przepisami <span class="_ _7"></span>dotyczącymi <span class="_ _7"></span>m.in. <span class="_ _4"></span>koru<span class="_ _2"></span>pcji, <span class="_ _7"></span>prania <span class="_ _4"></span>pieniędzy<span class="_ _2"></span> <span class="_ _4"></span>i <span class="_ _7"></span>wspierania <span class="_ _7"></span>terroryzmu, <span class="_ _7"></span>bezpieczeństwa <span class="_ _7"></span>produktów <span class="_ _7"></span>i <span class="_ _4"></span>ich<span class="_ _2"></span> </div></div></div><div class="pi" ></div></div><div id="pf64" class="pf w0 h0" ><div class="pc pc64 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">100 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">zgodności z wymogami prawa, ochrony środ<span class="_ _2"></span>owiska, ochrony konsumentów, ochrony prywatnoś<span class="_ _2"></span>ci i <span class="_ _0"></span>danych osobo<span class="_ _2"></span>wych. </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Spółka dopus<span class="_ _2"></span>zcza zgłoszenia od wewnętrznych lub zewnętrznych in<span class="_ _2"></span>teresariuszy. Zgodnie z zapisami regulacji, sygn<span class="_ _2"></span>aliści </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">mogą <span class="_ _13"> </span>p<span class="_ _2"></span>rzekazywać <span class="_ _13"> </span>in<span class="_ _2"></span>formacje <span class="_ _8"> </span>z<span class="_ _2"></span>a <span class="_ _13"> </span>po<span class="_ _2"></span>średnictwem <span class="_ _13"> </span>udos<span class="_ _2"></span>tępnionych <span class="_ _8"> </span>bezpieczny<span class="_ _2"></span>ch, <span class="_ _13"> </span>p<span class="_ _2"></span>oufnych <span class="_ _13"> </span>i  e<span class="_ _0"></span>fektywnych <span class="_ _8"> </span>kanałó<span class="_ _2"></span>w. </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Zgłoszenia przy<span class="_ _2"></span>jmowane są ustnie lub p<span class="_ _2"></span>isemnie, w tym za pomocą narzędzia<span class="_ _2"></span> online gwarantu<span class="_ _2"></span>jącego anonimowość. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y225 ff4 fs3 fc0 sc0 ls0 ws0">Zgłoszenie ustn<span class="_ _2"></span>e może być doko<span class="_ _2"></span>nane podczas r<span class="_ _2"></span>ozmowy z Compliance O<span class="_ _2"></span>fficerem lub Koord<span class="_ _2"></span>ynatorem ds. Compliance za<span class="_ _2"></span> </div><div class="t m0 x6 hc y626 ff4 fs3 fc0 sc0 ls0 ws0">pośrednictwem <span class="_ _0"></span>programu <span class="_ _0"></span>Micros<span class="_ _2"></span>oft <span class="_ _9"></span>Teams oraz <span class="_ _0"></span><span class="ff1">- <span class="_ _9"></span>na wniosek <span class="_ _9"></span>s<span class="_ _2"></span>ygnalisty -<span class="_ _0"></span> <span class="_ _9"></span><span class="ff4">p<span class="_ _2"></span>odczas <span class="_ _0"></span>bezpośredniego <span class="_ _9"></span>s<span class="_ _2"></span>potkania. <span class="_ _0"></span>Zgłoszenie </span></span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">pisemne <span class="_ _19"> </span>możn<span class="_ _2"></span>a <span class="_ _14"> </span>wysłać <span class="_ _14"> </span>na <span class="_ _19"> </span>dedykow<span class="_ _2"></span><span class="ff1">any <span class="_ _14"> </span>adres <span class="_ _19"> </span>e<span class="_ _2"></span>-</span>mail, <span class="_ _19"> </span>p<span class="_ _2"></span>ocztą <span class="_ _19"> </span>tra<span class="_ _2"></span>dycyjną <span class="_ _14"> </span>na <span class="_ _19"> </span>adres <span class="_ _14"> </span>siedziby <span class="_ _14"> </span>TOYA <span class="_ _19"> </span>S.A. <span class="_ _14"> </span>oraz <span class="_ _14"> </span>za </div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">pośrednictwem platformy o<span class="_ _2"></span>nline.<span class="ff1"> </span></div><div class="t m0 x6 hc y628 ff4 fs3 fc0 sc0 ls0 ws0">Przekazane <span class="_ _4"></span>in<span class="_ _2"></span>formacje <span class="_ _4"></span>są <span class="_ _7"></span>wstępnie <span class="_ _4"></span>weryfikowane <span class="_ _7"></span>przez <span class="_ _4"></span>Complian<span class="_ _2"></span>ce <span class="_ _4"></span>Officera <span class="_ _7"></span>lub <span class="_ _4"></span>Koordynato<span class="_ _2"></span>ra <span class="_ _4"></span>ds. <span class="_ _4"></span>Complian<span class="_ _2"></span>ce. <span class="_ _4"></span>Jeśli </div><div class="t m0 x6 hc y5d9 ff4 fs3 fc0 sc0 ls0 ws0">zgłoszenie <span class="_ _2"></span>zostanie <span class="_ _2"></span>uznane <span class="_ _2"></span>za za<span class="_ _2"></span>sadne, <span class="_ _2"></span>wszczynane jes<span class="_ _2"></span>t p<span class="_ _2"></span>ostępowanie wyjaśniające. <span class="_ _2"></span>W <span class="_ _2"></span>trakcie <span class="_ _2"></span>postępowania,<span class="_ _2"></span> wszy<span class="_ _2"></span>scy </div><div class="t m0 x6 hc y5da ff4 fs3 fc0 sc0 ls0 ws0">pracownicy organizacji <span class="_ _9"></span>mają obowiązek udostępniać w<span class="_ _0"></span>szelkie dokumenty <span class="_ _0"></span>i <span class="_ _0"></span>udzielać <span class="_ _0"></span>niezbędnych informacji <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _0"></span>ustalenia </div><div class="t m0 x6 hc y5db ff4 fs3 fc0 sc0 ls0 ws0">okoliczności rozp<span class="_ _2"></span>atrywanej sprawy.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yaa2 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie  z <span class="_ _1b"> </span><span class="ffe">Proc<span class="_ _2"></span>edurą  zgł<span class="_ _2"></span>aszania  n<span class="_ _2"></span>ieprawidłowości  i <span class="_ _1b"> </span>prow<span class="_ _2"></span>adzenia <span class="_ _1b"> </span>postępowań <span class="_ _1b"> </span>wyjaśniając<span class="_ _2"></span>ych  w <span class="_ _1b"> </span>TOYA  S.A. <span class="_ _19"> </span></span>os<span class="_ _2"></span>oby </div><div class="t m0 x6 hc y5dd ff4 fs3 fc0 sc0 ls0 ws0">przekazujące <span class="_ _0"></span>zgłoszenia <span class="_ _0"></span>w <span class="_ _9"></span>d<span class="_ _2"></span>obrej <span class="_ _9"></span>wierze <span class="_ _0"></span>są <span class="_ _9"></span>ch<span class="_ _2"></span>ronione <span class="_ _9"></span>p<span class="_ _2"></span>rzed <span class="_ _9"></span>dzia<span class="_ _2"></span>łaniami <span class="_ _9"></span>od<span class="_ _2"></span>wetowymi. <span class="_ _9"></span>Org<span class="_ _2"></span>anizacja <span class="_ _0"></span>zapewnia <span class="_ _0"></span>m.in. <span class="_ _9"></span>pełną </div><div class="t m0 x6 hc y205 ff4 fs3 fc0 sc0 ls0 ws0">ochronę poufnoś<span class="_ _2"></span>ci danych sygnalisty i o<span class="_ _2"></span>graniczony do niezbędnego minimum krąg osób<span class="_ _2"></span> mających dostęp do informacji </div><div class="t m0 x6 hc y334 ff4 fs3 fc0 sc0 ls0 ws0">objętych zgłoszeniem.<span class="ff1"> </span>Za<span class="_ _2"></span> ochronę sygnalis<span class="_ _2"></span>tów odpowiada Zarząd, który zobowiązany j<span class="_ _2"></span>est re<span class="_ _0"></span>agować na wszys<span class="_ _2"></span>tkie próby </div><div class="t m0 x6 hc y5de ff4 fs3 fc0 sc0 ls0 ws0">podejmowania <span class="_ _2"></span>dział<span class="_ _2"></span>ań <span class="_ _2"></span>odwetowych. <span class="_ _e"></span>Wobec <span class="_ _2"></span>pracownikó<span class="_ _2"></span>w, <span class="_ _2"></span>którzy<span class="_ _2"></span> <span class="_ _2"></span>dopu<span class="_ _2"></span>ścili <span class="_ _2"></span>się <span class="_ _2"></span>wobec <span class="_ _2"></span>s<span class="_ _2"></span>ygnalisty<span class="_ _2"></span> <span class="_ _2"></span>działań <span class="_ _2"></span>odwetowych, </div><div class="t m0 x6 hc y5df ff4 fs3 fc0 sc0 ls0 ws0">mogą zostać wyciągnięte kon<span class="_ _2"></span>sekwencje, z<span class="_ _2"></span><span class="ff1"> </span>zachowaniem prz<span class="_ _2"></span>episów prawa pracy, k<span class="_ _2"></span>arnego i cywilnego. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb8c ff4 fs3 fc0 sc0 ls0 ws0">Obowiązująca <span class="_ _13"> </span>w <span class="_ _13"> </span>Spółce <span class="_ _13"> </span>proc<span class="_ _2"></span>edura <span class="_ _13"> </span>zgłaszan<span class="_ _2"></span>ia <span class="_ _7"> </span>niepra<span class="_ _2"></span>widłowości <span class="_ _7"> </span>nie <span class="_ _13"> </span>wyszczególnia <span class="_ _13"> </span>s<span class="_ _2"></span>praw <span class="_ _13"> </span>związanych<span class="_ _2"></span> <span class="_ _7"> </span>z <span class="_ _13"> </span>incy<span class="_ _2"></span>dentami </div><div class="t m0 x6 hc y4fe ff4 fs3 fc0 sc0 ls0 ws0">korupcji <span class="_ _19"> </span>lub <span class="_ _5"> </span>przeku<span class="_ _2"></span>pstwa, <span class="_ _5"> </span>jako <span class="_ _5"> </span>p<span class="_ _2"></span>riorytetowych <span class="_ _5"> </span>uzn<span class="_ _2"></span>ając, <span class="_ _5"> </span>że <span class="_ _5"> </span>każd<span class="_ _2"></span>e <span class="_ _5"> </span>zgłoszenie <span class="_ _19"> </span>powinno <span class="_ _19"> </span>być <span class="_ _5"> </span>ro<span class="_ _2"></span>zpatrywane <span class="_ _5"> </span>s<span class="_ _2"></span>zybko <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y5e2 ff1 fs3 fc0 sc0 ls0 ws0">i sprawnie.  </div><div class="t m0 x6 hc y1e7 ff4 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _e"></span>są <span class="_ _e"></span>prowad<span class="_ _2"></span>zone <span class="_ _e"></span>odrębne <span class="_ _e"></span>szko<span class="_ _2"></span>lenia <span class="_ _e"></span>antykorupcyjn<span class="_ _2"></span>e <span class="_ _2"></span>z <span class="_ _4"></span>uwagi <span class="_ _e"></span>na <span class="_ _e"></span>za<span class="_ _2"></span>jmowanie <span class="_ _e"></span>stanowiska <span class="_ _e"></span>s<span class="_ _2"></span>zczególnie <span class="_ _e"></span>narażonego <span class="_ _4"></span>na </div><div class="t m0 x6 hc y5e3 ff4 fs3 fc0 sc0 ls0 ws0">ryzyko <span class="_ _5"> </span>korupcji, <span class="_ _5"> </span>ponieważ <span class="_ _1b"> </span>zap<span class="_ _2"></span>obieganie <span class="_ _1b"> </span>takim <span class="_ _5"> </span>przypadko<span class="_ _2"></span>m <span class="_ _1b"> </span>w<span class="_ _2"></span><span class="ff1"> </span>równym <span class="_ _5"> </span>stopniu<span class="_ _2"></span> <span class="_ _1b"> </span>dotyczy <span class="_ _5"> </span>wszystkich <span class="_ _5"> </span>pracownikó<span class="_ _2"></span>w. </div><div class="t m0 x6 hc y5e4 ff4 fs3 fc0 sc0 ls0 ws0">Jednocześnie <span class="_ _e"></span>w <span class="_ _e"></span><span class="ff7">P<span class="_ _2"></span>rocedurze <span class="_ _e"></span>Prezentowej <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A.<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span></span></span>wyod<span class="_ _2"></span>rębniono <span class="_ _e"></span>kategorię <span class="_ _e"></span>osób<span class="_ _2"></span> <span class="_ _2"></span>eks<span class="_ _2"></span>ponowanych <span class="_ _4"></span>–<span class="ff1"> <span class="_ _e"></span></span>są <span class="_ _e"></span>to <span class="_ _e"></span>czł<span class="_ _2"></span>onkowie </div><div class="t m0 x6 hc y1ea ff4 fs3 fc0 sc0 ls0 ws0">Zarządu,  członkowie <span class="_ _13"> </span>Rady <span class="_ _8"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _13"> </span>ora<span class="_ _2"></span>z <span class="_ _13"> </span>os<span class="_ _2"></span>oby <span class="_ _8"> </span>kierujące <span class="_ _8"> </span>poszczególnymi <span class="_ _8"> </span>dział<span class="_ _2"></span>ami, <span class="_ _8"> </span>pracownicy <span class="_ _8"> </span>działu<span class="_ _2"></span> <span class="_ _13"> </span>sp<span class="_ _2"></span>rzedaży, </div><div class="t m0 x6 hc y5e5 ff1 fs3 fc0 sc0 ls0 ws0">prokurenci, <span class="_ _13"> </span>a <span class="ff4">także <span class="_ _13"> </span>inne <span class="_ _7"> </span>os<span class="_ _2"></span>oby <span class="_ _7"></span>wskazane <span class="_ _13"> </span>każdorazo<span class="_ _2"></span>wo <span class="_ _7"></span>uchwałą <span class="_ _7"> </span>zarzą<span class="_ _2"></span>du <span class="_ _7"> </span>z <span class="_ _13"> </span>uwagi <span class="_ _7"> </span>n<span class="_ _e"></span>a <span class="_ _7"> </span>ich <span class="_ _7"> </span>bezp<span class="_ _2"></span>ośrednie <span class="_ _7"></span>uczestnictwo <span class="_ _2"></span></span> </div><div class="t m0 x6 hc y316 ff1 fs3 fc0 sc0 ls0 ws0">w relacjach z kontrah<span class="_ _2"></span>entami. </div><div class="t m0 x6 hc y4e0 ff4 fs3 fc0 sc0 ls0 ws0">Procedura <span class="_ _0"></span>zgłaszania nie<span class="_ _0"></span>prawidłowości <span class="_ _0"></span>została <span class="_ _0"></span>w <span class="_ _9"></span>trakcie <span class="_ _0"></span>opracowywania <span class="_ _0"></span>jej <span class="_ _0"></span>zapisów <span class="_ _9"></span>s<span class="_ _2"></span>konsultowana <span class="_ _0"></span>z <span class="_ _9"></span>p<span class="_ _2"></span>rzedstawicielami </div><div class="t m0 x6 hc y243 ff4 fs3 fc0 sc0 ls0 ws0">pracowników. W przyp<span class="_ _2"></span>adku pozostał<span class="_ _2"></span>ych regulacji  nie prowadzon<span class="_ _2"></span>o konsultacji z interesariusza<span class="_ _2"></span>mi. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x34 h63 yb8d ff2 fs4 fc0 sc0 ls0 ws0">7.7.2.<span class="ff6"> <span class="_ _18"> </span></span>Relacje z dostawcami </div><div class="t m0 x6 h6 y14e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb06 ff4 fs3 fc0 sc0 ls0 ws0">Grupa Kap<span class="_ _2"></span>itałowa TOYA<span class="_ _2"></span> zarządza<span class="_ _2"></span> relacjami <span class="_ _2"></span>z dosta<span class="_ _2"></span>wcami w <span class="_ _2"></span>oparciu <span class="_ _2"></span>o Kodeks <span class="_ _2"></span>Etyki, <span class="_ _2"></span>w który<span class="_ _2"></span>m podkreślono<span class="_ _2"></span> wymagania </div><div class="t m0 x6 hc yb07 ff4 fs3 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _18"> </span>praw <span class="_ _18"> </span>człowieka, <span class="_ _18"> </span>zapewnienia <span class="_ _18"> </span>uczciwych <span class="_ _18"> </span>warunków <span class="_ _18"> </span>pracy, <span class="_ _18"> </span>bezpieczeństwa <span class="_ _18"> </span>i <span class="_ _18"> </span>higieny <span class="_ _18"> </span>pracy <span class="_ _18"> </span>oraz </div><div class="t m0 x6 hc y968 ff4 fs3 fc0 sc0 ls0 ws0">odpowiedzialności <span class="_ _13"> </span>ekologiczn<span class="_ _2"></span>ej. <span class="_ _13"> </span>Grupa <span class="_ _13"> </span>oc<span class="_ _2"></span>zekuje, <span class="_ _13"> </span>że <span class="_ _13"> </span>jej <span class="_ _13"> </span>do<span class="_ _2"></span>stawcy <span class="_ _13"> </span>będą <span class="_ _13"> </span>stos<span class="_ _2"></span>ować <span class="_ _7"> </span>te <span class="_ _13"> </span>same <span class="_ _13"> </span>sta<span class="_ _2"></span>ndardy <span class="_ _13"> </span>wobec <span class="_ _13"> </span>swoich<span class="_ _2"></span> </div><div class="t m0 x6 hc y766 ff4 fs3 fc0 sc0 ls0 ws0">poddosta<span class="_ _2"></span>wców. <span class="_ _9"></span>Przez <span class="_ _0"></span>Kodeks <span class="_ _0"></span>Etyki, <span class="_ _0"></span>a <span class="_ _9"></span>wcześniej <span class="_ _0"></span>Kodeks <span class="_ _0"></span>postępowania <span class="_ _9"></span>dos<span class="_ _2"></span>tawców <span class="_ _9"></span>promo<span class="_ _2"></span>wana <span class="_ _9"></span>jes<span class="_ _2"></span>t <span class="_ _9"></span>ku<span class="_ _2"></span>ltura <span class="_ _9"></span>ko<span class="_ _2"></span>rporacyjna </div><div class="t m0 x6 hc yb08 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="ff4">ramach całego łańcu<span class="_ _2"></span>cha wartości.<span class="_ _2"></span></span> </div><div class="t m0 x6 hc yb8e ff4 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _7"> </span>Kap<span class="_ _2"></span>itałowa <span class="_ _7"></span>TOYA <span class="_ _7"> </span>prze<span class="_ _2"></span>z <span class="_ _7"></span>swoje <span class="_ _13"> </span>dwie <span class="_ _7"></span>spółki <span class="_ _8"> </span><span class="ff1">- <span class="_ _7"> </span>YATO <span class="_ _13"> </span>Tools <span class="_ _7"> </span>(Shangh<span class="_ _2"></span>ai) <span class="_ _7"></span>Co. <span class="_ _7"> </span>Ltd<span class="_ _2"></span>. <span class="_ _7"></span>i <span class="_ _7"> </span>YATO <span class="_ _7"> </span>Tools<span class="_ _2"></span> <span class="_ _7"></span>(Jiaxing) <span class="_ _13"> </span>Co. <span class="_ _7"> </span>Ltd. <span class="_ _8"> </span></span>–<span class="ff1"> </span></div><div class="t m0 x6 hc y156 ff4 fs3 fc0 sc0 ls0 ws0">utrzymuje <span class="_ _e"></span>ścisłe <span class="_ _2"></span>ko<span class="_ _2"></span>ntakty <span class="_ _2"></span>z <span class="_ _e"></span>fabrykami <span class="_ _2"></span>oraz <span class="_ _e"></span>firmami <span class="_ _2"></span>handlowymi, <span class="_ _e"></span>co <span class="_ _e"></span>pozwala <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>efektywną <span class="_ _e"></span>lokalną <span class="_ _e"></span>weryfikację <span class="_ _2"></span>jako<span class="_ _2"></span>ści <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y157 ff4 fs3 fc0 sc0 ls0 ws0">i zgodności z normami. Wizyty<span class="_ _2"></span> w fabrykach i magazyn<span class="_ _2"></span>ach dodatkowo wspierają od<span class="_ _2"></span>powiedzialne praktyki bizn<span class="_ _2"></span>esowe, co </div><div class="t m0 x6 hc y158 ff4 fs3 fc0 sc0 ls0 ws0">sprzyja wyb<span class="_ _2"></span>orowi dostawców, którzy<span class="_ _2"></span> przestrzegają standardów środ<span class="_ _2"></span>owiskowych i społ<span class="_ _2"></span>ecznych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb8f ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _9"></span>Grup<span class="_ _2"></span>ie <span class="_ _9"></span>nie przyjęto <span class="_ _9"></span>polityk dotyczących <span class="_ _0"></span>płatności <span class="_ _0"></span>na <span class="_ _9"></span>rzecz dostawców, <span class="_ _9"></span>w <span class="_ _0"></span>tym <span class="_ _0"></span>ze <span class="_ _9"></span>szcz<span class="_ _2"></span>ególnym <span class="_ _0"></span>uwzględnieniem <span class="_ _0"></span>małych<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb90 ff4 fs3 fc0 sc0 ls0 ws0">i <span class="_ _2"></span>średn<span class="_ _2"></span>ich <span class="_ _2"></span>przeds<span class="_ _2"></span>iębiorstw. <span class="_ _2"></span>Praktyką <span class="_ _e"></span>biznesową <span class="_ _2"></span>w <span class="_ _e"></span>organizacji <span class="_ _e"></span>jest <span class="_ _e"></span>opłacanie <span class="_ _e"></span>należności <span class="_ _2"></span>w <span class="_ _2"></span>us<span class="_ _2"></span>talonym <span class="_ _2"></span>w <span class="_ _e"></span>kontrahentami </div><div class="t m0 x6 hc y921 ff1 fs3 fc0 sc0 ls0 ws0">w terminie.  </div></div></div><div class="pi" ></div></div><div id="pf65" class="pf w0 h0" ><div class="pc pc65 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">101 </div><div class="t m0 x6 hc y73e ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _e"></span>uwagi <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>różne <span class="_ _e"></span>p<span class="_ _2"></span>raktyki <span class="_ _e"></span>płatnicze <span class="_ _e"></span>na <span class="_ _e"></span>ry<span class="_ _2"></span>nkach, <span class="_ _e"></span>na <span class="_ _e"></span>których <span class="_ _4"></span>działa <span class="_ _e"></span>Grupa <span class="_ _4"></span>TOYA, <span class="_ _e"></span>nie <span class="_ _e"></span>przyjęto <span class="_ _4"></span>formalnej <span class="_ _e"></span>polityki <span class="_ _4"></span>w <span class="_ _e"></span>celu </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">zapobiegania opóźnieniom w płatn<span class="_ _2"></span>ościach. Z uwagi na wie<span class="_ _0"></span>lkość spółki oraz licz<span class="_ _2"></span><span class="ff1">b</span>ę przetwarzanych faktur w spółce TOYA </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">S.A. wdrożono elektroniczny obieg dokumentów, który wspomaga procesowanie dokumentów od chwili <span class="_ _0"></span>ich wpływu do </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">ujęcia <span class="_ _2"></span>w ks<span class="_ _2"></span>ięgach rachu<span class="_ _2"></span>nkowych. <span class="_ _2"></span>System <span class="_ _2"></span>ten <span class="_ _2"></span>określa <span class="_ _2"></span>poszczególne kroki <span class="_ _2"></span>oraz <span class="_ _2"></span>zas<span class="_ _2"></span>ady ak<span class="_ _2"></span>ceptacji koszt<span class="_ _2"></span>ów, co <span class="_ _2"></span>przy<span class="_ _e"></span><span class="ff1">czynia </span></div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">się <span class="_ _7"></span>do <span class="_ _4"></span>termino<span class="_ _2"></span>wej <span class="_ _4"></span>r<span class="_ _2"></span>ealizacji <span class="_ _7"></span>płatności. <span class="_ _7"></span>W <span class="_ _7"></span>pozostałych <span class="_ _13"> </span>spółkach <span class="_ _7"></span>w <span class="_ _7"></span>Grupie <span class="_ _7"></span>TOYA <span class="_ _4"></span>o<span class="_ _2"></span>bieg <span class="_ _7"></span>faktur <span class="_ _7"></span>zaczyna <span class="_ _7"></span>dział <span class="_ _7"></span>zakupów, <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y32e ff4 fs3 fc0 sc0 ls0 ws0">a płatności doko<span class="_ _2"></span>nują działy finansowe mające komp<span class="_ _2"></span>etencje do doko<span class="_ _2"></span>nywania płatności. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y627 ff4 fs3 fc0 sc0 ls0 ws0">Standardowy <span class="_ _e"></span>czas <span class="_ _e"></span>na <span class="_ _e"></span>opłacenie <span class="_ _e"></span>faktury <span class="_ _e"></span>wystawionej <span class="_ _e"></span>dla <span class="_ _4"></span>TOY<span class="_ _0"></span>A <span class="_ _e"></span>S.A. <span class="_ _e"></span>wynosi <span class="_ _e"></span>od <span class="_ _e"></span>7 <span class="_ _e"></span>do <span class="_ _e"></span>30 <span class="_ _e"></span>dni, <span class="_ _2"></span>a <span class="_ _e"></span>średni <span class="_ _e"></span>czas <span class="_ _e"></span>potrzebny <span class="_ _e"></span>na </div><div class="t m0 x6 hc y34f ff4 fs3 fc0 sc0 ls0 ws0">dokonanie <span class="_ _e"></span>płatności <span class="_ _e"></span>w <span class="_ _2"></span>2024 <span class="_ _e"></span>roku <span class="_ _e"></span>wyniósł <span class="_ _e"></span>22 <span class="_ _2"></span>dn<span class="_ _2"></span>i. <span class="_ _2"></span>Około <span class="_ _e"></span>60% <span class="_ _2"></span>płatno<span class="_ _2"></span>ści <span class="_ _2"></span>w <span class="_ _e"></span>spółce <span class="_ _2"></span>s<span class="_ _2"></span>tanowił <span class="_ _2"></span>zakup<span class="_ _2"></span> <span class="_ _2"></span>towarów <span class="_ _e"></span>handlowych<span class="_ _2"></span> <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y200 ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _2"></span>ramach <span class="_ _2"></span>Grupy <span class="_ _2"></span>Kap<span class="_ _2"></span>itałowej. <span class="_ _2"></span>W <span class="_ _2"></span>TOYA <span class="_ _2"></span>Romania <span class="_ _2"></span>czas<span class="_ _2"></span> <span class="_ _2"></span>na <span class="_ _2"></span>opłacenie <span class="_ _2"></span>wynosił <span class="_ _2"></span>o<span class="_ _2"></span>d <span class="_ _2"></span>7 <span class="_ _2"></span>do <span class="_ _2"></span>180 <span class="_ _2"></span>dni, <span class="_ _2"></span>a <span class="_ _2"></span>średni <span class="_ _2"></span>czas <span class="_ _2"></span>n<span class="_ _2"></span>a o<span class="_ _2"></span>płacenie </div><div class="t m0 x6 hc y350 ff4 fs3 fc0 sc0 ls0 ws0">faktury <span class="_ _4"></span>wynosił <span class="_ _4"></span>75 <span class="_ _4"></span>dni. <span class="_ _e"></span>W <span class="_ _4"></span>dwóch <span class="_ _4"></span>spółka<span class="_ _2"></span>ch <span class="_ _e"></span>w <span class="_ _4"></span>Chinach <span class="_ _4"></span>termin <span class="_ _4"></span>opłacenia <span class="_ _4"></span>faktury <span class="_ _4"></span>wynosi <span class="_ _4"></span>45 <span class="_ _e"></span>dn<span class="_ _2"></span>i <span class="_ _e"></span>od <span class="_ _4"></span>chwili <span class="_ _4"></span>dostarczenia </div><div class="t m0 x6 hc y9ae ff4 fs3 fc0 sc0 ls0 ws0">towaru do magazynu, a średni czas płatn<span class="_ _2"></span>ości wyniósł 45 dni. W 2024 <span class="_ _0"></span>roku wobec żadnej ze spółek nie było postępowań </div><div class="t m0 x6 hc y1db ff4 fs3 fc0 sc0 ls0 ws0">sądowych do<span class="_ _2"></span>tyczących opóźnień w płatnoś<span class="_ _2"></span>ciach. <span class="ff1"> </span></div><div class="t m0 x34 h63 yb0d ff2 fs4 fc0 sc0 ls0 ws0">7.7.3.<span class="ff6"> <span class="_ _18"> </span><span class="ff3">Przeciwdziałanie korupcji</span></span> </div><div class="t m0 x6 h6 y28d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb0e ff4 fs3 fc0 sc0 ls0 ws0">Zapobiegania <span class="_ _4"></span>za<span class="_ _2"></span>rzutom <span class="_ _4"></span>lub <span class="_ _4"></span>incydentom <span class="_ _4"></span>związanych <span class="_ _4"></span>z <span class="_ _7"></span>korupcją <span class="_ _e"></span>i <span class="_ _4"></span>przeku<span class="_ _2"></span>pstwem <span class="_ _e"></span>op<span class="_ _2"></span>iera <span class="_ _4"></span>się <span class="_ _4"></span>na <span class="_ _4"></span>przyjętych <span class="_ _4"></span>w <span class="_ _4"></span>jedno<span class="_ _2"></span>stce </div><div class="t m0 x6 hc yb0f ff4 fs3 fc0 sc0 ls0 ws0">dominującej regulacjach antyko<span class="_ _2"></span>rupcyjnych <span class="_ _2"></span>–<span class="ff1"> <span class="ff7">Kodeksie antykorupcyjnym TOYA S.A.</span><span class="lsa">, </span><span class="ff7">Polityce prezentowej TOYA S.A.</span> oraz </span></div><div class="t m0 x6 hc yb10 ffe fs3 fc0 sc0 ls0 ws0">Procedurze  dotyczącej  stosowania  klauzul  antykorupcyjnych  w<span class="_ _0"></span>  umowach  zawieranych <span class="_ _8"> </span>przez  TOYA  S.A. <span class="_ _1b"> </span><span class="ff1">Informacje<span class="_ _2"></span>  </span></div><div class="t m0 x6 hc yb11 ff4 fs3 fc0 sc0 ls0 ws0">o <span class="_ _e"></span>zapis<span class="_ _2"></span>ach <span class="_ _e"></span>tych <span class="_ _4"></span>regulacji <span class="_ _e"></span>są <span class="_ _4"></span>zawarte <span class="_ _e"></span>w <span class="_ _4"></span>niniejszym <span class="_ _4"></span><span class="ff1">sp<span class="_ _2"></span>rawozdaniu <span class="_ _4"></span>w <span class="_ _e"></span>rozdziale <span class="_ _4"></span>7.7.1 <span class="_ _4"></span>- <span class="_ _e"></span></span>Poli<span class="_ _2"></span>tyki <span class="_ _e"></span>pos<span class="_ _2"></span>tępowania <span class="_ _e"></span>w <span class="_ _e"></span>b<span class="_ _2"></span>iznesie <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb91 ff1 fs3 fc0 sc0 ls0 ws0">i kultura korp<span class="_ _2"></span>oracyjna.  </div><div class="t m0 x6 hc yb13 ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _5"> </span>S.A. <span class="_ _19"> </span>przyjęła <span class="_ _19"> </span>procedury <span class="_ _19"> </span>zapewniające <span class="_ _5"> </span>b<span class="_ _2"></span>ezstronność, <span class="_ _5"> </span>o<span class="_ _2"></span>biektywizm <span class="_ _5"> </span>i <span class="_ _5"> </span>niezależno<span class="_ _2"></span>ść <span class="_ _5"> </span>p<span class="_ _2"></span>rowadzenia <span class="_ _5"> </span>pos<span class="_ _2"></span>tępowań </div><div class="t m0 x6 hc yb14 ff4 fs3 fc0 sc0 ls0 ws0">wyjaśniających <span class="_ _2"></span>ws. korupcji. <span class="_ _2"></span>Jednostką odpowiedzialną <span class="_ _2"></span>za przyjmowanie <span class="_ _2"></span>zgłoszeń i <span class="_ _2"></span>podejmowanie działań<span class="_ _2"></span> następ<span class="_ _2"></span>czych </div><div class="t m0 x6 hc y62c ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _8"> </span>TOYA  S.A. <span class="_ _13"> </span>j<span class="_ _2"></span>est  Dział <span class="_ _13"> </span>Praw<span class="_ _2"></span>ny <span class="_ _8"> </span>i  Compliance,  w <span class="_ _13"> </span>ra<span class="_ _2"></span>mach  którego <span class="_ _13"> </span>u<span class="_ _2"></span>poważnieni <span class="_ _8"> </span>przez  spółkę  do <span class="_ _13"> </span>wyko<span class="_ _2"></span>nywania  tych </div><div class="t m0 x6 hc y62d ff4 fs3 fc0 sc0 ls0 ws0">czynności zos<span class="_ _2"></span>tali Compliance Officer lub Koordy<span class="_ _2"></span>nator ds. Compliance. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb92 ff4 fs3 fc0 sc0 ls0 ws0">W celu zachowania od<span class="_ _2"></span>powiedniego poziomu bezstronności i należytego rozp<span class="_ _2"></span>oznania zgłoszenia, te dotyczące człon<span class="_ _2"></span>ków </div><div class="t m0 x6 hc yb93 ff4 fs3 fc0 sc0 ls0 ws0">zarządu s<span class="_ _2"></span>półki, Compliance Officera lub Koordyn<span class="_ _2"></span>atora ds. Compliance, przyjęto n<span class="_ _2"></span>astępujące rozwiązania: <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb94 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">jeżeli <span class="_ _8"> </span>zgłoszenie  dotyczy <span class="_ _13"> </span>członka <span class="_ _8"> </span>Zarządu  –<span class="ff1"> <span class="_ _13"> </span></span>przyjmowanie  zgłoszenia <span class="_ _13"> </span>i <span class="_ _8"> </span>podejmowanie <span class="_ _8"> </span>działań<span class="_ _2"></span> <span class="_ _13"> </span>następczy<span class="_ _2"></span>ch </span></span></div><div class="t m0 x34 hc yb95 ff4 fs3 fc0 sc0 ls0 ws0">następuje <span class="_ _7"> </span>przez <span class="_ _7"> </span>Complian<span class="_ _2"></span>ce <span class="_ _7"></span>Officera. <span class="_ _7"></span>Compliance <span class="_ _7"> </span>O<span class="_ _2"></span>fficer <span class="_ _7"></span>niezwłocznie <span class="_ _7"></span>po <span class="_ _7"> </span>otrzyman<span class="_ _2"></span>iu <span class="_ _7"></span>zgłoszenia <span class="_ _7"> </span>informuj<span class="_ _2"></span>e <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x34 hc y799 ff4 fs3 fc0 sc0 ls0 ws0">o <span class="_ _4"></span>nim <span class="_ _7"></span>przewodniczącego <span class="_ _4"></span>Rady<span class="_ _2"></span> <span class="_ _4"></span>Nadzorczej. <span class="_ _7"></span>Członek <span class="_ _4"></span>Zarządu, <span class="_ _7"></span>którego <span class="_ _4"></span>dotyczy <span class="_ _7"></span>zgłoszenie <span class="_ _4"></span>nie <span class="_ _7"></span>ma <span class="_ _4"></span>dostępu <span class="_ _7"></span>do </div><div class="t m0 x34 hc yb96 ff4 fs3 fc0 sc0 ls0 ws0">informacji o przebiegu p<span class="_ _2"></span>ostępowania wyjaś<span class="_ _2"></span>niającego aż do jego zakończenia.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xd h1a yb97 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">jeżeli zgł<span class="_ _2"></span>oszenie <span class="_ _2"></span>dotyczy <span class="_ _2"></span>Compliance Of<span class="_ _2"></span>ficera <span class="_ _2"></span>–<span class="ff1"> </span>przyjmo<span class="_ _2"></span>wanie zgł<span class="_ _2"></span>oszenia i <span class="_ _2"></span>podejmowanie <span class="_ _2"></span>działań <span class="_ _2"></span>następczych </span></span></div><div class="t m0 x34 hc yb98 ff4 fs3 fc0 sc0 ls0 ws0">następuje <span class="_ _1b"> </span>przez <span class="_ _5"> </span>Koordynatora <span class="_ _1b"> </span>ds. <span class="_ _1b"> </span>Compliance. <span class="_ _1b"> </span>Koordyn<span class="_ _2"></span>ator  ds<span class="_ _2"></span>.  Compliance <span class="_ _1b"> </span>niezwłoc<span class="_ _2"></span>znie  p<span class="_ _2"></span>o <span class="_ _1b"> </span>otrzymaniu </div><div class="t m0 x34 hc yb99 ff4 fs3 fc0 sc0 ls0 ws0">zgłoszenia <span class="_ _1b"> </span>informuje <span class="_ _1b"> </span>o  nim  wicepr<span class="_ _2"></span>ezesa  Zarząd<span class="_ _2"></span>u,  w<span class="_ _2"></span><span class="ff1"> </span>którego  kompetencji <span class="_ _1b"> </span>znajdu<span class="_ _2"></span>je  się  nad<span class="_ _2"></span>zór  nad  s<span class="_ _2"></span>trefą </div><div class="t m0 x34 hc yb9a ff4 fs3 fc0 sc0 ls0 ws0">compliance. Compliance Officer <span class="_ _0"></span>jest wyłączony z <span class="_ _0"></span>wszelkich czynności dotyczących przedmiotowego <span class="_ _0"></span>zgłoszenia,<span class="_ _2"></span> </div><div class="t m0 x34 hc y83e ff4 fs3 fc0 sc0 ls0 ws0">jak również nie ma dos<span class="_ _2"></span>tępu do informacji o przeb<span class="_ _2"></span>iegu postępowania wyjaś<span class="_ _2"></span>niającego aż do jego zako<span class="_ _2"></span>ńc<span class="_ _2"></span><span class="ff1">zenia. </span></div><div class="t m0 xd h1a yb9b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _3d"> </span><span class="ff4">jeżeli <span class="_ _13"> </span>zgł<span class="_ _2"></span>oszenie <span class="_ _13"> </span>dotyczy<span class="_ _2"></span> <span class="_ _13"> </span>Koordynatora <span class="_ _13"> </span>ds<span class="_ _2"></span>. <span class="_ _7"> </span>Complian<span class="_ _2"></span>ce <span class="_ _8"> </span>–<span class="ff1"> <span class="_ _13"> </span></span>przyjmowan<span class="_ _2"></span>ie <span class="_ _13"> </span>zgłoszenia <span class="_ _8"> </span>i<span class="ff1"> </span>podejmowanie <span class="_ _8"> </span>działań<span class="_ _2"></span> </span></span></div><div class="t m0 x34 hc yb9c ff4 fs3 fc0 sc0 ls0 ws0">następczych <span class="_ _e"></span>następuje <span class="_ _2"></span>przez <span class="_ _2"></span>Compliance <span class="_ _2"></span>O<span class="_ _2"></span>fficera. <span class="_ _2"></span>Complia<span class="_ _2"></span>nce <span class="_ _2"></span>Officer <span class="_ _2"></span>niezwłocznie <span class="_ _2"></span>p<span class="_ _2"></span>o <span class="_ _2"></span>otrzyman<span class="_ _2"></span>iu <span class="_ _2"></span>zgłoszenia </div><div class="t m0 x34 hc yb9d ff4 fs3 fc0 sc0 ls0 ws0">informuje <span class="_ _7"> </span>o<span class="_ _2"></span> <span class="_ _7"> </span>nim <span class="_ _13"> </span>Wiceprezes<span class="_ _2"></span>a <span class="_ _7"> </span>za<span class="_ _2"></span>rządu, <span class="_ _7"> </span>w <span class="_ _13"> </span>któ<span class="_ _2"></span>rego <span class="_ _13"> </span>kompetencji <span class="_ _13"> </span>znajduje <span class="_ _13"> </span>się <span class="_ _13"> </span>nadzór <span class="_ _13"> </span>nad <span class="_ _13"> </span>strefą <span class="_ _13"> </span>compliance.<span class="_ _2"></span> </div><div class="t m0 x34 hc y2a6 ff4 fs3 fc0 sc0 ls0 ws0">Koordynator ds. Compliance <span class="_ _0"></span>jest wyłączony z <span class="_ _0"></span>wszelkich czynności dotyczących przedmiotowego zgłoszenia, jak </div><div class="t m0 x34 hc yb9e ff4 fs3 fc0 sc0 ls0 ws0">również nie ma dos<span class="_ _2"></span>tępu do informacji o przebiegu<span class="_ _2"></span> Postępowania wyjaś<span class="_ _2"></span>niającego aż do jego zako<span class="_ _2"></span>ńc<span class="_ _2"></span><span class="ff1">zenia. </span></div><div class="t m0 x6 hc yb9f ff4 fs3 fc0 sc0 ls0 ws0">Każde <span class="_ _8"> </span>pos<span class="_ _2"></span>tępowanie <span class="_ _8"> </span>wyjaśniające  kończy <span class="_ _8"> </span>się  przekazaniem <span class="_ _8"> </span>do  Zarządu <span class="_ _8"> </span>szczegółowego  raportu <span class="_ _8"> </span>podsumowującego </div><div class="t m0 x6 hc yba0 ff4 fs3 fc0 sc0 ls0 ws0">działania <span class="_ _e"></span>i <span class="_ _2"></span>u<span class="_ _2"></span>stalenia. <span class="_ _2"></span>W <span class="_ _e"></span>przypadku<span class="_ _2"></span> <span class="_ _2"></span>stwierdzenia <span class="_ _e"></span>wystąpienia <span class="_ _e"></span>narus<span class="_ _2"></span>zenia <span class="_ _2"></span>prawa <span class="_ _e"></span>raport <span class="_ _e"></span>zawiera <span class="_ _2"></span>rekom<span class="_ _2"></span>endację <span class="_ _2"></span>środ<span class="_ _2"></span>ków </div><div class="t m0 x6 hc y2a8 ff1 fs3 fc0 sc0 ls0 ws0">zaradczych.  </div></div></div><div class="pi" ></div></div><div id="pf66" class="pf w0 h0" ><div class="pc pc66 w0 h0"><img class="bi x2 yba1 w3 h118" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">102 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _13"> </span>celu  podnoszenia <span class="_ _13"> </span>świad<span class="_ _2"></span>omości <span class="_ _13"> </span>pracowników <span class="_ _8"> </span>TOYA <span class="_ _8"> </span>S.<span class="_ _2"></span>A. <span class="_ _13"> </span>w <span class="_ _8"> </span>zakresie <span class="_ _8"> </span>zagrożeń  związanych <span class="_ _13"> </span>z <span class="_ _8"> </span>korupcją<span class="_ _2"></span> <span class="_ _13"> </span>organizacja </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">zobowiązuje się <span class="_ _9"></span>prowadzić regularne <span class="_ _9"></span>s<span class="_ _2"></span>zkolenia <span class="_ _0"></span>dostosowane do <span class="_ _9"></span>poszczególn<span class="_ _2"></span>ych <span class="_ _0"></span>grup, <span class="_ _0"></span>w <span class="_ _9"></span>tym w <span class="_ _9"></span>szczególnoś<span class="_ _2"></span>ci <span class="_ _0"></span>do <span class="_ _0"></span>nowych </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">pracowników  oraz  osób <span class="_ _8"> </span>pracujących  w<span class="ff1">  </span>działach  szczególnie<span class="_ _0"></span>  narażonych  na <span class="_ _8"> </span>korupcję.  Za <span class="_ _8"> </span>wypełnianie  obowiązków </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">szkoleniowych <span class="_ _1c"> </span>przez <span class="_ _18"> </span>pra<span class="_ _2"></span>cowników <span class="_ _18"> </span>TOYA <span class="_ _1c"> </span>S.A. <span class="_ _1c"> </span>odpowiad<span class="_ _2"></span>a <span class="_ _18"> </span>Koordyn<span class="_ _2"></span>ator <span class="_ _18"> </span>ds. <span class="_ _1c"> </span>Compliance. <span class="_ _18"> </span>Pro<span class="_ _2"></span>gramy <span class="_ _18"> </span>s<span class="_ _2"></span>zkoleniowe </div><div class="t m0 x6 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">opracowuje, <span class="_ _1b"> </span>p<span class="_ _2"></span>rzy <span class="_ _1b"> </span>wsparciu <span class="_ _19"> </span>Koordynatora<span class="_ _2"></span> <span class="_ _1b"> </span>ds. <span class="_ _5"> </span>Compliance, <span class="_ _1b"> </span>Co<span class="_ _2"></span>mpliance <span class="_ _5"> </span>Oficer <span class="_ _1b"> </span>db<span class="_ _2"></span>ając <span class="_ _5"> </span>o <span class="_ _1b"> </span>i<span class="_ _e"></span>ch <span class="_ _1b"> </span>zgod<span class="_ _2"></span>ność <span class="_ _1b"> </span>z <span class="_ _5"> </span>aktualn<span class="_ _2"></span>ie </div><div class="t m0 x6 hc y41 ff4 fs3 fc0 sc0 ls0 ws0">obowiązującymi przepisami <span class="_ _9"></span>p<span class="_ _2"></span>rawnymi <span class="_ _0"></span>oraz <span class="_ _0"></span>uwzględniając <span class="_ _0"></span>potencjalne <span class="_ _0"></span>ryzyka związane <span class="_ _9"></span>z b<span class="_ _0"></span>ieżącą <span class="_ _0"></span>działalnoś<span class="_ _2"></span>cią <span class="_ _0"></span>TOYA <span class="_ _9"></span>S.A. </div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">Wszyscy <span class="_ _13"> </span>p<span class="_ _2"></span>racownicy <span class="_ _7"></span>są <span class="_ _13"> </span>nar<span class="_ _2"></span>ażeni <span class="_ _7"></span>na <span class="_ _13"> </span>ryzy<span class="_ _2"></span>ko <span class="_ _7"></span>korupcji <span class="_ _13"> </span>w <span class="_ _13"> </span>podobn<span class="_ _2"></span>ym <span class="_ _7"> </span>s<span class="_ _2"></span>topniu, <span class="_ _7"> </span>w <span class="_ _13"> </span>związku<span class="_ _2"></span> <span class="_ _7"></span>z <span class="_ _13"> </span>czym <span class="_ _13"> </span>nie <span class="_ _13"> </span>określono <span class="_ _13"> </span>fun<span class="_ _2"></span>kcji </div><div class="t m0 x6 hc y43 ff4 fs3 fc0 sc0 ls0 ws0">szczególnie <span class="_ _1c"> </span>naraż<span class="_ _2"></span>onych <span class="_ _1c"> </span>na <span class="_ _21"> </span>to <span class="_ _1c"> </span>ryzyko. <span class="_ _21"> </span>Członkowie <span class="_ _1c"> </span>Zarządu <span class="_ _21"> </span>i <span class="_ _1c"> </span>Rady <span class="_ _1c"> </span>Nad<span class="_ _2"></span>zorczej <span class="_ _1c"> </span>również <span class="_ _1c"> </span>są <span class="_ _21"> </span>objęci <span class="_ _1c"> </span>szkolenia<span class="_ _2"></span>mi </div><div class="t m0 x6 hc y103 ff4 fs3 fc0 sc0 ls0 ws0">antykorup<span class="_ _2"></span>cyjnymi.  Wszystkie  szkolenia  obejmują  definicję  korupcji,  wewnętrzne <span class="_ _8"> </span>r<span class="_ _2"></span>egulacje  obowiązujące  w  spółce </div><div class="t m0 x6 hc y513 ff4 fs3 fc0 sc0 ls0 ws0">dotyczące <span class="_ _13"> </span>za<span class="_ _2"></span>pobiegania <span class="_ _13"> </span>korupcji, <span class="_ _8"> </span>a <span class="_ _13"> </span>ta<span class="_ _2"></span>kże <span class="_ _13"> </span>informac<span class="_ _2"></span>je <span class="_ _13"> </span>o <span class="_ _13"> </span>d<span class="_ _2"></span>ziałaniach <span class="_ _13"> </span>p<span class="_ _2"></span>odejmowanych <span class="_ _13"> </span>w <span class="_ _8"> </span>razie <span class="_ _13"> </span>podejrzenia <span class="_ _8"> </span>przyp<span class="_ _2"></span>adku </div><div class="t m0 x6 hc y514 ff1 fs3 fc0 sc0 ls0 ws0">korupcji.   </div><div class="t m0 x6 hc y1db ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>poniższej tabeli <span class="_ _9"></span>zap<span class="_ _2"></span>rezentowano <span class="_ _9"></span>in<span class="_ _2"></span>formacje <span class="_ _9"></span>d<span class="_ _2"></span>otyczące <span class="_ _0"></span>szkoleń we <span class="_ _9"></span>wszys<span class="_ _2"></span>tkich <span class="_ _0"></span>spółkach <span class="_ _0"></span>tworzących G<span class="_ _0"></span>rupę <span class="_ _0"></span>Kapitałową<span class="_ _2"></span> </div><div class="t m0 x6 hc y1dc ff4 fs3 fc0 sc0 ls0 ws0">TOYA. <span class="_ _e"></span>Członkowie <span class="_ _e"></span>Zarządu <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span>sprawują <span class="_ _e"></span>fun<span class="_ _2"></span>kcję <span class="_ _2"></span>w <span class="_ _e"></span>inny<span class="_ _2"></span>ch <span class="_ _2"></span>spó<span class="_ _2"></span>łkach <span class="_ _2"></span>Grup<span class="_ _2"></span>y <span class="_ _e"></span>Kapitałowej <span class="_ _2"></span>TOYA<span class="_ _e"></span>, <span class="_ _e"></span>więc <span class="_ _e"></span>aby <span class="_ _e"></span>uniknąć<span class="ff1"> </span></div><div class="t m0 x6 h6 y1dd ff4 fs3 fc0 sc0 ls0 ws0">podwójnego <span class="_ _e"></span>liczenia, <span class="_ _e"></span>w <span class="_ _e"></span>tabeli <span class="_ _4"></span><span class="ff1">zaprezentowano <span class="_ _4"></span>informacje<span class="fs2"> <span class="_ _e"></span></span></span>d<span class="_ _2"></span>otyczące <span class="_ _e"></span>szkoleń <span class="_ _e"></span>dla <span class="_ _e"></span>Zarządu <span class="_ _e"></span>i <span class="_ _e"></span>Rady <span class="_ _e"></span>N<span class="_ _2"></span>adzorczej<span class="ff1"> <span class="_ _e"></span>jedn<span class="_ _2"></span>ostki </span></div><div class="t m0 x6 hc y1de ff4 fs3 fc0 sc0 ls0 ws0">dominującej. <span class="_ _e"></span>Spó<span class="_ _2"></span>łki <span class="_ _e"></span>YATO <span class="_ _e"></span>Tools<span class="_ _2"></span> <span class="_ _e"></span>(Shanghai) <span class="_ _4"></span>Co., <span class="_ _e"></span>Ltd. <span class="_ _e"></span>oraz <span class="_ _e"></span>YATO <span class="_ _e"></span>Tools <span class="_ _4"></span>(Jiaxing) <span class="_ _e"></span>Co., <span class="_ _4"></span>Ltd., <span class="_ _e"></span>zidentyfikował<span class="_ _2"></span>y <span class="_ _e"></span>pracowników </div><div class="t m0 x6 hc y1df ff4 fs3 fc0 sc0 ls0 ws0">szczególnie narażony<span class="_ _2"></span>ch na ryzyko koru<span class="_ _2"></span>pcji. <span class="ff1"> </span></div><div class="t m0 x6 hc y92c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y8ce w152 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0"> </div></div><div class="c xcb y8ce w153 h7c"><div class="t m0 x17 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">Zarząd TOYA S.A<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x67 y8ce w154 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Rada <span class="_ _50"> </span>Nadzorcza </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">TOYA. S.A. </div></div><div class="c x113 y8ce w155 h7c"><div class="t m0 x17 hf y87 ff2 fs7 fc3 sc0 ls0 ws0">Pracownicy </div></div><div class="c x138 y8ce w156 h7c"><div class="t m0 x17 hf y87 ff3 fs7 fc3 sc0 ls0 ws0">Pracownicy <span class="_ _4"></span>narażeni <span class="_ _7"> </span>na </div><div class="t m0 x17 hf y89 ff2 fs7 fc3 sc0 ls0 ws0">ryzyko korupcji </div></div><div class="c x6 yba2 w152 h55"><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">Liczba osób<span class="ff1"> </span></div></div><div class="c xcb yba2 w153 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">4 </div></div><div class="c x67 yba2 w154 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">7 </div></div><div class="c x113 yba2 w155 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">531<span class="ls0"> </span></div></div><div class="c x138 yba2 w156 h55"><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 lse ws0">58<span class="ls0"> </span></div></div><div class="c x6 yba3 w152 hb4"><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">Liczba <span class="_ _2"></span>osób <span class="_ _2"></span>odbywających </div><div class="t m0 x17 h11 y1a7 ff1 fs7 fc0 sc0 ls0 ws0">szkolenie </div></div><div class="c xcb yba3 w153 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">4 </div></div><div class="c x67 yba3 w154 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 ls0 ws0">7 </div></div><div class="c x113 yba3 w155 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">404<span class="ls0"> </span></div></div><div class="c x138 yba3 w156 hb4"><div class="t m0 x17 h11 y539 ff1 fs7 fc0 sc0 lse ws0">52<span class="ls0"> </span></div></div><div class="c x6 yba4 w152 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">Czas <span class="_ _5"> </span>trwania <span class="_ _5"> </span>i <span class="_ _5"> </span>charakter<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">szkoleń<span class="ff1"> </span></div></div><div class="c xcb yba4 w153 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">1 <span class="_ _3b"> </span>godzina<span class="_ _0"></span> </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">obowiązkowego </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">szkolenia </div></div><div class="c x67 yba4 w154 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">1 <span class="_ _4b"> </span>godzina </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">obowiązkowego </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">szkolenia </div></div><div class="c x113 yba4 w155 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>Polsce <span class="_ _e"></span>jest <span class="_ _2"></span>t<span class="_ _2"></span>o <span class="_ _e"></span>1 <span class="_ _e"></span>godzina </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">obowiązkowego  szkole<span class="_ _0"></span>nie. </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">W <span class="_ _17"> </span>Chinach <span class="_ _17"> </span>1 <span class="_ _17"> </span>godzina </div><div class="t m0 x17 h11 y538 ff4 fs7 fc0 sc0 ls0 ws0">nieobowiązk<span class="_ _0"></span>owego<span class="ff1"> </span></div><div class="t m0 x17 h11 y546 ff1 fs7 fc0 sc0 ls0 ws0">szkolenia. <span class="_ _2a"> </span>W <span class="_ _4a"> </span>Rumunii </div><div class="t m0 x17 h11 y539 ff4 fs7 fc0 sc0 ls0 ws0">szkolenia <span class="_ _63"> </span>są<span class="ff1"> </span></div><div class="t m0 x17 h11 y1a7 ff4 fs7 fc0 sc0 ls0 ws0">nieobowiązk<span class="_ _0"></span>owe.<span class="ff1"> </span></div></div><div class="c x138 yba4 w156 hb6"><div class="t m0 x17 h11 y7a4 ff1 fs7 fc0 sc0 ls0 ws0">W <span class="_ _21"> </span>Chinach <span class="_ _21"> </span>2 <span class="_ _21"> </span>godziny </div><div class="t m0 x17 h11 y7a1 ff4 fs7 fc0 sc0 ls0 ws0">obowiązkowego </div><div class="t m0 x17 h11 y537 ff1 fs7 fc0 sc0 ls0 ws0">szkolenia.  </div></div><div class="c x6 y10a w152 h8a"><div class="t m0 x17 h11 y716 ff4 fs7 fc0 sc0 ls0 ws0">Częstotliwo<span class="_ _0"></span>ść szkoleń<span class="ff1"> </span></div></div><div class="c xcb y10a w153 h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">Raz w roku </div></div><div class="c x67 y10a w154 h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">Raz w roku  </div></div><div class="c x113 y10a w155 h8a"><div class="t m0 x17 h11 y716 ff1 fs7 fc0 sc0 ls0 ws0">Raz w roku </div></div><div class="c x138 y10a w156 h8a"><div class="t m0 x17 h11 y716 ff4 fs7 fc0 sc0 ls0 ws0">W <span class="_ _5"> </span>spółkach <span class="_ _1b"> </span>w <span class="_ _5"> </span>Chinach </div><div class="t m0 x17 h11 ya15 ff4 fs7 fc0 sc0 ls0 ws0">szkolenia <span class="_ _14"> </span>odbywają <span class="_ _14"> </span>się </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">raz na kwartał<span class="ff1"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc yba5 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yba6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yba7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yba8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb96 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yba9 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y29e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybaa ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb4d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybab ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybac ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y41a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybad ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybae ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb88 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb52 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybaf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybb0 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb55 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf67" class="pf w0 h0" ><div class="pc pc67 w0 h0"><img class="bi x2 y74a w3 hab" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">103 </div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">8.<span class="ff6 ls0"> <span class="_ _1e"> </span><span class="ff3">OŚWIADCZEN<span class="_ _0"></span>IE DOTYCZĄCE<span class="ff2"> </span>ŁA<span class="_ _0"></span>DU KORPORACYJNEGO<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>§ 70 <span class="_ _2"></span>ust. <span class="_ _2"></span>6 <span class="_ _2"></span>pkt <span class="_ _2"></span>5 <span class="_ _2"></span>rozporządzenia <span class="_ _2"></span>Ministra <span class="_ _2"></span>Finans<span class="_ _2"></span>ów z <span class="_ _2"></span>dnia <span class="_ _2"></span>29 <span class="_ _2"></span>marca 2018 <span class="_ _2"></span>r. <span class="_ _2"></span>w <span class="_ _2"></span>sprawie <span class="_ _e"></span>infor<span class="_ _2"></span>macji b<span class="_ _2"></span>ieżących<span class="ff1"> <span class="_ _2"></span><span class="ls43">i </span></span></div><div class="t m0 x6 hc y40 ff1 fs3 fc0 sc0 ls0 ws0">okresowych <span class="_ _7"> </span><span class="ff4">przeka<span class="_ _2"></span>zywanych <span class="_ _7"></span>przez <span class="_ _7"> </span>emitentó<span class="_ _2"></span>w <span class="_ _7"></span>papierów <span class="_ _7"></span>wartościowy<span class="_ _2"></span>ch <span class="_ _7"></span>oraz <span class="_ _7"></span>warunków <span class="_ _7"></span>uznawan<span class="_ _2"></span>ia <span class="_ _7"></span>za <span class="_ _7"></span>równoważne </span></div><div class="t m0 x6 hc y41 ff1 fs3 fc0 sc0 ls0 ws0">informacji <span class="_ _2"></span><span class="ff4">wymagan<span class="_ _2"></span>ych <span class="_ _2"></span>przepis<span class="_ _2"></span>ami <span class="_ _2"></span>prawa <span class="_ _2"></span>pańs<span class="_ _2"></span>twa <span class="_ _2"></span>niebędącego <span class="_ _2"></span>pań<span class="_ _2"></span>stwem <span class="_ _2"></span>członkows<span class="_ _2"></span>kim<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ff4">(„Rozporządzenie”)<span class="_ _2"></span>, <span class="_ _2"></span>Zarząd<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">Spółki przeds<span class="_ _2"></span>tawia oświadczenie o stos<span class="_ _2"></span>owaniu ładu korporacyjnego w 202<span class="_ _2"></span><span class="ff1">4 <span class="lsd">r.<span class="_ _2"></span></span> </span></div><div class="t m0 xd hb yb60 ff2 fs6 fc0 sc0 ls9 ws0">8.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ZASADY ŁADU KORP<span class="_ _0"></span>ORACYJNEGO<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc ybb1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yd6 ff3 fs3 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _e"></span>zbioru <span class="_ _e"></span>zasad <span class="_ _e"></span>ładu <span class="_ _e"></span>korporacyjnego, <span class="_ _e"></span>które<span class="_ _2"></span>mu <span class="_ _2"></span>podlega <span class="_ _e"></span>emitent, <span class="_ _e"></span>oraz <span class="_ _e"></span>miejsca, <span class="_ _e"></span>gdzie <span class="_ _2"></span>te<span class="_ _2"></span>kst <span class="_ _e"></span>zbioru <span class="_ _e"></span>zasad <span class="_ _e"></span>jest </div><div class="t m0 x6 h7 yd7 ff3 fs3 fc0 sc0 ls0 ws0">publicznie dostępn<span class="_ _2"></span>y<span class="ff1">.<span class="ff2"> </span></span></div><div class="t m0 x6 hc yd8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd9 ff4 fs3 fc0 sc0 ls0 ws0">Od <span class="_ _0"></span>dnia 1 <span class="_ _9"></span>lipca 2021 <span class="_ _9"></span>r. Spółka <span class="_ _0"></span>stosuje zasady <span class="_ _0"></span>ładu <span class="_ _0"></span>korporacyjnego określone <span class="_ _9"></span>w „Dobrych <span class="_ _0"></span>Praktykach<span class="_ _2"></span> <span class="_ _0"></span>spółek <span class="_ _0"></span>notowanych </div><div class="t m0 x6 hc yda ff4 fs3 fc0 sc0 ls0 ws0">na GPW 2021”, stan<span class="_ _2"></span>owiących załącznik do Uchwały Rady<span class="_ _2"></span> Nadzorczej Giełdy Papierów Wartościowy<span class="_ _2"></span>ch nr 13/1834/2021 </div><div class="t m0 x6 hc ydb ff4 fs3 fc0 sc0 ls0 ws0">z dnia 29 marca <span class="_ _0"></span>2021 r., <span class="_ _0"></span>których treść jest publicznie dostępna na stronie internetowe<span class="_ _0"></span>j Giełdy Papierów Wartościowych </div><div class="t m0 x6 hc ydc ff1 fs3 fc0 sc0 ls0 ws0">w Warszawie S.A. pod<span class="_ _2"></span> adresem: <span class="fc6">https<span class="_ _2"></span>://www.gpw.pl/dobre<span class="_ _2"></span>-praktyki2021</span><span class="ls10">. </span> </div><div class="t m0 x6 h6 y30d ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybb2 ff1 fs3 fc0 sc0 ls0 ws0">T<span class="ff4">ekst <span class="_ _2"></span>oś<span class="_ _2"></span>wiadczeń <span class="_ _2"></span>do<span class="_ _2"></span>tyczących <span class="_ _e"></span>poszczególnych <span class="_ _e"></span>lat<span class="_ _2"></span></span> <span class="_ _2"></span><span class="ff4">ze <span class="_ _e"></span>wskazaniem <span class="_ _2"></span>zakresu,<span class="_ _2"></span> <span class="_ _2"></span>w <span class="_ _2"></span>ja<span class="_ _2"></span>kim <span class="_ _2"></span>Spółka <span class="_ _e"></span>deklar<span class="_ _2"></span>owała</span> <span class="_ _e"></span>przestrzeganie </div><div class="t m0 x6 h6 ybb3 ff4 fs3 fc0 sc0 ls0 ws0">ww. zasad, dos<span class="_ _2"></span>tępny j<span class="ff1">es<span class="_ _2"></span>t na </span>stronie Spółki w lokalizacji<span class="_ _2"></span><span class="ff1 ls44">: <span class="fc6 ls0">https://toy<span class="_ _2"></span>a.pl/lad-korporacy<span class="_ _2"></span>jny<span class="fc0"> </span></span></span>w zakładce „Dob<span class="_ _2"></span>re praktyki”.<span class="ff1 fs2"> </span></div><div class="t m0 x6 h6 ybb4 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y20a ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _5"> </span>nie <span class="_ _5"> </span>stosuje <span class="_ _5"> </span>w <span class="_ _5"> </span>zakr<span class="_ _2"></span>esie <span class="_ _1b"> </span>ład<span class="_ _2"></span>u <span class="_ _5"> </span>korporacyjnego <span class="_ _5"> </span>p<span class="_ _2"></span>raktyk <span class="_ _1b"> </span>wykracz<span class="_ _2"></span>ających <span class="_ _5"> </span>poza <span class="_ _5"> </span>wymogi <span class="_ _5"> </span>przewidziane <span class="_ _5"> </span>p<span class="_ _2"></span>rawem </div><div class="t m0 x6 hc y20b ff1 fs3 fc0 sc0 ls0 ws0">krajowym. </div><div class="t m0 x6 hc y4de ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y20d ff3 fs3 fc0 sc0 ls0 ws0">Zakres, <span class="_ _4"></span>w <span class="_ _e"></span>jakim <span class="_ _7"></span>Spółka <span class="_ _e"></span>odstąp<span class="_ _2"></span>iła <span class="_ _e"></span>od <span class="_ _4"></span>postano<span class="_ _2"></span>wień <span class="_ _e"></span>zbior<span class="_ _2"></span>u <span class="_ _e"></span>zasad <span class="_ _4"></span>ładu <span class="_ _4"></span>korpor<span class="_ _2"></span>acyjnego, <span class="_ _e"></span>wskazanie <span class="_ _4"></span>tych <span class="_ _4"></span>postanowień </div><div class="t m0 x6 h7 y20e ff3 fs3 fc0 sc0 ls0 ws0">oraz wyjaśnienie przyczyn te<span class="_ _2"></span>go odstąpienia<span class="_ _2"></span><span class="ff2">. </span></div><div class="t m0 x6 h6 ybb5 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybb6 ff4 fs3 fc0 sc0 ls0 ws0">Działając  na <span class="_ _13"> </span>p<span class="_ _2"></span>odstawie <span class="_ _8"> </span>§ <span class="_ _8"> </span>29  ust. <span class="_ _8"> </span>3  Re<span class="_ _0"></span>gulaminu  Gie<span class="_ _0"></span>łdy  Papierów <span class="_ _13"> </span>Warto<span class="_ _2"></span>ściowych <span class="_ _8"> </span>w  Warszawie <span class="_ _8"> </span>S.A.,  Zarząd <span class="_ _8"> </span>Spółki </div><div class="t m0 x6 hc ybb7 ff4 fs3 fc0 sc0 ls0 ws0">przedstawił <span class="_ _13"> </span>„Informację <span class="_ _7"> </span>na <span class="_ _13"> </span>temat <span class="_ _7"> </span>s<span class="_ _2"></span>tanu <span class="_ _7"> </span>s<span class="_ _2"></span>tosowania <span class="_ _7"></span>przez <span class="_ _7"> </span>sp<span class="_ _2"></span>ółkę <span class="_ _7"></span>rekomendacji <span class="_ _13"> </span>i <span class="_ _7"></span>zasad <span class="_ _13"> </span>zawartych <span class="_ _13"> </span>w <span class="_ _7"></span>Zbiorze <span class="_ _13"> </span>Dobre </div><div class="t m0 x6 hc ybb8 ff4 fs3 fc0 sc0 ls0 ws0">Praktyki <span class="_ _2"></span>Spół<span class="_ _2"></span>ek Noto<span class="_ _2"></span>wanych na <span class="_ _e"></span>GPW <span class="_ _2"></span>20<span class="_ _2"></span><span class="ff1 ls7">21</span>” <span class="_ _2"></span>w <span class="_ _2"></span>raporcie <span class="_ _2"></span>EBI <span class="_ _2"></span>nr <span class="_ _2"></span>1/20<span class="ff1 ls7">21<span class="ls0"> <span class="_ _e"></span>z <span class="_ _2"></span>dnia <span class="_ _2"></span>2 <span class="_ _2"></span>sierpnia <span class="_ _2"></span></span>2021<span class="ls0"> <span class="_ _2"></span></span></span>r. <span class="_ _e"></span>W <span class="_ _2"></span>nawiązaniu <span class="_ _2"></span>d<span class="_ _2"></span>o treś<span class="_ _2"></span>ci </div><div class="t m0 x6 hc ybb9 ff4 fs3 fc0 sc0 ls0 ws0">tego  dokumentu, <span class="_ _1b"> </span>Spółka  w  <span class="ff1 ls7">202<span class="ls0">4<span class="_ _2"></span>  </span></span>r.  przestrzegała<span class="_ _2"></span><span class="ff1">  </span>zasad  szczegółowych  za<span class="_ _2"></span>wartych  w  „Dobrych <span class="_ _1b"> </span>praktykach  spółek </div><div class="t m0 x6 hc ybba ff1 fs3 fc0 sc0 ls0 ws0">notowanych n<span class="_ _2"></span>a GPW <span class="ff4">2021”, z wyłącz<span class="_ _2"></span>eniem wskazanych p<span class="_ _2"></span>oniżej:</span> </div><div class="t m0 xbc h6 ya95 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybbb w157 h119"><div class="t m0 x107 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">N<span class="fs11">UMER </span></div><div class="t m0 x107 hf y89 ff2 fs11 fc3 sc0 ls0 ws0">ZASADY<span class="fs7"> </span></div></div><div class="c x73 ybbb w158 h119"><div class="t m0 x4c hf ybbc ff3 fs11 fc3 sc0 ls0 ws0">TREŚĆ ZASADY<span class="ff2 fs7"> </span></div></div><div class="c xe5 ybbb w27 h119"><div class="t m0 x22 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">W<span class="ff3 fs11">YJAŚNIENIE PRZYCZYN ODSTĘPSTWA <span class="_ _2"></span></span>S<span class="ff3 fs11">PÓŁKI OD <span class="ff2">ZASADY</span></span>: </div></div><div class="c x6 ybbd w157 h11a"><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0">1.3.1.