<?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="en" lang="en" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.2.0--><head><title>TOYA_SF_2023-12-31_en.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 */
#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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qmqgh2BaFGwUaAKZighZejNgmHUvh+7cZhGP86T934cOmY2xrHE2Qcm3B6ON7eH2+NNYU1ZucIsWk4D1tLddX/mJvZWAUZrN2kEQLqqxCXZT5NQFd0k4nIAvlb1rVskAi3l0lWzp2lGKFGK+tMIChJFwAS+aL0815fJZDKZTCaTyfxqeVND6PVN/tbtaHQfLb6KCjGG4AhCUCACc8AYcDp3Y4jDNJ+GvhuneZ5DjCJ6MIUz1jnXNOX9zeHm2LYVGwYDTOCtAVKhEJWYPC23lYbgQwhlVS0he2kNgCoM1zsdGy/dkqqkgqXkp0BctZbTtYNVgG6Srp+7vp9C7Lvx3HfzHGSJUkBdGmNMVVU3bXNzPLZtXRWLILaAXW1jQAKLIPEipzeBl1w6l1KeqK7FNyIyhjYL023dokT0oki72G9+paS/OtEqIN33khIZUVUQFEGQxHldWuec5VQL1az6MplMJpPJZDKZX7fMe+Xwya9eLwBose7Ufco3k1GFD5hn9PN06vrn/jxMfozeS5yDBFIy7KqyqUpr7T2Kuq4Ph+bYoDQXVZmEHetSwyPI4sKpiuCBVEkka9naQkSIVIkZtAz7Efx+B8hsu6EqqZCFpMqiqBdVDYULAfOsU/DjOH7+/PD4dGLmoCIRAnXO1nVblqUx5u5QHg6HplkmGg3BbE6hF4/TmMqglr9wvDUmWx0CLW2py+He6z1dtbcCei3xUqCfefvMfkEN7g6vAJL09KZJQUbBQoiCGOXzYz90PTM3TdM0ZQqAMJxrfZlMJpPJZDKZzLcv9jRs422bgthmyJaOzVU2kM5Jdmz5dwoCkZJJWsEL+n6c5jnG+Ol88vM8TtM8TyIxqTMQNVXFtiiKoizKqi7qsrCFs9ZUyWAFy5zelrVAiwPo2rCZamxMICK7DtupQKGLISlDY/o0BUNV+cqsJcUqKCDMoohCIWCe4ziHaZpDCOfuUwhhnmfvZ4nROdvUZV1V1pnCFVVZVFVRlYW1nDpX98nmSaCKgqBKWCVlEnKiktxBl3yEi18m8ZWZyzbMZ66E3V7C7bXcLyn06a4ZNP26erZEUWECiESEmRUclZU4VWjPU+y64d//9V/neb69Ofzm48fUsyrJSvSr4hczmUwmk8lkMpnMfwUBgIok5UDMAL9QESlGT1VZA9iAkrRBBIJCgOdehnF+7qeHp9OpHwGQcYLOgIwxZWHbqjw2bVtXtbNNYS2jYJDu5gIV4Pjzi11zJgITVk20puUBkEvbopIkO8oURgeNyzwcvCIIfMTn5272ehqGrh/7afZBACbmMp7rsmrbtqqLytmbw+F4sKnR1GxuNgqFADDEP7PkvcZGuH6Sv/Dz+k6SrzmV/MtVHwCJEwDeRVaEIMYWcRc5+Pksf/z3P3///fel1fvbu9/85uOHdwe7yH1Yyqovk8lkMplMJpP5ZnizHKSqhHDJLdDFFCRIcm6kpJS2pLp5LUh5YBxxOg/P536c/fPprKpB4AUKMq4oiuK2CmVZHtr62B6aCnYNSTdbvLsCEpdgd9VLCIDSmiOXZApvem97LBDRLnxvJ/x2ImepQKoHBUEI6qPM83zqhsen51M/REGM6kMIqmxcVVVVeyjL8l3NdVFWVVEWMAZui3fHrmlzU5h7rhQgb8/LRZZdLZJ+Tqq96rD9a1Tfa122XAnq06kPQZRgTbFVQWfB5+fh+x8/PTw+B1HD7n1LHz9+/Pj+ztLih5P+yx2emUwmk8lkMpnMf4G6+4XCTxc/Elq8QsgopQZIIl5H9AgAAhAjADwohgHPz9Pz8/M0dDFGZjaEaQ7MXFg+ttXNzc3N8dA0fGQwLyN4/FLqQBChChYiLI4nGkApH06hDNJF/q1K8HoDb2seWVoomQgR6OcwjuPAh77rHh4euq7z3iOF0wEiUhi+uanrum6bummaFAthAGMu/jG8+cOQqApS0ymvbZ1XzbGCV6W/Tbe9OjH8s1WyX2LPoj/34qWKS3Q5PkAqgSYlK6zE5IGgmAM+P54+PXw+dX2K5asKV5b1H37/rmlquwZFpGOS3VwymUwmk8lkMplfA2xVxYdIrGyY1uQ9ADEZb844nYfT6TRN05/nRoKPMUICVElhIYz47vZwaOr72+PdoSgcSKGKeqd7VJdhQKVFySlo0V4rNtm10KLfkialxS6E6VrkbKGBip0LCSgK2LICU8Dnp9Onx8dp8n86/0lVSaJhOOOcZWvIQH/z4b6wpq6KuigKZyyDSQiYdXVRoUt9T1kZvEoreUvG8U+rNHpV3Pv53kjlL0nA/3hfpdfU/gplEuCplx8/f/r08CgiMcYQgqo2ZfXdbz58/Pju1qbxSQXEgJgYEILmDs9MJpPJZDKZTOY/m5+9Cd/MPBb5QmuvZQqpUwRBP8ZhnLrkxDL5rh+naYoxUnkEYEid4aYq2qZu66ou+O5YWgOj0CiW2aSWzMkTr/W+JZJcU1tkynlYJAdUVYVQrVUx1Utpb4uG05cKKmAdOFxlIKX1E2NW/PDQ/8//71+f+5GIiqplJsemcKYq3aGu2qauHTe1NYBNJpYaVWX91HL/Wak+xsyvD7Wq8oviHn1RmOnPdXO+sZv6FZLvS5JTRFKtb63uLu/2zAp0Mx6fzt04df34fD7FGCVEa+j20H54/+7+9thUxhCshlQzZGK6WMtwVn2ZTCaTyWQymcw3p/peMCI1/mGY/TjOw+RnH079MIzzOHkvIqpExlVlWdYH/1RVVdu2N4e2aerSLfUr0SWYDiqAioiIWMcAVCTGCBAzs3Hps7aGw72I8aSvpYt5S8sQgBTHsJiMMpSVSBTKGAI+PfV/+v7zD49P5eHYNM0thqqqjm3TNE1ZLCpt38CpUEgEQKwEQgggwiJek2EppWWnQTi5WuFPI/gFTZhfPp38s5JPfsFKXlwVIqKqJ9jTeXo8nb//9Pncj8ZY65zE8OHd3Xcf3t8dXcWXgUbEMQUk0nXCfO7wzGQymUwmk8lkvnWGYQoSHx9Pnz4/9OMcRYVYlESJrK3q1hSlK4rD4eZwsP9neY+kfIiAANGUeWeAlDInImwMG8PMHiPBEBOxYbBCRYMKGXYXsbJL+FNHuI4Op/VVr8cCd+9nqICguqierpu//+HTp4enojn8yx/+cLzF7/cDgliDIBJESkQgsN0+2hgPEFQW1QeALPMyhifXuutLIntvMLP7mf+2p0/+2jeq6v/645//9Jcf2DoBu6K0ZVUUxR9+/9umRmsWDWmWxtRIxhBoqctuZU/Nbi6ZTCaTyWQymX8c9Bfcfu9rJOIvD17qOft+xd1vOi8BbkxbRUdBAihYkqBa+wdr7dcpOoALgEAsykLLnJ4APqKf0J2HYRr/OJ4RZZ5HDd4YNlYtcFvVVWFvmvrYHpq6LK0xaWZNypdah9MQ3pYwZ7ZEOkG57gEHpKE4YgOvgC5OJrzaXoqgkGHdtAFZIVbQEg6hiIRuxOPTOQSxzr07WFe6woKBkgDfW2tnKkbg/36YPp2CM+b/+qfb3xxStYquzwMtS7wKKdzJN6rfPGu0CqFfzMtghhT2QG88ezmo+ytJt8FCvShkUlxSAmk5pwrUOq3vVyUmLi7hhESaXHkU/YgfP58/fXoY9TliJp1v6/bD3e3d7e2hrEq3LUvWxYgCDLccu6tSX1Z9mUwmk8lkMpl/WN7s5Lty5jAXMUB4qQA3EbDUvApcUtOXwTwCNARjyFLQ3W06qEzVLwWIbNIDQvCCccJ5GM7d0A3TMI3T5L33voCECJW2qm4P7e3N8VDVVeEcwRlOsmpLqNvUnl6HQBBDX3QxEhCBfU+gikiMqs66NQQeuhmxMBQOi3GoSSolAo+n6dyPXT+Nc+jHoevHGKO17ulgDnf3799/uKtJAcMsIjDoJvR9z8yVdW1dGwP9VV01SdBtws++fsXualEAAoO1+CoKY8AEYhUJMZCx25UxRZzO848Pj0+Ppzl4Iopx/vD+/u7m9u7QHqq64Esa4Zuy9U2y6stkMplMJpPJ/ONwfXv8c1JDvzQP9ZZclMi0s0SBQgUiwdoC4qFCqWmRCEBvylRAUyAIulH6fhin6fn5PAU/Tn6eg6oSs7WurOp7R8WxuLs93t/cOAdrwFiG9FJcwVLEU1VA7Jf3kHZSBABQpn0MUA0CMLMxDCCGNCF2SRNIr59Qpvf2sz4+nU/n8zT5bhzmKcwhKmCMMcaaomDmHz9/388hRNT/8tEx2JjgAwxOp3HsB2Pp0B4ObcV4GYv+LV4wejnvL4WfvJR8yf9mmTVUGBaIpsyNCIcIJTBYmQkIgCi8x6fPT58eH4dxHH2Y59mwq5r6n//lf/twf1c753CpKNIbVyDrlztJs+rLZDKZTCaTyfzD8JU2Hf4tsUhfEJG8Zh1saosYhqx6ATGxTYWeZcuEWXA+4/n5+Xw+j+MYYxSREAIRGWPKqnLOFUVRVVXh3B9uDsagLBbvkk1YpqZN0qXzlAwB8Iivij+yb5O8ejaYlOxGxCa9KAZs2XG07RMHCSHMjyiHAafT6fPnz+M4pJeFEIwxTVsVRVGWpbVWVWOMkwnncXx8fHw41O37Q3KL8YppmkSkgL25uTFbBZK+nQuFr1Xe1WldOk/3bp/xKoo+RahHqIEagEigQBQooCpl6QUADIGAOaLrpn4c/vLnH4Z58iECIDJt275///7Dh/eHSguitHkVEMD8tvMMfbnml1VfJpPJZDKZTOYfha9y0r/STD/ZU3elDQTQNSE76QbHCkRCjBhH7sZhnuf/8emMVJoLMUYPUWI1xGVZVqU7NG17qNuqrmsuLQC0cVUXsvO1TJ9OL6o/snfUpEVnpu5O3T2y6kArF0mYqlNsQGkHMIYYBSGE8zD0fT/P8/86PYoIoqgKwxhDDNwcj3VdHpq2aaumNEUBAqLgT9+78Y9/mkP89PD4+/cHUWFjJCKEYCzFGA9NRUAM3jr3bX9fID915WyxEPT6WYFqMtSBaDqHzBBgBp6f58+fP59Op3meY4zeeyI63t589/E3d3fHogAAo0rJiefFNwsXCS8/exFn1ZfJZDKZTCaTybyN+VmZt78Fl2kNEmCAlBAVXqGEp14+Pw9dv4zqeR/ruo7RRx+ieMemrqvbm0PbVO9uD9agsBc3GFWwQr2SuTLlUAXRNr8ne5sTs4oQum75o204by9jOXm2LP+LapRYgL7z3TB3/TBMcZ5DP4zT5GOM5tiQiFKsCnd/d3dsm6YqDi2560pTymSvmpqMVcE4jl6gc6iqghmqysxxnoxhFV1qlb9WZKnAXl8qS3UOBBAZglkulRHoBz2fz8O5O5/PXdf5MBNRU9Xffffd+/f3ZVkagrXL2bbESx1RFaKiSqpk7fUHSlZ9mUwmk8lkMpnMS35eZigMfYXnp1oicKr2CdD70A/z4MPjuX88T0/9GAVgy9ZxXWI6NZU73N0c6qapy7Yq62qpDiavjqWelxZAQJlS9VSSvSTRpaUw1Xp2tT7WN7XqksEHAGS3QcBneGOMgVPQHOO578+ncRj9NMV+nKc5qpKogRpji6ouj/VUFEXTVLc3h2NjUg1KBaTKCoIQBBBmBpFhx9bKOIta733yhyECp3lBhcQAYmO/LdG3mdcsnbqbproap7tcG5GEL9cCJ3VtsGZI0FIDnqKf5vnHsz49PT0+PgbvmVG54vbupqnq29vjoWmakmh3Wc1BnBFVFQURsWFSWsMy9jOH/NMXdFZ9mUwmk8lkMpl/eKWnb7XwERDDVbPkoqTMm5qqQ+FVh2E492Pf910/DtPsvQebOaphU1VVWZa2cMbY/+PmfVEUZWVcMlZRsIBYeQnFi2t7aAqj08gFADXXKd7LW/fGnASQibvEBtotfqcNtjm1EXYepO+78/ncd+M4zj4GFVKFCJjZlXVdFEVRHQ6HtrW/rYSZ7eoaqlCNwRgDTeEUAAQiiB5ErmydK09dT+RExNUFQKpgZlYIUQiB1RExRMG/1oJfQATAYAOQKumWHwhlRGACnvr5x4fPp9NpOPsYIxPVdVm5oj00H97dv7upVJHELwMiSoS5VnYAACAASURBVKRM3FoWFcsGyRs2nepFGMrrc0pZ9WUymUwmk8lk/vuhqvTK0PDNBy83yljCv7Gmll/dLC+p4KvLfhAyBmxUhciAjA/CzOBlgm8OmKZ5mqb/2ftxHKZhDCFAIwBDaq3TGO7b+t3dsW3bQ1OVzhmg0RRBLgRaRuyYAEGUZUhvGQFb/P6TSIu6FPp4J/MIlLIVVBUEBoN5yVtIJcGdKohAFISAYZRuGMdx/LenKbnIiARVNUREBRsty6Ks3LE9HA5N3VhnF43bqAJxyYcgUKpOagTWOMTFXmbtMiUybEXEmkI1gigplxgjAGstiKARxL8kY+8Lp/XvfI2th1DlEn2uAlEFwMxCQms3LgG6Sr4ATB6P/fznzz9+//lh8LNxRRtjaUzTNO/f3b97d9euM5DFeiUyYC81YzBBIQTsTvtubXR1cZus+jKZTCaTyWQy//AaUXb6AdtMnp9nZjbGJIlFZDRZn5ClggHW1V4/NWl6oO/1uevO3dBP4zT6eZ6H6sb7IEEZZI2rnWnrqq3su5tDW9hjXRgIQwhBkcTeC//9pT3w4hF5dQ8fCcau+YGpyBajgmCIFz1Ai9ADQ5VEiQi6thcKEBXdgFM3Pj49n7phmqYQgjG3qlFEiU1dmsOhuTk2h6YqCrIG1qG4LE4AkMrLNV+Uh1lVkvnvdd3wVg1WkfSNADEbQKAhRmPAMAr1IRIZa0iBMeCHT6fvPz+cx8kHETJlcTDGfLwrb4/t3d1dVYAAVRiC4TWVYRV7L2w6fyJk5Bd0IWfVl8lkMplMJpP5B0LWELVUkkJqmXNFseXeQVMxKkUg2BigBGsAQufxfOofnk8+yDj5YRjnIMzM1rGtaegPhW1vbw5NVVdlU7im5rYAAzYJR1VAIUKqsItlpV7pClLSJKLkuqZlkgukiIoSGTAzcSo7qSDKMkOW9uxswLz0S3pgGOKp6/tx6odpnP25H2cf2BXWWS6LRmJd14dD0zZ1WXJh4Swsg2mZLWQEhUCjIqoqqLpooUW28l6W6G7xJLvq3E8NSfLPTqb9Z18ni/nN1ewcMQEQERUFExMrwMaEaeKSFaQWQTBFPQ3jn3/49Ph0Gicfo1pTHJr23d39zc3xQwPrtv7YpWfT0KarBbqa4SRBR/bNzk0BfkE8e1Z9mUwmk8lkMpl/OHiLKcdSN1vkWAREACJetYwAHojA87P//PTYd+PkQ4hRFUKQiCBKxpqyqKrKWvuH1lZVdWyKZLhPy6YXs5PUrAcy6UY93dQvRbIrmUdYq3OL1khyLgbDDmSSFaTEZO+xRunRujdJDzD6gPP5fDqfh2EapnEa5zmKMUaUANTHpj0cy7I0xvzvB2OtLQrr1hJjUhIqgdbKHkFBBmrAqquCUALtlNym+uJrhUJ6rVaYKPVErt20hG8qrW+33sU0JZ2p4L21jjg14y45GgAKVwIQxTCH0zQ9nk+fn54fnk8qqFzx/v7dx/t3x7ZpSlhGmuT0PqjCWssMFQkhOmeujuNF1NFbeu/ryKovk8lkMplMJvMrhoj2oQXbg196+U5KUep+TPf0CpBZ5JZXTCPmef7hPP3www8hBGZW1RBCjJGZi6I4HOq6rpumORyquoYj3IYAZkAgvJb1CIAyEQHm0tCpiiWqQIFXZb3tfl92SzbssDWoEtjQqhghBFHEiHHCOI7zPP+P7/9d18FFXTHQylnnXF3X9/f3t7d1QQBwgwlQwAsEkiQYg7ZDaJd1psKXXCLeZZt2+7Ig4bR/uiwDojC0naNkbqmKbzu3YXPLJGOdvuq/BBAZ3YiHp+fH8+nxfOrHIapUdXV3vLk7Ht4db48Vp4IdCSQGIqqd3V2Uu9QLYuh1KzJY3ziqWfVlMplMJpPJZDJvEdO9NBOBN8knq6gZAsYxnrvu1C+J5JNXVSUg+ImIDm19d7w5HJrCubIsCnsJVQMADYiL0yIRw1owAwwR0bXAt+ok5ks8wNs38UpXs3GptzBCGAQoLXN6k0c3TOeu77ruPPTT5EMIZVVJTAYt4iw3TXNsm6qqPr5/ZxnGLP2EyfAliGdmZjZY65CiMQRrdwN9tCpjvThtsuK1uKYXxSqCWQp5XypQMUCpbvgtfZewU7dX3yZAgBgBWtxq5gjv458fhufn5+fT4zTPimiMuT/efvfx3ce7u6Zgk4rJs7ds2DJI12IhFtFPxOTeqvJdf1exXRpvyGT5aUmYVV8mk8lkMplM5r8DiyfnT3o8sjF7mTcLfNAg+v2Pn2cf+mnuh2meQxRZ3DpUq9Ilsdc2VV04Z5cI9ZfeGyGqe3Frzaoq4o0x0CiS/Bh5WyEB0Fd1souFx5UImGLBvFQju0keu1PXj2OIk5+7YRymeQ6BjLXO2aoJfWyqqr1rj23T1mVVFW0FA6jA0OIyuRqEAvbwUtswDC8TkK/kGvFlzfpaexgAojuZ5JBKhDCkCnphM8mbrPnmCn6vhJ8CfhaybAwE8ILTqf/8+NB1w78NQUI0xIfD7bGubpr6tq3vD2VloQJCIAZKAqLEmVMIhw8pqh5svyTv9MWFQK9epetSvywHs+rLZDKZTCaTyfzVxFc3mPS2EHgpYC6GhPozKm4XOvC6rHS5FfZrlHZSfkTEESTru3Wxr1QROXszTjqO0zxP8zwN4+j9HGKUGIiJiZmpbcuyLtu6LUt3V6KuS3OxNom0qTVV1ai0FqkMJhheil2aGvWIWE2qZIGJNXn7i1zu3FUhqss0IYsiqqyjdSSKIIgBUfV5GodhfD49z7P3YQ4xiqpoJGbn7P2xqeq6qqqyKq21H0xpDJxZghugSrIKLE3FSFl6CIkUuh3bpNeS3w0RXUWVL9mAbwmP9EJ9cWYUgBEhxKAUuZjBKfuCIYwICUQIogKYVb584Ry/3nBSyfzi6kt6Ns0Mbm2py7/qvrBZYO23TWdEVMHLSKboUoYUUAS84WkI5254Pp1P3Xkap6Tc3tVFe3+4PR4Pdd2WrnJkAUQlWUM3UpoFwIam5HBj3Vbvo9ViaHEZSu3BWI/qVvTV13866TWyvk/JlEszbdreOjGZVV8mk8lkMplM5q9Ad7eevOqJl3fhb91nL7ehL8oSb/T/0cV4ZflJVFVpiaFbbpLjNBNbtha8qKWYIhYIXjDO0g39qe+68zBN02zej+MY/AzAEpiiK0xVFvd3h7oqbg5tU5FZZ+oEaHSmnWS9TFgtcsrshUf1cudTC6mJUfhljQ+IPrn1KzOI4jpax8YERTfg3E/P5/O5H8ZhCiFQ6YKfoVoW1pnipnFNVb67uy0sV6UrDF1cWAD7YtBxqxHRdkT5Sl5vJ5LePIF0vRW8ufFXFSgAYBUiRHDk0pMRAiCOYEkgkdmGZTpQaae9dp/0+rqQ7WneX2/r9USE1VN0qzkSXX1pQC/WrwoVVU22nIYI/SxkmXnJ3BtmPJzO51PfDWMIwXvvvSdF0zQf3t/f39/fYyyKwloWgWpMC1NSMKem2P0HGuY3D56sX1QsORxp9SxQAuLF+CZtU64zSJJMB3qvxrDh5W/KRwzDwKCs+jKZTCaTyWQyfwX8xq/0C1+M1w4mu7a/uN3NpoJaysI2bFYDzkXdqIqqomqXMD2BLv4p6Ab/+DScuq7rhmEaRYSZDbvJ/zsBh7I8tHXbtm1VNnVVl7ZyqxAVMIFoW0/xQrF+ednrwvflMFJArCUgQJNRKERERKI70lqHVGCOmKcwztOnTw+T9+M8z/Mcg4LJGGNL56eudO79u3f3NzeusFXh6mJpNN0dEeE0tPjtXCVrxZCulb0hMiD9wlJ3h5BffS2w/2Zhun6Q9gkQpEz72vMmbpn2nyKAEgkouaikrwxswcOE5/Pp1HX9OHXDOM9zVFFVEXHGfri5eff+/vZ401RkCBWqtMEoAtByCpbBUX7xtYbV6XrN6aXMhBRvn74CWI8NG1VisxWVl22uum47ViIaVeA4AM8juq7r+74fxmma3h2brPoymUwmk8lkMl+NfsE04hcIDnn588tJtsut/FK/oNRupwr1S3ukWYpnRCOWrskYMU3ouvF0Oj09Ps2zX0tb1jI764wx//y71lpb13VdV6VzlpbqytKZqQpVWhPzoKov0sb3Bcov9afuC2OU3pAKScpkFcKG2aAHIjDMOqz0fT+OIxGJyOK66UxZFmVZFta9O/y2KIrbQ+nMpfH10lAqohoZZIxZe2O/CYiIiFjffvzysOqbV89b8m+P3x10To2iGgJx8tFJPZrbwVrafRfxjUXjmWRSQwhAiBhnOZ+6p8eHYRjGcQxR0lcUzrm6KC1z29b3t3d3N4fKEa+nQAREqXWXL5W8K4uanXwVvx0FbJmIECJDu2bozSzUMOnuLyfq+u2GLuov7cg00xT0+4cH7/00TdM0ee9FRJTaus6qL5PJZDKZTCbzN1SDb8i/62SFrfoiL0fC0ngSb4kEKhAFg0GgoAIyxIWu9/s+xhBCj3Lq5enp6Xw+T8MYYySAiWxRGmJjTF2Ubdve3rZNhbKYjDGpUMIQUdEoCpAxS38hES55DlcheL9gGNFfpvWUBQphJbCxKaIgAD5imqY5+H899/M8D8MQpjmKh6hIYIWxXDpbV1Vdl4e6aZqmqgvHXK5HlbZcbwCkpCDSrbsVEBUhLr5KmP39rgcGmXXiktavCi69rvoFRf3l6+paX5trTUVAstZMg4sEWQU8UWBcht3WKhkBZw8fME1TP83DOPd9f+47zEt9uKoq55yx7JwrCvvh/X3lbF1Yu7XJaoRqIJsiE19XFt8+JK/3mRQSQUqAwdIOnLYRVrNXWgXqMmpIGAOmCd0wnU6nU3ee5xlAjDHVk5nZOeeKqmnbrPoymUwmk8lkMn9LflJDyMuXLjflSfule3ezPEdKYBAELGu2XgS8YJ7iqTufTl0/js9TusVdsuaKwlpDlStuD8fbw7FtTVmA1345WlwwIwBRJWVj7aZGNUaRaIjBDOadmcz1vTzRGxVLIOhMILDhZd6PdY16Hz1O59j1Y9f13Tj4OUpB3vsYPADLZK0pqtIZ87vffCysqwpbOGMMbUeEZRHPxmyiacmNU4mkWKtbSirf0MWwtOQS6xIUAQLpC4PSJGiUfoHS2xNR7zSfLPOfKTJRBdClWzdVQ+Gwxl3EiMnHcQ7eh88PD1OIwzhP0+SDAGBnb+vaGFOWZdu2TVu3dV2VsJvqjqIINg3PkSIEchaXPluIvjlKuJ6XJOFf2LcqIALI4kaku2lWclszsBdMHjHqw+NjN05DP80hhhB8iKpqjDEyWmNc6eq6btv2eDweDkVjsptLJpPJZDKZTOY/V+xt81Uv30YA4L1JmktXH8ZUlnk6x2EYH5/P574bJh9jVFWBBhMYxMxlZauqPDTt8dDctnXrzN4CNI1MMdutjEdQMOlmFsMgtmbXYKeavDwuy1NSvDHctxBMvTXyeSAKfEAQ/PD9wzjFczdPkw+izJbZyumzMaatq9vj8dg2h6aqa1NaxAjLMLS1DsoyF7f5gy5tsRpjNNauxjIKETCD6Jty7jDXc4ZL32sylkx1ONElpf2llr6YtnxJB143fS5tpEoKGGhkY9IGRVVUBG4KGIbp3I993w/D0KdpPSiRUYDZtk1R1tXNzc3Hti6KoizJ7sp3AkiQ2jIbJtgYZkMAG1hO0Qm6tvUSYSf6Xopwn8rZtFs3MQERnpNXyyr3IApVsc5HDFPo+7HrunPXz/MM8DgH7z3YMLNlU5ZlWZYfDzdlWTZNU1WVNQAgCoqaVV8mk8lkMplM5q/QePI1L36p93St8m2mLpcbercUZOYZ44i+H7uh9z4+PD+FGEVEFWSNMQURqeqHO1RVdTgcDk1dFqUFzBKHHs3SB7eoNSYN4rZK2RYGoQq7zPHt1nyRbxd9sc3LyUVOXqRHDxYgBEyTDMPUdd04zKP3p9OJyYGZYGxhy7IsiuL3beucq+u6rclaqIA1CYBd3IREVgUzKLmKrpOHzCAy1kqMzAzenP23MtO3dbUwsLV37rsa9UUfpMr1FwFrz+rysnUDm16KO9tQghCEEJeEBKuAgGeRbpimaeqeHqdp6vt+nmdZ8hiZmS1zkkl1U1VVVdd1U7FTbDaYqosIVwAGopL0mDFmKVwGZaOquk+7UBX9Qvfsi4eWGiVBTKHr35UCMUJEReSPPz6cTqe+76dxTqmPRERkCDg01eFwaJqmLMu6rqsKt2Y3TaiLMRIZzqovk8lkMplMJvP1rDeUl5KGvs7Uuzyz3O2TwTqwpIQQAV7G6NIdvVd0PeYZXTecz+f1Hj2kO11mttYaY5xzbdve3Ny0rT1UQrQkzAGRAd1S9SCX3j8AEJcCsrduw02H2MWQYyswprtzs9jua2oW1FW8rHmAABCB1GX3uS/73p9OT+M4hjhLiKqRWI0xx6as6rIo7OFwOB7ryuHuukV0sX3RfSKGYjMG0S0wYldDUmbma8WML5js/NddJroat2wZcookXYwx/TDKJZ7ues5PaRXXvAucwGqPIyLCujYDp/PDS95GH9FP2s/+1A9Pz8/DNAWRxs/JJodIy6Ioy7KuSufcdx/eWWtLx3Znk+N2dTpdJ+wIMIv85quBT2sgnq96Otc1X1qCd6dIAjMDHFWCgA2nZRNBgFkweozD0sPc9b2EPilkVjjniqJw1jRl1bbt3e1tXV+ZgfLFAncfjZk7PDOZTCaTyWQyfw3rTW1SS9jZjKz3u6KLjYcxJpm0bO2aoogKNssjQTF6dGf/8PR4PvkYfUpFU41pSKkwVhEPh+b+9u54UxcFzCreStGkKwBJ6gJEqkqp6+5F06BPKmS1TtztimFZ5CgUqrzc3xcEaBosTPGA24RVhI/ox/l0Oj0+nbquM+477733E0Ot5argoqidpaYtPry7vWuL1cJfBIGoeH048VLD7Z59nYVIv5prZavpbUo7heM554ho0Uuqb0S1q6oKcTLLhEChRAQmhmE/zdZaMpSsOp+H+NRPD6dzP4Z+nucoc5QgIGOLojD6XFpbV1XTVIe6aZu6LskxYoQlMIMvxcS41ejMfvGXvkx+NZaYvl5QXURsTOW4Ve/xZW8WCAQlZoMIhIgp4nSeumk+nftzP80hxuUbB1uSKQvrnGur+nhobw/HuiGNsIxkQisKEqgKES01ysuVT1n1ZTKZTCaTyWT+6hv5NVJ6y8YmXI1gLZWPi9iTNTZ7KcwRThO6fnzu+nGYx9mP0yQi4zgys3VcN0VVNU1dN01VFe7mULGBu7JrBAATzKKVyCxdm0sZLv1jkIQc1tt1lcXPZSkxRU0Ok5aJk3+oEkE1qiqowsXRExGIgk8PUz9OT6duGAYfoiR/SnX+9AMbHIuybZtDWzdN1dZFVbI1qXYUIYF49Z2k8OqYsm5qGvTC9+ZLd+36RUX+rUo+uiyaDIcQIpwDRHVJKIjpclocVIk4qtAmuna9xb4sPNBN4fTcdUPfd2M/+XkKQVRViU3FNnlY1nX94e6dtbZytixg17FJApxZvwHQqBrXs212B1OxpTAoL6U/pX3ipJUAIhATbUH3LKKiSjDpapflz4RCsvlRqKIfw+Pz+fHxqR+GoIiCKAiqAIitYWXmP/zun26Ox7qy1mLLGlkGDgUEcSCYdI1rXPxpr/4YCXmuL5PJZDKZTCbzV9zKR6HFOySZiZDqMgwXVES2xLsIQGGsWe6yJ4/nc3c+9f00zrMfxnGOQjAi4mMgMr/73b1zrq6Kuq7rwhWFLWjfw6a83Pavd93qsLVH0jp9lTwtabmHTyoOAPTKnQVMoGT6oiCSGGOMZNgam0qCHvAe/Yi+78/dMI7jFGLXdaKISkRkjHPOWmuZ+Z/+QM7YqqqqqiytZUpdh0twAUQBWlYtCqvXmo0kTe6t+xqvUzDszym9b/2CUV2EH0FVyXCMURU+hCgiJLT60CiriKiQkhCMMpiWHsjE6DFN3nv//3ZjDPM0TdMwig8GMKqWuSntsWoOTdtUpXOuKoqiQHCbOex6WBUqwoYJAlWo0NaEejXiSbhKSH9LefNVWU8kmXIyFp+XJWQvlcafArpufH5+TgmNwU9EZK3V4Jm5sLYqizSq2rZtWdrKXSrT+4A/hQJx+ZYgNcSKqimTcN5f5t+Ww08mk8lkMplM5leDYd1SxRSqFLEMWAnxFlyWqmnDDD9K3/fn87nrummaYowAmHmaJhEpiqJt6rq+fff+/eFgnDF28cq4yBwVDyImTQaf6xNvBZLrrhS4W/EiprDLBE/FNaYl/c64ZIwSgDmEYRh+eJpSWvc8zyGErT/PWdsWhbNFMvdv26pqcDQdMzOYoIBXqMbkFZpS6+xlZk8hl4TxLauer5dLstzZXzU+/rokHxGIKE3HxbXkqgRmnmNQYwEQk6ga4hApXRUwZu8AFIDJY5z95OM8+77vu76f5/kvalkhGigGy9xW5cGa93fHytqbqqzLMplYLiYx65RkmgEEYAgwa2luCfIzeH0urs1FF+tRWqp+QgAhRmCJnlABmA12OXtRMMw4n7vT8//P3rttSXIkR4Kiahe/RERmVQEEu8mZ5Z552v//nH3a5Sw5bDZQqIzwu5mp7oO5e3hkZeHS5LBRDZODA2R6Rkb4xTyh4qIq0k/T9G9DEBFWMQxVGLaVt4131rSXxr97vjydTpXjlddJFFgcTHC2XVS+T36KipCoqsK8cTegdHgWFBQUFBQUFBT8ReW8U1URBRMT7yYo2ZplWSPRZJ7nEML/+//9WVVFosQkIiBxTNYYa825eXd5On14975tvWUQYSd7ClWkbGJBRMwWW5iBrO1yxCA1X+Qb95pXt6nDe5oD5y5AAeUo7xzjFpJOSxyG4Xq93bpOqJ6mKcVARM65unLeGmZ+OrfPz8/nk3P2zg+ssuYRK1IVAsDGAJw7XCUmIkNmdYk58go+/Pfov2k2lvFwXF8b63trIymtBC9BmYiJAQgTb1kZCoSEJWqKeu37ru+7bhjnECXFGDPBqmvy1lTVqfbucmq+e3++eGbArKdOIAmScmNxZarjGbzbh64jhXzXw1SF7uHpfDjl2wTrfX41X7uFmDn7/YC3UdU54nobf/x0/XTtxnmRpMYYMmyhZMixtdZW3raNe3+5XE5N69fFr5IkzCBlJmIm1bvxrGpOpyQiJV3tfDJftURvLQ8urK+goKCgoKCgoOAvg+SWThCIcvfdFFSZpkX7ceiGsR+HcZinaZrDUrXvIVC1xprKmrapntqmqf2H57NhGIbbvDQUylvIeK7LiTgrMGFejDFkDBOvRWzmhSY9kiJi8E73HpKyCZMoMzHs5s2ICERF36dunK63cRineQ4hqaoS+SV2lfeXy6Vt23PbnBtfOfvU3LmjpkgQYwyBCM36caIqIiAGr7qkARmz75UIsv/k67Dy19Kl3GkeHXPjfha/ISvPzWvn4Vp4751ziajruiU9WYMUFnV1kNxSO47D3I3DOM0hpJB0DkuIwmzYWd+0dV37uvpjQ3VdN03VVLkvEynlcIXc7KjExOzzGTNpAfa+X7pTNmWo7j4xAERILLars+XMH5xgtzO8XQjlVdwDQtRxWrph7Ibp5dZPc8w+QGQrY1kJIvTtKZ6a5nK5NE1Te7s/OFBZ98iwAZv9EwkJMakqkSGbbwKzPrkAFBpXb1IQkXtjXhQoHZ4FBQUFBQUFBQV/AZihSkIgIAqGefn46frpNsxL6KdxCUlAxhiyrvFVgmsu1fP5cjk1bY3KwzHcJnrxWr0KMUjTSpKy6qUKyfYs7JzPtOjY80iEtA0xMUBghSYIra1v/NoVkl0CRWBOaZpC14/dME9zeLkOIUGJyTgVkxTGGGv9f/tv3z6d2lNrawu77bAADGGohZARQFSDqkLOeS6MDLExuRVwH70SABAGCwCG2R0WXyl59+SGR3Zn5GtcJ5mKfL7de++9H5bw8vLSD8/12U9h+fc/d2FJ0zQN8zTPS0wpKqBMxhKb8/PlfHqqmtr7umrR1vjDzvejqIoyG0NZBU4goRx/iAhS6BNv4q/IGhiCtMYyMpGSbAIeGeTOXN4uHN9pnty5t+7sWl76eZ7nYRhvfTeM87TEJCRsFTaKGufa5nx6ulwudVXh73l2zjGxYgsGAVISY7JP6f4ZK3V3cYExmThDRSSJwFibUygFxHzUu1NhfQUFBQUFBQUFvzFouJf7r+u0N+WadHjxvVnxs7cFgLDqTth9I7e8M9kmnRSaoApiSFqtWcAg3gw5ec9a2FlI/rYDQsTUo+/nvh+nYez7nklVlWG9cd67U1s3TeO9/YcnNsYYZ625H0Yer1rfmSD5eImhOYlhtazYjlZUhHgfb5JtiFAqNkd3SFUimHt0oNwbRuOC/+Wo76XrurHvlnEKy8wKawgSaiLDqK20bXs+ndq2rpz/cNqnqI5MZt81c+A2AD9cxT0s/VBw8xtffrFl8z+i18mveMNX4tCrWAj67EdRDu+UVr/N9WNzsuL99P/z2PwwBdbJxvHk/xhBBiYSTjX+8Zv6f/7rdUrx//6Xj8RmHKZrVnc1QcSyrZw/e1N599RW58af26aujCUQFgYBAt4YjjLl66LERDvJUb3v/QxLRLxdJEXKjb2UVzSt/qBZwK5nwBiQWW/D3LcsLMTEUGAWTAuGCV039cM0zF2MUeIiIlBmOGfoqfZP5/bU1Oe2burKuU2ho+r1KQWs+fLldvXDVTSWTfaNzUvwUS8m9+Z7FNZXUFBQUFBQUPBXxC8ke0c2h9XKYdvwhpSyNaVlE/cchEZQUYUosRJoywXfmIrx2y+yqkL5QA0hBBVEQQgyhyXG+P/826ccqRdjgigzt61n1aqq2lN9ObVNW1UVewMiVCmR4dcTa3RnZLh7VKz+GqKiqlHXqSraR5gIKgKAmEAEZiipKq0DTgxoFOjm3zlFzHMYprHvx3Ec/7TkqcCUi2bLsEzWGF+7pq7fXS6Xy6WpyeVZPPlS7PxvHz/DGPWnOv5ztAAAIABJREFUVxy9+e3GJDM/0SQx5m+JNKVkrQU7haZ0t72ZhzCPg2g8NRdr2DHTtjLfXZ7GD8v3H19ePv5AxjOzhVprK181lT/X1bltns9NU0EDrIHjTPQTSSIGHQL2DrY/D8tMD9fPrw89cu8ubQkIuRk4pbQ29TIzE8NbqEZRzYYpWYI1SIp+wKdr/8OPL8M4RVm7QqdpIKgxpqqqpvKnpjq19fO5bbx1Bpb/oyT+jT8cv3JpFtZXUFBQUFBQUPBXJH38K0v2e5l76AWU1xW9KgAmPs5TqYJJYUlFdYsfW00LiZagOeKZ6e5WkVMXQsI0hW7o+268Df04jsuywFsApDAE423tbHvy//jHPxpD3lLOQNt3h415k1N8wYdFkF1XMttb/2tFhJkVqxejAqKSUvLWiqhEIgIMlEgMpig/dMOt64ZpHuZpCTGqAKBZiIiZDXHd+qfz5flybqr66bRKJvmIVqN8/lqX1a/y+VR++xLsi+R1anoIzAxmdtWmm8HwKkMHEQVbaxSIkm4//hDGybP58O7JgQ1AUKMqxJe2Mn/4Y9Oc/vTnHxTkvT/XTfZEbRvyBgywAAlmiy5QBYRBmfJB37p99AvfUAwrWWJaXThVszkKGbZsV0NaYJ4DVRAiZSJgEdxexpdbN47jjy9XZlZw0iwrU87H+8M3z865tm1PbV3XvrJrDOCaCphjKreB1e0JxX/tXxpVLX9vCwoKCgoKCgq+CqRH8nefF1unjADaotBxIC6q69e0ixvrb+7J6UeGE4FxTH03zvPcT2MIYZrmeZ5jSkRkjGG2SW91XV8uT6fT6dS0TdO0dnfbV0UizUnjSiALD2DfMSKlV94k92g6hdIrVqybCiPIMdZKRPsok2zthAoEwY+34ceX27W/dfMcVUCkhCVKLu7/6XRu27Zt28p5731bs91OFa8BESsdJQK+NsPMv4z1pUOL52M752rXg4OrKgCC2z8l6ppEmCcp85RiXpEvXfzhhx/+5d8/IoZvni//45/+26k2lWFoElWFBSMBQdCPIoAx/L7avFP0kFNBew+q4tj4C8THy0OfPTXRgzkOiTz8nLYBUQNVpATBGuFBhB+B63Xuum6e52VZxnGMMTIzM6tqSklEnHOXy+Xp6amu64tx1nJd3YP1VEAAq+Z4ds5rnujnHuv870LR+goKCgoKCgoKvo7q/Pj6BLBu4WdHBiU4SH97YasiW0sYIYjmCPI1aIEAYBLEiHmWaZqmaRqGYRiGeZ6JaNVDiKqqqes8quc/vPtH51xVVY7M5kgiqxZDSoChfT5sZ6S0S3d3sncPJti26H2wTFVUVZQUlETZEBjMlKlFAqJgAcYh3rqu7/txHOd5XpIQUZQEoKqqqmmapjmfz23bPqWxrmvHD9V3SiKqTGyYmB5P99dJ+15N9f0cyUiPrCn3Ba9a3+EEcLZtVYIqYn5eYO5ELAFLwhSQIsZ5/vjx48ePHzXE9+/O337z/vnkJCQYgYJ1y7MQOMJzu14PK9uC3Z1V+BieR8dFvZn+PEwg0vboYH2tPt43mqf5EowF0/pIBBAGGAxMC/o+vry8/Ms0zfOclhlASklSYEbNnglN217O7el0OtVVVdnMpqrjqlGIwEDNJlDSGg6x71ZhfQUFBQUFBQUFvyf8wur8jQwu/QIlfBBreK01iZmNgteimteqWICgGEaZ5+X7T7dlWTLTSylx9ttntcZU3p/q5nQ6nU6ntnWVR45Eo60Cz/zMEBligGjtD1wHA1WVX+9u9rPUu6C22iHm82Fy7axgMBE/yII5/nyJmMZw7btxHP88jjGuSYAkyqSOTeX9uT1d2ub56altjd+mFx2a/FYxxZSSZTbGeLObNaqkbJFPzHdp9CvFT+/6m322DzkXmzS7Bs1vpGWhdVteQlEQFcOYxiV0t+Hl1o3TJKKqmsAfntrvvvnm/fM7zi2OaqAJyL4vbJgBJF2XkaaJmMG88iIVDVEEpqq2/k7KtDP7DVl93HX9/AFJOmwwoHW8LwtwMef5EaZFu354ufX9OEzTMoeQrFNJABybunJN9fR0OT2dT5dT7QzsQQfOAZL5QFYH1zWPkVQTVEnlvmMigML+FShY6fAsKCgoKCgoKPirIX25Ov/FIpMc8qYfWKQKCZTIMK18LwFJYBiLYJhkGKdhGH683oZhIPYiklIA4Iz13le1q6z77rtvnbXew5q74YoC9TY/qArW1VeF1t1RypU9KTYLlsNuKfYsvrcGnFQt0b0HNSmiICkEGKZ4u92ut25cZhERJRFZDCOJqhpGZV1T1U9t8+37p0tjjYDzXtBKcyOWzOh2gVREAKjIgen9cur0G4X+/IqSz5Zh/s2DCJq/1tcrcTLQHNcxxlvX98O4LMv12kWBiCixqjIZ611VVf/03bt3z+fWwwJIQpQgAmMkJDKOzEqWRBQAm7AvZyLaHXo0/xi87dFqj2rkrZSC4xU8MJ2Zzb56o2CeUz+Oc4j/+m9/AiBKKaWUP9oYG+V0Oj0/P19ObV1bb2EYhtaZz9wkTcd7cGNV+4pOMQIwxrxxNaiwvoKCgoKCgoKC3xP055neK6eWvVeNX9Xk8tnbKkgPXYpRMM5pnudP126e53Ga53leUlQlZk4pee/btn06nfOgXlWRN3nu6S7r6SYNsawF9n2G6uh4uQsvmhvq9o26jRfiKFgedz7ompOmQEgYhtgPw7IsP3z6MYnGGIOscpyIRElPdVvX9bvL0+VyaWpnGd7AEO41vuI+cOYjVEUkG8xISgDYuNenl+irZn2/LMn989fy/cLtjZT0eq3+a7/M8zwMw/XlOk3zNuRWhRCIKDfTNk1zPj+1LbdujWQkgWFBipoi5ehFUBIAYOYsLAZEAHynTlCoiADMzLQ91UjbHnuJ++2wh9mDaG+hPCY3vBDNEV037J3Ac1hiSMwsIlFFlay1bdt++PDh/zg9eU/Wrh2m65ynbjfVeta2yIqU4I2KZMOh/VmGruHptDVX/zUXVWF9BQUFBQUFBQW/Hd6XC93NVWRTPXCvYfctJKogo0RJFEzHML2UEJKM0xJSGqcwjdM8z2FZQgySkqTknHPWGmOss0+X8+lUt75iZmeMsTC0ETRVw7tVCmgzIbzPVD2ShnV+CXqfXMpNb5o2s0fe1UGhe49nFiGDIIbUDdMwxqEflrCklFIMKSWoOGeIyDnrvW+bqq6ruvbW2PfqiInN6rCf6YqSbo6MeQRM73v4mkHnBtU8HvmqOv9a3Vyg8bi8aDsR2VAke1cCxEQgSpGYN+dX2pLlBUvSmGSOYZqWcUrTPC3LEmIal1FSAtR733hfVVXt3bltreHaO++MNcbw2gIaNqccCxDSgYWTbioskPKQ6aKcr9HDhB5URba0d93nQYlAIqvfDwgKIYoCYhMEKUmIcQphGKauH+ZpntmGEGIIomKZnXfOMDOf2rbytqmqqnLeWmuNYZxyOshP3an6aubxTar15h3+V1lUhfUVFBQUFBQUFPxVq3PVB3eHTFZEDo5/d46SXVUUIDJKlB1NEhATQkIUHab5er1+ur4M/UTsU0opJQDOsvfeO+MNv3//vqmrU1M5R5ZXouQ/K0xVE+HgtnJ3B80CzRusT9csPRAxEys0S25LTFBWJmMYh7T3JSIIplluQ3+99X0/dn0PY1hBRMawNaZytmmrtvLffPjgGM7D0W4pCdFtUO9OkgWAktC9Vj/w0oPvxl4GK901U6K/foH+n4C05OOig6yqqsw2C3gqJLSegQWUA+VmwTJjWuKn2/XTy8sclgRNgiVFEQGTtdYY887auq6fz5fn53PtyBDslnWx9WsqaVrf3Pkcd2fWYbp9qfCe9c4b6xN1ephOXcPe9aCNiWgOgmcGUU9mNSVSJGAOOi7xX//l35aYxjksMURRZmucNcb4ZXbOnZrmdGrO7enUuMrDMkhAvPVt5hE8UTbh4TY9PiwAY7M23Q/B/ILHOYX1FRQUFBQUFBT8jllf9lx54BwPDWBJ7vyEzN3QPgrGEFLUbhivXXft+nlalhRFwMZ47+c5WGvruj417encnJu6qV1uWnN8z6jORbORsJeka0/amjK2FeC4Ry8AAKfH4nZrfAPHjYKt9TFRdhDMLZYxYp5jP0zjMvf9EGKc5zCFJQYBk3NOVZumuVwul9O5bnzjqXF3Q/xV7lnzFZSIIqfdBpRXsSp3kepbk2zV4fuHlIg3U6+/Vtb30OF5z+pYkoDY8N0pMyWMhHHST58+vby8zGEBkKAppSiJiARga7z3l8vl8vzUtvVzgrWoeD/hIIAEBMm8jrDTNQRyBDCU75kOd8q3qn5QzjKgujdpkwTNC4nMw81xIwjQz7hd+77vX7quH2brnSQNkkTA1lS+aZqmqqp/OnvnXFVR5bb3WLNFDsnuK+lUNcuR420nNN8V+5b7rvhfxvcK6ysoKCgoKCgo+H3idXW+V41RIevU052QRCAB85zmeb51Q9f3IYSuG5IKERm2AFTVGOOc+/vvvrPWVpVvvHXubjwogMmsTACIYybKnop4HaP3unKkA8tLOyfd9tkIWFbt0uqhJp4VIWAclxwLMY7jMAzLshCRrGF85JzLZO/d81NV+arCXuGLQgUGYALRNme47ekVIZtK8jrUBQIs1Hxegyv0YKRxPJrfVIH+n4WkkjU9ZtqvaOZec0Q/hHEcl2X5/nZbliWEsBGfBMAY0zRN09aXy6U5n7w3ue+XgKf9faIaJuY8Qqm76SdUDuvbgpRU7j8FH58ZZE5I2VFGH21OdOt3PsZTEpaAvp/HcfxzSCGEYRimaUpRjTEwHGOs6/p8Pufxwrom72GB5/2aCkQBAREMf07XBICatH1Djz8/ksC3Wd/P0r/C+goKCgoKCgoKfr/INVl6ixEmYJ6xLMvLknK+wjAMw9DFEFTVsbHO1D7n0jVt2767nJvqdUKXCLKffu3uxokEyW4WxjwOMa2jX5kHbnFpD3JYPO65bALOLugsgnlO0xJSlB+u4zzP4zDM85hSMsSWwQzD7L071c3p3Jyatm3rpjJJEzObLRycN6IgKrznDO6HpDrZ/IJVJl3dJxXmLVanjxz2bxVhyzPfF1VSJMW0IIQ4TsvH6/V67adpCjE2rQvLBKCu66aqvXfntj2dmnPbWgbROrPGtJnypLiboBIIqiml3ZGFDutHVdk4Uqya2nreGYd1glUwFKgkoU1npv0WyK9cEoZR+nGelrkf567rxnkitjkzHZqstc9P51Ndnc/nyrtT4727N14qYKJs+7w/TNnaQ7HZ0W7ZkurMT55gfvVQxPzml0RhfQUFBQUFBQUF/yWkTt+M2LszqdWIRaAKNkhACAgRy7J0Xffpduv7frS1iKSUIMkyn5raW3Nq61NTn9tT7Vc2lctXr5E2HDlbzir4bOOu9a0F/e7BCUAOAWVrEZnWaLJ9WisIlLFEjLOM09L347UbxnEKIaBqUkoikRTecl352rvK0T/88Q/OwNv7YBgUhlbRSVRUkZledke860krMeAvEujdAYe+RPuU3qZ9vzLh/LfJ+nY2rvmKLOMclhD/7c/fp6ghyZISUR54c0772rvz+fzu6fncVpZhGZYgCc4cDEkUSEFFqNpkVFFi8+pcvballY1KZcfW1WyTj0N+rJn1IfF+iThAY5A5ShR8//HHfgr9OPXzEpKADTETmZME731d123t26b68HRqa85SsNkvpaQ8m6qfxYQkSapkjd06hO8De/QTD2beXCoPwes/a6BaPDwLCgoKCgoKCr4SwvbF6uoLEtKbbyK6ChurJb1CBFHQDVPXdS/XbpjnlJKqxqQppc7UxpjK26qq3l3O376/tB7WwO/jVVh9KRRwGg+fJKudZjbG3xSZHMAtKbHNbXqr1/1mVnEv+I+lsAA2IRs/AoiKaUY3TX/+4eO0xDnEJWqKmhQEQ0Szhff+1LSXU3NqqlODyqPaos/WzPfswwghGWHMY33MEAHzliDHDwV0fNw5uv+zNQ7eD8Qr3vDzXA9PfiMF+n98EXZRl2UZh/nWd/04DdMSYooKUQIZITK2as7ntjlXVfWPz2QtPN9lVcq6LW/EUTfaphupzDnj2fST74psHpWUwx1gJT2MhoLvsQoE2T4uk8jAKUJCSOO8dP147YZ+mKcQk3KECQpRVmNtVTvvra/+R2OapmlrrrZ8CKNgVSBma6G7Dg2IycOluj5buA+K7sN7e4u1OqVXjw/ects9LJhfJ/YV1ldQUFBQUFBQ8BfiiwNyn7/oVTb6qxStgwixfSEGD6pRdtG88ymhu3O70T1kDGvwd/bDfCW1sRJohs1Mb0noJrzcbv0wLCl+ur4ws7KuIewkjo0x/N8/vPfen+qmqX3tjBVAkyEGCVS28nnd7Uj1XrlmRsOka7udZhJ4tOjceGD242AGGyiLghhymArL6IEI9D36Pk39ME3TMAzLPFsmNiARVa28PZ2atm2/a8U5V9e1cy6fBxHJ84df1br62deO92VF25pSBZn7pm2d5ETwfDbyZBzuGRmHj72vzm59MGAcyAgQhcEmHn7jNuHTp2s/Di/i53kOy8Qq0CQpGo2e4SxfGv/u6fT+fGoq661h5i3r/JFL59FJpfuB3A9z7RDed/nuqQqFJqiu/ptEoA5RAMB6gFQhZAEzKwzZhHVpTQm3bvrhlmKMyziNY59CNKRMIBVNofL2VNfnU9PWVdNWja+csxXrL3/s8jtHYX0FBQUFBQUFf7OsD7/AT++X4Ogmv29bE5lpTXvLTEZEnDVbEZwb3lRERAmH5Lu0TtnJy4jMl2792I/DsiwKNsbAgIgsw1pbVe5yPl0ul6bxZ7N2QpqDfaLqvV1OD4JVguNDqNjd/ZMEirU6x1adi27h2GsPXkopJrXeZvkRDMOIimGI0zR9P8g8zzntWtP6a6Spruvzqa1r771t67ptTeVg473X9Gsryn9Vt154XCO0rh7e9cfjT98WfMIS88OCV6cqyWiMUTK5u3azn0S/4OXW3fphnJZhmpdlEZFZTUqJVerKN5WrvWtqf2rq51PtnamcrUjvzblHa9Yjx3u4Uvz6lDweTYqRiHiNM8+heqqqxHp8opJFxLi9TT/rrR+6Yez6cRzHMTIpRCOJMlNducpbx+bD++fK2rapas/W3HfFaGF9hfUVFBQUFBQU/E5Z3+ti+o2U5NyaRa9r96PK8mD7sf2bHspdyeSPJIFoo0xZOlv5noKzqKdA1FVGnAI+XvvrtRvG8dZf9/J4t7KsnPfet03zdGrPp7bxsFv3ncsfCtUkqsowmUet/IL2nScA9m7Hsp+LhMNc39E2Ize5iSAqAFhzMAJJWCLmeb7e+peXl2maVHVIImmV7Ly13vu2br/77u8qZ+raeAvKRiCHMMDdIQafTRX+bUDf3njXyx4WodwfKGS6TpkvbaxJANnMfQiU4AUICWDEiH6cx2H60/d/jlFCjEmhqlCGYWPMc1Uxc1P50+nU1t47WzlUdo2+Y4BUJQlDAETrHu6EVzEib9xqd7vXbcpya9KEptymu7rJICRrTWatEIAZUTAv+PTpOkxL3/fjvCwhJlFVFWhVuWwqc2qq06lpm8obOHvPA1wD/Da7GnzW+1pYX2F9BQUFBQUFBQW5TgwPnI52nrZmiL9qsjNvsD5Z29j00CSZkqTA1WmzrFi9E6MgEaYFt3F+uXY/vtzmuE47kXZEZIwxxjSufrpc3j09X1qrAsfrqJXRdcZOFbTFiK0kb9XlzDoS97jnHuEuNxFUc2nOzLwHWwMQBRESHaKwgZCwzBpCGMfx48un261TVTZGRGKMqmQNctNmW9XZOvTU+trjaLGS20hB8PzKFBSqKiLW2q+RyOGzJwIZy6unCNs78FsPJEgfmCEgSlBQlEUJSsT3kAAVSJ9qIvR9+tOffui6LsbIzCml/ZSyQbY2qarq/3y+MHPt2LmH/dSNavJhQc+Pz0mOnc/09vb5FUkUkEIFlDbbFlop/7rGkmIcMY7S933XdX3fAxpCiDHmlJGqqrz3Hz60dV3XdVVZGLNGdOBA9pBUkRhEpMx87+U+MJrC+grrKygoKCgoKPhd4cu9eZpeF+27w8RG/I51v3ld3wsAESEiXQ3fwTlWT1MiJ4AIkmIOeuu7azfMS3jp+iSISYUY1quqqP7xvW3b9nw+N03tzNq3md1N1lS6BGSDipyswOFA+bDJSGtPqT4KlVbn1dhF8wwfgyiPhEme4DuY+8dM9gLGMQ3DMI5jDnMLIaTN7jKEoKrn8/ndu3fPXjPrq6rKGtrDADOjWLsa91E1fW2gklnfb3+uT38x5XvF+naapIde3Iff0mW7jCSqQqyqCiYysi0yAaYYb30/jvOPox/Hsb9ejWFnWVWREhPVtb+c26Zp2qpuGldXYOB0XMEpd1ryAxM97PrCb1M+3VldjmS4a4AjwKIqqpJz04migsnikLUwJU0pXTs7jEvXdfMwLsukItayty7EmRXeu8v5fDm3bd1UNXmrzj54s4oAKRlLfBcUsXeQgh5USv1c3C4orK+goKCgoKDg98r6BJ9F2f3crx8NT1ZV8F6ab24u+cffd5qzyJdlmabpNvTzFESkaRqBElHTtE/P75qmsdb+3YUMY/dKzJFoDMQEJjg++uYniMLynoRG22AYHyzpj0EFRHHrICQFZ76Xpwp1K+tzYPcwxm4KOSKi67p5nvPbMikzq2pVVZfL5fl8aZrKe+scLvyKR6uIeLcagWbPGNXsyamwlX6dI1j6c0zviPQ269Otj/ZhmUWdiIhWKdfkFZVfMSX0g/TjPE1LP4zDMM3zLJYNMUElBe/c5dReTk1T+1Ndn1pj+b46ReGPn7WOpRoAKgJAiYn2mLrtgcIrKXIlUYLHlmYAUWV1ejWGYPbdjkAQTAvGcRzGeZqmENKfPk2q6gw55yBJ4sIg7+y3337wlpvaP53q2m8fHRIzM5PkpHjitet1FYplvcn20UHyhfUV1ldQUFBQUFBQKN/bWyLsZ76d+wu2Nsl19i/bXey1Jis4ESsoAQQkIALDjL6fbt0wjmOAXaZ5nueUEiQC2tS+qWpDWlXufGq/ff98qjfCtqi1hwQBWl1erN21x0SKXeXIe76LMJy/UT3s/MbyFAIGU87WzqV52lS4kAO7oyzL8v2Pnz5+/DgHJSJiZZC11nvvnWHm87k91U3b1t5BshejhQGqg209EWXLxhTDZthytJFRVfuqNP+cr36VeB1OF996jb45IRe3tIAIpKRLkBCRkvz795/mJY3jPEwxRQWzYWeMqXzHzKe2+fbbb3amtE+7SUqaxFgiZqhE2SxhNsqWFLv/kB5yBhSwGr9wdG/ThMhuv6MSMC+IEd0wzSEO/dSN4ziOIco6PlozETnD1tq29pdz+/75+blhPTgSASqSANT7esjPNda5U1l3VBUiINppKuDKX7rC+goKCgoKCgoK63t7ywL7yPf26nNtftySuB4m+xSsZGRtukS/YF7SSz9cb2M3jiFK1kDmJTLIOm585Sxq557Pp+dL89QaJjjK2XRpi3HY6u8oIIExYIKqIoFICXQIBVOIwj9Yy6wenJpDrl850UzsadP0cv57FKSk/Th3Xffjp5dxHBNUlUTEWMvM1hjnXNvW7y5Pp3PrLWiTHI+nS4Bq85VZMwdXjUXun7/1voIRExtjju2durfFfl287l5Ev6UPP8yL8v1kHRLt9h93AhEsC6ZpufV91w19Py5zAAA2maszW+Nd5Rvn3D99x977prarOKzIup8hXkf/QCubU028ZtOJCm0jgrth63Zka3+w1fnxGQgedcr7lnwy5pwbETHNuN6G67UbhiGGlFRSUhFhsuysc84YY6vu3bt3z8/PTeXMxvQEAJIBDFQgKomZDZTkboq7Ww2pyC7i0Z0W5gcYhfUV1ldQUFBQUFBQWN+aavBoR6gayeCYMZazDFSNWTvxVHWV11RVNbHPJpxL0GGar90wjNOP15soxaRRVVQBFgIRPZ8vTVWfL+25qeoKlYFhuMO0HnRPKQPioUUte7YQQBCNqzMnER0YhqglevAU3WPTjn6GuXTusXqHTpP0fT/0Yw5aWJYlj9Xl0cS6rpumeX66VFXVtm1dkz+kl/Mj3zsEDhy0vvvEl75JmfQLIdZfQTOepO10v7WrD6F1gCz3Xk4C2AAcYyRjRYmYAARF383jOP756kMI8zKGaU4p5JCD7HrjvG2a6nxuL6dT29ZVBWtQ6zZcRzu1PpD8x6D5wO5zdgcgW6Hs27MNkdMtr0+2gA4l1XwbMMHkS67b4f6vK7Ipy9QPIQQRYaIQApOx1tZ1fW7a8/nctpX3OLV6XCq8fU3b4jhsAenn6+QnnwuQKX/pCusrKCgoKCgoKLhzvyPHSEFMVtUO3ESAJFjj1w+0R4FeMQy4Xm/72FtOGN+jxuu6vlwul8ulruvaqLVUu7uHx9F0HpDNSyb3jvpXDGqt3WkncSrQnWoZ3oxbEsAEIskyId0n+nLsuyr+5/edyD1VT1LIw1FxXpxzTV21bdu27eXctk3jLMw2nbiSSVUiMquTR57vuu+nPhhpHKe/3sRX28n5uvuRQZCUVvOebWOm0Htf7uZsCQWCggnjop9u4zgt3Tj0fT9PwfAHEUkSJEY2aCrTtnVTu3dPrbWmrkzljV1nPpNCvfwKhhzY7Gpd1s0Yoqq8uhaltdszX7SYYPLh8L7nUUC8TX4mDEO8dV3fj/M838ZFRFSTZWOIiNSy+fu/+8Za21R1U3vv4bYzYWl5m4S8vV7M3+ASKqyvoKCgoKCgoOA/neC9qg51m6rK5W/eYimu4QoKBYkSyCivNie5WJ8EXa+3vhuHuYs0DMOyzEZTiksOjLaGamdPbXM5NU2Vx+BAhBppp5dyaE57s5sxKQChzZ6QsI3khcTMWC0uD7+YxlWBYwO2CaRAzJoeECKGCdduuL7cxnFc4kJEOWslDBq2AAAgAElEQVQBmowx3hnH9O2333pn29rXde0tGQM++NswICoAOFt33v1Od+VOACjXb55/+tuq0TVOxAbZ/ISO4lL2etXN3xQAIhDzqwgAgmIOiAn/+qd/74d5GOcgiWCUQGSwLFVVtW3d1FVVuVNTnVrX+v1JQQ5fTARVTQAsqm2f+ODZ86Cu7sTQ6O6euj9AALDzVd2OLoqIVjW2YMbs8yqKIOgHGefQj1PX99M0LymqkBKMDqrKzLX3758vz0/nS3uyhgyRY1q9Zu9PMJaHdXEnz7vrKz887/gCzdO3qWNBYX0FBQUFBQUFvyeops/rRaVVUjiMxkEVTsYcfgc2IM72iSl338341E3XW99P0xJSplXDIkhSeds23rO23reN++7DxRGsgV+zyLdRwDSuRa3q+gWbrcmODyHYADBBCCDorgfyq1ZKAWTLWGCA5+19SGDGIHPSCHMdhk8v/fU2jHOQVQ3kyizZWsUQV7X78Pz04f37U4Ps2rh/4nrKDtHbdCQU+kgu7qni7ieI999OOa5hfWqwdgob3VxbAUjm6ttJDPl5wYJl0W4cXj7duqFfQiLiJSXRdU7POWet/cM7aprqcjpVzIQHZRhIokKSmIgIm0DnjuRnb+7Uz84+gCodRjDxWfSePLCqF7p3CM8J3S19ur503TDNc1RNUZMKkSEisoaZL244n9tv3r9/f7nY7LApsWJDgCJBV/+hdbej/Yzv4UHqO3ZavzKG/VkmU/7wFdZXUFBQUFBQ8DujfemxTGSlNccg6poVzhujsqsKR8QUFcM438ZpmtPH6zWILiGFKEFElISYiBpf1bV///T0/rlpG9S0TrtlDqcSCMK0l//z2m1Jm4EHMZT2b49zTgtks/UHQzbiZ3Jpnj0LoWDefpsAQogSJH269T+8XOegH6/XJEhJQcYYy9Znsvdc6eVyeX5+urTOmWPE/MO/tzRCeYPC7VLRZwWj0tvpF/Rm8f6bKc+/VPp+acJQJK6XQkkAIkNMaY1BXP9ZBMuCZVl+uE7jNC3LklKKMeb5ySy3Nk3z/Px8Op3atq5rOIsaM2/0mEACISgpiIwBrQY6ethvplc070uUD0AVt4uQNKWkbJiJtjWom9WOEFTxfcQ4yu12G4YhJzTGGFNKdV2LSEqJ2dR1/fT09PT01Lb05HVbiWJA+yMPXtf9oxOSND/D2/TzxzW/iPIV1ldYX0FBQUFBQcHvkPWFo83gzvqWlIwxtCtxudhlDBP6fpjneZqmvu+HcQwhOeeCpOw4X1VVezpdLs9N07yruKqsNYDCMRRIUVnFMJh5830RiKgIuY3E6RqPrqoAszGPewgAEYpjDuCGFBWGme4zhzEhKT5ex2VZ5nmel+Xldu2HQQl1XWcjTe/9qW7O53PbNM65b89m11FEQEBuMt2MHnPdvKb/md0N/5VDyecs7m3ITxXvXyHry6+MksBMxDjIawlIwBIxjbGf1my6ZVmmWVJKKUWoMrNzpq5c46v375+buj431liY++WedcsnYDIbK2fNlioA6eNpN28eznb2H3ffxoDjeqO1b3n/Zwz48dN464dpmm4hLsuSlgAoERlmhhLr0+lcVe5yPp/Pp1PN+9CiW8+DikjeKCJMm83mzuTWo6t+DTUpf8gK6ysoKCgoKCgo+BnWhwOtYiXIVkVmp5ZxjuM4hpD+NPthGMZxlLhoiiBxzN4Zldh4dz61l1NzauqqqipPDPiphzGb48UeQ5cLXsqZCWtM3ReiuvFZ1PXdwvBQv+e3UjAYEYiCOWFaYjeM3dDPU3hZXIwxxoUgkFh729beWbTen9vmqW3axle8vmke4iKiV2Y2mdbidXDCloWtDKYjC9K36J15Y9uxcZAffvOrYn3H1yS6dwhHYF5kDuna9XOIwzjf+mGeQsyDjiBP5L2va18539b+fGoubVN5GIZF5nsCQCWSKMwbdEhlk+NkbVq+28bQWwRb9bMVlVelMrGuw4ec89NDlEVoWsIwzj9eu1s/LklEpGGOMahq5W1bN+e2Pp/qU1OdW28BzlkjBMrqMxCD3HM4tnAF+kIIh9JP8zv5wu3y5k8/R7F4KayvoKCgoKCg4LfGy35lc92vqlII8TXrA+UGtm6cP326dUM/jnPuvvsTf5dSYkjlrLfsGE1lzrX/7tvnyqBxsMexN00kN4gABmygCiUYC81TeCaHPOjWCBkPZCnHuq/h7rx1Uarc3fbVrSVwzl/L/v3AFNN1HD5eby/9MM5x0RQFqjThGxGxhqvaPDX+23fnd2duHCzgkamFkKY1T502wrB+S6vX56rH7CN6rKr3qv2g+Ymu8uCx+s6/Zt+mfFst/kqnot/Kuvq1rC8Ac5QY4zjPXT9+unbDNIckohRFQ1I21ntvq9oY81zZp/PlfKkqC2vWuI48gkmyMASIAK1DknK+rxK6j96tTbVr66dgizc8UPQtuYH28AV5RZOUnUKjahIE0SnEWz/dxuXTy20RzAlLSGocG8fM3zh21p7P7fPT+dyw53Xsc0tRF2iEyvpQgghYmzY1Chleez0T9g7Sw3MMJH6D6e3hH/SasP7aJIbC+grrKygoKCj4m6EKv+p/bOV8/RdD9smcHAF9CBDLXAicCYeCHBaAt9qDACbi/Ku78f/DjI8EEPE6Vya6GaQQVEWJaLflBCBci2COOocwh9DPaVzStMRhnqcYlxCJyFjjvbfWfmeic7b27tS42ltv2Rgw6SFfLo/srWkLRAsAWqPFVt+NvXEuYfVbzL1zLcJaZUFpHeej3Oy2+lhsR6KKTrEEHZclhLiEOE4yTFOMcV4WkahIpLDW1I2rvXfO/aFS55z3vvKVcw4HEY8+v1WYXnGYv14+nv6am/X1IKA+voU+vl1ug1XdfEIypZW4ZpIrQEI7o8IAmJWg6D6bSZqpmVJMGkKcljBNyxLSv8Y49r3EBBUSMaSW+VRVznDjfe19W7va+8o7Z43yK7/K1Z9FVQl8t9PcFxDdrUzujjH3Q9xabUXXJblSKQJhs31dm5YBJNUYYlgWSemfgwlRlzku0xzmSVIkEUAckzXU+Op8ak5N3TS+cr61q8fsnpCOPSf9Z//kUvmjW1hfQUFBQUFBwe+Gkz/2az10+n3uOsibLWQu0zW7Rx4lC9o8QRQiIkpKTEQCZqYEiCIJ2ADAMKaX2+2lC3NYxnHOYXpElJvQUgqX0+nd06mufFv7tq1re6/KGVt8g0TVZM0mNSgr8d6dtpKGbMoP3fPbCbK5H64JDQIl8bkUlpywwCshjBtBnqJ+uvV93/fTOPcxIyndp7yYn57PVVVd2uZ8atvKWreKIE7lWHCvJ3DP7/6tsr7/zc9u7qmMOSpDVZmtMebAGLeGWiEQRFZjVAUCIIpP3Twu860bbn03TEtSgWFjjFmic9Y7V9f+VDeX8+nc1NbAmLsgjM0fhbfggYMCxVil3M+uEb0is2Y7V/lZBhM9DFdKCiAiYiHeZwsV6EbcxmVeYj9N15euG/oYpfG6RggyVVV1ObdPp3NTV03l2tp7e7cMTQKbs0PeUju/NO5YWF9hfQUFBQUFBQW/IyxbgUt3EnUcOnpoGoxbkbvZVmRWImvHowJI0NxFJgAETsFkrIL2GL38JrPi5Zo+fvqxuw1zjDmULxsnAnDW1M5X3lpDf//Nh+dTfaloLdBFASyHEvfez6hqjiXsYSApHWLQkInfqnLKlvCH1XNTFXTa30C26LMgiIo5xGvX/fnjx34a89ubOYgIETnn6ro+nU5P50vTNLUzhmEZhu/aoioUidYK/R6xcK/R9W+V9R0X1WezXruIll1bM+UWipkY0yacKQBMYW10TYR5QdeFT7drN/Rd3wutl0wBY4xx1hjz36v6m28/nE6rCaoe+dnmhEm0enHqY4fi9sxAwRvrlLvZ0HogezfnweJVFasj7Roqec9fEGCJGGbp52UJ6dNLdxuncQkKVnACDDvv/Xt+WVdUU7dt21RuZ3rrzKeo3e+Cx7HP/X74Ja3XhfUV1ldQUFBQUFDwt4/5NeXbB4EOridbrZE2gw/euRPRyvpyd6UmQNbKWHWxZ946J+eEadEQ04/X28u1u3WDEDFZgYpAmRjBWltV7tyens7nc1s1NSrA5Gm3XPhLgiZA1VV4yyniob/07VjorNgI1g5WQBJEkUU/ZgCRKqzx6wgpx6Z34zz9+w/fg0igcwqK1U/zg9OmaZ6eni6X58Z7ypkQvI5UIUGTQpMlJkuvbR03actsEuVvlvWlz7bwr2B98hnf0zd+QbOiRgoQ26RIeg8qSIqQoIoboetw/bG73W7zPGd6xdCsG7OqMaZu/OVyySkF3x545T60lhJ2j5VX9HM7z9uo5mqIunVs6mH/6SCJK0AsStnIRx4TJgWIilkRI7ouvrxch2EY5ikGARAlMVvvPTvrnGvqU9u2/3CarbXOWXdI0lCFiLCCWG0+4FfJfYX1/e3CllNQUFBQUFBQ8J+Nt1O3zOpg8pqaJNn0q7X0XivLQJgjrtex7/t+mud5jjFOc0gpMVs2RtIsIpfL5cOHb9pWnbXe+9qxPeTpSUIUAcRkaxNaY6UBMCgTTNmEGqIHyrHTVpK00gqQbkqfqDJZw3YVZFRTSprkEzBNMo7jOM/LskzTNI5jjJGZwaSqlfXPz8+Xy6Wqqg9nISJDlnkNX7dZskrKRMwAE9RmS0eopAf6iaNF57aHb7V6/nbXx68B8Ub86HFtmW0bK6kKpfwMgREFIWKYQ98P4zSJyD/3KcYoMSmSVbKGLMECz+dTW/untjm3bVPDbdGOHA8B6gpJGkIwzkJBtMlm23wpqz0ufHpzmFEPpyGvGwXARCYPIaad6QEpYZq1n+ZlWT5OZlmW2/VlngcDtWycIWv42TfnS/t8PjV17b1pPBhwqFfGKCkr4XmpkNnpnKiISDQ5HfAL7O5nOzwLvhYUra+goKCgoKDgL0d8LGh551D6WU43AIq5bNwqeAbfWzdly1cICTGmKPLv19QPt9vtlpagezgehBVV5Z4ul9Op9d43vqoqVKz0ygJEISLerINVWWsRUSRhJ6DcscfZDEQeaUQ23kQe4SNBWqCcZTghFiCBc1thFnFCxDSlcZziEv4clmmapmFclgW5e9NY74w3tq7rc3t6Op3PJ+scmKAQxt2cUVVExBBZNhBVJBKFZLcRAhGM+7wo/2lfyt9yh+d/yt4ExSEkLhNy9GN4uQ7jMi9LGMZxGIYQEhGNVcVMzti6cm1Vn+uqrXxlzLfPlQFY9kufL63AMCRl0s5uO/kk90UG6O4WI/b1Ud3DD9N+DY6XT1dNdzVlSQAIc0A/zsM4DfMyjmM/TPM8B25V1ZA0tbs0zampG8+num5q23o29yFDUZEQIzPf8xW2oUdjzBajd0xltD/N635imRWtr7C+goKCgoKCgr996NaJRm/U85936oWtNmeAlUhoNaUIiiVgXKQbp74b+2kMIXZjIgiTWkPeGGfZMz1d2supeb6cawdeLTTAAKVxHa7aJw0p97BxkpWM7lKeSQuYNqLKIOyi39Z9ClLFGsUnSDG/TC0n2AQSYAGmBf049d3c9eM4LsuySMJkelIwc+WMM7bx1blpT3Xz7nz2DhXDHKa/EkOhtIt1urbeqSbai/Ld50ZVYI7GGz9dyP12WN/Pk0J6M5mNX5HGN1s84/ajJJjnNPTTMAzXvuv7IYSg21Fn71NfmaqqTk17OjdtVXlzjyiAKjSRbvaaqlBV5jXTQhVEKhJjtNYS0Rtanto3ea1kwyCi450S9sZLQIB5lnFeQggfP13neR7GKYSQQHtgQ+28c+7pcvrw/NzUvnJkGdBNltQESWAGFCnB+nWPRPa0xrcT9lS3O+XnV1RhfYX1FRQUFBQU/GRR9wvqzuxpcfxpnlnaN+6dbI/RVQW/6OT/B4uz/cy/uo6kcZML9nY1FVVmiy1ZgYkFEBWTdO1yBAQICXPSEHEdhk+37toPc0hJNIgCILZGQuV97dy5bT68e7qcnbcrZdpy8NZeSwCQuBXUuQpebfwlqYDJ5PbStX2uTiN4jVKDUtb9dmcOIqQQjWOoxHm2VYVEMEZUxxQX0X6euyl8/8OPSWgOaQmSEhEMs2VmMh+rqno+Xy6Xy6U9Nd7kHsLMLszBkx/6pWkb+ZwWbSTiq1z5ksLmQUMPq2pfnCu/vW9RsKoqmDZTHNVNTd64U8pB9hHTpLfu5Xa7DcMgIeZlyEzOWiKy1rRt++7du8vl9I3ZPVTyYtlyD147aq47rjAKxcHTkrZcxXW3199TEEkIbAzMPadegaggehjVy1iAecGyhHmeu667XbtlWYhonmfawMze+6qqnHP/1z+8JyJr7T7G+cuY8y9B+XNaWF9BQUFBQcF/Fev75YxFj8XiX/S2hfX9pyGFlS0pKQGGCQZMS4rELFAiYrAAAskOKSlhnrUfhpeu6/p+WSI7O81hiYFgYJiIrXPOuT+c/PPz8+Xss30igBTh7Fqr58bMg8/m1qS5xlvvZT0pVpt+wGS1z8q0VrrEECQVKDMzGd7K/gQAKpoSWbuQXRK+/+Hl0+06LfM4hzksSZTIgC2ztdZVvmmaU1VV//gtW2JjyOxR2woV8YYJn2XPbWTus2+z+sjy+Nqv1ZJBt+ZePTQWvkr1xtrhCjL5sc7e/YuNO+UtCRhmDEO89cM8z9dhQJKUUkoRqkTKoMqb989P5/PpVDfOG8vkHBioQtj/ZGyCdD7T9OoTtwnCHJC3Ruvx/lJARQCoEOWMe2ZQngKEiCixUo4BRDwEEM6KYYjTNN2GZVmWEEJcwjz//+y9yY4kyZYldu4VER1tcPfIiIyc3lBVr6qBriJI4hENssEV0QTXRAG94pZr/gf/gH/AFTckQK4IsDdkNYgmGmSz2azhTZkZGZO7TTqJyL29EFUb3D0iM99QL/O1nsyMNLdwN1NTFTO/R8695/TD0DFRllkSzXK3qOqqKqqqqoqiKIwlFKEDAObJoyYdkTkPujzSvq8NO9d3r74ZM+ubMWPGjBkzfoesL8Z41PTelRz1tSlSM/f7HSHGeLw0F6KrHE3z+Vh9ikJ5ii9PP65RRL661WEYmqbZ7/dd14kEZrZsBt8ZY4qiWCyqsiwLl5VlWRT2iiMRpYVhrcVjdOm0ru75nJylKSjpsaafAg9omm4yU7ybO1tJkZhT3pmxDNUvvXvzpnnx4suub0QCg4wlIirzYrlc1nWd52WVuzyHJRRRMQWgnS1IeXAjfWUfqb6PZxL3Zw5z/fpS/Rt8y9//R4AfWR/ojPVxDIGIQOYsSSOleUCBEMf2w8T3No02bb9vurZtu8F3/ZAaBIYYVJUV1pqyKBaLalGX67pclMbyWauxAkAm4XR20mDnmMNIOnHsyyFPnxbMke/p1NfMx/bLszMu08KiKW4kPdp+CG/uDt0wtF2XuoGbTlXFEltrnWXnTF1Vi7Koq9I5U+ZZ7k55gACyscuXRzKqY+/qw3eEvIP1/U6nK2fMrG/GjBkzZsz4jSaLfsf5zjN+o2tKSXAIGlRAhszI94YIJcSonR92u81mszkcDm/6kpnNKJ6IY3aWneUnV+vM2UVV1GWepLzEhGxsQKm3j2AMkqUJWzxSmk+CTSJ2458Kkhi9Mfd8XhCQq4JEQTJ2gp489ynGaJwVEYEaNrv97v9+a9++fdu3+1WdV7mtinxZ5UXmisyWubN84SmZJ7JyFLX4bFhw/LZTBIER98jaJQHwKAnJ3ysS6nf27SDDuDUwHlkaoyPVMV0hnh1072EtUmjH4NG0fr/fN33ftm0/hCEIABEZwrgdsF4vnXNVUVZVVZecZWM/7UjrZBr+5DTHec66k6KoKUPk0f7IiKBj2kjiW4wpQINoJFej2n2W1pceqvPohr73cbPZbPaHQ9OmOdEoEJHMVc65qsyrqiqLrHC2qrLSnY78GKw3fn6ae3Or929fNnnyN/8InT82/13AnNwwY8aMGTO+o3TiRBSnSvEYxZwqoSOBvDcrNOPXoOIXJeB7z+a9qyPJx9IRYAQIEX5AiOjD8OLlyxSJdpzYLDNHpIbZMRdltqqrq+Wirozjs2k9AKoxegCQCGMwTjHR1G0nj44hRQIDkTAJe6OuZ4xRqISYcu2Sg0VIkpIhgpmeFMPQW2sNc3LujMQg9BFfvrl7+RYShic3158+e1LmprCospMpS7JjERzz2ujUPaiavDxGBjiyONITT70szM9GswiSmmPNg/697+Gi4nOKIYLkXSlEOLPfTMF60aDtsd8ftttt0zTe+xhj8p9MyynLsirPn1wtlsvlYrnOGNaSy3BqqU0fF2nREMzZR0QPxtm3jVeLxi0DOh/xS4dkeOxgBtP4eGMYIxRx4vXpsQLgI4YBffBt2+73+3T8PoYQAgDL1mQuyzJjzPOnz5xzeW7zbFz5ZsphJwUBompILY/n7jAdc6KF5y92el+keI9E+vic1M0iz4yZ9c2YMWPGjO8KROSMyJ1a485FgFNtbM5aQO/nds347SO1WZ4766T7m8mpIngcOr/bH3ZN23Vd33nvPQBjisKRMYaZszKry2KxWCzrIvmynGsaJFBEhfKxn1MZIuIjESmDDdM0WkUPmJ8eK2CastI05ZXBmIysJkEuAiGiMVBBGDT2nSEsirzIOMtzFSigxngFCBF4s929vNvEDler5Q8+unq+Msnv0SigohJUFazEbMkmk0bEOHG85C5q7okp/NCLcjL+vyR3TBAzmYJ87fL+Tlf24yiaihKIiXE0tUk9kCIYIvo+7vbNy7cbEfHeD12btgwsgyDW2qvlcrlcXl+tyrJMXI4ZuZkYYxQSpTGb7sT0aMotEBGa0hfOtTJMWR0PNzxMyuEj0MTIFTB8EmAj0AV4D+/928Z3XdO3Xd/3fd/70LPCGDLMVVGtF4uqLuq6XiwKx8BxeyItCQUURMiP+wUkqT05dZQ6ztIz8mQyynhsZT22aUOPrxc9+8EZM+ubMWPGjBkz/l7wqC2nqqYq5qT8XdYv54XdjG+IX2O+455toIgk+eVVj77vd4fDfte0bRsksTYmImfzoiiqsiyKvMqLPLdPl6m383QNU9fcSHkYKoQpmQ5AIIYBmbHSncrisUH0bFhLgMk38Uj8xlqWySQvGUp+j81B2rZ95cPQ9WHoNPROtC7c0yfXHzy5sjxlZBMA9BFvNvumjwsrz5bZ04XLxuJJIAHMo1I4uYwEjUFROfeespsu+VsY7xROQ2EXBO6c/n3f93TSTgGB6GjIGRUCdL3umqZp+6Yb+r7fHZrIGSSKiCGTV9V6tVzXRZG7q2VhGJbPZOF09mKX+J814+SdapAoaVzwmFpgjDHGPJwNVo2XK+eCOJEYMCWWZdIxK1Kbso84NGHXHJq2a5qm67om5jFGkeCMMWSruqiKfFFVmTVXy2q1sEkuFIFGOBboOK5MCkNEybVUpmx00ikRkqCa6Vk6phLGGclTQj0wKqhf93koD27PrG9mfTNmzJgxY8bfX104juuEEEII3nvvvYgMcvIOOQpNzrmUQWyttdY654yZid/vlhMmtSSE0HVd27Zt23rv/2bTARDiJNFxxkyG2T65vlktFsuaigw8jT859MDRjuLon6gxqDGGyBDz2MqoAOCnNslRvUutdEqUuvf0wm2RoefKTSqaARJBO8jtvm073w1ht2/2+0NfON93jqiw1MVhv/Nh6FTis2dPQlA2JAAIPmLbNEp0VZqbZV4wNLSglPSgiH68ARKQEBE5S/BpVGw6jsRyT/NXeqHKCYMhOvWtjjYuY0/eeVgfT2fhe7mojtkMCoSgbdcf2n4I8dB0+7bd7ZtuCGSssc4Yy1mZ5/miSpTJlgWcgQVIYQkmtcFqBHMKBwHpOCw5ZTsQeByC4/OsCwGYvB77NNONkWynzaXxlJ94EcvpkyVG+Cg+6qvbtz7K/tBuD/t+8MrEbFU1cMXOLTK3qMuqyHJn68otKhyjOyDg5CTLE8nXY0AkQZRUx8w93PPZJITD1M7OAIMZyunLh9aj2ePv4fMWYp0bP2fWN2PGjBkzZpw3zF3cgft3p7+Lx8r2aD6RjPSZYVQoFViqCB62Tm1RIHhBO6CPiIRXt/vBh8b7LsQoEkGiKtCqORx35Y83mDml9hljUkNXWZZVVZV15RxyB2tgMVVaGBxI4wBVSxaS9JnERVIxzQoVpURJ3jUGYxEu7+Df3sl+zw79I8NcA+4Lo5SSxR4TP7sI5nEmiY+nUePImkShcYxAY/WcBcpoeuKxgc0jRDRduNvuD4em632MMShEWI04Y3NnDKGwtCyLm8ViWVZ1lpnjuomTtYmdjlqPiQZQMiD4yfpEzsQ6g8BTlB5BEEUlEhtwGv8S0OgFghi1KBSqMAqOQO/RBQTFq9fbTdM3ffAiQRAjq1lchdc3dVblWYzRx3LXm1/u48Y2obp+tmCNUrIC5u1mc9h2cIsip6v1jUR1nE/XyoBPvZdT9p+kaazH3kvT6r3sI8wuFhI/8h6jy8us8q4VQu98G5//PWP0ljn9ZPrS+stjO92OadBNT2/udMozjCra8WKmEUfcy5FX1ZfEfsCh06bpmqbpm7bv++gDSIwqqakKm1lTFVldlR9/9CRJc8ywI3eDAmY8fwIeP2PG503Z6Hp0tuTEAkEm6cZ6djpsdkx+Z40CVWZLpGcnWAgpmV0AvHE8BIii67C72263m77vYwhJISQlk+Vp74mZf7gyRVFUVZXn+bmH69mU8ulQ9F7HruLxHtPpp8itH70f05jfNyDfmGW9mfXNmDFjxowZ36BgeBdpITMSDxEiMsnZX2XKaiMfQUTWOLisjRCBj+i6frPd3u12Xe8jNIJ81KgSFQCDSUcLdCUcAwOSZYYOk0dIon8ictjbLMusK7wf2GBRlevVYlkXyzLLOBugzliTvBIYiCmH7dysX5lOnOkdthnftGDS0YDwN+faxye9eDTz2GNrmfgAACAASURBVJHxxCn0UicozLFMj1GVmYkZNHmRWAHcsTxPZoYBiIJhkEPbbbfbQ9uFqMMQej8EL8zMzpXOMVtrFnVdXq3Wq6rMnLFMFjBQUhkfS3l0PTy3ODy9QiaFNaTvWlnppSQiaB3BnWgWTfY+okDoYaPC+9APw+HQ3m33h6YNAQLuBi8KMq7OsqIqsiJ/vrqqiqwsMlVtB3nx9vaLr277tmuaBosFjX1109OrMhvmseFu0mH09yO70TdflvLgu/nRnxxFn3scREcTGuL0jZL2DXTkcWpNaoxkEVElMKkyMaXm2AjEiCFI3/sQwi/vGu9913V938coab+mzC0TZdbUZV6X1aIqqjIrsosDmQxLdFrdaYvk3vvrrNuXkPpzaVTxRESOsS5MdPSVIbAy6zgtzH3v2VmTvD4BAYZBQwivDvL27Zu+74dhiCEAYtJWk+HM2DzP67pcLBZ1XRY58mFIfaQAxjFCokd71993hWdzqhkz65sxY8aMGd85KJCME1MdTkSk0EikhhRMKsGLIesicIg4NKHx/Xa73Ww2wzAkWSDGGOPowVBaVxRFUVTJ5o6IiCIzH7fNjzVcmNB1XdM03vdD6Hu7BdiyOYjfbe80aJkXi8Xi5upqUeVFiRjIElnLOAbAJY4JEkkdYmBm801f/XvqOf7NTuq9Ip8vWd+jqiOfyNKpSIYOTYqQNsd8ZyAKlCGKEFkwumIQoQ94e3dIeXopQjrGCKW+74nIOFvWWVnWVVWVZemce7ZyRKMUwzr2KDIoFdMKFYpJYVAQT0d44ecIkRiIlCYLFhBN5qCncOwYVSSKElk7GihOUdU+wgtevdp2XdccusPhMPR9jNFam1sXfViXxdV6VZZFVZZVlRcZ4mSBqCBjuWpKord9P+z3e//BohjX8ViCx5TgfuIWx37j30vV/h6O9zWLc5LNHsuEB4T1wg1Xx3MgcbRgTX9JEwdH9CkSgYnBrOBI8EDvsW/9tmmbtm+armnbYfDWyJiLSJQ5WxT5oq7zPL9arpzlwiGzR730bHmrqk7S3Fmeu1yeh/PzPYrEaSJYhUn56LAJBTSGAUjsT5MrVAqW5Nwp0CqaTpumPTRN2/bt0B/2TYg+0dTcsHPOOXd9dZVlrizLurDOjt0BCmRZdtpHAh7enjFjZn0zZsyYMeM7hq8tXM9nkyYzurF1MM3YEHQIlBWGeRdwuw+3u0PbDXf7VwBINUpElLIoPri+Xi8Xlo0jdsYWzmbOWDs2onk7Hs65vTuNmVdQhfe+73vvvao28bDZ7Ha7/dB5Zytj8sHz69fNF19tq6pYrRfPnq2WtRmACFQRdtzZB412Msdo7zTqw9+Y4/1OafWDy3I/hzsNCI19tpQsUUZJRtnS2Hg78hhWIBKCQgkwownhdovtft/uN32zCSEkk4noByLKrPvo+VPnXF2WZVkWmXOOU7dmrifp6+yQJZGl47gRjTLMhZTK000eV49cmFiqgoqUA0iG2UDNWKMLcAhoOzRdu2+63f7QdV3Td6k0NzCmqEumzJnCmvVisSrzm1VtDSBCCFD0ZFM5HlSITZG5IstCkK7rxrkqQNK0INN3qilOvw0bvJdMd6Yky4NHFCGhU6dxap0lArOZgsj18kdMkspZgSGi7fq7Q7M99G037NquH0IE2DhmZ4vMDm+Loqjruq7rqqqqqiqz014Fn7WfSlRQOL77CHHq+R35prxzZ2S6Pea5mHGGTY/jcwJVY7OkT4pysmbxEV617X3Xh+2+udvt27YLAjAxc2V0kRV5nhdlVlXVoqqrKrf2wj/zeOrTGychSXx6zGyfMWNmfTNmzJgx43uDi1LrzPBg8hhUjSqRQWADAmUugm8b/6uvNm83u0MfItRYYeY8z5c319erdV2VuWGKsig4yS/mnNu9u43O8VRtOYdq7NX0WONj7kLcbg63m6ZpYtP5PgrYbduwG+5e7naLdX11tV6tbUEIZ36AE6GSicEo7m3SM39HrgCJeXAhEvPWKeoi+UJomm6aamgCbAQ8EATCOHTY7ofNrtm2bdsNPojVwYgnojwzWZaV+dXVanm9XjPUOs4MGVwkksugRETmTG8hlShkjhSaH06oXURLH700UmcvCZShya/T0pTW3Qt6jz7qm822H8KhH5ph8FFCjDFqUFnUC8vGGMqMrfN8VVfrZb7IwYBVGAg0QAMkQhnWMsBElkwEnHOGmDSqnM2tIfU4MhGJyCklkAi/P1MV+YaE78HmwHnKoY6uJdNGQGrwJJ2sY5KzEibecnzRJ+IoglZ4iBiG2HVd23ZN02x3e1V4iakNOM+zosizLLM2++zJU+dcnmdpNi8qJEIVyYQp8TlSISLDCpmej44Nnok7jUT83qmgx7arFEkOVsAQHTccMCT7ULBEdEPYN4fUDLzZH4itgoUIbLIsY2eJ6KOyfPLB9WJRW0694VBNLdFQQHXcnEpSqJ51JeDsbDPP03QzZtY3Y8aMGTO+R3yPHp9Vs+pBBCVRhckUlJqmhojbu+bnv/r8dt8w29xlzmVFWV5fra6v14Ub6ZYDyI1lUUpZG8Oxkls6jintp2T284rqeGOM4QZKa8sn6w+frD3w8nX/xVevt/sDGcM26yLuvrx98WZfluUfXxVlkS3KoiqOEckE0clC717f2O+wbvvWFELPk8jM5GEY9cIjkoiUiLzmqqqiCvYibTfsm/bQ9m/e3nrlKPAiCmbmzFoLsypXNzc3N+t1Xpy5JuLYvZnOdaTUDXtMKdBJVxlVDrVT5PVx0Zh3cJYQAxEx25PfSSrQgcHDB7T9cLvZ3W037dCzcUPwvY8ChWHrXFFlzmWrzNR1vVos6hLuLMbaAKQKRBDBmERCWYUhic4xO41BNT5anSugPLnIXlyz75B6I7+N1UmaumzBYLABeNReCUcRNihCQN/HPvgv7nrvfdc1Q9eHOJCIM8aS5M5cL+tlXS7rRVUVubPMIPHGmOMGgCHw+YxnWiOiQISosrv/Nsc44ouzfAvz8O0AhiK13qb8dD1bfkNEjOgF+317e3t7t9sOwwCAyTJzkVdKo1FwUVTr9Xq9XlQV1uNs56j1T8LnGP8IQkrVE5Eo4lx+/6wS3Us9mTFjZn0zZsyYMeM7TPnovd4k6iGkZMBOQB44DDj0+uLFy34Ymj7khhd1/vTm5urqalVfhI+lHLYYxDqeamnVlJpGqaCzU3U4uZQQqUgaNDpZVqbi0cO4UTcKgAE++CBfP/nk5avN69vd67stuFgtr32Uw87/69vPqyJbLRerZbmuyzp3pSNjnEBPcXBjrc+/zkn7FhX3N7d+4QuamEpSIgVEWUFMU/gBxEtUVTVoOtpstofDIbXCDsMQQjDGCBSqOXMyHlwsFstFXZXW8dh3h2lik4+NmilTj8dS20tgEDPT2cieipCOQ1On6lwV8OP3jGoZK1hBZLP0d4mwBkEICIq7vW42t/v9fhgGHwZjyDnX9y0RrWqX+gQTioIXD7REVYiADQQEdoCokIiywrrxzIkoGJY5cy53GTNDAAMFG8Y989jR5/+75Hf/2LqUs9XB7/jOJKjxBbeKQoCSIcOJNQngBczoIto+Htqu7bum7Zu+8963oUz8H4C1WZG7dVV88uEHmaXCmtyBz0XdkeTJvbg8FQFR2iyYGjkRyZzvhjCglJxmp/eV3ouzN6dvJwAmEqIipr0nj0Or+6ZtmmYYhrtDm/LxiJzNHBEIAtG6zOu6XK+Wy6oostNaMpccP3m0WMvAmPtORGyMMXQeBnj+GmfMmFnfjBkzZsz4bhO9r+ckfEa50v46RWDb48s3+1e3264dou8XhfuTTz69XtVlxo6AAalNMDUgEsMy1HH6SiBTZTc2d9lTHTXtuquOQW46VfdTdeUYmPz8HUGgBDjCp8/W1zeL69f1L7+89YcD27xgy9WqjX7/dvPV69u6cNfL6vpquSyLZW15YiyXr/aRcp/0HSdH30EUHy8E39G4dzktl2pzADBxan1NHvasoEiGp9TvIaJt+XBoh2F42d71fd/3rcRoAJMelakqizJ3VVUsF1VVlLm1xpDSxdPZyytN0FOrHwGinOwKx9DoSd0jmu6Y+jbTZTqzmwEl/w9KtXxqOu0GHDppmvbQ9t77210DRMujuYsxJs/shx88z6xZ1mVdFc6QQpOLjNWWYJIRKRERWxDDnBxNJUWcsRWAR/4Jw5CkMIfovSeqVE9zqgKk6UT6ztTvj6+qKWf83obDccUerwZOMjZDL6xTmYxOOYNR4SOaLnRh2B3aQ98d2rYZ+iDJd4mUwH3I87yqy7qqqiKv6mJdsWOYaY9AUpcuj3O4D4iQQpWYjpELx17S5A519GpNGXyTDHuZSze+++wx2lCmRoNDH+52w77rD03X9P3gY1CoKrFNnzS5dWWVrep6VVdlbtblWf6BRFIxzCCSUYbUaVoPzCwxJi9cMx2VipAojDlfKY+2J8yYMbO+GTNmzJjxHSN+Y8kymnWMngSjGEeqqiRJ4iFyIYqaLAKvNsPPPn95uzuAs77vn1wv/+SzD58ubE5gEqiATLKUJ4CYjsN7RKpT8LYcuzoBe6/QfVhB0X3CmipJhQIepBFw4CvrVs+vK1f87c9eDN3euKxRw5xnRQ4NXfBf3m7fbLbW0NPrq/VisVxVzoD5lJxQgKJEVbXGppQDQxi8P3q1H8/bI7ENJ7EgXtxzzB7Qs/EgJBXBGzO1uiWNaSKBETG1riXHwrGlVtB0aNvYdv6w7ze7Q98PIuILSSKVtdZZsyyLRV3WuVstqtxSbokBhgCBNEWh8UOCoWPmOV8sD0qem2MWeboWBIiAz41wdPqXHJJJjEJhKFk+DrjdNW0f9223a5qujz6N3jGpdHmW1UVeFdmiKldVWRa2cmN1zgoaT7VAAIqAEIHSC0pzeTQ6y8ZLhm3SshMhNhrHxk4RiA8YOwNVpryQKBKC6Gm2Tf/e2jvPtaNJb5Tz+2mKPsdZ6yPoUqgeyRyrpoQFjkfqfWaOYgxE0Pdo+uHQNrv9oWmazg+DxKgiIgqws1WR5XnunPtsUWVZVhRFlpmjuJo+LY6rP9KoCVslOl/wow8qVJSTeyyN4hn0wihlnFVVEhUAho75KimgXDTGYF0cpV3tvd8f2s3ucLvd9z5GRRCkfQBnHIxZV4sUAV/Xri6Q0YnsGcAcVxQp1EPBXDz8uGHmy70wJmbwya/oAcWdMWNmfTNmzJgx47tN/e59IVFSQx+IRBEBKFq1Q8R2u//qxZu7zZ1hc1PXdVl8+PTTPONFbmziMWm/3Ayn+unkzp9M4Zlp3Nr/NdvozkqxFB/GAgMoEUhU6dOb8mn92d3d5u7u7udhFYPvfGBCWdRF5mIYur75+Ve39NWbzJq6LOqqKHJblUVeFMrqrCFGEE08KqiSzQCNMpbXY64g2QfEb3o9fI9MJf8MMJs0vJSoCLExBiLjlNKk7I1VZI8sCAYf/DB0g++7YX/o9/tWlGKEKIiMc9nqqrbWlbXmmS1zlzvrrLGGTAq/VhgCQTlxHIUSWCOPeiGdtbYedcXEFE603EY/1d+jdUxKU4uJyeIUtaZKB29Snt7Q+34Ibdc2bTv0XkGiCgIRl1l2UyyKonAZLXKURVFVudHkNppcOZQUnHYJRpko2dXYs0NNz5oWlYLUTONeGBWwh8srJQCyvv898PtHhOIk3aW0BR2DLvT8iFVFI1GSSpO9KyvgEzEjCOADumHY7Q5N1+8G9cMw9H0IQUWY4YzJnVtVa2dMnruyyIvc5Zk1xhKhlI6IKG3ljDl+AFhPmYYnx1kat4dODdmTJpuuCyWNVpkBcurHR9CkBrISKxkFhnGHxARg6GPfxxDC2+F2GGLXtUPX+eAhSlDLKIu8yLMiz/IsL5K1jHMZhCll9+lxG0BVDZ96CUDpI+Pdfd1z3PmMmfXNmDFjxow/DCS1jJJgNk7jsIgwWxAFIAKagtoIv9rh9cs3mzcvSfx1XT27Xj69Xq8XBadQdYkCBrGaVKRPw11THsNUu3NibXSv3P5WVgg0PbgSlEjNNCo4lcyxX+SyfL747HlV7cvN5vDq7W3TNAMkc2Z9fVOWzyXKfnO33202+3a7P7B4ESHo9bJaLBbr9bqqqiJnAkKk3IwcQuSoiwIK9yDzb+qeuy8IAFA1USHpdNPxn7GwTMpMiGjboWmarut23WIYurZth6ETDcxwjkWHelEtFlVR2rIsFotFGl6rzp5IBKoKQepVS9EXEURkJyErUGJ9NDE5wolOHCPgTxFoZqRRBFIIEARKiIRIGBRtO+wPh6Zpej9sGuu9Fx+IlCAk4ixnmb1Zr/LMLetyUVVppCr19Vk9ECnQq5ISiJiSGDOez/EgUi8tUXG/LB9XVjKeSaTvGF9xvDqsnOQjQyA9bjgo3R+ePDY9/34FnHtNv4mfsJ3cRkbjE03DfWZc+5KGZQXDIE3XN13btcOuORyadhgGdq4oyldd45yrqvK6ul6WRV3kVZ5VGSzAgE3musfmSoG6YlxOEENMpEQKidNKPw/hgJoKl33j5yqlYGwqGHdK/AAisg5EBFZwUESg6WV76HZN23tth6HthhACjO0BiEKCIS6L+nq5vF7XqzIrLUpDNNoIJXY6QAYITQubgTRzmDgzj6xVSXiulWfMrG/GjBkzZvw7gFQ5npeXqspsFeQjIo1edk3A7e3+5y82MXTMvKoXHz27+fjpVUGQ0CVdi0DMfKwYIwxOisyY3P3ItvpvqLAQkinH8UsVkEZjbGKsAJ4vsHJ17fTtnb3dbrdvXwXfX19ff/xxdbW8aZurw+a2bfYydNH33vf7Pm6at1++elsUxXq9vrla5XmuTCYdPeOYXw3AT22AZ81272QLpxlAomM7pCjaXmJQ733nh7Ztm6Ztmqbve2c+FgkxRmJXuqIobbUwzz5YF4XNHRMiIIRBESN89NloJEjGnEVbJ3EFqfXuOAFGRCeefWQ+lMgGjX15dKaI8amYN+OF9MDdPry5u9vstoemGWJgZmYWKRjIMldkNstc4exqUS3qYl1NGegKFjClfDOBJO2NidMDE8ZsdD56rMpj6+WUTUeA8HGo7MyK1iFpohMXEQLRoxsMkqa6Lojf7/GNeTZuO/Je4qA6NnCmkcbpGqaFPni0re/6fhiGpmnatt0e9pMojSzLnHPO8B//4BPnXF2VdeEcncgeJ74nl3l9afOGU66fkST4jpIjQHIKazzGOR73RM5eC4GCQmT0hx3H+VypYIX2PnZ93/R913sf5e3dthmCDwIyQhSipu2K60Wd525VL+oqL3NkBo7gAAdABTEoIo0riKa9gqQG69nwI6dDEtCZljpjxsz6ZsyYMWPGHzjk3o2xWy/N/wBDRNPry1dvvnr9SiJY4/V69eMffHJTGVKEGJzNIDENqqX/NI1fsT0WWXQ/HQH3v/zWxZc7ewS5nEOLGPkNSxRmzhl5jvrp4npZf/nKfvnVm8Pmbd8c9pvFp5989OEV89WTGJ/sbjf73cZ33VtvfWiDD23otu3w5as3zrnC2bIsl8tlVRbWcprLY4abysv30ASdBvq8nswsRNAP4XA4dN2wPexjjH6IQ/CjWyBbdhVpWxSmLBeruqoXRV1xnkMVbkyx1qTTGhCQkXX3CP3IvsGkIFKalEXRJOCa9y0JSU1548sKiTXy6BfSeOz23aHrfv6rz5WStwo7ZMlHpSjNsqqvrlbrVWHNqEwZgu+jNZylWDUSABKDSLC2gKrGmLSr0U7DuEcPjt9Hk1LjcIou1NSqyqeQ8PMFN+XIf1cHshKxm4xyWEGSxhv5pJ4NCu/hY7zdx75vE3zfhzDEGEVCnufWGOdsnudlmV9fX69WhXv4zosggk0NvCdfVJ24nOGzN+hI/IgBgRowj4rfuPehD9/LpFBS1pFuJ145ROwjD0No23Z/aA6HQ9u2fd/HGKuq0hgJZA1nmUux71VVrUtnDFkLc2b7SZrEO4KxgB1Xb4xjQzIZUFoXo6qe2hmmHYX7Hr6PfDTNmDGzvhkzZsyY8QcAoiTvyNTol8xEFEQR6Dp9s9m+fnO33Te9H5Ylnj354NmzZ3WZJqxAxkYAU+lH47CMGEDPEsbvWX48yv2+VYmlU4zWVIiGiVsRWQZIFDESs1GCCS1ZZ8hmJbnnH1R59tWbu9vd4bDffv4L316vn92sryqqPlh//MHaD/2LkDfNsNvtDodD17ZDkCCx7YbNoXv19paImNlam+d5bs3VepXu4cvgZmZO0YIyQVW3Tee977rODzHGGHU00BiHtZhgs8xkyTzD5dknazLGZM46Z+2xzE3zW0qAHZOjzUltFBEVJSLm1GgrpEIpoGzyAWGNQkYve2qn0xlHO5kU6japOtE6AAHoumHXtHebw93tZte0RV5ByILzPF+tVtdXV3VNlRlTuXU0SwETGMhyg2SDGERVk02iNbkfyBhi6+g86308qlNom46pcufs7+QGlASxeLmQaEzYxuQ2kqjU92BSS9OwGxkBFDTm0XGyPMEw6L7p9vv94dD0fd9IMQxDjN4QGUPGFVVtiyyvy7wssrqu6tIm+k2ACzGls6d1S+nyAGkdnrxYpitho5/OWyKcDCJREuLTcOXlZsxkQiMEnKgkQRSi8KJd7ze7/d/dhhBC8H0IgVWscVlVlIYk+vVicbVerRZVkTlnRyOYQsPpE2Tc8VCQAbPK0WTXEgFkj6t7bIVVVVFItNbizJLXnNoELlee8ju3omY2OGNmfTNmzJgx4/tK/I4+K4l/EO/bYde2TR/utofNfheilmX90bV5/uymLB2AIagxBEJUOIaAWBUaoRHjuJq5T/XoxNKm++T4ZfbtimK+rMBSbl+qKjMAUclYgsIHZBwBaAwgV2cm/3Blslzx6nA4HA4HCZ1V73C1rBwDReYWGVZV9uEHT1r/ZLv1282mbdu+aWScZopARO8PTQfgyy+/TNWzMWasoS/Y6Yn4AfDK5zEYKX4gQjOb53le1lVVLYrCuQJ5DgescACU4BWBxhZZa8AioKNlRvK+YKgbGfbknpgeXdmmIAYd6cNU4MbL4LuLWazTvNZ4oVqgHbrN3Xa73e8PrfdRFS7LyrJ6/vTD1SKvctjpguc6JLMXkZh0OwAxRgBExjBPdBUKTWHd6frxJISqqjF0tl7OYrtHwh/PRvL4RFgvwzHsvQVIgPL3wnFRiKfVzcdT8Pr1phv87nBomq7rhzR/y8wDUSSb5dliWVVFXuZuUReLChmPKjRPJpkEMJKZko4PnNRnJbbmaAMaz/I3HAWMOirGgVRYIY7HFmXcZ31ENIZMjKdago9t3+0ObcpX6Hp/aLu32ccQVXXOZrkzdVUsy6x05mqVlw4FwwAiakjGfBV/mDpLGWQABjE0QlO3a9p0Gg9m0ON2EvHY3Qw2UCiN05ACPRtl1ctq+egXpY81pc/Eb8bM+mbMmDFjxu+9XHz8XpFkWx9VgNFwX1QIdrwVBmJLLhPCL17tI+dey0Pf3nVRwatlsV7UP/nB0/RYAFJ8MRT2TKhTNkdXlneV1nTh2/Jrqi508XOJSjkAPHlgjCUqgS2gJaKyKpGyiAF/us4+Xn3613/789vdru36z7+K+z4+/+j5skYEfxC3ME5hB2ufPHHy5APfDd32VmIfBt953g9yGLQJ7EXyrFTVqBqiIo4SChElmncM8iKyzGyGvTHGWltkWZ673GXWsWVeVnWW29xZayxDFCldmuTComXkY6Jy8o5PJ9meXPLpRNuIQGpGu56I08ilAiTRIZ71EGocfUmNYrTFoClLve/7v3uz3W637f6gKkxkjavLfFFXn370rMpHlwwdm20VcGM+BdvpuMBsz+kWnWryUSpKzjGTcwuNzjnMqeyOABhRkZGoSBQmy0EwhQnA0KncmXJBwJ5AxJY7IBI6AJSrP/BA6iEWhkXAAoK3BqXkLdGoHYuyIYiOZ/ey7Odvu3TfFYWpD94t6eBvkYxb4AO2d3G32fp+2G1umdkQCCRiDciwtdb+5Ak5VxZFUZZllmXmLAfv3hMJoHaDsSOTJeVijNl7Jyl1ylRI7KiEjoZAqWUyBbsTwApLIAXEQ33S1WBykIlqDgP2HluPTvB62zedb5pOQ18aKm1ORJ/gl/VyWdXLLK/ysi7LLAWj2ImpssImyyAFgJCt3/WR8uAW8nd9dICQFnnK9fj6z5o/qN8NRyuddImPUqcqhBEihGAYDKjAzfalM+ubMWPGjBnfXzCxQqNEw4aJVSEiTMRZhqivXr/d9dHVq6pyX705vHnzRuPgrF3V1Y9/9CHp4z1P3x3x5PEjUYCSOSRNDZJEwI//6Ifm8xcvXr4OMWy3d0His+cfP1kRTC5RRdVaCgAUVZGtiw+hMcYYIrWiPppB4BWH/VZVY4wiEmPUMaBMY4xT3DOnjlBjzJPlD8YGUSZrrbFkCAaIUa0hpmPb4nkq3r0XeI8u4MT3mB4tWXWiKXpKuIbhJJ2Rapp9o7QRkCxG07f5iP2+ffn69e3trafSD4NqzPN8uaiulosnN9fLAlFOQ1akgtE08be8Ho72KkRpCI1t8p2NZ5RMTq/ZAJq05kmNMgQQHJAxFcSFzUqHjBNNgY3kwDCck3FpTozBAuazB/nNaIAZXWcTJU8xkCxQw0bAOulHCqSF1HSu77HfH/b7bXdoJHoGldYwyFjOjM1zt6wXq9WyrmFiZGZj6Dwu5F1xg4QVlAwBmlIOjT7YWbiYtk2CI58WnlE1RCGNfzLMJKIhhJ0pu1aazg9e991wtz9sm74PQQ2DNLemqDMO3qn88EefPCszl2fWsKR+0jP9/hTld5yaVdjZeuU3g1EZHU2PuwIqo6oZxXB2HPVVmc/WzPpmzJgxY8b3lOwxjzwkZfAR+eCZOQbkjhF927bbfePJXF3dcGm+eNm8ffXa923m7IfPPvjsoxv3/Q0jTjYmijH8Oe1wExzjk4+e53n+Z8O+LwAAIABJREFU4vWbza65e/uGiEifrVZOSYkMA1ZPJiggY6whO1pGjI7162scN9HPSiWRUzx7ioCny9/H5+4ixtJZXh6n7jhVvQz9+zpq9C5KInIcODwadNBY7TGnaDwYAfqo1hCAJuJ207x5e7fZ7HwMxmT+sK3r+ubmyc319WKRF3bSChhn5fpRuOLf2oV7iNjBJJ9PZ1JwXDrVqkAEKYRBIE3W/AKKGP0nmQgS2xgaPyjkqYqIDjCOKRB50kFjJ0GtAQmdeKToRVS3Ptb19/WvJQ3AjqOLRAxiAo+rSCko+n7YHfZ3t9vD4dDEXCSk3mDLlBfOMjJry6pYLZZ1XRbOGAPDKYzCjAcWT5EP73yvsjuS5ETwTq3C+mBPgQAbAAUJNEIEpMQG5BybCA7AoBg8dV3o+/5vdkFDGPq+Pew1emc4c5wZLUsXfZtnePb0yQdX65yIYqzMpLbJ6R0l0rM93sUAYMwY1fg+1veApugsVD38jGjGMcv7k9ZMiAj9EKJzTiRY6wBVtXMA/cz6ZsyYMWPG95H7kKZAs7Tfy0xEWcZ97/fbTVTJq3pVL2HxehO++OKLQ9OsV6urdf3p85vSYPBSfE87fo7xa5dV49CHIrcff3hNxlj79u52c/fmdei7/OOPrtZlYQAFRc+GIRCy6dyl9EIDOIAU/TFufuo7PZ81u1emHltbk3h1zEVIKl3KgKfURYdIZ+l5l69j6u3Ui1S3d5XCxBMhSO4sqoZO2kqIEWSIxyy1uya8vd2+fHvb9kNUVgC2APM/+MnTqqoWVZm5U6B7CJrblKIuRA+P9ze7ZGfEQyaxTxVwQUFkrCJKRgqoSaN+wtOIWUoSECDLFKQR6kEeHCxiFocsdNx2NhAnDqyhkOhCkNa72PFQcMaQqb9RJwFEzqi6yLfuTi7OxlkRFEEQgM2263w4NF3bDX0IMUYfRCSzriFSGDhjrq+WT5/cFEVhmRwbc/bUKarCcBhXlSqY3p80GMg+XFT3dyLOrmQHSxAGDCmb0T22FfhIuz7c7vtt03V97IfQB99RFrpDZnBV5QU5lnZV0vXVqsptXlxnWcZkgcgwZEyYPouIU0tzBJQhSXKeLmJy6BQFuW9j9cuY5aoH7yq1Uz88gXjyMUWIwboMQG4FEGYDiqHtTLFSPYt6mTGzvhkzZsyY8R3C+Q732a/pGFOEHYJEVTHGJNMP7+N2u2U2RVZXy1KAz18f/u4XX3gfyqJ4cn312cdXpYFGFJa/3+dExwzwVP6wkLNje+Czm1WRZRrl7du3fbv/uy/efCJPP7rJbXLJF4VEtjaeTdJNSdbB0rf4JXvRS3feR6eAago0ODHEb1llTYlpU9VOx6Tyk+v+5GMBHwG2TAzjItAHOTTdvul+9fmLoIgCBROjLMqbJ0+ur+uP8pGaRoEqkiGktQQVqBBP/PO3QfxOZhlEp4qTIECMurOrAYFh02iZAH5KEDzvfk38r5iG9AZAgY7RLK41uFC6rbUdILAB2LhVt3oSxXS1vuW8HK8zm0uqB1wweXrvJsPDL9NReUXv0XboBvQR2x2CmD6WPlYK4ty4RWYtFtU2y7KqKiqHDGBgAAQYAJoC+tKIrAE6ssfAFZxlUzx6MdrLA+MHt++9hh5IcrWDI8ADm4PeHWIbdN/rYXBBMjJWSlJFIW+eP7tZlS6Xvrb6dFVUBoSQbEgD7ABEIALDaZ8EjBSGmUYZ3TQiOomX09XM37FavslVmAEgIzftiVzY8FiTfE1REJMSxZhZY/JiPmMz65sxY8aMGd9hvLvYSbu2zJyYTz/0+/0+Bs3zfLle+ogIbA/y8tWbtm1dnj19cvPh06vSgBSGoiUCvq9an+opO11VoaoQxyYqIGDG1aqgT55nlm9vb19vGpGvKF5/8sEyI0IIcFZlrKppzLwDdICqYauqv+bluZgWo299VelCwDxOXd5nXqqnP9MTESkbDxbAe+wO7d3d3e3tbXNo8zzXGDNrl1eLm5ub9brKU0hHEGMZACdZBpQiGMa+0TEVIdmyfvtkhG9giqgEUfTB/7f//T/72S9+CTZeGGSVjQqxAaLQlNKuqUMTnKso4BltFM5KVbfbNd773NDN9UKlFYlB1Kvd7Aawq9GtFktmSPRExCp0qXF8W1J7+mlxSZoNAh/D4LX3YVBVWGMzzjKwFVCIKqKq+vGqU5XRDQhqiYgo+oGZrTHJ/5XkeMX5/OnevyC9lelaKUFYR3NUHme5eNwY0DHNHKYQDZDk9mNC1F3ju2gGMZHI2dy5XFUlDCGEa/nbMstWGf/g2fV/9O/9wz/94Ue//MXf/tVf/dXLu7ttr73mKK+CW7XiKFuRfsEKUmYYViZNmwrRmDRNyUKksAKjYJAx2nybcy/v+Rh835X6A/7lcLYnqDR6+RA09LsC/t//0x/8V3/5T64cGZsHAExGZ4lvZn0zZsyYMeP7hhQfh2myaxiGw+HQNM2Tm6dkjAJssG308xcvbrebuq6Lonj6ZL0qoIADmAnBw+Z/CKUPpbRmhOiddWzgg7Khm3VlzYeIQ9Pk26b9/KtoIJ88WRjDABOpodEwJRkiQHmKOvzm9Oa936qnWAVM5p/fnEgeI8jOEhjGi3/2zEZVRXVQfTPg7vaw2Wza/X7oW2uoLEuoPH168/TJzWJZOUNmOihnAYiIqIhO7cFTVyd9o1f3DV6HPjwhNEa+jZQphP/tX7X/4l9+SewibCRLxMSWFKLh6OAqBCUCYEMgw8Km9Z5dwTYPPhIzSbR8iLE3lofB26wKapmZQw/0pAoVJhURx0ZVzk/oMdeb38Gtjml451dQcCAYIRAZJSgZBStRhAUxFCBOtjpgC+Z/0Wx4TIFUEdEQRYMzyRNVEEVViYhYmXkQ3HtGfff6SS+GGBPfkyN7nM5e6gkeVUBjelWNIqoUyYKskoMrIUIEx1vt29DvrYQic0/Mzz59/uFPfvof/uP/5B/92R99YBQf2+qffPqn/8P/9L/8zV//8v/6/3/1uvvSZ1fCa2hu3E6VoMaQNXCkxMqqqlHOaDZPKZUm8gPWp/yul8kz63uA3kY6zvSmwVcwIeTS2v62G+Qv/0vUk4RuYGbGN7O+GTNmzJjxfSV+AHo/bDabruuqqvr444+hrExDBAxe395+9fI1mETDpx8/e7JyowGJBt91rvi+Ur4xxSC1UI51rwKaWRdjJMOOaQjBObtelOazzw5fNvudv9vvDMtqWa6rTKIaQzjaLI4PwqNFx0Pmdl52n5dOF6YgeqpcJ+OXY97Yo4ac9x/5Qd16UQ1PVpy4CEhEIHgvL7b+F6+3XXuQ6Ekpy8tFnV8vFx9+cF1mnDEYCgnMR+nQQJWJYO3lS+ATWSO64Jy/NZo+/j8CMUa6+qxzX1hXkCsUTtgw2RgjQ2TM7T5RF/jOWEcuo8ELO1iHIMYwE7zvCWLyHG0vLgOMiJjqxg9JT2NolBA885nX/Tk1eifru0ckxj9Nl6IbAxTKZJgobSOoCk0WpWaiv2rcSkRCFE26dMGGKIgwjcuYAJKYLm7MshOfOf/zMTcgjqONY0zB7wod3YNICEcycLRitdowM7FJJFHTFhEI2jtEG/aQbp3Jjz758I9/8Olf/uf/9Ec//OwHV2Pp6YDrp1WP6r/5r//pr3b4P/+/L//ZP/9X//z/+dmvXu2iyST7WAQaLdgF5IBJoXmqESRmTGiUkX0qwE/uM7uUS/ko957n+h6eE8dQAULqC9Bx/8urdqIaOcszkCInGASogLL5pM2sb8aMGTNmfAd+hZ95Mx75gEBV9djGKcd0PqIh+M1mM3R9nucfPn2W5zmAQcYq7vWm/9nPf0nWWGP+5Mc/qkqX9thVoiHiMsf33Tb9PCxuPG9ikqM/o2CbisdFXf7JD8uf/azfStj34Rev7v7sh89SrIGEwSSrDBEYC+IY1bzjWb5eOqCTSPdQnnunIed7HllHwqCjREYCBAF4+htgUNzdtS9fvny5bT3l0Jhbc7VaP7lZXy/zKhvnxBjKGkDJU0MAgM19VomzAbLf3SWb5D5NfqGGIwXKIA6wEiQqK1TIUVRlFaKxl1coQtkwPKLKQI4VIuphJQAEZQeAhhgoN5rGxxgeETlEZUBgAjKNOBL7dIPP0uu/Da9IK4WPj8VHgn+64MlYXwEgakiurylzJEJJFSzxuI+BUyetpt2HhxdC4yOfG4ZAIonYEcWkXqZ+Th1dRiERMDCMEIPW44VI/5IgdJlRE/Zh9/qqNj/9D3740z//45/+w5/8+Z/Va4xeRxYw0KQ/l8S90o9q/PinH/0XP/3oX/7r7f/7b37+P/7P/+v/8fJgOGNbElkhCWoDRQhgE/OLZKNlHYYeGquiCOEUk6jJsnVcgOaxxRPn3xEPzskCCIBXTBEOYCEXYiSYzFoNyC2MemhMeaczZtY3Y8aMGTN+/0ja3cOdbsMGQNd3RJRnOYAo8c2bNyk1rroq8zy31gKIMbIxEdi38Wc//4XNs77vP/7w+aLOKzcSgHN56w+DLD92D09dlcSKZYYf/+Cjn/1Sv3z19uWmWW78R2s3qDrSUfgyLCLKrMb8Js+uX/cd7390VT1LgSfvB2stsQU0RBUiNaPmF4BDi7ebu9vbzf7QqiqrrnNdL6+Wq3pZlWWBnE45aQwCGaiAaerbvFSN6H2v4rdTK77LjYQGkCe2SgYkgAOrEiGKkuhRl0vcCSHl40F5ShGMAIhUkfLfx6B6ggrJZIaUjECFHtDq81Px7dQkdWdnRghxfF4eib9eMjRle+/sKl2wOD1fMt9ishRE/fQIJOPuA09vc8Ixso0ZzGBFqBEGIFqKzkSSPqNG969/8oNnf/4f/8U/+os/+k9/+qefLsZo9SydUxXSdFQCiCW2bLjvIuxHRfn8H6z+sz/7i3/8afnf/e8v/s1f/93f/OJFszecr2EKmJLy3Etwde67Xn3rjVJGmTGHdstmqRrO1zxSR+hI/+jyYs2s7+GHi4dGVk+IChKyaXsISmmu0mhynErmqTPnm1nfjBkzZsz4LuGe8sOgwQ8hhDzPE/3b7Xe73c4Y45wriiJ3GZ3pUREIil998WKz3xnjnj59+uzpTeXSVj1UAiclSpPA9f0+V+82DRmdGtP4mAWvC/ro+dMuxLt996sX/5a9N22y40qyxI77vTci3pY7EguxkQUS3NfiWuzaxqp6eqZlPd3TmhlpNJ9l+qrfo48ykz6NyVpST5tNqaera6/ivi/gAoBYErm/PSLuddeHG/HyJZAgCTZRBVY/NxgMyHz5Ml7Ejbh+3I+fs564IwsNTowDQt37IrnBvvsr43f5nCO+OZCKia/WL3RJBsAH9Qpj9xii69180B9u7Xb7g0EISmyJeLmdHD+00Ol00tRMSz7SHmWTK5opfcGh3d5LRqD9DFWoBSw0ergxkVWNRvGiKlGYZNIF09g5iq9UVvZQgALURpGUOkfyIM/KghprqQJGSeL51SmBk7pJAsDfyo1qAKlNPkw1HkjKINXACpBCdIL6ve5XUKR9n2v/0jUkfGtPDGWNvUKNF5oqnU4R+AAiQOADxEMELgEVRsY2DLnopTI8uZL+h3//46cffeCBU61mRNhh4MgnbD3a1XuCQYK9XjglLmPjJqvphUfP3PXEmY/Pv/irl9782e/efu/82m4+Ku04DynZJAwDgkfWhqqOxnliYROQUZHoIB5FQacIxjN3vi+D+oLRwmlJ8AouOCr3cCAbyCgqcxqoQ+UfM4sZ6pvFLGYxi1ncCTu4CN8wt5P7ko3JXAKgKIvd3d0QQpZlnU7HWhuHzEIIqAU5BOgNRptb286lzrnTJ+5qZQDACpESGkAMQ1HZ75ufWH2Z5gyTloBd6iQ4cfydc+f7g+Fnl9ayU0fThA0QSm+diz4BX7UYzjf+X74QsNYATOsBxSlLbQVQeAKDDcV3ywM2t7vd/mBnZ8eLei8+BGNcp91cXl6+ayHtuAhaffAeYGJmqmiccgOus7cb7+kXwEvBBH0x1ABWYRU2+iZW2T+JTh8dsUQzRUkAAsUepheK0ikWcHGQDMQgYnjA1b8zduJkT6Emtk1p+vLdUlocfRYgFZKk+kzH4T6oBuYoNisA5EBHEDp4DZtbGmEjKzwBZvWqImA4RpKyYYKn4CUUhkySpV774kfG95qUH19Nnr7/0f/0l9+9/8R8E2CgLHvOITVEYKCsZh011opMPHtKkWnMQav+HwW1TIuEx0/jkdOP/PWfP/Ly27s/+cWrL73z0Vq3u7Yzsp2lZnthVPpQAsk8QChFE0/MSrRfltbgQHnhGWg56NFmoIxgVEKlxsQgDuo8JSWZQPAEIiJ1oBl+mKG+WcxiFrOYxR2yhfPeiMuE7GeMY4IodnZ2RqNRI0kXFxaSxIkoJmZ1ZFBZOqsYbGx1vYox7sSJu1oZbKXkELgy8q7+EP8RV9N5Oq12hNJ7a91Sm1cXOlfWN7d3uldbDXtooeEYplFZpU1Lbn5VvPfF37gxaZ+e5ISiZvkGQ4bggXGOrd3u9vZ2b9Avy5KZyxAs86Gl+dXV1cX5pmNYKWLPBKImet1VZu57zcOboWS6rfDvut90w+8Q8kIFsQFx1fKBARmwVsNIk0NUhimhFvCxTSdUgEqQVMhBuYbTJSEX8nsypFF3Z7rXug/v3XqvD42JKkxspQaqZusAiZhUosVI1UwuvujkXCd0+eXxdVqfI56o/kBh5ubgi1AMTShSB0Yh+ZhLFN3PVlfmH3no1LOP3vv8o/c9eLqxRHCAhTBC6pyBAiiDD0EyW9bXiaubg5gUliGgEISZrQUZ0oAUXYIrYRcs/eip+T956vuvnXv6V6+9+8HFtV/87s3tzatpuuCaS6WOh71x2lnMdVz1oChCPo1gfh/Am5gTkJ/tETfcO1kAG2Ul1cjdJgtikA3EShwIoaY9yAw/zFDfLGYxi1nM4s6JfSMuAIAg2hsMB4MBgLm5uXa7ZQCJGi9RD4IqYT9ViGgRqNvd9d6vrKyuLLfqZFCIKiZV9Vsoanl/s3OeLwQZVSIpmljrgxpDxw91Ntc3Sq+XrmywSY+tNjJGla2rBwByt5JwH4CdcEs/P5kMg1LtHRivfgC6Q2xvd7d2t/r9vveFtTZJU1I9fGhl9fDKXCMhQAQMWCVoPc/IptLwwAQNVOfLfBEou10L++Zvzjo2Whi1Qoaj/okGgCutEdRorRqYK2ooaGpH9xLwkb88xQ8sFAVQTAYCr18tWoM9msIVt4b67IGrQSKy1fqeBKqzTuMD1q0eLLAht4L6DKlUaLMWR1EAPvSGxlGqIyOjtChRjlIjS53Od7//7GMPP/DM4/ccbSGNrdUQUkPBl0HVGAM2BFhjnSGIrxulYRozc1A21rIKoEHFK7FhFAwxKFNrSgQHvHim9dyZb18ZyM+ePP76e+d/88aHH1++4pL5DInNh7l1oPr5VUuMQhla3lA2YegM9d0Y7YDgQVANYKmQs4IEJAQfZ7nNhPI+ixnqm8UsZjGLWdxRkK/CeyF477d7fVVtNpvtdpsJpQ8eSK2ppV9qHb6aJLWxsT0cF6323NGjR7hOtRkKCVErHao6MW7+4wy+DpKJwDAsiyovNNJjq4eubu72x+XV9a61jSPLIICCEhQUak7glwr6MnDwVrGsSp7neZ5/tIV+vzsYDERCmth2p5Glzjl7/NgRR3CWqbJeBFTBJuLVylxOo8lb4CltTnPQWfpSR/t1r5bp9qMNzoo1wSpZqBEyQZiINHYvJs4ZBADCDmKhDsqsAlJQUGIiK2qhFuoAYTgiT2SDmKrXSTxtdq9UvaPWHT+95bS4mLxX3VDkylOEGCQQmj5vHPb6int3n95MVvEWzjhpwWAlyERHlJRUiIqWISr7VOwutMy3Th/+ztNPvPDc408eRTX+qDAqKTMZBog4JYAIvlASNdaBIWSJUF0FldolBTAkIXgJCnImMSmrkJRt6ywBviwaHBrGAPmoGN/bap/83mP/9nuPfbxe/uTnr/7i5fcvXtne3F0bJ2dERIoAgA1POAvV4PF1y3WmRXLjs8IYiBGK3WapKxcM9VYLp7lVOBUHr0QS1XxnMUN9s5jFLGYxizsB9U0gX57ng8FgNBqlrXaz2UwTp0AQtdbE9k6VXk5lQiGEEMKVtave+9P3HG82ah1+rX3jROLPMLHgm+5+dQuHb0yiZUHWkgoFvfvE8qjUUofb3YFLduc682l0sVLZ19D4CuDvn0aRVGhZlt1ud3Nzs9vtbvNqWZYKdplrNZvzC52lxU4nrebJakuGSu/EK0XCbyTu1oIuZspCQPd3vW7u1khyMyB9W3KakBrfMCYDNUQNUaJSkZZZYwdzL3JD0ITFkTBBGCWYhQLYsKSqDagjCCFnUiLDoTmFGW9EnrVLu8bBuFtQiSTuaX2WY2suIkmFVh7pVQu+givs9074PsuMg3t9BzdlDzT5MLKtJAImII4tkopR7/OBii63kmeee+Fff/+Fh+9N5zI0gSUdUZR7odoGRAzYIlQHaw1VTeMSwxQEMBEDRg1XfUsNqmQcG0iFM6BAYjItQQrLFgL4HCQNk6AYZEmTg3ngkDv5l8/8dz965sML+Ju//bv/5wMqiiIPuQpZtcYYVRIRmjA8p86Oks72iOsLDzZ29YmEiGp+MQkhGC2tlonCaQ4UBDZkgcbspM1Q3yy+5ghAXoqz7MhDRiAScWpSVVhV6Bi+gEtyTYPhFAOAFVZgaiq/EMRAVQODqoctVCAGRNCahWIBFwCtdJoEmgMlGGDjkRQwab1V7xnzQgDBRMWM+HpyC+3bqPanMlIrSmv1soPTggPyA90z+50erqhJ/HWpFVPuuVS9UuLvUnAJUZCBGgiph3qEANJgOwYah5lrPyjWaFyz924ABCpKJSGtfGK5nnoRwA+QljkWAmCBxCt0G25ptp5n8fWju0luJ1VyqArvAzMZptJLt9vN8zxJkoXF5VYWlDwpFNaAIJU+X7wfizxP0lYeUALszLufro+L0Ol0VuezFNAAw7DxFuN9/rzmq9A75fp/HExw5NsNFejLvTnvuc8JWYYGqFgiUXngnpW3Pzjv8353O79gxundhxuWLDKoB4RveL6JXv9FrbpDQpjQ+SZgS8pQsDH1USopQwgB3uWGDIGDBBFlSpiNB4QwLGl9p7y2tbM7GBchVV6dG611ms2FhYX5+fl2q5Ek1tGkebuvjQSCpYNVQWttD95/jTCh+34u2LsRzUpVSNh/NRQs4IlgZUI5lKFmWjBIgrKlqG3igQB4INeW525uerBpSEjEQoXZWyMi3hNJ5SstVsRo1OoshIupN+b6UV6CyuvzJZvftvs4/Tz8v3eGJZ49n85VeygCtABKgqeqe1adeZmMGpZtMBvSym+doSRVG4wZSiDjYHXsLezYLEIFKB0XmfRNsZuUO5kMn3n0zDMP3fvi04+dOb7YNGBUZgxEjesPOFoPugPyzfbBn474xvXGewvt+lNkGgDarFCdUz3axCNn9a/O/ugfL/ZffePdn/729Xcurq+PTF9aIV1CNo/cI0ksxPd3miydLAn5cMSLpQQlAbOyinhArCGREDnaAqOwqk5gQdQuukokQKDYCCWZ5DsUE6EpkaOqOvANC/ZeGIHNyKRQYVF4L7CGGrl2xnahT1jkhlUCsjqZmsUM9c3i670PFZljAUTBYJAtkZYSn9VkQsLGChlhHgMNbQAQIq43UoqC1L60NgEEGlSVyZGaEcMAVsmogAKIGCYQBQIpsyZTJrvGTOc8+x7bBCVQnTxOxuv35qfp+uojRdthgpo4KaPEN+5xUwa1N80cqFJmu/6ndd/GEbEYo0ZmcX+x0bOaVJRATpHEu0GVmGKFe8IbMjdJYWh6smWi0h4n1FVtQZWFsCgxZ7PFPIvbESJKRJGJByAEMDMzFUUxHI5UNUmSdrtlrSUixbAu4U7fLaoSyJBLUh+EDSPg4/Nbu91e8OXhlWPWQKNBF93o1PSVa+Y0hRn1IM9fwh1Kw6JKSIRo8p/jx49k7blLl65sb2+fC8W3Th1tJpZhTP0JVFWhUBAdkON+/kc1xoSY7hM4YjRiGBA4iIoKcRqYCqDbL9c3e8PhaDga++Ch0nDm0Hx7bq6x1FxJEpe4xMTzLSpERGquc1enr9S1PQAlmqmHse7DtxN6ZCU2qjcsAKV9jEantIcAKlzIAgGLkCEGBWKjlIRB/ZYqIhABsaqGEOqpOJ1cDVX95lpNUthR0tgQjOtBNa30g2rfelPfnMESVIMKg03VQCQRDVDjSEU1FMqlEHmELN8yrKnRhcyeOjL/6H0PPn7fyqlDC3cfW2pbZARWmKBMMASSAHOnpJHPnJp/6vRz/+5Pn7t4bfeDy9fe+njnjXOfvXl+bRumHBkPZ9J0RGYY2LkmaEcsQ1iEVSyhQQpfgEk1yr2SKiDsAQ+ikXNx3dX5DOlk6SpXC7i6AHpLBol3UAFRK/mn+Fm0GoWdubHPUN8sfu/5hQRVBjgtxP7i1ffXeiIwiZSZji2XwzL4tFOY5sLACpfKI2EPoOauWNLS2eLsfUePnzwEwofnti6cX9ul9qG55IHTy8eWEiAHSoIqbACBYMgYmChfYAFDdbtsQj6pAeHUVD9N5XKfC9hislSrQssBNb4vle/pTV63Hz2GqE0gU1V9UpB4MKBGyX661nvzw0u9wmbthR882J5vZ6R0IMy94ffsq3lHNxujgE1LFK+8/dHVjZAo3bVgH7/vaNKcLedZ3IbCEMfqwp5Nw3hcRErn8vJymroaHEJEjbF7Uy400SeJ9yITok4Lrm31L129FkRX5tqHFudi+mgI2GONTub5v2JGMJ1K0E3e5J+qbnK7ciMATFQRHS0AwlI7tTYl6IULFzZ3PBPuPnWimZBRaMWejX/tofUbJwb3np375UoIRKpExGACiSok2gxkXiUwC2Gr5y9eWtsdjEU0lEVmzeGlucMriwvNJLE2onL6AAAgAElEQVREEDVGFCKAwDKqp7tXsrT/LPOUVOdXuZqf8zCO4evGacXNqMBz3cuqFuhe2S+Q1X0PXNStFQF5qhSI2BIyjJjZGBMmk6l1OstMRKTVBahk6b+5TtMJxtDItLGCaCQYy5bR249JQVrpgXq3A7YMNsriFYUSGWuMhVAIIqVqTkUBP2qk5lvmyjPffuJ7f/LCw2dXl9tIARtPe1mkXiwpaWAQjKlVf/+QaWQ1sUkEoBUCmFush1ab377rXnkW/fD0mxcH/9t//snv3r24K9m14UC9Q3upzJrobcIlJklYTfDQQPG2BoHg61nGSRKmwSUHFDGm6gY8ITophIpv4qKiWKOvuP5RA4xmmG+G+mbxew6BEBsQrEgYefzy5bffOHeZXYvDeN56DsNR6cukPVTbLo6AxmoGyjkAaEqhQWoolETd/2H+X62cPKTAa+eu/uLnr2yO9IG7V5daTx9bWkJs90EFHGAmjzJT54WkAIeJmkNVZKw1pHEDQerzJZ7koKzuxu/yTXIH/ZLnbe/lQsrYN9IhqJI2FuD8Z+v/9ecvX9mVztKRp08+M9/Oqme3our50d4hTTlhyY1Jap23cRB+/e0PXnr1Uwp47uHTZ+4+NuN3zuK2PCBUImQT1RBCURTj8dh7f2h1mZkn01fEsZYbB2mqpHCPlMwsIkoMpt7QX762HgA19vDqUuIsaUyHtOZIf81DfN+swrhW3Pgat5BGDJOlWFlc6PV63W53Y3Or3Zk7emTeEDQSFisVRgVkCjnHN2HF54MmrUejSMFEBEMAhgIl7vbKS2vXNnZ6ogigVtZYObKyujjXydipOlaLANI8kDGRKIogSqLEaq05AJnRLaPsmy0IvsnllqnvSjXHxXTD20xGSStjtwpyT43nRYF5IoCCaCG6J2IUrxLVAA9/XHNcUinvCIiIjEIqN8JquCGesUAgwLAilBI4kAUSNWAYZSqLUeY0o1KLHvLtsydX/vQHf/KXTx5fXenMN2uxDkVCYhAQ/RsVUAMRBA+ydwJs3iulMAMwsQsOD0Vq+OmTzfv+179453z59y+/9+u3Pnr707X1/nnKG6lbJthiLL4cwyWu1QzqZdgXw4gPuskSjsvNXPe0kj1tVXzODTyLWcxQ3yxuNakDGFaBoHAJtnqjgWfnXDHoUaJa5DBcwo+D16JUU4BL4TwOnnFgEpdaFQkFJM4/FEBvnA/HnJdKxk0lj95wFqY2cnMAlJPJnJ7cHObtB2yyf8uPe9Xe6N0XksOv424SyXVP2ukcYurQJn/TNDuIJjtjELDAIBD3R76XiykpeI/IV1JAdLKr8fWnQj7ncKUI4niYS7+AKdHPtZzda7P4J4KNm7OG4pDYaDzqdrve+3a7vbS0RFWBQqdfFtVF9orSVe0DYBIf1FoFNne73d6AXTPLmivzC5YAFQZRxe2Uf+YXouZ1GhBBAlW2AJQSQsp3HTk8HA5Ho9Haxmaj3Wm0mQlKCEFBwiDmGxPlGyzur2fSkyESaJBABCYbr8FIcPlS9+r6taIoAGXmU0dWDh9a7jQoqYYtiZQARhA3NatHjAiyVIRvp9HigRYLnwsUDqgpMEpSUtpjlMTZc2YWArETcACEEZJOCGFax6hCBZGwtpezf+MZnl6bdfkyeqiU0VOi1ial6V3LjPMQADiTOONMCOrLIuR5q5mMdtak3D1719yLjz/75y8+9uxDKw0FUXzX0jIsx9Kzh3jAwBgQgyNlQCF05xi2lAFMMExgg1AAAca0yDjYZ0+5R0498lc/eOSVdy/+9tU33z/36e/evwxj01az2WyPEMrddRiLVgZfQONZjUlG1LDlUE3tyeRvhqjqno6A8kTBdcbwnMUM9c3iq0YIxLaCK8wKkMs8hggMk37r3hMtWxpDOVkxmRs3hXPwQE1EfRmFzIiFFIlbXmobBzCk7Uqn3czNQQpIUeEfo5XQWb1dTKYC6ns+PgfNnlTXFFuJJ4nlvs1+Gn1Ng0BmsNTy1nTQzo/rIVx8su6rEVPtP3vA63WiE1Adrblxhzd2oiZgKaRERgom4QlUJAVourZPe4ehgPDe5CAIvh4YBDsDRV4IyJIzpXAhZraWZ3E7gonH+XgwGIQQkiSZm5tL05RARVkkLplgv2quLDKXFXtijFWCQsIGwHZvtL65peA0TQ8dXs0ShioTq3gQ0UHEv6/WRqEb4MGtYIM/aB1uXw2IoEKAgSFCZmEWsuXl5fWNrf4gv7K2OcfzjUZiCGpIg04NDF/HadAv/MSRYBunoINiMPIfrhXDUZ57ZqKluc7qoYXluUY7odilCRKCkGEmgjIzRCSICDNXSI8RQrhNMjl88wtqPvdlUy3AyeIoiZhUFazEqgQYNcYDwUCBHMgFhWBzCO+9SL0f6Td1wuqL8wJ2kwlbhmeU1a5EkwEKBjiWO500LCnBEKnPe6EcWZLMCY/6zz147HtPffdPHvvWIyfTwwZOEEh4UheAVjq0bMEWYHgJ0RSPzcTP7055EjqQoBRYIrIp4AFF8Ah5O200wJ1FPPjCib9+/sR7733yk/fyV99499X3P9rZgUvnA2dCFoGhLvoTQgPDsypDANHQIAggtJdaQDUohVjL1j0y1LRn4yxmMUN9s7i1JxmDVMUTWyYKirLwsWq5urr6r/7lv7z7MKugn2syR8kYICiXoDjXZ0mcEaj4xHjjiiZGHtTArinWWQIKy8hBgLUghjAo7hXRfsdPmms32jHtG7HYG5qrnnd1O05qtHTd1huVRTnOHfA+N1s+IMvSqV88wX5xJKRODvYnTROgOPmaB6bmV0gQFMbAGgVIchtGLfWN0hGUFCKBTMxxRSF03c/u4c/pM6N7/cQAY2BMouAyUBCyblYum8Vtie2d7bIsATQajVarxcQK9cEnLqnIn9UIU9Qvquos17mNRZUQBdY2t3a7/SRtJUlyaJkJCgQCiyrT9E32T09rZO+m+fzBPpKv6TfeBmhDEkvhRCi8GktEOHZ4tdcfDobjje3tw20iu9hMoqpLhXckBDY3eSDUTIrpgpuKEDNVvEVWYJCHrW736tpApeg00mOHVw8vt1sJGuQZOVQBtmSEOWil78HiJ3hPQqlKxhhjvh7LZT6YmH/wZTU3aRer6l63BEb20hSpCm7EAopD2l6ghGGOodfdUd4fFd1xubG15b2/rise3zUyPf9o5vpgfL2viUBIFQRVAaqRz+nbOwRmEkYpwyHynTkXTh5dOHV04X/67//H00fSY220gQywXqCBnQkSABiOk78m8phFwGzVVt3YsrZ7+f0nkdc5ke593QsbdnZffqvGWAq+GDvrLANBGqF84f5j9zyQ7v7Zva+9d+Hv/vH137z92bWBH3oZ5aXJ2gqOH4sAppJUQBIFhWqtHK30FoiIRAFQUPDeEFz4RhZ5Z3N9M9Q3izviRkTs8oknspbgDDs2UhZG08UWLzTBisU2lUDmYjI10VHn2LKTQJWKAwLDPHL/mcX/+G9H1GklfPLoQtz1tVRyKQEo1VqCligHSCyIRFnJGVhUTkSMfd08mUpRqn+rKE1kfUWqWZjKCAGV2hUpUdyupM49qSzGLkmC98YmVbF2L0uspYKjNKYoEGJzMXhvrIWqiHDsaKpqCGQtyIaiIDC7qAwn4OgiZEUQC+dn7zn+H//yR93+eGF+eXmxA4A0ID7ERYkZGkRpj5sVQpS28BMPZlWlKObiEWzlWiRijCuL0lpbymwpz+LWIoRAtUiLiEx0C2K6IyK9Xm84HFprm1mj1WrFV8afcsYCMFPS2jHH9YBUuiyABkR9EJXI617b6e32BlHt88Rdh5I6sQGmxChv+pS6VdAXoAqayAOziIiItXYPFlZE6wBVrZXg6Q+dqe/vzZnauiZk1pQKIrQbOHr4yIVLl/uj0ZWrG3PziwJIpJ8RjUbDRqOx37hiuncokbs+ZSeuNUcRDKNAAHa6vQuXr1hN5+Zah1fmjx9upoTobA0KseQHIiJmirInlRhPXUuckHz1a0I+ocbwYfoCqSrd2Pegcu8sVraAcdzUiASJAkVTTiSiFmQCXABEUQYUHuubG3npe8O8CBgFHQsL2XFJk0XCzFL7l6vqHY7vbraqb8rr5hFCAATGQhGUAYJNKSr2BEX0v1OoquOyHA+07B1umYfuP/niU/c999iZe080WgwLOHgLMcogAkwAgW28ojxVfhEmqa8YdI/eY++Yc2V5XM/aGSVWGCEomImNdQpPQaAgNvB+wXXnsvTI46deePzu9z4b/+ylD3/+0ocfXtza6u4IZyZpsHWlqpAFJxIEFBMQIrCqqsbzZAHRig4k1d1kzM2cGg88cv0mtKOJZthvhvpm8fuDfdPdJGIVox4gq4GBRCsDAVNV/m5kXYgxsUzFvrAw5siRY4eOHLMMqCasQEBQcpkCISCxhNJDCjgbH2TKmQdIDDMHUSii9reKEGtFdRAJIVjrIjCryP5KqkpsI64LeWGSesnFobxQFyyFwAQyLkkARMgnUpeeOGqWM8RrCOTSvUxTAoiMNRICM3McU1QGg9gA8BJM0iAAvoQxFVoLYmwS960gOLzcOrp8X5W8RV04lji3oBqIOGYRdceByToVXxSlydIKxhIBCFoaYqrtJCrBjKmPO4tZfPlKtjFGVfM8Z2bnnNQjWGVZDofDsiyZud1up2lqjInfUlVm/pwdek+7o2ItK4iCkgLjoL3+MC9LEVlZmEvMNBNPbkA9kwfSV88jqqq5QmsRUmYuyzKm7EyV70mtgHmnujhUfuUECCuDYIFOK53rtPI8L8pw9dr66ZNHwGAiETQarQNnI2vhzHpqmuK4YPwiTXB7AHqjcncwHJXlHOOuhaVDC40sHkUoyZrY6JueZObfy1kAJh1knawTIqq+KDTJbimUYAJRjfmjkjMpQGz2BvsYChQCZ7JS0B0Ww3E+HIx6w9FoNAIgqnnpA7GwTZNm2mo2s9RaOymUoOqAKeEmc310Z931txB+WH0aVZgUJoUSRoUmiTPMKKkYkwzVl+rLELbOnj7+7KPPfefR+564d+HuBWSA5P0sUUK0rielxLNTMF9vp7i/sFNfT7OnE3XnPDpLUCzECMEpVdbCgaJ3k636WBAQEowIUPSb3j1zvPH48Uf+4vuPvPnuZ6+8fe5XL7/33icXkM5n7UO5T0ZBYVK4ghMnkTJcs59CCBWZdiJWEPRzBp9VZ3nALGaobxZfsJ3Wm7cKQEyGNdIjA8MbDaQGWkDIAv4AnQAIGCqhlMRZ4xDLpcxwECKR4EkVbKransF4iMwyXAIU8AFJ5uF6GjrMBLCJBwLSWDAu68Nky3GchEVEBWSgoCBECrYMgNMsCCQEUrGJgQrYQDzY1dN5BHBZBhAmsyeoRVVIAU6IoYIQgnURWFbDDJEABUCEx3lJxkWl5TFcUtEUnAWLlEFgXeKrkQUokMRpQwkAKEp4VXMvROxEUCrYQADvQYTEMHFisyRXcIAFohIeUWy2CiaGVJH7RLNn/SxuIfkTEVWNPbckSeJ/mVlERqPRaDSKPbFGo5Fl2bRBWUVj+5zcgqb0GSnWNTiq4HeH+Va3V5alS9zqocVGUvWxv8DE/HrbgS//UWM7vXYXU1UCgaxz2DegW/ECQHfKbkXTOK2iP0gkohtSDUyGFpqULy0Oh8Ni2Luytr64uLjYSQGUEpgN9rWeInXiwEf3tCu5gAwRiWB7t7fd6wXBaluPL2XNjFTVS0BU8CczwV+VYU2Fwq67iPz1LtwDT5OIAEyVR+FEa7GiooCqZ36k+uelsGMCgkIJDHhBnofLw6LXH2xu7hRFEZ/KpJIXo2aadJpZs9VJskbSbDVarvBIkoSZK6WWL0yyb2sW/rXUKW5yhAnYuETI5qWiNDApRNDMMNgt1S86Jb+rw90jy/NnTp94/KGHHn/44W/fv9AGUsCVSEyAcwgFGKSkzAJ4UgUONJYlPeg+1zsM9UWB2lgbB0iFYSZ6VlNTKAxAx/POmSaTQwEtW2TmFvi+54//6+ePv/PDR3/1xrlfvXn+zY83rnZhbZstFxxEBDGzMS4KNIFTiFSdUFIVIQUgejPTywOXxM0W4c3Wz21btDM1lxnqm8WdENN7c6RxSFSyJhVWqR3zFCAbiezX7bwKgI1hBBBBPEThUggxA0RMhgBTlCpEbGGbgLCWSmTgOh62V4pxrqgf9C4quQjIgMhAyjp140hzJGZhBMQhQwhQCCK0NByruUYUCMqsIKNeiFmJiG3pQZaVEIByysBKFBrADGYYA8NG4rQ5W0gBIRAFL2ALhm04BTxQKsAoAVUklj1AxhFXYC9ytAxDAPVigbrwXHsmK4FMoFq8BVXmmVfKCpDIhVEEQmTLAQTe0xWnicozKWbPzll8CcgXQpiwHGN/zxgDYDwe53leFEVs8TUajUn7KzYuqI7Jfw9GLDIt4slR5bEENne7g+FIgaWFxaWOM/X2cMDCPVCr4Mst8ClESsQTx0tDtI8VRRIdyZU4Pt/2lcn/wH2/qWRXJ7lZ7LoQJtOP83PJocW5z8bDfJxfvbY53zkmgsSaENRURa6bNgWu/4YQQlVbEsJgNM4Lb7PG6rxtNgy0DN471whAoSAyDFA8eypAqN/P3ha8d0CGOnl/Jt7nSRjTSMO2zioJbLQW3TKOFcgDBiMfqxuDwWA8Hm/ncV6AjE0SZxJmgj9512qn1WhmadaM9tkQoCdVr1tiH4/rfuMdX3a7VYYn5TbkGijAONgUANRj0Cc/cEUXw/6J5fZzLzz6veeefPC+1XsWagpQ6R2xNQxhyZWzZtzlBJUoZeVydFCN4/oqzxTYukPOYYnWZCVW08tQC2gkSNeVpPiPxLkgYEXCKUSLcc+wdhpZE3j8RPvsyWf+7EfPvPTBtX946Z2X3/nks7VPCsyZJAO5UDE5LZyLCBOiVRVLiUDGuBLjL3+VZyXhWcxQ3ywOeiLcIHigxEI8DVIQFBSISkyeexMWYzVGQYlhxySKoYCVU3IWKiEQObYIQL9Aw8KlRoMRwmZX3vrw4ytbO1tbfagcPbRy+vhdR5cXj61wPvJZZqs+YdCggW01e5MDFz8rPj7/6db27nCc56W31mZZurI0t7qycPLY4eUOnDUQA/UUu3KAV6hFzFNyD2vx2VX/ySefbG5ujsdja+3y8vLhQ6v3Hl9ut8FAmSNxIE4gBcCCKncMwNVNXLh0dW198+q1K0y00GkfXlk+enjl1F0LqUNRwCWYqOkFoIQNBMMgCdCKXFd6iUU9JVza8B99fOHa+mZ/NFQfmDmxbn5x6cjK4buPLS0tg2ADPMBRIF2vz67kztkdZ3Fn4r0qU665mrG/h5rS2e/30zRttVpZlk364CIS/d94Tz1X6xFaOaiGZGIxuiIOMkes1RvJ1vZOEaSVZSsryy7q/leHdQNJkPY/m0i+JJzYh9zi7JAiKEVW44QdGI+OiCxV50JEDpYP/cPAvz11mUodJybKWoKYSTSoMaZhsLq0tLnb96Vs7+xsbS8tLWYKFME3jdvfyeMbHxDTlht7IsIKAoqi8CpJljTbKQANfo9CHmkRte5EVGWoJ675i6qKt7ZQ91+I6z5LJRkbaoHjKh0ngBDgYnltUk3LSxRe+/3+cDSObpO+LMfjUax6NLI2QNbadqMxPze30E6bCRzD0t5KjLuGKYex6R05w1UvUb8kWL1D4eCBX25kc+MiDyGkDCkHUg4cFQnlTZM/eP/Kj1/84YtPPnBihdsWKZD4a5YsmRSxnCQMJm5kSpDq9BiCOHhGALmDl4ded7PrnYb6AiaeKtCJBCkJQREFq+oFEydd2UxsQChJ5wDAiwn5fJo2gMRi6YnVP3li9dy1p195663//W/e+vSzix42SefINQp1qg7sQK6aSp0wXklvL5K7bYt2puYyQ32z+MPHfvW6vQH/QBzIBjIKEJm4tZE6wIOkHuiPuiZctem5BIkE9w//+MbLr7y5VZpvnT72vWcevffu1fj42x7Jf/n7X3740YV+f/yd51945OH7Pz1/6aXXXnv/o097wzE1WmU+blqey5K7Vpf+w7/50Znji6KVV1gZSpekARiM8cmnF/7br8+trV9b39wuQwiCsQ+qmiaJobA413zk7Lde+Paj951eShkkJvcgRhHwf/yf/9fHFy4qp3/+F3917PjKL37z9iefnP/0/MXhcBiChBCyLOt0Os8/dPqpxx/71j1LLoFXOAI4ASkzBeDqZvnuuQuvvvXeuU8uDcdjtjYfjYiokaYrC52HH7jv+W8/cs/xlompkA+joO9/eP6nv3p5uz/OGp3/5d//cGVxXhRKxM6UwEfnd3/265cur21d3dge574M3udBVa1jIlpqz91/z91PP33fvWePNqwFwFLvN3saojMtl1l82UyaiKKuiTEmhDChdLbb7SRJpimdmJblmHqrL8JCMj2lo8BYsL652R3mzHZubm5pLgXA4gmqMNO7/kHdQ/mSJM/pjxnnZVVJoi9EnYfJZPLQAKC6J28E6g56qz8M6tMaQdXdg0odp7IFV4KqGMOYa9LC4nJRFEWZf3blyvzc3cbAWntdW3TPNu6AfqlMp3ohAAZBIUoK9jYVNWDDbABoQDI1aDk1icWRRXlQnvc1JdxhnyimgkAkhGmx2Amqj5fVC/Icw7wYDofDUe69996Phv2iKBwbQFQkTZNms5ll2dzc3Px8O3Uw9eoQUSaIL8GkZOI2xITaiA9EpKic+pjudJf2W5342h0NmNHIyHFedK/Ou/zwfPadpx54+uEzTz586lAHCdCoSr/B2WZNVon5AEQBM+12H+fmTT2pu39294AVI1P62HdK8F61e7+3SvzwtMfxZKAISJ0F4APEI4lqd8qwDc1LomI+SZrAGFhabTz1w2eeuPvB//u//PzVd89dWN/sj41J50xjsTceg1I4x2RhoSFAIcq31Lm9ZSGfWcxihvr+mDPCeuefZBkKVrDABCIBAsHAEjSAbGQ8EqqBYjLEDIXCkEHhR8aRt7QxHr316WeDsMjcfPox8iWsBZG0Gnxtc+PDzy6NSz62trs1fPeVV17b2Ngidsxp3wtx2ivKfDwsy/Ll1949cfSFxABgL8G4NABe8fpb7/3qN79969NhUfhClK2DSbxBGfxo7FuN7OLa7s7Oq7u7u4Pnnnz0vhPNhGChgC9x/vK1ta2+19HHn1394OL6z37xm93ucFz4RqvlGkkoir73o17x01/8en1758f0vfvPLJGi9HAWIlDGlfXBz3/72mvvfPzppfVhru2FxW63Z5MGQL6g4Xp/Y+eVbrf7p999+tTRxdSG1Bq2GAu/e37t2m65crTR6w+XFuejfFlQfPDJ1t//9JdvvvdxPw+5Z7aOTBaMikgI1Gjata3ezvbrW7tXd4YPPPzwmZVGS021Jypmpj2zuOVUL4RgjLHWhhB2dnYGg0Gz2VxeXo60z2hCzdNjr1PvNg2HbpZMUCVAUr3SA4OR39zaUaakkS0vL5tq0ErAqjD0dQ/yxINUUBzkA1AoRrmMi7IsyzzPicgyOUOJM400bWSJMbaSdLxDnsok+6WMJ8BMEAKzAwVRQ4TFxfZgMNfb2e72els7vZXFTrrnoH0rjhSVQomyJWZWphDCiJqWrCNEVKfV0CAq+VNAwVK3Afkg2KMAfx3Qb2JEIVM4Nv47AKVHXoayLENQERnBeR8igXMwHJZlCdXY2gWQNVrtVqOVpVmatBvNZjOZc9W7aWWcDYJE93C2DFSDqR4oinI6mVaZaAXddC3exmVyO+f6zLzxw16/v+t09PBdrb/+4YtPnD35zAPHEiAFGEIQCZ6IiF1AO9ISbawAGDDJ1B3N1U0tBlpbZkyEmq7vlVbYiuiOq2YmerMHnta3W2QSAECaAFAvQi6NegfVZwsgZx0MVIxqRgbQ0Xj0w7s7T//Pf/bmud2fv/rer98+9+75jSsbF9vzq7nmXjzYEhk1gKpAVNPbB/hnc32zmKG+P+aIj1UTR8x04nrOFfajKK9cdfekcmi1Wu2SNpJqRMAEdZmHL4CcU2ou6qg19MyuZSyg6kOATUoJMEmey0eX1jRcu7rRbTcXjx07fuTosXGDN9bXLn3yUdHd7Q1Gr7z62neffezoaksUhk3kVZ776PIbb7393gfnBrqaJtnKwuLy4WMrh46YNNvd3d3YvLZ26aJVGY53z318fnWxfdehxfRQuwTYQA3IZcM8lCoffnzhsyvrg7HMLR+69/DRpZVVVb169drly5d7vZ6wef2Ndw4tLx4/9v1Os9q6BBgVeOud937921eubA7UteaW5haWDz/62JH5+cVLV9YuXLhQDAdbuxtvvfP+aic5svRs01WD66VXSlqaaS8k1mU+wBgIcPGz3iuvvvH6G++MPMNmi0tLK0fuOnz4qHXJoNff3d29cOEDmzXLYe/TCxcXD6XH7lpZarRE6to/APCszTeLW4rY4uv3+6PRyFp76NChLMtQ6cVVkvTTE31ANcI3QXqR5HYjLEQlYU8VEVAJgPc6Go0G41HWaKdpMjeXVs8YFYiAXaWtf1A2dV0+eHP6H934mpraF/qD0U633+0PhuNxWXqiiT+Mps7MdVpLS4tz7U7b8oFv+Icpxe1HwntfiLr5BiCCiICbDbTb7e7uNhNtrG8tzXXAN63u3RQBRr5iBDAgtoaZgyIn67TyTBOFJcAXYKolP1mwN8Nsb/ILvpaB48JDFbFHXQbvvZQhBJVur1+E4L14Cd77WLPoayOuhCCiSjZppGmaOZumaStNOu1Ws4HUVqZpBJAfEluNTjtVvYMQPJhVRQEPAhsDWJdWd0HUNBKpHWdJZFpf9I7T8LzVho8f78CGI6eWn3ng1H/68eMvnGx2gBTDBAKNvTw2JlNwEC0Y0VM9xN49CVAilDBElTuviT3AqAIwKe3oVBJyINjHHTW3IGX9YOKqmlHXPvZ/jghrSxAbNgFlqGaQ53gAACAASURBVHirbMDGCIkwGMIoNTJBG9xCEAN+5uz8o2ef/av82Z++NvjpK+/8+vV3dwsMyyJIIGvAXHVA/+icG2YxQ32z+D1FfIx5gClJKIoG5y03HvtRKuNMBkloEIX41DYYI1iIhTgYgD1UFJYMax6IFRYJWL0rQxIkIeuFu4omkTHWlABhIR8NUpNsrl01unFyufmD55588N5Tq6vtXDHoz3/0ces//+0/XNrhc4P22xs6v4okgBmecW2MX7y38/pF3fRH29x7+PTR57/9yN2nj7UX2uMSwkc3No698qp5+c131tC+ULBe7J7YHd21aptqGI4MumM7zE4FtR+cu9oYX33i7kNPPHXPyXvuPX5sQXNZu9R5/1zyt//1pxdwxDX0V+9ffOr50YPNhtESXoNJXrpQ/N3Ln13dCQ3GQmP89FNnH3/i0XuOJMHb7qDz5nv89794+cNdv12s/H9v9efOlM880mgABkjRSoamVYw6NOyUl9IgMPNd2P92fvv/fW+zlxyyYePxE80fPX/21NHVxZVla633vruzdf695t/87Lef5ImaE797vXz4rLv3GMClwhmBwy7RQFmCKcF9YH62nv+Z1m5qdc3pL8ae3mTjnwh1eu+3t7dFZG5urtVqTaDage07Irox76Kbu08TAfCVqgYnfcUA9NGVfpIs6HD30VOHl1DClzDJGI6MSSre5T5MMj1sHLOrqjglOcgA6oOCDbFRoNSacBUpd1wNwVz12NrKd7c2yyIXX5RlDlFjyVgrAQHqlfpjWR8NL/bQbOZzh4+cXEAKpLlPbUAoYQ3IBdhQH4vVQIi6T+ltvJzGTT793g5KDDCMm1wNZjCwJIP2Enc3zMbQ5LlrjXHcIVE4KiMpVMEBYAlMouTihTMKE4E3ACYlEFNQQcoAVtqN/sa6L0b9reZS80icYjIMYoJMkIwCMBBTlQiVdbx31QIqfa2IoFRFI1iqjt5PJa4RC/haiwVMcbkWRTEej8fjcV6W26NMVUU8gsSVTBAiKoscoooQWyxxAbe5q6qGkFjXaqRzneZ8u9XIEucMExEF7CtqoDTNSbYSqv4kyCRR7JYMMbhiCIsnokhKZOVAABMrACHWaLsDMDSarplbbccZ5IiU43i5b/RJ0j1cYbwFlCGkEoVShBAINknz4KEBjsABEGJKSkbwviizLGOgKAqbJONxYWxS+pxIE2dJSz/uW5YsS37Q+Phf/PCH33vxxUMrzczCVepizTEmBOn6cBhZfcfGAwCYNQWnPKnvoEQU/iF4tPHlCgH142CPiqRT7r37HhL160k9lCvWqNYzp1xN4ytkQpAhwO9/B1P/2ddlJADxQ8FMJhIpekIW1dBehWyji66BGijgWCtzYyYw13UoAROziZMabqp5XUhiOBG0DRYSnHq69e++/fS5K0/8w+/e/MkvX//g6u5O3hhIA7aDtAVTggRGICXKsWUwqCw9cWJsQwKH0hMkMdYaEt2CcmAWGIGVah51Mj7NlQmhGlYmRbCDg0tG+zoFU2v2y5ceZDbXN0N9s/hDx2SaheKoBAFq85LGXmHahWbCTMIeUEZAVhm0x62crY8VeYFzplbCU2f4c1g9SZIMxr4shqePL//4uy8+88hDCx0Q0AAW2s25zvJGN/zkl29c3u5/fO7c43c/njgxzCWwdW185dL5we52I+H77r77+9/7zmP3H8kslCAZAMwlc0cWX3CEf3z53aI7HvcHu9s7gRaS2nDCGCYN3pdq/IkTd/2LHzx/9uH7bAIVJBnfe+/xxZWj17Z7l169UpZFtzu+evXqmZXTDRKAByP87uWXrly5oiKduc53v/PUc88+dmi5YXVoqNnuoNFe9JT5X755/kpvd2fzw/ffu/fEw82FBoFCCAKGYRB5dGDmJNirW+Hy+Ut5b9Bgc+LYsR+88NQLT93fcEAUzUmSpVbzyMLx9RC2f/3OxvZQJezsbhXlsp1cM7VQCwWJ2z+XNIt/XjHddos5sTEmQr4Qgog45+J/e73eYDBoNBrNZtM5B6AsSwDOua+lwaWqKsom4g0YwtbWuPQ5SVhsd9I0nejdG2OC7tM6/8L8T8kSEcDGqKqKBMPGEAQIAlFlQwps9cY7OztrI/T7/dFwwJAsce1G1mq1Wo2Mmdk6Zi7KsNvr73T7RZH3y6JQ6/uN04dbTcdQgXUIfvq4eNIWE7qDuNUixriVlZWdy1tFUWxv7K5k82nMJkknY4w3ubbX63xG/N9Is0Yj3d7tra9vJkl2ZHXBMiCIovIUFZZjsshGarTGAWSYYJiioD1PMkSlvRlFBYJglOu4pBA092VZlrFNJyK9QX9SpAgiWofHkKf6zKoSeaVpYm3qnE2ttdZaYwwRzWXWGJM6myVp6oyztdeEhBsaj6yqTB5T86VcjToEkEZErKhGQ2vPhrp/Uv9bEblrNWOtPuxbHfZTqBJr9T5heiRzKgOvyZMcEH2SSEKlHskKznMPa2ATqEdRfScv2aapJm5QeIRALhF1AZ6Z0tQZKcJoi33/W6sLzz752JOPPvRvzjY6ndQZ+DIWEWJ3M9QuHVTTTA5eWFK38hhMxIAFVVWGW+7dRRCmPOmyHWjuWa0vOrjTzSQ19zJiSOb6SKZrTjSRJZ8SlNL6swSq10Z07UNSmf5Wb8i0/5YigMHYG8Of/nr9m6JEQuwFUgCUYCwoBUjxyHF75vgTP/7+E298sP6PL731mzfPXdq4Vo6MLhwriqDx93nyzJQklJJKKPMhiJIsMezK4PMyGE6UGBq9j3nqg8nkE5IyaSCJHAg94AzeFATqLe0OM4bnDPXN4g8cSf08hcRNDYpUtKHEI99444NLO5stlaIIhtIsl5GB5ZIJYjmUOmLWLMuOLq0cXbKGDDSAYCi6/+1tANMe4qqBScE4fvTIow8/2OlE3BgMGwCdFh55+P6X3vpko5d3d7d9EYwD4EPBWxuXt9cuj7rrjUbr+NGVb50+0nQI+YhIsySDambNUofuP3n4jbfe31SfD/qjwVjFwIRYoHcmQrBAVh5+5P6zZ880EnjEMXOQYnHBnL3/TPvDXq+Xj0ajy5euFvcdbzQYoP4gP3/+4jgv57Ps9KkT337ysdXlyCOq+GmdNt135u4PP726ttaFFpfPf9TfOWYXjhEoJuVBUIj2ae4Qu1KwvdndvXat7G6zoXsfeOjB0ycbCh17TuzEH6PRxv0Pnfn5u5+sbW4HyOb2+ig/3owm8hpRn4MCmkLT2WL+Z97ui2BvYiEdVVsi/Itu7Hmel2XZaDRardbEvOFG1/V/Evyb/KySAkLY2tpCEMO8srKUphZaVdiZUAbA3AJ+CmRCgIFaQ0TKKlqWymT+f/berEmy5DoT+85x93tv7LlU1l6N6uoVvQBNNrobALGQaC4gaUaCM9SYaSiOpCeNHqQHmUym3yCTSU+S2diM8UGLDcmhRuJwyBkSxDLEYCGWRu9dvaG7a+lac4mM7d7r7ufowW9ERmZVgQDZJBpg+kNZVEZk5F38up/vnO98n3HMXAvtTnVzOLq5tTOaTH2snbGrvXanXfS7nV6n22pluYPONdajYnWlN9ydbG5u7+wOR9s3deYKGfROrFtroRE2VyUlpblrMi2s599XkN+YY0dW392alePpcLg9GmSDtZZCaTmiIoYuYR66DfOSiJKhRbfXXltZnc2qKDrcHRVFMRgUlpOWiqV9UXbzWoiUW4swMChCQAgxiJRlrapRUq9yDCFUIc5KretGVShN3fRVzrmE60QIMEoNrzinqbUmyzLnnHPGWZuYmI6Ny2xmnbXWWjA3zY+GYLiplNHidMkAMp+ivGC+cRP+2qX5L5AIkx4FYSAu7N4XjaN/C8Q52QMtOldGlVvqWvN6HzfyIYLGdElT0ckZgOAFoMwWhpVVJkCYlnCO231mjr7yvspauZ/uhnI0yP0T9518+slPf+zD9507lfctegsg5MAQivU+TCUAMc9bwIizxiZDaYH3aK6ss4eqiAFYvWMlaAmF6Z2qSbdwD5Z4lQolbuRe903vZEG83ArKEOIGcfEtVzeZRzUczoUSLNNyp2xq+Nz/pQRK0p1pd16qIh48x0VzrJH5RbSNvBQJkeakDqKCFrvBqnvgqY1ffernXn3nya9967vPvfTKV597a+zFu6501uq8E9SqQCXCEWcB4mtfgxicIbMx2uaQF4ViEVBq3xGCQJkS551oqbws+6+63gK0D5tLDsch6vtxHDE2iVuRJjOlRuAoa90Ylv/2z/5joaWzVAUqlaXNHIkiW6hFHXVqHfVbrV//lV9eHRxrM4iZwEQECUq39d2SuqzIZO12655zZwd9ihWcg2ECJEZlNmv9VqddsKGdnS1oYCKoGtXVTn7v2RPdIrfG3H3XsU4GAzFZWsVmqGu4ApE2eu1+K8+BMKsQUl9BBImCVaNqdEY7LffA/ffkGUdFVGQMBnzwQd3xY+srg74vRz5ga7irzVKIG1ubk5ln5qKVPfrIgxtHWhJgLZhtSrgawpmTnTPHj7xk35iW43pcj7au16cHhe2pKhlWMmTMxLUqgjHot919p9eN+lhN7z7aPb3aTk4Ze7wURRXi+pFBu5uzVaM0Gg29rxTFfAE3c9SXQQ9tGw4HFu12qSiR/o0xTqfT2WwGoNPpdDodIkqllUVJ8D3Ae4ugwBiVkOiXw+FsOplA0O1211b782KKVRWmJqy606ncZq1q2J5zx7oolMBl8GTz8ax+/e13b+yMvcJm7dU2Br3+yspKr9MqMrJzlMLzF45Q5OhvdPqtfHtYXLoxDHV59epstXCnNwYAc9Pppk1w28AnA/N+Sk0bVtXMYdDrjKsq+rC7uxtXWoZMKm7oLV2CdBuoTiKSjNYUyBhHjhzx3r915ebOpctbw92Tx472+/1OJ2/NhU9S6BgVIhBREdmZVHH/CCGEqGVZJowUl8VRm0Cz+evMlFR9WrlJBpKpcJeyGMzcb0VjjHMuQTvbWJc2bMwDJae0FiY4pKnnnGCSzNBSBL6o4bDEuT4q9modtOeWqHtlkeaA/7ZwPy3LaescsczfPFD2cwl8zr0cNTFrCQKwAxsS0qBBQvQRgxxZjwiysyniqXBUT62Pd613PvLQYz//1IeeeGBwsosekKEmrXfLzDkHhmOaM4GTR7kuHedCSzpQ47TOlFAT0QK9LQvw3C4oXJQMl/He8uPvDt7gxbu3mMfE1AqY8jS6v2pHS8+ACoRTw+a8Q2+RIlhCRwfSImDspyXwHNbqAcBKsAcPLUCTSpOAZCn70iidpm59QeBm/kam1DbrrYAEzuRPfKDz6JlPTH/1qa9+/dIz59/82otvvnLtSqkt6mxo3gER6kooGstsWZKXsUaYztINUKMhMStVZE+BhgDMmwZ1gdLlYMJhHxo/FJM7HIeo78d0LLrQSaGUpFzYulD6rZ1dU486rTywLYVntVAkG8kSLELUqbHRez+Zlj42GS1tNvg7yV0hL7Kqjrkzd911xgB5lrTqBKSGTYwoMqz0e6Qy2R1J8IADQpFld991vN3t7w5nMcYzp1dzB8Qa1DjIw+UQhs07vZUsbzFn0QfvIxSQ0DBSNECCdVmv3zq6vuYMlJr8nGjtHFug3cmzLBmq23JWh/lusTOc1F4U1G63z569ywKOwUAt0bLToOTIEU4e6d9/7kRZ1vfcfeToatcizgupFBTCLromZj1zrPULP/PIbvnBejo60c/ZecQaxqqPsI6YVcVa07VodbowNoY4reog2KfgMtf6o8OG7b/XqZumhS+E4L1fUN1EZDKZTKdTAInVaa1NZcADeO+9gnyiYggiICASrl+7GUIN5bXVlVbWRIgwLCEyL8pGPxDkAxClcQ6IUSUGw2RcnqKzq9c337x0dSam3esaW4DtvceKTqudF2wA1aaYLxoBGDayJHC53rX99hG27tKlS7EOV29s5UV7te+C18wREUhjgxKI3n/hDouIAKsrg62d3bIud3Z2JkdXXDsjEIFF5thISbixGqNb1EElxgSlvIAZnZY9fvSYZJ2rV6/OptXlazevbw2dc3meO+dEREKM4hO60+BFxJsipRL2BHVUASQiMQBLpOBUu3OoCxuSU0gaiYQcY2xQn4HZZzjobt1K9sJ43VcVCrQXfxDv3bDbawYRAQFqQAyleTFQ9746Cbc0mJ8Wv0W0dwi08Aqcv2jmyg/7TBEvg4hUoKE7OZeQ22sWa1r7mFSjeENgckE1Kjmb26w18zuoJpxxlnsTxj3offds/OxTjz398Yc2uthooQ0YP821BDyMFq3j6bpVEY4tMzUlUIJqwioMQIhU4VDNb0MkYiBC2SQXh6VmvDnwk4NQ4jZFJLME5O5wB3XpV2jfwjGvzC998wJlLaIdXW6bbHK7mB/z/oUoWczDYMmpuPl12HQPDiqRihIfNBWBNL2EjVRxQ7lMNoCxOZIs9R8aGKLY3FwSa1nAAimYs5b73Gfu/rmP3/1r7378L55944vPnH/58tbmdLuMbDq9qC4qIQjAcLnNslCm5SvVgoUAUmGdVxWJFCywINNcEFk0PJp5jHHrDfvB7HRuedYO+/oOUd/h+JHHDPuSwEIABdGyKsUh3Hv3yUzGFH2tJrCpjBq1NhIL2MSoUzbSKVrrKz27lCaLxMTZXupo/7Ls2MxCmbtsddBr4AohVlPjHJig7CtYawFKbB9wSthKr+Vap3o41Uvd3QYAMsD7OtisI0BQlBXevj7ammpNObssRp3bXYE5pbeCMW6l33cWzBCIggSBxcNYwIZ6xggh1EwGIGn4Hjqt/XRWGeOObWys9HMVNYYkNMbxzlESB3/owbtPHjtdFFmWx/VeSCy2tNh5kQASqRnO6Libm3tOdj0sYd0hQD2khsti7tI+5xVS4fKoHk9iFCNCTI729S1EIIIiqAbFQ5f2v7eDUmAKMHOiboYQqqqaTqdElOd5URR5njd8tf3SL3PVzfdmiIgxlo2LgpkPw+GQwUWrWBm0GIgRllMthf8a4MnJvKPOkDGZAjPFeFRevPxu7WPlJYq2WnTi+JGja7azVCGRGIiZudGDB8SASUQTuwEwjONrfacnrt/c2tzZZXdT+USvQwKYFOFDSFObHEPfV4EKM5MhrPbR6xTVdFSW5e5o0i1yx/uNEBfVzuVE36K+sbeoaBBYS71OdtSsqerOzk5Z+el0GgUuz1Nej0QAMCmDQKKqiHVi36WcQsPBZCaiBBfzPM+yLMusMSi4yuHTu/PpF0mDdXaZ1jjvl0OIbglrpcTk4tQkfWYxjWnRNpUAr0JJb60r84Fc2T4o3IA8VQVxkmoRQPiW9tdkI/he7seytDPLLem8pV1Vs7kWbgQCJVkXZetc8KXX0hhHREEVXrNwjcS7yezkoPWZTzz8mSc//MCZo6fW0CFYAFJZjbCKZHOk0Uc40zwaRBAlNKklTjBU5h1w++w2VaEJNkc0uRImkFngK1qgCMYdpWX51qS07MN+1FCXl+6q3vaX995doLs5VYABzZdqfQsT9ANQRrhhZApQzSGfRbKvIk5yxQaL+EckldiIafF06XJILHOyKwnsAhLTvgw8C5hhfV0zMRtDZJNyVWookeAHhfvpc+0Hz33os59+9MW3rnz52698/YXvXdq+PpK2Zn3j2iKipQ/TCjlBmYGFyI2CIhRk5xTcpO9i01Etydyko+FbsB9wCNUOxyHq+zEdSkbSHpkWdwLIOxdF6hNr3c/9yidPreYGXtmRa3mtHWUcCRHMIuwF0dqssDbnZjEVVVGOxAfpKWmlVVTVTDT2Oh1n2MwJVyZPhu9qLLwX732IIUL3OBaiqklODUQom8Qhq+Yjcds3qyrg2o3tCxeuvnNt59JWNRPbylLrR2LvqAGYDQEi0u91kgqciheiLHGbIDHURMSGJEZDxpoite0pMJ5OR5Oq322vra84iyIjqLBKFcUyGWKQGuhqh/vtLMWlhBLwKjElsNWwMDmpMxBkBmYidSgCjIBiBOcDD96NuLk9q6pqNhldffXiO7uzK+9uacygYmxbYeOeREMAeZCAZuAZ0D2cz39PUzfMIQRVXQi0TCaTuq5VtdvtLoQ667pO3LlE+7yTbuff8EgUEKJaZGt76CVa5iPrg26RKiBJJTg1ECvf9k83DLHblPsMeRUSYsBGYFzj6s2dza1dHzCb1UWePXDm1OrcazvVbJKrNpNCI4IAgDEQiQpjTAOEFCLadtQ+vsbMk1m8ub3ro979gZP9FkCwaRmjeTxI76eIh0AwhuCAtZXu7vYWJG7tDFdX+nDWcaIuyiLOXdADkkrJItyc65QQIKwNJh+0UJxaX+v3hrvj8bQcT2el96JKRImDmWfWWc6MJdIiz1KZzjlnrS1c5hyM3ctFLeJaUVjY7FbhDUo+8fOqmiZIxQDMUv+nalQ03Zm0R5HbqyXZBSLUBRq8vbDKXJbHpuKDEgNNm6tCiUggCm7M+oBpJXdSc3nvwuCUFpH9Rae5Os5ytTkksEJQpqRGo4gkLCKomSljH8qJ+IpUj9rrj3/40Scfvf+Jh889crbbZzjRDF59ScSwjTu9CKk4MGUaLCwA1QARJpBhaAQigxUwi/oYoEiYfIEEZeliy/xCxTQFwj7nRb4jgNhfTNrPTKYFONOl0qEuWajT/m9absBL7B4icINnEPd/TxJ6IW1KrwQxe+/QAew5P9TEU5X521QvpRGYsCQA5RKOWvacJCBXDzIKVm2yEQRkNoNAfISFNSBCrfARuSUvM43SNu6h9ey+9ZOffOTk25s/+/mvv/DHX3v1uTevIO+1Wz12rGomWgKsyoBRZVJWcoAo0UFWhQK0ry1HDmC/5vIfdvQdjkPU92M76oWQMc+3Z4oMD5lZwemjnXPrGSEA7EEkbFNHcwAsg/MwX2rnpENVUASJ3iGPT2qtLZRa7Tx4TzAxwjAgHpwlKyrj2Ga5y4qoiKLN0m6ahT4IDGFnhu2b053Nq9vDne1pePvKzeE0Dnenk2lVBpoFnkZwFCFhEoBDEOUUazJE2q1u2lGZyJGhZLRLYGbnnGVSVVUiY0NsdmAfpChamSuccz4EAktdsi2ccUl9gDmqCHFugBhAttk3DDERcRKlkViQNj0xsCAb2EagEvPu1dnm8Ma7m6NRrdc2t7a2tka7W+3h9PK4Gtk1Qj9KmRzO9vYPCqAapGAP8oeT+e/zSJROAOPxeHt72xizsrLSbrcxN15PJZdFwLqgd0oq2vB7w1pk4iRyWdbx5ta2KqBxfdBvzNyYoKwqxHTHghndEmQsFWdgLcCl4MbO7N0bO9ujSR3AzO1O7+5TR0+tFxZgCRSTFkuqfwIwe2F/jCAyxqZWoroO6coIosIc21gZlXrh0o3hePrWO5ceOHeqYDWW/srWuB9Z2k40Soxkwei3W0XGMbqtnd3TtThWw8TUECDlziXKVP5VVVWxxhBDFTEChJZBMcgGvTUBZiW2difGOgKMIWc5tyZzcAxmWMWi7JW60tJ/o6gBzdOAIAURiRqJZsHMJJqLpbDbi/hpHngqhMMiQ0FNgY2QvOOWmJagJLIamg8smUzMP7n0Yh7WKhklI2SWb26qgAdizCHfzGNchyXwuQ9Gqr4HGp57haV017S5ak2TPPE8JwIoc5R9dTMySgBESYwhSzVNN/sYnzt74tzZM7/68KefevKRYx0wUAAOAo7wnsiCGGqUnACRoBYEZAhAQBQigiFEweJ0VKjJfTSCnlWTvOU5KpLGY33RnUh74O5WBU7dXzzi/cTIlDheYnjeWirc+xKz+NhCaZb2AT8k9ElN8TGRM5fFUheTzuxloDCvkefN+S0qhDoPefZOaCFdK0s9jUnJ8yAflXS5zTSk1AElddz0LQRAmRkhQmDZGEbOUFgDsg4MjVIxcKrI1k+ax37zsU9++J4/+OIz33rhze9deasS61pdLjKoVTJQFiKFbS6LxmT7CUoBSQQJ6aIuui9Tc6BW8NdDgIcanoeo73C8D4KGpVSiadZcUalzwxmriRWBECuwcTDgGhIgDsQQAUVLDLh523SARib7/QsIKiHBJGsZjYafgBhkUmqNCT5IECgYbEWZjVVw7ZUdVR4vPHf+2Yvjdy+8Xc92d8fj3dJr0amjqbxXMa7VqWJkx4raGPLR57awxoVkCs0WZCDiDEPBZONeSzoTGfHivTfGkLCvg7UGAJEK1NnWrK76/W7uDBDZWgBRNSMmxIScoRFirJnHlyYx6Exd18n7mAOjZnAH3iAvtid448LohZdeuXjx4qyqt6bVcFpbl6t49WVndCNf2dgqvc2MhQ0h1HV9uEL+fRhRhW8phtS+zlzWBE9LHyBAVafT6XQ6FZFer9fpdBb9VAf6926tzr2Xhy2R2ATFtK63dkaqeur4sW7b8p77AkhZVeZhM8+rMXtc01st4FURQrQu84Kt4eTq1s7N7fE0RDVZlmUrq/1j6yvH+7AAS02a+mEaRiuUGvkEMlBgXuJLj3yWZfPoJQjEsjtxbHV37HeGW1s7wzffCvedPclEymLZxahplUwwCT9yP3dAlFTVWURFy+HY0Y13LlwkNtc2twZnjweBIxhikcBs98vH7x374lzmVwwEWAM3r4EYhgB5G/12ZxEc81JzHeNAl+YeS8OwzDeIJZUUsOyflnE56F8Ccen1rc/CXKZmrjWyfDIx7HXZKe3hAOWmp2gJsamqcNbo+tO+qlEEZjV80OGk3BqPp6Uf7o7H43GM0VkLNqkBihZlyb9xXx/rAqzOC9GNOlryP7RgnsfNXOgEMEIIMQYi6xxZ8n6m9RSoSCf3HrW/+fTTH3/84XNnVk7OnehIoRJhKAY1rlPLnkwl5tQbXeAsM2ecGrN32+k26EznNo2UjBKSNBwheL9INiV9KYYIJPkcpBcMiRIVbHmRimqOBAqjfu/+6uJtAyJSFhUoEVP6fJpiMYgxCTpHRCHrDOBrdRktpm6qpDJDewAAIABJREFUbIsomz3gMp3VvVZGyzRRnWM5EgXXsbkStcBxKuKF+aE2Ro7SHMm8SQSIqiBDgETY+fKjEZYhYR54NefI+4qcBIT0uRrWAZ5ARgWaKYwIlMFsoZGk7kIh4WfvyZ+479MvXv7of/juq3/6te9eurZ5YUpsC6JMURjTjsoQTf6bUAGzS0003kOjYzNVsDGLrgEsdGLvkG/8waf3YV/fIeo7HD/64RbbsYITz1MNSQYwNBmyW6hAjaanlBZ9zzT/PaU5JwZQJiGNpHEfolxKcN05+ckgbtKNSL3LDOPAVqKocTXw3LMXvvXt7776yqs34qqRatA2rSw7fqTb7vbb3e7qYLBx5KiY/GvPvPjGO5c0zJgiW077kyCJu80DwSa5lyIdorT7KAHJ5tlAmZA1OUtEiIooJRK/I9HAZCBsFxGICpGKIs4vJrMjKBEzsaogBqhXkFKHNHpjX3lr99999ZUXXnmrKmfws1aR2Sw/0h/0e51+J18fdO89mrmN43/81VdeevUKBZ8X663Caso7KiAZpIAoYgvSOpzMP0ljEeYqdM5fU8MmSlRVJiYmUQkh1FVdV1XqoWq323mep3apZZf2v7uSI5taUEe8e32LTGYZ64NBzqlbCKSU6EtMJumGq+4J6EsiyhFFJREFEEXnric6nc2u3ZDh7u5otOtjdNZuDHrra6sr/XYrZ8cwqlAhMk0mfl++mm9TF6D9pDFmoySqnYzuP3f06vX8+o3ru6Px8y+dP/eBUxtrayLCZIIC+j7qoCVjiYRVALQsr3TbN9rtnfF0OC53Z7HXMioACREnZuZ+mtxtFfmWok71BBgiKCuRzrWzli/e/MVyJVGXHTzmuGv+okEtqkuq/vvKLHSbIgMvF0UO7iyJ8L58ZqE5IkkMfQNAyaoqgURJVVLBL5E/K4UqKoH3Ute+quq6DtPJOIRQVnVQlCFGMjYv1Nj0TIlI1JhgpDbMkPfibmqyHyCAZTGNlSAR1iFGQyyhZjYCCdZI9JDojLpY1cNRO+dzR/qnjq3ff9fRxx888tQDpz/Qz3KKjNIGQ0jpDwYBQsSZFwVTs1ulAEBT/ypkj1JrDnTv6f5iDwDX2LHQPGNACgopj2Odl+b3iSlCrbBESv81ydyB1ahErUU5SrTWgklFRZUMk5q0vxITNHVaGo3CnGy/I1Pa0FW9r6mbORjLWlfECsMwUD9V5ZbLoKrRA55YCR6SGTYaojNGQFCstEw5HbWK9txikhZTWJVZxSixUi1KTF5VNeYkLB5KgIFSQncKOCLxnpgMWSGKMRKTZSIoohLBkEgMnEKSGNRkSiSAcAOhTdIoNcYYAudpchCRMFsPMmBGlCRcYBhKKIEyj+MMxRMn2x8+9aHf+uyHru5Mn/veldcv3Dj/+sV3Lm9f2dqaeKtZj7ntlZRYo/ooDLKcETSKWkOSnC3ZiDZMENZDo4bDcYj6fiKGkaVcK8FQsgHIlUxEJ1JLAUKe3hd0mGDmLXyRTJzvunMCphJgISbpqy+SaHTAPSfRM+bt3YlvQITkjTXvAASoqoPCssmmES++duXffuGrly9dt7az0us/ePbUB+8+dupo/+SxtaJwTOgWAOHKzfjCd76ahV0yBskxmvbMSA/GenvZZJqbHyQYmJTKDCkIUeEtg5VEtSxnotGLz41NWU0CQAYkdfQCk0zIlMFoAz4oAGJVRswYgbk2ZNi+dmH0u3/6lW+//E6/v0ImPPrAuUfuO3Pq5NHjJzbaBRA0t9TOMQG+8sKrqlNjNISJauB9mD2DMrTTGNUfjp+UsSjl0TygVVViUlVrLIAQw3g8rqoKQL/by7JsYcG3rKP4IzhywXBcXt/ctjZbX+n3+y03R126T/JeoXvSMgpwEq1TKJNoSmNTAIbD8vr169vb21vaItFuUZw+tnpifdDrsAMMpK4mmbEwRomUjMDgVqkY+isPWww7C0AwKJAdH3Rb5q233xa2L776vbs/4M+ePh7i+04xSZIdqEQjEdb129lgMBhO6uF4en171G2t7FXG6EBVd1mCcv9XHoBXqklWhG5bc5uPsFRuW/4re5oyS3DOIJgDohHfd+yjwoG+/00lNo3qBRhKUSmqpok2r8YxAB9RlSGEUMFs7wyvXd+cVSUAy8YyREKR53mWDTpdmxcmL/JWXgcUX7hgrW3oskTEzMok9J64OCZDOIWZ9+8RALYcETITRaqCYxlHVklCrLOCbZTRJofhA6fWnvz4uU889sEnHr37dB8WUIUVWAGBDRVNpU8BBEC1nHKeaV2bLG/iNFq6qiT70iRNTvfOpICE+ih5BlrF3LVPiQlESSQkAOKnU2NXWKgRkxVuyofGGkiA1sSemGBTDAHA0SI8Se5yaR6aUInj2M4cELWcEBM54+YCwuRsE7OAyBhVBnEIYm0OGGgNDYBTEFk7K2etIlfS4MtWu0AMTeGOLIDEuBQC12Ob5fWszlq9QKiEHNsIMk3EQIuOewVQW0MOzIiRYsxyC9UYazSqrJQS5ERGANjMIKaoR8ksWv7IAAZBasMGkCjKREJqMokSY4gwbNkCHMkC3WnJ7aIdY8jYwtfHlT5wpP2h9ZP85D0eH33npv/m8288+9qlZ1+7/J3zz+edAbI+5V0xrTpyHQlkkTkTtxsHKRVuAHWjYioHs2nvM+/Sw3GI+g7HD7Kd3iLGS0oQsIIiQQhM+7nvDc7Zo8LrbXpd5JbM8f6f0tIv7uXmNSmUJVkZVuTWAQiKWann33jr8tWbU49u3v74Tz3wxKMP3nu66DgkM1QJykoxoBpvU4yZdQEagqgYMLRh+siCLH9LzLAQAGAhqNLSAhcZklnWKGRoMpkEibAMWHBSUBNjGSBjCgViSmorQDBwPoDIWGe4FPWlIhBjOKtefuO1q5s31MQQpz/zkYc+9di9950+kjtyDkSgXCxk5mkidjLadUwta1lFoweEl452+Xoejp+YsVyVUWiMEYA1FgRRqapqMpl479vtdq/XM8SqGkIAYK1t6mMx/ogySRhPJiDDxq6trWWmUSM82IqjACSVJQWqQhHaOKFRU4yf1LhxffPK9Wuz2cwY4wgbG2snjh4ZdKnFcClKjj5LngPQGBFJjOHUlvODByQpcaMp/lQhZc6QHemGeObda1cjmXeu3Gh1esdWO1UVO7lReV+t34mBLul6djudojUZjkfjycz7ldw280kIPL8Ld4SQt97Lg3oPi0Te0hJ0i44i3flL5wsW/1BmM8Q/RIQpknx6VJKD7JxqKUAtiBExoqrq8Xg8Ho/ruh5NRgSOoNxlLjOZsUy62u+3W3lW5HkrpzmKHFUNX/pvK6uyVxGVhZ6nSkCYiY8klVHqaOVEQLJV7671Wvc8fOLpj3zmsx9/6Nwaiqh9qyZWECEw2TyV3SIhClzDOmX1dbKaNUXbKzdaJroM0tnIbRelO1xwKjAn0MTlO05QD8fIWMRXGYtrWdTzhAMhAFEJyrWiFmYLZZTAbonxJIyms7LyO9cnSYbJ5Vla7jbWcaSDrGAGTwETkRUdSESsYKGUaLBS1zUzW1uExCECxHIAAEtkDbWFERLdqXBpxWBXlMFnPC90si4xhAHHiN7kRSBUQEWYKkhNQWaBqZOWuBLWssbJSojZEUKM4pNQuQdqBcN6QgBKwACrkAiWpatHc8lgQaRGTDik5PS0nhVZZpkiwszXsDmRi0As2tcVRm0XMDbLAYroYgop4doPH8nv+cwHf+WTH3z1UvmXL77+ha9/952bu5c2N0vNqbVCtquaIYqE6JwTaJRojCGlILGh3Kc8vh469R2OQ9T34ztYliSVESnlRkUp7vUo07xZG8Jgo03uL1ITFNAt2/w+s5olZDhfSiXhu9vunKxgFUIkiGESATPKOrxz4fKkFLadwdqJTz/+wLnTRQZQ8GmDTHIpbDApQ+UlRIrKxhVEpHuxjiglqbGF/9LeW00fNkFVo6oFJ/gLiWBt5XlKA49Go7quk1GYIplNMICo8IQLV7a/9cybO8Py+NHBow+ePHt63VkArCGqRMPJVQlV6S9cuDAajQrnBu3s8Yfvf+SejY4ByCfYCCBq7bi7uz31lUBMEDHGWZvRHuEmgjwIh84NP4Gob5lSlfphiGtfq+psNptOp1mWbWxsWGMTCEy1viTUmeRJ/u7pnU2OJGA0ncEYdrbdKxRA02inigP6+ak7ThPbz3BijCMo6oCdneGVaze2d4YA8nan1WqdXV0ZDPqDFjVfyQoSMDUpeWkkbXSJfIjvm4/eJ/RHabcSQxGqTEYJJ44PxmVVBfUhXLxyrZXftdq2MYLfb0mWJmkmTGi3W61uZ3c6m07LaVl1u3lT8VhGYbcxMrgdpKSFBIXsg3x76UJeSN7/cLNNeS92pL/q3hz8me4Jdix+tHSPI9nFz2MyuhaEiGkl49F0ONqdzWZ1XXvvUytp28A4l+dFq9Xq9/u9djvPyAKpdp6U7BNsoBB0aUBVRUTlPXzSlFUhILO45gZaOLIaTKgxG1mtWoZaefZLjz/wmU994iOPrg4sWoIBIbOBEKA1bAaY4IPJHBRliU4BBXwMYBtdUUa8+PLbVzeHrf6GJydkBFYbr24AYrT8Pqko0n1wPlDaDVmo8fEjFUYojGo9fvDuUydXHNtcUZJGOEBVFEEghmCoBkqgZGzP8NwrN77yjW+/9r3LMy9V1Mlk5mwruUKCyFqbZ7bftp/+2GOPP/LAo/fmPQML7oItOyJWUZAIECWoYTXFTsRbF69fvD6O3M7aqzMfy7rKWjnIV3URgs+d5g71ZLtt/Kcfv8daR4BTMCJU5isWMyEo4Fo1zLdfvfLOzVln7cRkVhdZwbFmDSl7JUqBKCr1ts5/6JGHVvtdR9rOGQZGIUrT0ruiNQr4zitvT6KrKINrC9u1ejgvTRIjQIOR6uSR/v1njlpuEQJBLRgxgrSTZcnIIcCyywJwbaqXrm0/88Irr7zy+sP33/uhDz5w/10ba20ooYsCMQDBGM7FbDheubt49O5Hf/3pR7/18qUvfOPZZ1+9cHlra1KO1bZd1p6ljkud3266RZSIZF+i/HAcjkPU92M0Eq4BACNJkTmyCEWQgBxRzZSResAYsEUFWKhLAlmGUgO85YPfmdqa9bYLg8wb6xYoyzSeeCk0SVxRZRVS1RANsQIhyOb2COxs3jp55gNH2iEHEGdAgLEpT195sMPN4Ww4CZVYIiLOVQhGhRa6bbKUwJbbgdbkxpxEXGjRc9Ttdpy1ivrm5o3hcPto59j+ZgcwWQKub2098/yLN26MOgW1W584fWo9XZ0YIzRm1lgBKSA0GU39tHZFcXLj2F3HNjoGiB6xRpYlcx5VsoTh1mQ2DSrW1xWEeU4pXXJuAKgCVUD7cD7/RD2b872WiRUaJYYQRqORiKysrLRbbQBRIoCE9xI+dM6lRnwR+bsHfqqoqno2m0E5z1rWpvghUnruFuogTVljrnoPTpAvAJWPs2n17tVrN7d2QJy3O865/mD1yJG1U+2UuZFkhUJkACsqKosO3URNUolIy0pz/W4H/PYbOyeXZLWN4ViShzTG4MSpo9Mg0/FkdzS5eOHy4IEPQJTfNwmWuNhluUF9eY4ibzuXl1U1nU7RzSVGMvYWIb7vz3qVdE3mYi3cUOH3an1Y6HmkZr8fbrPn2074/X9+aZjbfZbmyRG9ZVNLuYOy1smsGk/K0WRW+VDVvo5BIpiZKDNZZq11zm20Yrff7/X6mSPXmLfBYuHrAVUYYgKcVJgLk9wGbr4X27HuXQAGBBR9PbUUyulOh32b6scevuejP/3oYx9+5FN3NYI6VtWyGkRR8UHYFDEoGXaZ8XWwTJ3cIIzIFszkCTPgcon/7f/7ype++bzpHKkpj2QBZgVJZARSBLZ3Qn0LyDev4UOQ7RcKCoxotZbZ9kpO//Sf/MPf+KWPrBmrKKAzpTqKRrZCJgAeuDLBaxe3vviVZ15449L5t66MakuuHygPYOKBLPAnM1eq42g3x+cvf3HwR59/6APHnv7Yhz75kUfOHuEcEHE9E0IIQqSshMyDp4prJf3P/+J337y8k/eOB1PMfHCtog6lzY5Cg/hRjor8cKWI//1//V88/bFzfQAEB2aEefe/BzC2XQW++erV//Wf//5Lb9/M+id3J9GYzCKmsqUgRqhXCPRn+lf+u6P/zU8f7QJcAxJ9bpwQUWZr4LnXb/wv//z/ubBVjmIheW9ax7YSSIhACEZKI5MsTv/TX/+lf/wbP3+qB8By4yIVoQSIL73kPTXYrPClv3zpz770lZdfe331yPrG6uDff/HP/+Uf/N7dZ+/6xV/8xZ/99Ifb2kknA8CSxFDnRLkx7Taf+sjpTz9++pW3hl977o1vP//6y29evnHte8XpJ8qyFBHjbFJ4NsbMbV1wyzN6iP0OxyHq+7EaceG5sBBFpggKIAZ5UE2wIA8EhgE8VObd3AoEasSabdOf3/QlsPyNc+EEZQiRJkkzEYiSdfms8mRcYT2khPqEHEMMMJYdhjNcuHJjVEVX9GKoy1kdAjInKQYU2s/wPPgnZZm6kIDfPLMlvU4ny7LK19vb29u7w/rEOpAxYOZwMkqsBMPd8c5wVHnNchOVfEwa3OqMtQSJ3oK0VgpguFbW8sqObMvOQyeTQUwEwRAx+xKXL92YDEvHGRuBcoxxT8yAAiiARA+dG35yR4prQwi7u7uz2WwwGPS6vYQJF4L7iSe5Lxn/Xhvx/aBHS4gxxqACzfOcOQWmSfJXQY0DpyZzMdGkj8TUUJt2d8fD0ejyu1cFltjAcLfXO3bsRL/PBiApATaERKiOKgIGzXvNFKpCCmbsR2VyK/CjW8CFNi2U2rhLz80E2w4nTxx/7bU3vY+zurp48d1zd51Ueb+0szTBWNwjpBuCMYasibVUpUejiap76i10R8R14LLcjg9Kt5L2m/9r+H7Y7mADAAnu1E14m2Mzf8Uz0nwsQbDN4aSqqsmsHE1mZVXXAQKKRCokIOdc1iryPC+KYtBtdbtY5X09SknaRCQaoyqJoMcNutawl19gjkILX8H3aEJI48PeOB8IQ8TX5OT4xsqnn/zwRz5498cfX+1laAN9v9NYXqQGBuuInLg8ATIBRKTIABXUU3CA1kAegRkwtrgW2zd4g9xGRAGyUIJGIu8kEoXKrt/mxumSUv++wq8u3QshBKfe6Sxvud04CvlADEqAlVqUeUSwTXIvE+D1i1t/+qWv/8mXvnllN1TUi27VDlYqbdUxU3IwOXjUzPImuvDQalxvUai//vyrz3znL7/0wQ/85q/+/CeeeGytk6QhxZAFzFRrkHUWp85t3PfYU+dvfmtUO273SweiLBofQpcpMpj97lo7u3D97S9/4/mnPnKu7WAaRiWgkVSSlMmMigr4wy99/duvXQz58WpsxK6CrNXIFEBBELyKJwH0iU/ce+6huwWYKrqEENWatNhha4oXzl949Z2bsX18OxbQVW0V4zoDIigYeEtjp6MCu3/29Zc++amfW+8ZFUiglrFNgTto5jrB4PoY/9cf/oc/+Pd/fuTY8f/sv/yvHrj/7NkT2bXrw5fPv/ZnX/zy//5//+5Ll6//j7/+C902LIEEjtmAgRpxVhCEc0t579zg0XOPf+6XHv/289eeff6l33vBT6dThGCKPMagqs7aGOP7zLPmcByivsPx17xDSe6MRE1kzDxYWl3KR7MK0vHcHQNttFkrlhpogQhsNQnwwZm0H4sHQUMk1/aAEAjTKbcCtUNVWCXEWk3uCRPk3jFQZ0J5TYVCgTJGtoVTiGrQoM4ES5XreeMUkRBEOAYxplfHCRkdz27CnwIKNKJkEYgClMD3rlQvfO9aVQZLuy2Z1sMLVbyvQBGBKsJIv5BxHWeUYWxREOdg28iPZarwUJNNgqDTqmx9I2NYPAr0omBto+z3x9e3h2Nvv/n8jbNnHlnvwJGgfgd2IPVAnNke4fzrGE9zxaTdtkePD4yFAMHtwI6NODtbJ9pUeyRqh6dHu1MJUpndqQ9xYtSacZYuXsVGVxDw3A6ev3xzM/jaBmuqm2HsFUY8cV1RKxa9Wi4BtXMuYnA4mX9ca3pzTXMsueeFeuqyAuCoMp6WdV0DdOrE8fnHEImITQSUbr/OvreWDLc97OUKQBo3gIsVTQig2MrUNdRuSwyocixzYmUXiCtkajIOgIEA0xrXt6bXb2zuTsZEeWbR6eZH1wZH11dalg2Clxq8r5ptaD8YWJhofV9scCdYUjR+yRbGpHJGRsiAqpa7OizH1t56t9r1mI2jCThrZMnq3dyKVWgfkPlbvBEtEqgiNRYRCDARdx3Jh9f9iOn67mw9oO9aTmFDBZvf6VrQvuNsXmRRblFOMQfcsvduwV7iaZ8c6MKvTZbeIlErSwIhtNcXJXOh6IWUTFCAZkjWrmSIWIUiiNh4wEd4RR0xGlfD4WgynU5Ln4CPiEBhCIUlZ3nQ7Ra567SKXqdV5CYJ9IvAIKT03d6JUiNQRpSuaMMUjZwJjJAVtkIMNmCjQh5zXTNlILKKE280Bpc355Daw9jOHQVj6qxD9BBYYlYVH4IbAIq424pDG3ZbOl7N9KEHjj/56P2feuqn7r9rpbWwhAPUDg6iXiDfp8JCgAUBuauBDMHEWYcpp+4owJGVfAPmOCiHRogHRK2pOQdlyJ5H3Ue5yjFnqtXVSiIaQCB2HFuIjjiK2YbZlXASRDAR5FVFI7xmXlw0HTJUhVkO9DAh8Bit7nQXmR1afh34k+c3f+df/fk7z10cnHjCt1WFAmkQr7amvIR4BG9QxAiybQOjVVUYdsI1juxwFnr3ANW/ubj5lX/x+V9++dI/+Ye//LFjzrPNEQugE4xW2nO0kuOf/oMn33j72W9c3A35MZ0VhKyNm8Ip09uKvdWrPmDj2O+9vPXAdy/99pOnu9ixYJV2LS1roSFYzNoWz78+/sqLO5vtD6N/HKQYX+3ns3pGwRypqQWOBQ399ptP/dS533r6Y2cYFL0KKVvOikpgGQrcmPp/+eWvvds5I627EK2hWPgqUhUdQBTFRlkLvFJnk5eG1797+eqjZ0+1JVjy8CFmWcV5O5ihxQT4/c//0b/+vT/45d/43BOf/eSRE0dMGevSb5wc/MKpJz7z9BO/8zv/+o//zb/aIPfb/+hn+wY9BjQgBNi2VxCDFS1oWwNIT7XosY8elY8e+0fvbv/Hbz7zJ3/x7IsXp8oDbm2UlScumK2JUaW2VFuORD7GqrTrYG7sLIJCAhRMxCqsMAooCxxgFWiZSyKZp1ybJ0WFAlMgBOVKaeFwyKCgZOgQZL6vA5ewbyedL5+HqO/9PkLypiPDDFFYB1Kpy6khIkhyJyYCIkGkIZTc2vW/Z9iatku1ljNwZo0ipndCUHXEzKEuOQRALDdd9ilRqoAxiVmjVTUTX5MwkUoMbLJOqyhywxAFLl185+W3Nh5u3dNppyBG1HCpuHC1/NJX//LilWsBlLPzgWZ1jGRCRC1JxzsYw5ZZRDTepkyRZLhjzCdTcVX0NZFxKb7sd4qHH7j35te+OdmdvfH6O88889ovfPL+KnKeDYCO5GZU4jvP3zj/+hu1971u9uB996+vbaR+/Cjklb1qHclDYcA5Wv0skFeLy9euP/PC+ac++uBqe1AhEDTLcwguXB5+/Tvn337zbQlqrCPxoRSKljlD9KIkHpYzIY21+vpwLv94PoAhWGsXPnWLliGXFSLiY6iDDEe7raLT6/eIjWoEIrOhRdla3kcsGwXCbJITgoZOniX9FhFP4pkTMwAEseDG3csiKrZ2wuVr1ze3t0SplefW8drK4NiR1W6LLaASIsTy3/1uIiKwlhVYGQyOzKqrW1uz2ezmzfGZI5kxhkSizJ3Mlry/aQ/8/J2oviRp4kXbNIMVzjmdzkIIda3qFl47P+w3853g8u2Gu23yYQFJeBkQ0u0sujm5vCGGkOrY6dHICKAcjBhjFBAMDIPggZ1Rff3mznha1sH7ICKiCmYmKBG5zBWZG/Q6K4Net+VSk6IzDUue99MztTEhOpjaOPiTBfdz0euo3qTSGpxSBrCAI1mlxIYB2BqDGCPqEgAMk7MqAdJ4vAYfQWRtZuIuqS+otn642tJPPfHUr3zmo/efGay2MTCwqZ1VQTwXi/zB1xnAwBpjoZK4M+o9qgmKGlCoZ/VGQyQrEkA1VOEFIsQwlmoJGgWFSyV2Ua9RUAdkYHYmQA2k0VFhKxkrq4I0GG1b7olAuIUQjQPIVWLGwP/7x9/5Z//6CzuhbddOTiYzeKgqOWtz41V1VoLUZm2JFqxgo2SjkVpjhKo1zWk4l9n+eDT6wl88+873Lv8Pv/WLn/ipuwNsGUsbUbRsauM4s9H77M/9zPnf/fJmKNFd1ToIGOoBiTHCG1gHDbPx7BvfeObXfvrUqs2sBBUxQAjIrFXlkeCP//wr1zaHnJ+UqgJH2+1W021X9KpIzJBqJjRZ79rf+OxnNjZWAIiqtS4ISKEKASrgtTffGU5mZFbhHERjCCEGcmbPE4uUSAlUB33u+Zd3nzy1QsZSMvsjBQJHD/Plb734h7//+V/6uc/+4//kN/7o26/8H//T/2mVct3lTD70wGO//Wuf+2//83+wRvKnn//CB+89+wtPnK2CFoZhLVTN3KXw1iL1YydXP/i5pz/+xFP/7Hc//+2X394ub2jI4ToiTtgQUWDrlZgs590MWR08qhJsyTl2mYpoCFFFFAGsIE0armDWPJIN6jTlVLSpz1tOXb68t0Donrr64XifjjvoOR+ivvd9rc+5xYMWU/EuVNZoZqzGSmXuXcuEPcbjgYxuQ5tcCIOHuq7KaR0LX2eciDzMGVMFONLMsYpCAggxwhg4XkjKINmdM2luoBIMEzMDkjt75sTRSzeHlS9nI//VF96Qzurdd621WxDl4W795oWr33nxjRdfebv0wi6bljNHVHpEMpkBmdQr7BqxAAAgAElEQVT2Uvu6jDKLwWfZnmTpQgGTABHJ3bqllSJ31vYVztdiLVqOf+qhc+fPn7+5uTsalp//wjehrYcfOHNkrQvKNsf4y+++9fVvvTyc7hbdot2m+++7p9/tAIiAkiOXcy6m24bJIoAMJ88de/HN12Y+VCF85+U3W2urD95/cqWdKbC5i3cvDZ/7zvOvvPr6aGtSFL1pGY2x0WvwDLUgmxsgcvQIlWigTn44l388V855UJkkN5cUAunG5s2yDkWrQ8b1VnoQERVqqoJCyhSjYfO+UhbJAVQTqyH4yrFawBHINI8fFIhBSWDIkAHggUvXdi5eujyrvTGm0+m0W/nx48fbBXfs3LSK2OiPBtiqKhsEQa/Dx44e2dod1mW9efPGTra6srLCxsQgKaJRVb4NrPoRHDUTDKHT6WyPxjHGqqrQKZo1/Ieenbf/r97+I/Y2OYA7fFNMlJC9rURVlVRAwiDjkkmcAiVijDH6bJDwUh1QBVSTentnZzgc1SHOKi8NyZnJGmZea+dFUXQ6nU67yHPKDMwSrlzCe41ldPPEUcM9nqcx92D8nlT1HCamPUxVADVaWwgr/P/P3psFS3ZdV2Jr733OHXJ6U72aC1UFoAigMM8gQRLgBE6SKJIyJbXtdne01RFu2x2ePhxhh8PhD3f/+KfdH+6WLXV0yy3JHVJEi5RaIiVCIgkQJCYCIGYCKKAKKKCmN2fe4Zy9/XFv5sv38EASFAkCjLqBj0K+zLxD3nv2XmvvvRYhwIEY4EAiRuj0UVao60jKDHHCAue4ClXd2AOIdy4RxzGaRe2uvUTQI3vnvvClX7r9xiuO7sWcIAEc4BqHpMY3MWoMFZL8hxThWw/d8QEbUQAQIMxK8A55KlnKhRZAzVZnsWREg1RURkos6RP3mBOLsQwjcsQ+Uwto5NPEJa5jljSgOK1HQREFqspQMjY1mCvrMiUFHBMcmB3XQJ3nF0r883/zl//qP9y/EvuWDSx6qPlEmLlGqEOEE9eZVdVQlj5JtI4WNLJCULOL1lr5oQqoTJPUZXtXi9WnX9X/6w+/WvJnP379QTXxicfY6WFG8Ok7bnroiZNffvh19XMWtGYC1ezESNQiu9yit4CHH33q2w8e23PHlU6LRMQIIaKGKrnHT8S/fODxjconHV9ERQxOXEUSVYxZy2HuAm9c+MiHrvzYzbtyhxDVUTvCTARPUKAGHnvmxeWNUoVhsWGjWVxsMBC48UtoyTzy33n4yROf+vDeQ2lGBPJGrEBgWot49JHTu2YP//rnPr+nh1deWn32xbC4b/+tNx9/6KFvPv+Vb5en7X/7x5//O5/8+H2PvPAXX/3aLVf91u4utUPLjTbpTuPOBswa6ojbD/SO/feff/51ve+Rp7/54PcfefrESJNIHWR9lbyOrr0AsfbsOE2JXYhVKAM0gIlIWp12EhA3HhSFdkECJLBG2qYdoraGyZhAUFMQ0XgA/OL2bq317dxZcxH1vet/OLDGKCKq6ogNcBxFK3ak9ahZrcYPH2+3P54mmw0NbSYivU7Sz9OihkPwYtAAVlUVZtNKLMRYIdYybeA7Zk9VlcwcFFqJWawLUAemiceN11318umzL73ykpre/8QLp9fKvbvmd832mfTMuXMnT5955dUzKtmBQ0eY+bVXXvbkN4qyqJQ6bAoYKJa5h0nqEGNobk+dtpFq4nqspCzghKI6BRuUBJnZ+47svf364/d+4+G19VJrd+83Hnvq2TN7DuuoCBdWilOvLS+vrA/L9bmuv+Haa6+47Gg/adfVaFrW1XpZ57EyTZrxvfcdv+R7T8/84KWTRvLsi6dWhtVDjy/u3b3HEZ87c/bM62ffOH0aw/X9ew6mc3tfPHmaOZSjauXCmu3vk6GqYTV6aR5BDhRLoHvxdn7vbQ3MizFaIx4CNJn66vpaNBrMzLk0HV44f/r183v2LCiBzMga0YdmWMveVSttBiRQiXUCIAQGYmyo3BbaQom8A1EddDgcvrK8cX5paX00TJJkYXZm165dszOd3LWjvNwM6RG3ak8/a3xL2wGKjHMRAgZdNz83U587Xw+H55Yl7fazVCBb7Sje1NX5cxmFEaDb7TrnQghFURgy+ttckDchvbeKJTu/8hZaOtMYWRsJMALAAQpTs8jMDCZhEX96hKpC47VQ13WMIYRQ1zUAYs6TJM/zbrfb6/WyTGYSiLQJI039GDHCTInMaKwxPcZ8bwZONA2ipsb2xAJbhEVYjEYMiGpTOKGJU31jQgtFHQCCSDMJr7BYhbIsRSgRISINBQ2HZmZVHYvypkN81ZVX/NqvfOTao30HqKIDxKrybAIli9R8G5F4sR9FWEyTSi01K4JGHS2iLot6NEzyBQM5I08sZkpEkMAohmqNcxNDxLShb4nhGvmcKmqF6KICJfd8ycS1o9j0sZpFA8zyJKEygiozENWhDoHzc4z/7y8e/cM//+5GmOnNHFotKfGpcUmIVRyZOJekUS2MShDnWa8qh04Y4gICqoComjiUlTnAewRTc+pSymcK068/9VD4w6/tnvnirUcGBhQRFi1PSDRcOpt84e7bHn7mT1/ZOId8ISqbjrx0RNKiBKlpiEk+WF5f/fJXH7j9ivdls3lCaLKjCrxchd//q0dPjxznszFEFlGzqqrMZSEQYI6jK1eOLmZf+sRt+1oHRGLmGK2xJGyahF9+o37o6RPrMTHvEWPjVU8iZgHmGsxDiCA1gH3v9PlXH3js2esOX5dTwrEwEkcI4FdP14888cJnPnzX4YNZUPSSpOO7+3bt/e9+62NfveKq//df/sHjTz739HOv3XXT/o/e88mvfeWPX3rl1O7jB9vHwDE1OgaNFrs1JTeOTTgZjjyLkMwR37yXj3/m6s9/7Opvf+/l7z1z6r5Hn33+5OnSUmTzyPpgnxrVMVR1BKsRAIFzznGIVcun08SyJ4A6IIH59qGzANL2T29BD13c3sWM9c5r/0XU9+5HfW18Y+ZGjcvqoVidkOsl7MVc6xGgMIUj0FuFf4WIGGpDqIbVcI2IEMVJK9XZ6Do4BGe1c5Yl7ATiAEBDNHGhji4hYSJER7XTYpB3LFYNM9TNcPzY/Msnj4Vq5dSpE2Xaee7Eay+dONXPEyZbX10D06Dbu+TSy66+7vqlpaW1868Uq8Xa0rlYlUDT1YkkQSjXyYERMjfhkRTEsFainEg6CTtR02CkAJKEYYFVe87feev1danf/PZjG0V49cy5l1+/IC+sRgXMjcqCDYOuv+7KIx+986bFmc2GpwRIhVIXvQSKokDH49Ahf8stx4b16slT5wzZa6+ff+30ivcvMzRqxTBju/HyS666/tbSd89fOLu+tjZaq5eXl4n3w5AKUqFYbMSykFhffNLeqw/geKiPiGKMo9GoKIoYo/fp3MygsZ6LilOnTrH3excGzFKHmk2da6ZSFFWNbPBzrFJu8S4jyr1fUUvTtKxVgRABwCI58eR8Ey1GRTi/tLy8unJyeVWYFxbm52Zm5mdnBl0vgCocIWE0XDDUwAbin21GsOOXs1k0JtYIJ9i7a9fGxsbK2uq5lWFvtvBpV6htsKXWEG7qh32HEpjtfaTNXpPEMXPj86E621TT3m6PZ/yh9Up6C4j3o68qwIhjeUxTAsMZoHAREUiIoIQyxuFwuLGxURTF6+u+rmsLEYBZJAML0jTtdTsLc3P9QdZJN+FbPqbwYmzOmpou3Aa5cDtDaDvivR+5eS0TrdQCTGPrauuaFpXYlDUAGMQCwVAOySfiJNSq0Zi9JIkghnoUi2HK2hezsNZhOn780huvveZz1/UvO7o7c9Ai9jJhVotl7qlthlNGjKgj2IHorQoh0w/m5NlUI2YQOUBj84g51+t1NuoQGNFMFWIUSWoiNelmvVBLVVeAcaqmjLqGgFLPwrEMsRoSdTJJyPOoLiO0nlhyNqyUmfemVW2oQCCUScIM/IdHVv/vP/nGUuijs2d5NWa92bouhUmjQhjgEKKAyDFCWa6uZhJCFStVuJSSzMQDiixvlhUYyCyaj9GgnMwf++6zp37nD75yyT/6O7sHEEGldQ5ihJkYP3z88D23H//de78fZQD2qNeDBqEUxrEOqEOS56gHjz57+v7HXtp/1+UuwDSYSAk8+OyJL3/rSc13KdIQghCTIEaAE8q7VNQ5V646/0t3fej29+2eQRBjcCuVx84Qgilp4r718JNPvXy2lhlKMoOCwYagUblRPgcjNEVvNTZOJFm47+Fnv/iJ6wZdMASmjfbVk8+88NyJF//rf/hFn0DNOm4Y1l5ZSPflI+QbYbS63Du8kC32Nxj7jxzxeeeN8+eL+mDiCSIaY9MjMlbBpYn+lwLwOWAM7VEIQAbJU95z++GP3nL4V+6+7f7vPX/f95579uS58+vLZTBNdjMocR4uCaAYa4ACMaxRZdd2ZLThQSQbC+ZxK5qFptxnZEq2VQTQ+CIEfHdjh523i7nou/+XI2EZh1K2QJcfPViHStJ0MBjEcmSNH4DzP6xbKcZWNY+IDHMznUuPHFiq3d75rm+4nDpAJFqye26we6HHarP9rBxtIOvCWTM5Q16AYBZN690Lcwd3L/U7btDvIobG62aQ4wO3XT0/l377AX1xCaGqY1Gur5ae0MuyQwf2Hb708G2337RnN1461V86tefCGXjYytk1LCYEjhGH9u2qqoIEc4MebQ7vt+U+MyJCkiRz3eGRA52E/OJiv46VImECMRKLh3bnn/7EB2bn577zyFPnV8uyihulAeh0pJd3Zvv5bdcfv+PGqw7typtaB8DM3HV6cHcv7aSdGe4l3dRajPmB2453cvft7z7x6unl0VBHZVGFgtl6Xbd338K+fXt++YZrDl46/+oSTry858wZsmJlZeWNM2/s3b04r4a9i72lPTMW872LPXdxfXzvUmZEjRRnURSj0YiZe71ep9tVoKxVmWdn50+ePnPy1TfSTq+fs3deAISy1dOTd9FvT0C3P7Az52uj5bXhbsxLggCQUA0wUJa4sLK6tLSysrpWVCV5GgwGB/ftnRvkvsnGI0SNpWlQGz+k71gGQFuLU2YxqnNMBgFme25+0BttrK4X1bmVjazX7SWQhidvZps3jQ1kUvj7uXQpiYgQm9nGxkZdw1Iw/YQHsq18ST8UNtt068YOqqETxWgFlMAgYkgElapR1USGo7i8vr66trG2UZZ1VYVoZnmSWx2ILfOJ90mWpoNed3bQ7WRgAxFYJ4UoaB2ZmYmcjK0dzGBjp2mz9j8ajxzSdi6Tpl5p1XEnOY1FsUZIWQFRCBECCYyUfPtVpICJBmMirbSRP+QEIkGjhRpa5w6+WuuhuvPmY1+85+6bj893POYJIYJNk4xMS4u1eEFVgF0rTdvsoqmZv8Wiv01mqfnfjMEw1ZqZDWCGxlBubLiZGRARhBrZT3gjD3YYnXXIIFlAjHUJ8nA5NFgIMZZQkdSlJqRVKIeUDJRtPPavUJCxENUbazkkIZ8RDBJNnj9x5nf+/UOvLDv1A60TShIwxXqD8wRgZm/KWmsMhacio5H39VxmIlKrFXU1jBtrhUc2ry5FiBSDM9JoRow0I8lriTpc/8v7n7zzukc+98mbcoH3idqIYw3y+zr4jU/def+zJ5569bT19jgnUZsKFQk4kikoUHqhzL78N4/devzyKxaRuHQdWAL+6OvfWRlKOhiEUe3F1XVljuEc4KyqWKty+fX3Hz/4yx++aXeCFCOiboDFSJ4JZhor8p2R4ZFnXl4JqXXnDB51aG6uoDAhmMCMwKAaUGXW2nc780+feP3xF5f3XzubiIipABE4c+5MMuCFfR0g1HUsy7WFXcmLzz/4v/8vp068Pty1u3vHXdfuPdwHYXZ+ttRwYWXZCHUMXoiFxk4MNlZcmprvE1gki8RMDuYspERlpIG43Yf99Zcc/5W7jj/1g9f/5juPPPzY46fK7nBUjQqztMNpHyQwQ2VgDwSYkSmjbuBvTc00t4c1GrDNJVeHYK2lV2OUwYAo0UVTiPfidhH1vQdQX6W1ZzFVJmSJ3PPRD3/2058KgKouLqTNg1fXtTBYvIH1zShfBDGCKKqJJLfeeM3ll15Wujzjen/fARUcgykFPnrXBz760Q/GGhnFxVlp5nwijNiRabQAxlyv/4mP3nnH7XcOUsz0ImwIwFQd88FFzPYvX5hxT55cLkdFuT6kOvbzbO+uXYePHDh8eGACD1x5MFn81Y8gmBDvme0BgWC5p8988qORnHjOUsn8WJjGDKwwMiMmzvP8P/7CzcXoemjs5X6uywaYiYXgHBtsrkMfv+uqy6848tQPTrzy6usSDm8M13r99LKjBw7sXTi0e25X1zsLCBExwKVkfMMVR/bsWax9Qs7PE1zT2Wr1fOJvv/7YrpneCy+cPn9+Y1RGn0iausFMdsnhfccuOzBXlJ6wfwFf/OW7wLBqtKvrZrseUDH+2Edu/dCHbs6cJBTnehfv5fcw6sO4yTPLsjzPm948cY6IvEATYZK1ojzx6hsLc7O753IwmBIKIxECv7uW2V6/n3Y6K+vF0npx6o1qbjZJU2hEXaHYCGvrK8vLy+trQwhn+WDQc4cP7pvtJM3cn28GQJoJNB37QQn9ULTx06cwNw0MFE5INXonAWBgcWFmdfnC+Q0srQ1n1svufNoUI5tmMH7HhyxtIr9JEw9SNiBNKEmSoirLsqyqgNT97S7FVshnO97GukN9762uhzbiDaKGIsThqFwvylEdz19YrdTKYNFgJOCOT4WIuraez3ZmZvqDfj9N2QsctWqWMpEYs2hmZIBPxicQx7TKWHvAbHxftQfdAv1xDydNdAOnCqMTDEtEShJJlEjhjBqrWLJGI4UmGjVNDZDZatMokNQlMVbVxghaCcd+oldcsusTd3zoE7cfe98ickVax8wAEieqGtvUV6kalUmeA4xoag08Y4j7IVzCtiL8BLWSBqgSS9N/Q9W6Ds8ZECkBEE0BVhJQAhILZyiZdX6OfKrsTIEYxPsYS2iEOGisy1WOIy/lxkppjToHGxAQYRA1UBiyH9UboxigkgfFNx96/sHvvwo345N+pzO7ur5WrJ5PZjsWy6BqI2XO+j61ar0jw+uP737/LcevvfzQTH9gqqdOnn7o8R9889Hnn3l9SVMmotw7L6iqMAprsMriEISYzA/L1T/+qweuvv59R/b3BqQK4xDhvK/1lsP+83dfd/KP/notFpxKKNngQQKoOK40RJ8D/N1nTt774LP7PnHFbIoR8Of3PfutJ06id0MNZwjMzEoRDGMwodxwVO6b4V/71Acv35+kqCmOwBmMDc14m7J3zPTEM+efO3nO8gWVDrSRkyERF5tHzZjbR06NoGBIUsSgpfz1A9+7/eq7F5lTMomqQmkPPuOV9ZVi10KepOTmNlRcz59eW18t45d+81d+/TPX9QBRpDmKURVN2YGUTJVYzIyYxrN9za3dWCUjCCCNrBLHUIkpxKUEqHIdhGR2Vo7dsvfOqz5xZummP7r/zNPPv/jEcy+dXV+JXFg2qC2BMdjBmOC8wZsyjAyqpSIaAsBsKs3gjSlJbIdwJriTWO2iFeB7MJm5iPreCz8SCQuBWMQUpjiwdyYoGuZvEvmdTwmbHlWTpWKiyBZjlCQRlmBIHfYv5iXg4K2uQBHMiBrMFme4AhzAJhog0niAumZocCzwYIOM+hkowjQ0VluxHrm0C0PucNPVR668GqMhtELK6CUQgkZkHkao6iL3rreQN1JnVgMxGhmL37s7j+Pj500RcWsHd5QA5M5nrracgHQyxB+JnEsQSvKWOgDusv354uIVylfRGvp9jAoIx07OCYJDCQ1gbqg7IHi1Sxa7NVADrmrMqjRhCzbKDDdefvCqoweLkUVrEbTzSqyJxCTXUG64rLtvvhHByz0A1GZBKFmcccHgCQJm1G+hoXdxe1dvMUbnHADnXLfbnWRswiDAO9KmDU0YMTl9fmVlVG+Uc/sX+zOeEukgVj/OyNU7dzpAkqLXn1krtQjx5dNn1quFGCOpjYbrRTGEBlXlNOv3+/2Zmcv25o7bOOG40e4PjbDvpqIbtUIw71gSsIl2GABbVUGEgag608n6vfxCEYajYr2oI9KJm1yMkUnGxLkZqOl0+9nX+nZo8kwd0swnha+KYYxR4fjtA+cdIJ9Nd0Xq1reG8dXjqdIeTb8ycRWsI4bDOCzWh8Ph+nBUjKqirqKCvdcIgwm7LPOd/qDT6SSJHOjGJGmFi8zamh4sUltzo4a/o2YlH4O9LbODE50WcdtfbD3fdxCKf7PpZUl5yblSGsm37WqmRCpANGnb5SAKB7CnaBodKdejsLHSQf2+oweuu+Lwnbded/zS7mWzyACJ1pdASYCGENJGttRgBCEniUtDUBJhYWunxFtF1ORt/ZSmwkIMjSGozaT+1isvmZmdC76ncGzKpgCUOJJXsPcHXnm9+MErw3Mb69TN2TmtrRksFN8RznUUBfWBfZ2jh/YtUB6Jam7qt0EMzgRgQURx9ti+fschwM4M8cd//RCyfeISNVldPg/HbpBV1QYAkO/NDOrVjbXXT11xqPfrn73n0x87dqjfWOfBge/Yd+DTtxy498Er/8m/+tqpkZTBNNR1jIaYJi5KFUIJmTN00Nv7vRdeeuipl44euDbCIjmXJoiMuuqm2Zc+etP9jz7+zReKUKdQIXGmFFGLR7AaSWI+PX9h+NcPP/2R26/wi1ip8Rf3PXm26MGRWiQgVJVPUmNWjWDlJOajlbvuuOq2aw5lja0gCQwytg0tyzpNfQAeeOypH5w6X6T7ER2YnPeMQDAzA4Os0REnkCgrjF2SFysr3ncf/v6z59fvnh9AQKS1l42Ot+HSeoKc1Kmgtv7yenLVzVd/4qYr//k/+9fPPvts/pnrEqAbcfbsqNvLZ2dn62A9J1ANde18/lZho0ZzH4MAcQmaSnWIYPLOeVYgeMSsi/3ducu/tPfVlWsefealBx5/4dtPvPTcqRdrzVxvHi4zOFIyULCkGexOUURCJIapwBqmxcDc5j7tw9z+m7bODrz1I3lx+3kBvDeTeRedG94zwK/9B1tDeLppve4tum2sb/GTi0+bXInHWlWN5ljqHcwABUlKVDcqf43XlmvtGrbEJhg3I8AGEdC4a8RlCbRxXoIBXaDfAXUg2jqCQQBV4jr1sck/CALzJA4kjZEzT6V0m4lJKz1qzO0ci8ca4AAf4SNcM62gxOw8EBnIEQLIeadAZwAQ+t1mOjBQk/owQxmNYLExOcCCJ5Pm65uLTuyJPAMIXeFuj7emnc0jVLtMDMHBaduFHwAlAiEyKCFmqCDSO6MRf3H7aW8N5HtzPGvSWQGrwTt0u921aujywbAOp84uF2U4tGduVwdOkrooUrafYyxs2lOb2oIjGlV2yaHFpbVV9jSqR6dff1VEzAwxmIZEXL/fm5ubn53tdjrIWmp3Sr2tHf23CeSLAPgdQn07ZBlqIg4WmcURF3W9f9+ek8tnGO7s2bOLc72ZvEmKzCcJTCe1I4xd6H4u8diA2dnZM2+cS5NkdXV1cWbxJ7hDGurPYKZGExBFb4771gwNqmk0FfYAqhhBwixN7bHJ5yq1oiiGo/L8cnl+uazrWmBEZKpkjh16eZ546eWdbi/vZGmaohG0d2qwwBPLhBamTfrTrI0ebyrTTV0UeevMJex0K2zR8BzvAyXnFaXiOmYE8QiVMBBj4rjUSiuFcENgaAyEkVWVxeF8N73i6n03XnH4w7dec+uVHWkCDMAIiSg1uS4Lk1cAJDTVcdekUXGCswlGb/vBJCZDqwCcEwnjH//dT1Zj4N6UTHm8CwOWgW88Vf7P//T3EtetIBqCI9EYhJ0GwOAMoVo7esmR/+l/+Pj1QBxfxImFY/PNDkiAaGuessdfPfPM0ookB2EKCpI4Iw2hIXZBhNFwpcvay8Lf/8LH/u6n91gdZhA3NOkzJajYtIfkl2/b89zLN/zT3/vrZH6vslRV7RNRaKgrcS7GQlyyXmVJf//vf/mvbr3l0ivnugo2JjIgyySMjvayf/C5ux/8P/79es1pNlcFB9UkSwIViBFCdUW+N/+t7z39V9+54j/6pavuffDUYz84t6ELoEiqqfeoo0FCUSNPYSNfLR3o05c+deehBVCtljBxB4CpgtkAZQlwz59e/f4Lrw4tQTYAZ6hKdlwPR1nWUY0wtVgZCE3ZKxKcmBJcGq04szJ65KkfXHrH5c1ymWL99uPXXHXo+w/e991bLvlIhKCOXe7xWnXdkZmurZ947Klnvn/67mv21cCzTz8RyuLwJYcSIbVaiJz3qtqKrhOP+9LbucwcFQCDNCZ71JBxTsZQjAFlMkAJOqsrMzPZsdsv++Rtlz341BsPPX3qoadffuy5k8trMUpHfEd9r4wM8iQuRVnH6Dw7n8WyjKEhGppKO0+cAFTBU7agF2HeO7Y1U9A/9tt1avmfrL0Xa33vgU15CwBUjBXI35RjsW6llzFt4kCbYbTVW29X/0YrhSfxIAI8DSlt267GJNPmQAhPJ2VCTWN4TZOK3USljJrQM6VBQNMHq4RN42raNCaOk/Wu5cyjgRSkMmaSdXJYrZagOrA0N70yCMQq1OoTEBgkrSGvTvakBBUonN+8hO0ESJPZjg0EjbadMrVwcWJ4ZVPBVbltiL/YDfELRsYQTInAxATkSQoqymgu6QSLp5fWqqqI+3ft6XuXZT+BKMXPaPNQ8jCixblOUaMMcX1YhFAykOW+1+3N9Pq9Xi/LGr4DzqaVHrVN6NuOOgUQwRMC+GceTminGlqDdqghpeHBRH4wGCxfOG+IKytrM3lfGAKKUWUTeOxUg/tZVyaxuaIx4IibvF+1adPgt3891DbtDcaSy82MpWrrVsGNlg2VdeV96oga4M7S9nKFiKKKG6NidX1jOByOiqqqqprSSh2AxLlOlnSydKaX9/MsTThhpDA55KsAACAASURBVALv4Npz0/EU0NZfiDBGPxM4J1uj048L7N9eUkkKqJlBm3CJaCBYWZbkk7TnEGOs11EOSavEVg7snr/+fdfdffPVd16391AfKWB1yCSCQqOxAkiAGPlpbw16CyTP22usbwPAj5lBJViiYHIpAYBY8181PYVZSJLaqrdSrAtzBAWbRICYlNgcmXmtE1t3wJxuGEFJgUgIDMASRRrhibQIK7lLh8Dp1dFZ7QBDQFgdIJEYxI0KtWnpKNTDs1/69Ac/dtueHpB7dbYqvCgGDhU4cCz6MrjnA5f9wb2PvrKyFtNBEK8tEUBmBB3BOMCfL126XD3zwmuX3nLMgzYUXpHCiOo+9ANXHrzh6J4HT9ZaBSuKJO9HXYM3JB4xQKWWlPu7//z+Rw9cfulXvvG9c0OBm3dcxrpR5BSQhyMQoVrPqqUv/uqnrzrU6TIgHMGVWScqO29AqWCflMDp1frJE2+o70JdG8MtkoHIWCyRCK01UrBoVZ3Mz1cbZbSSPYeaVkfx24889ZHrLh/k8AZEveLAwrXvu/Lee7/2pV+6rje7J0mG2fDMYIVv3r3rC++/6U+/ft+f/PFXbr7mt944u3LvV//8iiOX7FmY9TSdLbV5xralw9pqHxE1bL1rEhjeIk7FZm026GiIcoUp3Z3077l6z51X7zm5dPNTL57706/f9/zJcy+9fma1LiyZAWBGlcEorSJVxRBqkqbMHIuROgJYTRqyU4TegoG7uP18oODOr2vdkptENLV0XUR97/aNd4xqDUh7i0eP3xyZjKfrhtxG4LEiU8MPEcM2wxpPgtcWXW9WKCZKvwQDKZjRNEvp+Et0rJynLRLbDIluc2GCA5wSpBHRhnLrNM/Tu5gKo+Nj1wxwIIE4mYTKptfdFBBERnOb2+SzDSnOselGQduhRpNlldy4XFpP8aqTzFCnIq7bJJapEdGRqXdzW3psjmcK0168mX8hNwFqQ6/bAa2ISFkFVRWilY3i5Vdeq3bN7p6f6b9rFlqKQ8cC+IVuEiCdwWwIwcy0Dt5x4pz34gAFYjNgRVPJuG2rjrFNQb53okC2CaJ4qgqy5S2OmRnzszNrS+diiMvLy/sW+w0zrarieJo0fQfqkzq9i634j5mbFrMG9f0EHhJqkdqJN2qrag3zb2hYrWbdVUUwdb5jQBmgCjBUsbZRrKyuDYuqcdUrqjIGJXHe54mXbupnB/2Z/iBPIQxP8AI/ngzh5h4xRQxmxi7dEn9aQpptB+Z5h5ban+L9k8VhUm+oS1S68BlEQGqBmJk0xJUzWqymOtozSPfMdb/4mc9e9b5Ljx/JZxkZwMESLZjDuAdVAIrgCNd4sKQTE9kftSa87UA/NTdFRDB1FpxN/hRhYcqsECnM24azmgwA27j4yEZqDhC22qgSGjkYIoggY+dKKGCBISysql49kFbwz58ajni3QwkSIoMymQMzFOACKKErs/nwM3dfddkCkqiOa0QiB60A9tAAq6Hrlx8c3Hjt4Rf+5lFFZkkeI4MBiIIkjEgyJJ3I9Up14YmnX/7oTccShmfUgAR1FhDK/Vn3pqP7Hnj+Ke+S2pyQBjXVGogwgfOoUVr6zKvLv/NHX33k6ROlLQKdhIY1IlGixrEhUmIl1crNx/Z+9q4b9/WQAFUMKk4pgaiq1mrOSQDO1bj3oSdfWy4p3w01UAS1qN+gBH3fgV3nz66/cW4l7c+OAlfDCuJRq/POopS1e/Cx5149t3HJJV3PgM1awCfv+eCj3/uz//P/+Z2//w//0e3vvzbGcHwx25Pic/d8bM++/TJIXl62f/eXf0Nh9JmP37W75wRNHY0BFmadZDVTyQMBiAJmGClNqGjEcdsVj3sxuRFg0Qyk4jKYWh3nE9+fw+U377rr2s+9dKb+1qPP/NuvPfDi8krBaQzweb8oI5ip27UYY11FAJ2+1WsQF5mDbT7KNFbwepsFqIvb34ZqfhvXmSdtema2OSx9EfW9+3/mcXIzznUwKUCN38Bvjpqb/YTGW6tqk3+qbKZNWyqBE2/3KR2CzYpfE1loMwvkpqvctbP4urV8N7VfmlQfZdyM2qaMsgmubNzFyeOOssZHZzo6AtqdNIMSIDRx6WWanOwkhvLm8ehWqRuiFuWOPaM8ECICpiyTx+U7nvwQm583oB0dYZp6x9jLdatfCvHFdfEXjJAxa1p5VYz63VSgKoQYRST1zsp6aWXZWZlI7C/MvWsOWwlkofSIoS67MmBxACiTRiNQNUBNSBwRsWxpVqPJc7p9xXiHKQ3dZMGnNCjNtBXrpJk+dfJstBGKolhdLXbNZUHhnbeWw9d2VmeyELzjXJ4CzrFzTutQxfCT+QY2jfGgZsLGyBiNaRtBDZPm+oZGqyJixKjU1dX11dXVjdEw1BoMIUYihrDnNO/5NM2zLJsZuEGP0zR1U20jBAQLAlNqWv0BZrA3mJmbUIjUKkVugXP6FqDop84X5PVSD+vm++tU12GEWkGNWL1ZtdbV9SN78zuOH/v4HdfdcPzgYrdp40Qsai/wrsFGSdPZYcQRbJDJ6dNYA/bHS7/4bd7UmxGrLeWMK6ZkbaLfHBWABIVoxRRBAWTjDIE2Gd5mVtCCRw3qahslg6AEFOYAD3MUNU38MARzeO6FM5zMmbzGSkTWaIeOx9GjwDis3H7TkcsOdFMgsRGKCj7X2OCUFFoBNSR6xFtuuPRP7vvu0GpwH5FAHiIMSXgU2CAenFcxf/6lM6MC/U7bs8POoEDU1IVPfeDKf/nVB52lM1mnLNd9amWMKGt0Oqg9Iq2P2Hd69z/+Yi050hxRYiiIPTsJNcegJEZxNOuq3/ilzxxZEA+EshJxYyKG62ro0ywCBXB6BX/x7cfrdBDFIxqgRIqoIqKhjmXxwev3/uDFpZULp80y6XbjWoFeBq4JgRwJDd5YOfP0iTM3XnJUAoAuJbj08vTzv/653/7tf7HGf/Trf+8//43/9M55YM1w+U0Hjt104MS59X/zB7//F9965H/8zc/fedPlHkCoSACN4HYyZqpZ22DaFO5BOQzK7UDfNBfHU3pOjeNfdN32zjBASyuKxHuvMRWeO+CPH7z2hmuP/us/u/+hJ59//fzy2tKs68yIS8tqHXWE98Rk5RBeRISZVRv1CAXZtEv7ReD37kYRMj2bchH1vaeyzEmKYjwF/LawybxjWYk2239oQtVMBuhoavFoZyWanIG3yXpvtiGNa2gK1s297xDZbcurPJnSe/P8oW2+LGQ7BsXx61v7HrZTYds+y7wtvaCtucjWo3cKbT5jY/DIm5By8yqND91t7avYicEet6HKxVv4F2olZVWb/KaJF0dWlGWWZCDSuhCLc4Pu4tyglyXvosM2ApiEOllelKuhGIkIoMKkBoaKAdSIXvCUxv+WE9+W0dI7c29vP5bW2budB2u9zwwGEHUSDHrdcmM1hmplZWV+LuPm1I2o8XHYbKjDO3L4PNV00F46ERKRUFYxxp+0Bbjt7DQjAoEERNHa0bKmVlBEjMq6qqr1lWppaWl1dZWI0jQXEWMi1TRJ0jTtdDrdbrfTyfMcWQKP4BENZeOigLH/ghCmaLvNlZN2+veOkG+HE/ipwr+ORNTrYeO8SeU7c9FBECWOivNnrjm677Mfev9dN1x+/dF8QUCh9lZRM+DQiGHHqAqwg0u2ShaCEcnwQ+8ZfdOpvB3U17bwjKU2CSC2dnZRGnvuTSENQMCixFAjM44wqFHTIWgERVRqZkOYILUgUtNX7ByZpyaaiRrgGQgREcDpN14jHhhlRk2vjLUJAQEQiiFF/OBt1+zqCaMkxygdLBfB+L0M8SAW1WuO7t8zSE+sFZYqVBpcCMAlSW0RoUAMVeRXT6+eX8beDgxwDIIhMlwXSjdeuufW648+/ugJL3lde847pTmwAYLaHGfRdZeL1bS7ECLMCI7qStGYiBIzkxONo41jh+buvuVY10GgkjDAlYEIMYQkSYgwjFoKP33qwolzoyrdE41BIIoSa0N0IlU1RChuumx2d2/w5BOPnF4/72Z7sdNHiECoQyWMKFlV9/7mu09+5IajhwdpAALQZfzyJz4cCve7/+7Pnj39zz5+z+2XH9zX7e9fH+kLj3/9sfu+dvLV5f/i7/23n/rwNXnT+9S4yRhgrAbjtqWTiIH2FqAxoTyVQTWNRcptDYAnhjpEGI5vREeQLCUDrCaKnqOnmMLfcaR3/T+65+GXbvvOQ48/cqJ87OnnX33tVNZfyHozdQhFIDhvFkgjUWQGERADxF+Eee8FYtrMrB2zJjJivqjh+V7Ytrc5MjZ9jCZhk7aimu1R1DYp+y2655DNVya6n2220OyOt4GsKZjUwsIJp0vN2HF7bNxGMsCmPkRj3krGKai9yS6ZJu/fkf82NLTy1IiFypjb2jwX3iFT5K0QkXe+3G5KnRBkO6cqLYSm7QBv6spb23B1sQf+F/SxbAywzKJjMkUi4LqsR9EIXS+Li3P753oLvSRjfdeM9cHMExyIfZbIsDbyzifjmaKGeGlBg6qZUTuVs/n0bE/Zf95cxnj/jfh/W9KHAwa9zoWzCCEMh8MYIQIDjMAt8KOfr8BS48nWGLXHGO0n/BI2mFkzq8xtmychAsEwrLA6HK2sra6sro9GI4ZXVZflzjERAbHf7fQH3d0Lc8zwbtIpAQDSuHURbTaOqUULwt7GhvdbfNTphwHoHyc9/GmlkCV5Trp5nkMRigtSbcykNJvEj3z2ll/5+K03XDbwQKpwWopEwKABgSAJyEE8ESCIUxFTrFnvaXtT8c4elfoTnkozZAFR0HguwrhF9JhE6qkon3ITCDmCI5TUmMmMYBwUZhaNGObHio/NwVmEEamQGBAUTDBE72TVMCpWQ/RAL5oKAigaSqDxqYsSrJ9k++cW8rb8x0j7iG3iEGGSpFAB1JkdmOX37Vt87cLrMZTBEigDkTRUoIDQrCXOZWvD0cmTF47vn08Aj9JQxhiddAHpGD7/2Ttfe+HE2TfO+GRXqB2cIBGMKsRODMFJHj0VVIFrYpAWSDJTVwaDmROiekTFyu3X3jybIgWgTRdPZBMSkDhiNQ1mEoBvPvT90vdKymDiWClGWGiafmKMaZ5fMpPNddMMawkNyqKE9IHAYhZqg6+RGA8e+N6LT7509sD1iwIo0EWIG8VvfvYDN930gX/xb3/3K3/wexqMZy+/sHpuVzzzkWsu+6/+k39w7Y3H+0CorJsQzGDapj+8qX4rW+4uBTmjloYZP3QKm9DU2uZALd0sjaBuAKKCVYXA7GARqsJVnzwFuvPo7IePfvj5ZXz/mePffOjJR5984ZU3XjS4TtYrQ0LCGodswQsYE2WJi9u7PEXhSabatnUr9KKay3sV/7WwSqf/QNuTMv1xuUbbZgK6wx6bsQHd9rdxw6RurWUpWKaOdWwpwe10sm1GRoIShYhk3EgZf5yqWEntUihNttq4HsE19HarK0qNbIwa8mlWHBMNG2zTvmmv1bhVdScKekrEotFRiPA8JtU2gXeLn8O4IuoujvT94m0Rbe25HRAz80JpZGHy3i/M9PbO93Z1JW3li941hV6fRW1L+cHcelE5nzhmBsMitafDYFA7KRTsLaQuCTt0lr9jW9vkOSXk2HYpjFmwfi+b6fXOnz9fluXq6nBhrhPHE7ds40rGO0LIbFvRNu0WplDfT/rNDGs4BW7sx8sACFY34rmlpfMrq+ujoo5RRUS8M2MneZbNzg5mBr1O5lJpLezJwBaEICDCxM8iaVfuVhIArrk/bKuEV4P9aNN67k21PZXtC6nbenl+mtu5OltRnwWEemMmwZWXzn/2zms+fMOxQ7v6M3nbZi8MhjeQwjExvFGjS10jwhyT2FTBrpWloUmYNGMiMtp2AtunuN/eM0/SALjNnj1TQoQpGZgiQA5sYx3FEgJLYaykYG38FQ1mpAY1MlVlY2gKhUf0xDVDoQwSCMw1+aAaDAkRFaOo6mApbAYoI0bMpbalp0QMYjxIuxmlBkQzGIkgGEhHIr5SZTgjJmM2Wkhw/NAl333iVBmqoAYKAmWry+jgGKwi4kJS1eXLL78Rb54XVzlsKKLLBjAPQ8/htmv3fv/913/tz58YaajqAsIwj7oSEgsE7yX3unEGeQqNiBuaepBDFLBYjLEcLg6yO2+4TFSFFbEGeWh0jpupNJjFukrT3g9e2fjOo0/WvgckUIgZxRpQI1JVkO5eXNzXzeaS/ODe/oXXUMSAGJEIQyFQM6NEBW8svfbQ95+94/rFPRVSmEvqfscHxTUH8E/+m99YeuOu0VL98Ctre47uv2KQ7U14ZvfsEsBAKgQLiLEVJthGIG9mY2Nau1n2bHzjWcPWKZiaW8fIAkyBLioFx6aDg51xO1lD6rmhyMpqJk0AhBCum+Gr7jjwmTsOvPAavn7/9+594JFnX1terkZpf7ARy1iN2qMzNoKSkOrkqb/Y5Pnz4HB/WPCqp1bpJjcOCrGLqO89A/c2/6VvUnba6RP6Jpi4lajcHMDbaVdbO7um4aO9OaRvSktNMaCbBLBOfYjJpmS2278GIBnvQn+cZWN8N6u0KLHZaUPHNjsLjJoQAVXkPJ2hNjqE7QcbuRqGOZC2pW/9kSlco0TaDEp4bUVWdSrqK0gbKdHxixeB3y/attn6a8Yg1eCECPHggf0zM3kso4YyhgQuohpt2lK/C8BqtLYp0qcd1RAAi2CCQBpixqylBtXgd6rG846Lk/0csK3CSI0aEaWtdm6dFIPB4MKFC3VdLy8vL8x1bNytNpWc/DyLsERoqjBmf4tiMLGhLVyqoqjiS6+cGtX1cFQWISqLyzpJlrrE757rdzqdbtpqVU2ugSMIhUZMa1xgsIiEGwy4LRJMJGLa5dQaI77xHPQU6mttEbctqTto8Px0t8IPaurs2bXv1muO3fP+q28+TMcGmIXChlDVmKikEVSC1RzG6vikSAXk4CI1xRLa1j3TiKY0mjlE2Kmh860ekR8vxjsd60Rba22vsLGuTIupeVODljsw1iawkbaV3pb3bI2FjABzTSUODbZlocZ6ydrQV5VIMyoNRSEaMpa+IgcRqDQQkZoFmJACtXWyfq/T94CqeUkCEB0SGhEiiAIkBOQ+cYZMcGhhPiOYxZpEYY6UUNeuCwEsxLqqqrqMen5p1Tl4RKBiEMDrG8GJS53OMn/s7vc/+eirr7zRzJMJqoi0Y8PYybq1oVxZwcI86nWrhplLR7HxAHaOU9QbAhw+sO/KY4cyhmolzkGpLZqqRhPH5NI0Ag8/+uiZlbWYzEAJJIxgFplZiUKMRLSwMLc46I4Sufm644++/Ch5Rtq1ekMpEEWNQOIIDknnuZdOnl2qDqYJmFAq1i+4me48dN7XlxyYwULnluN5IejVbS9nQF2Xvp8CdQ1EMIPEthFFrbrBJNUKwETcncc6Ajam59XaHEUVSG1JKBXyAU7BARwVnlsFfwcWn6EOQO2IYCteE0f94/tx6a/d8JlP3fCdpza+9fgP7nv4kYqi1lUIgEc0lYua5O967NeYoQRDXcfhcLi2PlwfbvTz/CLqe/dvfhJ53HZafbtiCqGepr23ib7IdBSjzf5eom08fStPIm/i9qVlbZsJOAPqxJC0ZTsGs03kUmTCk7JsO+wtRUk3Nppp9ptvOSOaXAE//fH+1HFufmdD4k597dZXJt/ZfMq9ZY3iR+DO5uN+6ss3KV6afs8Uny1tg07dai1sSQsUtkViBuQuzgG+Zx5LgEUaKcg93eTYvsHMTAYYUn7ttSWk8zV5l8ya6sSbq/mHmTG/c4FzouDMFp1Q0/E/l9mJEydnsyPNqP5mBkvNatMQQ+6HPRDvpOEd7bRDahqZbHLszVOTEtURg36edvLVYbFc6lpET5rmTyNTmILlHfBTEaiBIwA4HpdPHeDIBYX4tGKfUBrMgBpmY6UcalbYbQ0JZHFMJ6GhtJpZnwiMIi6sxpdOnqorVTUx18/T2V4+N+gNep0s8WnjwmE73hvbMwGhnU9mp19F3rRq8pvW8L89x7ITaJ78Wc2YDAgh/Orh4RcOX333B95/ZF/aT9BBcFgDKgCICXOKSJWggoHIQRmsCM5xBEAcTF0ryUytGn5LUyoMhecGMPtJz4hNy9ZsPdsfpZuwJV0z29ZCbXAg91YqYA6IUpZO68CoGWqM0OjrB2VzrvIgiSqjDLA0EHyDVo2pKfYT2IPbKidhJcbCqZZDcIAakWN0IrWBLHCtnionlHQASDTCutPozCxhNfGas8KroAaLRnCcyUZZtoLUZIZijGHY8wJ1hRFcjkyC0Nm1paKDkaFHubfESAPY95hNKdTHSz5yuHvu49f+r7/9xzx3GUtPIyMY0hj0DKFOU4ThMLJD3h/BYcSUOatXQvlaz1Z3Jav/5Rf+syOZdqyAKUggrG1HLDItlXgJfhl48GQYFgOJ4jMEqUaxRreH4BHV10sdHV5/6WxPZAb4xLXXfvkrD8CW1y0zSZVmUZUQEFlVXujO9u5//tS3Xlq/8doKfibEbj3bJUEEyKrESBLvFF0q1QeDU0t3qxevMDKXYcpH1E0/kwTAT26usFWej7c+iWYMAxkSeABm+5u3CiBknmpwBEJAALkAH+HVOYIzIA8pFAkXCXEG7fX44G3dj992/YlfPfaNe79Bw9U+KqgnySugMAy2FvcmAe4XjuD9MeEXb+GItn7+rXStbOvi2upu2HRHnE1RbMn09xtaHVcm0i270LIuz63nZVlvbGysr68WRaExMtMBfxH1/aJttBPduBUc2pa7821uPPb323r3EuPHx00Xf503yeSMq6O07Upe3P5/9t4sxrIruxJbe+9z7vDei4jMyJFJsjiTxRpZM2uUVKXqFsqS7Ia6JRstWD8N2Ab8YxgwYPvTH4bhHwO2Ybvb/mh/tGzBLalltSRLXVWkamCRLI5FJuexyBzImOMN995zzt7+OPe9iEyS1UWqWJnMjAsikRnMjLjvDufstfbaa13uNFs/8IPCFydOnBCRGKN3vgvdoUOHdnd3V1ZWnLiL2LgFArwUz+CeGoeZq6qKMe5Pov+AvVHvXGEQoSzLoii46WazWduiHlzYEby4hXnJzj/b0PQLaT+HQdbv5hedMOU4ARigfU5oUmzsNOfWNjY2d0MyYRlV5aGV0eGl0cqoGBTz8vHKnS1e1MpENENZON9IOe1bmk4w8AleBOxBYEYBYwRDZAwIcOSgyTQRtOBMc7BhXwZf305RN7dbIXrrPvt2u+3Pff7vc638jtuKm9v7EZHGSMxmlAMPDdbLAMxgnaTWAxoaRuV8CQDsEPMgmvSzj/lxhhlQFa6dNVYZzEgESsESWRLxKSskVSvHsZlZtmQyXcyZEJExEzMTvvqVT3/2wWf/9tk1tQIyhAg0qirB1MxsLqklhWMLjRMqiDGe/erXvvDhW2500LmvKV9AOZuZkRIePL1++pnnlB07H9X6GKYUoKAYa4dTK4e++ZVPeoIBxw8fu/2mW888t6PdDE7gPVBAyRKDhilMx1P8+OHn4sduFkhUsFsEmRIzI72dPda7vPVz93W6QNwwl2fNp5YNe6rLbP0KA8G8kgM8kxk0puiIC2YypJRXGA9fdUAEZkADNMDm1DWoRyWkLADTkEjEAVe1MbnxxZXdPu+Mi949ewt1tt9g3pA9Vxb4TpkZkBSjaiQiESFmEKUUmDhrdXR/OQFERRtS18XJbDaZTKbT6dokMTMRiKjI4wSCgvkA9V1hh9jPBF/0d8BkduH+8Zalas9f88C55B329iwuuWgeinM60+L2HFy9DxSOJ5sL9ApfEJGqqqmIeO9ns9l0OhWR/i+ZmZnIJW7impmqZSfuQ4cONU0zHNZmV9h9MWEqC1pdXR033XQ6XV9fH1VHPF98KXCJyOksywQtfnom0jwot5WUYISU/fvNKDuwKUQBBWe919b2ZGtrvL652XQBxIUvTh5fPX7sUOWk9PAEUuM0X3KuaEaJ5qjvgZc2H3zwoX/6L+85efzonbde//EPH/3wdUdvPHX8xDKvCJVGrOa4czQztCkNyMDZrbZv/5p2LRc+x1Gm/tLlEXTzmuYkHc8FNWTzRdsuNFzxPwfY++WwP7qPUCSAe7caSxEirIZgGA64LIRCMgjM9hmVRbJY6Ky2qY3H1uwYqqgAeWIXPRkCkZOMQliBDmSd1lsbmwwU3neqRqyeg0FiEuKEiJRYpyuFXrM6qnnR6FgMhhJDCFOH6vpV95//J781/p//7Imfbk9jYBqq5dfC9e9Pb2WinIKFaYFpFTd+/e6P/Ue/+42bVyF9wLDA2Iyz2W2mvRO5rQZ/9u0fPndmA8ObEhdGqinkjEvHKmkss/N33HrNR49BLCWVU0f9Jz58433P/CjVh6KoaiDipACYiiUzhj/8vfufvv/u5U989JgTeAI0v7JMOXvPQEQEl51aL8AOP99CtJfSZ3Ppw/6xmv0+7QTQbC428mZzchmiyZilYjLtKDUZTLYyjOLGwNlNe/HsuRdeW3v42Tcefe71rclsvHbu1z55w++3tlqTUAuwMwLKq4DY5Xfc+39Wnbz/XmRFte2z4J3/LSXQnLMioF8QWI0NMClICiJkPG6qKgkwtRjVQhebNoSQZk2czdqm7WKAqoWkZiCiQ8PCCXvvq7IoS1eXZVWVAy8HqO8Ke0D/beN+v6BGnM7hI1+46e79zwPZ9zvfnYtSKwxEJD8vN3twXB6HmhIRgRbLNoCYohOXf02ajh45ur6xvr29vbK0nOn8lFLmXy+ZDMaMgIW4tK7r8WQjJROht2xkH2AeN19kVRw9euj8+mYX0ubm5okjh+vBIuDulwpI/m1UWv+35hPLLABZnI8fg9ghWQDISQJmwBvr3drm5njzzZSSiKysHDq8vDIaDVZGjgyewNmrjW0+4z2f5rwiIR/tob6pO7TLhxoejHeqpx549Q/veaxy7XVHRl/6mGKr8wAAIABJREFU5J2/efenvnHX6gBUoCQEgro4Q0rwHsyICZRQllzUaf8wOoygjDSXVjHm8Xi5IkxvV+393Gf+y3jLeoPrXmCcDXuV4JgVicnBFMsDODbWQPNqNIe/A2CQwLx3m5vndidTAqZRi9JRLzX2fRHMBougYKBO8ehjT1TlMEJgMJg57lQHwqaJRBkd2q266r5w1501g+a6ZZrbSBkzYgekkV/59LXD/+Kf/IP/8r/7X8+OYxOM3ZKyyxdfFkW0mUMSCsM0+dJHb/jPfv+3P3IUpcLl/hWRzavvPnlSEQT3/eSVH59+BYNjLVdIxp6hBhEYaWoLnR0u9Ld/5bPHHFrsCI/Kyn/xSx++5/RTj7z8eiFHUQyScQoAVUbWhobL4rWtjf/tT+77r26689ohXGo8KaLCD4ygBCajLMIkpv5C07u9nfNfbd8k7UXfpmciElyP8xAlxzlmg3bKd4+C+URCIgTcvxafeeGVHzz01AM/eeHVM5vJLbvB0ZaXzEaJUnJHlUlhoi3EmHA1oD78HKs3vc1XL1R05j72fokc6V6wszGQc9TZwCDOphFGexgxEpR4dzfu7GyPx+PZbBa6aGZKYHYxRgBVORgsDY4MBqPRqK7dSpGrk76eXPQjD1DflVWJvjNgoF/0T3mbn2iLR1kPlIo/4+B3WD7oF32nDo73s9Dso9LeyvplyJeRVV3XOzs7IYTcW1so+i6Z49ker7jX6ZpMJsvLoyvrFbMcLVA61HU9a7q2bdu2s0E198ijXzL2eztouvck7Iud6d35jLLPYM8xwBUCDsDWFG9s7p5f39weT5Y9DQaDQ0vLR44cPrRSeAAKz4s9XmE6t4M3sL8aXkzxzpeVcdnAU1W7annWbL+4PX3xr+577PEXT3/181/+1G133DA4XI8cUBYtkgEJRCgdiJWki8aO5mm2ILBkIw1T9PIoVtBFWyHNhft7czeXzYCT4qIZ4jnwI1ENDF8LJkDl2VFETEoASSIxOBAnaEuFp2I3ytMvn/va524si2wIotw7kGSdSgQiCBGyvtO98tqbUevQKfr5yAQNypIsMJStQ5gcO7507fGhpb3Nj4GYjYAM8E6iEqLAfebm6t/9xpf/8C9/1DZtsjqxg+WBUiVVgpoZmE27StLf/9rnbzyOAnDaMffG4bZgow0AWvix4f7Hnnl9Y9ZVhwGBE6JEBpCYQTUp07GTJ+786B0Dh4DhFNwBt91y5Jbbbn7w2R8MhqmNU6USIBI1U1hMxIn9Y6/sPH8unLjFsxg0IqVsOJ6zOAiAMpjf22avC5idd5+9HOe9WmLxZCZ46qMdFKbQuQEeuxR0pk6rckvxk6d2n33+5X/54MNPv/Da+jgsH7quPHH7eBzHraAoCEYonCu8h4EgDhaiJnfVew/QO4NBujjtOguD5oJkW/B7QMoTFwKS/XaHBnSGtsNk0o5n07YJ6xu7qppSgBmzOMeF57L0lS9GS8OVlaVBJYs3vbiw2jQ7QH1XAZyg9+f55neab11AvoPj514pLkxVnKs/6X13ujs4/s43cbHL2gL7Odk/gU8Gq6oqhDCbzUSkLMvc5TPbP3RxibFrURSz2ewKQ31ExIATJGA4HG5sbptS0zSGyn7mGvb+rcy6ePltjzJT1f0q01xE8dyQ3UiJHMAxGcBdwtrO7Owbm5s74wgaDAaHKhw9cuTo0VExT5IpZOEyYujliAS+iiz3usk2W2ThWUgWGd6hPMRuSYvRs+uTf/qn9/z5d3/4sTuu+ZUv3vWpT954feVLVwrQxdYRF+wBiOwRcHPE4ADA1KQPhNy/bue2H1k21NznWU3VZXJNssva3HVH9+ADhJ3LC5EDbr/p+mfP/RTkyVhzcGEW9FCZgBkvUXnknoef+cbX7v7ICSisRgcNgYZCtph1NFAL/8hTL62NQ5uWICXAsAQNYCQUGiNbEkrCesuN142qPhEkJ/saKy/gNoRASKFkNuJvff1zf/2DR9dnbSCoyTxMWGEJZAwNxl7VO73lQye8wiMIBaDoBXYLJE5GoOj55de7R0+/FKwwFP191+Cd63JqPRdWDldOntwJODdFm3ynFAVtASqP1KMjs5kpOfIljGEOKcENjJU8zjW7P3rixc/ecgeBgAgWRIPP5EGfww4D74k138URqMeuWbVrF4Y8KO2rJdCLSnmR2sYKMxA3KaEYBeAHz47/77/88SOnX3r93PrWyBEdkaNLE/NpnGDi6wE5jxiNTUPsOqQKSUXYmVylBDW9ExjvwR7t1cN7/+aicd8FXBYAKgYjIyRDlyxETYZZG8bjyXgym7ZN6FLKQ6yp8s6XvvJelobV0vJwMCiHg/678p7mzgyJ1NG+QJ090+aD6u1KeyL3izjtLQ/fOyLEn49jQp/Qyfu0yRfmIuxPez843mmxWAQt8tv0G2juC3fQL72Mj4WPyzwvpL+NMUUREZakiYiYeGlp6dyZs1VVFUWxgHmXbKLM9voR2dClLMvpdHrF3R/NPGoE6rpOKRHQhTD3Qpvfu0tlq0N9yvler4/yftyDwBzYbXApF6wOXcLZN7fOv7G+M56CZWm0VA0Ht586Upa9Fz0bvAPltl7mmfc4iCt8JTFbhBHbSu2ddambOV4yX0QixBgUUix3yW+nuLsxef6HL3zv9GvHji198/M3fOEzn77zhuWBKwvAAA8TUsa+iau9B4T1bfZRA4FMaYH3TC836nNvQ7YLgV9KEJdCsMI74GO3n/yLvz1t5ZGsWifuZ/VgBKo6wNdH73/qleffmN1youYESIJ13sr5iCOMXAeZQh586vVJqhMPfFG3KUEDLHHFITqwB1pBGhZy64eu9QRmLNAPzbNwCQwtgKyWj4LiUI2jy8Nnz7dZBQcSIPVu16rKqsTmvLGpNmxeRJESNJp43esmGkyJrIV77szGi6+v+8G1gQskS7Fzliw3ZNjTcNRuNz959c3/5n/8FzxZo/JQIg7wyQ/OrE+kOBG7QL4WGoCSJUFQLuuUOgXWu3D/E8//3t+/Y6XQOkZwgWSSB7TebqV6t3czoY9K0T1rONtPMNH8z15DtgVW48QuUhVBAZgInn51994fn/7Tf/PoS+eCuWUZ3YQymVJCCSIUUcyILHUTT2baCStnHQGXEZSuDvEAvet3WfeqPWMsfHT2YfLFjZzbe5ISYsR02m7v7kwnzbRtQ4whpKAJAJNjZnIyGpbHTxwdDUrvwdLLOhaRSWZGZPlrBOYF1rNePwpSogM3lysPV9D+dWWem5QCxCMlOHnvbuumFwKY3r9JU+oNKoxgCWCo7jfKwkGO5/4F+6KAeOOkRtIPSaoqYmAvl4PB4MHxM46L1DmL1p/vHTtNiAGYKgGrq6tra2vOuQz8VHWh9vylrxH7/e41+4PVdR1C8l4Wfp4pJflgU7kGS0YigHNORFJKu7u7bXvMl3kh6j083/dF6a0U2L4/ppTyIzEPzgiUDCC4MgGdIRmYMAs4v7Z9/tzadDplwcqoPnly9djRYWW9sDD7QPWJFP3z2PsW2rw3dZVs9pqixVjUYmbREpLBOVhKUcnVnQi7Jdjs1VnzyquzJ1574Oi3n/jcx27/0sdv+8KdN952hBKoMiGLlJfkBLW5hJEAi7kIA5A0ERkTa7brmGe491feLt83Y/4EcuYFDMnBC3BiZTjkuKYQ77qoQoSUqCwtBJCAyknbHDp87b/48+9+/NZv3VRTTOxYLETyBVIC+wSeAK9sxL/+4ePBH7G0FBIzs6IhEkJC1LzJqTas3e233lC5rJQQQMGatY9mRkZgT+KhwRvlhI0UOjMjdmDJxLOSCtRIQQqWwGxAjJ13BATAIGIEy96clmLqnPNdDDvO/b/f+WHggaIgIqPkxbRtfTVI8NrBmg5LR85O1tbeWFvyoYkzFWcIbRqDvZSOy6FR0cVMACp71tgBAUypXH74mZd/9OgLt919C1zAtEUxeNsV4L2VeVkQ7nruSjUlZqgqmJiYwGrJeqO4CEhC0TICMAWeX8fjL579/kNPnH7+p8+9+kakFa6PKEpIAQDMCy0saTREFsA6UCSk/IBnPeLVUrJppMV43Nv/DbqYgmIGwVQXZl06L8cXzREFkqKJmE6b6XTatm3btrPZLMa4n4usC1+W9WAwqOu6KIrDS670sngMFqNVTOAc0JmICPtDoUy1rze4j4Y5QH1XHqjYh/cW6GJhG2isZsR/l5Unb2/7s+kQY3TiQH3KF/igSfVO2+180qZ/cRVgEUqGZHAMIubCwxJSd5XM4VyB5Mu+VbtX7omMRqPd3d2jR4/mJfhSRhvNCYWMPIkUQNu2zg3ymV9Ks5lfOAsGeIZzLsbYtiGZLjwq9t+gX1adfcHXVE3zCP9iwexmKEqQhBSNXXZv25rhpz89P5lMZrOm9P6a46vXXnN8VBIAp0qZ6n+71Li99FQgXT2oj0iJjBg5wi+bc0JhZqAAb+RADlSBkharL725/vK3n/jO9x+/6+bjv/bpO7/48Vs+dtPqkjhNYEXp+1a+KlThfL7anZmRak+e58kxRp40u5gHumxehAs4KyjAmnLHQBSpgNx07FAZp5GFpBAGM6NtrZtIUaa2BTPVw63dyY9Pv/In337+H/+9W68rajIv3oUuGjyYdyJigT+59yeboZ6oT2CQQhNBkS0qvAcCh5Sanc999s6P3HIyxXmuIeU6NvXOhtCUCxdzbJHnTS1FVp8uNlA1qM1n1YwoMcBkc4lTLneYQFCQOSedRjh+/FW88PpGQNEFdV6CtjArimK2M0a9Al/3BkjFUEVmFqOVxqIEpEhQdpwsae5RagQSURRRzX5ZtrQ7o2dePb/xmZtO+QouQFj7hAva77v3HkolpyACw5DC3PiGAPDcL4QITMxgBVp4EtcC6wFPn7EHn/rpdx78yX1PPNehNClQXVeUgxgMySCJkygttFummEeDEojUersd8CK96yogpvt0in5Aep6BsYjbpUVcSW/lzZzffCbm3JU1oMtzwYaQEBKaDk3ThRB2JuOmadqmUVXVaEnFUeV9WZZF4YaDwWg0HFZVUUB63XPLvdNS7/tFgBo4OxvpPkxpCBacc3RhLrBqOkB9V9gTqvvg30UBv4B4UA7wREio/i6TuL1lC2KMzhUAYgIA4exS1dNBBzfkZ8LyHnwrMAsoCqQ+HJkBPYB8H3Tgt/+P3vvBYLC+vt62bW6mMfOlCsqzuS17PklmZubZbFbX9TyrHX2ayAf4Fc7ViwBghve+67qUUkrJwJyL0V868NYLc867GJNpJgXYLpz7N87xu5u7OHNubXs8iV0YDAbXHj9yzfGVocvenIn6UWpkJ2CA5pl+FyR+69WkuA/sIjky0V6lmWAAEkihMBQ9OykOpCkqRqcqSbvj9XsfO/v402f+5Nj9N1+z+q1vfPmjt91w8zEEgBI8Yilg1hg7ZmZiIohQD1QsC2x7NLJA2peVvyG/5U8GmhPAZBocyw0nVu+84fgrb3A0tZjA7LyLs6mwkpBB06x1w+WZzv6n//OPtze++vu/9cXrDrmyQ126NoEZVuB7P5n++T2PT1AlLkGOiBhmpmSAEtJEpPU6G7r073z9y8dGcHERKOVgAcSEfuUxzBnmhTCe2Cj7HPYBJ1kbOv8gWYBIBigYEOM+BJBMjVJKUcR3ap7L+0//9OW1HciqRhRk0WJInXOVr4fwlTqXmjGSQ4gJbqbS19gGaDIKIXZIQDEEMyiRdkDgPiCdwBLIP/Lki2d+5VPHT9TOS8Z63F98e8+KKwAcZ0QEIbAiKSxBOBs+AazgLkINxiDGWNzrW3j0qZf/9sdPf//h517b6LQ6wqObLCiKEsxdmIHMFQgaypQScWSnBFjS+bxQzk5M3C+ppArAgXE1uLn0U0vzefCcoWqWUl5yjSiTCjQ3eIMqgiaAWWgxZjeZYdZ042kzmTWT8bRpmi4GJbBBRKqqrMql0ruqLgZlsbI88gznczjJvu3DjBZTAGAiM7M+WtTmoWm91kC996pQM8nTyJrB6kFywxVbdWZJ8RxaGOWYGgXeWJ/4alBV9F43jsz99KSycy7zGYlAjAS8+voOibvpZDnvJBxgv7felL1Lmq+eLxCBtTcnFrsTh5fqQg6cXK4wECgig8FgZ2fn8OHDmSm0yyMjj5lztKCZEe01ITUpywd2V7c9LSsRRMQ5ZxpNaXHVbX8o2ftdNLzd0aNQsz3w7ysolECOFXhzO7x+9s21jW0iWlkanjpx7OSxqgSQDIgigC5UA/uqSOI9R5j5wn31WGxFkkiOSaKJsCAZoExkpiAliwa/Z4AxC2COXqQ8Rm5pM7Sbb85Ov7l234v/+prD1d2fuOU3vnzXJ29bOQTXWFNQIjcwIKaO8iusphqc80bQOa+/8Oe4fFDfQhMIy49HMjiFI0aKEIIIJWtWB9Vv/erd3/5/Hk8xOFeGrpWqJi+IbeWk6UI9GDVdm6TascEf/c2Djzzx9Oc/+ZFvfu72U6cOz8b4yVOv3vPDh3/87CsvtUWqjoMLMhKLpAmmSkzwQp0Lu5iuffGzN3/6jusqYOCw8PA0YpvPrBGRUg4gtkVvTNGXuPPcgih9AyZP+vWWMr1pFtjg+mmTnFJqluDYufUuPfTUS5Mgvi4L55ESmQLSJhUuwmwC76Az58qYp/LMiXapL5jZmzjWjjglhS+IRIKyRQMZ5XC8IFV1+oXXn3p1/caj1y2TK3h+F/pen4JAvTTvXd5NB6SIkCAMYcCDGMwG3+Un0CEBG1Nsbc/+l+8+/MyzLz37wpndGcivloeuac03E+N6YAqLEQYqXdSA0A6MCYUa0FMYi3HNHmzPV5XUu+9cDbDPdJ4nslhj2WDsBLkxbdi/kyvluyF5KZhO09bO9ub27qwJbdt2Uc2InfjC14OKmYuiGI0Gy6OlqqZC4HgP6dE+yww2OAKjwrypSJTfCwXnM+gAQ87N7K28lrKwKEbd2tra2tqq6/rkyZMHqO8KYyUWI77zOD1j5LhfA4C1zfbe799/3Y03f+quG98j6us5tsW0MJoQvXdgvLGF0888f/qp5+64484bjl/Lb9F5XuUIsC9ELfcZcsgv51qhA559fu2HP/j+qeNHfv1XvlwxkR28m1ca8BsOh2tra7PZbDgcAuBLJIRevIZ5ro+ZyrJk5pSSd3xlvXA9S2tmmrVXREa4TMRJKaWs8PS+b+wn8wojdkGxvjk9e+6NnfGkEK7r4obrTx5f8QJotMIZjJAS5r2avcV5ngFxEVF3tVmsz6OuaOFeQmQMY1IgqVGyBOjyqO66rmnaII7c0KoR2IJ203Z89mzz3PmH7nngsc/cfvJrn7r98x+75fojSx3gAZZKYAWIEYmSwmCJqafw9lmTXC7HW95qzh2wRcohTDmFiv2vfuGTn3nop48//XxRHpsW0oauKiunMcxmpXOMZF1onAxXT21Nt//2qXOPv7r5x//m24g29KPQ4dz67ujkh8gLKGs7O6Rk2uUtT82Wpe0m69csyz/45peODbAElHn4n8gIRqxQ7jXoi7PudYbZCSMtYm4t5tYHjAFGjh20xH3aGRRMxLkw9iwwY/ITQyTc9+jTj7/4WnIDjeZL34QgTuB8CCrkhWJhwTCVZgcxEdUhSGExlkimFmaeoxeB+VkykLCwozxXy8kVRh5xFySbu/rA4y999a7rvCAzMUIXGeq8pz3AFExwHkoxWjQkYvG+BRqgSXhjC0888/oPH3joydNP3T+rtY3gpWIwMi20Uyc0qMtpMyMHIjJHlrWn1cia6QXRf5yxNGApG5PM78pCSngVrCs0n5E20+y/RWYkmi3BssBifjmyuHLaYHd3dzqdNk3TdV3XdSmpmgEovfPeV1VV17X3fnlp6L2rKsjcFrF3+UpgAjFk4Z+RdXzKyA0cylBT+9/lx4isp3ZME9JkZ2d3d7fruuFwuLS0tLy8nD/QQWV5RR1zv3++gOXL1DDh7JvTe+79wf0PP/4bR6+P72kfpRwrOd9G83d23iXgzFr8m+9+77Enntnaba+77eOXMpHsMr473CcS9RN9RkjA9hSPnX7hvvsfeuaZp7569+eUuFMUfGDmcgXVoGY5r284HE4mk+Fw2HVdURSX/KzMjEVEuCiKEEJV+hwlLyIf8Jc3LSoqVXRdF6M6AYTpUuSo7bdVXvw+i06JXFEUIECtI2GGAm9u7r762pnt7Z26rldWRtdee2plKLkyMEp5RiSEzvcWEbL4GXbxD1XktK6rZrsni7Agpnt7HAss7XPHUgKJqSLtbG/6qvSVF190atYGFCWkomEdm+0dLV/Ynj7znaf+7LuP3PWRm7/0mU9/+TN3njoxODEAlFzCwDvPDItkZghiTCyW/fQvs81nX1XABs0zn2TwAhghdI7NCNcfw3/6D7/23/4PT760/kp5+ENdck1E6crIXeHcbDIpByMlmexMpFo5fOOJ3e2NGe2qJtm1gQzk0JGt1jXiYAYLBM0B9yCXCApq1l4YSvO73/rGVz9x83EH0QlxQcSAwKA9E6rI8rWeKk2wtB/MI0e6m4oqAYkYKGACS86imMrc0yh3X+fjnWbECWiBR06/eH5zUpRDa4kBDZGLQllgHAwlo9Apx4042Rj5WtyhgNLH7UBtBCHNKlUxUS2EllIIKbCQilEC1ByKErKtQaVafujJF89tfXX5GBSAJYbsC2jqC/V3u9NrYnICEhVJAgUiMAU2Fc+9ivsefer7Dzz29AuvjjstqxEvn7LSHHsyCk0wi2QRmpZGRdAYNUUzBIZ4eB+pCyRKrmdJzBRq1sf95bExBYT7lejq4GsZYLNs0Ut53NrmLqkGBCAENG1q2zaE8Ob2btd1sWv7VB4z0uS9WxmOhlU9HNWDqq6qovBYrBKCebKIQWBsEEd7/Zscw2OAWUoF0R5VYMTEHGMkNWIBZM5sJqWUUjh+/Lj3XlVTSiLMzKp6gPqurOJyH/bb/8VgYMLr59ceePjxje2Jr5e69wYpaR9uySiGOD/3Tz//4qNPPrO2M1O4SZTFbOvBsf9GzEl3nhOuUGBzp3nw4ceffPb5GM1cGYFgkANK5oqiC3t/l+Fw2DTNeDy+5JAPF/benXNt2w7qUuaqTvpgezLtfbQQYtd1RDQY1M7tJWdcWlgbVdu2jTH6siiKInuKJkGr2N5uzp1f293drQo5vnro6Orho0MJQc1UCkfSt/V8VZsJ0dus/L0hqOVKe+71QlfFiuKsdRbEgpjv9RXGAIFEjchyAnjPX/LqIY0pTXaDBhEhiZ6pC8FAkELZzzCQI0dnZD/4afvdFx665c/+4tN3ffL3fvvrn751tMxIQOzisCCCEhIInPtOfWqXv3xehgufdda5uavPV0IVBYlqCfnWx5Zf/ubn//lfPXAmTCGHkLg1dsVo1s18WXdREzOGh1OKmxsTuFF0BciSdymYQBI5cjBEUBSKjpSYTJDAanTIp1+9+65/+K0vHS1RYpbaXfghuIblBLvFwwvNyRFI4B71GUFp7oBtmtEdLYLrrIDtiCXWlMWd2XJkUSVrVCqQCK+u4cnnXwNVybgoyhSVmaOqhQQVMHdNO+TpjceH2jVMbhaDUr3EYepCBFitZCTT7TZ56GY3tQhlCCGBgQArQAlMrhy9enbzBw89d8Nv3DYAPO/FNBm07+K8e9RnRa3ALKo5GLCTsDbBDx95/sGfvPCDR596fb3VchnVdbH2kwSME4DgcqtOioEHtA1t27R5GJh9qeQQga6bOQ+43NoyizATGACHaBrZtPeLIQZJpKtiQszAagDIqF9sY7axYHQRsyaOZ814MplMZnlUrxwshZCSQshVpasKX1fV4eXRymhQuD5rgebWfnlIz8wIKsz75D8JZr14lPIoelY9J+Z+gw4xaES2BBfxc9eZeSucUFcTJwQok/Hc+dPsQEV2ZR0KvJVlzJ6aBkxnXVSwK8N7CgWwfT+CLiTVDSB2UVnBxoXz1QHke8e7s69lmvfdkLTpUjUYdg03bVDAyUHU/Qdzh3hngxBVFZEck7C5uXnq1Kmsub9EJ3mBUacZmDmEkE9y8fKa6gcc+yEZ8ufyvlwarTDvvYmXFv6FELquyyJb5xwZTDUBa1vdubNnJzvb3vsjh1aOHT10ZGUogPi5O/fCiZsY85y6tzp4zr+cRz4UpqDyangHBVEQCYl7hjzDHALYDMlAptQfHNoAL6jLwrFoF7tZIeoIwSxZofAGUfhABUrApfXZ2nd+9OjTTz/127/6+b/3xU/decOhpaIAwjymz0A6T1Diywf1XbCFX7AU5NCBrAojSpHFFxr+ye/92iub3R9+/3l4gasQNDJ7rzF2KSU/HIY2wjn4AbyHeBSFdqqhY1+GpoNncCAyISVEIq9m0QxB7/ro7f/hf/Bb14zgkDROiqpACEC5KCkWeqV5L0z3+eMsQGyeaDKC9jZIJiCCzqGgLTS2bOh1lQxKQFI888Irzz7/KqqPpia44aidzlzhApGpoSwRiKE3XHvyD37nSzeeGtZ1tTtDUaNI420aJiKGVYIu2PqY//t/9kftrk2mnWN2QlFNEUABqWP2KWA8S9/7wf3/3tdv8+jKwmUVoF3wWd/10QIMiOMZ8MJru3/z/fu/9+OfvHxuZ6PFxAY2PJb8crQC5FHX0u5kh4UQo6kmYhZGIjCTEENSUpgJO2KOnOYqToUaTDnbTZHla5tPWokMHK8SGglMZMn6Bn6bMJk2k1mztrHVhdiE2IWUFMxMzvnSt6q+qlYGw9WV5dHQlR6eUaDXcPYj16ZMRGyIAUS9TpYsgz1LiZiRDXsWDdU8wk1dAlKyZtZOJrOmi4A7snrUiEQXfqJQAgRVXcNMU2IRmMUYmVnEHaC+y/3YxljAJUqvggAjpULVAlPqu295kbQEkQIzAFCHWBkXyYGAwraBaQrMle4sfWgjNvV042h3NI/6WSGtcAcorAY5bYUYqkak7BKUQQ4ENcc0HlzrAAAgAElEQVQR8FC21BnPSDy0FqCm2LazZdsaarMxi8Wyj9Z5qsWAmGCC/O8IncI5OADawiKMgRoA3EvACGkZU0Hl4GAE6off0AItQECN6CYNpBxX3gMFQLFBlvUTG/vElBd7B4gmoAFaYFUT2AGIsBbWgQRw4EGYK9MFCgQgwhLaZTBADSSBuYUDvDNIBBogE7gOM2cRtNQBgikAASMWcZtZkQi0Avie0pEIigB5CIGhjNgvABbhCjhFaRUmlXSu1GGR4BEZk4QKyQkEERADRSSAPSz/8zHQgRxQWiohgeZD7v17DuqUFsyQ9EIXBRQHQZ3vE6f+DvjBkgr3aXijpaWQ4vn1tRMnThgQU3TMTAwzVRWWCztV78NJct6/bJG5JIyy8m+uTdswdN7HZOIAcLL3cV+3t+tI/Kz/3btTIvXZzLnQVoY5sCxkU6owTF2dAAFmCRub67EdV16XRs5Lr03n7PNnkYD31XcjGgn3sY3EbLAEl4DOeDZrB445zlZqRMCKwfq2nTlzbntze1C5Y4cPnzy2urpSyz6tZr59Mk9eWoRmvf14Dfl3uLgfODbFvc1HMFtIdXnOoBG8pJFZ3XHZkkAMSWHKQR2QSBKL9e42ic0AQYiAdAFAiaIMFwjwFFBogE7zD5qO7kyh3Rm3z/7pk//8Oy9+4a4Pf/GuO+7+xNFrl/2I4IHSQkEdEBBD42pLqRROXetdgdjBCVKCc0hJiZk9rG/EXuSnToiAMZQWobuWp3p6ezYtXEVDakyN4YYFWprtOFe0PLJiBWbQXa8eUy0JbGT70gJg5PueDQGAEGQ1Py85rLOE/6//8a9fW9sf/c2PX99xaenUOI1C8hgcg1loprBYpiDaUozk6mizpKTsuhRReCgDYo4anSLtDEpN4/NDil/70t3/+z+6/tCh6QADM1Y6DBIUUO3jv+fDqfPHOXRgVqs6J2NAS2jX1jqL2jbso1uJxICCAtACU7ROXdWYRo+WzINBCAGFh2LWuNiieA34syfWn8GN0BMoedcYwxFgoAh0HLfrtFvz5vH6xDc/c+SaEkuAtB3EGjfyUEYwg1LRgMbAcx+99v/44+8uj66Z8nKDIcxBPLoEXjWKWogNll/c0h+/hC/eUXigYpSW3XnF4CKgDKc7xE7hY/YdnVvVeAJrZDJYRAzI5i9mb/qlADzyYvsv/+rhH59+6cz6ZKYrXF2rQ8HC3RQdrKFuO1GVTOc1A6WUUgLIw2BxMYCqCS0ATqycm1AJoqYcrVI4pQSuwzwCnKEwZnuXuRMW3nExepv0v7SvuO0H12y+wepbNgp3MYI2VSU2IgORzUOS+4HFpHOVJANklmVrAppzDLYnmF8HYqTQYDrtZpPprJmEpk0pxhAYRmyeuCqorsq6rsuyPHlo6J0450T6WTxemK+gp/vnn5cgApsvAdbnQJDI3ISZk/UxJp2hbSI3m6GLCSbiB9Vw9VDlfIl9+aCpn2OHGYq5UhopgeAYIIMdJDd8AI4iN3eRDEIkHNXABcEo87jGgEV2PZsQW8d+oQsOGQwiSVHHsDvdnSKRFCXYITTwjlhd73JuRZYDKQCap3w4ntdSDchnK1pXgFIKQRzFDq50rlqaJYrmSJAHllqzgQAa+7lxKYjgFrWJRqSIogLQKQRDsQpUYgAQkkIteAFihC+yitoAhUM1QNQ6l1MhOXFE/UZIBHShLDyAFKJByTkk7QDxUENoYukYUgEK8n1sGmDJlBRIDIDFGMQJxGCK4EzeBrORECogApwg5hfOYuQdIy/J7Dy0zTxvjrJwgvztQh42UHgp4TiP4oqnDkhICamzkCwkSrEXikiwaSnLGsEeoBS71hUDADHCCQzeYDFGJ8qi1u+UCiBDPgBChLfQpAfHJcSEqkrMVVWFlHZ3d5eWlkQyE22XNuzEiavrOpuLyOVq3Zk7EwQTQGECOEje5tQg2UCCCKbZVCMotrfH4/GYGYPBoCr9xRPPvyx7y0W+U5rf5K7rJrMpk6yurmb8srnVnDu3sbOz5TwfPXLk+LHV5VEJQBVy4Oh7eRzRxKiQUqSQjcnuX9973/e/d+9dd9zw6Ttv/vJn7vzITYdWvVd4aOccOSSWzMgCpkZM5CEOROYcAapGc+5FLL2FAyGAe2RLF4P7ACi6suLabKpjUKgqMGsbJggGdsStSKvWTBpg8O6WgkkIR5f8f/wHv3Hqlo/8s//rLx558aVidEJGq23bqRIAYlMi8RUzdtsIEmZHUjIoKWAdwoxS8mhEd2VnfGJUfvNrd//7/+gLh92sqirMZRE9aP+ZggLm3s9CO3iyAolSE81FMhCDIhAYAYjqhhymQpE1sVk0dSylhypMU+F8C2y8oc+f/olHbNMuiGAEEnCeQgySGtFZ7fQTH7l9UM5BjWfEsFiaea7KZOCm6689sTo8N51UgzpKaLoZULCIklNLMcYwG2+8ufns6Se+fMfHXNbTZm8bckbWt4Z5lNvEbAbovuz1SGbGolRGV4NhwCzhoWfTY08+/ad/9d2X3tixYpn9UlEUMXuH9o1+WsCLy0l09fOAvbeuz1h4ley/BfuPvv1xQVgpMS8axkpGZmRmxAQi9FS4qUJNiYSEDRSzPRZlYTHaFtu7O2tTCiHMmslsNktdAEyYmVGVUvmirsvhYFBV5aCsqoq9AAlMOae9d9Oc08EG21MfZIMx53Ke+7zsTtofBO9LELVdM2061Z6zoWij5ZWqGuRXJpOccz3/HMXS/IJ0CuH+VID5p6YD1He5Hx6FyyNeFMFkJJ1JdgnLuY0wpLltNFB6V/YgKT8KjITSEkhq5pGHC6SRSwhQVCDAWtO2ECYQkoFKwGcRQgDU4Kh3nkxcAGgiKoGQE0+aQAVaIAE7HSWpXRnHIaTQBXe4IxRiQLDUECWFj3ApAQLxw0w2BqBleBxPBG9IAQr4ApLpJ5H8xjtCBDqgYO7GUw9PzrOXNNdYi6EUOESkBIgQwRURaFAwZQM3UF0lgM1iaH3hM31kBmIiYsDHFB1cU5gDMyRba0aAAMcWER23sAgRECuMILnKTHANUIEdPGlgXwEScyinQYgTSiV4itLbvCVoSEZwNQCIQ+ngmKWQQZUEHdiMBlQktM75zAtSOWozEeVz87NklOSgQBO70hUAGPnj6kKZ8DZTA3ZgFHNpeoAiklICLKO+nZ2dqqoKXxCQNJFBRC6hC8RoNGqaBoDLVI9hXm5dFoeyku1VCmLYo07RG6mpIWlS7efjx+PujXNnxzvbg8Hg8KHlUV3R/hmnLLa29xdRLX4c5Rgx1Zye1HTRiIPaYGm5KNB0dvb8G7vbYye0urJ89OiR5VHB75j0fYAC3wvwtl7vujD3sHfruhIDQJKCEfuyPARfjcP4gWfOPvjEs//qr+/94qc/8mtf/OwdN59aXSkGwGF0IURmR+wgOQMN0SgFFWFieDayBANCoDL1i7NlaxPeM+nJLtzUKx3nXU10ccfChqmK6zi20GBEzsrEjUWytIu4ORweGw1h84QPmgcb/OwmPMNC1IHj3/zKhz50zR/86+/ed8+PHj+3/WLqSOqVaunwLKLpQjCBGQbLMFNjaECK0Fhyori9XBp3G6VN77rz+t/9zW9+/Qs3FUCNGvsirbO++h1V1sw5E5gKXwAuYUAdNWslC7hNKBOBoYSWKDCielCzVfiGU6iJPSElqIEQSU1gAjz3xGPnXn12IIcL3SCiPBNoZoCSBW+tTjeOnlj5lbvvGgCqSMlkjqcYeQmCQAUswKc+fuPN162+/shznsmVM1GkZNZZ61YAHXqlgsJ445Ef3fM7X/nw8WOOrQM6WI54U5CgjxaE9Al5gdh6M1Lv1aSlogO2CK9s4OGnXnvy6efvvfehNsRZcm54JHHVmI/qLGsC+6DmDHFsYVj8878j80gM6xMC8jvyC9kH3h7j8TueyRzDvfPj2hN2Ak3kLGM7ornoSTUmol7uRHkqzwC1RDl0wYhpX1MBJAiK6STsTsbj3emkmTVNMw2kqmZJiKuiGNZlXddF4ZaXRqXzZSXeXfAZvOzf97M8hXI3G0QEymk9zOycy44bPYRTNVZ2e9Rk17WzybRpG+/KwdKoqiqi5dwAimoCIoIwYowMyp8yg1nJ2XxFr2HppwLARCR0gPou/05fpoMYkKQaAwbG1AGbOzh3Zn17Y3M8Hgc1Lisuiuuuu+7U4fLECMXcT5YJAUxSNwlN5wsuW8w64mnuLQOOSwYTOoAhpRlH4Oy6vfbm+sb21u50Qmqlr4RYVorjh4/ddHLoPXL0aTIkQ0uIQKoOzajYbbuyLoloswM5JHU1G/kiv59RwYIG2N3B2trW2fPnNsbjWBSHl5dvuu5DNxxjKcBAhDkEIoUq1BFTFjl2CZ5RHh4BsevSmTd2Xzq/fWZ9oqDDw/rWk8MPf2gVFhAjinpqeO6nO2c3d9vt7aZpmHHNyeM333jd6oi4qILCMTQZmZIIsp5CfATOh/Dqi2cm681sFqKhWioHy/6mG44cHfghyBV9Yk8Bn8AIW3B1VjpEIKD2roygrUl69tXz58+fj6Gph9XhY8dPXHfqWi/eUeomZeHgSOAi0BqaQAm+NVK1WcQ4YFiBaQiook2gZBwTNsd45eyb5zbWosVZE8n4yPLh608du/ZEPSyKhWM4W1+rmxn3ebX7KtCcG3Fw/NJhH+bB6CklJ25QVePxeDKZFCv99DwtSP1LBPyKotje3o4pOnH71HOXiAd+y3WwnIeL+S5tgkUjjABCUKixOs4v42Sazr/5xtbWlogcXT10ZGW54EWVkUuZX0ajb+7j038EzKeUprOmKOutrR3iAsDa5s7G5hbBjq6unjx5YnW5IIMpNCtz3nKe9vbk+cHxi3th3/4lGcAxYmftrDEVca6suzBhGry8O3393tN/ed9T119z7Gtf+sJXvvrRLx0v2BWeIFlRqsiCF+lbt0k1Sm5zedoH+Ra/7snM0r7/8uNfQZ01q1XcnWwkxIEnZyElXXFDLbhNyZqtumyG0uxu7WB59C6QbYqVLwpwo2lo8pVb6juu+fpvffkT/9/f/uihp1958ez67tY2UJTFMlXDJia0W1k2LmaUIqe2smbA01EMH7v95O/8xu/c/fHbjo2oBlI7Q1mnlDCP1MM8P+YdTkUh7Aofs5AptEdqHHGRfROIEnUACJERCIERx1zVdbp2VEvbQKMws3BSOGYETl2cNdvPPP7gscrG1Fl4EwZTViEYjAxIgiBFe+vJ4Q0nigIoGZJrnRglN9IySmcIFQLccByfuPWaF154ruOtZrY5cC47M00gqZ1VGmo3M2m3zr565pUXbj58+3yy/8LPmwBDShAiEt/771vq1AeWLeDJs/o3Dzx5z8PPPP3TtfGkWVYH9vCDQGVUZ1KIK0LUxYLZ00x2ueV0vguuyoj3e4TS24C9/dOeatkehWzeImQCi9vHoi5Gnw3B5++ZB+nQBbRNDCG8sb6WUuq60HVdiDEH2A4L531VVdXSYDAYDKqqKgsSAdGewwXvT+2bbzB54nSP8tNE7HChlMaykjtBVZnIkWQiUzUCcCJLS8OVlSURIRL0kXzo0ywzU2DmHPdDxXOjI5jCrEXZnwnlXMc5uD1w3bjMDw1zGTBNjKyh0VbC0y9sPvfsyy89//Lu5sZ4PO7Uinroy2G9tPLx2278yIeOfvL2E8MKTQI57HZ2z70Pvvb6zvo2nnvlzXEz/vCth04dHyasXHfq8Jc+e/vxZZfaSV0OE/Dam/j+A0+/cubNM2+en8xmTTdLQZnFuWK0jBOHjnz0ltu++rk7rlkFUvj/2XvTJruu60pw7X3OucObckAm5nkgCJIgKZCUqMGSZVkul13liqqK+tyfuvsn9N/ob/21PnVER1V0VISr1Ha3ZcsaLIojCBIEiIGYkfP4hjuds3d/uPe9TICkJKokEt3GDQQDBB4yX953zzl77bX2WjBudYifvf3RjQcPltZGd+5tlUUw7A8enD6452QvkWN77fdeOzvbsyIiJvFAprh8Ob985fqDBw+W11e2i4G33OvOnDh06PnTJ14+d3B+Ghao8uVOnCAYaCrE9/v421+8ubm2mjL+zb/4swj9dy59/M6Vu7fXRmujStRMdeKz+7t/8e0XXzp3HAYL6+X7Nx788v2rS1ujsPJAREzker3OqdMnv/naq88cTR0QA+QrGAK4KCsTxwHY6Bf/x1sfXnv747IfikHhvU+6UbvnTpycf/n5Uy+cOTYbRWaciQIGQgET//17n7x35U5RVM+fOfbqi2fX1zfeuvjhux/dWN9YN4Q4TrvTe+YPHPqrrz93+tRszKip2bIM716+denawuKWXL21tDUqRf3BvbMnj85HVKUR/eDls2fOHhIgK3Hx0vL7V2/fvHevX/aH+bCqOI2mukl3ptN67uzRVy6cOTyP2IIAEri6TBxX7mOBxITieFotfhULeezdUlSlc45Aw9Fwe3t7amqqlbZqmP6lKDzlM49hL4GZHzx4MDMz0261Q1Bj6A+KK/TXo75PvSKQrzvikFrezrtfEAyU4ceV8crKYGNjY219VYPfN7/n0MH9U50Wj6OV6p49EX0ZpJnUSE+ZWaBeSQlZwIdXb2VFyKvq/PlznRTXr9zd3tjotpNDhw/sn+tN3hlDm8mUR+unf16oT5sK6dF9LDQKKjITRLS+Xf4P/9sbP3/rItpzhSawKUIACUtlIYFMYDuW9XpWlS8aOOYdiOBMo9L3JaSEeGfhSI16qUY+z+KIp6env3dc//g73/nGhRNTMaxHz8ECGryhQFwrTdT7YIw1bPBZhupKwJji2030AeBqe7vii7eWq3S2olSq0oSKlIVsRU4BQxWXGwen7HNHD7RFvgjXJ6JeQrDW1HlkAdYDA8GtxeGNhxsXbz5889KNO6vbFaIywHElPqgEJ+KYeonbP9v+t3/xx6eO7j08l8y3kAIm5M4oJCi1xzGh/NvuEYRSQgkOTJdvLGViht4GxPW51qA+Kkl1DVMdrqZl8OqpAz0nLJWaqPIhsoB6iAST/MN714bR9IjiXt0cZROowQqqQpCWpanUnjnQFo8WNCJvGIAXTRge6qEKpkCuIJsBNxeyB2ubnZm9g1FGDCLyRe5sT4NnSCt2kvfDaOvU4b2H93ViBaM2UCchFhgFXBgzuorcwwOIoMD9Lfzy/Rs/eefD9z5ZuLEyKCqHdBrtqVaeq0JghK0P0DqYqzGFru1thFRASgr/RfQaLHZnrk+FhaFOYC0FbN/7iwv7/9f/5d8dcbCaA4nqr1Vo/qYN/zexjp9ume46v2oovgP/EMATRpLqEUYQgVRRP/u8C2v3CSGgLJHnZZ7no9FoNBqVZVlV1WSZMLNzLk3Tg3t6zrk4juOY7bgLU5Ogu26t1Bzj7qxO8+gWraohBDv2UqmqqqxCzlGR5VVVxC7qdVqxIwV8WcQuavIpd+38wftCY+eIdoIToeKZa/edgOCbU50ZwJBS3XXzS4/hMHf6NLnhye85BlAtV5JKnd2u9P2rC3/74189uL+UD/qtuA4PMVlWbfa3BgvbywvLN+Y7ZfHKqy+fTCMEYDTKb966/96Ht4P0AuJWHN9bWPrk7lZJM1/3Zy+8/AyAKG574OKV9b/72QeXP3m42R8EhHYnikwUSCtPWaHbi+urK/1bN+7fv3vj3/3lt47unwGwvpZfuvzRxWvXYKeKKrFklejhw4eL90sng+Ezc9++8CzIinqv2Bjil2/ff+fix9dv3CmKnIyY1Pjg7/e3FhfWrn388cLDsz/4/quHZuM0mQIKBA8jTDwY+Q8+uL60shyTnn/hlU9uf/TO+x/fXdwynT3BJnlRZRvD/tZWXiK093e7yT/+8uLb7195sNqv1PRkZIwxSpsLaw9W+2vb+Q+/9+2XTrbGfEIA1Lq4AhY3wxu/uvjTt6+PFjZ7UdeKU9HhoNwcDO89WLx3b215ofjmhRcOzMAKfIUoBtQq8PDB4J2Ld/IiqG+Tdi9deu+Tu3c3izKKWiphtCmrW5tL61zeX/3TP3n9xfP7u0ndiHK3by/+9KdvV3bPUJxrTVW+WFza3FxdSwh7Z6e+ffa0AneXtt957+Ybb91Y3Sy2s74Yz06hPMr8aKt/987SvQeLN+8+/Dc/fP7okblODGKI1pmNAWN7aN0N955Cvq+kcNUdkVXt2tJutYfDYZZlxpg4iidKp6/EVbI+tKIoKsuy3WqPzTy/DMaPfv1f7Jx6ypM/ncgyJ4aVtY0+sDYotwf9taXVfDiCytzs7IH9e6c7LQaClI7N+BilLwk7kezAayUmeGAwrLKyyqswu2c+TnB/YbDVH0ZxcvjQvj3TPQIkAKSOiUCinh4pr/hpp/arumw39WUJCfCK4KEKihCnVaiqfASwi2a4MzUo8u3V6r9srv3Npf/z1MH5P/3GS988f+rZQ509KdrGmqbFDxAbFwuM1zpBAaAmi3zsKOMnA33jInLytFLSSv7ouZMVoV8hMnHMDanomwURMzriQ9y4h/22V+Ura8hZC0goC8MwbEV02rbOHWyfOdj+/quHN/7919dHWN7A0vJ60V/SEEiROjfV7ezbM3vicKpAz8GMOXshDiKGHaHBexOF56+Bf6KN6Ybjhpd/9sicZxO5ndqaEI9tYLAJJEja6LYAKgWGiIK1Kr5idhAg+D+68OwIyIF017H4CG0UEBtQndrHZEAQQdjVHyCqBxsNQkrm2QPp8QMpA4OqEztEgEe7p2BylcILiPcw7akRe0EwqK08UZvzAAB5X/pcHae2iLCtePdq/sGNOz/91fufLKwub428ScXNcxrDpgIeSQQw6vxOA3ZsjKkRSw35Jj0DpSdoq5DfjvijR/D+o/vzJOCeHv+qpOOwdGICCzg0aAxkoIAHSo88l6Io1kd5VVVZltUp6hrqYBtxzjnnWnGSpmmr1Wq3027bdOjTDdw6gLdeogrIZF5PFTWhx586+muvZgB5nmdZFgTGmJF4Q5ymaewiY5rsxjiKG9mPqoQgIgZEzMbYlGqzZxFVaQhz9qJEzMxgN75PqqolkJcyGuVZlhVFkefFaJjPdVtPUd+TD/t2SgeFu3Nv+Z/+6eKDh+tZ4admegfnp7pp4lw8zHVtbbARaGNlKRtstBLTacUvvnAIgCNU5cgYEwhS+bKqLAWFjVGyHxaDdTO71wILa6N33n3/w8vXPMXtJJru2j2zrTSxIJMV6I/KtfUMwfoyXL56a+/ezr/+4be6LRdHNnXcSeJhGRyTtc5XlWGjNCKTs/GiJWCN5czjw6uf/OzNt+4vbJbiZ+a6M7Od6Zl27ke3H1b5YGs4HH549WNj/Xe/9fKJ+SkDAVe1ppyNLYVLTXxV/eq9q9fuXO8Py/kDR+f2HTTODrLBxsbG6urm1Yf9PR/cZ/Jvv/Nhv98/tHf/3J69bZf3+/2l5fWsGuW5XLl+f27PtTOHX25FAAK8h20pY22IX7x56edvXNzYkvlu+/Ds9HQSGYNBNnqwsjwskhufrBajK2m8p/fagW4MRwAVqCSYVCgKSGFoYWWUDT66fuNm1I5Pnjo53elsbWyurw3Wt4rBVv7xxlb73at75npnTrRIIIAxUbvV2/ZWA8qyhHhrDKmGqiyGHloUpSyubLz30ZV7S8uwyfRMOre3vWemI0Kb68VgO2xu67DMrt6+u/+twrnXTx/r7e6RoRkX31V2/rOiCJ6odTzGT7sFHt1ud2trK8/zOIrrUNevykmlfntJkuR5PumzhiBs+Q+6sf32r+OxQpJEUet/aGfqyQNZiZXtwcra6uZWn0TjKJqe6u3fOzvda/OYDqRJxaBm4tL4h73ju6j12pDRA1uDoRdYF6ed7mYfK8trxGbv/n379kwZhiqCL60zUBYNzE+n+H4/bZffw1zf9grINAW3CsiyNTIYohWbtCvilShI4NhZ5r6kZWzevrd+8ep/PTpl//K7F777tbMnDvSOHZhO2RGkksqxxU6czw6fqc2zWUuZZce5sKa4a2ma0VR9amzL1fnOEF/nF4AZzBAVJYFILQ/7zA7Up3/GyLq6qiQ2JkrqP3QE0TIm50Ax0LU41IP0EI7NMmYJsLv4h6B1eN2O6wlxVPkgZNxkLUjtGkf1jN9nPuTECFLb7aolUfBUbGo7AN21PRBqHaYvEBmFqXkgNo3yTlWDsiHAQkJUGwQAnV24YXfcJdcjfLXrhwZVIQVsNNbfm9qdh6j2Gt+xHE1dfRNEUcVZH0kacwRjSmUFSoFX1B7CoWmmjYPXCJqkBXB7He9eW/j5+9feeP/m9furNp2qxMLOJ0nLKFMQ7yuEQL15zQv4CpEhkIRKigKWSaHU6DzHKARP0Fzf54O9T395Jtnp7ok++lIeT7byxI6LxWg9wMIEoqCoBDCoAkqPovJZkfcHo+3t7WGeGbH1qB4ROWOTdpK24sRFUWRbadrpxLFtPHuCgsbEoyqIlKgOTKUQKoyFyjukH+30I1QhogSps9EnJ7v3vqyCc67VakXGOrNzT7wPBsSWy7K0lpmZjWODejSPoFpmZI1lC5A2QZY0xruNU0aeS16WVVVt9IdFUWRZVkcEMVljjHPuKep74otFWxM2AeSKim7dWv3oyp3C09yemZdfOPHq+RNH9u9tpWZrE5/cWvzrN95S30EVPnmw9uHHd0+fONRNdKplv/ftV4+eym4vjq5+fDcfVRdePH/o4HzsR0cPTJ+c78WohsP8g4sffXjpA6hjyU4c2nfh/LHnnzm4f++0cenKVrGwtPnWB1cvX741Ctwvio+u3/3+H12YSt102772wtnjJ498eGP52ierw1HhInP23LnT+2cTWx2dS6am4iAVOFpcW/27n/794spWGWR+fubcM4deeObkmTNHqpD//J3FSxffXnq4tbaSfXBZ9u7du39uyqi1takLQyCiFMQQzKXLNwoanT55+puvfOPUsfnYYZSV73z44Y9+/JEj7/UAACAASURBVE4/k3cv3yxGaz7vv3z2+IXnnj99/GTc4+HQv/X2e2+/f2Vhfbi6uX3r3uLKapg/YACFeBBXwAdX7r/1/serW8Vcq/2D119+5blTB+Z6zsite/feunTt3Q9vb/WxsDz45TsfT3Vb33hpyppCwwYlM0rwWgb1gdzK2voWRr2p1vmvPffa6+cPzneXF7Pr1+6+c/HjW7eXKo4uX7v5/AsHT554RjVzJj156tCfuKmFzfDRrfv3FhbZhBPHDj1z+NBMmu7pdg8fjgsffvarN6/fuUVROjeXfO9br546Or9/71REZmFl48r1h29e/Pjm3ayqwocfXTl16tTxY71ol+/wY0Xn0+urRX01icd1Bi5URNIk3dzcrNu0Il/xDIZCoygajUb4Ta56X80NHDuay8TYkBuzskKwtVUsr69vbPfzoiAgjdzMzMy+vXtm2o6AEDxDnDGNR/ZYN/Ml3XFpxEB1PJoCWV6WZdXqdaqq2tjYKMuy106PHp7SouLIAWjFUR3brjIxGX96ffVX7AiQEESJiQ3gJQSTOiZ4X2rl/ThqmUhhe0VZwk635qfvbS3+xx+99df/8NbJg1Pf+8bLr7109vwzczHFACwgsiO/NypKUNRmmTBN0Jfs8psVEBC3IbWiWa2q90rOGQMEZfX1WCCjjlpzX3RUmMnWb8gHZSYi+CDGkoEaeKqTo0XqvKgKRlVZ1FCdIUlgVtCoyJM4mTQdyRimnSm+OkRuUgd/5oYTGvRFzX4ZKmOdQhks47DrOtyCoFDpEqCSMNeGJlJVgJJhchZgMBtji6xM08gBVksdY6/dsIZAWZ61kna9J7Oxu3qlDFWwGdN9xAAkOOYQAsM7Zg0FWUaaImjwuYnSiOBFW2xEhXXMfDapIFBgg9y1O1s/fevSz965cvnO2kbpJJ4yc0d9sMTOEFVVCFXhjG05K8qjogATkhjBq3iAXGJDCLsn9mWC55+YGS7+zV2/Xfux7qg3m91eWalWb2IcvlL/tQHEkG0+H0JQVB6F6Prq9iDP+sPhIM+8BBkng8RGXRJFUdSKkzSNW2mapnFswQZ2/N7qu5YQakuYZghVAVWBqoYaxdW9WkXzVNNYjK+AiKp4BZi5TsGtuxvtTidtdernPWq6qwoSw8bUNveqURSpaggTLXRdNYzJPFWhWvFBNdIrAwa5H47y/jAb5UVWFsGLKYd14WGY4ziKrYvjuNt+yvU98VdFcA4iFRMPh+HmjQe+ojROX3j2zA++e+HkPktQB8zsxYHp/VXr1b/+0Y/XN0JWyc1bD7e3s5k0MeRf/9qzzwM/e2/16s07Annx2bPffv1Qq4IjMJcALa5uXbl5Z1gqiPfMdP/Vn3/37NHu3h6BKiBv702O7N23b35v27V//sYHBdn1UbXZL45Od2dTfP/15zNCmly7f28tp6CK58698MNX9rUjOBFLnjkaVPj7n7y5vD70ICZ57ZXnfvjd1+e7nBqodtJvnj4xH//Xv/7Rwsra0tLW2+9de+7MudacqzWKCnj1YAs1IBM8zjyz/6/+7I/PHOpMxyABz0Zz6dlLF698/LBaXlzotcLZY/v/6k++fu7QgdSgH6Fo2T///mvra5vrg9tl4PsPFlbW1mXfPIcKzgXR++v+/as37y1ueXWvnzr0Z9/52lwbbSdAaJ/ed/jQwemZq3/79x8MM75zf+W9y9fPnX01SsUYAjJCHFB4zUHwvgjV1g++950L33j+0P6WA2aOp0fmz7Zi2lx7sJJHIy0/vnX9/Pn5A70oYHDuuaPPPM9X7+mD1YfLq7kPo0P7Tv7rf/nynhRWENtwe2lw78EW2bYyvv/Hr3/nlWdnYrTgoX7/8Zl9M6mgWNna3s45y7Jr16597cVTUbIL9T0tGZ8QnmF8dOmOaoWYjaoe3H/g1q1bSRR3ut0gYfLKL5MDqc+GICGJE+dcnhdxHIt8NdhvUhfuJiJUlWCIoSKBucZ7dc203s+Xl1eHg1FRFCFoZG2SJGdOn7CWEjemApipSSqfWJt/WeInrdNCd3ilssIwG7koKctyc6tflbmEsHduloA4suMhNqnbyJ/K1H26nH/z81zbpe6EFo8FzNT8SfOLfgcWQwIAQ6xQiBdirm0zRCyA3W10UXAAGCbqe7HpgaEUWcgf3h2+v/Dm1N++9cLpg//jf/jhhVMzLiAxAPUBEAzIkBKCGjIgE6pgIgsyKp64tvpAnYlEJjL1KCvBOm4WBNchPh5gEFegAI53wb7frB7XxsJXATCF2n3esACsxAhQgVZQDxV4JTtliKhOJ6vZoSBEaEdGNZgJkNQdR6bHKEf7OcHRhKZLUtf6xlIz6qhCuxDOJJ3AojRMCE22NbtIOQSIYTtRU8axE1S2DkebcJ54ZIyslaQ1zGZjdnn81tb4Yzep8bSEI5YgMdd8ZyAwSu+jKWFVCgTDCJYEUhlWrSrlREyUAQIsbOLDq7f+40/eub+4cm9xPauYkmnT7YgaXykbhoZ604pcQkAVABrHwEkAFCysKmG3MJJkHGPZ6CG/UGuSJgunRjr0e2P6HsOf1MQVaL3hP/ZY+gJsm9VaO1sQQVW0hvgg8C5/Fg5ACAgBeRX6w8H6+mbuy3420vFHSwRnyTlnrT09f8BaG0VRFMM1XmBNdLMoDO3ss800PtHkECIiRp0DAdWgqmSY6pxLCSF4wybP8+3t7dFo5CxPT093u90d2KgKovpcVQVrBSJroCK10JSYiYw2D7qpnXtpPEzIapi5ZtG9YphXg1H5cHlZlIogpQ9F5YOCmI1xCXEURa1Wq9futNvtNI2dq73un15POEXAPkANk8LkZbW1mVHgdis5feLIob3WQiwyhoVELUsXzh+4ef3gz3/5UTHym/3+wwdLx/YcJhciZBFS5lI5gDUiSRVx/TBz5IHl7erBWr6eSasdPffC84cOz033ABoAJdQCBuSO76czxw9fvX5/e7EcZGXhQ13GWvUJOELutDL1IBlrz6HFYGJGFDzu3Nm6+2DU3wa5+OXzz3/9pZcOTbMLYAFED3apdfrg5mvnf/zzdxc3izv3Nq7cWNw3s98ZSygEAvLEqsQQTtPWN84fPbm/MxPV2m2BFAem+NBs++7CegXpRvTKCydP7JtKI4EPDs5ZdDs4f/bE9dsPi8oXRflwcbE4NZNGDHBWhqs3735yf7kSdjb91vOnjkzBoA4V9S1rJbWvnH/h3oPi0scPR8P8zr3lm7fWOs/22hxDSmExTozRKpTE1ZlTB1568dTx/S2D4OANcavjXji974MDvcW7oYSs9zeqUALOIhB5IHJcOJM5U7CWERUxa8xkAQSTj2R7i0aZOXps3/GjJ6ZjtGp/+jJDbA5Oxd/75isfXlu+eHWhn2+uLi+urWx0j8yYeveC7kS1PL2eVAIwhDA7OzsajZJWOjkYvvy5PoXWAfFVVfV9P0liIngv5ksHfhOoOZn8mfTg4QFrQciAIgQBLS4tDQajwfbQl5VjOz3V2ze3b3a6ZaJmpqiJXyL9zBCEL8PkTmuJENcVY67Y2hpmo8ILXOKqMpeqnJ3uTfdSC6iO7Q3xSAr50+tJgZR1y11ZCLtk87Lbb3ByWZ+jNpmgKDgj2oUGoBptrq4pli6vfHLvf/+33/3ad1558czxzryNBWJBDkwEGEZQiBpjazSnMMrsQV7FkKv7RwIy41huQJkmXQEGIYA8TADiL9qjGjdFmCA6nhVo+lFuV5ZggELgasJlvMIEqkAdMSY7NE5TfX/hmpMeXUp4RAQ7ASsAjEUFtTuqbYISaz1OS+OgvfojIVHEO1NhE1qpLq6brHPa/e3HSWuspDSGgiEoKQzXRlECUcDBRCVgmAi2CmJUrCWIVlnm0naAW87w/ier71y986tLH7/7wZXF+DBxxMlR04mCUPCejUsS56uCtQHh0vwsLMRAWaseJkkS9X1W1E5x/Mj45xN02OmjwG8nWW9M78nk7KO6EUDUPE0gUQSAd/X7BPAK7yWEsLFRVFVVFEVRFHme5/nIGCLAWZukcZIkSavV7qTtdis2MAHMMGjsWGpMRQJmWIL3JVSF1BAb5vqJVVVRofHeLFAmpppgBPIiH41G3nsyxhdbURR1Op2Z6V4cx5Mp1hr46S4eGwQWD2IoqA6RIBaRoMGwUVCdsTUBt6JQ5uHI94dZlmWjPBtmeZ6XxloBeRERWMNpErfSdhzHx9pHjDHWsXOwdsdd5inqe9KvgAIIjCh49pUOh6M4sUxhMNgq8v3dVElIQsWGodwm88rzJyQrk2R238zMzMyUMpEEGB/BOS1ACiKrPlEQKoBFuAB1Z+e+9uprh04MIXrh/OnZLphE1SsUYEOsAcZg39xMq90WMqOq8j5AAZTQ0lEUIVgSQwqIVY3KkU0SCCthvY/3Prx758GWcHtuZupbr7128lDbBrAqqgC2VnWua77+6ouXrt1dGqxvbPu337v+4rn97SlrkQdUTOAmkJL3H5y/cO7IbAeoJrWhqnWzc3Osa4nF/GznwsvP97opvIKsAYwKKT13bP/fGCUVYjfMyrySNLEA9yu8f/WTheVNInvs6JGXzuwxzYwuAQob2jYc3m9f/8aZO0sPszx7sLR18fJHp49+I+20mayCJViFqeMyX37++TNHZmNApXQc4IWMObZ/6uDcDBaHoSoeLmyHKgZiVk/EQWEgrIbUGrFGjRW1SkAFcnnmnWlHhjTQ9uZAD8fiwbAwMbRSKebava+dOzkzvX9/cnzf/NxMLzXjcnFMK7Hu4gce4ZueXl/1VbcSe71eCGFjY2N6erpuJX5VJImotNvtQX/kfXDO/GHz+j7HxHPCPTYOjeP3EDxgSBT9ym8Mtjf6g43trSwvnDFpmuyb2zM/Pd1rpYlj8co1AaAqhLFlAtW92t3fvsFVf9D7bYyq1mGoSsjzsLiyWg9wivckfn52+sThuamEnI59XFX18ff1iK/BV5fu8c/9qiip2aXf9DSDACtewQQjFKAEtoADWZo+6DlsS3l5q3/1P705+98u7d+759nD9uzpEy+dOnhs/9yeNmYtxUaNL0nLBm7aqHGsUA51pFOdQgYC1ExCHhpCWwFmsAV+x0WsWnsg0s55wc33JwtYpWiifKTJqVJb5JJCxyb6E17sd+sB7dCP9ZGmUNS+jFpXM2P2FiCeiORJmw9JiYhVSR6xgiRS9iAaY1WFNvtEY4BCY5D3yBuvBwYJpARSUoUxaGZFBQRGDTJVo3IE65hNBfI2ykUycRuZu3lz8e/fuvbGlfu3lvpruQbbMt1nWadEEYQksEKhlfhQaGCwQEBBiYRUwbWZO6mvGU56ZJKDGmD8xB7uKrUE8rGFoqqNtINNM044afmBmFiJgyKIBtEqVHnps7zIiqqsqqqqyqqsvO97JSJjTGRs1I73z89Mt5I0spE1SeQiyzyZ0PMgI81Jo02MBjUTggIia5qwQzBBg9aoD43auDZvCV77o35Zlqpq44iZybgkSpMkMmDDNB4bfpzW1skqmSSna0Nhgo0qlIyAgiIA3qMKvqyqPC/zvCqLYqNENhqpSv3sGsOtVitJosi5VhKlSRTVbKYzlhGFHVaVGsZQiZ6iviefDQAcYlK2bFtp1O6Yxc3h4urGL371Vszy+oVn57st6xAALwBw4dkT546eaEUwZrIlREBgwNbGRmpYAwGQDMYwmRZFzx7qPnPoHIBihNjCWRCCkGHUoe3GEDJFqSrGGOfAoW5L18S4wpRwAQYQhlhUrEMQwbgAuzLcurFwYxi22aXPnDl8+visM6AQ6rFrNSClAOyZ7xw9deLy/YGx7dsPFhYfbh3uTYFgFFaJmm6M33tkJk0ZY1drsAnUKgEknVI5sW7/4cM2jkpQwuPTjwRA6nRupnd3Yy2AvbI4BwoBfOvh4t2FFR/AUrz4zKlOlwIpiMERgRiloCDoC+emfvq2XV7bqory7v1PVtbPTHf2RtIBQ0OswTrimU565sRpq7ABxEktw4GwKtL2FLFnamWDLaNTRgliiFkFFCKVCKElwahvq47pf1u1u8RYtVStrGz/3T/+VP3XXzx9aCYli5ioDuas/uX3nxdCOh5tJkXwBTtXCyN0LITgnVNZnurEvmx095l3XAFRsuy9n5mZWdtY39ra6nQ6cZzQV7DPkJIycbfTrcpQVZW1hr4Krmli8KDjzmpdCRRgwxjmuPbJ3Y3+Ro3iDs7Pzc3Mzs704vHDz0Bz6DZjdM0gJeroYuwU7bts3/6gPyaLBlUEQBnbg9H29raxiYgQdP/e+aOHZ7oGVtRoOZ7WAO1asr+BAHl6fZmFK5tdEE9+zeehQGUSVpCCVVVLDl4Jopp02llWaaW+tbeK9z6s/OJG9O7tFfPmB6l5e08qF5498C++9dJrzx090EtakBQwEBW1BEdwQAiwOsZbjZBPx7YkBuOcaiI4HeODL8BnonGbhYwHxCZjsFwfKAJIregE2nX/VcfmusQAqSF51HOFv/hzy7WNTXMgjlEN74DBCexpFNsU1wuuBqGNkHds+7QT/KEWaIR8O7tO8+ZoIgikRwE9TeLXtGHiQSJSqyKpdolUghd4oWlH3vtSXWmwWuJnF5f/r5+9c/HjuyuDarMymswo70NiYOPKWDfKDFiIgwAwMAwiNQihAEnjxd38Jkw2B5qc582oG3ZpO3f1dvWJOesfNSLe1RIgv3sdEQEowQqUAVUZ8nw4HGaj0cj7UJZlCCGEICJUj4aSqurJY0ejKGolcWSNM4gIrv4eAhbAg1WIeWIANgZj42NYdrOORGRUhBQgU5SZMcaYuqBqXkpESZK0Wi1jHlHDlKUIKia7e2wVkAnjV59AMn66lCLZlclZBRSVlD4sLi5V3ldV8N7XP2w9QBiiNE3j6W6v22klsWvFlNhHVS1QSAC8SjAmfrwrRQTSp6jvSb+MxtQ0IpDE7sDB2esP70btZHU7+y8/+slbv7p0/vkzp08emT8wO7fHeiACZlJAUJVCMY8CEhMbBKPWqLNqoA1JDWPA3JDo3lMJF0VRBDBEENiVcB7IB1IO/WBjcG357q2Hw/tLq3kIEfkd63SyBRlPznMkCEYrlorQq22EK6CfDTaHG2pVUbXTJI5ga8RCJgcqwHgI4B1a09PqTMh9lpWDQV+rNhw5bcamiVS5avVcHDsatzBFQMYzLIi8aOVDu90OdW+QgACxUDBBqrK01oAoiKpxASTKgXhheW0wLIyhlovmptoVt8O4PUpwBkZRAoaBqW7PGBfgt7eybOTr6SIyMMYQaZAyijvtVmxNnSVDWnhK0jqeq1KQFqKlIWapmX6GwjLA9SCKVYJwFKg+OoMPmJ1tzc250VJeeHP56q3Vte1fHpp77syx08cOHJyfmWpx5SWxKKpgXW19451hdgaQEJSNkcf70fKU63sigF99XDOLD/UJMTU1tbS0FCVJHH8Fby9IqBWeQYKqeu/xmC3QH7ygfoTuE0xAXy030xy4d2t5ZWUFUAfbbrXn98zMTPVaqas1Zz4IK8gwmUbypgQa4ygBRIkIDNWm9znJNf5DungSuG40EwpBLQSyLCIyMzO9b+9My8AHRCzQMPZaZExka5+N9OSx4unp9SXyFZ/+FD7vtbV9vDKBREAeCmbKtjdhLZzRUAEWbAWUzB/Js/7AD4thtvDGjV+8d/2F0/tfefb4D//olWN74znLEQMCp4gNrAF8WQc6KEFpt2U/7wAsBeoxvC+iqwyE2jejaT3oLqsZCAHmsQDYZm/T3dBKdkcL/ne0vB9nUh+hv+tMFKZPUa1a49Umt615R9p4PzXVFH1u1+mzqNsxHGy4muZuN1hBQZWKBzNBDdhgNaQF8MndwY/f/OCn7169trC1WfJII7XT1OuBo+buCKDBagE2ygYwAQaijbCPLeCBT4G3Xe9EHru7ik89n0/KFqGTynMspJ0AHtoVvVd5hIDFUVbLNau8yPM8H2XeeyZyzhmQs6bdbvfa7U6n0+6kUcRQdYZotyhCQaLMxHZMQdeReSFYbuSjYyl9M1ihAqBBa0FQi0VdbKMoqs/osQ7FGAtrXf2NqiqEEAw7Y8gZZhM1d19ERKg2eqGa+2uUxjy+CRngA4pcRkWe5UWWFVlRVcFnWVb/cwCWTZy4dpI45+Zmp9I4ShIb7QawzUMZoEJExOPuz6eYxvq7PkV9Tzzqg212B0Ic03PnT11fuH/z7jIlcZDWrYXR2vaVty/fmNvXO3TkwLMnTx6fTQ4kHk6dswGxGFRggFVhgjFiqW4IESpqh/GWYK0yPEgQUJVyZ21jS2hlUGxs5muLG8P14eby6lp2f31ktstYLWvwluvNz4CMByqOA4wSM8RoEGlDXCAIYeRlkJVsIgSzsrz54aXF2ZhQDdSgD+Rxa9onHoW34d7yknHGZ74KxXBrU8oZWJAaI0AgIlLycYutAUMo1DZlJUypMKwlEYmGIJUlMaigBDEB5EFOVVWLomC2gCG2YFQKZWyNRkEFQGJ54c6tN+x8RR2YRFGxZmmUw+e5FzHTa8sVfJc1LkYIVQtatxUZVBGX4ktjE0VG3K7xFcUGJEIMB3HCXIhkLoaE2jtaQEJkQaWyFxIPDVQ7E4pBoTodRdXZM8c3tm5qnpQlL66bhY2Fj26vzk21ju3b+9yJIycP7jl+aKobm9IXkXWgsFNBkwDuMw4wesr1PTEXkaoaNiEEa2y73c7zPI2TyNov/Y3sVEFxHGdZliTJV2LyXDc10Xj3wQc/Go3yPL+ymIUQArEDHdq3f27PbDdlVyu/AkCImIhIxIcglgmoyXCZNP/HlTDxrt7+buO7PyR7CQBF4YfDITOzQbfd2Tc330vrRn0dKfGIw77+Olz89Pqqrh1agse2+EKfQ/nVchRSEZ3YYygpRNgYZdIiByqIklDeXzKtVtRqhRCXFC/78mcfD976+N3//P9cfP38ye9//YULZw4en2MHeB0hlJYtyAqjghHAkpgxMya7HCyM1jGWX2AhKxAaeqx2I9019tYQFY8FPZtdTA7vfnS5YSGEmm6j1kfS79wre2wZcI39lHfDQsUucnLyVw1XxrtWl/8UBzUmZGjXV3pks64FiTVKEJDUUlCF1uPIFbBV6FZ/8IvbeOvdi//09sUH68PKtsVO+TglG6uyiiAfwNT5H/XnVQaBVwI5mIgjp2QQRNU3RqyYvLKmMpuwx8/i8XasL1l/i87El4n6xrY7RA1lKeNNOQBBkBfY3t7e7PfLslwqvfe+btQxyEZJpxO307gVJWns2q2kndhobNalikQEaiZHSGNiZwhA0AY+GWOULTnrfdnYcjb7LSlBoUw8HGaDbKSqREZVmU3LGWMIENUGEzIU4KIonHPE7JxxbkcCUBQFM9smeIHrMVcFMTf9x9p4piiKsvKrGUpfZVkxGo2yPA9BlJswiCROkiROkyRJonbaSlsmjtBWqaUrjdmMCqRxEwXRLqSnqjrhUOnRJ/wp6vv/AkcwXsjW4ey5E8c/ub1V0sZayZ5i017bytaGg6X+5pU7tz9476OXj8+8fLDz4rNH0ZtGFAOoJto/MXULTBBqR4T6yzsAoMg4FNW9Ow8/+uTOpftLS5kuDHxewI98SkkYZJRkWdVKWp1AQYrNsd+AUUIAPEeBbC0rZ1LAqTSHgw8uL6HiNJiPPry1+skDUwxZC4ptn7HtopmcSowowcogC9EM2FhFnufiA9QAppZ8gTVQZRyxCqQCYhDAASgMrIGPrAH7UJaWtUF9BIGtNDimVqslosZZKVH4oARRAuArCVBflpnP33vrrffea5XUFRsFPyIddFwRqgFxItzbGsV57iyiUPhQpuIBEyDsQ0bsndM4VqWc0QaJiiejvsrVtcSgUs+2UqqMsUFKIAJXdfQYqBIKSqIkghAAD28Q2CAy7jvf/M7CEq7c3AZcpQTbXh0N+1mxurJw7YN7Zw50Tx9pP/fMwYPH90W9KcMMaFWWLooMG//pQvFpYN8Tdk3MS4KE6anpO/fvddsd91mpfX9QveVEBmnYtNutra2toiii6Ks5IOoIJAIFCdvb2ysrK5ubmwOaVgmxdQf37zuyrxcbmHG+co3gVFQoEJGxPKYpZbcYDLRrPZBCvwzIVyuRCu/Z2CzLsiyrq4H52T0zM83ESGQJVbU7ff3p2N4Tulp1MpLzGR6SE7ld85AZHgdLElShrEwgReIEirJgEkdK4g0xdzkvh9lwBJtw1FXYSkRC8WDU/28/v/qLX771wrHuD1575tsvHz97eM9U4uowoxK2qtMboAFiwEKiaCQeBqIkBuHznif9LFt/2TVTOrZ0qX+qCTcjqB1xAUADtfgx9mzHBkW48Vz043Lc/Xd9AJNp9Z3CaFzO6mPk43jt75o4fDSeczy4N5b37TLO2L0GJ44vdrJt7No2KUACROGyEG7evf/zt959/9KH//n6lIdRE1NnJnAUQi18dQgFiGDIGqrZIGYOLGScYw5CIpVUvoZzzGg0QWAoa/0sgcE1mh3PyCk9umcI7+Ynv/SzXj83K2I8od0gFgAIiv6gzPO8Pxj1R6PhcFhHpucmBkwUuTRN23GUxkmv3ZpqIzKw44IWY5qLCfB+HHIpUIFlkKkFuCCQIYD8+NOLjJu0ZbRemKIBsAaVaBAkSdpqtWvzTjfGTnXsThMdoSGOYxHxZUVkmHkyjh7HsY6vGtvWMM57X3mpqiorq8FgsL29PRxlm9QGoPXCYmOTNI5ja22n02qnrU6XWq55XmuLUacFiOuceBhnqEa20mSK1IuemvFJQTm+7ZN+h5LSU9T35PcWPYwFwysMcLjM/udvfO3tuPfGpTsfLw3XK19FbTbxYLjdijjf3Ly92P/x/OyZ1dZ3Xtt3/hDamicIgFXEYnOyW9b2S4M+0PV1/zGU6JfcWqHoH969/6s3rq0tbIVKfVDP7LlkHQWz1umGQ53e1PTcvY3qyoo37cMlR3AbQFyhY4FW8G5CXwAAIABJREFUFYyi5MgSIPFGy7fZ1lRzJEkiMxtlGRLuc74igzRq+e2krdPB52q3NsyQg4lyy2hxNUrFtWCp37LUU48yxrBVDF2Ri0113hYHKt+hmMQhJpBYhB6Ro2A9FQxY00aZhAhsKjZqAEeAoigKa21VZMzGsqgPSSwjgXXwAd6k4pKV4aBymzBbPihbZzhaHVnSeWciClCpGDnHshYGy3F/yaVHAtjAcKKS+CqI9iR0Qq2BIQaCdVFZG1JoaktVaBFySVAwDOKm3+i7cYiiqoiojGTL2VqXEwcCgH1723/x51/b9/7Vy9fu3364XVZthFhtvO2x5kfLDwbvb+b/963+d87G3/7mnvk5JARyVd3ftQIQwjgVqTFhflpRfumX+ZwTUETqhNdJhOvc9Ew2GqVJUs8PNEzgWH75eylcfz2YDCGoahxZ8zu4ymg2TtHl8Uwp67jumlAjph61qc0XVE1zbonWQ8LMHqgUmyNdWN1eXt8uq8hFR6ZHt6anp/funZ6ZaRmjpLvUW00LeWxhqI8boZjPLEGIfkfSu9a8KT/GCNDY3HunUadasCNAnV1cq+7f28hHaHc6e/Z0T+xvATAo6y+gNqLHXJe+yIf4//Or8SJ4rIHFn+WqIqACEAkEEyMIjEByEEENtFZYlLUnCtRi10jRb9eDNb9mTT/eXNNHflc7Xo5dIgFyAlfUchkiDrnaRvwlWgEVCGogUTdPO/ey0d3b5U8WVqf+IXv+3LnXv/Hc//Qc0hQJwQAOagEfAhsmrSxN7CgFqqiwkXgDNoABRQBrA8SIaceJhQAUgI8pfeRRf+SDYGjj6TKBgPZT29quFTepz92nP8Df4rLNl6NP7507lf/kBeWkk1bbe4/5D67fwOSTeHTMT+vBqDH0q3wwzihQhSAEy41eJuESCAglq8AYwIjYjKOccH+IX3y49Tf/9ME7Nx6sDEJRnULSGn/7RqhFRJCgNbnE7Jv2K4sC3GvmuvCIbZNgly3q7v6UYsdx9HOYgubmf9EbTh6w0AgKqCf1oMqgcqyCAqI8sVDVwgcYjsbpC8q7UlIaH9dx4EF9kK1yNPkRiwqbm3l/c6soiqosQggaKlV1xrrYENELLWq1Wt1ut52k1loapx1QIwZpvI55EvkQ132QxvyzCcerU/JEWIkIthHpaj5uUhChnr9jbaYzpzvpdCdFYwQmBCqCNQyi5khTAWkgKFAyERuBlPCh+elVR2aqSXMfp0oUgv6gWl7bHo4y76US9d4HidmkPb/JzC52SRJ1Wu12J+2krchZ5+qpAB0jwuZTVUp2Vqs+eoLTpw+J6DPPvaeo78k/8MabFAMqpu16afy9P7lw7IVzNxYGb1/95Made/3hqAgZlZXjqWHlV5Y3NvsXs43l7p+8cuHYHCQbGzxxc9SprXckDSAnEbU3R9Ub71575+3r928vxWSsBueoNd2b2TM/3U0PzHYP7Z07eXDP5tboRz9995PNlSoE8aEOmeTml5AKQ0Ce4VuSxxwzTAVmrQietTJkO6mZneq2yaLHLdMStZ5E02lfKokSRKSMrGtz3Jsh40BWCMIQRrDwzCDKSFv8mYW07vrvxCQJj/TQlXy9dTAbgiJomeVJFI2yqixHp48e4KhPbHxQgJgshAAWHxybyFGQ1Ifc2PRwN2k15QhYm74jqXxejUaqoim0gFZQfkSA3th61CMHloQYEUMNRJQs0/PH9x49sPelc1vXbz28evPe4upmf9TPy8qZgEq21kLWt79YfyOE/p//6ctxF4Y4hMo0YbJg3a1Besr0PWHre2dagABYa4uyrHzlrAsSiKjOVNAvy52tbkxGUVSP9n1hSKl115ywa35Gx5FbRApobb2nAjNmCLwXL8FaS8wByKuwtLq5sLLRHxZgl0axQp555pkkSdI0tcaKChT0VQUb0Of+H9XmuXUkxNhjLwDDDBsbG8Ph0BjT63XmZmYf44t2YOTT6/fxDH8mBaGN36LW0Et3MhS/ikt3nIS0TgvYQbPNYyWkUok1ZIyzkTOEleW1nyz946VLl96bWvn6hZe++83XTh5J20xtstYwI+zoFVUhAFk4G8NaENdgTFVFAIZpXitjz0tSqv1adgpN4sdItt2HmjxhZ4l5dJKNP/fAk6YNivEtwU76gXGmrEpR34qSOh0geLHWFgLDkRoH5UAcgJxx9U7/H371/t//6sPri1tblS25I1HbRs5/6nvqr0lLf2KC1JsFUs+J7FogIhIUQaUKkHqWlNmykeDHUsmdJlpQEdidlHhq9v9hgdHIj/qDLMvyIquKUsfDeI5AzsZRNDU1NT3di6JoxgZjzCSJpF66BKr1/496pUBFCFS7eEFZVABiNmVZWmuNcfVPUxZlVVUisry5Hcdxt5W2Wi0zQZO7ghnGjwOBKBqjt0Yqwk3HR6qKDYEcrNlZI1I/RPCCvAxZVmwPhsPhMC986X3wqsxEZImSOIrj+Oj0tHMmjuM0jp2D2d0peoxW/v1dT1HfE39ZhoTSg51RUkKlKClyR4+mc4dbBw6nD5cPrK9t3r1zZ3l5cWWV1Qd2aVXqnduLN2/cfX7fdIKAZkyIlawggsYMgIWqDLBA/ODu6jtvXr93ZwW+StLq3Km9J04e3Hd4/569h1ObtgizHcDBuKgsRiolU2KUAVcTzKxgFQNPqBgVqOqGgqwAhqQdU+ngrVaJMX/5g+++/NyRtsKUGnMEoOQ8E0vKScLkMPKZqmjh96dd4xSmYNi6T2vJW/KGhgbTBFPXjjt9L9SnJNeEVg20QNqk6JLUEkpQAIGgviiR2piZA8XGxlb2dDv/6q/+4tgBYTJQUg8iWAMRGIsqz5iCi6z4IJU/dKBXlTsLiBQEaX41Ta4aCvI420hUu6oVJGM1XMtvGjlQ2bhMw0Jd40iNGFhlxPCpUbvHoX186uh879XnDt26f/f+wvKdB8vLa4PN7apfVGTs0tr6m+9cPHNm39QLBwwMcwAR6nmS3cqbp0TfE1meToBfFEVZng+Hw+mpaSJi4rIqIxd9aW+pFqtEUbS9vd3r9b4YsiKzq9Zi2q3DacKHtFmwAgLV+UwKkLUWtjYxW1haXt/c3h4MJaghdsbum5s6eHB6xujERU1EDH11GOkxZwX6LEwoje5PgazAysrK6upqkDA/u2fv3OxUp57NIBpDZHoK+f75XJ+VxKgTh9lJsQwAZK2BSm3QHUXORq0yH21tD3+yUbxx983/9LPLF84e+w9/9vWvn51rMVswa8W1xz+bxmNFpBVIA6CBSGEJLEoB+H/Ze9Mfy44rT+x3TkTce9+ae1bWTlYV91UUOZJaEtrTPd1tT3sGNmCgMRjYX/0HGLD/CsMwYNhf7K8Dw4YNYzw9PZ6W1VJLFMVN3Lcii0XWllW5v/3deyPO8Ye47+XLqiyqSXEpmhkgCgkymfXyvRsR53fObzHltPdIOpEFmhktHR8gbeqBaV4sfu+p+8TMqNom9M6ZbUUHnXhUJx1iivNXnXRiEmcNWGTMKmCyDBSjkMyNAAUKwqVb+ru3P3r38o3nX3nz5s5wEDhtLnOaaCGisFD/7XwwSaG3yf6VlOBVGMYYZ2xEyAwYD3YcJu42JFMTWar4HSUwGmm31+/3+6MiHxWhLEvvvarG/rizNrW20WhkLmk0641avZaxrSazJr6eIJO8VlaFmsoMM1T56ZjOEgkB0aWTiRXqJbgkKX3Z73aKcY6JmEJETqwuWWudq8a/lZJcg97RMyIihIKIwIyJ1ZYIgohaR1WeHgPwiqJEURRDP8zzfDAYDAaD4XgcwtTAk9IkqdWyWq1Wq9VarVajjiSAKz+i/btSVc3MMHqf1HyYSPMLtD6PUN89v1g81LCrenJgGEsQxjBj9+DJ5kMnW0V59sb1s9ubO+9d6bx18dPre/1hkH5v+MH7n25cOH3m5DyUJ0R4VjBH/2kqkVoI7Q7KDz68ubE9VqRzrfTpR9b++IcXzl9YNZYNagRYhQkYAkU5LP0oMaaAshI8g60hqMJoYJSMgqgElRQC1IEUJMZy6shpqJNP/eDMvGtTSVHAa9lzZgUqCAY5oYlaJI1kAFACgWDZsxO2IIPCYETwZjq8vo3kQwKSGctzMRPUB6iQBzwIrGKIIWwJDZcW/X4oQunNyhofX2QDWAVPbmfROMNwouzIEBJ4RTho/UxCEEBY5WD5JrF3yuqDZqop1FPl/x0IgeBAQUiUAGWBYZmELZgSwuAsbv3MIpvDsfn6mdWzeThz9ebOlZu9Dz/dev+j9Zub3VqztdPtvX/xwwv3LSw3LUXytmq0Atw/GYiPgN89iP2mnWBmThLXHwzyIk+TdHqsfw2Dvtl0eGtttFDLsuwPuVCioMZUkcfT+GYFAKMMDgJiBKAEtnaG2zu7W7s7RCRBDfOJ5eXTp07UU+QFQjR0IlKtpiH7L/ib5S0fNBhUjc2Winrkga2dnfWbN8fjfHlhee348lzLTAgc8aSK0pOjjsxXsK0ORnlX7zPNuP3TvTKson0+Hk8KawDw3ltrjQWrCox1GbOx1nZpcRDGuzvdi3/3xmtvv/cv/6Of/ODJhx84O9d2zlA1w+KJfZEJFe0j5t7GLlOgIFWaq9I+qUhwu2Bu+gYe8sx/5XGXX3grHs67kZmvDIGnQRAV+U8Dk/pyDIYxturNwsDaIdAJ+Hgdz7/+4S9ffuvtSze2+iXV5tQtmHqaGw6lZ6updURahOkIdwbq4y4hMffOQ1hdNdNewPTjNcoUiL1AgACjoFLg2FSoiTmAAiCE4RjjvOj0B3u9/miYFyEomJlt2ScgNZQkSZqm9azWajVajUaSsKGqmtpvLEgVeDfldh6wdFVSlRBCBfwmAQ4yMTsZjkb5uPTel2UZQkiSpNVqNeqTuyyicvUQUREmUjZk7IG7MF4uk9hYFR9CSezYsDCUWYASGHsUJca5DPO8PxjkeTnq3KL9xVlinHNZmraajcX5+Xajcv4UQBXJxAVGBFWkJMESVSPDyeBvAvyImGYfqi/GdjlCfff68lBlpRiVo2YoxgtBy0aSJBDVgpGmjIdOzuPk/ONP4uTrq3/969c+uHILwps7vd3u6MzJJbAKwTM8Q6FWvBOIWLYk4GFZXLy23snLXHS1NfeDHzz3yMOLKQajMFQOjpoIFZV/7PMQPDSoEINALvbHWGFUWCUau4B8qQ1HCYCSmJPEZSm0i6IY7e2YfERZCfIgC64FOFt6UmuBXOENmFECFkiUAMNgDhYhIRkTE4SMhgPGaTE9lqq0nRiRNB3Km9iAUg5EShCqooacsbE3tba4mLAmjgbD7qVPNh9YWnFaOZERSoCYpVQBmZJ0XBYNVzcGGEd6CM9gT+E7Cfc6Sc2DKEFiV7/iansADBc1wmGisMB+EE87wPigvhwzcy2z0BJaZgZZ6trn7rtwDg88rIurH/zsl893d0NizdUbGx5GYX0oLTH2z0s97B4/WvdMb2ciBweQJAmPRoPBIE1ShTrrvh565yzqM8Ywc1EUnwv1hdka8TYP8Qn7BRMDzbIsnUvBKIFOv9ja7W7tdfrDkXNJ8GF+buH08WNL85lTqJeWYyFTbQ6qFHSzL/hrrtBn2rAyG42lQBCFqX57Udza6t3a3BoOh+3m3Nrx1cX5xDJIYFgB4X0e+hHv+juERw+p23T2cJ7900KZ2QZfjnOvKgQqS0GSwKaUNKix8NHezf/h//jV//rvXnziwTM/ee7pH37vvrU2shjsQLCGkOcx1LmanmiAMWys7CshNHKv6Q5/o9tCQmjaXb39Nd8Ly9xlkx5y93mycQNGk3RSDxXAQ+EMwAawo1JBCRh5gd/e6P2r//Pnr128st7xXU3VzmGhrTaDmqABwYPFpOR9UXS61Fz8tt5EE5+V6ScvYMckYB+k8CiSyvqLGR4cBEIsgk5vtNftD0fj3W5PwaLkVUWJmck6NmY+y+r1+nx7rtlsJglXbGsg5f3GnYboYRmbHrPJHdVrKvLCOcd84JETkYkBGLz3/eGgyH1Sy2pZ2rI2cXF8iDDVO/piAhWZjKk2oe7zmUVElJgJMWyBiCwbsIBzoAyaewzycjQueqOiPx6P81D4siyDF1lOMyIyDGNMLU2azeZ8u9WuO0sVzYWgRGQJTJWWk1FVavu3J2uVMwnzpfuwHqG+e30JPIPLkFvUNrdHL7z2/ubO9vJi+7nvPXJmtcUq8AKpEkDaCX70vZNXt3evbuz4kkvYXEx0YC4I3sAbISqt5kZRqiFFMPDMm53toeTqsmOnTpw6vWgBQpKYECNhmT2IA+yt7b1RnnuvSoaYYgbydHfyJCMrEOemEZ2DPJA0m425Nq5tD8eyuzPY2ek2TzTACnhRKQkpj6FNBPzu5Svvr1/NWdaWF3785MP1tgWUyJAqiVGxKk5huTIQ49mOlIAOyaKdEjyIBRyIdSYTLIZlnjy2Ot+qj/YGyvbajev+iaXEAlIAJTTAuQAnlA2Av/vlyx99eHltcfnRc+cfOX++VaeJCHxyAdJMC3TfKl4ITNBgcnCuPAaXgAHCxJGZFByIiUQ4VJNKKgehcf3W9ouvvzYc9k+fWP3Rs0/PJzGkV1BQCKWtubVFeuaZhz/4+P3Xd7YT6zqDQRmiaIMgUlFw9h3M+Ajy3dOjCVUAxtg0TYfDYelLIrLGfj3wZgo7Y5ey2WyGED7/eXVnGSj7DhZMVYq0KjnkQfrjfHuvu7nb7fRHYJMmNVW9/76Tx1eaCcBejSUYgQpNvccmL/TAe3Kbj91XPFA4mCQmU8GHKqKtgQBFwGgUrt24MRqNas3GsbWVhYW6ZXDVCZJJKHTV5f6ahJvfmd00i6+m2qPprK/66pvoGsxutNmXVxWdlS/GpGFnbVBVL1AmUmdtNPgtnUVehKIMzKa2drMcbHbKt39x8Vfv3jz/s8VnHjrzHzz3xOMXGi0DBubqDhD4EII3xGQdkYEyA4EmXkhVAvs+c1ru2Np3JI7eW4lw4aCijw7CPz34e4UqmkKhASih5dRoVNl5ZEN1pUMJvHNJnn/hlX/78psf3dgciNN0npNWcE2YGooAVVgHtvDjogipdencYu71M6D+4c/qvQD5VIUUpDFjkiYGmaX3TGSS1CT7DjUjgWPs9cPOzs5OZy/P83hPMVkQCJIaTtO02Wy22+1aLVl0Oh3caSRAMRjI89IYYwwREQxBVEWVp4THA49hkiRVnl5QEWGu7k1VISIwMXMtzZwLLq2ZCUNZBJPwBiYCVdzOqaEPQ1VEggRjTBwcEFNM/cjhoCSKsvSj8bA7GPb6w1FeepFxHsaFDypkrEuzVjNLkqTFPhI4m3UXHUcruY+qYxBHUkeMhp84ysYTiUhUSRGFi7ch8TvrhC/82Byhvnt9FeJrnGTGQXHlytbf/vy13eH4oQfuP3MWJ5bhwDCToE4BRhvN+mqzzt6Px6WOShMMqzUACsCzBBKQNyhjQ0sCyML7otQxsTdW5+ZaiYV4CIHJElsAxAQNA9irNzbzAOtSwOZFHJpZEFRBECEoTIALSGOcQzz55ubSlWOr7pOtYX90dXP48Xp/bW05iXbEFaW5A5OWufvg0vqL71zeG/ZPrS1cWDl1vDkPnvhfgZU4kAnkIsSL/kggJYrUArqD+jxtZArAQk7hpDL+3b8c2u1sZaF9eX2DXHL50+uDwUPN+RrYg0qoAFZgC+DmHj68lr/54c67unn9Zqfebp8/vVrjmMeOOwGnggk6C7SCGcKMlHNQCbjK9YGgsIGMRtETeWWAC2Ac4N68tPmvf/4SWXn68YcffeYf1WAzAtgDbImhcITlFlIusnrNh7611nsBYE3MgZ2SOxVHeV/3bG168EAnIE3Tsiz7/X69XrfGRqHC1wMKqr4pUb1e39vb+2Ld4gONj/j4EUAGTCoIAhEKjJ1ud2Nze687HBYFkWnWa+32/MkTixaI7Q3jCL6EL0EU2TC/h9/ydT3fekgxCUx8CyLk294ZbO3u9PrDei1dXV5ZXl7KXGUEZ1hUwoyZIOvRzvxq9tQMpfOeW9NujqpKBT8YCKo8HZyrSFSWOyZVVcjYh1B6+BHIUGKYrQRSqnkJSW31Zjn85M3rL7398c9ffPPJB0/84OmHn3nywsk214gTaw1SUXEEqGhRknHRN1QBJVI4JfAkyM7cZoV2z6+AA3vyTotemfkGAyEFw6sqQUEGxCBWk4zgcuD6AL949crzr1x856Pr19a3RgaczNuk7jkJAoxHIEGWofAoCxgTTVPzQj8b433rlhIDqmRApvDoeoRhp/AyLPz69iCm6jnHZFLSwKTtRiNNXaNea9TSLEmThOKsjXVqsowq5zBIUM1SB4WqD0EIxKZKW9eqQuKZU1ehCCGMx+M8z4koy7I0TZkJGnwIJGSsTVOXII06TYWqEPN+QpIIDLHupyswM0CGjAFDaeq3CwDjQnuC8XjU7/d7vd5wOPTeT4UGAJo1W6s16/V6dBpLkmQuo9lJfbRKsqQ22idqgFZBgtHWBRPeSpwrEk8NOmcfXvMltgmOUN+9vjKuMeDLYI3NsqQIVk3rk/XOxl7RybFUAyEgDGFMABtrGZKPetZQs1V3mWObTHO7A4uyV1KZ0DNIxILVjxISo74YDvt7e8UQpoWoBQ8iTDbaXl/fxMefbvT7RSm2COWwGMNwTNicbBUW2AD2VHMKKwhUJuTma1habNUajd4In27kF6+PHnjYLNWyjEsT9XsORSivbMhH1251hiKcBbHNRruKUqU4qJNAQgahktNVTBSiWEdVcaYHo2sYUJAHQYkDEkECdawgZQFBAgw1ava+syfe+fhqAbexube3Nzg2N+V/xyB2LgQfXtr98OPdwThtZlqI1po14xAvxUnFphGOCoEBITaTYNpKNGBGRDmolMounAADReTwCIhJlFRIA7yFB2Cts+lCp9/75MZwq6PzGQzgiAEPZqhVj5oBRl7EF/m43T4+DQM9vAV7pB26h4u/6UfknEvTdG9vL8uyiPdCCGy+juM6quSjoUtRFF8M8s0w2CbJYVS5G5VAKQgBFy9/2uv1xuOxc0mr1Wo16suLSyvzWRA4hgFI4H1pDSFNIDpr3Ta9sr/hNvkdekKdmCIOC2ztdW6s3+LUNZvNxfm5VjYjndJQDflUQeYoRfPr2WWzHp46LbW+iZeCGRung8+wSNW7jFp0kGH1CkgpgA9gtdYmLit9n4gQEGK8m8lgTCHC3ESTCio/2Bm9/bM3/vXzbz1w/5m//Omjjz544fELrXnAEDtf1llsygg5wFAb3dGU4ux5gp6qlmZVxOptG53kXmOOyGyX9+AXtw1NCEi0gKqCBRCqCbEHPNAB3rm099u3Pn7+d++//v61kc9sfTFPV5DZENtXAltZ2JV+nAMg40iDAGQtMwfvIeE27Ed0h9Jv5sm8d/ZIZXJDIe6OyNNgmyp4OBxvbEhncMP3t4JSLkBtMagKvCNuNuuteq3VSBfbNWfhJqhbxZMAkKAOREIiIqQwxrAxADQIsRJzZdAlIiFQklavh0AgURmPx0VRQDSEENV6WZZNbwQiWGuiP62qinq2RsEEIoaoxA/EGjaMIIZonwfmNXqEVmGOAchzjMtQFMXe3t7VvSEAjlHvaqwxkTXdbjYSa9rNervVqKWOJjT9QkAEphmgVmX8hf3rIu40gsYeK0Azw73JmfBVDdKPUN+9vlgsEayxUCwsNBpz2e72oBj519+/eOrE95tnEoKSgUdews9RfX2nd+njayGoZV2dm1toNUlAHACz0Go6YwuYkmpCYAhRCY9GZlu1xI/2Go2V7Vs3Nzd6J1otaGz2uXGBmsX21uA3L16+cm2z8EzWSvCjYuThIygKAcurK2wcG1dIUfjESGGIDXnAM2qPP3D61bcu39wZ9Qr78jtXj60t/+k/WguwVA4N265JukX42xdfXu/s5fAEeeiR+xaWGNYDYyDxUgZTePLEAqcSA3k0RmZSCKLMxCBSDUHEVyQEAVsLjAQssMKJ95bVavCGHZHCERDqDXf69OrxtZWPPr01gHvt7Q/uO/3j1GRQBrFqBsKtDbzy0ju9vZEW0minzz75+FwjNZAQWaJkYvtHfIhEAgECSAWWGTwNDqVhnqvROMaAENgqgYytNRsAiiBgF4RGnlo2zYDTKy0tYNFevzF8480ryz8+n9ThiGEURQFnE4vXXrs63CskFJbl+Im1ej0lQJUO6uzlqKj8VkwniKJOXbIsa7Vae3t7x9eOAzDGxCncFJhNy4gvBfmoqjEm/hl/4Hg8zrJse3t7cXGxGkL+vr+RAQlBVa2dZNkpVRZ5QIzR7RdYv7l5a2tzHERV06y+ONdeXV5abNdSBgEJgaKzJ+L+rSZrzAfepW+cFiUxgmIfrvE0GH63U1xbX9/d69okW1qZP37s2ELTKRCgpGrIQwBDVebypPqQ35MBd7Tu1jE50NHSST5Yha+qQpbuqQ1/Z9G/L70+IJmDRhgYWcSWAPIiLMKRhgOtpOWaK1mJvGGb5ZQUSHi+2dHylRv5W//Lvz+++vJzj5//4+cee+bhtZNtJ4DDODOswTPAbBAd+wVI/H6+eRxeRxX/7TXoPScWiF0UBmIMIcd3D0EkmMrGHBKEiJgZ5RhJDXA5uARGwEc7eOeTnZ89/8p7l65eur7hUUtqq6LJUJisLZlZozZfWEHqEbyJo7CggZlBEjhIjDSUexbafZGzLs+tMaPR6NatWwvaS1WIbZK4NHXZXKvVqLWbaSOD44rQaKpAjAAVmuRaeU9p6gAGcQgFEcWUWmKWEABlY2IXjF2ccisBVQygqAYRH8hwWstac21rLc/aOFd25RFBEUVr6KrtrkRkLKZ0mXLGAiwajUVu2mCoo3ExGAz6w/FoNMrzPCiCSYjIsMlSV0uSRj2ba9RrmZtvGKo8k5Q00MTQ4TbNIR1M1aODGenEMhPpyTM1gB7ap/9Sbr0j1HfPo75YDmihFc/9AAAgAElEQVQAU2s+O3fh2Cebr7OtvfXeu/XMs/neyRNNIVWwIrt1pfPz3775yfVtErKhfODMyXMnaiYISGpkUmXjiaj29ke3nvneuXlD7BwgRHRseWXxVr7XG9+8tfXrF15J+cmTawumzkIoFZ9eGf3273/zwnvXtRBrrQcxhdznIJOjMMiMQ5JYiHqvadbc3unt9GvLrmUMQUtr8vuP1378zEM3N3r9Mv302ub/84sXtXjsmYePn1pqFEO5OPKvvvzaC2++vzcWcjh7duWJx8/W6wDlkFxhYNg465xTHY6LscZYIZq0ZwwHgKAEsQzDVVJRiLQyhChRNwxD1ioHURXvJYAADWTtg+fOPPLAxuZWrz/yL7z57pn7zpw/tbbQqhNht4OtLv7N3/7m5vUbCEUjwYXTxx45f3apkRBKJQegKMbeF4ZgLDmzb1avbBUUGTrM7EdSd83ECdRJsKw+QtNaCilyx4aRbG7sbW7nCydqI48a/Mn51umlxfXdsjMsfvn3r6REP3j63FxazNVdkqbdfvjw8q2XXn3/02vbwfB9p1fvP73WSitWbBX8anD78XFE9LznQWCMpHPO1Wq1TrfTbDYNmwnVeT/S/cuung88Fsxsre33+3fSUO9edfnJSxOAg4oqgYzEUFvB1Vud9ZsbeVk4m4JkrtlYXVxYaNdbKdIIgFRmzPcYMT73HqsxQ1BjouilsiuIVYcSgmKvX2xubna7XWNMo1FfW16eazhTkcrUkhAYMX/xoM72SHH7nYavrNN8y2m1eMAddmbbKaBkY8+AIEYDiBU+AEQc2EJVyYVJurcmjUubg6s/f++Xv337wqnWD5+8709++Pj37l/tQVomtYAFSKZVZ+xTKlTBE0swlVlPFD2Itb6cKdNntsP+ISsB9q2exBM0ilOMISCol6BwLo3Sh5C0C2VPGAC/uxz++pcv/+atSzd6+UZnCE7QOJ0mdSETSoFXw1ySE4qhxEEhM8FuECIGCZEBCUhZv2wDjq/xOaRpdqhgMh01tYQG6n0hImlq52vtZnu+1ppLjUktOwc7gdlRwxaFL5VomTgaOCeJq+QnljlJMJ15E9ia6MApPsSrh23lcFZpBZkji3KK3jFj8VI9KrHdAyUQkZkgwRllBE1mejN9orxEt5fv7e31BiMA3vu89LF3T2zSNFms19I0bdYb9XqSJUgcEuz/sma/oop2udEsf2Zz3KYuvSvp+G5P/pdfqx2hvnu/zQJ4gRWQNBv26Sfvf/vi+52+z0fFG298uLvVuf/cqVOnj3n4a+vXrn+wfu3mbp5TatzD95186sH7bQBCiaJIau54sz2f1AZEL797JfubY4+cCM2Gu3DhVNpqnnvowqWt4Xbvlufa6x9cGQzz02fW5ldXS+KbN29e+/jyp5c+GnP93KkT3W532BnWa2meD/t+kNlmgFpQu1k7fmxpI98pfP7GG2+tpGePLzaPz6fnT69kqa+z+/6jJz/6+OpvX7+cWd7a7v37X7z43vvNxx54IOHabz75+NqnG90B0tRldXnwwrEL55cSBryHSQgpMRU5xuMiTZCxjSadt8s3NKjkCiWVSqrPJsT7jDlEPrdKoj5IqWXBzAGAClFYaNmnn3jw1ubem29+eGl78K/+zS8fOX/+/On7U1u7cnX9g0uXtzr93d1tUDh9cvGpJx48vtyUUgxEjQdbUkmYKHgKJUGkBLkqNEEAZlAASJOQWhUtxhKcKBgWADPm5zDfylLH+ZiuXL7x7/7trzcefWh1oXX/fHf12OmHzp25/sJbiUt2O92f/+rFa9evnD+zdnx1btgfXP7kxqVP1je2+1pvNzF49IGz58+csrN38oRvpzMax6P1lU4ePlexctcGMIGInHPGmM3NzTRNTWpuw2Z/oKT7bpfNwQyJBEAIIeLM3/s3SvDMDGJREVUBE5vY6c0DrlzfuL5+S4kNO69y5uSpVrO+2ESCqLVVrmKuwkTyKpg6zdPMU3333/gf8C1fwjKGFDoRQLKflC8e6PXGN29tbGxulyKLS0srKyvLc5mZHFBcZVvplDW334I52pxf/d68t1Lab3t5cmgJSIc0/Gf2qgAUWXhAIBWQygQjqlRBz6SmtmyythT9jdHO5jub73586+9e/uDs2uI/+7OfPnR27cwi14HMIEUAYsCYpdv8kSautLNl64S9fc98xEXOjMgKIAoIHl5gCGRhLFnHoEIowpB1wfYeXn/vyt+99OZrF69t9LQndlwosgWkNTDnpcKXABGziE608RyAABM/MJqVCioB8i0GfNM9Mtkmk69D8N5oWJhvP3D+5H1t1ClYZ5RQE5lOtmLqHdHUiYRmMI9GJ3oYLopC1VRTvjh5K0PEbGVZFkURQhCRxcX2RD5H8aRl5qheqQINKoI2V7SPEJTNlAMSFF7EGhtvnynf1jAI6A4xHuf9fn80Go0LH0LwvvpTia21tclqNBrHmtaYKol9+ospYPY354wJKQAtZzbpbYqH21Wy9HvafV9JJ/AI9d37qE/AIT5iIuXDF07++PuP/Pq37/QKDHr+8sd7n37SJX4fQCFlmfe8wBhz5sTCn/zomcfPN1HEbBWDgOUWP3Dy5PX1D/pl8auXX/8dDY6t1P7TRvP8fcv3PXD63Mbexu6ov1tujcreezfevdZR91EefOmHTvNGu/XA8uofPfPk9vbur199uzMad3d3aramgA8+M66Z2bWluTcuXUeQ0WD8v/99p8HhgWPt//Jf/Mcnawn84MRC489+8kiZjy9e2tjpdLc9dQf9dy9vjXLnwVqKH8tiu/7002d+8PSD8wkZCDiDSuFtPgqWkmZSq9nCjL3hA4pXA4QAizKBN1DWwmiIE5FSYwYrM0BQDgMbBqnVmhXn2GtI2MVD+sH75vxPngvD0UsbN67ujbZeu/TL335ohK1NhPxo3Pc6PrW2+MwzDz/+2Pk0hRYEk3KUJjrOHPKihM8txNkqonTaKgsCklAHhaLU4DkYw1Xz1AAp4+yJ5ffepa3e2Ca19969dOm9T9r12r/8i3MPt9f+6EdPdcbDNy9+2hvrTrf30hv9N9/9FBoANc6Oi2KY5zD8p089+MzjD6zOEwMqAWymF7TGlOzZWd/R+orvzn8gGDv020QroagxxhgTo/OSJGFQ7EFGeueXrmq7jcNpjHHO1et1EZnSPjHhl97tjlLVID4IyDhmE4BS0ekVtzY3tnc7RETQhfnmiRMnWnVMGDLR4ySWq2Eig4hFA+mdz+xhw+qv86EmwJdeoIlLvMAHxPDiXr+8ubG5tbMdQliYmzu2urK01Ihkp6BqqFLxioghquR8+23oo335XT817t7HOGSbs4bJ2c6BoGSryV+1QUK0bzPqCVqUfVjjklqSHtdysVcO372eX1rf+ptf/88/fuaRn3zvoScvHH/s3MqJGlITCtSq7SeAeqPCpBN+9TQTiXVimv2ljOm+lMWxnpUidq1gDKzxXoxNA3hQqBoyBp0RLl26/vNb9Ktfv/Dq6++WSNLmYi62hK0ttgtREIfIOHCWTKJBtSij6f6k4gDIzvzuAkxJCgJgkuj9bXsGiWc55/s4X0W8TwwvtNFOkaDq5bGM4mgtZg2A4/hZoy/J9K2JZ3npg7MmS5NpG6EsfVEURVEQkfe+KIokSebn550zZTGubD1JK8N1EWYWjUK4ypF3BsqkUC0lqIqSYcNkeBw0igXJIC8Rk9Pz0XhnJPGviybVEVIa0mPHjxlj0jSt1+tZZuIMszG9garJI6qMiNs7M5UjF9219ci3TXNQGSZ93esI9d3zi8rYoFAYYiym5qfPPrVQn3v9jcsffnzTF8HaNJQiIonNXD0wcOHC6X/8o2efeGDOMZBEnoaBoGHxj3/4/YuXr65vdbudQY+sTUzplYCTc40/+fH3E1P/za/fDGP0e4NRbyiJDRSsKefb6YVTx/78Jz8+f3r+6uXNDz/8oMi73Z3NsiysqyeGjKKV8TOPnb+6vfvJjRvFYGfcPD3sdzHa6o8ZcGRGBsMLp1p/9c//+Fe/eefV19/b6mwPh1KSk7TlRuN2kqyszD/7/ft/8MMHVxdSGzsoY0HmjDPWUmbZhaKVSCOUTBYT3S0URGKhmdF2zWaWa0bHo16ot41lAKVUTGsqR63Uz6XeWKVywASoETKAQKRm+OlH5jk8e+PvXr7y0VUBOUrACDIu8mGtzo/ef+6Hzz75+MP3L7cBwLoIo7x4y5I7VjZSd2Tg436vUtIlMFsKujQ/N5fegrFzmVUZExrRYYoJKeG5Jx/cWL/xwouvS8g1mFz8nuDqZvepuruv4f7DP/8jV+O337281yuY0iLXEIgsh2JchPGxE0tPPPnYnz165r4zS0k8s5kgWiUA8h1VxFF1+bUAvy9c+kyCxwlAkDA/P9/pdJxzjVp94lJd/fCvtLQiImstM3vvXWV1/fvUKWwIYJBaS4QAdId+r9u/cvUaEan3i3Nzx4+vzc1lcZQgCgjYwEwpOlUAO00bpXynZfw334jz1loQCRAANRBga2e0vb29ubkVQlhcmj9+/PjCXMMCVqIDulZGiYj5u/tudvsVF8LRjfzdXXxXnHCojSZHPhtBQdFfETAghgqgUDEKB3FQgpeGEe/LQkoyTBm7hmjIpUhbSy+8t/eb1//vU0v2T3/06D/7k+89ce6Em5SohpGi4pGqlDRrWlZtT/oST5vPe7re7eSEsQgBQQKxKHuTxqwkn9DNHl5/5/qvf/vyW++8/8JWxvVGtnAOakZBYdmCy+E4qBhnnXFiTVBo8CCHNEUoJn8Bg2ZvVpnwIQUqFR32W3vJKvbTRyeQTdgyNKgEVCLTEGkOVa7xxJukEiRVg1FWPvCpOmsABNE8z8uyDEWZ53lRFM65RqMRwV78zrIM1trpBRcnfqp6W8NxItpVESFriIiMjcpqD5QBXigfFYPBqN/vD4fDPC9CCBoNtABD5BKbpa5erzcajXqaNhoZEayFnZUK+xGYUSksQJGEUt1Tt8eBADD7asO7sTpn/9U3cLPRt1pj+t2oH0cgG9QocZT7k2Iw0lvbw/c+vnHxoxubWz0S1JI0tW5+rX7i+MqjD585tWosEPJBklgACARKRCEGP3vhw9+9+/5gNO6Ps6Yb/+Wffu+xh07WkloJdEZ4991bV6+sX71xfW844Hq9MddYXWg9ev+Jpx4+kTIygBUf3hiZes3J4NSSE1gCG/UIFIx57XL/jfffvXH1o2t5s0G2VuZ/9U//+NzpRqORE7xHbRxqoyFurg/f++jipauXu4X2fO3cYuP4ysqjD5w9f7aeJADECJtqG3lv7RC4ugGncOPx2WMZm1w5FQMFjCqRh9JmN2z2FeKPLzUX6lWPygMGPlSOgLi10S3HJTNWV5eEkLiq/jKTfavAuxv5Sy+9d3N9o9frA2g06o2aO3fu1MnjSw+cX67FbROQGohXNgOl5uYYW3tioDUZnFlrQwoYFmICIJ4oUeDajU5XEwqexZ8/s+Aqa24VEa+AMztd/8pr71y8dG1zcwfkJNAfPbX0Z3/+TwLDMEYlPvho/dr17YsfXh2OfFmEpJa05muLK61z58/ef2HllIEBIMHGlqSY6mDimMjkDZRgIAw5qi2/WrD3B/a8dSa8rfSls25za5OZlxeX7oSUX6Kby6Eve3NzM16KAEIIlRHCXX9KAJmoJy0Cdrvjm5ubO7sdVS3L8vixlQv3n05NFUqrvoj3evUD9eCP3b93ZXJXHf4NOKyP8dUOGjREBkHuA1lTBOx0Rtdv3Oj3+8H7+fm50yePLy80YtGUhoheSyWNuNaLWk6ng/iZ2OsAuKNNdCjQxqSu3P9wRcGqIsQ2TLJhd7vj/+J/+vsXXn3fJyvezisU7CFjS0yeAhIxAvLRmJDUamWnfC+0d2dRxOxjLIfWjpNRCmSqnprO+oigwuqtBKNCkGGl9WbDKbNVJV8GhEAGtQRadvxg04Tug2daP/3RU//5X/6Tdh1zDi4q5QRWNePAKpWdfoSasAoWgsXXPeu7W9Ua8qFJUmIWQamA4QAMgR5weR0/e/6Nnz//6tWbO0XgogzdxbMAQxQBDLZsuDK1Yq8+qARiBIEoOIFz5HPFJFMRPBG/ASST6MKY2ymklaP4t6/zoCLEcYwZH6HYWbAcqHPrnz579r/7r//5CYsEHuACnEixj8BAGtOb2R4KhyT43d3d4XAY9erWJGmaVgXq9BMM1f9njeL2ZEsG4CNZU3nS96we+ek2DkBRYnuv2+n0esNBCMEH9d5HAk2kidZIms3m/Px8q9VKEzYGhkAzrpsV8yIoAMu+snzZf/roM35NcwjFlz8LY/+DLi/5vT/qCPX9/2kNFImHC5VXsFobooitUyAXG5Sl9Ox9wkw2nWvDAL7oG/bWWoUROFHLhDKXNOWxl53+cJCPk+Zy0d27bzFNLABGkSChokB3MOSUhlr2fWFcbbHZmCPYEsGVRgpQOiispkhEEw55QGosQonxCLV2j9HPQVJ0e6HuarbEQhNpBuWBRyFIgAYBNiB49IejXjHmrO1MXk+zlmVAQjkwSQ1iY/hOCH3JeIx6ADIgywEMYFMoxRxC0gAUALxmYyYIagwjQXzBSVqIOjbjcRFbQYmppN5FSZywAhqQGJDC+xGg1hlfpKMSw7IofO6lJGvqadZupFNnKhWBBjYEKIoOXHtMyUiQMhIPS4JyCEPqUpokNsR2bUEVpU0lmKqsJ5CAuAxCxg4K7Y19XmpSS0QwVxsmnCRU2UR7j27fi5JXCSpBvbW23kpTCw80AAP4cmQtQxnCIAOBWsgR6vvmUN8X6WTP3oISDJvhaDgcDhu1evSqxgzN8jP4ll/4xc++2t3dXWNMu93GTJTf3X5C1FYIMM6xsdu5tbXb7Q98KVktObF27PjKvINkjpkA8eC8YncSq5CCo3v1wftNCBOXM3X3CuqDB7gMEtR4ovXNzq2Nrd5wYK2dbzWPra4sLdTcxFEwiR6MGoIW8RcMQsakVW9cJ6+WImxJjzbRV4T6OHBAEmZQH6uVewf1xWHwPoq4rdq745ttAo3OuJ5QTmfICjtxFtxPH3M1ERH1QUKAgJjZOoLxZQFjnGXDAT4vRh1H8lhz75GHH/zpD5997okzp9tIgQRg0YR8nCJigiEVXIU93BuoT4jiOxKtlTzQDXj78t7/9je/feHNizf3ipwb6hrkasKuxFgFCAwwxECIjbOWfShEPSDkjDEmqKj3EKXDSJvVK7nzd6Vv5RXLEIGtkK2KUR8/3YTV7137i6dP/bf/1X92KpEa5WStVvT822+vGJh+IIuoepeo9GVZllmWxQTaqBjfly2AVCGiFeqL4euTtmZ0Sq/2xqTVGe8GES1A/VHodru9/mA8HufeB9EyiEi0crdZVmu1Ws1mM8vcgq34vwyowhCqREEgBj8wTXP7SCYpL5hwQe94tnn2GpK7AD46bEffrTtAh0O+Lwf1HVV/34Ybb9IlhsIqQQNkZCzmMi5RSbgMSgeEkLKCKDeJB4JCBkqW0kBwgEuZFCkXa/NO4QogazS4HEEEpYE6eEoYy/MGdjCP0sMpoGFokUFhkEPGYDQSO1QYIoATw+IDQ5A4AA7IUqRI1rIShYA46tuiNtFDOV4hAKtfaMqCSUII3o0SlFBG8MYZiCKvbi6TkKJQCKFuwbAjyBhIVZUq+XQAAoiY1GFKOghsDSDMBgJrE7aAekKQMmeXpi4NgI8WUgoA1jLIh3JgNW25opWUcAwkAiWIyNBwAiGIkCFQbOx5WIZ4MonlqVuxIBIVIsufKJpcGAuL7tiPnW0IKVEKBXwJYwAxCAQ2xi+3kzK6XwCMkpUZhoVQwFksNS2i1a8BYH0QYGyrdxSAWGehHmUJdbDGC8yBmliOnAK/Hehx8qEZNnmR12v18Xg8GAystdFhZQr2viJp3/TrRqMxHA7LsnTOxb/xs5IbqmAJdAfjre2d3d0uG9demD976nSjjloCJ0wEqId4wFeGceyIEiIOB/HbzMN6bxkkqIiIWJswcGujc/XatSKIYddut46vHVtsOwOUAayaWKrOAQZV03+G4aBavVf7LjWKb7MPxNH6gytuO7k1InlMWCdFHgnpgYJPCcJ1IEBzaLDqrZYAlGwgDVBBCrJxVgflcrwLVgasZYInUoEPAkoSlVCqKUMKTZC0cgm3Ojc2fvPy7373uwsnVn/w1IM/fOrhx86dXG64Gd+h6uKkymVJv5ST5w+HjrlO3hxCv8SHn27++qXX//pXr324McxNW2pLnuteU2gGsuT3SC2zAxkyqcCoUqlQkwIWGjQU3hcwYCKyqmKokh/P+DRSbKpWcfYyZX5+e4cphJmww0mXy3tSSaxLHRLHUdAZvBebzJyKUFEE3+/3raHUJS4x1tiJ/BNe1BiyNp34xKDKCmITJGgQNiaO4Jmj7QFFL84p6NpXngMhaFmWoyIfjUZFUdzs5D6Esiy9QlW9oBRtt9suSev1erPZrNU4TSsLlkzBMz4qqtCg0ECWAeFpf0kDFMLZ1AmPpye1eqZplJCfhWqhgpDVvzkYuiczfUoBIBMVw52d36+ua3I06ztaR+sebnAf2vyhr/WMOFqHLj/5KCa53EFEoKzESoYmoeRRRzkC7PQfLQz5ySdmFUaVAbBMPssZP//Z8/nWrVtzc3NpmsbOaNS+xz+/ula6KPX7/WazyQwffIyUqLR3NI1Erv4XCYFt0ivx3kdXtjqDMujpk2vHl+eWmsaG0lAJUgQSYjbJnW3OqVf8XaqRzwOKZumgn2GTEe9pM/EcrywZJgBMJ6JoYsAGgRCY0AEAFIrOnr/26cflcFDL0uMry4vzc3Ot1ChU1BiCQqRkc0Ta/MOfSA+YKalxtmseVTp+8plt94b/4n9898VXXzVJU6zzaoNxUAMiaCANhDA7m1IO34X3j+5mFXwwOnwyk/EMMiR+PAjFYG2h+ZPnnvjx9x959pG5Yw3MI07/igwFUECKPi9bECOwekNCVcafLasjzU6pc4pgMUA1K+T9E1QZQohTpkkgkygc5woWGC8ctFI+KhAUlmAxCc2bEPCu2rQPbHbw/uWNX7701q9efnt9Lzf11cB1rZLkQIhZoBImM4+Db47MuHEoZkSVBacHBZZMCmjENJMjW1kIAFnNZx8ynSUm3HFVE3c/5/ncOFgmHD56QnXBjD7PT04DxU9BgJJRCAmgjn3oXP2Lp0//9//NX51xsNplcgG2L84xAIzHUuZFKAv1uZRFvZY2G7UsTaokhwgKKZkZmmmVS65Q78lMbE2qyBAEm01HZzrZ3R7IA8Y5hmMd5UV/OO4N+nleikidhqoKEkNcS9J2u9Gu1Y+tLBiq2JtTEeq9Ft759a+jWd/ROlrfivbbH/Lfj9ZX8pkoVFSB2Dg0xKwwsb0XgFGO7mDU7w3z0kuSthrZ8lzWtFBKvCjUG+MO2JDRbFLrIavZbHa73fn5+TRNQwhJkojIlw75blvMVRC2Qq2xAJj4Ln6DMNYWop1Ov9PvwdjlpcWVtcVWBgBkLMRDSJmZnYJVZFp6Tjg8+4LGQ1/LF9wy9Hs4oHSbmSaAWLsygxjEqiQTo5kYZN0bYGtrp7u344tyYWGhXa+vrCzVM8Nxun8nu+kuBffR+gPPwDs/24BSVRSlxhJcY8VJUFUEqOhMgrbKd4JS+w9EfZMn1kaWW1qrU9ruDHo/+8UrL/76pVNL9Z8+99if/+TZB0+7BidFSFIOlimrrBtJYiiCalAWMswVJ7IKTIdCSLl5SKeSoCREWuUdTbZ6gBsXYwOfJjUCQgghlElilVBqCGCQU2vHQAkEwRtX8MJLr/7i+Zc+vb49EOdNw9rloA2vlYyWVZSEFKQQSmZOFpkBUTpN3D7Yes2F7ngk6SCKm5j4i8hhDSi+vQdVuT5+vjpcaXj4xphYjBzcDp+jr8HwREYr7aJXhJj94b2HGMdJwgBgqKlKQahpAMAHUDFKmWwjs5Q553hmEAYNqgpUsQqzLzCGPRiXTI9KRSV88ZONK0AIKEod5nlRhq2dvbwsxnlZikgAmFKXuiy1UiZJUq/X2s1mo1bPUk7MRDU9A/kqiHyE+o7W0Tpa317Id7S+mVUxfqrr0quIEjEEyD06vdH2Tme30ysKDwDGdKzptevHlhYW57KUU1UXJJjI0kRlx1dBn89Eff1+P03TWKiFEL4sUd9nLO+994FYrbFBAjPTZ5QNQFmWEmASU6/X0xQK5AFKmpKLfJYALoHstldeCWTobkTHz2WQILcVc/RZW4rBgIjIBIgKMxPb0ntrDUA+JlcDucdoVNzoDMbjcb/fHw8H9Sw9vnZsdaHGM3whiuxzkhgwdbS+hrbXTGCzKImSCE3dJgWI+rM749S+04z3id7q4JtgMvUhhDCUYODYNENpivG4d7XzyY1f/r9///L3Hrn/p889/fRjp1fnjQPqwzLNnMbdRkwMDRCFhkqWksTmSSTSzahzdfbDjacBVVNbghgKI9/IkroBEAJ8YYwaIyjGEEmy1hiuA4yBzSGef+XK8y++/PbFbq8/7I8LtcuUNoVdgPXIpltTInWWROlAVIbMHjsVY1NuR8sU9o8WiirKO708qp8gxHd5humwm6TxOVtxw7tuD72DQPF5inzGQMkqGSgThCCRvMpkARM8jYbwGRwxGzDByhhEFnAJ2DBZoxNkW+r0IzYgBEVtmn1AMewBxEzA2AciQwTi/dvPA2WJ4XA0HIyHw2F/NByNxnlRWGtVSQiOrE1skqWNRiPLsqX2MWOMtZRMiBuRpxk9Wmj/aYtRhN/pXX+E+o7WvXD5HAGhQ39N/f0V69H6hhbDk5IAChaogDxRp5/vdUdbO3vDwUgAw86mmTHWiC/KYnNjt7PbX15aWDu22KqzJeYKmZRVBDCxEhP40HmXqi4vL+/s7HS73VarFUJwznnvrf0Kj3FVGGNGo1Gr1YhhRfHPQ+Dr7DgAACAASURBVL85qDJTo9VcWJjf7PTW12+Ox/PL8425hmPLxhgRBXMVeKAThp7KJIGJJqWoHvJCiD/PCVHeca7cNvCY6cCLj7UvWY6lQoAGAbk0V3iBDzoYjrrdUa/fz/N8lI+JKE2TtRNrx9eWG5mNGkSRKjeFQCqT/K6jDfs1b0xNWC3DQa3AKFkogxgQqLmdN8/F0Q27X2tTlKELbAwINgGqVCObkNSGoZ7D93vFR7/58P964b2ldv3s6ZMn1479J08tr60unlhdmqtzSmDAULCRmsdRxysqgUhAIDVVTT41vtd94E4wlRkmCKqZIfEQUSZWTuPYqGTq5Hpzc/DWlY1XP7j55icblzeH24MwLDQxdeG61lnAwkaNrQBt1OGTB4Q0gCQG2t/+Huntb5ZOIsGrapl0MrY0h5wos4m4dJeiRemQe5zLz/lpJneph+iwguFzHJs21ImMJyMEQiANICgR4IlVUQaBSAFTAs4Q4MvIuzUuAjkhCRIT8sjEdmbU8FmCj6EQcaQ7ebOFoMb4AO+lDKHXz7u9XulDWRTe+7IsVIQJzrl6lrWa9WajnrqkVkvSxDlrrbWGlRRS9UwrgMeTCfPEUW+K93DkbnCE+o7W0brHUZ8eWqoerW/4w6k4ngw2sbV55ebeJ9dviaiqWmubWa3Vai3MzzUasCX6g9H65s6trc7V9Z1C3KkTc4u1CYdIY0XCSpGLBnM4AFNr7crKyvr6urU25qd/pZAvrnq91uv1iSjq+hR3tW8QCWxss56cPX3CJjsbOzs3rl/d3UwSi/lmfW11qd1u8dTsINp8EwCj0H16V5zMTH7kdCLAX9zs5ECFpXdsJWKO1UkFR4Gg5AEJuHFrb2Njw3vPzNEFkYjWFtuLi4uLi21LCAKSSr9f5QarQqEaYirFkXD+q0YuszUvK0jAqhwUUAMFiShN9EJ3NCzoO3Gikn426KODb4kqPAQQARlhA5MGZM7QuMz1/2PvvZoku650sW+tvfcxacpXtW94S4AgQDO8l+Z6jaQIuQi9KaQn/Sj9gfuguIrQgx6uZiZmLmc4Qw5