<span class="fcb"> </span></div></div><div class="c x73 ybbd w158 h11a"><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">W  swo<span class="_ _0"></span>jej <span class="_ _7"> </span>strategii <span class="_ _7"> </span>biznesowej <span class="_ _7"> </span>spółka <span class="_ _7"> </span>uwzględnia <span class="_ _7"> </span>również </div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">tematykę <span class="_ _26"> </span>ESG, <span class="_ _1b"> </span>w <span class="_ _26"> </span>szcz<span class="_ _2"></span>ególnośc<span class="_ _0"></span>i <span class="_ _1b"> </span>obejmującą: <span class="_ _26"> </span>zagadnienia </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owe,  zawierające<span class="_ _0"></span>  mierniki  i <span class="_ _7"> </span>ryzyka  związane  ze </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">zmianami kli<span class="_ _0"></span>matu i zagadnienia zró<span class="_ _0"></span>wnoważonego ro<span class="_ _0"></span>zwoju;<span class="ff1 fcb"> </span></div></div><div class="c xe5 ybbd w27 h11a"><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _2"></span>nie <span class="_ _e"></span><span class="ff4">uwz<span class="_ _2"></span>ględnia <span class="_ _2"></span>w <span class="_ _e"></span>swojej <span class="_ _e"></span>strategii <span class="_ _e"></span>biznesowej <span class="_ _e"></span>tematyki <span class="_ _2"></span>ESG </span></div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">obejmującej <span class="_ _9"></span>zagadnienia <span class="_ _0"></span>środo<span class="_ _0"></span>wiskowe, <span class="_ _0"></span>zawierające<span class="_ _0"></span> <span class="_ _0"></span>mierniki<span class="_ _0"></span> <span class="_ _0"></span>i <span class="_ _0"></span>ryzyka </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">związane <span class="_ _14"> </span>ze <span class="_ _18"> </span>zmianami <span class="_ _14"> </span>klimatu <span class="_ _14"> </span>i <span class="_ _14"> </span>zag<span class="_ _2"></span>adnieni<span class="_ _0"></span>a <span class="_ _14"> </span>zrównoważonego </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">rozwoju. <span class="_ _4"></span>Emitent <span class="_ _4"></span>ma <span class="_ _4"></span>świadomość <span class="_ _4"></span>wzrostu <span class="_ _4"></span>znaczenia <span class="_ _4"></span>raportowania </div><div class="t m0 x17 h11 ybc0 ff1 fs7 fc0 sc0 ls0 ws0">niefinans<span class="_ _0"></span>owego <span class="_ _14"> </span><span class="ff4">jak <span class="_ _18"> </span>również <span class="_ _18"> </span>tematyki <span class="_ _14"> </span>ESG, <span class="_ _18"> </span>dlatego <span class="_ _18"> </span>wychodząc </span></div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">naprzeciw <span class="_ _21"> </span>oczekiwanio<span class="_ _0"></span>m <span class="_ _1f"> </span>różnych <span class="_ _21"> </span>grup <span class="_ _21"> </span>interesari<span class="_ _0"></span>uszy <span class="_ _1f"> </span>rozważy </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">podjęcie kr<span class="_ _0"></span>oków do wdro<span class="_ _0"></span>żenia i stosowania nini<span class="_ _0"></span>ejszej zasady.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c x6 ybc1 w157 h11b"><div class="t m0 x17 h11 ybc2 ff1 fs7 fc0 sc0 ls0 ws0">1.3.2.<span class="fcb"> </span></div></div><div class="c x73 ybc1 w158 h11b"><div class="t m0 x17 h11 ybc2 ff4 fs7 fc0 sc0 ls0 ws0">W  swo<span class="_ _0"></span>jej <span class="_ _7"> </span>strategii <span class="_ _7"> </span>biznesowej <span class="_ _7"> </span>spółka <span class="_ _7"> </span>uwzględnia <span class="_ _7"> </span>również </div><div class="t m0 x17 h11 ybc3 ff4 fs7 fc0 sc0 ls0 ws0">tematykę <span class="_ _15"> </span>ESG, <span class="_ _15"> </span>w <span class="_ _15"> </span>sz<span class="_ _2"></span>czególno<span class="_ _0"></span>ści <span class="_ _15"> </span>obejmującą: <span class="_ _15"> </span>sprawy </div><div class="t m0 x17 h11 ybc4 ff4 fs7 fc0 sc0 ls0 ws0">społeczne i <span class="_ _2"></span>pracownicze, <span class="_ _2"></span>dotyczące<span class="_ _0"></span> <span class="_ _2"></span>m.in. <span class="_ _2"></span>podejmowanych i </div><div class="t m0 x17 h11 ybc5 ff4 fs7 fc0 sc0 ls0 ws0">planowanych <span class="_ _22"> </span>działań <span class="_ _15"> </span>mających <span class="_ _22"> </span>na <span class="_ _15"> </span>celu <span class="_ _22"> </span>zapewnienie </div><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">równouprawni<span class="_ _0"></span>enia <span class="_ _12"> </span>płci, <span class="_ _11"> </span>należyt<span class="_ _0"></span>ych <span class="_ _11"> </span>warunkó<span class="_ _0"></span>w <span class="_ _11"> </span>pr<span class="ff1">acy, </span></div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">poszanowania <span class="_ _24"> </span>praw <span class="_ _24"> </span>pracowników, <span class="_ _24"> </span>dialogu <span class="_ _24"> </span>ze </div><div class="t m0 x17 h11 ybc8 ff4 fs7 fc0 sc0 ls0 ws0">społecznościami l<span class="_ _0"></span>okalnymi, r<span class="_ _0"></span>elacji z klient<span class="_ _0"></span>ami. <span class="ff1 fcb"> </span></div></div><div class="c xe5 ybc1 w27 h11b"><div class="t m0 x17 h11 ybc2 ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _2"></span>nie <span class="_ _e"></span>uwzg<span class="_ _2"></span>lędnia <span class="_ _2"></span>w <span class="_ _e"></span>swojej <span class="_ _e"></span>strategii <span class="_ _e"></span>biznesowej <span class="_ _2"></span>tematyki <span class="_ _e"></span>ESG </div><div class="t m0 x17 h11 ybc3 ff4 fs7 fc0 sc0 ls0 ws0">obejmującej <span class="_ _18"> </span>sprawy <span class="_ _18"> </span>społeczne <span class="_ _18"> </span>i <span class="_ _1c"> </span>pracownicze, <span class="_ _18"> </span>dotyczące <span class="_ _18"> </span>m.in. </div><div class="t m0 x17 h11 ybc4 ff4 fs7 fc0 sc0 ls0 ws0">podejmowanych <span class="_ _11"> </span>i <span class="_ _42"> </span>planowany<span class="_ _0"></span>ch <span class="_ _42"> </span>działań <span class="_ _42"> </span>mających <span class="_ _11"> </span>na <span class="_ _42"> </span>celu </div><div class="t m0 x17 h11 ybc5 ff4 fs7 fc0 sc0 ls0 ws0">zapewnienie  równo<span class="_ _0"></span>uprawnienia  płci,  należytyc<span class="_ _0"></span>h  warunków  pracy, </div><div class="t m0 x17 h11 ybc6 ff1 fs7 fc0 sc0 ls0 ws0">poszanowania <span class="_ _1c"> </span>pr<span class="ff4">aw <span class="_ _21"> </span>pracownik<span class="_ _0"></span>ów, <span class="_ _21"> </span>dialogu <span class="_ _1c"> </span>ze <span class="_ _21"> </span>społecznościami </span></div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">lokalny<span class="_ _0"></span>mi, <span class="_ _19"> </span>relacji <span class="_ _1b"> </span>z<span class="_ _2"></span> <span class="_ _5"> </span>klientami. <span class="_ _5"> </span>Emitent <span class="_ _5"> </span>ma <span class="_ _19"> </span>świadomość<span class="_ _0"></span> <span class="_ _19"> </span>wzrostu </div><div class="t m0 x17 h11 ybc8 ff4 fs7 fc0 sc0 ls0 ws0">znaczenia r<span class="_ _0"></span>aportowania <span class="_ _0"></span>niefinans<span class="_ _0"></span>owego, jak r<span class="_ _0"></span>ównież te<span class="_ _0"></span>matyki <span class="_ _0"></span>ESG w </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">zakresie <span class="_ _2"></span>wskazanym <span class="_ _e"></span>w <span class="_ _e"></span>przedmiotowej <span class="_ _2"></span>z<span class="_ _2"></span>asadzie, <span class="_ _2"></span>dlatego <span class="_ _e"></span>wychodząc </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">naprzeciw <span class="_ _1c"> </span>oczekiwani<span class="_ _0"></span>om <span class="_ _21"> </span><span class="ff4">różnych<span class="_ _0"></span> <span class="_ _1c"> </span>grup <span class="_ _1c"> </span>interesariuszy, <span class="_ _1c"> </span>rozważy </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">podjęcie <span class="_ _19"> </span>kroków <span class="_ _14"> </span>do <span class="_ _14"> </span>wdrożenia <span class="_ _14"> </span>i <span class="_ _19"> </span>stosowania <span class="_ _14"> </span>nini<span class="_ _0"></span>ejszej <span class="_ _14"> </span>zasady. </div></div><span class="d m1" style="border-style:none;position:absolute;left:372.820000px;bottom:1043.920000px;width:171.410000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:562.480000px;bottom:968.240000px;width:136.330000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf68" class="pf w0 h0" ><div class="pc pc68 w0 h0"><img class="bi x2 ybca w3 h11c" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/8vevQfZdtWHnf+ttfY+53T3fegNCIwwD4F4GRwwBINjiIkHE78Sj5M4nkoqU0klf2QqyT8zf05Vaqrmr0kyyVRSyaRmXA52SBxsA8Y8DUZgCQmQxRskhITQ80q6z+4+5+y915o/zumrCzh2BqjEunw+dbkcqfr2Y5/u0ves+9trRW59DDm1597wrByxvx/X7MU0rL/9WPgpyrLMV3kepURKrc3HqUWZr3OJnJclDktEnafc5bS57zC6NkUdYt4dnD+49xv3P3r6kVSujHx4sYFb5Dzbe/T88NBD964vPL7I0Zd2Yfa1nK6PfOVqtYw89fOdHGMdl/1s9uhDD5x6cL13/aymmKZLJni2sz6XjPSkGnmIqC36zXdI3jyRLUeaR5tHip3dcVov6zT2i0VeHI8Uh0ObWr8co/Tx0Jnpd37/tvf/wWe//uAjT+yPQzo+pX6qpeYcLVqaIiJFTdIaALis83o7bXzUxKnMd+u4GmpNqWspj61OO9e/4+Nf+sBtX37Jc5/+E6995XOfsffKm557dZ9aizSNO7OYxrHvUqQpWo1piO32G7mlUqPUyDVi3oaIlFLJkdIl69zbgD66V/FiUm/qr0QXMdXIm19Hu+3laCmii9qn2vK0k2ukMTb7OY+zyC3lFNGmiOiinJjFz7/lTV/9v3/9VBvqcr+l1lpElHXLeXHi4TPLd7zvtuuvPvFDz7kidTuzReyvhv15/7Hb7//f/uWvPb7ePdt28xXX1NUUkaOuFnkVhxeOLWZv+JHX9xE7XUs1FvMu2pN709XNie0R69yNuYuUIqeoOXKLnCPnyN06tyFH1GPRyqxFl2JzNExMh1F25ns7H//Dzy271rohYvOSZLPzRxlbOT+U0u/kK58x5rIc1vOdR6dxd7keUjePfjEcnM9967sSdb1eHfzHt/+Hf/Q//XIqETlaRNpc+lY3QzUXXwutIw9RSqQSNceYW06b0Z5LXzC0VZn1Oc1WU54irWusSrr/8fGu+x/+0C2f+/Rnv/LYmfHsflqPO3nnWJ0tauSaUrQaeWoxRUwtpjI6FB0AuJzzOtKlf1WfYpqmaKmmvpRSSkoRZw+XeVbOj+3+Ox/8xJcfufJY/6wr5n/nr/3sn3nJM5+2260iSplHROQx2hRtiLq5DbBLETmVo2HrurlpMKWctrtoXyzszfB2uuT+u6Pt9lKJ1LWUaio1lcg1Yl3bMm3+SO6iDZH7tjklpUWUWEd0KWYtRdRoY47ueN+/5c/ddNtnXv7O2+4+3D8ds51pylHyGCkvrlhOyw996stfu+fen3rja9/0hh/d2csPPnTw+5/+wns+/AcPXpgd1lnsXh3rLvpF1FVq6251+qrZ8EMvfs7Lb3xunuLkPMU05dy+/aDvEq2LZdeW0SLqOtpB1Ih6EKmP1s9q62tsbwRsUbbjGVOLiDQ7V/Otn//KenFsHFOkzS7eRzsQllnk2TSkaWxDzdGfKOtHNmvPrbWoU3Q7dVzFbHa4XB/fO/G7H7rljT/x5me/7GldPno91drF42TaZti6RY1+in5T8SUuDlVHRImUI22ejr2DacqlrEo8sY5T5+Lfvv1973j/x4ays3v1s06dnY3nSumOzXZ3a19W9ejcoTRFmiKmSFO06Xt0BhEAwJ/WvG4X/287NJ2jKxExtXY41JxSOX7FdHBQ+1l3fO/x9cHps+ND5w4//7//26dfsfOqF97wpte94pUvueHq4/N56XZT6aPkNkSM0VrEmCKXVNKTG2S3aDUipZSfrOuIzZRCuuQzuuTMmks2qkg10jSWMbdac4qcW1pN3ThFjN1hjlrTbIx+e0ZKaxFjtKmt29W7s7//N9/6xft/5SuPrvbHVFsffR8t1bGtumO1r3efPf+vf+v33/a+T5SuO1xP55frIWZpdkXEIvJu1BbTFDEs2sGJdPDGH37J3/0bP7VbWsmxOjxcLGbrg/3Zzs7Fz3LzoI9pZ1zvjssSbarreZt3Y53yYWpTjNPOFIsp2uzJ1zURNVqJ7tiF6N/90TvvezzWcTJKF9NyeyVazW2dpnVqqaWSSo4pYoy9GNfT+dKXKc1WLSLNo5utpjYu+mGYFrvP/tfvuOXHX/Az/SLn2GwrfvEW07xt7RRdi1Sji03o52jrSGPkVlOpUYbopij7EYdT+ep9pz76ic9/9LbPP/TE+cf223J+3brNzj6xju54OdnnGmNKw2odKaLko0Gd+CO38gMAuPzy+uIqco2W29EI9GbBMqKrkfLyQpQuWhtrF93JGm2/DYd17/y51f233v07t3z+upN7f/En3/jmH3/1i5+R0tjtRHesTHlzOGK01Ka82ZViuzxdI+VLtl5+8tFmY+nN2YCbX9PUupzHMcb1Mk1jpBJlL2KMPEbuIqdY7Y+5HMR6noYW4xBtsx58yWuHNutajXj+03b+h5994z/+P39l7K46nF0VKaLl6OYRdUjjULrDtj6zStMq6hRdnqV+d5wdi3XEchk7izjYP7Y7rU9948/88HP/3l//mRddv+iiRpsWi1lEm+3ubq/idm0+UsQUpcs7OeZdpKmOi7KIPI1DXiz20ny2Xu2XFKuyGXlppbXNUeWH0Z+P+LV33XJ2PBndlaXMp7MPxoljfV11sZyW5647udPGgxJjiilKRLR+GNNOOjM+emHscjpR81VRS3RtinHqr1zGFR/74pl7vva1xQued7KLOtVZm6JLR3+lUMYW3ebX8uhI+rrezLHU1B1Gv4q0ijg9ttvvGn/7ne+87VN3Lse8ql0r8yHvjDFrqY/SR6TWVi2G2lIqqV3ytxGpRkolt82kyOQnEAC4vPM6H81C19SipaMNP47Gobs2Ta1NebPF8ya7c81p2WZTdKtYt1X+N//xvW/7zff/0s/9hb/1i68uXRxG6WpJ61WXau5yyilSX2uNiO2ebNv5hPbH7LZcW2ymHeZdObG3s7foV7E7jiVNU451lFm0rtu7dnex08esxTRFOog6v/Qra5tir7VFV+KNr77xjjf+yHs/8aVulg7H9RiziDFyjtlOqqm1vqbUIkWe7ebVuVOnYz7mK67J3Wxc7Uc3psPTTztW3vLG17742YtaL04xf+sLlTi6oGOk/Wlnf1qs2hRjf6F2u3mn5sMzB7Gbj7fFbH/a7BpdU0w1tRxpin6ocdtn9x86tR/jFbE4Nk010s6iLIb9M306eOZVe//o7/7ylcdK1w7z9oTK2sWV59fLB86d/+Af3PGRO+5br1bR7x69XinR+mjdQ6cee/lNz2sRs9mmoIeINrap1VZSP7UorabZZnhjijpG6qe8e3qIdR9TxM2ffeQ//fb7brn79KlTj3f9YrZ7fD1ES7lGt93xL8ZoKWIdab3ZAaXGZtx7O1mSa97u053lNQBw+eb1dqO2lo4GBiK1aXO4dbTNPh85b2Zw2zBt/n6/5UgpUh9RhlyGmIZp7Gezw2n6F29//2++/+Mveu4z/+xLn/2al/7gi3/wuhN9jOvocsslUs4pYppqitZtxgb+aNv5gZKi71JbrnLK0/7pgyceit1ryjRf1C5HTblblVlerZena4kYhlnO83nJXUS5+H42pwymvMixjrj+ePoHv/zfndzdeefNn3l8f7WeX7luizTmlKK1sbVWt39k2F+fnR9bdLN+OnisLffnpfX14MZnHPvbv/g33/La5+dhWvRlu8z/ZFg/OUHeju7BPEy5zo9HmSJmdT3fX7e8txvLYer31qmc3+xGuJ2CaVN0Y8S5dfzab7zz9Nn9fnZ8GvfreiizVJbnFnF4MvZ/7CXP//nXnJxHdLGXjpaBU+vOj3uH/dWlnb39U3fMF1ccrA+nMkYso/ZpOh6t3HzbZ37iDa8ZWuSp9qm2VFuOHClKyREpok4XSjmcWhljnvu9g1YePh+f/MK9H/3UQ1+658GvfO3h1VT2d3fi2PW1m11YD3VqeT6vm1nxqLnVFC2lVaQhIqKVEiXadmk+tRyRU4sW7msEAC7rvI6UtyeJtJa2p8BEi7SZ5mgtRYop9S0itZRibJv15pYvJmVEGVfrse+OH7tiHPbuOnP+3jvu/9hnv37l/KOve8UL/+pPv/llN+7sptRHDGPkiN0ul4jD5XpnMdusmn/TvZVHS+nbCmtTSlOOOo/1XpnqdKaL5V49W2Jaxbyk3bba36vzRURpJacYIron511KpBwR69W6pdVsNu9KHL9u8b/+nZ/84Rc97+2//Z7P3//YYRy7sK5jrV3XpVxamo2pDG26cm8+rVfT/rm0PljE+rrd/mUv/MG/9zd++pXPvXoeMYsY1suYLbaf4yVXNl3yexcxb6uunok2RN/yeNjXnKZzbdb39UxXV1cfjy7SZjE5WppSbhH33f/wF77whyd3jsX4RDk8P0W3uzO/8PhDTz9Rrt8bf+mnfvRExDyibBa+Y7sZSOnbtx0DSgAAIABJREFUTqSffO0L/tW/vPDAqXtPHLtqiMNIF9I0K+MQdefW2z/1+IW//azjkbbbkQ855RZ5XWuqOSJKWgyp7ddZKztP1Pj377r9P/3urY+djwvL+XLVauxdc831px/7UpQ+FjnSLPpUU4m0GRlvKU25tRZRU4mW09H8+/ZWys2Dlux4DQBc7nm9Kew2RUSOmtp2n76UWo28OX58TPOIulm4Tm3MLeo2k3KL1FLqd2a1TufPnUv9PB+7ar0ezkzLcUof+ORXPvPFe15x0/P+2l960wuu3bvyeHQRY8Rq1Y7NZ0chWv+o291SbLd6rtHlcbWcpemak3vT8mxfH93L53O0kndSHB/T8kS/tzpXT8xatNK1KGmMSC1Si7KZ3ujmJUdqMZVa+5xajbe+7vmvevHff9vvfPjfvfP32hTzvZOHq8M6xpS6lGc5z849/sTJvcUsVrUdvPx51//kj/3Ij732h1/4rMU8IteWcuu7/E3n5Ry9Mrhk2KWWut/vf+Pa7szBeGGW0rxf9CntD4/spHkaL5zs2uFDj8ye/rTUckSNFjlHSvG1r90/LM/kRe2GaSfybPfErF+U+cFOqtceP/7s63bz2Eqpm5tQ2+YpWEZarKIsr9858eIbnjaslmPdb+lcTGfL1HdjRN2bZumhh05du3dtGaPLdRiHvswjYpzGRd/liLPLLpWTj6/j19/7iY/e9pm7Hjp36qAtx34+62e78+X+6uGH7jr59KuGoY4txhZ1mmJab+6CbRG1pZRaja62st2JZFPXkdrm/smoLeeIo2cFAOAyst35OSJ+6Z/f/Osf+1rEmFvNMaZWN2uQLeWW0hQlIrW0iGgRQ65j2bxlay1F2xwCGCVFjZRa6sbWt5hF7iNHtHU3XpitzyzScHJRfvz5u694+Ut+9FU3PeNp112x06dxXMy69OT+FdvTt7s2RBtbmq1TiRbl4HQ3j9a6ry93PvfE4WHUY2m52w5zS6u0OIhFHcYbFukV1+/FuGq11LJX+mW0HKmbIm8nymvrc7RpndqQpnXKfSs7Q3RnI+4/0+59+NSX733w1GP7jz5xcPrCakpdmu1etTu74li86DlX3HDdVTc+6+rrj5cYY5FbaTWnGtFqra1bfPtrgqP9UGpExPTgNHW33ZvPzCJy7dblRN8f1P1Wujp0T+vGFz9rKvX6aC1iilwjzdYlHji3/Oqjp6N0EbGqU9fP9sc2r8Oijc/cmz/z2iv2yuYkxRwRNcXUol9FzJarcuGg5rsfms5cKKlfRF6WdNC10o+7aZo9kR57ztOvf8bxsjPVeYlpPIw+T5Gn1rWazp05f/tXTn3gk6c/+uk/fODCcj/yYSqRS/Q5hlW0oe9zG9azYadGmiLX0k+5RGuR03a4pY0Rm51QZpHi6Fz6tt3vJZ582VHG8R3/80/9zKue4+cQALgM8/qv/7OP/PrH7/mv8CG75brkevJY/5zrr/nLP/2Gn37DNTsRxyL2ImZRcxtitYxycvPGdT3lPkU3Rt5sGR01UkRJkbsoKSK3b5kyqJeMZVxWW79NlyyQb/aeLjGlaNGGiLo5y2ZMJ9N237uWYtoM9YwttdSNsR3QPr56KFKJoY39iWm2cyHiMGIV8cVH47fee+dtn77zK/efXpfj/xW+otyW8hoAuMz8NzjXo9/ZbePy8TNnz515/PFT93/od4//j7/8V156w+7T9+LwsO2WMpufiLq5lzLyIsdwOC6nbjFvkUvKKXXfelfcpXO86bLdTTldcgflxvZImNRFa5HrxWPkj6bVI1JrU+1KN0Udx9pK16doU5cWu9HPIvXLiFWLux6Jj37ii+/60M1ffeBUzV3qjpuLBgB4yuT1QUs5z8ruFTXWD11Ynf7KA5/8X/7xS577zB99xYtf+0PPfemNzzk5i5206vtc29DVVOZdHnJMJaVctjuARM3brfa+xcWDUuo373p9OeR1a+XiEfIpt4gauR4ddrl5i6NbHFuKGjFFazmnOq2jpb1uNozDaj1Ms2uWy1Ur6RuPnf/4nXfd/Kkvf/arDz5+/vCwdjE/ObZYT8mRLwAAT5m8jtmijqs6ThHdaqz702yx2Pvcw+vPv/OWX3vPrS+96UXPfuaz/s5fes4N11zXUt/q6kSZdf1RMm9nqLd7gXzTau7FGwmfPOXx8srruDgHk6KlzVEtNbb7hmyGmhdpimhpcxrP5g3GKff9NNTVclgsFl3X3z3ELZ/bv+32Oz56y+2PnLlQdq8c8vww+mVLMc6idJE3mzMCAPCUyOvVQZQc80Wkluo8pp1VV1arZd8fP2ztQ595aPaZh26/7aMvvvG5L33RDa992Y3P+4H5sRzziJKjy2O0KcqYIkd00dLRHHKKttlt+lt27bjMAvvikfI1IqXtZopR03YXwxRjbLeUTjVKjVS7NLU0dfH4wfqzd3zx7rvvffvnlvfed9/hch3dzrg4Po5pSn3u+9J3dXOWUJqijn42AACeInldpkg1xhq1ttzFbB5RoqR1dOtpSrMT3WLnC4+e/trpc++55ZN75eY3v/5lv/gXX33TDSfmJY7luohVijGii+giWmxuzdwU9uauvhQ5NpvlXWYjDnk7Wb5ZnG7TUWvncvErTW2zzcsUZYhYR6wjntiPd33w8+/83Q8++MgTtdaH58+udaebnxzrNNboZn1rbWg5ao1IkaodqQEAnkp5ndrYWkTKsdkWeRwipkglWorStxoXDg5Td3Ldhpz61VR/6yO3f/pzd/7UG1/5Y695+U3PvXrWplnpFzUt8mYdt0VEG4fU9dEiYoqpRkqp5Ij55fRU1YiWYnv2zzRtD2qpU6S0nUivtfXdGHlVc8qxjHjwQnzh7vNvf/cHb73zK8vaj/mq1HVj6yLFukZLJZWY6ubsnmm7LL7Ze9uJigAAT5W87qexpaiRao4WZXs6Y2tHR5iniGizOkaNmIbarerxrzyxfPC3PvH2995+4w88/Q0/8sKXvfAFL33eVVfNYprqPEWXc3Q51VrStDlGptUhRYpyeeV1iiki1ygROadoLeq47eBx3SKlMjsf3RjxjccOvnDPvR/6xFc/97VT9z1y5rHDqIvrWr+o6xqppHZw9C43Z71cbOnNovXULv13AAD8Kc/rHG1zxHpqMUU9GkRoqY3RtivStduPyNGi5byu/dDmh+vp8bPT6eX0uXu/Mqw+d8O14y//wuve8uMvO1ZiGGIvl52+pOhz1IgplXK0y/NllNc1ao6yGQNpJVKMQ4rcta6bStrE950Px6/++m997NZPr/P83NQ9dhDdzolhthN5HkOK+W7s7qWz5558Lv6oMZC2WSIHAOApkdc1yiVRl9L2TsTNWeub36O2dUSO1m03oZvSVHZSX86uxzOHwyx161Pn/4//9x0fv/Or//3PvPWlz+/7FCliXNV5aotZnyNaS/nySsSctxPWwzilFhExdbMhyuEYeRan1/GOd93yHz5wx6OPPXEwzIfohm5x8tprzzxxJropSos8xTDEhcN8yfHt9Whe/ZvzGgCAp05eT7GI7Qkom6XrGtFa1BTt4skp/XqnptSi1CiRukgRXYyppjSlblx10xDzM+sTD9161+996p8+65qTP/5nXvSm1970wmdeee2x7iBiGtJOP5tfXk9VaTVS1FZTtNT3NeLC2O577MJH//CuD95+99ceOHXqzMGF8XjLT8+LMkUeWqwurLpjJ6dxFcP5VFqfW2ptjIjt4Ha0SO3Jwk5PvuaR2AAAT5W8rqmPiJY2BzPWSGk7e71Nvppa9Osrao4p5TFHTZFm0fIU02Erq9YNMQ1T2olyoqaptfW5rz9+373v+5Vf+dXXvPR5f+Xn3vyaV77sGVfOzq2na2flcnqqNifFpNpK6dYt7vr6w2/77fd/+FNfvn+/nInjY39s7K6O9Sz6eQxDpBSzEsv9cViX0maldnXVhsNxHGJ+9WZx/yihc6R09HtEbLYQ0dcAAE+RvI60iu0NjBHb3/NmDHg6CslhPlySlRHDZmW1u/gJp9ZypCn6w7QTs5MHETF/3vseHG79t5+84fqv/8JP/9hbfuzqIWIR0UfsTGOXVjEuYxpjthe5H2o/lZyOzlM/OpYlUmz30y4xRozRpjEd+/avIG8Xey+e8/In7QC4WXiOPF7ygfpoua2jrqKuoq3b7JnbNeO2jjZFmqLVyLmtV610uZvt124o87HE5x9Yv+3dH7vlM1/56iPnl/kHWzff7hwyptQdxrQ6GiLZ3ixap7SMecQ8yom4+IqjXXJ526X/avJTAQDwlMrr741NEpftaSqb02RSunB48OW77v4X//LeX/3V3dfcePXrX/OyP/vy5z/9eN6d+j6XKJFbbTVStNKitdrliEibxfO6OY4lbcbBS0RK0eWjD9Yuxug3P/gv+2THaGNOXRddpDxGtIgpUqRZ5JLSPEVrY00pWhuj1ZRLS91U28FqinSy68q5VfrCPd+49XMPfv7LX73jy/c9cHYYy2KanWgtR6vbzb8tOQMAyOvvTIoWadouIqccKWpLqeU0W5TW74+r/cdPv++OC7918x9evdf/7J9/3V//2Tc/59roWsxT5E2L11ivD2eLLlrk1qK1baWn0qLUyC1yS9F/c9F/62fxX5rZLVqNGHNq0UqfuiliiqiRWuoidRHRrc7n2SyV0lK/qunC4RR9qYsYIz70yYf/wzt+5zN3P/jYYYxT6o9fUU/sHq5rqxGlRJtSqylqbnVKM9/TAADy+jtwNNORNseB5zTrp9V4uFov29i1KdU4N9XF7JrHhtVv/N6nv3DPAz9w3RV/72/83LOvjHEZaVhfdXy2WCwiakSNNh2tAadIs5QioqsRNaK/ZJ+NzRGJ3/55/MmJnbrtgYubf2pTl0o6msPYTDq3FJG75TAup+h3urxbnljHR249dcunPvt7n7jj0TP73bFrhuOL9WpYjSmGiFyi6yOmaK3EmNuU2ySvAQDk9XckXRyZniLliNbWY6Qcs52SWmpjalOenTxYLg/TzoVhevTLT8zuevRjn/1nr3rRs1950zNf9/IXxHy26HKfcm61i5TTsE3tOkRuOZXNx9jucbIN6TiaRUmR8rdPjPznrFMZonQR/WY37zpEG0pESbltl8nzhe54iRhm5YkL4ydvv/eL9zz64ds+/6VvPHFhnab+eN25Zn9MMUWUWfSzGMftB25TipZaza2WzaYgAADI6+9Ie3J/uUiRc6QULY/TEDUid7FcR+7bbDGuVmN3rO7M7jr3xIO33/ueP/jcifLuN7/+1X/1597wgudc0aeyE2U3ZqWN0YaIGq2mGEsqOXKkHK1dMhiyeZzjkoHsP9EYsYrYnEuZY7NTymYAO6fUpUgRcaGL88t494fu/E/v/sC9D55e1m7sTyxjJ833htZF9NGnaPsxjZHT9iO3Gq2m7aJ71Ci+oQEA5PV3WNbbrTu2x9K0aLG9wy93kUtEdG2ordVhFaWP1K1WLcrJs21Vut2DevjvP/qF93zii8+/4ek3Pe8H3/iqG175omdf2Xe7Kfe5pXHIqUZJrY4t9xEpp4g6RasRLfJ2HGW7vP3tn1trKaXWWmut1lpKmUcr0dLUujRFtGit1bLM/bp1U4n7HrrwmS/e84GvXvj0HXc+/MjjrcxX5cqWu7EsppjFFJFqxJDXqxKHkXOb1jXliNRaioiWokaurXfSIgCAvP5u8jrHdpePb5+AThHRt2GKOrZUo0S0SNvbFsdSx7RIMZ07f+aJe87edequ33j/zTdctfum17/6F37yVTdcM190ZSdFiRinYVnTrNvc4NiltspPHgX5xw1dt9YiIuecc46Isjxbus0+ebPI/RDz8zkd5PjkPfHBj336nR+8+ZEz+2N/rNa22Hn6FKWW1C/m48EyRUTU3KaImLXDvh1uhklqKlPKNXJNpUWq0bcc8Z/rfQAA5PWfJLfN6vV2/frJmY1LEjxHRG61xhgpR6tPvkHqWuTZyWvX48E3Tp2bl8UD+/k/vv/WWz/5mV9865//6TfeWPs4PIhj8z6VqBFjRMmR8yza9CeOhLTWNlV9UU0ttzFajtbafH6hxX0X4p//uw+/48OfOmizaX4yrr5+Ni7HcVpOEet19LMuSkQ+OsxyytHSkztSt4iat68xIiJfcvJi9T0NACCv/39rR5vipYiIljaB/eSZLREtDWm2GcpOrUZdpkgX/9Qmy8dhjMh55/gQ7eFVza1/+IHhs//6t/+fd554/Ste9PIXPu2HXvicZ1y1mOUoLWY58lj7VEvZpvPFU2m+RdoefxjDMJRSImKVj+Wye26ZP3/fo1+6/+4Pf+qem+/86rk6H7orhxpxOEYb14cHUbp+Nq+LWa3T6nAdKUVLbTv6XYfUD6mPJ4/CSRGpbe+/DJMhAADy+ruRL3ZmenIQ+6i9IyLamHejtYihtJrbkFrkaDVFtNRSalHqsGyplfnOlOabiYsxp4N6ePjo4T3v/cT8veunXXHsb7311a999ctvfNbxKSKXUnLZ3Pv4x6X/0dT1ZjiktXZqmt535/j233zXl7/x2LnD4fyypt0rI0dOcWye83w62H90d37scD0O59fR9dHNIlrkFDlFSzWlFjmia2m+3cevtaMN/S55xeFYGQAAef3dFfY2MTcLuZFqRETbDEtEpM2Zjrm1KbUoMaVWS4uacm2pRetnZazTsFzFfBbz3RgjokbaWafWxsP91eEwnPtn/9e/+tjLbvqFn33rq37oJddf0Z09e/bkyeN//KeVjkTEOI733Xffv/m9L7/tEw8+dubCkGbTkMvx49NyWRb9eHjhsK72+rRbl3U9m6WSF7MpyhgR0xS5i83X1lKLzebZfcT2iMlodXs0DQAAfwrzOsdYYvWU/CKOBkSO/nE7o9zV0xffoKao2+MaL2o1InLpZhFtP5b7l763cb4T850zEQfz69719eHd//QDVxy7+fWvuul1L736FS+96Qevml/Zx6wNXQw5ahsfS2kW3WKI3WWar1L6xpn2tQce/cQXH/jQx77wwCOPnR/zMvdR5imim6cY97sSMUxd10V0BxHR70ZExOYwx+g2//uW9ei2H7F/OX3zpTYYagEALtu8rrmbyvz7/HJsdvy41Di1bjbrY+fx9fo9N9/xkY+vxwtve+sbf+SXfv4vvPL5J3dSP9Q4PltM0Y0RQ8Q3zsZ7PnLHe37/9m88fPqJw7aqfXTz2s3Gb77tMpXsm69ceDRVR+EAAJdpXuc6lmnlinxrXue8GYPuUpdSP9R6/Orrfu/jn7rzD+9865te9ws//1PPujouRBcR56f41Gcf+Pe/+Z5b7vjShaFfRzc/fu3O7Nh6mKZa+/xNUxxtMicdJ+etz64DAHCZ5vWPvuQHuvni+/xypG8bVRhyd/FwxBy1xDSt1icXpWvDav/gQ+/70LXXXPXDP3Tj4eHwpbu/+oUvffWZ11z1l9/y5nXMppZrzmMrLVJKkb55S+pvXyb/PrQ73fCMq0+4DgDAZdWTFzvvMGJwPb7NdMmDYYoUsVOitZil7d4ldYjSxdiiy9vbDMejqenhaFvulOJbZkFMHEfEOuJYi4VrAQBclnkdbYg2fb9fjz9iUfnw6LjHHK1EKilimqLkFDW2G3ek2mpNOW+zOeVNX7cUaRvSdburCZdY5kUfUVwIAODyzGsAAOC7Y/8KAACQ1wAAIK8BAEBeAwAA8hoAAAAAgKciG/MBAMD3jOEQAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAPi+1118lFJyOQAA4DvQWvvWvI5/8BHXBQAAvhuGQwAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AAA8dXTfk/fS/smf+2/+laR/+PueTp5C37F+NMCPLXzfurz/25Raa/4bDAAA35NVAMMhAADwPSOvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAAD4PtR9r95R+yd/7r/tV5L+4e97OgEAuEzyWt0CAIDhEAAA+J5JrbXto5RcDgAA+A48GdUXHwEAAN8lwyEAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK9dAgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA/vTqLj5KKbkcAADwHWitbaP64iMAAOC7ZDgEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOS1SwAAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAAT0XdxUcpJZcDAAC+A621bVRffAQAAHyXDIcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLx2CQAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8R2+DRAAANmUlEQVQBAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYA4P9r1w5xGIqBGArGUu5/ZRf0a1WcgFbqDDJe9MAirwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEA4Ev2rCTOAQAAB9o+UT0LAAC45DkEAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOS1EwAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgCAn7dnJXEOAAA40PaJ6lkAAMAlzyEAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK+dAAAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAAAf9qwkzgEAAAfaPlE9CwAAuOQ5BAAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADktRMAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgCAv7fXWkkcAgAAjrV9jxdMC0b3eVR2mQAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">104 </div></div><div class="c x6 ybcb w157 h119"><div class="t m0 x107 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">N<span class="fs11">UMER </span></div><div class="t m0 x107 hf y89 ff2 fs11 fc3 sc0 ls0 ws0">ZASADY<span class="fs7"> </span></div></div><div class="c x73 ybcb w158 h119"><div class="t m0 x4c hf ybbc ff3 fs11 fc3 sc0 ls0 ws0">TREŚĆ ZASADY<span class="ff2 fs7"> </span></div></div><div class="c xe5 ybcb w27 h119"><div class="t m0 x22 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">W<span class="ff3 fs11">YJAŚNIENIE PRZYCZYN ODSTĘPSTWA <span class="_ _2"></span></span>S<span class="ff3 fs11">PÓŁKI OD <span class="ff2">ZASADY</span></span>: </div></div><div class="c xe5 y4d0 w27 h3"><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">Natomiast <span class="_ _4"></span>Emitent, <span class="_ _7"> </span>jak <span class="_ _7"> </span>również <span class="_ _4"></span>cała <span class="_ _7"> </span>Grupa <span class="_ _7"> </span>Kapitałowa <span class="_ _4"></span>TOYA <span class="_ _7"> </span>S.A<span class="_ _2"></span>., </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">zwraca <span class="_ _26"> </span>szczególną <span class="_ _26"> </span>uwagę <span class="_ _26"> </span>na <span class="_ _1b"> </span>kwestie  z<span class="_ _2"></span>wiązane <span class="_ _26"> </span>z <span class="_ _26"> </span>podstawowymi </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">wartości<span class="_ _0"></span>ami, do których o<span class="_ _0"></span>dnosi się niniejsza zasada.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c x6 ybcc w157 h11d"><div class="t m0 x17 h11 ybcd ff1 fs7 fc0 sc0 ls0 ws0">1.4.<span class="fcb"> </span></div></div><div class="c x73 ybcc w158 h11d"><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">W <span class="_ _1"> </span>celu <span class="_ _3d"> </span>zapewnienia <span class="_ _3d"> </span>należytej <span class="_ _1"> </span>komunik<span class="_ _0"></span>acji <span class="_ _3d"> </span>z<span class="_ _2"></span> </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">interesari<span class="_ _0"></span>uszami, <span class="_ _7"> </span>w <span class="_ _7"> </span>zakresie <span class="_ _4"></span>przyjętej <span class="_ _7"> </span>strategii <span class="_ _4"></span>biznesowej </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">spółka <span class="_ _9"></span>zam<span class="_ _2"></span>ieszc<span class="_ _0"></span>za <span class="_ _0"></span>na <span class="_ _0"></span>swojej <span class="_ _9"></span>stronie <span class="_ _9"></span>internetowej <span class="_ _9"></span>informacje </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">na temat założeń <span class="_ _0"></span>posiadanej st<span class="_ _0"></span>rategii, mier<span class="_ _0"></span>zalnych celó<span class="_ _0"></span>w, w </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">tym <span class="_ _1c"> </span>z<span class="_ _2"></span>właszcza <span class="_ _1c"> </span>celów <span class="_ _21"> </span>długotermino<span class="_ _0"></span>w<span class="ff1">ych, <span class="_ _21"> </span>planowanych </span></div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">działań <span class="_ _5"> </span>oraz <span class="_ _5"> </span>postępów <span class="_ _5"> </span>w <span class="_ _19"> </span>ich <span class="_ _19"> </span>realizacji, <span class="_ _1b"> </span>określonych <span class="_ _5"> </span>za </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">pomocą <span class="_ _17"> </span>m<span class="_ _2"></span>iernik<span class="_ _0"></span>ów, <span class="_ _1e"> </span>finansowych <span class="_ _17"> </span>i <span class="_ _1e"> </span>niefinansowych. </div><div class="t m0 x17 h11 ybd3 ff1 fs7 fc0 sc0 ls0 ws0">Informacje <span class="_ _9"></span>na <span class="_ _0"></span>temat <span class="_ _9"></span>strategii <span class="_ _0"></span>w <span class="_ _0"></span>obszarze <span class="_ _9"></span>ESG powi<span class="_ _0"></span>nny <span class="_ _0"></span>m.in.:  </div><div class="t m0 x17 h11 ybd4 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c xe5 ybcc w27 h11d"><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _14"> </span>prezent<span class="_ _0"></span>uje <span class="_ _14"> </span>Strategię <span class="_ _14"> </span>w <span class="_ _14"> </span>ramach <span class="_ _14"> </span>raportów <span class="_ _19"> </span>okresowych. </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">Informacje <span class="_ _2"></span>te <span class="_ _2"></span>nie <span class="_ _e"></span>zawierają <span class="_ _2"></span>wszystkich <span class="_ _e"></span>elementów <span class="_ _2"></span>przytoczonych <span class="_ _2"></span>w </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">przedmiotowej <span class="_ _12"> </span>zasadzie. <span class="_ _12"> </span>W <span class="_ _12"> </span>przypadku <span class="_ _12"> </span>formalnie <span class="_ _12"> </span>przyjętego </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">dokumentu <span class="_ _1b"> </span>Strategii <span class="_ _1b"> </span>i <span class="_ _19"> </span>ujawnienia <span class="_ _1b"> </span>go <span class="_ _5"> </span>zgodnie <span class="_ _5"> </span>z <span class="_ _5"> </span>obowiązującymi </div><div class="t m0 x17 h11 ybd1 ff1 fs7 fc0 sc0 ls0 ws0">przepisami,  zo<span class="ff4">stanie  on <span class="_ _26"> </span>udostępn<span class="_ _0"></span>iony  interesariuszom  na <span class="_ _26"> </span>stronie </span></div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">interneto<span class="_ _0"></span>wej. <span class="_ _1e"> </span>Emitent <span class="_ _1e"> </span>ma <span class="_ _1e"> </span>świa<span class="_ _2"></span>domość <span class="_ _1e"> </span>wzrostu <span class="_ _17"> </span>z<span class="_ _2"></span>naczenia </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">raporto<span class="_ _0"></span>wania  niefinansowego,  jak  również  tematyki  ESG,  dlatego </div><div class="t m0 x17 h11 ybd3 ff4 fs7 fc0 sc0 ls0 ws0">wychodząc <span class="_ _26"> </span>naprzeciw <span class="_ _26"> </span>oczekiwaniom <span class="_ _26"> </span>różnych <span class="_ _26"> </span>grup <span class="_ _26"> </span>interesariuszy, </div><div class="t m0 x17 h11 ybd4 ff4 fs7 fc0 sc0 ls0 ws0">rozważy <span class="_ _4"></span>podjęcie<span class="_ _0"></span> <span class="_ _4"></span>kroków <span class="_ _e"></span>m<span class="_ _2"></span>ających <span class="_ _4"></span>na <span class="_ _4"></span>celu <span class="_ _4"></span>uwzględnienia <span class="_ _e"></span>strategii </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">ESG. </div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c x6 ybd5 w157 h11e"><div class="t m0 x17 h11 y80e ff1 fs7 fc0 sc0 ls0 ws0">1.4.1.<span class="fcb"> </span></div></div><div class="c x73 ybd5 w158 h11e"><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">objaśniać, <span class="_ _0"></span>w jaki<span class="_ _0"></span> sposób <span class="_ _0"></span>w procesac<span class="_ _0"></span>h decyzyjnych <span class="_ _0"></span>w sp<span class="_ _0"></span>ółce i </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">podmiotach <span class="_ _9"></span>z jej <span class="_ _9"></span>grupy uw<span class="_ _0"></span>zględniane <span class="_ _9"></span>są kwest<span class="_ _0"></span>ie <span class="_ _0"></span>związane <span class="_ _0"></span>ze </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">zmianą klimatu, wsk<span class="_ _0"></span>azując na wyni<span class="_ _0"></span>kające z tego r<span class="_ _0"></span>yzyka; <span class="ff1"> </span></div></div><div class="c xe5 ybd5 w27 h11e"><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">Obecna Str<span class="_ _0"></span>ategia Emitenta <span class="_ _0"></span>nie uwzględni<span class="_ _0"></span>a tematyki<span class="_ _0"></span> ESG. Emitent ma<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">świadomość <span class="_ _26"> </span>wzrostu <span class="_ _26"> </span>z<span class="_ _2"></span>naczeni<span class="_ _0"></span>a <span class="_ _1b"> </span>rap<span class="_ _0"></span>ortowani<span class="_ _0"></span>a <span class="_ _1b"> </span>niefina<span class="_ _0"></span>nsowego <span class="_ _26"> </span>jak </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">również <span class="_ _2"></span>tematyki <span class="_ _2"></span>ESG, <span class="_ _e"></span>dlatego <span class="_ _2"></span>wychodząc <span class="_ _e"></span>naprzeciw <span class="_ _2"></span>oczekiwaniom </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">różnych grup intere<span class="_ _0"></span>sariuszy rozważy podjęcie kroków do wdrożeni<span class="_ _0"></span>a i </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">stosowani<span class="_ _0"></span>a niniejszej zasady. </div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c x6 y688 w157 h11b"><div class="t m0 x17 h11 y3cf ff1 fs7 fc0 sc0 ls0 ws0">1.4.2.<span class="fcb"> </span></div></div><div class="c x73 y688 w158 h11b"><div class="t m0 x17 h11 y3cf ff4 fs7 fc0 sc0 ls0 ws0">przedstawiać <span class="_ _5"> </span>wartość <span class="_ _19"> </span>wskaźnika <span class="_ _5"> </span>r<span class="_ _2"></span>ówności<span class="_ _0"></span> <span class="_ _19"> </span>wynagrodzeń </div><div class="t m0 x17 h11 ybd6 ff4 fs7 fc0 sc0 ls0 ws0">wypłacanych <span class="_ _a"></span>jej <span class="_ _0"></span>pracownikom, <span class="_ _9"></span>obliczanego <span class="_ _a"></span>jako <span class="_ _0"></span>procento<span class="_ _0"></span>wa </div><div class="t m0 x17 h11 ybd7 ff4 fs7 fc0 sc0 ls0 ws0">różnica pomiędzy średni<span class="_ _0"></span>m miesięcznym wynagrodzeniem (z<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybd8 ff4 fs7 fc0 sc0 ls0 ws0">uwzględnieni<span class="_ _0"></span>em premii, <span class="_ _2"></span>nagród i <span class="_ _2"></span>innych dodatków) kobiet i<span class="_ _2"></span> </div><div class="t m0 x17 h11 ybd9 ff4 fs7 fc0 sc0 ls0 ws0">mężczyzn  za  ost<span class="_ _0"></span>atni  ro<span class="_ _0"></span>k,  oraz  przedstawiać  inf<span class="_ _0"></span>ormacje  o </div><div class="t m0 x17 h11 ybda ff4 fs7 fc0 sc0 ls0 ws0">działaniach <span class="_ _1c"> </span>podjętych <span class="_ _1c"> </span>w <span class="_ _21"> </span>celu <span class="_ _21"> </span>likwidacji <span class="_ _1c"> </span>ewentualnych </div><div class="t m0 x17 h11 ybdb ff4 fs7 fc0 sc0 ls0 ws0">nierównośc<span class="_ _0"></span>i <span class="_ _2"></span>w <span class="_ _2"></span>tym <span class="_ _2"></span>zakresie<span class="_ _0"></span>, <span class="_ _2"></span>wraz z <span class="_ _2"></span>prezentacją ryzyk <span class="_ _2"></span>z <span class="_ _2"></span>tym </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">związanych <span class="_ _11"> </span>oraz <span class="_ _11"> </span>horyzontem <span class="_ _11"> </span>cz<span class="_ _0"></span>asowym, <span class="_ _11"> </span>w <span class="_ _11"> </span>którym </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">planowane je<span class="_ _0"></span>st doprowadzenie d<span class="_ _0"></span>o równości. <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c xe5 y688 w27 h11b"><div class="t m0 x17 h11 y3cf ff1 fs7 fc0 sc0 ls0 ws0">Prezentowana przez Emitenta w <span class="_ _2"></span>raportach okresowych Strategia nie </div><div class="t m0 x17 h11 ybd6 ff4 fs7 fc0 sc0 ls0 ws0">odnosi <span class="_ _19"> </span>się <span class="_ _14"> </span>do <span class="_ _19"> </span>kwestii <span class="_ _14"> </span>poruszonych <span class="_ _19"> </span>w <span class="_ _14"> </span>przedmiotowej <span class="_ _19"> </span>zasadzie. </div><div class="t m0 x17 h11 ybd7 ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _7"> </span>prowadzi  akty<span class="_ _0"></span>wną  politykę <span class="_ _7"> </span>w  zakresie <span class="_ _7"> </span>warunków  pracy  i </div><div class="t m0 x17 h11 ybd8 ff4 fs7 fc0 sc0 ls0 ws0">płacy <span class="_ _5"> </span>pracownik<span class="_ _0"></span>ów, <span class="_ _5"> </span>zapewniając <span class="_ _5"> </span>Spółce <span class="_ _1b"> </span>kadrę, <span class="_ _5"> </span>która <span class="_ _5"> </span>przyczynia </div><div class="t m0 x17 h11 ybd9 ff1 fs7 fc0 sc0 ls0 ws0">wzrostu organic<span class="_ _0"></span>znego organizacji.<span class="fcb"> </span></div></div><div class="c x6 y95 w157 h11a"><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0">1.5.<span class="fcb"> </span></div></div><div class="c x73 y95 w158 h11a"><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">Co <span class="_ _e"></span>najmniej <span class="_ _e"></span>raz <span class="_ _2"></span>w <span class="_ _e"></span>roku <span class="_ _e"></span>spółka <span class="_ _e"></span>ujawnia <span class="_ _2"></span>wydatki <span class="_ _e"></span>ponoszone </div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">przez nią i jej g<span class="_ _2"></span>rupę na wspieranie kultury, sportu, instytucji </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">charytat<span class="_ _0"></span>ywnych, <span class="_ _3d"> </span>mediów, <span class="_ _3d"> </span>organi<span class="_ _0"></span>zacji <span class="_ _3d"> </span>społecznych,<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">związków <span class="_ _15"> </span>z<span class="_ _2"></span>awodowych <span class="_ _15"> </span>itp. <span class="_ _12"> </span>Jeżeli <span class="_ _12"> </span>w <span class="_ _12"> </span>roku <span class="_ _12"> </span>objętym </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">sprawozdaniem <span class="_ _7"> </span>spółka  lub <span class="_ _7"> </span>jej  grup<span class="_ _0"></span>a  pono<span class="_ _0"></span>siły  wydatki<span class="_ _0"></span>  na </div><div class="t m0 x17 h11 y839 ff1 fs7 fc0 sc0 ls0 ws0">tego <span class="_ _1b"> </span>rodzaju <span class="_ _5"> </span>cele, <span class="_ _5"> </span>informacja <span class="_ _5"> </span>zawiera <span class="_ _5"> </span>zestawienie <span class="_ _1b"> </span>tych </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">wydatków.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c xe5 y95 w27 h11a"><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _2"></span>nie <span class="_ _e"></span>ujawnia <span class="_ _2"></span>wydatków <span class="_ _2"></span>ponosz<span class="_ _2"></span>onych <span class="_ _2"></span>przez <span class="_ _e"></span>niego <span class="_ _2"></span>i <span class="_ _e"></span>jej <span class="_ _2"></span>g<span class="_ _2"></span>rupę </div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">na <span class="_ _7"> </span>wspieranie <span class="_ _7"> </span>kultury, <span class="_ _7"> </span>sportu,  i<span class="_ _0"></span>nstytucji <span class="_ _7"> </span>charytatywnyc<span class="_ _0"></span>h,  medi<span class="_ _0"></span>ów, </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">organizacji <span class="_ _1c"> </span>społecznych, <span class="_ _1c"> </span>związków<span class="_ _0"></span> <span class="_ _1c"> </span>zawodowych <span class="_ _1c"> </span>itp. <span class="_ _1c"> </span>Powodem </div><div class="t m0 x17 h11 ybbf ff1 fs7 fc0 sc0 ls0 ws0">takiego  stanu <span class="_ _26"> </span>rzeczy <span class="_ _26"> </span>jest  marginalna, <span class="_ _26"> </span>z <span class="_ _26"> </span>punktu <span class="_ _26"> </span>widzenia  sytuacji </div><div class="t m0 x17 h11 ybc0 ff1 fs7 fc0 sc0 ls45 ws0">fi<span class="ff4 ls0">nansowej Spółki<span class="_ _0"></span>, skala tego typu<span class="_ _0"></span> wydatków.<span class="ff1 fcb"> </span></span></div></div><div class="c x6 ybdc w157 h11f"><div class="t m0 x17 h11 ybdd ff1 fs7 fc0 sc0 ls0 ws0">1.6.<span class="fcb"> </span></div></div><div class="c x73 ybdc w158 h11f"><div class="t m0 x17 h11 ybdd ff4 fs7 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>przypadku <span class="_ _e"></span>spółki <span class="_ _2"></span>należącej <span class="_ _e"></span>do <span class="_ _e"></span>indeksu <span class="_ _e"></span>WIG20, <span class="_ _4"></span>mWIG40<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybde ff4 fs7 fc0 sc0 ls0 ws0">lub <span class="_ _e"></span>sWIG80 <span class="_ _e"></span>raz <span class="_ _e"></span>na <span class="_ _e"></span>kwartał, <span class="_ _2"></span>a <span class="_ _e"></span>w <span class="_ _e"></span>przypadku <span class="_ _e"></span>pozostałych <span class="_ _2"></span>nie </div><div class="t m0 x17 h11 ybdf ff4 fs7 fc0 sc0 ls0 ws0">rzadziej <span class="_ _8"> </span>niż <span class="_ _1b"> </span>ra<span class="_ _0"></span>z <span class="_ _26"> </span>w <span class="_ _26"> </span>roku, <span class="_ _26"> </span>spółka  organizuje <span class="_ _26"> </span>spotkani<span class="_ _0"></span>e <span class="_ _26"> </span>dla </div><div class="t m0 x17 h11 ybc2 ff4 fs7 fc0 sc0 ls0 ws0">inwestor<span class="_ _0"></span>ów, <span class="_ _27"> </span>zapraszając <span class="_ _27"> </span>na <span class="_ _40"> </span>ni<span class="_ _0"></span>e <span class="_ _27"> </span>w <span class="_ _27"> </span>sz<span class="_ _2"></span>czególno<span class="_ _0"></span>ści </div><div class="t m0 x17 h11 ybe0 ff4 fs7 fc0 sc0 ls0 ws0">akcjonari<span class="_ _0"></span>uszy, <span class="_ _1e"> </span>anality<span class="_ _0"></span>ków, <span class="_ _1e"> </span>ekspertó<span class="_ _0"></span>w <span class="_ _1e"> </span>branżowych <span class="_ _1e"> </span>i </div><div class="t m0 x17 h11 ybc4 ff4 fs7 fc0 sc0 ls0 ws0">przedstawici<span class="_ _0"></span>eli <span class="_ _26"> </span>mediów. <span class="_ _26"> </span>Podczas <span class="_ _26"> </span>spotkania  z<span class="_ _2"></span>arząd <span class="_ _26"> </span>spółki </div><div class="t m0 x17 h11 ybc5 ff4 fs7 fc0 sc0 ls0 ws0">prezentuje <span class="_ _7"> </span>i <span class="_ _8"> </span>komentuje  przyjętą  strate<span class="_ _0"></span>gię  i  jej  reali<span class="_ _0"></span>zację, </div><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">wyniki <span class="_ _4"></span>finansowe <span class="_ _7"> </span>spółki <span class="_ _4"></span>i <span class="_ _7"> </span>jej <span class="_ _7"> </span>grupy, <span class="_ _7"> </span>a <span class="_ _7"> </span>także <span class="_ _4"></span>najważniejsze </div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">wydarzenia <span class="_ _2"></span>mające <span class="_ _e"></span>wpływ <span class="_ _e"></span>na <span class="_ _e"></span>działalność <span class="_ _2"></span>spółki <span class="_ _e"></span>i <span class="_ _e"></span>jej <span class="_ _e"></span>grupy, </div><div class="t m0 x17 h11 ybc8 ff4 fs7 fc0 sc0 ls0 ws0">osiągane <span class="_ _14"> </span>wyniki <span class="_ _14"> </span>i <span class="_ _14"> </span>perspektywy <span class="_ _14"> </span>na <span class="_ _18"> </span>przyszłość. <span class="_ _14"> </span>Podczas </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">organizowanych  spotkań  zarząd <span class="_ _26"> </span>spółki <span class="_ _26"> </span>publicznie  udziela </div><div class="t m0 x17 h11 ybe1 ff4 fs7 fc0 sc0 ls0 ws0">odpowiedzi i<span class="_ _0"></span> wyjaśnień na zadawan<span class="_ _0"></span>e pytania. <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fcb sc0 ls0 ws0"> </div></div><div class="c xe5 ybdc w27 h11f"><div class="t m0 x17 h11 ybdd ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _11"> </span>umożliwia <span class="_ _42"> </span>inwestor<span class="_ _0"></span>om, <span class="_ _42"> </span>analitykom, <span class="_ _11"> </span>akcjonariuszom, </div><div class="t m0 x17 h11 ybde ff4 fs7 fc0 sc0 ls0 ws0">przedstawici<span class="_ _0"></span>elom <span class="_ _2"></span>mediów <span class="_ _2"></span>zadawanie <span class="_ _2"></span>pytań <span class="_ _2"></span>i <span class="_ _2"></span>uzyskiwanie <span class="_ _2"></span>wyjaśnień </div><div class="t m0 x17 h11 ybdf ff4 fs7 fc0 sc0 ls0 ws0">na  tematy  będące  przedmiotem  zaintereso<span class="_ _0"></span>wania  tych  osób  o <span class="_ _8"> </span>il<span class="_ _2"></span>e </div><div class="t m0 x17 h11 ybc2 ff4 fs7 fc0 sc0 ls0 ws0">obowiązujące <span class="_ _2"></span>przepisy<span class="_ _0"></span> <span class="_ _2"></span>prawa <span class="_ _e"></span>taką <span class="_ _2"></span>możliwość <span class="_ _2"></span>przewidują. <span class="_ _2"></span>Realizacja </div><div class="t m0 x17 h11 ybe0 ff4 fs7 fc0 sc0 ls0 ws0">przedmiotowej zasad<span class="_ _0"></span>y odbywa się<span class="_ _0"></span> w formule be<span class="_ _0"></span>zpośrednich spot<span class="_ _0"></span>kań </div><div class="t m0 x17 h11 ybc4 ff4 fs7 fc0 sc0 ls0 ws0">z <span class="_ _8"> </span>ww. <span class="_ _26"> </span>interesar<span class="_ _0"></span>iuszami,  czy <span class="_ _26"> </span>też  odpowie<span class="_ _0"></span>dzi  na <span class="_ _26"> </span>pytania  w <span class="_ _26"> </span>formie </div><div class="t m0 x17 h11 ybc5 ff1 fs7 fc0 sc0 ls0 ws0">elektroni<span class="_ _0"></span>cznej.<span class="fcb"> </span></div></div></div><div class="pi" ></div></div><div id="pf69" class="pf w0 h0" ><div class="pc pc69 w0 h0"><img class="bi x2 y1d0 w3 h2e" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">105 </div></div><div class="c x6 ybcb w157 h119"><div class="t m0 x107 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">N<span class="fs11">UMER </span></div><div class="t m0 x107 hf y89 ff2 fs11 fc3 sc0 ls0 ws0">ZASADY<span class="fs7"> </span></div></div><div class="c x73 ybcb w158 h119"><div class="t m0 x4c hf ybbc ff3 fs11 fc3 sc0 ls0 ws0">TREŚĆ ZASADY<span class="ff2 fs7"> </span></div></div><div class="c xe5 ybcb w27 h119"><div class="t m0 x22 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">W<span class="ff3 fs11">YJAŚNIENIE PRZYCZYN ODSTĘPSTWA <span class="_ _2"></span></span>S<span class="ff3 fs11">PÓŁKI OD <span class="ff2">ZASADY</span></span>: </div></div><div class="c x6 ybe2 w157 h120"><div class="t m0 x17 h11 ybe3 ff1 fs7 fc0 sc0 ls0 ws0">2.1. </div></div><div class="c x73 ybe2 w158 h120"><div class="t m0 x17 h11 ybe3 ff4 fs7 fc0 sc0 ls0 ws0">Spółka <span class="_ _1b"> </span>powinna <span class="_ _1b"> </span>posiadać <span class="_ _1b"> </span>poli<span class="_ _0"></span>tykę <span class="_ _1b"> </span>różnorodnośc<span class="_ _0"></span>i <span class="_ _1b"> </span>wobec </div><div class="t m0 x17 h11 ybe4 ff4 fs7 fc0 sc0 ls0 ws0">zarządu <span class="_ _4"> </span>oraz <span class="_ _7"> </span>rady <span class="_ _4"></span>nadzorczej, <span class="_ _4"></span>przyjętą <span class="_ _4"></span>odpowiedni<span class="_ _0"></span>o <span class="_ _4"></span>przez </div><div class="t m0 x17 h11 ybe5 ff4 fs7 fc0 sc0 ls0 ws0">radę <span class="_ _17"> </span>nadzorczą <span class="_ _17"> </span>lub <span class="_ _17"> </span>walne <span class="_ _17"> </span>zgromadzenie. <span class="_ _17"> </span>Polity<span class="_ _0"></span>ka </div><div class="t m0 x17 h11 ybe6 ff4 fs7 fc0 sc0 ls0 ws0">różnorodno<span class="_ _0"></span>ści <span class="_ _2"></span>określa <span class="_ _2"></span>cele <span class="_ _2"></span>i <span class="_ _2"></span>kryteria <span class="_ _2"></span>różnorodności<span class="_ _0"></span> <span class="_ _2"></span>m.in. <span class="_ _e"></span>w </div><div class="t m0 x17 h11 ybe7 ff4 fs7 fc0 sc0 ls0 ws0">takich <span class="_ _42"> </span>obszarach <span class="_ _42"> </span>jak <span class="_ _42"> </span>płeć, <span class="_ _42"> </span>kierunek <span class="_ _42"> </span>wykształcenia, </div><div class="t m0 x17 h11 ybe8 ff4 fs7 fc0 sc0 ls0 ws0">specjalistyc<span class="_ _0"></span>zna wi<span class="_ _0"></span>edza, wie<span class="_ _0"></span>k <span class="_ _0"></span>oraz <span class="_ _0"></span>doświadc<span class="_ _0"></span>zenie <span class="_ _0"></span>zawodowe, </div><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">a <span class="_ _e"></span>także <span class="_ _e"></span>wskazuje <span class="_ _4"></span>termin <span class="_ _e"></span>i <span class="_ _e"></span>sposób <span class="_ _4"></span>monitoro<span class="_ _0"></span>wania <span class="_ _4"></span>reali<span class="_ _0"></span>zacji </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">tych <span class="_ _7"> </span>celów. <span class="_ _4"> </span>W<span class="_ _2"></span> <span class="_ _7"> </span>zakresie <span class="_ _7"> </span>zróżnicowani<span class="_ _0"></span>a <span class="_ _7"> </span>pod <span class="_ _7"> </span>względem <span class="_ _7"> </span>płci </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">warunkiem zapewni<span class="_ _0"></span>enia różnoro<span class="_ _0"></span>dności organów spó<span class="_ _0"></span>łki, jest </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">udział <span class="_ _0"></span>mniejszości <span class="_ _9"></span>w dany<span class="_ _0"></span>m or<span class="_ _0"></span>ganie <span class="_ _9"></span>na poziomie <span class="_ _9"></span>nie niżs<span class="_ _0"></span>zym </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">niż 30%. <span class="ff1"> </span></div></div><div class="c xe5 ybe2 w27 h120"><div class="t m0 x17 h11 ybe3 ff4 fs7 fc0 sc0 ls0 ws0">Emitent nie<span class="_ _0"></span> posiada polityki różnoro<span class="_ _0"></span>dności wobec Zarządu o<span class="_ _0"></span>raz Rady </div><div class="t m0 x17 h11 ybe4 ff4 fs7 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _2"></span>przyjętej <span class="_ _e"></span>odpowiednio <span class="_ _e"></span>przez <span class="_ _e"></span>Radę <span class="_ _e"></span>Nadzorczą <span class="_ _e"></span>lub <span class="_ _e"></span>Walne </div><div class="t m0 x17 h11 ybe5 ff4 fs7 fc0 sc0 ls0 ws0">Zgromadzenie. <span class="_ _1f"> </span>Niemniej, <span class="_ _21"> </span>zasada <span class="_ _1f"> </span>różnorodności<span class="_ _0"></span> <span class="_ _1f"> </span>wśród <span class="_ _1f"> </span>swoich<span class="_ _2"></span> </div><div class="t m0 x17 h11 ybe6 ff4 fs7 fc0 sc0 ls0 ws0">organów <span class="_ _0"></span>jest <span class="_ _9"></span>bliska Emitent<span class="_ _0"></span>owi <span class="_ _0"></span>i <span class="_ _0"></span>stanowi war<span class="_ _0"></span>tość <span class="_ _0"></span>dodaną <span class="_ _0"></span>organizacji<span class="ff1 ls2e">. </span></div><div class="t m0 x17 h11 ybe7 ff1 fs7 fc0 sc0 ls0 ws0">Emitent zapewnia, <span class="ff4">aby w skład organów wchodziły osoby o możliwie </span></div><div class="t m0 x17 h11 ybe8 ff4 fs7 fc0 sc0 ls0 ws0">najszerszym <span class="_ _9"></span>zakresie <span class="_ _9"></span>kompetencji <span class="_ _0"></span>oraz <span class="_ _0"></span>kwalifik<span class="_ _0"></span>acji. <span class="_ _0"></span>Wyboru <span class="_ _0"></span>członków </div><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">Rady <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>dokonuje <span class="_ _4"></span>Walne <span class="_ _4"></span>Zgromadzenie, <span class="_ _4"></span>natomiast <span class="_ _4"></span>Zarząd </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">powoływany <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>Radę <span class="_ _1b"> </span>Nadzorczą. <span class="_ _1b"> </span>Pomimo <span class="_ _1b"> </span>braku <span class="_ _1b"> </span>polityki<span class="ff1"> </span></div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">różnorodno<span class="_ _0"></span>ści <span class="_ _12"> </span>Emitent <span class="_ _12"> </span>jest <span class="_ _12"> </span>głęboko <span class="_ _12"> </span>przekonany, <span class="_ _12"> </span>że <span class="_ _12"> </span>Walne </div><div class="t m0 x17 h11 ybd0 ff1 fs7 fc0 sc0 ls0 ws0">Zgromadzenie  i <span class="_ _7"> </span>Rada  Nadzorcza  przy <span class="_ _7"> </span>wyborze  odpowiednio<span class="_ _0"></span>  Rady </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _1b"> </span>i <span class="_ _5"> </span>Zarządu, <span class="_ _1b"> </span>kierują <span class="_ _1b"> </span>się <span class="_ _5"> </span>przede <span class="_ _1b"> </span>wsz<span class="_ _2"></span>ystki<span class="_ _0"></span>m <span class="_ _5"> </span>interese<span class="_ _0"></span>m <span class="_ _5"> </span>i </div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">potrzebami <span class="_ _26"> </span>Emitenta <span class="_ _26"> </span>w <span class="_ _1b"> </span>zakresie <span class="_ _26"> </span>zapewnienia <span class="_ _26"> </span>zróżnicowanej <span class="_ _26"> </span>puli </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">talentó<span class="_ _0"></span>w <span class="_ _14"> </span>niezbędnych <span class="_ _14"> </span>do <span class="_ _14"> </span>reali<span class="_ _0"></span>zacji <span class="_ _14"> </span>wyzwań, <span class="_ _14"> </span>które <span class="_ _19"> </span>stoją <span class="_ _14"> </span>przed </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">Emitentem. <span class="_ _1c"> </span>Powyższe <span class="_ _1c"> </span>potwie<span class="_ _0"></span>rdzać <span class="_ _1c"> </span>może <span class="_ _21"> </span>aktual<span class="_ _0"></span>ny <span class="_ _1c"> </span>skład <span class="_ _1c"> </span>Rady </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _1b"> </span>i <span class="_ _5"> </span>Zarządu, <span class="_ _1b"> </span>który <span class="_ _1b"> </span>zapewnia <span class="_ _1b"> </span>różnorodność <span class="_ _1b"> </span>zarówno <span class="_ _1b"> </span>w </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">zakresie wy<span class="_ _0"></span>kształcenia, spec<span class="_ _0"></span>jalistycznej wiedzy<span class="_ _0"></span>, wieku.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y33d w157 h121"><div class="t m0 x17 h11 ybe9 ff1 fs7 fc0 sc0 ls0 ws0">2.2. </div></div><div class="c x73 y33d w158 h121"><div class="t m0 x17 h11 ybe9 ff4 fs7 fc0 sc0 ls0 ws0">Osoby <span class="_ _7"> </span>podejmujące  decyzje <span class="_ _7"> </span>w  sprawie <span class="_ _7"> </span>wyboru  członków </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">zarządu <span class="_ _14"> </span>lub <span class="_ _14"> </span>rady <span class="_ _14"> </span>nadzorczej <span class="_ _14"> </span>spółki <span class="_ _14"> </span>powinny <span class="_ _14"> </span>zapewnić </div><div class="t m0 x17 h11 ybeb ff4 fs7 fc0 sc0 ls0 ws0">wszechstronn<span class="_ _0"></span>ość t<span class="_ _0"></span>ych or<span class="_ _0"></span>ganów po<span class="_ _0"></span>przez wy<span class="_ _0"></span>bór <span class="_ _0"></span>do i<span class="_ _0"></span>ch <span class="_ _0"></span>składu </div><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">osób <span class="_ _14"> </span>zapewniających <span class="_ _18"> </span>różnorodno<span class="_ _0"></span>ść, <span class="_ _18"> </span>umożliwiając <span class="_ _14"> </span>m<span class="_ _2"></span>.in. </div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">osiągnięci<span class="_ _0"></span>e <span class="_ _19"> </span>docelowego <span class="_ _19"> </span>wskaźnika <span class="_ _19"> </span>m<span class="_ _2"></span>inimalnego <span class="_ _19"> </span>udziału </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">mniejszości, <span class="_ _2"></span>określone<span class="_ _0"></span>go <span class="_ _e"></span>na <span class="_ _2"></span>poziomie <span class="_ _e"></span>nie <span class="_ _e"></span>niższym <span class="_ _2"></span>niż <span class="_ _e"></span>30%, </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">zgodnie <span class="_ _12"> </span>z <span class="_ _12"> </span>celami <span class="_ _12"> </span>określ<span class="_ _0"></span>onymi <span class="_ _12"> </span>w <span class="_ _12"> </span>przyjętej <span class="_ _12"> </span>polityc<span class="_ _0"></span>e </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">różnorodno<span class="_ _0"></span>ści, o której mowa w zasa<span class="_ _0"></span>dzie 2.1.<span class="ff1"> </span></div></div><div class="c xe5 y33d w27 h121"><div class="t m0 x17 h11 ybe9 ff4 fs7 fc0 sc0 ls0 ws0">Wyboru <span class="_ _2"></span>cz<span class="_ _2"></span>łonków <span class="_ _2"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _e"></span>dokonuje <span class="_ _2"></span>Walne <span class="_ _4"></span>Zgromadzenie, </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">natomiast <span class="_ _e"></span>Zarząd <span class="_ _4"></span>powoływany <span class="_ _e"></span>jest <span class="_ _4"></span>przez <span class="_ _4"></span>Radę <span class="_ _4"></span>Nadzorczą. <span class="_ _e"></span>Pomimo </div><div class="t m0 x17 h11 ybeb ff4 fs7 fc0 sc0 ls0 ws0">braku <span class="_ _7"> </span>polityki  r<span class="_ _0"></span>óżnorodności <span class="_ _7"> </span>Emitent  jest<span class="_ _0"></span>  głęboko <span class="_ _7"> </span>przekonany, <span class="_ _7"> </span>że </div><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0">Walne <span class="_ _4"></span>Zgromadzenie <span class="_ _4"></span>i <span class="_ _4"></span>Rada <span class="_ _4"></span>Nadzorcza <span class="_ _4"></span>przy <span class="_ _4"></span>wyborze <span class="_ _4"></span>odpowiednio </div><div class="t m0 x17 h11 ybbe ff1 fs7 fc0 sc0 ls0 ws0">Rady <span class="_ _2"></span>Na<span class="ff4">dz<span class="_ _2"></span>orczej <span class="_ _2"></span>i <span class="_ _e"></span>Zarządu <span class="_ _e"></span>kierują <span class="_ _e"></span>się <span class="_ _2"></span>przede <span class="_ _e"></span>wszystkim <span class="_ _e"></span>interesem <span class="_ _2"></span>i<span class="_ _2"></span> </span></div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">potrzebami <span class="_ _26"> </span>Emitenta <span class="_ _26"> </span>w <span class="_ _1b"> </span>zakresie <span class="_ _26"> </span>zapewnienia <span class="_ _26"> </span>zróżnicowanej <span class="_ _26"> </span>puli </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">talentó<span class="_ _0"></span>w <span class="_ _14"> </span>niezbędnych <span class="_ _19"> </span>do <span class="_ _18"> </span>realizacji <span class="_ _14"> </span>wyzwań, <span class="_ _14"> </span>kt<span class="_ _0"></span>óre <span class="_ _14"> </span>stoją <span class="_ _19"> </span>przed </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">Emitentem. <span class="_ _1c"> </span>Powyższe <span class="_ _1c"> </span>potwie<span class="_ _0"></span>rdzać <span class="_ _1c"> </span>może <span class="_ _21"> </span>aktual<span class="_ _0"></span>ny <span class="_ _1c"> </span>skład <span class="_ _1c"> </span>Rady </div><div class="t m0 x17 h11 y839 ff1 fs7 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _1b"> </span>i <span class="_ _5"> </span>Zar<span class="ff4">ządu, <span class="_ _1b"> </span>który <span class="_ _1b"> </span>zapewnia <span class="_ _1b"> </span>różnorodność <span class="_ _1b"> </span>zarówno <span class="_ _1b"> </span>w </span></div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">zakresie wy<span class="_ _0"></span>kształcenia, spec<span class="_ _0"></span>jalistycznej wiedzy<span class="_ _0"></span>, wieku.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybec w157 h11d"><div class="t m0 x17 h11 ybe9 ff1 fs7 fc0 sc0 ls0 ws0">2.7. </div></div><div class="c x73 ybec w158 h11d"><div class="t m0 x17 h11 ybe9 ff4 fs7 fc0 sc0 ls0 ws0">Pełnienie przez <span class="_ _2"></span>członków zarządu <span class="_ _2"></span>spółki funkcji w <span class="_ _e"></span>organach </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">podmiotów <span class="_ _1f"> </span>spoza <span class="_ _22"> </span>grupy <span class="_ _1f"> </span>spółki <span class="_ _1f"> </span>wymaga <span class="_ _1f"> </span>z<span class="_ _2"></span>gody <span class="_ _1f"> </span>rady </div><div class="t m0 x17 h11 ybeb ff1 fs7 fc0 sc0 ls0 ws0">nadzorczej. </div><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybec w27 h11d"><div class="t m0 x17 h11 ybe9 ff4 fs7 fc0 sc0 ls0 ws0">Członek <span class="_ _14"> </span>Zarządu <span class="_ _18"> </span>nie <span class="_ _18"> </span>m<span class="_ _2"></span>oże <span class="_ _14"> </span>bez <span class="_ _18"> </span>zgody <span class="_ _18"> </span>Walnego <span class="_ _18"> </span>Zgromadzenia </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">zajmować <span class="_ _7"> </span>się  inter<span class="_ _0"></span>esami  k<span class="_ _0"></span>onkurencyjnymi, <span class="_ _7"> </span>ani  też <span class="_ _7"> </span>uczestniczyć <span class="_ _7"> </span>w </div><div class="t m0 x17 h11 ybeb ff4 fs7 fc0 sc0 ls0 ws0">spółce <span class="_ _0"></span>konkurencyjnej <span class="_ _0"></span>jako wspól<span class="_ _0"></span>nik spółki <span class="_ _0"></span>cywilnej, spó<span class="_ _0"></span>łki osobowej </div><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">lub jako c<span class="_ _0"></span>złonek organu spółk<span class="_ _0"></span>i kapitał<span class="_ _0"></span>owej, bądź uczest<span class="_ _0"></span>niczyć w inn<span class="ff1">ej </span></div><div class="t m0 x17 h11 ybbe ff4 fs7 fc0 sc0 ls0 ws0">konkure<span class="_ _0"></span>ncyjnej <span class="_ _5"> </span>osobie <span class="_ _5"> </span>prawnej <span class="_ _5"> </span>jako <span class="_ _5"> </span>członek <span class="_ _5"> </span>organu. <span class="_ _5"> </span>Zakaz <span class="_ _5"> </span>ten<span class="_ _2"></span> </div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">obejmuje <span class="_ _5"> </span>także <span class="_ _19"> </span>udział <span class="_ _19"> </span>w <span class="_ _19"> </span>konkurenc<span class="_ _0"></span>yjnej <span class="_ _5"> </span>spółce <span class="_ _19"> </span>kapitałowej, <span class="_ _19"> </span>w </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">przypadku posiadania w <span class="_ _2"></span>niej przez <span class="_ _2"></span>Członka Zarządu <span class="_ _2"></span>co najmniej <span class="_ _2"></span>10% </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">udziałów <span class="_ _4"></span>albo <span class="_ _e"></span>akcji <span class="_ _4"></span>bądź <span class="_ _4"></span>prawa <span class="_ _e"></span>do <span class="_ _7"> </span>powołania <span class="_ _e"></span>co <span class="_ _4"></span>najmniej <span class="_ _e"></span>jednego </div><div class="t m0 x17 h11 y839 ff1 fs7 fc0 sc0 ls0 ws0">C<span class="ff4">złonka Zarządu. Z<span class="_ _0"></span>akaz nie obejmuje pełnieni<span class="_ _0"></span>a funkcji w podmiotach </span></div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">wchodzących w s<span class="_ _0"></span>kład grupy kapi<span class="_ _0"></span>tałowej Spółki.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybed w157 h122"><div class="t m0 x17 h11 ybd1 ff1 fs7 fc0 sc0 ls0 ws0">2.11.5. </div></div><div class="c x73 ybed w158 h122"><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">Poza <span class="_ _4"></span>czynnościami <span class="_ _e"></span>wynikającymi <span class="_ _4"></span>z <span class="_ _4"></span>przepisów <span class="_ _e"></span>prawa <span class="_ _7"> </span>raz <span class="_ _e"></span>w </div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">roku <span class="_ _2"></span>rada <span class="_ _e"></span>nadzorcza <span class="_ _e"></span>sporządza <span class="_ _e"></span>i <span class="_ _e"></span>przedstawi<span class="_ _0"></span>a <span class="_ _e"></span>zwyczajnemu </div><div class="t m0 x17 h11 y844 ff1 fs7 fc0 sc0 ls0 ws0">walnemu <span class="_ _33"> </span>zgromadzeniu <span class="_ _33"> </span>do <span class="_ _33"> </span>zatwierdzenia <span class="_ _33"> </span>roczne </div><div class="t m0 x17 h11 ybd3 ff4 fs7 fc0 sc0 ls0 ws0">sprawozdanie. <span class="_ _1b"> </span>Sprawozdanie, <span class="_ _1b"> </span>o <span class="_ _5"> </span>którym <span class="_ _5"> </span>mowa <span class="_ _5"> </span>powyżej, </div><div class="t m0 x17 h11 ybd4 ff1 fs7 fc0 sc0 ls0 ws0">zawiera co <span class="ff4">naj<span class="_ _0"></span>mniej: ocenę<span class="_ _0"></span> zasadnośc<span class="_ _0"></span>i wydatków, o<span class="_ _0"></span> których </span></div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">mowa w zasad<span class="_ _0"></span>zie 1.5; </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybed w27 h122"><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _2"></span>nie <span class="_ _e"></span>ujawnia <span class="_ _2"></span>wydatków <span class="_ _2"></span>ponosz<span class="_ _2"></span>onych <span class="_ _2"></span>przez <span class="_ _e"></span>niego <span class="_ _2"></span>i <span class="_ _e"></span>jej <span class="_ _2"></span>g<span class="_ _2"></span>rupę </div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">na <span class="_ _7"> </span>wspieranie <span class="_ _7"> </span>kultury, <span class="_ _7"> </span>sportu,  i<span class="_ _0"></span>nstytucji <span class="_ _7"> </span>charytatywnyc<span class="_ _0"></span>h,  medi<span class="_ _0"></span>ów, </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">organizacji <span class="_ _1c"> </span>społecznych, <span class="_ _1c"> </span>związków<span class="_ _0"></span> <span class="_ _1c"> </span>zawodowych <span class="_ _1c"> </span>itp. <span class="_ _1c"> </span>Powodem </div><div class="t m0 x17 h11 ybd3 ff1 fs7 fc0 sc0 ls0 ws0">takiego <span class="_ _26"> </span>stanu <span class="_ _26"> </span>rzeczy <span class="_ _1b"> </span>jest <span class="_ _26"> </span>marginalna <span class="_ _1b"> </span>z <span class="_ _26"> </span>punktu <span class="_ _1b"> </span>widzeni<span class="_ _0"></span>a <span class="_ _1b"> </span>sytua<span class="_ _0"></span>cji </div><div class="t m0 x17 h11 ybd4 ff1 fs7 fc0 sc0 ls45 ws0">fin<span class="ff4 ls0">ansowej Spółki, sk<span class="_ _0"></span>ala tego typu wydatk<span class="_ _0"></span>ów.<span class="ff1"> </span></span></div></div><div class="c x6 y27e w157 h11e"><div class="t m0 x17 h11 ybc6 ff1 fs7 fc0 sc0 ls0 ws0">2.11.6. </div></div><div class="c x73 y27e w158 h11e"><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">Poza <span class="_ _4"></span>czynnościami <span class="_ _e"></span>wynikającymi <span class="_ _4"></span>z <span class="_ _4"></span>przepisów <span class="_ _e"></span>prawa <span class="_ _7"> </span>raz <span class="_ _e"></span>w </div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">roku <span class="_ _2"></span>rada <span class="_ _e"></span>nadzorcza <span class="_ _e"></span>sporządza <span class="_ _e"></span>i <span class="_ _e"></span>przedstawi<span class="_ _0"></span>a <span class="_ _e"></span>zwyczajnemu </div><div class="t m0 x17 h11 ybc8 ff1 fs7 fc0 sc0 ls0 ws0">walnemu <span class="_ _33"> </span>zgromadzeniu <span class="_ _33"> </span>do <span class="_ _33"> </span>zatwierdzenia <span class="_ _33"> </span>roczne </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">sprawozdanie. <span class="_ _1b"> </span>Sprawozdanie, <span class="_ _1b"> </span>o <span class="_ _5"> </span>którym <span class="_ _5"> </span>mowa <span class="_ _5"> </span>powyżej, </div><div class="t m0 x17 h11 ybe1 ff4 fs7 fc0 sc0 ls0 ws0">zawiera <span class="_ _2"></span>co <span class="_ _2"></span>najmniej: <span class="_ _2"></span>informację <span class="_ _2"></span>na <span class="_ _2"></span>t<span class="_ _2"></span>emat <span class="_ _2"></span>stopnia <span class="_ _2"></span><span class="ff1">realizacji </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">polityki <span class="_ _1b"> </span>różnor<span class="_ _0"></span>odności <span class="_ _1b"> </span>w <span class="_ _1b"> </span>odniesieniu <span class="_ _1b"> </span>do <span class="_ _1b"> </span>zarządu <span class="_ _1b"> </span>i <span class="_ _1b"> </span>rady </div></div><div class="c xe5 y27e w27 h11e"><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">Z uwagi na fak<span class="_ _0"></span>t, że Emit<span class="_ _0"></span>ent nie po<span class="_ _0"></span>siada polityki r<span class="_ _0"></span>óżnorodności wobe<span class="_ _0"></span>c </div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">Zarządu  oraz <span class="_ _8"> </span>Rady <span class="_ _26"> </span>Nadzorczej  przyjętej  odpowiednio  przez <span class="_ _26"> </span>Radę </div><div class="t m0 x17 h11 ybc8 ff4 fs7 fc0 sc0 ls0 ws0">Nadzorczą l<span class="_ _0"></span>ub Walne <span class="_ _0"></span>Zgromadzenie <span class="_ _0"></span>(całość uzasad<span class="_ _0"></span>nienia <span class="_ _0"></span>vide zasada </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">2.1.), <span class="_ _1b"> </span>roczne <span class="_ _26"> </span>sprawozdanie <span class="_ _1b"> </span>Rady <span class="_ _1b"> </span>Nadzorczej <span class="_ _26"> </span>o <span class="_ _1b"> </span>którym <span class="_ _1b"> </span>mowa <span class="_ _1b"> </span>w </div><div class="t m0 x17 h11 ybe1 ff4 fs7 fc0 sc0 ls0 ws0">zasadzie <span class="_ _7"> </span>2.11  ni<span class="_ _0"></span>e <span class="_ _7"> </span>zawiera  inf<span class="_ _0"></span>ormacji, <span class="_ _7"> </span>o  k<span class="_ _0"></span>tórych <span class="_ _7"> </span>mowa  w <span class="_ _7"> </span>zasadzie </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0">2.11.6. </div></div></div><div class="pi" ></div></div><div id="pf6a" class="pf w0 h0" ><div class="pc pc6a w0 h0"><img class="bi x2 ybee w3 h123" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">106 </div></div><div class="c x6 ybcb w157 h119"><div class="t m0 x107 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">N<span class="fs11">UMER </span></div><div class="t m0 x107 hf y89 ff2 fs11 fc3 sc0 ls0 ws0">ZASADY<span class="fs7"> </span></div></div><div class="c x73 ybcb w158 h119"><div class="t m0 x4c hf ybbc ff3 fs11 fc3 sc0 ls0 ws0">TREŚĆ ZASADY<span class="ff2 fs7"> </span></div></div><div class="c xe5 ybcb w27 h119"><div class="t m0 x22 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">W<span class="ff3 fs11">YJAŚNIENIE PRZYCZYN ODSTĘPSTWA <span class="_ _2"></span></span>S<span class="ff3 fs11">PÓŁKI OD <span class="ff2">ZASADY</span></span>: </div></div><div class="c x73 y604 w158 h124"><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">nadzorczej, <span class="_ _1b"> </span>w <span class="_ _1b"> </span>tym <span class="_ _1b"> </span>reali<span class="_ _0"></span>zacji <span class="_ _1b"> </span>celów, <span class="_ _1b"> </span>o <span class="_ _1b"> </span>których <span class="_ _1b"> </span>mowa <span class="_ _1b"> </span>w </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">zasadzie 2.1.  </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybef w157 h11d"><div class="t m0 x17 h11 ybcd ff1 fs7 fc0 sc0 ls0 ws0">3.3. </div></div><div class="c x73 ybef w158 h11d"><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>należąca <span class="_ _7"> </span>do <span class="_ _7"> </span>indeksu <span class="_ _7"> </span>WIG20, <span class="_ _7"> </span>mWIG40 <span class="_ _7"> </span>lub <span class="_ _7"> </span>sWIG80<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">powołuje <span class="_ _21"> </span>audytor<span class="_ _0"></span>a <span class="_ _21"> </span>wewnętrznego <span class="_ _21"> </span>kierującego <span class="_ _1c"> </span>funkcją </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">audytu wewnętrznego, <span class="_ _2"></span>działającego zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>powszechnie </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">uznanymi <span class="_ _40"> </span>międzynarodowymi <span class="_ _40"> </span>standardami <span class="_ _40"> </span>praktyki </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">zawodowej <span class="_ _0"></span>audytu <span class="_ _9"></span>wewnętrznego. W <span class="_ _9"></span>pozostałych sp<span class="_ _0"></span>ółk<span class="ff1">ach, </span></div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">w <span class="_ _17"> </span>których <span class="_ _17"> </span>nie <span class="_ _17"> </span>powołano <span class="_ _17"> </span>audytora <span class="_ _17"> </span>wewnętrznego </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">spełniającego <span class="_ _14"> </span>ww. <span class="_ _1c"> </span>wymogi<span class="_ _0"></span>, <span class="_ _18"> </span>komitet <span class="_ _14"> </span>audytu <span class="_ _18"> </span>(lub <span class="_ _1c"> </span>rada </div><div class="t m0 x17 h11 ybd3 ff4 fs7 fc0 sc0 ls0 ws0">nadzorcza,  jeżeli  pełni  funk<span class="_ _0"></span>cje  komitet<span class="_ _0"></span>u  audytu)  co  roku </div><div class="t m0 x17 h11 ybd4 ff4 fs7 fc0 sc0 ls0 ws0">dokonuje <span class="_ _1b"> </span>oceny, <span class="_ _5"> </span>czy <span class="_ _5"> </span>istnieje <span class="_ _1b"> </span>potrzeba <span class="_ _5"> </span>powołania <span class="_ _5"> </span>takiej </div><div class="t m0 x17 h11 ybf0 ff1 fs7 fc0 sc0 ls0 ws0">osoby. </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybef w27 h11d"><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">Na  dzie<span class="_ _0"></span>ń  publikac<span class="_ _0"></span>ji  niniejszego <span class="_ _7"> </span>oświadczenia  Emitent<span class="_ _0"></span>  nie <span class="_ _7"> </span>powołał </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">audytora wewnętrznego <span class="_ _2"></span>kierującego <span class="_ _2"></span>funkcją <span class="_ _2"></span>audytu <span class="_ _2"></span>wewnętrznego. </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">Emitent, <span class="_ _26"> </span>Komitet <span class="_ _26"> </span>Audytu <span class="_ _26"> </span>na <span class="_ _26"> </span>bieżąco <span class="_ _1b"> </span>dok<span class="_ _0"></span>onuje <span class="_ _26"> </span>oceny <span class="_ _1b"> </span>zasadnośc<span class="_ _0"></span>i </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">wyodrębni<span class="_ _0"></span>enia o<span class="_ _0"></span>rganizacyjnego <span class="_ _0"></span>audytu <span class="_ _9"></span>wewnętrznego <span class="_ _0"></span>i <span class="_ _0"></span>w pr<span class="_ _0"></span>zypadku </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">zaistnieni<span class="_ _0"></span>a <span class="_ _15"> </span>potrzeby<span class="_ _0"></span> <span class="_ _15"> </span>takiego <span class="_ _22"> </span>wyodrębnienia <span class="_ _15"> </span>Emitent<span class="_ _0"></span> <span class="_ _15"> </span>rozważy </div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">powołanie tak<span class="_ _0"></span>iego audytora.<span class="ff1"> </span></div></div><div class="c x6 yac0 w157 h125"><div class="t m0 x17 h11 ybbf ff1 fs7 fc0 sc0 ls0 ws0">3.6. </div></div><div class="c x73 yac0 w158 h125"><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">Kierujący <span class="_ _26"> </span>audytem <span class="_ _26"> </span>wewnętrznym <span class="_ _1b"> </span>podl<span class="_ _0"></span>ega <span class="_ _1b"> </span>organizacy<span class="_ _0"></span>jnie </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">prezesowi <span class="_ _1c"> </span>zarządu, <span class="_ _1c"> </span>a <span class="_ _1c"> </span>funkcjonalnie <span class="_ _1c"> </span>przewodniczące<span class="_ _0"></span>mu </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">komitetu <span class="_ _7"> </span>audytu  lub  przewodnic<span class="_ _0"></span>zącemu  rady  nadzorc<span class="_ _0"></span>zej, </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">jeżeli rada <span class="_ _0"></span>pełni funkcję k<span class="_ _0"></span>omitetu audytu.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 yac0 w27 h125"><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">Zasada <span class="_ _2"></span>nie <span class="_ _e"></span>jest <span class="_ _2"></span>stosowana <span class="_ _2"></span>z <span class="_ _e"></span>uwagi <span class="_ _e"></span>na <span class="_ _2"></span>to, <span class="_ _e"></span>że <span class="_ _2"></span>w <span class="_ _e"></span>spółce <span class="_ _2"></span>nie <span class="_ _e"></span>powołano </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">osoby <span class="_ _1c"> </span>kierującej <span class="_ _1c"> </span>audytem <span class="_ _21"> </span>wewnętrznym. <span class="_ _1c"> </span>Emitent <span class="_ _1c"> </span>na <span class="_ _21"> </span>bieżąco </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">monitoruje<span class="_ _0"></span> <span class="_ _15"> </span>potrzeby <span class="_ _15"> </span>przeprowadzenia <span class="_ _22"> </span>audytu <span class="_ _15"> </span>poszczególnych </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">obszarów działania Spó<span class="_ _0"></span>łki.<span class="ff1"> </span></div></div><div class="c x6 ybf1 w157 h125"><div class="t m0 x17 h11 ybbf ff1 fs7 fc0 sc0 ls0 ws0">3.10. </div></div><div class="c x73 ybf1 w158 h125"><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">Co <span class="_ _4"></span>najmniej <span class="_ _e"></span>raz <span class="_ _4"></span>na <span class="_ _4"></span>pięć <span class="_ _4"></span>lat <span class="_ _e"></span>w <span class="_ _4"></span>spółce <span class="_ _4"></span>należącej <span class="_ _4"></span>do <span class="_ _4"></span>indeksu </div><div class="t m0 x17 h11 ybc0 ff1 fs7 fc0 sc0 ls0 ws0">WIG20, <span class="_ _14"> </span>mWIG40 <span class="_ _18"> </span>lub <span class="_ _18"> </span>sWIG80 <span class="_ _18"> </span>dokonywany<span class="_ _0"></span> <span class="_ _18"> </span>jest, <span class="_ _18"> </span>przez </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">niezależnego <span class="_ _26"> </span>audytor<span class="_ _0"></span>a <span class="_ _26"> </span>wybranego <span class="_ _26"> </span>przy <span class="_ _26"> </span>udziale <span class="_ _26"> </span>komitetu </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">audytu, przegląd f<span class="_ _0"></span>unkcji aud<span class="_ _0"></span>ytu wewnętrznego.<span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybf1 w27 h125"><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">Zasada <span class="_ _2"></span>nie <span class="_ _e"></span>jest <span class="_ _2"></span>stosowana, <span class="_ _e"></span>gdyż <span class="_ _2"></span>dotychczas <span class="_ _e"></span>Emitent <span class="_ _2"></span>nie <span class="_ _2"></span>wyodrębnił </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">komórki <span class="_ _1b"> </span>audytu <span class="_ _5"> </span>wewnętrznego <span class="_ _19"> </span>oraz <span class="_ _5"> </span>nie <span class="_ _19"> </span>wyodrębni<span class="_ _0"></span>ł <span class="_ _19"> </span>stanowiska </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">osoby ki<span class="_ _0"></span>erującej funkcją audy<span class="_ _0"></span>tu wewnętrznego.<span class="ff1"> </span></div></div><div class="c x6 y316 w157 h126"><div class="t m0 x17 h11 ybd9 ff1 fs7 fc0 sc0 ls0 ws0">4.3. </div></div><div class="c x73 y316 w158 h126"><div class="t m0 x17 h11 ybd9 ff4 fs7 fc0 sc0 ls0 ws0">Spółka <span class="_ _7"> </span>zapewnia <span class="_ _7"> </span>powszechnie <span class="_ _7"> </span>dostępną <span class="_ _7"> </span>transmisję <span class="_ _7"> </span>obrad </div><div class="t m0 x17 h11 ybda ff1 fs7 fc0 sc0 ls0 ws0">walnego zgromad<span class="_ _0"></span>zenia w czasie r<span class="_ _0"></span>zeczywisty<span class="_ _0"></span>m. </div><div class="t m0 x17 h11 ybdb ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y316 w27 h126"><div class="t m0 x17 h11 ybd9 ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _14"> </span>nie <span class="_ _19"> </span>zapewnia <span class="_ _14"> </span>powszechnie <span class="_ _19"> </span>dostępnej <span class="_ _14"> </span>transmisji<span class="_ _0"></span> <span class="_ _14"> </span>obrad </div><div class="t m0 x17 h11 ybda ff4 fs7 fc0 sc0 ls0 ws0">walnego <span class="_ _14"> </span>zgromadzenia <span class="_ _14"> </span>w <span class="_ _18"> </span>czasie <span class="_ _14"> </span>rzeczywistym. <span class="_ _14"> </span>Emitent <span class="_ _14"> </span>będzie </div><div class="t m0 x17 h11 ybdb ff4 fs7 fc0 sc0 ls0 ws0">monitorował <span class="_ _21"> </span>z<span class="_ _2"></span>apotrzebo<span class="_ _0"></span>wanie <span class="_ _1f"> </span>potencjalnych <span class="_ _1f"> </span>interesari<span class="_ _0"></span>uszy <span class="_ _1f"> </span>na </div><div class="t m0 x17 h11 y8d7 ff4 fs7 fc0 sc0 ls0 ws0">dostęp <span class="_ _1c"> </span>do <span class="_ _21"> </span>transmisji <span class="_ _21"> </span>obrad <span class="_ _21"> </span>walnego <span class="_ _21"> </span><span class="ff1">zgromadzenia <span class="_ _21"> </span>w <span class="_ _21"> </span>czasie </span></div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">rzeczywistym. </div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybf2 w157 h11e"><div class="t m0 x17 h11 y80e ff1 fs7 fc0 sc0 ls0 ws0">4.8. </div></div><div class="c x73 ybf2 w158 h11e"><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">Projekty<span class="_ _0"></span> <span class="_ _17"> </span>uchwał <span class="_ _17"> </span>walnego <span class="_ _17"> </span>zgro<span class="_ _0"></span>madzenia <span class="_ _17"> </span>do <span class="_ _17"> </span>spraw<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">wprowadzonych do porządku obrad <span class="_ _2"></span>walnego zgromadzenia </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">powinny zostać zgłoszone przez akcjonariuszy najpóźniej na </div><div class="t m0 x17 h11 y839 ff1 fs7 fc0 sc0 ls0 ws0">3 dni przed wal<span class="_ _0"></span>nym zgromadzenie<span class="_ _0"></span>m. </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybf2 w27 h11e"><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _19"> </span>zachęca <span class="_ _19"> </span>akcjonariuszy <span class="_ _19"> </span>do <span class="_ _14"> </span>zgłaszania <span class="_ _19"> </span>projektów <span class="_ _5"> </span>uchwał </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">walnego <span class="_ _0"></span>zgromadzenia <span class="_ _9"></span>do spraw <span class="_ _9"></span>wprowadzonych <span class="_ _0"></span>do <span class="_ _0"></span>porządku <span class="_ _9"></span>obrad </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">walnego <span class="_ _2"></span>zgromadzenia <span class="_ _2"></span>w <span class="_ _2"></span>terminie <span class="_ _2"></span>umożliwiającym <span class="_ _2"></span>zapoznanie <span class="_ _2"></span>się <span class="_ _2"></span>z </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">nimi, <span class="_ _4"></span>jednak <span class="_ _e"></span>regulacje <span class="_ _e"></span>wewnętrze <span class="_ _4"></span>Spółki <span class="_ _e"></span>nie <span class="_ _e"></span>przewidują <span class="_ _4"></span>terminu, <span class="_ _e"></span>o </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls46 ws0">któ<span class="ff1 ls0">rym mowa w przedmio<span class="_ _0"></span>towej zasadzie. </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybf3 w157 h11d"><div class="t m0 x17 h11 ybcd ff1 fs7 fc0 sc0 ls0 ws0">4.9.1. </div></div><div class="c x73 ybf3 w158 h11d"><div class="t m0 x17 h11 ybcd ff1 fs7 fc0 sc0 ls0 ws0">W <span class="_ _40"> </span>przypadku <span class="_ _27"> </span>g<span class="_ _2"></span>dy <span class="_ _40"> </span>pr<span class="_ _0"></span>zedmiotem <span class="_ _40"> </span>obrad <span class="_ _40"> </span>w<span class="_ _0"></span>alnego </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">zgromadzenia  ma  by<span class="_ _0"></span>ć  powołanie  do  r<span class="_ _0"></span>ady  nadzorczej  lub </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">powołanie rady <span class="_ _2"></span>nadzorczej <span class="_ _2"></span>nowej kadencji: <span class="_ _2"></span>kandydat<span class="_ _0"></span>ury <span class="_ _2"></span>na </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">członków <span class="_ _1c"> </span>rady <span class="_ _1c"> </span>powinny <span class="_ _1c"> </span>zostać <span class="_ _1c"> </span>zgłoszone <span class="_ _1c"> </span>w <span class="_ _1c"> </span>terminie </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">umożliwiającym <span class="_ _4"></span>podjęci<span class="_ _0"></span>e <span class="_ _4"></span>przez <span class="_ _4"> </span>akcjonariuszy <span class="_ _e"></span>obecnych <span class="_ _4"></span>n<span class="ff1 ls43">a </span></div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">walnym <span class="_ _9"></span>zgromadzeniu <span class="_ _9"></span>decyzji <span class="_ _0"></span>z <span class="_ _9"></span>należytym <span class="_ _0"></span>rozeznanie<span class="_ _0"></span>m, <span class="_ _0"></span>lecz </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">nie  później <span class="_ _26"> </span>niż <span class="_ _26"> </span>na <span class="_ _26"> </span>3 <span class="_ _26"> </span>dni <span class="_ _26"> </span>przed <span class="_ _8"> </span>walnym <span class="_ _26"> </span>zgromadzeniem;<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybd3 ff4 fs7 fc0 sc0 ls0 ws0">kandydatur<span class="_ _0"></span>y, <span class="_ _27"> </span>wraz <span class="_ _27"> </span>z <span class="_ _27"> </span>komple<span class="_ _0"></span>tem <span class="_ _1a"> </span>m<span class="_ _2"></span>ateri<span class="_ _0"></span>ałów <span class="_ _27"> </span>ich </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">dotyczącyc<span class="_ _0"></span>h, powinny <span class="_ _0"></span>zostać niezwło<span class="_ _0"></span>cznie opu<span class="_ _0"></span>blikowane <span class="_ _0"></span>na </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">stronie<span class="_ _0"></span> internetowej spó<span class="_ _0"></span>łki; <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybf3 w27 h11d"><div class="t m0 x17 h11 ybcd ff4 fs7 fc0 sc0 ls0 ws0">Emitent <span class="_ _7"> </span>zachęca <span class="_ _7"> </span>akcjona<span class="_ _0"></span>riuszy <span class="_ _7"> </span>do <span class="_ _7"> </span>zgłaszania <span class="_ _7"> </span>kandydat<span class="_ _0"></span>ów <span class="_ _7"> </span>do <span class="_ _7"> </span>Rady </div><div class="t m0 x17 h11 ybce ff4 fs7 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _21"> </span>w <span class="_ _21"> </span>terminie<span class="_ _0"></span> <span class="_ _21"> </span>umożliwiającym <span class="_ _21"> </span>zapoznanie <span class="_ _21"> </span>się <span class="_ _1c"> </span>z<span class="_ _2"></span> <span class="_ _21"> </span>ich </div><div class="t m0 x17 h11 ybcf ff4 fs7 fc0 sc0 ls0 ws0">doświadczenie<span class="_ _0"></span>m <span class="_ _14"> </span>zawodowym <span class="_ _19"> </span>oraz <span class="_ _19"> </span>posiadanymi <span class="_ _19"> </span>kompetencjami, </div><div class="t m0 x17 h11 ybd0 ff4 fs7 fc0 sc0 ls0 ws0">jednak <span class="_ _19"> </span>regulacje <span class="_ _19"> </span>wewnętrze <span class="_ _14"> </span>Spółki <span class="_ _19"> </span>nie <span class="_ _14"> </span>przewidują <span class="_ _19"> </span>terminu <span class="_ _19"> </span>do </div><div class="t m0 x17 h11 ybd1 ff4 fs7 fc0 sc0 ls0 ws0">zgłoszenia <span class="_ _2"></span>kandyda<span class="ff1">tur. <span class="_ _2"></span>Zasada <span class="_ _e"></span>jest <span class="_ _2"></span>natomiast <span class="_ _2"></span>stosowana <span class="_ _e"></span>w <span class="_ _2"></span>z<span class="_ _2"></span>akresie </span></div><div class="t m0 x17 h11 ybd2 ff4 fs7 fc0 sc0 ls0 ws0">niezwłocznego <span class="_ _5"> </span>publikowania <span class="_ _5"> </span>przez <span class="_ _19"> </span>Emitenta <span class="_ _19"> </span>kandydatur<span class="_ _0"></span> <span class="_ _19"> </span>wraz <span class="_ _19"> </span>z </div><div class="t m0 x17 h11 y844 ff4 fs7 fc0 sc0 ls0 ws0">komplete<span class="_ _0"></span>m <span class="_ _1b"> </span>materiałów <span class="_ _1b"> </span>ich <span class="_ _1b"> </span>dotyczących <span class="_ _1b"> </span>na <span class="_ _1b"> </span>stronie <span class="_ _1b"> </span>internetowej </div><div class="t m0 x17 h11 ybd3 ff4 fs7 fc0 sc0 ls0 ws0">spółki, o il<span class="_ _0"></span>e kandydatury<span class="_ _0"></span> zostaną zgłoszone w termini<span class="_ _0"></span>e wskazanym w </div><div class="t m0 x17 h11 y839 ff1 fs7 fc0 sc0 ls0 ws0">przedmiotowej zasad<span class="_ _0"></span>z<span class="ls47">ie.</span> </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 ybf4 w157 h11e"><div class="t m0 x17 h11 ybc6 ff1 fs7 fc0 sc0 ls0 ws0">4.14. </div></div><div class="c x73 ybf4 w158 h11e"><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">Spółka <span class="_ _4"></span>powinna <span class="_ _7"> </span>dążyć <span class="_ _4"></span>do <span class="_ _4"></span>podziału <span class="_ _7"> </span>zysku <span class="_ _4"></span>poprzez <span class="_ _4"></span>wypłatę </div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">dywidendy. <span class="_ _14"> </span>Pozostawie<span class="_ _0"></span>nie <span class="_ _14"> </span>całości <span class="_ _14"> </span>zysku <span class="_ _14"> </span>w <span class="_ _14"> </span>spółce <span class="_ _14"> </span>jest </div><div class="t m0 x17 h11 ybc8 ff4 fs7 fc0 sc0 ls0 ws0">możliwe, je<span class="_ _0"></span>żeli <span class="_ _0"></span>zachodzi kt<span class="_ _0"></span>órakolwiek z <span class="_ _0"></span>poniższych <span class="_ _0"></span>przyczyn:<span class="_ _0"></span> </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">a) <span class="_ _4"></span>wysokość <span class="_ _4"></span>tego <span class="_ _4"></span>zysku <span class="_ _4"></span>jest <span class="_ _4"></span>minimalna, <span class="_ _7"> </span>a <span class="_ _4"></span>w <span class="_ _4"></span>konsekwencji </div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">dywidenda <span class="_ _2"></span>byłaby <span class="_ _e"></span>nieistotna <span class="_ _2"></span>w <span class="_ _4"></span>relacji <span class="_ _e"></span>do <span class="_ _e"></span>wartości<span class="_ _0"></span> <span class="_ _e"></span>akcji; <span class="_ _e"></span>b) </div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">spółka <span class="_ _7"> </span>wykazuje  niepok<span class="_ _0"></span>ryte <span class="_ _7"> </span>straty  z  l<span class="_ _0"></span>at  ubi<span class="_ _0"></span>egłych,  a <span class="_ _7"> </span>zysk </div></div><div class="c xe5 ybf4 w27 h11e"><div class="t m0 x17 h11 ybc6 ff4 fs7 fc0 sc0 ls0 ws0">Intencja <span class="_ _9"></span>zasady <span class="_ _0"></span>jest <span class="_ _9"></span>bliska <span class="_ _9"></span>Em<span class="_ _2"></span>itento<span class="_ _0"></span>wi. <span class="_ _0"></span>Zarząd <span class="_ _9"></span>Emitenta <span class="_ _9"></span>każdorazowo, </div><div class="t m0 x17 h11 ybc7 ff4 fs7 fc0 sc0 ls0 ws0">we <span class="_ _0"></span>wniosk<span class="_ _0"></span>u <span class="_ _0"></span>do <span class="_ _9"></span>Walnego <span class="_ _0"></span>Zgromadzeni<span class="_ _0"></span>a, <span class="_ _0"></span>co <span class="_ _9"></span>do <span class="_ _0"></span>sposobu <span class="_ _9"></span>podziału <span class="_ _0"></span>zysku </div><div class="t m0 x17 h11 ybc8 ff1 fs7 fc0 sc0 ls0 ws0">za  dany  rok<span class="_ _0"></span>  obroto<span class="_ _0"></span>wy,  przedstawia <span class="_ _7"> </span>wraz<span class="_ _2"></span>  z  u<span class="_ _0"></span>zasadnieni<span class="_ _0"></span>em,  swoje </div><div class="t m0 x17 h11 ybc9 ff4 fs7 fc0 sc0 ls0 ws0">rekomendac<span class="_ _0"></span>je <span class="_ _40"> </span>m<span class="_ _2"></span>ogące <span class="_ _40"> </span>uwzględniać <span class="_ _40"> </span>m.in. <span class="_ _33"> </span>aktualną <span class="_ _40"> </span>oraz </div><div class="t m0 x17 h11 ybbc ff1 fs7 fc0 sc0 ls0 ws0">przewidy<span class="ff4">waną <span class="_ _26"> </span>sytuację<span class="_ _0"></span> <span class="_ _26"> </span>finansową <span class="_ _1b"> </span>Spółki<span class="_ _0"></span> <span class="_ _26"> </span>i <span class="_ _1b"> </span>jej <span class="_ _26"> </span>grupy <span class="_ _26"> </span>kapitałowej, </span></div><div class="t m0 x17 h11 y89 ff4 fs7 fc0 sc0 ls0 ws0">strategię<span class="_ _0"></span> <span class="_ _5"> </span>dalszego <span class="_ _5"> </span>rozwoju, <span class="_ _5"> </span>w <span class="_ _5"> </span>tym <span class="_ _1b"> </span>plany <span class="_ _5"> </span>inwestycyjne. <span class="_ _1b"> </span>Emitent </div></div></div><div class="pi" ></div></div><div id="pf6b" class="pf w0 h0" ><div class="pc pc6b w0 h0"><img class="bi x2 ybf5 w3 h127" alt="" src="data:image/png;base64,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class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">107 </div></div><div class="c x6 ybcb w157 h119"><div class="t m0 x107 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">N<span class="fs11">UMER </span></div><div class="t m0 x107 hf y89 ff2 fs11 fc3 sc0 ls0 ws0">ZASADY<span class="fs7"> </span></div></div><div class="c x73 ybcb w158 h119"><div class="t m0 x4c hf ybbc ff3 fs11 fc3 sc0 ls0 ws0">TREŚĆ ZASADY<span class="ff2 fs7"> </span></div></div><div class="c xe5 ybcb w27 h119"><div class="t m0 x22 hf ybbc ff2 fs7 fc3 sc0 ls0 ws0">W<span class="ff3 fs11">YJAŚNIENIE PRZYCZYN ODSTĘPSTWA <span class="_ _2"></span></span>S<span class="ff3 fs11">PÓŁKI OD <span class="ff2">ZASADY</span></span>: </div></div><div class="c x73 ybf6 w158 h128"><div class="t m0 x17 h11 ybf7 ff4 fs7 fc0 sc0 ls0 ws0">przeznaczony je<span class="_ _0"></span>st na <span class="_ _0"></span>ich <span class="_ _9"></span>z<span class="_ _2"></span>mniejszenie<span class="_ _0"></span>; c) <span class="_ _0"></span>spółka <span class="_ _0"></span>uzasadni, <span class="_ _0"></span>że </div><div class="t m0 x17 h11 ybe9 ff1 fs7 fc0 sc0 ls0 ws0">przeznaczenie <span class="_ _24"> </span>z<span class="_ _2"></span>ysku <span class="_ _24"> </span>na <span class="_ _41"> </span>inwestyc<span class="_ _0"></span>je <span class="_ _23"> </span>przyniesie </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">akcjonari<span class="_ _0"></span>uszom <span class="_ _1e"> </span>wymierne <span class="_ _1e"> </span>korzyści; <span class="_ _1e"> </span>d) <span class="_ _1e"> </span>spółka <span class="_ _1e"> </span>nie </div><div class="t m0 x17 h11 ybeb ff4 fs7 fc0 sc0 ls0 ws0">wygenerowała <span class="_ _17"> </span>środków <span class="_ _1e"> </span>pienię<span class="_ _0"></span>żnych <span class="_ _1e"> </span>umożliwiający<span class="_ _0"></span>ch </div><div class="t m0 x17 h11 y811 ff4 fs7 fc0 sc0 ls0 ws0">wypłatę <span class="_ _12"> </span>dywidendy; <span class="_ _12"> </span>e) <span class="_ _12"> </span>wypłata <span class="_ _11"> </span>dywidend<span class="_ _0"></span>y <span class="_ _12"> </span>istotnie </div><div class="t m0 x17 h11 ybbe ff1 fs7 fc0 sc0 ls0 ws0">zwi<span class="ff4">ększyłaby <span class="_ _0"></span>ryzyko <span class="_ _9"></span>naruszenia <span class="_ _0"></span>kowenant<span class="_ _0"></span>ów <span class="_ _0"></span>wynikający<span class="_ _0"></span>ch <span class="_ _0"></span>z </span></div><div class="t m0 x17 h11 y80e ff4 fs7 fc0 sc0 ls0 ws0">wiążących <span class="_ _2"></span>spółkę <span class="_ _2"></span>umów <span class="_ _e"></span>kredyto<span class="_ _0"></span>wych <span class="_ _e"></span>lub <span class="_ _2"></span>warunków <span class="_ _2"></span>emisji </div><div class="t m0 x17 h11 ybbf ff4 fs7 fc0 sc0 ls0 ws0">obligacji;  f)  pozostawienie  zysku <span class="_ _26"> </span>w  spółce <span class="_ _26"> </span>jest  zgodne <span class="_ _26"> </span>z </div><div class="t m0 x17 h11 ybc0 ff4 fs7 fc0 sc0 ls0 ws0">rekomendac<span class="_ _0"></span>ją  inst<span class="_ _0"></span>ytucji  sprawując<span class="_ _0"></span>ej  nadzór <span class="_ _7"> </span>nad  spółką <span class="_ _7"> </span>z </div><div class="t m0 x17 h11 y839 ff4 fs7 fc0 sc0 ls0 ws0">racji <span class="_ _1a"> </span>pro<span class="_ _0"></span>wadzenia <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>nią <span class="_ _1e"> </span>określo<span class="ff1">nego <span class="_ _1a"> </span>rodzaju </span></div><div class="t m0 x17 h11 ybbc ff4 fs7 fc0 sc0 ls0 ws0">działalności. <span class="ff1"> </span></div><div class="t m0 x17 h11 y89 ff1 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 ybf6 w27 h128"><div class="t m0 x17 h11 ybf7 ff4 fs7 fc0 sc0 ls0 ws0">niezwłocznie <span class="_ _7"> </span>przekazuje  przed<span class="_ _0"></span>miotową <span class="_ _7"> </span>informację  do<span class="_ _0"></span>  wiadomości </div><div class="t m0 x17 h11 ybe9 ff4 fs7 fc0 sc0 ls0 ws0">publicznej <span class="_ _1b"> </span>a <span class="_ _1b"> </span>ww. <span class="_ _5"> </span>wniosek <span class="_ _1b"> </span>jest <span class="_ _1b"> </span>oceniany <span class="_ _1b"> </span>przez <span class="_ _5"> </span>Radę <span class="_ _1b"> </span>Nadzorczą. </div><div class="t m0 x17 h11 ybea ff4 fs7 fc0 sc0 ls0 ws0">Ostatec<span class="_ _0"></span>zna <span class="_ _7"> </span>decyzja, <span class="_ _4"></span>z <span class="_ _7"> </span>uwzględnie<span class="_ _0"></span>niem <span class="_ _7"> </span>istot<span class="_ _0"></span>nych <span class="_ _4"></span>potrzeb <span class="_ _7"> </span>Emitenta, </div><div class="t m0 x17 h11 ybeb ff4 fs7 fc0 sc0 ls0 ws0">któryc<span class="_ _0"></span>h <span class="_ _18"> </span>katalog <span class="_ _14"> </span>może <span class="_ _18"> </span>wykraczać <span class="_ _18"> </span>poza <span class="_ _18"> </span>przesłanki <span class="_ _14"> </span>wskazane <span class="_ _14"> </span>w </div><div class="t m0 x17 h11 y811 ff1 fs7 fc0 sc0 ls0 ws0">przedmiotowej <span class="_ _1a"> </span>zasadzie, <span class="_ _1a"> </span>jest <span class="_ _1a"> </span>podejmowana <span class="_ _1a"> </span>przez <span class="_ _1a"> </span>Walne </div><div class="t m0 x17 h11 ybbe ff1 fs7 fc0 sc0 ls0 ws0">Zgromadzenie E<span class="_ _0"></span>mitenta. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 xbc hc ybf8 ff1 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 xd hb y3b3 ff2 fs6 fc0 sc0 ls9 ws0">8.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">SYSTEM <span class="_ _12"> </span><span class="ff3">KONTROLI <span class="_ _12"> </span>WEWNĘTRZNEJ <span class="_ _12"> </span>I <span class="_ _12"> </span>ZARZĄDZANIA <span class="_ _12"> </span>RYZYKIEM <span class="_ _12"> </span>W </span></span></span></div><div class="t m0 x47 h24 ybf9 ff3 fs6 fc0 sc0 ls0 ws0">ODNIESIENIU <span class="_ _0"></span>DO PROCESU SPORZĄDZA<span class="_ _0"></span>NIA SPRAWOZD<span class="_ _0"></span>AŃ FINANSOWYC<span class="_ _0"></span>H <span class="ff2"> </span></div><div class="t m0 x6 h6 y9d9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y4b0 ff3 fs3 fc0 sc0 ls0 ws0">Opis  głównych <span class="_ _1b"> </span>cech <span class="_ _1b"> </span>stosowanych <span class="_ _1b"> </span>w <span class="_ _1b"> </span>przedsiębiorstwie <span class="_ _1b"> </span>emitenta <span class="_ _1b"> </span>systemów <span class="_ _1b"> </span>kontroli  wewn<span class="_ _2"></span>ętrznej <span class="_ _1b"> </span>i  zarządzan<span class="_ _2"></span>ia </div><div class="t m0 x6 h7 ybfa ff3 fs3 fc0 sc0 ls0 ws0">ryzykiem <span class="_ _14"> </span>w <span class="_ _18"> </span>odniesien<span class="_ _2"></span>iu <span class="_ _14"> </span>do <span class="_ _18"> </span>proc<span class="_ _2"></span>esu <span class="_ _14"> </span>sporządzan<span class="_ _2"></span>ia <span class="_ _14"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _14"> </span>finansowych <span class="_ _18"> </span>i <span class="_ _14"> </span>sko<span class="_ _2"></span>nsolidowanych <span class="_ _18"> </span>sprawozd<span class="_ _2"></span>ań </div><div class="t m0 x6 h7 ybfb ff2 fs3 fc0 sc0 ls0 ws0">finansowych<span class="ff1 ls10">. <span class="_ _2"></span><span class="ls0"> </span></span></div><div class="t m0 xbc hc ybfc ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ybfd ff4 fs3 fc0 sc0 ls0 ws0">Zarząd Spółki jest odpowiedzialn<span class="_ _2"></span>y za system kontroli wewnętrznej w Spółce i jego skuteczno<span class="_ _2"></span>ść w procesie sporządzania </div><div class="t m0 x6 hc y38a ff4 fs3 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _15"> </span>finansowych <span class="_ _15"> </span>i <span class="_ _15"> </span>raportów <span class="_ _15"> </span>okresowych, <span class="_ _22"> </span>p<span class="_ _2"></span>rzygotowywanych <span class="_ _15"> </span>i <span class="_ _22"> </span>p<span class="_ _2"></span>ublikowanych <span class="_ _15"> </span>zgodnie <span class="_ _15"> </span>z <span class="_ _22"> </span>za<span class="_ _2"></span>sadami </div><div class="t m0 x6 hc y500 ff4 fs3 fc0 sc0 ls0 ws0">rozporządzenia Ministra <span class="_ _9"></span>Finansów <span class="_ _0"></span>z <span class="_ _0"></span>dnia <span class="_ _9"></span>29 m<span class="_ _0"></span>arca <span class="_ _0"></span>2018 <span class="_ _9"></span>r. w <span class="_ _9"></span>sp<span class="_ _2"></span>rawie <span class="_ _9"></span>informacji <span class="_ _0"></span>bieżących <span class="_ _0"></span>i <span class="_ _0"></span>okresowych <span class="_ _0"></span>przekazywanych </div><div class="t m0 x6 hc y56e ff4 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _14"> </span>emitentów <span class="_ _14"> </span>papierów <span class="_ _18"> </span>wartościowych <span class="_ _14"> </span>ora<span class="_ _2"></span>z <span class="_ _14"> </span>warunków <span class="_ _14"> </span>uznawan<span class="_ _2"></span>ia <span class="_ _14"> </span>za <span class="_ _14"> </span>równoważne <span class="_ _14"> </span>informacji <span class="_ _18"> </span>wymaganych </div><div class="t m0 x6 hc ybfe ff4 fs3 fc0 sc0 ls0 ws0">przepisami <span class="_ _13"> </span>prawa <span class="_ _13"> </span>pańs<span class="_ _2"></span>twa <span class="_ _7"> </span>n<span class="_ _2"></span>iebędącego <span class="_ _13"> </span>pań<span class="_ _2"></span>stwem <span class="_ _13"> </span>członkowskim. <span class="_ _13"> </span>Spół<span class="_ _2"></span>ka <span class="_ _7"> </span>s<span class="_ _2"></span>tosuje <span class="_ _13"> </span>systemy <span class="_ _13"> </span>kontroli <span class="_ _8"> </span>wewnętrznej <span class="_ _13"> </span>w<span class="_ _2"></span> </div><div class="t m0 x6 hc y6a7 ff4 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _2"></span>prowadzenia <span class="_ _e"></span>rachunkowości <span class="_ _2"></span>i <span class="_ _2"></span>sp<span class="_ _2"></span>rawozdawczości <span class="_ _2"></span>finansowej <span class="_ _2"></span>zapewniającej <span class="_ _e"></span>rzetelne <span class="_ _2"></span>i <span class="_ _2"></span>jas<span class="_ _2"></span><span class="ff1">ne <span class="_ _2"></span>p<span class="_ _2"></span>rzedstawienie <span class="_ _2"></span>jej </span></div><div class="t m0 x6 hc ybff ff4 fs3 fc0 sc0 ls0 ws0">sytuacji <span class="_ _e"></span>finansowej <span class="_ _e"></span>i <span class="_ _2"></span>majątkowej. <span class="_ _e"></span>Spółka <span class="_ _e"></span>posiada <span class="_ _e"></span>dokumentację <span class="_ _e"></span>opisującą <span class="_ _e"></span>przyjęte <span class="_ _e"></span>zasady <span class="_ _e"></span>rachunkowości, <span class="_ _e"></span>określające </div><div class="t m0 x6 hc y787 ff4 fs3 fc0 sc0 ls0 ws0">metody <span class="_ _14"> </span>wyc<span class="_ _2"></span>eny <span class="_ _14"> </span>akty<span class="_ _2"></span>wów <span class="_ _14"> </span>i <span class="_ _18"> </span>pasy<span class="_ _2"></span>wów <span class="_ _14"> </span>oraz <span class="_ _18"> </span>ustalenia <span class="_ _18"> </span>wyniku<span class="_ _2"></span> <span class="_ _14"> </span>finans<span class="_ _2"></span>owego, <span class="_ _14"> </span>a <span class="_ _18"> </span>także <span class="_ _18"> </span>spos<span class="_ _2"></span>ób <span class="_ _14"> </span>prowad<span class="_ _2"></span>zenia <span class="_ _14"> </span>ksiąg </div><div class="t m0 x6 hc ya94 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowych <span class="_ _7"></span>i <span class="_ _7"></span>syst<span class="ff4">emu <span class="_ _7"></span>ochrony <span class="_ _7"></span>danych <span class="_ _7"></span>i <span class="_ _7"></span>ich <span class="_ _4"></span>zbioró<span class="_ _2"></span>w. <span class="_ _4"></span>Przyjęte <span class="_ _7"></span>zasady <span class="_ _7"></span>rachunkowości <span class="_ _7"></span>stosu<span class="_ _2"></span>je <span class="_ _4"></span>się <span class="_ _7"></span>w <span class="_ _4"></span>s<span class="_ _2"></span>posób <span class="_ _7"></span>ciągły, </span></div><div class="t m0 x6 hc yc00 ff4 fs3 fc0 sc0 ls0 ws0">zapewniając <span class="_ _18"> </span>porówny<span class="_ _2"></span>walność <span class="_ _18"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _14"> </span>finans<span class="_ _2"></span>owych <span class="_ _14"> </span>przy<span class="_ _2"></span> <span class="_ _14"> </span>zastos<span class="_ _2"></span>owaniu <span class="_ _18"> </span>reguły <span class="_ _18"> </span>kontynuacji <span class="_ _18"> </span>działaln<span class="_ _2"></span>ości <span class="_ _14"> </span>oraz </div><div class="t m0 x6 hc ya18 ff4 fs3 fc0 sc0 ls0 ws0">ostrożnej <span class="_ _4"></span>wyceny. <span class="_ _e"></span>Sprawozdania <span class="_ _4"></span>finansowe <span class="_ _e"></span>Spółki <span class="_ _e"></span>s<span class="_ _2"></span>ą <span class="_ _e"></span>poddawa<span class="ff1">n<span class="_ _2"></span>e <span class="_ _e"></span>badaniom <span class="_ _4"></span>przez <span class="_ _e"></span>podmioty <span class="_ _4"></span>uprawnione, <span class="_ _e"></span>wybrane <span class="_ _e"></span>w </span></div><div class="t m0 x6 hc yc01 ff4 fs3 fc0 sc0 ls0 ws0">drodze uchwały<span class="_ _2"></span> Rady Nadzorczej. Sprawozdania s<span class="_ _2"></span>ą publikowane zgodnie z ob<span class="_ _2"></span>owiązującymi przepisami prawa.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xbc hc y5c8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5c9 ff4 fs3 fc0 sc0 ls0 ws0">Księgi <span class="_ _9"></span>rachu<span class="_ _2"></span>nkowe <span class="_ _9"></span>są prowadzone <span class="_ _9"></span>przez Spółkę <span class="_ _9"></span>w <span class="_ _9"></span>s<span class="_ _2"></span>ystemie <span class="_ _9"></span>i<span class="_ _2"></span>nformatycznym <span class="_ _0"></span>SAP <span class="_ _9"></span>R3. Dostęp <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"></span>zas<span class="_ _2"></span>obów <span class="_ _9"></span>informacyjnych </div><div class="t m0 x6 hc y5ca ff4 fs3 fc0 sc0 ls0 ws0">systemu <span class="_ _4"></span>informatyczn<span class="_ _2"></span>ego <span class="_ _4"></span>ograniczony <span class="_ _4"></span>jest <span class="_ _4"></span>odp<span class="_ _2"></span>owiednimi <span class="_ _e"></span>u<span class="_ _2"></span>prawnieniami <span class="_ _4"></span>upoważnionych<span class="_ _2"></span> <span class="_ _4"></span>pracowników, <span class="_ _4"></span>wyłącznie <span class="_ _4"></span>w </div><div class="t m0 x6 hc y5cb ff1 fs3 fc0 sc0 ls0 ws0">zakresie wykonywany<span class="_ _2"></span>ch przez nich obow<span class="_ _2"></span><span class="ff4">iązków. </span> </div><div class="t m0 x6 hc yc02 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y77a ff4 fs3 fc0 sc0 ls0 ws0">Nadzór <span class="_ _e"></span>merytoryczny <span class="_ _e"></span>nad <span class="_ _e"></span>procesem <span class="_ _e"></span>przygotowania <span class="_ _e"></span>s<span class="_ _2"></span>prawozdań <span class="_ _e"></span>finansowych <span class="_ _e"></span>i <span class="_ _e"></span>raportów <span class="_ _e"></span>okresowych <span class="_ _e"></span>Spółki <span class="_ _e"></span>sprawuje </div><div class="t m0 x6 hc yc03 ff1 fs3 fc0 sc0 ls0 ws0">Dyrektor Finansowy. <span class="_ _2"></span> </div><div class="t m0 x6 hc yc04 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y8bd ff4 fs3 fc0 sc0 ls0 ws0">Organizacja <span class="_ _e"></span>prac <span class="_ _2"></span>związa<span class="_ _2"></span>nych <span class="_ _2"></span>z <span class="_ _2"></span>przy<span class="_ _2"></span>gotowaniem <span class="_ _2"></span>rocznych<span class="_ _2"></span> <span class="_ _2"></span>i <span class="_ _2"></span>śródroczny<span class="_ _2"></span>ch <span class="_ _2"></span>sprawozdań <span class="_ _e"></span>finansowych <span class="_ _e"></span>leży <span class="_ _2"></span>w <span class="_ _e"></span>kompetencji </div><div class="t m0 x6 hc yc05 ff4 fs3 fc0 sc0 ls0 ws0">działu księgowości oraz <span class="_ _2"></span>kontrolingu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y879 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ya1f ff1 fs3 fc0 sc0 ls0 ws0">Sprawozdanie <span class="_ _4"></span>finans<span class="_ _2"></span>owe, <span class="_ _4"></span><span class="ff4">przygotowan<span class="_ _2"></span>e <span class="_ _e"></span>p<span class="_ _2"></span>rzez <span class="_ _4"></span>dział <span class="_ _4"></span>księgowości <span class="_ _4"></span>we <span class="_ _4"></span>współpra<span class="_ _2"></span>cy <span class="_ _4"></span>z <span class="_ _4"></span>działem <span class="_ _4"></span>kontrolingu, <span class="_ _13"> </span></span>po <span class="_ _4"></span>akcepta<span class="_ _2"></span>cji </div><div class="t m0 x6 hc yc06 ff4 fs3 fc0 sc0 ls0 ws0">przez Dyrektora Finan<span class="_ _2"></span>sowego, przed p<span class="_ _2"></span>ublikacją podlega weryfikacji Zarząd<span class="_ _2"></span>u oraz Rady Nadzorczej Spół<span class="_ _2"></span>ki.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 yc07 ff1 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6c" class="pf w0 h0" ><div class="pc pc6c w0 h0"><img class="bi x2 yc08 w3 h129" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">108 </div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">8.3.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">AKCJONARIUSZE <span class="_ _0"></span>POSIADAJĄCY ZNACZNE<span class="_ _0"></span> PAKIETY AKCJI<span class="ff2"> </span></span></span></div><div class="t m0 xbc hc y7a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y7b ff3 fs3 fc0 sc0 ls0 ws0">Wskazanie akcjonariuszy posiadających bezp<span class="_ _2"></span>ośrednio lub p<span class="_ _0"></span>ośrednio znaczne<span class="_ _2"></span> <span class="_ _0"></span>pakiety akcji wraz ze wskazaniem liczby </div><div class="t m0 x6 h7 y7c ff3 fs3 fc0 sc0 ls0 ws0">posiadanych <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>te <span class="_ _1b"> </span>podmioty  akcji, <span class="_ _1b"> </span>ich  pr<span class="_ _2"></span>ocentowego  u<span class="_ _2"></span>działu  w <span class="_ _1b"> </span>kapitale  zakł<span class="_ _2"></span>adowym,  liczb<span class="_ _2"></span>y  głosów <span class="_ _1b"> </span>z  nich<span class="_ _2"></span> </div><div class="t m0 x6 h7 y7d ff3 fs3 fc0 sc0 ls0 ws0">wynikających i ich pr<span class="_ _2"></span>ocentowego udzia<span class="_ _2"></span>łu w ogólnej liczbie <span class="_ _2"></span>głosów na walnym zgromadze<span class="_ _2"></span>niu<span class="ff2">.<span class="ff1"> </span></span></div><div class="t m0 xbc h67 y7e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 yc09 ff4 fs3 fc0 sc0 ls0 ws0">Struktura akcjonariatu <span class="_ _0"></span>Spółki, <span class="_ _0"></span>uwzględniająca akcjonariuszy posiadających<span class="_ _2"></span><span class="ff1 fs2"> <span class="_ _0"></span><span class="ff4 fs3">na <span class="_ _0"></span>dzień <span class="_ _0"></span>31 <span class="_ _0"></span>grudnia 202<span class="ff1">4 <span class="_ _0"></span><span class="ff4">r. <span class="_ _0"></span>bezpośrednio lub </span></span></span></span></div><div class="t m0 x6 hc yc0a ff4 fs3 fc0 sc0 ls0 ws0">pośrednio  znaczne <span class="_ _13"> </span>pakiety  akcji <span class="_ _13"> </span>„TOYA” <span class="_ _8"> </span>S.A.  w<span class="_ _0"></span>raz <span class="_ _8"> </span>ze  wskazaniem <span class="_ _13"> </span>liczby  posiadanych <span class="_ _8"> </span>przez <span class="_ _8"> </span>te <span class="_ _8"> </span>podmioty<span class="_ _2"></span> <span class="_ _13"> </span>akcji,  ich </div><div class="t m0 x6 hc y1d8 ff4 fs3 fc0 sc0 ls0 ws0">procentowego ud<span class="_ _2"></span>ziału w kapitale zakł<span class="_ _2"></span>adowym, liczby głosó<span class="_ _2"></span>w z nich wynika<span class="_ _2"></span>jących i ich pr<span class="_ _2"></span>ocentowego udziału<span class="_ _2"></span> w ogólnej </div><div class="t m0 x6 hc y8af ff1 fs3 fc0 sc0 ls0 ws0">liczbie <span class="_ _e"></span>g<span class="ff4">łosó<span class="_ _2"></span>w <span class="_ _e"></span>na <span class="_ _e"></span>Walny<span class="_ _2"></span>m <span class="_ _e"></span>Zgromadzeniu <span class="_ _e"></span>Spółki, <span class="_ _4"></span>została<span class="_ _2"></span></span> <span class="_ _e"></span><span class="ff4">(zgodnie <span class="_ _e"></span>z <span class="_ _4"></span>najlepszą <span class="_ _e"></span>wiedzą <span class="_ _e"></span>Spó<span class="_ _2"></span>łki)</span> <span class="_ _e"></span>zaprezento<span class="_ _2"></span>wana <span class="_ _e"></span>w <span class="_ _e"></span>tabeli </div><div class="t m0 x6 hc yc0b ff4 fs3 fc0 sc0 ls0 ws0">poniżej, spo<span class="_ _2"></span>rządzonej na podstawie informacji przekaz<span class="_ _2"></span>an<span class="_ _2"></span>ych Spółce przez akcjon<span class="_ _2"></span>ariuszy.<span class="ff1"> </span></div><div class="t m0 x6 hc yc0c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y93a ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y772 w159 hda"><div class="t m0 x48 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Nazwa </div></div><div class="c x184 y772 w15a hda"><div class="t m0 x1e hf y546 ff2 fs7 fc3 sc0 ls0 ws0">Status </div></div><div class="c x185 y772 wc0 hda"><div class="t m0 x16 hf y538 ff2 fs7 fc3 sc0 ls0 ws0">Liczba akcji / l<span class="_ _0"></span>iczba </div><div class="t m0 x16 hf y546 ff3 fs7 fc3 sc0 ls0 ws0">głosów na Walny<span class="_ _0"></span>m </div><div class="t m0 x10b hf y539 ff2 fs7 fc3 sc0 ls0 ws0">Zgromadzeniu </div></div><div class="c x8 y772 w15b hda"><div class="t m0 x1a hf yc0d ff3 fs7 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 xa9 hf y547 ff2 fs7 fc3 sc0 ls0 ws0">nominalna </div><div class="t m0 x14d hf y545 ff2 fs7 fc3 sc0 ls0 ws0">jednej akcji w </div><div class="t m0 xfb hf y548 ff3 fs7 fc3 sc0 ls48 ws0">zł<span class="ff2 ls0"> </span></div></div><div class="c x123 y772 w15c hda"><div class="t m0 xcf hf y538 ff3 fs7 fc3 sc0 ls0 ws0">Wartość </div><div class="t m0 x17 hf y546 ff2 fs7 fc3 sc0 ls0 ws0">nominalna akcji w </div><div class="t m0 xaa hf y539 ff3 fs7 fc3 sc0 ls48 ws0">zł<span class="ff2 ls0"> </span></div></div><div class="c x135 y772 w15d hda"><div class="t m0 x5c hf y7b5 ff3 fs7 fc3 sc0 ls0 ws0">Udział w kapital<span class="_ _0"></span>e </div><div class="t m0 x137 hf y538 ff3 fs7 fc3 sc0 ls0 ws0">zakładowym / udzi<span class="_ _0"></span>ał<span class="ff2"> </span></div><div class="t m0 x186 hf y546 ff3 fs7 fc3 sc0 ls0 ws0">w ogólnej liczbie <span class="_ _0"></span>głosów na </div><div class="t m0 xc7 hf y539 ff2 fs7 fc3 sc0 ls0 ws0">Walnym Zgromadz<span class="_ _0"></span>eniu </div><div class="t m0 x16 hf y1a7 ff3 fs7 fc3 sc0 ls0 ws0">wyrażone w proc<span class="_ _0"></span>entach (%)<span class="ff2"> </span></div></div><div class="c x6 yc0e w159 h12a"><div class="t m0 x48 h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x184 yc0e w15a h12a"><div class="t m0 x29 h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x185 yc0e wc0 h12a"><div class="t m0 xcf h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x8 yc0e w15b h12a"><div class="t m0 x85 h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x123 yc0e w15c h12a"><div class="t m0 x5f h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">2 828 430,40 </div></div><div class="c x135 yc0e w15d h12a"><div class="t m0 x4a h11 y92 ff1 fs7 fc0 sc0 ls0 ws0">37,69% </div></div><div class="c x6 y781 w159 h12b"><div class="t m0 x48 h11 y253 ff4 fs7 fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff1"> </span></div></div><div class="c x184 y781 w15a h12b"><div class="t m0 x29 h11 y253 ff1 fs7 fc0 sc0 ls0 ws0">osoba fi<span class="_ _0"></span>zyczna </div></div><div class="c x185 y781 wc0 h12b"><div class="t m0 xfe h11 y253 ff1 fs7 fc0 sc0 ls0 ws0">9 652 290 </div></div><div class="c x8 y781 w15b h12b"><div class="t m0 x85 h11 y253 ff1 fs7 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x123 y781 w15c h12b"><div class="t m0 x2e h11 y253 ff1 fs7 fc0 sc0 lse ws0">965 <span class="ls0">229,00 </span></div></div><div class="c x135 y781 w15d h12b"><div class="t m0 x4a h11 y253 ff1 fs7 fc0 sc0 ls0 ws0">12,86% </div></div><div class="c x6 yc0f w159 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c x184 yc0f w15a hd1"><div class="t m0 x18 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">osoba prawna </div></div><div class="c x185 yc0f wc0 hd1"><div class="t m0 xfe h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">5 001 147 </div></div><div class="c x8 yc0f w15b hd1"><div class="t m0 x85 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x123 yc0f w15c hd1"><div class="t m0 x2e h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">500 114,70 </div></div><div class="c x135 yc0f w15d hd1"><div class="t m0 x4c h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">6,66% </div></div><div class="c x6 yc10 w159 he9"><div class="t m0 x48 h11 y567 ff1 fs7 fc0 sc0 ls0 ws0">Pozostali      <span class="_ _0"></span>                          <span class="_ _0"></span>                   </div><div class="t m0 x48 h11 y24c ff1 fs7 fc0 sc0 ls0 ws0">- <span class="ff4">udział poniżej 5%<span class="_ _0"></span><span class="ff1"> </span></span></div></div><div class="c x184 yc10 w15a he9"><div class="t m0 x5f h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">nie doty<span class="_ _0"></span>czy </div></div><div class="c x185 yc10 wc0 he9"><div class="t m0 xcf h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">32 104 485 </div></div><div class="c x8 yc10 w15b he9"><div class="t m0 x85 h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">0,1 </div></div><div class="c x123 yc10 w15c he9"><div class="t m0 x5f h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">3 210 448,50 </div></div><div class="c x135 yc10 w15d he9"><div class="t m0 x4a h11 y56d ff1 fs7 fc0 sc0 ls0 ws0">42,79% </div></div><div class="c x6 y909 w159 h34"><div class="t m0 xcf hf y298 ff2 fs7 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x184 y909 w15a h34"><div class="t m0 x2f h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x185 y909 wc0 h34"><div class="t m0 xcf hf y298 ff2 fs7 fc0 sc0 ls0 ws0">75 042 226 </div></div><div class="c x8 y909 w15b h34"><div class="t m0 x6f h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c x123 y909 w15c h34"><div class="t m0 x5f hf y298 ff2 fs7 fc0 sc0 ls0 ws0">7 504 222,60<span class="_ _0"></span> </div></div><div class="c x135 y909 w15d h34"><div class="t m0 xd hf y298 ff2 fs7 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y294 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc11 ff4 fs3 fc0 sc0 ls0 ws0">Pomiędzy dniem przekazan<span class="_ _2"></span>ia poprzedniego raportu<span class="_ _2"></span> okresowego (tj. od <span class="_ _2"></span><span class="ff1">7 listopad<span class="_ _2"></span>a 2024 r.) a 31 grudnia 2024 </span>r. <span class="_ _2"></span>a także </div><div class="t m0 x6 hc yc12 ff4 fs3 fc0 sc0 ls0 ws0">po <span class="_ _4"></span>zakończeniu <span class="_ _4"></span>roku <span class="_ _4"></span>202<span class="ff1">4 <span class="_ _4"></span>do <span class="_ _4"></span>dnia <span class="_ _4"></span>zatwierdzenia <span class="_ _4"></span>niniejszego <span class="_ _4"></span>sprawozdania <span class="_ _4"></span>do <span class="_ _4"></span>publikacji <span class="_ _4"></span>nie <span class="_ _4"></span></span>miały<span class="_ _2"></span> <span class="_ _e"></span>miejsca <span class="_ _4"></span>zmiany <span class="_ _4"></span>w </div><div class="t m0 x6 hc yc13 ff4 fs3 fc0 sc0 ls0 ws0">strukturze wła<span class="_ _2"></span>sności znacznych pakietów akcji TOY<span class="_ _2"></span>A S.A.<span class="ff1"> <span class="_ _2"></span> </span></div><div class="t m0 xbc hc yb16 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc14 ff4 fs3 fc0 sc0 ls0 ws0">Jednostce <span class="_ _19"> </span>Dominującej<span class="_ _2"></span><span class="ff1"> <span class="_ _5"> </span></span>n<span class="_ _2"></span>ie <span class="_ _5"> </span>są <span class="_ _19"> </span>zn<span class="_ _2"></span>ane <span class="_ _5"> </span>żadn<span class="_ _2"></span>e <span class="_ _5"> </span>umowy, <span class="_ _19"> </span>w <span class="_ _19"> </span>wyniku <span class="_ _19"> </span>któ<span class="_ _2"></span>rych <span class="_ _19"> </span>w <span class="_ _5"> </span>przys<span class="_ _2"></span>złości <span class="_ _5"> </span>mogłyb<span class="_ _2"></span>y <span class="_ _5"> </span>n<span class="_ _2"></span>astąpić <span class="_ _5"> </span>zmiany <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yb93 ff1 fs3 fc0 sc0 ls0 ws0">w proporcjach po<span class="_ _2"></span>siadanych akcji przez doty<span class="_ _2"></span>chczasowych akcjonariuszy<span class="_ _2"></span>.<span class="_ _2"></span>  </div><div class="t m0 xd hb y776 ff2 fs6 fc0 sc0 ls9 ws0">8.4.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">PAPIERY <span class="_ _3"> </span><span class="ff3">WARTOŚCIOWE <span class="_ _46"> </span>DAJĄCE</span> <span class="_ _46"> </span>SPECJALNE <span class="_ _3"> </span>UPRAWNIENIA </span></span></div><div class="t m0 x47 h24 yaaa ff2 fs6 fc0 sc0 ls0 ws0">KONTROLNE </div><div class="t m0 x6 hc yc15 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y651 ff3 fs3 fc0 sc0 ls0 ws0">Wskazanie  posiadaczy  wszelkich<span class="_ _2"></span>  papierów  wartościowych,  które  dają  specjalne  uprawnienia  kontr<span class="_ _2"></span>olne,  wraz  z </div><div class="t m0 x6 h7 yc16 ff3 fs3 fc0 sc0 ls0 ws0">opisem tych up<span class="_ _2"></span>rawnień<span class="ff1"> <span class="ff4">(§ 70 u<span class="_ _2"></span>st. 6 pkt 5 lit. e<span class="_ _2"></span></span> <span class="ff4">Rozporządzenia).</span> </span></div><div class="t m0 x6 hc yc17 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc18 ff4 fs3 fc0 sc0 ls0 ws0">Wszystkie <span class="_ _2"></span>akcje Spółki <span class="_ _2"></span>są <span class="_ _2"></span>akcjami zwykłymi n<span class="_ _2"></span>a <span class="_ _2"></span>okaziciela, <span class="_ _2"></span>które nie <span class="_ _2"></span>dają s<span class="_ _2"></span>pecjalnych u<span class="_ _2"></span>prawnień kontro<span class="_ _2"></span>lnych. Poza<span class="_ _2"></span> w/w </div><div class="t m0 x6 hc yc19 ff4 fs3 fc0 sc0 ls0 ws0">akcjami, Spółka n<span class="_ _2"></span>ie emitowała żadny<span class="_ _2"></span>ch innych papierów wartościowych.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb yc1a ff2 fs6 fc0 sc0 ls9 ws0">8.5.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">OGRANICZENIE PRA<span class="_ _0"></span>W Z AKCJI </span></span></div><div class="t m0 xbc hc yc1b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc1c ff3 fs3 fc0 sc0 ls0 ws0">Wskazanie <span class="_ _9"></span>ws<span class="_ _2"></span>zelkich <span class="_ _9"></span>o<span class="_ _2"></span>graniczeń <span class="_ _0"></span>odnośnie <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"></span>wykon<span class="_ _2"></span>ywania <span class="_ _9"></span>prawa g<span class="_ _0"></span>łosu, <span class="_ _0"></span>takich <span class="_ _9"></span>jak og<span class="_ _0"></span>raniczenie <span class="_ _0"></span>wykonywania <span class="_ _9"></span>pr<span class="_ _2"></span>awa </div><div class="t m0 x6 h7 yc1d ff3 fs3 fc0 sc0 ls0 ws0">głosu <span class="_ _9"></span>przez <span class="_ _0"></span>posiadaczy <span class="_ _9"></span>określ<span class="_ _2"></span>onej <span class="_ _9"></span>części <span class="_ _9"></span>lub<span class="_ _2"></span> <span class="_ _9"></span>liczby <span class="_ _0"></span>głosów, <span class="_ _9"></span>ograniczen<span class="_ _2"></span>ia <span class="_ _a"></span>c<span class="_ _2"></span>zasowe <span class="_ _9"></span>dotyczą<span class="_ _2"></span>ce <span class="_ _9"></span>wykonywania <span class="_ _0"></span>prawa <span class="_ _9"></span>głosu<span class="_ _2"></span> </div><div class="t m0 x6 h7 yc1e ff3 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _e"></span>zapisy, <span class="_ _e"></span>zgodnie <span class="_ _e"></span>z <span class="_ _e"></span>któr<span class="_ _2"></span>ymi <span class="_ _e"></span>p<span class="_ _2"></span>rawa <span class="_ _e"></span>kapitałowe <span class="_ _e"></span>związane <span class="_ _e"></span>z <span class="_ _e"></span>pap<span class="_ _2"></span>ierami <span class="_ _e"></span>wartościowymi <span class="_ _e"></span>s<span class="_ _2"></span>ą <span class="_ _2"></span>o<span class="_ _2"></span>ddzielone <span class="_ _e"></span>od <span class="_ _e"></span>posiadania </div><div class="t m0 x6 h7 yc1f ff3 fs3 fc0 sc0 ls0 ws0">papierów warto<span class="_ _2"></span>ściowych<span class="ff1"> (<span class="ff4">§ 70 us<span class="_ _2"></span>t. 6 pkt 5 lit. f</span> <span class="_ _2"></span><span class="ff4">Rozporządzenia). </span> </span></div><div class="t m0 x6 hc yb30 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y4ed ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _15"> </span>akcjami <span class="_ _15"> </span>Spół<span class="_ _2"></span>ki <span class="_ _15"> </span>nie <span class="_ _15"> </span>wiąż<span class="_ _2"></span>ą <span class="_ _15"> </span>się <span class="_ _15"> </span>żad<span class="_ _2"></span>ne <span class="_ _15"> </span>ograniczenia <span class="_ _12"> </span>w <span class="_ _15"> </span>wykonywaniu <span class="_ _12"> </span>prawa <span class="_ _15"> </span>gł<span class="_ _2"></span>osu. <span class="_ _15"> </span>Zgodnie <span class="_ _12"> </span>ze <span class="_ _15"> </span>Statutem <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc20 ff4 fs3 fc0 sc0 ls0 ws0">„TOYA” S.A., każd<span class="_ _2"></span>a akcja daje prawo do jednego gł<span class="_ _2"></span>osu na Walnym Zgromadzen<span class="_ _2"></span>iu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc21 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf6d" class="pf w0 h0" ><div class="pc pc6d w0 h0"><img class="bi x2 yc22 w3 h12c" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">109 </div><div class="t m0 x6 h7 yb ff2 fs3 fc0 sc0 ls0 ws0">Wskazanie <span class="ff3">wszelk<span class="_ _2"></span>ich ograniczeń dotycząc<span class="_ _2"></span>ych przenoszenia prawa <span class="_ _2"></span>własności papierów wartościowych<span class="_ _2"></span> emitenta<span class="_ _e"></span></span>.<span class="ff1"> </span></div><div class="t m0 x6 hc y3d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="ff4">r. nie było o<span class="_ _2"></span>graniczeń doty<span class="_ _2"></span>czących przenoszenia <span class="_ _2"></span>prawa własności papierów wartoś<span class="_ _2"></span>ciowych Spółki<span class="_ _2"></span></span><span class="ls10">. </span> </div><div class="t m0 xd hb y3a7 ff2 fs6 fc0 sc0 ls9 ws0">8.6.