FgoQ3DdON9mW6XLpj9l5LD/ucrKzqrgaaAwIYMncgGtVZ2ZknT56z9vrW+tb31TXb4JhGpb/24X54797/+Z/3VxfyZy6u/+iVZ378naefv9A/k5uUFSLiK2VmY9VE8yQ2zZgZEzHUHLlW6hQUMdRCAbY+DK3NatjCA5aGwFsf1b9+54O//sXrn23t7Qxqmy9S0huX5ENqXDKBhbVghsx6CQgkTocRRxVtIoXBCflRpQddZ0eF16lzTEs6mB45H12H7YvoaUDuwTWgRxOSJclPv0lOvoGa8ou/cpBOgBG2IBF4QtDmOvCG1CScd5HbqNFXQ1Xt0lRnhYnjeW1PU0AIR2UFoopsm9BQLagrTKqq9mFv72BcFpOiqutQe89snHOsIUmSpZVev9Pt9zp57jIHA1S1pIZdS6RtagRNe7ax+VEoRAGQMSerGxrmZbg56puvb8KmNJPPKX/+c/50wc9chPObk4QqiJk5AKMibO0f3rq7zcbWvmSipX7/wvmzyz0YIAAdgyzNa1mcVGFvMN47HCz0u8u5bfIKFSjAQs3WRaclZyEEa22/3x+Px9baqXn6H/RTGmO891VdTb0izCm5MqkwkDJMh3B+tdvNNze3i2KsKgcHB8PhYa+30Osv9JaWu10alcEYY0yciiSiaYbFMxpos5Mqj1IRVzp2p9BMckYnc7tSGsfpyAgcTLA3GE7G5d7BvoiIqAqVdZlas35mfX19fSljaynSew2DgRCiuNzUnDnq0c3X17AYFaEmqok48qYJgUAa/czbvLO9TpI/jWD1MLx3wlNcpYBhIquWEQRVAFtYW1c+KhsJpBQ1JmVHDIyT1XGobn988MYnf////PUvXnli43//n//tc5dWu4m17tgheEV3OsMWfZPQZuFEDfVuOilHXLARUAXcqfGPv7n6F794840Pb94b60Qs7KL0KAQydUiTJAGp91WWNS8bJflF4SOBlVrBFZmS/ehEPYYeWFQy9yNnun/iL/6WZnRV9CE7+MnfP+pc3wPYpw/75h9hri+wl+nYAmlDhyYQO1ETAiRArYM4MDNxoWR4RtSrLaI0s3NmepcJVD2hrjEu/WQyGY8n4/F4UhR1HciaugoiwtZ0O51ut5vn+epiz1pOEkpso8MT/+s4jn08FR/EmzhtIArjtF0AjDHHahn0gC90jvrma77ma77m6wvnURLIsoIPBuNb27tb+4deuA5haXHxzNra6nLatQ2GcwQNE2fys+u9wG507fb+wcHSQkc2VvhYmSPmJafGZCKKAGxxcfH27duHh4dra2t/8IJMLHOrlmXZ6/U+J+EmJSAEYcP9BL2NTic5WxTF7u5uWUyqqhgMBoPhiLa3rEtXe1mapnmeZ1mWOmI+mrkPDyrtWH2UIu00kboP4x1RftrlCZMijIaT4WQyLMpJUVWVr+qamVXEMvW7+crymZXFxU5urIGTI8E5QInJmlll76PSjK9r6+YWfF/tjdlQpClWEog0sodjt4da/p1Q9EsMf9In64hTHf+vAKyVEGrVCuzIGTUK9UCAQ9tGI0CFKMR+TmcNoQzW7Ot4uL9/5Vfvv3fr9n//7374nReeeum5tR5AgAVcg+zcDGJRwLfvHkAcEAKxBwtYgFvIP7h26xevv/ubd65dub63NRRvekgXIQbGgS0k+CAUyBHYMGjYzHLFEk4QgrHE2hwzz7bpmP3JcsHMSXhQSeu4VkqDEht+QNt3amw2BDnuQ4bHXm02CD2ysFP9gFrHaTiQ9FGiZqUIIBtx1YzvAIuQBsuN6UAGNWDYqZyutsg9xr1GjTmOeWMyqcqy3B1VVVUVRVEUhfc+DvgRkWNkCed5d2Fhodfr9XpJYmBmgvc0tlLk+JpIOyVjLTR+wMbx73i9cuowxA+Cf3PUN1/z9fVv18ckdVVm2DfTUZ8/XuE7VRUR07YIRCSqSkz3oRlts/n6BuRLNq3r2jrrsqzyvqo8bLKxvnbh3PpSDu8bs+SqGLk8F64UYOT9Xppntq5dURR1gAUSKMjEtEH5vqGM4xd87PUB6HQ6VVVNJpM8zwF472N1c/pDNMD9fVPBozcVARElSTIajXq9XnSNR8vqOYGomAlSJ2wDYAkKrC+linRteWEymWxvb+3vH1R1pZ7rsrg9Gkcc65zJsqzT6XQ7HecsMzvHqW0qxdMZGTNjfPxQqc+jY5rqcZ54XASTQkfjsq6DiGwd3huPi0lVGnZkbO09QNa6NHELve7q8mK/l+YOHL31BKa9Cw3P5BH6gHaBdXPbhi8pPB7/mU6UJQAGaoCIhLIq2H66MKlDLQQYm2R1HU6aHcd+DVXzc3tiLky0JmaFQmvVEGVsm1/L1F4GqnW8LRHGUIGxolnVWfOdxbcPJ2//x79+bOM3r7345L989fnvPn/5sRXTiWw8hgUYMFF2J4RmW2PjwYVwRSTABHjz493/4y9//fEnn127eVfQMd11dFMIAwmcbQ3oLYhrg6AR3Rw2HvfaXCWkQYSg0U/PACpgIAB8GuCPJnKzjaP2islasrmKRrGawNaCRNWrBNVADEMgJharqqqsCFN4M3P9npjYf/CRRCFQY0y0Mg8hxIBZN/bNOP6azYtGCvvRkWv6kCA/fVo8QgkjMB8h5yb1EmYiwyEEm0IUcZYvCIw5ZrcT2k8y8ZiUqGs/Lsr9g8PhcFjXdWJIoms6SepcliWdPE8S183yvJN288SZJgecJjp0Pyg3TaGiOcIG1tF92wFPIehDrvc56puv+fr667Szu3kz5NTEIAOSKAJF/EcFfqLjdgzoaHWuVJWNbZJrBRHNfWa+adeqtYkA1vDy8uq4kuGkyBK7mMMAiYUBKJR5ZhEmbKgWL1wba51jaO196T04BdTAewhgmMQ+nIHCzFPzdO/9ZDJJkmR62RDRdMzvy9L2ZIYqrLU+8EP82WdzD4I3ygwjseAOdFPqpJ1+9/JgMBqOR+PxuKqq3VFQERKtvJS1HgxHMbPJ8zwxNkmSJEmcM84555wxJjPEzMywtt36T8cGMScUgffwXr0PIQSvEryWZTmZTMZF6b2P7xgIRGRsJiKk2ul0nHPWmMsXz2YJctsmqZGyRHKMhU4yTyW+ulB5ou6lU+17xEyYFIokeC4rBSfGWu9RV7HVY491V2LrRuv5Wb2v/uh0yoieniicMMCUliwnLJWAoQpKgVwIBSmy5Q93h1f/9srf/erD5y8s/+iVZ376/Zeef2ph+g1KXeSGMmcYENVxKSZ1NWMIvPeZ/vJ3H/7ff/E37w0WRDpknmGbhmCCKBNZ5+oQAKi2gh2wEvUffdEgAghpww5nJYk0CuLpY7ifV9ne1HWQFgQR05HdQF21mqREMAyyICNlDSYYB1iwQMRH4BMU0aSGDAgQlSCqaizdd0WfuhKbeO9DFQIpM0fnOQ1EholJQtAgYAbF8WKaRZDTviSfQh+NtN7Wwq4pq1uTeDXwcWQ9gOq4jfhJaWTsrJeAUrwzgdkorIqAmBleUdQoaim9v7c/nJTVqKi9aB20DgJYTjLWcZIkaea6Wd7t5t1Op5Oys4CAuQmwKgJSE0cEj8O9E/vSadJcp8WNY8B+jvrma76+GRXHdhK6dVkROeL8Ex2VpP7IPvdsgh5rb/ERH5QIzDS39vomJqDa6PIbxsZqf1LXo5t3Dvf39hd7Sx1nDCRU5GtODIL3BsTWwABCWhuDLE/StGFLkU1bmhPhodg+aooAcM7leT4ajYqi6HQ6EQ1On/ZPafQ98L50zlU1x07j1KX99H8AUiUEUlYCgXwAMzLH2Up/Zblf1z6EMNL08HC4u7s7HA6LomDmmNlMJpNxW8mOpZDYvXRJ1uZgNK2MJEmiM43H6UkQraYFFBFRIRERaFVVIvFpROD42yxNrbWRX1TXZVmWSwuLZ1eTmB9wHEsRIQpgPgk9Tswhk8xvjT8c5LsfoKC5GBrLDyJKbbDGqx+ZJDNGgg8aiJlBSk1yy81gF8AyZ0/cF2TEzdRQGkrkzEUffcy5VVdip6WCFRyIAtlAVtmxTY3tUtXbGdz79TubH39892/+9q21lf7/+D888dJzz11aXHUuCwglyACTunZpems3/PKtj/721+/9+r3rN3fHmi6F2tgsS50TEQ3CGkAi5ShzrCSBIMQKK0RQC7Ctk/i9xmOL/VyCKEWl4KBQIigFKBu5z+gR0EZehlW0iR9ANGU1yZiIQAZsJJAIIOA0AZgVqqpeIMpEICGUKqqhiUeGOPYANegDooQ+OFaTiBExTd9qtvcoxEwaVINRo6ISArWGOjPZgqAVKH4oyD+KnFR5x0aNYSZLNSFoCEoiqEjLPEVikBoD1B5UoEw5FUVZYf9gsLO3P56UdV0HpcoHHwRsjTGZS7IsS9P0wsoZYyhJXOIwy+FsmotQDd40JI4w44Qox4sO/EC7DP4i4WK+5qhvvr4p23nDG2EinYU4R4krtYka/XEq4qlq9F6bRYDG0IkMRxtD8Pn6BtQoFCJQAgiWsbK4tL19bzIe3rl1c/HpJwggMjbNEGq4xCtASQVsbe0Mh0NnmJl3B8FCcmM6CSeW2iT2VEQVe8LMHN0aut2uiIxGozRNY4svPq5ftmqkKqJsTFmWny8ZStPmCwgeykzsDAHwApAaoiSxgLVAL+udWe2pIgRMJpPBYDAej6vK1xJCCNHD13sfQgBwMK6mUDACP7TNzxMZDABFcTwBir9i51wst7OxvV6/3+/neZ5RM7joy3Khk66cX7Ct2ER8ARZhUmNMqyl/Ktydc7C/ljux5UOAmbX4uMN3pDakKYJztYDJkpW65pZZJ0A0AiGZT12eXEbsgysaTXodpUSOkmobyuYvTAJSWM+mrIOxxhoyzhPhoCiGn+3jqlz/7K/Obpx57dvf+tEPvvfi00/nxhzs7e0dDP7iL/72/as337pyc2vgJVsy+cq4Hq1agodU4r0ww6YWKl5KrUQ5MCKEYmm0OpGUK/Hr5Ti52fAefRRvlWiyRw3l25wC+Bs1yJaWOV1e71aVSGCwI84sOUEiQyW4oIaUSYiIDBkicm5PVVWbINZ6MMWRDcXxXpWcUucLIThmYwwEkRtJRMxcl4UyO2tjl00jVdUfcTVZZ1DPaWOKxxmecSXeBiJ4A4CohtaqGmBSy9XkUIrxcIjlHlWBazVFoE+3Drz3VVUNB4dVWRpjnCFS6SSmkze6LGmaJkmSOSS2jZEtJTsiayKFqGogmtK42q9uandBJ9v8cvR9nVK8mAO/Oeqbr2/uts18NEvdBgYRhNB0+ZjbINVE8z/GvbZVnWq6E6rG2qg3TjTT7XwQHDil2jVff9CLFuK9sTaO8/e6vNjvbRbjwWCwfzhMV3rERoGgYokFtgzYube3tbkbQkjTZDwef3z1GkM7iVvo95b7vW6eZu5hTbQpvZOZYzev0+lMJpPRaLS4uDhbO/hym8OqGl+zLMs8zw2bUx0kiduJmki2I4JAQWSknYJjqGogRcIWDGGoAgn6eb6+kscpkbJGUZRlWdZ1Xdd15Wtfh5zTeGtMAWEEurMfdlo0SZMsIuTYKpyeEyLKsqzX6/XyhBmiUIUJGB6MjfrVlcU8hSjEq7MEhgEQS1HUdPlE5GTlZV6I+UMXxY4Hu+NjAE0CG7u31tofPpudyy/FOTHlRIlU1Rgj3jMkckFj8wog/tPw1XikLdPIQ3RNp+qRMrvlkApHPNX8ztg0q7zUQWL0YChDVDUb7TvLO7cOfvGz33BB33rx+Tt39/7qr/5qMB6vLPV/8qNXkXRqk42F1WbpeA9sQUZhvaqowjCMqAYlDwqzn4wUCEszSIraabfG+V05or7pdB4dv7SO1FyEoEIngF9tLNiCE1AiwZQV+ZqKSSA4Awu1GgARCFQ1+P0kSfM8zbIsMRZAkLox2tFWlqrt+OnnDZdOzc1jTBPbq+sqwsJiNI4UjG4vn5bEzUxIUioe/rKzpTSuXFAKYAAGaowhTsSklVB1uP/SU2frQnYmxWg42B1We8PKZDZuOuolTbNe5vIs6Xc6aWL7eZJnaTJzKPXxm5kUlpWJRAIxEdnWp0eOqocN5HvoRvyQHXMeOh9cJpvbCc3X173qUBEZAARzBG+ODzw37jsN6vsjnOu7/+daAMBSQ3YVAXNDh3hQzWse4r7iVNSrF3JJAIoAY3B3f/jBh5+oap7nzz755FLfaRTwFOwHbG4eHhzsHRwc2MQRUeV90CjZE7IkWVteOLe+vraQOYY5neRZlqUxxlobrxNVHY1Gw+FwaWkpy7LYM4+Px2TrS0m44xYxGB6Ox+OVlZXEJadcgTgqsB61AlTBdRAlYwwTwBCCACh8NLRrJvFneTva9NSOBDgV8EAQeI+y9HVdxw/b0gQwBXUN6kspQj5rrbVkgPulkAJQl1LX9c725tn1jX4vixpxxhBBVIRaLaXY1CUYAAGazBvuXzXq8woztVtoNY+mXo4cFMoQoAqoDcaoGU5aiFjjhMMappokhHn+85Bc+SQT8fgTtL2PmAADZQjDxy+pgBKsgY17eCyNCTStyBkY0wyOaZzpMmDCRFBp9FhEBdSCNW4kGgmogEqiDMsMOXAmSnCLK+hzqgfSXgP8oF8fZR9yvOJQtmolXjAa43BYTybleFQCTEIQJTLO2NQ6a+1ifhhJ+HlOqT16pwcOq+lDL8KoXMUgAmqEWmtQVgeoQgLKsgKQJ0k3O/bZPzdC0YyqDI4H2zDzQx1QKCYeh7vAcJyXB9XeNthoslBRJtVmkiSdPFtcWFhb6vZaVz2avUl9rRIAUJLNwk1M51lmhhFiPzO64DwopWE8qLknDxvVkz9ZPHgauJv3+ubr61/WJDNXKkJolLdFQNTohzUK8lBVmD+upGuanU8bF6paVZVN0xi0OHYkzP1gYE5h+DpjKhkChMFxRL/f7S4urQyHw8FwvL134PK13MIDOwejj2+Nh8MhUwhCKTt2nPX6JnG1D+PxuJgU2/sDImIsrfS6bE9t1c2KtUTA0+l0oha2McY5N5V6+zJLgwRVpGk6Ho9DCOpOrb5GwhUhyu9Kk04onHUCiEYXXSEIA1kjAy5ohBliFs+O+ES+FQAC8rhZJ9DEUrtz6SkpDt13YCLgVmtOFVVZlpNJXdchhOefuNx8oaQwor4GMTEDAU2FnaLXW2so9tA3m6+v8B48ERONQeonfbbEUyl9BG2I8ayN8qO21xjPv7wHpMn+AVDv9Kd7JAQwiKAEw5AALCJuXhI0QIIhtcwWCEna3IwMsjhyP1D02i+jhgIwTAkKD/ECw0kfrhVebUpCDfDThlgARWXHaEIQ4cijD8f1+5tWmz+mnDmlGqlAolrL9L0Cgohs7vH+7mA8Hpc+CDSIsOqiJWZYQ2lmu3nS7XGvw2lKy7yI47AKR0Z/XzSCKJRBCgpyRHf33h+MBqm1aZqm1rmOTWwMVcBxm4ZGzJNPRX0nSnuq8AwP1IJJGarJeDQcH5ZhUJtBBQYlYeIn+x0XrLPeEmfu6eWL1to0TfPUJpbieRcFN68pANg6ggMAX7S0pcbwNZbxJXK6wGACGRAFHJm9P+TIj0NowSMAvz/pEvkc9c3XN2GbAYCirHZ397c2t3d3d4uiipSGhYWFjY21jY2NhcVudHOW02af//mvKclzd3f3zp07d7YGk8mEiNLUrSwunT23sba2mqZzm9FvyFUrYEYQMFmmCnCW1tbWxkUJrrfu7WZ5vrLSvX1rZ2tra6KrSjZJM8+8srK8tLqcd+GBcYWDg/Hu9s5kdLizt+s4JIbSfveBb1jXdZyvq6oqSZII/Jg5Ar+qqqaoz1prvmyX8CRJiBrpbWZz2o3MzZ4624LWEM2yqXFgb6S3p8rprWKbASlC25RjmdmlFLAPlvM4JSmV4zKfR4MuDIXWdXF4qCJr/Z7Jc+8ra0yTOaqQYUDgPSiq84lq9PZqgN/n7po6h4RfE+ojwIUMSght+Z+gAWRiHtq2NGheN3vIPjQzgKWfdxFPEQyB1Mbb0bbGiKQMMDQm/R5QmwwhBDaAifQdAVti19q0MDSFEuBDaQ0sGGwBA9Fp96hFFdOKThsomvIxT505jv48+muT8Ts+rUTEMbrXNcZFPRqNRqNRVVW7w37tazDnNgo0i5BfX11OE+p0bSczaWIshOCBkIYEM/YHx3pqOgMGYzPV21PrbQAEg0Mdj8YNOz3r5Om40+kY13RKIVAvZPkBGF30VHavHrsLNEAE2wdbk9pPCj8qJr4q6hA8m2A6WdIVEcfVwpK7tH6GXOpdr9N35+5TdT4mPUBHrTlVNHIzpICHUOP62ILzSKyIPBA9HZYdc0z8nLv3vkY1zRv78RuYMzy/4cs33XclBJpe7j7S6BUATKxix7slgSetEWoAIANOA1kFCB5hYgyrT2rrrt0Mf393sHX3zmB3K0V1Zjl//NzGn732bMZNfYxOEmnkzTv1X/yXn3tkozJRdHKmUN3ltCaX1NIr6y5pbimwHKauLKoFY4O6UFaVKvU6fT85+F/+px9dXkKGCaTWYUHdNRCPFIFx/dbg9TeuvvfxnZ1BvV9Uo7qkBKraSfK17sK5laUXnjz3g2+fP7sC78MC7YA7gfoeQI3E4pNru//Xz9+4p0nH6X/9w5dffWwpi0JQjIFBCiSooaXCBMoFsAGsCiUl/ObTyV//5t3DqmbU66u9/+3Hl5b76yB4o0BlAPIWwgCKhP7jz9774GZlkaZh9Nyl5T//F4/lmXUEAwECoTUROhalWnoLWGECOPYuHEBaAjUIQDaBnQDX9/DbN+5+eOXq5uZ2cXCVTM9rN88WACwv9V98+vwrLz329GXbczCAA+px5dLkC6Wix+NhYATAYeJD+e7Vnb98fXPTL6vqhtn9X//bb19YtAEI6DJgZc4e/bzUPs6YAQH0/ief7Y3KslZvEuPySR1M4uq6Tiks5fz4+sLZlY5DQFCYpAgsBtfujm/euu19naR88fz64+vLyYyN0kwOQA9EO0K0tb1jjFnqL4hImrq6Ds4ZeuDRPjIKEe8DQMbaO3fvLC2uJEkyqzN05NOrGnnaD8FmpzUhZz/OP+U506dF7dAILhseETGAIGE4HI7H406ns7iwCKD2dWLnrnp/TEjwYfIV8/X1fgtHQWuaWtAMs1Jbbg9YgTK28u6jFkzZ2tqyC5oKgE5fSo6FPm294KNIQPMwgcyUTy5ABRQe4wrjSdgfTg7HRVn5OqiARHWluptal6S2k6W9bt7L8yRJ0sQmiaUZa+EgIYSQOhuHkGcvPFWKZoDxwelYHdczpNU4yW/arC/quKD5J63c23EWfTyB4gGa4eS2P5QO7I48RgkSlV8MBKhqHE70YFiOx+NxMRkVIwAkGoKHBme5m6V5lvY6WZa4XjfvpKk1RHTMRf1LuiTmd+sXS93uO6Wzwjyz5pBejhlFNk8GzXt93/jFM2yGI64CE6RlMjCDI7PZAwJrENAU4xOQjfxsC2a2UA5k3nxv6+e/evPvP9kO5dhq7bT8BPXN8ysb/fzZZy7Z+1N8EigO93evXrmyeTD20rG2T94b2g86hnOV9H3oEzKDyujA0JCwBuM9SrAqrHjpOy7+w/dpKREJHDx1+yAeTXTM/me/fPN3b35w49ZeHZJxJeRsN3fj0dBZOzrcKbZ490by2RX74XurP/3xd7777ceAbggEAwMYi7pC3kmvX7t6cxgo1BsZXVr47oXlPEbipOF8E8jFgUBu9gkC4d4h/u4Xv3rzw2ulry3XK999KUnTSMUwoDA92SAA127tvvvO+x/cGEqwuYwHm4uvPdu/eH7j8/T2H1Kv4hiGPVQZb7yz+fP/7+1rN3YGhxNVzS2KcjguhnU1VtXD/Rt721euXVt67aWnf/T9l9cWuBJN8qQhwj5KBPY+sDNMEHBZybvvffzrQNnswwAAIABJREFU3350r15yzt2xey+dt+s/flkItlGzmN+EX/RrNYxLly6NP/6srCvHNC4KMqYYjRf62ZmVpTNLnaWUXDu5JiEYw16wvtYZjha3dzYBvrd7cGl1+YHn/MSueaRXSbS4uLi/v18URb/fDUGdM96Ls1+WZR8TsUK73e5gMFhcXDRmqu2u0K9zhz5hIXi/oyCBiChIKOvSez8ej40xUbqzaWyYefP8TxeHzJPLrxhOK0WQwhrn80laxuWxHmxjeKBHj9EMwKlrz8zmmOJ1MwMys7HOyFeSa11/gVYRStMkJtFlpUVVj4tqOBoPJ8Xe4QBsQaxsLDiSEZWxvrK6srq00OvnaUNlbC3viIFIwmRmYmPZiAhAzPZkK6w1HI7ZukKJCA5lEUbjYSRuJGn0QFfDBAYzN4qpTLPdbVWoHlnAEztAm2Rn1owhTQGE0JJpFUFQA8PDclxUh8PBzt5h5T1FSVuCszbJXJJ0s9T1O/lCv9frsHgYhuOmycrHGoVzIPc1rKhrHTevWQm32ZNsWkqO4ggc0pzh+c8B9TUFL4CP+FHHyNpxlnpG64hcvPmVbN2yGxggGBCNKvzjWx/+/Hfvkl3lGgS1xNBgPSWcpHyC8N223AlaFQ41+cISWbgQCuIiMUEpqSVYQ0zMiow1+Mr4IcGLFGyJTFpWBXNqpDRIiAgmARwUJqe3377+l//wu4PdQVWGPOWzq/3lpd7ScjdLzMHBQeV1a3N3OCqqyr5z5ZO90ejeWP/8pY281xEFFJaRpNg4071wbuPme7eLsn733U9evHxhbfGJzACEpGFVEMjFeQADAAFqwHj/09vvfPTpYFjUfvz8k2e+9/KzaZrOjFdzFCKM+8itWztbWzuTiZAaC384GF3/7Na5MxuBoUoWs7MAsxPvfL/uMB/tchZsAPvuR3f/6m9+duPO3mAwUR821ta7vf75cxfJuP2DwcHB4eFhOZ4MPv50ezTYkVD+u3/1g4WUFAhSWGeAR5Agt85EU+OgdDAMN27fm4zrJLd1VY2K8tPP7oYf/8Bxw0YhnQO/h+9mEkcwKE6nZLy6sjTZ3PGirOps2ul0HjuXry92uoBDoycHEDMpwIyMsbrW3z/Y8V7Go6qukScP2CZPy7pUkSYuc8loNOr1utHj5AGQ9J/A6iAiH3y/37+3c73X66m6NoPSYxoIv++uP3Vi+P0yiekWGP8qIsSs0Kk2QAhhPB5PJpNOp5OmaZZlUPjgmZlp3sier/n6/DjzJb06RRVN0hngh1nXE56SMY16ogcI7qQJH+2zeoTupBnajFlRFECBtFBHpRUDN0bZ7ExQln44PBwOh1VZhhCiHKUBICUrmDlJkn6/v7y83OtlHdfATmrV5LgpHquoElGcXgYgKnYqzwY9IZXZHJVKHCqOilzxhzRNAzkhJhCZKH8c61aRMx+H7xBqH+WJqR1cVMBL0Ogqj5ZyRDHRQd3SPIsqHB4O9w72x+NxWXsAohRUsjwxLmXmlU4nz/NuN88zYwxYwQQSONsK50SqvErrnDwPnl81HmiLlTyFf0dF2ONXmqhMdd3iJliWJeao759BCEYJcLQLZjhCq41+X8GFplQHMIij3lQMhxYQ7w0p2O7sD9/97M6Q0qWy2lhfvXx27dLZpV7OqwvphbU1mrYJjw6geZMnLpz783/704lHpZaQsQSVQxi6fW//zXdu7eyVbPjM+sLLLz6z2Jes7toUlRQBak0mwibU59f7phF3dsGzWuwN8bN/eP32zjhxyZnzS88/9dhLzz55fn2hl5o0MXVdHwzH77z/6VvvfXJ9a3c8CZ/dPax/9d6aCT/8/lNMYA0iJbNRSV751vNvfrSVJSt3tg5/++4nTz9+8dyqsyQkAWQUxjenQhHqyMjYPMSv3rkyqinJ0qQqv/fisy89cdYYjzBNkjkgMAmYBbizuetr7XVThqPJuCzD1c9uffvb30lcE2fpaICAT96rKjFkzlBn49PYBzqo8MvfvHHj9t2y1oWu/dYzz73y4vPnLp5bXMpVsXuwu31v9933r7z51ge1t9t7g5/942/Pnj/32kuXVEPqCCgfCfVF9psBiJI726PtvUoCZ44MiEp37ebezbuHT15YZjzoo8zXLI6aMmpIAJagbOncxvKwKHd2B4bAKpfOrV5ajH7fQiFACCHqsYIhBjz29eJilufpwcHIZb2qFiR0smd1Oi6yBFUsLi5ubm4OBsOFhZ4I7P2Nvt8LuseiNWLHDxTlQ4+Bri+QI36RKu8XrAQ/sLN3BPbavwYJho1hU1blYDDw3idJsry8nGd5rH2KSmsG83nS4PP1x3G/zlsN35AT2Pb7jjp+R+GJZ3U2DbRlZh5/AZmSyUPz2+ZePvJ/ClMtn7jfGQhQeBwOJwf7h6PR6CA4VUXwKp5EKA63Bb+0uLDQSZeXFvqdTuIMERmKJNG2/qkQbUxDuJmywbR4pNAI4Zhjst0AsRMrhBCdSFXVZNxJ8zRJGQygRkUKpobcanCy9mddilaCJbT2JcpmeuqiOk7EiIMKh4eHg8Ggqqq6rquqEBFjjA/eWLbO9vLe6upqr9dLU9Od4sh2y4hkH20qlaIQw9wgTRXMS2ZfeUXmgTvgrLfH7N5tjVXoYDDY39/33nc6neWl5Tnq+6avNsMSBlNsQp0YU54hQFhtgqq0AuhoISNFeVvF9u7w7r19znurGn70vZde+/Yzj52HI5DAmKPezrGpJRCgF9c6i99/zeRUKkKAJSDApHj7g81bN4YH+3sGcm598Sf/8tXHziVuAmWIaY4ks6gmWMhBCFILOwPHm/v4+a/e/+T6JpNbWlj8lz987cc/eGElR9ciiSm1T84sdi5f2Hjuuaf/yz++8daVm4cTvXr1zn/23nZWvvvicsKqdQl24v2Tl9ZX8u7+qBbKPr6+88aH15b+7JmOEaMlNBGTaFOsErBCUQa8/fGtdz+9VQoxwjOPXXjx6cu9WDQhjYbwCqMQEHzA1m517fpmUVTpQt7N0sNiNB6VN+/sbN07WOgvURMhRVWJFZCjfiwBGluoMmtROp0sLwS/fvODd69cqwMh1N955fn/5l//6KnLCxUAhSWcXVzVy6tPXj537ty5v/yrX44r2d4r//H1DzbW1i+fyRKw+pof5VaO/A8IFTXevXJn99CztYt5VhCqYHf2q/c+unv57LKLYIbmQvWn5UFyHFWps1x5pBYXzmxMxuXuwSAo6klFi96AWYiFQRbGQmqoKgVAjFUGXGIJJngSwf2Q73OzLmb0+/3BYJBlmTHmy+rPxr0khMDGKLTf73vvpzQjamvRgH7FWXXEwFHhJm513vvoiMXMhkxVV5PJpK5rAN1ut9PpGDZHY34cWVoQFczxwByczNeXegI/70XauVuYWeWnY9YKR1nOTJ6jTW+fSIwxIBOzWxVRVbEJjidHNVDVGBX1YDQcDSfjoqyqKoTgRch1RYQkOMvdTqff6yx00m6adnLrCIZhEYhCA28AkdS2MtpteV1VEVGdQuuWceCs0xlrhGltcNZ0d1aNGVErqi0120ZZlqitTE1zidhti12/GIW1ZV3W7SmqgUmBwWAyGA2LohhUVVVV6oMxhkgBcmmWJy5NXKeTLfT7/W6WMAkQVNN214hEKqJGL52oEd9pIGAzjTnXBPnq4UCUdVXvPQBnHUUlNKKYsSq0ruuyLKuqYlBRFHGLXFla7na7caOco75vPLhHelQM0+PKVEd4T5o/xYJOcNvhICQeRFCB2rKsRETgz53rfOuF85cvwhHUgyAgUJPI8gwjrI04im5GSrDUoBiy8I0onhpiRyD4PFEL7aQkgLIoWBQGyDPA1zA1GyMwFfDOlbu/eP3tUREurp/51z/5wb/60eN9A1aoL0AGorA2sWwIzz61lvZ/muRv/ur190nMBzf38p+/fmH1R0+cdVE9P0vy8xvdl55//G9/9a5L8u3D4ldvfPCt5y5eXsshNYyjduNokDPZa5sH//jWlZ1RVVd+ve9++mevPHVhI+FYxgvTW4OIAjgYXL9z7+7mgdTSz+2Tj1+47sNwe7y7N/rsxt1LF5eMbbEctYL1Ucj66ItsqCyzhU0AgTAo8O5H17fuDQPx80899l/9mx9f3uilKkHYGVj4OlRssourPfvd127dHv7mzY98CB9+cvfajZ3LZy4GYWuzR4wdYggK2tuvr964VwTX66ZPP3Zud3f3zt2q8uHqjXvDEVb7CBK8hoTmchenF2RmoRfgLGrBUpfPra8dHh6yyuaNz5adPbOy4TiBUCP+aRykJjYBIUEyDL6ua2ttWdbmuM/e/fnTiUd8UGMoBO31OqPRaDAYLC8vixwN8P9TFjNPm3l1Xfd6vd3dXREh4gb4fYVJ9v2UV2PMVDIhJlIi4r0fTcZlWYYQsixbWFiYSrncX3ufMzzna76+amB5MoqeZi8wpRLQrB5V0+xSjRaO1FjnRF0D+ADvQ1mHytdlWd/b2z8cjIJGWRRmZmtdmpqOS9LE9nq9hX63mzVDa22JPPJxKCI7BIUG51IGRKAIQsQgJgKpQESJia2xU8jEBB+kLsqqqmKYSpLEJWb6HAZNRaS8ljO9GntkWkBRjFRnKsgEQhVZptw0TEtB5eEDhpNi/2Cwf3gwGZcBMMYYYxRIyJoszZxLUpunSb/X6XfzbtJwjoLCNqkLIWgcEDMtQPW+UhGXJA1/Nhb86HOlXefr9ytlfu4zWBTM5NqLJ6o6VFUd97t4X0SHjzxLlpeXpxPssSpqjJmjvm/+SnGMEzit+ZwMhoK2xw8YEoYctf18ABuoBZEP4gwVvnbZuL+kzPAimZMZTkQsHhGBdcbuBgrDqINnQwSj4plZwYZZfWBFCLWG0nBglEAGLSmOLyngTWOBEwTWedD1u+F373y0sz90aefffPeFn772+IJBXVddx8YZwEBYFcQoygpJ8tiZ5Cffe/nena2PPrp50D3/8c3Ndz74+NLqs9YaBIFB7vTbzz7x3pXrt/YnZe2v3tl5+4NPz//4W3aGs2DaMzWY1G98eP3Kjbse7Jw+89iZF5642E0YEsAABQSArGUEmAAtAm5s7g0m3hi30M2eeeriePvgcHN4OKo+vXbr1VeeTxfaQecmiWxrZdrCzbazR/cVMa/fundvf2KzvgGee+bZc2f6NoygmnKPBUQhIURB0pUe/uz7f3bl03vbO3vDUXX9+tb4WxeNMTZJHykC11oZSpixvXu4N6jHpWSZnFvrdRO5det2UeL67d2bd/ZXekvGGJ2rmz+4HHMid+FYiDZALWDGxmp3MFg/GAxHo9H2tubp0kqvC1IGtTJ1LjTacbq5uT0ZFyImSdJZRckvgqnieEkM6P1+//DwcDKZZFn2Ze3Kszpg1nIkJhGR+Qb4ZjJzCCGE0KQ4qmVZTiaT0WTc6/VWVlbiRHvEe2aGvB5nHqYdv/mar/n6SvCenFJB49naWfsk0w6XR4zHRNHjjWpREQWrYaaW1jiqUJblaDQaTYqiKMqyLKpaVY1NGGCXGGfzPO/1enmen+8bnVa4W50YQ9FWFC17wVIrfxHqQIYMR2AoqiKizBxDCRgg9kHKsvTek4aYeQNwzrkkyfIktvA0+oLOCDDaKDbT7isi0nARYE6201r6lgKlR1H54bgYDkfjyeRgOEIz3WOccwmREAHoG9fr9ZaWFxZ6Lklg2+RRBSaiO0Rs69UHThygIlFIlIi56UlG2ZiG2KrgeaXs0crBD9nBHgj5Tod/GoLEjUtEY0+vruvWUYmTJEnTtN/vM7M9vkFP28tz1PeNj5IxnihmsEQEexyOaJwtqjk25qeNmLwAhqAMYbWYlF6lssppJ8t7TgDiECAG3lelTdKZa5GPQRQPJLAm4hghhiAQmJmVDJFRDVCxkZqulo1RBIUYNiSRJqEwRpRq4OrNrc9u3i3KsHZ28V+89NSCRQrkToE6KEmAsyxACEjTJELSZy5l//6Hrx7cvHWjrOpq+Lu33vvJK08sLSVgqFBC9PzTZ159+enNX7w5DlJ5/tVv33/1Wy9eXkgiD4Q1StygqmR7GN7+9Pa9URXUn1vqfPfFJ84uZs5Ry1OLitKWNApt0d294fU720UhSWJW+tkzj527feXGLbtVBrq7tT+coN+DiYNaR+bA5mSwng0K1PoCAUUZ7h2MJqUsLvX6/b6vJeta1IfG9OA9GCBCrczIDZZ66drKwt7BPlRv3rw5Onx1fYO1JHqUbp8lA0hR8tXrd3aHk8KH9W735Wef2N3dffu9jye1HBb1rbv3XnhiKUlkTuQ4BfXpjOo4AUrgyPhJLOqA1OLiuY3J4JAyt7M/ybtVkmieEAxEINI2zMF37+xube5Vldfgz5xZ+dwe3QlyPxHKso6GDZ1ONplMDg8Pu938S6o+Nhpxla+n20a0DMZ9AydfJbduluEZpcyiW33MtC5euBh1ZrRxfDaYcXEgIqZGt0pUzLzdN1/z9VXnxPxw4AcAxNoOsMnMJEt0YiE2AErFaFTs7++PRpMqoKqqyGqLzX9rDBvu9bqLi4u9bidNnTGI3bRMPURagW4Wlfii0Rw9xvUwU2ZPnGmOs1HABxFVVWWtdcZOymJ3f38yKdM07fS6FELqbL/bicaqbb7ujTGq0gpmTl1vTIyqccSYWxAYzey0bbvFCUJVjD2Gw2Jra2s8noiIDyGW4VRJEKzVTqfT7/cXFhay1C07mPbAJRw5YTBPrQ4FAIGnh3NMGrVpQjIxnfzG5q5vX8cyxoxGo8PDw7qu0zTtdDrOOWttkiTO2RNbcESDjcgrc/w+56jvm75YEem6xNDgyRIIFTjOK3ugCo1xi4kODQzvkSaxxF02WaEQTCpASZgE0gCjUqmrkQQAcAbCYHaMWbs+PQ5ajrxbpQ3NDMCHACYhiGqSpWU5YWRgq5DQuCOzMQzxTRDhpBT89u33D0aFEj1+/tyls51mjBkegCFL1oWZrYAhpCDibz1z/oMnL7z1majw1Ru33v/o6msvPuMyx9ZowFIf3331qdc/uDLeqrzw1c/u/vp3H65+/2Knz6pw8VMEwOZ///pvPrx+p1ZiDS8/fel7Lz2VGg81AIdQWcMwRirlhACUwM7B6NMbdysflhaS8xsrS93k6Scuffj2NV93r964dfXajXMbl7zCkPGhakssXzQm+iB1FaxNmEyYznQRQAIjCAGqIBu/mPPrePzi6kcfvSsSQtXZ3dl+fH2DHr3rEhS14v1Pro7KyiVmY2VxbSl11Dm7trw7ure1u3ft9t2d/bPnNnKFn9+GDypax9mLaVYg0wcZsQSApS5fvHD2008/hVm5ems37a2cTdw4IDHN7XU4ktt3d3Z39wXGGWMT7XVdmjwYPZ3W9yMgcU4FiTOq6HW7hTH3dnZXVlfiv6gqnyQWwO9h5xAZntH5nUAh6OLi4u7u7oUL53zw1tgpBA0hWPtluiBMWU8P/OzM7L2f2taPx+OiKIwxsZCvqnRfkZwexOecQ775mq8/RFHmgaYFjfuAalsUbUVQ2qc3osBKRM3GIzQD9loO56gIw+FwOB6VRTWpyrquvfeWrKoCnGdZkiTdbneh2+31ulnqnIEx4FmPdKmgkcjCAJjNFE6KkLae5xLLewyroioAaOr4JzIZj2vvRQRssiTpdvtpmjpnbXPsPPvhmQjtnyeCUIxoIGhoRUn16IPXgqLEaDQeDodFVY6rMs5uiQgTOeeyNMmyrJd3ut1ulmVpZhPXnOBkRuPBTLeoJonTdg5FmwM4+S0ycLpiy5wk8Yg1ygc47k6tJo97b02fOB2hrypfluV4PI57X6fTiW09c7xIfMLdiYhiSXT61kRzv75/BsklNN54qmREAIHz4JHH1r3hx5/c+viTz+5t3wtVEJFeN3vs8sVXXn7h4rnlxQ4npgetEQJsVgZ8tjkZeHNnf6LsDDAYu0+u7q0s5Kgny9303FrXxvGtB5IKTrnJFVCCUuSCMrRVKiFEO3IALU+dgRDtE27eGd/a3BmMJob08rn1toR2TOVyOl9IR5GfezmeeOJCfvdmPdGyko+u3n3xuRdTE4kQ3rG9eHbx1ZefPPz1e3u7Q2J64+1Pv/X06qVuL4k3Uh1g7cdX773x4dXDiYdxj59b/sG3n17tGGsVqgKipgjG7JoPXCtu3N4dFJ6sSRN+6uLGShcXz651M7MzFsPm42s3Xnn50lInVmJsqyjdHPo0/Wx2EmphM0kk0Pq6CnUtIqrEbF0SFbxSyLgxZWxp/U6RGlw8l730wtlQ1RuLXUtVVSJ5xPtYoULmsztbu8ORqJL6Jy5urHTMYrp8ZqX30c17ZY2rt27vHD61up7NtVxOA0QPKl2H2HHnZuIEC5387MbaB1smzbqf3d4hd3a1RyVQeQwG41s3t0mMiq3KcqGXnr+wtr7e/z3ON8/MfTjnpjlB3BKSxMZEy/5eDn6xkzn9mZmzLAMQZ1Qalyr6Mo3vjgmdzxyG915VnXNVVRljrLVlWRZFUVUVMy8sLGRZ1mjPzDlI8zVfX2PectwbelqpAUIzPtLGzEgm0JbO1FIO4b14y41SZUAVUFW+qqra+729g6KuGm5bK0xPbLtZJ0mSTqfT7+ZZlmUpJRassFMvwEYWIUB12uVrj0Sh0CgLowQ1ZMhgataL6LN3Irm21lrnrLU2SYkoKKmqiLbaM2FqlUZMAEsIM9pRjeFgkKYyTwS1DUZTYDDSoq5G42IwHo0nk7oOXgKAajImom6W9XvdLEvzJE0Tu7jYT+zMJ42fNUSRgsa96hiemG4YhNPnKh+cCc5x3xffxTDDl2k5Mpja65WVTxLbjlA2Tbmpglpd13WTGWr8a7/fT9PU2sYZRAQhiHnECf456vvnAvsEoYSDKAVwDbzx7qe/+s27N25sDwcT8eqIDcxmOvjo5uY7n1x75YXn/uy1bz12NkNtk8QF4NZu8Z//7pdXbmxvHZRFqc65a1eH/+k//XUoBg7V91998b/7858u9gCPY8Oeetzpi2QmUEKnZSOSCMuEIlKzbYGJ5bhLAUC14vqtzXv7QxAbri+f7UVOPIhbRS8heAMGmCmoBiIGWREYhyeeurzy7vbuIflAH3xy4yeDqruYm8anp17K3fe//cy1m5uHu4dJ2r92c/vNK9cX19eXs9jrM5MJXn/342u3t0Mw/dy99Myl5584b12AaFRgIWJV0gBmqPdwdjDwV67eGhY1W1rqZY+d38iBC2e6Z9b6n+4NmcyVj6/e2/vucicVROv42WLLad/rEaGl20k6mRvVWk6Km7c3a3nMw8FXLonwNzY7BXUZrEmt/cF3nnzumbOWTUZmrddxwKNO3jGsB39w9cbucCQqqZOnHz/XTWAMXTy7nH1wzXu6fnfzxtbuk4+fye08tj8c+8mxTVQUTNz8H/2uw5m1j3aLIGEwmRyOi7yXD4ajg739g3vDchwgzhKvLS2fP7u8tpFagOAfKTJPy4GNTIyhNE2rqirLqtPJmvF7gveB+fcEZtOtiAjWWmNMUVRZlkz9D/AHlnWJxsqxsxdCSJIkhBDVqGPulWVZhHwA4oDf/NKcr/n6JsC/2b5ftBADmJSIoll5Y7/gpSExMoMJZLkU1DUmk3o0Go1Go/F4PC6LKErREDhdGu03Yyp8brlvDFzUEGiFsls7wFhTlqbTGCVSpoqc0QeCQKqtmFbDYI9dRBFhUJZlZGY+GFG321WA6GhEsKG5+wCKrMk4y0ciquqtTaaBaWqs5c2RSF/hMRxVh6PxpCgOh4MAFZHai49tRsPMfP7MhrV2od9f6vdc0pqnCyw1MFpVeWosSL55H+U2IWlER7UZ4eHpBmYeVNafr9+jHBwnIFqiymzVo8GBIYiqOmdDaCgtsSarirr2cTq0qirvvbW20+ksLCxYy9O9flrtpUfnqsxR3ze+YEAlSEAEB1EWSj++ufv//s0vP72xvXVvwJQsdZfOra7089RXxY3B1v7B8Nrtvbv33nzrg1v/6oev/ui7l6Lhloc/GO/dvXe3DF3nuhK0rGSvHluIQxjsF6EGadvtp9lijrax07YPMbRxq1FASBWiFAjKyhAmWNZGSabBjDrlWJmJx0ef3RqV3iZpx9D5lV5oBpwcRZqqtvTVIGQsKQGsBCXUisWN/gsX1n97+yrZbHNUvn/91srG05lBakjVW7LPXVz+9z94qR6Or97em6j7y1/8Lusv/+Q7T1qH0uNnv37/H15/DzALKX7w/KX/8MOXF7NoWC5xLDJEM3sCRBQVYN/74NrV6zu1Irfy6refXetmVnQxpR9+7/l3dsrR4e7W7t477125sP5yN4GCSe53rVaFkjSfUxrljwCogTmz3Du3urB976ba9I233l/suO++fPnymdVEfUpkWEnADoCyBsAvJ7SUdBTKYINagjLxI93LrLy5W77+/mcHpRetXnrqsSfOrUb3jldfeOr1dz/68Oa9UY1fv3v1+Scfe2KjO7fs+9wo3wz6EUCiykREKlAiol4n/fYL2fsfbKr4rbt3trc9IOW4sDB5li3k/ZWlhZWFTpbBioLDo57s1jB9WlVEktjFxYWDw0GSuEjRJCJjOAS1j0gGPpaxIW5Oxnu/t/f/s/eeTZIdWZbYudfdnwqRonSWRAEFXWh0o9V0zwxnxoZc7trQljRyP9CMH/mn+Bt2P9CWRrPl2AyN1rM9orcVGhoFlJapM+QT7vfyg7+IjCyBBnpbVHeHGyyRGRUZ+ZT79XPvPefsnTlzSlUjZc4vsP5+XYUCnY34o7WxfQshhMFgEBVcIqshokH8pg2ml2M5luMrrhtxCs+9NJWsKCkpg3XOVYsiBIq6buq6aXxTlvXgYDCpQ/S1ExHDnCTJaq/rrCvyPEmSNLOps85aY4hjkljiVhszFi+YQAyKxb3o0dL6J4hH0oJSAIqZVLEy1Hsf6sp7H4KPXZTMbDors35IafdJs4UxyggrQWPBjgHJVXyaAAAgAElEQVSbtBxihRITx+uASkSJVeEVwUvdNN6HQVNVlUwmk6oqvQ9RaCqoOGetc0mapmnqEpemSZamzrle1JnhQy0WbvtD4y5LCICEeKY6338tCG/O9CFAR92HzBLv/bpnwZMZkPnrqhobVUQ0SRIRmUwmRJRlmTGcJHm/32M2M63seYjXI4kHeva9kiXq+/0ctdYJW4BEWZHcvV/9+//wd7ce7j/YPjhx4sSf/+l3v/nWy5fOcGFQTWQAff/jW//p73/y+e298WRvZ/sHg923/ue/uWoJl08W/9v/9Jf/VvIf/PPn/+/f/5Q5ufrK8b/48+9d3OhQgBW/tgqOxbrHd51RqJdx2KrOC7IyAAQUQD4qnxg1DEMKO0vjHVlKRHd3x3cfbAYwKa2vdlY7iUKiVw+DZ22QDeBb6rFaCQSCMVBIUegbG2feCzps1GTm5tbmt91LGUGhEthAOsb8+dsvVGXzH/72h1tj2RmU/8/f/eDUytobL6+9d33v7/7pg+1BrVJ/89VLf/Nnb10+3bGAiGHn4JUMqaq0pAPPTqsQ3nv/871h3QidPl587a0r/cySKoFee/ns2Q/3Pnxv1xD9/L33Xnlh442XjgEA8RFrDYjEwqfyAi2SCGB4A7pwpvuX33vn7v3tR/ulV/zHv/3hD3/0k1dfeeHqlSuXLpw+fTzJLQxgANWK24pLiy0AiEFQ+UpFHKnxwcf3bz4alkorneTbX3vlWGFjULh8pnv1yvlP7z4MNnn/8wcffnL/xeNXlqjvKcjkyReIAAkiRErERLH92UBkNTFff/nUJ9eHk3JsEjsajYo8PbG+dnL92Go3Tw00QIK3CQNQwVe74HEy8tysHKpqrTHGjEbj1dU+gKYJ7H4Vzc1DWh0dgsyiKA4ODuqmds49SeD5de0X51/nvEEA0+l0NBqtrq6maRrZhrH7BbPu0+WTuRzL8btfHp9hHl0DMBBQlCQoSymrpg5+Z3uv9s28sEYKVe3mNs+Souj3Op08z/M0TRJE+p2ZLcKxBZQlmhksmMjFBKuItLtkZnaLfaeiLVkw4r1YoyMQiIlhEpgkjUdOzBG8Hab55mZ8CLP2PVIApk391dKqcMY/EgAPEkJZ03RaDyaTaVlPJuV4PC6rqihMCEFEDFGe5/1ut9PppIldX1khOpQYbd3R0V6BQ5BGIKC1hsf8UhNUAAJZnWXc53GFQXPUR182wC3Hl9tcSXza6OiLSkTeS1TdlNkg5jzPO50s9n/meR4rfnXt522csycWImqeKO59YfzVJer7PV09k9i3JUJB8e4vPrt5c3Psuch7b7755ve/++q5Y7CARZV2Guftn79zmajz7//jPw5GzXQy+fiDj0d/8sqxVYGtz6+nDfIPc6N1SWw6ndELFzsrHSQEC8sUAA2hYpPEgt5cHZQOOUs032W2LYpRdIQ8IPFtpMzx2edYPGvl82IJUQQHw/G0ro1LpJZut2sYBg3gWue/9m+0tS2CESU2EAEBBo1jf7zb7ab5yPtJVY/q0gtgRAFjknhgjvDSC+deuvLCvZ9+kFna2tv/2Qcf9le+/5MPP3+0P1Zyp44V71y98sLGutUQQF45YZAhqBCrhMjNIiDcvXv34cPtqgIsXX7x4mq/EwGmMVwU9uyF89c//9SPpzvbezfv3L5y4ZhzXzj99JCSzhCCAAGBLp3f+Nobr/3w3Y+nnkxSbB9M/+knH3/0/r3LL2xcfe3i6ZPdk2udk2vdwqU83+V7gWNRUf7KK/RoiNt3Hk5rVZOcONnZOLVepC7eXiJcuXy+/9MPhwdaNvL59TuTt68UK8uJ+Ixb+oTICBCONj0KkXYcCocz670794a+lJW8s7Fx+sypYynDAAiN5dgeJJCv3io5b8OeO+qCQtA0TYbDUWzFJGseaw75ignLWVOQAkCWZePxuK7rxCUi0f+Xfn0rHrXCDzPyQ/RmUNXhcBhCWF9fj2DPWhvF65g51hOiNdby2VyO5fjdL5CzWXwItESCMVWNSdVMy2o8ng5Gk0lZNT64LA0heB9U4VzayfJer3f2WOacSyxbXnA8UlheaGVUEM+XtoDZOsBswMRspC2GtXw5ASRAFdVoP9q9xJZ1prjasA8KMNt03jYvHqrKiw2hh9obhuZNCS2njueb/gCIovYo62ZaNXXj7z542DTaBAlQgmHrsm6e8TTtdLpF3u12e51OlrBjmIj0Dvk10urYiGhqZ1ogJCJEBjPRjgWYQRJF06nFH4uCIjQn59DRrk76pZBhCQ2/VNZSdQ7VRESapgkhRIFZIooiq0lio9duRHTWmljQq6o6yxIAIWjTNACcc8aQMUSQ1lpjlg/9olrfM27PEvU974NhvKohYqJJiWuf3oImBHrhhUtvX33rxLGIhSqDMVDltl8rrr5+6oNrr/zTj94ry2pzc3z980+Pfe0srHcwgMus5IbqulbvOx1hhgUMGpGS2biEgBqwi4YQC/tbfdqKIKStD89CFiJExz+K6vZzI0HLIYTgVaBVXTlnjIliXSYuzZi1hgKGAVGODQpRUUKlhgmZKbqdThKaQXVQh7psShgLVejMdNDg4kbxjW+89e7Ne/ubm2lqPvrk87MbL3x2/e648qrh4rlLL50/10kY8AQmg9ojZSB4NewbWAsygPcPHjzY3zsAemmavPjii6ljwKOukHLq6MyZ091ud2ewXTb1zvZeVWlhCXJE9kraQrssvHLk6qWOjq3Sd7/zrb0SP37vkwCyaaeqx5OJee+DG3du31jt8+njnVdeOP/SubNXLl4iBVuQacE1MQv0K21193cOHj7aroJSYk4cO77S6xoL1Bph+vmzG8fXj90b7Ajb23fuH+xOi5V8ORO/7ISdYZVooBdfgYYgOHPyWDWd1kIXLl7MMzAhhMDkW+XLIBACWfyq7LumCZEeQIQQ4JwjosFg4NwxNhT7qX6Fet9h8Q0kM0WAqK3yWGr/17tfnIVPbZqmLMvxeNztdldXV2kh3MUrPONF2Cf3msuxHMvxO0pY07ziF1V2q6q6P2zquimrqvIhCBTMbIxLGy9Jkq+sdjqdvNPJsgypRY8WnYmjHS4MQaW1R+LYcXQoNu4jKoPhmS+dxIZSgOqgVVWVdR2LLetWocZw4sgSA23zHRlDXhEWdmDaWpiD50fSVgfpsTMNKrGqUwN13YxH08FoOJ6W06ppfPAalQ5YjU1skhZ5t9Mvimyji+gnEQ3iI96jyENUgYaF3lTAcNz6x/4LY2J5Maa9AMCYVhOPDVPUliZAZuKd+gQU0KNJyy+6o/KU/elyHB3RxlYEEebNi3udTqfX68X4Fd/jvbBpO4sj9gtBmSnLkhDaCnK6oOg9f+r+K6PbEvU978OKNQriJii2B9Wdg9GIgsma16/0vvZSsgZYAZAqQJzW6DDp6ZT++3fWb388uA9+KOl/vjm59NbaCQVC7UwC2BFrKGyiqUw464IEhlNQ+lQvncNUQktkFiWIZQJYJVUuamvENZx4q1MLZU8iIBfTckzwBLJionOgImk411yagCSh3HmdAsewkHwCYA7bNCRWFFvNLy4AQrpl8mq8NTW2L2WR+yyV6AmBxsA5SONT8Dc3zI3z8sNt22jno0e68w8fjw/GqR6c69P/8L0rL5ztBoBhWZHAgxnMIUkcxi618FByB1j/8Y1xbdNOXZ207vWVtTUGgsCl8OyEv3bizrVj5eRRZ7+0790bf2NyUPSynD2aAspwDVFlYCA5PKqZU5Br9TxTACCvVOeOXrsUCnf+3NrwJz+7trs36dniYVKz2GroHu7rZ/f13es73d7wyuX9b3/jyhsvdhyQQK2FhsYZAyGQBzUAgBTCaPnbDVASklAmxkVOwuQfpPl0UpnKrAT6+oXL6/3cK2xC0oAccoerGxcefjbcrfzNXP+v3a3//WyXTQYuNChZmnlsMJBCD61jgSnQAP0/jk3Ns/Y6Zrb68+KbmTV3+uqL52OKNsZwZQYSnV/AWZrlq1mHz97rInycRZEQJC/S0WhUh1q9ZmkG0l+Snn2aTBvzYSUxnpNAQRLPlI0RBbENgi/jNLjwwfNoFmmvh0qkClYoiBov43I6nU5F5MyZM4vwMuY7Y/x7TOqTaJmCXo4/+JrCF6wGj+/O61iAenzNiD64Qu3X9hWS1flcOvwoDTjU8j3y+SqOouvA7BM9EIBaMZliNAnD8WQ8raqq8d5ruW8tMzPBJCxJYnrdTi/Pep2uM5Q66xLjYgelKvkF2DfDWxqZ/6Qzp4fwWOJptpUQBYmKF90/GE6nU+dSkzgm6naSNM17cbWKmi7UJo3n1zUIjAGh/XQCjB9FvXKwJcOAhUAIQjRX3Zx63h/Uw8H4oK3tlL5p1HsmNQxLgPrja/3j66tpmqTWWceWn7YLJyw4W/DToszj95KI5tU+WnzDvCv011KD+EOaQKqPPTmRK/5YrnNxnkX2hDGLBgxHbocqfFMPBoOyLJ1zSZIwU6eTF0XxZBPKY5LaRODZJz+Vfh/znP/1t2uJ+n4PNpdErRrQtKrLshSRtX7/+In1LFlYD9tUlETlhtXV1TNnzmxOtobj6aNHW5OxaMIz1YfwW9oV0TNjFbES0Uz/whym8p76zM4yTAvzkKU1zuEoA9aGJbSd0PFqrK2ufOPtr19/+OFn97at621tPrRhmjFdfevNsxun+bHYRXJkgTQQ4OGj8f7+/mg6yPPVF166sHYqEwJTCeMQGJa7vWPHTpxJ8jAe+sFw/Pn12+fXL+Yua6l9i+GKW8jXHqnGO6sxeaNAYpOLF8/3106/fOXqu+9fu/bZzfEk1KW3lox13tcHB+Vg6A/2792/++mtNy//ybfe3FjNQlwgVGYiqDMd6tn1jD0pqmyS1urVN/rgxufNcFA4c/bU2qlTHZcIUQUwp1DAWHPx4rH1lbTca0I5fXjz+uDFV/u9zizjGcuxT41GvEz+fUHm+7eMTIgpTVPv/WB//8TJU0GCYTN/Kp90EPpKa1KapsPhMM9zJvurGUK005+AqLgAhKDe+yR1zAgB4/F0NBo1Enq9Xq/boSeY8cuHajmW42mhdj4f2xBnnrEhVLAqgaI9QWulh0O9TVkIjkRzTZJICZsnaQwHQRM0Gnk3AXuDcnc4qmo/mVZlWdVeADbGGGtcmmR5UhRFkWZpYtM06RYuNa3k5vxrmxVaJC8oNPpNw5BRFfG+AWCMISYVCUGotSaLNsK+LKu6rkVByv3uSlF0E2cfMyFepCtH3RMNwoAhim2kJmrVEcHk7QESoPBAIyCDaYnxpBxPq7JuJmU9nU6rqhJrRAKJMnOWujxLOlmaJm5tpVekNnXMy+7I5yMix8bjWaK27RyJbSzGmNZaI6iqWtvmGOfwL/bxeh/mBkIi0u3kALrdbqfTcc8g/PxuxxL1/T6k9No6lxkMy0lVg6nf7Zw+ecKZlnsXGwAEZMBMQkBeJKfPnPr5jS0o7+4P9g/GZ/td6xQkisDMFH7Daw49da+4CO2EQapKbL8gGzNvrJgFm5jJdF6UYj+7LhhTLrCbQggw5sqVK1c+m97e3PVGq3KaJnTu9JlvfO2tft8dwXu62Pdg4of4gBu3b+/s7zfBc5icvHAs66MBrDGAqJEA7ubF+QsvFh8c7I33p2Vz+87m9I1LwRpzaCzbEgSjpT1FwiO1/kAgAhlRH2OOAY733bGrGxfObTzafPvT+5vvv//xzdsPqmaKaI2hNJ3i85ujwWDgXP6n33pjtSBL0DAl05tF81nMJpBCoEw2XnwRBDF7w+rhjXvlYJAiWV/fOHmiYygE1PFoBDAmOX9uvdtl2pr6ptq89WBz+2y3d0oEhlsNKaIjf+jw0rU54+V4eph5DKv8RqGLqlpjIwevqqs2pEE1Nl0fzaQcmUFfYuR5vre35723hgFWxVfuOmFAITrjqRKMITZOFYPBcDKZMHM0HTaG6YkrtpTrXI4l0vsScyz+rz7ya9q6KEFn8GNBA0UkgImIwLNMcWuCMDdnajVUNM5fRogWC9X0YDDaHw6m09KDQgiRI5dYm2VJnhXOuRNr0V2aEoO5Z5+ZI724PGnrZ7u4N2jjfNtbHowx1tmFDBcMHy5dIpAAgjprrHWJTYxpcZ0IRECEYI9klbntixTDs3qm1BCh2F0pOrFdijE0IARUXuom7O7ujqfVZFI2wYuIgpjZJUlqJHF5nudFkfWKTpG73GHuDzh3eT88+uX4be6pFymOM4s8HHrP0hytRcEVY0iEQpi7yIIIk8l03sMpIlmWra2t5XkqM6r5/G/N/fqWqG85vvxDGkAqoMG0rkNgMmnq1ld7di67qwoiAc9WT59YXl/vA7Bp2njdPRiEsx0LAKIQ/q2mmeSJWKWQAPFsohamfYYwBkRbJvJjdQmB855ZmSDMM4EqiqruMBZsjfeegDxJX3/1pY+u37r2cD9LbZ7SG2+8snH2JB/JiMpMmiZ+ZVElplGJO/e2RlOBTU+ePbt26kQNVEBAB0AAAsDA2vpGUXxS+S0/9Ldub45KCn270OrGMnN6JXgVYTItsGwDKTNZnfV0iKLxWO3g2EsrFzdWvv7S+Xc/vX7txs279x8MBxMf1Itlk2/u1D/40Qfdbvf7b1/MLMjOAygfmt3GcqIaQJQo2iCKwa17u+MDnye9TlKsHzuZdHIPEFbm7EMF0m56+sy5R9sNV+PpUG7c3z97iRILBai1aJuhcVq80wy4pZjGc7IjZGIA1tp+v7+3s3Py9Gmd3S6d6cI9JRR9CeAXJFhji6KI6ilxF/WV14Wjs14UEkRVd3d3AaRpWhRFJLXHbZzh3x5gXo7leP6zwV8eElILMLht1Jil62hxvsfkJ4NsrHhAFWFhktaRBmEiTQxe0DRoRA72R/v7+8PhEABbE7UrjOHMubyfd7vdXrfb6WRpAhu5eYtHqIBCAEuHfuhtShSsR6xQZ02kKkStfJRvEHUyrLXWWuPa3RAzEmudscyHieAo4mKAiHQVj2GumYN7VRvLrQYmc0tsCWFCmJQYDqvRaBQLek3TMLM0HkCSJFEVJkmSLEtPrXWstamjxB4WXuO5k0YbBVn2ov9uUd9iEInAj1shQpkJAjEzR64dM0SorttabiwGZlnW6XTW19fnppSqmHdyxs+JH/Jcnf4S9f1eDIkwY9p4UVJWa20nm9ljKWBMXB8lqKEARprw6lqfDQimrGU4morOvF2i3af+5pcbOhKiWktQhXPOMqDBUNLUQdQevomOhjSagyNaPOJpTU0gRGLhYjM7QNx+irVWAWacP7t25vSJa3cfwSF16dkzJ4t8MdjJAldhJgfNGoh2B+XDrdG0ZCC7d3/77//+hz/7F5uT+KYCYGxSiZgKYro7O9tFkYH85s7oxq2djdWec/FIIhCCwANsEIgZOtM/FSiBCAr2CkAiVb0zK0PmOfp5tnby9e9+5/WHm3vvv//hBx98vrkzGdcQ07n9YPSPP/1o40TvzYt9A6+Qx9mYBECISIWI2SuUUXt8cvPRo0fTEFzTND/78PrOaFeaCYlRsURE7L3WAW5np9kfN3Ww483y+u3tq29jvQ9VTUhbgWpwxJYz9R0sOzyft9im0FgxOzg4mIxGnU5nXpIjPJs8+OUqfnme13XdKTrey6/Q5BmXLJ7tueqmGg6Hk8mk1+ulaZrneXy4QgjPYeBcjuV4zjHhUeX4WWVNjyY8D2v+h+3WElMwc8IStaQ16yDAxGM89oPRZDQaTcqqrmsNAsAYR6RV4xXh+InjZ0+fttZE2BOdBjRABNYe9uZEYz1a1OeMaWw9kizW6H8DIbAP3jeSZclwVO7v71dVnSTJSq+f59YY+NB+7Pw/EWg04qVZi83sQ0mqw0tB0NbPjinNdZ5OB3xA9Ii/PiqrqirLSfCeGYmxLkmaujaJ7XeL9dW1Tid3jvMUpqXsz45+1pBFgDXcrrtz27zF27EcXzKr8UvzHF/8Xub5M7/INI98SGI2Mx36xgfDGA3Ho9HIe++cy7Ks28mJqNvtHsZZFaKZcOsCOfDXq269RH1/PMPPH2gfRNiI1oajshQBHkqAUagHEm39BgiwljTqLoDrRmeNGfI0IabfDOSb0cqpbRGR+GKvk+eZY1WGjtumfwFFf9QjSbijn9dehaZpdobTqg6ksETdTm5MNE1VQFw7n0OUmogSz5klZ6n0TZYW1sx7E59li0bKWivuPtza2h2XJQTOWXPn9sM7TZUbV089syVHjYSOVsEkowZikgCtp+W16w/eefNSkcBBCcQwszjWtNiSuG1rMy2VIKqdinLlvVFJrCEoSFGOXd5bSU2RYr27dvHUn3zna1f/+cef/ODHn+xXUOM+v735yfW7L228UlAgG+YiqPNLBQBqEKBMXgHC5j6u396yeU+bpq6rO5vb97YfaIAzfXhHRGrqJgxqX/V6x0tRkyTW5DfvH9zfHPb7vSQS13VBNJQACM/w7XI8b4NAorK+vr6zs5Pn+ZdNMH8h8IvO7MaYyWTS763yLIh+tQAX6TcqkRQRE+f9fn91ZTWCPSIybKyxohK8/zW6wC/HcvzhzvcjyeLZHtrNdCcW3xcO12xqO/MV5GHRpiOhQC0YT0NdN8PRpKz9ZDKZVnVTe4EyW2ZWFWK4NFntr/T73Sx3RQJDYMAQzCwXeNjjQnMDI0BUFaLaSqtIlNukBWPbSKQTgEV9CCGIv3t32xhXFMWxY8ezxDJDBE0Dm0CCqmhbGFRtBbNizihaGRBBREJgirXLKJxgYpo2Mu4rxXgio2k5KX1ZlqPptCzLWplJVTW1VOR5N8/TxK6u9g0jdZw5mHjAAua2k4GIzGEtkQmiLaf/8PQBgVmubL+LmXJodHQk9xG/aZomym/6pmLmLMvSNE3TNJoGaUtwxaKgNBaEu3GUjPBcyUovn7bnP+ehc6GRoESGtVFm9t4THBTwNUzuBcpza0jxUjdNQ0SqxMaiNZAJbeef6G+aFTNXIaQZuBK0UhL9laLfzZxRgY5Go7IJgG3TewQo0wz4LSojzcxzpGmazZ3RtApMlCe82s2zJDZ1kKgnsjHdwkzETApfewkNEyXOMIg0LMI9OoyEcyc8VfCoDDfv3D0YjEltJ02qegCquQneO5bUuqyqSjYqIXg/7hTFxNeqZF1x+87m5o5fPRebNpkQQ1IAvCq3Dps6L3xiUoOTNjFprTUAoYE2UEUmQBPUOAIBeYdXkn72vbeHVfiHn1+vlCZVuPdwp/KmkxeAJ5gWOQMgD3goA0RsoUpMAty5v/lwZzitbN1M0lQTG+pqYl1ugVrEGMMQl4CdKo3guGxqE9LNnerG3YcXLvSSBEC8X7SwXZBZ384S+D1f+76YRlfVPMsjwa/X68WApC3x89lJ0i+EcKIS4990Ou12i1+hyVOgQUJVVeVk2jRNkiT9ft9Z54M3xlhjFSpz+3VjnrSj/bUbxC/Hcvyez3g8KeA5W5gXYt1hKasFYNL2E4kiCLpNQF2HqmmqqplMJgeD4WRSGmO8wHsvIGNMkRZZliVJ0s2TPM87HeNcGz4TbsFem/jVEDtoABIJRzbKfOQMFqYzQUEIjzUkMLNz7syZM4aJCCoIASIwBs4BaIxBkCAaCYAtMTFI00r+EjMxGcOGAReLewHwAVXQ2oc6YHP3YFrWw2lVNr4OImBjLJtihcp+fyXPkjR13SIvMpMyonCxPVSgUbDEeDg7RYn7lujDnibJkZ2NoWXQ/J3sqR/7Me6Hm6Zpmqaua+99fGDyPF9d6Vlr59IvYYG2N1eCWRSGYebY24mZjdPz1sq7RH2/T0+ozh4jY8xcdwitKyi3nnkmFs3at3kJEpWv2tQXMQgkv+mVZtYu+QSpT9EtqFOkjkKtYTqZ1friicx6PGjh1AQKlSj1KQLvZW8wbZpgoRlrr3CJhRckBO8b5wgwxhgiVkAEmbNEFOrK5b26LC3P1O3beDITM4uVOUCUA2Ewmd7f3KrrOnVZv5d885vfW+lZNEErQ8iKonsw2kkztl4a1GLpx+9/dP3WpqH04YOtBw93Xzx3ErPCJREzAlpD1KjJAgKUMBhje3/w3kefjsbjvEhfvnzhpYtncht34yF+dQQF2ItRb01ydt19/1tXP77z4OajfaLwYHNn/2CynvVBI0BmDTyYG9K2RTkVJlMDDzZ3xqUgVMdWkjevnj+/sSJNmVJOoSO1sdZWYWSz2uS0ezDa2q0++fjh3l41nsrm9sFkirUkcjKpXToO9VwW7+By0j4XI4YfEAybxjfHjx2/c/fOvC9lgSWrc3z4ZWe3CoAoFVNVVbdbeO+T5KtFk6quIkciSZITqyessQDKqszTdL7Vm5sfxqi8CPOWai7LsUR6zwZ7R3/kxYbJw3+OrUDSvkObIFUTRpPxaDTa39+fTsqFnas2TWOtLbpFURSdTqfT6eU5OQf3GLWAMNcB5bbSRS3AhC7q1891LiIumutqhBCiRWe3W9iZcqKqkiKZcQ7jAkBMts2jqqgyNcCcAKyiIgSGbYlZMArUqoAy8RQUK4TjshqPp8PRZDyd1JWHMT6oEIxxhXNEJk3TrMgvdmRtpe/sYn0UKWmbow7+MIemQTkBVFruMuY96iIyz2q3q9kyb/W721mLiJ+NEMJ4PLbW5nm+trbmnKVZnmSO7ph50SF2HpvmP8aGlPk3z2d2con6fg8eTgCiHuSYhBTW2qqpAygIDBgG6j05K21vAUBMZEajMTPnKVtHvV4uAiIWtHzTqg6/6YPWBb2wgCPk6VdeuvAv73/SlL4u/f3N/ZdPnYGIhIadgUJViFlCYBOp1wxjFKhrSRLePxg+2tkVEav1WqfzyuULwcNZKChxSbspnemjWAMVIIhzaVXXyUrfe+E5w+GQ6iCHiEXhCQ8fbT94tBlh5GsvXv7Xf3U1T5AZkLakcLYnQHABgTFqEKja2zvY2hym3ZVPPr/xxqsn0y6xslagBMQkUCXDoPqdlhIAACAASURBVJgNCkFhyDjcvPvghz/66d17D7rdov+//NuzG5pYa9BAAkiVnQIm8gGCoJnkNnv1xc7J9ez+roSmrqqGbeEb2CRAQjQR8gpjlBBAptVZMwRgZ7/+6NNrk9pnwZ7q9f71n33rhbM96DghlyDxFUQAIzbBQT2wyer1OwebN/524qva0LXPbg6/94asWHD0hm+piWCItpc0NN7Awi3n7POyEyQiFSUma23d1Gtra9tbu6dPn/RemMmHYK1ZwFFPaXd5VltK/K1+v7+9tYuZe562obQVKSJqf4wWtN4H5wyAuvbD4bAMVZZl6+vrqU3mNYcizRbqE7Sgq05PPYDlWI4/1n3BjMS2kB2O2GkO+Q6NyEikNcU0FI3CQbPOH9SCctqMx+Pd/YPxaOJV2qFiEK2i08TZk8eOJ0mSZ2mawtChKV5KTysvqgBQnVdCFmcrz7rj5m5SCjJ100QGnapmWZammWUXNWbmi9ks2aOzn/0cLjKRapjnrxStlVGjqmTnRLpAmNZNXZe39snXTVVVVTUN3ot4A2Iires0tZ286HWLTifvZLlzZAxWKHYCRXAnh6c5F7zRhdVqpg/5RCJuASAvF7BfGa4tmIuo6mInyLydcrGvMoqvRCQmIgquqlaVh5nzPI9KPOfOnXvy1ixKCT6ZanxqHe+3qdS9RH1/iMMYUDQHxUq3Q5C6ruvKjydl1XEF8Ty1xVARZWMRPBsaHJTTaTWZNCt5r9vJkrY2w6pGo5TVb30v2ipVEs6fOdHvpKPpRIGHm3sqZ4mZ2ap6UiHmKHIFNYfdrQE24QB8+vntza0d1ZBaffH8qY6jdCZOap45uVoKO8Uq6GOWPW2pg2d5HQTg5p3NvYMRiPI0ef3K2X6C1JQJiMipje9sgDqgYwj9BC9dPPGLlXw0aJqmuX3n3vbe4ETRtTHT2XryOYHRw0VEFeQS9Poro2mjLq/UPNjeLwN1AQ1k2YLgwSF2+EY+hFFQMOAzp/sfXL9BBnmaTSe1WbeHTKzoBksWmqivqdX1VABb2/vD0aQJvm9Wzh8/td7pFhBHyggIjSOFY5AC/lhiPOTciZWLJ8/s3vf7YbRzMLp+8+6VMy+AGDM971hmJjKigVSMtVgWYJ4DsPdkyGGQZaPGWmsHg1G/3xWBc638ZivHQo/94jP3JUwsKjExH0NpkiQRziVJ9C2J1IhgjImQT0SdM97LYDBomsY51+/2rLWJdbOTIP6y57Qcy7Gc9TPAtFBq4LYQQbPtabslbVo2dtRPiT2NIoF39vabWqbTajQpq6oOgYxN6+YgTZJoLd0t8k5eFFniHDHA8fepVXBuqYISzNFJq/OdLi3IxgigKpZiOAQg0KpsptNpXdcArE2Msf21dedcllrEKuTRBs/IPwwhsGmXKHOIo5Qoa6GdiCqBLYiV4IFJKZOyGk/L6bQqy7Jumr2QQVUkaGgMNHO2l6dZ6k4fX0sMnOHMsjVkeWZXIXo0Fb+4tXhszTJP7dvUX2X9/mNFdvPOyccykUSqWpVlrKcZ28qXz8F/HLEPcz41rLUiMh6Pp9Np0zQgY62N0ixJkqTp3Kfhj+LaLlHf78U98gQC/GrXWQhEtnb3tnaHF0/164CEY7OiEgJZIwJVGxQPH+xo0DQxq/18dTW3sfMTBsqi+ptmls46PDU2bdKho4AQ+PTp3uWLG492P61qf+vO5riWTs4hgMmSkdgsQcaIr8GGjfUBlYczGIzw8ed39odTJ3UnoddeurCSO9MGFJrbkMls6V1oemR8kT7FYWuiEqYVrt24O5rWjtNe7i6fP10Q0pZTHhZOEYban8+dWl/rZfftaFKFB1u7N+88eul0L5279gnFcqUcJgRbNNtbXen0enujejT19x7uTT0J0Hi2qZ0CCjIEF4uRvrV3UMBZSDNRD6bQ8vAbD041QBliQMKGE7IzwiS4Crh15/7BYBygibMXL5zrF0RQhoNwe1gRW9YwSRKAfoaLF8598MEDDmY0nnz08bW/fOdyljBIW89cwx4gWCZLCOo9RClNl5P2+UiJ6tyJCDML2rTI9/f3i6JoSb8MAHMFTp0lPr5kKjoyHCaTsigyALHJMwQlImY4ZxaxX1XVOzu7ADqdTrfbZfNMFdHlNmg5lmM+i/G0ckG0BaNIXpu96OfIhM08HCrgwVGZs2lQTuvRaDIYDCZlPZ1WRC2UUzLOJWmaXriwnlqXZkmWOOdgqZVj4UO7HoWGyBp5HM5oi/h84yO3bdakbTCzuG58M51Oq7KJ0hfGmCTPsqwwxkSJa245/GAvRKSzrgFAlECkxhgFgvr2Uszjfm2IDLuWPu8Vk6kMhuPBqJpMq0lV1o0XmfW060Ge5/1eJ8/X89TkiesUaZG0/oGmlSTw0Hl7T/o4zFt0rNVnrmD6hduk2UZlOR7PLD7J4gZBJBhjsiKfvx4Jk865+E0Mc/HB894Ph8O6rolIROI3WZZlecc5Zww/lSXwB1+DXaK+533UXhPHCm8Q+nlWJKb2blpWW3sDmLMw0AAI2JIDRV5yarG7g4ebeyGoIe127UovATwitUytqNffjqCQLgDAw4VOUmPffvOVazfv33u4d//R5s6gNFlhW+jBAuLIh7MJiEUBA2tQKT66fu/TW49gesbi7Om1KxdO5ynFvSqzOeQHHm5hRZ+wQP1i0wpi3H1w8HDzwLqcFSdPnuzluUOUQcMCcS6FpLAwEEB6aXL29IlPr29TTU2Qz27e/ouvX4blVgrN8FzikhSAUKvcaYoiP3369IPtga/l0fb+g83B6dW+S5NGQcR06MEYq75GyY6n2NrcIYiB9otspZ+LwJgUxEQQRlAI4MCGGOrjIQxHzb3726OyIua805w5308SBDQKQzKr0QXAAmwVvkEF5BsXVnorujdOpKlv3304HFX9YxnEg0HMnlB5GANLsGTI0tO1BJbjOYB/Efg555Ik2R8O1ldWQxBrOQQ1hp4a9p4ly6k4/EAA+/v7RXF6jhVjcS962hpDsaI4mZR7e3t5nq+trcbqIh1KTCzHcizHF+VWnrIrPiTIsUJDgFexNiqmtauwB+rae+8nTTadhoODg+FwWFWVajDGMDOzcRzrHjbP8xMn1tZWos0BFpsySdusKkhUhSA0/yPRkyGGxaiHSVBR69LDjOrCwhEpwc45wy6ypIwxzIe+TEEh2gJWcgtLBEUo0IYpAIFsm9iavyUhBcYlymkzrcrJpByOJtOq8oIQNKgy29Q5mzhrktO9qiiKbrebZ44AUbCCoBqiqDhpe5rUamzKzNCe5ovgAnijI7sL9yUgH5ZCLl/6mZ/zuudJzEjJi+oVUVdsTgJvmmYymXjvoy6Ltbbb7aZpOrdfn98UkdjNTMbwY2XFP2Dst0R9z/2OzZCCVMSwWevlx1a6e+OpF/70xp23Xn/t0jE0Cmk0swr1DTliBMF7730+GngSUtSXXzjTyQjatKCKLADV5rd4DmCa18g0PnavXrn48ksv7A2mW1s7P3r3oz/5zjvrKzCACJxxgIcPsEYEZSMmZQ98drv6l5999HBv6m26vtb5+huvnlzrQD3IHq64s7SfHqbSIAQhEYqu4vKUpJweynoG0U+v3R6MKk4K+PLyi5eKLPZIcstW5BltUQDfwJIhZEn6ypWXf/ze3Z3xAOpu398al/VqN1vQ9gIAkmhQ5okCBMymyHD69Kn8xoOyoe2d0c/f/Xjj+Lc31lHXcCmTzgwFSUE2EBrg8/t79x/tG3Z5zi9e2ljpIwQYWJB6qMwagj3QCJwayxqUHm0PH23tl42Hy0+cpBMnLaERVA0Ka9BGTgUYSmiAyCM8e67YOJvc/qxh44bDantveGa9UBATh1h9tBCgFgRBaiPbZLmqPL/lAiLq9/t7e3uVb/LEoe2NOeyTWpTjeSbqm8HIKKk3mUyila2Ixsi7iP2i8br3vtfr9ftdzIqBpEFV5RnUiOUeaTmWA88mBelsOvg4uQ0YJgBe4AVN0KpqRpNx3P5ub8Vut2CJE5sZQ8YqQ/sr63nu+t0iz421LdIzs7mPeTMnAUSKQBp7NvnwHVCwO1wp2nZyraqKyDAz0eF2PAJCY4yzR8jfIgg+2nKSpXnv6gKUmvkHRu0UmdtBRXdBYNpI0zQHe3VVtRpRsfIjgujh3imyoig6RbfbLYoCzqHrx2AGC7SCiIn2ucIwLSkCcCB6zMx9wd2tpTF/cSqZnkyDL8eX2jO2TO+jwYsNs6DVVnFREBVofGPZRDmW4XAYQuh2u1mW9fv9RWEVVW2aJgavqK9jGGb+cD5+e2kh5/GsY/y9jFPL/dlzv+gzBFARZupn+cWzZz+/96iswkfXbvzs/Y9PfP/VnkHGBChJUAM2uP8g/PjH70/GjW+kdyx/++qrzgX4GpQCIDgFAoXf0tx9fOUTaGAy/YLfevONzZ3hBx9++v/9048p6XzrG6+e6IMYATCwQiq1moRtCg9cv9f8wz//7CcffOZNRixXXnzx7auvkgXEgxg0K9Yrtf7osyMQmiM9kadCvtbDUADLQBDcuHmvbFhIe1l6/sLpPG/lMNuoOEd90QYeCjAJzpw5s3Zs/dbWpFFs7Q6398dne3m074ntmU5ni4h6kBCpgSlSe+WlSx98emtvfzKelh99fO3UWrf3vdf7BQiwBKYAFsAoUQncP8B/ee/61l5dV3rmZPfyhXOWkCQCTePh7Y/Cw91xXRtraLWXHF81GVAL3bq1ubs/9oo8SS6fO94vyKAShHjNgiJ2+QUFAQGBIYRqvVdc2lj/x+tlEK3JPHw0euOlUzCuAUZe7z04COIMu8LhzIlkdmmW47mDfPNEqbMGMM65/f399OQJDTpXWImqZXGDRTPXkaeHNWJRafVXiiLusYjsjMI398fS0Wg0Ho+jEV80eKjr2lprLavoXPRg8XCXKgfLsRy/dDQCE3kJhAAERe2xuz+s6mZSlVXtq6qZlNNYD+m6FSIy1ibW5XladPJO7pwz/Q7NClexZVQts23ZEBFmSZTHbBm8sdMy6mxT628OtZgLaQZpQlNV1XA4tNZmWZYmeZqY+Zy2rZN1E8mH7f6byLhFbc8WTQV4VQU4akPNZKmhQFBUDcrKT6p6Op1OJ1Xtm8mkjK5UqsEyG2NSR+trx9bXVhNnE8vGgLmV0oZhqCL4lqlu5wo1pGCNDYV62Nxjnrq7/4pr1XJp+4IIdeTFRWWcJy4bc0xHoG7qyAutpmVRFM65fr8fdTi999Ekfe6jEFtdnnoAc+mXPwaRsCXqe95HLEJZayFN6uT111756Na9O1tb40n57gefnl0/8eYLx9Y6IAUMNcD+fvWTn354596jSWVMYl+6/ML6sa5DA5IZVolPtv6upnhcugn8wqXjXx+8fffuo4c7e//803fLsvzGWy+fO1k4ILNg49ggAJMS1+/t/9NPPvjZB9d2h9PVtRMvX9z4xtevnjjeA6YINWA5NoKCn/Cgl1l7iigRSEDRLH6xF1Sg8yYRjEflo619VdeIP332zOp6B7H9gwESJR8gIGZNEDtOlCSQKIocG2fOfXx7dzApJ1Vz/+H2WxeOE0s08dFZ/nDW9epBTAgW9tKFlTfeeOPh1nBwMNzdH/7oxz83Ur/ztTdPrtrEKWQKCEw2qN2jMf3gp5/97IPbwxLdfOXVV18/frzH1IC8NnlgKYGfvf+Lf/jH93b2qzwtXnvl7P/4N3/uLFce12/dH44bMknWy185c6mPNEWtcKqtKufccU8DLMgaAyBRvnLqQn91vH1/KMx3H+zU8qJhCHDtxs3/9Hf/uLU1ZnUvXtj4N3/9nZfOrxItUd/zWCtYJPgByPN8b29vNJ7keW6A0WiytbW1srKysrISkVvU+/viABhJFM6xc66qKuds0wTnTGzgHI/HVVUxc6fTWVnpAWiaACDLEgAhqJ0r+y3mhpaQbzn+ILat+DVp9z0m+z5vchNmAEEwKZvheDIYTaZlNanqugnReEBBRDbpdrMsWzV1mrlOp9MrOllq5qwB771lMmwYghaaCUKDWOugaHoHaGTOR3EMQElpjpGggApE4X1omqZuGu99f3U9tt4lhueRXyQwI3blHT3JmWyLqsqslZMoEIhM1AYIgABl7ataqiZUdRhNytFkOpmW3kvsHgA11to8zZLE5lnSLTorvW7u1IASnpESIbOrmS+2sc63/sYYagVCn7od+xLuiAB0YWtNv5T1sOxieBIeH60VqIhIvDsR5kWHjxACMydJ0i06SZJES7OYSkhmlcC5vd5jE2pufvZHAvaWqO/3KqjEWSCBWV++sn7p40t3d3eI3Ecff+Kaevjmy19/7dJaD46rj+7d+/i9z37xo+tN41To+PHj77zzTpGA4cEKv6hoIr/5eTs7egLNM/gU5UiVgZUO3njj3H/5yZnPro9u3b63u7219fDu1VcvvXjh9MbxdYIfjiabu4NPrt/98PN77392v0HS7a2lRe+dd77+2utrRgAVzILKs5Dsk68JHb0CbQ4xIkYeDEaDgwkosZbPXzyX5Q4AyIMV8EAFBMAoBTIJGoWxRHAWGXBq40ynd3N3NGbF7t5ASWKCMswQH8UYEALgYRlwBKQWb7/14rXPH3w8/jQ01aNHWz/4z/+8/fDBGy9svPHK2dX1BL55tDv4xfXNX9zce/ez7Uc7peXs7Mapb7/zzX7HWW6gFdmcwI4xraqtvf3tnTJz07Mb602QAISAnZ09H8Q5VxTF+fWzORwpiARq2xvUMj8tGAYJVABDARePn18/sbX18IEAO7v7TQAzPBBAu3sHO3tTeFrrdX1QWRLTf2frw9MR2pH2GBBUo95DlmXdbncwGBRFsb29++DBg/39fREpisKYJGoq6KK0y9GZ5CVYY8m0Wdjo1d7rdZwzTRPKsizLUkSSJOl2u5HXp9oWFWN7p4k6SHQksIOXkG85/kjR4Bf4Tz6mSh/HwaBsgh+NRvuD4WRaCcgrQEaU2Lk8K1yWJmne63W6XRwzVYvhoEAEdVBoapmhBK9KrWpiDAbt/DeYYT/WVtWXZt5/YeZj5oyJ2qBkLCfWSe7MzKL9yFnDsAH5OSXu0LAu9hjEzzdt5TEeS4BvmlAHaZowGk8PBuPhuPJBvHAQCgoBW5d10tw5x3ba63fW1la6buaNC1iQAwieW1/ZELtFK+7QIuSa26/NltPDH7BokiFPrIczfuMiuiP+5Uv241ulP9Lp8NQRWmU5UmgIwXvfNE0IAcBoNIo9nL2Vlda/eoHkaoyZZ0YW7RZi3nPuCbkIBedO638k2G+J+p73kUkFZsAEFETcS/Dv/ts3TXX3vY9u7AW5dm/32ua7/+e7D1dWj5d1Mx1sVuPBYFxz2H/t8rm/+v7lb5zN1gVEuWoeHDygPHbNsEjTLIwKqh2SJmgAMUPlkNJ6xJSGAKCMxwE2EIMGamriBhixU510w6YhcVWXXT5hLtosymE9fTYt08azcy4FnMhan//dd0/+H3e3B6Px7q7+y/uD9+7cNfleXvTzTjEajerpaG/7QShHHdNx1ej8xuqffu9r/+qtDgfPzDCdwwNszcV44bFmIJ0ApHleVT2ETgmqaibUYJ5Jhc1F4xUBCB89GBtU+fTByZOrb53sns6YAGGr7Um4Q8dZCDsCpJEW1L1ybnUjn0xpEEK4fe/BgXDBTIKUBRpArp10pgByqIA4gdeAK8fs//pvrv7fycGPf/HpSF3ZpJ//4u4PrlUnfz7Os8x7X07Go8HeeLDtWE744cXzx//6OxtXTnEvjdIaeezSDArSE9p0E5eI1ARLbKc1drYf7O/eNE2wZv2FtfPdM40k1pADIBAmtg6qZh6RiAjIVFUo9M+GN87mDz4YcCWDnc7+Lk6cggChcSoJ1DOMihWfioKQL7fuv/W06LP/abFKAAWTJxKFJzT93kDzT69tjocTq32Xdh/t0+mNhBQSArEn9oKG0Z3J6gUgVq2VjKlbdQdUjWhalH5cA6FuptPpZDJKnTt2fM0Zqxp8U836agiANTQXFf0j3Posx3M2/NEff1nVZc6Hn9u9zsvThy4F7T+V2lol4MgkhDZqLTEdAgAJgXk648tF+RBSWD/njwNeMK1pNK4PBqPpdLpXT6NxOVSdsZY0BVa7RZEk/W7RL4osSYyZy/K6FsgRgRg0kyWbFdiCCoiZOYgwZfNTCfO0T5RRCZhWvqoqAGmaJxkbY0jaS2AIScsLVO8bZrQawZg3mcvsesSuO4WCmEEsJNq23JASYFBrdfegU5Z+NBpNJxNfldDAqgRVCZZC7kyeujxPu0Wn2yvyNOuYFUQGoj65ANrHbnL6FdZW88ufEPo1Ldm/4/ErFgNiIS5isOhI/GTOYrbL0oUq8aH7+TyBKCqqGp2NG+8jS1NErLVJkhRF0cuj3OszC3TPsst78pv2jv4SacM/tErsEvU9/3u6NutkjBGiPIH0sr/4sz/Li/4vPvx8c384Gg3Lstzb2Z5MJqylBt/L3ZULr3z362++dfWV1RVujcVnUcmSMIWqHBN1y7LsdBLn6MuvVLFHIgIfbv33NDEMaaDCpAiVQfFFc4ij+LN675MkefXVV//VX699duPGx9du7A02R9MDdqmwITJlOel2Mq2n1Ew7ne7lV17+9je/9p1vnDUz0eov+YgbVkgpCEW2kiUGC8L0swlNMpNcGR6U0/EeUbO+2l1f7SX2MG355JtVortgS4I/fcqePnny1q1b4pud7a3RMHTWzEKRc26qx4DMdwmGSIBzGyv/3V/9Nyurx3/yi483dwaOzXi4fWO4HddUUnGGrIFh/+bX3vjed96++upG7qJpkop4Y1JDsV4ipHVoxllqE8cU0M3x0fZuVY6DR8F65cqF2O/+5Ar45HIZU2JnTh8/dXxt6+6D/b2t7a0HJ0+ecQQmpIkJTUlq08RYo0zLVpXnfUTTrVJw78HOo91BEDY2CY23QIDWMcXKRuANmGC09c+EqKgQWJhYVaMVuzEmdQxNdsqd+w93rDadTufYsWOpc0wsIoA+lUqxHMvx3EyIrzTMQjg8anE5x4GzF1Na3BZDVaMGJc8CrvgwX2OVU4JRVSGKjICoyF3W4WA43h+Nyqqpqqasouu4BQmLqgZn7PpK/9Sx9TxNerk1NDceaDfdMfariogSgZkACtJ2x1lrQWTIBPn/2XuzpsmO40rwuEfE3TLzW6oKhQJQBRT2hVjETaTINlFST/dITxqbaZuHMZt/Ns9jNg89ZmOzWaun1bLultQiRYEkwAUAAWIv1PbtebeIcJ+HuDczv6UAFAiIRSDdYLCqr+6Xy10i/LgfPydCYXhoyKfcnZmE4L1472/cuJG53OVZijwfLCPMqkjn0FdBklUMIcYYidVay8TEJsSQmjNkjBnahixQhU3osI/aNM3+0Xxvb2/XlzF6RBEJBFgiZjDxAxcfyjNXFVmeu8waw4PqzFfFcO2eiRM6YYsEL43SJcWUhANDCC4rEsxbtNoINNxvMpguMHEMse/7/d29dJs55/I8TyN5icC5+taL/iHzOvVYo74vS4gygZI8MakSUZnj2cfPF8V3Lly48Pqb777zwUcH88Y3nQt+c6vamm49+vBDf/Ds408/9vD5jWEum1mTGhULrjx0359+/9sR9NyDZTXanqQ6oOFPQH1mSXsQAAaGgI1J/vUXn7t65QHEcOWB+wpnIB+3mS7WiKStNJ1Of/Avpo9ePXfl8vav3373o1u7e4d123sf42aRTXKdbWUPXbz0/DNPPvP4IxfOTWjUi//4As8icounnnjQ0TdZw/bmZHuzkghDYLPYnXl1879wrvzed7/uWB+8dOHCuRnGM3PmwZAOzI45AKQoCN944ZlJYVXVQhwJw5BCxLMZJcBotfoJQC1zBBxw9aHp5sZ3rj5y5Ze/euO9D67tHTZ7uwcaxVqbZ/bc1sb5cxvPPPHYU49fefTKLDMLUoyBYYke5KLgwfs3//APX2zazhp+5PIFhhB4WmR//N1vNpJ5LZ54ZNu5sFgl71QAWyymRPTolYt/9O2X9h55qAKqjBOVc3sj/+ZLzz1yec5qH7p4rigYAkVPnK0f23s2vJfdg8Mbe4f7Teu99EJMyI0TiNfYdhqnRAQVVkBhmG1CeESGGAINMSgZNz6DjZe2ayEafdjcnJRl6ZzhdeduHV9G1Kcfw9w7NQerfZMgXYJVy70zxrT8Dv8KAGjhEg/bA22Lo3p+sH941LQiUjddkGhNhjRdYG1ZltPcZFlWVcW0rCYVZ3SsNCkCkDA0tRRFiJiTQZkO9irGGOOXBn9gMiIKqDHETCJIrtYxxjShd/H8OWvtwmthUH4SBWKiaAoGU2ywUQWYjTXGDvorPvVwTKZAD1ElISKQCgS0t996L0d1O583Td0GUYLpwm5yd5jkrqqK2XS6ManKwhmCocExiO+cA9B6SPgLR32p+L4swQ/Sr2xXURgzZ5lNsz4J5o3JraQxPAAiUtf1fD5PmeF0Ol3gPYwkzNROxEh1XjAz1xfiroLuimu7jt8B6ls1hlEQoEQ+iLHcBRwedQfzuu36qDDGqKUyzzYn1aw0jsCqLJFYoQIyII5KnVAXQAalBOfsquQyEZL2+sqbr34SJoBUoBFpKIezoNQpYtLZVWSMnJWgdIfdcbVCkx7gGGM0ALjzOm+6w6bpOh9EosIZhuq0zGeTclJklqJlVhVDd9E9aFKdNQKqBuKs4UGBmk9w+FMcClihCkfqLEEip9mGsw4GvMYI40Cm82oc+YAgUAVDC0eWlEiHt6dsWSZeqpFBYmTjBJwIO0HRNFLP64MQ2q4jIsNMzGWelXk2m2TOwADJAZCg0ABRMEA2MnmhToYfOEbGUO/ZmrqLnLsuwGTYWBkUwQr9/U4L6AEQAyyQCZiCdRRUvJqoHCIMwQKO4ThAG/Bs/djeI4XYEzoQAI56+eD6jQ9v7TQB4jLhTIQNmFWtxIcunnvspn+jUwAAIABJREFUyizZVxELQVkW4y4qmqg7FBUxxK73Xe8BssYq1PuwvTk11qgKqRo2BIiElULs0kgTa0bnOu6FZ+TTJEkrfw6nfkjDvqzjX1df0g/voQqwEoh4UJQmUnCI0vvQdX3v/YcdxYi+79u2DX0PTTMEagw7a8qyrKqiKGxmbZZl1pnNcUQBCqWhi0gYCJKjp91ClcmJQmJa7YfpJsLSIyGNR4QQ67pJzRlVMczOOeesMYxEbEHyxzv+ZVUHGcxFSklGQEkkTUe7hTQn3Ad4L23bd13f96l72fc+hBBVk2MvGeOyPJ/Nys1pdM7leZZnlhlGhwHAJakkSS+SYsU4Yg357voWXwEEd/natNhbVk89RvwvokOLexSLlSghxhB8CCGEIKJFUagqoEmCxVlHzIvKyIm9bDVjWSP8Ner7ckZcqUnSKhJThmpUEFPSboYiOR8rgBgYyXxZEXyapE6uBkEpgiWisBQCkksPgBDEWj4LdS6ecE4O44MxPBRkQTaupHGsSoiA4g7AbMH5DiEkAsBidxQV0cTwNgJEjY6MDhPYoAGeivaesunHPP+nTqCksxfFWzaLfXJ5GolX89BIQlCR8GkOBnlEBTOIYyTDBMBHEIGRBigWp0cWqO848Bv+cRC8J1poRXsmAoVBNyxJqSmDTDoRIZIqLVzcOSTGUXq/CDIgk5RrNEllQMmkK5etwIA7LZ2rp7dPt5/AkAARFAAobIQLACsMJbf6JHUzXT+29yzq80JssN/grQ+vfbSz58HGlUQGURhhq8yfefzBaQYoSMEESxBRkDIxgBBDCKGu6xijEuV5OZtOAPRePvjggwsXzlVVZXgo+STUt7J5r1HfOn4PUmL6FMevkjdXFI9k9RV9BDOTYQINfgOS/PT0qG72D+eHR/Om6brgY4zqJmkjYIPCudlsNptWRe42JjYzMEAUEMGOgwmmF0ouBMMHkkGhnpbtOxhiMICozixs0AUikYgscQjBuWSmMGA/VTVmeK3R6EwAxBCM5ZXvr5DRYAFGCaqq4NS9HPODYSix7rB/cDSfz0MIu/saY4ziRSQxbpiZCEWRTatic3M2nZW5G1YK9sEYY8YyNI/dIcboF0rHbGkWNJM1BvisqO8uexLjLbBqcX7CfEcEIQQRuXXzemIUO+cSdTPLsnSl0gGpjQyg7/uFAieOm7OfHu35lHngOhaxZnje6yHHJsKH0e8lty/xDVUtEQjJaJSQpg/G9tToiKoqRGCIIUq+OdakzCyV0PSTy0DpJdOIGhhA6L3JXBjLbyo9GUYMMO5Omehw51l7bGEiYlos72LABgaSFncDVUSBMYCh8et82udcAxPT6Koq3vPw1nT2eqeBiZkZKhojDePvfObBKkqGx2nHBLVoxXloXJIYWBEo1OHCDD+JoTfWggwkIgjMcGZcmuc8tWwnLg9bRrJjR3LZs9H3JrcqnpjtMCqtpMzkNAZiJoRkFQhUOK5whRWRq9W/DskDhKDEqYcYISJQZksQB1YCVEQ8aSC7Xnzv6WCBEqYlHn34gXIy/fDWTtP3xDZqZIL3fRcwyYbHmQQwSPVacioiSZ+TiLIsK8vSOZcWEMdUZm7wR1JJW/hATb9zD3kd6/jdxiffl3ri+HDmrnZ2wdG5OMKmpkddd3XTtD60bdu0fdN0IUYY41yRFTajWBTFrJpUVVGVRZXDEghQGbK0PHmSq4oEESGbQ+Mi707NPmuHzWhwshaAlGhQjhFF27Z1Xcfep0Gp6aQcxs0VpDoAKRkKsiohqSZaa421UI0xLlh2ADGb1LSU40XiLqJpw7xuj5q6bbu6aZqm8ZLUPiYADKEoXVHkG9Oqqoq8sFVh2QwTiQlNEKRwDoPwS1BVMCd66ZAZSZpUJGJOUGBEIOvV5p+tsLiEfInumxibqV2cGtfe+zTFN5vNkiKLtXaVqLlqpJ7oxFmWrepq3knEYTV1WV+LNer7EmVpOk4qJ4zBMjxkMQ6toaGsRgBz4mGpjtMCdOyVFASGCqBEArDIUNizlkdd9Xjm1ByS//kI9hYjCjQocgU2qSugyZf8Tl/HGBNjPOGgAnJpO6PR3XlhkAcFRGDMoPgnd9yo75RcGuJhlkEJSICIR4O+4/P3BCgMsagwJV+h5FweYc4+mNgiUV/ImkWnNMZRK4ZViA1SU51WQNto3ccA2BaqkQBwUkiVJC2dRg9HFk8cdIdBIQopjHVIV1MZhgAoGQCi0QyVUR2+rCC1BCV6a0hxcvjhExXGCTqUeVNtVYitBSjJkALKxGQMNF+7tN/rK77RIMrgmYO7NDOGPrxx+7CeE5gNhxg1eFVnkma2oFN1lgHU86bt6tSr397eBjC29BBDn2XZbDqt6zoxwtjwej9ex+9D3nq3x4eVHRADfZIWlkiMFYPpnQ59j7bt6rqu67rrOu9DUEnYyRhTTDem02lVVUVRXCqDtTYzw2tTWmtVODmoarJSTYKHYE6b0cLxUkfCThyTZDbEmoR2FdB4eHR0dHSkqlVVbZ3bSmorNlFFRBVx2Gqi0EKwZjmexVEFapRYzUAhFSAokrZv6umpIgTU8253f29vf7/vvYiAKCX3mWHnXF4gz/PpdDqtyrLKrYFbIuqoUIYohKEMimEgo67WiEfuH43Sj+kMxMQsXd/RXwy6u2OGsFjgRTSM4b3v+x6Ac246neZ5bq1RiSeENxd15wXGS3otMcakAbba5TvxK6tTQuu4u1LXmuH5+7Q/DVYKi8oan9i8SBdeC3zigM8axxieS7iXPN8JC+9xALScVZNPKYy8/GZ64u933o/ptyGH3Unja+lkSHdz8LGCsZ74LVoM+I9XJwxQczyZqxdysXguxHLGooyM/CBgqZMzWs4qHztpBMVC7psJBLXLz8oBSOyb8jOdOhlgtybCKR8/CWfcluu417ZqihHGKtArwPDA7SN//fbO9evXC5dB4/3bW08/+pBRWECiqqWuj4eH+7H3WW5ns1nmsqUyuhwTUvvwxs0HH7gkKpY4sZFj9CtVpDXDcx33WEg8eS+ucOzPaOJxSEN6IBYRJWbixZ6nQB/Qtr5pms737+60Sb3Qey8iTJq0SYqiyK2bTKrt7dlskqj72Bqeo0HcQiV5vS7c807OXCk5SSCQhvLoifod6XIREESsdE4wJs5DGj3wd3RZaV4+rYOaKAAfwPYkUu4VRw28l7o5ms/nCdxqiMnk3DAzc5a5qqqm02lZluc2DB3fN3ll++Dj++mZmtD6cbWk9dbzqesaJ4iY6ZZYsK3GTDIVmmMCbCuOC+MVpCT36r1vmqZt277vt7e3k/xmmhha9ANxN/aV6/jiYt3r+z3Yl45ji2PL8QloYhYHjFqRdzu3cNYyKlgBHIN35tj40rOPN3f9DQknu5OnPqXSwrH+M616dHpXkBOe9QKYpZHRJx+8KulJC1eGBM7HMuviFwyl0fqEx7Dqfi3L6zqIey9ooKBU95SzTsqKVuIyE7dAGIGkPXbV1f4WuTafXDf02McZigK6Tufv7RxAPBkQ2IGjwhK2Ji5zFwqLmzdu1EcH9vwWAdGLqrjMtkH39/cN9MKFC84ZhdZNXZbleK1pdc6eiNquz/MhH8V6O1/HPR6r00hLZTMZ7ezoxGakcCCExHjgYQtuAtpOjpp2ftTMm7pp+67rYhR2NjUlDKjI7Gw63diYTidlWVoDWAPHw5aqABCO83Q00RdHR7ulR3uypI7ghVCYhECqxpjdnX1nbZZlucsS94SIIDAmUUOj6rJBQwTVEfJhKe0yCjMuS5MJ+JEd/hAUXUDThKPDet7UdR9ijKHrve9V1TCKPM8tV2U5nU6mZVXkzloyBkRw6FbO6IKSRAqQrtQxU55h5PQeRHcGNevl5uOrgMcW5IXqZlLRJAJRiIGZmZhXRlpEJQlvDk56zKoaY4wxHh7MQwipNTedTjc3N63lrvMLIu5iWHRBM17HGvWt49OBluOQbxVL6JmpOS1VSOT0P+tdoEBd9Sn42Kra6pGf4QFfoEqik2u9roBD3CWmVPpEJHPM5efOx59x8KlPjuW+dRzyjedlgYrkdKs2rpw3prG2q6sQdADhevoK0OmPyiNE/xjce1c3YXp3i5NlO1m9M9dr+z2d5TJBFSQEYSEyhgl5bqoH75+W7vo10zZHIYQys6Rc7x/sNd1kMplMSgBRIhFVZTXcSrRKqx48Reu6LvItHVDfuo67jns7ogfRoJCV+hHJWM8uVz7VsSNIaHnQkAQw77B7MJ/XbdeH1vum7VsfRISNs9nEGlPIvKomW7ONyaTMs8xa5A525GksfByGdX4gv6mCiMygg0hI/n1EkJHkEsfNIpEqY4ztvPZdD6BwGY+x8gVSUVCY0va2UN5giYGISA147AGObyELuZbR4qj2aNpw1LRt27adr5uuaZoQgoyWg3mW5Xk+nZSbs2pjMsktlros42dJbk8ntyFlSjvKSSVUvtNetI5PveKPXIw0BTIuyGlikxIaG39ojcWKefoiOt8555i4D/3h4WHXdQCSLkue50lnNWm/x6h5vhCSWIWcus4M1qhvHZ/pCcZZWOJ06q9noBdeATa05IuOQIU+YXnl4++70p46YUH3GXDFajtR9I5HfM78DTn7B3xXB/PHXIWT541OXxE5fvYWGH/ZMKUT4P8OH+/YXsrHXvNYwZp/m9M4rNyLpusgBDCciqGluX5M7+klf9BGIraGCaIRBEZO2J7NMkbofYzxoKl903VNM92+UFWFMYTk5nBc1mjVpokIeZ7XdY2VYdE16lvHPR3GrjRAEtkCIhoDhMCJyU4Qs1z05x67u/ODw3nTNE3fxxhFCWBlsi7PsizP8ywvrbUPT3xmXZ47a5e26TxYIAglGcxhgA+i+eoWkVJyDFrdg6hbWnc7D+8j0CZmXQjBEm9sbBRFzumw4zuoEkZMRSO4ZaiKwtgswdo4Lu6q6JM/LQGEEDE/6g+O6q7r6qat63redjKIbXOWZVU5K6rcOZe7rCiKssjKDKUdYK2mUUSFEFyqhcodcs4Fk2e5VepqgroGe59xyz5eoD2hgLJQXhmZwIN/+sJVL4k2i8h8Pm/bVkSyLKuqyjnHzAu2/6K2zEvhQQUt6n6kK2SkdfyOUcR6ru+ej5PjUnpnKGI+3fpIdwIyx6HKqY6gnJ5Gw9KEYPiVz5D665nCaHc+HeZuqhV6dyf502BLWTkn/OlPuC67lTgxFHf21fwkeu6JO+HEUMSCgnsan38GtAdAKdV/bfr0Q9uS0qwgKxwAUZh1nn9PR1AoRQVbDJZgKsQwlLoHO3u34CNCrLKiKop8Ui0HM8a84ZghxMpLN73f2dm5dOkiA6pqiD+GarC+TdbxO0x/V3PfGGNUIRiYRLAf7toIREUM6COSqdw7124t5vQS2y2NrTrnqqoqp5PJpCpL5AYEbI0FEYmSBvYMJ2LlSNNRgQ7ybL3mA5EzGcwudgFGBGJM/8UE84Kob/fLspxNpmWRDwXEUUZtdYRqnDsI4ykYyjeqJKpkzUKTe8E38Yq+x3zeHB4ezufzrutSXyiEwXszyzJjTPpDnucX77tgLVkLRytD94LUQ+JVuWqsWFGd2s7SRxtRX/pE2V1t5esl5axk5Q7TdKCVudBj4X1Moix933dd1/c9EW1sbGxubqYbLARJ7eRBhDzG5POxUgQcicJEd5uKra/lFx3rXt+9H3zmU0OnwdXx/t5v99SIngF+hCBJQkyOvYscxx13X3s4/ovH31pW3v2u8SSOtT8/8QMI7vpgQZqApjteozHJFRm/1+r8+uqFPgna6fgpPUb4PIneeTEduZyLWOyjGPmnfOIV7gL1DZVmPevrhZGRatfT9Pd49KoGZIxBsk8WST2/CPjY+xjats1dtrm1NSsr6DKVTJnfQoTtzAcky5wxpuu6Ms9Xh/3Wp30d92gJJCbbA2PILBRZgoIIjce87uu6nTfdvKmbpun7UFS5hCgxGkaWZ7OqrKrq4n3nnIFZKUbSikQZAZzcfUiQJChXPM0XeGv06xnEuBcvogpLsAa9SAgdYiiczbJscmGGBaoUBZNhhCBYUWwhGtWgh+qkqBDYsBl268XMXgB8wHzu5217a+dg6CL6znuvGg2zYyKiqiw2NqZbGxtFUeTOJiof45i4tSggas1SADr9dBhKZHP2Dk0nsp0z1LrX68jnWQEhLEw4fPBpee9anyJZ7+R5vrW1Za3NMquKGEUE1nKSaRFBkmpe+Oyt2jyegHyDnOw67oFY9/ru+efzY4ogq6KRqRsz8g2PD/TJnWDkx74vn3rfLq3wikG/kTEW53QhOjI0l8xn/pJnicQcb07KXVYr/Oq4HI575Z3xGcivqot9wsGphkp86vWPXwIVAD3ZxR7JC9Snx68OrYL8iAFt8aDvcsYTLOPBHYEBA+WlnA9J8j4SKCcPNuXPsn/K0NYTRIVj8FJchhrAAwzkUKdrCY97OxpEC7Yg0nF2Bxqhh11zfWenmkxms1mV5aoqnXfWMrNIZF5arSRzlzvRsG/v7AJy4dw5SmmFxrVL+zrulUz3NOqjoWSX8E/ba9P1Tedv7+x60a4PXR9ilAhlsmDSbn9aVpfuv//89oYzbA1lhlTEkJrkmJs6eEQggRSjAosSUZqdIxrolqcfgIWftTXGja6vMQ7yiaohdducc8Oc32r/XTWqDM8aJzYo4qgAky0evfTcA1ERBGTReszr/qhp66bbOzio5020OQCSyIw8y2ZVtblRTYu8yLPcUWZBafsfy59GOlq6dI+tvhgH8ZWU/S+UUWmV18MnpkLO5C7dbfKwjuNr8jG4pRg9D4jT/F4I4fDwsO97VZ1NN3kwRTTGmIXPQtd5a23i+ceoqmoME0ElLEp7H2OiMLD97yorXF/KLyzWvb57/6G9A1ZbQL5jE3qMkwDp9Loonx77nfVZOBUQaSHvqSOw+S3FQo5/yuU02tLIgYeOIn2Wj734My1e5+x3l7s5ePHd+fjvrhyqC2B2fGAvHU/H+e66OgAYAALMp7lktKTOnMCHOkDT1XbkZyd66soVwoqdQ/ouIFmv1/d0MIwCosICIgahb9uDuulj2Nzc3N7cCtAAzYhskUGgMVhjUt0jKcvfyc9zeH3mpmmSrR/d2ehpHev4IlAc7nKUlAAfcNTU86Ombpt5086brvchghSs4AiwcWVRVbNpWZYXS1hrJwU7BimY1EJgIlQAgQRIGIpkBkBBvGSCJP8FPaWyFgSqkOYocepEpMyLalJYaxHFMBADACIMUFAiVIFsGH4TATMxG0HS/xTEBbE/jedBMMwFAhIx7/q67Tsfbu3tt11fd33vo4LJWpPnxpZ5nk+n1XQyqXKUDpmDA1SRr3A4LQCNIkJDXXWEdqogw4bHLXyxX0cog2oMNeXhZWS5w/KJmQXzMdkCyVnwYM01OX22TrpiJeHluqkTezMt2tV0WhSFY7cA6RgVOAEkgRZJQkej8I/qMbu807SOky7q663g3oh1r+/3oVbDCQAo1A1cOxr/IY7Kjwyw6PGu+mrD/bfAm4v1wq90qk66GtBxXNQHZOlY6WFCJNfBeUABB2TojQQmC2S9IuMjwPXIE3BxgB2cX6Nm0gEdDIENYAGrMPAgk7ZkGubfOogH50qux2BpawCD4NXSipMgj0DK6OoypIpIoxO5RJPkxpSWFrQYnQKdpncUoAcV45N0an5JV0Ychjd369t5Hb/b8N6nAYwQQtM0qcS7MF7/LXNogXZdd3R0VFVVVVaiwqNx3/rMf2Xqk58mFfVnZeqLOt9iKxlunDAQFWkVyCwiRrCCGUQQgZGD4RAB2KTGNtRIEq4lRKD3qFvt+/56E+bzeTuvY/QqATEyqTXEKkWeTatiUhbTajKZloWzzLDwWGlWj0QMqIgKcfoQqhpUVTkf1DlHcqM9XTkMAXXddF132NRVVc0m0yy3Znh9IQWxLk0FaRS6VI3GYPROHVz1olpjk71fImaPQ324zmgiuhZdF+qjw6P9g65tESMBkMiAIRRZNp1UVVk+dL4wxqThPSwNI3S13POJeeOXkNf9BY6lfdyzkyZIF/00IpJBsmdhspFmNY8N6S1EVoaKrGIxqpe8FrquK4piMpmUZZEuF62V2L4ase71/V5A85O8R9Uo2pEaNvmSjUgdtMA4XJtElj6m7f557/fHhtCMXanJKQxFAwlCGTugNyqcFORVVdNqs+SmLmtTRmmASuIRSY0Dsy5Lp6LgQSyMF0QGs9SWCT72bhAjHuguaZXkVHeNSLRHgIhYgSieKTnNDILd1ohSVEDheByUE00kmvXjs47fs3AuVW0lDW8455Ikw+f1+swsIkSkUKLB3nd92tdxvFBolj9ZzY9P1AeWyleMpZ/csCmGEKy1BFqdFGMDUDGgPpMAJEdB5yXLqfHY3a8Pjuqjet40Xec9FRPf9aLBsbHOuTIvi6zKs/Pntp0hZ9gyW7fMk3SJeRbeOgowsU1u6xIVADsmwMceAJEadkxIDXCsqK0QwRqUee6M2Ty3lZkTX50HIg9baISM0i/MYIaIYaMwAEIUNpYNuqDWUKrKekHfYd72Xdd90Pq2bbuuEx+iBAkxs5wXGZPmtiqLbFpW02oymbrcgrxPYi1fchR378PM48xJEUmpHRlLRIZNuiiiIiLJdEFUjkttaX3UeO+7rgshMHNRFLNqkud5CMEYYwwNDT3Fep3+ygCKda/vHg9ZUUrULJUXFS3gCQzkqlZiz8YT+VE2DGlHXCwWnynxOl1/8uNc3wm0I7S6rysAdBGO0viXT9w/kB238QgINI3ncSBn4QHTDcMCyFLnLAp8AxOR2wgDwIAhBGGQBzvQSAhRJRWQgCgqK/E4OBcAhfdgAvNYQl7kDgs1blECMSdkyKo0CFQOnT8AUFECwYDsKbmUEdwueZhn9vrWRZZ13CuZRLLZTfAstf4+F75ceonbO7eLophUEwA+eGfdOmFcx2rEO8PBs6NVIhrcD0g1GU6OXQ1NGpwj28LrbJgjS9ZzCt+j9fHaRx81XV/XnY+BaJhcats6y7LJZLIxm0yKMstskdsyW7JZeGUVFxFrFMtOFxOREggkMg7gjSJGqsqWU+eNGSFI085jjM7Y6XQ6HAA6bQQfY0ztdyZV1YEsTQuKNRZjclE0eDHGsIMAXYC1CMB87vcP50f1vGv71vfeew8TYyRVZrZMmXNVVUyKcmtzMzMmzzhzy69sT60Yp9eB1eXiqwII/9klKBemecMk3nElrSijvNbY60u3TRLnnM/nBwcHbdtubmwbY5K3XrrniY7N3q9KNK8X6jXqW8e9sUNykhgRqAUMKACdwgMWcGHQUfFABz13QjcpaTH9FojzxEc5Te880egbAM/YeBOoQAQhghiGpes4c2CGBhCDOYKMGCUKNCBclwQvRQAFC3h8vUS4FMDZEDzBGGcxqgsa5gWLHJo2TgAK6Qa5QjYghqQqLakI8ZIOoWAd5NOUEIAwaKCkd7QWnBCsKqyKTWzbgbNDcvx0reiprFHfOu6lSBXfE/MYH6O0+RlQ3+HRYdu258+fZ+Io0fDay+MrnRKfvvr9nVEfnfVzGgfHlostiaqMu43QCsP+CLkCdYe6jm3bNk1T13XqdQBQxGQ5UBRFnufnp6Vzrqryyi2/CRNUYHgknlBqQYqIMMzwZQcXsrGKKQJO3urDch+jGkXTNGnMFZDM2KqqppNy2BRUVYRooX8lyUZvsIEnM9QzVUFMg1AMRAa2a5GqlwQAdYeDtvMh3N7bCzHWvmva1stSQsaGmFs3nU6ns8mkrIqiqArYcdseCaUQBSLsKamm04vAGvX9M6C+03WEE656g2aPxIQP090eQki1vCzLnHMLzhctRbf1xOVb/NN6of4qxDoNvfeB+Qq+UkmbQVBVMgIWsIGLg/hyKI8jvUWt6AuOUwxPAuCjqggbtmSWAwacu5GS6oSUEBkeapOrgI4OBENv0HvYPIEwAG5s4SmBTR5jRIypfCWKqIOOMCAJ1MUIZiZ2msbcySVSJwTGICKapXgbARKDOJuPYHV4T5hsKadCDPQE0CB8f/zqDDsDnbpwfBaEXsc6fhcr/kgBOLnxfx6pW4jBGuucu3379mw2c84ZNoq1ZvcaEN7xDjg11XfGT0D9cnFVVoIqE1tZMfYOGAbkrrXadV3TNH3XxBgHKRSoQmeTYmtjoyzLqszL0uYG+cqbJktxVTCUFwNStLDuAzMQCaPB3bDuEyQKG1bAK+q2Tf5mNnN712/neV4VZV5kzjlLQyo/1GFp9MlL5ukDexMrABdKEGLRAdpiZeax9QgBrUfXdXuH+3uHh1Gl9b0CUSVCrbVZked5ztY+ujlzzuV55iwYiAqKAMHS8oQTwRBgEaPguIv3+h7+QiHRneAkGdYRpKUGLw/3h6YbqW1b731ayZumsdbmeb65uemcW1y1xJlWVR2bgUyUBF1WxwJTukhrluca9a3jnlhrluzB4aopKkVaEdBp2ixyIB8nHzQu4NBvBfxOwBX62IWLjpepejK5GNsqDg8xPwyh6SR6Y0wUKap8+76iyohhHfq09xlCspCOIEMWBsIuAPMW+3V/VNcIMSOTOVdO3bnNzLBhIASxlpcbk8ZUOiXj0sm5sVe3Td/3EWoBttbOZpPtTTJsUu8S6h0ZAhligqhACUqFwNYd7e2H+ZGPFBmdy8N0ameTqrAsEb7HtPrMxcB1rOMeWF2+gJQu5RwhhDRDuI71DnYizCmAd/ywk3tWJA9iIgbZQUsrqWlFdD3aPtaNPzw8PJjPu64LmUt6Faxirc0yV2Q2s+a+C+cmRV6VxtKKgqQO0+UAjAEPHj0qMSgRIDQY3o2j3uNnXR0yFJHO913w3vuu7wFkWWaUrzz0UKqxiA56MzihX8+8nGLXwQ81zauTIRmtynWc6o9AH9B14r3vWj04ODg4OAghANpHLyJlWTrnstzmeV5NJrPZdFLt4TwWAAAgAElEQVSCgSyCaVEVHbXRjp12GVIHjczuxOIwqtGsIcE/c72ETqhgikBEovgYY9M0Xdcxc1mWeZ7PZjMiMsbQIO06qLksyB0nlvrRRGRJ9Fhf3zXqW8e9s2cuRIoHwVwlPmhxe8/v7tUHh7WEOJ2VW5uzq9v9ZDKx1p7UzP2tYtUNYjR8G179BBxdtvuMyTzsrRo/f/P6a2+8d/2j283hPPrOd30xm9z/wMXHn7j61KMPXL7gNg0GCyEWRoyAwAQglU5fe6t+9VdvvPPh+7d3dtq2zWw+m0yfe/LBJx57+JnHHtwowIZj1HGtg4hAmaxpIj64cfjB9Vs/ev3Nvb2D3Z0D30ZS2phOH7784OXLF557+uqli0UGTtu9gRiTimgklDeC92/OX3vz+q9e//CD67frem5NN5vi6oPnnnr80aevPnb/fdPMnOkVpHcwWlgvqev43Uea5Vst4X+OKV1qYhDRxsZGjNGwSTKe69O+BnvH7hMNd/VSwZTL6faIPmgUurVz0PehaX3X+d7HEERAzKXxR465mObTyWRWlUWZl3lW5kSAXeqGCZYzcscSbRUREea0dfLgJrBwPddxjacB8rEixhh6H4N3xky2t/MsH6YdIijVZAmg1EhU1WitPUPJhs1gqD76OiRXPQWiovNoO1/X9cG8ns/nfd93MvTirGUiOb91fmNa5Xle5G5SuNwhUfoUiBG5Gd4twQYgUUuhGjnphYyO8kQDIv70HM4zp4TWHcLPrzA3iNO2bXt0dNQ0DRs458qyTMle0nEZkw+V0SkqXQJrSFViCKvDgcSssnLY0mZ3vVZ/Be6o9VzfPR4RwpBht1EDcAB2arz8ygc//unPP/zwdtv2ADZmk/Nbm//9v7x85cqV6XSKVSbJ55cxAjgL9S0oPEvLHQHevnHwDz/7zX995c33PtoLUY1CfEtE1uVRJcvNC08/8q++98I3Hr+QBQYDJoB8AALyAPbA3/3w+suvvv6L199ofE+GvfdQKorKyMGjVx78/je+9p0/eHZ7AgtEH4xNxBhWggfe+aj9Tz98+R/+8eVrHsGLgcnZRS8x9NMi294qv/bMY3/0nReevLzhkiEEBFFAEOJDz6/++qO//fFrP3vjvd3DHpyBhLU1Uhcm3L81ee6pJ//wG19/5vHz2ZIhI1hcplPTj7q0/lvHOu6JWEyJ4PPjcSVHYB88gMPDw3Pb59quLfJinQB+lW+0M0gQ2p2qhY0oaEkHXq6W++CgaDut5+183sybumt91/UiiKpEBgCzLYqiLMsHZtE5VxVlWTlHAwvFDAgrQmQwuUViVGYLrIdjluI61FglACAeXH1kUBOlY4Bn8ORb3uZJacOSkRhV1VirQAiRmdOUq+ogacO0JKkqlnMDCrQ92rbdOzgKIdRNW9d103ciSD7a3lkAZZZvbkzPbWxM8zzPkPM4pxehAkMDIzTGhbSjDPYSWHUbOtFctYvF4U7FoK+ic8MX+YTcKdq2Pzw8TD29LMuS8tZ0VhHRqkmDqqYhaqzouww/T6qei8sxXtmh0rfycwBpgGgdX+5Y9/p+D1Bf2hqS3lcE5j3+649//Vd//fcHc990XZZlXV0fHh62bTuvL4DMYAULjgJgKcgrglX/Tf6kZXnJ/E5D6kkLlAZ96rS2SIxsDKCiQsTpXcC4eSD//j/+6D//+BctFV6NQDenJcPFGFsfVKhu/U9ffa3euXH5f/7Ly5vVcU9WDsA/vXLzr/7jf769Nz+qG2vNtCqBydG8FpEm2NffuT6fz51zf/ztJwzBkEJikoepO7xz4/D//Zu///uXXzXZRFWcywuTGRhykN41bR13/N//8OWd3dv/43/3Fw9dcJxm+EkhCIbf+M2Nf/t//PWto7jfhKimKKwh5CYX76Srr99s6vmvbtzc3/qf/oeHtxEF4DQWcnx+SdfD0eu4hwt+X8DEDoGiRGttjHE+n89mszRG+LlSD9bxu4wFOjqV38tq+ri44qrKi+LjqEjBS3OelGsyFAoiYiFSGeVTgK6Lfd9f78qDg8P9/V3vvUgwlLRVosvMLC/y3OWFm0wms9mkdNhYac4Nyiec+G6iIZBJUltpQj7hOklfyhizoqhJmrribH3fN808eGHmxjd5nk8n08w51QHQalReNbcGLEFVET2nXqIqAdYmwTBEQIeRvqWcaRrObzv0fd+27fyoTuk+Rsl+VTXMVZmXZZllWXl+o3BZnmeFRSpc8ijNQgukO+JIYxfgbSWtVx6BH5+Af5+4OKwf5FX0e0JCj+iEMbouDks+e6fnnBe5Wd+Hw8NDEcnzvK5rZk5tPeectdaYVF84ueqmG8+yOePndMa6f/pFsL6ga9S3jnumDmR0MJyFAgG4sdP96OWf3Do4OGq9c+bC5mx6aaN09sLW9uXLl8uyHFZ3s7oSDTY/i/XlE/f1gQkw6kclCrgIklT1ULAUSTu6Akx2sE1nzOfh//kPL7/6q/eUstD7+y5sfO2Zx5994sql+7brun77nfd/9ss333z7QxJ678Pbr75x7fK3Hk97TxQVJgA3brU/+vHLB3v79f7h9qx8/vmnXnrphfvvv/De+zdfeeXVn757c/fmR9d2jv7hJ7+4sLXx/BMXc2OgEUAU3Dryf/uPr/7stbe9Zn0nV+6fvfTiiy8897WqMLdvHr711tuvv/7622+/3Rm89+5Hf/t3L//rP/vDC1NEBQsz6+5h+8Mf//z2zaPbR10xnX3t2Ucfe+zB5597oj5qrr374Wu/fP2NN97Y2W9hdv7qv/zjv/nB89NpAUCGoq3eVSVvHev4EoJJEDNba0MIZVGuz8mX7PqenfhKwArsIRqER0Y7sLQSMvEoczloVyadZRYaOI1Jl6Xv0bb+4PBwf39/Pm/Engu+j6G3hooszzNjLU9KN6nyzTRmPUCWoFBSXlIxkzWepDqoEtuh+TWWQru2tdYaky32vrT9WWtB5ENItLqu83meTyaTrUmSvydB5GF75AFepiKrpmk9Iozjg8u2GCUpToydvaDoBTEgRj1s+vl8nqq3MUZoTNNY4oO1djqpyrKsqqqqiklZZhlEYHgpv0kKTnpmKza5YBmLj3YVDazECbzH61rlZ3scTnRHk4ceMzMlX8elxp6qDkN341hdDJomUUWk73vvfRLePH/+fMrB0rjpol6/BmjrWKO+L/WykuqRBAVEERTvffTB9du31MJk+tIfPPWtrz/z8APnJ9ZO8+JCCWaoIoTonEl/MMas0jRW/iynlv50AK/O+IoMjkNsDIHT2jZoaJMFBBoBVmIBJIINPrx2/a3392/sNBHx8gMXvv/dP/jDl55+YDsVI7Nnr2w9fP/mv/+b+OZvPjw86l9549Z/863HiWCIDbn0md789du/+vmvDg/qzVn1g+++8Kff/+Z99+WG8NR99z3/0L/I//HtH/3oH44Odn/++tsPP3TpkYcu5KVCBCZrI9587/qPfvbLGzuH09nWww8//G9+8Ozly5e3t2ABvTR7/uoLv3xw6//7j/1v3vtwf2f/Jy///IVnnzv35