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">OPIS ZASAD ZMIANY<span class="_ _0"></span> STATUTU EM<span class="_ _0"></span>ITENTA </span></span></div><div class="t m0 xbc hc y4a8 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1a3 ff4 fs3 fc0 sc0 ls0 ws0">Zmiana <span class="_ _0"></span>Statutu Spółki <span class="_ _0"></span>dokonywana jest <span class="_ _0"></span>zgodnie <span class="_ _0"></span>z przepisami <span class="_ _0"></span>Kodeksu spółek <span class="_ _0"></span>handlowych. Uchwały <span class="_ _9"></span>co do <span class="_ _0"></span>zmian Statutu </div><div class="t m0 x6 hc y1a4 ff4 fs3 fc0 sc0 ls0 ws0">zwiększających <span class="_ _1e"> </span>świadczenia <span class="_ _1e"> </span>akcjonarius<span class="_ _2"></span>zy <span class="_ _17"> </span>lub <span class="_ _1e"> </span>uszczuplających <span class="_ _1e"> </span>prawa <span class="_ _1e"> </span>przyznane <span class="_ _17"> </span>o<span class="_ _2"></span>sobiście <span class="_ _1e"> </span>poszczególnym </div><div class="t m0 x6 hc y1a5 ff4 fs3 fc0 sc0 ls0 ws0">akcjonariuszo<span class="_ _2"></span>m wymagają zgody wszys<span class="_ _2"></span>tkich akcjon<span class="_ _2"></span>ariuszy, których dotyczą. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xd hb y447 ff2 fs6 fc0 sc0 ls9 ws0">8.7.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff2">WALNE ZGROMADZE<span class="_ _0"></span>NIE  </span></span></div><div class="t m0 x6 h6 y353 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y52 ff3 fs3 fc0 sc0 ls0 ws0">Sposób <span class="_ _4"></span>działania <span class="_ _e"></span>waln<span class="_ _2"></span>ego <span class="_ _e"></span>zgr<span class="_ _2"></span>omadzenia <span class="_ _4"></span>i <span class="_ _e"></span>jego <span class="_ _4"></span>zasadnicze <span class="_ _4"></span>uprawn<span class="_ _2"></span>ienia <span class="_ _e"></span>oraz <span class="_ _4"></span>opis <span class="_ _4"></span>praw <span class="_ _e"></span>akcjonariuszy <span class="_ _4"></span>i <span class="_ _e"></span>sp<span class="_ _2"></span>osobu <span class="_ _e"></span>ich </div><div class="t m0 x6 h7 yc23 ff3 fs3 fc0 sc0 ls0 ws0">wykonywania, <span class="_ _e"></span>w <span class="_ _e"></span>szczególnośc<span class="_ _2"></span>i <span class="_ _2"></span>zasady <span class="_ _e"></span>wynika<span class="_ _2"></span>jące <span class="_ _e"></span>z <span class="_ _2"></span>r<span class="_ _2"></span>egulaminu <span class="_ _e"></span>walnego <span class="_ _4"></span>zgromadze<span class="_ _2"></span>nia, <span class="_ _2"></span>jeżeli <span class="_ _e"></span>taki <span class="_ _e"></span>regulamin <span class="_ _e"></span>został<span class="_ _2"></span> </div><div class="t m0 x6 h7 yc24 ff3 fs3 fc0 sc0 ls0 ws0">uchwalony, o ile informacje <span class="_ _2"></span>w tym zakre<span class="_ _2"></span>sie nie wynikają wprost z p<span class="_ _2"></span>rzepisów prawa<span class="_ _2"></span><span class="ff1">).  </span></div><div class="t m0 x6 hc y682 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc25 ff4 fs3 fc0 sc0 ls0 ws0">Obrady Walnego Zgro<span class="_ _2"></span>madzenia „TOYA” S.A. odbywają s<span class="_ _2"></span>ię zgodnie z <span class="_ _2"></span>powszechnie obowiązującymi p<span class="_ _2"></span>rzepisami prawa, w </div><div class="t m0 x6 hc yc26 ff4 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _1c"> </span>przepis<span class="_ _2"></span>ami <span class="_ _18"> </span>Kod<span class="_ _2"></span>eksu <span class="_ _1c"> </span>spółek <span class="_ _1c"> </span>handlowych, <span class="_ _18"> </span>Sta<span class="_ _2"></span>tutu <span class="_ _1c"> </span>Spółki <span class="_ _1c"> </span>oraz <span class="_ _18"> </span>pos<span class="_ _2"></span>tanowie<span class="_ _0"></span>ń <span class="_ _1c"> </span>Regulaminu <span class="_ _1c"> </span>Walnego </div><div class="t m0 x6 hc yc27 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="ff4">(dos<span class="_ _2"></span>tęp: </span><span class="fc6">https://toy<span class="_ _2"></span>a.pl/materialy-dla<span class="_ _2"></span>-inwestorow</span>).  </div><div class="t m0 x6 hc y683 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc28 ff4 fs3 fc0 sc0 ls0 ws0">Walne Zgromadzeni<span class="_ _2"></span>e obradu<span class="_ _2"></span>je jako <span class="_ _2"></span>zwyczajne albo<span class="_ _2"></span> nadzwy<span class="_ _2"></span>czajne. Nad<span class="_ _2"></span>zwyczajne Walne <span class="_ _2"></span>Zgromadzenie <span class="_ _2"></span>zwołuje <span class="_ _2"></span>Zarząd </div><div class="t m0 x6 hc y339 ff4 fs3 fc0 sc0 ls0 ws0">z własnej inicjatywy, na pisemny wniosek Rady Nadzorczej albo na wniosek akcjonariuszy<span class="_ _2"></span> <span class="_ _0"></span>reprezentujących co najmniej </div><div class="t m0 x6 hc y33a ff4 fs3 fc0 sc0 ls0 ws0">1/20 <span class="_ _e"></span>kap<span class="_ _2"></span>itału <span class="_ _4"></span>zakładowego, <span class="_ _4"></span>złoż<span class="_ _2"></span>ony <span class="_ _4"></span>Zarządowi <span class="_ _4"></span>na <span class="_ _4"></span>piśmie <span class="_ _e"></span>lu<span class="_ _2"></span>b <span class="_ _e"></span>w <span class="_ _4"></span>postaci <span class="_ _4"></span>elektronicznej. <span class="_ _4"></span>Wn<span class="_ _2"></span>iosek <span class="_ _e"></span>o<span class="_ _2"></span> <span class="_ _e"></span>zwołan<span class="_ _2"></span>ie <span class="_ _e"></span>Walnego </div><div class="t m0 x6 hc y5d ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _15"> </span>powinien <span class="_ _12"> </span>określać <span class="_ _15"> </span>s<span class="_ _2"></span>prawy <span class="_ _15"> </span>wnoszon<span class="_ _2"></span>e <span class="_ _15"> </span>pod <span class="_ _15"> </span>obrady <span class="_ _12"> </span>lub <span class="_ _15"> </span>zawierać <span class="_ _15"> </span>projekt <span class="_ _15"> </span>uch<span class="_ _2"></span>wały <span class="_ _15"> </span>dotyczącej </div><div class="t m0 x6 hc y33b ff4 fs3 fc0 sc0 ls0 ws0">proponowanego  porząd<span class="_ _2"></span>ku  obrad.  Zwołanie  Nadzwyczajnego  Walnego  Zgromadzenia  na<span class="_ _2"></span><span class="ff1">  wniosek  Rady  Nadzorczej </span></div><div class="t m0 x6 hc y33c ff4 fs3 fc0 sc0 ls0 ws0">powinno nas<span class="_ _2"></span>tąpić w ciągu dwóch tygodn<span class="_ _2"></span>i od daty zgłoszenia wnios<span class="_ _2"></span>ku. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y33d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc29 ff1 fs3 fc0 sc0 ls0 ws0">Rada Nadzo<span class="_ _2"></span>rcza <span class="ff4">zwołuje</span> Walne Zgromadzeni<span class="_ _2"></span>e:  </div><div class="t m0 xbf h1a yc2a ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">w przypadku<span class="_ _2"></span>, gdy Zarząd Spółki nie zwołał Zwyczajn<span class="_ _2"></span>ego Walnego Zgromadzenia w prz<span class="_ _2"></span>episanym terminie, <span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc2b ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">jeżeli <span class="_ _7"></span>po<span class="_ _2"></span>mimo <span class="_ _7"></span>złożenia <span class="_ _7"> </span>przez<span class="_ _2"></span> <span class="_ _7"></span>Radę <span class="_ _7"></span>Nadzorczą <span class="_ _7"> </span>wnios<span class="_ _2"></span>ku, <span class="_ _7"></span>Zarzą<span class="_ _2"></span>d <span class="_ _7"></span>Spółki <span class="_ _7"></span>nie <span class="_ _7"></span>zwołał <span class="_ _7"> </span>Waln<span class="_ _2"></span>ego <span class="_ _7"></span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _7"></span>w </span></span></div><div class="t m0 x6e hc y64 ff1 fs3 fc0 sc0 ls0 ws0">terminie, albo  </div><div class="t m0 xbf h1a yc2c ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">gdy uzna to za wska<span class="_ _2"></span>zane.  </span></span></div><div class="t m0 x6 hc yc2d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc2e ff1 fs3 fc0 sc0 ls0 ws0">Dopuszcza <span class="_ _2"></span><span class="ff4">się</span> <span class="_ _2"></span><span class="ff4">możliwość udziału<span class="_ _2"></span> w Walny<span class="_ _2"></span>m Zgromadzeniu <span class="_ _2"></span>przy wyko<span class="_ _2"></span>rzystaniu ś<span class="_ _2"></span>rodków komunikacji elektroniczn<span class="_ _2"></span>ej, na </span></div><div class="t m0 x6 hc yc2f ff4 fs3 fc0 sc0 ls0 ws0">warunkach szcz<span class="_ _2"></span>egółowo określonych przez <span class="_ _2"></span>Zarząd. <span class="ff1"> </span></div><div class="t m0 x6 hc y9fd ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3ee ff4 fs3 fc0 sc0 ls0 ws0">Walne Zgromadzenie może podejmować<span class="_ _2"></span> uchwały bez względu na liczbę obecnych akcjonariuszy<span class="_ _2"></span> lub reprezentowanych </div><div class="t m0 x6 hc y98d ff4 fs3 fc0 sc0 ls0 ws0">akcji z zastrz<span class="_ _2"></span>eżeniem przypadków wskazan<span class="_ _2"></span>ych w przepisach p<span class="_ _2"></span>rawa. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc30 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y5cd ff4 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _2"></span>Wa<span class="_ _2"></span>lnego <span class="_ _2"></span>Zgromadze<span class="_ _2"></span>nia <span class="_ _2"></span>zap<span class="_ _2"></span>adają <span class="_ _2"></span>bezwzględną <span class="_ _e"></span>większością <span class="_ _e"></span>głosów, <span class="_ _2"></span>o <span class="_ _e"></span>ile <span class="_ _2"></span>przep<span class="_ _2"></span>isy <span class="_ _2"></span>prawa <span class="_ _e"></span>lub <span class="_ _2"></span>Statut <span class="_ _e"></span>Spółki <span class="_ _2"></span>nie </div><div class="t m0 x6 hc yc31 ff4 fs3 fc0 sc0 ls0 ws0">stanowią inaczej. Uchwał<span class="_ _2"></span>y Walnego Zgromadzenia pod<span class="_ _2"></span>ejmowane są większoś<span class="_ _2"></span>cią 3/4 oddanych gł<span class="_ _2"></span>osów w sprawach: <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y97 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">zmiany Statutu,<span class="_ _2"></span> w tym emisji nowych akcji, <span class="_ _2"></span> </span></span></div><div class="t m0 xbf h1a y8f1 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">emisji obligacji z<span class="_ _2"></span>amiennych i obligacji z<span class="_ _2"></span> prawem pierwszeńst<span class="_ _2"></span>wa objęcia akcji, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y98f ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">połączenia Spółki z <span class="_ _2"></span>inną spółką, <span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y990 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">obn<span class="_ _2"></span>iżenia kapitału zakład<span class="_ _2"></span>owego, <span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y9b7 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff1">u<span class="_ _2"></span>morzenia akcji, </span></span></div><div class="t m0 xbf h1a yab2 ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _43"> </span><span class="ff4">zbycia przedsiębiors<span class="_ _2"></span>twa Spółki albo jego zorgan<span class="_ _2"></span>izowanej części, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yab3 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">rozwiązan<span class="_ _2"></span>ia Spółki. <span class="ff1"> </span></span></span></div><div class="t m0 x34 hc y2b4 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y9b9 ff4 fs3 fc0 sc0 ls0 ws0">Uchwały co do zmian<span class="_ _2"></span> Statutu zwiększających świadczenia a<span class="_ _2"></span>kcjonariuszy lub uszczup<span class="_ _2"></span>lających prawa przyznane os<span class="_ _2"></span>obiście </div><div class="t m0 x6 hc y9ba ff4 fs3 fc0 sc0 ls0 ws0">poszczególnym akcjon<span class="_ _2"></span>ariuszom wymagają zgody wszy<span class="_ _2"></span>stkich akcjonariu<span class="_ _2"></span>szy, których dotyczą. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yab5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:300.280000px;bottom:959.300000px;width:172.970000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf6e" class="pf w0 h0" ><div class="pc pc6e w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">110 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Ważnie podjęte chwały<span class="_ _2"></span> Walnego Zgromadz<span class="_ _2"></span>enia wiążą wszy<span class="_ _2"></span>stkie organy Spół<span class="_ _2"></span>ki, a także wszys<span class="_ _2"></span>tkich akcjonariuszy, w tym </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">także nieobecnych na <span class="_ _2"></span>Walnym Zgromadzeniu. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Do kompetencji Walnego <span class="_ _2"></span>Zgromadzenia należy<span class="_ _2"></span> podejmowanie uchwał w n<span class="_ _2"></span>astępujących spra<span class="_ _2"></span>wach: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y40 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">rozpatrzenie i zatwierdzeni<span class="_ _2"></span>e sprawozdania Za<span class="_ _2"></span>rządu i Rady Nadzorczej, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y41 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">nab<span class="_ _2"></span>ycie własnych akcji, <span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y42 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">połączenie Spółki lub p<span class="_ _2"></span>rzekształcenie Spółki, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y43 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">us<span class="_ _2"></span>talanie wynagrodzenia czł<span class="_ _2"></span>onków Rady Nadzorczej, <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y103 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff1">tworz<span class="_ _2"></span>enie i likwidacja fundus<span class="_ _2"></span>zy specjalnych,<span class="_ _2"></span>  </span></span></div><div class="t m0 x6 hc y513 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y514 ff4 fs3 fc0 sc0 ls0 ws0">Nabycie i zbycie nieruch<span class="_ _2"></span>omości, użytkowania <span class="_ _2"></span>wieczystego lub udziału w nierucho<span class="_ _2"></span>mości przez Spółkę nie wymaga zgody </div><div class="t m0 x6 hc yc32 ff1 fs3 fc0 sc0 ls0 ws0">Walnego Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 xbc hc y3ad ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">Walne <span class="_ _13"> </span>Zgromadzenie <span class="_ _8"> </span>może <span class="_ _13"> </span>w <span class="_ _8"> </span>każdym <span class="_ _8"> </span>czasie <span class="_ _13"> </span>p<span class="_ _2"></span>odjąć <span class="_ _13"> </span>uchwałę <span class="_ _13"> </span>o <span class="_ _13"> </span>zwoł<span class="_ _2"></span>aniu <span class="_ _13"> </span>Nadzwyczajnego <span class="_ _8"> </span>Walnego  <span class="ff1">Zgromadzenia, </span></div><div class="t m0 x6 hc yc33 ff4 fs3 fc0 sc0 ls0 ws0">uchwały doty<span class="_ _2"></span>czące ogłoszonego porządku<span class="_ _2"></span> obrad oraz uchwały o char<span class="_ _2"></span>akterze porządkowym, do który<span class="_ _2"></span>ch zalicza się:<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc34 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">uchwałę o zmianie kolejnoś<span class="_ _2"></span>ci omawiania pos<span class="_ _2"></span>zczególnych punktów p<span class="_ _2"></span>orządku obrad,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc35 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">uchwał<span class="_ _2"></span>ę o zdjęciu z porząd<span class="_ _2"></span>ku obrad poszczególny<span class="_ _2"></span>ch spraw,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc36 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">uchwałę o sposo<span class="_ _2"></span>bie głosowania,<span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y80 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">uchwał<span class="_ _2"></span>ę o przerwie w obradach.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbc hc yb42 ff1 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x6 h7 yc37 ff3 fs3 fc0 sc0 ls0 ws0">Uczestnictwo Członkó<span class="_ _2"></span>w Zarząd<span class="_ _2"></span>u i Rady Nadzorcze<span class="_ _2"></span>j w obradach Walnego Zgromadzenia: <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xbf h1a yc38 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">uczestniczą <span class="_ _e"></span>w <span class="_ _4"></span>składzie <span class="_ _4"></span>umożliwiającym <span class="_ _e"></span>udzielenie <span class="_ _4"></span>merytorycznej <span class="_ _4"></span>odpowiedzi <span class="_ _e"></span>na <span class="_ _4"></span>pytania <span class="_ _e"></span>zad<span class="_ _2"></span>awane <span class="_ _e"></span>w <span class="_ _e"></span>trakcie<span class="_ _2"></span> </span></span></div><div class="t m0 x6e hc yc39 ff4 fs3 fc0 sc0 ls0 ws0">Walnego <span class="_ _7"></span>Zgromadzenia. <span class="_ _7"></span>W <span class="_ _4"></span>przyp<span class="_ _2"></span>adku, <span class="_ _4"></span>gd<span class="_ _2"></span>y <span class="_ _4"></span>uczestn<span class="_ _2"></span>ictwo <span class="_ _4"></span>któregoś <span class="_ _7"></span>z <span class="_ _7"></span>członków <span class="_ _7"></span>tych <span class="_ _4"></span>organów <span class="_ _7"></span>jest <span class="_ _7"></span>z <span class="_ _4"></span>ważnych </div><div class="t m0 x6e hc yc3a ff4 fs3 fc0 sc0 ls0 ws0">powodów <span class="_ _42"> </span>niemożliwe, <span class="_ _42"> </span>Uczestnikom <span class="_ _42"> </span>Walnego <span class="_ _11"> </span>Z<span class="_ _2"></span>gromadzenia<span class="_ _2"></span><span class="ff1"> <span class="_ _42"> </span></span>zostaną <span class="_ _42"> </span>przedstawione <span class="_ _42"> </span>przyczyny<span class="_ _2"></span> <span class="_ _11"> </span>ich </div><div class="t m0 x6e hc yc3b ff4 fs3 fc0 sc0 ls0 ws0">nieobecności.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc3c ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">powinn<span class="_ _2"></span>i, <span class="_ _5"> </span>w <span class="_ _19"> </span>granicach <span class="_ _19"> </span>s<span class="_ _2"></span>woich <span class="_ _19"> </span>kompetencji <span class="_ _19"> </span>i <span class="_ _19"> </span>w <span class="_ _19"> </span>zakresie<span class="_ _2"></span> <span class="_ _5"> </span>niezb<span class="_ _2"></span>ędnym <span class="_ _5"> </span>d<span class="_ _2"></span>o <span class="_ _5"> </span>rozs<span class="_ _2"></span>trzygnięcia <span class="_ _19"> </span>spraw <span class="_ _19"> </span>objętych<span class="_ _2"></span> </span></span></div><div class="t m0 x6e hc yc3d ff4 fs3 fc0 sc0 ls0 ws0">porządkiem obrad, <span class="_ _9"></span>udzielać Uczestnikom <span class="_ _9"></span>wyja<span class="_ _2"></span>śnień <span class="_ _0"></span>i <span class="_ _0"></span>informacji <span class="_ _0"></span>dotyczących Spółki, <span class="_ _9"></span>z za<span class="_ _0"></span>strzeżeniem <span class="_ _0"></span>ograniczeń </div><div class="t m0 x6e hc yc3e ff4 fs3 fc0 sc0 ls0 ws0">wynikających<span class="ff1"> <span class="_ _2"></span></span>z obowiązujących p<span class="_ _2"></span>rzepisów<span class="ff1 ls10">. <span class="ls0"> </span></span></div><div class="t m0 xbf h1a yc3f ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">w <span class="_ _4"></span><span class="ff4">przypad<span class="_ _2"></span>kach <span class="_ _4"></span>wymagających<span class="_ _2"></span> <span class="_ _4"></span>szczegółowej, <span class="_ _7"></span>specjalistycznej <span class="_ _7"></span>wiedzy <span class="_ _4"></span>z <span class="_ _7"></span>danej <span class="_ _4"></span>dziedziny<span class="_ _2"></span> <span class="_ _7"></span>mogą</span> <span class="_ _7"></span><span class="ff4">wskazać <span class="_ _4"></span>os<span class="_ _2"></span>obę </span></span></span></div><div class="t m0 x6e hc yc40 ff4 fs3 fc0 sc0 ls0 ws0">spośród pracowników <span class="_ _9"></span>Spó<span class="_ _2"></span>łki, <span class="_ _0"></span>która <span class="_ _0"></span>udzieli takich <span class="_ _9"></span>informacji lub <span class="_ _0"></span>wyjaśnień. Biegły <span class="_ _9"></span>rewident dokonujący badania </div><div class="t m0 x6e hc yc41 ff4 fs3 fc0 sc0 ls0 ws0">sprawozdań <span class="_ _7"> </span>finans<span class="_ _2"></span>owych <span class="_ _7"></span>Spółki <span class="_ _7"></span>jest <span class="_ _7"></span>zapraszany <span class="_ _7"></span>na <span class="_ _7"></span>obrady <span class="_ _7"></span>Walnego <span class="_ _7"></span>Zgromadzenia, <span class="_ _7"> </span>w <span class="_ _7"> </span>szczególności, <span class="_ _7"> </span>gdy<span class="_ _2"></span> <span class="_ _7"></span>w </div><div class="t m0 x6e hc yc42 ff4 fs3 fc0 sc0 ls0 ws0">porządku o<span class="_ _2"></span>brad przewidziano pu<span class="_ _2"></span>nkt dotyczący s<span class="_ _2"></span>praw finansowych Spółki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbc hc yc43 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf h7 yc44 ff2 fs3 fc0 sc0 ls0 ws0">Otwarcie Walnego Zgr<span class="_ _2"></span>omadzenia <span class="_ _2"></span><span class="ff3">i wybór Przewodniczące<span class="_ _2"></span>go</span> </div><div class="t m0 xbf hc yc45 ff4 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _27"> </span>Rady <span class="_ _27"> </span>Nadzorczej<span class="_ _2"></span><span class="ff1"> <span class="_ _27"> </span>otwiera <span class="_ _27"> </span>Walne <span class="_ _27"> </span>Zgromadzenie<span class="_ _2"></span> <span class="_ _27"> </span>(<span class="ls26">w <span class="_ _1a"> </span></span></span>przyp<span class="_ _2"></span>adku <span class="_ _27"> </span>jego <span class="_ _1a"> </span>n<span class="_ _2"></span>ieobecności<span class="_ _2"></span><span class="ff1"> <span class="_ _1a"> </span></span>–<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf hc yc46 ff4 fs3 fc0 sc0 ls0 ws0">Wiceprzewodniczący <span class="_ _21"> </span>Rady<span class="_ _2"></span> <span class="_ _21"> </span>Nadzorczej, <span class="_ _21"> </span>alb<span class="_ _2"></span>o <span class="_ _21"> </span>osoba <span class="_ _21"> </span>wskazana <span class="_ _22"> </span><span class="ff1">ww.) <span class="_ _1c"> </span>o<span class="_ _2"></span>raz <span class="_ _21"> </span></span>posiada<span class="_ _2"></span> <span class="_ _21"> </span>uprawnienia <span class="_ _21"> </span>przysłu<span class="_ _2"></span>gujące </div><div class="t m0 xbf hc y3c2 ff4 fs3 fc0 sc0 ls0 ws0">Przewodniczącemu<span class="ff1"> d<span class="_ _2"></span>o momentu j<span class="_ _2"></span>ego wyboru.  </span></div><div class="t m0 xbf hc yc47 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc y88a ff4 fs3 fc0 sc0 ls0 ws0">Otwierający <span class="_ _8"> </span>Waln<span class="_ _2"></span>e <span class="_ _8"> </span>Zgromadzen<span class="_ _2"></span>ie<span class="ff1"> <span class="_ _8"> </span></span>zarząd<span class="_ _2"></span>za <span class="_ _8"> </span>oraz  przeprowadza  wybór <span class="_ _13"> </span>Prz<span class="_ _2"></span>ewodniczącego  Walnego <span class="_ _8"> </span>Zgromadz<span class="_ _2"></span>enia </div><div class="t m0 xbf hc yc48 ff4 fs3 fc0 sc0 ls0 ws0">spośród  osób <span class="_ _13"> </span>uprawnion<span class="_ _2"></span>ych <span class="_ _13"> </span>d<span class="_ _2"></span>o <span class="_ _8"> </span>głosowania.  Każdy <span class="_ _13"> </span>Uczestn<span class="_ _2"></span>ik <span class="_ _8"> </span>Walnego  Zgromadzenia <span class="_ _13"> </span>ma  prawo <span class="_ _8"> </span>kandyd<span class="_ _2"></span>ować <span class="_ _8"> </span>na </div><div class="t m0 xbf hc yc49 ff4 fs3 fc0 sc0 ls0 ws0">Przewodniczącego, <span class="_ _e"></span>jak <span class="_ _e"></span>również <span class="_ _2"></span>zgłos<span class="_ _2"></span>ić <span class="_ _2"></span>jedną <span class="_ _e"></span>kandydaturę <span class="_ _2"></span>n<span class="_ _2"></span>a <span class="_ _2"></span>to <span class="_ _e"></span>stanowisko. <span class="_ _e"></span>Zgłoszony<span class="_ _e"></span><span class="ff1"> <span class="_ _2"></span>kandy<span class="_ _2"></span>dat <span class="_ _2"></span>wpisany <span class="_ _e"></span>zostaje <span class="_ _e"></span>na </span></div><div class="t m0 xbf hc y6c ff4 fs3 fc0 sc0 ls0 ws0">listę <span class="_ _5"> </span>kandydu<span class="_ _2"></span>jących <span class="_ _1b"> </span>po <span class="_ _19"> </span>złożeniu <span class="_ _1b"> </span>oświad<span class="_ _2"></span>czenia, <span class="_ _1b"> </span>że <span class="_ _5"> </span>ka<span class="_ _2"></span>ndydaturę <span class="_ _5"> </span>przyjmuje. <span class="_ _5"> </span>Wyb<span class="_ _2"></span>oru <span class="_ _5"> </span>Przewodniczącego <span class="_ _5"> </span>Walnego </div><div class="t m0 xbf hc y435 ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzenia <span class="_ _5"> </span>dokon<span class="_ _2"></span>uje <span class="_ _1b"> </span>s<span class="_ _2"></span>ię <span class="_ _1b"> </span>w <span class="_ _5"> </span>głosowaniu <span class="_ _5"> </span>ta<span class="_ _2"></span>jnym. <span class="_ _5"> </span>Otwierający <span class="_ _1b"> </span>Walne <span class="_ _5"> </span>Zgromad<span class="_ _2"></span>zenie <span class="_ _5"> </span>czuwa <span class="_ _5"> </span>nad <span class="_ _5"> </span>pra<span class="_ _2"></span>wi<span class="_ _2"></span>dłowym </div><div class="t m0 xbf hc yb3c ff4 fs3 fc0 sc0 ls0 ws0">przebiegiem głosowania <span class="_ _2"></span>oraz ogłasza jego wyn<span class="_ _2"></span>iki.<span class="ff1"> </span></div><div class="t m0 xbf hc yc4a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf h7 yc4b ff3 fs3 fc0 sc0 ls0 ws0">Przewodniczący Walne<span class="_ _2"></span>go Zgromadzenia<span class="_ _2"></span><span class="ff2"> m.in.<span class="ls49">: </span> </span></div><div class="t m0 xbf h1a yc4c ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">zap<span class="_ _2"></span>ewnia sprawny przebieg obrad<span class="_ _2"></span> i poszanowanie praw i interesów wszy<span class="_ _2"></span>stkich akcjonariu<span class="_ _2"></span>szy. <span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc4d ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">p<span class="_ _2"></span>owinien <span class="_ _12"> </span>przeciwdział<span class="_ _2"></span>ać <span class="_ _12"> </span>w<span class="_ _2"></span> <span class="_ _12"> </span>s<span class="_ _2"></span>zczególności <span class="_ _11"> </span>nadużywaniu <span class="_ _12"> </span>up<span class="_ _2"></span>rawnień <span class="_ _12"> </span>p<span class="_ _2"></span>rzez <span class="_ _12"> </span>Uczestników <span class="_ _11"> </span>i <span class="_ _11"> </span>zapewniać </span></span></div><div class="t m0 x6e hc y223 ff4 fs3 fc0 sc0 ls0 ws0">respektowanie praw akcjonar<span class="_ _2"></span>iuszy mniejszo<span class="_ _2"></span>ściowych. <span class="ff1"> </span></div><div class="t m0 xbf h1a yc4e ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _43"> </span><span class="ff4">do <span class="_ _2"></span>jego <span class="_ _e"></span>obowiązków <span class="_ _e"></span>i <span class="_ _2"></span>up<span class="_ _2"></span>rawnień <span class="_ _2"></span>należy <span class="_ _e"></span>m.in. <span class="_ _e"></span>s<span class="_ _2"></span>twierdzenie <span class="_ _2"></span>prawidłowości <span class="_ _e"></span>zwołania <span class="_ _e"></span>Walnego <span class="_ _e"></span>Zgromadzenia <span class="_ _e"></span>i </span></span></div><div class="t m0 x6e hc yc4f ff4 fs3 fc0 sc0 ls0 ws0">zdolności <span class="_ _13"> </span>do <span class="_ _13"> </span>p<span class="_ _2"></span>odejmowania <span class="_ _13"> </span>uchwał<span class="_ _2"></span><span class="ff1 ls44">; <span class="_ _13"> </span></span>przedstawienie <span class="_ _13"> </span>ogło<span class="_ _2"></span>szonego <span class="_ _13"> </span>porządku<span class="_ _2"></span> <span class="_ _7"> </span>ob<span class="_ _2"></span>rad <span class="_ _7"> </span>Walnego <span class="_ _13"> </span>Zgromadzen<span class="_ _2"></span>ia<span class="_ _2"></span><span class="ff1 ls4a">; </span></div><div class="t m0 x6e hc yc50 ff4 fs3 fc0 sc0 ls0 ws0">udzielanie, <span class="_ _2"></span>a <span class="_ _e"></span>także <span class="_ _e"></span>odbieran<span class="_ _2"></span>ie <span class="_ _2"></span>głosu <span class="_ _e"></span>Uczestnikowi, <span class="_ _2"></span>któ<span class="_ _2"></span>ry <span class="_ _2"></span>wypowiada <span class="_ _e"></span>się <span class="_ _2"></span>w <span class="_ _e"></span>sposób <span class="_ _e"></span>oczywisty <span class="_ _2"></span>nie <span class="_ _e"></span>na <span class="_ _2"></span>temat <span class="_ _e"></span>lub </div><div class="t m0 x6e hc y77 ff4 fs3 fc0 sc0 ls0 ws0">swą <span class="_ _e"></span>wypowiedzią <span class="_ _4"></span>narusza <span class="_ _4"></span>zasady <span class="_ _e"></span>przy<span class="_ _2"></span>zwoitego <span class="_ _e"></span>zachowania<span class="_ _2"></span><span class="ff1 ls44">; <span class="_ _4"></span></span>zarządzan<span class="_ _2"></span>ie <span class="_ _e"></span>głosowania <span class="_ _4"></span>oraz <span class="_ _e"></span>czuwanie <span class="_ _e"></span>nad<span class="_ _2"></span> <span class="_ _e"></span>jego<span class="_ _2"></span> </div><div class="t m0 x6e hc yc51 ff4 fs3 fc0 sc0 ls0 ws0">prawidłowym <span class="_ _7"></span>przebiegiem <span class="_ _7"></span>oraz<span class="_ _2"></span> <span class="_ _7"></span>ogłaszanie <span class="_ _7"></span>jego <span class="_ _7"></span>wyników<span class="_ _2"></span><span class="ff1 ls44">; <span class="_ _7"></span></span>zarządza<span class="_ _2"></span>nie <span class="_ _7"></span>przerw <span class="_ _7"></span>w <span class="_ _7"></span>obradach, <span class="_ _7"></span>z <span class="_ _7"></span>zastrzeżeniem </div></div></div><div class="pi" ></div></div><div id="pf6f" class="pf w0 h0" ><div class="pc pc6f w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">111 </div><div class="t m0 x6e hc yb ff4 fs3 fc0 sc0 ls0 ws0">postanowień <span class="_ _1c"> </span>Regulaminu <span class="_ _18"> </span>Walnego <span class="_ _1c"> </span>Zgromadzenia<span class="_ _2"></span><span class="ff1 ls44">; <span class="_ _18"> </span></span>za<span class="_ _2"></span>mknięcie <span class="_ _18"> </span>Walnego <span class="_ _1c"> </span>Zgromadzen<span class="_ _2"></span>ia <span class="_ _18"> </span>po <span class="_ _1c"> </span>wyczerpaniu </div><div class="t m0 x6e hc y3d ff4 fs3 fc0 sc0 ls0 ws0">ustalonego po<span class="_ _2"></span>rządku obrad.<span class="ff1"> </span></div><div class="t m0 xbf h1a y3e ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">ma prawo p<span class="_ _2"></span>owołać Sekretariat Walnego Zgro<span class="_ _2"></span>madzenia w liczb<span class="_ _2"></span>ie 1<span class="ff1">-</span>3 osó<span class="_ _2"></span>b. <span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a y3f ff1 fs3 fc0 sc0 ls18 ws0">h)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">ma <span class="_ _15"> </span>prawo <span class="_ _15"> </span>skorzystać <span class="_ _15"> </span>z <span class="_ _22"> </span>konsultacji <span class="_ _15"> </span>notariusza, <span class="_ _15"> </span>prawników <span class="_ _15"> </span>oraz <span class="_ _22"> </span>inn<span class="_ _2"></span>ych <span class="_ _22"> </span>niezależny<span class="_ _2"></span>ch <span class="_ _22"> </span>ko<span class="_ _2"></span>nsultantów, </span></span></div><div class="t m0 x6e hc y40 ff4 fs3 fc0 sc0 ls0 ws0">zaangażowanych<span class="_ _2"></span> przez Zarząd Spółki d<span class="_ _2"></span>o obsługi Walnego Zgromadzenia. <span class="_ _2"></span>Przewodniczący informuje zebran<span class="_ _2"></span>ych </div><div class="t m0 x6e hc y41 ff4 fs3 fc0 sc0 ls0 ws0">o ich obecności n<span class="_ _2"></span>a Walnym Zgromadzeniu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y42 ff1 fs3 fc0 sc0 ls30 ws0">i)<span class="ff9 ls0"> <span class="_ _4d"> </span><span class="ff4">może <span class="_ _e"></span>zarzą<span class="_ _2"></span>dzić <span class="_ _e"></span>krótką <span class="_ _e"></span>przerwę <span class="_ _e"></span>w <span class="_ _2"></span>o<span class="_ _2"></span>bradach, <span class="_ _e"></span>w <span class="_ _e"></span>szczególności <span class="_ _e"></span>w <span class="_ _e"></span>celu:<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span></span>umożliwi<span class="_ _2"></span>enia <span class="_ _e"></span>sformułowania <span class="_ _e"></span>wnios<span class="_ _2"></span>ków,<span class="ff1"> </span></span></span></div><div class="t m0 x6e hc y43 ff4 fs3 fc0 sc0 ls0 ws0">uzgodnienia <span class="_ _0"></span>stanowisk Uczest<span class="_ _0"></span>ników,<span class="ff1"> <span class="_ _0"></span><span class="ff4">zasięgnięcia <span class="_ _0"></span>opinii <span class="_ _9"></span>o<span class="_ _2"></span>sób, <span class="_ _0"></span>o <span class="_ _9"></span>który<span class="_ _2"></span>ch <span class="_ _9"></span>mowa <span class="_ _9"></span>w §<span class="_ _0"></span> <span class="_ _9"></span>6 ust. <span class="_ _9"></span>5 <span class="_ _0"></span>Regulaminu <span class="_ _9"></span>Waln<span class="_ _2"></span>ego </span></span></div><div class="t m0 x6e hc y103 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia, <span class="_ _e"></span><span class="ff4">umożliwienia <span class="_ _e"></span>zajęcia <span class="_ _e"></span>stanowiska<span class="_ _2"></span> <span class="_ _2"></span>Zarządowi <span class="_ _e"></span>i <span class="_ _2"></span>Rad<span class="_ _2"></span>zie <span class="_ _2"></span>Nadzo<span class="_ _2"></span>rczej,</span> <span class="_ _e"></span><span class="ff4">w <span class="_ _2"></span>in<span class="_ _2"></span>nych <span class="_ _e"></span>wymagających <span class="_ _e"></span>tego </span></div><div class="t m0 x6e hc y513 ff4 fs3 fc0 sc0 ls0 ws0">przypadka<span class="_ _2"></span>ch, w szczególności gdy Walne Zgromad<span class="_ _2"></span>zenie trwa d<span class="_ _2"></span>łużej niż 2 godziny.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbc hc y514 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc32 ff4 fs3 fc0 sc0 ls0 ws0">Zarządzone<span class="ff1"> <span class="_ _e"></span></span>przez <span class="_ _2"></span>Przewodnic<span class="_ _2"></span>zącego<span class="ff1"> <span class="_ _2"></span></span>przerwy <span class="_ _e"></span>nie <span class="_ _2"></span>mogą <span class="_ _2"></span>mi<span class="_ _2"></span>eć <span class="_ _2"></span>na <span class="_ _2"></span>celu <span class="_ _2"></span>utru<span class="_ _2"></span>dnienia <span class="_ _2"></span>Uczestn<span class="_ _2"></span>ikom <span class="_ _2"></span>wykonywania <span class="_ _2"></span>ich <span class="_ _e"></span>praw. </div><div class="t m0 x6 hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">Jeżeli <span class="_ _1b"> </span>przer<span class="_ _2"></span>wa <span class="_ _1b"> </span>w <span class="_ _5"> </span>obradach <span class="_ _5"> </span>miałaby <span class="_ _5"> </span>powodować <span class="_ _5"> </span>odrocz<span class="_ _2"></span>enie <span class="_ _1b"> </span>obrad <span class="_ _5"> </span>Walnego <span class="_ _5"> </span>Zgromad<span class="_ _2"></span>zenia <span class="_ _1b"> </span>co <span class="_ _5"> </span>najmniej <span class="_ _1b"> </span>d<span class="_ _2"></span>o <span class="_ _1b"> </span>dni<span class="_ _2"></span>a </div><div class="t m0 x6 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">następnego, <span class="_ _2"></span>n<span class="_ _2"></span>iezbędne <span class="_ _2"></span>jest <span class="_ _2"></span>p<span class="_ _2"></span>odjęcie <span class="_ _2"></span>przez <span class="_ _2"></span>Waln<span class="_ _2"></span>e <span class="_ _2"></span>Zgromadzen<span class="_ _2"></span>ie, <span class="_ _2"></span>większością <span class="_ _2"></span>2/3<span class="_ _e"></span><span class="ff1"> <span class="_ _2"></span></span>głos<span class="_ _2"></span>ów, <span class="_ _2"></span>stos<span class="_ _2"></span>ownej <span class="_ _2"></span>uchwały. <span class="_ _2"></span>Łączn<span class="_ _2"></span>ie </div><div class="t m0 x6 hc yc33 ff4 fs3 fc0 sc0 ls0 ws0">przerwy takie nie mogą <span class="_ _2"></span>trwać dłużej niż <span class="_ _2"></span>30 dni.<span class="ff1"> </span></div><div class="t m0 x6 hc yc34 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc35 ff3 fs3 fc0 sc0 ls0 ws0">Uprawnienia Uczestników W<span class="_ _2"></span>alnego Zgromadzen<span class="_ _2"></span>ia<span class="ff2"> </span></div><div class="t m0 x6 hc yc36 ff4 fs3 fc0 sc0 ls0 ws0">Każdy <span class="_ _7"></span>Uczestnik <span class="_ _7"></span>Walnego <span class="_ _7"></span>Zgromadzenia <span class="_ _7"></span>jest <span class="_ _4"></span>up<span class="_ _2"></span>rawniony <span class="_ _4"></span>d<span class="_ _2"></span>o <span class="_ _4"></span>zgł<span class="_ _2"></span>oszenia <span class="_ _7"></span>wniosku <span class="_ _7"></span>w <span class="_ _4"></span>sprawie <span class="_ _7"></span>formalnej. <span class="_ _7"></span>Za <span class="_ _4"></span>wnios<span class="_ _2"></span>ki <span class="_ _7"></span>w </div><div class="t m0 x6 hc y80 ff4 fs3 fc0 sc0 ls0 ws0">sprawach formalnych uważa się wnioski, co do sposobu obradowania i głosowania, a w sz<span class="_ _0"></span>czególności co do:<span class="_ _2"></span><span class="ff1"> odroczenia </span></div><div class="t m0 x6 hc yb42 ff4 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _4"></span>zamknięcia <span class="_ _e"></span>d<span class="_ _2"></span>yskusji,<span class="ff1"> <span class="_ _4"></span>przerw <span class="_ _4"></span>w <span class="_ _e"></span>o<span class="_ _2"></span>bradach, <span class="_ _4"></span></span>kolejnoś<span class="_ _2"></span>ci <span class="_ _e"></span>głos<span class="_ _2"></span>owania <span class="_ _4"></span>wniosków <span class="_ _4"></span>zgłoszonych <span class="_ _4"></span>w <span class="_ _e"></span>ramach<span class="_ _2"></span> <span class="_ _e"></span>dan<span class="_ _2"></span>ego <span class="_ _e"></span>pun<span class="_ _2"></span>ktu </div><div class="t m0 x6 hc yc37 ff4 fs3 fc0 sc0 ls0 ws0">porządku o<span class="_ _2"></span>brad,<span class="ff1"> </span>zamknięcia listy k<span class="_ _2"></span>andydatów przy wyborach.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc38 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc39 ff4 fs3 fc0 sc0 ls0 ws0">Zgłoszone <span class="_ _e"></span>wnioski <span class="_ _e"></span>w <span class="_ _e"></span>s<span class="_ _2"></span>prawach <span class="_ _e"></span>formalnych <span class="_ _e"></span>rozstrzygan<span class="_ _2"></span>e <span class="_ _2"></span>s<span class="_ _2"></span>ą<span class="ff1"> <span class="_ _e"></span></span>przez <span class="_ _e"></span>Przewodn<span class="_ _2"></span>iczącego, <span class="_ _e"></span>a <span class="_ _e"></span>w <span class="_ _e"></span>przypad<span class="_ _2"></span>ku <span class="_ _2"></span>s<span class="_ _2"></span>przeciwu <span class="_ _e"></span>wobec </div><div class="t m0 x6 hc yc3a ff4 fs3 fc0 sc0 ls0 ws0">jego decyzji, zgłos<span class="_ _2"></span>zonego przez Uczestnika <span class="_ _2"></span>–<span class="ff1"> </span>w drodze głos<span class="_ _2"></span>owania.<span class="ff1"> </span></div><div class="t m0 x6 hc yc3b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc3c ff4 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _2"></span>zastrzeżeniem <span class="_ _2"></span>postanowień <span class="_ _2"></span>§ <span class="_ _2"></span>8 <span class="_ _2"></span>Regulaminu <span class="_ _2"></span>Walnego <span class="_ _e"></span>Zgromadzenia, <span class="_ _2"></span>każd<span class="_ _2"></span>y Uczestn<span class="_ _2"></span>ik <span class="_ _2"></span>powinien zabierać <span class="_ _2"></span>głos <span class="_ _2"></span>jedynie<span class="_ _2"></span> </div><div class="t m0 x6 hc yc3d ff4 fs3 fc0 sc0 ls0 ws0">w <span class="_ _42"> </span>sp<span class="_ _2"></span>rawach <span class="_ _42"> </span>objęty<span class="_ _2"></span>ch <span class="_ _42"> </span>przy<span class="_ _2"></span>jętym <span class="_ _42"> </span>porzą<span class="_ _2"></span>dkiem <span class="_ _42"> </span>obrad, <span class="_ _17"> </span>aktualnie <span class="_ _17"> </span>rozpatrywanych, <span class="_ _17"> </span>w <span class="_ _42"> </span>szczególnoś<span class="_ _2"></span>ci <span class="_ _42"> </span>zadając<span class="_ _2"></span> </div><div class="t m0 x6 hc yc3e ff4 fs3 fc0 sc0 ls0 ws0">przedstawicielom <span class="_ _13"> </span>Spółki <span class="_ _7"> </span>p<span class="_ _2"></span>ytania. <span class="_ _7"> </span>Wn<span class="_ _2"></span>ioski <span class="_ _7"> </span>doty<span class="_ _2"></span>czące <span class="_ _7"></span>projektów <span class="_ _13"> </span>uchwał <span class="_ _7"> </span>lu<span class="_ _2"></span>b <span class="_ _7"></span>ich <span class="_ _7"> </span>zm<span class="_ _2"></span>iany <span class="_ _7"> </span>p<span class="_ _2"></span>owinny <span class="_ _7"> </span>być <span class="_ _13"> </span>zł<span class="_ _e"></span>ożon<span class="_ _2"></span>e <span class="_ _7"></span>wraz <span class="_ _7"> </span>z<span class="_ _2"></span> </div><div class="t m0 x6 hc yc3f ff1 fs3 fc0 sc0 ls0 ws0">uzasadn<span class="_ _2"></span>ieniem, <span class="_ _18"> </span>w <span class="_ _18"> </span>formi<span class="_ _2"></span>e <span class="_ _18"> </span>pis<span class="_ _2"></span>emnej <span class="_ _18"> </span>do <span class="_ _18"> </span>S<span class="_ _2"></span>ekretariatu <span class="_ _18"> </span>W<span class="_ _2"></span>alnego <span class="_ _18"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _1c"> </span>lub, <span class="_ _18"> </span>w <span class="_ _1c"> </span>przypadku <span class="_ _1c"> </span>jego <span class="_ _18"> </span>bra<span class="_ _2"></span>ku, <span class="_ _18"> </span>u </div><div class="t m0 x6 hc yc40 ff4 fs3 fc0 sc0 ls0 ws0">Przewodniczącego. Zabierając głos<span class="_ _2"></span> lub <span class="_ _0"></span>składając wniosek, Uczestnik winien podać swoje imię <span class="_ _0"></span>i nazwisko, a w przypadku </div><div class="t m0 x6 hc yc41 ff4 fs3 fc0 sc0 ls0 ws0">gdy nie występuje w imi<span class="_ _2"></span>eniu własn<span class="_ _2"></span>ym, również dane dotyczące akcj<span class="_ _2"></span>onariusza, któ<span class="_ _2"></span>rego reprezentuje.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc42 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc43 ff4 fs3 fc0 sc0 ls0 ws0">Przewodniczący <span class="_ _2"></span>udziela <span class="_ _2"></span>głosu<span class="_ _2"></span> w <span class="_ _2"></span>kolejności <span class="_ _2"></span>zgłos<span class="_ _2"></span>zeń, <span class="_ _2"></span>a d<span class="_ _2"></span>la <span class="_ _2"></span>wygłoszen<span class="_ _2"></span>ia repliki <span class="_ _4"></span>–<span class="ff1"> </span>po<span class="_ _2"></span> <span class="_ _2"></span>wyczerpaniu <span class="_ _2"></span>listy <span class="_ _2"></span>wypowiadaj<span class="_ _2"></span>ących </div><div class="t m0 x6 hc yc44 ff4 fs3 fc0 sc0 ls0 ws0">się <span class="_ _9"></span>w <span class="_ _0"></span>danej <span class="_ _0"></span>sprawie <span class="_ _9"></span>o<span class="_ _2"></span>bjętej <span class="_ _9"></span>porządkiem <span class="_ _0"></span>obrad. <span class="_ _0"></span>Przewodniczący <span class="_ _0"></span>może <span class="_ _9"></span>członko<span class="_ _2"></span>m <span class="_ _9"></span>Rady <span class="_ _0"></span>Nadzorczej <span class="_ _9"></span>i Zarządu <span class="_ _9"></span>Spółki <span class="_ _0"></span>udzielić </div><div class="t m0 x6 hc yc45 ff4 fs3 fc0 sc0 ls0 ws0">głosu poza kolejnością<span class="ff1">. </span>Uczestnik może się wypowiedzieć <span class="_ _0"></span>również poprzez złożenie na piśmie <span class="_ _0"></span>oświadczenia, pytania lub </div><div class="t m0 x6 hc yc46 ff4 fs3 fc0 sc0 ls0 ws0">wniosku. Po wyczerpaniu się listy<span class="_ _2"></span> mówców, Przewodniczący informuje Walne Zgromadzen<span class="_ _2"></span>ie o treści takich wypowiedzi </div><div class="t m0 x6 hc y3c2 ff4 fs3 fc0 sc0 ls0 ws0">oraz organizuje udzielenie wyjaśnień, a w razie potrzeby pod<span class="_ _0"></span>daje pod głosowanie złożone wnioski. W <span class="_ _0"></span>razie wątpliwości, </div><div class="t m0 x6 hc yc47 ff4 fs3 fc0 sc0 ls0 ws0">co  do <span class="_ _1b"> </span>brzmienia <span class="_ _1b"> </span>głosowan<span class="_ _2"></span>ego  wnios<span class="_ _2"></span>ku,  Uczestn<span class="_ _2"></span>ik  może <span class="_ _1b"> </span>przed <span class="_ _1b"> </span>głosowaniem <span class="_ _1b"> </span>zwrócić <span class="_ _1b"> </span>się <span class="_ _1b"> </span>do <span class="_ _1b"> </span>Przewodniczącego <span class="_ _1b"> </span>o </div><div class="t m0 x6 hc y88a ff4 fs3 fc0 sc0 ls0 ws0">odczytanie <span class="_ _8"> </span>jego <span class="_ _13"> </span>treści. <span class="_ _8"> </span>Uczestnik <span class="_ _13"> </span>Walnego <span class="_ _8"> </span>Zgromadzenia, <span class="_ _8"> </span>który <span class="_ _13"> </span>po <span class="_ _8"> </span>powzięciu <span class="_ _13"> </span>p<span class="_ _2"></span>rzez <span class="_ _13"> </span>W<span class="_ _2"></span>alne <span class="_ _13"> </span>Zgromad<span class="_ _2"></span>zenie <span class="_ _13"> </span>uchwały, </div><div class="t m0 x6 hc yc48 ff4 fs3 fc0 sc0 ls0 ws0">przeciwko <span class="_ _2"></span>której gł<span class="_ _2"></span>osował <span class="_ _2"></span>zażądał <span class="_ _2"></span>zapro<span class="_ _2"></span>tokołowania <span class="_ _2"></span>sprzeciwu, ma <span class="_ _2"></span>możliwość <span class="_ _2"></span>przeds<span class="_ _2"></span>tawienia zwięzłe<span class="_ _2"></span>go u<span class="_ _2"></span>zasadnienia </div><div class="t m0 x6 hc yc49 ff1 fs3 fc0 sc0 ls0 ws0">tego sprzeciwu.<span class="_ _2"></span> </div><div class="t m0 x6 hc y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y435 ff1 fs3 fc0 sc0 ls0 ws0">Pytania <span class="_ _2"></span>zadawane <span class="_ _2"></span>w <span class="_ _2"></span><span class="ff4">związku z <span class="_ _2"></span>Walny<span class="_ _2"></span>m Zgromadzen<span class="_ _2"></span>iem, wraz <span class="_ _2"></span>z <span class="_ _2"></span>udzielonymi <span class="_ _2"></span>na n<span class="_ _2"></span>ie odp<span class="_ _2"></span>owiedziami, Spół<span class="_ _2"></span>ka za<span class="_ _2"></span>mieszcza </span></div><div class="t m0 x6 hc yb3c ff4 fs3 fc0 sc0 ls0 ws0">na swojej stro<span class="_ _2"></span>nie internetowej, bezpoś<span class="_ _2"></span>rednio po zakończeniu ob<span class="_ _2"></span>rad Walnego Zgromadzenia.<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc4a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc4b ff3 fs3 fc0 sc0 ls0 ws0">Powzięcie uchwały<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc yc4c ff4 fs3 fc0 sc0 ls0 ws0">Uchwałę  uważa <span class="_ _8"> </span>się  za  powziętą,  jeże<span class="_ _0"></span>li  za <span class="_ _8"> </span>jej  podjęciem  głosowali  akcjonariusze  reprezentujący  wię<span class="_ _0"></span>kszość  głosów </div><div class="t m0 x6 hc yc4d ff4 fs3 fc0 sc0 ls0 ws0">wymaganą <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z <span class="_ _2"></span>przepisami Kodeks<span class="_ _2"></span>u <span class="_ _2"></span>spółek h<span class="_ _2"></span>andlowych lu<span class="_ _2"></span>b Statutu<span class="_ _2"></span>. Jeżeli <span class="_ _2"></span>do p<span class="_ _2"></span>rojektu uchwał<span class="_ _2"></span>y zostały <span class="_ _2"></span>zgłoszone </div><div class="t m0 x6 hc y223 ff1 fs3 fc0 sc0 ls0 ws0">propozycje <span class="_ _4"></span>zmian, <span class="_ _4"></span>propozycje <span class="_ _4"></span>te<span class="ff4">, <span class="_ _4"></span>z <span class="_ _4"></span>zastrzeżeniem <span class="_ _4"></span>§ <span class="_ _e"></span>8 <span class="_ _4"></span>ust. <span class="_ _4"></span>2 <span class="_ _e"></span>Regulaminu<span class="_ _2"></span> <span class="_ _e"></span>Walnego <span class="_ _4"></span>Zgromad<span class="_ _2"></span>zenia, <span class="_ _e"></span>p<span class="_ _2"></span>oddawane <span class="_ _4"></span>są <span class="_ _4"></span>pod </span></div><div class="t m0 x6 hc yc4e ff4 fs3 fc0 sc0 ls0 ws0">głosowanie  w <span class="_ _8"> </span>kolejności  ustalonej  przez <span class="_ _8"> </span>Przewodniczącego,  a  następnie <span class="_ _8"> </span>poddaje  się <span class="_ _8"> </span>pod  głosowanie  cały <span class="_ _8"> </span>projekt </div><div class="t m0 x6 hc yc4f ff4 fs3 fc0 sc0 ls0 ws0">uchwały, wraz z p<span class="_ _2"></span>rzyjętymi poprawkami.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc50 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf70" class="pf w0 h0" ><div class="pc pc70 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">112 </div><div class="t m0 x6 hc yb ff1 fs3 fc0 sc0 ls0 ws0">Tajne<span class="ls1f">go</span> <span class="_ _e"></span><span class="ff4">głosowania <span class="_ _e"></span>nie <span class="_ _2"></span>zarzą<span class="_ _2"></span>dza <span class="_ _2"></span>s<span class="_ _2"></span>ię <span class="_ _2"></span>w <span class="_ _2"></span>przy<span class="_ _2"></span>padku <span class="_ _e"></span>głosowań <span class="_ _e"></span>nad <span class="_ _e"></span>wnioskami <span class="_ _2"></span>w <span class="_ _e"></span>sprawach <span class="_ _e"></span>formalnych. <span class="_ _2"></span>Głos<span class="_ _2"></span>owanie <span class="_ _2"></span>oraz </span></div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">liczenie głosów <span class="_ _2"></span><span class="ff1">przeprowadza<span class="_ _2"></span> </span>się <span class="_ _2"></span>przy pomocy <span class="_ _2"></span>firmy liczącej <span class="_ _2"></span>głosy techniką <span class="_ _2"></span>komputerową <span class="_ _2"></span>lub w <span class="_ _2"></span>inny sposób okr<span class="_ _2"></span>eślony </div><div class="t m0 x6 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">w instrukcji głos<span class="_ _2"></span>owania, przedłożonej przez <span class="_ _2"></span>Przewodniczącego.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y40 ff3 fs3 fc0 sc0 ls0 ws0">Głosowanie dotycząc<span class="_ _2"></span>e Rady Nadzorczej<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y41 ff1 fs3 fc0 sc0 ls0 ws0">Walne <span class="_ _0"></span><span class="ff4">Zgromadzenie <span class="_ _0"></span>określa <span class="_ _9"></span>l<span class="_ _2"></span>iczbę <span class="_ _0"></span>członków <span class="_ _0"></span>Rady <span class="_ _9"></span>N<span class="_ _2"></span>adzorczej <span class="_ _0"></span>danej <span class="_ _9"></span>ka<span class="_ _2"></span>dencji.<span class="ff1"> <span class="_ _0"></span><span class="ff4">Głosowanie na <span class="_ _9"></span>członków <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej </span></span></span></div><div class="t m0 x6 hc y42 ff4 fs3 fc0 sc0 ls0 ws0">odbywa <span class="_ _2"></span>się oddzielnie na <span class="_ _2"></span>każdego z <span class="_ _2"></span>kandydatów, <span class="_ _2"></span>w głosowaniu <span class="_ _2"></span>tajnym, bezwzględną <span class="_ _2"></span>większością <span class="_ _2"></span>głosów. Głos od<span class="_ _2"></span>dany </div><div class="t m0 x6 hc y43 ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _0"></span>większą <span class="_ _9"></span>liczbę <span class="_ _0"></span>kandydatów <span class="_ _0"></span>niż <span class="_ _9"></span>liczba m<span class="_ _0"></span>iejsc <span class="_ _0"></span>mandatowych <span class="_ _9"></span>jest <span class="_ _0"></span>głosem <span class="_ _9"></span>n<span class="_ _2"></span>ieważnym. <span class="_ _9"></span>W <span class="_ _0"></span>skład <span class="_ _0"></span>Rady <span class="_ _9"></span>Nadzorczej<span class="_ _e"></span><span class="ff1"> <span class="_ _9"></span><span class="ff4">wchodzą </span></span></div><div class="t m0 x6 hc y103 ff4 fs3 fc0 sc0 ls0 ws0">kandydaci, <span class="_ _2"></span>którzy <span class="_ _2"></span>uzyskując bezwzgl<span class="_ _2"></span>ędną większo<span class="_ _2"></span>ść głos<span class="_ _2"></span>ów otrzymali <span class="_ _2"></span>największą ich <span class="_ _2"></span>liczbę, <span class="_ _2"></span>zaś przy<span class="_ _2"></span> jednako<span class="_ _2"></span>wej liczbie </div><div class="t m0 x6 hc y513 ff4 fs3 fc0 sc0 ls0 ws0">głosów <span class="_ _1b"> </span>na  ostatn<span class="_ _2"></span>im  miejscu <span class="_ _1b"> </span>mandatowym <span class="_ _1b"> </span>przeprowadza <span class="_ _1b"> </span>się <span class="_ _1b"> </span>ponow<span class="_ _2"></span>ne <span class="_ _1b"> </span>głosowanie  na <span class="_ _1b"> </span>tych <span class="_ _1b"> </span>kandydatów <span class="_ _1b"> </span>stosując </div><div class="t m0 x6 hc y514 ff4 fs3 fc0 sc0 ls0 ws0">odpowiednio powyżs<span class="_ _2"></span>ze zasady. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc32 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">Szczególny <span class="_ _14"> </span>tryb <span class="_ _19"> </span>gł<span class="_ _2"></span>osowania <span class="_ _14"> </span>zarządza <span class="_ _14"> </span>Przewodniczący <span class="_ _14"> </span>Walnego <span class="_ _19"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _14"> </span>przy <span class="_ _19"> </span>wyb<span class="_ _2"></span>orach <span class="_ _19"> </span>gru<span class="_ _2"></span>pami <span class="_ _19"> </span>do<span class="_ _2"></span> <span class="_ _19"> </span>Rad<span class="_ _2"></span>y </div><div class="t m0 x6 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">Nadzorczej. <span class="_ _7"></span>Na <span class="_ _4"></span>wniosek <span class="_ _7"></span>akcjonariuszy<span class="_ _2"></span>, <span class="_ _4"></span>reprezentujących<span class="_ _2"></span> <span class="_ _4"></span>co <span class="_ _4"></span>najmniej <span class="_ _7"></span>jedną <span class="_ _4"></span>piąt<span class="_ _2"></span>ą <span class="_ _4"></span>kapitał<span class="_ _2"></span>u <span class="_ _4"></span>zakł<span class="_ _2"></span>adowego, <span class="_ _4"></span>wybór <span class="_ _4"></span>Rad<span class="_ _2"></span>y </div><div class="t m0 x6 hc yc33 ff4 fs3 fc0 sc0 ls0 ws0">Nadzorczej <span class="_ _8"> </span>powinien <span class="_ _13"> </span>by<span class="_ _2"></span>ć <span class="_ _13"> </span>dokonany<span class="_ _2"></span> <span class="_ _13"> </span>w <span class="_ _13"> </span>drod<span class="_ _2"></span>ze <span class="_ _8"> </span>głosowania <span class="_ _13"> </span>o<span class="_ _2"></span>ddzielnymi <span class="_ _13"> </span>grupami, <span class="_ _8"> </span>nawet <span class="_ _8"> </span>gdy <span class="_ _13"> </span>Sta<span class="_ _2"></span>tut <span class="_ _13"> </span>przewiduje <span class="_ _8"> </span>inny </div><div class="t m0 x6 hc yc34 ff4 fs3 fc0 sc0 ls0 ws0">sposób  powołania <span class="_ _8"> </span>Rady  Nadzorczej. <span class="_ _13"> </span>Podcza<span class="_ _2"></span>s <span class="_ _8"> </span>głosowan<span class="_ _2"></span>ia <span class="_ _13"> </span>grupami  jednej <span class="_ _8"> </span>akcji  przysługuje <span class="_ _8"> </span>jeden  głos. <span class="_ _13"> </span>N<span class="_ _2"></span>a <span class="_ _8"> </span>Walnym<span class="_ _2"></span> </div><div class="t m0 x6 hc yc35 ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzeniu <span class="_ _7"></span>tworzy <span class="_ _7"></span>się <span class="_ _4"></span>wó<span class="_ _2"></span>wczas <span class="_ _7"></span>grupy <span class="_ _7"></span>akcjonariuszy, <span class="_ _7"></span>do <span class="_ _4"></span>wyb<span class="_ _2"></span>oru <span class="_ _7"></span>Członków <span class="_ _7"></span>Rady <span class="_ _7"></span>Nadzor<span class="_ _2"></span>czej, <span class="_ _7"></span>przy <span class="_ _7"></span>czym <span class="_ _7"></span>utworzyć </div><div class="t m0 x6 hc yc36 ff4 fs3 fc0 sc0 ls0 ws0">można <span class="_ _e"></span>tyle <span class="_ _e"></span>grup, <span class="_ _e"></span>ile <span class="_ _e"></span>jest <span class="_ _e"></span>miejsc <span class="_ _e"></span>do <span class="_ _e"></span>obsadzenia <span class="_ _e"></span>w <span class="_ _e"></span>Radzie <span class="_ _e"></span>Nadzo<span class="_ _2"></span>rczej. <span class="_ _2"></span>Akcjo<span class="_ _2"></span>nariusz <span class="_ _e"></span>może <span class="_ _2"></span>n<span class="_ _2"></span>ależeć <span class="_ _2"></span>ty<span class="_ _2"></span>lko <span class="_ _e"></span>do <span class="_ _e"></span>jednej <span class="_ _e"></span>grupy </div><div class="t m0 x6 hc y80 ff4 fs3 fc0 sc0 ls0 ws0">wyborczej.  Minim<span class="_ _0"></span>um  akcji <span class="_ _13"> </span>p<span class="_ _2"></span>otrzebnych  do <span class="_ _13"> </span>u<span class="_ _2"></span>tworzenia <span class="_ _8"> </span>grupy  określa <span class="_ _13"> </span>się  dzieląc <span class="_ _13"> </span>liczbę  akcji <span class="_ _13"> </span>reprezento<span class="_ _2"></span>wanych  na </div><div class="t m0 x6 hc yb42 ff1 fs3 fc0 sc0 ls0 ws0">Walny<span class="ff4">m <span class="_ _1c"> </span>Zgromadzen<span class="_ _2"></span>iu <span class="_ _1c"> </span>przez <span class="_ _21"> </span>liczbę <span class="_ _1c"> </span>mandatów <span class="_ _1c"> </span>w <span class="_ _1c"> </span>Rad<span class="_ _2"></span>zie <span class="_ _1c"> </span>Nadzo<span class="_ _2"></span>rczej, <span class="_ _1c"> </span>które <span class="_ _1c"> </span>pozos<span class="_ _2"></span>tają <span class="_ _1c"> </span>do <span class="_ _1c"> </span>obsadzenia. <span class="_ _21"> </span>Grupa </span></div><div class="t m0 x6 hc yc37 ff4 fs3 fc0 sc0 ls0 ws0">akcjonariuszy<span class="_ _2"></span> <span class="_ _4"></span>ma <span class="_ _4"></span>prawo <span class="_ _4"></span>do <span class="_ _4"></span>wyboru <span class="_ _4"></span>ty<span class="_ _2"></span>lu <span class="_ _4"></span>członków <span class="_ _4"></span>Rady<span class="_ _2"></span> <span class="_ _e"></span>Nad<span class="_ _2"></span>zorczej, <span class="_ _4"></span>ile <span class="_ _4"></span>razy <span class="_ _4"></span>liczba <span class="_ _4"></span>re<span class="_ _2"></span>prezentowanych <span class="_ _4"></span>przez <span class="_ _7"></span>nią <span class="_ _4"></span>akcji </div><div class="t m0 x6 hc yc38 ff1 fs3 fc0 sc0 ls0 ws0">przekracza <span class="_ _e"></span>obliczone <span class="_ _e"></span>minimu<span class="_ _2"></span>m. <span class="_ _2"></span>Grupy<span class="_ _2"></span> <span class="_ _2"></span>ak<span class="_ _2"></span>cjonariusz<span class="_ _2"></span><span class="ff4">y <span class="_ _e"></span>mogą <span class="_ _e"></span>się <span class="_ _e"></span>łączyć <span class="_ _e"></span>w <span class="_ _e"></span>celu <span class="_ _e"></span>optymalnego <span class="_ _e"></span>wykorzys<span class="_ _2"></span>tania <span class="_ _2"></span>p<span class="_ _2"></span>osiadanych </span></div><div class="t m0 x6 hc yc39 ff4 fs3 fc0 sc0 ls0 ws0">wspólnie <span class="_ _5"> </span>akcji <span class="_ _19"> </span>do <span class="_ _5"> </span>wyboru<span class="_ _2"></span> <span class="_ _5"> </span>członków <span class="_ _5"> </span>Rad<span class="_ _2"></span>y <span class="_ _5"> </span>Nadzorczej. <span class="_ _5"> </span>Dla <span class="_ _19"> </span>każdej <span class="_ _19"> </span>z <span class="_ _5"> </span>utworzony<span class="_ _2"></span>ch <span class="_ _5"> </span>grup <span class="_ _5"> </span>Przewodniczący <span class="_ _19"> </span>zarządza </div><div class="t m0 x6 hc yc3a ff4 fs3 fc0 sc0 ls0 ws0">utworzenie osobnej listy <span class="_ _0"></span>obecności. <span class="_ _0"></span>W każdej <span class="_ _0"></span>grupie przeprowadza <span class="_ _0"></span>się wybory <span class="_ _0"></span>przewodniczą<span class="_ _2"></span><span class="ff1">cego zebrania danej <span class="_ _0"></span>grupy, </span></div><div class="t m0 x6 hc yc3b ff4 fs3 fc0 sc0 ls0 ws0">który <span class="_ _e"></span>zapewnia <span class="_ _2"></span>organ<span class="_ _2"></span>izację <span class="_ _2"></span>p<span class="_ _2"></span>rzebiegu <span class="_ _e"></span>wyborów <span class="_ _e"></span>w <span class="_ _2"></span>grupie: <span class="_ _e"></span>tj. <span class="_ _e"></span>zgłasza<span class="_ _2"></span>nie <span class="_ _2"></span>kand<span class="_ _2"></span>ydatów, <span class="_ _2"></span>p<span class="_ _2"></span>rzeprowadzanie <span class="_ _2"></span>głosowań<span class="_ _2"></span> <span class="_ _2"></span>ora<span class="_ _2"></span>z </div><div class="t m0 x6 hc yc3c ff4 fs3 fc0 sc0 ls0 ws0">sporządzenie <span class="_ _0"></span>protokołu<span class="_ _2"></span> <span class="_ _9"></span>obra<span class="_ _2"></span>d <span class="_ _9"></span>grupy <span class="_ _0"></span>przez <span class="_ _0"></span>notariusza. <span class="_ _0"></span>Każdej <span class="_ _0"></span>z <span class="_ _9"></span>utworz<span class="_ _2"></span>onych <span class="_ _0"></span>grup <span class="_ _9"></span>za<span class="_ _2"></span>pewnia <span class="_ _0"></span>się <span class="_ _9"></span>oddzielne pomieszczenie </div><div class="t m0 x6 hc yc3d ff1 fs3 fc0 sc0 ls0 ws0">d<span class="ff4">la przeprowadzenia wyborów, chyba, że jest to niemożliwe ze <span class="_ _0"></span>względów organizacyjny<span class="_ _2"></span>ch. Wówczas grupy korzystają z </span></div><div class="t m0 x6 hc yc3e ff4 fs3 fc0 sc0 ls0 ws0">jednego <span class="_ _18"> </span>pomieszczenia <span class="_ _18"> </span>zam<span class="_ _2"></span>iennie. <span class="_ _14"> </span>Każ<span class="_ _2"></span>da <span class="_ _18"> </span>z <span class="_ _18"> </span>utworzony<span class="_ _2"></span>ch <span class="_ _14"> </span>grup <span class="_ _18"> </span>p<span class="_ _2"></span>rzeprowadza <span class="_ _18"> </span>wybory <span class="_ _18"> </span>w <span class="_ _18"> </span>obecnoś<span class="_ _2"></span>ci <span class="_ _14"> </span>no<span class="_ _2"></span>tariusza, </div><div class="t m0 x6 hc yc3f ff4 fs3 fc0 sc0 ls0 ws0">sporządza<span class="_ _2"></span>jącego protokół, przy czym kolej<span class="_ _2"></span>ność us<span class="_ _2"></span>tala Przewodniczący Walnego Zgro<span class="_ _2"></span>madzenia. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc40 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc41 ff4 fs3 fc0 sc0 ls0 ws0">Po <span class="_ _1c"> </span>przeprowadzen<span class="_ _2"></span>iu <span class="_ _1c"> </span>wyborów <span class="_ _21"> </span>grupami, <span class="_ _1c"> </span>przewodn<span class="_ _2"></span>iczący <span class="_ _1c"> </span>zebran<span class="_ _2"></span>ia <span class="_ _1c"> </span>grupy <span class="_ _1c"> </span>do<span class="_ _2"></span>ręcza <span class="_ _1c"> </span>Przewodnicząc<span class="_ _2"></span>emu <span class="_ _1c"> </span>Walnego </div><div class="t m0 x6 hc yc42 ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzenia p<span class="_ _2"></span>isemne wynik<span class="_ _2"></span>i przepro<span class="_ _2"></span>wadzonych <span class="_ _2"></span>w grupie <span class="_ _2"></span>tajnych <span class="_ _2"></span>głosowań. <span class="_ _2"></span>Przewodniczący Walnego <span class="_ _2"></span>Zgromadzenia </div><div class="t m0 x6 hc yc43 ff4 fs3 fc0 sc0 ls0 ws0">ogłasza skład<span class="_ _2"></span> Rady Nadzorczej po zebraniu<span class="_ _2"></span> wszystk<span class="_ _2"></span>ich wyników głosowań w grupach<span class="_ _2"></span>.<span class="ff1"> </span></div><div class="t m0 x6 hc yc44 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc45 ff4 fs3 fc0 sc0 ls0 ws0">Uchwały <span class="_ _1c"> </span>Walnego <span class="_ _1c"> </span>Zgro<span class="_ _2"></span>madzenia <span class="_ _1c"> </span>s<span class="_ _2"></span>ą <span class="_ _1c"> </span>protokołowane <span class="_ _1c"> </span>przez <span class="_ _21"> </span>notariusza <span class="_ _21"> </span>pod <span class="_ _1c"> </span>rygorem <span class="_ _1c"> </span>ich <span class="_ _1c"> </span>nieważnoś<span class="_ _2"></span>ci. <span class="_ _1c"> </span>Protokół </div><div class="t m0 x6 hc yc46 ff4 fs3 fc0 sc0 ls0 ws0">podpisywan<span class="_ _2"></span>y <span class="_ _9"></span>jest <span class="_ _9"></span>p<span class="_ _2"></span>rzez <span class="_ _9"></span>nota<span class="_ _2"></span>riusza <span class="_ _9"></span>i <span class="_ _9"></span>Prz<span class="_ _2"></span>ewodniczącego <span class="_ _9"></span>Waln<span class="_ _2"></span>ego <span class="_ _9"></span>Zgromad<span class="_ _2"></span>zenia. <span class="_ _9"></span>W protokole <span class="_ _9"></span>stwierdza <span class="_ _0"></span>się <span class="_ _0"></span>prawidłowość </div><div class="t m0 x6 hc y3c2 ff4 fs3 fc0 sc0 ls0 ws0">zwołania <span class="_ _0"></span>Walnego <span class="_ _0"></span>Zgromadzenia <span class="_ _0"></span>i <span class="_ _9"></span>jego <span class="_ _0"></span>zdol<span class="_ _2"></span>ność <span class="_ _9"></span>do <span class="_ _0"></span>powzięcia <span class="_ _0"></span>uchwał <span class="_ _9"></span>ora<span class="_ _2"></span>z <span class="_ _9"></span>wymienia <span class="_ _0"></span>się <span class="_ _9"></span>p<span class="_ _2"></span>owzięte <span class="_ _a"></span>u<span class="_ _2"></span>chwały, <span class="_ _0"></span>a <span class="_ _9"></span>przy<span class="_ _2"></span> <span class="_ _9"></span>każdej </div><div class="t m0 x6 hc yc47 ff4 fs3 fc0 sc0 ls0 ws0">uchwale: liczbę akcji, z <span class="_ _2"></span>których od<span class="_ _2"></span>dano ważne głosy<span class="_ _2"></span>, procentowy udział<span class="_ _2"></span> tych akcji w kapitale zak<span class="_ _2"></span>ładowym, łączną <span class="_ _2"></span>liczbę </div><div class="t m0 x6 hc y88a ff4 fs3 fc0 sc0 ls0 ws0">ważnych <span class="_ _2"></span>głosów, <span class="_ _2"></span>liczbę <span class="_ _2"></span>głosów <span class="_ _2"></span>„za”, <span class="_ _2"></span>„przeciw” <span class="_ _2"></span>i <span class="_ _2"></span>„wstrzymu<span class="_ _2"></span>jącyc<span class="_ _2"></span>h <span class="_ _2"></span>się” <span class="_ _2"></span>oraz <span class="_ _2"></span>zgłoszone <span class="_ _2"></span>sprzeciwy. <span class="_ _2"></span>Do <span class="_ _2"></span>protoko<span class="_ _2"></span>łu <span class="_ _2"></span>dołącza </div><div class="t m0 x6 hc yc48 ff4 fs3 fc0 sc0 ls0 ws0">się <span class="_ _13"> </span>listę <span class="_ _13"> </span>obecności <span class="_ _13"> </span>z <span class="_ _13"> </span>podpisami <span class="_ _13"> </span>Uczestników. <span class="_ _13"> </span>Odpis<span class="_ _2"></span> <span class="_ _7"> </span>pro<span class="_ _2"></span>tokołu <span class="_ _13"> </span>Zarząd <span class="_ _13"> </span>Spółki <span class="_ _13"> </span>wnosi <span class="_ _13"> </span>do <span class="_ _13"> </span>księgi <span class="_ _13"> </span>protoko<span class="_ _2"></span>łów. <span class="_ _7"> </span>Do <span class="_ _13"> </span>ks<span class="_ _2"></span>ięgi </div><div class="t m0 x6 hc yc49 ff4 fs3 fc0 sc0 ls0 ws0">protokołów Zarzą<span class="_ _2"></span>d dołącza również dowody zwołan<span class="_ _2"></span>ia Walnego Zgromadzenia. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y435 ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _19"> </span>ujawnia <span class="_ _5"> </span>n<span class="_ _2"></span>a <span class="_ _5"> </span>swojej <span class="_ _19"> </span>stronie <span class="_ _5"> </span>in<span class="_ _2"></span>ternetowej <span class="_ _19"> </span>wyniki <span class="_ _19"> </span>głosowań <span class="_ _19"> </span>w <span class="_ _5"> </span>ter<span class="_ _2"></span>minie <span class="_ _5"> </span>tygod<span class="_ _2"></span>nia <span class="_ _5"> </span>od <span class="_ _19"> </span>zakończenia <span class="_ _19"> </span>Walnego </div><div class="t m0 x6 hc yb3c ff4 fs3 fc0 sc0 ls0 ws0">Zgromadzenia. <span class="_ _19"> </span>Wy<span class="_ _2"></span>niki <span class="_ _19"> </span>głosowań<span class="_ _2"></span> <span class="_ _19"> </span>pozosta<span class="_ _2"></span>ją <span class="_ _19"> </span>dostępn<span class="_ _2"></span>e <span class="_ _19"> </span>do <span class="_ _19"> </span>dnia <span class="_ _14"> </span>upływu <span class="_ _19"> </span>terminu <span class="_ _19"> </span>n<span class="_ _2"></span>a <span class="_ _19"> </span>zaska<span class="_ _2"></span>rżenie <span class="_ _19"> </span>uchwał <span class="_ _19"> </span>Wa<span class="_ _2"></span>lnego </div><div class="t m0 x6 hc yc4a ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia.<span class="_ _2"></span> </div><div class="t m0 x6 hc yc4b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc4c ff4 fs3 fc0 sc0 ls0 ws0">Obrady Walnego Zgromadzenia mogą być rejestrowane; zapis obrad w <span class="_ _0"></span>takim przypadku zostaje umieszczony na <span class="_ _0"></span>stronie </div><div class="t m0 x6 hc yc4d ff4 fs3 fc0 sc0 ls0 ws0">internetowej Spółki <span class="_ _2"></span>bezpośrednio po z<span class="_ _2"></span>akończeniu Walnego Zgromadzenia. <span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y223 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc4e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc4f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf71" class="pf w0 h0" ><div class="pc pc71 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">113 </div><div class="t m0 xd hb y79 ff2 fs6 fc0 sc0 ls9 ws0">8.8.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ZARZĄD, RADA NAD<span class="_ _0"></span>ZORCZA I KOMITET A<span class="_ _0"></span>UDYTU <span class="ff2"> </span></span></span></div><div class="t m0 x6 h6 ya37 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y939 ff3 fs3 fc0 sc0 ls0 ws0">Opis zasad <span class="_ _0"></span>dotyczących powoływania i <span class="_ _0"></span>odwoływania osób zarządzających oraz <span class="_ _0"></span>ich uprawnień, w <span class="_ _0"></span>szczególności prawo </div><div class="t m0 x6 h7 yc52 ff3 fs3 fc0 sc0 ls0 ws0">do podjęcia d<span class="_ _2"></span>ecyzji o emisji lub wykupie akcji<span class="_ _2"></span><span class="ff2">.<span class="ff1"> </span></span></div><div class="t m0 x6 hc yc53 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc54 ff2 fs3 fc0 sc0 ls0 ws0">Opis <span class="_ _e"></span><span class="ff3">działan<span class="_ _2"></span>ia <span class="_ _e"></span>organów <span class="_ _e"></span>zar<span class="_ _2"></span>ządzających, <span class="_ _e"></span>n<span class="_ _2"></span>adzorujących <span class="_ _4"></span>lub <span class="_ _e"></span>ad<span class="_ _2"></span>ministrujących <span class="_ _e"></span>emiten<span class="_ _2"></span>ta <span class="_ _e"></span>oraz <span class="_ _4"></span>ich <span class="_ _e"></span>komitetów, <span class="_ _4"></span>wraz <span class="_ _e"></span>ze<span class="_ _2"></span> </span></div><div class="t m0 x6 h7 yc09 ff3 fs3 fc0 sc0 ls0 ws0">wskazaniem składu osob<span class="_ _2"></span>owego tych organó<span class="_ _2"></span>w i zmian, które w nich z<span class="_ _2"></span>aszły w ciągu ostatniego roku o<span class="_ _2"></span>brotowego<span class="_ _e"></span><span class="ff2">.<span class="ff1">  </span></span></div><div class="t m0 x6 hc yc0a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 y1d8 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _14"> </span>odniesieniu <span class="_ _14"> </span>do <span class="_ _18"> </span>komitetu <span class="_ _14"> </span>audytu <span class="_ _14"> </span>albo<span class="_ _2"></span> <span class="_ _18"> </span>odpowiednio <span class="_ _14"> </span>rady <span class="_ _14"> </span>nadzorc<span class="_ _2"></span>zej <span class="_ _14"> </span>lub <span class="_ _14"> </span>innego <span class="_ _14"> </span>organu <span class="_ _14"> </span>n<span class="_ _2"></span>adzorczego <span class="_ _14"> </span>lub </div><div class="t m0 x6 h7 y8af ff3 fs3 fc0 sc0 ls0 ws0">kontrolującego w<span class="_ _2"></span> przypadku wykonywania przez ten o<span class="_ _2"></span>rgan obowiązków ko<span class="_ _2"></span>mitetu audytu wskazanie:<span class="_ _e"></span><span class="ff2"> </span></div><div class="t m0 xbf h12d yc0b ff2 fs3 fc0 sc0 ls4b ws0">a)<span class="ff6 ls0"> <span class="_ _3c"> </span><span class="ff3">osób sp<span class="_ _2"></span>ełniających ustawowe kr<span class="_ _2"></span>yteria niezależności,<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 xbf h12d yc0c ff2 fs3 fc0 sc0 ls4c ws0">b)<span class="ff6 ls0"> <span class="_ _28"> </span><span class="ff3">o<span class="_ _2"></span>sób <span class="_ _2"></span>posiadających <span class="_ _2"></span>wiedzę <span class="_ _2"></span>i um<span class="_ _2"></span>iejętności w <span class="_ _2"></span>zakre<span class="_ _2"></span>sie rachunko<span class="_ _2"></span>wości lub<span class="_ _2"></span> bad<span class="_ _2"></span>ania sprawozdań <span class="_ _2"></span>finansowych, </span></span></div><div class="t m0 x6e h7 y93a ff2 fs3 fc0 sc0 ls0 ws0">ze wskazaniem sposob<span class="_ _2"></span>u ich nabycia, </div><div class="t m0 xbf h12d ya8b ff2 fs3 fc0 sc0 ls4d ws0">c)<span class="ff6 ls0"> <span class="_ _30"> </span><span class="ff3">osób<span class="_ _2"></span> posiadających wiedzę i <span class="_ _0"></span>umiejętności z zakresu branży, <span class="_ _0"></span>w której działa emitent, ze <span class="_ _0"></span>wskazaniem sposobu </span></span></div><div class="t m0 x6e h7 yc55 ff2 fs3 fc0 sc0 ls0 ws0">ich nabycia, </div><div class="t m0 xbf h12d yc56 ff2 fs3 fc0 sc0 ls4c ws0">d)<span class="ff6 ls0"> <span class="_ _28"> </span><span class="ff3">c<span class="_ _2"></span>zy  na  rzecz <span class="_ _8"> </span>emitenta  były  świadczone  przez  firmę  audytorską  badającą  jego <span class="_ _8"> </span>sprawozdan<span class="_ _2"></span>ie  fi<span class="_ _0"></span>nansowe </span></span></div><div class="t m0 x6e h7 y797 ff3 fs3 fc0 sc0 ls0 ws0">dozwolone  usługi  niebędące  badaniem  i  czy  w <span class="_ _8"> </span>związku  z  tym  dokonano  oceny  nie<span class="_ _0"></span>zależności  tej  firmy </div><div class="t m0 x6e h7 yabe ff3 fs3 fc0 sc0 ls0 ws0">audytorskiej oraz wyr<span class="_ _2"></span>ażano zgodę na świadczen<span class="_ _2"></span>ie tych usług,<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xbf h12d y69e ff2 fs3 fc0 sc0 ls4e ws0">e)<span class="ff6 ls0"> <span class="_ _3c"> </span><span class="ff3">głównych <span class="_ _0"></span>założeń <span class="_ _9"></span>o<span class="_ _2"></span>pracowanej <span class="_ _0"></span>polityki <span class="_ _9"></span>wyboru<span class="_ _2"></span> <span class="_ _9"></span>firmy <span class="_ _0"></span>audytor<span class="_ _2"></span>skiej <span class="_ _9"></span>do <span class="_ _0"></span>przeprowadzan<span class="_ _2"></span>ia <span class="_ _9"></span>badania <span class="_ _0"></span>oraz <span class="_ _0"></span>polityki </span></span></div><div class="t m0 x6e h7 yc57 ff3 fs3 fc0 sc0 ls0 ws0">świadczenia <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>firmę<span class="_ _2"></span>  audytor<span class="_ _2"></span>ską  p<span class="_ _2"></span>rzeprowadzającą <span class="_ _1b"> </span>badanie, <span class="_ _1b"> </span>przez <span class="_ _1b"> </span>p<span class="_ _2"></span>odmioty  powiązane <span class="_ _1b"> </span>z <span class="_ _5"> </span>tą <span class="_ _1b"> </span>firmą </div><div class="t m0 x6e h7 y94c ff3 fs3 fc0 sc0 ls0 ws0">audytorską oraz <span class="_ _2"></span>przez członka sieci firmy audytor<span class="_ _2"></span>skiej<span class="ff2"> </span>do<span class="_ _2"></span>zwolonych usług niebęd<span class="_ _2"></span>ących badaniem,<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xbf h12d yc58 ff2 fs3 fc0 sc0 ls4f ws0">f)<span class="ff6 ls0"> <span class="_ _50"> </span><span class="ff3">czy <span class="_ _0"></span>rekomendacja <span class="_ _0"></span>dotycząca <span class="_ _9"></span>wybor<span class="_ _2"></span>u <span class="_ _9"></span>firmy <span class="_ _0"></span>audytorskiej <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"></span>przeprowad<span class="_ _2"></span>zenia <span class="_ _9"></span>badania <span class="_ _0"></span>spełniała <span class="_ _9"></span>obo<span class="_ _2"></span>wiązujące </span></span></div><div class="t m0 x6e h7 yc59 ff3 fs3 fc0 sc0 ls0 ws0">warunki, <span class="_ _19"> </span>a <span class="_ _19"> </span>w <span class="_ _19"> </span>przypadku <span class="_ _19"> </span>g<span class="_ _2"></span>dy <span class="_ _5"> </span>wybó<span class="_ _2"></span>r <span class="_ _5"> </span>firm<span class="_ _2"></span>y <span class="_ _5"> </span>audytor<span class="_ _2"></span>skiej <span class="_ _19"> </span>nie <span class="_ _19"> </span>dotyczył <span class="_ _19"> </span>przedłu<span class="_ _2"></span>żenia <span class="_ _5"> </span>u<span class="_ _2"></span>mowy <span class="_ _19"> </span>o <span class="_ _19"> </span>badanie </div><div class="t m0 x6e h7 yc5a ff2 fs3 fc0 sc0 ls0 ws0">sprawozdania finansowe<span class="_ _2"></span>go - <span class="_ _2"></span><span class="ff3">czy rekomend<span class="_ _2"></span>acja ta została spo<span class="_ _2"></span>rządzo<span class="_ _2"></span>na w następstwie zor<span class="_ _2"></span>ganizowanej przez </span></div><div class="t m0 x6e h7 yae2 ff3 fs3 fc0 sc0 ls0 ws0">emitenta pro<span class="_ _2"></span>cedury wyboru spełniającej obowiązujące kr<span class="_ _2"></span>yteria,<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xbf h12d yc5b ff2 fs3 fc0 sc0 ls50 ws0">g)<span class="ff6 ls0"> <span class="_ _53"> </span><span class="ff3">liczby <span class="_ _9"></span>o<span class="_ _2"></span>dbytych <span class="_ _0"></span>posiedzeń <span class="_ _0"></span>komitetu <span class="_ _9"></span>audytu <span class="_ _0"></span>albo <span class="_ _9"></span>posiedzeń <span class="_ _0"></span>rady <span class="_ _9"></span>nad<span class="_ _2"></span>zorczej <span class="_ _0"></span>lub <span class="_ _9"></span>innego <span class="_ _9"></span>organu nadzorującego </span></span></div><div class="t m0 x6e h7 y5c2 ff3 fs3 fc0 sc0 ls0 ws0">lub kontrolujące<span class="_ _2"></span>go poświęconych wykonywaniu obo<span class="_ _2"></span>wiązków komitetu aud<span class="_ _2"></span>ytu,<span class="ff2"> </span></div><div class="t m0 xbf h12d yc5c ff2 fs3 fc0 sc0 ls4c ws0">h)<span class="ff6 ls0"> <span class="_ _28"> </span><span class="ff3">w <span class="_ _2"></span>pr<span class="_ _2"></span>zypadku <span class="_ _2"></span>wykonywania <span class="_ _2"></span>obowiązków <span class="_ _2"></span>komitetu <span class="_ _2"></span>audytu <span class="_ _2"></span>przez <span class="_ _2"></span>radę <span class="_ _2"></span>nadzorczą <span class="_ _2"></span>lub <span class="_ _2"></span>inny <span class="_ _2"></span>organ <span class="_ _2"></span>nadzorujący </span></span></div><div class="t m0 x6e h7 yc5d ff3 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _2"></span>kontro<span class="_ _2"></span>lujący <span class="_ _2"></span><span class="ff2">- <span class="_ _2"></span></span>które <span class="_ _e"></span>z u<span class="_ _2"></span>stawowych <span class="_ _2"></span>warunków <span class="_ _2"></span>d<span class="_ _2"></span>ających <span class="_ _2"></span>możliwość <span class="_ _2"></span>skorzystania <span class="_ _2"></span>z <span class="_ _2"></span>tej <span class="_ _e"></span>możliwości <span class="_ _2"></span>został<span class="_ _2"></span>y </div><div class="t m0 x6e h7 y38d ff3 fs3 fc0 sc0 ls0 ws0">spełnione, wraz z p<span class="_ _2"></span>rzytoczeniem odpowiednich<span class="_ _2"></span> danych<span class="_ _2"></span><span class="ff2">.<span class="ff1"> </span></span></div><div class="t m0 xbc h63 y980 ff2 fs4 fc0 sc0 ls0 ws0">8.8.1.<span class="ff6"> <span class="_ _64"></span><span class="ff3">Zarząd<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc yc5e ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y6ec ff4 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _2"></span>ze Sta<span class="_ _2"></span>tutem <span class="_ _2"></span>„TOYA” <span class="_ _2"></span>S.A. <span class="_ _2"></span>Zarząd<span class="_ _2"></span> s<span class="_ _2"></span>kłada <span class="_ _2"></span>się <span class="_ _2"></span>z <span class="_ _2"></span>jednego d<span class="_ _2"></span>o s<span class="_ _2"></span>iedmiu czło<span class="_ _2"></span>nków, <span class="_ _2"></span>w <span class="_ _2"></span>tym Prez<span class="_ _2"></span>esa <span class="_ _2"></span>Zarządu <span class="_ _2"></span>oraz, <span class="_ _2"></span>jeżeli </div><div class="t m0 x6 hc yc5f ff4 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _13"> </span>jes<span class="_ _2"></span>t <span class="_ _13"> </span>wieloosobowy, <span class="_ _13"> </span>Wiceprez<span class="_ _2"></span>esa <span class="_ _13"> </span>Zarząd<span class="_ _2"></span>u. <span class="_ _13"> </span>Liczbę <span class="_ _13"> </span>członkó<span class="_ _2"></span>w <span class="_ _13"> </span>danej <span class="_ _13"> </span>kadencji <span class="_ _8"> </span>Zarządu <span class="_ _13"> </span>o<span class="_ _2"></span>kreśla <span class="_ _7"> </span>Rad<span class="_ _2"></span>a <span class="_ _13"> </span>Nadzorcza. </div><div class="t m0 x6 hc yc60 ff4 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _2"></span>Zarządu<span class="_ _2"></span> <span class="_ _2"></span>powoływani <span class="_ _e"></span>są <span class="_ _2"></span>na <span class="_ _e"></span>wspólną<span class="_ _2"></span><span class="ff1">, <span class="_ _2"></span></span>trwającą <span class="_ _2"></span>trzy <span class="_ _2"></span>lata <span class="_ _e"></span>kadencję, <span class="_ _2"></span>zaś <span class="_ _e"></span>mandaty <span class="_ _2"></span>Członków <span class="_ _2"></span>Zarzą<span class="_ _2"></span>du <span class="_ _2"></span>wygasają </div><div class="t m0 x6 hc y6fc ff4 fs3 fc0 sc0 ls0 ws0">najpóźniej <span class="_ _7"></span>z <span class="_ _4"></span>dniem <span class="_ _7"></span>odbycia <span class="_ _7"></span>Walnego <span class="_ _4"></span>Zgro<span class="_ _2"></span>madzenia<span class="_ _2"></span><span class="ff1">, <span class="_ _4"></span></span>zatw<span class="_ _2"></span>ierdzającego <span class="_ _4"></span>sp<span class="_ _2"></span>rawozdanie <span class="_ _7"></span>finansowe <span class="_ _4"></span>za<span class="_ _2"></span> <span class="_ _4"></span>ostatn<span class="_ _2"></span>i <span class="_ _4"></span>pełen <span class="_ _7"></span>rok </div><div class="t m0 x6 hc y763 ff4 fs3 fc0 sc0 ls0 ws0">obrotowy pełnienia <span class="_ _2"></span>funkcji.<span class="ff1"> </span></div><div class="t m0 x6 hc yc61 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc62 ff4 fs3 fc0 sc0 ls0 ws0">Członkowie Zarządu s<span class="_ _2"></span>ą powoływani i odwoływan<span class="_ _2"></span>i przez Radę Nadzorczą<span class="_ _2"></span>. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y6ee ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc63 ff4 fs3 fc0 sc0 ls0 ws0">W okresie od 1 sty<span class="_ _2"></span>cznia do 26 czerwca 2024 r. Skład<span class="_ _2"></span> Zarządu Spółki <span class="_ _2"></span>przedstawiał się następu<span class="_ _2"></span>jąco: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc64 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">Grzegorz Pinkosz - <span class="ff4">Prezes Z<span class="_ _2"></span>arządu,</span> </span></span></div><div class="t m0 xbf h1a yc65 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff1">Maciej Lub<span class="_ _2"></span>nauer - <span class="ff4">Wiceprezes<span class="_ _2"></span> Zarządu<span class="_ _2"></span></span>, </span></span></div><div class="t m0 xbf h1a yc66 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">Robert Borys <span class="ff4">–</span> <span class="ff4">Wiceprezes<span class="_ _2"></span> Zarządu. </span> </span></span></div><div class="t m0 x6 hc yc67 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y52b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc68 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc69 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb3d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc6a ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc6b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc6c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf72" class="pf w0 h0" ><div class="pc pc72 w0 h0"><img class="bi x2 yc6d w3 h12e" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/8venQZZlpaHnX/e9z3n3puZtfQONIhGLA3NJpBBYASywMYahLXZGtmWNWGHJ+ywP3hiwl9mPk6EYyLm04Q19oQc9jhmFDKS8IIkQIhVSDSoN5pWs0MvdNP0Wt1da2bee8857zsf7s3qAmTJIyk86tLvF9XV2R1ZlTdvZkX876nnPG/k1seQU3vxDS/IEfv7cc1eTMP6u4+Fn6Isy3yV51FKpNTafJxalPk6l8h5WeKwRNR5yl1Om/sOo2tT1CHm3cH5gwe+9dATpx9P5crIhxcbuEXOs70nzg+PPvrA+sJTixx9aRdm38jp+shXrlbLyFM/38kx1nHZz2ZPPPrwqUfWe9fPaoppumSCZzvrc8lIT6qRh4jaot98h+TNF7LlSPNo80ixsztO62Wdxn6xyIvjkeJwaFPrl2OUPh49M/3m797+0d/7wjcfefzp/XFIx6fUT7XUnKNFS1NEpKhJWgMAl3Veb6eNj5o4lfluHVdDrSl1LeWx1Wnn+vd95qsfu/1rr3rxc//Km1//4uftvf6mF1/dp9YiTePOLKZx7LsUaYpWYxpiu34jt1RqlBq5RszbEJFSKjlSuuQ69zagj+5VvJjUm/or0UVMNfLmx9G2vRwtRXRR+1RbnnZyjTTGZp/zOIvcUk4RbYqILsqJWfzUu95x3//1K6faUJf7LbXWIqKsW86LE4+dWb7vI7dff/WJ73vRFanbmS1ifzXsz/tP3/HQ//oLv/zUevds281XXFNXU0SOulrkVRxeOLaYve0H3tpH7HQt1VjMu2jP7KarmxPbI9a5G3MXKUVOUXPkFjlHzpG7dW5DjqjHopVZiy7F5miYmA6j7Mz3dj7z+19cdq11Q8TmJclm80cZWzk/lNLv5CufN+ayHNbznSemcXe5HlI3j34xHJzPfeu7EnW9Xh38h/f++3/6P/xcKhE5WkTaPPWtboZqLr4WWkceopRIJWqOMbecNqM9l75gaKsy63OaraY8RVrXWJX00FPjPQ899olbvvi5L3z9yTPj2f20HnfyzrE6W9TINaVoNfLUYoqYWkxldCg6AHA553WkS/+qPsU0TdFSTX0ppZSUIs4eLvOsnB/bQ3c/ctvXHr/yWP+CK+b/8G//xF941fOfs9utIkqZR0TkMdoUbYi6uQ2wSxE5laNh67q5aTClnLZbtC8W9mZ4O11y/93Rur1UInUtpZpKTSVyjVjXtkybX5K7aEPkvm1OSWkRJdYRXYpZSxE12pijO9737/pLN93++de+//Z7D/dPx2xnmnKUPEbKiyuW0/ITd37tG/c/8KNvf/M73vaDO3v5kUcPfvdzX/7QJ3/vkQuzwzqL3atj3UW/iLpKbd2tTl81G77vlS967Y0vzlOcnKeYppzbdx/0XaJ1sezaMlpEXUc7iBpRDyL10fpZbX2N7Y2ALcp2PGNqEZFm52q+9UtfXy+OjWOKtNnifbSBsMwiz6YhTWMbao7+RFk/vrn23FqLOkW3U8dVzGaHy/XxvRO/9Ylb3v5X3vnC1zyny0evp1q7eJxM2wxbt6jRT9FvKr7ExaHqiCiRcqTNl2PvYJpyKasST6/j1Ln4t+/9yPs++umh7Oxe/YJTZ2fjuVK6Y7Pd3dqXVT06dyhNkaaIKdIUbfpTOoMIAODPal63i//aDk3n6EpETK0dDjWnVI5fMR0c1H7WHd97an1w+uz46LnDL/1v//a5V+y84eU3vOMtr3v9q264+vh8XrrdVPoouQ0RY7QWMabIJZX0zILsFq1GpJTyM3UdsZlSSJc8okvOrLlkUUWqkaaxjLnVmlPk3NJq6sYpYuwOc9SaZmP02zNSWosYo01t3a7enf2Tv/furzz0i19/YrU/ptr66PtoqY5t1R2rfb337Pl//eu/+56P3Fa67nA9nV+uh5il2RURi8i7UVtMU8SwaAcn0sHbv/9V/+jv/uhuaSXH6vBwsZitD/ZnOzsXH+XmjT6mnXG9Oy5LtKmu523ejXXKh6lNMU47UyymaLNnXtdE1GglumMXov/gp+5+8KlYx8koXUzL7TPRam7rNK1TSy2VVHJMEWPsxbiezpe+TGm2ahFpHt1sNbVx0Q/DtNh94b9+3y0//LIf7xc5x2at+MVbTPO2tVN0LVKNLjahn6OtI42RW02lRhmim6LsRxxO5b4HT33qti996vYvPfr0+Sf323J+3brNzj69ju54OdnnGmNKw2odKaLko0Gd+ANX+QEAXH55ffEqco2W29EI9OaCZURXI+XlhShdtDbWLrqTNdp+Gw7r3vlzq4duvfc3b/nSdSf3/tqPvP2dP/zGVz4vpbHbie5YmfLmcMRoqU15s5Vie3m6RsqXrF5+5q3NYunN2YCbH9PUupzHMcb1Mk1jpBJlL2KMPEbuIqdY7Y+5HMR6noYW4xBtcz34ktcObda1GvHS5+z8dz/x9n/2f/zi2F11OLsqUkTL0c0j6pDGoXSHbX1mlaZV1Cm6PEv97jg7FuuI5TJ2FnGwf2x3Wp/61l/4/hf/47/z46+4ftFFjTYtFrOINtvd3T6L22vzkSKmKF3eyTHvIk11XJRF5Gkc8mKxl+az9Wq/pFiVzchLK61tjio/jP58xC9/4Jaz48norixlPp19JE4c6+uqi+W0PHfdyZ02HpQYU0xRIqL1w5h20pnxiQtjl9OJmq+KWqJrU4xTf+Uyrvj0V87c/41vLF72kpNd1KnO2hRdOvorhTK26DY/lkdH0tf1Zo6lpu4w+lWkVcTpsd1xz/gb73//7XfevRzzqnatzIe8M8aspT5KH5FaW7UYakuppHbJ30akGimV3DaTIpM/gQDA5Z3X+WgWuqYWLR0t/Dgah+7aNLU25c2K501255rTss2m6Faxbqv8b/7Dh9/zax/92Z/8q3//Z95YujiM0tWS1qsu1dzllFOkvtYaEdudbNv5hPaHbFuuLTbTDvOunNjb2Vv0q9gdx5KmKcc6yixa1+1du7vY6WPWYpoiHUSdX/qZtU2x19qiK/H2N95419t/4MO3fbWbpcNxPcYsYoycY7aTamqtrym1SJFnu3l17tTpmI/5imtyNxtX+9GN6fD0c46Vd739za984aLWi1PM3/lCJY6e0DHS/rSzPy1WbYqxv1C73bxT8+GZg9jNx9titj9ttkbXFFNNLUeaoh9q3P6F/UdP7cd4RSyOTVONtLMoi2H/TJ8Onn/V3j/9Rz935bHStcO8PaGydnHl+fXy4XPnP/57d/3OXQ+uV6vod49er5RofbTu0VNPvvaml7SI2WxT0ENEG9vUaiupn1qUVtNsM7wxRR0j9VPePT3Euo8p4uYvPP6ffuMjt9x7+tSpp7p+Mds9vh6ipVyj2278izFailhHWm82oNTYjHtvJ0tyzds93VleAwCXb15vF7W1dDQwEKlNm8Oto232fOS8mcFtw7T5+/2WI6VIfUQZchliGqaxn80Op+lfvvejv/bRz7zixc//i69+4Zte/b2v/N7rTvQxrqPLLZdIOaeIaaopWrcZG/iDbecHSoq+S225yilP+6cPnn40dq8p03xRuxw15W5VZnm1Xp6uJWIYZjnP5yV3EeXi77M5ZTDlRY51xPXH0//4c//Nyd2d99/8+af2V+v5leu2SGNOKVobW2t1+0uG/fXZ+bFFN+ungyfbcn9eWl8PbnzesX/wM3/vXW9+aR6mRV+2l/mfCetnJsjb0T2YhynX+fEoU8Ssruf765b3dmM5TP3eOpXzm22E2ymYNkU3Rpxbxy//x/efPrvfz45P435dD2WWyvLcIg5Pxv4PveqlP/Wmk/OILvbS0WXg1Lrz495hf3VpZ++486754oqD9eFUxohl1D5Nx6OVm2///F9525uGFnmqfaot1ZYjR4pSckSKqNOFUg6nVsaY537voJXHzsdnv/zAp+589Kv3P/L1bzy2msr+7k4cu752swvroU4tz+d1MyseNbeaoqW0ijRERLRSokTbXppPLUfk1KKF+xoBgMs6ryPl7UkiraXtKTDRIm2mOVpLkWJKfYtILaUY2+Z6c8sXkzKijKv12HfHj10xDnv3nDn/wF0PffoL37xy/qm3vO7lf+vH3vmaG3d2U+ojhjFyxG6XS8Thcr2zmG2umn/bvZVHl9K3FdamlKYcdR7rvTLV6UwXy716tsS0inlJu221v1fni4jSSk4xRHTPzLuUSDki1qt1S6vZbN6VOH7d4n/5hz/y/a94yXt/40NfeujJwzh2YV3HWruuS7m0NBtTGdp05d58Wq+m/XNpfbCI9XW7/Wte/r3/+O/+2OtffPU8YhYxrJcxW2wf4yXPbLrk5y5i3lZdPRNtiL7l8bCvOU3n2qzv65murq4+Hl2kzcXkaGlKuUU8+NBjX/7y75/cORbj0+Xw/BTd7s78wlOPPvdEuX5v/Nkf/cETEfOIsrnwHdtlIKVvN5LrsAAAIABJREFUO5F+5M0v+1e/cOHhUw+cOHbVEIeRLqRpVsYh6s6td9z51IV/8ILjkbbryIeccou8rjXVHBElLYbU9uuslZ2na/zqB+74T79165Pn48Jyvly1GnvXXHP96Se/GqWPRY40iz7VVCJtRsZbSlNurUXUVKLldDT/vr2VcvNGSzZeAwCXe15vCrtNEZGjprbd05dSq5E3x4+PaR5RNxeuUxtzi7rNpNwitZT6nVmt0/lz51I/z8euWq+HM9NynNLHPvv1z3/l/tfd9JK//dff8bJr9648Hl3EGLFatWPz2VGI1j/odrcU21XPNbo8rpazNF1zcm9anu3rE3v5fI5W8k6K42Nanuj3VufqiVmLVroWJY0RqUVqUTbTG9285EgtplJrn1Or8e63vPQNr/wn7/nNT/679/92m2K+d/JwdVjHmFKX8izn2bmnnj65t5jFqraD177k+h/5oR/4oTd//8tfsJhH5NpSbn2Xv+28nKNXBpcMu9RS9/v9b13bnTkYL8xSmveLPqX94fGdNE/jhZNdO3z08dlzn5NajqjRIudIKb7xjYeG5Zm8qN0w7USe7Z6Y9YsyP9hJ9drjx1943W4eWyl1cxNq23wJlpEWqyjL63dOvPKG5wyr5Vj3WzoX09ky9d0YUfemWXr00VPX7l1bxuhyHcahL/OIGKdx0Xc54uyyS+XkU+v4lQ/f9qnbP3/Po+dOHbTl2M9n/Wx3vtxfPfboPSefe9Uw1LHF2KJOU0zrzV2wLaK2lFKr0dVWtptINnUdqW3un4zaco44+qoAAFxGtpufI+Jn/8XNv/Lpb0SMudUcY2p1cw2ypdxSmqJEpJYWES1iyHUsm/dsraVom0MAo6SokVJL3dj6FrPIfeSItu7GC7P1mUUaTi7KD79093WvfdUPvuGm5z3nuit2+jSOi1mXntlfsT19u2tDtLGl2TqVaFEOTnfzaK375nLni08fHkY9lpa77TC3tEqLg1jUYbxhkV53/V6Mq1ZLLXulX0bLkbop8naivLY+R5vWqQ1pWqfct7IzRHc24qEz7YHHTn3tgUdOPbn/xNMHpy+sptSl2e5Vu7MrjsUrXnTFDddddeMLrr7+eIkxFrmVVnOqEa3W2rrFd78mONqHUiMipkemqbv9gXxmFpFrty4n+v6g7rfS1aF7Tje+8gVTqddHaxFT5Bppti7x8LnlfU+cjtJFxKpOXT/bH9u8Dos2Pn9v/vxrr9grm5MUc0TUFFOLfhUxW67KhYOa7310OnOhpH4ReVnSQddKP+6mafZ0evJFz73+ecfLzlTnJabxMPo8RZ5a12o6d+b8HV8/9bHPnv7U537/4QvL/ciHqUQu0ecYVtGGvs9tWM+GnRppilxLP+USrUVO2+GWNkZsNqHMIsXRufRtu+8lnnnZUcbxff/Tj/74G17kzyEAcBnm9d/5+d/5lc/c/1/hQ3bLdcn15LH+Rddf8zd+7G0/9rZrdiKORexFzKLmNsRqGeXk5p3resp9im6MvFkZHTVSREmRuygpIrfvmDKol4xlXFar36ZLLpBvdk+XmFK0aENE3ZxlM6aTabv3rqWYNkM9Y0stdWNsB7SPrx6NVGJoY39imu1ciDiMWEV85Yn49Q/fffvn7v76Q6fX5fh/hc8ot6W8BgAuM/8/nOvR7+y2cfnUmbPnzjz11KmHPvFbx//7n/ubr75h97l7cXjYdkuZzU9E3dxLGXmRYzgcl1O3mLfIJeWUuu+8K+7SOd502W5TTpfcQbmxPRImddFa5HrxGPmjafWI1NpUu9JNUcexttL1KdrUpcVu9LNI/TJi1eKex+NTt33lA5+4+b6HT9Xcpe64uWgAgGdNXh+0lPOs7F5RY/3ohdXprz/82f/5n73qxc//wde98s3f9+JX3/iik7PYSau+z7UNXU1l3uUhx1RSymW7ASRq3q7a+w4XD0qp3771+nLI69bKxSPkU24RNXI9Ouxy8x5Htzi2FDViitZyTnVaR0t73WwYh9V6mGbXLJerVtK3njz/mbvvufnOr33hvkeeOn94WLuYnxxbrKfkyBcAgGdNXsdsUcdVHaeIbjXW/Wm2WOx98bH1l95/yy9/6NZX3/SKFz7/Bf/wr7/ohmuua6lvdXWizLr+KJm3M9TbXSDfdjX34o2Ez5zyeHnldVycg0nR0uaolhrbvSGboeZFmiJa2pzGs3mHccp9Pw11tRwWi0XX9fcOccsX92+/465P3XLH42culN0rhzw/jH7ZUoyzKF3kzXJGAACeFXm9OoiSY76I1FKdx7Sz6spqtez744etfeLzj84+/+gdt3/qlTe++NWvuOHNr7nxJd8zP5ZjHlFydHmMNkUZU+SILlo6mkNO0Tbbpr9ja8dlFtgXj5SvESltlylGTdsthinG2K6UTjVKjVS7NLU0dfHUwfoLd33l3nsfeO8Xlw88+ODhch3dzrg4Po5pSn3u+9J3dXOWUJqijv5sAAA8S/K6TJFqjDVqbbmL2TyiREnr6NbTlGYnusXOl584/Y3T5z50y2f3ys3vfOtrfuavvfGmG07MSxzLdRGrFGNEF9FFtNjcmrkp7M1dfSlybJblXWYjDnk7Wb65ON2mo9bO5eJnmtpmzcsUZYhYR6wjnt6PD3z8S+//rY8/8vjTtdbH5i+sdaebnxzrNNboZn1rbWg5ao1IkaqN1AAAz6a8Tm1sLSLl2KxFHoeIKVKJlqL0rcaFg8PUnVy3Iad+NdVf/507PvfFu3/07a//oTe99qYXXz1r06z0i5oWeXMdt0VEG4fU9dEiYoqpRkqp5Ij55fSlqhEtxfbsn2naHtRSp0hpO5Fea+u7MfKq5pRjGfHIhfjyveff+8GP33r315e1H/NVqevG1kWKdY2WSiox1c3ZPdP2svhm97YTFQEAni153U9jS1Ej1RwtyvZ0xtaOjjBPEdFmdYwaMQ21W9XjX396+civ3/beD99x4/c8920/8PLXvPxlr37JVVfNYprqPEWXc3Q51VrStDlGptUhRYpyeeV1iiki1ygROadoLeq47eBx3SKlMjsf3RjxrScPvnz/A5+47b4vfuPUg4+fefIw6uK61i/qukYqqR0c/Zabs14utvTmovXULv1/AAD8Gc/rHG1zxHpqMUU9GkRoqY3Rtleka7cfkaNFy3ld+6HND9fTU2en08vpiw98fVh98YZrx5/76be864dfc6zEMMReLjt9SdHnqBFTKuVoy/NllNc1ao6yGQNpJVKMQ4rcta6bStrE992PxS/9yq9/+tbPrfP83NQ9eRDdzolhthN5HkOK+W7s7qWz5575WvxBYyBtc4kcAIBnRV7XKJdEXUrbOxE3Z61vfo7a1hE5WrddQjelqeykvpxdj2cOh1nq1qfO/+//z/s+c/d9/+2Pv/vVL+37FCliXNV5aotZnyNaS/nySsSctxPWwzilFhExdbMhyuEYeRan1/G+D9zy7z921xNPPn0wzIfohm5x8tprzzx9JropSos8xTDEhcN8yfHt9Whe/dvzGgCAZ09eT7GI7Qkom0vXNaK1qCnaxZNT+vVOTalFqVEidZEiuhhTTWlK3bjqpiHmZ9YnHr31nt++85+/4JqTP/wXXvGON9/08udfee2x7iBiGtJOP5tfXl+q0mqkqK2maKnva8SFsT345IVP/f49H7/j3m88fOrUmYML4/GWn5sXZYo8tFhdWHXHTk7jKobzqbQ+t9TaGBHbwe1okdozhZ2eec0jsQEAni15XVMfES1tDmaskdJ29nqbfDW16NdX1BxTymOOmiLNouUppsNWVq0bYhqmtBPlRE1Ta+tz33zqwQc+8ou/+EtvevVL/uZPvvNNr3/N866cnVtP187K5fSl2pwUk2orpVu3uOebj73nNz76yTu/9tB+ORPHx/7Y2F0d61n08xiGSClmJZb747Aupc1K7eqqDYfjOMT86s3F/aOEzpHS0c8RsVkhoq8BAJ4leR1pFdsbGCO2P+fNGPB0FJLDfLgkKyOGzZXV7uIDTq3lSFP0h2knZicPImL+ko88Mtz6bz97w/Xf/Okf+6F3/dDVQ8Qioo/YmcYurWJcxjTGbC9yP9R+Kjkdnad+dCxLpNju0y4xRozRpjEd++7PIG8v9l485+WP2gC4ufAcebzkA/XRcltHXUVdRVu32fO314zbOtoUaYpWI+e2XrXS5W62X7uhzMcSX3p4/Z4PfvqWz3/9vsfPL/P3tm6+3RwyptQdxrQ6GiLZ3ixap7SMecQ8yom4+IqjXfL0tkv/1+RPBQDAsyqv/3RskrhsT1PZnCaT0oXDg6/dc++//IUHfumXdt9049VvfdNr/uJrX/rc43l36vtcokRutdVI0UqL1mqXIyJtLp7XzXEsaTMOXiJSii4ffbB2MUa//Y3/sgc7Rhtz6rroIuUxokVMkSLNIpeU5ilaG2tK0doYraZcWuqm2g5WU6STXVfOrdKX7//WrV985Etfu++urz348NlhLItpdqK1HK1ul3+75AwAIK//eFK0SNP2InLKkaK2lFpOs0Vp/f642n/q9EfuuvDrN//+1Xv9T/zlt/ydn3jni66NrsU8Rd60eI31+nC26KJFbi1a21Z6Ki1KjdwitxT9txf9dz6K/9LMbtFqxJhTi1b61E0RU0SN1FIXqYuIbnU+z2aplJb6VU0XDqfoS13EGPGJzz7279/3m5+/95EnD2OcUn/8inpi93BdW40oJdqUWk1Rc6tTmvmeBgCQ138MRzMdaXMceE6zflqNh6v1so1dm1KNc1NdzK55clj9x9/+3Jfvf/h7rrviH//dn3zhlTEuIw3rq47PFotFRI2o0aaja8Ap0iyliOhqRI3oL9mzsTki8bsfxx+d2KnbHri4+a82damkozmMzaRzSxG5Ww7jcop+p8u75el1/M6tp2658wu/fdtdT5zZ745dMxxfrFfDakwxROQSXR8xRWslxtym3CZ5DQAgr/9Y0sWR6SlSjmhtPUbKMdspqaU2pjbl2cmD5fIw7VwYpie+9vTsnic+/YWff8MrXvj6m57/lte+LOazRZf7lHOrXaSchm1q1yFyy6lsPsZ2x8k2pONoFiVFyt89MfKfs05liNJF9Jtt3nWINpSIknLbXibPF7rjJWKYlacvjJ+944Gv3P/EJ2//0le/9fSFdZr643Xnmv0xxRRRZtHPYhy3H7hNKVpqNbdaNktBAACQ138s7Zn9cpEi50gpWh6nIWpE7mK5jty32WJcrcbuWN2Z3XPu6UfueOBDv/fFE+WD73zrG//WT77tZS+6ok9lJ8puzEobow0RNVpNMZZUcuRIOVq7ZDBk83aOSway/0hjxCpicy5ljs2mlM0Adk6pS5Ei4kIX55fxwU/c/Z8++LEHHjm9rN3Yn1jGTprvDa2L6KNP0fZjGiOn7UduNVpN24vuUaP4hgYAkNd/zLLeru7YHkvTosX2Dr/cRS4R0bWhtlaHVZQ+UrdatSgnz7ZV6XYP6uGvfurLH7rtKy+94bk3veR73/6GG17/ihde2Xe7Kfe5pXHIqUZJrY4t9xEpp4g6RasRLfJ2HGV7efu7H1trKaXWWmut1lpKmUcr0dLUujRFtGit1bLM/bp1U4kHH73w+a/c/7H7Lnzurrsfe/ypVuarcmXL3VgWU8xiikg1YsjrVYnDyLlN65pyRGotRURLUSPX1jtpEQBAXv9J8jrHdsvHd09Ap4jo2zBFHVuqUSJapO1ti2OpY1qkmM6dP/P0/WfvOXXPf/zozTdctfuOt77xp3/kDTdcM190ZSdFiRinYVnTrNvc4NiltsrPHAX5hw1dt9YiIuecc46Isjxbus2evFnkfoj5+ZwOcnz2/vj4pz/3/o/f/PiZ/bE/Vmtb7Dx3ilJL6hfz8WCZIiJqblNEzNph3w43wyQ1lSnlGrmm0iLV6FuO+M/1PgAA8vqPktvm6vX2+vUzMxuXJHiOiNxqjTFSjlafeYfUtcizk9eux4NvnTo3L4uH9/N/+Oitt3728z/z7r/8Y2+/sfZxeBDH5n0qUSPGiJIj51m06Y8cCWmtbar6oppabmO0HK21+fxCiwcvxL/4d5983yfvPGizaX4yrr5+Ni7HcVpOEet19LMuSkQ+OsxyytHSMxupW0TN29cYEZEvOXmx+p4GAJDX/5+1o6V4KSKipU1gP3NmS0RLQ5pthrJTq1GXKdLFX7XJ8nEYI3LeOT5Ee2xVc+sfe3j4wr/+jf/7/Sfe+rpXvPblz/m+l7/oeVctZjlKi1mOPNY+1VK26XzxVJrvkLbHH8YwDKWUiFjlY7nsnlvmLz34xFcfuveTd95/8933navzobtyqBGHY7RxfXgQpetn87qY1TqtDteRUrTUtqPfdUj9kPp45iicFJHa9v7LMBkCACCv/yTyxc5MzwxiH7V3REQb8260FjGUVnMbUoscraaIllpKLUodli21Mt+Z0nwzcTHmdFAPD584vP/Dt80/vH7OFcf+/rvf+OY3vvbGFxyfInIpJZfNvY9/WPofTV1vhkNaa6em6SN3j+/9tQ987VtPnjsczi9r2r0ycuQUx+Y5z6eD/Sd258cO1+Nwfh1dH90sokVOkVO0VFNqkSO6lubbPX6tHS30u+QVh2NlAADk9Z+ssLeJubmQG6lGRLTNsERE2pzpmFubUosSU2q1tKgp15ZatH5WxjoNy1XMZzHfjTEiaqSddWptPNxfHQ7DuZ//P//Vp19z00//xLvf8H2vuv6K7uzZsydPHv/DH1Y6EhHjOD744IP/5re/9p7bHnnyzIUhzaYhl+PHp+WyLPrx8MJhXe31abcu63o2SyUvZlOUMSKmKXIXm8+tpRab5dl9xPaIyWh1ezQNAAB/BvM6x1hi9az8JI4GRI7+czuj3NXTF9+hpqjb4xovajUiculmEW0/lvuX/m7jfCfmO2ciDubXfeCbwwf/+ceuOHbzW99w01teffXrXn3T9141v7KPWRu6GHLUNj6Z0iy6xRC7yzRfpfStM+0bDz9x21ce/sSnv/zw40+eH/My91HmKaKbpxj3uxIxTF3XRXQHEdHvRkTE5jDH6Db/fMf16LYfsX85ffOlNhhqAQAu27yuuZvK/M/507HZ+HGpcWrdbNbHzlPr9Yduvut3PrMeL7zn3W//gZ/9qb/6+pee3En9UOP4bDFFN0YMEd86Gx/6nbs+9Lt3fOux008ftlXto5vXbjZ++22XqWTffOXCE6k6CgcAuEzzOtexTCvPyHfmdc6bMegudSn1Q63Hr77utz9z592/f/e73/GWn/6pH33B1XEhuog4P8WdX3j4V3/tQ7fc9dULQ7+Obn782p3ZsfUwTbX2+dumONpkTjpOzlufPQ8AwGWa1z/4qu/p5os/509H+q5RhSF3Fw9HzFFLTNNqfXJRujas9g8+8ZFPXHvNVd//fTceHg5fvfe+L3/1vudfc9XfeNc71zGbWq45j620SClF+vaV1N99mfzPod3phuddfcLzAABcVj15sfMOIwbPx3eZLnljmCJF7JRoLWZpu7ukDlG6GFt0eXub4Xg0NT0creVOKb5jFsTEcUSsI461WHguAIDLMq+jDdGmP+/Pxx9wUfnw6LjHHK1EKilimqLkFDW2iztSbbWmnLfZnPKmr1uKtA3put1qwiWWedFHFE8EAHB55jUAAPAnY38FAADIawAAkNcAACCvAQAAeQ0AAAAAwLORxXwAAPCnxnAIAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrTwEAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ154CAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK89BQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAZPz76AAAMsUlEQVQAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIa/7fdu3YBoEYCKIoI12DNEFRNEGJQ3Ank/ssHYj3Em+80dfKAADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK+tAAAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrKwAAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEAQF4DAIC8BgAA5DUAAFxgG1MS6wAAgAlt98H1GgAAlskI7Txe1gEAAHP6vN9crwEAYCF5DQAA8hoAAOQ1AADIawAAQF4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwAA8hoAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAAC+U9oeU2IdAAAwYUS16zUAACzzuV4DAAAnuV4DAIC8BgAAeQ0AAPIaAACQ1wAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAAIC8BgAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAOQ1AADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAIK8BAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQAAeQ0AAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADIawAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAEBeAwCAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLy2AgAAkNcAACCvAQBAXgMAAPIaAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAAkNcAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAACAvAYAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAADkNQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAACCvAQBAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAAHkNAADyGgAA5DUAAMhrAABAXgMAgLwGAAB5DQAAyGsAAJDXAAAgrwEAQF4DAADyGgAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAJDXAAAgrwEA4PdsY0piHQAAMKHtEdVjAgAATvI5BAAA5DUAAMhrAACQ1wAAgLwGAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAA5DUAAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAAgrwEAQF4DAIC8BgAAeQ0AAMhrAACQ1wAAIK8BAAB5DQAA8hoAAOQ1AAD8l21/ktgFAADMabsPrtcAALDMG2I/IFpiM1F/AAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">114 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Od dnia 26 czerwca 20<span class="_ _2"></span>24 r. Skład Z<span class="_ _2"></span>arządu Spółki<span class="_ _2"></span>, składa się w 100% z mężczyzn<span class="_ _2"></span> i przedstawia się następ<span class="_ _2"></span>ująco:<span class="ff1"> </span></div><div class="t m0 xbf h1a y3d ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">Grzegorz <span class="_ _e"></span>Pinkosz <span class="_ _e"></span><span class="ff4">–</span> <span class="_ _e"></span><span class="ff4">Pr<span class="_ _2"></span>ezes <span class="_ _2"></span>Za<span class="_ _2"></span>rządu,<span class="_ _2"></span></span> <span class="_ _e"></span><span class="ff4">jest <span class="_ _e"></span>związany <span class="_ _e"></span>z <span class="_ _e"></span>TOYA <span class="_ _e"></span>S.A. <span class="_ _e"></span>od <span class="_ _e"></span>1999 <span class="_ _e"></span>roku, <span class="_ _e"></span>a <span class="_ _e"></span>fun<span class="_ _2"></span>kcję <span class="_ _2"></span>Pr<span class="_ _2"></span>ezesa <span class="_ _e"></span>Zarządu <span class="_ _e"></span>TOYA </span></span></span></div><div class="t m0 x6e hc y3e ff4 fs3 fc0 sc0 ls0 ws0">S.A. pełni <span class="_ _0"></span>od 2009 <span class="_ _9"></span>ro<span class="_ _2"></span>ku. W <span class="_ _0"></span>2024 <span class="_ _0"></span>roku Grzegorz <span class="_ _0"></span>Pinkosz pełnił <span class="_ _0"></span>również funkcję <span class="_ _0"></span>Wiceprezesa Zarządu YATO <span class="_ _0"></span>Tools </div><div class="t m0 x6e hc y3f ff4 fs3 fc0 sc0 ls0 ws0">(Shanghai) Co., Ltd<span class="_ _2"></span>., Członka Zarządu YATO Tools (J<span class="_ _2"></span>iaxing) Co., Ltd.,<span class="_ _2"></span> a takż<span class="_ _2"></span><span class="ff1">e Administratora TOYA Ro<span class="_ _2"></span>mania S.A. </span></div><div class="t m0 xbf h1a y40 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff1">Maciej <span class="_ _19"> </span>Lubn<span class="_ _2"></span>auer <span class="_ _19"> </span><span class="ff4">–</span> <span class="_ _19"> </span><span class="ff4">Wiceprezes <span class="_ _19"> </span>Zarzą<span class="_ _2"></span>du,</span> <span class="_ _19"> </span><span class="ff4">uko<span class="_ _2"></span>ńczył <span class="_ _5"> </span>Wy<span class="_ _2"></span>dział <span class="_ _5"> </span>Fizyki <span class="_ _14"> </span>Te<span class="_ _0"></span>chnicznej <span class="_ _19"> </span>i <span class="_ _19"> </span>Ma<span class="_ _2"></span>tematyki <span class="_ _5"> </span>Sto<span class="_ _2"></span>sowanej </span></span></span></div><div class="t m0 x6e hc y41 ff4 fs3 fc0 sc0 ls0 ws0">Politechniki Łódzkiej oraz Wydział Zarządzania Uniwersytetu Warszawskiego, jest członkiem ACCA (Association </div><div class="t m0 x6e hc y42 ff4 fs3 fc0 sc0 ls0 ws0">of <span class="_ _4"></span>Chartered <span class="_ _4"></span>Certified <span class="_ _4"></span>A<span class="_ _2"></span>ccountan<span class="_ _2"></span>ts). <span class="_ _4"></span>Od <span class="_ _4"></span>2012 <span class="_ _4"></span>roku <span class="_ _7"></span>pełni <span class="_ _4"></span>funkcję <span class="_ _4"></span>Dyrektora <span class="_ _4"></span>Finans<span class="_ _2"></span>owego <span class="_ _4"></span>T<span class="_ _2"></span><span class="ff1">OY<span class="_ _2"></span>A <span class="_ _4"></span>S.A. <span class="_ _4"></span>Posiada<span class="_ _2"></span> </span></div><div class="t m0 x6e hc y43 ff4 fs3 fc0 sc0 ls0 ws0">wieloletnie doświadczeni<span class="_ _2"></span>e na stanowisku<span class="_ _2"></span> dyrektora finansowego, w wielu s<span class="_ _2"></span>półkach różnych branż.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y103 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">Robert <span class="_ _9"></span>Borys <span class="_ _0"></span><span class="ff4">–<span class="ff1"> <span class="_ _9"></span><span class="ff4">Wiceprezes <span class="_ _0"></span>Zarządu, jest <span class="_ _a"></span>związan<span class="_ _2"></span>y <span class="_ _9"></span>ze <span class="_ _9"></span>Spół<span class="_ _2"></span>ką <span class="_ _9"></span>od <span class="_ _9"></span>2004 <span class="_ _0"></span>roku. <span class="_ _9"></span>Od <span class="_ _0"></span>2009 <span class="_ _9"></span>roku<span class="_ _2"></span> <span class="_ _9"></span>pełni <span class="_ _9"></span>fun<span class="_ _2"></span>kcję <span class="_ _9"></span>Dyrektora<span class="_ _2"></span> </span></span></span></span></span></div><div class="t m0 x6e hc y513 ff4 fs3 fc0 sc0 ls0 ws0">Działu <span class="_ _4"></span>IT. <span class="_ _4"></span>Od <span class="_ _4"></span>20<span class="_ _2"></span>21 <span class="_ _4"></span>roku <span class="_ _4"></span>pełni<span class="_ _2"></span> <span class="_ _4"></span>funkcję <span class="_ _4"></span>Censora<span class="_ _2"></span> <span class="_ _4"></span>TOYA <span class="_ _4"></span>Roman<span class="_ _2"></span>ia <span class="_ _4"></span>S.A. <span class="_ _4"></span>z <span class="_ _4"></span>siedzibą <span class="_ _7"></span>w <span class="_ _4"></span>Bukareszcie, <span class="_ _4"></span>będącej<span class="_ _2"></span> <span class="_ _4"></span>spółką </div><div class="t m0 x6e hc y514 ff4 fs3 fc0 sc0 ls0 ws0">zależną Grupy Kap<span class="_ _2"></span>itałowej TOYA S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc32 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff1">Jan<span class="_ _2"></span> Jakub Szmidt <span class="ff4">–</span> <span class="_ _0"></span><span class="ff4">Wiceprezes Zarząd<span class="_ _2"></span>u, jest <span class="ff1">absolwent<span class="ls6">em</span> </span>Wydziału Business Administration w Wyższej Szkole </span></span></span></div><div class="t m0 x6e hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">Bankowej we <span class="_ _2"></span>Wrocławiu. <span class="_ _2"></span>W 2021 <span class="_ _2"></span>roku ob<span class="_ _2"></span>jął stanowisko<span class="_ _2"></span> Specjalisty d<span class="_ _2"></span>s. Analizy <span class="_ _2"></span>Rynku TOYA S.A. <span class="_ _2"></span>Od 202<span class="_ _2"></span>4 roku </div><div class="t m0 x6e hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">jest też Członkiem Zarzą<span class="_ _2"></span>du YATO Tools (Shanghai) Co<span class="_ _2"></span>., Ltd. i p<span class="_ _2"></span>ełni funkcję Prezesa Zarządu<span class="_ _2"></span> spółki Un<span class="_ _e"></span><span class="ff1">icase. </span></div><div class="t m0 x6 hc yc33 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc34 ff4 fs3 fc0 sc0 ls0 ws0">Żaden <span class="_ _14"> </span>z <span class="_ _19"> </span>członków <span class="_ _14"> </span>Zarządu <span class="_ _19"> </span>TOYA <span class="_ _14"> </span>S.A. <span class="_ _19"> </span>nie <span class="_ _14"> </span>jest <span class="_ _14"> </span>reprezentantem <span class="_ _19"> </span>pracowników. <span class="_ _14"> </span>Pracownicy <span class="_ _14"> </span>spółki <span class="_ _19"> </span>mają <span class="_ _14"> </span>swojego </div><div class="t m0 x6 hc yc35 ff4 fs3 fc0 sc0 ls0 ws0">przedstawiciela, ale nie zas<span class="_ _2"></span>iada on w Zar<span class="_ _2"></span>ządzie spółki. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 h6 yc6e ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc6f ff4 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _2"></span>Zarządu<span class="_ _2"></span> <span class="_ _2"></span>mogą <span class="_ _2"></span>być <span class="_ _2"></span>w <span class="_ _2"></span>każdej <span class="_ _2"></span>chwili <span class="_ _2"></span>od<span class="_ _2"></span>wołani, <span class="_ _2"></span>co <span class="_ _2"></span>nie <span class="_ _2"></span>uwłacza <span class="_ _2"></span>ich <span class="_ _e"></span>roszczeniom <span class="_ _2"></span>ze <span class="_ _2"></span>stos<span class="_ _2"></span>unku <span class="_ _2"></span>pracy <span class="_ _2"></span>lub <span class="_ _2"></span>innego </div><div class="t m0 x6 hc yc70 ff4 fs3 fc0 sc0 ls0 ws0">stosunku p<span class="_ _2"></span>rawnego łączącego ich ze Spółką. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y7b7 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc71 ff4 fs3 fc0 sc0 ls0 ws0">Do  kompetencji <span class="_ _1b"> </span>Zarządu  n<span class="_ _2"></span>ależą  wszystkie  sp<span class="_ _2"></span>rawy  Spółki,  któ<span class="_ _2"></span>re  nie  zostały <span class="_ _1b"> </span>zastrzeżone  do  kompetencji <span class="_ _1b"> </span>Walnego<span class="_ _2"></span> </div><div class="t m0 x6 hc yc72 ff1 fs3 fc0 sc0 ls0 ws0">Zgromadzenia lub Rad<span class="_ _2"></span>y Nadzorczej. <span class="_ _2"></span> </div><div class="t m0 x6 hc yc73 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc74 ff4 fs3 fc0 sc0 ls0 ws0">Zarząd pracuje w<span class="_ _0"></span> oparciu <span class="_ _0"></span>o <span class="_ _0"></span>Regulamin <span class="_ _0"></span>zatwierdzony przez R<span class="_ _0"></span>adę Nadzorczą, <span class="_ _0"></span>co określa <span class="_ _0"></span>Statut „TOYA” <span class="_ _9"></span>S.A. Regulamin ten </div><div class="t m0 x6 hc yc75 ff4 fs3 fc0 sc0 ls0 ws0">wskazuje <span class="_ _e"></span>s<span class="_ _2"></span>zczegółowe <span class="_ _e"></span>kompe<span class="_ _2"></span>tencje <span class="_ _e"></span>Zarządu<span class="_ _2"></span><span class="ff1 ls10">. <span class="_ _e"></span></span>Za<span class="_ _2"></span>rząd <span class="_ _e"></span>prowadzi <span class="_ _4"></span>sprawy <span class="_ _4"></span>Spółki <span class="_ _e"></span>i <span class="_ _4"></span>pod <span class="_ _e"></span>przewodnictwem <span class="_ _e"></span>Pr<span class="_ _2"></span>ezesa <span class="_ _e"></span>Zarząd<span class="_ _2"></span>u </div><div class="t m0 x6 hc yc76 ff4 fs3 fc0 sc0 ls0 ws0">zarządza Spółką i<span class="_ _0"></span> re<span class="_ _0"></span>prezentuje ją <span class="_ _0"></span>na zew<span class="_ _0"></span>nątrz. Sposób <span class="_ _0"></span>reprezentacji Spółki <span class="_ _0"></span>określa Statut, <span class="_ _9"></span>zgodnie z któr<span class="_ _0"></span>ym do <span class="_ _9"></span>s<span class="_ _2"></span>kładania </div><div class="t m0 x6 hc y4b4 ff4 fs3 fc0 sc0 ls0 ws0">oświadczeń woli i podpisywania w imieniu Spółki upoważnieni są jedno<span class="_ _2"></span>osobowo Prezes Zarządu lub łącznie Wiceprezes </div><div class="t m0 x6 hc yb47 ff4 fs3 fc0 sc0 ls0 ws0">Zarządu wraz z<span class="_ _2"></span> Członkiem Zarządu.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y315 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc77 ff4 fs3 fc0 sc0 ls0 ws0">Niżej <span class="_ _9"></span>wymi<span class="_ _2"></span>enione <span class="_ _9"></span>do<span class="_ _2"></span>kumenty <span class="_ _0"></span>korporacyjne, zawie<span class="_ _0"></span>rające <span class="_ _0"></span>m.in. <span class="_ _0"></span>opis <span class="_ _0"></span>zasad <span class="_ _0"></span>dotyczących <span class="_ _9"></span>po<span class="_ _2"></span>woływania <span class="_ _0"></span>i <span class="_ _9"></span>odwoływan<span class="_ _2"></span>ia <span class="_ _9"></span>osób </div><div class="t m0 x6 hc yc78 ff4 fs3 fc0 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch oraz <span class="_ _2"></span>ich uprawnień, <span class="_ _2"></span>w szczególności <span class="_ _2"></span>uprawnienie <span class="_ _2"></span>do pod<span class="_ _2"></span>jęcia decyzji <span class="_ _2"></span>o emis<span class="_ _2"></span>ji lub <span class="_ _2"></span>wykupie ak<span class="_ _2"></span>cji, zostały </div><div class="t m0 x6 hc y317 ff1 fs3 fc0 sc0 ls0 ws0">umieszczone <span class="_ _2"></span>na <span class="_ _2"></span>s<span class="_ _2"></span>tronie <span class="_ _2"></span>int<span class="_ _2"></span>ernetowej <span class="_ _2"></span>h<span class="_ _2"></span>ttps://toya.pl/<span class="ff4">w<span class="_ _2"></span> <span class="_ _2"></span>zakładce <span class="_ _2"></span>Dla <span class="_ _e"></span>inwestorów <span class="_ _e"></span>–</span> <span class="_ _2"></span><span class="ff4">Mat<span class="_ _2"></span>eriały <span class="_ _2"></span>dla <span class="_ _e"></span>inwestorów <span class="_ _e"></span>–</span> <span class="_ _2"></span>Statut, </div><div class="t m0 x6 hc yc79 ff1 fs3 fc0 sc0 ls0 ws0">regulaminy: </div><div class="t m0 xbf h1a y8e ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">Statut „TOYA” S.A,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc7a ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">Regulamin Zarzą<span class="_ _2"></span>du,<span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc7b ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">Regulamin Rady Nadzorczej,<span class="_ _2"></span> </span></span></div><div class="t m0 xbf h1a y274 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff1">Regulamin Waln<span class="_ _2"></span>ego Zgromadzenia.<span class="_ _2"></span> </span></span></div><div class="t m0 x6 h7 y433 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h24 y434 ff3 fs3 fc0 sc0 ls0 ws0">Stan posiadania akcji prze<span class="_ _2"></span>z osoby zarządzające<span class="_ _2"></span><span class="ff2 fs6">  </span></div><div class="t m0 x6 hc yb69 ff4 fs3 fc0 sc0 ls0 ws0">Liczbę  akcji <span class="_ _8"> </span>i  liczbę <span class="_ _8"> </span>głosów  w <span class="_ _13"> </span>ka<span class="_ _2"></span>pitale  Spółki, <span class="_ _8"> </span>posiadanych  przez  Członków  Zarządu <span class="_ _8"> </span>na  dzień <span class="_ _8"> </span>przekaza<span class="_ _2"></span>nia  ra<span class="_ _0"></span>portu </div><div class="t m0 x6 hc y7bf ff4 fs3 fc0 sc0 ls0 ws0">przedstawia pon<span class="_ _2"></span>iższa tabela:<span class="ff1"> </span></div><div class="t m0 x6 hc y526 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc7c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y5b2 w15e h12f"><div class="t m0 x8f hf yc7d ff2 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x54 y5b2 w15f h12f"><div class="t m0 xd2 hf yc7d ff2 fs7 fc3 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c x10f y5b2 w160 h12f"><div class="t m0 x137 hf yc7d ff3 fs7 fc3 sc0 ls0 ws0">Wartość nominal<span class="_ _0"></span>na akcji w zł<span class="ff2"> </span></div></div><div class="c xe4 y5b2 w118 h12f"><div class="t m0 xde hf yc7d ff3 fs7 fc3 sc0 ls0 ws0">Liczba głosów <span class="ff2"> </span></div></div><div class="c x187 y5b2 w103 h12f"><div class="t m0 x1a hf yc7d ff3 fs7 fc3 sc0 ls0 ws0">Udział (%) <span class="ff2"> </span></div></div><div class="c x6 yc7e w15e h6f"><div class="t m0 x48 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c x54 yc7e w15f h6f"><div class="t m0 xd4 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">146 812 </div></div><div class="c x10f yc7e w160 h6f"><div class="t m0 x73 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">14 681,20 </div></div><div class="c xe4 yc7e w118 h6f"><div class="t m0 x38 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">146 812 </div></div><div class="c x187 yc7e w103 h6f"><div class="t m0 x5d h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">0,20% </div></div><div class="c x6 yafd w15e h28"><div class="t m0 x48 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c x54 yafd w15f h28"><div class="t m0 xc0 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">61 831 </div></div><div class="c x10f yafd w160 h28"><div class="t m0 x110 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">6 183,10 </div></div><div class="c xe4 yafd w118 h28"><div class="t m0 xad h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">61 831 </div></div><div class="c x187 yafd w103 h28"><div class="t m0 x5d h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">0,08% </div></div><div class="c x6 y71e w15e h28"><div class="t m0 x48 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c x54 y71e w15f h28"><div class="t m0 x10c h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">8 528 </div></div><div class="c x10f y71e w160 h28"><div class="t m0 x8f h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">852,80 </div></div><div class="c xe4 y71e w118 h28"><div class="t m0 xc9 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">8 528 </div></div><div class="c x187 y71e w103 h28"><div class="t m0 x5d h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">0,01% </div></div><div class="c x6 yc7f w15e h28"><div class="t m0 x48 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">Jan Jakub<span class="_ _0"></span> Szmidt  </div></div><div class="c x54 yc7f w15f h28"><div class="t m0 xd4 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">241 094 </div></div><div class="c x10f yc7f w160 h28"><div class="t m0 x73 h11 y23f ff1 fs7 fc0 sc0 lse ws0">24<span class="ls0"> </span>109<span class="ls0">,40 </span></div></div><div class="c xe4 yc7f w118 h28"><div class="t m0 x38 h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">241 094 </div></div><div class="c x187 yc7f w103 h28"><div class="t m0 x5d h11 y23f ff1 fs7 fc0 sc0 ls0 ws0">0,32% </div></div><div class="c x6 y128 w15e h27"><div class="t m0 x48 hf y239 ff3 fs7 fc0 sc0 ls0 ws0">RAZEM członkowie Za<span class="_ _0"></span>rządu<span class="ff2"> </span></div></div><div class="c x54 y128 w15f h27"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">458 265 </div></div><div class="c x10f y128 w160 h27"><div class="t m0 x73 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">45 826,50 </div></div><div class="c xe4 y128 w118 h27"><div class="t m0 x38 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">458 265 </div></div><div class="c x187 y128 w103 h27"><div class="t m0 x5d hf y239 ff2 fs7 fc0 sc0 ls0 ws0">0,61% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y701 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc80 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf73" class="pf w0 h0" ><div class="pc pc73 w0 h0"><img class="bi x2 yc81 w3 h130" alt="" 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class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">115 </div><div class="t m0 x6 h7 yb ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia Członków <span class="_ _2"></span>Zarządu (w tys. zł):<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x6 hc y3d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yc82 w76 h131"><div class="t m0 x48 hf yc83 ff3 fs7 fc3 sc0 ls0 ws0">Imię i nazwisko<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xca yc82 w32 h131"><div class="t m0 x48 hf yc83 ff2 fs7 fc3 sc0 ls0 ws0">Stanowisko </div></div><div class="c xb9 yc82 wc0 h131"><div class="t m0 x81 hf yc84 ff2 fs7 fc3 sc0 ls0 ws0">Wynagrodzeni<span class="_ _0"></span>e </div><div class="t m0 xd3 hf yc83 ff2 fs7 fc3 sc0 ls0 ws0">zasadnicze brutto </div><div class="t m0 x26 hf y6d3 ff3 fs7 fc3 sc0 ls0 ws0">(stałe i zmienne)<span class="ff2"> </span></div></div><div class="c x113 yc82 w6d h131"><div class="t m0 x10e hf yc85 ff2 fs7 fc3 sc0 ls0 ws0">Dodatkowe benefity i<span class="_ _0"></span> </div><div class="t m0 x17 hf yc86 ff3 fs7 fc3 sc0 ls0 ws0">przyznane świadcz<span class="_ _0"></span>enia<span class="ff2"> </span></div></div><div class="c x51 yc82 w161 h131"><div class="t m0 x5e hf yc84 ff3 fs7 fc3 sc0 ls0 ws0">Koszt progra<span class="_ _0"></span>mów </div><div class="t m0 x26 hf yc83 ff2 fs7 fc3 sc0 ls0 ws0">emerytalnych </div><div class="t m0 xc8 hf y6d3 ff2 fs7 fc3 sc0 ls0 ws0">(PPK) </div></div><div class="c x188 yc82 w162 h131"><div class="t m0 x21 hf yc83 ff3 fs7 fc3 sc0 ls0 ws0">Razem tys. zł<span class="ff2"> </span></div></div><div class="c x6 y4d0 w76 hd1"><div class="t m0 x48 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">ROK 2024 </div></div><div class="c xca y4d0 w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y4d0 wc0 hd1"><div class="t m0 x48 hc y3e2 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x113 y4d0 w6d hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x51 y4d0 w161 hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x188 y4d0 w162 hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x6 yc87 w76 h27"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c xca yc87 w32 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c xb9 yc87 wc0 h27"><div class="t m0 x6 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 163 </div></div><div class="c x113 yc87 w6d h27"><div class="t m0 x50 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x51 yc87 w161 h27"><div class="t m0 x38 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 yc87 w162 h27"><div class="t m0 xec hf y239 ff2 fs7 fc0 sc0 ls0 ws0">1 169 </div></div><div class="c x6 yc88 w76 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c xca yc88 w32 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu <span class="ff1"> </span></div></div><div class="c xb9 yc88 wc0 h2f"><div class="t m0 x6 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 125 </div></div><div class="c x113 yc88 w6d h2f"><div class="t m0 x50 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x51 yc88 w161 h2f"><div class="t m0 x38 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 yc88 w162 h2f"><div class="t m0 xec hf y248 ff2 fs7 fc0 sc0 ls0 ws0">1 131 </div></div><div class="c x6 yc89 w76 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c xca yc89 w32 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu<span class="ff1"> </span></div></div><div class="c xb9 yc89 wc0 h2f"><div class="t m0 x6 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 112 </div></div><div class="c x113 yc89 w6d h2f"><div class="t m0 x50 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">9 </div></div><div class="c x51 yc89 w161 h2f"><div class="t m0 x38 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 yc89 w162 h2f"><div class="t m0 xec hf y248 ff2 fs7 fc0 sc0 ls0 ws0">1 121 </div></div><div class="c x6 y445 w76 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Jan Jakub<span class="_ _0"></span> Szmidt </div></div><div class="c xca y445 w32 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu<span class="ff1"> </span></div></div><div class="c xb9 y445 wc0 h2f"><div class="t m0 x38 h11 y248 ff1 fs7 fc0 sc0 lse ws0">179<span class="ls0"> </span></div></div><div class="c x113 y445 w6d h2f"><div class="t m0 x50 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x51 y445 w161 h2f"><div class="t m0 x38 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 y445 w162 h2f"><div class="t m0 x85 hf y248 ff2 fs7 fc0 sc0 lse ws0">181<span class="ls0"> </span></div></div><div class="c x6 yc8a w76 hd1"><div class="t m0 x48 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">ROK 2023 </div></div><div class="c xca yc8a w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 yc8a wc0 hd1"><div class="t m0 x48 hc y3e2 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x113 yc8a w6d hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x51 yc8a w161 hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x188 yc8a w162 hd1"><div class="t m0 x48 h67 y805 ff1 fs2 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x6 yc8b w76 h27"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Grzegorz Pink<span class="_ _0"></span>osz </div></div><div class="c xca yc8b w32 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="ff1"> </span></div></div><div class="c xb9 yc8b wc0 h27"><div class="t m0 x6 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 124 </div></div><div class="c x113 yc8b w6d h27"><div class="t m0 x50 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x51 yc8b w161 h27"><div class="t m0 x38 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 yc8b w162 h27"><div class="t m0 xec hf y239 ff2 fs7 fc0 sc0 ls0 ws0">1 130 </div></div><div class="c x6 y65c w76 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Maciej Lubna<span class="_ _0"></span>uer </div></div><div class="c xca y65c w32 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu <span class="ff1"> </span></div></div><div class="c xb9 y65c wc0 hd1"><div class="t m0 x6 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 088 </div></div><div class="c x113 y65c w6d hd1"><div class="t m0 x50 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">6 </div></div><div class="c x51 y65c w161 hd1"><div class="t m0 x38 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 y65c w162 hd1"><div class="t m0 xec hf y239 ff2 fs7 fc0 sc0 ls0 ws0">1 094 </div></div><div class="c x6 y99b w76 h6d"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Robert<span class="_ _0"></span> Borys </div></div><div class="c xca y99b w32 h6d"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprezes Z<span class="_ _0"></span>arządu<span class="ff1"> </span></div></div><div class="c xb9 y99b wc0 h6d"><div class="t m0 x6 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 076 </div></div><div class="c x113 y99b w6d h6d"><div class="t m0 x50 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">8 </div></div><div class="c x51 y99b w161 h6d"><div class="t m0 x38 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x188 y99b w162 h6d"><div class="t m0 xec hf y248 ff2 fs7 fc0 sc0 ls0 ws0">1 084 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 hc y913 ff4 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _1b"> </span>podane  w  nin<span class="_ _2"></span>iejszej  nocie  obejmują<span class="_ _2"></span>  wynagrodzenia <span class="_ _5"> </span><span class="ff1">bru<span class="_ _2"></span>tto  </span>rzeczywiście  wyp<span class="_ _2"></span>łacone  w  20<span class="_ _2"></span><span class="ff1 ls3d">24<span class="ls0">  roku  </span></span></div><div class="t m0 x6 hc yc8c ff1 fs3 fc0 sc0 ls0 ws0">(w  tym  wynagrodzenia  z<span class="_ _2"></span>mienne  <span class="ff4">za  okresy  wcześniejsze,  objęte  rezer<span class="_ _2"></span>wami  na  dzień  31  grudnia  20<span class="_ _2"></span></span><span class="ls7">23</span>  <span class="lsd">r.</span><span class="ff4">)  a  także </span></div><div class="t m0 x6 hc yc8d ff4 fs3 fc0 sc0 ls0 ws0">dodatkowe benefity i świad<span class="_ _2"></span>czenia <span class="_ _2"></span>oraz koszty p<span class="_ _2"></span>oniesione przez pracodawcę z tytu<span class="_ _2"></span>łu PPK. Wynagrod<span class="_ _2"></span>zenia<span class="_ _2"></span><span class="ff1"> </span>nie obejmują </div><div class="t m0 x6 hc yc8e ff4 fs3 fc0 sc0 ls0 ws0">niewypłacon<span class="ff1">ego wyn<span class="_ _2"></span>agrodzenia zmiennego <span class="_ _2"></span>za rok 20<span class="ls7">24</span> </span>(o<span class="_ _2"></span>bjęt<span class="ff1">ego rezerw</span>ą<span class="ff1"> </span>na <span class="_ _2"></span>dzień 31 grudn<span class="_ _2"></span>ia 20<span class="ff1 ls7">24<span class="ls0"> <span class="lsd">r.)</span>. </span></span></div><div class="t m0 x6 hc yc8f ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>spółce <span class="_ _4"></span>nie <span class="_ _7"></span>występują <span class="_ _7"></span>zobowiązania <span class="_ _7"></span>wynikające <span class="_ _7"></span>z <span class="_ _4"></span>emerytur <span class="_ _7"></span>i <span class="_ _4"></span>świad<span class="_ _2"></span>czeń <span class="_ _4"></span>o<span class="_ _2"></span> <span class="_ _4"></span>podob<span class="_ _2"></span>nym <span class="_ _4"></span>charakterze <span class="_ _7"></span>dla <span class="_ _7"></span>byłych <span class="_ _7"></span>osób </div><div class="t m0 x6 hc y141 ff4 fs3 fc0 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch, <span class="_ _0"></span>nadzorujących <span class="_ _0"></span>albo byłych <span class="_ _9"></span>człon<span class="_ _2"></span>ków <span class="_ _0"></span>organów <span class="_ _9"></span>ad<span class="_ _2"></span>ministrujących ani <span class="_ _9"></span>zo<span class="_ _2"></span>bowiązania <span class="_ _0"></span>zaciągnięte w<span class="_ _0"></span> <span class="_ _0"></span>związku </div><div class="t m0 x6 hc yc90 ff1 fs3 fc0 sc0 ls0 ws0">z tymi emeryturami.<span class="_ _2"></span> </div><div class="t m0 x6 hc y38a ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> <span class="_ _4"></span><span class="ff4">członków</span> <span class="_ _4"></span>Rady <span class="_ _4"></span>N<span class="_ _2"></span>adzorczej <span class="_ _4"></span><span class="ff4">TOYA <span class="_ _4"></span>S.A <span class="_ _4"></span>nie <span class="_ _4"></span>były <span class="_ _4"></span>w <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _7"></span>powiązane <span class="_ _e"></span>z <span class="_ _4"></span>kwestia<span class="_ _2"></span>mi <span class="_ _e"></span>zró<span class="_ _2"></span>wnoważonego </span></div><div class="t m0 x6 hc y500 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju. </div><div class="t m0 x6 hc y8ec ff1 fs3 fc0 sc0 ls0 ws0">Na <span class="_ _13"> </span>31 <span class="_ _13"> </span>grudnia <span class="_ _13"> </span>20<span class="ls7">24</span> <span class="_ _13"> </span><span class="ff4">r. <span class="_ _13"> </span>n<span class="_ _2"></span>ie <span class="_ _13"> </span>był<span class="_ _2"></span>y <span class="_ _7"> </span>za<span class="_ _2"></span>warte <span class="_ _7"> </span>żadn<span class="_ _2"></span>e <span class="_ _7"> </span>umowy <span class="_ _13"> </span>pomiędzy <span class="_ _13"> </span>J<span class="_ _2"></span>ednostką <span class="_ _13"> </span>Dominują<span class="_ _2"></span>cą <span class="_ _7"> </span>a <span class="_ _13"> </span>os<span class="_ _2"></span>obami <span class="_ _7"> </span>za<span class="_ _2"></span>rządzającymi </span></div><div class="t m0 x6 hc yc91 ff4 fs3 fc0 sc0 ls0 ws0">przewidujące rekompens<span class="_ _2"></span>aty w przypadku<span class="_ _2"></span> rezygnacji lub zwolnienia tych o<span class="_ _2"></span>sób z zajmowanego s<span class="_ _2"></span>tanowiska<span class="_ _e"></span><span class="ff1">. </span></div><div class="t m0 xbc h63 yc92 ff2 fs4 fc0 sc0 ls0 ws0">8.8.2.<span class="ff6"> <span class="_ _64"></span><span class="ff2">Rada Nadzorcza  </span></span></div><div class="t m0 x6 hc y243 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y31b ff4 fs3 fc0 sc0 ls0 ws0">Od dnia 1 s<span class="_ _2"></span>tycznia do dnia 26 czerwca 2024 r. skł<span class="_ _2"></span>ad Rady Nadzorczej p<span class="_ _2"></span>rzedstawiał się nas<span class="_ _2"></span>tępująco: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y976 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Piotr Mondals<span class="_ _2"></span>ki <span class="ff4">–</span> <span class="ff4">Przewodniczący Ra<span class="_ _2"></span>dy Nadzorczej,<span class="_ _2"></span></span> </span></span></div><div class="t m0 xbf h1a y507 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _3d"> </span><span class="ff1">Jan Szmidt <span class="ff4">–</span> <span class="ff4">Wiceprzewodnic<span class="_ _2"></span>zący Rady N<span class="_ _2"></span>adzorczej, </span> </span></span></div><div class="t m0 xbf h1a y524 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _25"> </span><span class="ff4">Dariusz Górka <span class="_ _2"></span>–<span class="ff1"> </span>Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc93 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _3d"> </span><span class="ff4">Grzegorz Maciąg –<span class="ff1"> </span>Członek Ra<span class="_ _2"></span>dy Nadzorczej,<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc94 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Wojciech Papierak <span class="ff4">–</span> <span class="ff4">Ni<span class="_ _2"></span>ezależny Człon<span class="_ _2"></span>ek Rady Nadzorczej,<span class="_ _2"></span></span> </span></span></div><div class="t m0 xbf h1a y368 ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _41"> </span><span class="ff4">Michał<span class="_ _2"></span> Kobus –<span class="ff1"> </span>Niezależn<span class="_ _2"></span>y Członek Rady Nadzo<span class="_ _2"></span>rczej,<span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a yc95 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Beata Szmidt <span class="_ _2"></span><span class="ff4">–</span> <span class="ff4">Członek Rady<span class="_ _2"></span> Nadzorczej.</span> </span></span></div><div class="t m0 xbc h6 yc96 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc4a ff1 fs3 fc0 sc0 ls0 ws0">Od dnia 26 czerwca 20<span class="_ _2"></span>24 r. <span class="ff4">w Radzie N<span class="_ _2"></span>adzorczej zasiada <span class="_ _2"></span>7 osób (85% mężczyzn i 15% kob<span class="_ _2"></span>iet): </span> </div><div class="t m0 xbf h1a yc97 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Piotr <span class="_ _4"></span>Mondalski <span class="_ _4"></span><span class="ff4">–</span> <span class="_ _4"></span><span class="ff4">Przewodniczący <span class="_ _4"></span>Rady <span class="_ _4"></span>Nadzorczej <span class="_ _4"></span>(<span class="_ _2"></span>posiada <span class="_ _4"></span>wieloletnie <span class="_ _e"></span>doś<span class="_ _2"></span>wiadczenie <span class="_ _4"></span>w <span class="_ _e"></span>zarzą<span class="_ _2"></span>dzaniu <span class="_ _4"></span>dużymi </span></span></span></div><div class="t m0 xbc hc yc4c ff4 fs3 fc0 sc0 ls0 ws0">spółkami. Od 2011 ro<span class="_ _2"></span>ku pełni funkcję Przewodniczącego Ra<span class="_ _2"></span>dy Nad<span class="_ _2"></span>zorczej TOYA S.A.),<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc4d ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _3d"> </span><span class="ff1">Jan <span class="_ _e"></span>Szmidt <span class="_ _4"></span><span class="ff4">–</span> <span class="_ _e"></span><span class="ff4">Wiceprzewod<span class="_ _2"></span>niczący <span class="_ _4"></span>Rady <span class="_ _e"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _e"></span>(<span class="_ _2"></span>współzałożyciel <span class="_ _e"></span>i <span class="_ _4"></span>pomysłodawca <span class="_ _4"></span>TOYA <span class="_ _e"></span>S.<span class="_ _2"></span>A., <span class="_ _e"></span>który <span class="_ _4"></span>posiada </span></span></span></div><div class="t m0 xbc hc y223 ff4 fs3 fc0 sc0 ls0 ws0">doświadczenie <span class="_ _1c"> </span>z <span class="_ _18"> </span>zakresu <span class="_ _1c"> </span>bu<span class="_ _2"></span>siness <span class="_ _1c"> </span>development, <span class="_ _18"> </span>potwierdzon<span class="_ _2"></span>e <span class="_ _18"> </span>wieloma <span class="_ _1c"> </span>sukcesami <span class="_ _1c"> </span>na <span class="_ _1c"> </span>rynku <span class="_ _1c"> </span>polskim <span class="_ _18"> </span>i </div><div class="t m0 xbc hc yc4e ff4 fs3 fc0 sc0 ls0 ws0">międzynarodowym. Funkcję <span class="_ _2"></span>Wiceprzewodniczącego Rady<span class="_ _2"></span> Nadzorczej TOYA <span class="_ _2"></span>S.A. pełni od 2011 roku.),<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a yc4f ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _25"> </span><span class="ff1">Beata Szmidt <span class="ff4">–</span> <span class="ff4">Czł<span class="_ _2"></span>onek Rady Nadzo<span class="_ _2"></span>rczej (wieloletnia akcjo<span class="_ _2"></span>nariuszka znająca s<span class="_ _2"></span>pecyfikę działalności TOYA S.A.<span class="_ _2"></span>),</span> </span></span></div><div class="t m0 xbf h1a yc50 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _3d"> </span><span class="ff4">Dariusz <span class="_ _2"></span>Górka <span class="_ _2"></span>–<span class="ff1"> <span class="_ _2"></span></span>Czł<span class="_ _2"></span>onek <span class="_ _2"></span>Rady <span class="_ _e"></span>Nadzorczej <span class="_ _2"></span>(<span class="_ _2"></span>menedżer <span class="_ _2"></span>z <span class="_ _2"></span>doś<span class="_ _2"></span>wiadczeniem <span class="_ _e"></span>w <span class="_ _2"></span>instytucja<span class="_ _2"></span>ch <span class="_ _2"></span>międzynarodowych <span class="_ _2"></span>i <span class="_ _e"></span>na </span></span></div><div class="t m0 xbc hc yc98 ff4 fs3 fc0 sc0 ls0 ws0">rynku kap<span class="_ _2"></span>itałowym, członek rad nadzorczych<span class="_ _2"></span> wielu spółek z różnorodn<span class="_ _2"></span>ych branż),<span class="_ _2"></span><span class="ff1"> </span></div></div></div><div class="pi" ></div></div><div id="pf74" class="pf w0 h0" ><div class="pc pc74 w0 h0"><img class="bi x2 y602 w3 h85" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">116 </div><div class="t m0 xbf h1a yb ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Zenon <span class="_ _2"></span>Beker <span class="_ _2"></span><span class="ff4">–</span> <span class="_ _e"></span><span class="ff4">Niezależny <span class="_ _2"></span>Czł<span class="_ _2"></span>onek <span class="_ _2"></span>Rady <span class="_ _2"></span>Nad<span class="_ _2"></span>zorczej <span class="_ _2"></span>(po<span class="_ _2"></span>siada <span class="_ _2"></span>wieloletnie <span class="_ _2"></span>doświadczeni<span class="_ _2"></span>e <span class="_ _2"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>au<span class="_ _2"></span>tomatyki, </span></span></span></div><div class="t m0 xbc hc y3d ff4 fs3 fc0 sc0 ls0 ws0">informatyki i zarządza<span class="_ _2"></span>nia. Był członkiem Zarządu<span class="_ _2"></span> dużych spółek),<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a y3e ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _41"> </span><span class="ff4">Grzegorz  Ma<span class="_ _2"></span>ciąg  –<span class="ff1">  </span>Członek  Rady<span class="_ _2"></span>  Nadzorczej  (jest  radcą  prawny<span class="_ _2"></span>m  zrzeszonym  w  Okręgowej  Izbie  Radców </span></span></div><div class="t m0 xbc hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Prawnych <span class="_ _4"></span>w <span class="_ _4"></span>Gdańs<span class="_ _2"></span>ku. <span class="_ _4"></span>Był <span class="_ _4"></span>członkiem <span class="_ _4"></span>organów <span class="_ _4"></span>ad<span class="_ _2"></span>ministracyjny<span class="_ _2"></span>ch <span class="_ _4"></span>i <span class="_ _4"></span>zarządzających <span class="_ _4"></span>w <span class="_ _4"></span>wi<span class="_ _2"></span>elu <span class="_ _4"></span>spółkach <span class="_ _7"></span>z <span class="_ _e"></span>ró<span class="_ _2"></span>żnych </div><div class="t m0 xbc hc y40 ff4 fs3 fc0 sc0 ls0 ws0">branż) <span class="ff1"> </span></div><div class="t m0 xbf h1a y41 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _1"> </span><span class="ff1">Wojciech <span class="_ _18"> </span>Papiera<span class="_ _2"></span>k <span class="_ _14"> </span><span class="ff4">–</span> <span class="_ _18"> </span><span class="ff4">Niezal<span class="_ _2"></span>eżny <span class="_ _14"> </span>Czł<span class="_ _2"></span>onek <span class="_ _14"> </span>Rady<span class="_ _2"></span> <span class="_ _14"> </span>Nadzo<span class="_ _2"></span>rczej <span class="_ _14"> </span>(<span class="_ _2"></span>menedżer <span class="_ _18"> </span>z <span class="_ _18"> </span>wieloletnim <span class="_ _18"> </span>doświadczeni<span class="_ _2"></span>em <span class="_ _14"> </span>w </span></span></span></div><div class="t m0 xbc hc y42 ff4 fs3 fc0 sc0 ls0 ws0">bankowości i n<span class="_ _2"></span>a rynku kapitałowym. Członek Zarządu<span class="_ _2"></span> banków i innych firm z sekto<span class="_ _2"></span>ra finansowego).<span class="_ _2"></span><span class="ff1"> <span class="_ _2"></span> </span></div><div class="t m0 xbc hc y43 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y103 ff1 fs3 fc0 sc0 ls0 ws0">Panowie:  Zenon  Be<span class="_ _0"></span>ker  i  <span class="ff4">Wojciech <span class="_ _8"> </span>Papierak  spełniają  kryteria,  które <span class="_ _8"> </span>powinni  spełniać  niezależni  Członkowie <span class="_ _8"> </span>Rady<span class="_ _2"></span> </span></div><div class="t m0 x6 hc y513 ff1 fs3 fc0 sc0 ls0 ws0">Nadzorczej (o<span class="ff4">zn<span class="_ _2"></span>acza to, że odsetek niezależny<span class="_ _2"></span>ch Członków Rady N<span class="_ _2"></span>adzorczej stano<span class="_ _2"></span>wi 28%)</span>. </div><div class="t m0 x6 hc y514 ff1 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc32 ff4 fs3 fc0 sc0 ls0 ws0">Rada Nadzorcza TOYA <span class="_ _9"></span>S.<span class="_ _2"></span>A. jest zespołem, <span class="_ _0"></span>który łączy <span class="_ _0"></span>doświadczenie w <span class="_ _9"></span>ró<span class="_ _2"></span>żnych branżach, w <span class="_ _0"></span>tym <span class="_ _0"></span>w IT, <span class="_ _0"></span>finansach, prawie, </div><div class="t m0 x6 hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">inwestycjach <span class="_ _0"></span>oraz <span class="_ _0"></span>zarządzaniu, <span class="_ _9"></span>co pozwala <span class="_ _a"></span>na <span class="_ _0"></span>skuteczne <span class="_ _0"></span>nadzorowanie <span class="_ _0"></span>spółki <span class="_ _0"></span>w <span class="_ _9"></span>kontekście <span class="_ _0"></span>jej <span class="_ _9"></span>stra<span class="_ _2"></span>tegii. <span class="_ _9"></span>Członko<span class="_ _2"></span>wie <span class="_ _9"></span>Rady </div><div class="t m0 x6 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">posiadają <span class="_ _1b"> </span>zarówno  do<span class="_ _2"></span>świadczenie  krajowe,  jak  i  międzynarod<span class="_ _2"></span>owe,  co  umożliwia  im  odp<span class="_ _2"></span>owiednie  reagowanie  na<span class="_ _2"></span> </div><div class="t m0 x6 hc yc33 ff4 fs3 fc0 sc0 ls0 ws0">globalne <span class="_ _2"></span>wyz<span class="_ _2"></span>wania <span class="_ _2"></span>i <span class="_ _2"></span>szans<span class="_ _2"></span>e <span class="_ _2"></span>rynkowe. <span class="_ _2"></span>W <span class="_ _2"></span>Rad<span class="_ _2"></span>zie <span class="_ _2"></span>Nadzorczej<span class="_ _2"></span> <span class="_ _2"></span>obecny <span class="_ _e"></span>jest <span class="_ _2"></span>także <span class="_ _2"></span>zało<span class="_ _2"></span>życiel <span class="_ _2"></span>spół<span class="_ _2"></span>ki. <span class="_ _2"></span>Jego <span class="_ _2"></span>unikalna <span class="_ _e"></span>wiedza <span class="_ _2"></span>o </div><div class="t m0 x6 hc yc34 ff4 fs3 fc0 sc0 ls0 ws0">historii  firmy,  wartościach  oraz  strategii  ma  f<span class="_ _0"></span>undament<span class="_ _2"></span>alne  znaczenie  dla  nadzorowania  działań  związanych  z  jej </div><div class="t m0 x6 hc yc35 ff4 fs3 fc0 sc0 ls0 ws0">przyszłością, w t<span class="_ _2"></span>ym w obszarze zrównoważonego roz<span class="_ _2"></span>woju. <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc36 ff1 fs3 fcb sc0 ls0 ws0"> </div><div class="t m0 x6 hc y80 ff4 fs3 fc0 sc0 ls0 ws0">Liczbę <span class="_ _0"></span>akcji <span class="_ _0"></span>i liczbę <span class="_ _9"></span>głosó<span class="_ _2"></span>w <span class="_ _0"></span>w <span class="_ _0"></span>kapitale Spółki, <span class="_ _0"></span>posiadanych przez <span class="_ _9"></span>Człon<span class="_ _2"></span>ków <span class="_ _0"></span>Rady <span class="_ _0"></span>Nadzorczej<span class="_ _2"></span> <span class="_ _0"></span>na <span class="_ _0"></span>dzień <span class="_ _0"></span>przekazania raportu </div><div class="t m0 x6 hc yb42 ff4 fs3 fc0 sc0 ls0 ws0">przedstawia pon<span class="_ _2"></span>iższa tabela.<span class="ff1"> </span></div><div class="t m0 x6 hc yc37 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y610 w163 h132"><div class="t m0 x38 h11 yad9 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x189 y610 w164 h132"><div class="t m0 x5f hf yad9 ff2 fs7 fc3 sc0 ls0 ws0">Liczba akcji  </div></div><div class="c x10f y610 w160 h132"><div class="t m0 x137 hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Wartość nominal<span class="_ _0"></span>na akcji w zł<span class="ff2"> </span></div></div><div class="c xe4 y610 w118 h132"><div class="t m0 xde hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Liczba głosów <span class="ff2"> </span></div></div><div class="c x187 y610 w103 h132"><div class="t m0 x1a hf yad9 ff3 fs7 fc3 sc0 ls0 ws0">Udział (%) <span class="ff2"> </span></div></div><div class="c x10c ya91 w163 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c x189 ya91 w164 h2f"><div class="t m0 x10d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x10f ya91 w160 h2f"><div class="t m0 x75 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 828 430,40 </div></div><div class="c xe4 ya91 w118 h2f"><div class="t m0 x1d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">28 284 304 </div></div><div class="c x187 ya91 w103 h2f"><div class="t m0 x15f h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">37,69% </div></div><div class="c x10c yc99 w163 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c x189 yc99 w164 h2f"><div class="t m0 x6f h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3 239 253 </div></div><div class="c x10f yc99 w160 h2f"><div class="t m0 x79 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">323 925,30 </div></div><div class="c xe4 yc99 w118 h2f"><div class="t m0 x6 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">3 239 253 </div></div><div class="c x187 yc99 w103 h2f"><div class="t m0 x5d h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">4,32% </div></div><div class="c x10c yc3d w163 h34"><div class="t m0 x48 h11 y298 ff4 fs7 fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c x189 yc3d w164 h34"><div class="t m0 xfe h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">2 800 </div></div><div class="c x10f yc3d w160 h34"><div class="t m0 x18a h11 y298 ff1 fs7 fc0 sc0 lse ws0">280<span class="ls0"> </span></div></div><div class="c xe4 yc3d w118 h34"><div class="t m0 xc9 h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">2 800 </div></div><div class="c x187 yc3d w103 h34"><div class="t m0 x5d h11 y298 ff1 fs7 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x10c yc9a w163 h106"><div class="t m0 x48 hf yc9b ff3 fs7 fc0 sc0 ls0 ws0">RAZEM członkowie <span class="_ _0"></span>Rady <span class="ff2">Nadzorczej<span class="_ _0"></span> </span></div></div><div class="c x189 yc9a w164 h106"><div class="t m0 x10d hf yc9b ff2 fs7 fc0 sc0 ls0 ws0">31 526 357 </div></div><div class="c x10f yc9a w160 h106"><div class="t m0 x75 hf yc9b ff2 fs7 fc0 sc0 ls0 ws0">3 152 635,70<span class="_ _0"></span> </div></div><div class="c xe4 yc9a w118 h106"><div class="t m0 x1d hf yc9b ff2 fs7 fc0 sc0 ls0 ws0">31 526 357 </div></div><div class="c x187 yc9a w103 h106"><div class="t m0 x22 hf yc9b ff2 fs7 fc0 sc0 ls0 ws0">42,01% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h7 y7ec ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h7 yc9c ff3 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia Członków <span class="_ _2"></span>Rady Nadzorczej (w t<span class="_ _2"></span>ys. zł):<span class="ff2"> </span></div><div class="t m0 x6 h7 yc9d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10c y29 w32 h133"><div class="t m0 x48 hf yc9e ff3 fs7 fc3 sc0 ls0 ws0">Imię i nazwisko<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xca y29 w163 h133"><div class="t m0 x48 hf yc9e ff2 fs7 fc3 sc0 ls0 ws0">Stanowisko </div></div><div class="c xa y29 w165 h133"><div class="t m0 x43 hf yc9f ff3 fs7 fc3 sc0 ls0 ws0">Wynagrodzeni<span class="_ _0"></span>e stałe z tytułu </div><div class="t m0 xf4 hf yca0 ff3 fs7 fc3 sc0 ls0 ws0">pełnienia funkcji<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x18b y29 w68 h133"><div class="t m0 x147 hf yc9f ff3 fs7 fc3 sc0 ls0 ws0">Koszt progra<span class="_ _0"></span>mów </div><div class="t m0 x10e hf yca0 ff2 fs7 fc3 sc0 ls0 ws0">emerytalnych (<span class="_ _0"></span>PPK) </div></div><div class="c x187 y29 w103 h133"><div class="t m0 x28 hf yc9e ff3 fs7 fc3 sc0 ls0 ws0">Razem tys. zł<span class="ff2"> </span></div></div><div class="c x10c yca1 w32 hd1"><div class="t m0 x48 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">ROK 2024 </div></div><div class="c xca yca1 w163 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xa yca1 w165 hd1"><div class="t m0 x48 hc y3e2 ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x18b yca1 w68 hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x187 yca1 w103 hd1"><div class="t m0 x48 h67 y805 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c y340 w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Piotr Mond<span class="_ _0"></span>alski </div></div><div class="c xca y340 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Przewodniczący RN<span class="ff1"> </span></div></div><div class="c xa y340 w165 hd1"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">162<span class="ls0"> </span></div></div><div class="c x18b y340 w68 hd1"><div class="t m0 x44 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 y340 w103 hd1"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">162<span class="ls0"> </span></div></div><div class="c x10c yca2 w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c xca yca2 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprzewodnic<span class="_ _0"></span>zący RN<span class="ff1"> </span></div></div><div class="c xa yca2 w165 hd1"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">134<span class="ls0"> </span></div></div><div class="c x18b yca2 w68 hd1"><div class="t m0 x44 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 yca2 w103 hd1"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">134<span class="ls0"> </span></div></div><div class="c x10c y83d w32 hd1"><div class="t m0 x48 h11 y3a9 ff1 fs7 fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c xca y83d w163 hd1"><div class="t m0 x48 h11 y3a9 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa y83d w165 hd1"><div class="t m0 x8f h11 y3a9 ff1 fs7 fc0 sc0 lse ws0">97<span class="ls0"> </span></div></div><div class="c x18b y83d w68 hd1"><div class="t m0 x44 h11 y3a9 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 y83d w103 hd1"><div class="t m0 xc0 hf y3a9 ff2 fs7 fc0 sc0 lse ws0">97<span class="ls0"> </span></div></div><div class="c x10c yca3 w32 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Dariusz Gór<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c xca yca3 w163 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa yca3 w165 h27"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">144<span class="ls0"> </span></div></div><div class="c x18b yca3 w68 h27"><div class="t m0 xc9 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x187 yca3 w103 h27"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">146<span class="ls0"> </span></div></div><div class="c x10c y3c5 w32 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c xca y3c5 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa y3c5 w165 hd1"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">144<span class="ls0"> </span></div></div><div class="c x18b y3c5 w68 hd1"><div class="t m0 xc9 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x187 y3c5 w103 hd1"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">146<span class="ls0"> </span></div></div><div class="c x10c yca4 w32 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Michał Kobus<span class="ff1"> </span></div></div><div class="c xca yca4 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> (<span class="_ _0"></span>do 26.06.2024 r.) </span></div></div><div class="c xa yca4 w165 hd1"><div class="t m0 x8f h11 y239 ff1 fs7 fc0 sc0 lse ws0">70<span class="ls0"> </span></div></div><div class="c x18b yca4 w68 hd1"><div class="t m0 xc9 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x187 yca4 w103 hd1"><div class="t m0 xc0 hf y239 ff2 fs7 fc0 sc0 lse ws0">71<span class="ls0"> </span></div></div><div class="c x10c y6d w32 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Wojciech Papi<span class="_ _0"></span>erak </div></div><div class="c xca y6d w163 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa y6d w165 h2f"><div class="t m0 x92 h11 y248 ff1 fs7 fc0 sc0 lse ws0">144<span class="ls0"> </span></div></div><div class="c x18b y6d w68 h2f"><div class="t m0 xc9 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x187 y6d w103 h2f"><div class="t m0 xd4 hf y248 ff2 fs7 fc0 sc0 lse ws0">146<span class="ls0"> </span></div></div><div class="c x10c yb50 w32 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Zenon Be<span class="_ _0"></span>ker </div></div><div class="c xca yb50 w163 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> (<span class="_ _0"></span>od 26.06.2024 r.) </span></div></div><div class="c xa yb50 w165 h2f"><div class="t m0 x8f h11 y248 ff1 fs7 fc0 sc0 lse ws0">89<span class="ls0"> </span></div></div><div class="c x18b yb50 w68 h2f"><div class="t m0 x44 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 yb50 w103 h2f"><div class="t m0 xc0 hf y248 ff2 fs7 fc0 sc0 lse ws0">89<span class="ls0"> </span></div></div><div class="c x10c yca5 w32 hd1"><div class="t m0 x48 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">ROK 2023 </div></div><div class="c xca yca5 w163 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">  </div></div><div class="c xa yca5 w165 hd1"><div class="t m0 x48 hc y54d ff1 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x18b yca5 w68 hd1"><div class="t m0 x48 h6 y805 ff1 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x187 yca5 w103 hd1"><div class="t m0 x48 h67 y805 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x10c yca6 w32 h134"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Piotr Mond<span class="_ _0"></span>alski </div></div><div class="c xca yca6 w163 h134"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Przewodniczący RN<span class="ff1"> </span></div></div><div class="c xa yca6 w165 h134"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">198<span class="ls0"> </span></div></div><div class="c x18b yca6 w68 h134"><div class="t m0 x44 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 yca6 w103 h134"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">198<span class="ls0"> </span></div></div><div class="c x10c y438 w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c xca y438 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Wiceprzewodnic<span class="_ _0"></span>zący RN<span class="ff1"> </span></div></div><div class="c xa y438 w165 hd1"><div class="t m0 x8f h11 y239 ff1 fs7 fc0 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c x18b y438 w68 hd1"><div class="t m0 x44 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 y438 w103 hd1"><div class="t m0 xc0 hf y239 ff2 fs7 fc0 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c x10c yca7 w32 hd1"><div class="t m0 x48 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">Beata Szmidt </div></div><div class="c xca yca7 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa yca7 w165 hd1"><div class="t m0 x8f h11 y239 ff1 fs7 fc0 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c x18b yca7 w68 hd1"><div class="t m0 x44 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x187 yca7 w103 hd1"><div class="t m0 xc0 hf y239 ff2 fs7 fc0 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c x10c yb77 w32 hd1"><div class="t m0 x48 h11 y3a9 ff4 fs7 fc0 sc0 ls0 ws0">Dariusz Gór<span class="_ _0"></span>ka<span class="ff1"> </span></div></div><div class="c xca yb77 w163 hd1"><div class="t m0 x48 h11 y3a9 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa yb77 w165 hd1"><div class="t m0 x92 h11 y3a9 ff1 fs7 fc0 sc0 lse ws0">132<span class="ls0"> </span></div></div><div class="c x18b yb77 w68 hd1"><div class="t m0 xc9 h11 y3a9 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x187 yb77 w103 hd1"><div class="t m0 xd4 hf y3a9 ff2 fs7 fc0 sc0 lse ws0">134<span class="ls0"> </span></div></div><div class="c x10c yca8 w32 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Grzegorz Maciąg<span class="ff1"> </span></div></div><div class="c xca yca8 w163 h27"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa yca8 w165 h27"><div class="t m0 x92 h11 y239 ff1 fs7 fc0 sc0 lse ws0">132<span class="ls0"> </span></div></div><div class="c x18b yca8 w68 h27"><div class="t m0 xc9 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">2 </div></div><div class="c x187 yca8 w103 h27"><div class="t m0 xd4 hf y239 ff2 fs7 fc0 sc0 lse ws0">134<span class="ls0"> </span></div></div><div class="c x10c yca9 w32 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Michał Kobus<span class="ff1"> </span></div></div><div class="c xca yca9 w163 hd1"><div class="t m0 x48 h11 y239 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa yca9 w165 hd1"><div class="t m0 x8f h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">97 </div></div><div class="c x18b yca9 w68 hd1"><div class="t m0 xc9 h11 y239 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x187 yca9 w103 hd1"><div class="t m0 xc0 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">98 </div></div><div class="c x10c ycaa w32 h2f"><div class="t m0 x48 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">Wojciech Papi<span class="_ _0"></span>erak </div></div><div class="c xca ycaa w163 h2f"><div class="t m0 x48 h11 y248 ff4 fs7 fc0 sc0 ls0 ws0">Członek RN<span class="ff1"> </span></div></div><div class="c xa ycaa w165 h2f"><div class="t m0 x8f h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">97 </div></div><div class="c x18b ycaa w68 h2f"><div class="t m0 xc9 h11 y248 ff1 fs7 fc0 sc0 ls0 ws0">1 </div></div><div class="c x187 ycaa w103 h2f"><div class="t m0 xc0 hf y248 ff2 fs7 fc0 sc0 ls0 ws0">98 </div></div></div><div class="pi" ></div></div><div id="pf75" class="pf w0 h0" ><div class="pc pc75 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">117 </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"></span>spółce <span class="_ _4"></span>nie <span class="_ _7"></span>występują <span class="_ _7"></span>zobowiązania <span class="_ _7"></span>wynikające <span class="_ _7"></span>z <span class="_ _4"></span>emerytur <span class="_ _7"></span>i <span class="_ _4"></span>świad<span class="_ _2"></span>czeń <span class="_ _4"></span>o<span class="_ _2"></span> <span class="_ _4"></span>podob<span class="_ _2"></span>nym <span class="_ _4"></span>charakterze <span class="_ _7"></span>dla <span class="_ _8"> </span>byłych <span class="_ _7"></span>osób </div><div class="t m0 x6 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">zarządzający<span class="_ _2"></span>ch, <span class="_ _0"></span>nadzorujących <span class="_ _0"></span>albo byłych <span class="_ _9"></span>człon<span class="_ _2"></span>ków <span class="_ _0"></span>organów <span class="_ _9"></span>ad<span class="_ _2"></span>ministrujących ani <span class="_ _9"></span>zo<span class="_ _2"></span>bowiązania <span class="_ _0"></span>zaciągnięte w<span class="_ _0"></span> <span class="_ _0"></span>związku </div><div class="t m0 x6 hc y3e ff1 fs3 fc0 sc0 ls0 ws0">z tymi emeryturami.<span class="_ _2"></span> </div><div class="t m0 x6 hc y301 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> <span class="_ _4"></span><span class="ff4">członków</span> <span class="_ _4"></span>Rady <span class="_ _4"></span>N<span class="_ _2"></span>adzorczej <span class="_ _4"></span><span class="ff4">TOYA <span class="_ _4"></span>S.A <span class="_ _4"></span>nie <span class="_ _4"></span>były <span class="_ _4"></span>w <span class="_ _4"></span>2024 <span class="_ _4"></span>roku <span class="_ _7"></span>powiązane <span class="_ _e"></span>z <span class="_ _4"></span>kwestia<span class="_ _2"></span>mi <span class="_ _e"></span>zró<span class="_ _2"></span>wnoważonego </span></div><div class="t m0 x6 hc y5d4 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju. </div><div class="t m0 xbc h63 ycab ff2 fs4 fc0 sc0 ls0 ws0">8.8.3.<span class="ff6"> <span class="_ _64"></span><span class="ff2">Komitet Audytu </span></span></div><div class="t m0 xbc hc y85b ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ycac ff1 fs3 fc0 sc0 ls0 ws0">Od dnia 1 s<span class="_ _2"></span>tycznia do 26 czerwca 2024 r. <span class="_ _2"></span><span class="ff4">skład Ko<span class="_ _2"></span>mitetu Audytu przedstawiał s<span class="_ _2"></span>ię następująco: <span class="_ _2"></span></span> </div><div class="t m0 xbf h1a ycad ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">Wojciech Papierak <span class="ff4">–</span> <span class="ff4">Prz<span class="_ _2"></span>ewodniczący Komitetu Au<span class="_ _2"></span>dytu</span><span class="lsa">, </span><span class="ff4">N<span class="_ _2"></span>iezależny Członek Komitetu Au<span class="_ _2"></span>dytu</span> </span></span></div><div class="t m0 xbf h1a yadc ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff4">Michał<span class="_ _2"></span> Kobus –<span class="ff1"> </span>Niezależny<span class="_ _2"></span> Członek Komitetu Audytu<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xbf h1a ycae ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">Dariusz Górka –<span class="ff1"> </span>Człon<span class="_ _2"></span>ek Komitetu Audytu<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xd hc ycaf ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc ycb0 ff4 fs3 fc0 sc0 ls0 ws0">Członkiem <span class="_ _2"></span>Komitetu <span class="_ _e"></span>Audytu <span class="_ _2"></span>pos<span class="_ _2"></span>iadającym <span class="_ _2"></span>wiedzę <span class="_ _2"></span>i <span class="_ _2"></span>um<span class="_ _2"></span>iejętności <span class="_ _2"></span>w <span class="_ _2"></span>zakresie <span class="_ _2"></span>ra<span class="_ _2"></span>chunkowoś<span class="_ _2"></span>ci <span class="_ _2"></span>lub <span class="_ _2"></span>badan<span class="_ _2"></span>ia s<span class="_ _2"></span>prawozdań </div><div class="t m0 xbf h6 y28d ff1 fs3 fc0 sc0 ls0 ws0">finansowych<span class="fs2"> o<span class="_ _2"></span></span>raz w zakresie <span class="ff4">branży<span class="_ _2"></span></span>, <span class="ff4">w której specjalizuje się TOYA S.A.</span> <span class="_ _2"></span><span class="ff4 ls18">był</span> <span class="ff4">Dariusz Górka. </span> </div><div class="t m0 xbf hc ycb1 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc ycb2 ff4 fs3 fc0 sc0 ls0 ws0">Od dnia 26 czerwca 20<span class="_ _2"></span>24 r. skład Komitetu Au<span class="_ _2"></span>dytu przedstawia się nas<span class="_ _2"></span>tępująco: <span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbf h1a ycb3 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff1">Wojciech Papierak <span class="ff4">–</span> <span class="ff4">Przewod<span class="_ _2"></span>niczący Komitetu Audytu<span class="_ _2"></span></span> </span></span></div><div class="t m0 xbf h1a ycb4 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">Dariusz <span class="_ _2"></span>Górka –<span class="ff1"> </span>Członek Komitetu Au<span class="_ _2"></span>dytu<span class="ff1">, </span></span></span></div><div class="t m0 xbf h1a ycb5 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _47"> </span><span class="ff1">Zeno<span class="_ _2"></span>n Beker <span class="ff4">–</span> <span class="ff4">Członek Komit<span class="_ _2"></span>etu Audytu<span class="_ _2"></span></span><span class="ls10">. </span> </span></span></div><div class="t m0 x6 hc ycb6 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc ycb7 ff4 fs3 fc0 sc0 ls0 ws0">Członkami <span class="_ _e"></span>Komitetu <span class="_ _2"></span>Au<span class="_ _2"></span>dytu <span class="_ _e"></span>spełniającymi <span class="_ _e"></span>warunki <span class="_ _2"></span>n<span class="_ _2"></span>iezależnoś<span class="_ _2"></span>ci <span class="_ _2"></span>o <span class="_ _e"></span>których <span class="_ _e"></span>mowa <span class="_ _2"></span>w <span class="_ _e"></span>art. <span class="_ _e"></span>129 <span class="_ _2"></span>us<span class="_ _2"></span>t <span class="_ _2"></span>3 <span class="_ _e"></span>Ustawy <span class="_ _e"></span>z <span class="_ _2"></span>dnia <span class="_ _e"></span>11 </div><div class="t m0 xbf hc ycb8 ff4 fs3 fc0 sc0 ls0 ws0">maja 2017 r. o biegłych re<span class="_ _2"></span>widentach, firmach au<span class="_ _2"></span>dytorskich oraz nad<span class="_ _2"></span>zorze publicznym s<span class="_ _2"></span>ą:<span class="ff1"> </span></div><div class="t m0 xbf h1a ycb9 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">Zenon Beker, </span></span></div><div class="t m0 xbf h1a ycba ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _2d"> </span><span class="ff1">Wojciech Pap<span class="_ _2"></span>ierak<span class="ls10">. </span> </span></span></div><div class="t m0 x6 hc ycbb ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ycbc ff4 fs3 fc0 sc0 ls0 ws0">Członkiem <span class="_ _4"></span>Komitetu <span class="_ _4"></span>Au<span class="_ _2"></span>dytu <span class="_ _4"></span>posiad<span class="_ _2"></span>ającym <span class="_ _4"></span>wiedzę <span class="_ _4"></span>i <span class="_ _4"></span>umiejętno<span class="_ _2"></span>ści <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>rachunkowoś<span class="_ _2"></span>ci <span class="_ _4"></span>lub <span class="_ _4"></span>badan<span class="_ _2"></span>ia <span class="_ _4"></span>sprawozdań </div><div class="t m0 x6 hc ycbd ff4 fs3 fc0 sc0 ls0 ws0">finansowych <span class="_ _7"> </span>oraz <span class="_ _7"> </span>w <span class="_ _7"> </span>za<span class="_ _2"></span>kresie <span class="_ _7"></span>branży<span class="_ _2"></span><span class="ff1">, <span class="_ _7"> </span></span>w <span class="_ _7"> </span>której <span class="_ _7"> </span>sp<span class="_ _2"></span>ecjalizuje <span class="_ _7"></span>się <span class="_ _7"></span>TOYA <span class="_ _7"></span>S.A. <span class="_ _7"> </span>jes<span class="_ _2"></span>t <span class="_ _7"></span>Pan <span class="_ _7"></span>Darius<span class="_ _2"></span>z <span class="_ _7"></span>Górka.<span class="_ _2"></span><span class="ff1"> <span class="_ _7"></span></span>Dariusz <span class="_ _7"></span>Górka <span class="_ _7"> </span>jest </div><div class="t m0 x6 hc y785 ff4 fs3 fc0 sc0 ls0 ws0">absolwentem <span class="_ _8"> </span>m.in.  Stern <span class="_ _13"> </span>Sc<span class="_ _2"></span>hool <span class="_ _8"> </span>of <span class="_ _8"> </span>Business  (Nowy <span class="_ _13"> </span>Jork<span class="_ _2"></span>, <span class="_ _13"> </span>USA),<span class="_ _2"></span> <span class="_ _13"> </span>na  której <span class="_ _13"> </span>ukończy<span class="_ _2"></span>ł <span class="_ _13"> </span>s<span class="_ _2"></span>tudia <span class="_ _8"> </span>MBA <span class="_ _8"> </span>ze <span class="_ _8"> </span>specjalizacją  w </div><div class="t m0 x6 hc ycbe ff4 fs3 fc0 sc0 ls0 ws0">finansach, podczas których nabył wiedzę <span class="_ _0"></span>i umiejętności w w<span class="_ _0"></span>yżej wskazanym obszarze. Pozostaje on członkiem Instytutu </div><div class="t m0 x6 hc ycbf ff4 fs3 fc0 sc0 ls0 ws0">Księgowości<span class="ff1"> </span>Zarządczej (I<span class="_ _2"></span>MA) w Newark (No<span class="_ _2"></span>wy Jork, USA).<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xbc hc y788 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc ycc0 ff4 fs3 fc0 sc0 ls0 ws0">Główne <span class="_ _1b"> </span>założenia<span class="ff1"> <span class="_ _5"> </span></span>opracowan<span class="_ _2"></span>ej  przez <span class="_ _5"> </span>Spółkę <span class="_ _1b"> </span>Polityki <span class="_ _1b"> </span>wyb<span class="_ _2"></span>oru <span class="_ _1b"> </span>firmy <span class="_ _1b"> </span>audytors<span class="_ _2"></span>kiej  d<span class="_ _2"></span>o  przeprowad<span class="_ _2"></span>zania <span class="_ _1b"> </span>badania <span class="_ _5"> </span>są </div><div class="t m0 x6 hc ycc1 ff4 fs3 fc0 sc0 ls0 ws0">następujące:<span class="ff1"> </span></div><div class="t m0 x64 h1a ycc2 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">wybór <span class="_ _14"> </span>firmy <span class="_ _14"> </span>audytorskiej <span class="_ _14"> </span>dla <span class="_ _14"> </span>celów <span class="_ _19"> </span>przep<span class="_ _2"></span>rowadzenia <span class="_ _14"> </span>badania <span class="_ _14"> </span>Spółki <span class="_ _14"> </span>przeprowadzany <span class="_ _14"> </span>jest <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z </span></span></div><div class="t m0 x73 hc yb97 ff4 fs3 fc0 sc0 ls0 ws0">Procedurą wyboru firmy a<span class="_ _2"></span>udytorskiej, op<span class="_ _2"></span>racowaną przez Spółkę;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a yb98 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">wybór <span class="_ _e"></span>firmy <span class="_ _2"></span>au<span class="_ _2"></span>dytorskiej <span class="_ _e"></span>dokonywany <span class="_ _e"></span>jes<span class="_ _2"></span>t <span class="_ _e"></span>mocą <span class="_ _2"></span>u<span class="_ _2"></span>chwały <span class="_ _2"></span>Rad<span class="_ _2"></span>y <span class="_ _e"></span>Nadzorczej <span class="_ _e"></span>Spółki,<span class="_ _2"></span> <span class="_ _2"></span>n<span class="_ _2"></span>ie <span class="_ _2"></span>później <span class="_ _e"></span>niż <span class="_ _e"></span>do <span class="_ _e"></span>ko<span class="_ _2"></span>ńca </span></span></div><div class="t m0 x73 hc y955 ff4 fs3 fc0 sc0 ls0 ws0">grudnia <span class="_ _0"></span>roku, <span class="_ _0"></span>poprzedzającego <span class="_ _0"></span>rok <span class="_ _0"></span>który <span class="_ _0"></span>będzie <span class="_ _9"></span>objęty badaniem<span class="_ _0"></span> <span class="_ _0"></span>z <span class="_ _9"></span>zas<span class="_ _2"></span>trzeżeniem, <span class="_ _9"></span>że wybór <span class="_ _9"></span>audy<span class="_ _2"></span>tora <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>2018 </div><div class="t m0 x73 hc yb9a ff4 fs3 fc0 sc0 ls0 ws0">r. dokonany<span class="_ _2"></span> został do dnia 30 marca 2018 r.;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a ycc3 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">Komitet <span class="_ _2"></span>Audytu <span class="_ _2"></span>jest <span class="_ _2"></span>odpowiedzialny <span class="_ _2"></span>za <span class="_ _2"></span>należyte <span class="_ _2"></span>oraz <span class="_ _2"></span>zgodne z <span class="_ _2"></span>prawem <span class="_ _2"></span>oraz <span class="_ _2"></span>niniejszą <span class="_ _2"></span>Polityką <span class="_ _2"></span>wyboru <span class="_ _2"></span>firmy </span></span></div><div class="t m0 x73 hc ycc4 ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej p<span class="_ _2"></span>rzeprowadzenie wyboru firmy au<span class="_ _2"></span>dytorskiej;<span class="_ _2"></span> </div><div class="t m0 x64 h1a y77b ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">wybór f<span class="_ _0"></span>irmy audytorskiej <span class="_ _0"></span>dokonywany jest <span class="_ _0"></span>po <span class="_ _0"></span>przedstawieniu przez Komitet <span class="_ _9"></span>Au<span class="_ _2"></span>dytu Radzi<span class="_ _0"></span>e Nadzorczej <span class="_ _0"></span>Spółki </span></span></div><div class="t m0 x73 hc yc1a ff4 fs3 fc0 sc0 ls0 ws0">rekomendacji <span class="_ _2"></span>co do <span class="_ _2"></span>wyboru. <span class="_ _2"></span>W przy<span class="_ _2"></span>padku, <span class="_ _2"></span>gdy wybó<span class="_ _2"></span>r firmy <span class="_ _2"></span>audytorskiej <span class="_ _2"></span>nie doty<span class="_ _2"></span>czy przedłużenia <span class="_ _2"></span>umowy o<span class="_ _2"></span> </div><div class="t m0 x73 hc ycc5 ff1 fs3 fc0 sc0 ls0 ws0">badanie  sprawozdan<span class="_ _2"></span>ia  finansowego  rekomendacja  zaw<span class="_ _2"></span><span class="ff4">iera  przynajmniej  dwie  możliwości  wyboru  firmy </span></div><div class="t m0 x73 hc y77d ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej <span class="_ _e"></span>wraz <span class="_ _2"></span>z <span class="_ _2"></span>uzasadn<span class="_ _2"></span>ieniem<span class="_ _0"></span> <span class="_ _2"></span>oraz <span class="_ _2"></span>wska<span class="_ _2"></span>zanie <span class="_ _2"></span>uzasad<span class="_ _2"></span>nionej <span class="_ _2"></span>preferencji <span class="_ _2"></span>Komitetu <span class="_ _2"></span>Au<span class="_ _2"></span>dytu <span class="_ _2"></span>wobec <span class="_ _2"></span>jedn<span class="_ _2"></span>ej </div><div class="t m0 x73 hc ycc6 ff1 fs3 fc0 sc0 ls0 ws0">z nich; </div><div class="t m0 x64 h1a ycc7 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff1">w <span class="_ _2"></span>przypad<span class="_ _2"></span>ku <span class="_ _2"></span>badania <span class="_ _2"></span>ustawowego, <span class="_ _2"></span>pierwsza <span class="_ _2"></span>umowa <span class="_ _2"></span>o <span class="_ _2"></span>b<span class="_ _2"></span>adanie <span class="_ _2"></span>sprawozdania <span class="_ _2"></span>finans<span class="_ _2"></span>owego <span class="_ _2"></span>jest <span class="_ _2"></span>zawierana <span class="_ _2"></span>z </span></span></div><div class="t m0 x73 hc ycc8 ff4 fs3 fc0 sc0 ls0 ws0">firmą  audytorską  na <span class="_ _8"> </span>okres  nie <span class="_ _8"> </span>króts<span class="_ _2"></span>zy  niż <span class="_ _8"> </span>dwa  lata  z <span class="_ _8"> </span>możliwością  przedłużenia  na  kolejne <span class="_ _8"> </span>co  najmniej </div><div class="t m0 x73 hc ycc9 ff4 fs3 fc0 sc0 ls0 ws0">dwuletnie <span class="_ _4"></span>okr<span class="_ _2"></span>esy, <span class="_ _4"></span>z <span class="_ _7"></span>uwzględnieniem <span class="_ _7"></span>wynikających <span class="_ _7"></span>z <span class="_ _4"></span>pows<span class="_ _2"></span>ze<span class="_ _2"></span>chnie <span class="_ _4"></span>obowiązujący<span class="_ _2"></span>ch <span class="_ _4"></span>prze<span class="_ _2"></span>pisów <span class="_ _4"></span>prawa <span class="_ _7"></span>zasad </div><div class="t m0 x73 hc ycca ff4 fs3 fc0 sc0 ls0 ws0">rotacji firmy audyto<span class="_ _2"></span>rskiej i kluczowego biegłego rewidenta;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a y87c ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _43"> </span><span class="ff4">przy <span class="_ _5"> </span>wyborze <span class="_ _5"> </span>firmy <span class="_ _1b"> </span>audytorskiej <span class="_ _5"> </span>uwzględnia <span class="_ _5"> </span>się <span class="_ _1b"> </span>zas<span class="_ _2"></span>adę  zmiany <span class="_ _5"> </span>firmy <span class="_ _1b"> </span>au<span class="_ _2"></span>dytorskiej <span class="_ _1b"> </span>w <span class="_ _5"> </span>taki <span class="_ _1b"> </span>spos<span class="_ _2"></span>ób, <span class="_ _1b"> </span>aby </span></span></div><div class="t m0 x73 hc yccb ff4 fs3 fc0 sc0 ls0 ws0">maksymalny czas nieprzerwanego trwania zleceń badań <span class="_ _0"></span>ustawowych przeprowadzany<span class="_ _2"></span>ch przez <span class="_ _0"></span>tę samą firmę </div></div></div><div class="pi" ></div></div><div id="pf76" class="pf w0 h0" ><div class="pc pc76 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">118 </div><div class="t m0 x73 hc yb ff4 fs3 fc0 sc0 ls0 ws0">audytorską<span class="_ _2"></span> <span class="_ _e"></span>po<span class="_ _2"></span>wiązaną <span class="_ _e"></span>z <span class="_ _4"></span>tą <span class="_ _4"></span>firmą <span class="_ _4"></span>audytorską<span class="_ _2"></span> <span class="_ _e"></span>lub<span class="_ _2"></span> <span class="_ _e"></span>jakiegokolwiek <span class="_ _4"></span>czło<span class="_ _2"></span>nka <span class="_ _e"></span>s<span class="_ _2"></span>ieci <span class="_ _e"></span>działaj<span class="_ _2"></span>ącej <span class="_ _4"></span>w <span class="_ _e"></span>pań<span class="_ _2"></span>stwach <span class="_ _4"></span>Unii </div><div class="t m0 x73 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Europejskiej, <span class="_ _1b"> </span>do  której  n<span class="_ _2"></span>ależą  te  firmy  audy<span class="_ _2"></span>torskie,  nie  przekracza<span class="_ _2"></span>ł  pięciu  lat.  Nat<span class="_ _2"></span>omiast  w  przypad<span class="_ _2"></span>ku </div><div class="t m0 x73 hc y3e ff4 fs3 fc0 sc0 ls0 ws0">kluczowego biegłego rewidenta<span class="_ _2"></span>, wyboru dokonuje s<span class="_ _2"></span>ię tak, aby nie <span class="_ _0"></span>przeprowadzał<span class="_ _2"></span> on badania ustawowego w </div><div class="t m0 x73 hc y3f ff4 fs3 fc0 sc0 ls0 ws0">Spółce <span class="_ _5"> </span>przez <span class="_ _5"> </span>okres <span class="_ _5"> </span>dł<span class="_ _2"></span>uższy <span class="_ _1b"> </span>niż <span class="_ _5"> </span>p<span class="_ _2"></span>ięć <span class="_ _1b"> </span>lat. <span class="_ _5"> </span>W <span class="_ _5"> </span>ty<span class="_ _2"></span>m <span class="_ _1b"> </span>przypadku <span class="_ _5"> </span>klu<span class="_ _2"></span>czowy <span class="_ _5"> </span>biegły <span class="_ _5"> </span>rewident <span class="_ _5"> </span>może <span class="_ _5"> </span>ponownie </div><div class="t m0 x73 hc y40 ff4 fs3 fc0 sc0 ls0 ws0">przeprowadzić <span class="_ _7"></span>badanie <span class="_ _7"></span>ustawowe <span class="_ _7"></span>w <span class="_ _7"></span>Spółce <span class="_ _7"></span>po <span class="_ _7"></span>upływie <span class="_ _7"></span>co <span class="_ _7"></span>najmniej <span class="_ _7"></span>trzech <span class="_ _7"></span>lat <span class="_ _4"></span>od<span class="_ _2"></span> <span class="_ _4"></span>za<span class="_ _2"></span>kończenia <span class="_ _7"></span>ostatniego </div><div class="t m0 x73 hc y41 ff1 fs3 fc0 sc0 ls0 ws0">badania usta<span class="_ _2"></span>wowego; </div><div class="t m0 x64 h1a y42 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _30"> </span><span class="ff4">wybór firmy audytorskiej d<span class="_ _2"></span>okonywany jest w oparciu <span class="_ _2"></span>o następujące kryteria wyboru:<span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 x90 h1a y43 ff1 fs3 fc0 sc0 ls30 ws0">i.<span class="ff9 ls0"> <span class="_ _5a"> </span><span class="ff4">oferta <span class="_ _13"> </span>firmy <span class="_ _8"> </span>audyto<span class="_ _2"></span>rskiej <span class="_ _13"> </span>n<span class="_ _2"></span>ie <span class="_ _13"> </span>p<span class="_ _2"></span>odlega <span class="_ _13"> </span>od<span class="_ _2"></span>rzuceniu <span class="_ _8"> </span>zgodnie  z <span class="_ _13"> </span>§ <span class="_ _13"> </span>9<span class="_ _2"></span> <span class="_ _13"> </span>u<span class="_ _2"></span>st. <span class="_ _8"> </span>4 <span class="_ _13"> </span>Pro<span class="_ _2"></span>cedury <span class="_ _8"> </span>wyboru  firm<span class="_ _0"></span>y </span></span></div><div class="t m0 x132 hc y103 ff1 fs3 fc0 sc0 ls0 ws0">audytorskiej; </div><div class="t m0 x73 h1a y513 ff1 fs3 fc0 sc0 ls30 ws0">ii.<span class="ff9 ls0"> <span class="_ _5a"> </span><span class="ff4">firma audytorska ma możliwości zapewnić przeprowadzeni<span class="_ _2"></span>e niezbędnych procedur badania także w </span></span></div><div class="t m0 x132 hc y514 ff4 fs3 fc0 sc0 ls0 ws0">zagranicznych s<span class="_ _2"></span>półkach wchodzących w s<span class="_ _2"></span>kład Grupy Kapitałowej „TOYA” S.<span class="_ _2"></span>A.;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 xe h1a yc32 ff1 fs3 fc0 sc0 ls30 ws0">iii.<span class="ff9 ls0"> <span class="_ _5a"> </span><span class="ff1">firma audytorska p<span class="_ _2"></span>osiada:  </span></span></div><div class="t m0 x132 h1a yccc ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _5e"> </span><span class="ff4">wiedzę <span class="_ _1f"> </span>i <span class="_ _1f"> </span>mi<span class="_ _2"></span>ędzynarodowe <span class="_ _1f"> </span>konta<span class="_ _2"></span>kty, <span class="_ _1f"> </span>które <span class="_ _1f"> </span>można <span class="_ _1f"> </span>wyko<span class="_ _2"></span>rzystać <span class="_ _1f"> </span>w <span class="_ _1f"> </span>celu <span class="_ _1f"> </span>pra<span class="_ _2"></span>widłowego </span></span></div><div class="t m0 x184 hc y37f ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzenia bad<span class="_ _2"></span>ania; </div><div class="t m0 x132 h1a yccd ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _5e"> </span><span class="ff4">doświadczenie <span class="_ _7"></span>w <span class="_ _7"></span>przeprowad<span class="_ _2"></span>zeniu <span class="_ _7"></span>badania <span class="_ _7"></span>w <span class="_ _4"></span>s<span class="_ _2"></span>półkach <span class="_ _7"></span>publicznych <span class="_ _7"></span>w <span class="_ _4"></span>ro<span class="_ _2"></span>zumieniu <span class="_ _7"></span>Ustawy <span class="_ _7"></span>z </span></span></div><div class="t m0 x184 hc ycce ff4 fs3 fc0 sc0 ls0 ws0">dnia <span class="_ _21"> </span>29 <span class="_ _1c"> </span>lipca <span class="_ _21"> </span>2005 <span class="_ _1c"> </span>r. <span class="_ _21"> </span>o <span class="_ _1c"> </span>o<span class="_ _2"></span>fercie <span class="_ _1c"> </span>publiczn<span class="_ _2"></span>ej <span class="_ _1c"> </span>i <span class="_ _21"> </span>warunkach <span class="_ _21"> </span>wprowadzania <span class="_ _21"> </span>instrumentów </div><div class="t m0 x184 hc yccf ff4 fs3 fc0 sc0 ls0 ws0">finansowych <span class="_ _0"></span>do <span class="_ _0"></span>zorganizowanego <span class="_ _9"></span>s<span class="_ _2"></span>ystemu <span class="_ _9"></span>o<span class="_ _2"></span>brotu <span class="_ _0"></span>oraz <span class="_ _9"></span>o <span class="_ _9"></span>s<span class="_ _2"></span>półkach <span class="_ _9"></span>p<span class="_ _2"></span>ublicznych <span class="_ _9"></span>sporzą<span class="_ _2"></span>dzających </div><div class="t m0 x184 hc ycd0 ff4 fs3 fc0 sc0 ls0 ws0">sprawozdanie zgod<span class="_ _2"></span>nie z Międzynarodowymi Stan<span class="_ _2"></span>dardami Sprawozdawczości Finan<span class="_ _2"></span>sowej;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x132 h1a ycd1 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _5e"> </span><span class="ff4">zaplecze <span class="_ _22"> </span>kadrow<span class="_ _2"></span>e <span class="_ _1f"> </span>zł<span class="_ _2"></span>ożone <span class="_ _22"> </span>m.in. <span class="_ _15"> </span>z <span class="_ _1f"> </span>osób<span class="_ _2"></span> <span class="_ _1f"> </span>zrz<span class="_ _2"></span>eszonych <span class="_ _22"> </span>w <span class="_ _22"> </span>między<span class="_ _2"></span>narodowej <span class="_ _22"> </span>organi<span class="_ _2"></span>zacji </span></span></div><div class="t m0 x184 hc ycd2 ff4 fs3 fc0 sc0 ls0 ws0">specjalistów z zak<span class="_ _2"></span>resu finansów, rachunkowoś<span class="_ _2"></span>ci i zarządzania ACCA;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x132 h1a y7cb ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _5e"> </span><span class="ff4">odpowiednią wiedze <span class="_ _2"></span>fachową i znaj<span class="_ _2"></span>omość branży, w której dział<span class="_ _2"></span>alność prowadzi Sp<span class="_ _2"></span>ółka;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 xe h1a ycd3 ff1 fs3 fc0 sc0 ls0 ws0">iv.<span class="ff9"> <span class="_ _5a"> </span><span class="ff4">firma <span class="_ _13"> </span>audytors<span class="_ _2"></span>ka <span class="_ _13"> </span>za<span class="_ _2"></span>pewnia <span class="_ _13"> </span>Spó<span class="_ _2"></span>łce, <span class="_ _13"> </span>Radzie  Nadzorczej, <span class="_ _13"> </span>Komiteto<span class="_ _2"></span>wi <span class="_ _13"> </span>Audy<span class="_ _2"></span>tu, <span class="_ _8"> </span>bieżący <span class="_ _8"> </span>bezpośredni </span></span></div><div class="t m0 x132 hc y51d ff4 fs3 fc0 sc0 ls0 ws0">kontakt z k<span class="_ _2"></span>luczowym biegłym rewidentem;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x73 h1a ycd4 ff1 fs3 fc0 sc0 ls51 ws0">v.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">firma <span class="_ _9"></span>aud<span class="_ _2"></span>ytorska <span class="_ _0"></span>wykorzystuje <span class="_ _9"></span>narzęd<span class="_ _2"></span>zia <span class="_ _9"></span>informatyczn<span class="_ _2"></span>e <span class="_ _9"></span>oraz posiada <span class="_ _9"></span>doświadczenie <span class="_ _0"></span>w <span class="_ _9"></span>bad<span class="_ _2"></span>aniu ksiąg </span></span></div><div class="t m0 x132 hc ycd5 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowych p<span class="_ _2"></span>rowadzonych w systemie SAP;<span class="_ _2"></span> </div><div class="t m0 xe h1a ycd6 ff1 fs3 fc0 sc0 ls0 ws0">vi.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">siedzibą <span class="_ _2"></span>firmy audytorskiej oddziału<span class="_ _2"></span> lub biura jest Wrocław;<span class="_ _2"></span></span></span> </div><div class="t m0 x79 h1a y9c0 ff1 fs3 fc0 sc0 ls0 ws0">vii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">firma <span class="_ _13"> </span>audytors<span class="_ _2"></span>ka <span class="_ _7"></span>umożliwia <span class="_ _13"> </span>w <span class="_ _13"> </span>trakcie <span class="_ _13"> </span>obowiązywania <span class="_ _13"> </span>u<span class="_ _2"></span>mowy <span class="_ _7"> </span>ze <span class="_ _13"> </span>Spółką<span class="_ _2"></span> <span class="_ _7"></span>przeprowadza<span class="_ _2"></span>nie <span class="_ _7"> </span>oceny </span></span></div><div class="t m0 x132 hc ycd7 ff4 fs3 fc0 sc0 ls0 ws0">proponowany<span class="_ _2"></span>ch <span class="_ _18"> </span>p<span class="_ _2"></span>rzez <span class="_ _1c"> </span>Spółkę <span class="_ _1c"> </span>rozwiązań <span class="_ _1c"> </span>ks<span class="_ _2"></span>ięgowych <span class="_ _1c"> </span>dotyczących <span class="_ _1c"> </span>is<span class="_ _2"></span>totnych <span class="_ _1c"> </span>kwestii <span class="_ _1c"> </span>objętych </div><div class="t m0 x132 hc y3bb ff1 fs3 fc0 sc0 ls0 ws0">badaniem; </div><div class="t m0 x34 h1a y98a ff1 fs3 fc0 sc0 ls0 ws0">viii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">firma aud<span class="_ _2"></span>ytorska <span class="_ _2"></span>składa <span class="_ _2"></span>ofertę uwzględniającą<span class="_ _2"></span> elementy <span class="_ _2"></span>wskaza<span class="_ _2"></span>ne w § <span class="_ _2"></span>12 us<span class="_ _2"></span>t. 4 Pro<span class="_ _2"></span>cedury <span class="_ _2"></span>wyboru </span></span></div><div class="t m0 x132 hc ycd8 ff1 fs3 fc0 sc0 ls0 ws0">firmy audytorskiej;<span class="_ _2"></span> </div><div class="t m0 xe h1a ycd9 ff1 fs3 fc0 sc0 ls0 ws0">ix.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">cena, p<span class="_ _2"></span>rzy czym cena oferowania <span class="_ _2"></span>przez firmę audytorską n<span class="_ _2"></span>ie stanowi czynnika d<span class="_ _2"></span>ecydującego;<span class="_ _2"></span></span></span> </div><div class="t m0 x73 h1a y270 ff1 fs3 fc0 sc0 ls52 ws0">x.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">bezstronn<span class="_ _2"></span>ość, obiektywizm, uczciwość oraz niezależn<span class="_ _2"></span>ość firmy audy<span class="_ _2"></span>torskiej;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a ycda ff1 fs3 fc0 sc0 ls18 ws0">h)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">w <span class="_ _9"></span>przypad<span class="_ _2"></span>ku <span class="_ _0"></span>powstania <span class="_ _9"></span>lub<span class="_ _2"></span> <span class="_ _9"></span>ujawnienia <span class="_ _9"></span>s<span class="_ _2"></span>ię <span class="_ _9"></span>okolicznoś<span class="_ _2"></span>ci <span class="_ _9"></span>mogący<span class="_ _2"></span>ch <span class="_ _9"></span>sta<span class="_ _2"></span>nowić <span class="_ _9"></span>wpływ osób <span class="_ _9"></span>trzecich <span class="_ _9"></span>n<span class="_ _2"></span>a <span class="_ _9"></span>procedu<span class="_ _2"></span>rę </span></span></div><div class="t m0 x73 hc ycdb ff4 fs3 fc0 sc0 ls0 ws0">wyboru, <span class="_ _4"></span>osoba <span class="_ _4"></span>której <span class="_ _4"></span>okoliczności <span class="_ _4"></span>te <span class="_ _4"></span>dotyczą, <span class="_ _e"></span>zo<span class="_ _2"></span>bowiązana <span class="_ _e"></span>jest <span class="_ _4"></span>niezwłoczn<span class="_ _2"></span>ie <span class="_ _e"></span>powstrzy<span class="_ _2"></span>mać <span class="_ _e"></span>się <span class="_ _4"></span>od <span class="_ _4"></span>dalszych </div><div class="t m0 x73 hc y2da ff4 fs3 fc0 sc0 ls0 ws0">wykonywanych p<span class="_ _2"></span>rzez siebie czynn<span class="_ _2"></span>ości w ramach pr<span class="_ _2"></span>ocedury przetargowej<span class="_ _2"></span> oraz niezwłoczn<span class="_ _2"></span>ie poinformować o </div><div class="t m0 x73 hc ycdc ff1 fs3 fc0 sc0 ls0 ws0">tym fakcie Komitet Audytu<span class="_ _2"></span>; </div><div class="t m0 x64 h1a ycdd ff1 fs3 fc0 sc0 ls30 ws0">i)<span class="ff9 ls0"> <span class="_ _3e"> </span><span class="ff4">umowę o przepro<span class="_ _2"></span>wadzenie badan<span class="_ _2"></span>ia podpisuje Zarząd z<span class="_ _2"></span> podmiotem wybranym przez Radę Nad<span class="_ _2"></span>zorczą.