DQKoMSkN/cPf/bKr/o+bhXZi1977Ac/+OYTj05yA0bZXHn8iQfu/w/W/fLNN3fn7Q9/+tq3Hj333NOPKUMVhjhqNMRQXe+c6/hqhoiQoSQd3rZtWZSiwuvn4UsfTCujzQodptiImI1NaEgVIYiqBhhmhhmUM5M5awT29tu66w+P6qN503V9hBIMmVzmt4o8P789nVTZbFJWZZE7ziyIQSqsgRCJFlDPrswpLUtvaWBNBDGCzLBR5kW1Cl/TfZv+6oOIwLp8azsH4JwzhgR+keMLlIkBkag8vGOa4Rv20xjDUDnlhZHR4AQkgBfM63hzZ3d/f7+et+yyEEIauzUMYzNryDE9+MhVZ02RWees5YQowUBOKwXFxYghVnib46jep6gsYz3Qdbdxosu3EEcZnwZmM7SYVzFe13d5lqffCjHM5/OmaVTIGJO6eVVVJTKn+bz8bvRurux6nV6jvnXcE4lU0rdUqIIYN2/f6EPnfSTWF1584vmvPXzOUg4xEFJOW4C1Q69/FfKJYGRsQpc+BzitPjJWoRYdwsEbVMdlTiNUhU0qaxEvKDsMAV574623b+x4pUnh/uS73/z+N5+8MEWGIP1cRC4Us+8/f0U7Xx8cfiDzd6/v7tbYnA6DHQR7/ebRr375Vt/66aR64anHvvW1q4/clwM+NF2eT69edH/ynSfbw9s/+ekrdTt/99rN6zsHG/dNMguAe8VPfvWbWwdtlpezMv/Xf/z9rz+eFwXUByJVMsWMJ89faeoX9/f3dw+6/YPmrd+8/8hDz8xKWANA3r62t7t/mNvi0sWNbz139fmHJxMDSE9kJwUXT0739p75aGfnvZu39ub+zV+/dfXq1U2XLAXH0rXqMaG2dazjK5IJpUQfBCDP86ZphvRoXZ3+0lQh6aTUx5D+LuADDQKRPPTx0CflFAIzyDKNzEYB6gaHdTOfz+um897P61bS1gMmYmOMyXJr7SMPTsqynJRV7gwzm4V5usbRb2ExujBM2S3HGUa79hCHP6sFCEIAIQTp+77rOiLKssyN2TbRwHaxdtUMHmREVaG0UhJVY8yx3DoOrFHKrYwMu6joA0KIQfRo3nRddzCf7+0f+qjJQTtqdJatzcq8qCbFrCqnk6oo4BY1VoATZTWd+z4OH4sEzDDJIVZWgNyyrLvejb4IyIcVcazVp0NEooo1NjHeARg2IESJRV7UTX3z5k0RqaqqKIqqqgBkWZbn+Qk6pg+eVgPLjt861rFGfV/eEioCYFgpqTgTcLA/j8IivLU9efaJRzcs5WgyFYpR7UaaqkjMmkUFM+VdRGlVutMk9tDDS8wEIkpbGjOpJodaIYCJoMQGJKyqlH4A9gJmgHBrp/vJz17dn1dM8uxTj3/nxcfun8Ko175hZxgGMRilbz//6N7e/P/+mx9fu73/xm9e//pLTzEAMV3Eq79455evva9cnbvv/He/951Hr26DGmhvHUE9Aj29beXbz9388IO3Pgy/fPP9n73+9kPnns+yrCf84jf7r7zxXlCbcfyj55/87lNVwQKJpA2sElTVTsrJSy89+e61vb/74c+9p5d/8tpTT1x95rECkKjNO+9cN1ZNFl588erXnrk0caDYQFqwQeRJNv3WNy6/+dGj79/ebxt6/Y13Xnxpbzo5N4zHp0RH9PhQ9GILXtdT1/GlhgSghYJUVVVt23Z9l2XZmuX85ct3T/6czJJ8ppT2K0nMx2Qn66X3oWm7vg/7vcYQ+q7rus6HnhTWGmNMmdkszyZVVVV5bk3ymDYWEzpiYkYEIqVRh4Q0lVWRYByN01IxefMRCEvafSqYdr0HIKJt60MIYJo4TnjPWmOsNQM9T1WRfM2gEJFUuSAiTu8IJdj0nlB4GQqpCoChFiIsQnUbfYxN27d12/Vd3/W+74PEtu2sYWttmefnyqKqyjzjwjlrbZZneWYokUVobNfpwvBWhmFEojQ7CBqlajQVHs0q3tNP9+CtccSnK2mtnE9aVkEAiirQ5TBkVGHmru9UlA0nY71kuc7MzrqLFy9aY62zUIQYLJvUqNaRF5rK7pl1x5+7YWL27lz11ld3HWvU9/sVBh0oI3VQJC2Vpo5GZwZqpELHJZAjR4zoQiRlHljgIuN8AQbl33FmfaHLpWeivgXwS12+vg8AnLNd6DJXKEhFRdUapoF/ygIQD0rT77537fbOfhCunH77Gy9c2DKIgElK0rbvJcuYFBnhkSsPzKbFrd1w7aN3n3/+8cyaoLS31/36rWvz3noqHnv2Gxcevg8ZAsSS9QIyDjkmIXz90Y2fPfnwezd3d47mP3/93e+9+PRWVfbAa+98dNCTkD03tT/4+tObBgHMDDYF0ADBiwhVG1vZY0899+NXPpjvHuwe1Ld3dvyVB3PXis6rcnbx0jlj46NPX8k3s1aRITOWQR5GBJ3L842ps2xV83o+3909uPrIOR6VvUXAJ6VTk2DcuuC6jq9IeqSqao01xuzu7l66/9J6uPXLDPUHupoyG16ZW/MRUXEw72/t7B0c1W3vE3wSRQg+tfGKPD+3NZ1V5Ww6KXNbukFsk6AigRSGPYgUUx2lYIaOByfJEjqWlI+UxoXPAgCR6L0Pve+6LsZgrbHWTnPnpoV1brUSF6MOMpucUJymfdAkSotI33dFllEqpIKRVJsJSoiAV3Re67Y7nM+PjuZt3/WSe++999BojMmtzVzhCBcuXKzKfGMyLQviYQwQTiQxcRZU2fTXhBbGTg8viIXBLDP6JMW4isd5IHjeZcpPZ3oOreOOEFpEDBsmjhpDCABijN77EELf9wCKorDWZlmWZZmzLsSQLt+gtElw1kFjWiGZaZyvEYwKCycetHWvbx1r1Pdl31MHz4ZhP4sK72PXBZLSUTFsPh0jRHBpjhvAeh+vX7/+7rvvphlxEdnc3Hz66acvXbr0MaxxZl4sNzs7e2+99dbNmzdjjFceu/zApYfOnztvDJ0pV5msgQ4OjpiMy6h0psgsM5gRPIy1vYJz9hGGwAxmFg0heB/arq0n05kxOJo3N27uqjp2pckmrkAEPJhgOcsD0HvMtDNktzZm1lqX57d293YPj65cKAloQ2y7PoawPdtm6RBDyCwTGE7RMgzYRiAAXpSyLCiY7dHRUQiBnFqW7/3RS1cffWC/vnXlscup05pSEd/WrnCAZAZ5njEkes/M3ofEX0ow+w58Nlnfyev4KgQTD5p1BGvtfD5fn5Pfyxz3Tj29U6KFgy2YHdQpvZe6aQ+O6sN53Xb+sGn7oEpMbFL5jVQfvP98keVVVVRllltkZrDRY8AgCbsok4AEmvRIrEoakBu2G9FV8zwZ771UJ10ZVYBoDL5rfd8a5o3pNMuzsSEpkB5cLORmjBk61SIioobYsFGRKEOXpsgLhJhy9qTLkrilN3YOOh8Om/aorjvvfQgRlMYXATJZXhbFxqSaTatJ4ZxF6WAZdjAaGiginL6s6IKtSsOHwqh+A+hSqybSoM5PS6P34RySHi/q6ikcR3Ia0yz/v8YVnzoMG4W2bXt4eNj3vTEmyzJjDBFtb28759KSOJQVJFpjFxamSeIFgGVKBZGFl/raMH0da9T31Y1WpyAIY96F/+v//IfffIQ3b8mNfOZj14SD/+V/+3fbhgh9uVX9+V/+2TMeweEIAHB9J/ynv/6nX//6+m4tN48a2NyoVLh99ac/+ZM///qTz156CAdBUPAGAiMMt8P/+u9+9sq1D3tHf/Hn//J8Zf/ub1597RcfXL+lajbP/dNPH7780V/+xZ9efcAxxUI7IgIsqbOACIyBs3j8oel/+6cv/Op9OBxtu5sZMoJYl4tOXPLZHTBiLGwftI55NZFQRGVFR/ioza911Lm45faf3Np/IN5XKFQlwhLDIeZOekwAXDqXzahphXYP494hSHUC+uOr2X3fO//Rtfen085ndJDbKWpGgcgIMzCMBVFPoDL/sJn/elpuqWfxG5mxAobOn97eubq9Ab7oAVJUAEUg1q7vQcbYvK7jjb39AxP7DZc53tosYoh5nrS+ozF52rgBzwgEJjiINbJ+2tbxZQ8JxEzgpGc0m0z7LvR9cM4SIUnhA1AJxPyVaSncTcVH7/KcqF/m6acE3U+c4e4ssx4GZGhZJaQhAATCgEm0RYESRInIELMXJWYdHcAxDuldb1DXODqa923dtm3fNqTRGiZB4SgzXBZuWpWz2awoiokVa21KbWOMGtSyAZFEJWbQqiUsJCqPc9ISEaOSIWsQh5KoEhChfWyJyLK1IamJJmNyds45mysQRWGoX3xsghAqUeJjuqTJxJyZFEJEZMBMIhHqDZtdZxUIgnmDupbDw8O6ruujOTMMKUEhcESFMcbylY1Bdr8oijzPF+TnUcTxOOIiq6wncDUR6WrZl5a6SPnKZV7+1uqd8HHgjU9Xl+/F0sNdl8jl09Qy0rntvVprVi99wv9pqmUhmLmYjoHooM8pklp5IYSjo6OkV5w5NymrpMhyArOR6Jhtc/QBRDAKouSorKA5YJnNgOHjOJ9q46h1NBpyCOChAl4LI69jjfq+vMFLn1l9643X3vwgHNgKjg0jdu37b//mw/qAEM5fOh/aP+MSvo8uM//02nv/5W9/ev393d29/rD2xebGrZ33Z1URid5559q//d8//O4PvvevXphe3LwUhQ0NrBpR7O7dfued964fHjzz9FO/uHnt9Vd/futG3YcJMr5960Zh4q2b1x9+4LJb2N4OO+WSwfjII49cvP/CC/20qw8uPzghtFGDocFDPTXEIAhkPtrZ7VqxQkVRjHrHqOu67/skc1xVlTEGiMRMOqoIjG+b/jVGH0KYzxvpg8ndE088ceWRh9vmKMa4cd99ASBkIiBdGpASuPbhg2s7ouxjYGfuu7iFlFhQBpQZ5Z3CEBJhiWLNlmAmUAa5nb2j3VsHha26ut+6sjGbTIrMUMqciFZyqXXJdB1frTihakBExpi+752zWHt8fZoU/K7PkLvDlTgj/c2OZ7cAiJVAZpBdiTFGEDGzhVWVZO2dpJt5NBswhtNLtx5t79u2nR81bdter1VEkHyiIY7VEBtjZlV137nt2bQqMubka6pwpP8/e2/aZNdxZAke94i423u5IrFxX0VKpLiJkqhiiSqVurpsuqbrJ8zfmt8wNjZmM9Zm3WNtVV2l0r5QIiHuO0ARBJBAIjPfcrcI9/4Q9973MgGySIlVTQLPzQi+3N5ylwg/7sfPiR508QoZ4BbbQf1SY5JNDDYkYYFkrOugjQFq78uybNvWS1DVJEnSFJk13Ya54HoCqtaQRpUXLCmZkXYe7aGDgkSkMGAa+KIgeGNCUPVaepS1v3L56uHhJCgxsyEyFFiJmZwxRZaur43X1taKIilCHR3Vl2HAv+pv/hlByyfdequ46UG78UA5F/u66CfuepU7QyKdrz0zRa3XEJSgk8mkbTuicoydnZ3eXIGHfz/lLBtrRSUa+hljRGRWltOQpM7kiSkMAYzQCkFBMFEVaZnHvOoBrmKF+m6DSrFhtKEhDayeSeBLMgm0IW2YvGWfMAwaow3IGmPOX5r+jx//9s03LzSlasCdd53dOrX5zFN3Ow3n33prf6/+6KP2Zz97Yydsf//5OzMDjo61CgHKct40vq318kd7V97/4OqVq+ppVIxnzUFbzzJ3Ms+SOAyhiEqV1ImzUadyZizWRkU+QlhfN4RWEw0w1hAJwGwBQmBMW7z13sfz0lvira2tJEkANA0iU0JErE3W19cjcQgAE0uP+uLKt7GxkSRJkNp7v3ewL3y3AYzByCXrxTYQNbYhsHFSmpggHiDA7u2X77x3RTmvfJvktH0iY0Ln865pHKOnoZ6d2Ma3icsUdtbgjXcvfnzxqqllOy3uvvvsxsb64NnTJbvaJwt/Vj63ilV89WBftC0ZUF/n35DnX5gQ+Vca1H3REeiTXolvhgR7D24dsFBnu0rMBDMMJHsvSszWeoFKd1ajHOWsbOu6ncymk8PZvK6GBLhtyTBFkJOn6cbaaH1tlKbpxqiT3FwsgXFtZIqLuS42Om0bb62NPFAst2HYg6mbSycjihDCbDZrai8i1tpRUjiXOues7WzzBrg3yJepeCJKxC+OTySoCBHIWICMYjGXGKibVK8bHM7mBweTeVnODw9gGGBSdlFJJejm2miU5+NxMR7leQJjugJoatM/Aez9q/jtU7DfrbacfBH3WhzRvPHYtm0H9pY7fqodI2HQbhVBXdfe+6YuQwjW2jRNkySJgitpmh47NcuuV59yBqPth/f+6tWrf9yr8iy949SJ9MS6BWBjUaLTQ9JVCrGKFeq7zc6QKJAZtsT/8UcvXDpM/uX3r7+/d80Lb6TZD59+/M6NkWNpuT21lQBSleGf/ulX775/BTx2SXv/vad/8MJ37rzr1Mkdd3B1f/eRUz//5eu/euP67m749W/ePnn6oce/dmdH0FQ1bIwhy25j/eRrL72h0731orjv3rvve+CRSR32Pv7g4Yfuu/fOUwR48SlbUY0SZ91sMsEwNIgyWMFRa02djVJU2kBbMAc1LScfXDl488Ll1rv1PDl58qRLEiV4j9lsFnd359xoNDq2eEYN0vi9zfXcOUdEIHNwOA0KF8vYAtIWqsYmpNDolmQE5CXUTOMAfHjh4ONLM6FC6PDE6VE+grNRgkDj3ETCEMBrEDJCibikBiqPN969/uIf3trb22/L8PDDZx966IHRyAAI0trev4K69mxnd9EBwJWexSpug1DVqBUclTCcc9PpNIRgzG2613yW+/5PTufCJ7wW3TQR9ktG6sQde4xA8fHSGmUst4qmN3dtFIeT8vBgOqvK+XweJZ3bzlzOxDT3zPbmaDQqiiJJkszZLBt0WXrIFxuMGlTVG44NEgBeeyzKbJNuiA1L2mIKtFIn7EACpd6ywRviPMustXmadZxQBQICLyAfANaOyBJZeh0gUx/fk6ohcKS+hjg2H+CBNuBgVu0fTKazsvbeBxUCEWUIJALivBhtbGxubGzkuYvVRscYSn1RbzFuZIN/99AL+nPafbch9vsiilF0IzaLvb7uPgrDCep+t23DfD6fz+fe+2itkSZJFJUdHB2HM/u5TmgsQ0hvfFWW5bTyTZATrRdAwRAh7moxfJwgTitVuFWsUN8tX+4S7vSj5LlvPzoLeOfi5QvXLou0hUv/4jvPPHzGWUKlIAPf0LlX3/7Da+97zaq2eviBO/72R889/o1TGcEAm6dHj5x+FOLevvzKR3vhvfOHv/rNG2fP3Hl6AwkH9Y3QSNk3tWdTXL18/a7N7Pvfe+LpJx4+e9921WJ69WvjIl8rAIGKBxtVZbZMCNo1x3pzPyHUgFPt3JmgQPCwAQiB7KHiV+fevHR1FjzObm2cOHFiSEuixxcAZk4S11dkeXn5ZiAASTPIc7AAACAASURBVILByWZazjUoiGK12vSIyxJ8DZNA4BkNOw7gK3s498r5yZTLtk3z9GuP3DMaxTtBoDYuqgQxQFBWwqX90MB8fL195fV3zp175Y/vn8+dffjes3/z/SfvvfeUMRDtjTKINGDJWId7S15e6aKt4nYCfl2aFTOkEIKIHabKVqnqFwL5jgUffcLBpXWpY0a40dpbu6UpmhAIdWKYjeBg7qfT6Xw+L8uyrmvvBUt+fURmNBqtra2tra2laZqRz/Mk2sQO70QEGgLbXoKSJLrONiAapveIh/fcih+syeIEm6i0bVvVJRe9mCZgiMm5NE07wluHsaAiBJDhm2FvJlIERaT7GxObmMI2asPULcq6mVflvGpaH65e3w/SeccrWIiZGcRb60WeF5ubm+PRunMLeNnZzQeIBiI1UfGM+RgkGHrgn37XHIN2q/gzKyydTzoWCxAITdsYY0z0ljQR+3kJsru7G0m5qmos5cVoPB5bY+koaFw+p59yWm8GQZkIIXSl7TRNObFBpAldrkAAqYoEQ9TftIMV5mrlXMUK9d36OUGQoGyMb5vUpYmDSkWhZRF4vzV2iQEEmcU8yMEMr77x4WQqLelonHz/+Se++dipDPC+sUS5IaB9/NH7H3+nuvSz12opXn/74jcvXNp47IwzgBEFQgjWuqrym+snHrzn5AvPfefsWRIgMdi5q4g7OhNAFlBmJ4hsHQQBAlysrKpC5kAqKIhACpHOO9fDtHDvfXT9t394a1apeLn37IloVKrasSlio2DITEgVYBGA4/Cdj544sWhKZATc1D7aNHkBIIYCCERiwcogQFSFIDDzgNfe+uj1ty9WFWpf33/f6UcevnstAcFDFGyFGgNS78mkjmnW4he/fPXHv33djU5cuHgphHZ9e+fE2D7z9CNPPnYqyxb7CCBQQ6IwnWnVjYIKq1jFLb5eEUmfv0YD6yRJvPdJkqwylk9GenIDdvtMYW7yZ0rHPbqHFl6/LkWs1atGSP+vB6oK83k5q6rD6Xw6K733IQQRAQkROTbRWno8LkajUZbZ1HUvnfZjgxo0Wldby5ZjQi0SPDplQqWevKl9M3B4l5atQpu2iST/qJnRNM2JrW2CM4tqHroZLIQOpGoAETkGYG6YfdJes5NNEg+Zqra+bdv2QNV7X1VVBLdlU7dNiO8fTIY5c84lWZ7nRVHkebbjSmsTa83y2w6h47nARGgR9WW0A7RfUI1jVSv5DPWmz3rwCJS4JEiYzWfe+5hy1HVdVdX29rYxxjnners8UWnaxvJiPnPZmf3zvcOYCekC/4/H4/baJLT19cl8p9reyODYAt5YCx1KNoPXFmPF9FzFCvXd4tGvNKlLQ9f0D9ZQrHySQlowNcbY1ODCtebilWnQJEj72KMPPvHYHQVaoBnbkbRx6dC1MT/y4OmXX3trNhntHdZvvvPhN752pjDEZAKUmS1TaGow3XH25PqIHOChisBiiWB6vyQv3jDXTWusMwyiWDAjIIAAq3FOwnTmolAyQW1D7vze/i9+8+ru1SmCWcvdww+eYGNUPLFlRggBQNx3OwWtvmJKvXo1CEyk2qljRZZ8/IkxMGAoQz3EK1xsMRAbD2rgXn330q9eeuPawUyEtjfGzz759TMncgMRbRkGxKpeoRR5RwLxeP3Vt65cuUapn84by+KtqduGGFWL6QxFARdZUljid2KZ2amglUX7Km4X2Cchun2yiDBTlmVRAsHclnLkn5CifZLY4OezeDHHOZ6fFi3Z+Ibi+hQALxBBK6Fu/Hw+n8zKqqrqthUR8RoFTlxikiQfZfl4XBR5vraWMMP2DbaF1EQIAIwxMJ0KhaoC0kllRA5GXFRVl8aoOlu8EEIIQcS3bVs1dSwTFEWxsbFh2ZIHE6KcpSrFfhrFgiItDQbCI9IqVAGIKsAg7oS1mFpFE+C91o0vy6qqqo8O98R3BmukwRh2llPnEstZlmysr22M17LcWO4gc4K020e1G3dU0XSBAWXxL3UMz8/VCFqBvT/ndvikTbZ3bkS80mKzzoemruuyLEUkz/PxeLy+vr7sqTBYLDCxc470yLmIT8I3tHPj40+xXlBRYjJsREVVR6NRXuhMfFW3s3m5luVeAR+cjRwv6RMK1uXB2FWsYoX6bun6FQk0yoUFgI2EEIJAA9q2Ni4FGBqY7B+vzS5emwWizbXigXtOZpgmgEESgjpL4sHGMfw3Hjl18id6bR+O+cOPL9cBAhukDYxYmM+zVEP1+NcfWsuhPlgrgNrOhVwAIWbDtgkSSZg6EBEgCAIoTFTqbEEupidCaYt0Ivj9K2+++Ls3jFrV5uT25oMP7AyLuzGLBTRSLOLcyRHUBwDCzAggIuXh27Swme/3XcsUTSkUrgWuzMK5tz967d0LSuSs3HvmxLOPPTQiGHgmhiG0StZqCGRdzGQMo62uj52/enBxe3PHe/JtvXet+ckvX/r40t5//tF3TvLY5iCQaiBimOHFY2Uu6EJRegX8VnGrL1ZLY0uqSkCSJHVdL083rTLXT/7p53VuaI78FUWVPz3G94zNrnIpX2yAsmzn83ld13t7ewIa2noBCqXU2K2NtfX19fW1tTS1lmAsLEG0Sxp4qVmn0VdOtffkgEayBnMn0dnp30c/024cQBVN00b6aCzzmcQ4506MRs65weXMB5+y1W4EMX5EQwQRT1GBcwlrKdRE+WSNZnid4mgAWsHeQX3l6vV5Vbc+NMF778VkECUml2Z5ZteKYpxneWq21zMmJNw54Kn4qCkaYltUwGyiaBFxV6NcjA52mECY3Q33x7/VLfBVv7k+gcuqXwgSVoWItm1b13V0XFBVl5gsyzY2Nqy11NOJffBx/DIyPwdqKHXd5U6pZYhPsq/8RAzPHOViNNpyqKZpalxFbGvvKx8iRhXq9fG6NyCxyxcJ2Ks0YhUr1HdrB4O4HwuTOIHOzK0PzmbatcMURNPp9J1Luw3TtJyfPrnz9fvvWnNk0QDWMrUBtlPcDFuFvf+O0XuXJAT/x0u787mGETnOAVSNN4ZCU53aGm1vFcaASAGQSiQxMnfywQSKWtjHi0/MUHiBZUZ02gWHgNrgMOBffv32T372Sj2DE2ysFc9/5/GtrXxQJRCBIhBrbPp5728iTU4GQrGeG1fYqACuUGaSKC7qPQyDKAQ1HADbAruH8o8/e+mff/5yHZSJ7jq98Tc/ePbspiu4E/kGGVhmBdhKCGxhnVy6tPv8c48UGyeztRMXL++//tb5N958v9bk+gS/+cMF007+9//0o9Gd4wX1tPWw9pjdra7qc6u4HYIIqtbaoeCtCmvtZDJJ0zRNitjYYb4F74ZPGsEi8QPu6pLCZcVA7aa/JARmBkLvIb740adFCODBwy32uBhE0hmADxNBCIKKUTaYTmfz+bQuqyEDtrxIXlOXjEaj9fXx5nhtnCTOdd28oa2nC29xJe12BxFRgJZszohIlIKX6Fgda3YiAhCziRY+kb0J1TzLokiGTQwWQoghJtaJsR2eOlYLZRO6PTHKkQ37pQ3o8GgjmEzKw+lsXjXzspnVbdn66D0IY2DcKDXr47W19VGRJmmCIoHrvQENYFQJAo1C+gINzAkAmMUVvET2M725GkBCZD4XXPkz/Ri+Knjvk8YXj7kUHqlZ9Iopwy0WPQ8GW/PhbzughEFRXFS1ruuDgwMiipaJ1trRaFQU2YIP2gkPxEzLHIFwR/ftG4mdf8JhX9BEQYYNAaPRqJrPQlPWdVt6FBbG2j4pki7d4oUw3CpWsUJ9t3YixXGTHTY7QBUMJQUDrKrEAhgB7VeTShqb2CJL19J8ZCKpxkSsFOJkh4bc4tRGRvZQvDatL+tAsB04ISPasKE0I2cCwcQF0ZBB1zXrB+hB0c5ObwJThWgUpDUkoBatIM0b4KU3rv7zz1+5dr2t5u1OkXznqUefffKhxPmuntVVhBdDfcYYop7SuWx5RJ0inKqyQkEggWqfnRBsgtCoBnYObS3G1h4vvvzur3//zrQUUt1YS577zqMP33NiPQWpj+mMEnsCtbAOsKbxrTF6x5mtjfVvsk1dUtQPnXr84Qd+furM7869e/7ja0k6/uPHV99578Pt7UfWc+a4AVg6ekQWcjar9XoVtwfwO/69oigiybN3xQqfCdJ8JT89HceBps/V9EgRKHgPMBFFJxpiQo+OgCh6olA6JgR//IHNh+cMAgEpGYktsMjh9Khqqaqqbdsr07Jt2/gYEgwRkTri1CZZlq6Pi1FeZHninEsts8LSAulFOj2TxpOm6rUNYMCY+N4VVmTQx2ciYgIzK1DVLRElie3agEDcuhLrnFkycmSi+El70QqNFDcV1C0bJmMAUiIFhBCEiDq7hdgJia7Wsxp13c6qsq7rsqzmZVnXbSvBBwVxmuZpkY9GozzPnU3Xk5CmJuuor11nj2I3Eh3kAy2bqvOnFvKG4iyvFvw/DQstC2P2F9sC7C3//jGsqKqikY6kdV1H1m7btsw8Ho+TJMmylAjei6r2QgP/y4pDy4vBuMiuaQghTGZTxVa8h0LQXpZIBuUjfH7O6ypWsUJ9X7ka8oK9E2fupfOEY7ATUEwTBOoFk+qw0cY6zbOkcBkCgAB1MBCKtaNgSS2wNR6zu6JVaJpmMpkCm9pvbapqWLPcdX64QWAMke1QH/V1sU98twLlQGxIwQoFjPXAex9W//DjX1+5MvWVjpPk4fvPfvuJh+44VXjMgISYFSDqynixuMURSQUCd8lkL+dJEtNLJkDYGMtmSDZrHzILcCKBABiX1h6/ffn9f/np7/auzkITioye/Ob933rywTt2HKmgjY1BJwQhOAMvIANjHQCGXytygKBNYpIHzlp+7puB7JXJi2XjP768/+ob7z38tXvG+cjEWi+ZIUUgsHaiXKtYxW0IADtp26IoBm3eW/jD3vw7MrC7O9tvVYLC2CSuoj46m5MBIJAO9AwOC58g2xfXmBYchTepV3QXoApoBXWD6ayaTmeH03lZlo1vM2tUlQmZsUmS5mmaJc46Pr2zkzhKLOzwWoIou7LoS1L0PBD4AMvERJ3XTYRmSuyGI6CAD+q9BxBBpjGGaOyc8Qp0/A1lxnI621mlM4aWIRQqUFCPbUWVBKSx8cEdsm0CmhZti7ptQ9BLu7tNU0ePNVVlIueMS7K11OV5vrW+VhRFmpIxIGCsIFr4K8QXls7AcKi6xiXcYNHL+4Td7ygyXMVnj05B52hdI56RARDGqTwRcc7F3KC/wyQCPGIbQijLcjqdGmM2Nja2trYiQh9KTIMR35fHS2m9gCUEwmQyKRvJLBPAxEedWVbSAKtYob7bEgLG+59goAzlfiFQVVKFD7VKw2x54RmUwZD2/nEEAWwIMMYZAiBt204mEx82DQ/coqBkksQSf9K62LX7Ypn6SPEpDpZ0ADUh8czsLb994fo///yV99/7o2oqbfXgw3f98Pln7rt7p+Ocdi5NzIw0TY+S5oc9IJacdRkAx98x0DR1puO9s7UGUBBgbADmYt/+4PI//suvL1+67pI8UPn4ww/84LknTm9nHNVaYh7S7/JsWoHtyFESZwMZKmhaWHGGz57E008++Nr7b7353oetdx9+dPVgVt+FkQx5l97o08CrJXsVtxvkGx5H176YvXnvrSG6fZRd+IjQpqqCWAlNE8jG3pdhhgeCwhHr0FvrfRZCJOcf3QZEIKJiO8d1ieCnwXRW71691oq0TajbxnshIrZJkY2ydpam6Wg0Whvl42KU50hs19rqyKChX80JMFCVbgxvsA3r64IAEASqYEZP9AxBI2BrGj+bzaIac5IkeZ6zS9gZQb/KqvTtTF7mbho3NHy6l2IT31eElxZECvbxxYG2xayUyXQ+mc/LeV3XbQihcWRAZFyW5NZxam2WusSZ0zvbmUNqFkYLIYCojB+VRIgMiEFsmPp+XTxBR3D3Z8m+41FcGat9jszmZnOJ0ehj6OkZY2w/KuklRJKn9z529uKXeZ6vb4y3T2ya/r4T0Qjhg4SoKvxl8z9ILdaKVH0dWn94eLhebBqA2Gg3yhIbzp165yqNWMUK9d02WZRiqfHHAEMNlqkCqtwqaQCzkko3CWygAEfr2sAA1AaFsEUcwdPQNHXrkSagruRmVNQY52ObihlKShAwAwRe2v4j8BtmKnj5wvIKgQ2Ktz+8+g8//t1v//AOqw1hfu8dW89/97Gnnj6TEKANk+lFIGAMiqKI3qRRUBvIY1Ov1+/UYU9tasSFXlXHRcYGTV2bNCcgBNIglKAR/OK1j3758xffv/AxUS7V5JG7T/3tD7798L2bWUSOTOAEIAlgE3tzlSBRJArq9ocIsB2DWAWJwV1nk/vv3vz48nvqx9cn5d71SYNtE0V36Jhi52qVXsVtv81Y2+G9aHB8iwq63DjaR0SqkX4WvepYqHMroKQj1ceG1bQO164dTA/34+hRVLAcjUZJAjZolkwOBAgC7yGil67NRMS30rZt0zR1Xc/nc2tdfGkLpKlN0zzaLdy5cWdi4Fw3CSgCtFEsrHeZoaXpPQX1836dCUHshg3VQcvHlPKJKLqQxUHrPM/TNHXOmiUDvYhmgc7/B6oiAcpkuJtv1AWulN5dUChXKEBBUVb1bFbOynYymfpW6ta3TVAF2FqbOOegVZ5n66PReK0Y5WmeIeupqj17U0ijEYV0ELSDr8sfJgpSdwphNxpr0LFK7IrP8ZmLQTe9TY5McPTRSb/GuoZKNDePFgtlWYYQkiSJIyFJkmRZlqfZsfsxNnu7sUviRY1Z5FNUNj+t2P1vEAljY5xPDw9gaDKdCzZDLBnokXYfrdp9q1ihvtsjJBIZ+4YYeKm71o8Xx8E4Y3xKwQABJgQHNXHXEiIhgKEEVmWyCISYjxAjS1hl0egjIglEsBIojvr1ayHHVYeWrX4hgDAg6Gc24gqrUIYHXv/g+j/89MVzr747mVaZdWd3Nv76hSefeeZ+Jgi8AdQb5RDHr5kxGo2stVXdNk0znU5Fco4/W0ggcKR3Xj+cNU0T62Eba2tMRINnr5JNXCV46Q/n/+vPX7/w7kek1oXqvjMn/v5Hf/HEQzsZEMdAhDjiWBFYhgNA1sBE6KaAF7DAqMZ8gZgIWHM4tZGt2bCPtKpnV64dVA2SpGOhgs0NYx+rxXoVt1dut/ylMWStLctybW3NWgtIHNa9hbHfcASCMBEJHYG6EezVgnkpZVmXdbt/eLC/f2iNLh0045yLs0xRE2XgH/Y+B9KoEQnS+s4iz9AoS0lDkiSjvChG2SjL8zzNMzBArRqzaLIaXhpD6xmVnduqSj+LHF+0YzkSwXsfbdDbto2uDNZaZmaAuZvOsjZNksT0fgZRQdEYig+IiOGpV+SkOKBFAOC9KHeiMLo0UjgHZrMwmUyrqqrn5Xw+r+s2SZKY1htL1tosS9M0d87tnDiTJS7q0PCA2QKIlCCkwp3rQ3xzdqGREUfEVVVjg7brrtyomkjLBJfFaWX6EtEGv8LrxsD08RrN7VDXTdM08bL33qdpGpSMS7NilCSJiJheX6fTUz1KE/2kdelLEgmwMcovIhCjaZoovNcqmJg0/GtYdBWrWKG+Wy2JWDyI+xYgEO0BCEgF1C1nOY0zJF6rVhoPtIyk6415grA6qCWBMOa+gbIGJMZsbK5Z221ezEwwqoE4CRI3O1YKAoq9PgHMsCEvFWS5L0RFqRVpQAku7Db/9MuXX3z1g7JCmuZbo/S5px996vF7N3J4VBZwlIAY1G2izmE0GiVJQvMqUk9DOMm2qzIPH1MIBFy/ftA03hAbY7Y31w2DyQWg9WqYBHjn/Y//+ac/f/0CGMXINWdPFn/7189994m7DIHgBeJBHjDLUFYhlAiZIGAT93ZhG2dnICpKCQADbKS5llUbkLnkcDJvQzTYGIZreAn4rSDfKm5fyBe/yvO8qctlaHTrNfyGSaQjx8F0/aIAhIA2wAe0IrtX92ZVOZ2VdeNFVInJOONM7F147yNFE0dbiIvZuU4lNRCRMSZNrLOcWpen7uypndRwYk3UT1noeLqwtKuoSJ9hdz29rtlFHK1Xh1clhapQCCFAm6aJ8ptVXUejs/X1jcRQ2wZmHkbyDENFIqFOJBAQvdk7xqZEFMwRH8fROgLYdgRXUTRB27ZtmxBC+GAvzOfz2WwC8UTqrDGpIUOZNVmejot8NM6LoigsAXChNUaWLrO4ZQgAjg3GXi+HFIGyZeTGx3AcZPHlTXt6umTJQ/GXeaWt/ycUR+KZGnRcRERE5k0b6wtVVQHIsiwWha01y6eCDYvCh2AsMUNVeiXPeIUjPt+AJ+lLRjA3wLjIssTOq9Z7P53W+UaqXWuPlnKtGwZqVrGKFeq7FWO5ra+9GVykpvCykjARFW5sKW219L6ppfFILCl3LBkFcYcZgVlTMTiEQA7r45F13SsZUlWFMpGJwxXU6xfH1zbH39tN9kMF2OLavv/Fr1789UuvzL1Vds7wE49//fnnnjm5bQFvoQT23ltJOpk7giFkWRZntVU1Oqj2u8LiFeL/5/O5956ZreXRaBSl3QA4SwA++OCj3/zm9x98cKGihzOCtfTtbz317JMPGgX5BkxMJDASfZ2Abhto/cWr++9+8G4xLh742gNrRQ4OgiAIDBsziDbAGBQuTWEVbJPU+yhGrwQNEgyZYaVeVX9XcXsjwCihrlmWBd+g51bdqnN9N1p4BYEImuCrspmVVRxCqxtPxrVBfBAyiU3YJVlW5FvrIyIKIQy2CjH9jU87eIUZY5iZmY1qlrrRaFTkSZ4gYViCjWWsWO9TiX44IFITFgk3mYi5FCSqEqUjOjZcJ6kcUWAIWvu2aZqm8T6Euq7zvCiKYrSx0Qt1QoDEGXR9SOEe/8WG5CC9GLN5YwyzARA0qIBZtafSB8B7P6+a2Ww+m81m07Ksq7ZtZ+ZuYrJ2zAaJ4yKzieMzp7etRea6zwsgIARtM1aoB4AQCAxjQOCeV6raaURHquoydTYCXO51q7uGni7tcdoxP3sNm2P7IC+VQVe47/NF7BLHekeUZmmaZlY3RVHkeT4ajYwx1nR8IhE1TAq0rSciZw0TYIz3jbV2kAFfaPMQLet/3tQ94t+1JLb04gSIIrEY5cW8OvDeHxxOT26kkdsaa+g3SwVXsYoV6rtl8yYF+X7PcVat8zmreFvNLc0danCqhiWctIHOzNv3S9Pkh7thst+GzaQBMYyBgyIw1IqHB5LDy3u7kiVJvp2167JfgBSugg3JmhBS4029t+YaQgIKHuIhmfamTcQKCFHkdva7pmpkJcAI4a0ZfvKz3Rd//bGb2/Vmsp6b57/11H944emzWxYeILu49hgoHQwYkjm+e8Nvuek1qq/7/N0JP5XyOqFAaQAviTemBNa0rDW/uF/NzHqj5d1bm2upks5AjcH4EPkH1/A/Xrzym9/vNtXmHeGtjbXxj1743t/81WOjPM5Fc0wLLIREmaPZlAFwdbr3f/7Xc5cu7p0+vfF/PPxNBhJICms1gwcESOAMKmCfaN+MfHY4k7BzcjMzSMDUMAxBWhgVttE1iwAT0fbqdlvFbRDasZIYPUOQDCmUrRGFKNGfZjw1ZD90s3q3Hs2HZJmDd0OqtExo7EejBwGVrsaEmBouHMAXPHM5hEaVBQJZmATE3iusA8hTVyOrPOo6fLhfNk3TVmXTNL5txDcMsoZCOXHWbIyy9XE2LkZra0WRpf0C4VTToeMRHyznx0PLwiXd+NnyxxKR/jsEGLCNb568BdADIFl08wisIUCpk0YmhUrws+l8NiuDiHPOpVnmXHDm9KkTOqiKLWWjvjvSDKb+AhAT9cAkRNEsIjYQBBByJTCcGHigAQ7mOJyXVw8OfJC6beo2hBCUmN2YUy4O39va2tre3i6yLEmSPEkTx6pg7a6FntrPQDoMui8qlHrkQTdCpgCQ3ViUW7SJ+PjFQze7im66aX8Za8d/9n29BKVwxKGEBu+EofAxVCiOPUkY/ra/TQaFoP39/dlsZq11zgFwaXbvzs6xlaU7sdQ9NlHmSDtVcbLJMoa88fFQivr3TeGWP4EeuSABBvJQgdNNa/a8BKXppBYgKBKARPu6gwXbECsjfdLFQ4Z4ZLE6DqhXW9IqVqjvKwb7+jWbeLGhMakATNLv7gRiu725xaCmbdo22b+2X54dka1GxlJgAPVsno5cLThssHt97itKxJ86eSLLMniFhQWaphmWCemqvVGqc/Dp5WEpYTAgQYJhg46xQwJUTXjrffOL3/28rPZhg2G+75H7n/ru0xunMm8WhkiLtMt2Agc+SJamJ3d2PrhUQvjapauzfWxsxp+2RkR0lBioN4Fx7frBfD4HdHt7fX00hgSYtIWbVnj55Td/9/uXq6oyTBuj/NvPPvnUk4/lWZxY8Uzal2yJiQhm6CRaTg8PDw4Orhcprly8furhLQO1EFQeNoPpMr9GcWX3IIhJLDnoxsZ6dHyCNf2UDK34natYxXK60zTNeIQ47uW9OPun3hnKx4Gf8vFcmz9DEnaUO7CcCy4V5DkaBkTQ0v846xYQYoCDUuvVWiNA1WJWVrOyLqt6Pp/P66pWJ8F77xGEDbLEjYoic3ZzYz2xnCWuyJzhpVV1qPYpRcoDjpJmiW6etmqktqkyczePrQtplIVBIsWmG5SIex46kY3j4gqNY4NN41uhJC+stWmaJi4dwOIxVBUzWN+UzGyMYR3y7CX7eOOWE3fPCAHT0h/O5vO6nlbldFZOqzrNM1XyKgbIjIkSHUmS3HHPTp7neep6f4ojHAoi4Es/u3UrJCLL8Km/qACAzI3TdMdw4AJ9ejGmG9Wv66Ysy6ZpRGQ0GiHIKMuzLEvTdJktfNPF5FbL8RjpqHBZWjfSBj9vse4gAkNHcHsvZdvdAgxEXtYSfF6BvVWsUN9XPl2KeydjcETXbliDjljHKtg+cPcdO+vj3eqwLqvz588/+/6jzQAAIABJREFU/siZLM1IagQB2dQxgmeTfnh5cmF3xpKyyp1n7xgVBTTEiyF4jZKV2smExsxGCICa/p0sFhUCx6Jb9KUVBQh/vLj741+eu7b/UZawb6ffeuIbL7zw3bvv30KnDS4cO4XDbiKGogGvYnNzfNfps78/92Hrw8HVg9lBm2w5SAB5MkhQqaawycVL7ceXrnnfWGvOntne3MqBOZAJ7JvvXv39uTcP55UzhghPPvng9557/O47MgYMQJYltIw4u2LiMdRAEBAh5STP0+D95GB6/dJVfmDLkoAEjiEeBEgAp2WJi5cO2pAzpptrxantDQDiYTrXQP4SF31XsYp/9zUMGvl+Q7fsT8nbPkUe6YbbLBzt73GfNt08Wh87kgvlquFNMhF4kO8IoiLCtog6TxEbBoUH9nandV3Pqrqu67rxUexEoKGd5nk+HudZmo6ydG19PMqzxCLhReoWux7cw7SFU9+/1hPVo6lehFs6eL0fwYrU+mCi6gV1/wUVAG1bd4CNmKPHOjNSl+Qu7jQdxFIoJBJHCaDoXa4a5/6scz3SUxEQkYJCbzBLffOzaVRELl253HhflmXVNBJ/m4wzBN9mLhkV41GWF3lapFmemiRZlNC4fyeiaqkXZEQ39L260b6wlOMz3pF9zVlVQwiRRem9j+JDx0B4bFw3jReRtm2joaK1djQaFUUhIkVRREC4hCs/6XW/quf6phKmgQngbH3d5pO2nla+PZz78YYNDBYlBBCBRBAUZqi2QLVrqt+ELb8w3VrdFatYob6vXoXtCLTr72ZzhGPBAMHgzKY9tbl+7fJe0+rb737w/oV7T3zjTg1EAOoKqYNK3fKvXnprdxJSls08u/vsqSzLQK0IlGE7jkSEfF3JlrupYrpJhQrC0TywywUwrXDulbd3L763XlBdTU9spd9+5uuPPnS6z288Q7XXI46MG7UmBEkMmDhzuOPUyc2iuH4QJnuHb7/1/r0nvrYxThEqmABtiKnS9Nxr5y9f20+dPbE9vuuOE0UKhASw+zP86sU33/3gsk2ypp4/dN893/3O42fOrANopGU2DAlQYhsUhjtxbjZdYpiP85M7m+/hvNTtu2+d/+ZDd26cLRBaAPANGMiyJuDtdy9evLhf1yY31QN3P7C1MeLlDJNvJJXJar5vFbdteO+ddcaYtvXGGGPI2s9tZqafBQz2vxeO+n4t/a0s+BL9U5KJi1sUYVKABxqbAF4gCphIbyBmM4t2CwwfcLjfXL50OTLT4iRelLU0xuXFOEmS9YzX1kaj0SixMAzTg6jhAQlAQgoiFggRKY5jmGPobkgcmXiRQy5VAbvhbFDXFCUCwM4o0IiKSBu89943tfe+KIrEEi8+NEXuRlgS0gTABAaDpANeEBBA0h3dViIpREFsOM5YC9AopjUaj8N5ubd/MJ1O2+AzJ11ArDXOucwl1phTOztFko5Sm9ue/6GAoOn0PnsISjAD03D5ElgtsV9MynHzby8Pyy3DmHgmB6RnrR0G5+KQXlSdjY8PJ7OiKMbj8dra2qB+RETWmmP5xa3asr0R+AkbBVxqXJGF/UmjYTKbysamoLdU6YongcEBpKGOKrfc2xf3//Iy5FuZRq5ihfq+ooU3YGHKF+9sZRGCGA3cV3VjFnN2hL994bvVtHzrg4/PXzr4v/7Ljy98/M3nn3l0M3OjxPlA86b5ybnXfvqLl1tx67b83tNPPPX4Q9EXQhltgLWxXRUVznp9deK4viyvVX2OwbE6JwoheMWrb/zxZ79+qZ2Epq7Wxtnf/ejv7jl738HVyrBaBZGQRjZC/wTEJqXRyJlY9oJ57JE7/+I7T/7jj387mU3+/3/6iWj5nW89uLW2mRkS0LUrs5+/fOVnvz53sD+ziXz/O088/cjd4r3AlA3+5RfnX3rlvFDeBn/y5PYPf/j8eDvbO6wmzAQKvmZmyyZIE1MKgkJlfZSPM0MqRPLU1+/5w6/PNXX4w+vvp1n2oxeeOLm5XuSwuSursL87+c25t371+/euXZ0b5N+4/8yPnn/2xDozYEyE37K88lKnCqDR8X0Vq7gNIzomO+fquh6PR1/o6qgDRqKbJa60MDQFQWJ/aolhDgAqFIGeinZ/oJBo7QIoISjaWpq2mddN24TdhttG6rpq20aDtwS2rhjlo3GROTsqijy3qe20Bl0IzhkiQEUCDBMRQZSG9a8bcBIVMWx7UKc3zcOPTVUNxjqqiCt2P44I1aBEUA0iBLAxDaRumqqqQgjW2tS6vBgB6qw1RIYY2ncbQUxHcFT8gWrUlYmzXLFZGd2BVGwCQuvRtKHxVdn6smrLpt2fzcu29SJeATbO2TzP151aa/MszTKXJUlibWI5IagiDnwzhKIMDhMIlt2AexmLN3kc7XUwccVtuzE+xzER/eQCC2G5tIAlhR703bzop0dE3vsQAnoPkqIoiOjEiRNHdGj74b6I6wdDdmYWkVtY8+lI7UZNIFhgY7R2zR20PswPp/XOeuLiLcndja5gUqZOvL1vfEfBIVpeE7CS+lzFCvV9tXFfX+3pDYg8obEaDFlDgWFVlZhUsW7w9NdP1fXz5X//6YXdgzc/uv7e7i9/+drFB+684/6zJ2eH1y5dunju9Tfradjc3PnrZx/5/nefOLWdQQUhkLWWgdBabYN6QhiINVHGU28CWgTSeRsRQRQHU/zu3Ku71w9nuDPL3d5k+v/+t9+b//ZbJjWszlAILSliuZjIKBHI/G8/eOyvvv+EWlgo4LfW7PPf+8b+/PDl19+/uLf3f//zL3/25rsP3nff2ZOnm1Jf+v0fLl68WNbV2nr2xBMP/cVTj+6MLNWlGnNtihfPnTuYHLrRqJ5PS1v/l//v/yEtQgh9XZ9jJXJelVmWqHhn5MRm/r1nn/j2M4+NUybiJx68+3vffvwnv/zDXPEPv3rlt+9c/OY3v3Hm5BZps3vpow8/PP/RRx+Xc5/nJ5547P6//+HZrz10OjVgQEXIxP3LKAb5U6D7uKtYxW0aEUOkaXp972A8Hol8AYX8IzkOlpmRAOD0E4QNbpbRijHd4ma652sCyrpVpbJqDqaTyWQ6L0vvBYaZuWrUWpMkyThza+Otna2NIjepOWIFDkCDBmnTxPZz2YABVKIZHhFHOcI+Dez6jbo8MbVIsAfVwWUVDVXYZRgYB9zm87mqGkNpmnbu1yRE6mBcmo3SdCgURr0YjgLE/fBid3jFG4rUsrjtRAUvI4DQopnQCJoG3ofrB1Vd17P5JEorU+eyI9bx1trIOZemyWhtPBqlllEc/SSiEAUBlgYursAqIAjRD9Yd1T2kGzPb4YitxvrwBd1bN6k/L91n6H0RLHO0Ta/rOvI80zQtiiLLsmWqZ8SHGqS3gezRS6wah6CdUlGntcN0i6P34cgYL8ZQIJwe5/vFeH//oJ1Ws+vzjZNjRgKYaNoMNlFdFpyoqkggAvOwpi06A7rkxLmKVaxQ31d6nYhjdp61IXhDqdEGsCABsQgMw1f67afvnLTf++8/+c2F3f1JFd48f/GDj3ediKVA7dw31WaePfPY/X/53DfPnswhAIc4NcwAa8NoAU/ULisF01KvioddYCg1EQMIAdNpfXn3EjMLpfMgJlu/Nm8N1LBI8G3buujXFJMs9gQmY65dusqxGcaqCKRy56nkB3/5rYOqqkiuXD88PP/xxd15XZ4r3Liet4mpVMqd7RM/+O6zZ7dcAlDiAP3g/PuH090sU2M8GdW22r8yC3Sqy3wURBykUVVyPK+bupmxVG07njfeJB3la3tEf/WX3947nPzh7QvB8NXJ7B9//luX2NSAQ93MJxa8Ph7tbI9++MITjz6QG+ryvNZ7x4moEC00D1YZyCpWEQd4rLVVVdV1Y22sMP05qagcrYnFh+YmP+9xJ5ZR4tEmUU0gwCvaFm0TmqaZTCYH00lZlqoQkSASVVIsk7Vma2TXx2ubm5tFkUTSZpT7B0CQ4L1qsMbCwDKiECeWhu46v7CYq5n+jQWFKCwNRtWfJWsc9A9DUBGRELxv9vb2mDnLkoi0h2ejEDr/a+r1XaL/e8zn+yfrUaYQcT82p6IQhgIeaAWNoG5QVuFwOj+YHJZlCbWiXoMAkiYuTZxlYsipnc3TO1vWgKjLNlTheuOD6MYe4rQndTuKQIIGQImUjQGM0bCYB43GbkcP0S0n7/FljNh4E4H3IXpyRIHZ3SuXmHk0Gm1ubqZpuny1o+eFxovQGBO34WWw3j25OUJFlHitmtujbSsBzAYoEhTW7qtICE0tkZzAML34HCLp2gNBSD05a2xUCV8saYIb9JZWsYoV6vtKhQrAjcAyFMIw62vZ9kY+Zt7ZLNp2RkiItWka5xIAaUIC/MUz96xvjH/663OvvnPhYN7UtW8kJEwp89b6+K//8tvf/dZTO9smMxBfmt4/ixTb6/npnbXpweHJE2sqDSjzXqzhbtjkSNIxEBdZBQFsLSbT/fX18XicsWOAo9Fo7LORJiDbJ1uMqBEKKOHUya35zOebVtQziSFqWv/Q3aP/9B9e2H75jd+ee+3qwUHdlCS2ms9STlLXfPdbTz3/3WcfuHuUDXp+pBrmJzbdrC2t0XS8btpaUvaLScXFSysB5BWFeuzsFFkmEhoyVrS2kt9/V/73f/fC2Vfefun19/54ab+qvXrXNKq+Scme3Bw/9uj9zz79+CMP5xktCqEuSUBgWgxSHxF1WaUlq/iS5Bgi+/v729vbEYx98bWpG7pSzjqFEoiZ27a11h4jjH8meQYFEBaoroMB0rP9DEi6UeQBAyyZjy9jqzipHPmMRDioMC/rg4OD6XTatq2IsAKQ6AZmjcmyLM+z8XhcFEWSJCeLSCjt3kGPlELELIbR+ToIAce9wpY+qen/upczNqwaBobbMp75pOOjAu99VVWRt0nM1vGZO85G1RaFSpT0jJOEvISTe5yk/WihAtGJIhpuAEYBglFACG1kbwquXjucN+1sXs/Kug0iYDLMNtd2agwnWTLKsvEoXxsX49zlCZLY41SlqEHYsVC5vz6YCHYpY5Uo/kKDjrQCMMumtDeTuFnpdn56NL611h4bFo3i20GCqlpj48VA/bFUPd419V7ixVaWZSQJW2uZ+d577x2sROKluwzCjxsnfLbpvWMg8BYPQ4A0tXJmxmtFepgGkcOyrHXddqaZUIICVYVpqYeTq977tqkefuC+3FBQGFqo691Q8VoRnldx9J5bFcm+9Dmagqnp1t0yMfnF3flhSMQywvT+M+spKgZCMMrOIo6RqYC84tqhvv7uR2+f/2j3YDIp5wh6cmvrW48+8NTX7txcI4FaKKQlhvetwKlNP7o6EyTT6XRrrTh7Iu2JNaLihe3yQkIxT2g9rFOFwAZGI/j4WuUD2Bp0vUkdVAZYF1oKHaOfAPC61qdOFgy07SRxFuDQGljbEi5P8Oq7H797/sLu7jVftmtpsVGsf+OZM2dOnbpjJ8+ARIEgQIDBfours6YWq2I5qFNKjampWl4BFaTEAoiIsaDQWGo215KN1BrUBI+wHQxaYHdWX7h4/b3zly7tXr+6u2fIro3Gd505/eB9d91z5+bWBgyQHVlhGUuseloM9Q1SLm51Oa/if3ERSTWEsL+/v7m5iaPSC1/IanXTbEMBUWHivb19Itrc3FAF0+dFfbJ4/m4iaDHWJgIRAZmOVBa8xlk96oaRvECASKuMepJ7+/VkMqnr+qBuVBUh9CUakdCKyMntrTRJ8jwbF1mRpc51HymV9iYJ6xGoufTTI4ZvdKQCpSqCQUZFBMyCo52rYx2t+GXTNLPZrCxLImf6cM4lmbPG6qABsXQ6FMqVBxEMoxOB1iAQKBkzzEbKMsQGvKCsw3xWHUyns/m8an3bBAEFUSEQDFtjjGPmO0+PEuuyPClSl/SiNVE2mSMw184svseYRw8IDeszBpF6HMHHnz1u3zQ3OijceNnE4+yDHxRZomRrvCvjjwDEiyd4JSLTmwbUdTufz6uqipcZMzOzcy5JktixH3z8PnPt5rPnp7fJaWvALGo9YfewfePt92sf8jx/6MH7RiOQYn/fT2bz1vtZVR0eTElaZmTOfePRhzYKlgBnhvGfvngyHGpatXZWsUJ9X7WFHMyVeGKy4g2lgVADHjCAg3daEhFQBHBZyihnQg1pIAQugvD+rGmMUWui4eeaxUYauQMS4RyzgVIrIJOEJQ6UAdSL6xYNCUvbKnc142FrphAosAmdFAzyRVV+WVtukC7g5SQxMkc8PKm3ZKAGwQLwHpqgJcwaNI13ShmbhDFJNTfkAAuYNnI3g1BomARJ6N8/B1hATTMkX9INqFCUmDM9NnNoVUqEip2BnFBugCDgADcrfVWrdUnwpALnkGeIDRKv8xElS0kG6032rN7lWVfr7yq+LKjv4OAgSZLxeDzI6P1bo74ggZnbJuzv7586teO9WEOfD/Udw1oEAHVVGZtYaxfKdTHhYQDwgEiHgSKZcFLpvKpn8+pwMp+WZQhBQej90C1RXqTr47XNjbUiTYqcbSRw9p8nduaSzpN8wC3D5NKS8cMwJadLKyGZYwnwgBBVIQJCGHzKBmWL5TxeRKqqihZnqpqmqTEmtlyYGUSiHRk1mq13fEhVVbWRAdvpZ0CJeqUp+MXwcWTgh8O5HEza2Ww2nU7LshTptEk1SHyQZq4XY8yLBCw1MzPYgDrSmYqIOLZLeLhHo1ziiENhbwP7SZ4BJCuY9xnv7mO3UryEBBoHOCPGixfGMuqL34Si9a01SXRWiJfZ8ITj8TgCv8hQjvUNETX8eXqtK9R3k8J+SWRbOA+UgnNvvDeZVsYl65sbztjWN/vXD6qmds65JFNVzEtmSh0/eN892+t50gveMgaLmeFu1lWteRXHYpWGfjVQn2Hj4ZlJmlooFUIgWANCoD7tCIos74d4pUHwEDGcnhiz96UkqZATQdrBsCZaKjG7mHc4wz7Si4iYO6VsY1nEq6oxhhEGy3jpyrPUDWIQGUMKhVKgoT15ExuZbhw8SsUomW5l90GE2IJcgDFdBgBLgMAZZKkiVUZAqFFXwWxYGIvevCZyxyAO5BEAMIwFyIAVtIQ/h+qzIrb7oAGJBdSRGlABrwIwB6A2UCMuyRwyhrQwFsqdWxQAeLsMZ49CviPUr/i6KwrSKr4MdT4iAMaYqqrW1tbw78WOG1TdQwhtG6299PM+xQ3pICdZgf/J3ps2SXIkyWJq5u5xZmZV9QlgZnf5yPeEh/ArRfj//wA/U4R8u8vdmQG6u7qOvOJwN+MHi4iKqq7uQWMwBwBXiDSysrIyIyMiI01dzVTBo0LNEYQmHes4r+mAMQDH07A/nLqu+3hzm6AiGKMlmjtm3pZF0zQX2912W9fV5BxCq3AFFVhW3RQY8MhnYqXwrxwOF4LjHpfgi7MTL62UgNnbmAnwQvlSSkt36LI4azdCCGVZftqdOzlWMT/4tdi3g8kwaWroVNDU4LrqQyDQCJxO57u7u+vr6+tDTNw4ECDEHHxVFkXwaKuyqavL3aatQ3hIfUfBAojqPMalzGzhgKvRgPn/afXVwJ8r7/XHVP+Z7z3zKXtmNxGzY1GxRQE7tcgTgCTTtKcxvRDC9x/+aGdRCKGpq7Isg/8McyAlnt1cM34q0hRoKQkcGJtde991ieTm7jbGqCrOuVCGlJKOZ+/9m1dXZSg2bfXiqi4IKnOo8xPCrKvLUEZGZn2/nOU7QJSYGF60d8EzoASeHa4BQZr4CKbUXIF3IAdlxBEkPjCoBwAK0xyHShJ2zAClpETMzExSOZ75ypL061QjHmbTeCl0CAwSSYlJweLBiYgBR1CU85f1fEHST97Xw1Bc75gTKMJF0YIQlmpBBSqMCIoAQIKSKxAgDvPwgXVSqjM1jSEkyfPsx6f1/OqyME8iOIUjgKERJEBigOHBYUVsQYgK6RAYMgAFoRAFJQhH0ADUn6F8MrO+hwidfPnN+PtfTlRtEed0OqWUJqOjvzLxU0zCgogyc9d122371ZOuiyghogqxMT52U9k0lzeDQgSjw6HH4XDY7/fn89mS9NaBY6Xj3e7i4uKibduLylkrKAOqsCuYXXuIwDRNxK0KKP6Um8hnCMu6HF8uqpantzzh4pMxxgFASqnvexEJIdR1HXwAUZr9NuvGLDARJTEepDwA7BwTmyeKqi2tPUwfdgLnpjFry6XoR8SYumE4nk/39/fH4znGqETOuapshAKDgqOqLHab9upi2zYI9CB+Iik0MZuRYAIRkQ1k8Xov6Pr6zxPrmwkjBMxTRv26S/YJkc187ys+4Ouzzk68JGCe0h2J4IKb15MpJumHYRzHruvGcazr+uXLl8xsLaDTmZZiSqksykU9xjTXSl996aCv8pX8jRxltprMAQm43GzevfuQUgyhVACE2vui9IV3bdtuNpudL5xD5aaBWAVUlHl9JPiLayUZmfVl/ENfEHxKAiZnqhVPV05mMEHjCCcgZ3ZXMoADMA3gMcSDA1yEnMDWyBNSVHKJHTmyAW5vVm2aLPRTNA3kvSqSiPMFiJwL85rUo69jI37sAlQApDiAyXEANK7WuNdzfc+/RWGwBwUFhCF21RJA+5VXdDCvOqhnJtUkqoAwM8gpWGham5/0Q+tIVX04ydcLYooo8M5sXaxVdDZlAKAgdUCANiDAF+AeSEASESImBluD7YMzzfpyK4CsgsR4aSjNyPj7gohsFd85F2M0j8e/QSVqscIiUhTF+Xzebn9Cat9cAvLDhSTOV6QEJMXpjP3+cDp1t10XY0xjb2SPVKz3qanKzWZzdbG72G3LwjGDH7VAqYkhAJjIsaPHnE7NzNOFZzduGTZc7e1HTXdLd8TcZkmL4eE4jre3t/0Qi6JwzgHE5B0HKE9BF8o8p+jZhU2F4BIRWy8nlBWqmlRBcMqgR7mFQEAERsUw4HTuT6fTqe+GYTidTjFpSknFvGdYlTdVcXV52bZ12xRFmFrICEgR7Gcd1el0pdYEDXN64Lo9ldgtbaxYmcsvq2CzGmiuMsvS4jJjONW1T/Yr54L2y5TvCRmLMYbgZ2FZAfR933Xd/f19VVVFURBRXdevXr107qEFVFSIiEDeebN7WdO85ZPi2X2ZfD75RGR8Uv/AMYuorZDvinrjQ0w6nE9vr65evrhsqrLwrio48FzhAEmQxuhAIVh/wzPd9XmtOSOzvl8knOPBaJ7zENY0fe4JcN5DR7A3ilF4AEhKCZ5dCQcSMHmiDdCZx4hzBBcUicAKTkmdI5q+vhlpIGbrNGLvlyu3PWwt9NnXMsmcq6PivBUD4oG0Sn3gpw0+n/wwEhxpmGKR45QCNLJjcBRFglMEEFyYxvKILK/CCj5JRuoSSOCYQQJWQMGS4HmpGmipEsEOCS6qKlNgW29WTZKSFt6DCmiwlVFlPg/sC2EwMc+MMjGL0iPKt/rSe/RTjs3J+IcifkVRhBCGYfjbsD4iUigxee/ruj6fz5a//VVIYuLCahRNAcKpx/HU7U/n07nvuqHv+2GMzH4a1WO3rdvdptk0dV2Gpq4qj+DgaCYcqqL9Ust6U/cmjjfIw3CdY54+/o/e2spZdE6cTg/lra4aI6YLg6qQya2AmFAHC1XXVBRFXddVVdmY3sMFRLBMUsUoALxn7zklAWMxUFQryolk3UgBjKPEGN/3GIbhfD4fTseuG8ZxTLOBjXdFUVZ1VVVV1VR1VdWXDTbFQ5eG1fCssDFvSSmlZItuzjkiVgoPdFSnnL95F8ii8NgymJ8LD8KjLI1Vf6ysLpxKjwoVzuXsFz5oT+6x+c+i8OOYlki9pYv44uKiruuyLBZKFqN4pzxL5/PEq6hqCGHKHbEucYJ+vk3g8xpgNpL4pMBDQNKCHBSi2Hr+l9dvRXF5edE2cAAlpCiFJEv4TAxVLZ1DgEqCJHm0FMXroPa81pyRWd8vDVFQMANJJkGfHDwjJcBjXl5FSlO2gyrgvIIHIApIERgELhCIH5zPFawixGxxTVNVMQ2BKCSBPGhS1zzDMT3D3Kzr6nGesBUIjtLjZadl5IVXBlNLQlRh3ND6jqxkCY6QOsApcUIYV6Zwpc4dm6xKqpaYRXDOFsWn5U24BOI0NbcLIxEGM2/HpMexWRrEqdBL7DigFYhdOs2vRglclBGOIASEyQPdg9JDYfJk50xr14/eZEbGPwImtw8ic2tgZvv3r1iMgpIkAjGT1Y4iwu7r6naeZfQkeuzHfohjin/8/kNM0sc0RkkCW4YCubJoy8I3TbNp6m3rmgLOZL3ZXnJOSBeIsJ/dWcxtRXWOD/AEmjoUTap6kK0mrQ40G8gsV7+phX6OscYSVzNX0CKqCgqOp85SaCqK8Ob166RuYXcpTSJhSikEZ84ZRDQZJ5qRhrMRPhIVxYPXvoJEdByTxWefjufz+fz9SCKSzMGGyIeiqr1zriqquq4vNtu2ReEnJ8AC4nV1DZ9j4GXSA906jiKpWObePEU4d4JMQXxC036zS7uQ+me5gBFX236d18oEtNhuPfmLTPw+5XgLKxORGKNx+zGKfdjNwymEEEJYzrSFoKWk3jM0PbRxPj7WT6xBf1YjqN/yFRkYFQHSC5fcePzz2wtzeFpKE+cYiBAFiXOMZEUUmfxPyut05bzQnPGlr+Ps4ZmRkZHxq2d6E9/TM9ir0vXNcRDdXV1VnjSKZ9Fo6jpDWYmFKCmKr5rD+YwHo0KJjAlhGIa+75Pq1W6rItA4DZqpghycVwRrRLSVIpqbyU/AGNF1uLs5HO5v+75LcRARgrAKEXnHdV03TVVV1e8vagszeBJ89xPI7dpLc6lxl3ueZFI/+RNMLesSYxyGYej7GCMrM+jNmzePloIUAOJqHufBh13lyQYt0fQJzjlSIGHyFR2BXnA44vr27n5/7PtRkuXlMA3fm+Fn4XxZ+G3T7rZtW9dtVYJAKkTExncnCpYL+mfJ6Y9f7JAff3YBD/KuabDWxaK/AAAgAElEQVTGtT63IpNW8u/DeaGmBsdhGIZhGMfRiNnrV5fW2v1j8xUyMjJ+pchaX0ZGRsavk+k9TJTNCQ3SD1wXqlRv2v5wUtAogCKwJ6+TWiWiTPxzlf3mTycCJgKFEI7n836/v9huzaRqqqVTiiJQTSTCzDRp/n3E6TT0fX/b0TAM/fl4OBwkRefIMQKhruvddrPdbpuqCCF4T8yoZmdCe+N/yQ5cnmS2p5zK8UUM0bkNzl7IMs2IKMYYY/zjh3fOueAs1LpoyqYoisl+c21z8rgNnh/lvhh9FOvOALnZ/cQxQRRjAjkQoU/4z++vf/jwMal1oRMxOWYSEcE3r99UVdW2bVOXdRECT/36qtN0cmYDf3usPqEMPEipmMW6JfT8yZmsYEtVUIWdfiml6+trW+wIIVRVsdk0IQTnSFc+RhkZGZn1ZWRkZGT8+sFFBVAUpVCMchaFMALzeZSC2ZG5EH11gTgVpp8vbU2dSpLAXJbl4XAAcRSFRIZ67+Gcczy1AAL7YzqcjtaaOPRdjPHQKwBScZ6vLjZtW1dluW2aULi69ME9evUl8OBz/hY/BiazrFvd1m923QVnQor9yel0Oh6P4zhakvWL7ZUpbAsb5EcOl4/2Gj3rWmgZawTy1sLOKSUVZsYoUIIyTud0c3f78fZ+fzykiQbAOVf5ZrfbXmy3dV1WFQLDT57HYEAUotPkD1tfJpgot/98aQXjaz8UX2B66x+nNIWVFsfMRVEsp6Kdbw/aNQCg70ezqLU727Y11recbPZs9ldPztuMjIzM+jIyMjIyfg3Qx/xtusEOYPbMQKja+17Gw1gwznc3r642u6Z0TDBnEPzYHK7PimkP80JJoN75pOqAEIL3/u7U10VhUWARGKMeu/O5G27v9/2Yun4w5wlVC5ZDW4SyLJumudxuN9tmzfSMwJig4eYR5EWdW5jb1+IJdVze5nqkbcE4jsfj8Xg8qmpd1xcXF3PJztPA22yLInOCzLp8f+77WNZ7mNgvbqXmrCVABPb7eH17s9/vD4dDP/be+7Zumqa5vLy82LZ1yUyTxYx308uRTn2zbgpMAC3ZokRQ+kp7/Yyf/gldzsz1SbXmeCb3rRuVLWKh60d7JICqqna7LRFS0vXJbg2fKal3meZlZGRk1peRkZHxmwLxsR/OCb2420N3dzzFflAZKA5VXWybdglaUU1E7suRWTMRos/xvYlmOCYRBVJKzjnvfFVVScCeEjAmvL++vb29PXWDWbNYxxqAwnFZhBBC4fnNi1dFUVRVURZTggEBIsoKYnUw60qQWoQdPTuM99Po33qwamnmXISXJTl9t9uVZWkWqfarcRwd8WRlNXvBgCCWDbjidjp9Hz9Lt1ggxvdSVPKTZdWpT++uT3d3d3d3N8MwOEdN3b58cfn77771TN5Nst5ku+wQZycaT48PkeLpwJrmvK+f5bP2vIHi7O+lS9DFdGrNkYw8W8UK1HkPoB+HBX3fxxh///vfL2yQiBSSkuUYYbYrUsw5lutliyz0ZWRk1peRkZGR8euqOR87N1jNd47j9+8+fLg7HkYa1A1JvPceoChwhTpKqs48FC2k/POs7xmJj54vcAnk2AkQQiCQVbdw6EeMSX54f/3u/YfzMIKcNUs679sytFW53bQX27ZpQiA4fVDMkCZPyEBMi1G5lbcqIkJcrtvhfhrWjoj2vPbv/f29c64oiqqqFokmxmi5FPaj8dsQwlMDEHPk+5wviK50wLnRT4E05R1OjG0APnzcv3v34frjAYD3/uJFu2s3u2374rKt5jw9BlQEkhRgkEWuwQ6swvJOSZUm7+OMvwN0WhAwvx1mx0b/UprWPu7v7+2GxWxuNptXr15555Mk9zgoj9zDJK4F7j39HGbKl5GRWV/eBRkZGRm/ERyO5/25uz0cEdoI+LJJKYmMdShcKNXoDXQOapFnWd+P8UdZP2IYBzA755g4pmjtiKfxeHFxxUWZRIWDL4IFRu92uyr4tvZNNYWDK5AExeJYqGC2+pWgMoW4TOzSEuvcs0LV15a8i5Rn+Qc2PbXuF12LJ2bQYu6LlmJnhTvDPTBwBgCevUmXQK1P9uay21lh+YQPAXaHTt9fX7+/vt7v9025DYXbNu3V1cWLq6bkB18WNk2RMRt+zv+DWo4CO85pXn8DRvfnH6aqUJ77qcc4Hg6HYRiIyMZBq6oqy7IoCnuMqMQUnSNFsmUIInLsCJA5bIOI+NHZTpnyZWRkZNaXkZGR8evEp0Kfqr64fDEIXx8GhOp0HssqpCiBPTmw88YxPDMgqqopsvuK74jPFblFKEZJt7e3XddZWuB2u735w4fitW+24f5U9/21gt5+9+Kfvmkc4GY68tCgyJMMRgQinfwMVSZrlCXkW62NUgSPZLovl7yfI7FLsKHV1lZ/N03zrK3iFF29ms6ags50XXjPVb4q86TU6DNdndant1A+KMPiGY6d/ucf//inH35IIm3bbovizZvXr19tzAhVFJ6mPfap7CoSmZlo2rkqUVVZGU/GFDM1+Fsyw3lq9PrmemkeNh8XWwSZKRwvNNIkQdHIxERk8qD9lj8ZxTXRz5F/9pzPPDAjI7O+jIyMjIxfQ0H56Z0JePni8rtB/+0P78m5GCMAERCxMing2akmMtGMna5qR6K5hYxIVKwAXX77pOKMKRrHc87d39+fuq6qqhcvXizK2JteLIXgeDwCCCFcbBpa8riNwKwipFdPPwsX5EWEjRQudIUs14CxCpJeq3OfzvvZDTOPMdd7ADFG55w9uKqqqqqeZdR/tm4WjfTQmWqvC6KZdC3KoaVlC5QmyVIUCXYfYoI67I/Df/zhT++vr5n54vKyaZr/7V++mYxYCHaoaDZomdgjZN5xk0nn8kuah8eeREdoZn+fZ0fG/5ejttgFLUweq8ZgEbEmzPWHxTozk6QYY0ppGIbT6XQ+ny8vL03T894vOSsE0mnscp3ZoADcJwTv2aAVO5e+vCSUkZGRWV9GRkZGxq+wjGWi1y+v9l384eNBNBWeh65v26uqmIr+YRi8ezQUaBxQVEQnLWLhe8Ybrb/R5pEW24lltu3t27fDMDjn2PmFIl7stqdh6PqyO57MaL4sYUIUA4X5skyhfQuHeYplcm9xWCEiwOtceS9vwoQU7/3ysBijVfCHwyHGOI4jEZmaZ973P88O5ycZDapQiBL7yTdHFKpT0e48LW4fBBHEBCV4hx8+Hv7jD3+8v78H0LbtN2/fvn3Ren2gAqxPy399utPkE4r3PN+ThXtnfEKWbC3A2OBy+j1JXLAbRvlMglPoGEcAzrnj6TgMQ9d1zNy27evXr51z4zia0VFmZRkZGZn1ZWRkZGR8dZGKlehHRKQi5JqA7968Pp76u2On3nskDzVDfweQ97PMRUbzpkg64ik7XGWxi7DohX7o9/v9MAwWRm70yXu/0CfrVVMVFVFVZa3r4ng69/04DAORI2gZ4ABWFAAjTa4jyiB+frxwUimBtXI1k1s8Nu1cDA+XsPWPHz8aF22axntfFIUl7K353qd66VcnGUJsWtIG69h2I7s4js45Ij8RLAUEiaGKpBAT/Rw8Q4E/vLu9vr45HY5FUbx8+fL165ebTeUAp3HNL2cS92hfPdc/uuZ+/Cnly/gc1kLfAgtXeCL/qiqIhnFQVe/9MAz39/fjONoJZnyvqqoiFPZRKotydc7kyMSMjIzM+jIyMjIyvp77LewlMJ1jdN5fNPjm1au+/8PQnwpPHsnNgd3OOYCVVGxu7lEMgy5tkyJyPB7P53NKyapeG0aqqmoRA6eyOMWFSi31cRREgQyDc26M1s8GBzgCa4ImQOb5PtZPpCednu3RnWnKKNNibrpb3rjdHsfJAt+0we1227at7Z91KpqZsjjn1rsOP0mBYUwZ61Nv7NSJyT5MVb4kqMI5CKFXsLntM4YRx31/u78/nU6Hw2EcR2a82G2/efXyalsRMESQiX2T+Y7dftzH+ewWPXuSLLv0MQnMeLSXeHaMVcHc8GkLHwCSJJv/NH44DMP5fDZOaI/cbDbb7XbWoJ85SPa0f3nWSEZGRkZmfRkZGRm/IbL3KfEjSOm4FzjGt2+qvrv605/+ROPQlL50IBVVxJRcIBUSgkRxbrIDTEnHcUwpWSL5MAxVVW23u7queU77pjkrTFJatLXg/FTCYmqESykldc65u8NJyaXUbzYbUpCxIhXgQcUzUxP3uDfxoRNS55k4mm7w/GbXLO58Pndddzqd6rpu27Ysy2Uca+nZs79KKVkj389yFGzKi4nV6B9oTKqavJ+eXx0UiEBUDAnDoPf74/39/fl8HscxxiHFyMxIaXux+ebN66tdRQJV1H4O1sOK6JGCBMrW56kzi5NP+B49IdCUWzpXawqPTXqWHwXTescifTt2wziYvi0iMcZ+hiaUZbnbXDRNNZ8MZkc0L1IkS32c7lJVUqwJoX7psOTDlZGRkVlfRkZGRsZnkMbBhbIEBkHJ+C/fvSh0fPf9H4NEDyUoMamyCo0iSRHPR4BEZMkkYOa2bUwiI8LK0BIqOo+U6adjTpMWNTnVgz3qTdNf33f9QOzMQ4Uwm5FMZI4VnIAEuEXLeqCyFuQwUU0kGccYUyJg29amrljhzsxVVYUQLi4ulgLdFJfF+37ZTpv9s6HER4T5J6kujoJOg3skSkJgRwoMim6Uc9f3MQ2jHM7d6XTuTj0RJ0mSkneurpvN7tIzmrpsK7+pq6YMlMQzKwRJkvOL/40CBLWxQUAwHxTbmzz546wYgz4e8tNPKMVvjFasRd1nRTZVFYJah7DoaTiN42g9n8vJxsxFKDa73aXzrLDVkJQUgHPEDFWI6PzZMbKH5Ug9CQXJWl9GRkZmfRkZGRkZXwdjL847pOSc84QxofL4L//0tg3UloFJkVLfDYeuV/hRScl5GTabTV2XWKlq4xiLwtk9Imo9myJwzGsGtU45h6g5b4o1TzJ3gqLgdnf5w82+LKpxiLo4dk7l99RdKgthfPjXwvsgYiLeEFOyEtm6TK2tbtkM25IQwlKgr9MXlsLaVD7rQX2ilP70/T4KsbdZunFMh9P5/nTux3jo+vvT6TyMSs6FIioU2oa6bVub+Goq1DUCHpIYnMIRHBgKUgFpnIf06JGNqa6m8xQrZvdwY83xnu3mzFzjOcQYbX41hGDNnGVZbtpNEjurHQC7TUTLpOl6EpAIKU0fmcW91c78T0+5TPkyMjJ+5krgx+TtZmRkZGT8ZPyIi6ysHmwFoazu5yW97TEfUkBAEaogD1BMSux58uuQqW9MSYl1CruDQq1706hajGmM8XQ6Be/3+31R+BBCU1bEWtc1fc33w+eK1LUeshAqwtBL+OGk/9f//f9RKEqH//N//10LeDmDGXAJ3kwnTYTE8lWlCvZQFZGbmxvjaSGUIQQXvNXTOsdVP1DEpej+lJfZHp+ZzpwAKCu+KesDlKjGzLUUSiCeHTie9OOJyg/E/YDDAYf7Q38+jn2naYSKpqhpZNIqhKIotpvmcrd9vavs7Sw5gfii4POLZQVfaxnDf8mHzQxdVdXSHSUlVXXeY853nAyGHuY61zRPxnE0i9dxHFMcvPdN09R1vRyjX93RycjI+NUia30ZGRkZv6AK+JPqNiWQAwNwS6Z6EvVuGnQjYqIpIGCMAxFBOUFjjF03HI/Hru+bpilCePXqVQiOmQNTkpRS8uz+8nL2025PEXGkROQ9ec9RFSpjwojknQdERRIURM7y61QPx4N5bBLT7Cmjl5eXVruvcxpUoet0vxUNeHa73eKFYhYdRKQyNUwSATqZiOp0pBziQkUEFEUTwEwJGKP1m9I4puO567ru3z5GEdE0ppQkjgwhKEObqgi+2jbNxcVF21SFp+DhUnoSLp+XZX/KJ2NWdycw20mYYiQinic24ziSD8xw7mlQxfF4BhBjPJ1O5kzbNM3FxYXjKbxh6Q22udC8zzMyMjLry8jIyMj4PB36SsrHgCxCn87iHzGYAU4qSYmZCHCOVGWpZFU1RklJh7GLMQ59FBHyrizrN2/eFIX78OFGRJq6WGiSYyf689j4P9+6RhSIPME7Nw4jnFNF8M4sSIhdACWgP4/Hw+1wOtbbDbuH1HgQyD2nzkwNjrTk1+n8lkifpdni8Gguy7ZvYtPTxtr/luI+IaUoQsTsCmYWoEsYFf2A++Pp5vZ+fzj1cVSFxqn11DFVRbFp2ottW1fFpq4dIwQq3KIu4tPQiKwX/bTzzTn3pIEyxWj6HgCzGvIhLFOiIjAjlvP5bDQvhBBCuLy89N5776a5u79s+SMjIyMjs76MjIyM3w7T++l/qDPlU314HiFvFpFRRBeBCnCAqhAIlESQUrKppLIsLy4uqqrUWeMSQdM0+/0egChkjN57ZnzOX/6nwdQ564tjZgiBUBbYVKHrexLuuji23hN35+P+cOoHUXZ1Eaqi3NaVhhBCIHbWsmrJEPIwt/Y0eHxl+wLLGSRaKJ9AVyJgGkwPJaLJLtQsQF0AEHXKXlvE1QCFc86xAMchvv94c+r6Uej+eNofTjGpKwofSvhKUnqxCZb83jZVWZal57KAo2USD2SNukmc5zXfy6Tia8+uh6PPjwxKVZUAF/wSyMGzgaoIjsfj8XiMMZqSXJZlURRN08yttg8HQQRMDz23+ehkZGRk1peRkZGR8RcxvUeEZa45F3tLAKRm0A8Ao8Lb1B+zNSuKQFTYTUN8IMdMwStR+N13v5urZKTVOJNzru/7JOqYXPAKkcng8WcobZds6yUdQVU5JTAKxsVmc78/pjjcfbyptL3e3wTHRVE1bV0UFZNCkqaRysr2gkCZ2IwUV0qfYhVvbdGDX9z0lUGMEVyYPYyIKtgRURJVkPJEvxZWcYI79zgeT6fT6X5/OJ/PUWGB70VRBFUAhdPNpq2bzYvKDGZc4Olw6sLbFcwgazH1i477WyB+/PM+3ZM+2PU85ELPllTJlFLXdV3XjeNoSQyhCBeX27qqAYjKMAxFMauCKsMwAvDeO558ZJ9VmDMyMjIy68vIyMjI+HL5Kz+OIspS1U4PmuxHfATuj+euHzebTV2wkoWDL6WwELH33nlgNsqcc+0mWuG9B3A6nbabluZ5QP6ZhL6lWXHpYFRVOK9QgErvWJJIGsfRh7J+8cozvPdMjmyojxwcRUwJDQ+Wm5pAjp/hzI+oEj+/22eZkHTOPoDCHDxZp5bQaacnICaMI4Zh7GP6tx9uU0oyDiklGXsGmNG2rYMWwV/uNpeXl5smOIIAxXIMFCJQFaPZ9DBKJg9GNSv7/nWEYKYZP5LyrVW45TyxGD1m7vv+/v7+eDwy83a7ffnypZ0+th4RUyQix64qqzGOzjkmZuKyKB+dXauTK3fhZmRkZNaXkZGRkfG13G+pJc1IhB+TQAEAXTMEVlUFK+HUp//80/vT6fTNN9+9erUrGI4gqp+6TNDU5qhQIp3aIAnwDnVd9n2/bdoowg788/V2Oues8vbe82ytARBEAaoLdqxQjTH6whXsHEDm2WkUlQhwqvJEA1WFappdQUlhIdcKKH8ukXy5n3hh0Qo2kVBpavocFTEheHQJx1M8nU7Hrj+dTuduGMdx8NvJLwTa1M2L3bapw66p69LXJRfzNJmDEkhmickR4ACwiEhSY6uPeN1j8rB4eGZ8Hf0jUrMDErFxzWEYbGAvhNC27eWLK+99Siml5MEWt4Cp21nNlDX4ACCmaPEMjp1CY4ye3TrwI/O9jIyMzPoyMjIyMn5q8fqI501MZZKdjAzNU2tG+RJw7OPN/ng+n1+M0WShCBQrOQmqOsWZL4FtAvAyt6dAXdfjODIDhGlqTuTnUplijIfDIYRQ17XpiiBW0eCw2xRN4e6P/f3xdHvfvbqsBGDr0ZyJEQF+VvVmrgrH4ZEdjvVsTgnY8RORjx+kz8f3JNuzCiYQ0Cccj93h1HVd1/XDyVL1pkZZZmbu91VVbS+3u+12s6k2FZVunrcERME0bbyoOEdQUdFFhmImLGyQ1yNoKioLkcik4qdQPgDAMA7H47HrOgAW0gjg7du33tsErJrxpnfejpEpgd55+zQkSSLivffOq1NVFRUmDj7Q6rVyhHpGRkZmfRkZGRkZzxemi4Bj9eIYxftH5EQAFTU7CplJ2ygajALMagaAJAIKE+vrxtO5r+v23fXHly9f7Cqo4lEX6GNfFgaZrkVqoX5QRV3X+9u7od0UhZ8jH766qF0MMzAb31vcGYCiKIqisF8RkVXOBJQOV7u267pz1324vb+6rDwmCsUMKKUYvfe2KSbg8EOnqEX/yfRGlw2eEvZMsOQpsxCUnoswT8CQcD5b4Ht3Op2Ox2Pf92JqqlrChK+qqq7roijebAvLgg/ugZY/wAi6bZfZwzxD4Jg/bU2l1eDmb++joaoppRCC/Wgi2/pT84VYPBEZx7Hv+77voyRmds41TeNnEBHTIp4/HA0CHLELxaOqiB3mwBJ62i8M5JbOjIyMzPoyMjIyMj5T1U5q20J4LD2PPQsggmTGHmS0jlQwJGHHniFA4Dk/XCKggBcRgQNDgU7w8fauqOohppQSHAZF+dm69MEyZG1Gr4CZFo6xX6wszNDyq97oMrnX9/3xeBzHkZlfvnxpXNfq76mtkSdJ0QEXu+b65u48jMdTd4poPYiQVB0ISDSnyxtffbDTfGACDnOr5HSPkVwVSQoosSeQZa4vTK+LGAYdx/T+dj8Mg1n2QxMAZnZF6YlK74zstU1d13VZcnCo+pNzBF5S+3ghkLIik3iOEn7u7FgRxt8QzVt3S5qMao2XIYSF8i30zxYUnjA9y9swru6932w2oSzWT0jIDC0jIyMjs76MjIyMvxGSTrELU3WvggQMfQrBEYOBUdCd0ziOmqJoLMq2adnq3NMIHbqLthARawlMKnClAhG4+Tjc3h+cc5ISMU6nsdqFT4mHPiZ+iymlzbcRgZVCCMMwbJpWVIm+uoEtpTSlMgAhhM1mw8zeP/2WmZ/W5goFolebbdPc3J26Yz/c7KO/9I7ARCmNbE9IE3N+YKsKEYgkcsxsQfRz86pi7mb1xApy9p5HgIAIdAPu7k/Xt7enY9f3vYYipaRxGuIqgqvKEEL49s3r4F1R+KqAW1EyV4aZyWNyFZ2zAtyPY3q/8XG9JxY164ZJk+kAxBjHcbTcvGUiVERsQHQYBiPqALbb7Xa7vbi4MJqXrzUZGRkZmfVlZGRk/N3K3Nn8n8S8KBkEFKVLwPkst3f7DzcfD4djjJEhnrnd7Mp222w3b1/WRQCFKqmY86aFMRAhAftOv3//PqXJpRMkHz9+fHPx1sS7mdNNPORzyt3kjAKUZdkPZ0yCpHwt6zPXFrPIZ+aiKBY2+Cj4DCCiBJP6RFJfhOZi2767OwwiH27v6/JF1SAQTAziJW57YXWWm8bE7HTmg49+z4XMDa5mwnk+xVN3vr3fx1HOw3A4noaUmDwznw+HqgzNptlut9tN07Z1W01fjbz4e+LBFFURJuamQlMXpwW6rwS/JeCe60z2nqX9yyTeckNEFinYOjON/nnvx3G8ubkxHmj0b7vdXl1d2WNM8VPVYRisR/RzL5qRkZGRWV9GRkZGxl+91FWzkjCjSUCAj7en79992B+OoyhRoCIgDeM43uyPcuzKu8MY33zzqg0AQ4LzIEhKRCEB54h3H64tXb2u6xjj2HWn0yk+6vBk6Kd+nOtouId7yyr0wzml5BzZpn5tqWxNessUlpFA59w6jcAeNsWlx94RMWSzaZxzvdDt/rBt6sumLkwO0gQmsZh0XWUIEoz3mtXnJFfOW9spVNCPej6f+74fevPhPA/DYG85plSG0DR1WZZXV1dlEcoyhABPD/yM5yz1KSmDpl02LoeUedIAeaF5Mo0UPme/SZn4rdhvTGpsjZmd4/XgKU1BF3o+n8/nc4qDMb2qqrbbra0mWEAi5lFPu+2c+0qTFfnKbc9aYkZGRmZ9GRkZGRl/prhkJUBYyfoC8cOH+w8fbz/e3HZjdL5w3nsXqqqK/akbVeFOw/Dh+rYqw7eXhYozOxIBlKhP+v2Hu3fXHwGEEL755pvrd+/74zGldPPh8O3rzZ8tb+dM88kGRUTN8PB0Om237U95kyJLh95CApn500Q1EYnEBYEB51khdV2Xddt1qRvizf3dZePqbTEFPEBUmZlUdUnZo2WIjhbbfZwjhiENcbzrxGa9zsfTMAxJRhIFhIjqqmqa+nK72+7atq3Lyblm+i7UOdGQ12W+pd3PQ2gLh6aHN0VEDBXAgRgK8PN0IutND8WH5/XSgypEdBgGo4KWtcDMTdO4qniwfgVUdRzHoigslWEZArTlBu/8V3DrfDwyMjIy68vIyMjI+LmwiA+qqrM/53mQ7999OJ7OUVE2bbu9uLi43F1UFyXOJ3y4PXy4ub+9v3v34aN3uKi/2xQEsKSBiEB8OBzfX384nLq2uby6unr5wg/n7f7+bhzH4/GIx6zv2TKYV1nktm2OmEGHw2G7bf/CjriUkjXsYVZgnu4KgkK9c5CRmJ2jy8vL8TDGw/H+cLy+xi68uKgmBUgIDAETz6YsokhG+RRR0PfxcDrt9/vD4dT3/eB3wzCkNJpDY8lVVYaqKF9c7orgmrIsC3iePF8Ckso8WmbmIiAisjHFBwfOecN56fQEAZMoCmLQ1Ea75hI/zgxnHdLxG1gCEdBsjSmCGGOM0cje/f39MAxN0zRNU9c1MxdFYIJN9C2nUAjBjILKcopQH8fROeecgzw62R9OvDzyl5GRkVlf3gUZGRkZfwOoTsN2CsSo5nLZp1SU7avXb1+93VUBAkTFtkHZbFxRk/N3dzfn8/n99c3m2xcARMSHIgKnvjvsTwCXZfntt1sP7HabD++L0/0NvXr5iKTQl7jfp/WxBZ39NHK7PMlUgj8Xa2Z9ngyklLyjsR9CVTCw2207Go/90N3f3+1Td9nsyoqIV88eSmcAACAASURBVNNyS9ggoiKpfPhw3fXj4Xw6Hbt+HEQmdfE8isJVbX25u9g0VXDcVNzUqBgWlk4zH1MFIc1Z8HaXiKioOj/rfyqiq1Ru6VcMjYkcES+ZELoKh1Cg/TM079d0bn9pvePRcgMjRrGghXEcFx+XEMLFxUVZlus4ExHMbdG0Dj5Z5vfGcVx+tCB1PJ4gzVeejIyMjMz6MjIyMv4mIBEFk2O4UQAGM717f0wpVL6+3LT/7Xc7r+p1ZEpQFXGNK4srxx36m9O4T/dezy93rvSJm35IvkBTX1xsj31M/8fvfOXHXgI1IAdU7bvT8FaxIRSaoBECYu+Ik0B5IU+Tk+dcW0sRnIhcXF2eu2FUthgJR7NU8iOa4Z6tsJ/cucquE3IkcL66UoAT2uGwOd3+ry83/zHw/f74/7zbn/zuajP1WCawAqPieND7+0PXdWkYb24+WnS6CCDBe1+WZVmW/8tGQwhVVVVVKIqHqcJn3gVBNTzhxHMTJy2PeZSktzJoWfB1ARc/k6b3VVOCX8V+dOojfvpHpn8+CSCMMTpfWJfmoqhNP9IjZW8YYt/393c3i1lL8BxCqOv6cy4sjgHQ0jb86Sat//BTw9i/zYHIyMjIyKwvIyMjIwMAEz0q0a2xzarY169fM4GJIByHzjEJiFg88aZp37x8xQ4X201hfhVQZThg0/jvvnklxCEMIGICCYqiuD+c+74/HNJm6/CUcf24bwXv+76vqvKvIZOY9waAEZGZA5lNv5BSWZbb7TbUzcVpdzyfbq7fV0VRuNdViZRwdxQz6z/c3Z/PJ7EhLs+F92UVQthUoajrum3bquKN9Cb6LWxh7fmR8dMIPFZ5jDZcZ/n13ntTsW2lwAYj7XyLUcZxHIZhHEcL3COitm1DCGVZGkkz7deGQvOez8jIyMisLyMjI+OXXUgvUhMDoohxAIkQ2q03cxewgy+I2YOU2BFeXLZN0zhHTUBK4kBCKUAZrnZ4c9Uww829j0TYtpvrm7s0jPf39282VyAGBASIKPOPYXHWLHc6naqqBLBw1Z+LAZq5i6oGXks0DCBRgGhRhG/fvo0i799d3918TGOMw3g+90qSUpKYRKSsQlVV3vuyDG3T7Ha7unalm/YDgBLl+kWX/sBf2yn1133uZ57epuksBb0oKrszpdQPvXMuBG/cTwQWod513X6/d85tt9u6ru0ZmrpcE8vF7jVfIzIyMjIy68vIyMj4JUNBJvbNQ26qIDYqoucevrEqm5gLaIpJhEa4wIy6JDMdcaSSRoaCSCU6cGX5B0QqQgxPuLjY1u/KcRzP56PIpZBMjwcvCsyfRVEUh7tbEXX8V6EVRsDSQiTimKIWReEZm21zPOw3u+2rFy/MfvN4d5tSgqho9M4Vddhuty8uLqu6CCE0sx65BC5MzaOzorhQzTzf9XUn7CdzerYDrZ3SePvao6iuSwAiOJ3OXdeZFScR7Xa7ly9f2syecfsQHM1ccWHjOWA9IyMjI7O+jIyMjF8BGFP7GxymcLmqKj/e76Huw8fbbXNpFiCirIAPIRp7sT8DYkLpHGIEE0hIQKSAyJjgSERsQGnTurop437oug5ERE41EZiIRJWVlD7LxOZ/KYQwh637le/In2dN+sUpqSX8YH4+TpIUcByKajJBScPo2RUOdfCFp6FLYxpLH9rdZretQghVUTZNU9WOVyNZZpAjogSYorl2/lg4zOeIXyaEz+6U9YEDICoAYowhhIm3q0y0zfEf//i99dMaf7NUvRD88kyqSGmOvqAps3F5iSW4L+/4jIyMjMz6MjIyMn6pUGFiUhGaXC0RPL16eXGzv98fT3/44x+IqK3CpikLZs+ENCW5G9XyBCZNIIUjiWw2G6RQDU6hYPajKIgqxqZpDnd33fnc9UNVF1CaUu9Uviz2WQWvADNXVWUp2O7nIERGGIiIiRXTf0McCWDimMb96TyOI7FT5+5ubkQuyqr6r//8OwBM7NgFF8pA9MRVRSEpEVuYuzoCLUHwxJ/Sua/M7/5lnFlfxeQ+d9yfu3NN/EhVRVRVCdyd+3GM4zgC8N4zM6C73dY5t3i0PDr6D1EKSsS2zYu/zpcJeUZGRkZGZn0ZGRkZvyAsHpKAqmhyXFxu6+++efOv//EHduH//df/XoaqqWoZIxCFYbKJTdnt2ma33by8KJ33DC8qzjL/UpzoDTOnyT5xW5cfPCHpzd1+V79Uscy5WXIxnqBPOYMlp1vxzcx1XccYVfVZpvA5m36lz9r3G0mNKcYYzdjjNPTd6Vy44vLiom1ba/MDIclYVlVbl0CZojpHbpWZrvOLEBFIYF2y0JXdJqCJ6Dfi2vJXc/GcwvQ0xjgMg6UsxBjruq6qqqoqO2SLjrecYAtp1OkwmbHnQ+KhyMTNn3iBfu6kysjIyMjIrC8jIyPjl1Oei0lSAiCws2C3168u+zH96fv3nh0RjeNIogKOoohidomn83i/P4b3Nz9smu++fXu1cUwsCk9MjlUiRMiBiEigjFcvNz/8UB1Ph2GIfULlOUZxrGajMiUSrKbhnrRBiooqNU3z7//+703TgEl1+lv7q8W50f5ERMzXcRxHct6xA5AkAbDbMUXvfJJ0e3t7Op289zYbdnn5wl1xYOcYCx8VRVs3p+5Ul8EzO0/DGEPwKkZvQY9koedbAol/K99ra6b0rFy2VtJ0Orhqey2lxMxMrAQj/NYTa16afTfc3t6JSFmWtvqw2+2apmF+NpwDT+6mlRcMP9aLLYnh2aWBfJXIyMjIyKwvIyMj45eMVU4cPUzKuZLw3Tcvi6K8ubk7Hs4SI1TVeSKvqqNEJFHVEIKyu74/UrgZ5PL1zk/WLIm8K4A0F9NIQMGoq/J0Po4xEkMBZTKBjOizesoT+xMAIYS+7+swZdNZR59zbolHExFjC0YIQwhRNKZIRAv3Ox6P5/M5peS9J6LtdltVVVEUAJKuhZ7JiYWA0oeb843udknVEwV2NE/uLY/Fwll/23lrn7awLqTO+NuaGSeZaN703e+8QkXFemjtAV3XnU6nYRgAcuybpmnbtii8+WsyIwtyGRkZGZn1ZWRkZGR8lvXpKgXByIoC55hq7373avPqanM4DN35PHb9YUgjsQOJJBEZx7Hv+8PhKIQP17fjmHa7tyVDgCTqnHU48kPyOlDXJX3EueuIkCZrE6x8Wb5EIZhYGUJo27bve2zaGMcQwmLTvxAMIrcMcRnBcOxiiuM4dqk7nU6m7LVtWxSFDYCtWcfMg1VkbtoEgRCCizFKTErCIfjPTxbql/b3bwT8+AhaaoJNUT5kFaaUUkqhKCYCH6eRPMvcU9UYY9d1fd+ralVVL168KEKpCud4Sd4T0Rh1VmYzMjIyMjLry8jIyMj4hIWYRabxPyM5jjSArXIvHYpdwRcFgFEQ2ZxbQECfcHvTX9/e3e73Xd/z4bg/oNxAH2QcVhFyTApSEGPbts65fhgFEEHBgBJI/yzlExHiqQOvaZqPHz/241CEwv6yH/p17vlE/lRTSiYVHg6H0+kkIrvdbrfbXV1dLbofHnt4igqI+TPMrSzLvu83m42IINOMz0PWk5kz1bUjKCoWE0Igdo6diylaryYzp5SOx+PCzOu6bppmt9t5781xR2UieNasy8zOkX6Ja+f+zIyMjIzM+jIyMjJ+69U5eOrtnAp1IkBReIqCKGCGZyjAADMKQAmqcITCIbwo2/qNd+6Hd++Gob9+/+Fq88oBziHF6J2fmdskIbZ1Vdf14XQ8dahLKCAEmmxBPy+dTSFsUCFlMi2I4FQhos5RWZSYrTsADEM8HA59309GLEBVFrs326qqjEAOw8DMvnBG9nRqE1QicsSW18cwq5mHrQCw2+32+/3FbjtGmbftme3OzYaTkas+0GkzSgWwaKoKNU6eUjocDl3X2Sim975pmsvLy4XpGXtnxwQSFRWxI7VQSknyiPNnZGRkZGTWl5GRkZHxhPi5hZxN/yMISFHOl2ERlTSyczzpY2at4mpG2WK43O7vbruuO9zfpvEVB3gg6jhdxnV5UhQFt229Pxz2x0NTbWaqRl8gSot7ZxJh8gqYZcv+dNzttkrTZF1Kcj6fb29vq6pyzsUUfVm0bVuVBeY3GGME4L03+rc8+UIYZosRfEpBiSgJmrq6vb8zMXOiM4xPO1QJv3UZME3Ub6LNtjeHJItyOwyDOaaqqqZRVYuiaNu2LEpzczXeaDfWjM6tcu2NVdoYZ2Z9GRkZGZn1ZWRkZGQ8DwUIshLaJrriCMwQQVSoJs/iA4sIiRIBpFCJcSBXMLuLtmjr0J+PKuPY9xxKIHqiSUNTVZAjDALHaNsWfL3f7795uZl/udLpPgNmTkmYJ4IXQvj48WPbtiml4zDc3t6GEJh5t9sVRWFp3WYfIgpVjeNgI3yY3USspdB4oHNu7T5CX+wJ9N7vj8dd20IhCZ/hGp+bVPytsEGRyVjV9qsoRCTGaOOgRvksfbEoik1dKfShEdR0wqn392E5wMIVmaAqiwUoETlntPC3vs8zMjIyMuvLyMjIyPgc60tTpb2wQADAOAo7FgASmdUzAUqUKAESjRR6RwoVIHgE71Ri4CqOPaEwixias9LMMsaeua5rJu7O/fSCf857UURSSs45EYGDKmKMROR98Yc//ImZ3759+803TQic0uTlyJODzDQvyESuLOc2UVraPo3CPXk5i4N/FkSIoiGE/X6/a1uiybTmE77xBZohvxESsrBoC9Yz45+PHz82TbPdbne73TLIxwSz68QqV2NhgIsZD5ZERwtEfCz3reP1MjIyMjIy68vIyMjIeISgMrE+YhAnggICaMnHbtzv9+/e/bDb7f6Hf/qdAizJI4EI6qHFCBKGAmD0Q1Kgj9HXm32kyns4Hyz3mqAgAZgRoRdNCHJC1x/vrl5cXLCzwL3AePBUWQp4VSVmX4QxxWEY7u/vLZSPmbfbtm1bEZSFY2AcUYTprSxEksgUJAH4kZr3+QBunYYMFy7MK4Ysgbl0vO87BlJS9vYCf+tvq3XY3V8A+ZHPr6qi7kncOQCRh8iE5VcisKbNvu/P53OMkZlDCKX3//P/9D8+s+ygoCWzgZ8qp+t7bJBP9cko5bKZmfVlZGRkZNaXkZGRkfEjwHjQ/oY4/vd/+9fz+SzAnz7Ub1+9ABhMgAN583SJCiW8v+5ijN57752mVFRMgCQQm9A3leUyNe8hhOAdS0wSRUgYZMrPkrCnKwfOP/3wveWnm8+H9QR67++PfUpSVwWAlOA90gjv8ch/RUEkX8pReD5AXB7RkiffTN4XRSEC50jk73OYfhZd6wnjfZYVLz9a1rkxOsyRG9YDrKrMpIoY0/l87rpuHMemLlXVOVdVVVmWRVHYYf0Hee8ZGRkZGZn1ZWRkZPz2QDorP0wz9yurpmkvulHvz5Fvj+3li60PmrSPKWniwqQX9Anvr2+6roPqtmmD4wAQQCqktLitGByQCP/8z79n0G67854n4xN9pC8Rkbk7qurFxYU3QmkJgHPiwnkYjp1UVSECUjAgJABDYZHvSpOM+XOxBCJSaAihLMvT6bTZNM/Sp18KOSF6fiTR+mnXP5riajTviaTGjL6P5/O573uT9YqiqOu6roqpgXOJYk9puZ2RkZGRkZFZX0ZGRsbfA/rIxiQJmPG7f/qXfT/uDydfp3/9z/f/8u3rXUnk2JomI3B9K9fX1+fzeRgG7+jqcteWzgEpxuAZ+oj7WHiDA15dvaBJCLSOSloCEKYfZ4cVEdkWW2ZeNs18PgAcB93f3lxeXJWWLUiYU9MFk/fjT2d3658eMSJJjl0IYc36/s7HbcU5/xKquTyPUT4zxlwOhD6QQB3HMcZobPDdu3dlWW6326urqxD88vr0yZNnjS4jIyMjI7O+jIyMjH8ECAAG2wwegLIOTbvtBpz6eBj2IP/qYldUTgTnLh0Oh/v7+9PplOJYhXC1ba8udmbEwZKmgb+ZTPLU4TmRAtP4zORzDoqfOgAXhmBKUZSkz4XiJS5uDt3Hu+M3r1plpKQ8vQVZiYs/s7hkW+i9H4bD3O74SyUzUdKirC5ETVWn+A5mN0tzY4rWbWvem7ObjnfO/df/9jCqJ5pU1MRYWTW/0oz8AcvIyMjIyKwvIyMj4+8CK/Yx/UtCNr0ncAzP+Kff/74ob/7jTz/A+T+9v/5wfc3MKjSmqMnCsqFJXr5+/e2bl3VhzinCjqAKFigv/p0L8aM5z45oDnRjy+Gjda63wX3i8GFa36CuS/T+5u7ioq096P9n702WJEmSLDFmEdHFNl8iIitr6wJNT3XP9GEaN3wILvgC/AV+Av+CM4j6AFxAoKYBEYYwCVRvNV2VmRHhm226iAjj8FTF1MzUzN0iPLIya/hRUpKFuZqqqIioKD9+zCwi1hoiv38k4kvNKwZ5Ui9/tW17XAL0h8GrJMiRmH6zxF0ULP4pfblMEVqtVsvlspzkHY02ZjqdZlmW57k1FrspdOM41HX3gzlfqfyMQqFQKJT1KRQKheJTeIzrM/oiyY74habOy0lhKJsSfXW73W5XVdO0TdsGInLOZc5EQ0bIWfv1m5uvv357u3A7xmAMhUBsiAJJR+mkl96kFwBDjIaYLcUQjDVD4pGoQhxszoZQT2zj9rT1nt3d0/rbDw9fv7lZFPi5IdRi6cpvGnlVLS6xvqIomqbJskyEzE+TzJi9sqYkiJ0VsZZRl6VpGmxsWJblbDZhZmutMcb0JTeFxLARkiTP7j7L3lAq31MoFAqFsj6FQqH4kyEQGeprdHAkISIhCtMyCyFk1taB3k5p8e9/+Y+/v398fGqaWkSMoRi9M+Z6cfX29vrtmzJngiRnLWOvBuJBjJ+QkAzTw0ACLBtiJorGWhpThEQk7dUGLUlIkHK2bQO5cr1dfvf+flYU02ISfcwctuqDFmak37LPvjbry7IshJAY7A+M4446Q6tOCYM7WU8IAZxI1bu7u8MN5nmOLe+tNdSpsNgdr9s//Thbj4mTeJhkW3wDAqlPnEKhUChGXkmvE8SiUCgUihPwPQezRESRCPl4kSIRsbCJ5AJTJBKmTeVXmybGCLErz41zZIRcn7lnqWNmhLMlRiBmnBrtkcNxStAxURFITFEiM282m//1H5rYbE3cWl/fzou//Itfvbsu0YwuO0049he90Ik43JBhuF8foQGGzWZTVVW1WCycs+YHZ30xxvHtB9MBEkHADtgyMyeljojqum2aJoRQVVVVVXmeLxaLyWRCRMaY4QZ9KtUpFAqF4stBtT6FQqH4wvwhRV12hK3fZ4EF/7DUWjJCRoRd6RalC9DR+jQuZOYdKD5dKRd6hf3sUq0X6gMI01Z+bLhwE3Zcte37+4c8u11MC6hL9Io7Nowhz/Pvvvsuz/Ms++EqeSZP6FA0G2ZCBun0tE5e62TRaIyx1kI19aHbaKGpfdoIcT6fX19f53mOTQi78i5K9RQKhUKhrE+hUCj+bCCHhC2Z/CCDkUm4I3qcceIbJEIxRusOBbFDwsBxXMrj+IK2SaoTkipDeu9NbCX6Nvos+m2zvac4L7PptDCyY6RfAiBUzhkR8d7/CQZrQPP2inASWe6iYTtyyMZYQ5aixPV6XVUV5D7Q5ul0NplMsixDrzpniMj76Jw5uqIyQIVCoVAo61MoFIqfLEzP9Qb/GjA0Gf45UpS+XmMvpvGuvv+QPe797rNJDiIV8cGw8cG3bdusHydlnlkpsmzjabtdf7y/+/nXbxNVpdeOSwT/ZOLWt5nL3r59G2MMQZz9gSgRCNsB0xvyQB+7WjtMHEKo6oqIHh8fe6bqJpPJZDJx1lEfqnrYTWP8XCmfQqFQKJT1KRQKxU8YI2VOeED59rU47oqvDLGXAsdD2fBVAT0K4YsQ2eaZZCY01cbNpj9/9+5qXr57ewsOwz2FfV22wsTYpd1aGyNdXy++/fb7Lzo6I+VSmIkohICKpulLEMLMZSGGpmm898vlsq5rY8zbt2+dc865dKoQQwihyHIRQcem7fQy605s+35psK4WblEoFAqFsj6FQqH4cYClgWaH/wTFUBDUN7DdmQbVN7vd3IRIUtZdIgbclc3s0vAS82I6LnY5LNglpxga9KhEbFALtCzLf/tzd3W9yHOX57m1XckXw4QSooZiX8sTzclfi3waNoaNDzFGijFWVTWfTX4Y4peKaFprRaRt2xCC9x7Je0RUNbVzDjvp3d7eZllGfSGcYe9ZYw0bkSgizB2XjjGMThDddEGhUCgUX94a0RqeCoVC8UUhWyJDDGHMCJmYilXSjvbxgKixEHO/8XkUocDmMDS0X7v3wgV5X/+RPfko8glPX5AuFc2wwd592BzcsGkjGUMhUiCypqsjyhSZxEhE3cquLeYiYnauhifCO4koBAkhfPvtt//Nb379QwyUdLVZROTx8REfmNk5VxRFURTOuUhdpVNU7DzY4H4vQ1Ki3eVnygHPO/7m8vaq1qdQKBQKZX0KhUKh+MkihZvWdf3w8PDuq6+NIYqexWMfOzKWfKQsC0HYOoSGGmMoCh/tWZeKr4DFJWImJELsg8c2em3bNlVV13UI4Wc/+5khRmXOXain6AYLCoVCofhJQiM8FQqFQvFjQbdF+aCYCniX9z7PHRtDkUmEQiQxYi2TE5IoCHY1ljgSN01tjDHGpPMkmtdvmy4+eBDL1WaDME5mzqzFfnp5nosISxf1mn5Fu5RGhUKhUCiU9SkUCoVCcTlGQx+ttZvNxrqZMyhtasiYaKwPbAyJ5aqNj4+PRujt21tnKM/zITeTPkuSiYXEe79areq6Rv0V732WZfP5fFqWw93VR+ndcekXhUKhUCiU9SkUCoVCcRlS2cwuGpPZWrtab8tJ7ooyRDbGijNCTIYqofXK3z0+fPz+/Wxazq5vJjk7ImQnUl+iBif88PFD2kkvy7LJZFKWpYgYY/ZiPvFD1MnZ38JBKZ9CoVAolPUpFAqFQvG5ONDTUEylp2QkbCMbT4RqmB+e2j/88bunp6e62riy9MSRCFVY8BPvfVVVy+Vys9m8ffvWWpv16JgeExFFial2i7WWiUViakzinzo6CoVCoVDWp1AoFArFK7C+xPeIyBiT57m1lsQQERkTiLxQHehfv1s+rFbLdS2UuXzWRH7aNFHy0m+rqqqqSkSKophOp19//TX2VR9eKMSAip1Zlhk2xg5KicZojFbIVCgUCoWyPoVCoVAovgzrSzsH4htrsWl7bKOw4TrSx4d6WbW/+5f/YlxpXFYUuW82m23z+LTKszey3Vprb25uiqLADhBI58tchu0WQCatsWnfBSGRsLdJ/XkuqlAoFAqFsj6FQqFQKD4RB3l9ifiJiPeRnb172PyXP7z/uFy5fE7Gtt4zhygkPoYgNqN3s3cHsh4Tg/Ix8XCHPSExxDggpu0ZiKy1B2RP+Z5CoVAoftqvV+0ChUKhUPxIkFhWSqjDN/P5/OPDvff+/fuP33zzzXK5dM4xs/ceFVmcc1lu7+7ufEMsRILKncJE6T9DPPwnvjlmm3t0cQAdHYVCoVD8dKFan0KhUCh+7DDOeO/v7+/vH5fTomyFTTGtfAxBfF3VzTZndkbYGgmeyB7QyHOcLYl5SusUCoVCoaxPoVAoFIo/IWazRVmWb96+I+ful9vAVshV3otItd5IDDHUoa7qak1XV4fM7lnuN6R/ygAVCoVC8WcHPs5ZVygUCoXiT4JTr6SWeLup2ra9vVkIUSASorb/a0C6gqftpi7L/Co78cIbZX2n3oFK/BQKhULxZwTV+hQKhULxYwcz5UXx8eP7q9kkRF/kZWQyRLF/kxkidjS9KpiI1JupUCgUCoWyPoVCoVD8WNnduMTGRJljY4xhyXNLHCWEzGYRW7cLiZARIY4kRH1dls8qwSIq9ykUCoVCWZ9CoVAoFD8UAhFFKrN8s1peXc2JgrVEsTXEbFxXkZOkj9dUuqZQKBQKxR505waFQqFQ/NgRhayhn/3sK2YhFmprkkhMTELSEkWSNviGhE4n6r0CNHJUoVAoFD9RaDUXhUKhUPwEICJ1XYcQptOp7p6nUCgUCsVF0AhPhUKhUPw0YK2lPlsP27hrnygUCoVCoaxPoVAoFH8OAMdzzhmjiQkKhUKhUFwMfX0qFAqF4qcBZobcp1AoFAqFQlmfQqFQKP48ISKajq5QKBQKxaXQai4KhUKh+Cmxvu7tpUl9CoVCoVC8GKr1KRQKheKnwfdijMf0T6FQKBQKhbI+hUKhUPw5UD5SfU+hUCgUik+FRngqFAqFQqFQKBQKxZ8zVOtTKBQKhUKhUCgUCmV9CoVCoVAoFAqFQqFQ1qdQKBQKhUKhUCgUCmV9CoVCoVAoFAqFQqFQ1qdQKBQKhUKhUCgUCmV9CoVCoVAoFAqFQqFQ1qdQKBQKhUKhUCgUyvoUCoVCoVAoFAqFQqGsT6FQKBQKhUKhUCgUyvoUCoVCoVAoFAqFQqGsT6FQKBQKhUKhUCgUyvoUCoVCoVAoFAqFQqGsT6FQKBQKhUKhUCgUyvoUCoVCoVAoFAqFQlmfQqFQKBQKhUKhUCiU9SkUCoVCoVAoFAqFQlmfQqFQKBQKhUKhUCiU9SkUCoVCoVAoFAqFQlmfQqFQKBQKhUKhUCiU9SkUCoVCoVAoFAqFQlmfQqFQKBQKhUKhUCjrUygUCoVCoVAoFAqFsj6FQqFQKBQKhUKhUCjrUygUCoVCoVAoFAqFsj6FQqFQKBQKhUKhUCjrUygUCoVCoVAoFAqFsj6FQqFQKBQKhUKhUCjrUygUCoVCoVAoFAplfQqFQqFQKBQKhUKhUNanUCgUCoVCoVAoFAplfQqFQqFQKBQKhUKhUNanUCgUCoVCoVAoFAplfQqFQqFQKBQKhUKhUNanUCgUCoVCoVAoFMr6FAqFQqFQKBQKhUKhrE+hUCgUCoVCoVAoFMr6FAqFQqFQKBQKhULx44JryF/6k5cfml988osQKvBVAgAAIABJREFULjk0u+jUVgwREe++kf0D4t7BX/Qu45ei8Xzh6PD+yfnowxDyJVtyMBrCfTOOL2p830aDQ0YHi3dfM32xDr/szOPHy/gNEMslM5x16VMoFArFDwSRS948eMuZ+CXbM94WZn6J0fHaJs1FdsEXU2uG98hx5G/7B4gpWF58wos60HxGy5+7YrDt6EXGLVmyF9KScMps46MrxAuJyYXmph87A7OECynLRc+hmFcYOX6VGfx6DwZ/Bvu8HDbK6Mr0GtZ8PLEanuAVB2fn1xt6vnBxl3jUDHP8aMhgdHasb3SafSrru+zNcal3YKxbTo+O/czn7NJfnHw7KhQKhUJxxPqOXyUdbRh9m/CPifVdyMy+ZFd+KaYQ9zhcpHNGkRBRoHzUHjSfbZy+upLCr34xueRKyWw7mF0Xm76XtFXsaPPcl6Us/ArdyJ/c6Twg2icOPvmASxi5/Imjv6jUV5uLmHN4EWE7uxzICe9NEfHXvds+WDnTFLaXTRPz2fPKvGT+CP7JNCR5n/fmkB/L08NfbO1QKBQKheJzXmc8/ubpInX4cxkLEcVLbDH+shEvXzJ56os1vN07tR0YTobH2OyQDZp9M/Qz2/hFDRR7JJbymcvzhU2MLxgz/tR5IuFzO9GQu3hy8gU/CJdK5fwKU5/HvpILL2g4jrVzXOh0l7RbLnQChdeJIbyA9Z3qlWjkYBDllR7UizWwQcvluZs3Y9dK7xj5zPXayAX+C+ELu4VfzskvfAGrTKdQKBSKPwX5G3tj8g9r+v+oeMiPZXCe/wuoYBfKNVSN+FW7UC6OWzMvt97CmNlm9h0B/FyjT+XamMhfcFaxvWDYTsggjvoI1xc38qI41PbLPUHmpK0/0gf24tlv04lkMMxmlGNcQr+ZL+PZ+djhl0qXr6JRev5iY/ka6+9L+K481+YfFRmSy7r2S4ZeK0lUKBR/Mny5XGvFD8uHToe0vdwDK/Qqrs8vOAXpS87XL9eSLL6wr057zeW0eWou6PFL478sXzT0zfnO5xe18MToXBKdZ2J20dkvEg54nH8Zd/kUuoAl2pMnfw2mICfI/XhY7aXhs9nx+Xg/H9l82lBcujaNNfy03uNeZ4V7wTMbn5ufPzCrMKcWRAx9X/BF9g8zIy245KE9RahfI4SSf+guVCgUCoXiR4GLs3te5+z/9foSxin5mY6KbtT6OTFq8iPpb8sXTCq+MPXulErJXTHB/ctw++Us9pPBphIve4CE60vmUPEKw//CkkrneynKZ538OXb7Ja3zL6nhvMKS8MoleD6J652dF7FnfQP/1AHr+xO29txgXvKY8EUcUbU+hULxk4FqfT/mwZELjLfnbOgXZVSdKmnGl5hir1Fc7acwCX88BuQPfecnQ7qOa1ieKSl0oTAm9vk+TPPXUHMRMblMCDhR152bKGcGSF52XaYTmVL8ItLHnzQtUmiunMmr5MODP2/+8HiQ4CW8PCUc866ipJzxBzhpkYYl6Djuy5HI3pVFSESMKZ5p/h7a0XEViQhDjTEYY4nIB++s65IamUmiCLHhvkP2gyhFiM2JuSOf4cPYvwrz/sYaMnazg/xx3p1D+oby7qBBZIKxI6dllhg5afe7G5H0FuLBZBARZh7er8TI7PqfjJSYST3WjywTSXeerl+FmNI/Dx9Rs3sX4lfMLKlOGR/0lRUSku5sp8oK45jdRQcnH35Ir+Hz6YLDGXs8EV5yhmEDhv//hJOcb95FR8YYzSCoY7R58txqcbgkvqgZcrwAj5YKG/b2wed+qowMUPesywUrHE4+OtDP/mn0mJcMEH4VoxCRMZxOcr6fh50wOi1HG3zcgGf75/iA8z959oovP/PBzZ5ffU/cnZx6mtK0P37ohktE3wAeHjn62A5PcvRNPG/07zfSXPLUy4mT/NeL895GPvFkjj5ZzBwlEpFhE2Kwxh7a0PxJdvvJFppLSEa8zBoRucRCjZcwHv4kGvqZ3GfEUn9h1YB00HBHNBm7GT62KE4Yugf28OlUtRFbRQbVKuXo3mT//LhPOjLo+YS5bz6ZevHzXX4ynfXsS/CFPHH3SO5fliXWz59jeKmTcagjwxRNc0xs9ruFX9B1/Oz3suuoy+pVvsBVE1OvxRhH/T2GzPNj8kkU8eSbnC8J+xWh8VDjeNIginH3Odk+xh689olYQmDnSERCYGvTYi8Ujt/ip2yIy1x0J+d4OGHoGZJede8PiCRMHa/ae5PJ8/WKREREeosnHNzRpxGP4TlfZB4e0wgxEiMuHWNkZjZGYty1ZGhIGh4di9if4cBoG7UDTtEtnPhg/cAcjLGbiSGItRzjhRJlf3fGGO+9cy6EYK191qP2Kg/iqNV7PHDo2PTXZ2fCeUL4OVZp6u2DgUiDlYZJZDfXTlGySxctLBtp7YlxR8aepX8HTTWGR1kr/tm2Ps9d+j5NrVF2N+K3ecE9Dg9IvRpj1zxrOd3gRWxt2O29245f3r2nps0Z3nieKMpesWth7hhaomrD2Z6GJIRghiN0mj8MV4mDFeb8DI/RH//p9OOgWt+fnisyc9M01trh+izyIlqRrBg+s+Hz+Gvxgt2k5cL69Rz5gqUw7dd3YB7EEQOSjbvM+XdRgJ65hDrEE5z8FB0YWm48fo+D59SOr+AxHi9hkfce+ZMPO+/XFuWzdworlEnMM5xiyC0vTSI14YVUjHd9cn593+twcwGvB/86bINhCc2FL/OLSpe4C5eOz9PQ5QW21egbcmQOZYfzPvYjwS8pH3MWIewMEHxOK+PIA+kO71FOp6CaS4ZyqHwdnCf2IZFBiJkMUSTvEmXAs008MBMPTMwvuVvNLuFt79HotbuDAYlnqdOeEMjETGFgvR0b0Mm2w4PpJcJ4Tm04lsI6OaUTQOXYk83E+KHhQyN9aHU9M55hX/6Uc56nyHK8wA07MLUTcMa+riN8VKn7NNIFijXKQs2JvOrzCkbiveNU/GW3Bjp6pPjJiy3Xc96B9NvzgsmZbk9q8GiffM64fMIcGP7zBST5sG0HWuvQETB68LNXOf7V8JuDy32Or+fgh6Nn/oRZ8ZI5cKYDX3JrB1P6FOX7hOk96lH6zNn4OSEAiuc5Ho8Yx0zctI0xxlknJCEEfDiscMgn7Sg5vXfuKV+YvMwAuih+4dOsvHiJzhFOtNDwuG3r5AKGGC5ptw3P3erBn4ahkvwsWY3j/qdPi6s8GMUQD12GPLCr+chaOmWZw5pLPsKTkgm9lDk/Q2IutJRHh/M4uqM7+WjBT8MruSzC077q2sFjrI1PUzk+S/F4oNial7n5Tz053aDvn7378ohy1BcFpn5JHnzarfWJMdVCFCI5M75PA/d3NKSikchcuHO9ecEQj37PRxNlxLcymBvHWXxpAsjpqlRxsATHfucaOdEqPuLmwwacrPuUlJZBqKnrZVeIAM/ErY0JO6d+EgZLWVqKT61vIl1FnKG5nAzNU1bmgWx4YHMPBbGXv9eHNCzRqlNU56RlcBSYmo651Doc3g7u5RRxOkU2jnngkJJ9pu07HKPRwYox4rRDWXJIoV/CQw4aOeQDBxGApxwix+TnzCgMo2eHl0g8/yW87hTbT+JtOtVujer74Xhip9/SCXWLBtJW+uHwNoenGnbIwTlPMfYzdGs4IqPs+vwJT/01dT6mkLX2QPoefjiYfv03I+/c0+qoHEtJo0/xs0vBZ7pdPp0afbKNdEkLTye88Re8u73Z1X0x1PnbNjCzc6bz2O5nY3Q/sbufJ2JoT/jnTzKcs8bPJ280JfuNkecs2JecXM625LwlbC5peTxxldE+yfZ/O3o7Q4u0PHu/Yf9785KuOLLHTlEGOUtMUtG+NPpDLTDfp82YrpHIjglJcrauqcghAz1IjTwfXysXzkb74ul66pyWiP+n/+X/fIlHcLfCjlNNHjUOsjgelXFKuk0+2hNxgHu/SgK9od05jZDpo2SGsQSW45nrjnzmBo4Z0/2zO5fppwAPaKUdyHHPqtImBrwOhzYiM8OETZGQ6XgfDd5wOD5ZmQdezO4tKOvhOUf/nz5YLk7SMGPatsWI7GzQts3z3HsPKYOILDGGTEScc85Y732MMcuyKP74iqf6xJ4a4sEkHH4wg6FlSUMWMQH6m+2OCYaYmYU4ihViIRYyg06LPaXr/HPWJPkoWV04MoSQDM0YY4zR2kNig5HCz51zQ9vaShyOYLq7NKAHVjKOHw4x2MUwZiY1hoUQ8QgjrNPonBvlRSE21tpknB1LW12DrcWCaGI4uMddHOlIAk88ONUxizjW+kazg0Yt1HTLaD89n0/4MrH0BK06k4OUbueAzZ4Xi47v5YX87eApTmvF6EleqKaeScr6TCTNzXuP5W5IsRJ1x7J2zAzx1GCGH+eRHp9q+MCeYj5nePjBz18+KHjcnvULHPf2KBm71KYfLg5fiKgcNN57n2XZGGF2Fz1Wx66lRBKOmYuqdD9OYErETuvbGzvvfZY5Jmpab621hlsfiMgEI7yXOxDTcjowUwPJge9+ODOTO+bAEPL9JBwefGBTpQ9Bxr0Dx7/tbWg+n/Iw/DIQP3vO9CGyodP5FMe/DWJO/en4syd+yTn7lhw0DJ9N3Dtmt0hmoRrpYe6sowNq0PhzHrED/0409rgDD3zNw2982Os9zCV2dkBWB7fss2RNJaenDyE53WKMqSusyU8NZXpPDb+sHZ0Z64MPkWTUqzX8ZnhdJnvq5GPzZ+R19h9+ccP5//g/n1/9D7zOkYpRPjZK50oXRt8fw9fkMesb5S3HH8T0s0po2ETHBgF6dsAGLbejpzrgmbvvTb3HlygSUZZlcBlYYhrQyJkfZ31DGyJ9X2YGkwzECTYNTPnjlzczTzIXQhgeLCJ5ng+fq/TDrI8mP7ydsdt0NM7EQB7yPMd10Vprbda2WZaFEKbTKRE1TeOMHYo2lg1YR57nFJuD6XEm9CjvO+rZoe/okNlRvu6vHC0b05lTXUoh3AGSE4kYISdsiR0IexTQRbaGDEcmIYpMkbrJhOc/y7KkHnjvrbXoHDCiGKPlMLzBYfrikKtjfSmdTQbfcE1MeTJD6mWtjb4GcztIG0tzxhjjnOs+x+ica5omxlgUhYjAPhv1fFvqphNm3ZBmgzEmFz7WtUlmEtNLzRulMcmtNrS/6USE2Ck+NjT9h8TygJQOqcXeyjjGjkbTL8+rVce/PQgcTVdPwuOQk2OAjmu9JKvlgDA8K7+cKnpxOsFSDnSkJGGlWXSq54eS1wupY7rKsE/SezH5j2ARwiHSNA2maBrc0SQxrJbJgMCZR0NwRzXkYb81TXMwe08xsWPNMA7yZg8aeSb9clT1PTgsWbEHjoxRLnpGnUsOpnSSS90KL5xaePtgEPsbNMPxxQp5iqPGMBJFf957fXzwYQrSTjOMLxe4hi7UV1fYXkXT+yHlu5ff5nC99WRHbWI8KSEEzBYRybIsBh5a4Yn1iUjc1TMTMEMUIzs+M1zSx5QgjLUk+Y8OzOLmRA/D1jo+Pog7vuIpm74O40cOV+b0ZRPicMk94ADHt9+EMf4weB6GP2n3rzjsluODa96Fz6ThCH1+dU/XDREFPMttE/c7OSlDg0Hpz2/z5Ckb5gkPB2jHyckNv9yxO38i1dPlkSTNNAiVIYR+Iknk3fmbWCSrjEzP+rw3xiDlLy2kMcYQ7LAZB505bD+wGuvwU6QuhuwM6ztGFD7vQRh+MNwe/+l/+O/+2rXu6/Mr0VBlIqJwwq88aqNv90t6pA+jdKjzI4xpU722e8AEhDuLnzrFRYiZnTFMZHrDG9zPcT3KKIY8c/h/0ylAMhSOTF8yhplJomEGR2hloNoNZHlUeelO2N/ypm2Zuaqqx8d1XdcwwpqmCSFkWZbneZZlyIF2zllrf7aIj49PHz9+3G636Y07nU5DCHgAEm0QkczLyxduy370LYJn4G/+5m+apvnd734H4pFl2STrxK5f//rX1toP799nzi2XyyzL2ratNttkJxljOIywvlMvqmwsKeWUUSUihqNI5+/CwDOzNdYwC4UYI8edCzxaT0RWKLdu4vLSOEts4mAdIQn9f0QUKUDWM8bkeQ5rFRrm27dvb29vm6Zh5slkIiJMAS+2A5spaYPGGHCwpmmKfjlImqFzzjnXtm2ifN77jmNnmcSqbdvJZJJEPNMjhIA3X2ohB59lWV3XIjKZTGKMdV0fM0bccmkk/RyVUYYnT81IRvbEdYtA27aw9mCsD0kgZmYIwTkztI9xfJ7nST3GaxsfttstzgYL0nvftq33HrcwtLxxLfQYbk1E6rqeTCZJtDyQvjEEx6OzXq9xpxA8cWt5njdN0zQNrpLu6KDrrLV4SLfbbdI92rbFzzFn4DrBAwtnQXL0DFuYej6ZzmhM7JEMd5zhYLEdLst49yQ3TZZlqYX4Ydu2nT4/uOXE64wxWIIwJ2OMbdviXpINNHTcpHd2esuitXCFYFK1bVsURZ7nm82mbVuM2nQ6jTFWVWWtnc1m2+02z/OiKNDt+BX+ioHGFELj05MYQijLEtdCP7S9QwqXwLRHhwwtLVy6KIqyLHGb6PbVapXajE5I5gXOVtd1CAGnxb0M+X9VVfgS02b4FGMaYD1Pz8swImAYYYuFvaoqIsKikT4nnokHBNTaWluWZXJ/oPFYatCZeKHgTnFf6D3Mz/R0pNAGNBjfY/iIaLVatW1bliWulWVZVVVN06S1K8ZYlqX3sa5rjMtqtcK6V1UVxgWDlR4upu4dh9nonCuKAi8+rAaJlmPyW8f403A1M/u+wsH7Ip73G77k/fhpCZafg0uv+JLyOV+CxB6TmZbssTqBEffeF0Xxf/+n//RP//RPf/u3f/urX/2q8fs2Me+JHmFw2igS47hixmz2jePu6xaiWVfbr78EGaTN006s4wOKuKcBxnG6lU4+vGL/j3RTveeXy76COI6QRCmPGWOwOQp0dxSCZC9Jkin9FV9Ulo8HIlLc/bNLdyERadnumt2fedikvnPQPDC6fTFKTE/AweIGV+dJ/2UM0jXAew/HfNu22+0Wy2OM0bsSLoCh8yiEgPUtvfI6S4PcMb+iQRB+sg2wftaxFREfQ3ekYTZGBEy1jwTrRydEz8xeulURc7UNHoth93ZLc8BMBtGnPBhlRofGyDTgJtHmo6xvVNJkymV/Eo+Sw90BWXY8Y4/DfzoLf0wqj+7WyepsKVAmYhLT5SQxc7D1+aVoz6WBkTuoItjL92lO0zBcD0X5Uzwps4QwTPocxJp2UWeI4LM968utYyLLhplsf81sUBFoaP9ZO54Eb6gTSRybFMmMwELu/m+7YEKOuM1T5Da9vbpLeBGRh4fmj398eHp6EpG2bcN2S9ZmZTmbzabTaVmWRVGUpctzu7Dx/fdPv/vdv9y9f9+lPoTgplPvPcHtYS3DQxxjHvMzfh1JMchdGPJ6PJInhKwo3r75eVVV//v/9n/Eus5ns6IoOPfr9ZqI/v1f/zvn3DfffGOtzaybTCZVVd19+EB1Q1mGFlL0o6wvjqW6Gj8+OgeTfvf8SDug1njuyVoLsTGEtlsgiJi5jmsiytjMinKRT2ZFmZNBwGeMsY2hkeBDaCREkUASKSR3dVEUMOOqqjLG/Pa3v/3Nb35T1zUzLxaLGOM0t3VdY11jZph9iYdXVeWcgzRa13Wsa5j+Kf6zLEvItsl0g/HdESEbqqqazWawrmA85XkOw66qKgTTgi+ZuGN9s9kshABzc3RFmFmqqkpEiqJg5rquQU6S+oTlL1G70hJOBfM3z3M0A0ZklmXoKJikk2nWNA0WepxnOp3O5/PHx8deMCeY6cz8cP+U5/lkMgFZappmu902TYPuPZYXiqIwxtR1DWuyqqrFYnHgckuMyGXGew/GPtRd7+/vE3lLpiQzb7fbzWYDMgyTF5Qj0RuQw661Yrpg5hjrui6KYrVaoYUY3NVqBZ7snHMZZmYXQ+J6pGYPPSbWOhIG+02htkNmm5g20PoaY5EmCRYQa+16vcZFcRc4yWQyKYoihLDZbMCgJpPJx48fodIPheL5fL5cLo+f4uQoTVQTd7FYLLz3eZ7DsYUeXq/XqOa33W4xWGDds9lss9mATmDeYmSTswA3jmcqsTtM+8VigfnWNI33vq7r2WyGJ+729vb6+hozEE8lfp7cZDgh5mdRFEVR3N3d4SkDn0mClTHmzZs3WZYtl8sQwnw+x13M5/PNZrPZbHAMrFs8BWlaoh+Konh8fIQT5yBcHBQO/C1xzul0ihkIp9JmsxERUMHEOXFyeFLSmwU8Dc8vzuCcm0wm8BlhAlhr4dcAIUQngL+lyHDcTl3XIcTbmzdt23777bfb7fbNmze3t7fghHgLXF1dOefu7u7W63VZlsY49Ixz7vHx0RhTluVqtYJPEJdIS1ZZzLHEAZPJZD6flz0wP9EYzHAcBg/XKNkbvjWMjaMhSC/cFeYTONiZHNQvd5LR7+OJShKXhi6fueIx6/PsjllfepDzPP/7v//7v/u7v7u9vf3lL3/ZDPxc+4KSHGiAZ+S14YWGhoHnwz+d+bk34+xuqPXtcTNjaVdbOHX4eJSdl5PyXSpNPIg1jXt6zuBFNnrXWzbHN3iq2X6gqg1xbGURkfG7Dg/dXznlXqJ+H+Q7HFN5nJxi3EmC3pNxhojWa393t7y/v99utyEEns2HYWtos/e+LEt8wJ+6pdJOT41dEpDhqAI2/Z9AUJ1z7GzTNDIMxUp7UDVNEqLxOo4x1r7dGQlMg4wDf+a5SE/czgPLI0N/HA4GDp65Kg366KN9QCu8aWnAQcdrNPf/F5mNBIJW4ro6o93c3aurKyJiLDsXnRUmpDsONsY44myDUIy+BE7cu+qAucnYSViIjRFMaUwwIrJ91pbhjkMiCk9cR/Y6vieMtC7LzJEFljRjDLx1tIv53N2m4X5OYAkiMV0L606s4MFeWPthhTENM+oL96qg7AeXMhHUoP5C0RlbOon1cmICS2ikbrm2bAuir+fX17cz42w+KUTih7t//c//+CAi5D354Az7prLW8nplU7ZYtAN7IsApIyLMkXc9H5Lvh/v6RbEPQgshkOHMZaFtjDFefGHzb//l//PeF9Js200W7MLlq7IMqw1vmn/+j/+vIaYYmiw01Py73/zbj99+v62+Z86kJcp4G0LeV9roiDwxIautq1sSaVDH2ZijFG/qsmKTwgMzDsLOu9g8rNamnLcuW25qm7nSmHmsy1D7po4k3uS1zVuTBePmlIkIRaGq3VS+tXWR5WWeE+0M1kCB4dGKsWraPM8nWWmMiT429RZmZZ7nEn3bVMG3xpi62mRZVrXBx0DWNJXP89wVeUcbnJ1Opy6zm826KPP5fO5D61vBeRzbzLJzLoSWrWvrLQzKtiVnrfciEphExEyn07quRWLbts6Y3FnLFGLkEBwRW2YJHCTPcx+CBIq+ERGKRe6sZ9quV0WZIdgVJuDDw4OIRLauyOu6Xm03ZZZnWeYyw8z1tiKh+Xy63W590/i6ub6+jpG99zH4pmnms+l6tSqKrK6rPM+dM6vVk7VzZ/Pl8t4YM51OM+vKeVHX9Xq9ZkNZljljJcTQ+hDCfDqbTqf//M//vBGZz+d5ZidlPp0UZVk+PDxYw5kzvpXHhzvYfymAk9lhUX58fGTmbFKURTadFDHGqqrBdqy1VVWBVMzn87qK3vvb29vvvvsOVASJqdOynM1msLl90+BCDw8PEgKLhBBMnhdZFkJYbTawZUMIhvn25qZt2+Xj43Q6nUym281aynI6nUq01XYt0Vtjnh7v3759KxLms4mIhNyJSJa5YaonTKL5dIqYQ7Skbdu2aYhoNpvFKIYlz+xmszHGLObTtm2bpn18fLy+vrbGGEOzaVnXNQmxUJ7lTVUb4ndf/ezx8RHJq7nLPm62IGBZlpVFQURfffXu4eEhtC0RlXleVVW12dxcXd1cXXnvN5uNOJdlmSEqiyJ6T1Hg/litVultPZlM8qJAs93Erdfrqqqmk4khMkRlnm+3W2dMaNumqpbLZVmWmbVclhSjb9v5dFoUxXK5zKxlkX/9/e+//vrrEOOH77//xS9+AcqHETFEbV23RJgJWVnanv4ZoklR+KZ5c3Pz8eNHQ5Rl2f3Hj29ubp4eHmaz+dN68/DwcHt7m0+zzWbz1VdfbTabpmmiD/PprKlqw5xZt16u3tzcTCaTuq433ksITdtaa+F3eLy/hxCaZdmkKKbT6WwyeXp6khDaunbO+badTCbLuoZLoNpsvPfT6dRMJiJSFoXMF0VRwLiBxnh3d4dpbIwp8wL6WNM0lk1o2+h9WZbz6fTbb781xhR5/vTw0LbtfD5n5yZF4Yxxzq3X62qzAQe7vr6+vb0lovfv3xdl+bPf/Gaz2VRVJTE+3N3d3t4aYzarlXPu9vYW47iYz6uqisyzycR7b6xt27bebt+8ecPMk6LYbqunx/uiKDJnpm9unDPBN5Myf3h4gG9++fQwm82K3G03Yg2JtNdX04eHu9lslmdUVdt8MYmhFktt3UzLyWRx88c//rHMJ0SU2SxzWZ7lHe2zmSFDkbIsdy5zLuu13o7wTybzpJem4A68vIYpo11QltQHRZXOOMXx16SxJ2/XKeaT/KfHrszzKf3PbsFyKrblIm72KmGfB+FXw9zLlCzEgzgmK1FEIl71IpHJEBsyRsiypUhFUXKecZG3zsims6yYSJiSimRwR2KMQBVgIrIUBgGBJCJxEBwYOovSpiF25IlJBAewiETpthDu9m7iHZsyIQziqA3S2JAhn8IUmXozhsiG0ImTkbtwQd4PFY7EvZpk+h3RRCSySdpHH3so0lXB68/T27YUGZuOUl+MpBP6BoKS6V3qEnnH2eJwmHaBmihFgX6MJEISiIk59AmVJMw9YWtNO2CbJhE89EOQIH3Npb5ceWMMU4xt9JaJ2IiI2BBjxWyDbLbNo5jaTclXrQkrDgGWuWXLxjjLLic9JJ74AAAgAElEQVSRbRubxvtAkud5cBSIojSJ48H3R9LF/4e2Nc5F75FU3YqwzZmkbZo2eGvtpJyRjdt6Y5xxiDKoamabZRkJwTvWrSNWWMiHYG02LYumaaxha1zvnQ/WGOYthMEYApGx1nKf9SMihlCh3SIYUESIWkk0h7u5JGkDuK5iXzclfV+3xxgiMoaOKlQlJZmEiGzw3fyPnBzcwYcB7TQDybfZC7DrzhncgM0Q9TmbZ9aOvbVpeLqDnwz2sO4eLR6cYdgSPjo/d3Xluz/ttnPaT5ZIKwVm7o47xi5lS7q6qLs7l5P3woOy9+n4gbNwR06Hf2Ie3/xgr6B8t6z0EVxj1fmG0V/e+81quf52W9f109NT1jawZclwkMi206MPr8h7hTrZYAntWNbgTzFylySd8m2Y2cfgmzbGAGfq6vHxm2++gUmal6W1tm4ak3OB9aGtYuRoqI0xK4qHh4en5UMUcYajxEhsrMX9DjaW6UqtyIGye+4l12XypDCkd+/e/fVf//Uvf/7z6u5f/uP/9Z8+PC0NZeV0EkMrbZO5uGDOi1JENlFWPmyJWhPECLwJRCxR2ralKCEEy51nKJAIxxhj6H1sKRYuvXKyLPMS4dovyxLOcsQKlmUJd3WWZQiCapqm2m7AJSBewa+fRLy2bb0PEGeIKM+ypmlS9CAcpTgY/v66NovFYjaZIJ42yzJEysXo67qGwpM7A4Vns9mAW6Jhq/VTURTOOrQWzUYyRQowK4oCudNlXogIMxVFMe8j5aAKJoUKqkiXqViWNzc33vvtdpvik0Fp0H7MLtw1fP8QB1LEI7QgWK5JbcA9Qs+pqgrqYtJnrLUpwBVt871WDAfBZNKFZEA0cM7d3Nys1+sUkDmdTqHJQGkH78JfZ7NZ2mOqaRrc0XQ6hewGaRSKEKyQ1WqFUXt6eoKoC6kENwKJpqqqLJuD76XAcowyNDeEYhZFAaZR17UIpVA3+DvgEIXsnOf5dDpF8CG6cTKZQImFMILFZ7lcQk+G5Ng0DZwI8KHAPbFYLMA6yrKEdwP9gF89PT1lWe69x43gcVgsFjgbViEMyrDmCnoeUhvahqmSZRli/2azGeSyxWKBabPdbqfT6c3NTZIHIT5DkIQeXtf1fD6fTCabzQaSUZ7nX331FZQoHPPmzRs4bt+/f399fY0HEEvH1dVVXdd4gr7//ntQhaZp3rx5s16vnp6eUpYs1pzlclkUBSSyPM9ns1mM8bvvvsMZkls65QBjKUjTZj6fI6axKArEdFhr67qu67ppGjyqWBPwcKGTmenq6oqZ379/D+UfK8Mvf/lLBBRg8UH/4MjpdIpJDkkNwuOweZAE8UMQv6ZplsslAjIRZQ3RGw8yBqssyw8fPsxms9/+9rdJA1+v19AYjTHL5XK1Wq3XawSmQr0vy7JpGpEIUdRaO51OmRxuMEWWDoW+pHuDax2k8aTSIPsuczlIkB7wOhJqD3IKhg/dQS20lBOVYpUPkpSe5VrH5ZTOkLrzG118WtLgRRrmS86zf/B4xcpPS2V8lQTIF1yCn83b/FPhRLWk4YR8JvX0R3U74wULjZG+6ACedyZ2ztV1E2PshLg+WsRLrKoqxCjCbHc5JkycxAy87g13SwdWRRgPMLfqujaT0lprXPfi7rN1uigq5xxILB7zveoAhsHWDtLFaVAz2XSczBCZ4xnVM/lU0Gjgm0isTzpHyeEP+zXKMCOa8LhCQR+RezgZjmtlp5YcMJoDvfT5uluDTdA45a0J760BcpxSDdnLHBUJGBbS5aMc7X7/RFA2ZpKxCNJuEe8cRjHVYzRCxJER9M0xfcl9th0PA1cHkSHGdMGbfe9T2i23f3NI+hOSD/drvfDBA3ywxO9lDO5n49CgEFyMcbvdNt7fPdwvl8tAIiHczia+9UHEWBt9MMxBIkNHhnMFNUiG0dkch3HzpuP9ndOIpGPg2B0ukrTBl3kxm82qarPZbLIsC0SwVGJfksFaW4pkznljYtNQIMmMZ7IsH+++Xz09siG2xrcNC7ElE3hA6fcrbvFLd6OIMTKLQY0ViSzBMltr18xrI40xhTMmEnmZ5/l/+PXP/800LyVwlHWQ9+vtP93df3t//zTJew8lB4kUQ4zRx2AQvN3X/4x9eABzl2/ThUxwR5CMs8gIgjmLdDVrLcy7FKIJC/vm5gbmJkKektmBNBtmzl0XAgp9DCbdMH4JRu1ms5lMJphUkGI6ShPFe+99A/IDZoKYt1S9k4XW6zVi2Jqqxu1cXV01TVPXDa4rImWWF0XBRrz3VVUjys4554qiLEskZe2yB9H/6zV0nl2Io/dI40EL27ZFzB7oH4glQpdXq5WIoNOQ7IcVHGGTybZbLBb4KxIDEDuH0NZOng0hRVGCUYCjJrc9zFlkGcGmRFes12toPshcWiwWIF23t7cIqkw5jVmWvXnzBslI+B7ZSjc3N0R0d3c/m81g9MPOXq1Wb9++zbIMjKiqqqenpzdv3sBMT7G4KaIDby8MPZqXrGfvA6JY3759u9lscGtv375NS0oXlFLXsN0xFvAjgCyBUl5fX8Puh1iXAvzAjTF8zPz999+LSIo3Btq2fXp6stbleQ5yuN1uHx8f4VDAjaD9uETbtsyULo1udM5dX1+j/yFy4t4fHh4w01L3TiaTm5ubuq4fHx/T0OApAze+vb1F+OJkMkF44Wq1QvjQr3/9ayKCqJgkIEwwuIebpvnw4UNVVZh46/Uatw+LYT6fPz09waMBFwBYyldffXV3dweClOJCcSMp/hmLQ5ZlkPhSXt96ve4X/M6WWa/X+PnNzU0KuMVqUNc1ZnKed+Wynp6eMIfzPF+v1x8+fMDQvH//Ho9JYnqIKMbIYoIhLhTPLLLy0Hg8nuC0T09PoHaYmYjZhpcBT0cIsSxLEdlutw8PD/hTKpyLrgN3RQ8kUte2LZEwGzSjLMuymMUYQxD4CEQkhi44HNwev0VaTvLFpHRfGFupBg8oXwrc3U92hdc4HBfTSgvR6Ns5eV2HFZhfvYbKaJHGU/tPvPyKP87dCDuz6ShB48udn34iONiI5Vzm5H7B9i9G+eRCmsentlFJoYUxRmMohdZHkpQlLkx4roXI+yBQGqw1xqF8elfCwGXpeew8a8SptnyyqZJNIlgjnI0x+q6+um3aNoSQWZdYn4jk1vlBwaeuBHSgGGNm7UFMZirRyf3OAIeMphuseBDA2KttRLvtSeQUnz+Itj1TTnxY7uugEgeN7NU0XgzJHQaDPjfmoxvVH0Vs8tgPKYmeg0y//WxA6kJvpS/TIgMHwrBcZ/eFdPq+YSaKlpjJOjbM0ZDpSrmwpIheIzSM8MQPB6yva1GK+Dxidyc2QthjfTse2BG8fYHTEBs2YkZKm8BwDCLL9cp7b/PMOPf1z39+f3dXt3XsA1KjH5bRjynOoB/wSPsOAy9RSECJh+Iq7KHYthTj119//Vd/9VfL5eM//MM/3N/fF2XJLCEEFkrGfemrnIJnioaFZSOBsow4rtfL1teFdURROEoXom/TsO/tc9hTvv2ZNL4DH0fpAo2NEZHlcvnNN//PP/7j7+7Cw3q1slkZhXzTlCSLPPt6Ovk3s8m09Y5JsuLuqr1y5or837cxhEAhRmZiYmMiEZOE2EU2MDMJR6j0IiycEoup36KjjSETAyEFBn2febwje3jSYL6DnHRJzN7Dooq+TT5vqEYw05MJmMqZdDVRrcUscs4OneUwnqqqEgnWWrCF9XoFVgMzcbvdlnnhnJtMC2b2pkWCEHzwRF1ZFNCntm2NJXCe2WxGtKvOB3IF+6+u63VV5ZkDc0A6Vqdg2yzLMuSJwRAEg4WFiiX48fERizXuEawYdXFwNmZGulSMcT6fI38J0R3Jt9dx5jwHzVgsFpgbKe0n9Z4xJst2tS7Qk9CNE2+HVjmfz1erFUYNrAkGfdIfkJY2rLxa1zVy2JA51vSRmYnVwOyGqJjnubUGJ0yqL95tYES4aIwROWBlOWHu1nEMNIgWfARpowL0FRqQkqbQFVj9Ma+SAQ3Zuaq6IjRv374FDYOeBl1rGMWAKEfvA+h6ekEmOgcxs2ma+Xye5/nDw0MIJrEC1IMBbwkhPDw89KnUFrwLd4QbzLLs4eHhq6++guaGn4Bmv3v37vb29vHx8enpCconug6SILhQ0zT39/fL5fL6+hrCe4wC2QpyE+J+4R34+PFjyrKbz+cfP37M8wxlgTAWoFLz+RyPDIbs6uoqVSRK/ZMKqMCHknIFkXCIL6FtYvnCQ40IydVqhfQ8POYgt23babDJAYQFZLvdvnv3Dg4X3BE05MT5Uw4Vhh5MdTKZYLAgmINU4wD0EiRN1AZLRkzv+KB3795tNpv7+/sQwvX1NSIIElWDZj6fz7fb7Xa7bdt2s9nAseV9G6OkhGHXF0by3iPTgYQTi4PHM6WGDrObUnrnoKSQHGxilMJ4dv9kPih3NDTgjqtk76r59d3+QmXsYOvFlwh6x9l3p3b4/LQN7j//V2fEsaFlv+/GfdGFXpGbjTby1Nl/VHLfib0lhf50LRd56WbOL2/P8FkLIQSSVCcsxL6ClIj3IZJMJhOU5ggkWEJRqw8GD2wnFP5NHm1rs2Q1dcnthkUk+kCGnXNMNsZoiCmKGLSEY4yWmK1Jz9/efmDGtF31r0F1RmfJh8NU0hf0xpD1RREmQ3zuyNjnQ409yHsiWxdCfLLY8lCrHNttgskNYvBSeYy9fRh3DIef2XDwmO/JwYxJfI+Pjh/Ua+kkM9MTLWOIyIKGGTbEQ9HM9J4/lFyFvmjYml1ynSEiDPwp1tfzRhpQu3gc4dkfc7gJgeHDbcYT6+tPSIn1cRQyg9TSviV4EpqmCSK5y6bTqRiGVeFDCBLTNuRimCWS2cVPDpS9KPEg/3W39cpoMuYhYyeSEMRa79thhkPbtlfSmigmd64ovcT66cELtz7AryNGCKXqu4TswQbHFyxcsh8qAAIW4AwKISyXT03TtFMmscymbVv2Ps9cQcTbTcZUeu/aGPLqKne/mJX07uab+y0khU7ZNywivovz3/k74BZgwzJWGhgxXTBuEA7XW3sWcXGpwl4Ke4Mpg59DQDB9WUuYzrCM67puqhqu9BCCYYFdBQZljHl4eFgs5vP53BmT7LOeQthUNhAGFk4OoxbtjDHUdT2bTKFT4bSz2bRLJGtb8UFEXGZSjFaWWeZuz50UGdWF/7XNpCyg/KSYqBACW07VSh8eHkAaUxGLPnqNIXViVqcaGLC2cR4YqbCJYQfjQiAn3Sukr3ZbVRUYI+gB+CGYmDFmMpkwE3js4+MjQmHRdagVgRGEbALNBw3DWODxadv26upqtVqBK0IVRN2Xv/iL34DHQn2FNGeMQQULBE9Op9Plctk0zXw+w80mMQ0mL2L2wF0hxcQYm6YWodQV6CiU0ACrT+ns6CJMvxR4jFED90h7JNzf37dt+/bt2+12g89XV1corFKWJUqhwGpfLBbgA2DdRVG2bfvhw4enp6cUfpzErhSjiLFOUbVJioGKZYxBuU6sJwjfRcIkHhbofpB8cacI68WseHp6+u6779AqnDmxa5ArVIW5urpChcn1ei3SlX/EJIcpD8aIip1wJSBcGeIkCgVBYAdjTGV+krWRihjB75CqZUKdRnB1GmWMmrXdfirT6XSxWHz48GG5XC4WC9QOhfsD+X6bzcb7FgVgsixDSOof/vCH6+vrm5sbNGOxWMznc6wbifCnzDRcF7MdTxy+xGCBIqYaMOCN6PDkT4HFlue5CGFCgvfWdY2IXMx2xDik4AL058PDQ9M0t7e3bdsgnBhCfQw1EcWIVZEmkwmy6VMd3WMk0T4V+YS7A2/sFAbWmwEj5ISPcEZAO6j9+6wxd0qgO9435SK15/z+pT8tMDOd2F7yhxXTfmIC4HE83i7vaacBvvJ1Xz4u6NIz+50MBbqktMseReBhebZIkt62UWLK8hAhyyOB0/A1p3eoyVwMvmlqk+f9yXeb6uCV0XuRgveeowz3SEvuHsMOTuGDLYjTTto0KDIkwxsZkALelWzdOzLVwjw2v82u1g7taq++oIDT8SZDQ9lpuPPWMdyO758daWxodhBzKWOxl3t5emaYeNYxJzr3K05hnweFwg0hdHPH0ExfvRECoDHYXKHj6QbbtXFEE+KOgDEY0OG7oSsdk5x/B8VzDoNlT8fuj2f6jaYT0NFedrCji6KYzKZkTdu2H+7vArzmxlCkGAIzS5TjDbKJiMKu1HH//17wpeHeibvCEszcinz33Xer1Wq7Xdfb7cF+0zC/iGhiqCyKqSnKoqhD/Lhd1RxbbMHMJsa42yFdiOPIgvXy2M6kRqa1Iz2BzjnPVthbzxTEkimsm5T59dXVdVlct9HUjc+M5Mx+vW3XRTGNUbwPMaJ3usUlcXvqtrDjVA1vfw+GrsJPMhyHwULQ/dL+VDArQwhX8xn8/bCHQJmc4WTNoFJltyxGgadcRKaTAgZlqnYFI9J7H4mKothut4P1qKuPDPLQNA0Sb4ZJMq1vN5vNpChxUZjaWeZwnizLjMuQ1wdFK6Up4/6TmYvPk7JIHnrkLKVQ2LRRG0QkdAti5WG9gcqmnbtBEpAwlmxf3Cx4MsxQmLag2Slfbpe+P8wQ8J4GpbGttU1Te+9TkU8QG4hLyItDABvuESIMzgZig954enpCChNsd0RLopzGdDpFoOB8Pgdte/PmDW4Nt580H8yBJMGBWxLR999/f3Nzg5mD1D4RaZoWvZpMee/9x48ff/nLXyJ/Dy2BAo8SlBBeiOjh4QGUADoMHKLgsWh5WRbpDBBtkLSWQoVTchoie9NzByKNs2EsYIujD3sDnXFfcC4kIQvDmsLn4LNA+VBm/vrrryFboetubm4eHx9XqxVGAUJi2t8P7AuzIm2isF6vkeSGKiZZlrWtT343cHUMxGw2g0iLWF/U/GQmdCzQNM3j4yOmSpf2jOfXOTxiyPHDpKW+0kzaJQJ9mzYmMcamJNi0HwNoNsgeXAa4xHQ6wbjP53P0Ejg52pB2uUgZm6lYaKpSi1Xr9vYWD0LKgUR1HDgF0PN4rvEh9VXifligyrK8vr5+enqq6/rq6mqxWKDf8Kc0mW9vb/F0Izq0rmv0f6+wISvGpkxpSN+jctDBaxFzz1rLTEm6S9tg9GreTkATETiCjzc9Gy3+OSzPO1xYLqqnciqv77xo9iyje5USoJf+6gVk9VCQHI3/Sm+Q8zubfwnR70dOhkciNvnSIXvdW5bPuYVRen+g+PHgGUTKgDGGmiYxI/CyEEPaNqltQ9rK1TetMDF1flK8mtsYvEQXI3ydXgQLhTDFEINEvLNSEEFXNPDErmCCYAGsS7Ao+r0bLJvhuhRjHEbe9s+ywbkOS9Az9ayn25ngICvPmH6lCnubb/tBWXvaCRTjj+pwE4tTPHxQHuZEXt+4KjQkb8cT0RxoZdCX4jCGMxXL7NrBu+DPQfmU4aJPqMtiBzs0mN0ufJHxf8Nmt127MJMhtixEkoTBixa7l0TYj4beDlwCe2ufMZyiV4iNTbk9g4qoKQZa+mLoZZaVi3JZb7OyDNE3VU1sKHhjbCTDwkQxpU6e2dbz1MqS4tBgzdR1LdEXeZ62/zbGoO6icdY4mxt3NZ9NXOFMZtuQ545jmyhZjNGwMcQ+Buec9GWFdg3bp3zCu/1ihkVc91gfScZmuNF5J3HUhsWWxoRonWFm9ixVDNtIJYmxJjhbmXhXr39//77Jf9GRNGOJusK+aQeXroVCgThKmq275zOSIMw1JeGk+vuJnCSbL89zCC+r1QrBXbDmEZS1Xj51sbJ9bNtsNjPGzGZTyHTgSIl7wHq+vr52zq7Xa8sMqcc5F9mIiDE0qKIRoJwM6rtkRVH40GBrjZSWk+d5VW3THlyhQXV7U5alIY4xZpltmgbVLJFSBfPXOVfk+Xq1hC6BTDxwRWsIFjA2NoA3DtM47YGBEFBwWiICQfr48SPGOlWqQKAmTDGIqylSFDoeaqjgrlOZ+7TpRUdljfHeo0wi7gLN2Gw2q9UKVA22Mt4iqZEgNrg6Sp5gPwZE68FG7946bQuDD+lki8UCbCHFgoKBFEVxdXUF5Rz8BClbKOrz7t07bKz3+PgIWRKRliC6SF3DloYwxNFgzKi0mcHbt2+h4SDgFu2E5gYaDNoAVXCzWUPQwwqG6TSdTt+/fw8j/ttvv02ktyiKtvWgH7e3t2VZ3t/fM/P19TUGERMjNcY5i4FAP+D8ZVlC8KyqCnIcZgWS6DCgmDDgDO/evXPOoZYPMmMR2gpFF7wFeYCTyWS73YI+pW1LoC7meQF3Vdr0D5Kycw5ZfEmsY2bv27R7OwQ9jCbETEyz1Wp1c3MznU7fvXsHhpN8PZh1Hz58QDPQ52BlxhgiRuhvjPHDhw94xj9+/Lhara6vr1FEB+wrz/MYw2q1QgYjkuLevHmD+00+r8fHRwjU2OYBM3O5XKY1BGGu2+0W4t50Om2aBu1PnhEMMaYWbmEYeBxj3G4r1MhJat6bN28g3+ExxASG9wdnSxuTYrvZtMEsRtwYTKeAxg+rucArkco/pGjt5GERCcwmuWWH22+KxGGiUaK+x4ZdVyViP0cjxWMPI07PMKjjcqAv+ed5lvgKqtpPRf37gUSzH281Fzraj+GM4DZa+uXVb+dVtcMRC9P0lSnb1scYDe8KtLStj0xlWQpRT6Y4GVfU75zEzC7PJFJK9CjLwoRupyIEMkAaYWaJ3ZaHYnZVAGDhJK/T0D4HxwsSY5TR7UBDX7sVi3lKQOsS8DrWksr1x0HV8T5hrStNeVLY71cnJtkLhx7ft7xftUaFHzlSC49XQndA+DkVZh3MhZRrN86XeFglc/8As79PQx/mKGYvzW/3W2NocKvMxIZTNCb+BcrHzEJRsBs7oZBwV6rEEDNFIu4DaeOh7HiUi4kAv6TJDvNE+w8j43T+9TD6VEPFTltv0dHOMyl1FT7ahV0sFgsS2azXVDfGOSJnDEun6RnqC5nygDXhXro7ShG1MgzdRdQrc4xd/gxxlmXRd6/Atm58WxdlSYZt5vDablmiMUGkRZqIUBTOskwiS4gcxTpHEikEmzkRf/gGFSMifBzu2ZW17ecgp/+Rcw55jOnBMMYQx0l0mXXOmEo8Gw5M3z/ef2Pl7dc/34rzm806tvccfvf4+IfNZuM3KR0LlVoQYLv32BiOscuHtIOM3kDCUVJOSKrnQYbh9V/MZrBUlssliAQNdiefTqdpez1sMgZ1oiiK0BYw11CrI5nOkzIHUUmCVQihrisRKScTMKtkvjDTMJ8QViwyi/I8jz7AqH3z5s3D3T315WRSJCGCJ9frtYhc3yym02m12YYQ8ty1bdtUlYhcXV2hMVBLYgjr9RpW6Xw+hzU5mUyctcvlEjwhRU2AfaHOBPL3kKIGdQgLOprdba/nHIxjJFDBpkzZeuDVEEyw/89isUgJeym8NoXhQRcCMYBZDOECegVCH8HJ0yaKaHCK5QPthNmdFDOQvbIsncv+8Ic/QABB45+enkBBU5EbBMit12vv2zQ9MAFQThMWP7YsR5NEJM+zuu6kNnA/vK6SOopISDD8zWYDUrFer0ERb29vh7Y4MvpSVCHGAl/i6k9PT6BqKWEM6YjQ3371q18/PT0hFBACMujW9fV127ZI+kq1XlDNJe29S4MCxSj2A3KFVyly6hCRCJsb7B2qGiItsfkkgj+vr6+Xy+V2u51MJovFAiGFi8UCExgbEvzlX/5lCOH+/v7x8QmPIToBEwOxoyKSapm0bfv9998XRY75nBTIPM/v7+8fHx/Lsnz37t1isbi/v08TDCGgyNsExU06earLBVRVZa1LybofP34EDUPt2ZQnjCmx3W4xFhjNX/3qV6lg3Ww2Q90aqGoptRhi7/X1dbcpRYzQDCEg77nbmSEMzmYz1FtKCyBiQTHbYVQhHAAVaJqmubm5eXp6uru7Q6gz1sy2bR8fH1ElCBMSjHq5XE6nM+ey7777Dv3JFKqqsjZLe+8lxZ7GKhkMV/sUtn0ctBljINrZUoO4sni8id+zZKwTCl4QV3mwa+UZY+CicM1TOzd8gc0YLjqYDwzK/WP4VKTYMM7t1YnfRXl9P2at79DS3r+H41TPP+0tHiR2nprzpo8NwSOZZRm2xBDpahOktIUYI1kTI+o38D5XdDA5sLaUedG0AcaSiNS+TYFgXTa+y1JRKCETRUIb92iVEHG3Q6Ar8oOaKDFKyik4UP5j24oIKs3wQPc7xdJjjGnzycT6mA3TiEoU46FqepAkvFvEeDwIPBXw7P9vBhGLMuRl6Z+W/tv/fvBMdwyub3JEtTjjsk7DMoZYiIkNp2S1lDMt+HLwp0QIh+Z1R/O6w/qZxN32C52IZZhMF8nJXUIdfgeVD50Qd1l50Gf7zd86vVHigHGYwQLW1SUdpvORyODj3ufDGJR+S81d6MiuEmenE1CUoceiE/Z6ehlF6rp6uLsjEUMSvI/BO+coChtjrQ0xSpSiLGez2c18cf9w93B3L1HYGIpRgnC/C3nfRZbJQIc1xoqQ920fIW2F0kvRDkNVI4mEEEMoynI2nYYQfNsQUZHlIQRimkwmi6sriA/GmGkmm6rebOr1tnpYrh6qqmISNiRsiB05iiRC1tgYpcxdssUTmxURZzMm07ae2cQoTdM6m+VlFjD9mSiSYWN6YQrPTAzIHkR1TSqlKLMsL/I2+jZ6cdTENobGsf34sPzD49OHpvn9dvP75fIxxECTLsE1xs6hRFGiCGhehJYfET5MzAYJZhK7qlB93Z0Qwq9//avr2xsfQpLgreliLJO3GMyBiRA1t1gsoBVMJpO2aUBjjDExeEzdPM9vb26Y+e7uLs9zlIdB8Ni+iuIMMyiQtbbIUTCzK6Rurb25voJVB16RZZlhzrKsKPIQwmw6wy1A9CvLIpVI4c7iMdvtdr1aW2tRYob6CEMyj0sAACAASURBVPtU7r/bVcwY0B6YnnDbo0ZIoqP4nojSfglgKegNcJKhxD18UpAZhUA4RJEhDQ/i1WazSaIcssPxQ/wk5YKjuCXUpMVisVwuf/azn2GPuOvr6/TCgIaWajbSYKdXUJe0RUfKYMSZY4xPT0uQJaji3333XapnmAQHfNO2bb+9ocM0nkwm0IXQh7hlBKMWRbHdVqkCId5qUJag3sDLgFqsKQ4TO56jgAeiYUHewMMfHx9RssV7D5kOEXrYswFBvyll9Pr6Gv38/3P3rk2SJMmRmJm5R+Szsl5d3fPY4WGxuMNRhMQdRCjk/+CPpfCHADwhRcgFsLvcnq7uqsp3PNzN+EEjLCOzsqp7XrsDtkAW09VZmZERHh6mpmqqaB8MTVnatn14eIAvKHiklNLDwwNOIJSlEFjCB8Vt+gFskKAAjSKOHL6XwLGAkYvFAncTlo2PaF5cXAB8YpzMlw2aKaD+8AhcLpdYFXhnzPuBAIcQF+cEXxO0/NXV1fX1NQ4en/709OTHPJ1OP378iLMBXASjY8wrQmHr+Nx9NV3weXv7BgIBnEZ00HBxwcECh3/8+BG3LThVqHYxS+zXCwakGGK8uLj45ptvPPzDFyduEKQC+v4DnI81vFgsIGfF3Q06HYpTM7u6uuqHcuN8PofICqpOLDm4v8CfBl8ZiwHyZldB47dwgYpYYlBwt9uFEEMIQYLPHuO+6OBgeWD/uiS/Hon5jJ/fpDEexv+Ge0gI5yHfyYtddo4NE996OA9zYgQ6LKRE5LMN31Nh1QAxniRDvIJFh8nU9MwV/PXxsJ8JYh3RCAM7+A4AmBuRe2HKXQnf9ehj/Kd//qf/+/f/z3/9x3/86puvtc3DtwY156Nf3Xvxqdz3wOANsXH3r/LszAwMHexYRcSn01l+tvB5hyfRYHrLKcSuxrQ+h+1kyOmcUT7kXecIPR5WYoM3kZMBKBqcJZ+36rkmomemgycw3M78LxORBJhFGZFJb3ChxxygsyD9f5/mvGt/2fv1SWaWFbbnpmZVXa/X6zbD9kzatm3a1lEfEYcijkYj5FwrPAKYQwijYpS1m12HaKKuG7T/Qgg2kFxB1Qkbw/7eFNCD/m4hBMvmIzMg7vzKwrndHey6f+pliZEFfhD+TD5SeHakS7ezdFJzf2f8qzAzw8fmdFV7hoQdIcNhIqjn9bmvYbes+svtsnxfyf1HHH1HfOj/+N11PFphx1uGEdNwuI76DPLnTC7TMWTi58TaIXyvd2o53F3nMdYJ7Xb8/mp+dwDyDSbWZEDxfV4PcNZE62xPRbtzpyc9v3wk8D1c1G5C7EQYe3xycn8NQbiR306qmLzamm1WWwzlWVJWuJIGHBCs0hyIam79IZpzVk0HLlgMt7WpYjzThDhG6b9vGaIVBSIB3B5g2G/YZNOq0arhZDlbY0YxmgoTsRp3vRqkspMLsbqJ0iBqpkxNTiGEUBaz2ezq6moymaSkf/rTv2ZjoS5aKudsmom5aZPgNo4hchTrnsqadb3flVZoJBXa5Mq03VL8w3ZXNJqqujVbpXZtbOUiJ/PGgRkF0046HETJVJUMrp6kPR0rMcSBw76bsuBphPMDDZ726BoNftA14/E4Ctd1jTKdesfF2IfUUW+P6WjKzTB86gkd7n6sq63r2vopr6qqcptQDbvdzocPH7AhAorUdV2EiFi/nHNqWneAZGYwS2DDsrXuntfPE2pRFJP53K8+WEpoLYwopQQHQjB1bdtqzsheAzjBeYDFiD/tnPeD8z7kjjh+ADCfZkQdOZ/PUWdvNhvPiHM1MkALgGtd19fX13DmwHARtkIn9G5ubqA7Bb2zXq9x+bDewMoCNKJUBeXilqdYwzg2Hy1zBxrkVgPdweoQZwaIDvEPVdXFb+Jzne10LSUeOShqZ7MZAA+KfmA5YG+gFGaGMhbo2syA696+fQv/RqAj0D5YYwB4uF6gxTD0BTiNBEV4Sz49PbmxKjNvNltcF2TcgY/FIN9qtWqaZrFYhBCQYheCOIVLRABgQAj4aJx5PDwRG3B/fw/2CXUDJhJxBZHw4dYdcPgEkPvw4cN8Pkd+g3cH4DvS5yVGYBVgM7R4sX7AEz48PHR9395eCPOEoBPxQ3hg5pwXiwX0itPp9PHx0VNAcBfANdddUnDqfCAQOwbuayA03KdYSK5k7kM4u2leQFl8d5hn4sUOC4HAYWyD4ViEE+KfoIwFlwt9wWw2m81mAJ/w+IUpEZY3+g7D9BcibtsWo4A4AAB1BFqiVeF7F+Aoftj7HlXU5Wd26QsxlpDj0pHV+1Fv+yULlqG/S1+qnHG87Gu+81Muz4cg3IjIayn3TX3dXn+I6F6R/Dz35PisPugl2u35d/nlUtq/kDA80VK+xLx9YbjC8OR89kt8LtuQ6VeWa/czS1j5Z3qfTpdkRj+ndVAPe9j74GwaQtjtKhEZlwUkAFm70bm2bdHlh7hjNB63bZtbBRbC9sjMsP8VkUwm2o3tgS4KIeSkRQgUhAgjcl3JgXs5svCgYYSXDfcNWNufnfMaGrScMPw+09iFVfjO4Gwb9xrG3sbfC/LuHcJ5sffB4Ua1l6nxQOTFNsCH3hIa2je+cqdEn2sajuTJgBJSoti5uRg/T2nvUc5RIt/J1sZoigzSGvoeBZ3ksB//dyYLRkysROGwjzANUgTFe0DPo9L5i+6Os8DvrKWSHLtiHk668SnqswFe73exLjVIM0qTbHYCs7lXpQZmDsGy7na7ulWyzrwx1ZVpJhVMqCnsXjn4PleURcq5qauOZI8w9GtNwWaxCUkoYLuS2j2JZNVc15Y1DjpS1Ft4o6oGsK9FqpybfRUSiYiGyBxyzmJMuduLhCgTCR3QHZxILWdMbaD0V9Xr2zf/8A//8M0332y32//9f3tMSeu61iapKmWVQCGE2XgKRwxTI7LURUAIl9JUdVXXVAhJxnlL2f68XGvdCgUpytpCrSZaGrdYQsLMpIE4MIl0nV0VyWRGksnEOPezxSh9QggsXVNcB37iXh94DYeqHYjFs54BOdBoF5HcNuTG955Gyvzw8OCxM5ju9ffpKzBS1aavILfb7agoy7JkFjdSR6HsFpFoCqSUJBAwBnAUSnmfSRMRMXI7Fuo72dguB2rG6CpZ75HDEqPDcnWFA6Y+swvVNoYbV6sVHOc7ElIElfrl5eXj4yNoGWAwMJzMvFgsUO/6EBH8AFGY4lujLIZSETWoVw/gnSaTMep1x4fATo7i3LoG1T94FZC0oM5Q5joP4GAvxogcNjgxOhGN8+xnqRtb7+EcSEKwfG5J6mNg3bMwZ4+w95wJnBN4n4DkBL3mlh64sqDdrq+voTz0rwbw3zumtJj0A3eKZ+1yuby6ugLt48pkGKjCyxFr/uLi4s2bNwBm+Dqecff09FRV1eXlAhOD7ljjk5AwIHH2Btf03bt3y+USh7fb7XDRPUgXd9Z6vcahgmUC24Y3eXp6QurG5eUlfr7ZbMCJxViAPZvP54+PjyGEq6urx8fHpmlAKsIkFud8s9mA8cNkIESekHBfX1+DivSRtrIsv/rqKyBe/OTy8vLm5gYiWJBmj4+PIgLh68PDI9w7QcUjxw/v71OaoDoxSor3mUwmwMxoi7i3E2IMx+Px/f39w8PD27dvkRjhg6nQu2LNg1Z18vn3v//9bDbD/KeTsdBp4+7GWnLfVE87xKihhzrgIIEwcfeB6vQRWTP1mI27u7d9dkuBQWgH4b6R4o+77Q0BIXZC3x5d1n52MIYFZMNRp3z44uGojLe6/NP9PvU231lx5gnk+2xh/f9L+PHlX5++2NBlQCTaKz6oBxg5YLD+3dm6/FA56M++lgbQhYbTLj/9D9gws4N/Cf5cXl5WVbWvK3SpugKGLKVEzHiUqGpANlWdvJmeDSlZ3cx/so7iU+p66CEEzRZj5NhNWYNDU9zyahYYDlIpJcsaRAxISQ5Jg5YVbKHr8nCCAh3MXdyahI5B4POQvSM+2Q7mnMNWkTu6D0+9x3cPLv3RVes6X+fGxF43mzygvte6UOd+0Y5d/89LAXxHfv4O/MJ/D4Hfkc51sF/Dk5RJ8AxAlASfwDsZ/Ican0GDr7SvXtZaDM15+FmfYCjqzT1v3s1fSXduB3cF9dlBg5j44SNHREJvQhACUMQkt3Ubg6mS5t1uZ0YgY/tjAyutIUigoguw10TCEe1bVsBMzZlMyYyK0K1g1ZSSEZtmbzN09himZiZFLJnbEJLEHAoiY47EZNm6hHg2MWI0BkiVqdk3IiIS+9uhS4SHsHI6u/j6q2/f3n01Gc+M5H/6n/+Xjx8/Pj4+7na77XbbVLVqYrWqblNKEEMGBu0nMca6bbVgLmLKFWedBIlG0qQ6WSYJZRHK0jLFttWsoQhmRqasxEZCWrCUaKXEkM2yUWvEOSciYbF8yImCDbCZpZxBrYCcwZ+U0qiIqGCGkyF1XQuZkydunm75oCT04R9MWEF1FmMsoqDQh7Kxn97BKGCbUsIA4XQ8iTE2TQUggehwzOdgPy2KIrdJVWMRXQYAe0bQcVixRVEMm1VsFGOERMob4eC74EdalmURAzgQEB0goAD/nEDDDBUODFwBpJJQ0IEK84g5nB+3HsF9hDx3Dwb08EMozcDwwEQUU09OrePrU5+WgacCCByU/tB8ehq7ByeC/8RRubAT/4sKFTQOcAKwPwpfn/nEbBvc7YErIFBMKU0mY2S7Pz4+Aiz51wRXAyNQXx51vYT3vRuE+NfBUCKGJHHSUPcD5g1Gww2TlriIPgcPuLXZbFarFb4yFIPT6RTx6AiFg7nOarWazy+AcNyLFWcSs4ge+w70hRwIaP/cjnW1WhVF8fj4CP9MsKDwvcRiAHo/7Dm9JQ/GC7HSMDOJhY3pDoBzLDnA1N1uh9SQtm3regWnEzBRdV0DPcJi5+np6c2bN+hKjEaj3W672+1wnM6W40JjqWMxQ9g5n88x4VaW5bt37xAVCC0l8DM8eBaLxXa7Xa/XOSv4MXSsXcpxd3fn43+QXG42GyIbhn86B4h0CkB3/IHH6cPDA5a0W8ViDA9dc6Am/BD0tU+u4kuh+YJLhmuKexMkHuCQ2wsD7wHWopMF4hdrAx4z4MyBTiEP7uq2nIsCQZ0J6gDvjnnfqm3boneUGeI9bzbhyejDzENfcsx7k6JdZZ+doPNW2jCsj46T9F6pCv4CAOMsjPlsJsRLw4G/0FgXDbwDvnAS8gd937Ni14Fy8gtG5ohf5yR/Onb6RZfHeeDHPxLgPX/PnjWyn3mdAH7Y6br13k1ZlrEo2jZh5ARzv8V4hP1kMpm0lIZoCpxkVh2Px2yqSkh9OLltLeU2tWYcYlRV1hfNRbsD085sJPXWLMOIhQ56qH3BTXHI3MOAz9Fy7eBkN+hI/ctEpM5pGLpgg43IcQHaWNqThC8Few7dRPuhJBvaVvmNE8+yZIPRPuuLdXolr+8EAX5Rz+CIDDxK7TsdYB0gzS+8fftfkMGM6JfsaJ9T6j9rXPXPjOG1P0TADZbCgSEUOR9fp6rGMqi/ux4kGRlLVk1GcTwpA6MTfrrvBAzO6d3d3Zs3byy379+/f//+fd5siZUkEHEmIiEJnQg4W6umpApTbcrakRiECUD1rif46UySWVRCUBMRNmM1YRI46LASk8G1VWg0mnRJWTEUZdE93VtNVXXz9Ve/+93v/sPf/jaU5cNyKSK//d1/+vrb/66q9vv9vtru6rqu6t12vVmv15RVNWnvcLDfb/f7fRTiSEUZuZXQpknWmdI0hGYU2iLuiKrUkNpYYsFBY9KUzYhYI1EkGkkcxRBYSNhIak37NnWMprGaAYd0hHNOHqdxYoMLvyZnM1BidjrPIjpUwNlGR3yA8A/a6el0CgSy3+9z0TlAot7CeSvLYjKZWD+3A4w0jAf0qsi9+EWkgYCtmIKkQpWGOhtBiJ2jAwYqJZhZUzciospENCoKFKNurphzLmIYlV3hCLUbVJFFDDlnFMeQ/M1mM2A81OVwhYH6DliobdvtdusGHvimODyfEAOnBO9N9+PCi/FNcTnA0eGS4bEBVGCmMORAxYwPAndBvT8YTg5Ekh4QB2QC2RtGELtezMAho22TH4lXyQ5UAB2hfIOODswSDtKVwC4H9dSQ3rCU3E3RU+Nx6rw695MGmiWEgGYqRsWg6/Oziu9ycXFR1xW+Glgd9B1AsuGqAZqCll8ul03T4jUuSkQg+9XVFQAt5uWQaV4UEQwYcDiOEOcQX3C1WsHGE8Ta/f099Ks4sWDzoJIFJzYaje7u7j59+oTiYL1e43PX67WZ3d7eYv7z8fEReAOHvVqtzMjBPw4Azjq4B29vb6E7RS+jbZu7uzuXFuNg4NUJphQmq/juYLTevXsHNhioySl07wrhzZumCSF++PABoA7CZkj3Ib6dz+fb7RZIvigKoi5OCnhvt9sBPl1dXeGbwvEFjChGGTebDZS6PieMiw5qESpZfNzd3R2U0iAVcZxo06Dv4EgshLBYXD4+PiKm4vLyEtDu7du3uF/wcXgxdjCfhMRw8njMsCx6HqLgVddw0G44UjtMafeOVf+MNg/ZPSLiWJnD60l9zyflcMDDAssZvy9EVl9Ssn959vrrAya/Bq/Owxie0WfxJz8LQvxy8vBnjHT/C/Ofv+h7/oiPeHEtDfW0Px/RN1B4itsOMxme+DFGiV1MUVZlFsgE9lWlSnia0HFy+qCk75GPMJE1qcWG3zd8pWvato1IZGfvjXhgAs/4qw+/9V86MGdXnvda0DDQG/Mx0/P8upwlkKR3LXnuhfm6BP0VF5+uS2X20sF89k+EBBWWJD+shfBqkqC9MMZ2lMZ+7gXHG3c/IGsdEO3o/6GxJ15nHbdHREbCpMoIB5cfMuD3mV5LL/fXE9WH2Ok0rYcZkE8486ErKcQnjzrva4YQSDvv006tK9E6B3wVEQuRxGZXC/dHSTmbdYoyE3333bffffddYJ5dX08u5o+Pj23T7Ddb1WQ4frXONDMrqVJKJKIs3FFy7PMkRER9nIiqKkUl7nSpSlGEIysZk0Yl6eewlU0pBymKURkxvVa1KF5DWdzcvfmP//E//fa3v725uVEzjO3vq4Y5zC8Wi8Vlx26ntN1uLatayk1b13W1367X66enp81mk3abj48fdptlYfmyLN/F0RWFy+nifVu9z9U+N5XmEUcS4VZNxNiIKLKUwgXTWKTkEGM0omSalCwr5WRqPid96IsUYTyZwPvxm2++gdsENGYo3yGA9FgY9x/HtAxqd4Au7nMCRYTQl5ZDLgU2Lyo63SAApOumUPpg+giH54gFCwn+jQBpqOGauvbpUASe+uBNWRbUm75w5zzUrduyLGMU99pyk0mU+HiQIwgbFB8mspp6j03WFw+KYIfHgBnIDFiv19vt9urqCgHoPZ7fUz+XjJOGEwXbT8CeISOHpwUQ2tPTk3MUOC1ASjGG9+/f4yAxhQVyA7AQ8Gy9XgMkb7fby8tLfC5Gv9w+EWcbFBBwrOcEOP/GzBAcglQJIbiSsyzL7XYDyATyExUz+DEicpcRzJKJBHix5JzX67WIXF5eAg3i3EK2WhTFdrvFUcFkv6qq5XJ5fX0NmgUep2gN4FLiGGD7CZYSn+7XuixLMGM41Jubm+VyBaknLF6w4JkZ1CXG9pAJMR6PR6MS1xrwFR8Bdx/YhPiQJI4EuA4SyqG+F9cdi2c+n08mE0ypffz40VMiIQDGyvTUR7DZOef5/AL8uQcYIIQAHNe3334LIeX9/T2sOxeLBVCcj6S6JycWNiI98Nf9fo/WxtAWCDpt7AbIhHTmEBTofD5HKwRLHQOr4EK/+uorbxrCjxSR6PhdnB8svKETCda/U174+mDyPc3SH1XwCsIac3tVnA0cFdZ2URRA1OPxJMZ4dXUF2AkOE4QqWgy+jL1LBRw7fG5i1LAsDoZ+nXk6nXclecmpvN+NddjJPlgUSD/o/qwIO2uVPoSUru0cotNXwtO/MGrvJV7llSrtpaytL6eYfmkS8rnI8JW8vh8KWX0k7yTUe/Ch/Cw240VE5PzeXwA6ftYP4uc94T/uI45H0U6uCA8iyH8mw1jmjqFShUQTtQoRYTZDVQMzHBsgV1GlOrWTyUSwoaly31JHyBkzSwgpJSniMMAZzhpsh5E5f4i44TANDJaGskzuBYPMHIgS2vR68BN6fuO7h81ZBXjnB+64rgsAJLJTxmjY1SK3bx04GHvh3Yk25UhNSoPPPTaOsoGqls9sO2fz+vgZJOvaNkPblXOvOUzT+U159vW+fPk14PdC98iTAEmZjnf609/rX/Aa8BtmFw43kRN/GbNTBm94tz+HfHy8IIbTCL0vZe962h+ahwVhRPVotFKCmVKQVrNkFhHNFpklRlVNWdU0ELNwJqo11Zomk8m7b7+5vbur67qt97lNqW2bpmqruq7r1LaqmqpNXddPD4+7zUZVuzwMjzaCnxNzJpMjYlNJiSOHEEKUZEksMGU2g+Izc85kCUlQUgjHEHI5GV9dXV1eXv7n//zf39zcFGVZNw040qZx63zpEjmiMnNZjgBEbWKXpEVRkNpyuXx8fPzj//nPbbXlVBXG72bzv7u4uckyLkbLh3293zVBtWBispyztikXlrOYhlgWIYyIiiClCJu1KbUpNW1SbXF3uUsSaikRubm9un3z5vb2djKZTGdjT71D/YRSzJn3XoPE0P65jBPitNw2VVV1GlojtyLEh6KYnk5GqMY8JEBV21ZFpAgBbXVME7mgsRM4hQCiyS3mUJm1bUNExWjsLo6o+VAuF0VhKeecYyFEtJhfjMdjZmvbVnqHZQg1IQNjMtR5mLOazWad9yMpZF0owds+PAfIECIxL7OAZsFUUJ8nAdSB1/vYG3AXRgJwkmH1AXsJDPUBnDhZAWEh3jzGAE2mZ3BDXTmfz0GRATLhgmJyCTb08CEE44dKGgjWyTePF/O8B6ALIE8wXVASQhcKoSBADgp0YDBcX/8snLftdrPb7UFVgV9C9QxAO1RC4nxiDWA1Iq0O7i/b7RbgFicQV6EsO998x2b4ICx4zxHZbDZPT0/T6RTKYX8EAh4Arw4RBb7abrfFYCQAz2g0enp6gmIHQ2Lw/1RVBFpixgyYDZLI1WoFISXUrQjeAEIDCoLud7FYAIXCHvY3v/mNtxhwBdfr9bfffgvCDbF4MJn8t3/7N0zAAqhjAZdlgZWGewrMJGbzIHMF+Pdwzt1u96c//cmvJpTAd3d3OFHM/PbtW+oNvZBX7iEu0D+LyNXVFf4b1wjuLNPpxCPvcJBYKlhIAGCXl5e+CYDlxqrGfYouBv6KN4HSeL1egynF7QaAih0DHQQQgIhe2O/3u90eSR74UpioGdKhfjvgJ2DjMVVYlsVkMsVp2e32QbJTangTiWE48OPuKSeGmc4HPu/JHoowsRPO8CWho7+5p1mcPHl9ZuZ5tfcXJtzOmn/+JfWln+X6vgQenERx/Lzs2aBhcEom/+XPzy/nIjMEvYOVYD/LGtPOT8UOLQ8JPy/qQ9ux7Uyqkqoad5a5RlTXzb6pY4xFWYZQ4EGMDbBt29Q/EEMI3DmOwiFfmQOea4d6NXXuu6EsQiiYOQ/McrsprR7uorpWx37GsOgE0yLCpqYHz8zz7NyJ3OAYk/WXT7X3aGV3Z+XhDc6nqO+5POHkkp0oE8/PEw4W5BmuDyphI3Oc0b++E+ZKN79oxExi9Fwx2YlhyfovNABPQxdaYOoBOhpQt0fBmt0LQdZZ6Dg/9UFFjMYdKU773l+f2dDha2UTYyLpARteeziXesjrIz6YDyPtfXBayRwJ0LH3LjM5fuUjLNsRF0zEgqgL/+KdSAXf3B9Z3jSlLnBQRKTNLb5UEDa1rMRBMhySjEWiUTazGMoggYiFoljMSS1bHJVlWdpsFuFlpGqmEHAycdZ9aur7P//5//rnf1p9+hRUU5PGseSilBCS5iYniIqFLAppyrA0ac0iUcnMRqVI29bMnE2blJW5swQuR6EoFovFu3fv3t69nV3Mp9PZZDIpQmQRzWhgmGZj4RBL0sRmzEZmuTEWEuIm5SjBTI1IU625/f5Pf/zDH/4t1Ku//fbtOHxlq+U3xfjbMJ4mfaiq7X5LmqdFWbfZLCUuQoicTY1iiLGIEoMJt0aNWmpS2zR10yYzZcrMmUmZhPlycV2OxhwCM19eL7769tuyLIRtXzeaWmaOIVLWuqpiFBBoGN3JOVPfHNntdim1PkpXVftRUUCb17YtWz40no3c66+uO0gAaRY0k+PxSFXb3vpJVUOQGGPOLaoW0InAmZAXmlkZi97iPJZlCd9FqEOLIDEWWXO12zNRzjnE0Xg8jiE0bbvbrTXrxXxexAhYu1mvZ7NZUcT9fk99DPpoVJppSm1VV8RUlqOmbVQtpyTCIqKaiQyTruPxCJstM8/nM6TbrVbL+fxisbgoyxFAyHg8DkFyTtvttijKziBUFRU5bijgT5eD4tvhK7t7J+R88GJx6R3eBENKnjSIKp+IQogA57vd/vHxETgNoXAppZQy7lIUzcwynU5WK4Q0dpjh+vqqKIq6bpqmRrj5aDQS4aapB5nd5KjDyRnAe4AxJ43NNMZiOp1OpxP8vCyLqtqPx5Pl8omI27YZj8dlCXJG2zZj/pOZt9tNzgr1rJlOJtPxeLTdbuGs6BHtQL/gYGHW0jTNx48f4UQCeN80TVXtJ5NJVe2J6PJysdvtiGy1Wo7Hk541gqMaYxoz53x9fZ1zXi6Xu93u5uYGyBDoYrVaITUBSe6Y9AOAd8Eh8JVngYCtrev67du3wPNIycM9Av7w06dP2+325uZmPB7DFQD+amZW1xUzTIYaaA4R+vfhw4f5fAba7c9//jNMQSGdxUQupiVBbYGNdPMYQFlkinh2AiYw8VvoR1xcXNR1gziW3W6Ld8b3vb+/H43Ktm3NFL6suLthr4KmhmeHdD0X6QaJ0AAAIABJREFUxm3VMfwIk4R4FS0e6IoxVet2qQgDXCwWqnp9fY27CSIrlwygKYAMDxDLuMW2201RlGYWY0B/ZDKZ5JzMbLvdMEuMbllkOWcyquuKiYKI5vz0+DgZT8sippQVI9Sn9J35tA/A8DBcwdsr/YxhwL9gus86o3Ya/MppV/4EMnmA+zDJ3aEgDcKvhnnNZ0N6X4prfwW3fKH3yeuaz9dppR+a3PCDQKz1PMJxPXnIVThpjvv0Hbyy1Y7963rfHRoYw+sX45mhm8tngdYP8pV5SVR5sOlDOMXAl/DEAP9LgN/RlTIyYBJzo/jTb9WpBI2M7Pw3ok4DeZy7fuZQDpyEHV3N5y/t0MFrIJ8JxoID7t1MTbtkAXioBBYWMpHcwEGdq6pKqiIBO62qqrYkXFUVyqfRZGxmWTv/ChHR3pmzbRoJBShBzYoTotmISEIXoJByUjWEsyETQogkCP7bejWi+ipSZWGJoZvzs87WE9U7uk6nEoOeJD3gDiIjimXMnW0HE0vHuJkx9+fHc+Pwzr2YcWhQgkgt39K6pO9OLAbm73AfSIjUx83TYP0wy9m7JnbXmmlw8R1GDZYIkiQCUebnlB0fS1/Pb5esJ1Qj00EeMOTJusiIHjJKF37R7+Z9bIrB5LM3CuqmvM1Xc3cz+XZCA0cd69sb4RDP0u9W3X2ow+5gGBCpTKf8Xhg8QgLJSXxKJxU+dnMJna5vgM7VDk8jcnsW6gLt0eEgEmYzEolGkruIDyHVSEEyZyNtVFvNaKBmpqzM3M0BYritl6Q2qd2s1rvtlnO6nIymMVYbGo1GMZb7Nu2rZBxM1IyLIIGtIErEKQiR5SAqDDCZs5pQNssszIEyFbGY3N78/d///d/+7d+Ox2MobzF3oSlTNmYMlBoLqWqrLYtJH+KoptpqUiMOaqTZmElTLoRGQeaj4vbi5vbmqtS8T+0dF6NWjWnFaU05qZWJSyrJOBvvUjsdjbNQIFaifWqB4NsmazJLils7EyXSxMqBFhfXF/NL4qAsOeddlTa7+rIo66aWQLPpNIaQmlZVL+eXHA3sh3esJUjOud7vq2ofYygKiFgjM4F7GSrHMEm122wdzkHrCHYI5pCoEVNKpIq+vqqGEs4x3bDZbrcblxHTQS4GK6czVc3auoTYSysk48QQyp4bNMrIMUdIY7Xbb3c7IQLrUu93TV2RldTXQ03TEFtRxtl82rT1arNrUyKixWLx9PCQkoF8QzherxdNNAi+Y6bJZNK2zWJxYaabzRqVOubHIDtsmqZpaohEXMyGiSz3LIUsDXDXHWswAkdkoIPwryjELy8v4bMP+Id/RcHXtq1IQE1f13XbpvF4ApGthzHknM2Q0KgxhrKcwNNiPp9NJpPvv/++KIo3b970q0JDKId6b78EvVdT8EQ7eKhA9brb7a6urmBYgjMZQmjbjDI4xlEIoa4FalsAVNTPGDCsaxwt1MUlM0FJG4IAmEHvB54HpwXDeBiPRDD6p0+fgLuur69BRqHBgbTx2Wx2e3ubUtps1peXl5PJGDwPhhXBKkOZiZMMea27/IM9Q8wGfGvwu6AZMSy3XC5hOaOqHz58APvdpTmNRsA5oMUwHAgJNKDLbrebz+c5J9UMbWdd16o5BBmPR/v9XmT65s1t0zSz2RSJGm49Ctjz9PQEwS1IeMTKg1EELYm5NSgewdTd3t5eXFwgdx6EGNwvccKh8MRNHWO4uJijEzGbzWIMdV1fX1/hs1arFbxn/LaF+BYXGjpenN4PHz5MJpObmxvgtIeHh4uLC6wuLGxVxRzg7e0tXBOw8t2MB58Ik6HpdPr999+3bXtzczOfz//4xz+COQRDCMIWHw3qz+eEi6LAXSNE5e0NbsDIcTIaz2czCYGJx6NpbtO2qmXwxyUJEGwDSHeuUX1en0tDQwiO61isj0gdPm2B3MLZCtt78e7UNWzQn6h17FhAdXbY5rk5xEs/fyWl/bPiwJdYx7N/hg43vwAFScxsyscIwfqaFYjEvDtvTvsQZVUlY5EBuTFQWfEAVH0BlXUWSw+v2skl+xH82wnd6rq+zkzFjLpqxZyq+CyMf8mHk4l4UK0exkGHi/BQLZ85QT08I6MTBqlD5UNLAul9+7uq3b+DfBHmPuNeczggMG9sHT0kwoS9N6U0vbyUIOVohLZU2zYcunjqsizNmIIg7g+BydSHCjZtq3UtoUC3yzUvjr5yzsKdN6GmrJxRcnbCQxYyw3LEEQJLmjDH0EV2mxgPIDQP0hePDV2A03z010fMerW5ZM0eqGfZ/LnPvfYx524UiCUGPl5yJ/RdDw28nyIHIGEnoXp+N2KglvnUX9O/Xfwx7O0Pbxd5z+BLGmM6EOn7lCDbsS6/f01/6r3P1H11NWM5+OoMGUq2gRPOcFMY3JNI0TjMUfDRJn6C63yrZeZARmd8dWgYj3723nq+T53qTJ5tQ/bSUKWZGXVWIoPHz8AUx8xMt9XD++9XHz8G4tlkNhuV86Ioy9IkpMdlxRxEWgJzyknzKBRojuA+aXMy5ZxbVU3ZzCyWo5ws5zSZFH//93//u9/9DtK7NjWw7W7bltV681vhXvktEfEBOZuyWo8S2RCNkBIxWUpKCcd/O7pYhIlwS+OZKtWa2rZ9ym0uhFTMchQxy5pzSVqgGGBtW03ampmSUFZSFmKWSKRknZNBKOJ0OpUYcuraJjmZh8KxWGTKIaSmhVZxJF2rGwXWcwGSD8g1TTMdT7BZeA64G6ajdsw5BxF3t4fALISAPrr0sA3DbEB9aAu1bRuFnNFyL3IY/eMnUIWhhGqrar/fcy9GBfcCtf1+v2fujg2HgQkl6dMCXX4GxOXGofgu+CyX/KE6B22CAg5/ReEO5wlUtxi38w0dhTsyCQBLvAc2jFtAcprHmmFUD69X1ZRaL3/9V3a7Ha6m6/FwGPDARHGJ90ShjIOHMQlYHTAqqEs9Gh4/R/3qtj1AqqhfAVNB1PjcGmgcaGLh4VlVFcAeAu77rLMIy5/Ys699NMUEZxvUE4bucPAQ+yHD3dMvPMMNTokAyZBN4mBcFoiFhEIcoAtcJdAIoMX9/T1eg2RwOJdCzYjlhBWy2WxGoxHSF2Ggul6vYUoEk0wcBsxpu5SU3lkEXxMMLahvbCM4b7iO2BUvLy+xGNyFBVpQ6HsxILfdbsEomtnHjx9BIUIoC5krDswD6IHnIbeGDBUgCtcarB2OGVcc9zvOs7P633//vV9xzAZXVfXw8IC7G6fIgfFqtYK0dbFYgM1zS0z4G4OSxYXwSBK4p2JQtiiKT58+vXv3DvGDwNJYouhr4NbGOnHMBok1bhbvkuBbgJGGABtwEZJU0I9OwsMnSfpQCjPbbrbr9Xo8mljKuAmwtPAfPvzsaaVAks7C+UPW73c7IYo6CDd8Shodi42e/3FrYn/nH2SbMaz2XlJhvUI0nc2c+EEV16/B0+UcgXDqq2nHbhP/Ht1ZXpC2/oAQhZde+dLJAKnw0yHrX0TO+hllr5pp3+TFHzTXuI/EzDmjJg0x5pyrqlEmM0MjR3ughSLEb1sUVM9l2zmpF9lqBqWc2mF816PkD3NM1qU0dwt1QBINgfVJV2hYkw+DPb2XZANZwTDlb7iHaBdkrzbg7NjOsLhORh60rOdaSC/sQmf2KCaOP+WSf+EG9FNsiGxwDk57OXx0aroXqmFoyqzT1A6J+WGX6cSy+YThHgaUn/TqhOW5huSH9uROZkztXHDFi+2i/rufKE8MUtK+i9rJVGyQxOLNCWJmvijGMylsNFkwc2o4J2Ip4yiWxSpuYyxDkJyanMmYcjYp/NHLZrlNqkKqCZA7mQYiJRORxcXVt99+JxJXq02XPk/5Wfc0Yw1KoEzGZpozmbFCgyok0lRt932DkLAmCiEYSfu02TZtk5vtcvXYNlS1+7r6c7uryDiEqDTWrLktzeKoTGZtzkqZTXLn12IGtaGwEOeuQ8WjOIplNMhR1LosF7PcJoONIVsPU4NlqqoqZ8bMG+r1nDNziVEuZprNpp2HFfN+v4elSufsx+Y/HxWla41mswniy/b7vc8CqeYYY+hRn5dunTACtpyTkUftQZvXuThS5+vQ6/2sbduIhImmgSM8M8dCoCXb7XZmuQjR0wv2+31gGkbSgeUoygBWyglJDPYUvYkoSmHPBvSAAUyyoQKDqSCIC8+Opz5rASABbw4BW103yDHD/YsC3bMuvMHRf/2ASt0JCpSqV1dXCHNzRxMRybkbKnBHivl8jmvqNaIPazHz9fW1Q0dcFABF8IS+12OQ0rMTPOEdeMyj2HEqsDwmk8nV1ZWr+9AyANjAGwLiQr/qfB0OBjYt4IRhQOKPCvCB/n3BUHkq4PX1tTvQAh1NJhOMU2JSEfASelpoRCHRvL29xfVC5AOQJ4Ss6IZAgnh5eelJ37AbRfiEzyV6ajzAAKit5XKJk3BxceEg/PHxEcN+iOKAfwxmMoFC8VtPT0/b7RbUoueCeJCgx98BoCIHEmsVw5k4KgeQYBTj4I/fyzjg29tbTNChOkGDACacwEVoSYBVa9t2Op0CpAHKMvNyuXz79i2uIObxfFoVHRAswqurKwy4TqfTjx8/YvbSBdLIRYQeFTcUIKWHUiK9EE62KaWHhwdmvrm5gYr17du3OKSHhwckwgPO4ewB62Il4BbDVcDHiUi13+OMxa6S2++rXSxGZozb3Plt36wc2mHteRrnUH7ZP+MG6cZyZgavH+CXEzPP4cPUA76GePKl3utLRXzXqj+eBnw+ZnMqbnrZEuaVmmH45n9d1PfSuaLPpcb/+zXkfPV/+ce97dlAjmNDjpdSKP7aJ4S/VKus7jLJjG4OES13O1/MRVEoE7PEGMlHbZHqXpYAgW6a7SI4QL6TU4c7MbX5jNLQDr76Q9OKo+kto0xqPi8nAysTM7WD7NKbG8Nr1M1kuflfjMMJzKFV++C3+GQVWZ+V0MGy43C/zlLxeLWc6H+Hi/OzW0T86TfGM0egF19NP23DOrkxulwj6w2de9SHtIPD2bQvhWEDGxoa6v5P9l+hZ2bEdl5P8sNE88+GMod5jqd7xAvPgOd7ytkuRQc02yRJY7aiKGMRrW1SiCEEhOWGECiGYDlpEOLAYpSZObL0RluUzbJSLIKRWWI1NqNRObl9ezds2HNvQ1+WJWU9aZ8wc9s2gS30ujew/Nrmg0JGOEoU4fnlYvxxvPrj//tpqat6s9msUlOJUdO2a9G2CKMQr8ejBUdqq5xbKeWh4aTamCr3k9ASWE1NiSmTZdOkGkIMIRTFSBVcnGee5L5URTkowpxaTalp21akGJYCviratsFPUOgAKmRNnrkci+DpC01Vu6MJan2UlW6H2I+1COo/VaWuw60+uoNKDgCj43+qWlWRwejOH6hTKXQnG4Rbznm/38JzMoQgEqKEIR3UVHuP5kMVPhqNsrY4Zqj+3ENCcwYWdaoENTdCwFGgOxu5Xm88VWw+nxdFScRN01RVbUbz+QUuxH5f4Z+AHNz8BmcDHwf6Aj/HIWEMz78+6lQ3gfSKvzeeMRcQenY5iE1MRuEdnJ0YjiT5tBUOD5NmWDkAsZhq8yg2XF9gtu+//x5cK77LYrGA4yUuFipgz+kGJYKrDHTaNF3qwP39PXjXlNLV1RVqeqzA2WwGsmu32xVFmRJmSnmz2UDWu1gsxuMJRvJijDj5zLJcrm5urgFdcDNeXV1hJbgpDgSZMG7JWefzOfLimgaM3ETVbm5ul8tl2yYz+vTpYTwev3t30zRNzrrd7iDZvbhYbDablHJK+fr6ejqdVVVdVTW+cVGU8EoFWoZRbc7548ePi8UCmBNGrDCldGNVeLfikk2n0+vra3BW4JDv7+9vbm5EQkq5rpuyLK+urtFHAMs9GmGZ7afTcdO0RVFeXl61bcss+3213yObRET0++8/TKdTkbBarcHIXVwsUsqTyditUIA5gXwwRYkEFJxGaFnxvdD+8FsbBCB6Lp3cuVsMo5y1quoY49PTMmfF4OJutzejoihzVuwe2+12NBqXZVkUyA7pOPOyhEHrGDda26aHh0foonGe0UHwhBJs2rAhxddBB8fdlXCDTyYTcJ5eG7WpBhGXUhLRrIVaCCzEZqRqOeU2aIAHHDPB3FqOYxp6CwRlPcrrc8nPeQXd8RjhsEp7qarGm79UoB+G/F8Fimcb8y9BvtfT6r6Q+fmhmPAHRUQcsxC/Osrx3ylzeIJVfs0Y+AtJP6+MgeJ8omHcS5zQ0wkh4I5G709EYp86U9e1qrlNOjZMNUaT10GgN74P6MvoJNblucIOluZmA6NOMzLKaOVgFkyGFAufAFrq7UP9y9oABKkP+4iIRO4pml4CCmR5qO+f31PWjXKdTGJ+vpXwfC86qxSIP3oV0I8i+n4Ey3fC9Q1t7pE04MmtRMc2KceZ9yeL8vl/CA3JPXVzReiCD6vZ9HRs72htneOCyV7Zyg8pFUdtFT6Ig/vQwdeR5PP4Tl8NnTn1gS0UIuK6QbVRBrqaz9Fi2e5323293deJlM0oK6mRWmDRDptRTnDfHABjCRw6Nn8yn93dvWMKwpGMU8rS34R1XQc33qHMh1uly5RUytxLAogYGKm7sZlNOtO890+PNaVVW7WUkuYyxCZKxcRJ35Txt4vbt2XBdbVrNk1uLYy02acmq5lKIA6mZNlEhDgQkRpxgGi8KCTCT5iEAkvWnFPb1rUY5batNI1HBRE1dTKzohxPp50lY+c01dstzGYz1Rxj8BLNzDRnz0SOcniKw4gPOc6pFWAMr5bqunYxoae0gTaMsYuoQmk7zGF3n7rxeOJ9emCenLMyY/OFNK5tW7XkCkzuKc2mr1BnsxlAC2p9oDscNj4LtWnnQ9OnBbhUFYyfRzO7ZT+sU0B5ASz5DBXIJQRew2cCH+ERDqiJ8XoASzAbLoqbTqe73ZaIwCJWVYURMjO7v7/Hz50JaZpmt9uD5MGlBPOGJxCAMXSPvUeLPDw8gAb09DyXyeGH+BWX9QMj+a+j34mTAMwPkIx3y31AJfwzPKMCq8LrbOBY2NLAgmU6nQKpglKDJ4pHeIM29KrXoWzTNA8PD31uhOA1KPfBJYbeP1ZEPn36hIPHqY4xejAjLiUYP4wCQk/ryYRQ0oJSRm4Bfggsh2kueGYCA/d2MtVsNttutzgn0IWCiEY++Gazubq6AoMHJa0bVOLruPcpgk/AiYHMBNfaT3K22KZQiPjDG18Tq8tbDM714cyjJ4L0gi5zvCju7u6apoY1DjoRWGyr1QrxJzFGjAK2bXt5eelJ8VjeuECeZ4g+Ao7BkxKxhpGyAHbazJB2iLsPb4iz6gmBaMrs9/uLi4v9fo9Ewel0ClZ8NpvNZtOc89PTE7AoFj/6Gpg8xH3a2fGZIcrFg+Drum7rpsO6SUcj8tTQlJrRaOJ9emhKXcnsyaI+yxf6FlX36BfDiDgc0IaPobNp4EN0h57akCR8XaFzdp7ludLnJZx5Viv05SzfrxauvHiiXphk4581Du4vxmudYrNfjDt9LgQ9Gzf/q8J+r9vh+AnEzgZ1kvV8XRfYqzlnDSGknEUk5y43K6s2TePxm9iEQwhsjJbZEHSdjCy66YYRD9aeDF9ph5CQziWSe/VX9t79OdvK5zzwcDfwXeWlDWTwW+QPl+wTYcyBjmJCYRFD1rlFnpV0vtKgeeWOiz96wT7nnX4Eo/XS22ayQKxkbKS9E00ngxxc5uF2L702lx1GHG3qg117IHo8mtB7lrvyJSk9r9yQBz3q0OGKiF++gZ+nixxBX28tvHBin8/1nZUrYDh1MZvevLnbbdbb1cPTKmtqkfmWjVrTrEZBRFgsU6IYswQdBbEYqpSSaghMRBxEjVhIOGYikjidzi8vL73ETCmN+lZ3zjl0nQ/thNRovpajnE1za5qks6oLzJR67N2mbGKBjLIuN+uner+3tM6VTMpMYVwUbUtkWqT2Joz/Zr74qigtxH3Ufdq3PG/3u11bt31DxohUKUhg5kyZhCUI6oyzAgxVDcKBogipKhk6WAiR67yJUYMerIqrmshCEP95CCFKJ21ysShq9zpUqB27rEIzqKRgV+hCdpxA/LrQ0S0QY9xvk7NqYIHc9yKlVDcdC4S0rlFZojbFKBqKeEwumVnbNkKMqg5fbXa5cI4C2Aalp4fywSoTkHLcqzdxMDg85zC90MfhgehAjQtoCiiFFiBoGVyU5XIJDscH7WDhiDr4+voa0HG5XELXhxPlbiionr0CBqoBJu81jS1OBQ4G9fRsNluv1z7c5fkNzByCuKYUjAcwWD9SmFQVMAk0CHLwcBLwEUCzKSX4T97d3TEzIBNkt74hgKnznDq4quCvcP2B1wjC4nAdYUkCpSXC1vC5It0VxOEBA4ANg90IzrAbbDw+Pl5eXsLQH3cxWhLj8RgxdF999dXDw8OnT58mk8l8foHTBWgKuDUajX7/+98DRSPoDxOAMMzEhQYa9xi6tm0fHx9xdwDLDVcRPh0DqwiBQAXglq11Xa/Xa1/S+C4Adff397isT09Pt7e319fX9/f3OI3ejwDkxoaAIwTHiFjCqqoWi4XDxZwzhvG+/vrr/X4Po6CyLNGtuL6+vrm5xsjifD4vigIWNdgbAYQ8KM8bAar68PAA5hbSXyBnLKfVagW+dzab7fcVuiEPDw+gf93MBrsB+iaAx09PT7j06M7g1sBVBm0O75b5fF6WZVXt8cfXtpc1WN5+QYGrcaqxoQP8w3hmMpkaSdfGouxA1HGdwzz38DzBV0c6zJ7l639yvvR5KTR52Ip6Pm/zUt7DS+/85Qnsr1RsPxQX/RXh00t5fdTbyPMgu28Iab4kpf1Xzmu9JHP9IQDy5E0GTQEaZtN/QfH8147u+MJXqnWP164NjZ6RCJrgzpkX3fOoS10PiPXL5lGo3QNXumIG1hKhG//rOBgTOhg1SfAzHEIgoKn+7Knq0NyS+7Q5wuscERgxcT6Kc+tcpHwZDJDeYbOCA81LQrzT+8A6dlJEkNPNaqejfTxgg9WeR733LqFHQ3DDdIejVc0/ys3leeroz0j0HW+pA9Lv2NDF5bnywobpTi1+Xx3l6T37Hfc87Yf3+LNg9TlBf9YXuPeJfVGxPcjz4+dyVvvcRs/PCGhVtQSbRGO14XN0MJhnDdH0ajG9unpaPa7Xq1RVbVszh6ZtJMScM+VcjMpgLKqFcYyxEKOkqclYfGrW2UuyIPkDNS4G+nE8eJa3bZtzWxSFtglyZ+qRsKrW+30gFrbeUIlyzpkstRpjCeAViJWNVKuqiteX1OybfeIgTSZm0RBD0iKlhcUbLi7brE0zFWnK4kHKZQgPphXuOAlmTJJU1QhJc70tr3JulShbNDNlC0IszIFpvV5fLqbjSbfpFKEkkt1u18Zu0wEV0LZt1kJVWQ2hBSiYsEGUReGUV1lGR2Xb9QaV5XQ6LYsAlsON++Bcd2hQYYPQo5ArDDjBgMGH3GAMA/IhNYcAvel0unl6appmPJkAYOCSQYGJ5jquL3ZnZHZhP3VBRc65KAvoEl3LBJYy9kpUVPP+/ljSeAa49HE0GmNMy8O+Hcut1+vNZgPfiPl8vlwuPbwBRhp4K1jUgEsZjUYYM4Mp5d3dG1SfPiOHJDfgCgxxAXXgQ13F6rLer7/++ubmZr1eY36pqiqcCjO7u3uDwh1nBsnp6GKCkqI+AD2E8Pj4CDcdsCUgBlF2g0kzM+ClfiCqmk6n+FLgVM3s06dP4Fph+IlLD+SGFUhEAISYLEVqvM+5IcHPn09oNwJm39zcQBcK0It7FtRoUcSc84cPH/b7/bt372BBCUQHpcD79++Lonj79i1S1C8vL2Fx6SOa+F8sP0yj4UwCNfk8JPDJcrkEmbzb7XBm7u7uUDSs12siAvUEPnO1WoUQ3r17V1XVp0+fsI9ut1uoHDFQh48G2oERpeMxVX3//j2QsJPSmG9EvwAYDMvp48ePoOzKssT740Td3t4iSH25XHpQJL7CcrlEjwOg3SfuwLmB8sXthmWAE+4TLIvFAkcLXATVMfUjsiDiVDsT181m891332E/wbrF1cFALwhhhByi5YHbB1nzGATFaYF7p6MvxBU69HWJ8ng8xgSgD6Zindf7PXoB4/FYiOu6LooYYrFYLCBWZyZAvOFc3PChORzq8xcgTXTYU0cFdELWnXB9J41dr7pOktlfJ99OipxBXhadhTdnlaVnf/JD072/JDHis+LMn7HoPxpVOi5vXHX0Kzcm+Umlr/0w6Dj053vJ3vOUFBL593jG+qHZ7H/FPfu42aC/Q70rG/7VCxvsrmrWtm0I4j/snuBdWlX2WT43xkspFbHMOVsf7yAdUdbVfH6/01Hmh59xUtIhiXVwXaJTHNXHh7Lbt/hTps9PP9pz8LJh6jofjekNNy4hIiVl/SIh92Dv4ucxpGfFDt0Vkf/yv/qmewbEi0gROcYuLM9TxYcKT3cW4RcFyl3k3jnF7dFU3MAMyo1Ie9lkP6F32NeVD3/3wIRu0A7/z29Oj7fgLs7vQAEe8mGZvDL2XCAnEvnlhpUcu33ymT8DrK5qanVVPXz6RGpkmtuUU3uyDt2XJWPR9Nc2xGBEahZiRPyhqWrOmOsiodlsNp/PWTBKp7lNw3q9q9qVzKypqzguKdD9w6ePn+5Xu005HldtwxKyKuIlUlVNy9Hd5VVb7YtA03IszEyccjKlbMYi2mcbIlLpb/7mt2/evKUgqGkGsw2kqqH7KqaqqU0d7RNi75yiZOD0CfcU9J6CE0L28Pjw8PBxnxoqSxmN9ykJh6auo8Soukj2dTH63cXVrKnHlENIEq0u5imlD8snLcvKLDNrViEui4LIkuZE2jWcJUZjKcJoNCGzlDKTlkVk1em4XFzMc05BwqgcAXDlnKeT8qAQxvePYTweR4HLZeHh42VZ5t4+kZlj6KRNIoJBOLAok/HIjSg9tls1t23LRPiHnNbNAAAgAElEQVSVuq6FOcZYVXv8Nca4224w+eOiu5zydDrd73fb7TZIpxvsJKBNgyOGCq5tWwQnQMqomiNqwW7MT4JIzhn2+h7kjVgylH2OrMbjcU4Jrg8gc9brNdBaJ/Po90HQCOAMQS9AP4mS2sVdUDOCxnFZJmgQ+F54rBlIMEhDoaYDpYbF78nmUEuisgcpCiJiMplCTwsW6+LiAkaO1Ft6gJlBsc7M+303++TVPNa5y33d1RPaXTzShnN6+DgsDyABELBgdai/3P50BPEF6gZfHHpO6jMAN5tNWZar1cpNz6ClRBCIDyMB4QO34EOhHQUmv7+/x4parVar1Woy6T4IqAyKTWAhoGV3V4MPLZaTy3ohINzv93d3d0AOq9XKi3sienp6gpwS1K6T1XjPpmmQnfjHP/6xKCL8ToGEN5sNBI04V05CAsrOZjN3uwX71zTNzc2Nj5/hOm63WwxSQjWK4E3cCJ0DUwiz2QzZ8dT7Tw4z3EUEDYvJZLJer1er1fX19cPDw+Pj42KxEJG2bbBOsEmCCQSe//bbbwG3AHFB0GGNrVYrH+6FqPXx8RHsLmjnoigWiwW4Ptwd7i+K+wuCZ1eAI7ABXQPclbB7ca4VrCy6MziMGOPDw4OXcS5qZebb29vdbrdaraAKDiGo2maznvXUfVmW+91+Pp9fXFyUo1HTwHg27asKkK8oYgjCTPBWEGGRTtUlglpLsyYiwyPuZJsVOQJ1Q2OYYc77EO/hrveB82Hv+KXH+3Ol6HOV5lnGz/WonwUSn+XBnhOS53vWPxbJPP/zUnnmTW5vHKNVLu6FjsAsZjLSnLuRhxD+j//2337/L//yX/7xv377m2+1yWcVXuyhXc9K1eEA1BE6ejb1ZESDV3b/2xs+WKfqO+9Dw9TbaRzHZw/N34+8Hoz4ZKzrpYQPO3d97fiwB5nzcsJbeMjbALT0v6hHEHFgMi9HQjPvoQzPzwCx23EGtb+JH1vHiRx+qW+CdF9cnaXojPBwf0qo63q5XEFCP5nPUQN0MiLN3X7SISJSsxjjvqrqujY7BGmifIqxcKwVSwwnJ3c1Z+IYY4gBkkAJsW2TRABOhmuLn8AY4gkWkn4og0WYxf3ViSyG6ELTTixoBtUACgMkwaFCEBEwTO6i6ZDPwSrRcR+q98rKuesg8wvK8GEw4HBzw+U+N7YWnm9l/8Nvrn6qwvNnb6f4ISpROOq0Hd/tZsOcQiLK2okGhzkKr8tQ+dAM4OG5pi8YontRzGl25iFh2h81MEwnUOZBF4HpuEk5kAs/b/JJj3BPpgsc17F2sbPWj2QMb2gwaimGyowno9tvv9Fg7//0x1o1ESmpMJ62VgSZl+W8LLmOIjoWohBzzI3EylSYrQ82xP3PQTgIDZj34edyn3zisUt4WiePrzTL/c5MxErIPFElGD5Zx5VJEKaSqKDAxoli5CiWSE2UCrNIFji3nEzyZQyPhUwLqchEghIpkZjVdS2BQhG4cw0MRYgFxVrbpq2iFGUhrEaqRjm1reU0HnfJFqotSyzLstovXWLeta96c0703bGvQTM2HU9Q6LdtK1SCJq3relyODvNXbDBl8RaXe5+QGZwVp9NpU9Wr1Wq/37rpgme79yYNJRu56WIQhB13mQST6+vtdlvVNUgn6Cgg5mRms8xG7ssCiQXKepBOyMterc2/NcSNuKBljCDTAC3Ae7hA1CswSFhHowK4BWUlvjjmwfAtOocYVbfBRBnqmy8qewAVaDUBHvBK/Apg59AXHncH2L+2bdfrNeZIAfa8+oG4DtAUNSKcVFJKZlrX9WKxuLu7A5kG4AqGFnDaR8VAzoAScU8zSPLwnrjNMd6GA0MxDeIXSGC9XkNbCFYZ5E9VVXd3dy6odiJuvV5fXFyARAI/Ce/HqqqrqgKUAvMGhDyZTODO+vXXXw8N/ZHvh/MPmg5rGGEMgNxY3iAYAd4Q/QeOC5sPIH1d14gZwNUHVYsri88CuQQ+FgsDYAxfEEsR7jLAwzjDWA8eHOdA3bEQ7sf3798jw52Ilsvl9fU1oBG0u/izXC67XowqFKHr9Xo6nd7d3cHc0oWX7tXkALKua3jSVlWFUUZk3GFJIOH906dPIoIpxPv7e3CYztl2mQfbLa4dmlF/93d/B8CGNekCVNxT2+32u+++I6LHx0fcAugC+GAnIkDh1YRVh3YJbkwEPyCWkwfjvvv9DjvJ9fU11sBQLPDp06e6rmHbg0VbVdVsNidTIGE3MVqv1yhkR6MJEjs7a6uc3Rp0OPzsYGyY7uCCcAT0DZuJQ9j2Opp6TgP+QvNOwwmUn51u+kuqGV9gGIZ/5ZeoqpOi5UvCG56rB5+bW/4a9J9nh+6+PM7hZ5TaDifWfqIS9ayA+QtS2l9jorJmPIXR6KmbBkUvnv4hhLIcMXPqvdaUCX1k91QbUutq2XMgfPvFRoHPQni4qrYpl8Tj8bhqGxBJOWexA6lzEiuiZNYTZae7xDGHdkC2quh391sQuS1Cm5tXtOKn4oKjLhJa1GanW5acTY84aUK9tPOc/vVHJDf8lK3qS7fCwaCdMQlxl7jOA9nA8XYAOug5cXj2o4cn7igd6Oho7csnEk+O5DRMopvMHP6Qj/jMF07XEXZ/1mgUESV7aUsadrDoOK+vG1VlphhrtaIc3X37bTEuHp+e1qsVBzY1li7rsJQwH4/m41HaR8p1QcZBcgiVcJNUmLNaEIQhZLIDv8enjwF1GS20OUfQ2oRIh2s3k5GRSARjq0lxstqcmpTEJDAHCWMTMosWIs4FK4mZmIkpWxJNnC/IFjFOY/EIGx5mkUCaRmU0tppaVWozFznn3DIpTziwlDGwctPuKacQSUwt5yCjIJI159yKGUv0lG1nUylbSmkUCxpQyoAWsGDxjC8Uu3VdLx+fnA3AjoYRNTf8LIoYQiBV1Pqj0ShJCySA09U0zWKx8EEjHFIRYs45xFAUBRIVcbSI/vPo9i7XsdcqFEXBLN2G3RslYxIJw2NefgFZof5GWe+eGYvFAsgBVbuHB/ocoFtZAhsAbqGQxWaK1ArsreA6fM4KpTDODJ4oYLeurq6c9gHdJ8JdKv1xIwaUkcd84zHjWGs0Gl1dXSG6zfMDAQVxEsAmhSCouR1xDWtTlNdgTpzb3O/3RVGAhsLnoqjFd8c5BNrxB55XSzhL+G9EFEBM6LHmHrV3cXEBK0uADaAO6Pfqur64WKAuB3OIs13X9e3tLTgfZCHAKQTH6SjIfXRwmZAph/9GFMFkMl4ul9AcAnHt9/u6rn/zm98A4wGuuC0NfFBw2k+2MtBQGBJbr9d4MXhjP734xeVyORqNALfgf4MFCS4OFxcX3WlJCICfnp488N0HboFRgQOvrq6w8nGl0IVZLBZDX1akPiAIwW17gS1xd19czHH5gOhwxWOMd3d39/f3AHi4EUDJ+nCpT/aC3cVMC/oUWPm4vj526EZBnz59ur6+LssSMmCoqvDtQHKiq41/nc1m8DrCkkBXvmma3W47mUw8GXK3211cXEBd7BZHWFrz+RydhcvLy81qg8/abDZCDDda7DBAayyNWopSyvGfPoSdh5nsHuPRx69TCPwSp3fyrH/u1DKcdDg7n/JTnOd+aaDyfPrjr611PDO6NtTOnahqz6p5XxkafF7O0jMX91/tEOBPOcLXAxte91B5qTXwuqD05X/i55XkDwKlgwjxrrrAFF/XeGXyqgmbgJF5uBFaq/5POWc1dq8KV2x6jHBdNSklT1rXoXcLHsEDraYNZudImNTD2flgwCG95/u5mO4T+DCMcBhaBB9sh3sJ6FnVdz9V2CkTnTLhAwPOXbI82Qm3RIO4cjtN/NOzjYD4M9z/P6Q19fn74QWF/fOMBOfNhtwR92kN1p+L7mLzeeB3dHJfWcHD3smrM35eq50e/+CLyOEDP98f6ug+M5JnsgR+4cXM0glE2cQOI/LeIiImIglF1tYoTucjyylOJrZcSiwoKbOwZbYkIYyKMAohmEamkjiw5Ri3wpgYTKbC0odRkvcmwlCckA9JnXS4G5lI+ttBkJjJJsaZiAIRmVgfjZhNYxTu7WFKC2Ico5QackqkZFlNOAfOQioEQbIyZaZpaqdCk8hWJy4iDDARupg1G2cLMhrFSVEWVnBrKeeUkmRjolEMlzdXi8X86no+nY5ZqGnbNqXIQiLgLVEUHjS0ZqpaziLoIOr9zUF0oLwzM2ED/inLsq27yK+cc0vqdSF2PVXFdoSTBSgFGmE0KmCdZ2bz6RiDYbD0cE1gm2ocWzewR6Sqm96kARWht9v7EtlwyRyFQgYG6gmEz/v370fjAuxi2Rsu45VN20IbCb0iMAOgqRfQwKuu8nfx4WazwVnC2wIY46jcqoQOGa8dsQ9p39BLHVCqbZth4A+OEPDMLUDd6AVFPCSRMDWBw8ef//xnvBtcK1E9xxj3+53rXUHLAMcCUyE4YTabYapqv9+7RaFPum42m3fv3sHg3pMMwYlhPs0DHrCKiAhHiIWBr39xcQHxIW4NTxgfurmC54HTiZ9/ZyOB6NA3BRuJ64gvAvUgVgioVCAfr/6xtn1OA7GQ+CJAdzc3Nzjb+CswEt7KUzHwQdgisMCQQQc0gowN1QwGGDHl3nqAtQmcVIAc4NE6nU6B20GyNU3z5s0b8GA4Y/iy2+32+vqmE+oQoTTxZYmhVliw4INgVeW3swNC2L3Acwj77dXVFXx6Di6+/eMc6BSjnjc3Nzi3mBq9uLi4vLzEdByQ1f39PaSzTlmD9sSZf/PmzdPTEwZTfQViwbgYdTKZ3N7e4u4DrYqGRR9wIiCrcWJdUoX7Gi0DNGKwRNFQQPcB19GxaxHL0bjzLipjAVwtTEUsJ5OJSGxy8ix43+jCsz9DxeZzsugkO+GzVe/rYO8XanN/Fp/8iMT2vzrwG/Bap1nBp4Tns3ym5wM+5zwh+RW26q9L/X0WKf0Uuu+sPeZLkPKsUaTRZ158tmL8Jf74LodHHiQtbdtS39DxQ+o8yTupfLScmHncNcST62s6gSV1lnvajwyetIpyzkoWQhjFwow8d7enFo5ivVGBymEkS4yZeoCn/UDZidk+9TYKQ9NOM9M8DHWggSJUTroVB/sZL4INg2anlwwmkGZqxK9cfUd3Z2wITc/0jMgi/er//BjTJCNXgg8v2iuU2pfflnxWbnuY/qQTNpaeJTp8YYTgyXwlNLqA2d0YK9NzRe9hwlBEhCmQT7466kNyg1EgNjIlkxiLIo4oRCNm6aCymTFpEBY21jyKVpKaRI02ChLJjDh0jDSfZCIN9bfH6P3cA6ybDMCcooeWMEHqHUIWZuY256qqkpoYlUJFKCMLuh+JTMWSaMs5kSmTEEWWQkLZpFngSRFlvwvEbX+iUt1oUCmEettMUQqJy3n55vp6MhqNQzGdTKaTsijCqOAYA4ltd21VV0U5EWZjdZ99wJuyLCGNbJom59S23RhbPx0X3Au+Ta2TcijvetmhDTcXkC0oCos+8B0lJnY82Fq4zyGqeaAmzbrdbkNk5zFAFjkfxSJOoKGjj+Y9FJ5Aa6BxoOUD8YWfbLfbi8UMajd8oosu2Gy1Wj0+PiL7GwcDjgg8Jz4UJOF8PiOCV/5eRHrjUxgPWggBARgiYqZt2wBioWoH2IPADCQJimMMcc3n8/F45FC27LJfq6Ehjd/Uk8lks+moj81mg9mzy8tL8DOooXGKXCkKnRtmuh4eHlzNi6PyCAFnCD2YfmDSwwiXAwJ0xQj1KerDMsJD1WGXgoPZbrcof6GJdePTEIIH08HdcTKZ4IvnnIFX23aBsPXZbIpHKdwm0SwApTYalTF2z2yP7Lu8vLy5uQEAdiEodJsYmyyKWFX73W4LX9C7uzd/+MMf6rqCAhbovW2bjsEmYybMiIYQUmpXq+VsNkupLYrYNMxMo1GZcwerQNlhT4NFynw+n06nCC/B2cDx48XIbfdmAVCuVx7gM0ejcrdjuM01TQMYAvZyPB6pZszmjcejuq7/9V//BSxiv+Sax8cH3DsYVEupbZqmaWoRHo1KTD/icnteHxFBxertEpcAAJgBuiOR4vr6+uPHj3C4QdMHXwHzjTGGfsS045C32w3qorIsp1MEf4xwbCFISq0ITybjoojL5RJKTiLb7babzRp3PYYGgeqx8NCTQtIDbrdPnz7hRlitVvBT3Ww2ZYies8JG+C7GxAR6lnvFpsFKmYjNsllWTaoJP/f/I/r/uHuzXUmyLDts7zOYmc93iilr7CpJD2x2VxOgAL0REDSBhNAAHwTp1/QgEfwEghIkQoD0IEASBLXUpJqsktDVzaocIuJOfn02s3PO1sM6tt3cr98bEZmR1UVFN7IiPX2w4ZjZXnutvVbCQBbOlwLCp0i2o2fxB4U5H4SIJ/wqP5MC87tzd5+6bZ9RWKjuqUcd7SNccWSUquK6z0uO/Y0Av88bpfDkMfkeBL3Pb/nhsvxOXQ8Rgf8KHvcxxiTSNE3oWszGO2OsMUaInHPMlmKAuYs+tXG9Z/dyw2pD1bYBMh+MlsQYnfVExCTWWrY2hBhjpM5O01pr+qjPMMneMjUxMZEFistutHsFJsy6lTXsR8f15QOozZg5plZ6Q6V58XdHn0SEEhtDIpSErTlB5yZh0+fG+cOZbR99QX1XhedH9rQ+dWHSIZo6GYYDI1fMaGoPENTfM95WJ2+1j/9yQjDZt+oi+ci9Prgv9wnZwxCY52/ZewDZG8l9hvd/pj/Ehz7RKVJhPVGkIJad94W1PoUW3JpJ6nqUmMUa8iJeUmIpjSmdYxGWyMyURIwYYspe/01KSXqPZub9eHHXZhFmq2PFvZtR4sOzlhANyCyGQwi7ujbGBCFjrS8La21rmIkjx2BoxymwRBIrVLIx5B1ZH8OoKMZVZRcP2T2JcwvEORdtbGMbYyy8PR+OZoPZ8IvZoBh4NpZYQrh++265uk+hPb+avf7iC2e5sM4Yim3TxDQaldRFEWQPjxQAjai7r/QXLRibwWDgfQUlVV3XkFPmxCqbU7bUUgIlspZ6OeHKuhBCUXgMnlHnd6IRqGVZJo673c4br8sVNVwIYVxVmt2ndyskBzrnRCJiMH2XbYCy7+HhAeABNonajFexKB7q4AE0bQyoFVo4VXNp1gUUm0hfgMJNTU3AI6mIAjgHnis4REChaiu/PwUxAmEOhwPwS6hf8Vuj0Qg1ujbncGzB7GlnEeOO0K3pocN/AoMEsIRnkiaqAfBjPg0brPkW8FPRQT4Y2ICVUvIHz0hkZIMBU4QP1xCAK8BswEI111GBX79rAH2dggq8rub1y+US8BgiVZwXrBAl8TD4py0AZgYY1qFTVSbDYxMHH4dCo5mwbEDb4v1oVeigqXZAkQEA7k7DVKDt1JOCvcbMJxxH4MmJTXXOXV1d3d3dKU54eHjAMBuYNE0v3G63w+FwMpnc3t7qgsSRgWQRFxS+ZzAYnJ+f73a7+XyOlQC5Y+50MINAOz8/zzEtzt3f3wMg4dCpEQ5OKySps9lMA1GQgIJ+AWjApmnevn2LPaXOKAjMLW4yIgLfVFwv0+m0L+aEOQ24R3wPri8ATowaKn94e3t7d3cHBlKTQnVyBhcX0B38gQBc9aqBFuFidta0NZpBbdsaQzHGus0uSpAqZyVHByF0Vudo9KunWzHMsp8deHZ+7ynF5veqkDyZ7vBc4fUtNFC/T1zfoz74CVKOHpUoTxUtH7/vv8vZuU/69aOpqs9F9z1Vy52mTPljmZLv+wBmbJ9t+UQTmzL5tg8qUM1aHrPHjTTkeiOnuWBfrLWI4MNDH/dMRX2dYMzkub62FWLnXBNzjwxeGPoENF16BBHFjiNKKZHB2/Y1P/WOtur4NE5JejzKnsomOYoKPOqYMNNjClGH1AxxPFwAIP1g5pGeaFLRaZtcPgnTvlNyw/d3eWFsLzHZ4wV1nHBw8pLgDNazh+extOOA8uYjTcKeCD0UMPQZ0ucB2+MnkEawZ+I7J8vzUxDuMRw9ehzmpAGmk4m0+l4dHTwO2yBmZpuMtzalKJI4suPsu5S5cCYx0oG0yEwmiUlknSFnK+stU52SdTYIHEecEMfYdvKzox5Gl5GSt9Z81HOra6ikROp4boxpxFjLUrjkTDKcjAlCwUkwlAw7Nk7YizXSGhJOqbRm4N3+quiC5ZkSZnm9tePJ8NXVq5fTF0tXv3/7dr1cpaYJTVtvl/VuQxwvF+fD4fDyxQs3LiPRerNDdaiVH9rwSWKMcVhWKSWcpj3X2ku78targ8toMMSNMqUURFC0dbQbhExe/X8BVktfINAZpu0hhLZuNaYcw2kQcCYJOm6EkjqlNCwK7cJqABqom5wf2gnfUWytV0s1fcEQ0WAwMJbA24Bawa+0bRuaBn7xwBL9GG6dhAbfhYiwHP5BBCSzXq8BRRTwKO1pOpsyYDnAZhhmAGJBbpczCctyvV4Drui0pPI8SCYAYI7ZtMbHGK+vr+GEiaEmDApiv0CAMPN8Pgf0HY1GCIUbDof4aVTDeDIpGNODo2cQAAZAQl0rNEUNIA0HHJuHpyYGAhEjAYEc4jq0ZcDM2Oz1eg1Z4OXlpYp4AWIh1YNZiKar63lBeAYmvgCBYI2DuUS8grxvkJZVVQFvKBTXfgp0hg8PD/f39xAlqkUk4B9MWdDXwAwkEK/GXWB+ErTqcDjEnqr9prqSYHTw5uamKIqrqyvvPSIrcACBf7BIkH33/v379XqNI9+27c3NDUJBsC/QMWLhaZbJeDzGpiLS8O3bt1hUd3d3q9UKu4BziosOu4lyBFhFE0S0YQFRsV6DOBrgh9WKE+2Sh4cH4DpAZdw3YPMDNayuE3zhj370I5iCglzF3CMMeGBIgwpstVqpdxFW7/n5OTx+oF/FwtZRQzgtISTj6uoK2lfM+q7Xa2sd9lqNgrf1BuQcB+7XTDrC3Z/M6Yu1jhQrGIVgRtIqndS2fAts9riY+e446pmM5s8CLP9mYc+pTdprl7p4YTmoxHoWyho1dJLRelxYHocMy+8jK/gULfEdgN9z7qwfn/Dx3dsK6tv5lAPF89vAORh5P4sBkIY7WNu2TQwxhpSSzf7eGSU2vdumxmJZa0PM7ln9kgB3PLRcjTFRUowxSbLW9bnlvZl/j3kGgkL0MXW+IXmKvssITSkl7p/W/T6qpZw+3DMcdfupP6bT0e1HqaRH9fne8xNXfToBXg4X2/Ec7NGJOPpP7lvfgL4/vHfcz3gCWXUelV2MeQ5O4D3qO+HR8qTe49HBOnHrORop7n2kHwux/09KUxCJ6fA9TKfzozrt91eObhmHquKUkvRGPIEZj4j6x7ptHR3MW9IjG4nIsjHEKZJQkpQQ0WasZTEkrdqKqiLOGnaG2LJ1RVlGa6zpQhVNF84R23x/t2wf3bgTdZN8ynrnrgmlpwTiwAMxBElS13XTBCJqWRyTGJuYpJvfS5bJEtvc17FBRIRjTJHxH0mSChcYeWUSQgjJRHEuxrhaLu0u/WZzs7i7lygmJQqtpIB6ZL1ez+d3g9HIlj6KaZpGhHdtHsnTpjWbLDcXSdAD6DJUmDefz7c+ZxIwM7KSQX3E0ACNwKSh00Pu/SoJw13Wrddromx2wsyDcl/cZ+IlSVmWg2Gp+deK4oioqirXTdzhVoXariiKEJpmVyvxBT4HOApblYeavKEuRxugN5fy3mvYOggoVJ8gClD+4saH5HGdPcMroEHUQR77i6lCa633BbAKDD9hSqH8GNAgABXQBaR92H5YC4IbwQcx46T0IxLSlFqZz+dwwEdhCtyC7yciBArNZrOiKB4eHgAtIMyDBhUhftg2GFSq1hdiORxYxbFAv0D7+Dh2B03QpmnW6/XFxQXMWuBLiR3B8YQXC6bCmPn+/v78/BzXEahOoCksJHwb9ggUGeDNxcUFggQA2qG6ZGZ42yDW7+3btxcXF5pTFLqgjslkgnOH1gPgJVhQTIRC5qrBA5oegZM7mUw0VVxErq6uAKWwPUQEPSqSG4BVgLgA1SjLhHi1Ws3ncyxXgEYYq9zd3QGcg/6CWhJjnBcXF9Bz4lIC8DbGTKdTxNyNx2OAYXDIoH+xRLFuiWi1Wr1+/RrdARyTs7MzDSwZj8fn5+eLxeLm5gZR9VjbsFrF/CoiH1AYYX/fvXuHxZz9ymGFV9dYUTBKvbi4ePfuHQ4CZNV6teIsjEajH/7wh1geuE5h+vr1119jNxHRURSFRq1gWeIjUDsDJIO3B2GIMw7ee7vdWuum0+ndat2G5uzsTETaesdcQp+pDkw22F608QFfd+TvctKgBQbMR+MVdMoC4DGcOzK4+179MB9v1d/ItMu30xY+HyMhclz+nmS96NAKEg+vDw86yu8RufcpJ+V3OnOov5VSb9L1c9B6j0FmRn2fspDVgiVR9gTGvQ59N+qsENoYrM257bAv0AKmqip4GmA3s+tB2steHOcyJjufG2MLl1IKMcQYjbPOubppXeFjjJoyooOCIhLp6ArtRbykPICd/5X6s6nmGNni1tS5CscYISXrgtzMyYGvvRlMn5HqKTljjKzGMIdX5WPvKHnqquHjcAGcUCu/+Icov0mIJLHmG7IQC1lDhWfn8CqxRSof/l/28SqZgMtumzm4RfK0FhMzSRK8zJ1odr+rxCb/5JF0g5jIWENCTPi13F8ySRDSCgzkrDWaLNZxYdbkh0k/bg+a3j53eJTcoLF7PVU6gQYzXTRL9s3BCKhhI/v+gbAgkk6fXR28IYPMOSYSaup6fnsrKRkRaSPHREIOS0qImA2WEbMla8gwG2Ij1CUbEXNMUCHGNih5KMyj0Xg6nVjjiMRah3BCoQTmuedQKlxQoLZJW1/ZzW719vrr1XLBLJSSZZGmtTE6povpZDIcrBaLwg5KOxhxORGTVovF6rYZpBXvYsHRUmgSJWNNVfjBq9c/9GXZNMG5om1jG5J3RYyJiClRDvnpONuUEoVoCMBqyfoAACAASURBVH0RI2JSMjFS20ai5NjE0JAkQzJ/mN/d3YcojlNFPDJucf9QxxBK25pQtrvX6+1P2f9bly8t0zylW2vWw3ET2uS8894lbpcrEwKJBBFxhXVVZYfn44s/+NFPf/yTH4WSfrt6e//1DdpFQYIfDgazKZdlKnxLxg3GV6++2O6aoigRhzgYDnSoj8hY67zxKaQI/z2hyXgkSebzu9l0EmNSMZh3VlGKJFEPPUlRg5txTnFfExFnLYrItm1DG2KMmHMDophNJygHtRnmcpRNCCFQ53cPkDOZTR+Wi9V6bay1DAooVFW122zr3c5Z45wrnEMGwGazKXw5nc6KokRsNyp+53zhy7YJzIYNaR1/cX4OPDOZTNTAE271KFVRTaIc12x3UD3aEkYFj4E3FJqodweDAYbNqqoUSZ2SbTccDuFgRCT4ts1mrXkSqfMBArqAnSZ+RTWE3vvlcmkMV1V5d3cbY+yM6ZvF4qEsixDa29vbpqlTinAHRXoevkd1sLPZbLVaaSNQgRb0cuCygDceHh4gnkQ+GwgoFawqPIPSb7fbrdfr2WwGdguUFLxbV6sV3GImkwkzA4Jq1jaC6QF1mqYZDnMsYR7+TEln7sFS3t/fj0aj8/M846cbP5lMptMptg0PxdlshsYtQAJy6kG1getDYABOAeSIeN5DrjkYDLfb3Xq9Ho3GIYTRaNy2wRi7Xm+g/Ly5uYkxTqczInLOq1oSWwuKD0QWyGpQare3t+gXwBAFLBa6FXAcAX8O5g25EUCM6naDZYyvXa/X9/f3yA/UgD4sMPwQgL1G5iApAcsYbDYuYSiclffA8saMIhDjdDpFIwMhh2dnZwCZb968QdmEXEFcZaB5RWS93gDqG2Pm8/lms0WPDsvGWjudzqx1i8USyYHYBlyP6puKxA7YDgGyMnNZVs65Fy9eDgZDY+xkMiXih4eHum7KsvLe13UjQt4Xs9lss9lcjS8ng9HDcmm8G04mTQrJyK5pLs9mA+fr1dobOyyrVLcF2+SMMVQ6NxkOJYaq8KX33hfloBIy3hdlOXS2kMiOnSHbljYyW18Y6+GHjXLBQjhDbBJZYiPJiIhjIYksiVKiPCNIhhOZZDiRTWQSmUgciX2voDuud7tKB44P+LvtTRX2JW1PcYnfvYd+8mufyRik03l0z3Eyj77NoEXcVcOsJSL3HNZJcjGGMKRIIt0/QaHkgMqy+L//5V/86v/51S/+zp/8+Ec/jm08HrrhnhaGnkmZ56N96Qwbe81x6TiAvP3KPSKvTZ6e/cGPm16DIBM1+8MreTnk4yLcs6A5zBY7PAWp94rOFBzuqSFh6axADHECA3LAXgiTGCZrOOylhkQsKKBF+i2PlE8PCRkSSbmeF5YkQgkFOUO5Bo6BiIkTp1yLdxAjUSKCTYNIl8ioNWSUKBIlxyJmxgwjQpKYrdnWu8XyoW2bXahhwqluxt456ryjnHPOeUkptmFQloOyJJO5waZpMA2N5oFhTiKFd2y4rpuQonWWmKw1dVPHGFzhLJsYw3A4oEQSI6VkmVnYCBliZ2ySwJIkxhRaimLRcIjRkDGd1TwLgW0EyISZJ5NYZstsmCxbiSll1MfEEiRGiSYJ6nUhSjGTAcRMhqGdY5PjzYSpTTERCVMiwUUUScSwGE4kMcUoKRlD1iSmlEeg5CgF3loDjkFyqqPlDjIceecy8x99+7y+z9FS+vjOAecFlSNB4UK59+080b17dlz1CVHH41i857nUD964e4dbDv4hTx6f/l49FgR/5ME8mJHo95/kQEKw2+2yMYVQWzftrpaYXOGImJpojHHGcZeQa62tY6hY6tDGlKqqevPy1e3t15aILFnL7Lwkatp6u93s6k0RC3Xh136PMYZi6kTMvVSJjiiL+3BMoMFkiFMKzBxSwqyR3kgx1WmEJIpIsmSYrS0rsna13c63m60JvuCLsqrZuPH0B5Np+/DA94stm2I0Y+un07PpaCxGmma3WCzmy3m9qXEhjcfjV69eKCWCPuXNzc1isZhMRlCoD4fDbbPVSZvNZte2rbNuOBw+PNwX3heFxzZPp9OiKJo6aA/bsqgKrtnVUIV571NsUYNCZ4UCsSgG3nt7KEwvy9IYgrgRfnrQwmmbqssPTE3TFM5Pp1MwG5vNpmlqHPDtdhvqJoRgLIElsNYaQ+v1OjDDgN5au1mt1ZsEnB5wHZBP27bGEqSAQD6TyYR6VpBEtNlsFOHEGBeLBWallLfXqlp5LTBgqGg1HQGHHeU+BpAmkwkcGnW6TwPKgW3AWWmRjSkv4JOzszMiQi45xrQw8gR+T0QgoO1sMxx2Cu+EPhCFOIA3ANtisYCdPRg2FN8KC0GhaFItnCdx6r337969U9pK0ymgfoQIEF+O1ATU/VhduLhgyq9LAocdnjrgi2CniS1RMQIINPxTzy+Qj4oPrbU4I0VRzGYzJIaDYIT0FG/QBaBRIjj7eLNmf2MGb7FYwpkG3dxOy50uLi7Qv1BpJVaFMYyxNxXugjcG/7bZbIBpr66ulDIFbMMpA+uIpAewi+DSVaQKnSfOHa7H+/t73/2B4hG3prOzM/U4QVcCbGHHelm4yCi8xCzo9fU1ei7YcixFNDvAon/zzTe4rMCwwZIHBDV+GodXpb9lWaK7iLN/cXGBbhEYVJwXbEnn9JuxOmIJR6MRWgbAutgdrGFrbYwBfCMC4tfrNQ4pPoLLEGtjMBi8evWqFGe8896Tpaap67qmlKwxdd1YoXJQJQy1Oss2ezhkZTUbx7lNHmMcjquU0mazOpueD8cDCTElccKWmNqYqO1MrRGrnVv06LzmZ2gSErGdHYWiFqIkXUSQVtud8xs9FrHxE69/fHnz1OufxAF+i0i978z1fbr466imEno8qPnpCkP5LGXnR4QEPra8/+QIvs9NS36speczb3scI/mRO3KcMv8JBSclScYYSSIpccqhCB04IU3mzOqnzp0rhBBiq67am82GXH6qMnPTBDwd8FiEHwwbttayNWqWhsdHIklR0ElntkoYMvE+gyFb3EMBZ3UgsENwkIbmfQ91kx45SKWUulwxAhyVDpZkIV6nks0FLRPJ3sZzL2lMmRujnkMSMxnmRJwoK+nMoQC4nwZxeOE/NeB38Md9uwvpuQV0qMn8YMzdUwOpB7/Y/V9P3vqBG1zXjPqoZtvJVX6UW/J0/yl1JyV3XyKJpT1Lm9tSWS4p1M3NPXfX1q7bo/S/XkDnCeMZOYR8HT/ffTZJj5clZ60zlg1bJoopJbLWWuNTqJs2OhFik1LsTB9dHVvxNiaWJhjmi8n0R3H3frXatiG1ga0RW7Sx3dWr+Xo+mk3U2AOHIgeOyz5QRW8HpkMpuJ51EC7GwEJEyRc2NEHD6CJJonzvQBumJGdCI4knZ+c0HNwv5l+vlzf12ofdHwynVFVRaEOGquHg3FIyYv12Wzc3N3fXNyE0m3pThzqJiBG1c4CODp7mxOny8hKKguFwuFqtUL+OizE4BxXppTaAimHDRVGsVou2bUfjwXq9ZrJ6+tqwH0FWNBVCqHdbHRPCLS/HrFuLsgjzTjiDqpWPMTYhQJ2oEnNKYq0djcfz+VydVFDrw1UCc0dgTtpQv3//3hlEFNi7uzvTaSHW67Vl06XoGLAWYMY0+qwaFPCOjzGC6aIubAB3aphnoHZEmY6CWKeeUKei0MctHjAD4EqTAPE2/AXiUsBIDbXD7zZNMxqNgIGzlt05hZRIF4BthqoN5/O5xv2Bflkul8AnyDGD+BDkks4HYhuUToSTIc4dqnk1x8cwFQCGXrzYpMViAeYTxJSGwIKAwtMO4jp0ATCdhT2CZY461mA9AKJovDukgGDesMwUIVPnQIPxLYTdoTUA2xUdBcSzGZsHz1iseewythOHAo0AXBeA/cvl0jkHYSRYVpxHLDBkmisziRcxngoAialChAGi6AcUB/2LswbwDEyLkTkgXrjdoL8AiA7ceH5+fnl5iTUGgg7/FSsHHwdTh21A3j02D+gIu4mTtVgsdIwTKxBvhreQcw7hHKqRRncAzR0cJQgpQW5D84nTcX19Dd0mNL1Qg282GyhIcSnhSPZPCl4Ukfl8jhNnjBkOR2/fvl2v19PpFOcL0BQdARxPHKvRaHR9fVPX9bt37zBNDXJyMplgnBh4T0XI2+3W2IolDQalr8ooUWLKyUmGN+tNVQ6d94nElQWIRG+dtbawrjcSE1JsWYitOG9iapfLmpPMZrMYW+ccJPoGohyTpTjSKXaIoFOiMvWHMoREmCwf8C5E2Tph7zqmPNARzONDUuakP/53RCafUQh6csbsdznhpj93FDf6kYjombpIuayPc9H7MFI6QkfSGy96Ag3yR56+z4X9tCr+IPB7BvL1/5ItJPnpn+MTE4bPLCHVfaiRiTLGoraLSGdJ8cjcpb82jDGWCBVj9ppOolntfZ0n7F5CCCmGlIhthoJ4oCCuPUVJJKltgTP3qfEAYSm1qd3LyIkyVkzJWn/SKeNAltmtwGw1p4I1iCGt5SQ5jVA6S5ieSlOdR7L9ZE/KruOTBzHxlFWG+T7ZqW37vgzKlDxeoifnQt33cqs6HM97/sI7/T37z7DOyx0qMJmeGAbrr+CPuaUeKV8zFDnMN9xX0sQwOOl/JPW2JOcX9sIWuYf6iAgU+uGleJzATk94tBzh0scBOEdEX0qJuk6DIkBSOWhMMSShlEza7XYpRBZiEceuFXJsRaLGIsUYd4Ye2nrEduQtJXISv5hdVlzMV6vletM0OympsBJT87C6ex2/OPBrVpKKuW8oehgkcjACzsxCBgfbGxukCU1mMFpOXlKMrSHyxpuUEjlO5IpyeHaxde5t0/52u/5q+2BMY1IR67BZLOdtWFlurG+I63ZtycY2paaNsRWJAm1rFDxeMAAGVFMUxa7evHjxAjb94JFyY0mSNpmapg4hWGIY0KfIsYy6L03TGHZ6D0oh6JzeaDBUcyr1e1BvQGyMDk+CyaEEVxhBlY/XcaZUM4lBTXwWKEvvdKPRGGYnmpZuHVtrd9vdcDh0zvRpvd1uV/pCk7SAYTCkp+6dABIgNkF3DIfD6XSqoA6TY2oTApklFGUggpSjw3zR3d1d0zTYO6CC8XiM5wdCydVSEkhAJ6RR70LpCi9KvSiQ6ADpHapV5Oxpidz35ICVKGacQKLqE0u6FaK0KvZuPB5rALranwCC4vijylfkAK4J4kwwcqBDV6uVmtCAusHXAg/DzgSzWzhNwJnU+U9q7Q4XSsByCBqR6IjThL3WVYd9VDAMMS0UxZjr0wxAjQUHkFsul/C/wZbj+FRVdX19DbXny5cvke8HjSvyM7bbrQjpwVQelZkxcTccDjUTHBrXyWSsMFKpIR1SxSUATgylA4YSLy8vcYGg6YCGhSadoFxQr1FNsMSbsVX4QmWwcdhBAuNcwEd0PB6DdAXe01tfvoLKEgpV4FXMxSGAHrGNQJIhhK+++goLRmEtJMGAjjohg4UHQhgtCfRHcJWdn59DaYwtwZFZLhdopYOVxbbBH0gjB4GxIfv88Y9/TETffPMNLtKqql68eKFrHnuH66iqqtl0dnN7u1wuqxSqqppORsaYzXK1Wq3b3a6ohq4s7u/n7WJRFIVfbaejsffeEVtrpSwdZb8+olQU5WQy8daxUGzbJMHESCJFUUg2NI+wdhYRMiwYISGiU6kM3TQg9/SKpDbOj+ukxzLAj0R939oY5tsNAX7qSN7vdtbtWzKWH/Q+/ZjZuWfGDr8Pru9TydjnUwr7X9yv9J5JvPgA5OOnLGGUcTk9lfq0g+izXQbJ6ry9rAl2ZSmGlE1KcNfCzQoVJuCT+rd571NM6EmJiLUeD0TclwReX5JCCBIz+ESdw8xk2BgTU9SSIKsDYB3cnYUe6jNdzreop2j3v7m3ro5Z3FuEoU1E5NjAvzOJdFnzST0adQOS9KfhuumPfcL1MVN3GHPCR2X/82T4B3oE8h1S2nNDhU/Hsj32ZfnILz0SGWQZkhxr0J/vuB2xiMduzo85xqw5lJMennudf/5UOvpsPLjdS/9C6qO+Hqg7MeJJvch7PhVV30d6J48q97TlR1xfby63dz0HiZQMk6TY1k1sg0MbRqL33pBQI87aoqwScRvSppTtau538eV4ej4YSGIf48vheMJ+nuztZrtLsTHSxM1ydd8P+HLWBuUWZB8qqs43SnmrbxI20jqQjTkdJfsNUjSGhLiJAYxWouiYU7LFYNj64rfL5b9ezr8Kzb01bN2XTdhtt5sYt0w7w3U20/Ep1KUpnHMSUxNDJEmUUkpiZNfU4/E4xnY6nYA9OBtf2MJPz8/Y2tV2U5alEEFfpqFbKF45CVR8w+EA02vgFlJKZeGPPAx0dgvVMI6VurzoTBpuDjCqV7tLXWwQSmE1oK+fK2ljjTG7bRNjRJ4EQsZ05eBeGZu2KIrxZPjmzZvNCpEMhHhAiN+QI6+ZyJonoeEB0+l0V+f5JTAteCcEeLCOXK1WMDvBSLemGmCv8TqOG15XmJEVpB0pihk2PBgUbfYFHpCJglDSWD8cT8woKtOFshvHGR/B1uIB04ldDSAECm7kwmkEuQ4EAow1TQOBKOIBIJssigIzeGBip9MpgKhCDoBYUC5AOPBa1K6nXss4dLCNBZxDBIWmMgCLAgsVRXF+fq5zobYbN9cNw7IBAQi+FGwhBIrqzgIAiXFEUIV4M34XrjkAJPhCAGmYxIxGIygVgaKVAoU3zHA40pgBHFIkDaC/C08a/Qt+CGzecrkEWwU27/r6+gc/+MFoNMKg3cuXL6HhxMaD5ASOQgIEVIswiQFYAsoFlO3UpEZzooDqNWQColOsJShOx+Mx/FGoS+AAv4ovHI/HmNGFsQra1YvFYjabgdAGlsZKq+satqvIN4cBz3g8BhPY94nBGF6MeSoG5Bt4QqhzIUlAtwJs9mq1xKnBmUJXRe/SuNBUVAybpexLnBK6A7/97W/VgxTnHZ+y1jahIZbhaFAURWwzOK+qioWc9WxNE9q/+NUvf/nLX7rCz6rJdDQWkcL7qqpms1kSSZbPry7Pzs/LQTUejy/PL/7kF784n87q7WZYFTG2ySBcNKWY2Fl6wqsw7G+w+xKKe63Fw6emPwn5nkqAII5Poxx59Ir57kpOY8xnn5r53qd4hA7sEz9lm/vlzbe2x+yTKp96rL7jgf285wXmFt/fuf4YZNt3qjwqL/F40ofU0RHQ15nZEou1uKXgMa34Cu+MiRQBKsuHHhPumRoFBM9r76wxbUh5gKj0RW7klYUkCnW2f2Njsi2KGIIXiIimWHfgmjn3TLlfhGfVlQQFDnToh8kILRPGVSoiKcaTXRhQVceDqdLNXGWvzj3qw1VvjqbyDptZTx75D2Eu991XzXPA7yNE4p8kONY7K/7aGwLON918Mog0qv3xbaKf0HCQLdBLuDeHAA/v7WaF09EGR03V6D6SmM1jM6Te0+gZJUZeXj1/6qdsyqiXd/SU0poOM1XVbVlEQP04ayR2fZdIkrgJbRsTiG87GLL1dUzJ2p2JIaawXu52u814ejkaeTZWeDScjG3p7cN9bLbttm22q/UcxStzT0udl6kcnEptqnT2u3ofSRI4WdDvGg4O3yoyTOj04IYiViwTe/Hl7bbeLB7e1vW9yLYaUlF8udi5sojerUK7i4FgU4oBX4OucUwpWWOcK8lwU6+grFsuH1arFUpk56dff/01Eb1580ZFXyo7REnkfSki29V6u916bwfVIKWoZJ2K8bKVWe++iSqta59bvezR6SciNVABkrHWjgZwbCfU8U3TFC4XfwpUCueB8WKMu81Wx8P0R/s3C0w6gf8B31V2eXpFURTOdwLCHDYN9gPjbbgpZxKSaDoeAxGpTSJM/4A5obqEoA7oBccHmA08SZdBbzGohq1C0gDMBiEuRT0N9lXTrlHfo5bFdBYUcf3YBlBP2CO8BxQNupJN9wexePjCs7MzOHNWVQXGaTAYAIDhZGEyDQgQlBfi9XAutLbWCA3gZ21tInAc+95XNgLcArLCf/Ls7AxPLGAnZURV+IpXEDMAB//xeAxiU5MMsDG4stSkBEEaVVVhx1VViKQHSHPBAVprsbXQheLoqd0oEDJgCZCPzuABNAL9xphALinAwEMd3pvYcsxtArovlwv1yMF423g8vr+/x4LHBsNdFlcKgKKuGZzo5XKJ4/by5ctOtJxl0hCOoryAerbruTD4WCA3jTAZj8eTyeT6+hraZozPhRBg64qVsN1u7+7uoJlMKWGmFL0MdLKHw+H5+Tm+ZLFYVFX1k5/8BHN9gJe3t7ej0eji4uL+/h6nUrncyWRyc3Or9wos+KIoXr58CYCN46ZJmG3bLBaLq6srTGZiOhRLAuwf9KigZKfTKaDm2dmZXiY3NzfoxUBVizlJXAU3d3fMPByPnaHFYldvd82uRtNhud6UbXP18pVx9v3NdUppWc0Gg8HqYYElfX5+Pl8uHpaLixcXZ+fnTWhD0w6q6u//x//