<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x73 hc y508 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xbf hc ycde ff4 fs3 fc0 sc0 ls0 ws0">Główne za<span class="_ _2"></span>łożenia <span class="_ _2"></span><span class="ff1">opracowan<span class="_ _2"></span>ej <span class="_ _2"></span></span>przez <span class="_ _2"></span>Spółkę <span class="_ _2"></span>Polityki <span class="_ _2"></span>świadczenia <span class="_ _2"></span>przez <span class="_ _2"></span>firmę <span class="_ _2"></span>aud<span class="_ _2"></span>ytorską <span class="_ _2"></span>przeprowadzającą <span class="_ _2"></span>badan<span class="_ _2"></span>ie, </div><div class="t m0 xbf hc ycdf ff4 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _8"> </span>podmioty <span class="_ _8"> </span>powiązan<span class="_ _2"></span>e <span class="_ _13"> </span>z<span class="_ _2"></span> <span class="_ _13"> </span>tą  firm<span class="_ _0"></span>ą <span class="_ _8"> </span>audytors<span class="_ _2"></span>ką <span class="_ _13"> </span>o<span class="_ _2"></span>raz <span class="_ _13"> </span>p<span class="_ _2"></span>rzez <span class="_ _13"> </span>człon<span class="_ _2"></span>ka <span class="_ _13"> </span>s<span class="_ _2"></span>ieci <span class="_ _13"> </span>firmy  audytorskiej <span class="_ _13"> </span>d<span class="_ _2"></span>ozwolonych <span class="_ _8"> </span>usług </div><div class="t m0 xbf hc y525 ff4 fs3 fc0 sc0 ls0 ws0">niebędących badan<span class="_ _2"></span>iem są następujące:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a y71b ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">Politykę <span class="_ _0"></span>opracowuje <span class="_ _0"></span>Komitet <span class="_ _0"></span>Audytu <span class="_ _0"></span>i <span class="_ _0"></span>jest <span class="_ _9"></span>ona <span class="_ _0"></span>skierowana <span class="_ _0"></span>do <span class="_ _9"></span>wszys<span class="_ _2"></span>tkich <span class="_ _9"></span>czł<span class="_ _2"></span>onków <span class="_ _9"></span>Grupy Kapitałowej <span class="_ _9"></span>„TOYA” </span></span></div><div class="t m0 x73 hc yce0 ff1 fs3 fc0 sc0 ls0 ws0">S.A.; </div><div class="t m0 x64 h1a yce1 ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">biegły <span class="_ _e"></span>rewident <span class="_ _e"></span>lub <span class="_ _4"></span>firma <span class="_ _e"></span>audyto<span class="_ _2"></span>rska <span class="_ _e"></span>przeprowad<span class="_ _2"></span>zający <span class="_ _e"></span>czynności <span class="_ _e"></span>rewizji <span class="_ _4"></span>finansowej <span class="_ _e"></span>spó<span class="_ _2"></span>łki <span class="_ _e"></span>lub/oraz <span class="_ _4"></span>Grupy </span></span></div><div class="t m0 x73 hc y671 ff4 fs3 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _2"></span>„<span class="_ _2"></span>TOYA” <span class="_ _2"></span>S.A., <span class="_ _e"></span>ani <span class="_ _e"></span>żaden <span class="_ _2"></span>z <span class="_ _e"></span>członków <span class="_ _e"></span>sie<span class="_ _2"></span><span class="ff1">c</span>i, <span class="_ _2"></span>do <span class="_ _e"></span>której <span class="_ _2"></span>należy <span class="_ _e"></span>biegły <span class="_ _e"></span>rewident <span class="_ _2"></span>lub <span class="_ _e"></span>firma <span class="_ _2"></span>au<span class="_ _2"></span>dytorska, </div><div class="t m0 x73 hc yce2 ff4 fs3 fc0 sc0 ls0 ws0">nie <span class="_ _e"></span>ś<span class="_ _2"></span>wiadczą <span class="_ _e"></span>b<span class="_ _2"></span>ezpośrednio <span class="_ _e"></span>ani <span class="_ _4"></span>pośrednio <span class="_ _4"></span>na <span class="_ _e"></span>rzecz <span class="_ _4"></span>badanej <span class="_ _4"></span>Spółki, <span class="_ _4"></span>ani <span class="_ _e"></span>jednos<span class="_ _2"></span>tek <span class="_ _e"></span>przez <span class="_ _4"></span>nią <span class="_ _e"></span>ko<span class="_ _2"></span>ntrolowanych </div><div class="t m0 x73 hc yce3 ff4 fs3 fc0 sc0 ls0 ws0">żadnych zab<span class="_ _2"></span>ronionych usług niebędących czy<span class="_ _2"></span>nnościami rewizji finans<span class="_ _2"></span>owej ze szczególnym uwzględn<span class="_ _e"></span><span class="ff1">ieniem:<span class="_ _2"></span> </span></div><div class="t m0 x7f h1a yce4 ff1 fs3 fc0 sc0 ls30 ws0">i.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ług podatkowych do<span class="_ _2"></span>tyczących:<span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a yb55 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff1">przygotowywania <span class="_ _2"></span>formularzy podatkowych<span class="_ _2"></span>; </span></span></div><div class="t m0 x18c h1a yce5 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">podatków od<span class="_ _2"></span> wynagrodzeń;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a y3cf ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">zobowiązań celnych<span class="_ _2"></span>;<span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a yce6 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">identyfikacji <span class="_ _18"> </span>dota<span class="_ _2"></span>cji <span class="_ _14"> </span>p<span class="_ _2"></span>ublicznych <span class="_ _18"> </span>i <span class="_ _18"> </span>zachęt <span class="_ _1c"> </span>podatkowych, <span class="_ _18"> </span>chyba <span class="_ _1c"> </span>że <span class="_ _14"> </span>wsp<span class="_ _2"></span>arcie <span class="_ _14"> </span>biegłeg<span class="_ _2"></span>o </span></span></div><div class="t m0 x11f hc y87d ff1 fs3 fc0 sc0 ls0 ws0">rewidenta lub firmy au<span class="_ _2"></span>dytorskiej w <span class="ff4">odn<span class="_ _2"></span>iesieniu do takich u<span class="_ _2"></span>sług jest wymagane prawem;<span class="_ _e"></span></span> </div></div></div><div class="pi" ></div></div><div id="pf77" class="pf w0 h0" ><div class="pc pc77 w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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vRcbZtApHhTbSuj5x1KHa+BAPWAQAVQUDITwevtGIWIjeUAFAIRGIesnLRsEQTWJkhp0C0cXrJp/ZL3vGf7zuf8F7705J4XXprysTkkiqIoiqLozRGvlaiunZIGowqSH9n/RYwIExQIxgqzMCsIAgRlLyRKot1uY2h0qlBUinQAbCABvkvaG6S8gZzFXzjUu/vuWy7fvH798sWtVNEfgw2qJ2lwEOsFPQBIfvQgGVLnaOMbAKAFUMCxgjycwhrAiCBUnozYBDPl4DpsM2AUUAECVCZMWodZC1hV09+Npq6G88xQkimGBTgAqpbJ0MwPnNkIxxMCwCCnQKUA9avtTEoICAG2X1SWs+dBrOREoP2ZfcoQCYFNvQ+8qVu0Fchs/38FMw/MgSBQQIeYpaqGyS4kWrXJXrvs0uOnL/hnn3v+qZ27pjr5wPBoUJNXgU1SH21V5MaYNEkUHEBFJQKCcfUONazCENJA0NINQnUm+gdSAKHetb4+ZQErxe0hoyiKoiiK8fqNAja0brOA1Nsp/vDsaBUAAcoEVVAgCDFA2g+LolCXUV54x843LFBBClbvOG9KZ/XC4RuvvG7F4uYNm1YvHBloOlBVsBQEq8QAEQTqoYFgGe4NDlbq30wgo6JBFcYALAATEcMQjAYVVTLgmZKxQiRwPzlrgkCABdXp9mxjBsBny81WjKoqxFA9uVoIINKZirRCBUoKVRJiNgQVJSZmUP2jDJHWA0LqDW+ggCqYyTAggqAgCqpEM9sxAgQ1/dubmcMyJkhQEiIwFCrOGIgwAOV5Q42BxsLP/NrS/Ye2v3jgyENP7H76xYOnvfZC8HBkM0oGK1CAcvACgk2YWETqcdz1dpcEYShJD/0bp5nf3p/SQoHw5npdIIqiKIqi6E0cr8/OuaOZjRV/CKtw6H9JqA7f3O8l7o+Ek0ajOXHmDDg4Z6yUgyn1Js/ccPnFH7j9xu0XzxvNAKANWKiEghHY2PM2Q6k3cyQSkL5RgDMCBEAAS8wWxqMeII1AZIwl34NWxAYwUAOQKimImBVKogBlKPu/RgReEQRp42y6ZZAApAkp9QM6YeaXCujsBxmQ0cwGOeo9M9fxXERElI1hVDPBve4MB/WnCOrMH5sN9+8oVJWIiND/hn4VWYAWs7FEQGAIIUB8/xDYJknqEjtPxpct0etXrLnnpot2Hex+6XtPf+PR546MdYNrmdZIZ6oXpscDEVjhDJjIWg0BUIbOpGbNwjRASjRzcCzECgOgvhGCaszXURRFURTFeP1G2bpfYa2DNf9ogVKJBEZDIA5EytxPnHUs1n7fQz5+OrXaciHjctOqRddtWXfphlXrFg8uGnJGlYMYAoWSjLHGKrugqnp2v0YFmOpWFHqDHmJRqBKThbJ6hsLYugCOOndbUlNH4SAgFXIVIMRgeLFCMAynuQFTfcqkatTB9BdPqhKpAbSsi8xQgogE5f70ahUiJWhQDVBWGASG2HrynpDACEgMC8GGmXuS/ssDIIAUBiAIxCsYBgoWRb0yU1WhbCB1qRqqOcAGACuEQ+UkoL7DscwEAy8wKMZd2gKVInTpyubKZde85/ar9h859p3H9u14+sUx9HoN45EEJVGvIdQBGkAgImUhEDiTop4VGGCU6psWkv7G9XTeyJYoiqIoiqIYr//LjKrU2bZfkz4vYStAonABqQJKAAsIIA8VSLAiVsSIOJlYPGf0HTde9dbrt116AVxAy4CqUjqTaZYC8EXJjXbuUQWCBbg//pn6ddp+xH7D/VEqoJ7VF0o0DTLup1VDEiAeUDIQC3Li0hw0kaOCVoST4zLZKYMoEV10QWYZmYUlMMMCJWD7HcYlEKCgtKEED0wVQMJsEGAAEKX1PUEZYAyaDA6soezX8ZWILYhKxVQPzYbVmU1k6mF8pn5TpHDWgLSEeiILth5UAb2KrKM6UdeRtgDKACZkbDPTgikQAkIFzpTYC4GpaiytFAoWwwQMGqydwyuGF7/z0sWFf8uOHbv/09cee2zf+FS3Z7ImczJdirGpJ6swygAcCCV8/QqGEMu5ovXZh0IM1lEURVEUxXj94yCZqeOin63rcRz9JXZQmIBEz/VFBGgJrRItGsE7URvCO9+6/c53XLt19YABUo8WPOW5cYyGAwRkbZadmMxfPXLm9HTR0YRcAwAkEFTAQiYQGy0t8r/7YHNOLJgqGXR2/eK5C4fQYIAqkDArwXi2BVJlBODIJF589egDjz618/m9rx0/XQYYlxJT2j22fNmyK7ZuuXDtuq2bVi4ZhgUSICWQEkRA2iNMFzh5ZurQsbGuMCUNAQtAUIIQwCoLRwdXL8xGHDEn0AJQVQ5EHpgocXy8OrhvQoFATsgoiCFGKiomEwpLRlurly5ou8DiARHmks3pabx8eHyiV9WlZYIS1NiBbnes3cLSBSPL5zRIjGMLZpAT4kpZgDOVPXjo5OnTp9PErFu1cuGgzQyMgVb5HIs7tq+67NK1X3li7HNf+OJLB16HzYxrdAUCBDL9vSNhSu6/joGzqVpR3/vUax9nKu9RFEVRFEUxXv8d6Vr13FrGfrbWuhDMDIaqSUNF/cV8ZYeoaDrvwvSCht22fu1lG9Zdedm6dcvaFmgoDIKhirSCq+udFuSEDEBnvHz6t3+/i8ZYyLxtQMVKxQgC48kFtizs5A2OtssTjm0iGKHq3//zf7JwboqyBBegELxq0poU3X86vLj/0APff+4Hu/aMd8uC0kKd50ViLAAoNZLGieO065vP6dd2XjBv9OpL1m+/dNnVFy+Z33CZSmYVwXdZKOPD01P/6x985viUltSq6vNTQyCAjB9bOOD/zf/yS1tWzk0DHJSKnmYDeRWCM/uOnPkf/+f/67WiqcSBTIAhgBESKZrapWLyN37p46tXLyx8aJQduGYAdQSPPHfot3//P3Q0rSipe6AJaiqfOvG9U1dfvvFf/8YnnUuq0qec+ir4xL52evzp3Xu/vevw/HlzRgabWvW+/cD3Fw413n/bjQuG281EUHRheMQ033/tgrdt+eTz+157Zu+RR3a9+OwrR7oklXWV+lABWQuhCWIQQbWfpaWCKqkY9QYSYELcgD2KoiiKohiv/77YWUOsvtKqZxhEDCoJIUFpMG2lOyzV3W+75lMfuG1hmzQgBZwERiASaD0GREBcD60Tsh5QoAM7gcFJtE5qS7UJqVhy1qCgwBnUQQjyhh0IhmAdPKPXJRsIgAdVIChcieThfdN/8LkHf/DUzkoNpQOlNOFaMBZkZrZKpKnGKMrKpo68f/bY2IuHH//Sg4+//YoNv/5zdywbTHtlaKQtUQWwcd3i9ZddfuD7u0/nNpiBgFSRQB2AVE05ffyL9z+z+WdvBowRmCwLatSZAvjyg88f7tkTGKz3iOnXg9XbMgwKrr70iiuv2XruVI0rwVPAn37l/iN52nPDcm4etsAXTQewf+iZV/YdGRtcPpIltijEZsmZjv7Hv/jyK6+//o9/67fmDmO6g0aCEXfDfV9/7Hd+/99/+uc+uXH1krHx3ty5w+1AbcZA0y7dsvKmLSs/+t5rdr7U+cO//Mr3duxuDMyx7dHxyZM0vFgnJgHCwBC8R68HV/enKEFZReJUviiKoiiKYrz+eyORolRSA2+0oqry1VS72WpkrnP66KKh9KZrrvzondesWDTAuSYBqYF4MeT7ixxJodQPlORAfDZEEhmYxCNTbcA0QZUwGS0VDM5ADgio517/HUJLrVH1aoI6IwCchQAVSdZ+/kj+x5//9sNPv+olG5m/pFQuuznUAO78DWhAFmXhvYdz1Bhhak7mE1976PGRlv2VT7yjxU0GEun1TArwjVdt/sbDz6eNdlcSIIFmIAdl4cEz06d3vvBqDze3GGxSaAWVAsiBp/a86pNB0SYAkAMYEGjVdG3X69z1ztuGWnCAIYZJQM4Du18qX3ntOLJB4SYombkZUHhbsDabQ71e+fLhY5cuH1HAWPaCVw/uf+3osQ/d85H773vwM5/5zODg4NDg4G23vvWD73vbk088+Yd/+vl/8c9+JZszPwdYioQkI5MXQuTmJdi+oXXhP/3Qdx498q0HH37yub0LW4PHTr6WDg0pm3LiBGCQpjON8VCwQjUO5ouiKIqiKMbrN/Sj5WJVY9ihQvBWS8dhoF0tm5+tWrbo5u1vufLitXMHuUlwIpwoFOqVGfWGKXV0VYYqiBgAgevRbwCMCkkAKWCgDAUHD3hShnowgwpQ5w0OtxqCwpNU8JXkAVmANwLvWk/un/jNP/jyroOTrjnHgsbOTMFmlGQqAgmAr4dGExS5VQtlo6oa0BNuteaWXfnCg092quKf/vLdObBAipRMT9yVF62+5cqtX39ktyErpAqBWgCVAOno3sNjn/3CD372PdtFiYQ8jAf+4usv7j50ahpNkMfZyRsaWEvWzq/+wkdv2TZ3GNqscjBg211P08BnP/+lkx2fW0Y9OLteD6mC5hwpznRUhpsDjz+x+71Xb0Dd5U301JO77r7rzqsvW77j2d0bN132a//Dp44dOfGv/9X/vWrlok9+6md/7//8vYMHj65duajr0TYWCBKqzHLGofSYzzRo9eM3Lv7gDR944ZWTTz295/t7T720/9Dhk+PN9mhwzZ7vemEQKdiTFTp7JaMoiqIoimK8/jucbbxW6legyzxpJcFXVqtLN66786bNN21dOX/IDQBNBYogZcFZUu9LUoaKXOJMv9Va643+FLa/cTlIfb1TiQ3Kvmu4Aa1AAviEfSIViHI2JRmCYWm/wc2AMtfT90iIRAGBmKQ1HZI/vPebD++dQDZoy2CcbTTbylxVpVaVMWQ0GHhSYZVKOSiX3gCMpMmNtljtdkJr/sjXv79r6eq177j14sVF1zRcZhLv5Rc+8o6XDhzde3TSUVVRImQABGSSzenl+V99+Rsbls27/YpVkODZPLrr5Oe+dF+OpDLNVHsCFgIAg+BQXH7hig/fujYLaKGEP6VuINimGryyf+ypZ/fCtQQGxgCB1Bv1Br4wCzXJtAdm3rfvxbFxGRhmI2osTZw6+ZGfWX+mwLTaU116+Yg/cmgCrjnQaDRcY+mCeePHT5Yjw/NGG92OR8qJdVBBKBJSACkbQHxVzl81fNO6Gz4acOhY/o0Hd9z77UdePXUmzQZhmp5SEIGcANBzO3pGURRFURTFeP3j4sRNTYwtnjvy3ne+5653LFuZYRCwgBYlmGGUUwv1CIo0TZ3zQJjJ1v0pe4R6CEXdcQz1AAyxoWDq3WQI0ABfQAtVVjUgo3Ai6Rscm1QspOqVfAhVACofOElfPnjs8ad3p6NrKBB8pyorZq6qylqbplarwmgw6gmBVXwRXNqwjdRTUsFIUfROjQ8tWnry5IGhRO/9yn2bNl+8dYQgiqLXbDZWZLhw1fJ9rz0JDiAPMkqATVD4wstYPvnA9x665bJlTetCwLe+/Z2jx06EbAlchu64oj41qHqS/LorV4eApgHyaXDweS+0hz1w8MixblFS1mZQCBVUoBUQSEpMTaFlwZzn+en89IGD+5cPrzaGfIEksRXQSuEGRk5O5b//B39kQvHB971/85a1gwaL542GojN/pKFF0Wg6JRYNrFIP30NZwjIE1lpwgXx6KBtZsyj7mQ9cu2nrZX/8xYeeeG5f5cPMbQ2f3XcyPsGiKIqiKPrpjdfKTtlBvZHCIFipLJtAplsR2QxJU/IysBJJC1VSnVnQ4vmD6Y3bNt6wbc3KJXPnDrUMBauw9byINPn/E+cpASUApCxWzV/J49NZOmGbthwfJLTbQ3lHD014jI21YZvExxoyDXDXtNSMQuH0zNohj3y65MQng5mfypG0Bwcb3cmFOjFSJYEbTx4vf+MPv3ugHK7CONczqhWBYJot7Y63MX3zliXvu+nSS1ctSlnGT598+GDvP3/7scdeOhTSUbhhsMWckYluJ2uPThXTR7qt3/w3f73xX9y52lhjOi0/UenQR++8/Jlnnz587ITNRqZ4DrUWS1EY7ljXPF4M/fUPDl+zv3PZuqHH9py6b9eRjhkyII4Bqx8AACAASURBVFd1UuM6wQWkbNlVZ7auXfzeKzctMx6aq02CXQ4XnNdg6Ymn9+c0UFI7SAKXUtXTSpG1SqQtfrYsllSycprtEez/f7723ZUbViy2Jnh4jB493Rma02p0Tm5clP36r/93f/gf/uL02PFK0fF48cjRSy/flBO84VTVEUAGZIAUALIfvkwZmug0VEaNWbY+ufFXb5nIb7z/iee/+YM9B05MvXKyO1GwTVpBVITYOthUlCABIRgtDXlDSuIVQirxSRhFURRF0eyM16Bp8DjUBOaAtJQGykA2TRuphhC6RTNNG258cuxM5viWq7Z+6I5bN62zLUJGsAqDkJDiJ7SgbePC5F/+4/dJe7hsqG2wdmA8TIrT1eSXH3j23i/vOVFyj5Kgth4srajg6Mq1K/7lL93SAChByRgijBWwbRQnisuWpBZF7s29X/7OC68cqsIIXCZSMREsoSxSou7UqVvfdd0/+cTNyxrQvGxnyby5o/PX29Xr1/7q7/zJ/tN5iQBRcANB1JKx2dhUZ7KbP/H8waVXrm3CANJMsHHF8Pvvuv2P/vizXQrjZY8SgwKh1yuszhudV0yf+fI3d25ad+N99z8zOd1LmsNTFULQrjpVNFtJMXF8xYLGL3/yw4vnsEIoMDEMfCXIA3UIz+zeJ2yLokLWgC+YiFNTdSdcmoIGFBbIQWnuw+49rz/+1L67r9pgE6xaMefP/+yvf/WXP95O06IzNW9O44otaz/7J194/zuu3vvCK/te3LNh3S8RwFD+sa5hqhwAMPFgZloZ3n/rtttu3XZsEvc//vJXvvu9fa+eqLgBY6e6veCB1qBttUQ4SCYqpQZUpUMvroCMoiiKomjWxmsXyiQUFWXKGZDCpDyQoOoZqpx2nU7PS7INa9qXb7n6+q0XLZ2fDRgYIFFYARAMPLSCWpifxLRjf3LDshYlPkcBZTvQMERCZZd1R2tKxvfZdBOc8+QsKkKAFKbbaRR+0xykIgBK5aYWvcR6a3hR6lCFKj9+xv/Njuc6YpG1oQbB+7KAddbAFhMbVsz/+B1XLG7AihhL3ldkDOVh49KhX/3UPf/HZz5/YLIo1KJiMCuTMoFYiB7e9eptV65tcoJQWmgC+sBtG8upd/6n//ytdnvO9JGDGJiD9iAXU1N53m4MPbrjuXsfXPvozuc9Z4VXMolJM9/1NiGZOr4k6/3Or3z88jVsFKUSlBMQQYg5WHzjwX37j40XNEJpUxUoc06Iyu4dt9388PcemPQtdRauBFUmaU520v/42a/edsWGAYdrr7xk1wt7/u3vf/a6m2+5eutFQwnuvOXqi9eufubpF/bseuI3fuXTrYwJ8EXRaLXe8PrksEyGVSHeUGAiBBgyrZaueOvqd25duvOl1x997tjel/bvO3R02nNFvdCpAmdgpwKIhWuIL89180dRFEVRFM26eJ0kVUs5qTgDW5BKOYnyFMKp+YPuQ3dfe897bm4y2hYGkCCJJ0cIZYcIxjJsPfb4JzTtmEHivfcNWxIB5CDOmJyReylKaCAGWaV6i3YFPIeuK2QAoGIC1qQmhT/VNoMiA1WoEHpMdv/RE/uPT/bsfJQBjtk5KXJwMCi0e+K2225fv3ggC2iyJ0sBpgLPyarJYG7ZMvehzetOPra3KAoIkTFVEPUBxhk2z+4/MV5hOLOGmNVncGTxqXuufeQHT44fnrRDC33wCAp2QhjLu12S3/13n+8WfmDOgqluDlg/3UUyCplqyeQ7r1h/9erhAYIqwESc1ZtfVkQHJvBXX/9eB6mnzGTt0O1BxQa/fNHIJz+4+bXnH3/2xICgQlqh0xGTlWH40NHpF145vmXdyKJ57V/6+Mfv+9bffP5P//iaa6+v8nDk6PEX9jw/fvrUp3/+EysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hW3Xrkm4NpHnj3z+a9975kXXjk8UVA6UGpTyIENQolYuo6iKIqiaBbHa0hmfNORgVWVQilPubtyafKu699685UXXbp0jmBiEK3SF74sBxotSwTAZml/hIgo2P6kApPaYUHiERQdSDcVgiCwyZH6dMQMLZSQgcLZbwe01WoNtFICYAlaoRKUXWQNliJ1DkgBc+TUeK5WOIGoIdEQYI0xloqiZWTrxWsHLVrwUnTJpWATBNobzxojOex127d89W+edm6gUtH+dugWMEHp5GRvsocqhWFGlSfOeUHGuH7bJS+cfLLnuz4A1gkgbCsPk6W9skibg5UgwBIxBGDDKkOJ3rp9Q7PKM5d5OrsMlEjUkzy26/WXD58Ipg12IShUYYh9vmXDlgtGsGLByO5TLlQ9NBRWFKbSZjbQfvbFA1vXjRbV9NL5Qz/7kVuHv9n8s7/8yzRNrXUrVqz4xEc/tHrx0MREb95Qoy4lG37jeyRH511pBSA2TVCVGgJbB6IUlJeoAm7cPHrZRe9+7MljX/jGg0/vO3RscpIaQzZtFSJUecTpIlEURVEUzdZ4LUreVw1bjEhvqMVXbll50/bVmzcsu2DUEcoEZyyU0E0tk3WAhyJUYqyrN8dWYp2Z2/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU68TtgAJQGTgTkK1JrDp3uVrZFSVvFOOl6H8Q1QJWlcMHCORevnm8kQLtsAZK6H4OSYOFJ7daLR4cabrpTMqwogQ3YAAaKsV5x5HS+ZjjLQCCxCKkwM737bVd849Fnxg6PVY6VjQRUAdQY8BIoTQqlcGYKLjFZgnYLoXDoXXvpmms2r2mlHn6KTbPrjXMoPTK2kz3/1QcfP9VDYRPK2loJGcoMNaS869bNQ8DWtfO//uwYQ6CFJIC4YNxYXu3ce+ied21LjaEAyXHH26697eZrprvdZrNhmFMDVswbarCqsQwofox4bfuDFM8uTDRQhbPkSMFQGKVR6+E4KDKiu7YvvGXrh/YdOv3Qjt3fe/y5o6eOTvaKSR40iEsboyiKoiiapfHaNHLTHLto1cJ/dOftV1y0ZHEzDDlF1YVXGAfKBEToEdBvAiFjEgCsMALUb+YfPuoPAJAw1T/NACmZ+qcbwFp2wZjAgAKFUU+kCgJZTVo5N3ICcYOBQEgxR9gVdUXWJSUw1g25GihDvPFdwHpjQtljonlzhpsZLAGqgEAVpABAgeFTQjvD0EDr8PQUs1OQEvUrr4Tc6+mJnlIGJRhD0Mxqt9u7YLT9qXvu+rd//rU9p4q8MgwSkDFJkFLJAODBIVUNVQlrW1l1QWp+7mPvHWkC5RSShBFSYwAos1By8KTs3n+k5EaAVZMg7ykrVd0FQ+llawbbwOXrFnJ4nV3wvoKQiKpJpiTs2Hvw0FRvTTtzBJcChMRRa6hVHzwD9Rbw/RsjpR/nFQgH338g1P8ClFjqWeb9uF1Z9fCBNTi2YGqQaS5qb33/9f/9B65/fQx//lf3fvbhgxLK+CSMoiiKomh2xuuBUXPPx9/+/ps3LW9gDjCgFXpTMA1ohtwGhTJMZhRE/R5rAljRD1XyE51ynAkUEAYjQAsEB2Uin0Ey6WXSy6n0KgzReosbMMh4chVgCEbhgZRdRQgAzxxb6QNgQQYQghACqH9CzqU2BUAghsgPRUwFAQmQJAlUSQESUlJikEBZxIeq6Lc5KCmUCCxVYnDdFSuffnHTq9/cUSEhYgkEl2i9CXzZM0lSFTkkWHDaObbt0s0XLk0hFRQAQyVhTJdIEpwcL1957fWJ6Z6ahqiFF1QVZ+rgVyyeP2iQAGuWzG0m1VSZp6kthCCiRsXw8cn8hVdPrLpkpfdi6YdK06RggPuJun+38GMl7P7Z1i9XcJ2qw3mPhJkfIGDUbTyGZLCZFkHHO37egPv0J96z4R2YV5yMT8IoiqIoimaTc1krUH7g9RefeeHFsa7Pga5YyYaDNkJlYWAsoAhIBYkiUViohdabmfdT2U9ynZpUJDCihBzqoQIBpHLopdLJQtdKqRAlrVuT65B3LuITCPAEBRhIoAmCAxIGGwM2YEvGEjNUiUhhCjGloKqDL5l623YGoEaVQl2eV4goAIJSPbNZAuCNlLbeSgUMsJKtKp+1mlT25if4wG3bL165QLoTlgKkkuBBDGtgXVWW8FVigbJzAY5+9O2XsqJQi8awVgpV8lXTIihMO3l4x96gBsaBGSIQb0gSCpdcuDwFqMKSkcFL1o9m0k2DZW8hAbYqyU9reu/Xd0yUIMNeOvUrDPX1q3ecp7rBW9F/weDv0eBDAJ3dJOjs4lYGSAlkYFOQrUO3Bnghb4jbbjpg1/7TP3hqZ15V8UkYRVEURdFscq56PXHKf/v+XQ/c98SyOUOXrF/zqXtuWzV/cG6GDPABWkiWsZ+J49Sv1IIAIuF+2VKoH67+wSiAHJgUjtjCWDDAzkMCQ0lAALGAleqQp0CwqBIgVRitlJ1RgOAAIwVQZtwcaiaqCh+gXMJBAySoaoA5OdE5OYW5w0gptdwvvxIAssq2AqYF3bK0LvFan6EoVAFVtB1GB9uWAGIY65WcSyBlCGWKxobFjTtuuXLni38dii7UIXhwgl6PG6kW3SyzvjfVtPbTd129ff2SUlCALCVJliB0UXVNNuADd4Annt1r06wUgBkQJFarDku1ce1iB7CEzNJtN1/y8t490zmZYJCS2CLkXe8Gv//EgVde6yxY3QL3Emr1k/HZBpi/da/1Y1wgA+Ds/dWPjoxReFhfF8GJjTEKdDwVRMen8aXv7XniuX0797x0vEO3/dZ745MwiqIoiqLZGa/JD7SSVUlCx6emvvXogedf+pOPv+9t1122bOP8LDGaNKZAnjDnXLmyH6QEEJAS1PQ/+5OI1+w8wQOC1ICcBQsqtgVQcFIYF2ABUZiZQ1GoGPUWcFpAS6hAnQUDHpoDFdQMthI2CFqXug1I4ANUlPjM5OTENPwwAsiAifpVagip5VIxOY1et4BhDWdvMJQgQsgcjwy2uH+7wZWADYz3DK3bmi/duHrNimWvvHbUMilpUIH3UhK8t2nqxV++9fLbr1+UISgbAaYrDDkYECxDBcTP7Jkcm+gE60QJluA9rEUpiTVLFy80/chdbblkeSt1U90AWGMg8MiMBpNXdv+h41etXpWYc20gIJ354Pxg/COf+C9eoR/6PkW/N0QVCFANsHVPNrGrm0amRJ94/vDnv/XYd57aO5arZsMudVWISxujKIqiKJql8drD9bzpeIAHOR04MJH/b3/0xWVzs20bll60dsnVm1etWCgtgxRwgCUh9QhVv3eZWcCBqO7SmAm85zcMKNfrE1VBydl2grMpvd/NrXV/h5ZkGErqCaRkAkG5UhWjjkLmiT17wCtVBAVZUAUq6l8u6BJVgCdtA3VbhxNiD7tgzmDbT4ekMa1ZMBmLYSlFhYwdn5za+eyrly5dpagbsysyalTASVWpZRx46fXexKkknRsALwyTIAiMgejS1uTcYaoAVU4AR0KiZJ0x7CufOHvZEv3YLVt+97PfKpk8CiPM1kGmwZ5KWtp0v/jeqxYtPlP5LtsBD7BBAIyyr8CQacVX79857ts5NQMxCSFUxGTgV65Z3RwdmgaYocJzhzA8f8n+Y5OUNRUeYRLOokRFzUeeO3z9dUuHbDas9VXX/iJEIqW6R2bmesjZvmrU9xBKmFm1GAieEBSDUIUKNBABJNAADSAGVKGeuAMQcKobnnnh9d0v7n/yuVeef+XYZOkKHlGXAEnlO8wmPgmjKIqiKJqd8VrYB1vVfcwCeCSczH31dP7yd/aZ7+xZNG90ycL5v/aRW9auHFnQBPfCoKmMEUClKDjJYFsiHFSS/pyPfmjWc50D/eyG88K3/NA3YOZzEFACserrVmYlMMSEQtk4SYQgJPX0NxCRsioDRmEFBE5IGWTR393bAIkyCbB62bIFthz3YyWGfGuRdMctSyWB2PQK+ZtHd7zzqlWNNhwbw45UTFVqNpAX5ZkuvvbVbxiiibFxNzhPOIFJ4SuQA+uGBc05TQSAjam8ZqYu6gOcGGYCBgjb1ixiSkpjICVxQpWKqyxzr1u1h836xQYI1sACAlgGA2CynPQ0OXi89+iz+3rc8twEAA3EglAFlcPjnf/p9z7HxXjKVTs144OLD53umPYoXKtXnYJVJ8Lepy7b+cKBMXudR9JSMIFnUnOdoc+19ShQv2wAd/ay1GseGfVEFgEk7+RZIyFSSJAyJ1KyDjZVUO4D26wHPHM8f+SxHd/6mx17Xj1RUoPSkUrnibOshgAKEMZPdEFsFEVRFEXRmyle/229bm4NkkaLQnV6fHJiYvLTv/Ho22+54Z673rF5eVLBlSE4qWyzoaIq3nLioNCShAyB2Oq57gFSWECoP7WjHrrxt5sQaGZ0xUxCxXmDkftlUlZiwECJJAERUarUgDCHJgPkW4DOjMNQqILEqAmEeaMDSxbOO/7qcZO21JL3IhZKRkEedOjIsd0vHVx+xXLA+LwMIaTN9plcTJbs3Hlg96uHc2SwaaUWJoHo/9venQZJVl13Av+fc+9972XW1jvQIBqxN5tABoERyAIbaxDWZmtkW9aEHZ6ww/7giQl/mfk4EY6JmE8T9tgTdtjjmFHISMILkgAhViGxqKEbaDU7dNN00/S+1ZaZb7n3nPnwXlYXIEseyeExpfOL6ursjqzKly+zIv7v1rnngDWgYdJzN53FwGCAdRNITf3usfAJrnR5xTmcA5FqHpPC5TU7MJcOIwdITuyZ2n2H8JogDXI/XBjueWvfkZOHya0Gj5YysII5mziy0Bw8uKdePF4wgtPF7A2mjeDVVVWCU8h7jCixDFl25OD+owfqiY2ZEFJaVsHT1fosK+khATeAKEL7DuH2hVQG5dAchF4/prqUFENRcDEFwqjRpKGMcAEHZ9M3v7v1ge89/+aBwycGsaGpRCGJE2YolBIAgpBFa2OMMcas6HjdVRuPMzG5vC+xakSIvBJHldTbeOcTrzy49dVLzz39F6676twzJq7afO7aQKqgFHsZUozBEyhBBalB136DlZzACViAXBuAiByDaNk6dxegx3sVlyJ1m/4cPJAE3H6Mu+0xlAAPCSTKqccCimj7OccMrMQEaALg4aYzfObWm1//X185qo2UAyVVBeBqZS6mD82Wd96/dePa6Q+cs4p8LyswqJpBHh7ftu+//vmXj9f9Oe3zqnVSJYAhVcEVRouTRXbjh24IQM8rCYrcQ0/1ppN2YjtQs4/sQQQmCIMVzGAG+5q1YUAmoS5TeEI7GgZpBNfLJ3pPfP+F0qv6BmgvSdrOHy6qW2icCz1efUZkVzZ13juSYr+sG/I5QtEMFzho8A5S19Xw7+742z/8D18gBzAUoPbUq7RFNUvXQjW4gXMgB2FEVqa2tGf5BYNWLgtMWZU4gWpB5Wjf8bhz36GHt7zw7POvHZuNcwOqY497k5IVAhYiqICTIgFJkVy0oejGGGOMWcnxGrT8V/WElBKUhIJzzjkiYG5UcuYWou7bceCpVw+vngxnrcp/99c/9TOXnnla31eAczkAcIQmaANptwF6ApjcuNha2k2DRExdF+2lhN0Wb9Oy/XfjdnvkQF6JhJyQAwtQi5bUfgl7aAMO2k5JUcChBjwhUwIEGhl+KoRbf27z1ueuuGvrrtHgJLJeSgzHEcTFqjKVDz/z6hu793z8putuvvHDvQk+cHD43WdfuveR7x1YzEaSob8WtUcoIBVp7auTa7LmA5ecc8WF53LCTE5IiVnfPejbQT1KryUUkBo6hAAyBAVoyESDoNsIqHBdeUZSAJTNCz/54mt1MRkjgdou3uMOhC4DZ6mhFLURRph29eF27VlVIQm+J7FClo3Kempi+lsPb7npF245+/LTPI+vp1SXxsloW2ytEISE0KZ4h6WiagAOxKD25ZgYpsTOVQ4nahydx1/fcf+dDzzeuF5/7VlH57I475yfzPp9Ca6S8dwhSqAEJFCCpn+mGUTGGGOMMf9a47Uu/dUVTTO8A5BUR40wkZtalYZDCZmfmjheD0/OxYPzoxf/21+fvqp39UWbbr7+yqsu3bR2Ks+d75MLcKwNEKEKRAI7cnSqQbZCBSAiPpWugbZKgZYd0bKZNcsaVZCAUnSRVYQJzEpV8jEB0Y8YIpRFhG5GiioQoUlrXdvP/uC3bnt53xdfO1INIokGhAAliVr5SQmya27hL7/+3dvvf8p5P6rTQlk3yChbBRTgPkSREtAUOpym4U0fvPT3fvPjfaeOUY1GRZHVw0HW6y0dZXsjIPVi3Y+lgyapc819lMQj0oSYeglFgmanrmsAgTr4yUWEex7dsfc4aszAeaSyOxMqrDWlmpSUHDlGAiImEOu04IJLlFUKUA6fVUljEZomFf2z//LOLR+94JOhYEbbVnxpiyl3WZvgFSTwaIM+Q2tQBKuQE7gGPsENgFFyr+89+uhTLz669cWDJxaODbTMN9SazZ2o4afcTGBBJGqqGgQ4Hhfq4Ae28jPGGGOMWXnxemkVWaCs4xLodsES8ALichHOQzWKh58R6ECbkUwszFf7ntz1zS0vbpiZ+KWP3XTLR6+55Ayi6Hvwky5xOxwRSpq47UrRLU8LiJe1Xj51q20s3c4GbD9SUs8cI2JdUoogBzcBRHAEezChGkR2Q9Q5NYrYQNv14GXXDpp5FeD803r/7lM3/dH/+GL0a0bZGhCgDJ8D0lBsnB9pPVtRqiAJnjMK/ZhNogbKEr0Cw8FkP9VH3/qZD577+7/xyYs3Fh4CTUWRAZr1+91Z7NbmQUCC89xj5B6UJBauAKfYcFFMUJ7V1cARKteWvKhTbUeVjxAWgC/fvWUuzsCvdi5PcwcwPRmk8ihTOb9hpqdx6BAJCQ6AhiZSj2bjkcXomaaF10AcvCbEFFaXWPX4y7O733ijuOC8GQ9JkmmCp/GvFFxU+PajHI+kl7qtYxHyI4QKVAEno27bGb9x111bn9lRRq7Eq8sb7kVkSgEuAKRaKRpRIke67LcRJCByrG2lSLKfQGOMMcas7HjN41poIYXSuOHHuBzaa0qqidsWz23sZmEqNUvwFWqt+K/+7r7bv/bA5z/9i7/9uWucxwjOi6O68iTsmZhAQUQAdD3ZuvoE/SHdlkXRVjvk3k1P9CaKUKEfo6OUGDVcBvV+Yn2/6AVkipRAQ0i+/Jlpm9hFFN7hpmsu3H7Th+576hWf0SjWERkQwYysR0KqQYgUBM76XM0fPYk88qp17LNYDeAjjU6eNuluvem6S84uRJaqmN95oYLxCY2gQeoNUlFpQgyL4vvcEx7NDtHnKS2yQWq7RgshCSmDEkIj2Pr84ODRAeIqFJMpCahXuKIZzAYanrlm4g9/7wurJ53XEXcTKsVj9UJd7p9feOh727+zfW9dVQj98fWKgwaoP3j02BWbz1Mgy9oE3QAaNamoo5AUToWytngjQSIoJO6fbFAHJOCx5w//wzfu37Lr5NGjx30osv5U3UCJBb7r+IcIJaAG1W0HFEFb7t1VlrBw16ebLV4bY4wxZuXG665Rm9K4YACkqR1uDW37fDC3NbjapPb3+8ogAgXANewapCbFkGWjlP7sjge+9sATF5975s9edva1l73/kvdvmA6INTwrOxAzASkJQX1bNvCDdfUDjhA8aVkxcRqcHJ44iP46l/JCPEOIfeUyrurypDigaTLmPHfsAbf0fdopg8QFowY2TtF//MK/men37nrsueODqs5X11pQZCKoRlWV7kuaQT2XTxY+C2l4TMtB7jTI8MIzJn/nc79163Xnc5OK4Lpl/lPB+lQFuY73YI6IJZ+CS0AmdT6olSf6KJsUJmpyC203wq4KRhN8BOZrfPnv7zo5NwjZVIoDqRuXkSvnC4xmMPjIped/5tqZHPCYoPEyMKlfiBOjsNbp3LZntufFqmE9Si4CJSRQmoK6x7Y+9ws3XtsoOEkgURJlMAjOMUCApEXnRkldRM5hYqju0AKefmnPo88cfGX3gdfeOFQlN+j3MLlRfLZYN5KU81zaWnEIqxCUqAI1AKDOwUG7pXlSBpgUCtvXaIwxxpgVHa9B3E0SUaVuCgwU1FZzqBIIiYICpESI2q43Ky9FSsDFqo7BT02uis3EztmFPdv3Pf78m6vzR6+/8qJf+8Qtl1/Y6xMFoIlgoO/ZAaOy7hVZu2r+tr2V46X0LoVpIkoMyVFPuCRp1qOckDmHVCF31NdqMCF5ATh1TGgAf6rexYEYQF3VSlWW5d5hakPxX373Yx+8+Lw7vnHvi/uOjTC5WEsU8d4TO6Uskms0rZ7IU12lwTzVwwL1hn64/KL3//5vfuKqc9fmQAY0dYms6I5x2ZmlZZ89kGvlZRbaICjHURCmNK9ZCDLrpVo7BQ9qF5OhlIgV2Lvv0EsvfX+mN4l4wo0WEny/ly8eP3j6tNs4ET//8Q9PAzng2oVvdM1AXNAe6GPXXfAXf764/+ie6ck1DUagRUqZiw2k9+S2Z44v/s5ZU6CuHXnDxAquRUgYgKOiIR1Ipq53QvDVu7f9w7eePLaAxTIvKxVMrFu38eSxV+ACCgZlCCTkQG3JuBIlVlVAyEGZxvXv3VbK9oaSdbw2xhhjzEqP123C1gSAIaRdnz4iFXA7fjxSDki7cE0aWSFdTGIFKVHoZSJpYX6eQs6Ta+q6mU1lTPTg06899/LuKzef9+u/fPMF6ydWT8EDEagqncyzcRCVH7TdjdC1ehZ4jlWZUVo3M5HKuSBHJniBoY57hKlI5XSYqOZlOlOo8wpHESAFKVxbveFzxyBFciKBSQW3XX/+1Zf8we3ffORv7vq2JuQTM6NqJBGJPHHGnM0fPzEzUWSoRIdXnLfxYx/50Eeu++BFZxU5wKLEGjy/bV7O+MpgWbGLOBmEwVvr/ewwLmZEeSgC0aA53KOc4uKM19HBw9npp5EyIFAwgwhvvLGvKWe5EN+kHjjrT2ehcPmwrsvJNQAAEulJREFUR7J+aursDX2O6py0m1C1fQlKUFHBlRt705dsOq2pyigDpXmkOZeCj4BMpIwOHjy6fmK9i/AsTWyCywHEFIvgGZgrPbmZ4zW+ct9Tj259bufB+aNDLWPIs5D183JQHTq4c+b0NU0jUREVkhJS3e6CVUCUiFTgRV3XiaRN1yBt909ClBkYvyrGGGOMMStI1/kZwOf/9LGvPP4GEFmFEUmlXYNUYiVKcAApFYACDUt07T1VlaDtEEA4goBIyUcNigwcwIDWPi5m9WxBzUzhPnp+/8orLv3w1ZvPOG3Dql6gGIvM06n+Fd30ba8NNCplNTko3PCkz6Hq3yx7L5wYjSCTVPZ1xEoVFUMU0sRNBV25cQKxUnHiJlwooQzyCdxVlIsGhqaatKFUEwd1vQZ+Dtg3q3sOHX11z4GjxwZHTgxPLlaJPGX9Nf1s1SQuPmfVpg1rLjxr7cYph4iC1akwCaAior549zXBuB+KAEA6kJLfuodnM4DF1246hKEM1Hlp/Gk+XnJWcrIRqkACCyirHfbPl68fOQnnAVSSfMgGUXNpCo1nTuRnrl814dpJigxACEkRKiArK7c4FN51MM0uOgoFuHQ09OpC7FPKTtCxc07feMaU6yXJHVIcIXACJ/UqND+7sO21ow8+ffLRZ7+/f7EcgEfkwA6B0VTQJgTWps6anoASWFxI7KAKpq64RSPQdkLJQBjPpdeu3wtOXXa4GO/8Tx//5NXn2M+hMcYYY1ZgvP6NP/nOV57Y/S/wkL6sHcvMZDhn47pf+cSNn7hxXQ+YBCaADMLaoCrhZto7S504EHwEty2jISDAEdjDEcD6jioDWVaWsaJav6VlC+Rt72mHRFBoA0g7yybSDHV975SQ2qKeqKTkI7oC7anqIMih0RimU9ZbBEZABbx8BF+/b8fWZ3e8tu9k7ab+BZ4Ra2nx2hhjjDErzP+HuR6h19dYHp+dm589fvzovoe/NfXvv/Crl23qnz6B0Uj7zmX5NKTdSwkuGM0olskXuYIdMZF/56645XW8tGK7KdOyHZStbiQMeaiCZWmM/LhaHSDVJN75BIlR1PlA0OSp6CNkoFAClWLnYTz61Mt3P/zY6/uPCnvyU1YXbYwxxhjznonXQyXmzPVXCeqDi9XJ1/Y//Z//6NJzz/zwlZdc94FzL7vwnJkMPapCYNHGC7ncc8NIjohd1wEEwl2rvXdYGpQib+96vRLitapbGiFPrICAZTzssr3HeIujEgRIUGUmSTWUJnzWxKaqm5StK8tKHb11bOGJHTsfe+bV518/cHxhNBKPfCYq6kQ28sUYY4wx5j0Tr5EVEiuJCfBVlEHKimLihUP1i3dt+fK9T162+eKzzzzrd3/5nE3rNigFlWraZT6MI3NXQ931Annbau7SRsJTUx5XVrzGUh0MQakd1SLo+oa0Rc0FJUCpncbT3iEmDiE1UpVNURTeh10Ntrww2Lpt+6Nbth2eXXT91Q3nI4RSCTGD8+C2OaMxxhhjjHlPxOtqCMfIC5CS5Ei9yruqKkOYGqk+/NzB7LmD27Y+esmF51528abrLr/wvPflk4wccAzPEZrgIoEBD6VxHTJB227T7+jascIC9tJIeQGIumaKEOq6GBIiupbSJHACEk9JKXkcH9bPb3951649d7xQ7tm7d1TW8L1YTMVIiQKH4IKXdpYQJUi0nw1jjDHGmPdIvHYJJIgCEWWPLAccHNXwdUqUTfui99KRk2+cnL93y9MT7rFbbrj8c790zeZN07nDJEuBihABD3hA0W7NbBN2u6uPwGib5a2wEgfuKsvbxWlN46zNbumZkrZtXhJcA9RADZwY4O6HXrzrWw8dOHxCRA7lZ4v0fD4TJUWBz4KqNsoQAQgk1pHaGGOMMea9FK9JoypAjLYtcmyABHJQggsqWByOyM/U2jCFKsnXv7Pt2Rd2fPymqz5y7RWbz12bacpcKIQKbtdxFYDGhnyAAkhIAiJyDOQr6aUSQAnd7J+UukEtkkDUVaSLaPARXAkTowQOLOKlXQt33PPQkzteKyVEXkPeR/Ug1AIlRw5J2tk9qVsWb3tv20RFY4wxxpj3SrwOKSpBQMJQuG46o+p4hDkB0EwiBEiN+EqmXjtRHvj6U3fct+3C951+44cuuvyiCy47b82aDClJTvDM8EwijlI7RkalIRDcyorXhASwwAHMBFVI7HJwrBVELluAj8Bbx4Yv7d7z8FOvv/DG0b2HZ4+NIMUGDYXUAnKkw/G3bGe9LGXpdtE66fL/M8YYY4wx/8rjNUPbEeukSJBxIYKSRmi3Ii1+ADAUylxLaDQf1en4XDpZphf2vNZUL2xaH7/w2etv/ejlkw5Ngwl2veAIgSFAIufGXZ5XULwWCMO1ZSDqQIgNgb16nxy14XvHIXzpK19//Mlna87nkz82hO9NN1kPnKMh5H30J2hu/tRr8YPKQLRdIjfGGGOMMe+JeC1wy0IdUbcTsZ213n6GaA0w1HdN6BIl16Pg5uo4O2oy8vXRhf/+f+58Ysfr//aTt112fggEAmIlOWmRBQZUiVdWRGTuKqybmEgBIPmsgRtFcIaTNe68e8vfPrj9yLETwyZv4BtfzKxfP3tiFj7BKTihabA44mXj22Vcr/72eG2MMcYYY9478TqhQDcBpV26FkAVQtClySmh7gmRwgkcyIMAj0hClMjHyqcG+Ww9ffDJnd9+5o/PWjfz0Z+5+ObrNl905ur1k34IpIZ6IctX1kvlVEAQFYJSCAIsRt17bPHR7+98aNuuN/YfPTo7XIxTyqdz4RK4UVSLlZ+cSbFCs0BOAyupRgBd4TYUpKcSNp265rGIbYwxxhjzXonXQgGAUjuYUUDU1V53kU9IEepVwkjEkSEEyqCckEbqKvUNUpOoBzctlFTr+TeP791z/xe/+KVrLzvvVz99y7VXXX7G6my+Tuszt5JeqnZSDIk652vFzjcP3f6NBx555tV9AzeLqRgmo1+LOkPI0TQgQuZQDmJTO6eZEy+VNqMYG+Rr28X9cYRmEI0/A2hbiFi+NsYYY4x5j8RrUIVuAyPQfea2DDiNg2STN8tiJdC0K6t+6YBJlUEJYUQ9ZDNDAPl59x9onvzrpzdtfPOzn/jIrR9Z2wAFEIBeip4qxBIpIpsAh0ZCckzjeerjsSwgdP20HSIQoSnS5LufAXeLvUtzXn5UB8B24Rkclz1QgLLWkApSQWvNzuzWjLWGJlCCCpi1rtR59tlAfOPy6PDi/vr2ex7f8txrrx9eKPn96vOuc0gk8iOkalxE0m0WlUQlciCHm8bSFYcuO726/L+S/VQYY4wxxryn4vU/jzYSu26aSjtNhmhxNHx1564/+/M9X/pS/9oL195w7eU/e8X5p09xP4XADg6sogKCOoWqeAZA7eK5tONYqC0HdwARPI8fTJfC6Ntv/NMONkIjk/fwII6AAgkEysCOKCeoRiGCaoQKsVPySXRYJdCM926+opd2v/XkCwdefPX17a/u3T/XRFekbFqVodI1/7YlZ2OMMcYYi9c/HoKCUreITAyCKJEyZYXTMIjV4PjJ+7cvfv2x76+dCJ/6+et/41O3nLMeXpETuM3igroeZYWHglWh2qV0cgonYAUrIbw90b/zKP6pMVuhAkQmhbpAPgEJEJCSB3kAvlrgLCPnlEIltDhKCE4KRODhpw/97Z3ffG7XgWMjxERhapVM90e1qADOQROpEIRVEmX2njbGGGOMsXj9YxjXdFA7DpwpC6mKo6ouNXpNJJhPUmTrjjXV33/72Zd273/fhlW//5ufPns1Yglq6jVTWVEUgAACTeM1YAJlRAC8AAKEZX022hGJ7z6OHx2xyXcDF9t/afLkaFyH0VY6KwHsyyaWCaHnue9O1PjOk0e3PPP8t5/afmR24CfXNVNFXTVVJDQAO/gAJKg6RNbEmixeG2OMMcZYvP6x0FLJdAIxoFpHECPrOVLSSJo4mxmW5Yh6i0068uqJbOeRx5//k6svPvuqzWdef8UFyLPCcyBmFQ9iarqoLQ1YmVz7GF2Pky5IY1yLQiB+d8XIP6Ym18B5ILTdvKWBNg5wxNotk/Oin3JAk7kTi/HpbXte3n3kka0vvvLWicWaUpiS3rpBJCTAZQgZYuweWBNBSYVVXNsUxBhjjDHGWLz+seip/nIgMIMIyjE1EIA9yhocNCtiVUU/Kb1s5/yJA9v23Pu9F6bdPbfccM2vffrGC85ZFcj14PrInEZoAwhUCNGRYzCIobqsMKS9zVhWkP0jRaAC2rmUjLZTSluAzUSeQAAWPRZK3PPwjn+458E9B06W4mOYLtGjfKJRDwQEgg6QIpi6R1aBCnWL7hA4e0MbY4wxxli8/jGTdde6oxtLo1B0O/zYgx0Ar42oSlPBBZCvKoWbmdPK+f5QRl999KV7n3r5/E2nbz7v/Tddvemqi89eHXyfOLBSbJgEjlSicgCICZAEFUDBXTlKt7z97mNTJSJVVVURcc7lUAelpJ4SoFBVcSWHWn1y2Htw8bmXdz/4+uKz23ccOnxcXV651co+uiIhQwJIgIbrymEEZk21EAOkSgCUIGDRYJMWjTHGGGMsXv8k8ZrRdfl4dwU0AQjaJEhUEjhAQd22xegkUkFI8wuzJ3bP7Ty68+8feGzTmv7NN1zz2Y9dvWldXnjXIzggpqYUyny7wdGTVnxqFOQPK7pWVQDMzMwAXDnnfNsnLwOHBvkC05Dx9G489Pizdz302OHZQQyTIlr0Tk9w4igUeRyWBADCmgBkOgo6aotJhFwiFrCQU5AgKAP/WN43xhhjjDEWr38U1nb1ulu/PlWzsSyCMwBWEUQQQ+XUHcgrOJtZX8fhW0fnc1fsH/DfPfDkk08/97nbfv4TN10oAaMhJvNADgJEwDGYM2j6kSUhqtqm6iVCyhqhDFXN80XF3kX86d88cucjzww1S/kM1m7MYhljKhNQ1wiZhwN4PMwyMZROdaRWQLi7xgDAyyYvir2njTHGGGMsXv8/03FTPAIApTZgn5rZAig1lLVF2aQCKQm09FVtLI9NBJh7Uw30UCWs4dD+5vm//Mb/vmv6hisvvuKi0z5w0TlnrCkyhlNkDI4SSJzrovPSVJp3oG78IZqmcc4BqHiSXX++5Bf3Hnll365Hntn92I7X5yVv/OpGgFGExno0hPMhy6XIRFI1qkEEJe1Kv6Wh0FDAqVE4BJB2+y9hlSHGGGOMMRavfxK8lDPpVCH2OHsDgEbuQxVonAprQwqGCgFKSqRw0pRK6vJeorytuIhMQxmNjox23/dUfl992qrJ377tmuuuueLCs6YSwM45du3exx8W/cdV121xiKoeTen+HfGOr9396lvH5kfNQinUXw0GEyZz5jwNB0f6+eSojs1CDR/gM0DBBCYoCZGCAa+Ud338VMcN/ZZdcdhYGWOMMcYYi9c/WcLuIma7kAsSANC2WAKgdqYjqyZSOCRScQohFiWFhsxFSU1ZIc+Q9xEBCKhXk2ocDapR08z/yf/8i8cv3/zZT9129Qcu3bjKz83NzcxM/fDDojEAMca9e/f+1bdfvf2pA8dmFxvKUsNuaiqVpStCHC2OpJoI1JdS6iwjx0WW4CKAlMAe7XNTUrTNswPQjZiESjeaxhhjjDHG/CuM14zoUL0nn8S4QGT8z65G2cvJpTsIQbpxjUtUALDzGaADlIPl3y3mPeS9WWCYb7j7zeaeP35w1eRjN1y9+frL1l552eb3r8lXB2TaeDQM0XiMKIMvGvRLyiuit2b1jf1Hnnp5/8OPv7T/8LGFyCUHuJwAnxPiwDugSd57wA8BhD4AoB3mCN/+ecd6tA6AwUp685E2VtRijDHGmBUbr4V9cvlP+eloO34sF5P6LAvoHa/rex/b/p0n6rh4+203fejzn/nFq86f6VFoBFNZkeAj0ABvzeHe72y/97vb3jp08sRIKwnwufgsvn3bJTm2N59bPEJio3CMMcYYs0LjNUt0qbIz8s54zdyWQXvyRKERmVq74dtPPLPj+ztuu/n6z37m42etxSI8gIWEZ57f/9Wv3btl+yuLTajh86n1vWyyblISCfy2Kg5NVieNmVwD23kwxhhjzAqN1x++9H0+L37KTwe9q1ShYb80HJEhDilV9UzhvDbVYPjw/Q+vX7fmgx+4cDRqXtn1+kuvvH7mujW/custNbKkLMxRnYKIQG9vSf3uZfKfQv206Yy103YejDHGGLOi8uRSzhsBjZ2Pd0nLbjQJBPQcVJFR17tEGjiPqPDcbTOM46rpZtyWmwjvqAWximMANTCpKOxcGGOMMWZFxmtoA00/7efjBywqj8bjHhnqQI6AlOCYIOgad5CoCDF3sZm4zddKoC5IS9fVxCxTchEAZyfCGGOMMSszXhtjjDHGGGN+Mta/whhjjDHGGIvXxhhjjDHGWLw2xhhjjDHG4rUxxhhjjDHG4rUxxhhjjDHGGGOMMcaY96L/C1109/d9XYPtAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">119 </div><div class="t m0 x18c h1a yce7 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">wsparcia <span class="_ _9"></span>d<span class="_ _2"></span>otyczącego <span class="_ _9"></span>kontroli<span class="_ _2"></span> <span class="_ _9"></span>podatko<span class="_ _2"></span>wych <span class="_ _9"></span>prowadzon<span class="_ _2"></span>ych <span class="_ _9"></span>przez <span class="_ _9"></span>o<span class="_ _2"></span>rgany <span class="_ _9"></span>podat<span class="_ _2"></span>kowe, <span class="_ _9"></span>chyba </span></span></div><div class="t m0 x11f hc y676 ff4 fs3 fc0 sc0 ls0 ws0">że wsparcie biegłego r<span class="_ _2"></span>ewidenta lub<span class="_ _2"></span> firmy audytorskiej w od<span class="_ _2"></span>niesieniu do takich <span class="_ _2"></span>kontroli jest </div><div class="t m0 x11f hc y677 ff1 fs3 fc0 sc0 ls0 ws0">wymagane prawem;<span class="_ _2"></span> </div><div class="t m0 x18c h1a ya7 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">obliczania <span class="_ _27"> </span>po<span class="_ _2"></span>datku <span class="_ _27"> </span>bezpośredniego <span class="_ _27"> </span>i <span class="_ _27"> </span>p<span class="_ _2"></span>ośredniego <span class="_ _27"> </span>oraz <span class="_ _40"> </span>odroczonego <span class="_ _27"> </span>podatku </span></span></div><div class="t m0 x11f hc ya8 ff1 fs3 fc0 sc0 ls0 ws0">dochodowego;<span class="_ _2"></span> </div><div class="t m0 x18c h1a yce8 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">świadczenia dora<span class="_ _2"></span>dztwa podatkowego;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x94 h1a yce9 ff1 fs3 fc0 sc0 ls30 ws0">ii.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ług <span class="_ _9"></span>o<span class="_ _2"></span>bejmujących <span class="_ _0"></span>jakikolwiek <span class="_ _0"></span>udział <span class="_ _0"></span>w <span class="_ _9"></span>zarządza<span class="_ _2"></span>niu <span class="_ _9"></span>lu<span class="_ _2"></span>b <span class="_ _9"></span>w <span class="_ _0"></span>procesie <span class="_ _0"></span>decyzyjnym <span class="_ _0"></span>badanej <span class="_ _0"></span>jednostki;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x166 h1a y4d2 ff1 fs3 fc0 sc0 ls30 ws0">iii.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">pro<span class="_ _2"></span>wadzenia księgowości ora<span class="_ _2"></span>z sporządzania d<span class="_ _2"></span>okumentacji księgowej i sprawozd<span class="_ _2"></span>ań finansowych;<span class="_ _e"></span><span class="ff1"> </span></span></span></div><div class="t m0 x166 h1a y67b ff1 fs3 fc0 sc0 ls0 ws0">iv.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">usłu<span class="_ _2"></span>g w zakresie wynagrodzeń;<span class="_ _2"></span></span></span> </div><div class="t m0 x94 h1a ycea ff1 fs3 fc0 sc0 ls51 ws0">v.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">opracowywania <span class="_ _13"> </span>i <span class="_ _7"> </span>wdrażania <span class="_ _13"> </span>procedur <span class="_ _7"> </span>ko<span class="_ _2"></span>ntroli <span class="_ _7"> </span>wewnętrznej <span class="_ _13"> </span>lub <span class="_ _13"> </span>procedur <span class="_ _13"> </span>zarządzania <span class="_ _7"> </span>ryzykiem </span></span></div><div class="t m0 x18c hc yceb ff4 fs3 fc0 sc0 ls0 ws0">związanych <span class="_ _4a"> </span>z <span class="_ _4a"> </span>przygotowywaniem <span class="_ _4a"> </span>lub <span class="_ _4a"> </span>kontrolowaniem <span class="_ _4a"> </span>informacji <span class="_ _4a"> </span>finanso<span class="_ _2"></span>wych <span class="_ _5b"> </span>lub </div><div class="t m0 x18c hc ycec ff4 fs3 fc0 sc0 ls0 ws0">opracowywaniem i wdraża<span class="_ _2"></span>niem technologicznych s<span class="_ _2"></span>ystemów dotyczących in<span class="_ _2"></span>formacji finansowej;<span class="_ _e"></span><span class="ff1"> </span></div><div class="t m0 x166 h1a y3d9 ff1 fs3 fc0 sc0 ls0 ws0">vi.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">usłu<span class="_ _2"></span>g <span class="_ _e"></span>w <span class="_ _e"></span>zakresie <span class="_ _4"></span>wyceny, <span class="_ _e"></span>w <span class="_ _e"></span>tym <span class="_ _4"></span>wyceny <span class="_ _e"></span>dokon<span class="_ _2"></span>ywanych <span class="_ _e"></span>w <span class="_ _e"></span>związk<span class="_ _2"></span>u <span class="_ _e"></span>z <span class="_ _e"></span>u<span class="_ _2"></span>sługami <span class="_ _e"></span>aktu<span class="_ _2"></span>arialnymi <span class="_ _e"></span>lub </span></span></div><div class="t m0 x18c hc yced ff4 fs3 fc0 sc0 ls0 ws0">usługami wsparcia <span class="_ _2"></span>w zakresie rozwiązywania spo<span class="_ _2"></span>rów prawnych;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x90 h1a ycee ff1 fs3 fc0 sc0 ls0 ws0">vii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">usłu<span class="_ _2"></span>g prawnych obejmujących:<span class="_ _2"></span></span></span> </div><div class="t m0 x18c h1a y516 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">udzielanie ogólnych<span class="_ _2"></span> porad prawnych;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a y861 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff1">negocjowanie w im<span class="_ _2"></span>ieniu badanej jednos<span class="_ _2"></span>tki; </span></span></div><div class="t m0 x18c h1a y4ad ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">występowanie w charakterz<span class="_ _2"></span>e rzecznika w ramach<span class="_ _2"></span> rozstrzygania s<span class="_ _2"></span>poru;<span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a y75a ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">usług związan<span class="_ _2"></span>ych z funkcją audytu wewnętrznego bad<span class="_ _2"></span>anej jednostki;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x73 h1a ycef ff1 fs3 fc0 sc0 ls0 ws0">viii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ług <span class="_ _14"> </span>związanych <span class="_ _14"> </span>z <span class="_ _14"> </span>finans<span class="_ _2"></span>owaniem, <span class="_ _14"> </span>strukturą <span class="_ _14"> </span>kapitałową <span class="_ _14"> </span>i <span class="_ _14"> </span>aloka<span class="_ _2"></span>cją <span class="_ _14"> </span>kapitału <span class="_ _14"> </span>praz <span class="_ _14"> </span>strategią </span></span></div><div class="t m0 x18c hc ycf0 ff4 fs3 fc0 sc0 ls0 ws0">inwestycyjną <span class="_ _4"></span>klienta, <span class="_ _e"></span>na <span class="_ _e"></span>rzecz <span class="_ _4"></span>którego <span class="_ _e"></span>wykony<span class="_ _2"></span>wane <span class="_ _e"></span>jest <span class="_ _e"></span>badanie, <span class="_ _e"></span>z <span class="_ _4"></span>wyjątkiem <span class="_ _e"></span>świadczenia<span class="_ _2"></span> <span class="_ _e"></span>usług </div><div class="t m0 x18c hc ycf1 ff4 fs3 fc0 sc0 ls0 ws0">atestacyjnych<span class="_ _2"></span> <span class="_ _22"> </span>w <span class="_ _22"> </span>związk<span class="_ _2"></span>u <span class="_ _22"> </span>ze <span class="_ _15"> </span>sprawozdaniami <span class="_ _22"> </span>finan<span class="_ _2"></span>sowymi, <span class="_ _22"> </span>takich <span class="_ _15"> </span>jak <span class="_ _22"> </span>wydawa<span class="_ _e"></span>nie <span class="_ _22"> </span>lis<span class="_ _2"></span>tów </div><div class="t m0 x18c hc yba3 ff4 fs3 fc0 sc0 ls0 ws0">poświadczających<span class="_ _2"></span> w związku z prosp<span class="_ _2"></span>ektami emisyjnymi badanej jedn<span class="_ _2"></span>ostki;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x166 h1a ycf2 ff1 fs3 fc0 sc0 ls0 ws0">ix.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ług w zakresie zasob<span class="_ _2"></span>ów ludzkich w odniesieniu do:<span class="_ _2"></span></span></span> </div><div class="t m0 x18c h1a ycf3 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">kadry <span class="_ _e"></span>kierowniczej <span class="_ _e"></span>mogącej <span class="_ _e"></span>wywierać <span class="_ _e"></span>znaczący <span class="_ _e"></span>wpływ <span class="_ _2"></span>na <span class="_ _4"></span>przygotowywanie <span class="_ _e"></span>dokumentacji </span></span></div><div class="t m0 x11f hc y8b4 ff4 fs3 fc0 sc0 ls0 ws0">rachunkowej <span class="_ _9"></span>lub<span class="_ _2"></span> <span class="_ _9"></span>sprawozdań<span class="_ _2"></span> <span class="_ _9"></span>finans<span class="_ _2"></span>owych <span class="_ _9"></span>podlegających<span class="_ _2"></span> <span class="_ _9"></span>badaniu <span class="_ _0"></span>ustawowemu, <span class="_ _9"></span>jeżeli <span class="_ _0"></span>takie </div><div class="t m0 x11f hc ycf4 ff4 fs3 fc0 sc0 ls0 ws0">usługi obejmują<span class="_ _2"></span>:<span class="ff1"> </span></div><div class="t m0 x11f h1a y23b ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _43"> </span><span class="ff4">poszukiwan<span class="_ _2"></span>ie lub dobór kandydatów na <span class="_ _2"></span>takie stanowiska;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x11f h1a ycf5 ffd fs3 fc0 sc0 ls0 ws0">o<span class="ff9"> <span class="_ _43"> </span><span class="ff4">przeprowadzanie ko<span class="_ _2"></span>ntroli kandydat<span class="_ _2"></span>ów na takie stanowiska;<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x18c h1a y56f ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff1">opracowywania s<span class="_ _2"></span>truktury organizacyjnej;<span class="_ _2"></span> </span></span></div><div class="t m0 x18c h1a ya47 ff8 fs3 fc0 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _4d"> </span><span class="ff4">kontroli kos<span class="_ _2"></span>ztów.<span class="ff1"> </span></span></span></div><div class="t m0 x64 h1a ycf6 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">biegły <span class="_ _4"></span>rewident <span class="_ _e"></span>i <span class="_ _4"></span>firma <span class="_ _4"></span>audytorska<span class="_ _2"></span> <span class="_ _e"></span>mogą <span class="_ _4"></span>świadczyć <span class="_ _4"></span>niektóre <span class="_ _e"></span>u<span class="_ _2"></span>sługi <span class="_ _4"></span>p<span class="_ _2"></span>odatkowe <span class="_ _e"></span>i <span class="_ _4"></span>usługi <span class="_ _4"></span>w <span class="_ _e"></span>zakresie <span class="_ _4"></span>wyceny, </span></span></div><div class="t m0 x73 hc y7ee ff4 fs3 fc0 sc0 ls0 ws0">jeżeli <span class="_ _2"></span>takie <span class="_ _2"></span>usługi <span class="_ _e"></span>nie <span class="_ _2"></span>są <span class="_ _2"></span>istotne <span class="_ _2"></span>lub <span class="_ _2"></span>jeżeli <span class="_ _2"></span>nie <span class="_ _2"></span>wywi<span class="_ _2"></span>erają <span class="_ _2"></span>one <span class="_ _e"></span>–<span class="ff1"> <span class="_ _2"></span></span>łączn<span class="_ _2"></span>ie <span class="_ _2"></span>lub <span class="_ _2"></span>osobno <span class="_ _2"></span>–<span class="ff1"> <span class="_ _2"></span></span>b<span class="_ _2"></span>ezpośredniego <span class="_ _2"></span>wpływu </div><div class="t m0 x73 hc ya2d ff4 fs3 fc0 sc0 ls0 ws0">na <span class="_ _e"></span>bad<span class="_ _2"></span>anie <span class="_ _e"></span>sprawozdania <span class="_ _e"></span>finan<span class="_ _2"></span>sowego. <span class="_ _e"></span>Usług <span class="_ _4"></span>takich <span class="_ _e"></span>nie <span class="_ _e"></span>należy <span class="_ _e"></span>uzn<span class="_ _2"></span>awać <span class="_ _e"></span>za <span class="_ _e"></span>nieistotn<span class="_ _2"></span>e, <span class="_ _e"></span>jeżeli <span class="_ _2"></span>o<span class="_ _2"></span>bejmują <span class="_ _e"></span>one </div><div class="t m0 x73 hc ycf7 ff1 fs3 fc0 sc0 ls0 ws0">agres<span class="ff4">ywne <span class="_ _1c"> </span>planowanie <span class="_ _1c"> </span>pod<span class="_ _2"></span>atkowe. <span class="_ _18"> </span>Bi<span class="_ _2"></span>egły <span class="_ _1c"> </span>rewident <span class="_ _18"> </span>lu<span class="_ _2"></span>b <span class="_ _1c"> </span>firma <span class="_ _18"> </span>au<span class="_ _2"></span>dytorska <span class="_ _1c"> </span>powinny <span class="_ _1c"> </span>mieć <span class="_ _1c"> </span>możliwość </span></div><div class="t m0 x73 hc ycf8 ff4 fs3 fc0 sc0 ls0 ws0">świadczenia <span class="_ _14"> </span>us<span class="_ _2"></span>ług <span class="_ _14"> </span>niebędących <span class="_ _14"> </span>czynnościami <span class="_ _14"> </span>rewizji <span class="_ _14"> </span>finans<span class="_ _2"></span>owej, <span class="_ _14"> </span>w <span class="_ _14"> </span>zakresie <span class="_ _14"> </span>niezwiązanym <span class="_ _14"> </span>z <span class="_ _14"> </span>polity<span class="_ _2"></span>ką </div><div class="t m0 x73 hc ycf9 ff4 fs3 fc0 sc0 ls0 ws0">podatkową <span class="_ _4"></span>Spółki <span class="_ _e"></span>i/oraz <span class="_ _4"></span>Grupy <span class="_ _e"></span>Kap<span class="_ _2"></span>itałowej <span class="_ _e"></span>„TOYA” <span class="_ _4"></span>S.A., <span class="_ _e"></span>któ<span class="_ _2"></span>re <span class="_ _e"></span>nie <span class="_ _e"></span>są <span class="_ _4"></span>zab<span class="_ _2"></span>ronion<span class="_ _2"></span>e <span class="_ _e"></span>na <span class="_ _e"></span>mocy <span class="_ _4"></span>obowiązujących </div><div class="t m0 x73 hc ycfa ff4 fs3 fc0 sc0 ls0 ws0">aktów prawnych i d<span class="_ _2"></span>o których można zaliczyć:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x7f h1a ycfb ff1 fs3 fc0 sc0 ls30 ws0">i.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ługi <span class="_ _1b"> </span>wykonywane <span class="_ _1b"> </span>w <span class="_ _1b"> </span>związ<span class="_ _2"></span>ku <span class="_ _1b"> </span>z <span class="_ _1b"> </span>pros<span class="_ _2"></span>pektem  emis<span class="_ _2"></span>yjnym <span class="_ _1b"> </span>badanej <span class="_ _1b"> </span>jed<span class="_ _2"></span>nostki, <span class="_ _1b"> </span>przeprowadzane </span></span></div><div class="t m0 x18c hc y5ae ff4 fs3 fc0 sc0 ls0 ws0">zgodnie <span class="_ _0"></span>z <span class="_ _9"></span>krajowym standardem <span class="_ _9"></span>usług <span class="_ _0"></span>pokrewnych <span class="_ _0"></span>i <span class="_ _9"></span>polegające <span class="_ _0"></span>na <span class="_ _0"></span>przeprowadzaniu <span class="_ _0"></span>uzgodnionych </div><div class="t m0 x18c hc y5af ff1 fs3 fc0 sc0 ls0 ws0">procedur: </div><div class="t m0 x94 h1a y397 ff1 fs3 fc0 sc0 ls30 ws0">ii.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff1">du<span class="_ _2"></span>e diligence w zakresie kondycji eko<span class="_ _2"></span>nomiczno<span class="_ _2"></span>-finansowej; </span></span></div><div class="t m0 x166 h1a ycfc ff1 fs3 fc0 sc0 ls30 ws0">iii.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">wydawan<span class="_ _2"></span>ie listów poświadcza<span class="_ _2"></span>jących;<span class="ff1"> </span></span></span></div><div class="t m0 x166 h1a y399 ff1 fs3 fc0 sc0 ls0 ws0">iv.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">usłu<span class="_ _2"></span>gi <span class="_ _e"></span>atesta<span class="_ _2"></span>cyjne <span class="_ _4"></span>w <span class="_ _4"></span>zakresie <span class="_ _4"></span>informacji <span class="_ _4"></span>finansowych <span class="_ _4"></span>pro <span class="_ _4"></span>forma, <span class="_ _4"></span>p<span class="_ _2"></span>rognoz <span class="_ _4"></span>wyników <span class="_ _4"></span>lub <span class="_ _4"></span>wyników </span></span></div><div class="t m0 x18c hc ycfd ff1 fs3 fc0 sc0 ls0 ws0">szacunkowych<span class="_ _2"></span>, zamieszczanych w prospekcie emisyjn<span class="_ _2"></span>ym badanej jednos<span class="_ _2"></span>tki; </div><div class="t m0 x94 h1a ycfe ff1 fs3 fc0 sc0 ls51 ws0">v.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">badanie <span class="_ _7"></span>historycznych <span class="_ _4"></span>informacji <span class="_ _7"></span>finansowych <span class="_ _7"></span>do <span class="_ _4"></span>prospektu, <span class="_ _7"></span>o <span class="_ _4"></span>którym <span class="_ _4"></span>mowa <span class="_ _7"></span>w <span class="_ _4"></span>rozporządzeniu </span></span></div><div class="t m0 x18c hc y5b3 ff4 fs3 fc0 sc0 ls0 ws0">Komisji  (WE) <span class="_ _1b"> </span>nr <span class="_ _1b"> </span>809/2<span class="_ _2"></span>004  z <span class="_ _1b"> </span>dnia <span class="_ _1b"> </span>29 <span class="_ _1b"> </span>kwietnia <span class="_ _1b"> </span>2004 <span class="_ _1b"> </span>r. <span class="_ _1b"> </span>wykonującym <span class="_ _1b"> </span>dyrektywę <span class="_ _1b"> </span>2003/71/WE<span class="_ _2"></span> </div><div class="t m0 x18c hc y5b4 ff1 fs3 fc0 sc0 ls0 ws0">Parlamentu <span class="_ _2"></span>Europejskiego <span class="_ _2"></span>i <span class="_ _2"></span>R<span class="_ _2"></span>ady <span class="_ _2"></span>w sp<span class="_ _2"></span>rawie in<span class="_ _2"></span>formacji <span class="_ _2"></span>zawartych <span class="_ _2"></span>w <span class="_ _2"></span>prospektach<span class="_ _2"></span> emis<span class="_ _e"></span>yjnych<span class="_ _2"></span> oraz </div><div class="t m0 x18c hc y769 ff4 fs3 fc0 sc0 ls0 ws0">formy, <span class="_ _1e"> </span>włączenia <span class="_ _1e"> </span>przez <span class="_ _1e"> </span>o<span class="_ _2"></span>dniesienie <span class="_ _1e"> </span>i <span class="_ _1e"> </span>publikacji <span class="_ _1e"> </span>takich<span class="_ _2"></span> <span class="_ _1e"> </span>prospektów <span class="_ _1e"> </span>emisyjnych <span class="_ _1e"> </span>oraz </div><div class="t m0 x18c hc ycff ff1 fs3 fc0 sc0 ls0 ws0">rozpowszechnian<span class="_ _2"></span>ia  reklam <span class="_ _1b"> </span>(tj.<span class="_ _2"></span>  Dz. <span class="_ _5"> </span>U. <span class="_ _1b"> </span>UE. <span class="_ _1b"> </span>L. <span class="_ _1b"> </span>z <span class="_ _1b"> </span>2004 <span class="_ _1b"> </span>r.,  n<span class="_ _2"></span>r  149, <span class="_ _5"> </span>str. <span class="_ _1b"> </span>1 <span class="_ _5"> </span>- <span class="_ _1b"> </span>uchylony) <span class="_ _1b"> </span><span class="ff4">–</span> <span class="_ _1b"> </span>obecnie </div><div class="t m0 x18c h6 y95e ff4 fs3 fc0 sc0 ls0 ws0">rozporządzenie <span class="_ _13"> </span>Parlamentu <span class="_ _7"> </span>E<span class="_ _2"></span>uropejskiego <span class="_ _7"> </span>i <span class="_ _13"> </span>Rady <span class="_ _13"> </span>(UE) <span class="_ _7"> </span>2017/1129 <span class="_ _7"> </span>z <span class="_ _13"> </span>dnia <span class="_ _13"> </span>1<span class="_ _2"></span><span class="ff1">4 <span class="_ _7"> </span>czerwca <span class="_ _13"> </span>2017 <span class="_ _7"> </span>r.<span class="_ _2"></span><span class="fs2"> <span class="_ _7"></span></span><span class="lsc">w </span></span></div><div class="t m0 x18c hc y993 ff4 fs3 fc0 sc0 ls0 ws0">sprawie <span class="_ _1f"> </span>prosp<span class="_ _2"></span>ektu, <span class="_ _1f"> </span>który <span class="_ _1f"> </span>ma <span class="_ _1f"> </span>być <span class="_ _22"> </span>publikowany <span class="_ _22"> </span>w <span class="_ _1f"> </span>związku <span class="_ _1f"> </span>z <span class="_ _1f"> </span>ofertą <span class="_ _1f"> </span>pu<span class="_ _2"></span>bliczną <span class="_ _1f"> </span>papierów </div><div class="t m0 x18c hc y994 ff4 fs3 fc0 sc0 ls0 ws0">wartościowych lub dopuszczeniem <span class="_ _0"></span>ich do obrotu <span class="_ _0"></span>na rynku regulowanym <span class="_ _0"></span>oraz uchylenia dyrektywy </div><div class="t m0 x18c hc y995 ff4 fs3 fc0 sc0 ls0 ws0">2003/71/WE <span class="_ _e"></span>(tj. <span class="_ _4"></span>Dz. <span class="_ _e"></span>U. <span class="_ _e"></span>UE<span class="_ _2"></span>. <span class="_ _e"></span>L. <span class="_ _e"></span>z <span class="_ _4"></span>2017 <span class="_ _e"></span>r., <span class="_ _e"></span>nr <span class="_ _4"></span>168, <span class="_ _e"></span>str. <span class="_ _e"></span>12) <span class="_ _4"></span>oraz <span class="_ _e"></span>rozporząd<span class="_ _2"></span>zenie <span class="_ _e"></span>de<span class="_ _2"></span><span class="ff1">legowane <span class="_ _4"></span>Komisji </span></div></div></div><div class="pi" ></div></div><div id="pf78" class="pf w0 h0" ><div class="pc pc78 w0 h0"><img class="bi x2 y2 w3 h3" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">120 </div><div class="t m0 x18c hc yb ff4 fs3 fc0 sc0 ls0 ws0">(UE) <span class="_ _2"></span>2019/980 <span class="_ _2"></span>z <span class="_ _e"></span>dnia <span class="_ _2"></span>14 <span class="_ _e"></span>marca <span class="_ _2"></span>2019 <span class="_ _2"></span>r.<span class="_ _2"></span> <span class="_ _2"></span>uzupełniające <span class="_ _2"></span>ro<span class="_ _2"></span>zporządzenie <span class="_ _2"></span>Parlam<span class="_ _2"></span>entu <span class="_ _2"></span>Europejs<span class="_ _2"></span>kiego <span class="_ _2"></span>i </div><div class="t m0 x18c hc y3d ff4 fs3 fc0 sc0 ls0 ws0">Rady (U<span class="_ _0"></span>E) <span class="_ _0"></span>2017/1129 <span class="_ _0"></span>w <span class="_ _0"></span>odniesieniu do <span class="_ _0"></span>formatu, <span class="_ _0"></span>treści, <span class="_ _0"></span>weryfikacji <span class="_ _0"></span>i <span class="_ _9"></span>za<span class="_ _2"></span>twierdzania <span class="_ _0"></span>prospektu,<span class="_ _2"></span> <span class="_ _0"></span>który </div><div class="t m0 x18c hc y3e ff4 fs3 fc0 sc0 ls0 ws0">ma być publikowany w związk<span class="_ _0"></span>u z ofertą p<span class="_ _0"></span>ubliczną papierów wartoś<span class="ff1">ciowych<span class="_ _2"></span> lub dopuszczeniem ich </span></div><div class="t m0 x18c hc y3f ff4 fs3 fc0 sc0 ls0 ws0">do obrotu na rynku regulowanym, i <span class="_ _0"></span>uchylające rozporządzenie Komisji (WE) nr 809/2004 (tj. Dz. U. </div><div class="t m0 x18c hc y40 ff1 fs3 fc0 sc0 ls0 ws0">UE. L. z 2019 r., nr 166, s<span class="_ _2"></span>tr. 26); </div><div class="t m0 x166 h1a y41 ff1 fs3 fc0 sc0 ls0 ws0">vi.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">weryfikację pak<span class="_ _2"></span>ietów konsolidacyjny<span class="_ _2"></span>ch;</span></span> </div><div class="t m0 x90 h1a y42 ff1 fs3 fc0 sc0 ls0 ws0">vii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">potwierdzenie <span class="_ _1f"> </span>spełnienia <span class="_ _1f"> </span>warunków <span class="_ _1f"> </span>zawartych <span class="_ _21"> </span>u<span class="_ _2"></span>mów <span class="_ _21"> </span>kredytowych <span class="_ _1f"> </span>na <span class="_ _21"> </span>p<span class="_ _2"></span>odstawie <span class="_ _21"> </span>analizy<span class="_ _2"></span> </span></span></div><div class="t m0 x18c hc y43 ff4 fs3 fc0 sc0 ls0 ws0">informacji <span class="_ _8"> </span>finansowych<span class="_ _2"></span> <span class="_ _8"> </span>pochodzą<span class="_ _2"></span>cych <span class="_ _8"> </span>ze  zba<span class="_ _0"></span>danych  przez <span class="_ _13"> </span>d<span class="_ _2"></span>aną <span class="_ _8"> </span>firmę <span class="_ _13"> </span>au<span class="_ _2"></span>dytorską  sprawozdań </div><div class="t m0 x18c hc y103 ff1 fs3 fc0 sc0 ls0 ws0">finansowych; </div><div class="t m0 x73 h1a y513 ff1 fs3 fc0 sc0 ls0 ws0">viii.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ługi  ates<span class="_ _2"></span>tacyjne  w <span class="_ _1b"> </span>zakresie <span class="_ _1b"> </span>sprawozdawczoś<span class="_ _2"></span>ci  dotyczącej <span class="_ _1b"> </span>ładu <span class="_ _1b"> </span>korpo<span class="_ _2"></span>racyjnego,  za<span class="_ _2"></span>rządzania </span></span></div><div class="t m0 x18c hc y514 ff4 fs3 fc0 sc0 ls0 ws0">ryzykiem oraz sp<span class="_ _2"></span>ołecznej odpowiedzialności biznesu<span class="_ _2"></span>;<span class="ff1"> </span></div><div class="t m0 x166 h1a yc32 ff1 fs3 fc0 sc0 ls0 ws0">ix.<span class="ff9"> <span class="_ _65"> </span><span class="ff4">us<span class="_ _2"></span>ługi <span class="_ _e"></span>polegające <span class="_ _e"></span>n<span class="_ _2"></span>a <span class="_ _e"></span>ocenie <span class="_ _e"></span>z<span class="_ _2"></span>godności <span class="_ _e"></span>in<span class="_ _2"></span>formacji <span class="_ _e"></span>ujawnian<span class="_ _2"></span>ych <span class="_ _e"></span>przez <span class="_ _4"></span>instytucje <span class="_ _e"></span>finan<span class="_ _2"></span>sowe <span class="_ _e"></span>i <span class="_ _e"></span>firmy </span></span></div><div class="t m0 x18c hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">inwestycyjne z <span class="_ _9"></span>wymoga<span class="_ _2"></span>mi <span class="_ _9"></span>w zakresie <span class="_ _0"></span>ujawniania informacji <span class="_ _0"></span>dotyczących adekwatności <span class="_ _0"></span>kapitałowej </div><div class="t m0 x18c hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">oraz zmiennych s<span class="_ _2"></span>kładników wynagrodzeń;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x94 h1a yc33 ff1 fs3 fc0 sc0 ls52 ws0">x.<span class="ff9 ls0"> <span class="_ _65"> </span><span class="ff4">poś<span class="_ _2"></span>wiadczenia <span class="_ _1b"> </span>doty<span class="_ _2"></span>czące <span class="_ _1b"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _1b"> </span>lub <span class="_ _5"> </span>innych <span class="_ _5"> </span>informacji <span class="_ _5"> </span>finansowych <span class="_ _5"> </span>przeznaczon<span class="_ _2"></span>ych <span class="_ _1b"> </span>dla </span></span></div><div class="t m0 x18c hc yc34 ff4 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _1c"> </span>nadzo<span class="_ _2"></span>ru, <span class="_ _1c"> </span>rady <span class="_ _1c"> </span>nadzorczej <span class="_ _1c"> </span>lub <span class="_ _21"> </span>innego <span class="_ _1c"> </span>organu <span class="_ _1c"> </span>nad<span class="_ _2"></span>zorczego <span class="_ _1c"> </span>spółki <span class="_ _1c"> </span>lub <span class="_ _1c"> </span>właścicieli, </div><div class="t m0 x18c hc yc35 ff4 fs3 fc0 sc0 ls0 ws0">wykraczające <span class="_ _e"></span>poza <span class="_ _e"></span>zakres <span class="_ _e"></span>b<span class="_ _2"></span>adania <span class="_ _e"></span>i <span class="_ _2"></span>mające <span class="_ _e"></span>p<span class="_ _2"></span>omóc <span class="_ _2"></span>ty<span class="_ _2"></span>m <span class="_ _2"></span>organ<span class="_ _2"></span>om <span class="_ _2"></span>w <span class="_ _e"></span>wypełnieniu <span class="_ _e"></span>ich <span class="_ _e"></span>u<span class="_ _2"></span>st<span class="_ _2"></span><span class="ff1">awowych </span></div><div class="t m0 x18c hc yc36 ff4 fs3 fc0 sc0 ls0 ws0">obowiązków;<span class="ff1"> </span></div><div class="t m0 x64 h1a y80 ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">świadczenie <span class="_ _18"> </span>usł<span class="_ _2"></span>ug <span class="_ _18"> </span>niebędąc<span class="_ _2"></span>ych <span class="_ _18"> </span>bad<span class="_ _2"></span>aniem <span class="_ _18"> </span>odbywa <span class="_ _1c"> </span>się <span class="_ _18"> </span>zgod<span class="_ _2"></span>nie <span class="_ _18"> </span>z <span class="_ _18"> </span>wymoga<span class="_ _2"></span>mi <span class="_ _18"> </span>należ<span class="_ _2"></span>ności <span class="_ _18"> </span>okreś<span class="_ _2"></span>lonymi </span></span></div><div class="t m0 x73 hc yb42 ff4 fs3 fc0 sc0 ls0 ws0">odpowiednio <span class="_ _2"></span>dla <span class="_ _e"></span>takich <span class="_ _2"></span>usług <span class="_ _2"></span>w <span class="_ _2"></span>zasadach <span class="_ _e"></span>etyki <span class="_ _2"></span>zawodowej <span class="_ _2"></span>oraz <span class="_ _2"></span>sta<span class="_ _2"></span>ndardach <span class="_ _2"></span>wykonywania <span class="_ _2"></span>takich<span class="_ _2"></span> <span class="_ _2"></span>usług, <span class="_ _2"></span>jak </div><div class="t m0 x73 hc yc37 ff4 fs3 fc0 sc0 ls0 ws0">również w przepisach s<span class="_ _2"></span>zczególnych;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a yc38 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">podmioty <span class="_ _1c"> </span>świadczące <span class="_ _1c"> </span>usł<span class="_ _2"></span>ugi <span class="_ _18"> </span>niebędące <span class="_ _1c"> </span>badan<span class="_ _2"></span>iem <span class="_ _18"> </span>powin<span class="_ _2"></span>ny <span class="_ _1c"> </span>cechować <span class="_ _18"> </span>s<span class="_ _2"></span>ię <span class="_ _18"> </span>kry<span class="_ _2"></span>tycznym <span class="_ _18"> </span>nas<span class="_ _2"></span>tawieniem, </span></span></div><div class="t m0 x73 hc yc39 ff4 fs3 fc0 sc0 ls0 ws0">zachowaniem  czujności  wobec  okoliczności  mogących  wskazywać  na  ew<span class="_ _0"></span>entualne  błędy  lub  zachowania </div><div class="t m0 x73 hc yc3a ff4 fs3 fc0 sc0 ls0 ws0">sprzeczne z zas<span class="_ _2"></span>adami i przepisami obowiązującymi w zak<span class="_ _2"></span>resie dziedziny<span class="_ _2"></span><span class="ff1"> </span>świad<span class="_ _2"></span>czonych usług;<span class="ff1"> </span></div><div class="t m0 x64 h1a yc3b ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _43"> </span><span class="ff4">w przy<span class="_ _2"></span>padku <span class="_ _2"></span>gdy biegły <span class="_ _2"></span>rewident lub <span class="_ _2"></span>firma audytors<span class="_ _2"></span>ka świadczą przez <span class="_ _2"></span>okres co <span class="_ _2"></span>najmniej trzech <span class="_ _2"></span>kolejnych lat </span></span></div><div class="t m0 x73 hc yc3c ff4 fs3 fc0 sc0 ls0 ws0">obrotowych na rzecz Spółki lub jednostki zależnej, usługi niebędące badaniem sprawozdań finansowych inne </div><div class="t m0 x73 hc yc3d ff4 fs3 fc0 sc0 ls0 ws0">niż <span class="_ _e"></span>us<span class="_ _2"></span>ługi, <span class="_ _e"></span>o <span class="_ _e"></span>których<span class="_ _2"></span> <span class="_ _e"></span>mowa <span class="_ _e"></span>w <span class="_ _4"></span>art. <span class="_ _e"></span>3 <span class="_ _4"></span><span class="ff1">przedmiotow<span class="_ _2"></span>ej <span class="_ _e"></span></span>Polityki,<span class="_ _2"></span> <span class="_ _e"></span>całkowite <span class="_ _e"></span>wynagro<span class="_ _2"></span>dzenie <span class="_ _e"></span>z <span class="_ _e"></span>t<span class="_ _2"></span>ytułu <span class="_ _4"></span>takich <span class="_ _e"></span>usług </div><div class="t m0 x73 hc yc3e ff4 fs3 fc0 sc0 ls0 ws0">jest <span class="_ _e"></span>ograniczone <span class="_ _e"></span>do <span class="_ _e"></span>naj<span class="_ _2"></span>wyżej <span class="_ _2"></span>70% <span class="_ _e"></span>średn<span class="_ _2"></span>iego <span class="_ _e"></span>wynagrodzeni<span class="_ _2"></span>a <span class="_ _2"></span>p<span class="_ _2"></span>łaconego <span class="_ _e"></span>w <span class="_ _e"></span>trzech <span class="_ _e"></span>kolejnych <span class="_ _e"></span>ostatn<span class="_ _2"></span>ich <span class="_ _e"></span>latach </div><div class="t m0 x73 hc yc3f ff4 fs3 fc0 sc0 ls0 ws0">obrotowych <span class="_ _18"> </span>z <span class="_ _18"> </span>tytułu <span class="_ _14"> </span>badania <span class="_ _18"> </span>Spółki <span class="_ _14"> </span>oraz,<span class="_ _2"></span> <span class="_ _14"> </span>w <span class="_ _14"> </span>stos<span class="_ _2"></span>ownych <span class="_ _14"> </span>przypadkach<span class="_ _2"></span>, <span class="_ _14"> </span>jej <span class="_ _14"> </span>jedn<span class="_ _2"></span>ostek <span class="_ _14"> </span>zależnych <span class="_ _21"> </span><span class="ff1">oraz </span></div><div class="t m0 x73 hc yc40 ff4 fs3 fc0 sc0 ls0 ws0">skonsolido<span class="_ _2"></span>wanego sprawozdania finans<span class="_ _2"></span>owego Grupy Kapitałowej „TOYA” S.A.<span class="_ _2"></span>;<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a yc41 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _30"> </span><span class="ff4">świadczenie <span class="_ _2"></span>dozwolonych <span class="_ _e"></span>usług <span class="_ _2"></span>niebędących <span class="_ _2"></span>czy<span class="_ _2"></span>nnościami <span class="_ _2"></span>rewizji <span class="_ _2"></span>finansowej <span class="_ _2"></span>jest <span class="_ _2"></span>możli<span class="_ _2"></span>we <span class="_ _2"></span>tylko <span class="_ _2"></span>i <span class="_ _e"></span>wyłącznie </span></span></div><div class="t m0 x73 hc yc42 ff4 fs3 fc0 sc0 ls0 ws0">po <span class="_ _2"></span>u<span class="_ _2"></span>przednim <span class="_ _2"></span>zatwierdzeniu<span class="_ _2"></span> <span class="_ _2"></span>przez <span class="_ _e"></span>Komitet <span class="_ _2"></span>Audy<span class="_ _2"></span>tu <span class="_ _2"></span>takiej <span class="_ _e"></span>usługi <span class="_ _e"></span>stosowną <span class="_ _e"></span>uchwałą. <span class="_ _2"></span>Komitet <span class="_ _e"></span>Audytu <span class="_ _e"></span>wyraża </div><div class="t m0 x73 hc yc43 ff4 fs3 fc0 sc0 ls0 ws0">zgodę <span class="_ _4"></span>na <span class="_ _4"></span>świad<span class="_ _2"></span>czenie <span class="_ _e"></span>d<span class="_ _2"></span>ozwolonych <span class="_ _7"></span>usług <span class="_ _4"></span>niebędącyc<span class="_ _2"></span><span class="ff1">h <span class="_ _4"></span>badaniem <span class="_ _4"></span>w <span class="_ _4"></span>przypad<span class="_ _2"></span>ku, <span class="_ _4"></span>gdy <span class="_ _4"></span>uzasadnion<span class="_ _2"></span>a <span class="_ _4"></span>potrzeba </span></div><div class="t m0 x73 hc yc44 ff4 fs3 fc0 sc0 ls0 ws0">skorzystania  z <span class="_ _8"> </span>takich <span class="_ _8"> </span>usług  zostanie <span class="_ _13"> </span>zgł<span class="_ _2"></span>oszona  przez <span class="_ _13"> </span>jeden  z <span class="_ _13"> </span>o<span class="_ _2"></span>rganów <span class="_ _8"> </span>Spółki  po <span class="_ _8"> </span>przeprowadzeniu  przez </div><div class="t m0 x73 hc yc45 ff4 fs3 fc0 sc0 ls0 ws0">Komitet <span class="_ _e"></span>audytu <span class="_ _e"></span>oceny <span class="_ _e"></span>zagroż<span class="_ _2"></span>eń <span class="_ _2"></span>i <span class="_ _e"></span>za<span class="_ _2"></span>bezpieczeń <span class="_ _e"></span>niezależności, <span class="_ _e"></span>o <span class="_ _e"></span>kt<span class="_ _2"></span>órej <span class="_ _2"></span>mowa <span class="_ _4"></span>w <span class="_ _2"></span>art.<span class="_ _2"></span> <span class="_ _2"></span>69<span class="_ _e"></span><span class="ff1">-73 <span class="_ _e"></span>usta<span class="_ _2"></span>wy <span class="_ _2"></span>z <span class="_ _e"></span>d<span class="_ _2"></span>nia <span class="_ _e"></span>11 </span></div><div class="t m0 x73 hc yc46 ff1 fs3 fc0 sc0 ls53 ws0">ma<span class="ff4 ls0">ja 2017 r. o biegły<span class="_ _2"></span>ch rewidentach,<span class="_ _2"></span> firmach audytorskich<span class="_ _2"></span> oraz nadzorze publiczn<span class="_ _2"></span>ym.<span class="ff1"> </span></span></div><div class="t m0 x6 hc y3c2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc47 ff4 fs3 fc0 sc0 ls0 ws0">Wybór  firmy <span class="_ _8"> </span>audyto<span class="_ _2"></span>rskiej  do <span class="_ _8"> </span>przeprowadzen<span class="_ _2"></span>ia  badania  sprawozdania  finansowego <span class="_ _8"> </span>Sp<span class="_ _2"></span>ółki  za <span class="_ _8"> </span>202<span class="_ _e"></span><span class="ff1">4  </span>r. <span class="_ _8"> </span>nie  dotyczył </div><div class="t m0 x6 hc y88a ff4 fs3 fc0 sc0 ls0 ws0">przedłużenia <span class="_ _4"></span>umowy <span class="_ _e"></span>o <span class="_ _e"></span>badanie <span class="_ _4"></span>sprawozdania <span class="_ _4"></span>finansowego,<span class="_ _2"></span><span class="ff1"> <span class="_ _e"></span></span>a <span class="_ _e"></span>rekomendacja <span class="_ _4"></span>Komitetu <span class="_ _e"></span>Audytu <span class="_ _e"></span>„<span class="_ _2"></span>TOYA” <span class="_ _e"></span>S.A. <span class="_ _e"></span>dotycząca </div><div class="t m0 x6 hc yc48 ff4 fs3 fc0 sc0 ls0 ws0">powołania firmy <span class="_ _0"></span>audytors<span class="_ _2"></span>kiej <span class="_ _0"></span>badającej sprawozdanie finansowe „TOYA” S.A. <span class="_ _0"></span>w <span class="_ _0"></span>latach 2023, 2024 <span class="_ _0"></span>oraz 2025 –<span class="ff1"> </span>spełniała </div><div class="t m0 x6 hc yc49 ff4 fs3 fc0 sc0 ls0 ws0">obowiązujące w<span class="_ _0"></span>arunki i <span class="_ _9"></span>zos<span class="_ _2"></span>tała <span class="_ _9"></span>sp<span class="_ _2"></span>orządzona <span class="_ _0"></span>w <span class="_ _0"></span>następstwie <span class="_ _0"></span>zorganizowanej przez <span class="_ _9"></span>Spół<span class="_ _2"></span>kę <span class="_ _9"></span>procedury<span class="_ _2"></span> <span class="_ _0"></span>wyboru <span class="_ _0"></span>spełniającej </div><div class="t m0 x6 hc y6c ff4 fs3 fc0 sc0 ls0 ws0">obowiązujące kryteria, p<span class="_ _2"></span>olegającej na:<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x64 h1a y435 ff1 fs3 fc0 sc0 ls17 ws0">a)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">zapros<span class="_ _2"></span>zeniu <span class="_ _8"> </span>przez <span class="_ _13"> </span>Spół<span class="_ _2"></span>kę <span class="_ _13"> </span>dowolnych  f<span class="_ _0"></span>irm <span class="_ _13"> </span>au<span class="_ _2"></span>dytorskich <span class="_ _8"> </span>do <span class="_ _8"> </span>składania <span class="_ _8"> </span>ofert <span class="_ _13"> </span>w  sprawie <span class="_ _13"> </span>świadczenia <span class="_ _8"> </span>usł<span class="_ _2"></span>ugi<span class="_ _0"></span> </span></span></div><div class="t m0 x73 h61 yb3c ff1 fs3 fc0 sc0 ls0 ws0">badania sprawozdania finanso<span class="_ _0"></span>wego, <span class="_ _0"></span>pod <span class="_ _0"></span>warunkiem przestrzegania art. <span class="_ _9"></span>17 ust. <span class="_ _0"></span>3<span class="ffa fs4"> <span class="_ _0"></span><span class="ff4 fs3">rozporzą<span class="_ _2"></span>dzenia Parlame<span class="_ _0"></span>ntu </span></span></div><div class="t m0 x73 hc yc4a ff4 fs3 fc0 sc0 ls0 ws0">Europejskiego <span class="_ _4"></span>i <span class="_ _4"></span>Rad<span class="_ _2"></span>y <span class="_ _4"></span>(UE) <span class="_ _4"></span>nr <span class="_ _4"></span>537/2014 <span class="_ _4"></span>z <span class="_ _4"></span>dn<span class="_ _2"></span>ia <span class="_ _4"></span>16 <span class="_ _4"></span>kwietnia <span class="_ _4"></span>2016 <span class="_ _4"></span>roku<span class="_ _2"></span> <span class="_ _4"></span>w <span class="_ _4"></span>sprawie <span class="_ _4"></span>szczegóło<span class="_ _2"></span>wych <span class="_ _4"></span>wymogów </div><div class="t m0 x73 hc yc4b ff4 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _1b"> </span>ustawowych  badań  sprawozd<span class="_ _2"></span>ań  finansowych  jednos<span class="_ _2"></span>tek  interesu  publicznego,  uchylaj<span class="_ _2"></span>ącego </div><div class="t m0 x73 hc yc4c ff4 fs3 fc0 sc0 ls0 ws0">decyzję Komisji 2005/90<span class="_ _2"></span>9/WE;<span class="ff1"> </span></div><div class="t m0 x64 h1a yc4d ff1 fs3 fc0 sc0 ls18 ws0">b)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">organizacji <span class="_ _4"></span>procedury <span class="_ _4"></span>wyb<span class="_ _2"></span>oru, <span class="_ _4"></span>która <span class="_ _4"></span>w <span class="_ _4"></span>żad<span class="_ _2"></span>en <span class="_ _4"></span>sposób <span class="_ _4"></span>n<span class="_ _2"></span>ie <span class="_ _e"></span>wyklu<span class="_ _2"></span>czała <span class="_ _4"></span>z <span class="_ _4"></span>udzia<span class="_ _2"></span>łu <span class="_ _4"></span>w <span class="_ _4"></span>procedu<span class="_ _2"></span>rze <span class="_ _4"></span>wyboru <span class="_ _4"></span>firm, </span></span></div><div class="t m0 x73 hc y223 ff4 fs3 fc0 sc0 ls0 ws0">które <span class="_ _13"> </span>uzyskał<span class="_ _2"></span>y <span class="_ _7"> </span>mniej <span class="_ _13"> </span>niż <span class="_ _13"> </span>15%<span class="_ _2"></span> <span class="_ _7"> </span>s<span class="_ _2"></span>wojego <span class="_ _7"> </span>całko<span class="_ _2"></span>witego <span class="_ _13"> </span>wynagrodzen<span class="_ _2"></span>ia <span class="_ _7"> </span>z <span class="_ _13"> </span>ty<span class="_ _2"></span>tułu <span class="_ _13"> </span>badań <span class="_ _13"> </span>od <span class="_ _13"> </span>jednostek <span class="_ _13"> </span>in<span class="_ _2"></span>teresu </div><div class="t m0 x73 hc yc4e ff4 fs3 fc0 sc0 ls0 ws0">publicznego  w <span class="_ _13"> </span>dan<span class="_ _2"></span>ym <span class="_ _8"> </span>pańskie <span class="_ _8"> </span>Unii <span class="_ _8"> </span>Euro<span class="_ _2"></span>pejskiej <span class="_ _8"> </span>w  poprze<span class="ff1">dnim <span class="_ _8"> </span>roku  kalendarzowym, <span class="_ _8"> </span>zamieszczonych  w </span></div><div class="t m0 x73 hc yc4f ff4 fs3 fc0 sc0 ls0 ws0">wykazie <span class="_ _2"></span>firm au<span class="_ _2"></span>dytorskich, <span class="_ _2"></span>o <span class="_ _2"></span>którym <span class="_ _2"></span>mowa <span class="_ _2"></span>w art. <span class="_ _2"></span>91 <span class="_ _2"></span>ustawy <span class="_ _2"></span>z <span class="_ _2"></span>dnia <span class="_ _2"></span>11 <span class="_ _2"></span>maja <span class="_ _2"></span>2017 r. <span class="_ _2"></span>o <span class="_ _2"></span>biegł<span class="_ _2"></span>ych <span class="_ _2"></span>rewidentach, </div><div class="t m0 x73 hc yc50 ff1 fs3 fc0 sc0 ls0 ws0">firmach audytorskich<span class="_ _2"></span> oraz nadzorze pub<span class="_ _2"></span>licznym; </div><div class="t m0 x64 h1a y77 ff1 fs3 fc0 sc0 ls19 ws0">c)<span class="ff9 ls0"> <span class="_ _59"> </span><span class="ff4">przygotowaniu<span class="_ _2"></span> <span class="_ _21"> </span>przez <span class="_ _21"> </span>Spół<span class="_ _2"></span>kę <span class="_ _1c"> </span>d<span class="_ _2"></span>okumentacji <span class="_ _21"> </span>przetargowej<span class="_ _2"></span> <span class="_ _21"> </span>dla <span class="_ _21"> </span>zap<span class="_ _2"></span>roszonych <span class="_ _21"> </span>firm <span class="_ _21"> </span>audyto<span class="_ _2"></span>rskich, <span class="_ _21"> </span>która </span></span></div><div class="t m0 x73 hc yc51 ff4 fs3 fc0 sc0 ls0 ws0">umożliwiła <span class="_ _e"></span>im <span class="_ _e"></span>poznan<span class="_ _2"></span>ie <span class="_ _2"></span>dział<span class="_ _2"></span>alności <span class="_ _e"></span>Spółki, <span class="_ _e"></span>wskazy<span class="_ _2"></span>wała <span class="_ _e"></span>sprawozdania <span class="_ _e"></span>finans<span class="_ _2"></span>owe <span class="_ _2"></span>pod<span class="_ _2"></span>legające <span class="_ _e"></span>badaniu <span class="_ _e"></span>oraz </div></div></div><div class="pi" ></div></div><div id="pf79" class="pf w0 h0" ><div class="pc pc79 w0 h0"><img class="bi x2 y21e w36 h5f" alt="" 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ZWhZ+vcBCLFm2ozGj3nUOqQDQSoBwQqgIKSmSBeb+UoRGwsB6AQiMA4ZOWkZYsgsDZBSoNu4fCSjeuXvO9923c+47/0lcd3P//ilI/tIlEURVEURW+mkK1EdR2VNBhVkPzErjFiRJigQDBWmIVZQRAgKHshURLtdhtDo1OFolKkA2ADCfBd0t4g5Q3kLP78od6dd9506ab165cvbqWK/thsUD1tg4NYL+gBQPKTB8mQOk0b3wAALYACjhXk4RTWAEYEofJkxCaYKQ3XkZsBo4AKEKAyYdI60lrAqpr+HjZ1ZZxnBpdMMSzAAVC1TIZmfuDM9jmeEAAGOQUqBahfeWdSQkAIsP0Cs5w5D2IlJwLtT/dThkgIbOqd5E3duq1AZvv/K5h5YA4EgQI6xCxVNUx2IdGqjfbqZZuPnTrvn33h2Sd27prq5APDo0FNXgU2SX20VZEbY9IkUXAAFZUICMbV+9qwCkNIA0FLNwjVmRuAQAog1Pve16csYKW4tWQURVEURTFkv7GYDa0bLyD1Vow/PmtaBUCAMkEVFAhCDJD2I6Mo1GWUF96x8w0LVJCC1TvOm9JZvXD4+suvWbG4ed3G1QtHBpoOVBUsBcEqMUAEgXpoIFiGe52Dlfo3E8ioaFCFMQALwETEMASjQUWVDHimfKwQCdzPz5ogEGBBdcY906oB8JnSsxWjqgoxVE+6FgKIdKY6rVCBkkKVhJgNQUWJiRlU/yhDpPUQkXqbHCigCmYyDIggKIiCKtHMVo4AQU3/JmfmsIwJEpSECAyFijMGIgxAed5QY6Cx8LO/vnTfwe0v7D/8wGPPPfnCgVNeeyF4OLIZJYMVKEA5eAHBJkwsIvX47nqrTIIwlKSH/u3TzG/vT3KhQHhzvUYQRVEURVH0pg/ZZybi0cymjD+GVTj0vyRUR3Du9xj3h8dJo9GcOH0aHJwzVsrBlHqTp6+79KIP3Xr99ovmjWYA0AYsVELBCGzsOVuo1BtBEglIXy/GGQECIIAlZgvjUQ+cRiAyxpLvQStiAxioAUiVFETMCiVRgDKU/V8jAq8IgrRxJuMySADShJT6MZ0w80sFdOaDDMhoZlsd9Z6Z65AuIiLKxjCqmfhed4yD+vMGdeaPzYb79xWqSkRE6H9Dv6IsQIvZWCIgMIQQIL5/CGyTJHWJnSfjy5botSvW3HXDhbsOdL/ygye/9fAzh8e6wbVMa6Qz1QvT44EIrHAGTGSthgAoQ2eys2ZhGiAlmjk4FmKFAVDfDkE1puwoiqIoimLIfmMJu19treM1/2SxUokERkMgDkTK3M+ddTjWfidEPn4qtdpyIeNy46pF12xZt3nDqnWLBxcNOaPKQQyBQknGWGOVXVBVPbPXowJMdXMKvU5vsShUiclCWT1DYWxdDEedvi2pqQNxEJAKuQoQYjC8WCEYhtPcgKk+ZVI16mD6SytVidQAWtYFZyhBRIJyf9q1CpESNKgGKCsMAkNsPaNPSGAEJIaFYMPMnUn/pQIQQAoDEATiFQwDBYuiXrepqlA2kLpsDdUcYAOAFcKhchJQ3+dYZoKBFxgU4y5tgUoR2ryyuXLZVe+79Yp9h49+75G9O558YQy9XsN4JEFJ1GsIdYwGEIhIWQgEzqSopwoGGKX61oWkPu2zZey48U0URVEURTFkvwFGVeqE269Pn5OzFSBRuIBUASWABQSQhwokWBErYkScTCyeM/qu6694+7XbNp8HF9AyoKqUzmSapQB8UXKjnXtUgWAB7o+Lpn7Nth+0X3dXlQqop/qFEk2DjPuZ1ZAEiAeUDMSCnLg0B03kqKAV4cS4THbKIEpEF56XWUZmYQnMsEAJ2H7ncQkEKChtKMEDUwWQMBsEGABEaX1nUAYYgyaDA2so+zV9JWILolIx1UOzYXVm65l6bJ+p3xQpnDUgLaGeyIKtB1VAryLrqM7VdbAtgDKACRnbzLRgCoSAUIEzJfZCYKoaSyuFgsUwAYMGa+fwiuHF7968uPBv27Hjuf/0jUce2Ts+1e2ZrMmcTJdibOrJKowyAAdCCV+/miHEcraAfeahEON1FEVRFEUxZL9xJDM1XfQTdj2yo78ADwoTkOjZTokALaFVokUjeCdqQ3j327ff/q6rt64eMEDq0YKnPDeO0XCAgKzNsuOT+SuHT5+aLjqakGsAgASCCljIBGKjpUX+dx9szokFUyWDzq5fPHfhEBoMUAUSZiUYz7ZAqowAHJ7EC68cue/hJ3Y+u+fVY6fKAONSYkq7R5cvW3bZ1i3nr123dePKJcOwQAKkBFKCCEh7hOkCJ05PHTw61hWmpCFgAQhKEAJYZeHo4OqF2Ygj5gRaAKrKgcgDEyWOjVcH9k4oEMgJGQUxxEhFxWRCYcloa/XSBW0XWDwgwlyyOTWNlw6NT/SqusxMUIIaO9DtjrVbWLpgZPmcBolxbMEMckJcKQtwurIHDp44depUmph1q1YuHLSZgTHQKp9jcdv2VZdsXvu1x8a+8KUvv7j/NdjMuEZXIEAg0993Eqbk/msaOJOtFfUdUL0ycqYKH0VRFEVRFEP262Zs1bMrHfsJW+uiMDMYqiYNFfWX+pUdoqLpvAvTCxp22/q1l2xYd/kl69Yta1ugoTAIhirSCq6ufVqQEzIAnfbymd/5gy4aYyHztgEVKxUjCIwnF9iysJPXOdouTzi2iWCEqn//z//JwrkpyhJcgELwqklrUnTfqfDCvoP3/fCZH+3aPd4tC0oLdZ4XibEAoNRIGseP0a5vP6Pf2HnevNErL16/ffOyKy9aMr/hMpXMKoLvslDGh6an/tc//OyxKS2pVdXnp4ZAABk/tnDA/5v/5Ze3rJybBjgoFT3NBvIqBGf2Hj79P/7P/9erRVOJA5kAQwAjJFI0tUvF5G/+8idWr15Y+NAoO3DNAOoIHnrm4O/8wX/oaFpRUvdGE9RUPnXieyevvPSCf/2bn3IuqUqfcuqr4BP76qnxJ5/b891dh+bPmzMy2NSq9937frhwqPHBW65fMNxuJoKiC8MjpvnBqxe8Y8unnt376lN7Dj+064WnXz7cJamsq9SHCshaCE0Qgwiq/UQtFVRJxag3kAAT4hbuURRFURTFkP33w84aYvWVVj3DIGJQSQgJSoNpK91hqe58x1Wf/tAtC9ukASngJDACkUDrUSEC4nq8nZD1gAId2AkMTqJ1QluqTUjFkrMGBQXOoA5CkNftSTAE6+AZvS7ZQAA8qAJB4UokD+6d/sMv3P+jJ3ZWaigdKKUJ14KxIDOzzSJNNUZRVjZ15P3TR8deOPToV+5/9J2XbfiNn79t2WDaK0MjbYkqgAvWLV5/yaX7f/jcqdwGMxCQKhKoA5CqKaePffnepzb93I2AMQKTZUGNOlMAX73/2UM9exyD9c4y/dqweluGQcGVmy+7/KqtZ0/VuBI8BfzZ1+49nKc9Nyxn52cLfNF0APsHnnp57+GxweUjWWKLQmyWnO7of/yLr7782mv/+Ld/e+4wpjtoJBhx193zzUd+9w/+/Wd+/lMXrF4yNt6bO3e4HajNGGjapVtW3rBl5cfef9XOFzt/9Jdf+8GO5xoDc2x7dHzyBA0v1olJgDAwBO/R68HVHStKUFaROL8viqIoiqIYsv+eSKQoldTAG62oqnw11W62GpnrnDqyaCi94arLP3b7VSsWDXCuSUBqIF4M+f4SSFIo9WMlORCfiZJEBibxyFQbME1QJUxGSwWDM5ADAuo52X+H0FJrVL2aoM4IAGchQEWStZ89nP/JF7/74JOveMlG5i8plctuDjWAO3fbGpBFWXjv4Rw1Rpiak/nENx54dKRlf/WT72pxk4FEej2TAnz9FZu+9eCzaaPdlQRIoBnIQVl48PT0qZ3Pv9LDjS0GmxRaQaUAcuCJ3a/4ZFC0CQDkAAYEWjVd2/U6d7z7lqEWHGCIYRKQ88BzL5Yvv3oM2aBwE5TM3BIovC1Ym82hXq986dDRzctHFDCWveCVA/tePXL0I3d99N577v/sZz87ODg4NDh4y81v//AH3vH4Y4//0Z998V/8s1/N5szPAZYiIcnI5IUQuXkJtm9onf9PP/K9hw9/5/4HH39mz8LW4NETr6ZDQ8qmnDgOGKTpTMM8FKxQjSP8oiiKoiiKIfsN+snSsaox7FAheKul4zDQrpbNz1YtW3Tj9rddftHauYPcJDgRThQK9cqMepuVOsAqQxVEDIDA9ZA4AEaFJIAUMFCGgoMHPClDPZhBBajzOodbDUHhSSr4SvKALMAbgXetx/dN/NYffnXXgUnXnGNBY6enYDNKMhWBBMDXQ6YJityqhbJRVQ3oCbdac8uufOn+xztV8U9/5c4cWCBFSqYn7vILV990+dZvPvScISukCoFaAJUA6eieQ2Of+9KPfu5920WJhDyMB/7imy88d/DkNJogjzPTOTSwlqydX/vFj920be4wtFnlYMC2u56mgc998SsnOj63jHrQdr1aUgXNOVKc7qgMNwcefey591+5AXX3N9ETj++6847br7xk+Y6nn7tg4yW//j98+ujh4//6X/3fq1Yu+tSnf+73/8/fP3DgyNqVi7oebWOBIKHKLGccSo/5TINWP3H94g9f96HnXz7xxJO7f7jn5Iv7Dh46Md5sjwbX7PmuFwaRgj1ZoTNXMoqiKIqiKIbs13WmIVupX40u86SVBF9ZrTZfsO72GzbdsHXl/CE3ADQVKIKUBWdJvZtJGSpyiTP9FmytNwlU2P7W5yD19f4mNij7ruEGtAIJ4BP2iVQgytmUZAiGpf06twTKXM/pIyESBQRiktZ0SP7o7m8/uGcC2aAtg3G20Wwrc1WVWlXGkNFg4EmFVSrloFx6AzCSJjfaYrXbCa35I9/84a6lq9e+6+aLFhdd03CZSbyXX/zou17cf2TPkUlHVUWJkAEQkEk2p5fnf/XVb21YNu/Wy1ZBgmfz8K4TX/jKPTmSyjRT7QlYCAAMgkNx6fkrfubmtVlACyX8SXUDwTbV4OV9Y088vQeuJTAwBgik3qg38IVZqEmmPTDz3r0vjI3LwDAbUWNp4uSJj/7s+tMFptWe7NJLh/3hgxNwzYFGo+EaSxfMGz92ohwZnjfa6HY8Uk6sgwpCkZACSNkA4qty/qrhG9Zd97GAg0fzb92/4+7vPvTKydNpNgjT9JSCCOQEgJ7dDTSKoiiKoiiG7P8ynLipibHFc0fe/+733fGuZSszDAIW0KIEM4xyaqEeQZGmqXMeCDMJuz+Pj1APqqg7kaEegCE2FEy9Bw0BGuALaKHKqgZkFE4kfZ1jk4qFVL2SD6EKQOUDJ+lLB44++uRz6egaCgTfqcqKmauqstamqdWqMBqMekJgFV8ElzZsI/WUVDBSFL2T40OLlp44sX8o0bu/ds/GTRdtHSGIoug1m40VGc5ftXzvq4+DA8iDjBJgExS+8DKWT973gwduumRZ07oQ8J3vfu/I0eMhWwKXoTuuqE8Nqp4kv+by1SGgaYB8Ghx83gvtYQ8cOHy0W5SUtRkUQgUVaAUEkhJTU2hZMOd5fio/tf/AvuXDq40hXyBJbAW0UriBkRNT+R/84R+bUHz4Ax/ctGXtoMHieaOh6MwfaWhRNJpOiUUDq9Rj+lCWsAyBtRZcIJ8eykbWLMp+9kNXb9x6yZ98+YHHntlb+TBzc8Nn9qyMT7AoiqIoit7qIVvZKTuoN1IYBCuVZRPIdCsimyFpSl4GViJpoUqq0wtaPH8wvX7bBddtW7Nyydy5Qy1DwSpsPVMiTf4+oZ4SUAJAymLV/JU8Pp2lE7Zpy/FBQrs9lHf04ITH2Fgbtkl8tCHTAHdNS80oFE5Prx3yyKdLTnwymPmpHEl7cLDRnVyoEyNVErjx+LHyN//o+/vL4SqMcz3TWhEIptnS7ngb0zduWfKBGzZvXrUoZRk/deLBA73//N1HHnnxYEhH4YbBFnNGJrqdrD06VUwf7rZ+69/89QX/4vbVxhrTafmJSoc+dvulTz395KGjx202MsVzqLVYisJwx7rmsWLor3906Kp9nUvWDT2y++Q9uw53zK8Y2wsAACAASURBVJABuaqTGtcJLiBly646vXXt4vdfvnGZ8dBcbRLscrjgvAZLjz25L6eBktpBEriUqp5WiqxVIm3x02WxpJKV02wPY9//843vr9ywYrE1wcNj9MipztCcVqNz4oJF2W/8xn/3R//hL06NHasUHY8XDh/ZfOnGnOANp6qOADIgA6QAkP34ZcrQRKehMmrMsvXJ9b9200R+/b2PPfvtH+3ef3zq5RPdiYJt0gqiIsTWwaaiBAkIwWhpyBtSEq8QUolPwiiKoiiKZnPIBk2Dx6EmMAekpTRQBrJp2kg1hNAtmmnacOOTY6czxzddsfUjt928cZ1tETKCVRiEhBQ/peVuFyxM/uU//oC0h8uG2gZrB8bDpDhVTX71vqfv/uru4yX3KAlq60HUigqOLl+74l/+8k0NgBKUjCHCWAHbRnG8uGRJalHk3tz91e89//LBKozAZSIVE8ESyiIl6k6dvPk91/yTT964rAHNy3aWzJs7On+9Xb1+7a/97p/uO5WXCBAFNxBELRmbjU11Jrv5Y88eWHr52iYMIM0EF6wY/uAdt/7xn3yuS2G87FFiUCD0eoXVeaPziunTX/32zo3rrr/n3qcmp3tJc3iqQgjaVaeKZispJo6tWND4lU/9zOI5rBAKTAwDXwnyQB3CU8/tFbZFUSFrwBdMxKmpuhMuTUEDCgvkoDT34bndrz36xN47r9hgE6xaMefzf/7Xv/Yrn2inadGZmjencdmWtZ/70y998F1X7nn+5b0v7N6w7pcJYCi/oWuYKgcATDyYmVaGD9687Zabtx2dxL2PvvS17/9g7yvHK27A2KluL3igNWhbLREOkolKqQFV6dCL6yOjKIqiKJrlIduFMglFRZlyBqQwKQ8kqHqGKqddp9PzkmzDmvalW668duuFS+dnAwYGSBRWAAQDD62gFuanMR3Zn9iwrEWJz1FA2Q40DJFQ2WXd0ZqS8b023QjnPDmLihAghel2GoXfOAepCIBSualFL7HeGl6UOlShyo+d9n+z45mOWGRtqEHwvixgnTWwxcSGFfM/cdtlixuwIsaS9xUZQ3m4YOnQr336rv/js1/cP1kUalExmJVJmUAsRA/ueuWWy9c2OUEoLTQBfeiWC8qpd/+n//yddnvO9OEDGJiD9iAXU1N53m4MPbzjmbvvX/vwzmc9Z4VXMolJM9/1NiGZOrYk6/3ur37i0jVsFKUSlBMQQYg5WHzr/r37jo4XNEJpUxUoc06Iyu5tt9z44A/um/QtdRauBFUmaU520v/4ua/fctmGAYerL7941/O7/+0ffO6aG2+6cuuFQwluv+nKi9aufurJ53fveuw3f/UzrYwJ8EXRaLVe9/rksEyGVSHeUGAiBBgyrZauePvqd29duvPF1x5+5uieF/ftPXhk2nNFvdCpAmdgpwKIhWuIL892+UdRFEVRFM3SkJ0kVUs5qTgDW5BKOYnyJMLJ+YPuI3defdf7bmwy2hYGkCCJJ0cIZYcIxjJsPSb5pzQdmUHivfcNWxIB5CDOmJyReylKaCAGWaV6k3cFPIeuK2QAoGIC1qQmhT/ZNoMiA1WoEHpMdt+R4/uOTfbsfJQBjtk5KXJwMCi0e/yWW25dv3ggC2iyJ0sBpgLPyarJYG7aMveBTetOPLKnKAoIkTFVEPUBxhk2T+87Pl5hOLOGmNVncGTx6buufuhHj48fmrRDC33wCAp2QhjLu12S3/t3X+wWfmDOgqluDlg/3UUyCplqyeS7L1t/5erhAYIqwESc1RtnVkT7J/BX3/xBB6mnzGTt0O1BxQa/fNHIpz686dVnH336+ICgQlqh0xGTlWH44JHp518+tmXdyKJ57V/+xCfu+c7ffPHP/uSqq6+t8nD4yLHndz87furkZ37hkysXD1lFqMrBViN4b2zyd1+fUpEQMZEhJgTSYKpemqZgFq8jo3bZ9hU3X74m4OqHnj79xW/84KnnXz40UVA6UGpTyIENQolYxo6iKIqiaNaHbEhmfNORgVWVQilPubtyafKea99+4+UXbl46RzAxiFbpC1+WA42WJQJgs7Q/ZkQUbH9asUntsCDxCIoOpJsKQRDY5Eh9OmKGFkrIQOHMtwPaarUGWikBsAStUAnKLrIGS5E6B6SAOXxyPFcrnEDUkGgIsMYYS0XRMrL1orWDFi14KbrkUrAJAu2NZ42RHPaa7Vu+/jdPOjdQqWh/Q3ULmKB0YrI32UOVwjCjyhPnvCBjXLvt4udPPN7zXR8A6wQQtpWHydJeWaTNwUoQYIkYArBhlaFEb96+oVnlmcs8nVkkSiTqSR7Z9dpLh44H0wa7EBSqMMQ+37Jhy3kjWLFg5LmTLlQ9NBRWFKbSZjbQfvqF/VvXjRbV9NL5Qz/30ZuHv93887/8yzRNrXUrVqz45Mc+snrx0MREb95Qoy4rG379OyVH51xpBSA2TVCVGgJbB6IUlJeoAq7fNHrJhe995PGjX/rW/U/uPXh0cpIaQzZtFSJUecQJJFEURVEUze6QLUreVw1bjEhvqMWXb1l5w/bVmzYsO2/UEcoEpy2U0E0tk3WAhyJUYqyrt9dWYp2Z8/wPNyUOjADj0HRkwRYE5ZZHmNLBcT+QB4bNWSsgKCyIJ3pFx6eFIuU69ztgAJQGTgTkK1JrDp7qVrZFSVvFOOl6H8Q1QJWlcN7CORetnm8kQLtsAZK6Q4OSYOFJ7daLRocabrpTMqwogQ3YAAaKsV5x+FS+ZjjLQCCxCKkwM733HZd96+Gnxg6NVY6VjQRUAdQY8BIoTQqlcHoKLjFZgnYLoXDoXb15zVWb1rRSDz/Fptn1xjmUHhnbyZ7/+v2PnuyhsAllba2EDGWGGlLecfOmIWDr2vnffHqMIdBCEkBcMG4sr3buOXjXe7alxlCA5LjtHVffcuNV091us9kwzKkBK+YNNVjVWAYUbyBk2/7IxTPLFg1U4Sw5UjAURmnUejgOiozoju0Lb9r6kb0HTz2w47kfPPrMkZNHJnvFJA8axIWPURRFURTN6pBtGrlpjl24auE/uv3Wyy5csrgZhpyi6sIrjANlAiL0COi3hZAxCQBWGAHqN/MPHwoIAEiY6p9mgJRM/dMNYC27YExgQIHCqCdSBYGsJq2cGzmBuMFAIKSYI+yKujrrkhIY64ZcDZQh3vguYL0xoewx0bw5w80MlgBVQKAKUgCgwPApoZ1haKB1aHqK2SlIifpVWELu9dRETymDEowhaGa12+2dN9r+9F13/NvPf2P3ySKvDIMEZEwSpFQyAHhwSFVDVcLaVladl5qf//j7R5pAOYUkYYTUGADKLJQcOCHP7TtcciPAqkmQ95SVqu6CofSSNYNt4NJ1Czm8xi54X0FIRNUkUxJ27DlwcKq3pp05gksBQuKoNdSqD56BehP5/u2R0ht5NcLB9x8I9b8AJZZ69nk/dFdWPXxgDY4tmBpkmovaWz947X//oWtfG8Pn/+ruzz14QEIZn4RRFEVRFM3mkD0wau76xDs/eOPG5Q3MAQa0Qm8KpgHNkNugUIbJjIKo33tNACv60Up+qlORM4ECwmAEaIHgoEzkM0gmvUx6OZVehSFab4wDBhlPrgIMwSg8kLKrCAHgmWMrfQAsyABCEEIA9U/IudSmAAjEEPmxoKkgIAGSJIEqKUBCSkoMEiiL+FAV/cYHJYUSgaVKDK65bOWTL2x85ds7KiRELIHgEq23kS97JkmqIocEC047R7dt3nT+0hRSQQEwVBLGdIkkwYnx8uVXX5uY7qlpiFp4QVVxpg5+xeL5gwYJsGbJ3GZSTZV5mtpCCCJqVAwfm8yff+X4qotXei+WfqxMTQoGuJ+r+/cMbyhn98+2fumC62wdznkkzPwAAaNu7DEkg820CDre8fMG3Gc++b4N78K84kR8EkZRFEVRNPucTVyB8v2vvfDU8y+MdX0OdMVKNhy0ESoLA2MBRUAqSBSJwkIttN4OvZ/Nfpqr2KQigREl5FAPFQgglUMvlU4WulZKhShp3bJcR72zQZ9AgCcowEACTRAckDDYGLABWzKWmKFKRApTiCkFVR1/ydQbvzMANaoU6lK9QkQBEJTqGc8SAG+ktPUGLGCAlWxV+azVpLI3P8GHbtl+0coF0p2wFCCVBA9iWAPrqrKErxILlJ3zcORj79zMikItGsNaKVTJV02LoDDt5MEde4IaGAdmiEC8IUkoXHz+8hSgCktGBi9eP5pJNw2WvYUE2KokP63p3d/cMVGCDHvp1K821Nev3rOe6sZvRf/Fg/+Clh8C6MzWQmeWvjJASiADm4JsHb01wAt5Q9x20wG79p360RM786qKT8IoiqIoimafs5XsiZP+u/fuuu+ex5bNGbp4/ZpP33XLqvmDczNkgA/QQrKM/Uwop37VFgQQCfdLmEL9iPUPRgHkwKRwxBbGggF2HhIYSgICiAWsVEc9BYJFlQCpwmil7IwCBAcYKYAy4+ZQM1FV+ADlEg4aIEFVA8yJic6JKcwdRkqp5X4plgCQVbYVMC3olqV1idf6DEWhCqii7TA62LYEEMNYr+RcAilDKFM0Nixu3HbT5Ttf+OtQdKEOwYMT9HrcSLXoZpn1vammtZ+548rt65eUggJkKUmyBKGLqmuyAR+4Azz29B6bZqUAzIAgsVp1WKoL1i52AEvILN1y48Uv7dk9nZMJBimJLULe9W7wh4/tf/nVzoLVLXAvoVY/H59piflbd1xv4AIZAGfusn5yrIzCw/q6IE5sjFGg46kgOjaNr/xg92PP7N25+8VjHbrlt98fn4RRFEVRFM3mkE1+oJWsShI6NjX1nYf3P/vin37iA++45pJlF8zPEqNJYwrkCXPOli77cUoAASlBTf+zP42Qzc4TPCBIDchZsKBiWwAFJ4VxARYQhZk5FIWKUW8BpwW0hArUWTDgoTlQQc1gK2GDoHXZ24AEPkBFiU9PTk5Mww8jgAyYqF+xhpBaLhWT0+h1CxjWcOY2QwkihMzxyGCL+zcdXAnYwHjP0LrdefMFq9esWPbyq0csk5IGFXgvJcF7m6Ze/KVbL7312kUZgrIRYLrCkIMBwTJUQPzU7smxiU6wTpRgCd7DWpSSWLN08ULTD97VlouXt1I31Q2ANQYCj8xoMHll9x08dsXqVYk52xgC0pkPzo3HP/GJ/98r9GPfp+h3i6gCAaoBtu7VJnZ1G8mU6GPPHvridx753hN7xnLVbNilrgpx4WMURVEURbM6ZHu4njcdD/AgpwP7J/L/7Y+/vGxutm3D0gvXLrly06oVC6VlkAIOsCSkHqHq9zQzCzgQ1X0bM7H33BYC5Xr1oiooOdNgcCar97u8te740JIMQ0k9gZRMIChXqmLUUcg8sWcPeKWKoCALqkBF/csFXaIK8KRtoG70cELsYRfMGWz76ZA0pjULJmMxLKWokLHjk1M7n35l89JVirphuyKjRgWcVJVaxv4XX+tNnEzSuQHwwjAJgsAYiC5tTc4dpgpQ5QRwJCRK1hnDvvKJs5cs0Y/ftOX3PvedksmjMMJsHWQa7KmkpU33S++/YtHi05Xvsh3wABsEwCj7CgyZVnz93p3jvp1TMxCTEEJFTAZ+5ZrVzdGhaYAZKjx3CMPzl+w7OklZU+ERJuEsSlTUfOiZQ9des3TIZsNaX3XtL1EkUqq7Zmauh5zpt0Z9J6GEmTWNgeAJQTEIVahAAxFAAg3QAGJAFeqJOwABJ7vhqedfe+6FfY8/8/KzLx+dLF3BI+oSIKl8h9nEJ2EURVEURbM5ZAv7YKu6v1kAj4STua+cyl/63l7zvd2L5o0uWTj/1z9609qVIwua4F4YNJUxAqgUBScZbEuEg0rSnwXSj856tpegn+BwTgSXH/sGzHwOAkogVn3d4qwEhphQKBsniRCEpJ4TByJSVmXAKKyAwAkpgyz6+4MbIFEmAVYvW7bAluN+rMSQby2S7rhlqSQQm14hf/PwjndfsarRhmNj2JGKqUrNBvKiPN3FN77+LUM0MTbuBucJJzApfAVyYN2woDmniQCwMZXXzNQFfoATw0zAAGHbmkVMSWkMpCROqFJxlWXudav2sFm/2ADBGlhAAMtgAEyWk54mB471Hn56b49bnpsAoIFYEKqgcmi88z/9/he4GE+5aqdmfHDxwVMd0x6Fa/Wqk7DqRNj71GU7n98/Zq/xSFoKJvBMdq6T9NlGHwXqlxDgzlyWekUko57aIoDknTxrJEQKCVLmRErWwaYKyn1gm/WAp47lDz2y4zt/s2P3K8dLalA6Uuk8cZbVEEABwvipLpeNoiiKoih684Xsv63Xza1B0mhRqE6NT05MTH7mNx9+503X3XXHuzYtTyq4MgQnlW02VFTFW04cFFqSkCEQWz3bT0AKCwj1J3vUgzn+dlsCzYy3mMmpOGeQcr9kykoMGCiRJCAiSpUaEObQZIB8C9CZkRkKVZAYNYEwb3RgycJ5x145ZtKWWvJexELJKMiDDh4++tyLB5ZfthwwPi9DCGmzfToXkyU7d+5/7pVDOTLYtFILk0AU/y97dxps21kedv5533etvfc55w6aAYERZhCIyeCAIRjchoS4MfGUuJ3EcVdS6Uoq+ZCurnzp/thVqa7qT11JJ11JJZ3qdjnYIQO2AWNGYyOwJoQsZtCAhNB4Jd3pDHvvtdb79oe9z9UFHDsVu9JB/H51dXWkOveeffY5t+q/133W8+bWx5BTe/ENL8gRBwdxzV5Mw/q7D5afoizLfJXnUUqk1Np8nFqU+TqXyHlZ4qhE1HnKXU6buxKja1PUIebd4cXDB7710BNnH0/lyshHl0q4Rc6zvScuDo8++sB6/6lFjr60/dk3cro+8pWr1TLy1M93cox1XPaz2ROPPnzmkfXe9bOaYpoum+nZTv9cNuSTauQhorboN98hefOFbDnSPNo8UuzsjtN6WaexXyzy4mSkOBra1PrlGKWPR89Nv/V7t3/097/wzUcef/pgHNLJKfVTLTXnaNHSFBEpahLYAMD3QWRvp5CPyziV+W4dV0OtKXUt5bHVaef6933mqx+7/WuvevFz//ybX//i5+29/qYXX92n1iJN484spnHsuxRpilZjGmK7oiO3VGqUGrlGzNsQkVIqOVK67Jr3NqOP72S8FNabBizRRUw18ubH8V6+HC1FdFH7VFuednKNNMZm//M4i9xSThFtioguyqlZ/Ny73nHf//1rZ9pQlwcttdYioqxbzotTj51bvu8jt19/9akfetEVqduZLeJgNRzM+0/f8dD/9s9+9an17vm2m6+4pq6miBx1tcirONo/sZi97Ufe2kfsdC3VWMy7aM9ssaubM98j1rkbcxcpRU5Rc+QWOUfOkbt1bkOOqCeilVmLLsXmQJmYjqLszPd2PvMHX1x2rXVDxOaFyWY7SBlbuTiU0u/kK5835rIc1vOdJ6Zxd7keUjePfjEcXsx967sSdb1eHf679/7bf/A//lIqETlaRNo89a1uxmwuvSJaRx6ilEglao4xt5w2wz6Xv2xoqzLrc5qtpjxFWtdYlfTQU+M9Dz32iVu++LkvfP3Jc+P5g7Qed/LOiTpb1Mg1pWg18tRiiphaTGV0rDoA8OyP7EiX/+V9immaoqWa+lJKKSlFnD9a5lm5OLaH7n7ktq89fuWJ/gVXzP/OX/uZP/Oq5z9nt1tFlDKPiMhjtCnaEHVzk2CXInIqx0PYdXNLYUo5bbduX+rszVB3uuzuvOPFfKlE6lpKNZWaSuQasa5tmTa/JHfRhsh925yt0iJKrCO6FLOWImq0MUd3su/f9d/cdPvnX/v+2+89Ojgbs51pylHyGCkvrlhOy0/c+bVv3P/AT779ze9424/u7OVHHj38vc99+UOf/P1H9mdHdRa7V8e6i34RdZXauludvWo2/NArX/TaG1+cpzg9TzFNObfvPiq8ROti2bVltIi6jnYYNaIeRuqj9bPa+hrb2wRblO3AxtQiIs0u1Hzrl76+XpwYxxRps/X7eFdhmUWeTUOaxjbUHP2psn58cx26tRZ1im6njquYzY6W65N7p377E7e8/c+/84WveU6Xj19VtXbpEJq2GcJuUaOfot+0fIlLw9YRUSLlSJsvx97hNOVSViWeXseZC/Gv3vuR933000PZ2b36BWfOz8YLpXQnZru7tS+renxaUZoiTRFTpCna9Kd0chEAwH/dkd0u/Ws7TJ2jKxExtXY01JxSOXnFdHhY+1l3cu+p9eHZ8+OjF46+9L//q+desfOGl9/wjre87vWvuuHqk/N56XZT6aPkNkSM0VrEmCKXVNIzC7VbtBqRUsrPNHbEZm4hXfaILjvp5rJlFqlGmsYy5lZrTpFzS6upG6eIsTvKUWuajdFvT1ZpLWKMNrV1u3p39vf/5ru/8tAvf/2J1cGYauuj76OlOrZVd6L29d7zF//Fb/zeez5yW+m6o/V0cbkeYpZmV0QsIu9GbTFNEcOiHZ5Kh2//4Vf93b/xk7ullRyro6PFYrY+PJjt7Fx6lJs3+ph2xvXuuCzRprqet3k31ikfpTbFOO1MsZiizZ55dRNRo5XoTuxH/8FP3f3gU7GO01G6mJbbZ6LV3NZpWqeWWiqp5JgixtiLcT1dLH2Z0mzVItI8utlqauOiH4ZpsfvCf/G+W378ZT/dL3KOzRrySzeg5m1xp+hapBpdbHI/R1tHGiO3mkqNMkQ3RTmIOJrKfQ+e+dRtX/rU7V969OmLTx605fy6dZudf3od3clyus81xpSG1TpSRMnHozvxhy79AwB4tkb2pSvKNVpux6PRm4uXEV2NlJf7UbpobaxddKdrtIM2HNW9ixdWD91672/d8qXrTu/9xZ94+zt//I2vfF5KY7cT3Yky5c3BitFSm/Jmc8X2UnWNlC9b1fzMW5tF1JtzBTc/pql1OY9jjOtlmsZIJcpexBh5jNxFTrE6GHM5jPU8DS3GIdrm2vBlryDarGs14qXP2fnvf+bt//D//OWxu+podlWkiJajm0fUIY1D6Y7a+twqTauoU3R5lvrdcXYi1hHLZews4vDgxO60PvOtP/PDL/57f/2nX3H9oosabVosZhFttru7fRa31+kjRUxRuryTY95Fmuq4KIvI0zjkxWIvzWfr1UFJsSqbIZhWWtscdn4U/cWIX/3ALefH09FdWcp8Ov9InDrR11UXy2l54brTO208LDGmmKJEROuHMe2kc+MT+2OX06mar4paomtTjFN/5TKu+PRXzt3/jW8sXvaS013Uqc7aFF06/uuFMrboNj+Wx4fa1/VmsqWm7ij6VaRVxNmx3XHP+Jvvf//td969HPOqdq3Mh7wzxqylPkofkVpbtRhqS6mkdtnfTKQaKZXcNrMjkz+BAMD3Q2Tn4xnpmlq0dLwU5HhMumvT1NqUNyuhN/Gda07LNpuiW8W6rfK//Hcffs+vf/QXf/Yv/K1feGPp4ihKV0tar7pUc5dTTpH6WmtEbLe3bScW2h+xnbm22Mw/zLtyam9nb9GvYnccS5qmHOsos2hdt3ft7mKnj1mLaYp0GHV++WfWNt1ea4uuxNvfeONdb/+RD9/21W6Wjsb1GLOIMXKO2U6qqbW+ptQiRZ7t5tWFM2djPuYrrsndbFwdRDemo7PPOVHe9fY3v/KFi1ovTTd/58uVOH5Cx0gH087BtFi1KcZ+v3a7eafmo3OHsZtPtsXsYNpsma4ppppajjRFP9S4/QsHj545iPGKWJyYphppZ1EWw8G5Ph0+/6q9f/B3f+nKE6VrR3l7umXt4sqL6+XDFy5+/Pfv+t27HlyvVtHvHr9qKdH6aN2jZ5587U0vaRGz2aajh4g2tqnVVlI/tSitptlmnGOKOkbqp7x7doh1H1PEzV94/D/85kduuffsmTNPdf1itntyPURLuUa33Q0YY7QUsY603mxJqbEZA9/OmuSat3u9s8gGAJ7tkb1d6dbS8QhBpDZtjseOttkFkvNmNrcN0+Zv/FuOlCL1EWXIZYhpmMZ+Njuapn/63o/++kc/84oXP//PvvqFb3r1D77yB6871ce4ji63XCLlnCKmqaZo3WaQ4A+3nSgoKfouteUqpzwdnD18+tHYvaZM80XtctSUu1WZ5dV6ebaWiGGY5Tyfl9xFlEu/z+aEwpQXOdYR159M/9Mv/bend3fef/PnnzpYredXrtsijTmlaG1srdXtLxkO1ufnJxbdrJ8On2zLg3lpfT288Xkn/vYv/M13vfmleZgWfdle8n8mr5+ZLG/Hd2gepVznJ6NMEbO6nh+sW97bjeUw9XvrVC5u9hZu52LaFN0YcWEdv/rv33/2/EE/OzmNB3U9lFkqywuLODodBz/2qpf+3JtOzyO62EvHl4RT6y6Oe0f91aWdv+POu+aLKw7XR1MZI5ZR+zSdjFZuvv3zf/5tbxpa5Kn2qbZUW44cKUrJESmiTvulHE2tjDHP/d5hK49djM9++YFP3fnoV+9/5OvfeGw1lYPdnThxfe1m++uhTi3P53UzQx41t5qipbSKNEREtFKiRNtepk8tR+TUooW7HgGA74PIjpS354+0lrZnx0SLtJnvaC1Fiin1LSK1lGJsm2vPLV8Ky4gyrtZj3508ccU47N1z7uIDdz306S9888r5p97yupf/1Z9652tu3NlNqY8YxsgRu10uEUfL9c5itrmC/m13Xh5fVt+2WJtSmnLUeaz3ylSnc10s9+r5EtMq5iXtttXBXp0vIkorOcUQ0T0zAVMi5YhYr9YtrWazeVfi5HWL//Xv/MQPv+Il7/3ND33poSeP4sT+uo61dl2XcmlpNqYytOnKvfm0Xk0HF9L6cBHr63b717z8B//e3/ip17/46nnELGJYL2O22D7Gy57ZdNnPXcS8rbp6LtoQfcvjUV9zmi60Wd/Xc11dXX0yukibC8vR0pRyi3jwoce+/OU/OL1zIsany9HFKbrdnfn+U48+91S5fm/8xZ/80VMR84iyuQge24Uhp2ibPwAAIABJREFUpW87kX7izS/75/9s/+EzD5w6cdUQR5H20zQr4xB159Y77nxq/2+/4GSk7fryIafcIq9rTTVHREmLIbWDOmtl5+ka/+YDd/yH3771yYuxv5wvV63G3jXXXH/2ya9G6WORI82iTzWVSJtR8pbSlFtrETWVaDkdz8Vvb7TcvNGSDdkAwPdHZG86u00RkaOmtt3ol1KrkTcHmI9pHlE3F7FTG3OLuo2l3CK1lPqdWa3TxQsXUj/PJ65ar4dz03Kc0sc++/XPf+X+1930kr/2l97xsmv3rjwZXcQYsVq1E/PZcY7WP+xmuBTb1dA1ujyulrM0XXN6b1qe7+sTe/lijlbyToqTY1qe6vdWF+qpWYtWuhYljRGpRWpRNvMc3bzkSC2mUmufU6vx7re89A2v/Pvv+a1P/uv3/06bYr53+mh1VMeYUpfyLOfZhaeePr23mMWqtsPXvuT6n/ixH/mxN//wy1+wmEfk2lJufZe/7ZSd49cHl42/1FIP+oNvXdudOxz3ZynN+0Wf0sHw+E6ap3H/dNeOHn189tznpJYjarTIOVKKb3zjoWF5Li9qN0w7kWe7p2b9oswPd1K99uTJF163m8dWSt3coto2X4JlpMUqyvL6nVOvvOE5w2o51oOWLsR0vkx9N0bUvWmWHn30zLV715YxulyHcejLPCLGaVz0XY44v+xSOf3UOn7tw7d96vbP3/PohTOHbTn281k/250vD1aPPXrP6edeNQx1bDG2qNMU03pzj2yLqC2l1Gp0tZXttpJNY0dqm7sro7acI46/KgAAzzrbTdER8Yv/5OZf+/Q3Isbcao4xtbq5HtlSbilNUSJSS4uIFjHkOpbNe7bWUrTNAYJRUtRIqaVubH2LWeQ+ckRbd+P+bH1ukYbTi/LjL9193Wtf9aNvuOl5z7nuip0+jeNi1qVndlxsz+/u2hBtbGm2TiValMOz3Txa67653Pni00dHUU+k5W47yi2t0uIwFnUYb1ik112/F+Oq1VLLXumX0XKkboq8nTSvrc/RpnVqQ5rWKfet7AzRnY946Fx74LEzX3vgkTNPHjzx9OHZ/dWUujTbvWp3dsWJeMWLrrjhuqtufMHV158sMcYit9JqTjWi1Vpbt/juVwbHO1NqRMT0yDR1tz+Qz80icu3W5VTfH9aDVro6dM/pxle+YCr1+mgtYopcI83WJR6+sLzvibNRuohY1anrZwdjm9dh0cbn782ff+0Ve2VzCmOOiJpiatGvImbLVdk/rPneR6dz+yX1i8jLkg67VvpxN02zp9OTL3ru9c87WXamOi8xjUfR5yny1LpW04VzF+/4+pmPffbspz73Bw/vLw8iH6USuUSfY1hFG/o+t2E9G3ZqpClyLf2US7QWOW3HXdoYsdmWMosUxyfbt+1OmHjmxUcZx/f9zz/50294kT+HAMCzNrL/+j/+3V/7zP3/BT5kt1yXXE+f6F90/TV/+afe9lNvu2Yn4kTEXsQsam5DrJZRTm/eua6n3KfoxsibFdNRI0WUFLmLkiJy+465g3rZoMazakncdNnF8s2u6hJTihZtiKibE3DGdDptN+S1FNNmzGdsqaVujO3g9snVo5FKDG3sT02znf2Io4hVxFeeiN/48N23f+7urz90dl1O/hf4jHJbimwA4Fnp/4fTQPqd3TYunzp3/sK5p54689Anfvvk//BLf+XVN+w+dy+OjtpuKbP5qaibOy0jL3IMR+Ny6hbzFrmknFL3nffMXT7fm56125fTZfdXbmwPkkldtBa5XjqI/niKPSK1NtWudFPUcaytdH2KNnVpsRv9LFK/jFi1uOfx+NRtX/nAJ26+7+EzNXepO2leGgDgeyyyD1vKeVZ2r6ixfnR/dfbrD3/2f/mHr3rx83/0da988w+9+NU3vuj0LHbSqu9zbUNXU5l3ecgxlZRy2W4JiZq3S/m+w6XjVeq3b8l+NkR2a+XSIfQpt4gauR4flLl5j+MbIFuKGjFFazmnOq2jpb1uNozDaj1Ms2uWy1Ur6VtPXvzM3ffcfOfXvnDfI09dPDqqXcxPjy3WU3JQDADA91hkx2xRx1Udp4huNdaDabZY7H3xsfWX3n/Lr37o1lff9IoXPv8Ff+cvveiGa65rqW91darMuv44nLez1dt9Id92ZffSbYbPnBD57IrsuDQZk6KlzQEvNba7RTbDzos0RbS0OcNn8w7jlPt+GupqOSwWi67r7x3ili8e3H7HXZ+65Y7Hz+2X3SuHPD+KftlSjLMoXeTNGkcAAL6HInt1GCXHfBGppTqPaWfVldVq2fcnj1r7xOcfnX3+0Ttu/9Qrb3zxq19xw5tfc+NLfmB+Isc8ouTo8hhtijKmyBFdtHQ8n5yibbZTf8dmj2dZZl86lL5GpLRduxg1bfcdphhju4I61Sg1Uu3S1NLUxVOH6y/c9ZV7733gvV9cPvDgg0fLdXQ74+LkOKYp9bnvS9/VzQlEaYo6+rMBAPA9FdllilRjrFFry13M5hElSlpHt56mNDvVLXa+/MTZb5y98KFbPrtXbn7nW1/zC3/xjTfdcGpe4kSui1ilGCO6iC6ixebGzU1nb+75S5Fjs1bvWTb0kLcT55sL1W06Lu5cLn2mqW1WwUxRhoh1xDri6YP4wMe/9P7f/vgjjz9da31s/sJad7r56bFOY41u1rfWhpaj1ogUqdpgDQDwvRfZqY2tRaQcmzXK4xAxRSrRUpS+1dg/PErd6XUbcupXU/2N373jc1+8+yff/vofe9Nrb3rx1bM2zUq/qGmRN9d0W0S0cUhdHy0ipphqpJRKjpg/m75UNaKl2J4YNE3b413qFCltJ9VrbX03Rl7VnHIsIx7Zjy/fe/G9H/z4rXd/fVn7MV+Vum5sXaRY12ippBJT3Zz4M20vkW92dTuNEQDgeyuy+2lsKWqkmqNF2Z7s2NrxIegpItqsjlEjpqF2q3ry608vH/mN29774Ttu/IHnvu1HXv6al7/s1S+56qpZTFOdp+hyji6nWkuaNofPtDqkSFGeXZGdYorINUpEzilaizpua3hct0ipzC5GN0Z868nDL9//wCduu++L3zjz4OPnnjyKuriu9Yu6rpFKaofHv+XmhJhLRb25gD21y/8fAADfE5Gdo20OaU8tpqjHowkttTHa9up07Q4icrRoOa9rP7T50Xp66vx0djl98YGvD6sv3nDt+Es//5Z3/fhrTpQYhtjLZacvKfocNWJKpRxvhX4WRXaNmqNsBkNaiRTjkCJ3reumkjYJfvdj8Su/9hufvvVz6zy/MHVPHka3c2qY7USex5Bivhu7e+n8hWe+Fn/YYEjbXC4HAOB7KLJrlMvSLqXtfYqb09o3P0dt64gcrduuq5vSVHZSX86vx3NHwyx16zMX/4//932fufu+/+6n3/3ql/Z9ihQxruo8tcWszxGtpfzsCsWct5PXwzilFhExdbMhytEYeRZn1/G+D9zybz921xNPPn04zIfohm5x+tprzz19LropSos8xTDE/lG+7AD4ejzH/u2RDQDA91pkT7GI7bkpm8vYNaK1qCnapfNW+vVOTalFqVEidZEiuhhTTWlK3bjqpiHm59anHr31nt+58x+94JrTP/5nXvGON9/08udfee2J7jBiGtJOP5s/u75UpdVIUVtN0VLf14j9sT345P6n/uCej99x7zcePnPm3OH+eLLl5+ZFmSIPLVb7q+7E6WlcxXAxldbnllobI2I70B0tUnums9Mzr3yENgDA91Zk19RHREubQx1rpLSdyd6GX00t+vUVNceU8pijpkizaHmK6aiVVeuGmIYp7UQ5VdPU2vrCN5968IGP/PIv/8qbXv2Sv/Kz73zT61/zvCtnF9bTtbPybPpSbc6XSbWV0q1b3PPNx97zmx/95J1fe+ignIuTY39i7K6O9Sz6eQxDpBSzEsuDcViX0maldnXVhqNxHGJ+9eZC/3FI50jp+OeI2KwZUdkAAN9TkR1pFdvbGyO2P+fNePB0nJPDfLgsLiOGzVXW7tIDTq3lSFP0R2knZqcPI2L+ko88Mtz6rz57w/Xf/Pmf+rF3/djVQ8Qioo/YmcYurWJcxjTGbC9yP9R+Kjkdn8h+fJhLpNju3y4xRozRpjGd+O7PIG8v/F46HeaP2xW4uQgdebzsA/XRcltHXUVdRVu32fO314/bOtoUaYpWI+e2XrXS5W52ULuhzMcSX3p4/Z4PfvqWz3/9vscvLvMPtm6+3S4yptQdxbQ6HivZ3kpap7SMecQ8yqm49LqjXfb0tsv/1+RPBQDA92Bk/+nYhHHZnsGyOYMmpf2jw6/dc+8//WcP/Mqv7L7pxqvf+qbX/NnXvvS5J/Pu1Pe5RIncaquRopUWrdUuR0TaXEivm0Nc0mZMvESkFF0+/mDtUpJ++xv/aQ92jDbm1HXRRcpjRIuYIkWaRS4pzVO0NtaUorUxWk25tNRNtR2upkinu65cWKUv3/+tW7/4yJe+dt9dX3vw4fPDWBbT7FRrOVrdLgt3+RkAQGT/SaRokabtBeWUI0VtKbWcZovS+oNxdfDU2Y/ctf8bN//B1Xv9z/y5t/z1n3nni66NrsU8Rd4UeY31+mi26KJFbi1a27Z6Ki1KjdwitxT9t3f9dz6K/9TYbtFqxJhTi1b61E0RU0SN1FIXqYuIbnUxz2aplJb6VU37R1P0pS5ijPjEZx/7t+/7rc/f+8iTRzFOqT95RT21e7SurUaUEm1KraaoudUpzXxPAwCI7P9sx1MeaXOgeE6zflqNR6v1so1dm1KNC1NdzK55clj9+9/53Jfvf/gHrrvi7/2Nn33hlTEuIw3rq07OFotFRI2o0abj68Ep0iyliOhqRI3oL9vFsTle8bsfxx8f2qnbHta4+a82damk48mMzQR0SxG5Ww7jcop+p8u75el1/O6tZ2658wu/c9tdT5w76E5cM5xcrFfDakwxROQSXR8xRWslxtym3CaRDQAgsv8E0qVR6ilSjmhtPUbKMdspqaU2pjbl2enD5fIo7ewP0xNfe3p2zxOf/sI/fsMrXvj6m57/lte+LOazRZf7lHOrXaSchm1w1yFyy6lsPsZ2D8o2p+N4OiVFyt89Q/Ifs05liNJF9Jvt33WINpSIknLbXjLP+93JEjHMytP742fveOAr9z/xydu/9NVvPb2/TlN/su5cczCmmCLKLPpZjOP2A7cpRUut5lbLZnEIAAAi+0+gPbOJLlLkHClFy+M0RI3IXSzXkfs2W4yr1didqDuzey48/cgdD3zo9794qnzwnW9941/92be97EVX9KnsRNmNWWljtCGiRqspxpJKjhwpR2uXjYps3s5x2aD2H2uMWEVszrTMsdmmshnMzil1KVJE7HdxcRkf/MTd/+GDH3vgkbPL2o39qWXspPne0LqIPvoU7SCmMXLafuRWo9W0vQAfNYpvaAAAkf0n6uvteo/tYTYtWmzv/8td5BIRXRtqa3VYRekjdatVi3L6fFuVbvewHv2bT335Q7d95aU3PPeml/zg299ww+tf8cIr+2435T63NA451Sip1bHlPiLlFFGnaDWiRd4OqGwvdX/3Y2stpdRaa63VWksp82glWppal6aIFq21Wpa5X7duKvHgo/uf/8r9H7tv/3N33f3Y40+1Ml+VK1vuxrKYYhZTRKoRQ16vShxFzm1a15QjUmspIlqKGrm23imNAAAi+08e2Tm2m0C+ezI6RUTfhinq2FKNEtEibW9qHEsd0yLFdOHiuafvP3/PmXv+/UdvvuGq3Xe89Y0//xNvuOGa+aIrOylKxDgNy5pm3eb2xy61VX7mGMk/ahi7tRYROeecc0SU5fnSbTbqzSL3Q8wv5nSY47P3x8c//bn3f/zmx88djP2JWtti57lTlFpSv5iPh8sUEVFzmyJi1o76drQZL6mpTCnXyDWVFqlG33LEf6z6AQAQ2f9pcttcyd5ey35miuOyEM8RkVutMUbK0eoz75C6Fnl2+tr1ePitMxfmZfHwQf53H7311s9+/hfe/ed+6u031j6ODuPEvE8lasQYUXLkPIs2/bFDIq21TVtfUlPLbYyWo7U2n++3eHA//sm//uT7PnnnYZtN89Nx9fWzcTmO03KKWK+jn3VRIvLxQZhTjpae2WDdImrevtKIiHzZqY3V9zQAgMj+z9SO1+eliIiWNpn9zEkvES0NabYZ1k6tRl2mSJd+1SbOx2GMyHnn5BDtsVXNrX/s4eEL/+I3/5/3n3rr617x2pc/54de/qLnXbWY5SgtZjnyWPtUS9kG9KWzbL5D2h6dGMMwlFIiYpVP5LJ7YZm/9OATX33o3k/eef/Nd993oc6H7sqhRhyN0cb10WGUrp/N62JW67Q6WkdK0VLbjoTXIfVD6uOZA3RSRGrbuzPDrAgAgMj+k8uXajM9M6B9XOAREW3Mu9FaxFBazW1ILXK0miJaaim1KHVYttTKfGdK880MxpjTYT06euLo/g/fNv/w+jlXnPhb737jm9/42htfcHKKyKWUXDZ3Rv5RLwCOp7E34yKttTPT9JG7x/f++ge+9q0nLxwNF5c17V4ZOXKKE/Oc59PhwRO78xNH63G4uI6uj24W0SKnyClaqim1yBFdS/Ptxr/Wjlf/Xfa6w2E0AAAi+0+js7ehubmoG6lGRLTN+ERE2pwHmVubUosSU2q1tKgp15ZatH5WxjoNy1XMZzHfjTEiaqSddWptPDpYHQ3DhX/8f/3zT7/mpp//mXe/4Ydedf0V3fnz50+fPvlHP6x0LCLGcXzwwQf/5e987T23PfLkuf0hzaYhl5Mnp+WyLPrxaP+orvb6tFuXdT2bpZIXsynKGBHTFLmLzefWUovNsu0+Yns8ZbS6PdAGAID/aiM7x1hi9T35SRyPjBz/53Z2uatnL71DTVG3Rz1e0mpE5NLNItpBLA8u/93G+U7Md85FHM6v+8A3hw/+o49dceLmt77hpre8+urXvfqmH7xqfmUfszZ0MeSobXwypVl0iyF2l2m+Sulb59o3Hn7itq88/IlPf/nhx5+8OOZl7qPMU0Q3TzEedCVimLqui+gOI6LfjYiIzUGQ0W3++Y5r0+0g4uDZ9M2X2mDMBQB4lkd2zd1U5t/nT8dmK8jlxql1s1kfO0+t1x+6+a7f/cx63H/Pu9/+I7/4c3/h9S89vZP6ocbJ2WKKbowYIr51Pj70u3d96Pfu+NZjZ58+aqvaRzev3Wz89psyU8m++cr+E6k6QAcAeFZHdq5jmVaeke+M7Jw349Fd6lLqh1pPXn3d73zmzrv/4O53v+MtP/9zP/mCq2M/uoi4OMWdX3j43/z6h26566v7Q7+Obn7y2p3ZifUwTbX2+dvmOtpkfjpOz1ufPQ8AwLM6sn/0VT/QzRff509H+q7hhSF3lw5WzFFLTNNqfXpRujasDg4/8ZFPXHvNVT/8QzceHQ1fvfe+L3/1vudfc9Vfftc71zGbWq45j620SClF+vYV1t99yfz70O50w/OuPuV5AACehVV5qfaOIgbPx3eZLntjmCJF7JRoLWZpu9+kDlG6GFt0eXsT4ng8TT0cr/FOKb5jOsQkckSsI060WHguAIBncWRHG6JN3+/Pxx9ygfno+KjIHK1EKilimqLkFDW2yz1SbbWmnLfxnPKmsluKtM3put18wmWWedFHFE8EAPBsjmwAAOBPgx0XAAAgsgEAQGQDAIDIBgAARDYAAPxXw45iAAD4U7PZ3WeFHwAA/CkzLgIAACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDI9hQAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAABDZngIAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQDy5TxYAAAK6ElEQVRAZAMAACIbAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAAPx/7dqxCcAwEARBH6hVt+cW3xVIIPEGBzOpsouWR4hsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAgMg2AQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAAEBkAwCAyAYAAJENAAAiGwAAENkAACCyAQBAZAMAACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQBAZAMAACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAiGwAAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAJENAACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAACCyAQAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAABENgAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwCAyAYAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAENkAAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AACIbAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkW0CAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAEBkAwAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AACIbAAAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAAkQ0AAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAILIBAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAILIBAACRDQAAvzUWb0kMBAAAu1yyAQCg2eqSfd2PgQAAYJdLNgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAANAiVTV9SwwEAAC7XLIBAKDZ6pINAAAccMkGAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAAEQ2AAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAIDIBgAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAAAQ2QAAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAIhsAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAQGQDAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAAIhsAABAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAACRDQAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQDgc2PxlsRAAACwK1VlBQAAaOS7CAAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAAAgsgEAAJENAAAiGwAARDYAACCyAQBAZAMAgMgGAABENgAAiGwAABDZAACAyAYAAJENAAAiGwAARDYAANBizB6SWAcAAA64ZAMAQLMXW3URpdXvA9YAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">121 </div><div class="t m0 x73 hc yb ff4 fs3 fc0 sc0 ls0 ws0">zawierała <span class="_ _2"></span>p<span class="_ _2"></span>rzejrzyste <span class="_ _2"></span>i <span class="_ _e"></span>niedyskryminujące <span class="_ _e"></span>kryteria <span class="_ _e"></span>wyboru, <span class="_ _2"></span>które <span class="_ _e"></span>są <span class="_ _e"></span>stosowane <span class="_ _2"></span>p<span class="_ _2"></span>rzez <span class="_ _2"></span>Spółkę <span class="_ _e"></span>do <span class="_ _2"></span>oceny <span class="_ _e"></span>ofert </div><div class="t m0 x73 hc y3d ff4 fs3 fc0 sc0 ls0 ws0">złożonych p<span class="_ _2"></span>rzez firmy audytorskie;<span class="ff1"> </span></div><div class="t m0 x64 h1a y3e ff1 fs3 fc0 sc0 ls18 ws0">d)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">swobodzie <span class="_ _2"></span>okreś<span class="_ _2"></span>lenia <span class="_ _2"></span>przez <span class="_ _e"></span>Spółkę <span class="_ _2"></span>procedu<span class="_ _2"></span>ry <span class="_ _2"></span>wyboru <span class="_ _e"></span>i <span class="_ _2"></span>możliwości <span class="_ _2"></span>p<span class="_ _2"></span>rowadzenia <span class="_ _2"></span>bezp<span class="_ _2"></span>ośrednich <span class="_ _2"></span>negocjacji <span class="_ _e"></span>z </span></span></div><div class="t m0 x73 hc y3f ff1 fs3 fc0 sc0 ls0 ws0">zainteresowanymi oferentami<span class="_ _2"></span> w trakcie procedury;<span class="_ _2"></span> </div><div class="t m0 x64 h1a y40 ff1 fs3 fc0 sc0 ls6 ws0">e)<span class="ff9 ls0"> <span class="_ _53"> </span><span class="ff4">ocenie <span class="_ _7"> </span>przez <span class="_ _13"> </span>Spółkę <span class="_ _13"> </span>ofert <span class="_ _7"></span>złożonych <span class="_ _13"> </span>przez <span class="_ _7"> </span>firmy <span class="_ _13"> </span>audytorskie <span class="_ _7"></span>zgodnie <span class="_ _13"> </span>z <span class="_ _7"> </span>kryteriami <span class="_ _7"> </span>wyb<span class="_ _2"></span>oru <span class="_ _7"> </span>określon<span class="_ _2"></span>ymi <span class="_ _7"></span>w </span></span></div><div class="t m0 x73 hc y41 ff1 fs3 fc0 sc0 ls0 ws0">dokumentacji przetargow<span class="_ _2"></span>ej; </div><div class="t m0 x64 h1a y42 ff1 fs3 fc0 sc0 ls3c ws0">f)<span class="ff9 ls0"> <span class="_ _43"> </span><span class="ff4">przygoto<span class="_ _2"></span>waniu <span class="_ _19"> </span>p<span class="_ _2"></span>rzez <span class="_ _19"> </span>Spół<span class="_ _2"></span>kę <span class="_ _19"> </span>sp<span class="_ _2"></span>rawozdania <span class="_ _14"> </span>zawierającego <span class="_ _14"> </span>wnioski <span class="_ _19"> </span>z <span class="_ _14"> </span>procedury <span class="_ _14"> </span>wyboru<span class="_ _2"></span>, <span class="_ _19"> </span>które <span class="_ _14"> </span>zostało </span></span></div><div class="t m0 x73 hc y43 ff4 fs3 fc0 sc0 ls0 ws0">zatwierdzone uchwałą <span class="_ _2"></span>Komitetu Audy<span class="_ _2"></span>tu;<span class="ff1"> </span></div><div class="t m0 x64 h1a y103 ff1 fs3 fc0 sc0 ls1f ws0">g)<span class="ff9 ls0"> <span class="_ _30"> </span><span class="ff4">uwzględnieniu <span class="_ _13"> </span>przez <span class="_ _8"> </span>Spółkę <span class="_ _13"> </span>ora<span class="_ _2"></span>z <span class="_ _13"> </span>Komitet <span class="_ _13"> </span>Audy<span class="_ _2"></span>tu <span class="_ _13"> </span>wszelkich <span class="_ _8"> </span>ustaleń <span class="_ _8"> </span>lub <span class="_ _13"> </span>wniosków <span class="_ _8"> </span>zawartych <span class="_ _13"> </span>w <span class="_ _13"> </span>ro<span class="_ _2"></span>cznym </span></span></div><div class="t m0 x73 hc y513 ff4 fs3 fc0 sc0 ls0 ws0">sprawozdaniu<span class="_ _2"></span>, o <span class="_ _9"></span>którym mowa w <span class="_ _9"></span>ar<span class="_ _2"></span>t. <span class="_ _0"></span>90 ust. <span class="_ _0"></span>5 ustawy z <span class="_ _9"></span>d<span class="_ _2"></span>nia <span class="_ _0"></span>11 m<span class="_ _0"></span>aja 2017 <span class="_ _0"></span>r. <span class="_ _0"></span>o biegłych rewidentach, <span class="_ _0"></span>firmach </div><div class="t m0 x73 hc y514 ff1 fs3 fc0 sc0 ls0 ws0">audytorskich<span class="_ _2"></span> oraz nadzorze publicznym;<span class="_ _2"></span> </div><div class="t m0 x64 h1a yc32 ff1 fs3 fc0 sc0 ls18 ws0">h)<span class="ff9 ls0"> <span class="_ _3c"> </span><span class="ff4">wykazaniu <span class="_ _5"> </span>przez <span class="_ _19"> </span>Spółkę <span class="_ _19"> </span>–<span class="ff1"> <span class="_ _19"> </span>na <span class="_ _19"> </span>wniosek <span class="_ _5"> </span>Komisji <span class="_ _19"> </span>Nadzo<span class="_ _2"></span>ru <span class="_ _5"> </span>Finans<span class="_ _2"></span>owego <span class="_ _5"> </span></span>–<span class="ff1"> <span class="_ _19"> </span></span>że <span class="_ _5"> </span>proc<span class="_ _2"></span>edura <span class="_ _5"> </span>wyboru<span class="_ _2"></span> <span class="_ _5"> </span>została </span></span></div><div class="t m0 x73 hc y3ad ff4 fs3 fc0 sc0 ls0 ws0">przeprowadzona <span class="_ _2"></span>zgodnie <span class="_ _2"></span>z wymogami, <span class="_ _2"></span>o <span class="_ _2"></span>których mo<span class="_ _2"></span>wa w <span class="_ _2"></span>art. 130 <span class="_ _2"></span>ust<span class="_ _2"></span><span class="ff1">. <span class="_ _2"></span>2 i <span class="_ _2"></span>3 usta<span class="_ _2"></span>wy z d<span class="_ _2"></span>nia <span class="_ _2"></span>11 maja <span class="_ _2"></span>2017 r. <span class="_ _2"></span>o </span></div><div class="t m0 x73 hc yb3f ff4 fs3 fc0 sc0 ls0 ws0">biegłych rewidentach, firmac<span class="_ _2"></span>h audytorskich o<span class="_ _2"></span>raz nadzorze publiczny<span class="_ _2"></span>m.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc yc33 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yc34 ff4 fs3 fc0 sc0 ls0 ws0">Komitet Audytu odb<span class="_ _2"></span>ył w 202<span class="ff1">4 <span class="lsd">r.</span> cztery<span class="_ _2"></span> posiedzenia. </span></div><div class="t m0 xd hb yd00 ff2 fs6 fc0 sc0 ls9 ws0">8.9.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">POLITYKA RÓŻNOR<span class="_ _0"></span>ODNOŚCI<span class="ff2"> </span></span></span></div><div class="t m0 x6 h8 yd01 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd02 ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>nie <span class="_ _2"></span>opracowała <span class="_ _2"></span>i nie <span class="_ _2"></span>realizuje <span class="_ _2"></span>polityki <span class="_ _2"></span>różnoro<span class="_ _2"></span>dności. W <span class="_ _2"></span>ocenie <span class="_ _2"></span>Zarządu <span class="_ _2"></span>Spółki <span class="_ _2"></span>jedynym kry<span class="_ _2"></span>terium wybo<span class="_ _2"></span>ru o<span class="_ _2"></span>sób </div><div class="t m0 x6 hc yd03 ff4 fs3 fc0 sc0 ls0 ws0">sprawujących  funkcje  we <span class="_ _8"> </span>władzach  spółki  oraz <span class="_ _8"> </span>jej  kluczowych <span class="_ _8"> </span>menadżerów  jest <span class="_ _8"> </span>doś<span class="_ _2"></span>wiadczenie  oraz <span class="_ _8"> </span>kompetencje </div><div class="t m0 x6 hc y20a ff1 fs3 fc0 sc0 ls0 ws0">kandydata do spra<span class="_ _2"></span>wowanie danej fu<span class="_ _2"></span><span class="ff4">nkcji. Spółka deklaru<span class="_ _2"></span>je rozważenie w przys<span class="_ _2"></span>złości opracowania sto<span class="_ _2"></span>sownej polityki. <span class="_ _2"></span></span> </div><div class="t m0 x6 h8 yd04 ff1 fs4 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb yd05 ff2 fs6 fc0 sc0 ls9 ws0">8.10.<span class="ff6 ls0"> <span class="_ _3e"> </span><span class="ff3">INFORMACJA <span class="_ _53"> </span>O <span class="_ _53"> </span>PODMIOCIE <span class="_ _53"> </span>BADAJĄCYM <span class="_ _53"> </span>SPRAWOZDANIE<span class="_ _0"></span> </span></span></div><div class="t m0 x47 h24 yd06 ff2 fs6 fc0 sc0 ls0 ws0">FINANSOWE </div><div class="t m0 xbc h109 y26 ff9 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y2b1 ff4 fs3 fc0 sc0 ls0 ws0">Podmiotem <span class="_ _5"> </span>u<span class="_ _2"></span>prawionym <span class="_ _19"> </span>do <span class="_ _19"> </span>bad<span class="_ _2"></span>ania <span class="_ _5"> </span>oraz <span class="_ _19"> </span>p<span class="_ _2"></span>rzeglądu <span class="_ _5"> </span>sprawozdań<span class="_ _2"></span> <span class="_ _5"> </span>jedn<span class="_ _2"></span>ostkowych <span class="_ _19"> </span>i <span class="_ _5"> </span>skons<span class="_ _2"></span>olidowanych <span class="_ _19"> </span>jest <span class="_ _19"> </span>Grant </div><div class="t m0 x6 hc yd07 ff4 fs3 fc0 sc0 ls0 ws0">Thornton <span class="_ _2"></span>Pols<span class="_ _2"></span>ka <span class="_ _2"></span>Prosta <span class="_ _2"></span>Spółka <span class="_ _2"></span>Akcyjn<span class="_ _2"></span>a <span class="_ _2"></span>z <span class="_ _2"></span>siedzibą <span class="_ _2"></span>w <span class="_ _2"></span>Pozn<span class="_ _2"></span>aniu. <span class="_ _2"></span>Wyboru <span class="_ _2"></span>audy<span class="_ _2"></span>tora <span class="_ _2"></span>dokonała <span class="_ _2"></span>Rada <span class="_ _e"></span>Nadzorcza <span class="_ _2"></span>19 <span class="_ _2"></span>grudnia </div><div class="t m0 x6 h61 yac7 ff1 fs3 fc0 sc0 ls0 ws0">2022 r.<span class="ff9 fs4"> </span></div><div class="t m0 x6 hc yd08 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd09 ff1 fs3 fc0 sc0 ls0 ws0">U<span class="ff4">mowa  o <span class="_ _13"> </span>bad<span class="_ _2"></span>anie <span class="_ _8"> </span>i <span class="_ _8"> </span>prze<span class="_ _2"></span>gląd  została <span class="_ _8"> </span>zawarta  5 <span class="_ _13"> </span>lipca<span class="_ _2"></span> <span class="_ _8"> </span>2023  r. <span class="_ _13"> </span>i  obejmuje <span class="_ _8"> </span>prz<span class="_ _2"></span>egląd <span class="_ _8"> </span>pó<span class="_ _2"></span>łroczny  oraz <span class="_ _13"> </span>bad<span class="_ _2"></span>anie <span class="_ _8"> </span>roczne </span></div><div class="t m0 x6 hc yd0a ff1 fs3 fc0 sc0 ls0 ws0">jednostkowego i sko<span class="_ _2"></span>nsolidowanego spra<span class="_ _2"></span>wozdania finansowego za la<span class="_ _2"></span>ta 2023<span class="_ _2"></span>-<span class="ls7">2025.</span> </div><div class="t m0 x6 hc y953 ff4 fs3 fc0 sc0 ls0 ws0">Wynagrodzenie <span class="_ _8"> </span>podmiotu<span class="_ _2"></span> <span class="_ _13"> </span>uprawionego <span class="_ _8"> </span>do  badania <span class="_ _13"> </span>zgod<span class="_ _2"></span>nie <span class="_ _13"> </span>z <span class="_ _8"> </span>zawartymi <span class="_ _8"> </span>umowami  zostało <span class="_ _8"> </span>przedstawione <span class="_ _8"> </span>poniżej </div><div class="t m0 x6 hc ya30 ff4 fs3 fc0 sc0 ls0 ws0">(kwoty w tys. zł<span class="_ _2"></span>):<span class="ff1"> </span></div><div class="t m0 x6 hc y3c5 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7 yd0b w166 h28"><div class="t m0 x48 h11 y239 ff1 fs7 fc3 sc0 ls0 ws0">  </div></div><div class="c x18d yd0b w167 h28"><div class="t m0 x18e hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">4 </span></div></div><div class="c xf8 yd0b w168 h28"><div class="t m0 xf9 hf y239 ff2 fs7 fc3 sc0 lse ws0">202<span class="ls0">3 </span></div></div><div class="c x7 yd0c w166 h43"><div class="t m0 x48 h11 y54d ff1 fs7 fc0 sc0 ls0 ws0">Badanie r<span class="_ _0"></span>ocznego sprawozdania <span class="_ _0"></span>finansowego (jedno<span class="_ _0"></span>stkowego i skonso<span class="_ _0"></span>lidowanego) <span class="ls24">(*)</span> </div></div><div class="c x18d yd0c w167 h43"><div class="t m0 x38 h11 y54d ff1 fs7 fc0 sc0 lse ws0">117<span class="ls0"> </span></div></div><div class="c xf8 yd0c w168 h43"><div class="t m0 x17c h11 y54d ff1 fs7 fc0 sc0 lse ws0">125<span class="ls0"> </span></div></div><div class="c x7 yd0d w166 h135"><div class="t m0 x48 h11 y3e7 ff4 fs7 fc0 sc0 ls0 ws0">Przegląd półroczne<span class="_ _0"></span>go sprawozdania f<span class="_ _0"></span>inansowego (je<span class="_ _0"></span>dnostkowe<span class="_ _0"></span>go i skonsolidowanego)<span class="ff1"> <span class="ls24">(*)</span> </span></div></div><div class="c x18d yd0d w167 h135"><div class="t m0 xad h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">48<span class="ls0"> </span></div></div><div class="c xf8 yd0d w168 h135"><div class="t m0 xac h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">54<span class="ls0"> </span></div></div><div class="c x7 yca w166 h135"><div class="t m0 x48 h11 y3e7 ff4 fs7 fc0 sc0 ls0 ws0">Inne usługi atest<span class="_ _0"></span>acyjne<span class="ff1"> - </span>atest<span class="_ _0"></span>acja sprawozdawczości zró<span class="_ _0"></span>wnoważonego ro<span class="_ _0"></span>zwoju<span class="ff1"> <span class="ls24">(*)</span> </span></div></div><div class="c x18d yca w167 h135"><div class="t m0 x38 h11 y3e7 ff1 fs7 fc0 sc0 lse ws0">120<span class="ls0"> </span></div></div><div class="c xf8 yca w168 h135"><div class="t m0 xf h11 y3e7 ff1 fs7 fc0 sc0 ls0 ws0">- </div></div><div class="c x7 y24f w166 h136"><div class="t m0 x48 h11 y3e8 ff4 fs7 fc0 sc0 ls0 ws0">Inne usługi atest<span class="_ _0"></span>acyjne<span class="ff1"> </span>–<span class="ff1"> </span>sprawo<span class="_ _0"></span>zdanie o wynagrodzeni<span class="_ _0"></span>ach Zarządu i R<span class="_ _0"></span>ady Nadzorczej<span class="ff1"> </span></div></div><div class="c x18d y24f w167 h136"><div class="t m0 xc9 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">9 </div></div><div class="c xf8 y24f w168 h136"><div class="t m0 xc2 h11 y3e8 ff1 fs7 fc0 sc0 ls0 ws0">9 </div></div><div class="c x7 y59d w166 h28"><div class="t m0 x48 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">RAZEM </div></div><div class="c x18d y59d w167 h28"><div class="t m0 x38 hf y239 ff2 fs7 fc0 sc0 ls0 ws0">2<span class="lse">94</span> </div></div><div class="c xf8 y59d w168 h28"><div class="t m0 x17c hf y239 ff2 fs7 fc0 sc0 ls0 ws0">1<span class="lse">88</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h11 yd0e ff4 fs7 fc0 sc0 ls0 ws0">(*) dotyczy wynagrodzenia należnego za rok objęty <span class="_ _2"></span>usługą, tj,. <span class="_ _2"></span>2024 oraz 2023<span class="ff1">, <span class="_ _2"></span>a nie faktycznie zafakturowanego w danym roku; ponadto <span class="_ _2"></span>kwoty nie </span></div><div class="t m0 x6 h11 yd0f ff4 fs7 fc0 sc0 ls0 ws0">obejmują opłaty z t<span class="_ _0"></span>ytułu nadzoru wy<span class="_ _0"></span>noszącej 2,29% <span class="_ _0"></span>w 2024 r. oraz 2,18 <span class="_ _0"></span>w 2023 r., a tak<span class="_ _0"></span>że kosztów doda<span class="_ _0"></span>tkowych<span class="ff1"> </span></div><div class="t m0 x6 h8 y693 ff4 fs3 fc0 sc0 ls0 ws0">Spółka nie korzy<span class="_ _2"></span>stała z innych usług wyb<span class="_ _2"></span>ranej firmy audytorskiej<span class="_ _2"></span><span class="ff1">. <span class="fs4"> </span></span></div><div class="t m0 x6 h8 yd10 ff1 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7a" class="pf w0 h0" ><div class="pc pc7a w0 h0"><img class="bi x2 y2 w3 h3" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 ya ff1 fs2 fc0 sc0 ls0 ws0">122 </div><div class="t m0 x6 ha y15a ff2 fs0 fc0 sc0 ls8 ws0">9.<span class="ff6 ls0"> <span class="_ _f"></span><span class="ff3">INFORMACJA<span class="_ _0"></span> <span class="_ _3d"> </span>O <span class="_ _3d"> </span>ZNACZĄCYCH<span class="_ _0"></span> <span class="_ _3d"> </span>ZDARZENIACH, <span class="_ _45"> </span>JAKIE </span></span></div><div class="t m0 xd h23 y15b ff3 fs0 fc0 sc0 ls0 ws0">NASTĄPIŁY PO<span class="_ _0"></span> DNIU BILANS<span class="_ _0"></span>OWYM<span class="ff2"> </span></div><div class="t m0 x6 hc y40 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd hb yd11 ff2 fs6 fc0 sc0 ls9 ws0">9.1.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ZAWARCIE <span class="_ _13"></span>UMOWY <span class="_ _8"></span>O <span class="_ _8"></span>KREDYT <span class="_ _8"></span>PRZEZ <span class="_ _13"></span>SPÓŁKĘ <span class="_ _8"></span>ZALEŻNĄ <span class="_ _8"></span>YATO <span class="_ _13"></span>TOOLS </span></span></div><div class="t m0 x47 h24 yd12 ff2 fs6 fc0 sc0 ls0 ws0">(JIAXING) CO.,<span class="_ _0"></span> LTD. </div><div class="t m0 x6 hc yd13 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd14 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _7"> </span>dniu<span class="_ _2"></span> <span class="_ _7"></span><span class="ff4">29 <span class="_ _7"> </span>s<span class="_ _2"></span>tycznia <span class="_ _7"> </span>2025<span class="_ _2"></span> <span class="_ _7"></span>r. <span class="_ _13"> </span>TOYA <span class="_ _7"> </span>S.A<span class="_ _2"></span>. <span class="_ _7"> </span>powzi<span class="_ _2"></span>ęła <span class="_ _7"></span>informac<span class="_ _2"></span>ję <span class="_ _7"></span>o <span class="_ _13"> </span>wystąp<span class="_ _2"></span>ieniu <span class="_ _7"></span>przez <span class="_ _8"> </span></span>YATO <span class="_ _13"> </span>TOOLS <span class="_ _13"> </span>(JIAXIN<span class="_ _2"></span>G) <span class="_ _7"></span>Co., <span class="_ _13"> </span>Ltd. <span class="_ _13"> </span><span class="ls26">w </span></div><div class="t m0 x6 hc ya0e ff1 fs3 fc0 sc0 ls0 ws0">wnioskiem o kredyt o<span class="_ _2"></span>brotowy, w<span class="_ _2"></span> <span class="ff4">kwocie nie wyżs<span class="_ _2"></span>zej niż 100</span> <span class="_ _2"></span><span class="ls7">000</span> tys. CNY<span class="lsa">, a d</span><span class="ff4">nia 28 lu<span class="_ _2"></span>tego 2025 r. po<span class="_ _2"></span>wzięła informację<span class="_ _2"></span> </span></div><div class="t m0 x6 hc yd15 ff1 fs3 fc0 sc0 ls0 ws0">o zawarciu Umo<span class="_ _2"></span>wy o Kredyt z Bank <span class="_ _2"></span>of Ningbo Co.,<span class="_ _2"></span> Ltd., Jiaxing Branch z<span class="_ _2"></span> <span class="ff4">siedzibą w</span> <span class="ff4">Chińs<span class="_ _2"></span>kiej Republice Ludowej.<span class="_ _2"></span></span> </div><div class="t m0 x6 hc yd16 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yd17 ff4 fs3 fc0 sc0 ls0 ws0">Spółka <span class="_ _2"></span>zależn<span class="_ _2"></span>a <span class="_ _2"></span>uruchomiła <span class="_ _2"></span>kredy<span class="_ _2"></span>t <span class="_ _2"></span>z<span class="_ _2"></span><span class="ff1"> jego <span class="_ _2"></span>wykorzystan<span class="_ _2"></span>iem n<span class="_ _2"></span>a </span>d<span class="_ _2"></span>ziałalność <span class="_ _2"></span>importową <span class="_ _e"></span>i<span class="ff1"> </span>eksporto<span class="_ _2"></span>wą <span class="_ _2"></span>do<span class="ff1"> kwoty <span class="_ _e"></span>80 <span class="ls7">000</span> <span class="_ _2"></span>tys. </span></div><div class="t m0 x6 hc y19 ff1 fs3 fc0 sc0 ls0 ws0">CNY <span class="_ _19"> </span><span class="ls18">na</span> okres <span class="_ _19"> </span>jednego <span class="_ _19"> </span>roku<span class="_ _2"></span> <span class="_ _5"> </span>z<span class="_ _2"></span> <span class="ff4">możliwością <span class="_ _19"> </span>przedłużenia. <span class="_ _14"> </span>Pozostałe <span class="_ _19"> </span>warunki <span class="_ _19"> </span>Umowy <span class="_ _19"> </span>nie <span class="_ _19"> </span>odbiegają <span class="_ _19"> </span>od<span class="_ _e"></span></span> <span class="ff4">warunków </span></div><div class="t m0 x6 hc yd18 ff1 fs3 fc0 sc0 ls0 ws0">powszechnie stos<span class="_ _2"></span>owanych dla <span class="ff4">tego ty<span class="_ _2"></span>pu umów.</span> </div><div class="t m0 xd hb y82 ff2 fs6 fc0 sc0 ls9 ws0">9.2.<span class="ff6 ls0"> <span class="_ _10"> </span><span class="ff3">ANEKS DO UMOWY <span class="_ _0"></span>O KREDYT W RA<span class="_ _0"></span>CHUNKU <span class="_ _0"></span>BIEŻĄCYM<span class="ff2"> </span></span></span></div><div class="t m0 x6 hc yd19 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y7cc ff4 fs3 fc0 sc0 ls0 ws0">TOYA <span class="_ _4"></span>S.A. <span class="_ _7"></span>dniu <span class="_ _4"></span>1<span class="_ _2"></span>9 <span class="_ _4"></span>marca <span class="_ _7"></span>2025 <span class="_ _4"></span>r. <span class="_ _7"></span>zawarła <span class="_ _7"></span>aneks <span class="_ _4"></span>nr<span class="_ _2"></span><span class="ff1"> 7 <span class="_ _7"></span>do Umowy <span class="_ _7"></span>o Kredyt <span class="_ _4"></span>w </span>Rachu<span class="_ _2"></span>nku <span class="_ _4"></span>Bieżącym<span class="_ _2"></span> <span class="_ _4"></span>Nr <span class="_ _7"></span>09/030/19/Z/VV<span class="_ _2"></span> </div><div class="t m0 x6 hc y35b ff1 fs3 fc0 sc0 ls0 ws0">z mBankiem <span class="_ _4"></span>S.A. <span class="_ _4"></span>z<span class="_ _2"></span> <span class="ff4">siedzibą <span class="_ _4"></span>w<span class="_ _2"></span></span> <span class="ff4">Warszawie. <span class="_ _4"></span>Na <span class="_ _4"></span>mocy <span class="_ _4"></span>an<span class="_ _2"></span>eksu <span class="_ _4"></span>data <span class="_ _4"></span>os<span class="_ _2"></span>tatecznej <span class="_ _4"></span>spłaty <span class="_ _4"></span>kredytu <span class="_ _4"></span>zo<span class="_ _2"></span>stała <span class="_ _4"></span>ustalona <span class="_ _4"></span>na<span class="_ _e"></span></span> <span class="ff4">dzień </span> </div><div class="t m0 x6 hc y9b0 ff1 fs3 fc0 sc0 ls0 ws0">26 <span class="_ _9"></span>marca <span class="_ _0"></span><span class="ff4">2026 <span class="_ _9"></span>r. <span class="_ _0"></span>Pozostałe <span class="_ _0"></span>warunki <span class="_ _9"></span>Umo<span class="_ _2"></span>wy <span class="_ _9"></span>nie <span class="_ _9"></span>odbie<span class="_ _2"></span>gają <span class="_ _9"></span>od<span class="_ _2"></span><span class="ff1"> </span>warunków <span class="_ _9"></span>p<span class="_ _2"></span>owszechnie <span class="_ _9"></span>s<span class="_ _2"></span>tosowanych <span class="_ _9"></span>d<span class="_ _2"></span>la<span class="ff1"> </span>tego <span class="_ _0"></span>typu <span class="_ _9"></span>umów<span class="ff1">.</span></span></div></div></div><div class="pi" ></div></div><div id="pf7b" class="pf w0 h0" ><div class="pc pc7b w0 h0"><img class="bi x2 yd1a w13f h137" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x3 h4 y3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4 ff3 fs1 fc0 sc0 ls0 ws0">Spółka <span class="ff2">TOYA S.A. <span class="ls1">i </span>Grupa TOYA </span></div><div class="t m0 x5 h5 y5 ff4 fs1 fc0 sc0 ls0 ws0">Sprawozdanie z działalności za okres 12 miesięcy zakończony 31<span class="ff1"> grudnia <span class="ls2">20</span>24 <span class="ls3">r.</span> </span></div><div class="t m0 x6 h6 y6 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 h6 y7 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h6 y6cd ff1 fs2 fc0 sc0 ls0 ws0">________________<span class="_ _0"></span>__________<span class="_ _0"></span>______________<span class="_ _0"></span>___________<span class="_ _0"></span>___________<span class="_ _0"></span>______________<span class="_ _0"></span>___________ </div><div class="t m0 x8 h6 y8 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x154 h6 y9 ff1 fs2 fc0 sc0 ls0 ws0">123 </div><div class="t m0 x6 h6 ya ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc yb ff4 fs3 fc0 sc0 ls0 ws0">Zarząd Toya S.A.<span class="_ _2"></span><span class="ff1"> </span></div><div class="t m0 x6 hc y3d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yd1b w169 h111"><div class="t m0 x1b h7 y82c ff2 fs3 fc0 sc0 ls0 ws0">Data </div></div><div class="c x18f yd1b w16a h111"><div class="t m0 x17 h7 y82c ff3 fs3 fc0 sc0 ls0 ws0">Imię i Nazwisko<span class="ff2"> </span></div></div><div class="c x190 yd1b w16b h111"><div class="t m0 x17 h7 y82c ff2 fs3 fc0 sc0 ls0 ws0">Funkcja </div></div><div class="c x80 yd1b w16c h111"><div class="t m0 x1b h7 y82c ff2 fs3 fc0 sc0 ls0 ws0">Podpis </div></div><div class="c x6 y657 w169 he"><div class="t m0 x1b hc yd1c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b hc yd1d ff1 fs3 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x1b hc y6d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x18f y657 w16a he"><div class="t m0 x17 hc yd1c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc yd1d ff1 fs3 fc0 sc0 ls0 ws0">Grzegorz Pinkosz<span class="_ _2"></span> </div><div class="t m0 x17 hc y6d2 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y82c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x190 y657 w16b he"><div class="t m0 x17 hc yd1c ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc yd1d ff4 fs3 fc0 sc0 ls0 ws0">Prezes Zarządu<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x80 y657 w16c he"><div class="t m0 x1b hc yd1c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yd1e w169 h74"><div class="t m0 x1b hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b hc y472 ff1 fs3 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x1b hc y57d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x18f yd1e w16a h74"><div class="t m0 x17 hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y472 ff1 fs3 fc0 sc0 ls0 ws0">Maciej Lubnauer<span class="_ _2"></span> </div><div class="t m0 x17 hc y57d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y82c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x190 yd1e w16b h74"><div class="t m0 x17 hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y472 ff4 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c x80 yd1e w16c h74"><div class="t m0 x1b hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 yd20 w169 hda"><div class="t m0 x1b hc yd21 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b hc yd22 ff1 fs3 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x1b hc yd23 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x18f yd20 w16a hda"><div class="t m0 x17 hc yd21 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc yd22 ff1 fs3 fc0 sc0 ls0 ws0">Robert Borys </div><div class="t m0 x17 hc yd23 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y82c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x190 yd20 w16b hda"><div class="t m0 x17 hc yd21 ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc yd22 ff4 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c x80 yd20 w16c hda"><div class="t m0 x1b hc yd21 ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6 y5f1 w169 h74"><div class="t m0 x1b hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1b hc y472 ff1 fs3 fc0 sc0 ls0 ws0">27.03.2025 </div><div class="t m0 x1b hc y57d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x18f y5f1 w16a h74"><div class="t m0 x17 hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y472 ff1 fs3 fc0 sc0 ls0 ws0">Jan Jakub Szmidt<span class="_ _2"></span> </div><div class="t m0 x17 hc y57d ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y82c ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x190 y5f1 w16b h74"><div class="t m0 x17 hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x17 hc y472 ff4 fs3 fc0 sc0 ls0 ws0">Wiceprezes Zarząd<span class="_ _2"></span>u<span class="ff1"> </span></div></div><div class="c x80 y5f1 w16c h74"><div class="t m0 x1b hc yd1f ff1 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x6 h6 yb58 ff1 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x6 hc y1d ff1 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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