Jf/Qf/Ie/+Nt/1EgbWmolGSG4HVgtp2DSIWKyDQm1kuCep010m/3MTmGqY3rl2aGOJ3i5Tw1s+J4cPv/G8Z703U0OHQs/1rTmaRnnB4mvo4mmT2L8vid57fN030e8X54ZL3r8JY8PkQ46PXbzP2n8+PjXnkrU6Cs8VeeZOoP0PoOj+AqPQulGhqy1sZvqd875wqtQwlpbh6hv04c7CgY8SJjEGONMRoP4p3HWiRAxtiri57J5hOmBt16RnIQ5W/NAYymqR9snx5B0Zfb+FdTerYjLNVuUbOjVPwsdf0hMpq9ofazy63NF6nNORHlmsFN79s+Fascek+x9buzohuM+y2JXdHdSNHxicR8Cwv2e9xmxE9kE+9sKwObJ8TYm7v/Xx7qLI6nk497S/ubF/JjOZs5j8Y/4+N5sQIdluvTxw8BuQ32oduIR0il8H08wPkb2B8rjJwxeD39o/4a2DSSWEzGzsS6kVIeWyCThRlJhjCn8NsbNdtsSR1+0NmyJw65uwn2I8WoydYmss0NfXs6mHJvlMj60m3a322w2Z2dn3OX9kYZtHM0lGmZhNmLY9q8T9H6IyGZSi0PThBDYiE0cUxLiKImcddZ5a8pBsduVZPmbxXJ5P19EWpNNxcCWg52LVTkILE2IkVxVVMZQ2zSF9SJRTIYWm3rXbDZR0nRSvX792ntfVcW7d++gQry7u0Mn/uLiYjAoUZ7i4oQkDLh0vV6HuinL0lru0rHteDxuQz0ajSTtkW1Ke2Rujd17XXI+MhqzpnfM2LYqrwIksDarumOMkQXltd6LscZyQN9wiOIYVE9VlTplxGwQwsbMllE75mQwIA3nnLU5c4K5EMnaOXVnQY2OX99sNpvV6uzsDDhB876BEmM3twmvGmAAdTjEskS3D1wEeDAgH4ATIhqNRrA3BJ+jLCs+i93HyBP6AtgGbC1qblBGgJHgM0MIqMuxIyipwYXCABMHHJQUsCvaEODW8KAaj8ew5VwsFufn5y9fvgTtqSpTPRoQ7wHKgugDTtPUDdj/QAwJAgqiWc3UBusrIm/fvp3NZjrzAISG44ClokQQwB7oSh2OV5ZVw0WUwMFPA+xpjwBrD/S1Jg3iRADsKWeoQ2i73e7du3fOuYuLC+xdN9rBq9UKaR84UIDf+GnAV+BYnFwQht57zMKpG9AXX3yBTgQuIgzmvXr1SkQwlKszn9h97CxIV/DqUCxDpqs9JqQ16DWlMNh2bDzWAERHOES4G6AZoUfp7u7u6uoKdjJgsLESsNLOz89xCjRsA1EfwMloCmi7Z7fbzWYzXDLL5XI8Hl9eXuqIIzx7wHPiiCGVkYhgVIPb1+XlJbZWmyO482juIpZH02QnJBCbWKjn5+e3t7dQDs9mM4TQzOfzFy9eDEbVarm8uV1Z4tIXk9EIljzVaBzjcrPbtW2DZdw0IZFY78iato5i2JWF2dqQEhtXFNVisbq/u6k32//RFV74bDyZfvGyKIqQEsWk2TMCUzxi0/XIURC1gn4eXmBmSXA67KZp+rTeCROXx9N9ctyk/izDeN8H9vuYHIvvCfDIUcSxnFC9Pp+0rIf/W9vAPBp1+TAYO5IE94vG300Mw8fvUw/pfXh3TiPAPDjzkQOW/EHFbH+ubD9VBCQWs7xLU/WY82N6n87Sfcpaa6xV2zw8avu37iO8FEKQGJitcVbn3kWEEocQYIISUlSuTFJiynGgGI3bi62EFGmEkAWjfU8MS3yEDsDo2Gy1KilEBAMwkRHqTdkpABb4UCro1TMCU0P8vPRm+Vp4H+KVHIkgxpjUm5g9Qk/92dcuif70Oy394h/2gLnslQpZoWDIWbZWDJ9ogfUl8HyqSwZgfbhMDt5zZL+ZLZJ1lpH2jp0khvfh5oZYpfn7EMmu05C3nU8wY4gf73/w6Kp6dLtMPbje93eRPkuozBp1708k3Hey6im1SCi07cP9PYmwpNgGgQq5I5cpuxkjCIP7cEg7DWrrr54ZzrmY0mg0Go2GIJz1QXh41Ls1Z6xwIibrbFEW4+n4/PxiMptdXFyOpxM2pk3ROlu39cNqFUjqarDdNbsmkiuitcumXtd1ItOGmNg4X/nhcCtxUW/Fmtn01dnZGZo0/ehJ8yiBlw2TJIYDN+TWlo3NtL531jtbFP7u9vb+/h4P8zbVRogSGbbFcDiYTAZns3I8NIWvQ7hfrzcxtsYPJtPLqzejarSq6029EzbVsEqSDKXCWGYxTJbFFU6MGEOj6Wh2Nr26uHj9+nWM0RhGrHNZFEXpEX1+dnaG9Dzctqqq1Bq3KEprrTO2qqqzsxkSBSQTyJBIaRYIW8Mo9EXE2W5MOYTQNtnOtMthQ/pC27YpRpADzrkUU9u2RPltZVky5ZujTvdZY621Ibbee2etYsWiKHa7Lei1pmkIQYhtba1NMZVlKZJCCKZjF621m/UasjeRhJRmyAAAIABJREFUhIAEiNB0BC6mzF/hOsKZRdgAyIHJJAdLAD3Ci0WT03WdAJLZ7gEAzAlYjvXTZeVlBRrkf957OHCAA1H+DduPbwYwQAjEYrEAoQGAhPGnIzfkvpQ6hKD4BJ6Q0ASq0FHnBhEOjp3C5CRIMIAK7X3gtGoiNqgkgE8o+kCU6Z5CcYoFYzudDAAGOg7qgdmfkQPMU0oWSLJLgDTALbCQAQixnaYX+j0QPjjmAHgACfhmsHw4p/qQxgZjFhHIGepNHF61MMVRxZAnfCbVIQm9BvwiyGH0d6214Jn7hpZwmsmtYu+BZLASgIsgwgS1C+CKaA3s3d3dHdCOhj2gzYGmgCob+xn0uizR6YA+E2OKWG8AzOCEse/gBjFo2k+GgPRXI0nqup7NZhrViEON0crb21vEM+AWpMrPGGNdZ6/OsiwB/wBKAcWhl9a8itFoiM4U9lEtguD9g83G0Wbmu7u7wSDT8v1JSGYGUsWUrO8UAevtuigK7xxFqYrCsAltMNbGlHxVWWuZ6Mvf/va3//o3ViSxRcupbYIxtijKtk27ummaYIyLIQzL4ZuXr6fV6O2XX/1f/8f/GSv/5gc/IuOIjXU+RkmCEQBPuNatkyQkhshQFCNsyViyltgSG2EWtsJGEPBARrIzXjRGYIqv8QR8XOagC5vfQ6lvtPARcOLJ/9eqRIugzykL/ERJ5FOC1Sf0mdxHxqmnJpKue8+dbZux9l/98pdIbvjJT34Sm3AMzw70VkQf503S+/2TDhZ8NJsnTM/8br7z9/V79KQzvOxrW+mchDr18CMZJL7qCI0fQdokUSR1dLQwcaLjwbw+iI3y/HTUgReI8CMYnB9D0pWuPQKQj4p3mHEmHMmulUwaVNOEFiVoaNumaeq6adu2bdq6qds2pJTaGHbbbdO2KSVbZK1TdhfvnYKUEt6vD3pfVlrJpCQ6+Y9aqyxL6x2SOdRJBQhQxWNCYq3rXjlIwwuh7U1PZKEfdhOi0P6p5768UI1KU2JCnltvBTAxc+p7cVJOfOmvIoOUuaPTdNTlQMCDpo93BT/yK/pI7zHX100q5qvpKObgj350lNzQTTWSCGHPP2kkrzOX+dgPHtjU8Knr8LBRROrjQnz4Ex2MMYf82Olempya66NHLRRl9lTnyWQU6II3PjWBu8fCQZJRJamkvlD7A/frwwhBesKKB+UXWJR+60UP1+ObvqYS4oInYxJJk0JRVa/e/EAokmD6TurN+psvv/zNr//f65vbcVWeDcZRXMs+uaIWisxiwlbS3fJhZv3UN2VRDCbjqhqOi9GuTiis1QG/b8Nz1O1gZjJOucrsN0NWRKxldVnb7XaUAvbEp5xfkxy3hoyzwmJKb4y4ongxGt9e36TVuiAfl82u3qYYvPchNCbG2Lau8h4VKjSuzhXD8uc///kf//EfRxIbBaM+m82KmV+9ejWbzXb1BqNNv/71r7/88jdwUBiNRtZWakiFLj7g9/X1NYm0bROjdc45b0IIgZIGdhlK6vgHlgD2mwAqWm6W2do4OOeG47HO9bWpyY2rTscYGtaCHn9RzWFKqd7uoLVTUR+IuOFwOChKEdnu1vrmptlhY2ATohI451wILQgroAgQERoAACZKOuAEWIL/tN1uAbFQ1EJSCCtRlJ4Q/uk0IGpicDuQ7WHZqPINQkoIU1E3g5XFIwRkC7KqlWNUqgplPc4X8gPBhcKrEGNskOPudjsIBXXbULXrYB6QLX4a5TJc8nW2UP1s4IoJFhdQGZwMRG6YOlPvTcXbeiLwiyBkoNWEfFczHrA7oCtx0BCircNpQFlA7KqXxlEdDoeIpMdZA1bRRF0t7rF+4ElTVRUgPe4/cCKdzWaLxQJb/s0334AgwjFEBPnZ2dmrV6+ALjpOqQHK1aQ4DEDi6L148UJT2ovCo23x8uVLnETsAna/ruvXr18z883NDToywFQg3NDjwDvB37548eL169eAeThrQFNKb87nc2B4ONaophQQrufh1HQNoArH5+7uDpe2JpHgqkQ3GtQuoHgI4fb2Flyfgu3xeDybzW5ubnRwDkGXSlDDRbYz+RQQzgD/6LDAkjSDsfW6aZrZbDYejzebNcxyrLWvXr3y3l9fX8PKBROAl5eXsPwxxrx48RLc8sPDA+A0rqMY49u3b9F+whmEkn/bphCCZ1M4t1mtd7sdiSmqshqPhCk0u8JZbppBEmNtk9p69eCMH1dFaNv79ze+LK5mF2cX569evXr16pW3brdaNpstC5lk/ud/9j9tbpf/2X/xnxdVicChxNkAPbJJKVlhYTLI2OsygoUiyZ6mMJZ7ni75cezMaVwhdFI2RfSJNiEnkdgTMIyfx2+/D2Nmp2eWeq32/iyJPuhxpZzUIj7PRh4SVh/elyOx3Ed++Uceq31yN582YuDDXzzl2nI6ggsXb8+GL2Jn+Ziak877yven5rI3pvXH/u14EHN/3sfozJj3DjxaCLBOT0QUukyslFKKFGMMmcbg7KFERGT0R9lZ00GLwvnCcSJyzjWhDQGZ2rkP2DRNI416bvcHArNrV0Ibq0ZFwZ25lzGGKI9m5LtN1j0mGH/ipqSPfth4yqEPSIwxJZKU31yUbi+RO4DKZq9T7eqrnvw1G34GEU75tABZdQSGQd3dS2Wkfm4E1KTc2en3FZ7qs5gVT9na6nhhPx6XPVy0e5m0EgB6Qj/fXN8TM36nsV9PwEmHg4kfuJLl1BV7AAiPEC09JZ7kb+ExQ6bvzNn7WpsfHkf3jg74HeTYmBxd8pEy95Ojek8N11KfKO/+AL9lixqWx0+VSMIJ4ZDJMMirQivLyfmFMebu7ma1XiTnaiJhQ2ISGSaKTJE5km1tJJKmrou6nlon3rIYCWG9XqPNjMv1qP/06E79aAV38F4kkVBb16iZQPMaMvkYs01kElMSbpu2tMzGeufLwaCuGyv2+qtviqHFLcmQoZg4BsclKi0iIk4AFb6wb374RkSkjlDlPTwUy+Xy/fv3u91OKLNS4FiAoCBXU9RHFEMIEmJnXFF670TicDgUikS02zao46uqsl0QojHGVJlVo851vW/gUZZlSq4vrosxphBxS1I9JOp1YBVsW8aNlcc51VtMURTOZcNA731s2rIs62bbti1Z8t7Du1WzpJm57ZxFnLMiBiHRVVVBiqZkDggK571y8gisw4ZBUKeG72D8VPmJt6HQRGEKG5jlcokbOipgoA58BOVmTrcXQWEKlgZehaBWQLvB2ANoB56T4EMwvtV26lkIKVGdLxYL4BOsBzQ1sS+AGcPhUMk6vPL27VtATXxwOBwiyA7HX0+WCmOUisSX48TBDBMHAd+g0Mt0fQqVPirOBy+ERyzWgPKK+HUAbIgGgeuANNB3wErD+CVG1KDjhW5TLXAQEgjEjuOspB8OFPK+cR7hxfL69WusEwTxDQaDcU4TycrYLI3ujH/wE7PZDLOOmKBbr9c3NzeTyQQAFdeRCoNBSYEYfPv27dXV1cPDA7oS6BcAhimDh63FiZ7P5/B3AeC8vb3FkBuONlIrcPPBBxXvXVxcpJS+/vrr2WwGx1Twz4rVcQAHg8F8Pp/NZhcXF6vVarFYIId9s9lMJhPAQpwvHDqospGICBEpfnG73cKCVbMxlstlVQ3g/grginMHTAiKGPi/S7e3OnE6mUzW67WI4GhrxiBOU4yxadrFYqEGS4PBAPOKGqOClaYhn5RkV+8G09mwKJtta9lNZlNX+MVuUw3L0heejRfxKVGUs8kwhoYpTofj0dVkOJnOzi5GszNfFnUb53f3i/v5w3zOMUzHk/PprH5Y/Hn7vxdkfvF3/uQnP/+Z90UT2gICeGuIRDg572KMSZKHzwsn6hqsInjIpV5515UKsX1upuqxVPLQmfx5/eT/Dyb3jt3FPzI+Tg7GT05+5JN8WT7mI3KYGfZJuPcU/OPHdVdGApQ5hhwuxVAUI7JbTk4SHc3yKYeBf8Xd9dB4U/oi46OKcdO0ijQw+UZEIR5b1+a6y+zDe2MIMcI2Rdo2ElHoGK9cYKSwl5KRZWZnocl0uh05p64nm9fJkZQkirRtG1IUYec9yAmUvtCz9EOn2pRglJ1SIrYqQvHet73JOhHugpqzYwrQrDHE1vTtLjNiJjY2C4jwi5lcE2BFA7lWHwidJMn7p9tm71+2KL+NSGLpxIwHOQp07CSs4vLHKdwn+ZiTk2tK8wIYHpk7niynH19H2aLmM3Z+nvvXZ9m/byFw1wHCPtHZGwg+ABj9fPpep+aTelqyP6AH1s4g1tIjjrX7Y9kIiSRiIvvkPMDRPCFJtpyRHnA/gKE9V9wjTv8kpNReVP8unISMiOkG33NsCRGzreuWmQfj0YtXr1eLeYpt4kwhWrIskYmETDBknK2DSJI2CG227F1oEwnXm227qy0xG9u2rbWGkhghsXykviBmI4cniHveniJMpC15y9naiNhSHuDMu2aNSZR2sW1CbFLEzbR0XqRlNkzJGSss1lZVUZZl5ZxLLDFGY23Ybm9vb6/fvRuNRrGOOnjz5Zdf/upXv2rb9vxiNhwOAcmMIWCP9Xo9HFZ9Nxc0I2KMo9GwLAoiadvae9+02T8d97uiKCwLqj1rrbcOoKJ/K1ermLquwelv+nyRdaq5wp6yJA36Q5kOyTjQgso7db0BfGoKmWog8evb7bYVAVKCFLATnbZa7ueB7BiBD3FPt9ZqoihYwewHUxRwmAAyXC6XGs6DalJhjJ79/uDcaDSC6BHkIcgfFKwo5bHLegdUbgTaOWwnHgBAbuhHABhjsBAFNwp6QGIdH6fOSwbIJHZ/mqbBNoC6hFXp+fk52gHqjYnxM3WDBBBFswAGHjoRBy4XGEzdRACPVRHdzztSolWHnTD6iAOC9AttAwEm9SsStVODIhEHVlk+fCG0izg4eB4/PDzgsMPaFIQnyDeAzOvr6+l0enl5iREyzfkA33Vzc4M10LaZG8cO4jSBfwaQAGEFEa+IXF5eAocDkuGeUBQF8iERM4jOMRhyRdRqdpJSmkwmOKc6c4+14bsCBVQt3matnc/nUE4Oh0MV4mKyFAcTKlbIVnEfwGrHpQS8hBlXYFQAMHwQtwI9g1gYWFf45/X1NZg6HNi+8HW9Xm82m/Pzcyzjd+/eYbzzyy+/xGZoriCGBpumKQqPpWWMeffuHS4irDrlpdU5SbMT0RxR006cFNwWcMDxJdbzYDAYlEOJiYnQg9jUu81m4yw7EstubN2L8cSzacOmHA4m49ns4mI0nkZ2q93u7W//+m6xXO9qSHyH1cA6t9ltt9vtuBpcf9n+d//kn/5v/8v/+g/+9D/9e//+3yu9iynGtrHeWGZL1iRpm1pEmiIPihg21A3tpH451/MaGR49IjmHv+eKsF8u5CrF/huN3D4XW3j0BN8nBJzwQeDvCf0+Haz3nVjQp2AtemdHdRSeKUB91FFDeMoclaBKGHZlnaFDD5WDepUkUWIyPdeR/cbg/p96f2BK0kdiyqc1MezLy7TXfFrru3pjD3GHg3H/zSISCU8KZOjhz16lqelNbdvGmClKX5aGmbqn7d7vt8jPwX4di06udLN2PV9K0kcejMBU/GkwDgMSsmtr6tdmSRnGRkLU0YM8gJD9QpLyZkfSu0NTj94Zyad5z7Fwp/nPnzAdYDN8qj3RT2I4ruS7hXEijnufsqh/P4Sm2oE9sYC71XhklvI5ub4jbTT1ma6PwHtPtWqOL/I+uOr5Mn+sSdQjau6pVtbnPTJqKHrAejGddJEh2aeu9xflQc6EMWj69qdp+8OjXVpgHiSlPa2cv8fqVC3lXLyUUqTsUGKMc87Ozs59OVg9bOxkkigRJ6bkiBFKEgyFlEKKxthkRJodNRRjLAvftK06HCrL1L+QnnoUHWmd8Y62bWMnSCNOJEZ7J4bIJraJTOHadsMkScRXRbPzy4fFdDDZSp1IYqSyLL0vUfSwMXUbvffb3YaJRPjm+u5f/Pk/vzg7v72fg6g0hpj5xz/9yeXlZVUVFxcXTdM8PDwslnOU8uWg8tb0HfZBKwEZNm1jOiV63exSStPJGTBGSslQUtoKXnlZQ9jsdK4J1Vtd10R7AIbqGR9EaBkOb9nRC/soM+fLsoTvMAbkhsMhYF5ReNSjYEJijNWgjDE6Y1W7GNtWqa1mV2OTQmgVVCDuDxWq8y7D7LIMXcwOQIgaQoIxU9R0fn4O830AEiCE7AI6ncIlElNYKDoVZSkKgqZODUv0Vrter9fr9Ww2Qzo5ADyYEFjeY2XCpVP5ivF4DF9KADZVUUJAC85NC2X81mq1gqcF8g/UNhOAgYjm87niEJAzONEqvcDjSvG/yjXBAgFGolLH5mE4EMlvUITCLBdfqNYj+FdQhYBVYDUhmtXntEqI9UtAuuInwPhhneiUKeYA8Yo6amIN4IKF8hNUIRiwuq4x4rtYLF6+fPnu3bubm5uf/vSn2+0OAlT4bcIyB+caBpJ3d3c//vGPmfn29nYymegIPiCxssTQ3Gae2TlIdhFgAB0p2DPsFF5EGxjJDWdnZ3d3dwCQk8kEo4wAbKDLgPpw9c1mM6AdgGQsS/Sqdf30ZzIhUcZK2G632jkaj8fQ3IJzVncfLDBsti5vHF4Qy5ATg5J98+YNNNgvX74Evem9Pz8/x36hG4J8CCwMkYR68f7+HigduRdY2xr+jjiK0WgUYwIORC8Gd04Qqno7AriNMTZNGFaD1WrVrLeSkjVuvd0sN2uxvNlsbIzW+ZEv/+DNF2fD8cjUkTi0ab1Z3by/Xmzrmij50pdFYclVpfWOjLSxQeESl3UdBuzsX33517fz902z+dM//dPI0ZJB49IJhbqhprWWUxZqZT1Qzn0lImu6knfv6WJjOnhMc9bwmG4mql8PRBI+zlGQZ3Sf/a7634gvyAd5uc+Cx36vqM5PPc6HDBs/r/DseGNRUJR478re9+rQQZs+YENLqANq3FeHHcUsww2SM72T+hE+RNQK99/cyRqPgQpgxrAc7ndQTG/Sz6SUQkptGxQiLm5X+3K020Eicq4A6lO1pz7fde+MMcgTD5DCshEiKFby8GKXYorapmkaV5aYU6jrGlylGhRvmhZ3UX1RG+KcJ0o4pXzoFGyrYSFe1KogpQSfCwwyGtvDdZjWldR3zejHEhpn9VpPTJyH+qhjXtAnkpMg7WBI7ZR9q04RS3Z1YQUCB6Cga6kACD9W+R2yiBptcNow0n02WNP/3k8h+k5MCT/Vr6LOEvPRQOAjIJH3/JnUF+rF+HSnv0c5Job2r8fpqTD9+NuiiDl8DAj1/Tw78u4UWX/67tOhPnpi+zue2qgRvxocmf0M6P6b4U2U/YIys0cszMISk1CXSs/GMScxhfdJAprig8Hg4R5rLhlJhsURecxLCCeWlFK0liy3ndoK1QBM6rSn/phPfwz+D+2GoKMQQ0ZNa7JRTm6tGBI2ZByxS0R1uDw/e/36FWyX6s32X/3zv3j75VemyjX6qBgPqkE1GNV1XYdYN9H6gsi1TV16V+92v/yXv7qYTW1Vwf8AqO8P//APf/aznxWFgwf6n/3Zn93d36A7jsoY0ztFUaREbdsS5UG77WaTUtTmlt6zUA5aNugUaihc34ETRRWmdJgZc31FN3JmjPHWGWNixC9SURTeW9Sg+CwaXU3TjMYD7723Toe1mNlao1NwGASqqkKpDKKkikfwM3d3d3Dd0F3QpGldaZBrElHstIVZQ9/BUcjSUEHCfwITZYCLqP5NnnTOKQ4oyuHMUZbldDoFjMFXweRzOp2CmcEruDQ0pxuYFrsD+KcTVtooxRFQ8lw1kDoxqD0U+HxqQgB1We0an4BobEymQUeK2h3AQNMjsCQQZP/+/fv7+3v1INX2ZxdlLkAjVVW9e/cOdK4+O5Vuxa+DK8NhX61WUAziRfwroDWwFup4zFRA0whW6igCqB+TiCMPpgvnCy6dGF1DW7eqqtevX9d1/etf/3oymQAmYd8x0AggMRgM4K8NzAAuETJUCE2h+EWfBSDk+vo9ODogQyD/EMKbN2+w9rShgOEQaD7hO6IepDhryAwECw2vFxVYArwBv4EBVis5HAok8mmYofJ7fbNvVFFYS/f392iRQGa83W7VThbLRu1/+rfKoigwJrrZbJA8AaGmepyOx+PhcLhcrrbb7ddffz0ej3/2s58ZYxaLBdp2SgyCph4MBsw0nU6xwRcXF7BsAUf6+vXryWSCM4gTulwuN5stGgd6gQD5r1YrEbm6ugL2xtVU+sIy77a72IZBWZHhGFJRlVGSxCY1TYpkUxoaO/HFBTUpEQ+LMBzcuuLL9uZ+17TMyUhVFKYq2bg2xcDJiDHG1E0j0jTrxhT013/96//2v/knk1H17/27f/dsNpO2oTZ6im29HRJ7ciFGikSdKXSCpzoRB0689wtB7VuQ7zWUhYTgy2cAEVVUxrlaiv9GUXzf0/c8kxj+RG3IH5JTfgxqfZRvzsevf+SmfqLUc1/NHxSQGBhLGM2Qo93Uvp62w/BHe8Sph53qtqHDmLsgKT+/EieSI9ZUrNenlf6QLvg+qSgii/Vqjw8jAVISUV23IqJbg08Vw0prFcOOmcminrRwEYHCU4tMPP6UYMzOKIDHLGwMZhDyDAVb3EAgO1eFTvdItehl54hgyVIUvF/bmjHGBEGsYWu9sUYhKzNTZjE6T04M+mYJq8BGzwgJxb4e8nj9PFV1U/ZxoZhERJxhybnw3PMNSoBwsv9yBXE9Wi9bgwYMMR4yTzrd93iED+UZHVr3PyOHPCJaRCRJcp/xBnNApj0BAh+7tnwUosRpFHpSvthHC11yAx26mvYwN5/gPXsuK92n7FE0X88C6djqM50KZM0yRSZzius/eqfpGwd1WyRPSBeOxkDVeF2vxv0SBA+uWLSn7pUknF/uZt4NC4k1LDGGNrjCe+9Ho4n3PrQpeUMsNokX9pLlzoGZjCHDlIi989aZHO6bR/uUEOhb8R7tFD8ChNkpCVveBcT1Lz+QfYbYJnKJXCJf+hdnFz/84Q8ns7F3zrOfTqf/w3//z1aba2t8pBRJYqKUqImpaUMQWW8bNs4V5J3lKN7Y1y/fVLMxIqfbtr69vT07OxuPx4vF/Pb29vr6GnUSJq92u53EnAQ9GAxiF3tojBkMSmtt2zbOWWNMWY2AOtRhD1wfbtygR3JGQu9GqQo03M3g45+BVhKVI2JCqW2bPrpGMb1er61jY8x4NNLJq/F4LJJQCuOxBDSIIp6ZRaI606BQHo/HACT5mRQCMhUwy+eca9qd+hyq9RbgFgbVwA9giQIq3NzcpJRArYAuA8WBmzvIH2wVBgg1Kl1bjBhMyoGEu50GCUJ9iiIVBIW1Flo4Tb0DBQTJIsgQMK6qKkHti58DBwKiA0gP0kfn3MPDA1AZjEDm8zkO0Wq1At9ojHl4eABixJmtqgquodPpFEcP43A6LweKD1wKNKIhBNh7qGAPG6a+2Hjy6ZsBXAHSQKVi9gxK1MViAQpXtYJ4ESNhgGf4Zvh8DLo/wKJYmSryAVOEFbtare7v74kI79d8DlBPRVFcX19Dwzmfz2GYBmMbAHUEKui4LLxhNpvNixcvMO8H8IkEufv7+8vLS+w7VghIMFwj2jTB2gaAxJf0WxIAMPoKKEqcPm0BwLYESxoQ7urqqm3bm5ubi4sLtQzd7XYQXWd3uyZfj7vd7vLyElQkWE3kK7x8+VLnPwF64XCLTgeWAfoysFpVTIhdA3h7+fLlN998gzvSV199hQOIIglCWZCckMtWValrGwsYFxpOK3h1zAeCZgftfGQ9is1Q41y0RbJ2nbg0vrG1IcZwizUuxLosioJtJcalFLf1Jtx/UQUxxhquRqOL8Xg2Hv319e03DwtT+ca5lqRJtRBbb4goidhpdb9YGCJp4nQ8uZ/f/qP/6r+clf7v/vEfu0Q2RG+93W1dNaAYPdqCeCoZQ2yzNzgJfKJhDo6eRoghj+J3LuJof4YUifCYIemmeoQPUN9T2Uu/h9jvW2/hSUsSOvK3fAIEKvH1gRm/j/M4+NZKzu8gYT0tSevXV51AcT9JpNEvep8MXbmPRlJm4XqeKOlQCKY/PZ1OgfqOKtUmkfoJK+bZ7tZ4Bbcjfd0Wfl8ZktUH3GRSoXCFBD6XwM7sEWNP4WmME5HQWc3plxvzuOwl3CIQn4B3Zivybh5ETcja7oGiBAYUPXVdk/O6qX0uq2maXBVbQ2QMHy6JXGfmAKcE43Em7vSi2OAY4n5lPjq5RwsgYP7lkU5w381PpwwjMxTctwxM7+SaXhDjM4u5n9F3VDb3TYOUWO6CT040XPp3APf5Lx6mp24EH6T+5WnUR0eNFqHHRN8+q51YelGMT865PbEdewT4ZI9KjkPV9xu4/99DAeqzoFzPUC+38Gjznoq+6XflccdBrYznmZEkIs5b6olFsVYcWTYwRxHtSehIA4Q9u4aICBNrAFxsxCSxQo45UI4I0XJkOp7sdrvleoWZrr66/ejW39+d1FH/Bw8MSlngLri7gZsStUhSOzYj5IRnw/F6tfr6t1/+weBnROQH/g9+/rOf/zv/9p//i1trmYhjjOvdNrGpmzZGqarhar3w3huh5XaZmub89eu//bf+VjHLcVuLxfwv//Ivf/Ob39zd3X3zzVe3t7d/9Vd/dXFx8YMfvoE4MKUk0WrAgLWuKIpIjFQDY3i72QwGpc53xSA6YhRjC5iEMgtlujEmpQDNIep1gI2i8GVZSpdDYIyJbTDGWMs6Y1bvdgBdbafMBKOSGVekOITQpZ/t37Zbb4wxLhlAuO12yyxnZ2eWGZ6Ws9nMW7d/XInRYSQM2hVF0YYcpIbbKkbgyrLE3BeedmrfD+QMGR5UcNbas7MzcGLQImLeD/+qaWZqZIJyFugLzI8GWMNxBEcVbI9yYmqrCFyh/jfr9Ro4BNo8bK3mqkPIiloZPpNY6kB0ULAoQFqtr5MlAAAgAElEQVQsFghJw+4DP+gsFpxpgA8x5YUTrfN+OJiqhFFdK2xCELbeN9pBvQ6JIOp7bN5gMLi4uACxqXb8Mcb379/D0wWzlGCqrbVffPEFMhjABMIdBDnpFxcXONeaM47DDsIQsASIXdOZ4FOCGL3FYoGTgjBD7H5Huubzou1eOPTgOGAxj8djsJSr1Wq324J0wvHBMby6urq5uYF5DC7D0Wh0eXmJCwe7IyLT6RT4U+0ujTGI7MOFhjYHCPzpdApAeHFxcXd31zdD2mw20PTiOJdlOZ/PgcoeHh5GoxHkoDgR+Co9pziJyOgDV3x5eal2QSDZIL/U7OPhcIjvgVUsbghqZQTAf3l5iWOC70FTSVPaMZForf3666/BgmIBQJM8HA6xRzB3AdaFFLwsy+FwpAw8ijPQkrhsNZMDN/mmaSpfeJzQpjXOVlVVx0CRvPcDVwzFVL7wTBRTxeK8SyRps/bj6avLi8bwKob7ekfWeO+dr9iakNJms9lsN5tdYhLHZjAomlB/881XA2v/8T/6r1d//x/MioELcVxU3DRnk6mEKMWeCWdnrXFsDVnjnCPjrLPsrDEGVMZ2MsgPU7xmDXSe1vs8wdXFvdPvJPjud0z0PWFu+Z3HCIlPus19CEx+Atf3WQ7FJ3l4Kk6A0DFFOItAW5GU0MFdvQs6khhj6mCVmq4VRcHGKepzhT86IOD6skQlSh/dicgupMdzfWycbiduDtn2rAcp4fAHlhuJwUduLjGE/cmCgo0PJhthdKnIUF3oqEuDAKsItWfMBqERzcr7TQ6nVekWdwnsIhKi9JFks9vpTSZPkTiX1UAgD1MMIaTQ6qwTQGwG3iSpR5opO5KRsNlLZLtSf7/9R1d6Hg7vLOgxNSgiMcpjgWViEunrEI9tXbrBYtpzTYc8jc6LUs8kpufguJfv9verb+HTOx2pHzSfP6gLJc/gdRxu34qz55ICHJVO3R5EPTXl8f3jkWD6sfAyI5+UNcdCnY2pdIpHMtawUNK8c1j5GmMcMFoSYXbGiETAsMRMlIzg93sKezZM+wxXZmERPUsica/T7bhg1n8DTBeSnoOL5Fg8NpJBSEcAauQDu5T5tGiKJrYxiLAhCSkl4sRGLEeR+P8x96ZNliTXldi97h7L23LP2nsB0M0G0ATAITUaMw1tTCYN9Yn6szKaaUwfaCOTMDPCmEARAgESJBrdXdWdteXy9ljc79WHE3FfvMysJiAbYlhmgFVnZb58L8LD/Z57zj2HiZ0LTKRCSuKYhTtGzinG6jixiufWCxccW+GiENEQMhFOcbtc30wPRnhavPdCzvcg2dJJXN+5FJWoiTvKLzF5Jk6Y6yOq6o1zJE4SS8Ox1NAyN87FjD2j9mIVDc6RRKaUsz/yKS/9YpvaXNarl8vVk8nRuFZ1lDkXKGrmiJIyKTlNjhpJLVFJHmOH3VOIyV7HnfIq89u6ciEnzym1mNwjVWZpY82Zeu81kJT+s89+fTqfPzw7f/DhhyopTMZ/9Ec/XF29ubi4ICJpRWhTaUtEmlK9WIyzrK2qNiV2lCjVlJ6/fSVfvbi8vNxsNjfLm/l8/tXzF3meX169Wa1Wk8nk0cOH0CViL4tNbY7w0jZF8I1G4qQkSjyZjT07zOqMx+MqLr33o3zUNI1ntqI5y31RZnjCPZeY/bPMuhhjCL5pGhLBbm4B60SC0bj5fB6cFMUkBJ9SSyRtWydmCHcxI2el53q9TiliS23blgJVsSo5J6Kkwt6RaEqqTjdVlaV0cHBATkPuY4xJk8+Carq5uXn08OFisSBO3vssC1VVOcd5ngXnAdWw6aCOB+69vLyEj0Xbtih5gRDgH0NET548AUuGD44XQWoiFgNGpBChDpA2n8+HFBa8/tGFnUwm2+328PAQlONoNALBCNGaeWaAM7R2SQhhsVhgBAsCPxOgIqMMFT++AT/bNM3l5eV4PH748CFoH+MqwfJBJQtSy0ghcHo4zA4ODvBP1kCxkT+ci0dHRwDwVvFjkzH/TAj/TJKKZjNAF+wWgdvh7ghjSXwiuHdiRd3c3ODF4SACoAKFJ3A4WKPJZPL+++8/f/58tVo9fvwY2BjEHTOfnZ0BjeMCIqIdUlKMk8Gj8uzs7Ouvvz46Ojo7O2OmlOLh4QFElcxUVVsims1m0+lktVplWVAtbB4PSHW9XgNJAv0CzyBsAPxtjPHo6MjMZhDxhyt2fX39ne98B0LNzWYDX9Bnz54B0OIiXF9fowGx2WxOTk6wopDUB/ADuIu7iaFBENGoUQCAIaHEuK9FtMOcEzcXHwEgH8w2CHlwpxjSQ2wMBlPxW3AjUAZNJhNVmc2mCNtcLObOueVycX5+HoKvqm2e50+ePMbFGY1GFxcXMKG5uroCYpzP55gVBA7ETCYzQQoeY4qxresqzzNVmUzGm83m4uJr4Orj4+PlctmyNrE5Gk/Pzk6v5zfLajPJCqrrGY9Sk960q1TmKcT11ctHx+fzbDsJaUTFRGm8rXwtD/LJH3783f/867973TRrlSaVKRTrRT3KDqTN+LiR9SZvNGs98UgpVNK+/vzNz/63f/cv3zt8KPW43k65DFo0tebF1rvMuYw0EKOj5YWSZEyeONAoL9q6CVnm1I+aSRxxPY7RRUd+RCNPY+KMypyopSxR8KRBspGcPw4Pn43Oz8TH52fj2GbTlLukGkgoFSnmSkTUOm5cYM68sFJF9w2k3I0F7iQs98CSb6Dp3L3TZ9Zy38cw/rfvv8uA0WQ3+AZx+xxdP+cGVwwoU8xIglVRavlelqgaiCqNZizZl91+J2zpbFF6Y5g9Oa52Ac5MgjBtVWGGpO6W4E1ZmUlFmDBf5jxR6oa1er9HEuddn3+m4kiT2LCMRQtInwjX1NH8FjrI11W7TgbW/46JvcuL0aDO9sycqKvmsTnH2Bhk2m7XkHGKSOrH+KIKqcMbUFXnvM3vlPmuiQnJJfflREwKtZHpzJV3toBKSZLA/ChKtC4qotWJiGoJIbDrvFKYGfkNLlBXczErqwhurwpxluexaYLz223FzHVVbaoqSqrb2KaY2JFjzsOiqrT39w7et50ptCfveizjRKSObRKJKQLrYocEdwfOLWRZSqkV8Gwh9PqjZNN93hGRJGHmYEUUqXPOUhpStFqYFYK+Xns5mIrsBiO99lyo7uAW4P+ekBAW/dIhdmZWT0zeEePCkaq2kZkDewTZUxKX532YNyALD3ODe0g5lPUZGtuLrbeEYSLa5UIPxhRNAqak4b/KAO67Bu1wE3SP+mSD48MJS92Pvd/Nz+Hz0jdR9rbFCLMftKb2lZl7sRi3cxBvf2nHRg4Jup1ok0hUHZOFN3Tf6ZxENeX37g6BG1YioiSpCzwVJRYR8eLgmsVdIoMlvcjwMw79Lei2G1mnUhAVG23XbgO3Rg4lSV0+uMj93mWCRoAOLWSEyWdBUhtjbOo6tZGoE4UTc1JhESalPsEQoZ+7VQ463qkKOefIe9iIi4gnj33KknNsH7QxMBRV2ClSSicnJ7D+g+O59IEtMcYyL6AlcM7lIVPV58+fX11dSd2lFbfSQqaVZZnzZEp6y0ZLKdXbLRiGEEKZ5SGEJBHjSXYaWUWO8hSFu3Pd69gUHwRXxXhimjfqvRntplh8BWU5Tg58w2g0yrwCRaDUZmYxjYf3EoHNsj67XFBNTiaTJL5pGhaFuUsIQSIEk4pm4Xw+r7dr6n35DJZcX19jnOny8hJjSER0eXk5KnZjcpvNBiN5thpBONihBcgEZAW8BAzTpRo6Z3EFkI4AxYHlwMiW+VWgBEfuHAxRMEOFQSzQPjCrwAoxB3+g38PDQ+Btg9YG7+1xHrpoQkeK+2LElw0Q4kOBDkK5P5lM4FKNqzecZcVNxPvB7QYFinWFv0BS21vGMUpzDOaBxQJgwBghEOP19fV8Pj85OYF3CHTL2+3W+FWc99vtFoQhPimISnwu9AvA4t7c3ABZwZXkzZs3APP4RBAHAsm8evUKqkXcPjiyAG3a3X/06BEgGSSduBEQo45Go6urK0A7aB2BJ4+Pj1+9eoVPhDjHg4ODzz77zHuPBHMgFugkMUcaQri6ulqtVhbeeHBwAIee+XyOS2p0LnAUrg8uMjjDlBLy7oAt0f2dTjsdOB7wqqrQKZjNZl0VAk6+94wx9gkUKxoTEAafnZ3FGAE7EVE4Ho8hbYVWEzvMycmJ5c5/9dVXFxcXjx49gnIVewK0qRikxBIFVkdnHaAOMunJZHJzc3NycnJ+fn59fQ0q+Pj42C4FFsx8Pu/zWgJCDtfr9dnZGa4w+En8rvfee29RbarVer1eaxPbFCHAXlxfH4xnLsfcMmNjXC6X41kgz/AgF0pMyTMXQf/Nv/qXP/nV33292dykyC4/OTp4fbnIylHdbr2w9y6JxrglDnnwV9vVzz/77Mg9PnhyFtRtLi8LyUtfZl7VO02aYtvUKYqy977M8zKjIM2qWbUxtbEIWXDZKKvrbbOZVw01IVERsxCLJK5lrV2VeQmeVMKWS5mduqPTb/3oX/gffFwm3aZYhlGbonaV462G927m4535wP+MecJ7Tdf+0ZC94X9mWRaHbvt9B9Oz03339c5gR60I2ZUTIXQa425QZcfOdKMiwntaJ8NRfSY7mevhINpO+lA8sb0adQs8M6Fl2ONemFQ588GFHm5xAGmGXAGIpID6es1UB1qapmnqFg5krXRZNcjfscM9dYNwxMx5nnXT9d45DvZqHbPQX0zlnX7S3mdd1+wCWkg4EZg5C343MdhVy84554n7nINdpZoVRT/n143qOQ4hz/pNzEdJOAdRbGxiVNXlfD6/vplfX2G7iyLsXVIS0sPTs8PjozbF1EbngyUA9SMYqalr7712xJPaWZ8XYYB8eDe518+0D/XDWCqys6zkYVoYxOf8Wzx53WQN8xD8u33shN8iIn4wSInq+hYMU9T8/UbQNzJ0lwjg+V2y52F+4z4OdKjS7Z+M6Ls7TCv3SaNVNNzf/vmtLtE/2Z9BPnv3wUhZO4NgvbMB2X7BopHID+JBmZ0w6L59UEduMKA7EG52Mkj9nXZnCwDaBUd0MNAeNnHgURU+e4TGT/C+6z55ryS46IJ30L0PFhFng4jGEZMouXvFEruQE0P/eo8afmAT1K3C1A/4MTsRIVFRQYinud/uzGaoo1B3U4Ig7lMsQpbnpd+0Urfb9SbG6EOIiHhyTkVwRxixKkqe0K67c4+Yq6rKvGubBvQFMMMenB7w13gDVVUBRobQhZVj0AWCOpFokkhNXTRCjDGmFsBguVyWPkPF5rwzH/w21tgR4CUFbaQJGCw/w6arnXMYsMK96/LW8i5LjZk5L6xDY9uE9Rdxapo7JQrlMs/NfN9Ga4B/2rZlJRTWRhNRP1aU57n4NPB9yZi7baVpmiStZUVYoJ+qxtjAjAQR4XhXwAbdgFkXCFHbBCAAQ/QRAk4cw8DbODZMeYJrCBiJFwTtiVMQY1S4UBZej3+FEBTfjzp+Npu9efMGViUgtcwnA+SP+SKCkMGNw28Z+uvg6+BzLAzd1IaoDyDOMXUNlhyYyU7x269Sk8ZRH5CAdwtsb8jZbopZzpjJG7LjsbaHzpn4V6wBYJKiKOC1g6/YsXRwcIDPDuwNlePR0RGujy1UvEnQmMBddV3D1hLyS/CQMOT03p+fn+PaFkVxfX19eXl5cHAwGQyO4kPhw759+/bg4ODo6Ojy8hJqQ3ze8Xj8xRdfYAUC8MMfCGADqwVELv6OdwjYaS6sAL1onVjlB07PRlXBKmNxYnIP3jDPnj2zdHvQtuhomEwUTxaY6rZt4XWJm/vgwQNbxuBs8Ylw1/BTNqNixi2gHDuvgrYFZsayRKEJEyBcBzDSQ1A3n89BMGL94GdNygvHF6x2gDo8WegCFEUBq9IQwtu3b7Fm0ItBcAj6I1gSwHgYf8XmYx0QaE0hmkXdluf51dXVer3mInOilGTdrKOkbWxUKKXkfBcmmXnGLUiJqc05D+y9sI+szDEPbhRUU/Xf/4sf/vuf/lWcrxZxtea2GBVcFvk2T9IqKZEoc+Konh3L54v15It0kOWfTCckq+ZmrqE6OTrNQgic19LW9bZab9i7bFwclg+Cz9Z1vZgvUitRNDg/ezaiIMKR6q2uKtoox4zVhXGQkNTVTBTEey1ls9HLy8/a9OEsn0w/khhyFna8aVuX9fmxpMKkLEqOKdEdP7m79dk/GqvwbpeU39M04F77+x2/9S6sbds2YaBL1VJqy7JsqkZlLz5LhwW97sZbiKht2p0ZQ3/WM3NMYrnjw/dg4bFg4WBe0saI72+7zbM7y5peHNh1V8mrY1XFrrv/x1stnlKKkmLb2aBE6dAd/DBFOocScmx+e459FwPrGA+dqei6iY+hRJB2w4HSsxGsJCpDOR9DYta9f4fHs67rlDSJDE1TwFV2LBaQgJImGRVl27aUxIya2rZVoqqq1tUWB27TNIv5arleYUtv27StK+zY6JhH54JzTdOkto1N0+W+NE0IIRIJ6eTwaDQaNauliDinZjnu+xnIzhB7n1u+Vw88HL3zXclEVrQM0ws6Uwi3J83tPX1pWLLewkn4l2SmGMB+vT5OBypN5xzr3poXUtoLfeABi8Pexj5JaeA4euuT3jEQ0vsK472WxJB+vGUJ0wlW97WW93B9/7UmjN/VOhJm1zmXclL1PJymVbPQxMVz+56n5poprETqlO6xZunaM7fEFTzYTXb57Hu8H98eRzTXGTaBb2/PC70wiToiZg2ho1w8eCoiFnHMCZhThNgzC7n74umNSNSdzoNJnN7/bf8YWIWdrBMWVov+wxoS7j9Nv7B02L8cjHFiE3cppdiKZi7L87IKVUzNeitNG7KRaGTy0ud6dLSt7O3a90hYnAsh1NtkwXR4J7FXnw8V5yFkm81ms17CZwWta1RakLchf9zefJvEhiHrpgFFFkJIVdPBsCTmSpLlnQAd9BcqJOwLxqF19lzaFe69gY03dxaLtcmyLLrdj6vqYrEwkRhmjVA4djJdEbwIiml4eMJ2BQspxsjKs9kMkjyU71lv9hhCIOctXAuPDyjTlBIx5Xnu2BnJE4oyhFBVG/Bg0GSiIkfGOuYJJ0dH6Pr3UfKdTyNqVgR8Qyho8BXWERaId3BwgM+LESZcRurzDIweBByyKXDMzoEFCiHc3Nzg7ARANVd9JCtgbzUFHQLHcIPwI7hcKGdxWGKwCvjEps9x74AVMa2HeXTgImgRcX2sTWi/FB8QSOn4+BgW+UhEQPo2ms0A7RAE4lphKg+gAmo6IARzCmmaZrFYYE7M/DnwroC0LdQBt9ti+jCNZqsXDwLUlYeHhyhcMIsIjggi2/l8jhUIr05kKuCjgWTDFCVGyyy+D8vb/FGwXGEYi79Pp1MAWoyu9cLOKbAHAAasOwFc8XW8gZOTE5D8mFUDLwol53a7hRLYfHGyLFsul/jVmO3ENccaHvaPLc7eXFKBpvD0AenhcqHaAJYGHYonxe649UTwCOOl1uv16ekpXDphUQN8hXcInI+v4MWJ6OXLl5PJZDKZXFxcIF0dtOrDhw9NSAydM3oEGKGEJNUGdEHtgg/EOjk+PsYXISLFG4bC3PrWdikM6L59+xazmoeHhzc3N69evZqeHHGb6sXKER8cHR5Nj9omxpDBLEJdJ0UREe/zIuUhZU6CehKnFKJ3XDrPzfo4HPzbP/z+f/jl3/3Vly8TVTdC49OzSSi33LRtxZ5cFsRRpKb2PvjR31+tRr9+cfL973149ripnq8X89QejoqyyHJu01qjlxjbVDcVHx0U+ZhcVgvHJM26bkToUVsWvszLOrZVu3LbWKpwUSyrlc9FfEsSffIjjaqt6Grpixc/+c9Pnz04mp5y0+RZvunj1zD0obvqfRdWfi+C+i9luPL7I/32nQOHMqthGbpzGdivVrHzG00B75xeGWfXh1hJyAicbviNRaLuvIWVdpgBBNrQSbJj/LiLd0vS2QB650JeGnR0wZuJiPb+KK2kocNzSrqbpqsq+2KyaTr2YPzyPJ+OplmWQbKIF++ukuws1urY9jK83eU1ay5AOPv4JGLkZzeV43bpo9B9AvyAWnfO5XkBMaRZbZu7NTrUbYoYSOtOkyjr9frm5gZGVqt15fMMWzFGeVG24fQR6rrDzrnDw8OnT5/6ooCDQLOtvnrxHDXG6WQSReq2bVXAKHbRPm53wXu3bd/VOX3gQf//GvsMYXzAfTBlQ7ZiEK5p2wHW6joIFlh+94nbm6YbxKNZMMXQQ8QNaMOdwjPeqV3d7hnvJFrqesMecs5hkSURUvXsmFnd/S6P987p2RTa3V7SPqG3A36WejD8kXC3Y9NzffrPZN/RHezq0LTrw71N3MgDsLMjo/bE8R2AtHgNHnoxgUscaEf1d9G7sgkIdM/p00JZmID3WAeWviLSpgTc36bY1/GK+wN6E3OO/esmJ5RcckSUeYwsOhLqRkyVLZNhmOWgWBNCfQYRDZ4EVsRZdkp67Syru2vj2HEIIeTgkb0b9Dac4WQRUkekTFFSHVvVMoRQuNBKqjarelvl4xkEFJFZVViEVCkJbkQiJuP61JnC0yAZkFuMUcSxJgsTx++OUWKU4GU6nb733ntffv7FF1988eDB+cHBAX4KWikQAiLRHh5o5/b1BnG73ebsTSvSHQ+9c0kPLwOK72E9x8ye2Dnn2aHo7Fw3essKVQ1ZhjY/SnDrwAXP8Gx0zq2XKzgxoMWOORznRkamdd73IYNqFB+nKIoiY1Cd+OJoNKK+L4jEdrw+QIhqFzYwnU5D5kQk1k3HcPayk350m1JKo6LEF1GSeh9An85ms7IsAAXhtIFp9xAChrsWiwVcIkTk0aNHFlpgk+4ooHG1cW37bDHFN+MTGcOGfwIfMkyqwIJfr9dA77DTNOsOnOJAMsDt9lK4BVCe4IsYdTOaDjADjCUuAv5ijqwQFi4WC0QO2HGCTwoWC0QifrUtPMgO8XdoLMFQAZfCUwRrDD9rUXtGDJq40Sg+3ALIibFm4FVzfn5uTxM+moE9NCxweOPj46UQYzCZTC4vL5EZgIb99fU1XCjNCBTg2TxRwFnhzYAfW6/XCNiAcyyobzC6UIHiO0Gbg2vFlQdwtUaASV/AAM/nc/QRgAC32y2YcHwPHlg81FmWGWOJV8N0HO5I38vonlMgWCI6OzuD2yreErhB59z19TViDwDPsixDAp55Bdm9NuRmfQFLEwHnZlwlDFQs6QSrC0/Z69evR6PRwcEBAifwvNt87Hw+R0LGer0GzYgBV5OFHx0d3dzcAGCbuc7XX3/tnDs9PYWkE2anGHFEiQarG+6Dp/HQAaweHx/jyQKtenp6Wtd1ORqFgkLSarOLaXVZ2G630+PZar12JNPpdJXnnLjkcdBMRIXVe5xTkkU9Hk23Xz9/7/zJv/nkkxDy//OzLxcp1su3vphlWSaShJLz6lma1MbWUVa0mv/qcvnk69dnH33r/L1n66+fJ+0ml5znyajIHbcp1m2rbcNSlCHMRhPN01Y4Nm2zbZzLc2FuvaeSfJNzRnk+8j4ribgJbcoSFVQQ5apZTM3VF79pvvhi+oOHGqVJMfMu9X3ebsyf5Pfgy3JvbfKOicHf0c1F728f3zKXI6vQ+3GYW2XoLctB22wHDfTOoNL+ScydErAr7ZSZcTDA0rRxN8PidsMs6MJ09hu+y5lUYtFebxnFhBhV02XVxjbZWBT2ll446oaf4nA6U8c2R4c62blg8XtM3mQg66YyGUWXijVwWVdVS11T1VFZikjs5ameHTGp9yqcDTxCzDzThS6ixnsv2k079WWSYNhhs91iYGG72WDXraqq6ubSRUSa2BKR45DneVZ223ii7XqxwBFgrrbB+aZp2hSJ9jglZf74449VdTIapxgd06uLl03TsHexruFBWhRFaqPGlGUZ9SMSprcqii63hnpol/oVgsPLVKwiXRwhjq1hXFm3dasMLzhmQIe2f4561dv+FNytSI67j4MVQibk6bpX+7OyvOdyYhYs9zyMAALJkXO74IB7Ud/dh9QGf3AS3fKAufXE348khynt98XJ/9NJOPld5rzM7JSGcm0gVyF1vVq3N7olVcYXIwA6M6tLCNfDfbXOEwfwfU769pWyquysKXXvltzNahwi6Vu2Ne4+ilZ3bT8iYnIEMF3XddNW9bYSEWYKzhWj0jkXXGcvqz1264xYhMETysAuiZIQs2pSVdY+e6RPFNxphdPuK26oid2/5qDCdz5OQsykQqqUB5/nuQs+Rc0z982nRVJOKUWhPPiCuVZttlVTbTS2aHhRIiWhFEm6ozEhZ7M/JlVjr8vuemCeidQdHBx4RL7EBtEu/UOV0Mry7Eaj0aeffrqcL77++uv5fIHSDV58/aRfJ8G33QT1FiwodvI8SRZsgp9CHjoqKvwnwImqsnYDPN57n+Xee+mT02955mLjsiA4aeOOSiK28WsM1ZRlifIOe1yXhJbnKKaB4lBi2vwVcweP8Z7ruk4xAjA457wPlhcUY8zzjtjEZSzLMnKXYgdkCNCFCSjMm00mk/F4DKIJlTpgwGQyzvMcXKXBaeu5AsJNJhMLW7csVMjeTO1mm5qF+UAmaqgJLw53zbquQfFtt1uzbzHYgxdfrVbmaIwLAs0kbFFQ3+PiIAlgPB7DGAZUFdACOC68bago8feDgwMbCAHHAniw2WxAWkKfjE9kItWhfRmKbJh/HBwcYDAMgNPC33BnceVhF4kPCEIVZh74Znyi6XQKmIdmAWDD9fW1dT2wzrHY0DrxvZt2nucgrN6+fQs/ScwrHh0diQjuLyAoMB7IJcASqEnBCMG/BzcXXDG+2ZID8dmxPCw2AIkFCGM0GeF4PIYwG/Dp/fffr6oKJqJQ9k6n06+++goqbgs7AbaZTCZgroD2UUNALArvH1h9wsfl6OjIFJ5YRdCI2tOEz+vFG8AAACAASURBVNgZefcCTuBkWN0YgMQ3QFRpzDM65WBiocU6Pz+3hEDcSmsG4cXxbahir66uAAuRqTCZTOATCxUobg3G/+A6c3JyQkTYQIDiEAgJlE59MooJhEC3IoYEeNXWtj0L+BUgonHpQPBeXFwgOTDGWIwmk9N84edCyGKpSDV3AXc8J2m8Z+ZxUWbiXGJU295JZJKkLO12uTqcHLQvL56cPvgf/vD7l6sFX15dx+2qTePZYV4WddNQEmYp2JHPNtvW5+Ob2P7k18/PJ5P/8fvffnQyc1eXybNoIubxeBRmY1Wtm4Yypyrs/WQ28UrTYiQxxTBmYWrF88iPA5VKyuJdHjj45KT13PrIRI64YOeOU8OJ53/7d9OPPuVsXFeNn04TCUIdXFdfam/kxr+l1un/h+E53Y8t3e+o+Pltf/W7ytA99mPfrlB6W3mDfNDD73+GzhkFu+Xw/SuTd9lO6u9Cnx3Ho9HAA5FoSANieTdNbNtVG7tAuL757oES8VPee+988FmRd6oiO6l7W9cwlJU22wq6pmQ9fnWRmv5u+qELDqbcjevbeW+oiwrezw3bkWjKO++Ju2mClJIPuX1D1bZogLZtO18u0GfcbDabqgJ3t91u1+t1VTXYhJfLZd00aP7a+F8/JdR1o1zwJ8dnf/zHf/zehx+gjmqVf/nLX3755ZdokDVt2zQRioCQZyHkaHTmZYkd9ec///lms3HE3rm2qrATAm5Np9OP/+ATnxd1bLMsS8pChGbl0HMeo+DaTzMl3XlB825WK/UYu19L3Ua9WwNm042hxJ5E1qRyV0Rtt1VIkaVtJGGnhLLkvd4ngu6EkdzNQDcxoIFSpF8458hxpxZlYu/Y8L/wNyul7/r8906ibBXXrW8eZjbeRVj0Xza54Z/oj3AHq5RIXPf3nYsu6KFeUzv4P+4cWzqck7jzrJWdgpwEQ7Io3/d8Vna02I5e/+boBXsLFuQAoyphM7YiZdpsV5dv3rKoc847ZpGiGOUhExFnjqu2gzumyCKiSUiTSmJR9p1DkYqQJiLPmpg8TFN2EgslJbPuURnMwnZCZHQ9epJZRIgcs0ii4FySRJI0z4uiyLIixoYp3zsG1Gamu+dGVWOSKEk0z533zkndtrVtiyzdE0ZuZ2+1d3btKby7HBmaTqejcbFdr+u6Tm1bVRtU3qikOwGb896Ftk2mbbu8vASlgNp9qODvxSGxGxKIMfV+VqPRSOoubWLYy+melj6KGjWWqsaecoEjU9M0bWz6DWhvFEFE6rodTkcMWV+bJQAZZSNeFjFHRKGXF9Z1jSm+PC9hN59Sktjix7GZ7tJg++0eta+F59isVBsV9RzQVIyxalrnXJ4HvMhA2OmxTYfgUMmt12vvu3Rpq/JBdaJUxbQYqvyyLBeLhY31Hx4eYvQLFTYKaJTauKRGOfre31lEXr9+jf8E8QKuA0wacBewEEpwJDdMJhNAXMBsaFeGm6BxXxYiDwQOXA3GwyxeIGIBsEFNcXR0BPRiuMjy34bziuD07INYTiCmyPBuscZms9mwcYBeALoYuHE4SIC+tn1PFzwh3ireYV3XDx8+PDk5MfFqjBF2I/DFscES3EqU/rAnhUnMZrOBlhWwB1AW+QTHx8fgVGlwloOvw/01iFgUxeXlJYTWlgoAqxIjvXEdIMLEE5FlGXxWAYRGoxEorOl02q3SXrgIoGUoxYAfoiMgSsQdB0zFRcPcGuI9Tk9P8Vih2BqPx4DuQDiwNjX+GXcT8z/oIOCVAbEAsLE5QDQFRbflKKIjYIY9aKMYH4iLBvEtotKZ+cGDByCczYUI7xb2Klh7uLNYtxDTIpsBljNHR0cYwMPm0DQNEC/wM37EEg7Pzs7W6zVaZtiOsAmUZYnpTQBOON+AKszzfL1cNpuqINfWzfhwNj2YKc/X80UxmWy327zwnriqquD8eDyWtk1Rk0jybS3kA7VMyUdqNQ/NdJxfvbw4ffr0f/r0e+3/9ZOX2+ZXcRvr3JeTEPIUm0BShEABUk+uXX6xXfynzz8/Phn/0Ufvn9bVVik2jWfJMyYmJs5DSMSttKQxZJlE8dPSJ1XKHAuJkjrKc2Im5yKcqVPyyXkNOOqiY3Gcb1dHBX3+1Qt6+5oePiPn2hQp80qsQtL5q5HrZkb8NyC3f7bCzm/Ae9+oydrzpcjz3GFEKklKqa0brBZ0UoZx1XCZxL50y5gU/2QHWerpnaZpU99VxGPVSsLCZmbvs27s1vuyLEPIXUByVTfDIr3Xix0uJs6yhACAEKPXiCh4j7cX+rKSycP9cujjAkq07aO0UaXbh/XeS2zToPWc+kAmyHC2m3q5XmFKZbFYtTHiiauquq7rqm1ijE1sLZSPiPJyPBqNnj59+vDhQ+8zNC4vLi5+85vf1HUd+n4WmDSjqo5OjlFavL2+mh0doqHsQn58fFxV1XyxWK5WzPz48dP333//4OiwKArvM8QtYBetqmp2eLhYLObXN59/9lnqbOoce8fe53n+5MmTOqbXl29DCO2mFu9twiXvvSu7s2N4AfsNdjdVCYmNczhzexvCXbuh1/Q6YhixGodE8Oe/bcnoWJmQWzbkDM2NsavQiJJI7A1dbg3RYRkNoeCw2bIHBW1YkYmY3cAGZijOHKKP22OK79g9bs3c9kHcfK9C214nfINk8Z96T/mtMlsGk4gQOwqz662ZeitOYmVR8qRJxbPr8LtYnro46u8Nc78jg1vb+Yiwyl2TZaadUra/37e5vkEnwN7mPi04HEMUXS6Xmeciy73jpo1ElIWMYmuv65iV3XDMVDSxqCRRjuRIWEkUzTRHqb+jQklYFBYpcXCzvSO9I71IKSVKoEwJU77oqWivfBMxy5CU2h0I7x1gDaTBsEyZEmkSTaSeXUauFdGYSNU5z46jJOc8e08kvjMxZe2V/T2AZB6s4NQ2gV1RFKxUlmUeQl3XcD1GsdjpypKMx5MXX30pIsdHp5vN5ssvn4fgX758aUEIt2aCUS8a4WO6zYwcwCQPrJywjlAH52Vm9i1IqOsKr7rp/Tnhzh922LWjWXZVI3kBbgG7iE2QmUPmUcejXEa1jcSttq7R6TfrmrpusfWPRiNSMiCHotk7Z2CgkS7JAN9g9vdFURDLer3OfYBve9u2NXGe594zxo3Ksqy3yWxFQXEw83QysekmWC92bqWbLQpxMw4BXWD0oFlEwDIeukETfuAoghIPtSYgAUpeRKjhem63W7huACogAM18RPAigEDz+RwvZRnTNqSHmQdQZHDLwJoHBwVEjdRBi22w3w6MbX4t5s82JHhRl8xms8ViAUQHaS5C/BAvvlwugdNAGyJ4APwYJtZijPA1OT8/B7MKfgZUG0A16B38iqqqLi8vp9PpZrMBeQhOcpgMAYIUQNFwNR4rsElocOBaHRwcLBYL3JRXr14hGhE2nqenp8vlErhovV4P/SpByRqjhdEyQND1eo3JNJthw+o1bSd+HPcCMlGQY3gqsQjB0GIhWaMEtwao9fnz53bNQR7i2qJAvLi4iDHCGwa1I6hmtGDQt+6nZfLj42NcEIB/vD7Ql+Vq4kfA3GJZnp6eousByArhLrA0Hgf4r4DKg+MOegEIhzBXGCNm8fiA1YetqHkjMfPx8TFuKLonb9++BRsMtTBg5OnpKW7H1dUVHj3M9R0dHQEBWsgqnhR8A14WtwauvET04MEDG3EMIQRlVm6aJi2XLs+wMUZJ6826qjWxxrbFrYyp1hjEs8Q2CcXIyTlxLvN+O181q+3x6fnm6vLTx0+KP/nR//q///vXWb7cLNWPs3zE6pjiKIR1tR1lxaZpQ8hnRyd/f/2GfvazNC3//Oy82WxS1ZSOgiq1FUl0zrksjypRiHOXJLrgKTifovfcqTIlqWf16pxv66hN0jaxsGMXU4opJqZcKtpQUc3izVU4f1hMD9dtw+ydOqXUZZmpJFJSp+9AUP/MnTzfBfluJVnvYqx7ebzJi5To6upKRJz3h4eHZsNbFIVEseGuThspjM4RMtCsZRljbNo08N7sTDv3KuveHLjzUfPBLFR6wU5Xy4nexq5tP3U8HKtzzpkqsNvHevBu+Wxwd1Humo/kWKFyihGXQomaFPEotSm2TURzB8/7arVarFd13fbsXIXTsBt+UwdqiIjKclz31tMx9j523sV+lBFPfalUhOzp06ff/va3R6MJGqwPHz5U1RcvXsSU8jyHCHw6nZbj0Wg0yfPcdY5co/ly8fnnn+NICvmoHI2ePH16cHgIi+MPPvjWs/ffw56QdOfCDZXKs2fPUkrz65s3L18u5vOummLC3CA2bfTRmPyyqtBwLIoiZJmIxJi6iAjnIOCCHiqEENOe86SI8H40+bB3YKxXN/GYkD+3N4bq+upaiZqUhgS1wTZ3Z8oOrqo8yHWwEhqpffaftmGaRZ9zToWTmYb0E1YgnEFXBvK3pI7f8AzeMjS5lVayQ33vRlu4LGEPd90KKLy1N2GG8nfar3aOKXtQamCx+i7qTAe/UQXMksJjqbuKOXkehObBAlhEiNQxO0S7aJ/tR0PDz55i7t0j7wXEtlag4LZBnX7H2QtD7Lgv7SypuuUlEkKADabzTpWC8ymlcZlb6z3Lsjz41LbKztCP3XxV9Ta5i5yYpORYCIPOKbBrmoYk1fU2tZk4gQgKtvVwAz8+PJpMR+YAbvNR0inRRYdmsuq897GJPnglrqpqVI7zPK/rrVGInQrXKTnVpOxYlYRd8FnTpnW1nYzGo7J4O7/m4Kt6q6ohePKepUtA8J4cQ7LLMaU87IaSoVI3Xi7zzikppbIsRRKJlGWpmg27caBqY4xPnjz57B9+necxpfTVV1+pysuXL1HcDFv1qIqC8xaNwI7Qu8K97kKZSW9pu1GGQs5kjh0AEt579R4EAkBI09R5PgrOo2rMsmy9WYIKY+aGGMLFyWQSPGMmJ4RQVzVoBJBgIBw6a0fvMQKX53keMlgno15MKRVZMKtSKD+hmQEOaZoGwWUYWJpMZsBCKaXRuMCRDEIPeRvM7H1eFMV8PocHI5RsuJJAkrik0+n06upqu90+ePDAZJNN05gTJqACvCK6fMIsw8UcjUaoyNfrNdSzeCLAfpg8D8jT0i/wOma2hr8jQxyyQ1xJvCCGHMBXoBSGMhBwDs8IYicWiwVGvAAaMYiFcsQ4XlOQigjwobFMuBHQMQIJgLEEF5RSOjs725kT9GcDRs4AwECpWXMBmkn8xsvLS+/94eHharUCFASAOTk5GY1GmAPEpQAkWCwWyAyEHwwGOLEbAAN47x88eABKVkTOz88RuEdET58+RV/AOXdycoJZL0gNba7Meg2ILHfOzWYzBJS/fft2Op3OZjMsgBcvXjjnHj9+jM3z6urq8PAQaRAA6rjLliMC+Ge4GpYhiM4DdEFTAKtiu93i1sMb0/LfkSsI0GVGnQaHXr58eXx8jF89ZFmxDHDXcJ2x6ux+YdkjhAPTqoCsFxcXZVmenJyMx+PLy0t0It6+ffvBBx9g18YNWi6XQGWm2gLIBNLDiYB7B54WufbA+VgYCMxALXV2dgZmzxr5gJ3n5+fz+Xy5XBrzCfMhrJA8zzHhCWUmKHHYex4cHKDxAYIRvx0tAxQxb9++RVogJOjYELDbMLOLTemCNjE7DpT5uq7bNuZZtrpeHJ0cLVfXZVkWh4fXz182sWnS1jXeZ4EcU62JKbJuKU3L4CXl7Nv5TVYUzr98xvo/f/r91y++/PtXy7quKBSkPst921YhhDrWeQjsaV7XGYXny+Z/+Y9/9cP/7l89PDyOaZkkZamlNlJZUGyorpwPmfcaU+aZUktK3ikJkVPyShkzJWbnJDHpuqkpH1VtkrqdjcoQW6prklob0c3KiRClSDGURStC2jVDne4qhKj3+2Hea76d9V3Ie+u/e+xSvL/7UoapevGR3qIOhu6CdCcGutOGOL7F4PVSMbdzve4fKGauYtr5bIjanJsNceF8bNv2+vp6tVgN6btumF81SvLeA/VhSaOZiBO2Tztw2vFmGkKIiILwfhep6rrulbHixJ0bk/PZ0Oa+aZqsKNDowQeBsiA2jePA3pm6xw76lHbjD1VVLVZzSN8Rvtw0zc3NDZ6ImNK2qbfb7cXFxdXV1Wx2sFqvESBkPgJtm0bTieWPgz/P8/zxo6c/+tGPPv7kD4qiEKHRePz69eu//Mu/fP36zWw222w2HDx7h90JzdbDg+MQAgf/m9/8JkbB5ULXdTKZxJQWi8WH3/7Wj370IwxNkAspJRe8iNRtenwwOz0/b2I7Go1SvM3fCnWRMF0jY6ikTTElGY/H1WbL3uPsFhEfQtU0MDpmbmKMylT3WiRrlnXMiyoOWec0xuiyYKHtWK5t22ZZMZ1Oq95l2jkXesRl08vmFGBUoYqQI0tXsnatTbMb8LMCG99jfdtOnCn9EGYSU/+yanLap1mymaYQs7RiqYyiXWOCeiLNey+GJlTJB4OnEDy7Ls1yaLrodkST3sZ7+3OzyThtRBiYYnmHckXC76FxdI8Ykn9H6MgMkw/tDZI7tSY5ViIWfF2YnDrypEoqlFjYfDsH+6+wczv+3QmJ77CWY5Xh5niL07OBPRokNCDzxHWWQbw3zSddsFtwLjjPSpn3wZFzzhE7paiqpAKHa+f2TGmI0sCJlHubGfwiz4xJP6JEmro+AovJijplYN2MRiNNErIzMzYcrJV3oW5Sx0yOWHs1YL4LomF20mU2kJ1n9rJMopy0E8q3XbK2dFZIxCLie5tV7doC3CcNKhHfmg3oPVGZ4V5FHUtJwxxVEU0CpPHhhx+KxOur+eXVWyRWDXNXBiysStz1h4i7OqxTq97RasNQBP4WNueDghuFPuC0eY1gZ8/z3LPbxbiLoLHnvffEpnCLqubV4XojEHTT0dLr5ouIwGyISPStgVg7uReLBYg1E9fhNWOMTVXvlAnMq9UKTEJZliF4LBvUpvildV2H4Aye5aFzxAZ3ZMndZs8FQAXeqT/VOjEkiCaAasCPxWIBeGbT7ZbLt2um9vl1wBhQ3OHQgm7NnCeAr/DN8MPELQNUMwcXXNK2ba+uroDhDXOaRAQ3F9aOZ2dnoERsZgCHk3m9os4AojbPRnxG9J5xkOMiY0LSwi1wjxaLRdu2x8fHGJGyIT0RQSY4DGkODw9nsxkUkoiR2G63i8XCRsiwbm05Adg/efIEE2hAv8DqeGNYUXgbJycnUBZZzx5wEcsAnJJRhcOQTOTOQxQN0SY6FwDV4PQwh1YUxdu3b8FEvXr1yng53Cz0GizKEiv8zZs3gKyHh4foYR0dHVlfHLcDUy6g4GzyEw8mUJnpt0Ge4/XPz8/RRoHTQDcV7D0AHnSnlnYFmh3MJOAl6DU0CGzx4ONjmPD8/ByPD1QA+Fnw6jDYxBinPWUm/8YsJZbckDwBZQ1bdqAyMLGqiusP/taaOy9fvsTWgS0LTRB8UnQlYF5qcBo9Duwe4GSQ0DCfzyHEPTk5Aa+bZdnr168RhIMjBh3Gx48fn52dXbx62bYtNR2UdZwxN9LGclTiIQ0hbNq2aRrvy1broIGSeglMzOSUfWKqGvXekQ8ZuVRXfk4nZXFQjv71Bx/E1W9+va1utu2Dp0+F43q1znJXlkUiatqYUnQurMXHZfP//N3nf/rfnk/zyfLqbWAJSlTVlBJlwYnuJuKAZGLbHa6OSYTQE9bgE8/OTn/16u3//ctf1Nvtdx8+/e7Z+VRI06aNuVQ1aaLcR0rbRkLImZXJM0kgZnXJkTINVFr3e6iYOxS6xfdqt4ZM1H5SURpKIg2l7HvRsyqLqOlKhgFIRlCYByYe7W1d2aE5/JPn5dBJO5hHdOn7fIMd+qtji0UOEKKq2/XmzZs3wXV0HL7uvfcus4Qe2DyaU7dzAY6UNiju1Klje2zNcrZ3pSbHTl23G5M6pBE4F1REdyWyY3apaUdFga+MRqOmaaptc3BwiH27qes2RXSmFovFdrtdLFar1erq6ury8jIpYx9ommZT1fBkxgaeRNfrdTEu8zz/9NNPv/e97zVNW5blyenpV1999dOf/hT9JmafUlpXdVEUTdseHR1Bsa+q1/Ob169fTyaTohit1uvNZnN6ekrETdP4PHvw4MGnP/jDBw8ewLI7paTSjWe/evXq4vUbiFOQppPn+braokpxzq22G8yd1m1D4rz3QtqmqJ4deeXdJFifUthZJaZ9tqefk2S0NcuyPD4+vvj6q6IoXPBVVX3w4YfPnj1DYHoIoWrq/h6aeIp7h9UOpxVFmVLaNjVOakPjOHnR7LPdUpjM33tYCPX3t+Np0z5HtZtzcztvoeHIXNumW18nouAzgwNDpkr2IwFvMW/v8kyCjUZEW+c+cDSM7+J7CLN7TD5xJfGwm5tM7yN85/0wh98b5Ls7UnlXKvBbCA+U3B6FqUzcBXP010OdahKBnlM98X39NtdhxdsXxWEIeZAI9y45/r5xCxF3ZjO7ZAV1DsS08y42LasqO4nJEcPQ1hEzMsrVkTqidEsifFcu37dHNKVIDeFB5X6EIA8ZNPRNX8jC230662zxtR+wFhFHgVh67OeVhdUR71CEMDnyPs/QoTFT0Ft3sMOmzCoq7BJpE2OZUZ7ndROxh2bETT9c55j9zjSVvWd2g4+pju90Rpm8c8rMweHh7B713YlEqW0jMz979uzm5uof/uEfoANcrdZh77DcdUxTTLR3TbsrQ3qP1gWAAaMss8OpxSJb1pb3npLEGJM4NFdGozLGiHwIFKaWigNLA2Sp13Xd1FuYmjjnJqMxXg1kDnQUSG51REBTbdtKTEBBlt62Xler1Qozcp2VYlmC+aE+CgzXoW1b7x2ogyzLiCWlVNVdZTYej3UCi5qO4ayq6vz0GBUhOBnreOGwgU5su92uVquHDx/6vLBuq03fGRID3MJ1gOytp0Y7E1H0d1FWGolh9xkcjkWK2VyEcWWQ5FmgGapbeH7ixYEP8Xtns5mpBx8+fIh3a4kIqIatpEAXeYij0GmG8hMPCI5hfBtEgJavCKAFaITSeT6fT6dTTG8CXWCRmLjo8PAQ9QQACepsE91BLAROEgvM2uTGhmG1Qy64Wq0ODg4QwwCMB13iMNIXfJHVmoBhIrJcLhGVgRWLNgf8KocGfU3TgLkCKgYAA7rA+wHsBwMJcAKLGhvhq6rq66+/xuxHF6vVE78WJ2BDqkdHR1CxWmghLnjTNLieeB1oFwE10RuCnMlyRyyIfHhBMBx4cnJi86W4qjiVsX5wd8qyhFwTpDSIaxiWIiA+xnh8fFwUBSLj8c0g8TCBnGXZ2dnZ5eUlgvWw+IES5/M5hM1Y/0dHR7h6RhEgd/7q6oqZz87Olssl1A2Y8AQ4f/ToEZ6CzWbz5s0b0JXMfHNzg2cKAjN8vz2G3vvXr1/jQajr+uzs7Obm5uLi4unTp03TAIviUoAVbOLWppUoeBd8atqyKLcw4vVMRLkPMcaaoygHcUTsJAhR8pyYGqcUY8bkyiww+7opiMbe/6tn733+919fbdrEXK0X5fGU8hCdMCdVZkrOEWlWC7WRfvw3vzo4e/ytw0m22sbtepqaqWNtW5eFmjlC4qGCuKNcJbFrMo6OiMgnzROx+jovLyP/u1/+/Me/+kIS/eb6Jnz3h59MTwpO5MlFSW103otnVnWOWJlUWChJYqUoGkm5NyO564ZiGSqmEPODENrh9xvddKse9R7fJuZtRn1CnYWYMXcprKvV9l6jCDzmt4qNrMgtqANHwLAm3k3p937C2Hk07jhA/KVqm6qqytHo4sVXMcbT09Nvf/it1ETIFHc0BXWTdXVdEznEzaH/aP1Tl2WDNC8ajydon0mM2ucBdlYrKeU+cPAxxrqqmNlnIUbJsixkWUrdSB1atxcXFzAxev78ed0mSBW22+1yuVwsFtj2Y4ybqrNZhsPZtqkX81XHHXnnfYYjqW4ahESMRiMXPEDgD3/4w2fP3gN1OV8sjo+P//qv/7pt28lkhkF0Zv7D7/3wo48+QoJoEqrr+s2bN59//vnl1Y11PJ++/x4Kgw8//BDfeXl9BaiZYseLnp2dnZ094DAgP1VhBkZEdexybtn5EEIiVaaUkhIVZYETCvFd1KXPdRTU0HBEmYbURxQJ3qvqH3zyyc311cXFhff++PT029/+9un5eVJRx+xdk3bFQKfG7PIn+im+PtimldR52/TyB+89UTcMb6dwIiC9vfGc4TLuVLJR7kIvVU3OYa6J5XbG3S0zW+OHh0/lXV3l7SodiI6ZdrSTKulgJhAjfmyE+b3Glvf60JgWcOB2swsyv5VLdw8oJf69urnsXZR7x/nu5Z96skeIPPchc0PSDTQgmnVM3EfBsBKTU2KCL6beo3Z17OB+aSwbq8ed7a/sLcKPhhzgzrRnl9S3g7KeWIgCu1S3y5vr1EZP3MZGU8Tcqe67YJFi/LDLLbhlyNlZzohTdCxTart+gCNm5B7ZiM7QiRi6Pgubxj+llJiDRbQrq/3v1uqHCjHLMqJECij4jnluckQpJm1iKsoslHlq6k1VpZSCKgo1Dw+Y7kFgUSXn6L4wyo6bViIV7qNEVLq/7IS1Ozm+bLfbIg/MPoTA5DebdaeR7wnuHby7HW2/eylK9ycsjcfj2WwGlRek8yEEHpUmc7dHEVUdiubY7BpUYFrMR9HAgGXKmRoBxS4a81bKN3VtyXXECrdD4wPBnkH1YW432BDxI2DJUMS3bUdPNU3TtBXKXLMDyfK8aZq2rcGBoACFtQN2marahBAmg8IaRTMGrlIbzWcfRhHoNaISxfSdFdxDwRtICeA6jIFhFAqVqBG8IDcMxeEaAjmYt6pxdLjagD2mv0cXw2KpTU8LhIa26Hw+r6oKSmmb9TIpCN6eZZqbUw5AoI0CYiEBD5u01VS+oHGMr2s7JsTjOuPNgOHBSgBJi0cYZ6T56xg1d3BwYLNhuPv2NrBgZ3sMGAAAIABJREFUrL4H7MHQBQxXsCBxYfEn66YvInoNQF/YH0B4QlGMjgDSFyFPxQKGDhZTqRhmAweFuuqDDz7oZ4Y7s3URAad0cnLShWq2LYL78AfDruAVgd+++OIL6ELhpAJct9lsEENnORa4cUilgwLTQiwgkKb+DO4od+csAQ83F2sSyBOMnz0X4LfxOlClwr4FFYmBKFsqUNXiXc1mM8ho0QGx3hBuN14HMg2sVVglAXxmWYYQBRSgeNZA7gHB4vJawiEmPzEQiKWIyh6lbZ7niH+w0YPr62tM3qoqsv5CCA8fPoSIAI64YN2rqvJZgFO0iGzXa86CC4GImth6kDrESRWmVhQQr6SO1EkiIlFpmWoSJt00rWMtPGv0ElNgl43XP3ry5Cq+jJv6+csX4h9PTw421aatG1YpQmB2sY4xcpYVr+L6x7/42817T753NF21SVarosi0bpxziTiRIyIh8Z0sKxfn1DmcvQ4RbRSqSfHLN1/9x8+eX5REidJl9SdV9fGDabOl3AWXtFpvfNtICFmWc7KTuhtFUaLExP26um0RN8h63h21dw5Bg9C3ssK65Ld6a9/fN77U8sH6Frb9IO27VnR1BSaTjT/E3tLEFgQaNl484DB7M6Rn+1WMMZQj39tQY1OC9ev08CDP86Is//Zv/xb/Op1O14suQzVRP7DXK6jxAp47hZ5zriyzQTIw7wYW2hZ7MhG1vZhzu922bcJEt6rWbTdxulpvrm9uusCYtpukBeKCbXI/VherqoLs04qE7XZbVc3Jycm3vvWtP/3zP3/w+NHR0ZEk+slPfvLTn/5UmfK8hCJ6Mp2GkHUpSkVBnhGj+rOf/ezXv/4Mz85qtbq+uYGeXHU1Go3+7M/+bDabffTJH8xms9S1IwsiOjo6evreM5XuSeTgy3KE8xqC9p///Oc/+39/VtU1Sh20YEIIRTEKRY7nGjKTRLrjZj3Iz05ZE3zQnFN/T7uKkW+ld7DFggvdDohD6zfW9aPHjz799FPsUd/6zneOTo5TSpE6o7uUUsgz5wLWFexWYOvgyWdZ1rQtLhF61jCAHZjheVjRGAHIfZlkQVN7dZ0y3DWGjxtm9pJJMfH/njuGBp0XH4zIMyQien8mihn13abjBr4s/bcwZFyIEByq5CQlHmhK78Wf+3sCv8vh85stVKz42Zvr++c8XLx79zxEhe6OeXGX4MdE7HajcaTk3A7SdJ4ubDHlpMRucFVZdzEed0Meu7cw0AEapGQh7vxfAEsSJaHgqu328s1baaMjDpm3etT1YaO3cZQ63f9oZhWrJJoIWe7K4HLFOY9+jNufnDSvdlQYt1aAEiSz8L0xjxpcCicIMCDyIUNdKG1l7QNQdjJoNkj3405EqqaZcuazwN7F1ERJOSVkQUhKTBxZWUmVtaO8066dSdqTt/gny1SB5CkRkQ/9rKPg8nsODsVHioGITk9PV6vVcjWfTqdx0w4g9G6cgAd9GtnHgXf/oN49OTkxZgaWJOOyOyRCCJ52Xrq9Xk7auoEQJYSg2jmht21rtx78MDgcYAaIEiESg2ySeVSWpcQ4NLKnvj0GMgRCUxxpQINw8Mf+7oO33BsZGHmBX/LeO2aQbN57SYLqGQAMlvGW1t2lGuZ51jXYFMaYOPDW67UjRp3a9ls5DgMoDFEurNdrCDWhnQPs2eVYDhJXQVDg4oBRBLcGmIcLZZW6qTHR1MQyx9EOUwGgJqRUN01jbxscEc4kE2Ga9YtRjjbUh7rcaEbjXTEuCO0TCgvjuOxNAqbihEM7xnwyEL2AS2GaVcBU1N+onDBOBuHc69evYZM9nU7t2ENNbw6uJk/F+sTVg94PEk2YmgDFARCOx2O4hKMuRCTgYrE4Pz8HbwakB4AK7hFqVdxNSCWlm8JV3CzEYOBzlWUJhTBEs1jAAGPIP6yqCqondBAMH1poIYpR8K6mkJxOp/jtWMBWDVjYuhWOSOzAdYAjJeok3Aj8XpRN0JLZpooKabvdYiAQFiy4SlhgYMyAwLFRYLcPITx58gR0NNRcEMF2iVV9oB9mcrA8zOwUzQgoPEEMwo4FEYWj0QjTepeXl1dXV8fHxzc3NwC3oGT7vNMuJjvG+ObNG1wuaEoh68UZgTFCmJfiixALYNSwaRo4slqcJvx4m9hKTAjQxdbnRGLbukSZC7PZrPTuZrNZr9cFhahOhZnIkThykSRpEtWmkXKUqXfbmJpWgvc55aM8+Eq+/+zpl4vFslrptHh19VYo5bMZZURJAnucVo1QivF6NP7Z67dEcjr+zoeTCdVV3bYluUy96043caROyZGS+CAOZzHKWqeSSFOS5WJbV6LTLFHrSioPDpLnJOTaxEFVBG5qQVlFXTeDwOgZi3fekU/6DVFVljM+5PpujdINN5mhrwl8uQdlYjf8UxZFf8rzMG/W+46+tiFVLGPMf6KnYzy2pbbak9IrNXLvXF5kaHjZNyTiuzKuPM+3TY2NBYOg9hANJwudc+y8VboxiiPORyM8As4FNJuapllvNqDWkYAEvXeMsarr5XJ5fX29WCyWyzXGvxeLxWpTYWdYLFfSiwBDlj9+/Pjjjz/+/ve/j3N2uVz+4he/eP36bVmObZC7ahrsLY8edT7AWZattpuTGF+8eDEZz84fPnj89MmLFy9U9cnTp9/97nc//fTT4+MTpMYzc1kWqBC+/PLL3/zmcyDkH//4x6v1GtckRvnkk0/+9E//dDQavbm+quq672y6pOKzcDY9a+qIug6HfgghqWyq7Xq5+sUvfvHi+YvVZq2qkgg7JBGBeHRZMApoPJngJo7H48lsGkIoRpODo8MQwmg6KfJRXhaICszzPMUOluy8Sfr5Hb3PXT/kWb2t0Fk7f/jw9PwcR0aUVLdNVuSA9+xcX07ulDtD277dTKmhStGBcyZhjBMbeJZljhB82nlZ7eouuGUKafeY9PSSg1cjg8qUHYHNYN7sKevnivZk2LcIgK7GZnc3gvJWf+eWKegt2k0HXpW37FvuWp90V69Po3tHMifvMX53JJa/l+SGO+TeXWfO/W++b9KMB7SeEZnMsQNLO0POjrXTDigLd3JESDqZ9/xpmLxl0Q/vUqdkFh1SqP+o9JQ7kWNvQ9M1D4SJHHPbNM22YiUhUhKMe3XGnsgQ7cgoGb49R+kOlO+tYpiEDfWxIxKnmpTa1vRIQytYG/651zBa7897ZSanmog45Hmel1Vb3V3B1KUJIj+DhCmKNk3ctHVLIo5JJaW2t8NiGPMYA62MPPqEucF3UcSQLNvYrQ+u//B9OgKRcw5Go1mWYRSKLgg19+0YQ+uyDJM6LVFnf1LCmqxQ3KHiR+Fb17WjTr5YFEXug6omiXgPKE1RH6MAbdrK4r8NOcCG2KQsJoyEDYmZf9gRC9IMoNEybfBtAHuo6fGpEX02nU7zkGENoP7zffBRlmWiharmvovzijHChQi6NRSpoyKzQiH1/leY+ArB4/QF6lgsFmXeGS02TZNl2fn5OYpF4NKiKFBqABdhKgAbK/gcIGTLbzANp+XRA+ahiMHdQUnahfM6B9N/dEaHw3i4pGb+AWEbZJM2FTOMK8SDY+eKOXTh96IWMUtMzBziypg8yVZO5yjgXGeQ7RwYrevra5wrs9kMWBE3CLU+6n58XvNvBOpD1gLKenDLAC02s4el0vYpT4CdNi8KgIrYOpiXQEdkOQf2XIxGI/QRQErDVgTrrQv2TQn4GR8fMldUNqbJAYWFew3gAWsWuIxgmWG1AG3ivSE0AhonIHNcQFAQuPKICDcaELgRQmUQXDCJAZS1GtoYPAwZLpfLqqoODw+RTICVgClWe020G0II6/XaiDK0RcqynM1moIgR4A4DFSxjPFZYxpjog3IbP2gjuMx8fX0NVBx73RoadovFAhAdGjPzgEWpB8yM2wGewbrmtqcB14FDQPmLqT8T9GIyByvHJorH4zEc5NF9gBsqJMpYhFjGIMOdc0lZmygi4rlOsaqqpqpPZkdKUlXVmjoaOahLkjO7lp0j50mFSSQKJ3IsynUryfm8LDTP1ecpz1S4JP5vvv1+Sy1fzVvRV68vgy/zfOSDpmZLIqEIFLhp01ekY+/C9dsHX5fnHz4bT8art2+KLBMVVeeJIQFympi5co2X4JMrlFVFXRRK6lymo7OQfSuU9XWV5/Sv/+A73zk/qW9eFy5I1IzCweSQiiI436YYEKYNQwgRFa411Y7LpHcFO0PIN/x/2q8p7ZDtGsSDP3e9+vrxeF0u1r2fVsRQbi9I9pZAMDTstQRaDB5jtWN5D//0h2CwZ9/KiXdFUKDlZ1SMtUugCu7eDKZTdJfehhWYFunm5ub12zeLxWq9Xs/n8/l8fnV19fbyEhPp26YxC5YQQtO2RVGcnZ2tVps3b96klGazw+Dctq5hzOjYq+pmvc2yOB6Pv/vd7/7gBz8AaV/X7eHh8Y9//GO0jeq6fu+99x48eDA9OPA+G4/H6N0URfF//Kf/8Bd/8RdHhyfj6URVnzx58id/8idvL68fPHjw3nvvHRwctpKEyQYWlsvlaDT66KOPnj595py7ubn5m7/5m/l8bvsJ9lu4N1m/Mim1TZdqG6FCZHbONbGt287L5Pr6+vXr15jlSSpM3lBfd2HRyc1CCGG1XOJQexUjg4zN8jzPy/E4L4vJZPbxJ588ePSw0UZi0kHDHfWrKg1ItEHR6JiJ2rb1WUhtbJrahsbrthHtWtJSd0fttt4GNxAGd9Su39F3zDHGqq5uAR4RAZeDH0TfvNN/aUdstG3LKGnotopQuCvLrQOiqjtfTdDp1A27BiR8KNGgLCQRdk76R3UwWLuzgdnzoLgTw9C9H+lyy1jN+15NQX0LDd4Cdbs9Qe5xnXxXnCbvB2nuROO/N3HnENRC3UH7Cej3m7z02LX/JLoLYRcn3Syz7KE+50iEcCeGy1SNx7sH4RjBd68qVQZfx995kGyOBPme69tZkHZNCNG2bkg0hMCiMDXZhUojZ2If4PZSYEe8kxTDa7ODPkwAlA4ep11jI6Wmi2JzzNJvASKSRW86wN1QeMfl3xoqZVgACVPmvKQ0lCPuCyM7Cm73DDh2qilJQ+1yFVsl8xfuIIpQ5jz3Li5K7ByLUj+N6qARIuG7Y43c41NmTnHvYYMEweAfkcuy4vj4+PTk/+PtTZssyY4rMfd7byxvyXy5VNbS3VXd6AVAN9CgQIAcDIYACAIkAQ5HFDimESWZjF8kjj7yL9H0WZTBQIAgOUaJlGgkxaEBA8LY2LeuXqoqK/Pl2yPiXnd9OBH+4mVmNRskTPmhOqvrLbHciPDj5/g5J9OLs7KXlvOkDsq1YZeXxu4PDw9ffvnluq7PL86A9CaTicTGfCnzkCFjA6VeVW2I8swHM4ZCaxwbnPutY5tJE6kL725NnLuYhBjjYrGIdQ0XiizLJLZ9L7RpXauSF6M+QAdh28qyXMzmGAxDnQogZJ6uMUbM22DIqshyEC+osOu6nuyNwAAAJuX5EOjUhOmwG0W5abPXJtszoR2oFRhgYJ4K3AIWAF4GXGQkIf60UATgbZtbAxxC0WwySxwHy0lrnaC7HPDBYIDSAZuKYhqlM759b28PpwCVt+1Fa8AlgqOHCxxIwFSmsF0BuYcSCicdKiAEwYGSxcuwOxb8Da0RVHxYseb3PZlMDg8P5/M5EBEQ7GQyOTk5wfyYXdc4Gij40JvAeJ5pULHxqNuwKsw7FNwUqgfEBhqBCYoJJxG4Dv+KBjyO7YMHD2zO0EbmIP7EXuBWYBM7OPvtqKrIer0+PDxEMD1EobPZDEhvsVgAsSNNbjqdwtIGJxf6W/hqYpAPgi7Lmn/8+LGZ+qDeQpGHg7BYLMwNBdepmZTi6Jl30Wg0giEQrk3Q6XAVOjw8BPixIES49RRFAW4ZyxKYVlXhawoeG7Qwos8BnoH8caXYokLuPIrgvb09yI+xVG7cuAFNJhYSoCw6CzjdZ2dnqJkMPEMWCzhnCBPwG3gVbCE2BsAeh3Rvby/LMkBlkMwt6vYhubqqKkcijbRtjiLf1OvVapU5xummSkQD/AwScyIRZqUkmpwPMTaiJGXBPiwTLVdzCplU0xsne8++8NQq3np0fh7LkvJ8Nt3o2Psydy4kVee8C8yBT1lOfHa6nH/r0dsvHYxGRTbIc/VB4QUCUi6hYpCqTEXUrAmUlFnIJ3VNYFf4+N7x+NfuvufZ09PJ8eQXX3j+GU9VM9dBQeRLn1MoqE5R6joRcWpbvEk4SRRaM2281nXqd1ovlXSWm4rnUZ5lW3ex3kPKVP1odeG+KgIXMO3SbpqmiajTcYHneQkut7uLuh7vt7WQ6fsZWkV+jcio1Zo29qzEZretQ+cvdU7x58FwSN5RT2DMzI/PHi+Xy7Ozs9PT07Ozs4uLi9lihRfMZrP1uloul7jqN9XGhxxsdtvg6+Txy+WqkeS9f/XVVz/3uc+9+NJLXaeb/+iP/ujv//7vRSiEEPJ8PB7fuHFz/2AyHA6LvBwOh8PxaLVaffnLX67Wm/F4v2rqzWbz1FNPvf766+v1+qMf/egnPvGJwWCgwpumtu5JSukTn/jEh3/+571vI0mKothUjd0J13UbmARJf55nx8fHEGjEmPb399HeWq1Wk4MDKCzQZ4EudrPZRIEtNuPB1EgCjcTMLngUfjh34PxNcOF8wI0lz/M8bwfpm6bhijl4SrJF3aQpBKqaBS3k9FSZvc9Go9GdO3eC81VVcch38hJUr23H26Rf62zcxJDlyjSbzeDdGrKQRJvOjqU9O6LWO9bdnr61U/HUSymxC+Y5ZNIkM6foJBtsZRuqoK4a7KByEmcDsR0bBCKxn/2wI4DsjReZ7L8v+dmCPed3xgU7FCM2w9Sz+aDeV3jy3CYIctodvXuH4TjuDBSvsnyXLT3VDlG41mPm/xeu76dM/Lz+Q1rQJ1t2b8s7917QCQJFiRlOP9w/YUbutZQeKUY2LzWuXN+rB9NlW2yADdGer04rFnZtVp+hvjZkua6qlFKGqqsTibVR1M7vQpEdE0t9QhoqTp2Z8XRTf1QOi+3+dteGSav7MMk514aVXkF9doiQN4LgDKzm7Y2duz3tRlV5N1xlvloRZ02SIFKn1shUWZiZtj5O1PWT9EnBrxgp7o3IsllNUC9ynVRFUtNExxjWdcfHx8vlcrmaS7PuWUWn61j43SleC4rpGfbkeRZCaLO2VnNoGkMI++MRKqT1ep184713nemz5UMAmZg3NO7UrWCj+7EshPFwZP6KcGUQkbom59ywLOHmH2NMDUSA7fRUWZZZxihe8RbcQ5fLJZBGU7URzyj4mFs+ys6X+WSYOVs749c9xmyYpyzLLMurqspC2Gw2m80aHpVg/PI8L/OWbTB6DSJAu10iOAHz/SaTw6MUSxfkkiXk2rrC8xXwDJnRZqFp8a+WtQCQgFIJKj6U7Ov1ejgcTqdTm2wBaQleC09x01j2iVbUOvgntMNt6BECntYdp3Uk29qCg8BEVY2zDMgKRw2webPZDMwetH+g0c7Pz8GrAHwCIViqL/4/Km8sAxutBMa2Is9C2zebzfHxMaznzHgWBRkRzWaz/sQ8iGKTCOIXqBMtp86MTLDXt27dwitx3JBB189gAM0LaATLSnCJ6E1UVWX5AZhmXCwWmPGzKVAMSeJWBvYSkAmNc/Sb7WiY1ZCJHVJKp6enYP+MDYMbnvce7rKWyGJeqUdHRzZQB22nFR+wogUEwoWA8UXAqpOTk0ePHllqCOA9hOJw47QiHsOliFM/OjpCCDt8QTG/BBwIrRdoc3ionJycANlCFotrAaoBdCUwgIdrHEw72hyoOKF8xoeDg0Vq5Xw+f/ToEZoFmBY+OztDHwT42WI89vf34X40zAusHDQ1mHm8t5diwqWxn2cr5qquU2J1XtgJkTCsApNwIkkaSb3zPjgf5uvNm2dnjxdVKAdjl01nDyhsnr9375P58Ktf/86s8fMqxU0TvB8UReNo3VQ1sy/y2mXTeuM1Ppivvn3/RzduntzNfdVEVfYq7DypqlNOSqSbsGHxJUaWNJFriEVZqV7cyiafeuHFn3vmuTAMJTXNm69PMjkTcYlZiNab+eOzWZlH9Y0LRCSOEQARiaN3kdhcLi8VPzY5husIv89N+rGrw0cToU/3dTINj0eM9z6EzDnPzGUx7Lygsl1lmvSldJfypvuZdb4LhOjr2cwOdJt+1msEq9sx9Me/AvAsN+tyMMC95Stf+coXv/jFarVBFwzdohhjHQVrZn9//8Mf/sjLL7+sqkgB/eM/+VM4LePany/anzt3npocHeIpeX5+Dltm7z2zPzo6eumllxaLlarefuqp97///XfvPjscj7z3pJzneTEoLy4u7t+/P79Y4F15WUAAghDRds6iEQSF4fmF28XJcNg07bz6er3OiwHwqjA515r1gwBHrGXnU9WOUt+7d+/111/HDBuEpoZYhBTvaprUWoU1dZblIpJah3Mylh6DCbhXZ1m23tR4ZNgM85bUqhtWqmPVjkyqxhi9Y2Ji5iLPo9DsYrZeLh3me/v0BpNVX0+CI2VZYiCZSOu6Ge/vtSKdEDbLVSSF60TbXV1VtrC5q9yiSlmWMSXcCbdt6CIzXYZVIyZWR6whBJu4KW3qyi4Nx7CGDSxNr5Ls6bmc6y9X0GJbBCVqGqv+JO0lr5d+6Qiir724+lCkZ1nS0jzOcQdW+1l/V5m9awPZTYl2jezORpaErzIZWzkrM9P/9L91PBurCig455yoEBOF4PLcF4XClJ+cckPXuMrsLAvu56o/IcLhSQjv3UeaukummtriQddxrZg9AwsXvAWMtm+Ejj943/lSSh9jhe6Uud7/dT2hqRnAMDNR6m2nY03YnsCONGVM93/4o/n0wrNqkpAVaLial2aMkXdJp360t5cKg1sam5Qiqbqe9cilJcLlAAx4Tznd+qzcuXPnzp071s8LIajEfuikqjq1pMvonReJ3nulFOvmO9/9zmL5KNb1/OzcsXftCCzZpC8TOyWX1MEjh5MSiXOa+fe8973PPv9CTJrlmURSEactO0fEopJxjyvvj9AmC0JUXDB2R6JuLpa7s8JKKcUsBBVJqYE5xxtvvPGD17+7Wi4yJk2NEwnO1XXN3qsyOa9ESolImJRUiJJw5YV9YkeelYm8MkVH5N1wb/zKq68c3zgkTXVViaSD8QTERdM0oO+SxC5Hy2dZiPU28timqpi5zNtW1mg00iR2O8szbykCAAkpJSCrcVe6YWfruiYSQI4QgkZNKSkBUkLdHomoLAsR8exSElTJ3vuMeTgcEqQRzESUpAFbUpZlngdNIiKh5+rRyfCqlCJIkjxrVcQxRiLd29uDjqXMCwgsUWIi7BXzexjZqqrq8PDQsASeXuY5aXl3qIMB0gAOzfIOntR4GXCF2ULi0XtwcGCzbXgwY3uAuAw3onxHllpKCewoBsOAmgBEEQGHDeiPOVl9YxOMR0dH+FLMa8HrwlaIiaMA8IAu7GkHRAphJASKyJDA8gYLZ0noGMYDQWqyAhBxwBv4K74uhHB4eAjpJkALIBPyAHBAkOMHehCnD+CB2Zk6FN9oalI8bmGCF2O8detWXVfW1+9J0dgoXxxVcLBmvz4YDFA62E3PBK7WH1mtVnXdmKuNzXNCwImuASA0FiQcdHEpYXuapplMJhBq2typ3YoPDw9hOwS8DeQMChTfDs0qzhEw28HBAcSlnRU7Y6ow9TrcyD8YjUbgSyGIxffu7++fnp6adRDKyvl8YcHTiO5AFwZEAXIvYQLU5ci3oS9FUQwGg/l8Dm6nHdZ1DpESWMlG9gKVmc8T7kJYLTj1oJ0xsNpa6hNNp1Pw+fhYNEGMby9ckZfZxWJebdbVatlU1SAfVlVVUdo0m5Hje5PJ9Nvfe/DN1wZJT+qmcU4zH7wfqB+KDlgLp7nnYZZnkUIYzX32l2/e/9v1+WoylJRnurnj06dfvPtvnn1hKOEff/zm//2Tn/yA+UHIZDjKB4PArKkWiVTVFXsRP6TsVh1/fm/4meduPV/KoJqOYzNOgaMQJxq4VVqVca8nRUJS1naKRLlXt6gqUROc17A6uFV+4b+ePnP7QZYnV1JsBZdMCcFeTeDGa6a5qEIv01rVdyWv9z7rYuh8CN45l9hyF3BgbQYVGN6mZEHdr6pNlmVQ+mS+nUDG7R3dUt8Zz4YQYmeWaNl9FqaHxWz3hJRSrKttmB61L2uaJqa0Xq+QwD49n8GXaLPZrJpNVVWr1RqkNzEnkbwsiGhdVaTcNM1ysx4Ohw8fPiRRdo56orW8+5lMJneeevrOnadAJp+dnf3ln/8/Z9NzXDjL1ZqZn7l396WXXvqlT33y+MYNwC0Rev3+/dPTU+hakciCO+HR0Y3jGzeKooARZa/1D0efZAVSaqka7kFuxSHo1feoKFm3+Woc25a9b/0tu6/wseXKtLMOR3r9j3784//9//jD4Wj4yU988gOvfhC6A6TkiWpiTUyilEiVKIkEHySJigTnYp3Gg+HFxfQv/+ovXnvttdV8Wa2rIi+bKnrvPHsilo52UCLAj4qZrGLslevOu6TiQ/7Khz70bz75iSjiHMce06vCvaa8M5kbarTWhFa79KyURFXSVpoVk3rvV9Xm8ePHi9Vys9lsYlstVFUlqnmeM7umNXNqS79Q5FjhwecWSJNSamJk5/HQh4fMVrrlHHtXV43NU8D6hXiLEvoQLkoS7xCtabvWFZm98wuiNbSsTCeMY2MaWiuYzgymm+rShmTbGSF/iY4z7LIjDXW842jZ7SDKsLYdAzZed8Li34FLY2aVrN+7we///ceeC/8kz2YAWYlUhfzlab0tt3itpUzvpnnNX691guze+M4GG7K7zxbll9qg9l382cFfRxgjB+ojUnUQKfbi2l3L9wDB9zSNOzavuqs83pmSa0lFpuA8aWrq5lJG6tXhzkutsn/SlufK68MfAAAgAElEQVTdBV1sDZqh8jdvelxlrDsqykTklUQkCdSabZMEMweBQsj8yi0dqxcSSRmMSVDeibqkjskRswqpRhUmVlFtojQxJWUljQqU7JTFlhbLFnl2clYian11u8NOW1K0F6hi9ylFgCGy+NrpuJOTk4vVWVNXqdpk3rcP3e55I5q0hf+qrNzye4WGEEO3bMw9tW7SZu3qWLDn4DWmppvdQvE0X62993mRde7VTZ7vmXTTpHetJpPVfBcdsckaVR2QADR7GOAx10FVRdb2sBz0c41SSvWmDiE471JKCLFFDdHOKRWlaSzzPEfPr8BQREcQ4QEMHdr8Yqaqe5MJCkpLBVitlilFADZSj1KViFarJcgZyMwAWgCrAHiwPXCKH41Gq9UKNALwEsIPASqMu4Nm0pgrHEbj4qA6a+1nOhUx/AmPjo7ATyJ024xGbewN/AwOpqqaCg6HHdaIq9XKeCp8GtwsUADZXBOqecw0mms5gAGKD5AtkAv2/ST7M29mwX90dLRer+GaCMnfdDoFwgF1ZvOfJs1Clxf2IUCPJuJCzWe4DqgeBRYRjcfjt99+GxfC8fExKAUgH4gV0Z9erRb4fCgnsVrAW9oEo+WM2wPJnEWtgWWKA9CzwJyA2SYPBtIAsQzuF6sX7Bk0ruiyA5YDVLcTtqikswxnFslyIOdRB/fNYMCBl2UJ5DYYDKbTKXxQYAQFqfNoNALfjoWELwUAs3ARmOzh8pnNZqCpca5tiZ6fn2PoDmNyOBG2syDTZrMZdsdyI7DewJdmWQYmFo8GvKsoihA8aApsM8SuaBaABR2Px6ihcQk8fPgQ16ZzDnpdfDh3BonGV+CRAf8knCZg1/Pzc0SBYQdxWmOM62pdDovFallVm6ZaU0yFb0QkeFdmebVarJbrpMQhk9TMMm68ctDgOGnr4qisHLiRxpHn1KQU93O3v6bpxaqidQh0X/Q/fesH85V+8pUPfvijvyCjUfjRD0K9frCpIg/DeELRFX50HqL3XiOvm2oa9OvTt+rvnH72pedeyIeDqmIOlKk0la7FS56C29GYVQ057jwkmXgb5NNV/LFJqaqq8/v3v3P+8IHP8r2jo8mNoigGo2GRZ4XzLmMqMiozH7fUHNC7ERfGEpiSPKPQZ9ss3BxAztoZZnR8uD+xKCCj9NtQ0NUaZ3yrhaE2GsEukJTSw4cPcUJns9lyubx//z7y6FaL+Wq1uri4EJEQ8qqqmhTN7AddmOVivQ23ZDWJu/O+rmsl+p3/4X/8+Mc//p7nn08pffXP/vQrX/nK8fHxjRs3Xn/9fozx5Zdf/sxnPvP888+bYZgPOVoq3/3ud+/fv8/M3/zmN7/+jf+CfFfk4P3+7//+v/13vzlfLWOMvnt25Hn5nve855lnnlmtVnCJtEMtIkoYG3OyY5GaSJ2omPUdjC6B+nibFMy0I8rtzKE6B/IuZ9h1dg5W3HLMWFpDvJ2hkuff/8L//L/+x3JQZlnWpJRIM++yphEip+pUPZMoC0oPUieaRFg0MAVHHJvldHpxcQ56kDwnUnWSlJWltUWldiSvLck1x1AU9xEssyQhVfaUZ5lj51Qk/pRJ2u9QeTIRqVnU4nEg6szwOXRcMdatdw5S0ti1zIz3ds75LChTSlrXdWgtqZ2qcvDbuhEcSTdEKoThbbnka9id6FaP2f9X+z94L57O8Obp4u+0X70DqxlRAa/F/liZdFV0fwNkN5YTD77UbYZzTnch4lVOz+1O6/UZyEucmT4BMrwrhSc+HhrfbQnu+tEDLULVf1LkeTmq4dJfhXpZeO3vV2SilyIpeij08theT5K+lYWyI0ecqP1TQXARQwUBT5Wt7JO36M51y0VEmMwfmWC7op3FLAhcBPFxaNXMFhZ39Vy+M8B7N6rfvhi1L/DtD+PhgYEa+hIZyz1ZqWCqr+fSayvMYxSYHasyCYuyaGAH5My41QhlISvzPGrc1FUUzGsIKwVSTiKijmBeKmDSiUjclujrJxUi1fCa+D7eTQFpRQjb/NmoIrHJfcjz/OjwcHp+ttiszfvIOZfQx2ByrM55cqySgCqTZA1RwuOehYmcpoyYNPmk3DTVbFFLipwGo2FqEkrtPM81Jksbr+sabXgQxGajYj4QrMkImfFwZDJ9onaMzaK367pGnVlvNogCu6RG7pcIPmDQTkMIjrUfcQZHEys4sCaBN5qmCeTAodl9BNtsGfE4tt575nZCiUlMzWU+h0a4gRDArROMAQgZFJfGRJmxDSgIzJjVdQ3k1s8tBe1jSlG8rE2e7KLztlk9RIgatxEmCEdRqoLOApUEyggYFTAG8KBdJ53mxOYVbf4QCkz80mLpnj7K3EdRnQNOQ+jYqXZr1IIAMzAhMIEQIEE/0sPSC/EVQJs41Ji3xKYiABCzMRg9hWO4uYbY0OB4PAYBCL4XUW8wVgU8wxlZr9dAIxBeAjPD7A7Lw6bgUkpYG31bM2iQgLdbUfT+PqYu0QJYLBZQUdrawF5gkWADwBIbAscO4pIxdxzpGjpY2FDYzmaz+XwOJTDgIs4jBMbAyY8fP4avAxY/6AtsOZIt+qb2OMV4VNsvaGpg5aDxAcSF4ww8D0wLkLlarW7cuGGjmOh9YMndvHkTB3k8HgPrOudu3rwJ1x/oToGuO3P2HPIzEH1oVYBLtyRMuyviXWhJDIfD8/PzxWIxmUwMudmtzOxnMIkEZxpMFRom6fcdlsvlMBvatK33PsXEzHmWZcNyuVmKdUhVo8gq08SOmHKnTimQBlVPJKpC5Dw5iUHdjWH5rAzr+ept9rWkapj9ZNPEn/xkWI5Hrvivnr4XUp29+SPH8Ufr81mKTx0/Vy+bMCxj1SjFyGmTh8fE39ms7pxd3Hrm3on3m83ak4q4LM9yLpJjSYmIvQ/qFTrJEEKTIsid1B2ZVhVZUubzoiwnT90qn707G+9n48MUKc/zUOSZYyeiqpVLTeCiUwK3V4S09A/cjyUmZob3FRFp3FbJOKe4CU8mE9yKbVoY/sw4CzjLOJXM/OjRo+V8Aan/gwcPYPyzXC7PL2Y4+9YyAG0CA6HNZnP//n3cyVW1qtYmF6rrWNf1888//5GPfORXf/VXT05OlLkoir/6q7/+0pe+hBv7xXx2584drJnhaDQej0d7+8/cvfvDH/3ob/72b4fD4fd++IP5fP7yyy8/99x7EFvy7LPPvve970U/MQktlmuiNQJFP/CBD7zvfe8bDAZJ9Mtf+mobFCGpLAY+CyZWUogaFDlG3D1rvMG2VkXlgiW/7YQhs1wrW7zkxGj9934Foh3qaEe3uD921cZ91U6UVURVqF/CrVbLyfFB08QqNt77YjjYVFXZlq1qsjtW9YoJseRZhVuOQ0jW1Xq9Xqsm4EnRKITgORVSUYFbOrKoqQWThEAz5IVhi53jRE5V85A5Jad9g4mfXUhbV5emlLTrALZJbCIpSUpqbnzM3J/oUdUoiYSDC23hsbVBaoPat9VpF9QO2IYbdYxijyFhkpQY030o0dspLe+cAwkkQikl0q3Cs5+nZ6jPZINbwxh9whIivpS02Tk/ti9rvUM7LIpMi8thcTs6z16pL0K7fpOXfn9SUui/YK5P2lg8egeKT3fNWp4Y06c73i19mKd67SfsfHb/rdzZxXA76ta52bS5HIjVs2HKPmUHyLcNVbwSIq871NyWboJgwbWDpP0JwNbpW0l96wzET7rRXL3dXPNipXeQ/161qey/uD/X176Ge+Y6sH9pw1l6iZw9rOq9Hxal917qhpgcs6bknUupJVeV1RMPy/xgf7KJjc5n0tSIXGBVR5Sa6Nhzd4Nrx/q4ZfosaYN7tlEYqmyfhcb1eWLXl3ZS23rxCmedlm3gxMwHBweTycFmMZfUOCJl9l2I1jZ/Rkk0OaeOnGhQFVIiFvbOk+bJBZFY1+p8Tm6Yl5waksjky0F+cXEBFAGCAnef0WiEXaOeqVfb00VnXdR6YKZNR+/WzB6hOVyv1ynF1WrVdKEOFraO3Lx28kpr7z2qUwSse9eKPbqPFRt8om7Gb3tHE1FVKNzW68ai8ICyLG+gLMu6rqbTaZ7nk/2xBTeZL4uqFlkOpSJYBVSHQIYYCQMUnE6nMPYE1WODc+ZICedAqyPxYwHT+MayLNFytvlVcDJQVxp2Ak4DPoQJKuKz8WwAoWqDCnVdv/XWW5BZ2uO8NQGfzWDYCCdGi44AzwlHROSzTyaTXoCHIjQcB8pUKwCTYCmBBxaLBfYdKlDI8CDPw0baOA2aODgvqNtgHIKKEJNyCCewjTdRJTLZUCZil62FbywWhuKg/LTNtsoJxh6AiygfcSrhLwJeETpJ41TNRwRADlwfokThHGPaWgSRA3tbCPtqtUppG8YA1IpMkeFwiMg784Ydj8dl2QaOg7+1tiggKIh3zEziUsI8D9C4GX7idI9GIxw6iK43mw1A7P7+PrA96DJ76KLUBoU7Ho8vLi6wa5imwyLBqkD3BEtub2/v4OCgaSJ2xPoUy+Xy+PgYSMwkeVA4N01T15UNVZry1kJHsCO4lHBSJpMJvIiwmM1YtTPJWCIIEfti85lt37qzBcZ5B4zHv47H42E2VJY6Re9d43lZo4flqk2lSbzLiFzdpEY08wGNQFZNKqKcSIVIOitzR8ykQeJxmb+QTZzX5UVzQVxpVnMKtf7o0dmLxf0PHB788vPPj0dc//i7j6t6FpvNeskpy7I8buo8eHG8ZmkGGTv9xtnFew7i0+XegL1SIomqXqpGAkVNklIVUwIjAbM00I+uxRjI4PLeB9Vx7uq6GrM72J/IcLSM9cHkJJGKaiPqMUXinHMcQr4t7NpPaF2XEcvWts/wdObUjvr71noNw5aPHz+Grhv8G8YyT09PF4vF+fk5roiLi4u33nprNpvtjcbQ4uK+DZ2F975Rwj0Knsz37t379V//9d/4jd/AjTrLsj/5kz/5u7/7OwAkklbIPRwODw+PnXPD8fj45CSpvv7GG50EYAXXK+/9Zz/72Z//8Eefe+45733IM+89O5dUvvEP//D22w9UqSjK0Wj8/ve//NGPfnSz2VR1xN1gejFvAwNS8t4fHR0J8Xy5yvN8UzflYIDWYV3XdWzKsjw5OUHgZAhh09lUoizC86tpaqM9raXYaiuuxCH2ZW/92GuLp+rM4dpqpPO5cU9owXO/PNvq93zbXMdmDIfD1WrNos45aWIIeeaySBVgmUE7JSVySdWxEDtRSprYsTItm3VT1448J4R9q7MaTbb1jBJGsvhaUxBuRYTMSrnPNLVKxcT0MwR+lw1sSS1lJ3VubcDMKaWmSapK3rUunexRC7Wnxjt0UOq6xrW29eyARafRlI5tJmgL3d1W3bqdppNtJd8iZLjUCl2aANzuiyPDb6JbP00AyBZx+K16mWlrsX5txW7S0+2k1aUZvO0w3hUB53Wjfe+GHPoXu7no1bnFKyTeLtjjK9adT8roe1IP5jIC6pTKdtlZROPVTIIW1XD3izol6a729hxdcnPZ8mC9JgT3cFdXMfYuLaWk4i3aS5SZJYrrjUpvr72uS8G7+Y//vMvs2rOOKrMvbjQ8cI0jkEMUEPdtdPAhqDY2dePAZqs4IiUAM++9K0M2Hg7Gw0E1b+2YgLeD8+SYNDERa+tbqkSOnQBA9pfH7oijHRacJ24v6k6pq3Tp3q2dVAkfAvuE+fn5ajHtryLvvSRsZGJSFmWm4IkTa1KSqJSIYhBxqrk6rzrybpRloyL3lFFTqQ+IO0dxmTlv5Aw8fgBZUUzbbH3rIN+IBXmhCLvk84ZbHugRETaHT9SymQ9WqfdTmAGFcatqmlhVVdPUg8EgOG9erBCv4AFvgA2CFmjDvG+9HD0zFJVw2LeBnxjj7du3SZMxab67WYPcgBAOmkkLrAe6wzpEXFsXAxUsvgzda5gW4o0WR27jJTa3ZkEI29HKPEcNYal34ItMAYJvhMmkWVOCRwIXZPUWCDp4JJp6EGAG812IW8B4PZwtEBkCeHxxcQEUgdOBuTU02qFghPzy0aNH6LvjM/FExFfjEBlxis0DLrL5Nxvtm0wmOOwQNGLJbTabBw8eQB5mFB+2HM4leOocHBxg5AYoHcgf2Nt7H2N68OBBSung4ADtfDsvKN1MS7a/v980dX98yLK/gO3BDeKsIbkBLwZiRJIBCD34f9iasXgAAK1Hjx5ZW6R1xM1zs2YBqsH6sRxqLANmPjo6QlIF4A1EnrjKTHEHJImDZi67ZjEHawpM8eFygEYUsrTJZIIVgoWB05FSOjw8RDwjbvuAjsgVBFeMnov3Ac4rZsRlD37kPeDzTWGLlkeM8eLioqoq+F4AqNi6tWsW1ztO2Ww2izHeuXMHCZ+TyQS5kQASeL2ZrOKvMLPBfQbwFQcEi21YDOtYiUjSFLu7ivdhOptlg8w5FyWtqs2macpQhEgkxJ68KpOywKpLMHLgHDlJQXWk/lbI/Gg8de61s4e1qC/Kar2aLebcNG46HVDzsaduT3Vz9uMf/bjS1fn5cHDsEpculMHV2lxsNnXmqSh/soj/5eHZvZMbN5p10Jqb6KqU1g3nyZyuiShp5zYRfJZlIcu895CT1ClqbI73h3mex+BDlofhYH80pjpx6zudnHOZ885xTZJUAjvvvcuLfjgYwsFx8Z6fn19cXODKhTIc18tsNoNJydnZGSJGT09P0UqA5B7KYXPEvXXr1gc/+ME8ZLdu3bpx48bf/M3ffO1rXzPaOcuyi+UKsP/4+Pjo6Aiq4Lqun3vuudVqNRqN7t27993vfreqqve9730f+rkPnpycTCaT4XC4v3eAe6z3/i/+4i++873vokF5fHzyhX//27hw/tUv/uvDw8MQQtW0fRbyLjbpQx/6uQ9+8NWsLL785S9/85vfxNRf3SS7GPtTUsoubirUQhgvvH379t7e3nK9yrIsd/zhD38YcaAgGGNK3nuCYraTjhcFnrxkI8dJJTaC+/612WVXSZIdTHi5snL9chfxAVdBo6r6nqCyLdyVVJzWUvosKwtcUEIpC2FFdWeK3k0d4XOEIjEzJaZE6l2ITIu6TpvolSChIlFWdkSCYkzJKykzKTFDvSSJWsuGa6VkNvXD7InSzwbvkV5SIXrvm7gN7+WUOqgj/TJVOh1BOSiMJUtooGubx8bEbfSUd0SYOdNYRfyf4Npw2rquRciI311v0u2SMAOXDoXtKDCdb1VRlxzgrw1O4G1GuD5Jx4e6ul+oO+fYuUuOpv1wlp3k8CvfeNWKsudJeY1Dir5L1NdOKrfJ8k/CfvpEy5ZdieY7gdEnu31eRX3YJ9adaA6n17/dJrSvzd9rZ9zaWTe5urX29i0ryK43pyeXX6ykqo4dhD0i4q549fSn+Iy74Heh6rwWEKrqOxxbQxE7JrC7Gs5et4SEWp1nFyinouq6ZOd6tY6pCY5VOFE7Pp40Zj4bDIo8D0ka5HepN5aGXchaoCYttw59PYko77ryeCRztKM4rLQz6uBc6uawW2GttIa5oWvyaWeki5cdHh6e7+9X6zkxabQUxFak5JkcqaiwCDFlTeVZiKOj5Ei9SlDJPOejshgUUm9W80WThzqlGKNsVjZahsObkoM2jJmyLGgS0+GgEm2Z/aYyt8x+Aq93rdQbFWHHOAlMLQCioAcrisL7AdSA6/WahZ1zoUWSFGOMDRr8FGPMioBysJ0M6eXjdWU6wUCltaZkJyJNjGCNzDe5qjYQgk4mk/OzU7w3z3PV1ldmtVoB6Frwnfk7W44CCkqMxqHQB2cC7AqT64cPH5reD5cGHpODwQAoDnUDqh/AieVy2U+qNAUp+CVsP2APsBCEf8wMOxDAJMifoJNEBQZqCNUGJLKQF4J/w+AZKmMT7uPbseXz+RymiBadAqxiqRgHBwcQBL799tsGgI1qAwYAWEJQgZGEWAne+5/85Cc3b94EJQVnSAwc7u/vT6dTHFJsNrhic90EiBKR8/Nz0xijlAeOqqqqKFrrTjxKjdM2N13M1OEz4YNqQ3pgn8qyNJoLJxEqr4ODA7wAZx/4B/jZ2v+miWXmvb09xDkMh0PYgV5cXNy6dQuLwY48WDXn2LIisA3YSPij4DV1XT969Aj8pBF0o9Ho6aefFpGf/OQnh4eHWMPYUzQFhsMhnOXPz89x7U8mkzzP7927B1pyNpuBZ0MGOuAlxMkwRDk8PMQUq0Vo4oY8n8/LcoCthX8MLhA4c4JYgy0tbg5ZlqUUp9NpSgloEE6ee3t7yB5Eojo+B6DO/GmA1nCBgKwGbLZ0OLRmgHsx4Gq6XwuaR/NitVo9evSIDqB6a41EQp4zc73eMBElappUE0elRmkjaRI9O3HKmSNPeOqRc4FTl+KjlDt2qSGhMoT5wcHZbFrXtWaeE6X5bKRpRH7x+o+PB8/+q6efeVA1mzcfv1GnFNd5Mw5+oFrD6K9S14Ri6vg7s/nXKZ2sHk6cjtiPKBtQVi0uUIk6zyGEvMsc83nmvfdZsJYBMseliZFribGeL2ZvvDnfX0s5rDbSKCUV0sQpxqqeVatlU4WmFXFhdUEri77PdDqdTqdQYkN3YLk4MCh66qmnMJV69+7dt99+G7NtN2/exMvwQDdCeG9v73d+53d+7tUPzefzg4ODW7duWXcGGRtvfOMf8Oj53Oc+99u//dt5nn/ve9/7sz/7s/V6fevWLayEj33sY9///vc//elP/9InPm5Rlt5lRVE0Ka7X63/7737zk/M5pouJ3Hg8Xi6XPgSJiu1n77rk1Wg2wrBYgDjZmrPW8WFmIfZZjt9hU4z208nJyf/yH3/vD/7gDx49evTKK6/8h9/5727fvl2nmFJaLJdYwE2Mqmw3aruDtaZ+DB0ndwUdv9N4UR+h9WR4PaVc17KHQEwdO5J2bM9d0uRl2hb3wCrK7JSVlMk3Mc1XM+dCnhVC2jRJIGUibXkL5U7q6S3+GY3qumkWqzWegCLqyLe2dhg5YrgUtPYtRM4TNdwV8GSRAviLkmPnnc8yIVXl1iLvZ/GzHYzsOuxZljVdxQXTzpRAorcFm/fBex+1xV2ts7Rjm74jVelZqrjg+560QkqqTraqhBijcwErsI+yRKQT5kFEBv/HLS2stDWqFaLMeeH2Y3fqdnZ9zbDbpgNIL2+M+9q9q6aafcavP4ynHeVypU+x5QAvRbxcjVp5EkwI7/4stsdCe+acO6xd95+fiqRipienDV6VKe7Cv+4K7EXRC1NgR60fI/WnV83BpVNjtsN7Th2x4J+UyLfHRK4eR94563QVavd/PHSGSVITRYS7iaPUxtEpX+KgDeXvNo3evWXLtfGOVnb3TfCpny9xRQDwJApRiUKR52XB3klUdUyOk6aQ5ZIaqZME7/OMHC+Wy3XcNJKyPLjgySEhQ1E6ayJ14FgpEMWUqOfg0uttbA+IzQR306y9cBJiYQVX2GtpbP2pJaXxoM1JwyhhJGF2KSVSSAq9V40qSRpNPMl4EMIgZAMfCu+8o8BEmZcQVkJJmlW99vmec66pak8ENFVVVcgyS3HoktDLpqpt7AdMQjf3Em3yGNqb1sazqVLXBkORR0TL5aooiqwsMXiDsSVYMuJ4DAYDT56ZlWDrL2ZAPxwO8Cwsy9zycLANVV1jvj/LMma14HLnhpIEJBIkQJYbHmODMvH+/fvDQQETESDWNqG1qkaDIYpFwAxU5LA33Gw2e3t7WE3GYqE4AHwCgkWUgt0rUfdDuma9Q0iYzPrFhGcoqtB7hmd9R72KuUKDBkEygcXlwYEDOW/G4CE1G6pIEZlMJuhDG7BByRhjvHnzJgAb4BMgKORb2HIcKKwWvAvsVlVVDx8+fOqpp05OTpAxgNLHTE1x8HH9IsiubyTTD6tA9dZHxaaQ7EztjqDow24CpEGQjBoUCxVdediTTCYHqNjQYsfX4SDAkXK9XhdF0dWC1HP/I8NjsLSBOtfULDaYBIQJbg2fBkQxGAzOz8+tW3F6egpB7NHREY7MZDIxVSdYFACVw8PDx49P+5rSdsiHGZwqOEArE7F0YbaJSwBaLNTQGIGbTqe4SDFoh9Q+i2R8/PgxOgL4q3UrUkoIb3j06BFgMJaZsXlVVZ2dnaGJMJlMVAnAzEi5oihOT0/39/ctoQHq3+5WswItb/8E3R1oc6w96PqAq3EwN5vNwcEBmlP4arTGTZWA03RwcMCdzS8yNnB+9/f3J5NJXdfn5+fm8auqwXty3NS1pIgjUK9rrPxqtRrt7XGWU543SYUdqVNRZSZmIRaipCzslV1Syj0Xztep9kn2g1+GfH5wvDp9U1IaE932tKcxa2RcZOs3Hhzde/ojN5+5f75ZVItpWg7iKCvCYrNMLhV5rokdl01wP1qu7h8WJyf7+2W+3+igcSUF8MRoBLSJLM5hADuqSExCiRyXZYnjnGWNi9mqbr759a//7f/71z+oGx3uNw1XIlWKkhpXp6berGK9lrqZVSYqRrAhbghE9P3vf/+NN97A3ampahVBpwxjeDdv3vz85z//S7/0S2h2fO1rX/viF7/41ltv4Vb/wgsvvPjiixBIQ1bNzN/61re++tWv7o/3YNPy8OFDfNTx8fFbb731K7/yK7/2a7+2v7//0ksvPfPMM+v1+uWXX37llVfQSCrL8vbt23meX1xcnJycrNZrC6dZV5vlemXbVpblutoURdHU6dHpKToLmkhVQ55169ZlWRYloafTG0PikBXL1QarpSvrPfWqfBwfyECyYvDLv/zLh4eH5+fnd+/de+aZZ3Bzy/NcO8QYY0RGRdUNAOOxlWWZCMEdnR2n1FqE94FfP/y60xNdno/S60ojY1CurZdaEZ12DWhtERezS6QqGji4MogIOZaYQggNtKPS4YfW74DVMYuQYy/eOXbkncR6XTcxJlFRcW3qL6Ow6YEEh546EWnWFu3S870noqTqHbNzLgttGvvPDvIR24SWmpVREMbTNoRA3dxEmeXL5b8kNhIAACAASURBVFJUW4s+Jozcrze1C96iRIGBhQnqiQ7Ubz1XrYdls/3OOWFyvuVUbOC/X2lfUip2Y5yK+AdAOKYW3l2qxi+lU9rn2KRJn827CorNRBdWnX0gtyUV9TJ9p53Y/uos36XoaZvheoLCE+8RpStE4Y6x5tabEgJJeAxdP3vWX0D/RBjDzqie9lPtr/2Ea9ItdrWjPQem7Zn1HW/r1L5UOyFouy/GqTrdMTjZQmrpK1R7x2pXuWoaRZy8uq4ds6rA797lbbFLnqOKpy3k6zg3tiE3C5S0ZcRMTyKO7Xz3h3D6u7BarY6OjtAkjjFCtd7zpNm2JRx5i8vM8yzFiGzDJFKOhk1KLngRdd6x+iZFIuUsJJXT6XnuvCeumnowHqyquqkr7PimjuPBuP3eRFGFlBwC7tIOv8rMntqEjRAC6FwTQDvnlHa0rN57Zg3BU7fv2pN9Og7kXTucxgybzbqCBomco73RaDjI69VyOWfWdMB6UhZHWbEfwsB7ImpI1kwLktlqxqyjvWHMfEo09IEj29gYbHtsdhwwDwNdeFzBWgMNXYmMQhxXPvYLFiwoFvuGCuh9AoAZr1iW5Wg0gGlEURT1uh6Px8vVXETKMj89PR0O2qCCoigkptlsZqHAIOgWy6W9ALdjiA/rus58m+SG1j60drPZLM8zmLlheWBwjogGg1JEHj9+nFLy7EAsYBECxYHoAwhEYQ2W7+HDh9gpFMTD4dACDPM8n06nwAAWXfD48WM0gy2NsHWj6coL7Bo+5PDwELwExIqWd4z6FeN/gC4wikRd3h9gw3EG+gUbibcb/MY2gC05OjqaTqfwmUT1v1wu9/b28Ak2Z2jTXLBtxGHBYri4uMCHm7MlaKXFYgHnFTh8gJIFAMNQHOgCiL46ZWYE72deqX1vTyxay6UA9QqTVUBBE46CSrXwxtFoBItRO/uYqQNcR4CHBQwAd5mrDfhYcGsHBwdYVCBXgTpwkIuiOD4+fvDgAXAvdtA5t1yu4PICvIGrDOsQxGnbyAwB8lqTOK67KnZvb286na5Wq6effho6RqTVZVkG8hBzjDjauCqbpnn8+DFyR0AGTiYT8I3oX+DDTRU8nU5v3LiBYUKQbxbRZqvi5OQEyBCh9jbHVdd1nhfW9AE8A8hcLBbwa7GALxzDEDw2A8w2Dj5A2nw+Nwht3o/osJhcGfptS3QAiEXlDSIdh/fOnTtnZ2ewkoKAFnsNYIwtPBoeTJcX4/F4Nkuc+bSuyPH+/v66qpJKyook4otiI+q8W9TRe+8dJ0eRFGavSuyZOSZi73PvmQp1XjWLeriqP3BwEOvpg9nqkOjVw709qQJnnKQgL7PqhcOjj917bsk/+s70YnOxoL1iMBpW9UyTDHzZVIlCXg3kO/PzV2/dyYu8WKxL0mHIVYSZmDTP0VESUs2CE42e2XsWESYK3hVlSVlGuqY6OaeP3374f/7nv/1hEze+8MUoOqfwBYhRmlhLvdHkEoMnH41Gn//857/whS+85z3vAX/7h3/4h3/9138NvQO6M4PRGCXgwcHBZDKZTmdf+tKXb968Cdz46U9/5tvf/vZrr7320ksv/dZv/dYrr7yytXT3PqX0/e9//5ln7uV5fvv27f/0p3/253/+f4Ezn05nKaXPfvaz/80XvrBZrxG3APX4888/f6myunHjRj8hzWTGZvotKbZeZeqweNraw7EJK4RYUkJoWiLNrDJhssVms+Ipxr4vIj7EYOFgOPzXH/94d32lRtoml41MhxBUqWma4L32ipmmacDhOGaR1r/kKq7rVxHaTo3sHBDZUeLBt7N7IyWDUcg03nFfhAUnEg5BnpOqsGhnpungbadVXYOg463CE9Wl00aKolivqnI4aJqGElOjF4/ONbgmRVfmTS0i7fxhAqUhLf7oDql4z6vVKkeOUdcFy7OSfTsjUJRlTCmEvImN81erSr1CFl2nFO15ZDjnqqaGnyqKHwjN0KrGoxkGPCK6WK+cc6nz9izLos34JRc0M4c2771jx47xGLXJFBs3iE0y41ZLRXa9JEl7pnvvFaHKfbyj20qsraJVWq84gD7DeDEBc7bzBa518owqHd3nbRmTOrtGcEG1cWUdJ4Gl7mnHjwNMx1U62tZSG2Tfa1v0AEIvV1D5ktMHpmX++XN9LWKGuI6fMO/n+NI437uZNXwSL3lJ96jbuVXaidRrLZUuYUvPhDRYYjEYq5kPSsTKyqJdgkAiypguZS1c66tzPbLVLYdpflO4Dp1e7hAkUq/XsXb/4gnaq/8EzYaNFPYV1Rj/bS0uldgxHLFINAu+QeO2aSMclCmK+I6PFiISdiS1UKAYY/TMShRVyLELLAhkUFrXa08eXazOvlPIcZ/b5O5G285iYQKwd32KiPO7Ctgk6Bo73om/tOHMZlOh1W2J24BpXSb4klNDKWbek9BeaA6cTiTuN1o2iYjWTsOwuFitNvWaMufyrEmpSZplhapH370sS2x53bQ0iEhKKUFlbnSuNWnMnsFsOVvnfd8+xRHZd3p6Wtf1YFCWZZmaBmKelFLIfF3Xq1WrHFsul558nudKQ7T89/f3yyLr/FfqpqoB+cwpEWaMGC4CY7O/v4+u/8XFelCUe3t7PgSzV4a1SVVtbMDPouFsfgkfjpu7XTt4Df4023FMT4FYOD8/B8wAmDk9PQUnDGrLxK5GvgEbWGkChAPSEiAKmjpYfQBuoe2NbwfaxOJBeximjttpz26CC+yT+alY0xoZBm+++Sa+yOLUwPGCzgXuBRmITDN7qIBlAs4HzAPAg+YQuWr4Bf3vs7MztGlMRYyVDNwCF1CTSwFBoVMATaDl2iHScDwegyQELgJaODw8tK4/6J20/dl472/fvn12dnZ6eortPz8/N3SN4w+EgLk+G6psHzMh3Lp1y9SMIoLhOoMf/acDegqPHj06Pz9HnoeZUmDlG0tgvChaLVhL6LIRUZYFSBMBZrB6Z7MZGhlYDEiGgMkn6FlQu1hXR0dHs9kMpS0OC7Z/Op1i7hQ5daDKwTwDR2Ez+qJukDwW7oclBFIaxBquMiAutHsAhhEfD5YYfxLRwcEBlqhzLs8HlsFoCuqUEvw8oSMAsQkdL9IyVqvV6ekpWjzm4mvtACBDYAY7qjhHQJWA6Li0wY5C7dxUsYmNkAZmF6DJh1UV+Sz4olzFeLFeucFwTtGl6KI4lUA08H6cZQccQpZnPqtIqYlC6chnA2VeV8eFFMqDW8dyY+/A8Z2iOPBaV8siFJm4bBUPB/Gl4eiH+6OHFw+mTDHV7DJf5CGJT06FmtRQ4Mde396sXhoNi2JAm7mXJrISt67rpGAfu058bwI8x0FIiVKtSRypNDFjYlXE4jkfOAtlno+yrMyLvCw04zwvb9++DUZ3/2Dyj9967f6bb+BO4rPwzL27b7755kc/+tFPfepTL774YpMUp4OYq83mtdde+/a3v71erz/ykY/s7e0dHR194lOfevDgwWAwuHXrVh0j1rndqZ577rm7d+8WRZEVxRtvvNGkSI7r2HjvsYXr1coGU/tZwX3W6520YUzv9p/4GppBmYgFtdfua4XYX1tQOd1unohEq21o652466bSOi90pZR0dn79or/bPtrJrCLeyufeoYJq88t0awSK5vTWGMKysjDz51w7MmrFXvCSIvIJyLuQBWbWSrdKRTFvO1Fup1rQtcET5PDw8Puvx2W1bvNLG6liZGYfvKWLtd6BxEQ+Nk0WArQwMcaA0SSnVVUVAy4GI6x0F7bp3pcGf37an3aWgcT3fkII66axnoJ0VWg7xdO5SFiR1kSJdVNpZQ3H4HN1LaRxxMaF9Bm/rfeJc+Rd8KF/YK0TDeq3y+vrwxOy4nO7QHqQbEfS6byxPtvkM9oVZNqcZ89hqM8kYYUrPwH1XOGT9DqJ3yVqcfvLFbeINjj3Z2LPyk9ih3uBEe8cKfgko6GrDOb27aK732Cmjtd/SKsBJBEyGa4mFVYSImcQCDpD795583aHJq935mRiSpJSItFr5wzb08DEov8M+5Z3o/PsO7xAe2ZOJ710+609qVNqFAnlzsGwiKU/E9gl3Sk7j1liYmXHIo4pxaRMFEUkOE0Jw9ao0kC24N4EPaG0Y9yct2bFSrzFg9pZDPeVtC2TGXyfFURHQyRtZ3ZhwwQ6O/jNao1y03dhKs6zCjvnJMamqiuRPOPMO+994ZrSU5moEM1VEWUhTVxtNuu6SipJJaUkUZNLwTljV4qQMXNVb+ByJrL1fMfdbbFYDIfD9v7blVkxxsnevs1rwY0S1zCqcws/8EWBcmS9XuehTbEbj8do3DrvptOp87S3t1fXG0CIvb0959jGRZBsJiJ+MpnP53v7+6aTwfHZPmIxdKSKwUL0+M00H6hsudmg4GhjVUOA4AeOc2BgoJprnfFUYQyDehFbiIeEKWPRCYYctDuMbRYfUvJAHMF63ozmQIKhYEVhDeBt4dc2CGeDTziqRrEC3+D4WOITlhzcFMAIdTY5DVABPFHsojCTUhtXQ9MRgjFcCHgAGP0LqN9pcYcYHTSnePh2QhYLPhl/2qYCY+Mpi4YCJJ34HS+why4Gt5BHb9N0AKLA7fhw6BhRUC6Xy82mMk9LQEdgacioLHIAKwEZTQA/fV9Wsw0AggJ3jXVuGkKLW8QMIbIH2q6ZalmWs9kcQAUnCKcVOgLY4WAt4QyaJg3dBLQDDB0VRYHUDewI7FiQ9AiwBJYMV5ClpWFlApRSF/uO9W+NZ8zZgnbDW0Amg2k/PDwEKXpxcYFukemcwc5Np1No0a1RAv9SIEP40ICT7xhp6VsmYNlDBYeT/vjx4/V6DbIUe4ErC40J9FnwRabItYxQOOjkef7o0SPsCN4IjG22vTHG2WxG69SosKMQAklSTUmIk4SQuSxIiondfL15ez5frVbLnFgpJGFRz1QG2m+KPQ7zJLfK0XGRj7Pg1DfE46g5hYmSrzf7A7c3Hh0EV0qipiLpGnvLqhhW927ufeDGwdtn4Xsrd96sUxVT4VXVK+VENVEl8XFV//Dx+av7xzdDnrnglMgrscEexkp1tO2XtxVkcESCET1WJzEeHez/2mc++/OjvVSOx0c3/Wg42NvfH48Oh+P90bAcDnyRH5/cAOV7cnLyxhtv/PEf//E3vvGN27dvHx4evvjii6+++urrr7/+/PPP3717N6W02dQ4NVATvPDCCy+99NJgMECyCIau7969C7S2XC676I4Ct9Y6RhFZXVyMBoO9vT3cQnGrGe6Njo+PLRm1E0a2DPM1fuD8U5jyX+uMQruDO5cGTy4byO0m2vULa6uSU+9N2+qF6UnatB1nPdW+V/6OSuun6aH3vlctp000bqPA2xhhIqKaxLt2ahGWIsrCRMrCrMGrSNKodZVEJM+GXTAyKWtiRYiZc06cZqNAShqFnRuNBh/+8M/lQ51Op//4j6/N56ukmjR6CrFjWhwyBkztmaJ3jlKkFL1oKIITUtXRsBR2RVGEPCSVROq2ZqBbTu+fPN3vUJGa92kbKVw3FqWYYhQRzFqFEFCcm0uZc04pMXPWGXg651TYMpxa509S60n1gzFRwHvvRa5z/u+I3w4UtTiivwIN9fV3JxCLa1sYMHndCiEtb513egq0a+fR8eHcX+GgwQ0H6hXU96SLkp9sk9nfhp9BcoO7aqHZs89/YkOoZ+jyDmJoZOdduvKvKlYvvdgaTGRKYmqbN667/TQd/YqXOmJh8tRmVTliwYSfdhkPzvx5t7DJ7QC/nX1X7hN9W5VwAw9P0icPDVNnm/nPRHrXBr5fOoBm6NKJInS7pOxzQNuqhhCom6kVERZmUU9MxDFG6ZKavPcYn2uzErww3D9FidR7Til5x4gpizEOhzmJ4E4JVs4RJVWboLyq7BWRjrnl/uRuC1zbDMauwWMtvdQLPVF1rs34VmHyiuOgqpAE2DQgq3ri4F2eFVlWegmcVJSFSQI33ruyzDhRCEIUQlCWFJvIyfpwRcicc01sB5m8d1mGACfZjr6E0M73d50nVO3mxmnhP1Cmgflp5yW64UCzssRfga8okfeenS6Xy+n0LM9z0lTXdVHkUF2aDzLwj8X7YsNgSIjJH+9Zk1RVpR0goS4pezgczOezVnoaWhO/sizzPEO1ulgsqk3Vn0nrO7+DHUJxb///5s2bk8nk7OwMyxLecaDRcHkaS4Z6GtQNRJ5910r4nWDcyzm3t7cHdgUzbKArgSJQ65v/J5YoQJFVQv3t7+KAcxTTEMlgdxDYYGl4ZmCDCw3qStf9gIa1pyDKfSTFmcem4TR8qQ25mU8mCu5l52eA6tyEXn2TaEAFiLqRMG5AFJAMCwAqXCBqs5yxli1oSRwfTLXBmqUfj95PNwLMNuksPrPvzw7dI14M2C/dUBPIvapLKAFTjRmz+XwO0GIEGipXrF58VD+oPcYGR2A2m8ESBuQeGOOjo6O6rmezGWAPXG02mw1c8jFsCZ4Qlx72brlc7u/vQxlrufB2SPf3941INJOh2WwGXTe2wez4QXSXZTmZTKDprarq9PR0MjkwiI7qHAmHNpVqoBenGINbw+EQ+mS70LBIqEsBxgmCqQ8WEmTV5gJqoXywgVksFvCtgSAWu4+secw6QjWKZgoWdjVdZYMyDDLn3KbepLpOib1QkyoNblNVw+FAM98QLVJ6IOSJss5lLkQ6i9VQqsfLzaNifffg8OmDkXc+X1cFcZkXe5n37LTZDCkOMlc4ViLOM3TWU6x4MR8f5i+Ohxe3Tk7fdPPZpmkKX2YcXGCf5Y7qSBya5N5axtdn62dvnBweF1m1yUJjM/rbX6zKSoliTDFSVbfuvq4euJJZ3/Psc7/wm5+nZ5+nUDQ+T1nmspyJfN1oTEljYtqk5ujkhohcLOb7hwf//j/8t9aIQfvv/R94Bad1Np+HrPBZKLxLKYGma5pmvlygBVM1daeKFFXNihwlZpTUlo8xAvP7LDu5devXP//5L37xi2dnZwcHB5/51V+9e/eusQ249FAGXHILf6foYL0c4dv7PVmegfQid4U79ox7wE/T7nzZdoyfiJRdv4pV77aG+B1/dwVAvot2OctubapE2jfnoyu7dh3IbDPZDRV0O9JltXPPvtI7cUJESqIuIVrAYa5PU3DOZY6VxLOIVNoI9t+383nKRMpRmlhF5wK3/nQucHj69vG9O5+oqqoQ+drXv56EG5+RuqaJ2gVRd1WoEtEgCzFGbepA5DNPklKT6vUm7O0vN4vBYJCFzLEiTEJ7zf0nYel3sAy0f3HOiW7LeDwCLiWT2V/ruo6pXRWynWBi7uX7iSpM0T17JPWpqmeH/K3+qFvfHQNJHnajNmjXzgr2JL4dye+vW5lbTNhORWEj5Zr87X7VLS3BRFa4XoJ/2611/CRa6ElU2eUxtyt+KCBRLhXVP52by1UQ32+b9JDYLiyV3eG9K9b8VyNPrAq//jV8+cU7QFTVEauIsjqycdadbXFKLbMGf9s2uqFlZtUxdTrMn+6wPCHxs73PtrniV+jaJ1sJ/0z8cy99poU3GOprL57uDtHeXqUNUA/sYFXafo7oZrWu1xtWCs57dikl5vbwOw4QyzATO2VKwkwkmrjabGJV++HIZXlqhJUoiRKEn8SOe9Y5l7Wyep3Bj1MSMc29sI3wEvcvURZNSdb1ZrFYtLPju2ytiDjSPITg22vUZSGUY8qGUdwyqkvakKyczEmW5DQUnOUiEjvKz2feKDuwBCHziE2z4ApTioMxA3Qx2acltrU+mcH1b0wolPHARp1tph0QmEHQiKnCuq6VWs4qhOCYTFba1I1Ii0xCCPVqhVoTsA3UBHz8iqKI0debtjpB1YsDGEKoKmfV/GR/bJPTIgkyQuzLaDSCpeTFxQXElhghM4wKkSdcIlGYQlyHohzSRCNhQK/hA1uISwS6A9gALBmqZLPUt+mRvnccMBv4Q5At+HCzhLHD0usaODs7NtSHuDNU1Wavb31K4Gq4oUKgCO5rNBoBzwCEGJ3bv07NWBVPMuAoc3pErp3N7gLtACSA8ESeFQ7IxcXFwcEBEA7KTQDIR48eQUEau0oRXwGsDt9RLLzJZAKbNcRU4LiB0cWeAoFLbxjdjqpuE3UVUBDDaSCv8KWtK283SAnXGaz2vsEVDhFOE6bvcB6xqADa4YYPas5ud3BBhJwY1j7oAmDaE0mbwHuj0Wg8HuOcgvBElwFthaIo4JICYhmUMlLgocmEuhKeq23eFBFISLwAeA/cI0LhjaTFe6fTKa50mKxiw2wOFhkeIFGhN0YrDUY7+C6oiC8uLo6Pj8HymW4TnjeQYmI2EvcN4xKRb4lTgGcEoC/MQk5PT2GuA2SI7zLtGa6dWDc+hA2nWqqqqkglRaEoyt5xpo45y5L3kYmUondtMB+JslZKVaJKqFJZbzarxXyVUT0oQ/D7whvHWayGJTufZRSdKBM55uC8xEY9uyzEtKSZP9nPf/Hk9tdOL2Ykrm5UOfkQXCapyb2yctL8Qay//vDs9nDv8OBIVQttrz4VsfkLVmqaxpvdQrQ6woXcew6pkfVqRVlGkmbLhYSyCT46p0mylEIiFzxlvmlStelMYoglkXetd9F6vd6sa+dcU1fe+yIf1LHB8rD7JKwscEu054UNe/erSe+9z4MTv9qs2bt79+797u/+7oMHD772ta/9wi/8wu/93u9NDg+ElByTY3autRJJAnUrP6GVf7XIebLOU/r1YAuNUGERItHMV1tRl/EWgfU+VBJvAQSz48tV0ztWSu9cTb0T39BZ6l8yS7yG62uLylZEyo6oLTaVuG/zLkoCsOJZHbEXUZHCufVyvl4smTT3IfMh8z45xoCKOhamRIoQy8FouFpUznHwLpCrN9Xi7NR7XzSbkIVj1WOfVSmu6yYSZeTaYohUSaU7VUHaqCvvvURpJI1Ho729SS1pNBqd3LxVZMF571hTlH9hVMMuV8YmvG8Td+Nl+8q+TgHDN2oGMMokmnQ7lOR95rxvJZHKcOhFHSsxsfOmckykVoBddY40SNmBIu6bidj22FpvFWStDGobDpdir2nSW1i7Q2Fb0GUIVnU748c7nabtKCmz/6kxyBVPF+4mca5zc/mX2PVce6fQd5IKvPO196QpvisuutuP6AlN23xFrPsdijJ4SDejKik53HeU8uDB9REzseuG1LZzKd71OKgnBLxck4ouLUvYjq62ZYj0Q/kugcPU3TzeDQLk6/IZL111lw6XUe12PeAKQ+ZBH7uKCIl4+KboNn1SUqqWq81qzZoce/DjbuvWtP1yrD6n7ZGIdbOaLzLnSd2wGHrnHQirJOyY3dbjqP91/Y7IpQNizg3M7F03z5q2ZwQGqomSqp6dncG/vl0JvushFZ6ZWSUwecf/H23vtmTJklyHuXtEZO57VXV3dZ8+GAxICibAJBICJepiMj1QMJlEM5pe+CK96CMk/SQexAcSEGkgMJzBYC59uuu2r3mJcHc9rNxRu2/nDIBRPRzrU1V7V2ZkZG5fvpavxepCLsRdDveuT6VQUSs6uvakR/YPp11OkSWKRB/6wNykmOazqsMMMbnDZxiBzl0pJQX4iVnNZZ4uwcXkGNId8JEv3NQJZrxEVaskAN9crVZlzDlnkYRWGdZfVSXQzc3N1dX6eDya5tlsBvW7iMQ40Yn4W+v1uiBbiWgcx6u4rrlMbbsUYugtYc5eg7lDCOAw5/M5MvogG+77rpo6NinhVeUiCx5P//v7e6SKw0QEFS3sXuo3QeJBhleNOmpzGr+JQhnnVTEDfq3OMsHTHCIoFEk1iAzxD/g+Njnq8kl8otNceCVDQPRVJx6QPxVygDyplVnFq3USA0ODVYVYp3FwwHXyCjwVvll1swC3lSuD6nJ6dscIFSj8PAD/cKg42eVyiQB38F2gDXPOiMKrVDN+H80IqHnrsPhyuby/fwAPiazOajWEGxALG0KA/YmZ1jz6Oo+BZgeAFnIFMRN46dxTOVgkPT53K3JGM2WxWGy3U3AF8DOWGiY0gK9Yn/OBRSwatJ0g0GKM19fX2+327u7uxYsXWDdcCJw4YhIeHh5ubm7qbBu0rOAJ0/lruVxi/ets2263A+0MgFQjQGq/o6pe+77f7/dAX+hf1GRC5qllgGgE/BsrBrQPYhawkIjW6xVmFLEzodqFRqBqZbFva95GJQPxhfvxcDiAiEb3BFJDzNA+PDygfdN1HfYAnnhVBownQO3FFMpmNm9bopw1z+fzHGO7WKa26co4ODlR4ja4BVOioOIWuATJIQzZt+bH7vhUTt3VZnnz4nYxOw261j5YEGfipOzZPZgHVzanqNJGEi3ddhEXL5eLP7jxbnf/89Pw5Ltx1uaYJFMiCS4nnj0S/9n28Ob+8Xo2uzVfHw/T4A1x/QRkd2SihhDIHDYz02PQest9nK9ImErxkkNsC5MzuTCTEDwChM3dyGOTpqDREdR040Tb/S7G2LSNqro57C7b+UxV+WwkOAWIuYHWw+AOk5OwcOAguOIpNfUqoK2Dtsi3P/qd//P//r/u7+/fvn378uVLoPT6gKpDBF+sKL6v9LBzv5/4+3rNpP7srX6Zd/elsAQII5+dUZ5tF4rqR4Sd+6eCr084KLaPyyjAUf5iE/x7OKtP3vY8xXf5ijOJMIFYOdeddh6cUXFioiAcmaKTuLNp9/TYf7jb3X3wXAJRZBGRsF5SEI5JUqQYOAoLC8npw3t3b9tFJN5vd/ffvX+4u2fz0HfmPrx7/1r9oJpKKRSyF2MxEiNXZz0fiRHFEIyI1byUzXr1x3/0x3/4T/7z/eEkTWpm80U7G9WM1LRwkE9wLzHRDwWDfd4wEJGi1bphComtPhfVu5KI1TTGaO4icfK88ZrGRcIcghRT/D4/76WJbajbeJJKykfsVm2O6Jlqm34Z98LF9FAVxE4ZZmc0eEkmT6GLwp/ze5c0VTVx8I+nk+jZi96/yPf42xnEegAAIABJREFUhbT0Ekt+JD39XoeUL4Rvf7aN/e+A+r7gHvm3tB75DQfYvjJNS5dzep8+j86cEV+gPrnAD9NlO7vEspNRDERGdbJzGmgNZ5WX+wXg/AyOfqG3NNmdQFA9VT9yKVr4LE/jeXP8vRm/z4/n0t2kpnJ/rllHcAXwWxTxM4eec+ZsVpSZveShP2keAoswe1ERNvePBiydwjl9L4ggpcaLPt3fbx8erfibV7fr9dVyvhBihIp6UY/83E2sNPJXVklENA/MHCYqchoYs6IB1kxmxg46ZRgGWNKf2YPCZ7UJCzchuqppNuKGpvP9cCpE7qpZ1ciLl5HMUzgMJcXkJCIya9uq10LFmVJqYjIzKDxR19pZfoNfRqseFfPQTZNvKSXNpWLCKnWD9q+q18wshYDqs2kauUgTwt8qQ3n16lUukwaylFIyPTw8YE0Ws2fjdSCQqiOtykb08odhSGlRXV5QLqMIhsNhjewzKwBL1TN2UjPytPKARoCCMBoFHVFBHWrHGm0HrgkKOhznYrGoMsvq1VmdSCF0xNWvmW+AChXF0TnAHSUvyLfFYgEsUS0N8c2aZ40ie0ruCgEvBFsFKvUSbQL14Yx2ux1eglnBqcd5pmrxhjWAHsBss9lg9BHwks5ZIPiYrBN0FYw9++YRAVfUkAzQesAVKPKQFogDhon/breDVyrKRGAS4DG43eA64k2wSjg2VQW8ASdcLVtwCb799lt8nAPgAcLVeUiQY5doEO+JTgfwA6hFIBz4wQLUIRGu3h01YNrMHh4evv3224qZcZo17gnTdHUgE9gG1xcYDJOf9/f3P/7xj9395z//eZ1CBHkImSV6BMBFgNaVqwTjB8NSuPNDC42WB9g/+N3jwXU4HCpOfnp6gvgT+2S5XN7f37948RLO9U9PT5vNBrsOO7PCKqwkKEFYuQC/VeE9fDUxC4r7joigTYWxJ6j1mqCIg8SmhSi60r81wRlkL7hEnCy+iQY2pmJFGM9VQF/iICZFlTAiS8QhNm0UtyazGLyY1SOZBOdQJAzBNQhpdxpH3j7ckL9Y3iROm1kSZnIqbiaBxKMpF0vBnUtmtyhunA7eGv+TN98M+2P/3btTN44SCjkpNZIabnOIXYrve/vz3e7NfPaHq+XSz+QIcxCBSwQ5taHBjJG5ulsxL0huvAq5L+qWVQmYJIiqFYqTTTwRqRfTYl4Z+8taEC0G/AhXB0i7CsvrhwX46k/EY7gRcNHr1Cu2By4fNtvT09Pt7e3t7e1qtfrw4cOlHmGaPcn5kk6/RFNfc66rRgBfM5+wy1qQjZjouRzwr7XIK/abeNaPXQme0+3PhfsX04yf/81G/tyt9rPdRn2zWvxcDn2drey+zPVdGHXSx/JUO5M/GId5rrOjaRAkGpuXksdifU9d//DuXTkc5XCUUkTdrahaBye6IBqFY6CYPApNQtxGZvNIfLy7P353F7rBzCiPueT1kJumHULbNfPCcdf3ylKICnGBE7iRuw+uU5NIooe0Waxurjab+XI5m1NMeaJIzLKJsP8GSs7fuEr3Osx/7kg+9/HPOaiYMcTlUVUtPs04aPGq8IRuFX3eEIIRiUyaHVU1phCC+bM69FJPZ2b6sdOJn3P/xL/g1uPnwbFqED0Ftp2tni7i8vizPgV9Opj2qb+GX1LKH0UkXBTwwB3PdCHzZXza1yb6Ln/l0k7vMkjpPKD490Z9vwkW+dtCvq/NBH50nh/PC9ek+Ms/Ua+rqV4MA7IRwdjDzM6Gs1yHxPizlZ0++b63v/U54kID2swmeSd/GsL4CTBDyvwlTvu7Tfd9QUR6/gipLl6fzFjbBcedc1aFYWDuTifAqtPpFIm8KDvFEMRpNJMQ6fzY4ynt8Hlk+hwFQa623W4Pu8Mw5MN29+03v/P2zTepbYSYRUbVMuYfPJfaQxIRoYQ3d/eiivb20PWwqlVVEbrMYp4MeclNXcnJJrVemDGZl5yF2YJ4KUWHPAZ1yzoqkwmTcGEdT4Mxsdrp1DXNMaVUvOz3+5G9Op6PwzgMQ0wBdEfbtqXkKsZDjVUdLGoIeNd14ANRPDFZnfhC5Q1AGGOcnVWCwE7z+Vw1g39YrVaDDDnnx6fHEMLV1fpwOLRN3Gw2XXeqAjmwgrDTOB6P2BVQ6D0+Pp798Y/M3sQUQhBmCMCwZ+D6rVpyzo+Pjy9fXFciLoRJSDkMQxNTtefGABjKZTAhWByMadXQNrB8OLYKMyAmxEVHhEBKCbnGGCasvhcAJCigJ5dnERi3VEIDVU7N/avOk1XMhlq26j+BFrDOwFSQ/EGbulgsUHhN8rYzaIfxJqBU5WbreBWQLUa8UNDjmIF/gJTo7MsPsSJGzqpVZm3Y19RBaCYrsQY2FYOaQMI48VLK4+MjjhnvAGAM2hwaUciGAWlubm4AM1JqEEd+OBy22y2ADWxCsc5d12GX1vBD0FyAtYATdVgRB4D9AMCGJySgCABPCOH29rYajeLWmM1m+/2haRqkL2BvVKiG3PMaLS0iKU3BgzVMZblcvnv3brFYACLW6bsQwna7hXnMarUCbMblwyXAFa89iGrNAu0xNhVObb1en06n9+/fgyZdLpeQleIAgK8ADiGohmC16mOZGa762IpwTkI7BsgcZwRciv4FdKFw9cQdhPeHaBMLi9dWvyK0ZkAwYm3HcXx4eAghvHr1Cp0LPDYB/Nz9m2++qSka6I9grg8EMi50t9svN2tJEtIUXUPwJS/GMQ4ln4bRyCnI6VTmQYJbcHYWJnYKSmLOhUBAL62cHrrxJ9/d327y5ub2Zuy4mcUQijGpEnHjHIhnMY1c+qKemsjMw0il+93/9Obh1au7Mfd5fFy0x2DH/cHMhv7YeXuah5HlZ09Pf0F6E779T0KcEIA5fNdIzcxKzkkC6L4UYwgR3maZijOpKRHRrOWUspY0WxYWJXO1bBR9ij86cxrGwuD0QgixScUUc6HtfGZmmNljY7pI1q3PqPqRgYdJvVWfy5Kzah3pLy7sZ/+wYRjgG1Q7j9jA+PdlxFmlTdw9Bv5+S5dPjNOnuAD/bDCJefrRRy7rmN/jLxdRZP5xpN4Ua+bmanWg4Aeq00s7Df4UyH25lGX6Wrr1Z+YxhkyILyi8Lo48kMM+snT9abc9Pe3G7c5OpzkHPhzldJJiVAqNRVVZVc0yWXbL7CpsTC4cYhz7TGbz1IZizWjLEPpTr+MwF57FpjO3WRwldlpu1pvMosyFKLupERLPDzb5dWEETtX+6j/85c9+9tehbZzDfLX+z/7pH6flasxl3rQnHX/AyvUzl5cv8C9mzHIZJj6ZZ54fdBWfiDAMZn0KUiMEUYQQUgx4Zk7dEGJ8hOjZV6K23aGuqTzgx8fGdUyjDvWYGU+eghe+nTYdz3PsoX9kk1Hp9zOdyGCV69Q0mMn6hyb1tX20COfRnklG9EmRX5PTiKgU+4yBf0akv6EekOkLv8xE8RwR8szZAwAZ9JI2dXcUymwOLj+E7i4PlD8Fb375l75vbs+/Rz7O0zyefPQcYqojxTgJ9wt9gMgZPWIINzA8XcyYWISgrEDUNREx54kMVAhkXc7ZBtMU2nn1xSlQMEAnPj8BBXkM3u0P0UiMJKaiRViC4yXnYdvpYcJ17vOTE86M6bdJfxLOiQsuE5oTJwG6c1rSyMicb1pyIeOksFcxDdyT7vvTqxDDyA2H+6SN2UptKU4+dtbtSrfn3Odx7Ac/jXboklJkGcfBSx5mi3HU06lIoTY1MaZRxya23nXRPLkKmSTRSKdxmIeTOXvmVmUlJY3cHvaLIJtDfnnXpe5durpe3L45SToSz0pyNo1exFXMmNw4ODWx4VzERYiZTL1k8xCZZ0HzqF03Ho/d037s+0I+hPgwZJ61oWmHftBxiMSW83rUVpqeqbAUCWZGYuJEYodBiY1EOiEOrkHU6U3/8ESem5aamVuIFEIxERPxkcNR6MXNJpudtvuwXNDpiJqMmTkGsdi2zTiO19fXpkWIc8mVWyAzV2Wipmli2+z3+/12hw56HRgb+ufY5aenpzMTxVU6iHmeoetFhNlBWXRdNw6TRcT19SZKuFpvzrm3s+r98PLly8fHx3EcByTt5hyFh5JDk0QJU0nuXsach2m6DBb+gRlDSiHM4M4PLwqUyMMwDEN5+fIlqlKQkxhfgXEFyhegC5SPdUYF1Q/qFWBClKTV0xkSTVTJqnp1dbXb7ZC9xswQ7AFTAYlVxCUit7e3IBIxz/bw8FDTqwF76l0GMq3SnjBHrf0R/Obd3R2qbRRY8JMEgQYIATIHIKEm2tVOSiXQIN5D7VJNPiF0xMOnvhyo46yh7XGOMK3BC5umwTWFjrHak0KOWK0p8aM6ZlwDNmB8irX67rvvgAMxEwhSApeMmZbLZds2+/1+uVyAI22aVEpxt5cvXxDR8XiAGBXQAtcLyAFoGX4wgD24iNvtFljx4eGhlAKkhx1+f3+P9SSi7XYLqaG7HQ77ECTnMaV0dbVxt/1+N58vUoqlZIQlbrdPi8WiadbfffcdNJyArIAowzAASKOBoqrX19fVJxNQv7qeYDNgd71//36z2bx58+bdu3dXN9fqRsKxSf1hiJSGPB67083LF9ezm5Diw8PDkMcf//jHqW2ihKqRfvXqFXxi5vM5EiDatq1+jKfTaT6fr1bLcRxzHrfbJ2ye4/FwNrYd1+vVuStRhmFYLpf7/f7+/h4qgPv7e7C4FU8iqANCd6hhIe5Fv6NWFbBpRdMHDwEoPLGHt9stNlW1YsY1BcsK8GwvVmnezlIchi4wNyrCzWE4vn795hePd8m5KSq7QzqNG6KshyHQsQ19cCKeGa2ytUUCsbP1xXOMto7/rh/fZ/836v/HevNtSi+Oh6UNDbsFG+bhRM48thxn3s66FDlykMH5Rx9+ubmJV9K83T39zXC/Gymn9tT7oW0HK2MpQdlk829/nSmF02rPxeacGmftBnYi4a4MHCjn02refnO1fjNr57nwsbuZLWeP807iXbgZ2xe0fNNZGlftyTI7RbfGPThrwGcNpeLM5EJOTsGMyVlNiMhoYUba82DnQmDZb6bpMGYSYmcq0njj2eXMLyVOpETKgWSIw+Q4Q5anmT2Z6qzAFEKXR5KAxncWESdC5FGwQY1iGtxDnXl2Ck7BSNx3tdyUZ9pEnDgEV7NcUoxCwcBDqnkqqJhlgnWcHdlyykKSbAjDwXYaB2uGnucxcCB2UzKdQuXIR3dzis3CjNxEpLHspH9DHkgiOQcRciGKbC4k7h7djUxJC6u5G+kykwmraGYt4kYuHiUzZUoUlMkSjWKDaKayyisxj0aJyAKPwU5iPZu6R+KZUnQOzFl8IMrs1yU1LNHMxrGcTjYOrIbuLYdEIZpIIc5kZvTSDsfjcfvwOD4+5sMxDbktJaiPpyPl4qXAchxfR1Z2ss5S5tZDzjoUFREWb1VTCMz9ycsYw6ENYyPrUcWZVBfmXvoZ+YbZskBmpuROonQ20dGZuSqn4lyIjZweD5OVtJc0b5v57Op3ficzU0xzFm9EF81T6cdI1KR+tHlaajayADcTELKB2F3zeV7TeRLp6iTvVGbhGGwoHKSZz0TEhh69BmYuU5uyGbWEEMoZy/F5ICVrZubYTGZdThREJuPoUsw8m5JwWswwU4Qs+uKmqs4iIZhbCNHM8LEnFEQkkjh7Nq8wzMzkbONb8aHrlLfROJGawOBXZDLdwVjUOUZCVYM/Sz31PAaMbKLJEcBMzs3EjyLTcKM962jdCqZepXr7VeZGRIjjJfPHF1llRCQSYQ5JRKbObBc/kufUvr8Pcfe59+b/L1+fTcH9sHGw+6fQ8RJSX9g+RZ4Wlz9uYEwMqVe0PWXUf2K1yQaSkb/oX3o5lsb+Pf7Cvz0HFz6jdlCLRAiU8XMbxEjNSqDgLoFVrJRxHPPg46k/7ft8HLTfdUd3bji1HKxoXwoJL+ftSGY2Sj7FYqEM7joPnI/9qmla8uieApupqd8s5muO5sxpZhKIuDscKcQXV5ub5TJFOZ1OpK6zhV9dcZpZmTxX2Zl9+uwSZyYSjuIuDFreA7u4r0+DjbmcTno6rc0K0dPhUPK4adqSO+fApYh5IyzEWg5SxphH18JmZC5OgSi4RcJcojE7yRTXmEJsmKRpep2GGEIMQqFYJuY2psBiptDXvXz5EkRoTe5qU4T9iTDjEYm+TimlrSpz1TzkanQJLDRpt/JQw5RQCxJRzmNVY0LfdTaByJDwVS0ioBSdtStgnwA7V6sVyKvtdrtcLuBsUfPBU4wYZGJmoWcrFJSYHCMa/MfjoUbYPT094Sm8Wq267lQRDsrlGvdcPSeqRQruCwBCQDJI3Q6HA+wxlsvlN9988/T0VCtvOIgiJ22z2cBZHpwhZqhqMYoaOqV0c3MDpIpDQlMQ0KuOxgFso3d+dXWFaLuu6zBeCPfIx8fHqs6CprQK3sBH4Qt1M7IHcTkw8YWEt5cvX9bZA7B8uFir1QpnAXYRFxGqVyTI1SOHFUc1z4Smy90/fPgA+g78DAp9zD2CZ4OVDg4JH7qYb8RqpJT2+z0iLlD9o/uw3W7h4oi1hdflxGmPI/hbZsb3AfJXq9XT0xOQHpZuu90CrPZ9D2MVQGXoWnPO2+22hvLVlAXglmEYVqtV0zQQJYJTrWpVYMsQwo9+9CPAD7CIOGZszrZtN5vN09MTzGmAaQ+HA/i35XIJuuzh4QHa4Es8v16vb29vD4cDqDBQhe7++PiIrnndabglmfnt27fg8H/0ox/NZrO7u7uHhwcgqIvetkBthXSN9+/fL5fL6+trQL5vv/0WktEqgcaa1KRNYNfNZoN5WuxD8OGQoQJePj4+Xl9fg36E6KAqsbFL6xgYBNX7/R53KGQLOADIXPFwqGOTKMjwblClwinn1atX3eEU2+RMfe/F1MhTCE3TPD09CcaLVJOENDEhxErUawgkkYOrezBSdSePKkzCMIbu8/iw299pc73eXBnF0DRiWkp/GGbz2aTzJ3fRIsJMxpz2h5vbq//id3/vd9vfe2S5O3SP2/FuO/70bjucTvPN6nA47I59WqW/OHxYauejtRxmEoOREJOwkbOwxXhkGrrx4HwVmllqHvKQ5/L+sN3r7E/+u/+SAmct1lEbJLhF96iTrzsFJxeBlmqqAiaL9kBGFOijH4D+srN1e52YUK92Ji6fFD/xgmALDsNMGHHLhb2c4h9JC5rik4uBTNoiLSOm+uFvKM5MPn9WOU1GhegpIzyahawow/VcAjlZaBwWZzpVgiKhCclzb8VZreG0bhbRxPsSqNDEphizEhmxBaJFG/KoibMpufqimauZNE0xz6WMZtnFSczGrJg6DpPnYiAcCEsyVxc2MpOAGF8iI4QvurO4mTspuwYx5cHJA1EhZhIyZTImm8UY1JJ5Ks5OKXAbRYWu83Dabg+HQ7fd94e99n1FfRKbOJvF2SzO5qlpOKacd9sPH7771a/7/bEhaYRtLHnoKSurEuCqmauam+rIxW0wzZzijJoYmmSkRGTZ3LI4BaFG2N3GvvfQQD9Ggabwd3JnwlCfMZm7ERmROwcu4I+EKLLgheKUkisJu+4e7zrXQURSZI+hbZavX6xX80WKg1nJxVnJnnPRJs8F/jg57ROWiRmjNpe54Wi6oZOLxJdxHLPpVLTQ5MBcZ7MvPdhqs7Kqc+HmQue5Es3PJgIcIjEN4xS5TiJm5uqllOm+iPKRQw9PAYCXNPIzR2fP2dowdZnqnAtJNgn06l5HMy7fRkQuVabf4zlUj+ryZD926/gyCLpMqvuEP/x8Ei3+loHZ11xGfksI56uQjz/KczkfCX+V+uTJrfesf31m58+TuxNqZCLs9zMof74G4ZORRnCHk+5biCDVOJsBkv2tpLN/V0woRg6w7zz5YjvGHFncpqDnhphco+dgOZWuGcY0DPN+XA5jZ/a7cX0s5Xjqh3wkliaG7N7txzTzZCqhLCXMA5NLM09u4Wo+b5Qas+V8ZqTFrV0tbnPoTX2+sFm7L/mXv/r1Xm2xWNy+ehGMdqdulIDAjGIqHIjFiNwt2BSwwy5nU9Dpsgs5kwbhfzAWFo/zlgKX1J1Otvf5d/v8OBw71TErE1kec99ZLjT3xiy5B5bAHIJH54YoGSWnFDlJCnCUEWfmX6fm4e7OPLiEFFsvqrlISqoa7SztUGOi6AyN3CfWmsA/KUafVAkT6ivjiJY8M/fjZLOOkgsGmNUJHWpMPP4w+wd5D1RhwzDkYZyapFX1mhKWKeesILGZqzgNZSLGir799tuUYg0kgGQicKxRZq6lOkMCXpIZXElyzm3bTKnoUXDKKSXVBlVgSsnKpFAFYkGlW+cV8UmAEhO4q0IUlMJ1TUB1goLDSGFNw8N8HbSCdaIJa4VF2263VS+K9zzTVlxdJesQHcafUGFfXV2hkgabgcq+fmiBcwN4xvWCHKWmh+MwUD1D14eRKjn7AQL1VTeFCtdxlYExKsOJM4Xl4+VLMKyIGx7XFMrV6vuCfVg1t+D98GvV17SqYYH9qoFkndTCykMkiUszpTiWgomyao1TAeTNzQ00h7ig2+0W4G25XL569erXv/41eg24X7DxwHcB9QHL1QgEoFxcoIq6cR2RNIBDqgYwcJRZLBY17/76+hrXBUpXoGhw2sfj8XQ63d7eYpPgkQtOuJSy3W6Px+NqtVqtVgjMABUJwlDdYJG6XC7RdMB0VtXLzWYzMIpmNo4TKIXqEpcJ9ifgITG1iK2LW6x2BLCwEHWjL4CuB/YGBnFRJ8FkBXUVYD8Oo4I0oNO6JzFwC6YOOwFDj5gy7fsec4zVewmLDGk3jFsBX7H/v/vuO3GmjptZm1JyK4fD4ZStjKrClgKbRwkvbq5eX2+4H2OMvenJy0A0qJWi5KYhZCcOpEjCIhaRMurj8fiz0r29eultzGPfZmuCpJg4o1wjYbNATm4sRt4OFE5h4SnQ7PV68Qevrv31vNfwlx+eZj/5D/96/0SreJSoi/VdsV/LzNk4azSexUREZoVDGsvIzM2oCxvm/TB3WnGwcbhfc1gs/ps/+e/n//gPu+CpnVHXtW2MSsFdyEyCVyeTsxxJmIkC+SQKurCNeS48ctN/bpBRx+yA7oyfS6C2yHOr9zmyfLIl/8RaPE3z727QSZIZkQqlttHpcA3TGWwueeKBXZjpLEUTKbmgzkZcRAjJPZvZODozJ24kMRmbmRa1cYjCHEJrHPrCQwmjLjxxs1fN7Oi0Zi3ZXVk8ZvJxWNh8OPSn+11PQUYr8xsLzCGyBCMZnYuISbq7f+AYYmxS06QmxJQkRSHuSzEmD6TmQE3u5GTMwsLsbpbJTcTc2XkIQvgcZxYXmrEHNyljUpopp2JedChDn0dz3f7857vHh/HU5e6k4xCMAlNf1JmNhIQ9xBAbDomDpIb7U6eHIw+jOWUzmMPFGvBG5maIrbPSs7E7e4xjcg10stxrTsIh6cw5mrkZOQWlqEXT3MymMAgihbMekTEZEfw/nUndiSm4MimLRBYjdRZ2YvbE5MxG5fDwIR/3WSKn1NI8u7Xv7+Y3m9Xrl4ubK+c0jsoSPxGj2SdjnJ8hEJ46CVPDtJRi9qxyxPPfbBr/rjlhVLM6oIF0+iS88VJbW2eX8FeKPccOVTHRp5kGwnKWHdvFpKgjtOyzoEh3DxLcvfhzDAM6JuQfRTL4+X8/ViD7J8Yql6LNuhpfR85fNdH5CvCbrOiJnvmGzx0o428Ot/xrRN/30IC/PTrrk4TN77Fj4uckEPmIBLuQX08PuLOHCn+2fc8CcfJz0ot/lERxOd1L9pVlQXP0e8x2Pgmg//vTgHom+pwcGN9hL0YEpXgx05JDCOS5LX0sw9LLhvJKuG1aGCWP7nkZt4vyOHQfjofHviMhZloLX10tlsv5NcdNTFFIEqcQI7mUMiNpYiKiYurMNxrux1PXDWOMyczdxrHvuuNulxYxJiKmELJp8ZjEEtqTgZzEiIndWJDXzuxkxCqkkbM4SdHr7sDmTaQmskY6Br9ZhDebVx9Ox1+8++5ufx9YZjFwtKYJsm4CS9M08za1ISb3SJ6c55IapoZDOudx4077q+Xq7k//9KnkfiwsbmrEorn4OdnTcmGiRELGiPBGoYwCtIxDVeK56WUGQzsliZVSSne2+4OLY43qTinWKaA6V4MB/TKOcB+pKsQYpYa5Nc0MLhdoaOF517at5oyxq+V8AZ+G9Xp9OOz3+/3hcEBSs6qmwCAB2rYd+8lQEdRB0zSzpkE8NJAJnq0vX74En1DH8zDHtV6ugDbr6BRgbX0SAWVV60tgCcAhlOAgGcBdQEqKRT4ej5huQsX89PRUIw0rCVa9VaqSs3pm1vlvAEJAo2kqqeuAeIEMUfiCEMP0YA1IxILgtXDUgFQSsQRV7juB85xBZmLlq+sjRK055w8fPuBNagJBLcorooa9JOS7deCHPstCxHbCtQAnhhFKbJXj8YhiHRcRoz6A/ehEYA0hhqxmNtvtFosGbICPZ5iRTs6EOdcEBVzu4/GIpMTLjMqu6yA4BMjBTYEjgZK2ZnLAxXS9Xtc8RmwAHC2flcYg5ebzOeBoNSN9enoCOMH1xRTcuZdMFZ2CGQNRDLwEFASYjZsI7ZtqfAJcCiaT3ep+A7+KnYzrgpYESNGu62ZNi/sC45ogBnGVa0+khkrhHeClhDdHwYQkiRcvXsBKt8Zs1H4KJh5DCHd3d1dXVzh3rAkCEnE7VDPhGi+BTV79Y8GRxhhvb2+xSrivoflEVnhdJYB2TNsu2/luv+/H4epq7c67w7bxeLW6Gkz7ksktCN2sNm9fvKQ+L4SK0UjWF70/7h/HU0euIhbEoxu7qQdyZ7FIo/mfnw6v++5qvmJrWcfWuHEWcxEPDN1iYGYT1khl7LgPJbOUWRxySPOYujk3/+z19dPw+t//6V/yZjOQ7XVMs9kvszRtzDaMfd8oMbMhelIKAAAgAElEQVSWgkesk4rZIooPg4zjZjYX9vfi/8s//5N/+q/+1WnWFG5IPDUhGAk5sSmRiZUQlMmFK31nNIVJucDfDEwg5tuqk5lfFipnL+zJhqCWMRc2dXHCgU4OGenX06SM3Nl5AqAsLBZYhLObgcNwV3Y2Z/NZDBf0gvpkjc4i0cmakIhMjVlMnSSJu7H7qIXVgB5TYGJlJmGZcUo2ppz9eGxVd0//cRgGtxIjReGivekQiLa7be56axf56fSrv/xpfjq2Sn3zD9rVYnN7u3jzer7euHCfdZ+1iZECx2Aixc3KWDgzM3uZXP/rSCETJwqJgziZWfRSvMAi3GIQ90AenahQIA5uyU3MQ7bYZTucuv1ht9s9HXenvr85PfTdibKy5qhlcpk0Y5cgbCTEPBKTi5FnlZTSLEQyKn1Xcp5Cj83VJwyXTdVNVUca3EKKM27bXfG7fn8/HI9jv2ibq9ns9Xw516BdF0wlxDaG7Obo5JNPRoTsGEXDhw/MNwOqGlEHOGILLihXxY1LDiFkJxsom3XOFGKvAxEdH7f0y3fXb1//zh/8/vrF9dZMiVRMXDAdqYCXYmTyxboXuepoUgD15ZzVpI6kVrCExw7KcINUzD2EkJpmqp/PbLOCr4bDuYQg4jzNwY6lNDFOWkr34CQxwBLmOXOPz7o+ImMUl5+Rb8JM7GqXzkkGjHcBP5AVFkK8jLqZ3uQMTauYs+oz+UuixS/yWHzxVbHupeXM1wDh5/azn6DKH8jruxyE/dqj5Gszec/GNfK9Bi1feAf+So5KjRT3L1vFfhSaXi/hF46NJ28cFpoC2Sf0RR9BcAKi+zrIlS+dgpFcIsPqvnAe3fvtGeR8D2dowHlGwuRk2PDCSDZ0d9ccUyuqTT7FnNM4NKXMc1nl3KqRS6e6zzqSxc16tlmlp6dD7k/9uBT7ndX6huNafeXciA06lHzSPK6aWWI/3D2paruYq1HpYulOB7FD7vaRTuU4UB5sDIGDE2cbraPmGOerZVrsJDCZmIuJmOOWJCc3N3EWc9PgY6QSbGRX3d5rLp0O8xTnbWqDdt1+7PRmubSb2Sqsm5RWbbto0mo2b4hDCE0KbQyRmE0jUXTWoRdzZHMU03HIqqrkI8dI3MTUuOL+jzGa5iAco2DQv4mJQrQyVgs+VMAo5lDfw3i6DlOpKp3puHNAQosxG1g4ohZ0m1xDiGi5XCIl2d2q6+bEWc1mRKSaa97drJlXAAAbD/wmsBOKZugqkV4Kausc0FfIJt1gHaG+9MFHvZ5SUi1E0zAh6s7KVgHnHA4H9kmzWlks/BT1MQSH1dcLasP1ev369Ws6Z8Hf3NyM43h1dXVJzdUxwskhkOh0OsGZEO8MHSNoqPV6jSPEH6oeCfUfVTsKw3rQgxB5Yjiq6zocGC4riJrKFtbUcpCQUH4CwIB7RDEN7AE3yDquCeCBhUVpfukKg7MDqoSXDKD1fr9/+/bt8XgEF7RcLussO2IMoKWslg81YQKXGHi1ZrvhKQdoB6iGo4oxPj09YWwSP4JbWtO0wzDkXDCpn1LDLCIBxzCOuW3VzAEvARKur6+r/hM8G8LWMY2JwT9IQKuaBaDi/fv3IMTQxQBChj/NhcLHqiyzkk5IF8BVxh/CXfbsVCxS3Vywu/DOwHi1Mwqa8ebmBrmReOF+v4diNgRYF0Vg7Pv7e8zOXV9fV34enDBMWRD+BuwKAFY/yCvLiv/CRwdtEawMbtvHx8emaRCeAUBYvWGurq7QOMcoLPYPHin4X3gLgWyEOhR84G63q/GJaKBA3IsVAN0KnTMYP1iDuvvNzQ1ksbgi8Pxcr9c2FiIKLDj+EAK7MHsIwkpNFM+jDwObNkFmU3BI1LZZOTdG7/vTUyk5BHMnCYGlFFcOMQZV+4nSZnu3blpfL4vO27FvTBumZJ7YI3vEaJGZZO45O2eWkMQTuXYHHbriROXwR2+u/vGL9V8cjkeVp9HV+Jd9Wa/XmXjfj+TecCB3MW1C9FJY9cgcXBtJHlIb09vf//3/8X/93+TlN9uxpFk8nU6L2bxoUTdicxITMiEVIiYNk+h9Alwuxuwu7sysSohpq3US10kQ56+Yo1+Yo2T5pKn9CWnw3IsWpxMYSFQapmcBnpKwsUy+d+yBmcTz+flQnaIDwfouZzVrnN0CuTnlcUwptdHYiZlCcHZ1K666CNINfT+OSVdhfExlf3r4xeN3//Hwiz/r+968zGZxNm+dsmp29wX5sD8sxjV3w/H4uL+/m4187MpO6LBaLt++Xf3o2/DyRTNrVyEywxHDIhOjwW0ocBKRkRGxIShL2CPmHdWsKLm2aqqZ3B/HPWXlbFTUlIrpWKyYinnoC50623fD6TgMfSlZTM0PUTMRsanmYqqGhBsKIjFIgIWrG7t70NbHXMwDc3RKzuePHc2moxYjL26K/KsmDlpK9OL2q9Pxp9vHu9x3XmZjfG1rb5rbmGIMrtq4BOZcRuQW4KwDSWRMpApm+ZTd4Ewvk1btjG+MnQSwRc3InAI7m1HXD6OeToVvFqtlaj3n7u7pcH1/s1zGJhUxJ1H3MFXe6mL2vZY/l4aT06yKMoqNruvorJ9EmRFTirEhojwOKCrwo+lRKRwoMJSrH6d5AeYRkZ27KHIGbCEEjlzlRSKB4CtqRlFcJnZOhF2Y7WJGLgjVlAgzsHzVtdP4WU54GaUw8TdBhKWKWmFb6l9PHPla/Nsnge9fMBr9PiNJrvCbLrLan8XhvzHP9oUXfw29PP/as53u333q76ug6GNvz89x8xfiaPxr9pt0GdT4yd/gMw6s4R2/4dmUUnzK6GOnC0/k74V5fx8Q6NXP5jlWx4jMRaYeoann3LTqmle5s3FIw8DjqCXbaJpVKCw3q9OY373/9faBmttXNy9fbFT/5m9+yV1urnghIZ06yTmIUzl+uPuOg7Sv3xCF9+++U9VXr9+ElE6lWLJmMWuXbUdKR/FAhXW1WTWjjdqnoj5qY6a5aEuhOiYZT90dpCXiQ9BzMp3pGErnZey22xCZtXTDkW0Wm9Cfdj/5+V9vbm9f3d7+6OWPZyGJqbg1UZY9M3s0ltFYi1uJTDEEJStubsUlkHnR3I9Z3eLshosRWYqxTL5SVtsvkw+eBHcf+xxWqWKkyXmFnnM4+ONImerTnVJKQeCDcjqdXrx4UWfPyB09fpAJNYm7lBJrJCgRWJHjcQ/NJ3AUHoghhCgB0BFHhXE4LZOD8+FwWK2W+GbOGZK8WROrSQOdqYAqygd1A1Hoej15QqAix3EyE7ipzWYjxGBFIDCrMjBM7tXGGEpDsDHAOcfj8fHxEdxmzhlCNZh/QvEIH8UaC1FnsaBPA95GWYwivo7AgZGrY3io1yfStevApcCyAoRepX0QzA1wVeMTMfoF7R+uFLwuoDwEGYiyG1ORFWvVrifQSIWvAOSbzQbYuG4bXAJ4lmJCrGodQQgD1FVTvmeX87MHSU0dBLSAXys6ArUdgFfVBcTHLUb1NpvN6dRd5tTXxDxYpGJZMB6J1D7sseqYWlsYMlmTlZcvX2JJcUjYtG3bYg4TI7J1dq76yuDlaB9gG+A0ccD4/cpF13QEAP4qAAZfCuYZRpqgCmOMAKsItcdfxIVA1mI9KZz4YrWsDkmYmAVjD4YZH7fuvtlsXr58uXvagrytkY814wRbFCuPFgDYdTxksKrQHuOKVBEvmgt4K1z33W6Hd0PDBY0SELC/+tWvKveIF8LdEfQ1ds7Dw8N6vUZWRJ0YRB8HjDr+HN5ksVhcX19j++GbOeeocnN93SxmEtndN1dXNNqx7zjEJCGmyONQ+t66TiTx0AlxCs28nc1n8yCUXQ/9kIsWMmEOHIzdnE0CGX2Y858Ph/T43fu8eRtntym+WM6XTI3bgrxlalkDG1lhJp63haiMxSQzjRSkbWOTpC+Hmxj/6O3rd//vX3Vhxu1iO+hInpm8TdrE3A/EkkRI3UZrKS2aNhKt5rP5vI1C6/X6f/qX//s//P0/2g/qMYymcTHr8hiFatIvk5BTMBFn54GmTzI+4y9xDI1Mn8/hOdfbw8cdbXtOQ6oDNCaVA/wY9bnzlIRxrnNYnuOpaGwiE7E5k4mKE5ErU2BycRIidkrEYhSchZspKg325m6TGoqplF7U+rEj9pjSSftAnIeTabGSTQtZITfVwoFLtjKOuaxp+DDjfd6/O7z/2Wx7x8NgVpo+pVM0JtbM5mReHp4Osm96bw7jsiM/jDfjqdN82u2eHh+3734xf/vN9Y9/99Wbb9rZzNnElcpg6jaRQtPd6mqu2eCg7lrGPPQnU7WirMbFNBcy6/1Ihagg1pezajHPqmIe1FPRWAqrt2SJlIjGbstOMFkRs2BORFldPRupwzWPYDlDoRHNBZgQvUJ2dS2wgJggH3khd/JIaTQfMx1zfve4/+7QHRspqT0Oo/lpwc1ifX0ts+hZlM00sMI6x9zwbOMAelrJyXmSX2KqqOcEBsSr28WEkgRmBk5y6vLD9ngcxm3ju7F72SxfrVaCWfFSfN5mJqdJn8znDUNiH+dYUO2aGeAVU51KaNvW+qlSUtUQY9u2Zt6NA8oMfEoGLZdoEDbOE35TqlpQF6lazcQMe5g6IONOdp6Jm/xaKsi8wFQf90jIZbIk+CgrhdnsbIjCbDD44Alw1sN+jtk0kwtnF2b63O7V/YftNz9K8PtSRNzlKXwSzX0RMPhFjPC3U3j63x2n/YZ2L/yDb3tptisXkPKLgkn/3G4Y/P/zY5SfI8bdXZngxnPOjCMmMgcv/gwa3d14Gm/9zK30me47J1F+9Od+c8hXEenfQgc7qfedphi9qR3DBl6YXI3LmExNx8XhqHn0MpBmcsukEpjZM2VdhCPrz58eymn38tWblzev5u1MzKM3yVLjJaon0nmcpZA4CBFzTMur6zEbN4uQ0jHvR2aex9l6MbMs9zLmvj/x+/fvlhxFeTRiHZIWVjUnUndj1omrxJNLApMrmwbVGeWVlZgL9T0VjxyCRHYWc8++iM3L1Tp5WJisSGQswTQRRXUZUPt6JHfNqtnISwjFrS/FWTxQIe7Je3dV+8M/+MN//dOfbh8fiHnMQwqNuoXAWZW12OTxO20YtLpRnZ9nkR0itFp9VmYpxIgKtZTSxFCDAeqMlojEwDXcHO4LzIzcvyhTOgI0nKhWa/A6Svkp7VoCumUI1kNJer25qp4Q4JGqFHA2m60Ws5oZEIVrJnid+Ho2cztXq1dXVwAAQFbgE9q2nTWTdUQd5EPJjrfKOe/3++rsD2xQSrm7u0NAAsxLMTGFRxvIjQoesLY4PLhWAsXB66LSjJNrTs5AjPHsVgffkRozWE8Kphqgg1CmA1SAY4QkEm8IIgsnju8DtAB9TVOdKYHmQiEO2WpVZtYrCw4HoLqW4Jipq0oBnAuGuCA3BQeFPw2eBxOV1ZcMxwlZIIjH4/FYgahPXIOCDAT+ARaC+hGMIkAd1hZKP/wUoLrqV8EZYmPv97vqIQQRZpUp4lrHGNfrddX0YpWwwZbL5W632+12OM6anIFTQNJgja2D/c9+v8dDFd98Dmg6Z2DAxwUzchiT22636LYASgE2g3EFnQWne7Qw0JgAIwchKy4f/m4Vu+I2RKQ7sDR4M/ipwvLkfCNPAmOgXwz74SIeDgd4ZuILeBj3lKq+evWq2veDXUdySQ3dnrwEz3gSjRJc6N1ux8xXV1eYn8TKYzWQmTmO4+3tLdjjruuOx+N+v69K2jqIWLsS9dlyOBzatn3x4sV+v79er+M8FbLdYTsMw3I2izM+EWdVB4lk3ghHluCW2IQCe+bMs3b2YjYfrCjTuzxocRf1EJU4i0cSYj826d2o/8/dh5893N+m9s1y8c1q/WqxXDJdx3gdZRPDSkIjMTE3lqNFK845UZBSsrNF49k89t32d69X36wW24FOElQ1CPV5SCm187aUbO5RpI20ZEnFb5ebWZLFYhZjnM2a/+q//mf/7f/wz9VEmkA0mtlqsdwPnYSAMjgQs3MwiS7sUsIEyaYCg2H0Lef/TsBuIvy05apLBHF14fIylaZGfPYW0GifzwBOmh4yRnV+ti3P41GIE0skhoeZOEKYmNSoFCpGJdNYSEsxdnctWvJY8mB51DK4lbE/DcOJRQ+HXWzTq9cvi45ElG7ScNjvt4/D8UimTdPMl7PRNbXzsWjXrW37bmkHO3z38Mu/uvrwDs/ezr1DhLeqmec+n3anxiIPZIdRBrIjpcN9O2va5Sznsrt7OB6O9vQ03r6/ef26EKnROJahG8dx1GLuHoOIA/VNmMHMKJCzuZoXJSUuJsrkztS5GqmzCwxAxD2ai3AkDm5s6iUXzVZK8dISLhkQ5sQtsnGYPG84chCOIsIsj6ejiEQRZgOZiaJxioQOMl15Y3VrSmitZUu5L+OxiIYmzJlJJWhXRimWKKYQ1aM6O3ljEHgGOg+/qRtzJPIpWSJY9SnhdDZ3mPr+wiJOmO8zCkbN/nTYHoZe9cPcdl2PVvJt06yZKMpIVkTcVFjI5Szw/IFaHSwYpgPQQau+0PgcFJEQZNQyuXpixBGJfGZ6tpSbvD2ZYXpasxMg9QxnLcZzsU3EQbyUGsx3KbCc3oo+zZA4G7S4u9eEicvUBz7rPP1MgZ2JMK4R03gUk9pFJT+hTfuioPQLgK2G7NEncZH4aZBQcyYv4+BrCsXneQ/0WWL739rN5Tey0Px+w8+/P+OHfwt/dZCU+VPMZ8+vv+x4EE+Ons7VmwgjewbDK3VDRwFPYJkI3U+S5T6aOawWXZNv2xlkuiuRnH/46YTlb2f60UWcDS7M7kLM0MayECmbC5GU0thIZVwch2yj6sBshW0UssDENAb/6e7uF91W1wsL8Rd3d90pJ+fUxsFCCZGlQRNHYvy93/uHQ8nMoWnmb350NeTSDflYCs3iqe9tzGksibxVa7KnZN3pkGaLlNo86phP2u/CvJEc2ZnNyQTGMybByJQokAqV4DonvyJv1Cjr9ep6HAf2MpvP2zYS27xt337z7ZiVzKOyDr2oNsxuOkpoiFkCB2HmYlYseykcgxKXyflMsktWLoX/zb/9s/3pyEFms9khZxJWKyIhj2PwFCJLEmSqpqbJ1tVJqpqxjpIxCNfG/DSHQ1SlfSgo8RIUguebnC9ZjrOeYXL/Qz06jmN3PAG5weej6zoyAfU0jiPNah6oYxAIz9kPHz7AI3EYeoAxUDQQOoJeG4bBncCcAH6klLpxxDFD3AUwUGP3xnGMMcBp08xcDQFrNWkKg3znJIkWcs0a9YaPBNBl+Jyu6YWYM6yTAPhbqFybpnnz5g1sIVEE40QAgbDmmHg8qxBHkGwAdTX5AKwRXEZAGQFWgUWELg4WGsDwWIcXL17gp4BnwGy73W6z2eASYGYMbwvEBUQKOK3nxiQsSVDcY/INOAErBgnf1dXVfr+vKYU5Z/yhzWYDyw1sjAohgEuhEK5mquB5QNBVag4sDT7VUOLD/AMI7QxRMvYVfoRjBgV6fX0NkSSu6eFwAEIGqsc1BR6D5hnLDjQIuSYgDZISjscj3DXrPAMYXbBkUEFjnff7PTAnEgtwVGC2qz3Pr371KwQVgOOFOrHuk0rO18bH69evm6Z5//794XB48eJF0zSHwwHHj/ZBFcTGGHn/0d2Bf1eadLPZrNfr3W6HgMTlfFFJ+Grhi81wdXUFjSjwbfX8xIBorUjm8/nj4yNcaqqMHOafcC2qiwDuGu0YrDbw/OVnKOA0+jjYe7PZbLVa5ZwfHh5ubm42mw2slZbLJUJBAPBqsGc1+3n79i3sZ9brdT5mj2RCNaayFD12p5sXN/vDQXNO5k1MTYg0jCIiwu486JBHb2bLb5brpm3H9+9K0a6YRiUS2GGJ8LJdMY+P+TCQ35Xur+67dH+/YLpK6dWi/Xa9ebte3s7b67aZM7/RpqEomSzNgs9ImhA5ND503WK5+EffvPmD7fjzn/xiGAZOjWvfj4XDPLbSlCDF2hgWFF/MVsPjtp3FeZNSCur68pvb//lf/gv75nZ3OpJzYorMvt1eceSsRuIsTmJMYoIqGx7pUgfzeBrScxL+qFMM8sXOUW/sbDJFURk58WTzSZcBz1HH5zEahzUoRZp4GDm/HzDipj+SK2WlXHzIOvQ2ZC/50A+eRx3GMgzWDePhpH1/MOj/jEqxkl2zl9FdyUa1UYLtdo+bm83bP/hH8xjVtX8MMQ/LflhoZnYfOO/0NIzctvvTmObr/btf6n7/8Itf/Pun3YunJ2YmY4MQo7gRm0op6haEUj5qcFnGRfDFj8JpHIeixdrYpuCnrj+eyq8/jJuNsZCLnj8hJaQgEnWYZIzuUjCO6CMVQxayGikFE6EoxMSwTT6Xk8bqk67HybKrkxEZs0fxQBR7ceFAZCQG436PY8lEARfhzBUYMUvL7jYgTY6Q3ihEXooVnz7UzUnJ3b2MY+A44yZpDtnm0gQP235cpRTNY/GkFNlldCZvQjpd2EUys5O4uWDOjQR0H/NkRpgsAKj4WdGG7UFOKhIkucigXpyMk6YxSyqjdJaPQz+aepDRVRkGuc/sgpxdPL9YhJsZc0BWAeTuRMQy+VfFGLvJYKzBx4qawRvs2a8oxMsau6LHEAIFiVGqH3hN8APwMzORYA43u3ge4CI3f065jELMcpFgXlnK6Wl/gXdiiHqOgPyk7H9u5J0Dli/tvuEtMoERVf9e15ZLyFcVHJeI5hymMskELsUm1R39MgcCitRPxKUghOKzgtP9U3LvOQFmYurcDO0j/yxe/quJDhX+fSbI/NJMmv1AXh//MJh8Pja+zAnExp/ORZxdnI2MLcD2xd3t+TkcySYdrzmRyZnDhT8OYxuJCFNggdIbel8zEyEhxsCSiJA5O5nmKGJFY5suNbs/CPkuGxL8MVCs7YR6yoFYzYN6SBSZ2YnNnFjV8NyRkqU/xWPw0+la/TRkT4FiyHnIzDKfl5B+tn36ydP2kXlkZknUhL2WTbvYiv717n4Ms9+bLTeLdugHNvNeEehYxs5JivGoNiodRQenpcRNXMRj91rbq6vXbQovrjaz5awveeDSjYdxH15crVYlmbqI5FzuHp8OXR+Xy9lyMWvbhn3Jvgl2rXpddGmaRHrhRbsQMedSvLAQM2nOjQchZiutBGGORBxkG4OGMJJPM5YxmUrWPGZzDsWZlIRlnuaeKXenf/dXf+kxSOJtP6RZC9JU3UKT1MuhO92mb4raMPTi02MCLn+TVz7TJM4UPhyPEEQhSTmcW/Vt22qeGmDpHOcwOVsKwX6w2i32fd+2k1IOpNP4/xH3Zsu2ZUl2kLvPuZrdnuZ20WVmZZWkrBKSkEAmkyEDrEAm4AfADPFTGDwCLzxjPPAkhCRTg5oyqUpQasqU1WRkRt24ce49ze7XmnO6Ow9j7XnOvRGRkSWVGfch88Q+++y91lydDx/Dx0jJJ8aGUF6HEGKcIt3h5I6C/nQ6XVyuqnUEasrq9FCz46pCDEgSfCCqQ7BVeRzhYAn+ChD0cBjBKqAUVlVY7U/KlrP2r3ppYN8x5ge0gyIeJBj4qKurKzAn+EM8JJ49ewYlHj4E41WVx8MW4j4I3WAdmgLAwEfd3d0hwBqoablcVhIPlWsdh8NxgfwSrBdIMwg74QyJbAP8CjikGl2gIgd+AycGp5Dnz5/DAwPsENazWo+8ePECekJkA6Buhty0MkWoxSG8hHgPA1rPnz+HWQtwEf7hDdVvE2kEVWgK5Qyi8Gq6Bhg2EImTs2sIOReYdlRt52KxwM8g3+BWqqqLxUKEwRAi7vx0OuGAVhs35MgB4dSn3WazAYIFR1c1mbDHxOvYwpTSfr8HqgwhwN0E8B7YHsVBjBH9C3h1wpIHxBS8NxEYCN0sQhdwsED5VhelN2/efPTRR/UOfHt7e319je4GWPTTYaJDu6YNIWy328V8vpjNT4ej5sJObWxIeLFY4k/atl2sluM4LterYRje3d0SUdO1EkMZh9DEOrJYGyUw8kGYB5pHyBhEmwYKapwqAJOV3INu+d27d6D1ttstZhpxG6lWQNh+nIqr1erh4eH6+hq7iTlD9HqeP3+OkA/8JxoTgNCgT5fL5TGfQtPg82fN/HA8dm13d3fv5CzSMB+OR2IuZsfgRkpNZA7BbK5pIW3wxlfPu+PmD3Xc56IckY4VWNpDDiGWfr5z3RPzjBF/3DBHs/n2fr65vYhyEeMshu81/UW7vGz6y0O57MflLK4yrxdh2XXtwE3s/+wv/ehnQ3fz0y/Mw0nYmU7jsFotO56N+9MgFppuK2X58fWBJawWz7/3yZ/+c3/2P/r1/9SeXd3JyZo0V5L7h927293tHTvPLy6uPv6oX61LpEH4yMmbUMib3E9cHbuwMIbQjGQy4JiCoNidmKMea7uaTcldEB6uLu6shc3Y3M6zYHzYT64YqnkcyphcS8rFUirDqDl7yiWNJWVVXaUHMmc1S4lURc2yaslMhLLEUhJ1ynkmwTCR+dSfkJzIimUKZK6NZjrsv7y97WZ9CPLOi6qWnIoWcy9km5Q2qicKJyMN7eaQQry+e6D7zf7339x6US7WUmicg7MrsQtxyOc5evPgXuazedeMIQRmp5xLTm2QzrxTj2N2J1VXVROW2Bh7Uo0+upN7QPEakHUulq2Yk7uE0JmRJg5tt2GFzCiIiBObi3lwMlPFQJY4fP9c4bY5I5fJMRV27aTmDIiF/4MZPDu5KxOFaa7ITJ1IiQO7i1FASIZbpMiBU19YnDitVs2ndGm77f2wv4wccn627D5eLVdzWMMVc/XWo7fuk7cEExOyp4mdWCYCmd0nDnluasTOrFRHwuzsTilEHsjZClkREfZJWl1SnnV9yXk8jdLMAyg3EqGzcyYzC7vSN9qHxBiLehVA4eYfYqggDe9MKZ3SyMzd2dLMZRpOZpaqA0pjgngJtQ1ug8QsQfg8O1Bt86ZdgxLQH540rEUAACAASURBVAlDzFvKFArvk/7qAz2nOZblKSBK+oip/DxsWyc+mDmIsAiZay70Ibf2iIDwhXg6Vx7vaej8UyWO2XsTcxWvhjiF/tWap+5+/TrI0YiIOdTu/yMf9h15fY/Bd/UT+cOAhO8waHkc8DtLKf2pNvMbIti/i/J7RH1/tJDAs9LSCZN2GBARJ8Xl4k48MYJCXADzHJeU+wQMJxUzswg+x8jZYA9FQYgFY9GqpeQ8HUJ6JGT/HUm9bwvreG8Fz3ZIbBbO5jVmHkRwo5Fx6GZNpBxMV11PUYpbCoFiGArfn8YvbjYPqomaZJHVg0QLTQohz+2Lw+bt9s39bP7pYrlm49OplcDFAnHkkJWHXAa3IvLTdmClF85Xofvoav3R4qpzbaKnfOJg1kiR8DAMm0HldLB+HmN0sTeb+92Xn99sNt62bdcvlvNX64sXlxe9EB+P+Xh01Y557EQCE7tpNipsFCVEEcpWVKNz8eI5n6wIcfY47LPmHIz6tuu6zkJQoiHn3XA6pkxEbWgDByrKDf8H//Ff+Rv/5B8mZ+mbYRiCUyvBSo5RmGUcxuPp2LezEMOQxr6ZmLrajoI8UkRKUQwRoSAbx7GNkH9wKSWnVB1cUEhNNwKfKLXakheRponunlVBHM1mMyYqpYTAk2UWM5grDJsFFjhM1hk2sECo/2rk3ZR/6k5EgR/dqOD8USPUSinzvodlIhR6gG2muRKAKGqn9GcnuAhitK8W4nUoC7pWVLfQRoLQAy8HoIXbPepyBLsBMda5o/v7++oy2k/eNrrdbjG4CCoMB2Wz2cBJH0NZUGDCehR4YMrSGAZoHSEcrSMEYEKweUgCGIYBUBnuGsAnKL5BV6IlCYSGQAsE6wGp4kuBRZFft16vYR4D3w6YbcIrH2pG/IygedTZAG8556urKyJCDkFNb4OIF94hsGkFbqyNA2B76EKxgFgZpNhtt1sAsOPxuF5f1NsX+EDsIPglsLIVQjw8PAB91QAGaCwrzVsDPDDGBuSASBLcLeElAw4WbBUQ5tu3b3FuY33QNZjP58+ePcPTFz1jCErR3bi+vsaBw+gmTgD0LNBEQKIGDjfC0xH/gMIixlijIJBnCE0mpvvgiYLdBASCwhPXAtoiE6DSgqWr9q3YL+BVjNfiFFqv1/N+dnt7ixlgDB+ibXF5eTmbzd68eYOPwsajg4BPw58sFgtkWjx//hwqAIi1sD1gxeEthH3Z7/cIKcGpqKrX19eYcoR4FVpunCcg9i8vLyFtLaVst1vIX8dxbGIwt7dv3nAguNHMQpeGsQlt1pJUuyCZaHs6SNajlsyeLatbSLqm5pL7xmTBdOnxwKZMRzOTUjRR4TaKuntsjKKaEQnH4CRDEI7hEDyS35i2JYdSfisf+yF1SnP1ufC84VXPF334ZL34eLZ68Ux0frVerD+aX5bd5igB5/bD7eGzzz77S//5X/zRj360mi9ePL++vr5eLBaxDbFtZ6uFkt/s96oP0bI/HP/F3/oHf/A7/+bzzz//6vY2c/jkl374X/93f/1Hf/E/JBs8+CjOga/CBTgdgWuimmvhUsTMNFsavSRX1ZxUtR+OrqaqVkrJyUqxolzsdNxbymkY83gqKZMapjiWx129Z7qq5+JmkclUKSsTRXcmikSt0zhsgwg8JInIOQB2JldrG5taco2pnlIWSVlNjQpxIS5EypFC3OdU3LJTck05j2Vn5CJShuM5F0d2p+Oo9smv/urq1avFbE7z5UBh95OfbTY/+dGf+sshtn/zt//X0+4Qs71YrV4uLhaxEffgZGpKbkIkVLioWSL9/HTsum4mfR9DwyxkUTXmxKchEkf3wp6dMnthJw77fCAJJC2xOJSNRdmLsDchJKPD6cTNzKS72z/81n57GE6BeLWcP1+urrvZjIWGsQtibplM3djlbJQTU1Se6K3zUI+LkhoLkcKXtRZqAhneJOxCdBC7l4YjTRHnrhagVyxdItcY6Dr0/Xx1edE8pDG5ztruejFfx0bGRCmFnj1IotxlYPJHq3ky5iDO5MZ2rmNRTkefZJ8Mr5fzNsbYjFpcODCt5+Gk4X63Xx3mvdJ12z+br1uJoizFL+J8o8Vosp91IhUyJhNEkpwd/h/ViTYlRD/J68Od5KlyspRCNLUXOSWskj6JGkYpHljU1FTNvI6vtxKIWXNRmyy7IQ896x4Dm6uqhDBxOUFYwhNbTn8qj3zk06pHy1Na78kYHp+9FdCPBsuHqTGDm8b5t3XKrBI8qH+qvd/7Vp/+NDHi6cH9erVfu6IfpIKj8H/6V08B4VOi6Ls9PKcNesRs/5ZeI98oMP1GaPYh1/dtgRD8lEv8hc1Cz+/UOq1HBKsTn9pvbORCQsRGzkxCQszmJu7GTM5CbsyBxJ3UiZ2Vzlaw50VDDf1U8svMTvrHZmbzrd6iel4fIw8gWZUgVpbA0gXuyKKbxfPgWc6BGvVwOA032/3ulEuITRBzMSVnN6JChSJTI4d8ysfdMO5/+Py6IV8Kh/ODjYStCWMuxzz8tAw26h9udp+/vvns4tmvvHjVdO2w3y87Hk8DD97PZsu2/6hrlJtT15zSeL/Znr78sjzctFmDuFARS4f99qevf7ZRvdLyIkZazMJ8JiWyiQQTd2JBPoUO6bA9etE4WVaOZioiXVi7o+nXSDuTfu6B1cv9cPeTm7dvH+7mi8Xz6xezpmUzFvozf+Ev/M3/55+m3V5jPFPQJbCbKWl01TymwBFGbEjrrnrI+XweeDLy6bs2Nh3c5yG6W50Hq0opmhOdBZ/VKlNVmaw6qex2OyC3lBhVOy7Gvu/JpvkcXNgignh3tLtmiyXuaChM8R7UvsCHsxnCHloUr6fTqe06DPl83RQEf1tHp4BFZ7OZlgCeqm3b4/FQQ+c1F5Sh0Hli8AySNiSngdzDXFzXdbvdDgUl7FuAygAyAbFAfYCWAVzEd8G7BS6aT1PpcFcFioPaLca4Xq+BP2tmGvSc2J3KST48PNA5vRpLDaoWPgGVewecxpOspg8BSVYbDMAS/Ao8GyjHlBJUc1BaVo9KQJoaT4dZxxDCy5cvAYZxqgBDQv0IqAmuDwcaLGLNjHn27BkKdJwqNQWuwrCc87t37+qEHo4XkDZOA/BIWFvQ1LB+qS6p1fyjjudBMwk6sfq4ggOsjpoxxsvLy7oNFQHWbAysCcIDEOZeOc++7wGz62MPHDV6B+BXr6+vReTh4QEbY2aLxQLToRXxgjKFUHm9XuNAo1mApMGrqytkpeDkRAsGGle8B7z08XjcbDZgQXEVo7kDNbIzVf8eULs4P6+urjAfiL2Ga9FwPJ1OJ6D0+nSvZGzl/4GKIe9cLBYYHcSlCoUqyiMRefXqVTUTgqAUewQfKYBYnDOAlwB41SwXZyPyPG5ubtbrdW1woDNSeWNlHYbxcDjMl7O2aYxZRCKLNNGjuGaJjYlsxzEkJfGD5aO7ETVO1NCi77sY5007O5aF6knIyFSLEgeOOUgit8ju5MrBPZCQiBmbkUoMkSkQx5bVjw0XCcei21KE3SmFpAun9rj9uNlev903/XqrfJtHb2QRlsfjkUU6iYf73a/+yq/+t//NXx+tnIahsIa2CU0cxvFhzKq6WF0pv3u2WP3hv/43P/7t3/pX/+p3/vXv/d4mJ266f/PTn3z68atfefVq/vJqfhpGGjS4337lqlYKoJ3nZGm0XIb9znO2cdThaCmVlEopfcmuVkqxXMxMS6KspjrveitqRckKOwGkCrMPRwcjVYOkzKIIRvojC6MZjcTg+SKpai7uFELDIqOVUy6DGbOPrkMuxCmb5Vy608OYNRORNCPRfrSHYTwWK8KHpENRI4ctSTvr5/P5x04lFWZ3olOydrn49E/8+e7jj3PT3g1DYUlfbu5y+N/+xt/54vWbT2nopJE+jIX2wxhn0rOoa8mDu9NZEivkpHJyUVW2IsTCoQlieEqqFXciKuyj+chkwtTwOJvHtjeOQ8pFuW2aSCqjR8stkxMBIiSS15vtb92/G4Yju17s559enX706pOX3YxGbwKMQ7wIQyQWUN045IdT4BfkjmHKl2Njet9cMZ7ldkJEwpGYFCUDm8BYhwGKwjJGK04phcBdaJbzxcfrtQtrSS1RGAYdE5MH6gqzltwEZSJ4U8JPxZjci5NYQMn66HxRnI3JWJTJJfhjyhdnZo8SYrzqLpqL5Xy3u/Z5S3TVL+ZdL6GRGEjJc4lngehkRjsNCurXk8SfRorXMbMJfvBjclItMyZT5BDcGRbbU7Q64iXDxHGpas6KogU0nZiQcJRA8kiFwb9Fi0G714SWWAyjteQ1Kt3Jq8/Z1N5VQ8jCUxyFcxFw8XFS7CxijxIm5g957UjT4Gn07ANXjqdCzScKSP763NzTIbVvjHn4wM0FN+GnMLV+fs0rei8Q4jvm+r7ZAsZ/0bC+n4f96DtQH3+Lw4t/44/f8oGVqnR/HAI8j/zB24qJQlXYn1+pZsgwVnaySEwSzBAiRE7Cznp2Uo7ETGEyD6YJIVeugB/VrVP2yL9bbCH/HBjoXw/uYHYnDmJEcp5M1ZT8tN8V7dnZvGTjphmV7k/p7f50MLGmlRgbN3Vn8sBO5ONY2KyIHIjv1Z6RrGfzk1EboxU3Fm9iJt9Suhvzvo9MMo52PB1Gtb7vuv7ZxXzGNs45BCEfUrKxj510c9UhkhPZhsutJktDYOUSV8SihXIuZrkJJfYjlx2VtUZxZ0zrydk4RyWG3oWarg1BGjcl5SCxmwczK+5Fd+Zvd8f70+lhPN6Nx9fbw8MpXbR9EwLNOj2Nh92eP/+Jkfg5LVRI2hCEPaVBWmpjDMyWS5DQxaaaBIKYijHOuhYDNnCxqmlX06Tv+aqupu2owPBbvLkaM9ZBJoRvNmfvllLKcDyhOAaqZOZZ1+XzP9iXATn4MBk8AnHhhtW2k9k9uJoYYwyTJ4SqupaaCT55S5wViTmnpplyq8m1WtvD58Pd7+/v29hAx4+b9eXlJRSPkKg95sKf0RF4lerRAnneu3fvcC9DzQ3CDfHZKJrBSADeYAXatn358mWlRyCxRvA0GEJMBiICDgYV1W8GBoxVGoqDUvk0KDPxmfW3wIRAYviuWp3DmISIQIZ0Xffll1+mlK6urgD7Mc2IZyFeefbsGRYBQB2gDnwddrMm11X/UhT6ED1iq4ZheP36dc0q7Lrue9/73jiOd3d3tQm13W4Bvaqn6GKxaNv27u4OnCFQH9IRz5MSqqohyHK5CCE0TQxBmHkYTsCEeH8609f1qVkH7fq+3+/34Ehx1lXvEDQIcAoB8mHDsPs4P2FDAqoQ/3BqAXtUpWj1QakMJMb5wAlXjXSNAcR5UidOgbuOxyOCJVar1du3b6vsuQovcQ7DEBW5EWgfQBcK/g2eusCQx+FUgTHONODnGOPz58/RNYDPwd3d3cVqvVqt0GGB5nk+nwNI4ypg5uvr62EY3r17h07H69evnz9/XjP3MHGHuIWc8+Xl5Xa7BWyDxvv58+foRIQQXrx4gfXERB/UzojW+PLLL8H14ZjiiQZK/+rqCq+j7QI6F3IGxGS1bRt87oOKxJyydK0zS9uG2YxCpCjSd3rc5ZQypin6lleL2PTMIYwHST4TTurHnApzaEQ5ZHYXZmcJJIUbd3E246LEQqIsRG5CbqQgWoI1TI2YdBZ0aKOYHiws1MJxl500BO5jo12gsY2tlrS5uf/t3/x/b//af9UsOwusLkqUjyd375quCW7Z0uHdtty++/0/ePOzz3/2hz/5cnuf+xDMm2H4Z3/37/5K0/3a977nNFi07fGhTVEVLv/Fi5pmS5lyFvbgJKZeCpsHU5A+5B7MxKeYdVczM9/uxSkwC3E8K8GIKCizMTnDvN4g/YxTBSw0zZPjDnkzFC8whnUlN5ZkdlDNMRShzel0f9gnU5IQQlhsbyW27WxGHQ3q98fh7jgcclFphlKUOMRIEpi5E5+Jzal0zYyZc1ILccjhf/8//s8/uLt9GNO706Fdr59/8ul8fSEx/PAH37u+/2redvPQtu6dWufWMQm7t4HIeRJVBmYPIVy1ayFvQmhCiCEIk5qNChNSKk7FOYkUoSJiTp8PJR93x7GckrrzctZ/dLF+NV/RaVeMOESJRE17yvrF3e07Ym57YUt59M3m5eX1q9WqaVthUiU7a7QcnpwURNN5lMqZKU5+6TSlCjsZTSF6RDRynVcyQt4xibOoqzm5iDMpTeRPzBRVhGK0aB6ielBTJlVr3KKyhJ5FCklRYpITZSIBImFmEiaXbOpM5oKIdgjRiEgWvZEoi5IUYiIB4aGqhdyVkmtuu9A3vXuTeyHmpk3ssZXFs2f9epkxH2WTyaGfh7z4fZhXf8CEobhPtivngTeWyVT56aDaZL7VNF0367qOxwGdxH62wAPFyuSrKcRRpjgiN7YgFETguItIeqLAjHQHdkJBdfbRQVfEnDmEwEyBmG1CiWTmT9w12d9PVLf3htrYCA75076Yu0zCVxEJxIX82zK6Pxjeq2jtA0NOqPM+cP34wAny6ZjYk0x5exz1dWcOHxB9f7SU9j9aOPt3QcRvxy3880nCb1N7fqMnypn+/pZtYILaQav5CjkxOTkjvYNY4PnCos6RiYTVKDgrGyHy0cUdzxr3ahPDVLVzk32/2R+bYcvPNQI1Fox+C1h+MTcmJjUnYRIRFzIlU/IysrkhWTU4hW3Jt8Nwp+UYGw1CLEwcrAR2cRf2VuYp75PGEGSv8no/xOtnSUtL2uJOV/zB0y37rm8KU7YsRLGJd6Y/2T3MF223Xg6Hw8zSRddoKZSLFt0dd23Xxlm3WvSLTz+56pv7w2FUK9kvV+t5bFddt2jjTKgJ1ooHptaWRObizubsajba6A1Rs1QjC6JMyXNydbbt8WC5pCEdD2kY0n4YNuOwy7l0obTzHNp7kS6ZLFpjux/189/4J8c0uDsLtzFKNnEKRKzWclj2syhBVclZKJxSQg2HcbU6vRZCGE6nGEOVNVaWHwWokFdDztq/jzFqSShn4a0CDVgp+Xg8uipG0VB3gkzAZ9b5QHAs0MtNVoRugDfVFhJf+nQiqOs6KwlyL5S/oBpqlFylfYA3wMy0TcAuHI/HlEbo5cDPVJcabA+cMIdhqKFwNbzB30+JwB6BBMNFVKfCUKNXYAD6CGgWhAkQxdNsU5CKkKJNmRYxgmerFrun0wlos+K92oDE+oAjrXF/1bsV05u1bQn+s0LQ6qdf/fphwY/txyFGGOBTq9WazQC1HvhMoE1gM4yfYdGgwYNGFAu42WwQfQEODVrQ4/GIlYddTc31RjMCcKtpGhBfj+MWpxPejB2BXrGmBYDwqe0MYEiQtMAbkBDjFaCFp3QxnsRANUAp2HHMkqH1AFMZjJlhJPLi4gKg2sxub28h3L2+vq4GNrjWMJn5+vXr1WpV0zXwhmrOCQZyt9tVZxeQZlilh4eHKvt88eJFbZpA24kGAda8hnzAzwanKA4uau79fh+aWH2esBqAZzhnAP6rtxB4P0AvwGPwfqp6c3ODvYCGE6fB1dVVBWMvX77E9fWTn/xkuVwigmK73b558wbTldD64lSp/RqcrhgdxAG6v78HR1pNj2omhJm9ffsWhzXnjEFWAN0xpeI6m82apgmBm6YfjntXY2FFwIOzCsmsbzsyaXnMRlndC9FJaMvmpME0u3Uxhq4LsZDRYHqysbPIQTBZEYwbY1FjLRSCkGAMg8jRzV803TRU7E5qRqweTeJ8djmox6YLQqpFvRAplaQtcysl5dmi/83f/Kf/8B/9g//sv/xrSUcla0PM2SKRJJ2F5uH27qf//J/tvvgyvH7w+60eT01DuY2jlj7G8fb25l/8y6svv2zsOJvHPO4lLGvmWGDIzozUmJnJxMnN3PWcCfSo87fz4FPVCuG5n2i6C5nZcTQiUrfilrUk00I+5qSqxVSfqI1I+F6tjQ1zGIbhcByGopnJYhyIRgnbcTiMKZMpcdP03095fbVadOvMfJ9Od2M+GufYFOIShZkpMGHKzLNb0uiqFEJg9UgiaqppSdR07YvL9TadPl60pRx6t2eL+KPmlau1wqvYNeSWxkjUNZHNiY0hvWPCnEJDSB0wEQ4kQk7kSk6hcRY1L8weo4cwlnwYh3/25e3mcDyWQtIQ0TyEX36R+49fvpCeXZmEmYrxUHw3DmM7b9suNpx3m93xeDgdybhrGsnJnMSJWZCpqMZCrCLOQYgDptooPJbd7iYTf4ACXEJzPpTuxs7kHJzJpVEnCoGE3RkFohmgW3SPapTdMlkml6Yv7tRKIBnVjmYlBO5apVJrfeTMGVPW4sTFzchRH0x5UafBnAtJdslO5mzmmGmyUoz8WPLIbDGOajOfJy0Umftm3Vx/erWQ5SLnZMr1RLRJFkfBxT4Afl83B3ny26fPVp9EnlozZtv2kX9TVTKHLVwd1CeyEEIZi0CuCUIG6UQsWTOirUSEzUW4iTGNBaU+vBoxgychANHjAqlWW8xM8Mjl9/gxc4dJy0T1VlGrqzi5eDhbtoSJlbEPSLyvu0tW1Pe+PvPxf2HE8uQ/pW7Mz7GB/MARtFak7xGw34H6fqGsBf4FvT3/WDw8v+FLvjbd982umBUivuflOW0gLHv4qd0NXkf8ipMLq3NgJ6LiJkYsxGzg8VTtzKcbWj3qNs16Pn6XTeHjf4yJhd90OKa4WqgVq+KUKYQmRvI8DulUJCyEBxYVYiOOouz34/Aup61Q6pvCgckbn24SLIWVer50V/Kjuu+z+zYF2Xcu69heLVZt1+2G3U8f9reUbdauqDvaoKLillT3VB6sPGdto/MxiY9eVJlCE7PSFbOOyU0vgvQvn1P8WEJrSkKhYRGQjaxKmbiY0MNOnLyYJk1ZUy4lZz0OpSgl89EtmQ6eByvZ8iYnL2bZLEFw0epsmWd81CRt41bGkt8dCtMhlnIc/O3dOzVVN3aPElyLG7QGNGu7eT/rQ4MB3/MwA2POZ/LA8IlVM9WuXVRUgHY+avEQApnWaIHqx9U0TU4d+ApAFAwuA36oO0BUnLJuLOeEAnRSq5tNBhVnT+Gu61IeUK65Pt7dUAHjk/FKTqlmVQNyQLAKnmS/3Z7vv17zFYS9xuhVmu7i4oKJoRNDRQj3C6gcUari0kAdjG8EBK2UDnAF1hOLAL3fUykaCBZ8OEa2wDbAy7GuUt/379692+/30DrCrhOJ4fjeGpuOV/b7/cPDQ9/3mHDDZ9aQQLwNJi6Pfl/MOApYUgjnYEkKlgZDZfhDXMsVgFVObLPZAOyh8q7pDjimYGnAKE5xjyFAOgsLTSwp0tVrBkOVOKIrgT0FIsXzoA5GooFaR++qVhZYvYa5w9a/73vMduLNWAeg/RpQ7u5fffUVRJKg3SBExM5C8QuEUFsDNULjsfat5rcCanGoD2msZB3zACoDSG7bdrPZgIhD7Md2u8VZgTWsxj840DjN3r17hwlPHB0cJtjw4Otq1nDljbFQtXqAxRyshnBGYcaPgyAeo0Z61uMOYAkWEajvzZs3+EaQ5087Ozc3NxcXF8fjEaOPuP9gAvbm5kZEMEyLdg+wKGqFq6ur6goLChGLho5GlSsDh2OJEIhyf3+PsVKIbHHEh2G4ublBRDtoUvQdTK3rOhImspQSp7N9uQtzcCljTrlYceSflJQVBG1W2gyD08MuNMumtyirbuExSlFlYU3HXEJGmpZLoBiCmJFaseyhUWlE3GXiWMQ4I0PcimuJFKOyUwja+ajqkhfsDQdmNx/LUBph4ZOORaxr+W7z7u/83b/1l/6Tv9xfrB4290mzEK37BR3G3vjhpz8b/uXvHj5/fXWkT739spndjIddGkenpGXVNSt23txR3uWjB87qBTI8ZvYQnAkh3aGJppRNi5ZyFmOzTXozdWSaTRFBSct0ez+XbRm+xLJ29+I25LQ5HvZ5UHKPUsyU3Yh0SqRmEVlFns/nbdumQHuyo6YskYhGomMe92pJgnJMaoW5X15180uXZr/f397eb4Yhs5MwxyDu4hbJxT24tVFaa5qm6ciWzarp+jKW43BarZavPv54r8m7eCizVUcPu/18uWj75oc7VSpRqA8USSw2QahahcH8JBALsSgRnAyFyZllKpCZIwcxDiZUjDXETOHhcHhze/sm84m71PQmQXPZnDLdPHwU2xfProNncWHzUizEZr5a88hpVPbQhLZjaaWNzkE1KkYtHPbuSi7GhX0MTWAOxEISeaJ3IJ82csOEC0/laBQ4MxG5ZVV1wuyEshVmF1Vn9amGHyXwhGLHrF6Ei5AJp3SiYqJkRkPRk7l2rWQ97U7uDsdRm0LTacxJ3Y3cnJUcm+TuUbKxqEuhUEgMk2iweWd3dxVWIeXCbSycTiUVpjyc7vf02XCgfCxZY+zp0YveiSk42ftIY/K2x9Aa3CPPZclkGSDh0d9lQq3cuDVNk8/hnxCc10ZYDYlhdzbHzQ1YFwkNRISMh7PjBgsx5iZri1aISThyMAJnOAHXpzybEAux0oep3XUuEXs32fKLMHMXG2WdPh/OPlNixYcSzafDfu/jRv9G2FJR33uU42So6R984Pvgi79OnvHXiLH4nQF97+0A8y8grPz//9+3BgZ+MKDo4OUmGA6hdUVpSLxxJ8MQK54pNPG3Nh1sJybTatJKT2nrX9Cl848R+KHVxE9iANBtCiGEtomRPPlutzt51wfJ7K4eiQJTIt+XstOUGyltU8y4EJs35u7FC3OkfFD20IU5kwtZcv3i3cNCmnj97LPnr65eXB1vv9rvb9+dRpqFVaZZ7EfKx+M+n44t+66Mu9I+a6NlDk0jHeJxIzu3I2VVEgsczc29BGM3YlcrXsyUklE52umYjkMe9TBXL2MZT+PxlMaspZRSLDg3RWQkKhgKZMuWS9uEGGKI0kbx6ByzeTIvIaoqeZjHMJq8vd/F02hpLE0X2gbpMGRuweWZVgAAIABJREFUqtI0XiyGMO/6ede3bevOQqxJzQ1YAs6EbdsKTaxUc1ZjAs90XZeGARXno4PweTAJ/6rIDaxRdexULfP5PDCjGttsNia6Wq1UQ02EM5sSitbrdROmAHQM6kCRuH3YAAu1batannaDjsdjScN8Pgdc2e/3y+USRBnu1yjQl8vl8XjY73dTzNd4QrgZosAACYgmyxwAsIpwMFQGtqRW0jWSobaywAh1XXd7ewtkhXWoAWUgUkDEAe2AFIKxJFYPe1THw7CeT51OMJdVYUNNd4CvDAgooBF8DjIVwWnUqTCYQD6VMmJHQEKCUluv1/AIQR4DVKPYEQA8fD42GATafD7HiygpgLKA3K6urg6HA9wpgZZhzV9teFC7A+pge5bLJUbjauo3LD1q9iCQElYD8k4AA8hH4a6JhXrqx7Pb7ao/EMg3nB43NzcpJUgKAbDbtv3iiy/QPsAnA6vDfRRzYthg9Ep2ux2CE58mVSATovq4AiDh/EE3AefAOI6r1erq6goTetXlFXBoclRqW5xONdYCsAqBBM+ePYNVDJYR8RLAsZXbhKoW8BIJ5jiCV1dXX375JQIPxnHcbDaYjluslnzOrQKyQncAnqIwgG2a5uXLl0hugCssciwggr26uoJFzXq9vru7gz4Wxj+4ujG/ivsAWhVYH6w5fF/QIIA6FJTpbrfDx9Zhy+12ixFKUMqYrV0ul3APwtuQzgf7GbDNaCg403w2G3PKOes4+Kiz2OLIrtYvmr7znFz4OAz5eOjbKzNvpBGxwjmZ78o0fhmUudh4PB1KtiZKEA4UT0ZBTMyJOARmUlKOwcSdLVMpRIh3NaGTp8AsbIE9OgcnUpZiTZxxiJKYS2n60Meuc/sqODOdxmExj/vTYdHP/vlv/+bvff7jX/1zf6afxfl8ng6jmFrJoW+Hzaa92b/KTb8//crqxeZl+lk5HUW7JvbH/Oz5VQw0nPYLSafj/pB2rUg2NUNyrmfzU06pZA+xqGbTTG7ugHnhRIzAWrOCv2LUj0Hd9JxWVcOEjx7R+x80P6R8LJrZSykWeLK1JCqsQAWNpeBN5DZ2bc8ipS/EKs1yMefd4bjZqGY1cqcY2/Vs2YU2F9Nc2hCfX140XaQgRB6FukBtkF6oFeljaGP4jJpGGrTB42IRm+5UdCC9mM0y++zlxdv7d8f9w6qXtTTX7N28F2IrRYtNUSgkDYcpPtmZzIMTFRMiicwkRlaM3I2EnbkYefDsnMyK0qmkt/cPf/j6q7fzZ+1srjGk7BZiu5iZ0PZw0kvvKLCza6bg3bx7dv1iuUnb7b0OeTXrr/r2arnuQvRUhDg4CZt4ECc1CDfigUmYAlEgD8wAfpqyM0Fp68IEjwHhMGTIbotp1pKKjVrUfdSSiTKxuiWdmgJfcQgmrK7Z1CizpyCFFGlPYsIszs0gPDAPRCtbTKIyzMtBlcUNwgCdBJuEsaaGt86iFJWDU7QYxBHr6EECqYYohSyrtk03lJwapr4dOY9leLDxeeCuX5VTrnFlzkwkCAsx/jAbgKvlID9qGfGHeAZNUvxzjw/tLRoGkVDFJmbGPN3qSymOnqBLJ0GaybVbRNq2CSGc0jiOIwyQ3V2gd1PVXEJoAKz5vEVTZR7k6TQHmX8dRGFjxOlRsWmOVsyZUayzDBwew7w/wFpPRJuq38hOfWC1UhHEB7i0pks8RaQfpjK8l5b46I/5Hp5kjo9B8f7k659ksr/n5nJGet+WM/ihqJK/DavIt74MmtjPSYiP32WPQZPTGJ7WFBx6Svi5fxPwNfIPZt/k0drzSXTOOX4TuXFS/eL1bP0vZEok5pV4VWF3jSJE7qYdB3fPCU2V4G7E0dyLE0tkLcLTmKEiWGU65OcU7GoZhC3B35NnIiML2B22MCWvnBMBmUk40AlMOFkgjxqFSchdgkU6BSUTufHub9+ltmkuOYYQYtvErh3G8WYYjs6LpkvDMZtiyUbXpmma2ayEELtklLzL6HOZxyLtQ7Fd2v/si9+lL+jFixcvP/mlu9/5nbiRrDRbzNmOY/Ku7W3M724f/uRHnxxSms8Xd6VQycamIw9W7vjQx9hx11hj3gzJj2UcrNzvtoOVvZajlkHVMntxKn7T3QtzMAoeI7ccyYWVokpQMxKWlt01a2L26yKJbAieeymspeyj2dK5G3PLbklz0U3x2C92lpv5fNE1h82GVWdtm3OWKFkoB2uaxpv2dEptWyzlfj5X5jFNCoTlclnG1ISYS0IdPJvPUskl5WpG/9S7xc/EHapJDALBEsrMEN1WST8zPZ1O4+mEYq7rOkSDlJLQEhMR10xk43i6uRkROFbQOysjEJe6zRZzwDOwcFAetiGy+cQFSXC1y8vLnLMQDcfjBCfaLkp4+9VNCGG/Pbjr1dWVFu/aWWzkzCowVJAXqzWqSRgDVpkosN+LFy9ms9nNzQ3cVvArUHxwQby/v4fHCXa2hokDM9QRPjOr7v/gFUFEPMVCuEKxJRipCiE8PDwgWw/XNajFlFLOZbfb446RUm6aBIS8Xq/NS9tF32su4/X19enELI4tP51OwLF934M5gVKx+nPMZjMU98yM1kA1sEE2GjIVAHLqLkBTB+cbM4MZDDgr4LTT6QQHEfiggnaDurK6OWNUEkcBrXSgdIB2zGXV3Lnj8QhCEmcjOB8gpVLKp59+end3B9w1DMPFxcXDwwN2E5/52WefIXYipQSbFiJCxMXFxQUcSkEqQkoKDhZgGwgZPyP/AKRlTdFAJwLoBaJZM8O3LJdLeJnAnqQqHono2bNn2OWPPvoIzitN09zf3+92u08++QRsIRZtPp+/evVqNpvt9/uKbMGPwc4UQB1r8u7du9ls9vDwUGPxMBp3f38fQvjkk0+qmHl6eDPByTaEcHd3ByCHaT1QoDg0Dw8PIpJTfvHiBU7y9Xr91VdfQd2KBgrG/HBagqSF2SY24Pb2Fpat6DRhlq9alT48PMDQCJ9c8WflDAEgt9ttdRj66KOPcNaZGQIq9/s9iERwpJgyBWMvMWz3u4vVWogfDkPX94l5yCnOm6jF1U6nUybeCY9NM7RZiVJSKxpYiNqco4psD9r183bery8ufnB99fzFq9/7g9//8Y9/fGwLO7fUatJm1h116BbLSdar3ssUV+3EKtKnXr2o2Nj4riFjarUsk8WUZm17d0rt8yUtujIOs75ZDe1hv3918WJ7fyfcDcXycfy//t4//uV/78+zan4YVxyj5xLtEA7vZodX/ezN7d2bsh01L5bdX3r12dv7bZRm9WxxvaOfHd5+odmsFCnm/bE9vcd1eA0Hm6TywhJDcBczOsamDjxTIDMTshBCYBHk9dnkv8hO7rZQKUJ7KUfONrMrbzvzWWgkEIdAUSxMVYS7z2lBanIcAnkbovQNS9TAJ04vV1G2x59tj81ckoTFbP5X2hL52DaNvFj79RL2/EKIn2UiEp7Cb0WiiAxtMi9GJiIejNgizzz3TbdKXb9jHy7nX2V5G9o+ND/JuVfj0xCO44u2+3i9eiZdJ37KKQopaWH3wBYkhTK0edX2PuToRuZKJn03jLlvFpSty77oVw85bzTflmG7aP59PvVObYl9N5NZ3zdxtZxdRIthjKqx+DrrXEenPF/HnvrbMmY/Xq3alxezX1pHPty2bbcZy2l++RDDW/eHlA4l5TGVdDxueRqbYqoBOUNO5yKZ7YmHyVs5W/O7gSQwJiM2JYUhIJFRQBEPjx4X5u6xvjdybx4dMmsx3BIh9ejJcFN4UpDL02hqdx/i+mkaMJEVMiJSkZGKNZM5Pzcxk6pQ181PaZw3vZRwkbqltWmfurYppRS3ru+Px2PsWjNW40gMGlPdSQRRGjGEaZKZedAy5KTkRShQeExUGkcza9uui00ppWtbN845w4WIiYs7HpqP1pwhZjIu2chDE6sdtDi1IXqMdcGZhUS4icWcoijQcRQK4qop5waoz+ATkys+jQLvU4ELPmxygoSnQlA5e8AgWnkCaecENXd39Q/cWdAOjpCxmJGTnN0ds70nB30ycSBPeL9HGEIM810/xzM81YWG81FWzJ9hyz/YEqt5fV+ff2N/miL6C9FQ381HfSfr9UQZ/D4NavRd5qF/1Ljzny9JdSbwtgqFJzv7e7ypT2x2ZWy5hjRMd3nLWEb8IVLt+L0ZvMddciYnY5/smPjMPT5C0TOANSapv+XzeKk/OrQ6IT1mgoNgK105FS2mnpKZmhuXcrO5lyaGEEKM1AQ1oyBZSzZLJTdN07XTJBjqwqdyZGEmcxGRJogI6tGU0rOXL773ve/d3d0N22zjUb1YFI7MEnfj6cdf/Oyzy+tTSpyLqRbL2W1k240bNg4uljmrDkWHkovpqKWwF7cs4hIcTzOhPnZkSlx9U5mEhajr2mw6jkNIFhvp0PtMGqL0zDLmyBREGrMwjJ0aZ/Wi87abt2GXE5FLZJQ1VShYjftq//ujjz7CWA4zz8KsumuCKEaxDk1gzsnK5IoJHAWEFmOUGGr7vyoMRYSJa4o3isWpBR4C4FPtTuEeUSWjY1L8jPIXJRHO577vN5sNiLi2bS8vL9+8fl2nAUEwFk3jOML2DTsbzsls7p6GEfTdFJNKk/ZysViEyFWhh11AClxNnENRCFIFnCFK2GrljD8HGIb8A+sPXAEkgHoduKimoCJSDwabVXpRdRSz2Wyz2cDLHpADwk7EMwDDVIkjNgMLAt//iglTSvk4wqIDElAU3wAk8POoo3SITYesEW6ZMMSfpqhjRMkO/g1ax5qWgWMBtI8XsVXgHi8vLzEDVs8HLDJehJwVKBELiDz6evYCECLbo1px4BkMB38QwvjkatmPFsN8Pof1KA765eUlsARo3u12CwgKISt2E89jbOSZJT5iuHS1Wg3DsN/vwRBeX19jj8AsXV1dwcinnk64RnD/wekEjhfX2sPDw/39PbZcRN68eYMw8eVyCSkyIgpwH6sQF1AWQBdoB6QWjmlVZSOCst7Sq10NtqrKjWazGXAa3IYgXgU0KqW8vX0HlTLmGIGpcClBR71erzebDbw3V4vl69evN5vNixcvQDlWfrj6l6Jrjs3G8Op6vQZ4BjUK7r3mauJkwyGA/Sm+t/7DtYlTEd8IJTYExlhzXGI4BHVutjZ85/O5M1lR4O31er25v99ut69evBRiM0OXPeecS8GAq4g0Epqu7Zr2Yrm+urpaLpff//73P/vBL718+XK5Wj376OVivvqH//gf/ff/4/+Q93t8XW1zVFW5uodqOzzx7bgVuzipOybcnU05jF4Wq5m5DZtNzFndL/pni7614dQKJ1OWeEzjb/zGb/z6r//6n/7Rr7oORj7kFCKbqmV/c9z/+M0fHh42EkIiGpkXL67ZyE0exuPdMFApLGrBSSgP6QMXePTaicjckNkHJOFMHZGhJpnmtcoUKDUZDkxFGiN+2inq2EjsmnjZNyaLTrgxYvMAx/Yg0L+hEgiahDgYCfs0fSSsIQxE121DVy/5+MXdvlAf/+TF86s2Ttw+ouqsyNQmD+AtATOUEATgbfFG2hDYhZx4NN+lYWA6lePdaXs3Dj5vOfL97e2X/+q3nx+ljIlPw0ez+cUP/0TfXhKX02FohWPgrGapwI+ki21rkQ6mycO8JyFNqdW2ny2HU1E15yaTUDe77C//VD/7YQxH8uVsETiKxRijqQrrXAcfj+7UxEaiJiJtmnng7z+//OzFdcoH4XHZxsCiTKOrt+1Oy+v9/g/2m6+2u/04ElFkOUz1PVctOgV5YqQnT8v33Ex5yVOlx0LCRBIaERdjqQUesxjJIzvEj6TEkwBpcnkKJMh8ylT8oPB+ytY81aE81q1PiKMzivBqiIXbPjIV4rmYYYnjaWi61otCJV6TwQOJiESOeu7MBhaIDupIfxVizPsVPRlYxdMQd7AYY5CmfrKZxbZ/+uYKByaDlvMtuoKl8kG2AdLtQnSe1sS9CjDP/I3TB/4ohvxM4m+wvnySuPABZPBvmmY8vy7fiDXqgfuAr0MzCDl59bf+5J/9XJ+Yb4M5H2x//LdTaX79a74D8v3Rv6Wei99sVcl/NOD3wdH97q+e8lj8DEVtmpVy0kk27BWACbO5kLmhJ8ekuWgu4iRkQkROwc9AUdj4DLSZ4B+DS9VIiYldgPGEJip8CgZlPAPY+ElCynRPMabATPxk+wVsIU/qas2jpZG0sKqYJffYtqFt1ctxPFkiRwCLcNf0NpITFVUnkhCIOZfSxFCdxKvOBJU9JtYuLi5+7dd+7Qc/+MGPf/zjv/+3/95IuZCOZNmtGB3zWF6/LuoxZcvJixb2Qj6SJiEz96KmXpyUnDhwjKHtzpeFuwTikFnEqSN2FhJ3VnQEjL1o8fEoZE0Zg2ubXUyplK7rSk7DMXXACTF07K3SIjSLfrlcLucXlxvT3/rd392UYy6k2lUwj9KtaZoxndx9s9vNN5vvE4WmgTCsMkjMHFmAFVG1m2kpOUpA2RRCiCKoHUUkCtc6BvdErGQQqqhvanSZiXDbtnTOEAcow+xHTWWZoFoImLSprioIRaiTcqj+UYvXNv9sNpPQmln1y8K3g6RKKVnROhm8Wq2YvQ7ydX1TPxnpAjklOEbgbo7MdxS+iDWrU1L4dnwRIBxElVhbAAzMgOGWd3Fxsd/vgZCrxT/cJmGzCfwM+xaU/rC4BFzEZ4JWBQDAb/Hz9fU1KCksI94DJJaThpCwywAAx+NRONbAWUDTOitYE+GqCw7oUKgKq0X+bDaD+Qqo1zrVhtL27u5uvV5fXl7iNgjVKOIrKkwCCIdmDxcjSB7Mp223W+Au0EpYEHwd5j8hIca5hz4FMBXWFk3Z1WoVY3z9+jUAwGq1ms1mh8MB/GENKqjKVWwqHjCAoDgNMLSJ/cJVgzlP4Mk64Ic9AggBgQml4mq12u12oMgw44cdweWJt11eXuJY1wgTHBGsDw7rq1evqlENIvIgr8Vo5cPDAy7JOreJJguOO5S3OAnRuQBewiUMPSqQITjbqkDGebJcLqEGx4Uzm80uLi5ub2+ntJXZ7Obm5sWz5wjEQ38EJCdkqyJyc3MztXjGEVATYlHIgJFEj1h5EM4XFxfoMjw8PEDeiRvU3d1d9RHFbqK8A/QFE14DPEAsw4EWWLQa/OKKgAFPbJsay4lmGTY+sPRd18aJjf/lX/7lILK+uJjNZqvVarlYLGfz9fri6uJytVpdXl6v1uvYtc60XK36xfKv/hd/7W63+V/+p/8Z24C7EC6T2v2pEnFjJAMX40LupB6ElImJlcl6Gc3E9Xi/bXL+aLnqkm5uftLN5key9cV6z3Gn2Vi++OnP/snf/79/8PyjPJxySeN4iI2olofbh1KGL/a7NByF+aTZYmxmi0YazklUg+fQcAhCkQpbKEr8nkwK+c/skOaxuxU3VBE0apgG2/Qxa0u9CczMgVnYxQnGhVGkU20amDCTCyRnSu7Rz26fPqFMIuLYBJGGORi5TknDxkJt9H726kX3vXa5ORyp6z569vFF2XFNrRZxi6S4ptgM3W1SsuDsbEy+pp6Ke1YSV/H98fQvfvy7n2fbt+27UnITP/nh9/tF3zD5mFf9vOn62cX804urVy8vZ32MxbwNh80OPZQY277t1c2YdfBm3pfOPAZnCp0TxZRSN1+d1EzkLuf749FVR6PFfLah8tOHh5bbGNuSTS2LlevgbRsbDiG2MZIrPDGZNpvVcmaB3cIiRB0TxSZJ8+Xm8Pvb3e9tdjc5jyHYvBeJxpKbKUf7UebH0fgRGJA8VtiUH30jjCbiz4kbiUbCzFajth5FaVNNdf6rJ5bsX3MDeYoc+DFToZasH+JA/ppG7+ul9WObuGmVCDaVu91utbzo+z40sfgkWWLmDHOvY3Km4ubmEgSdtVJK17SZckqplRhCaEKUmZQ8PU/P5ARjPp9jqLNzRh/OqtUOoPNTgxOpMxr4QLUSKvk5OVmEKcT+fbOZJ5LID5WW00XnkzizGsZ8QJc9TR38QIdZPVrOr3s18foAd5zNeAw7/nX0+MGX+tfe8ZQYw2nwAcyr/nN1G7AI8edhM3/iceLu708Jfnvmnv9bg71HLPPELLW+9pR+BJv1dbD3C86/fX1k8+sonM6x7GBbHQ5QuCCfEG5o3AFbuVuUwOaWC5uzG8PTl2rHjhzK73NWhL4v6hUiZ6vfQmf2+Hwe4htt6v08JWnZnMN0hp+novkcX5FLyWOylMgV+axkJlGKkJpQbCQICZMXIjrmEfqNVAqGc5quK6VEd+P3TkTIUqsz5GE4IUf49evXg6Uxj9KINaTuLBxic2D58rCfSRQOgHwUm70mkbaQJynKBk8qYY/kkUiMAjsziQQTOJQG3R5g9gXyEy2QEMXSScwWzKHkOAy9yKxpjmVYhPDp/OJisZjFthVeNM2qb5dty1lVfSQP4xDzqRWLvcCWHtdJddtbrFbb7XYYBjgionobc3JxUEYxxtj1KaUQBa30KluvBpUojlEr5/O9GCUU1hAeq9WQsMZCELGZ0XlY9In2nWv+gZVUCYd660FyN0pkcDtPPScBunabjbvHRh6DRpA4fw73Ox6PfdtN+Z4xNk0Dlw2wT4e7Hfp5aOGDTAAwq6OJACoVsQCKAP1ingrqTTz1wXqhFt9ut2CoKgyrdeqjWbwIKmAIDqdskilywLbbLcLTkY0ONSDi1xA6X4M0aioG6CAI54CiQfTtD9vT6QSXF0zEYeIL2KMmlQMU4bfQmsI2o/qC/n+svWmvJVl2Hbb3PudExJ3e/F5OldU1dA09it3NoUmRJimJksimScgDYBkQZH+x/Qvk32L4iwFbgD9YlmVIlmxYNiRBZnezqWaTrKqueciszHzzcKcYztnbH1bc8+7LrGpWAyoUCllV790bceJExF57rb0WkAmIXDQ78YtAofgDVKlgdUAyg5jK+woB3Kq6ubmZ4ej6ewibIUfVAd+iHEfFn0crs79IbrTl4EEcJDADQsOJ6MmTJ5n5z6EjoJRBz8IWFXsAxFGOtsOs2mQygc4TFDQo6+wfG1eT/SADM9E9m83AoWHNc1omFjbzqKg8Li4uoPY8PDwE+wcqDDsKhwdjzOPj4+3tbQA8QErUItnGJmdI4F8hPIbDah4NxTFMJhNVRbgIrte6XS02Nm5qv9IjoV+ABs3Dhw+rosQDB4ThxsYGvjq70cI4CrdztskBbQim8erqqm1boFk0ONB0Hw6H+/v7x8fHIDkBAnOGB5oy2X8YOBAXC8cGHbJz7t69e9nX5+rqCnYyIQSmXm6KFShDGI1GqYvE11mOBwcHzz333HA47EgHRTkYDIbVoCyrMhRFUbD3TYq+bYaFr6pBm7SdTTc3N3/3e9/70Q//+Ec/+lHvVjUeo7WRbYSUKJn5VTEXpWNVR+YEkggiMnW+1uQ8WVqkevHy9t7f/uZ3NhPPrk4eHB395ONPzmPj9rcjJWNpmu7f/dGPfvUb39re3Zou5+qscF4i3dm786bqgkiKQphLCxG3XiJvFIjMCTOrpDZ1rcaNdLNO6/0u+ukaEcGrHI+sgsh7dNZEiEPhRcRiCsE5ES8Og2TB9S6IQ26DuKBEkTQlFY6enHOe2CcKSp49fCyMXWeNY/F9knO0pMlMjbq206jjEG5v78btPWNPHRUrJaqg0lj5hro+lJiNoxBSzElEQu2IVSmZE1f4YSiDk2a2WGrH3o+Go0KEYtzb2t7b2n7ZeFwOxkUxllAZtW3XxlRWRTXcj2rzZpmMi0ERk7UpFUWx7OKCNYlEo3ZZh0RB/OzsaK6pCe4itgtN4kNd1/yYnnDqWhWTpk5E7L1njS9sDPbu3p6EQkUCS2AWYVXeckbLmVnyQSqiqxh5ODyP8Z2zs4/ni0dt15aVjEcWQjTrzKwMxKwpxa5LpnjJdl1nWYyHmo2MzMY9cyV9bADkgmRknOFc/kXj1WCUrcO8Pl19FUJmayozuTEDRtcM1VPEhnIfpP4FVW9MpGYhBE46Go3KUNTzhSYa20Tnyk5CVaYYF1BPFIUlQju7s2jRBJFUzqP+FOKu61jNe4+A4uyfjJZiSmpmVVmKiLAzs2SKzmnbdZI9OXt6vO+uZlZ/3VuF18bQ8uIkM9NVggXb+ljWKoYBIW792vVCSu1LcJBrKelnBi18lnmIrSpz0ZQwdmXMSH7nNcPFdTPJ9RCLdax7Iz5+xdStR/N9nnHLU0eYkWr+RX+NHNb8LQF1bnQO+IvKPT8ndf0vy2fIYG4N0D/1Kcz8eb/588o7vwjTuKqBCI0ZNBJIej8b5T7vQcnAxJsqE4tjSmppBdl4BfZ6EMf5Vtdn4vVW2S5kfD0Rud7v6R8OzyygZfknIimJHLEYuRVYbJqO4nVkvBIZU52i1q2SlWXpi9B1Xd1FIoptJ96HgOhMywxGVjqB3jTTpOScz9bep6en5+fnb731VghhNB7GaSvOlUWRtEtdmzplslJttLkxrIazxbxZ1slxnZyPPplG5yKMm8mQQ0QpihEnE7NEnZKpcGIasycyJU1qiVKyBBzurBuFYm8w2ODxppfd0WAUim5jMHRhKKFU5pRYk3NcCGvbaJdmy/l8UTPZwFKgKNz11Y8IvNd6t3dWsFK+CG3sXPDiXTNrRhujbB2BNpgPjleZME1TZ5xmZnFdGbUKDAWFghUOIZD1P58/E2Vo13WwpcJwDiRtIbgcfe7FwFOBpgBo7LrOO3d1dYUoeVtp5RezWWalcqspxgjVbt89UsUnNE3jWABKQRKm1AEaZe0iNgY4q8n2drYrzBoPEFNAyzlePNtI5kzqnESHihbhcsBU0CKi5EXjH6U/Ru8APMBM4t0wGo1ApGxubgIWZk4jN8/AbgEIASblvIEQPLBT27b4BJCQEADjGPIzB3sAhTJeS4AcgHAZhOO64GRhntEnXK+WEVQMsGLOdcAKZECCxYHcFwefpXrwQMNQGZIhMvOcDWMzNTFHAAAgAElEQVSzN0zmVDHAlnWqQIPYzJj3g8s/kCEaH4iayFsRMAA3DjxjcAkyzAN6wULhn+DrAIkRCIE3EyxtgAnXN0OWU8IqE+uGd9t0OoVp5+npafYrwvQmLnfuFOCSZb4XP7C5uQlSK4t4wWQC++GAwVONx+Ou6zB2iF8BMgTKzeaf2AO5Q3x5eQlNLAIhstcr1KS43XBgL730khcHgrRt208//RQSazQv0LPI6lDcgOgsQM66XC7BjaM/go/FrCwi+B49eoRhWhB6+HBcNUiCM3GNVcrBhlA9ZGYPbamMRcNK+ND7H4iMBgNsyOFwaKpAnugaoJ0hwkkomjZdix41O2EnGHlpuy4xuVBMJpNl09y+ffv3fu/33njzjWVd5z463sXSw6Qe++HNqhKdmRgL1F3JlCkySiorzQrhg2rwtYM7L462inT24PT2wWT4f771xmXbGHNk8eYePnhw+PDR6698mZahc1R6F1qduOqj4YYqUasAlKVnFXHEXkmSSTTHRmbsXBAeo/+2yvJiZnHsiK+nBsTlLB+nXZ4FZebCeWYz1VVSGTkWzyIi+C3SWBAXHbOmZBw9dyIk5DUFtUDirWNymFBxTGZJNLGhYZ2cqRozaeqINZLzKZrzhakVRcyLDN8PJTU2iw0ZZl8gMu3X3HcqpVPnl9a2GrkqvvKVrwzmy7ooUzXQalCzPrk4rarh/sHBnXnjjDjGzkiNklkiY6LL6dWSdNbEWtWaetG2i7p1c9PSL0TPm7ojLVzBXYrLxoxrS0vRhtQKx0apbmPddOPxeDDWxK1SNRjB5npYuwWxlQM1ZaPSh8Sk2o5La5Y1GxVcinE1GC2r6uOHn74/vbzwQTc33WDYOd/GZMIhBKNkRMkomkBl4xxzqHhN5JnxRNOhNW/XNKAwkSS4sECxlVEfxRsWICvO0NJaqbc+cqWrAZ+Vu2IugJV/9hyWPW278pSxhoil1LZtSrobCgTwdt3J3eeeE+8mk0k9Xzw6fAK9RoxxUAy2d3f3DvZHg+GyaWKMmEFczudK5IPvojrnRsNhe9FCGYEnORCb96Esy7prM1eV6ak++Yyv7x3tx/CSiKj1HfDr0lTWyE8srsh6pZwVkpnTg3eQrdm99Bhp5YeSzIz6WZJ1Ru4p9eazSXr9dC6RsF9vxT7r3onn3somsydyGF6kZmRrMDXnwN2AeZJrjGddQ3PR/lRchF8z57RnqF5b0X1kz0orvwirtpZC/4Wwlir4vv6gDROXayEhN4xXPlvD+UXg38+Qj66SG5BvbibM65JrvbarSUz9vPQKgmNH2Qoarfj7ay+d/C98A1j+rJVketoZh58Nbr9On5d8tLLWVdCuBSHJwmqK3aLse7UGS9e0dbMIZbm7uwut0fxqGkIoipJMchWoipgKJhYzNtWUGjMbVlXPuakWRXj99dcPDx+n1LWxYyLHnlk7SsaOJJSTjY3NHb28vOhOll3s2JXJ1EzIHCVmc6YuJafGSZlMkrGaM3NCUcgJW2J27JzzwQ+CuCoUVZgMhjvDwcFgNCIaNM1OCCOixdV5PQi2aOqLs7ZuhqEUR4/Ojh8/fsBJb+/s3N69tTMsveN729tnJ4+NryVDUH+LiC+Ly8vztm1d8GVZkpNEJsydJgwj5Rq6KAojheWg99CYcUZWzXKZnxGyCq5ZJ99ERFd4CXAui5cQlZ65sgz2cth6VUh+3KDGRa12fnYGtifbV4CvyJ5a0NEpMn6M8tCOg5olJZSzOAtUkCIBHoDMDAYANTRoB0wBgUuBgSfsUgBmck4gqkbwHuAhARWy3BEFIgiltm339vagYQN/kqmzvHpZcQcOMKUUQoBeDuCzrmvUqeAKwCPlNIuNjQ0wPJlcyhV813XI+x6PNoIPTd1Np3MsL4wxsk8mJr4AAvEt5+fnYLGyfWsWuAK25edyFs1i8irrLfGZOLvsagPzD+gz19MUgVVwTUGEQrYKXJEN+nEVcn4umLrroVNMTKWERDvkcADkm9nu7i4YWvw6qKpMMmMbgIds27a3da0qHG0/Jtq2y+UyrzwONXOPe3t72fQo3yCQTWInZCIR3rlZC42JL5xazhU4ODiA3wzMdRCMDlCHDwe6xkAmMDB2NYxksVbwGoXeCVtovX8Blm82m2G58GCHQSv0w3gy+LX7F6uBPgUUtniMCPX46smTJ6A04RkDyS7cU7F/ULsA+GGrYHfh5wF3M86Hde3x8TFmSrHr4Jeb0y+wDnGl74BQfL0FgE0IhSeGY3PmCpomIrKzs8PMl+fnuGrT6dSSVmWJi44LZGbRkXNOvHNFYcLGJN6FohKYJTgJoSyqkp27uLgYj8ff+MY39vcPPv7kYyjJR6ORkjkWESFPKaWVCzebWbJERN6YEywsLQmRY+99G5si+OBkeXl5/PEnz99lnX382t7+5Kuvffz40z+ZTovJyBUj6eji9Oy9d979zd/+Dza3ti+6hbBIl9pmsVlNfOQBhYmTrmkdSSgrESm8qwrxRM6xKxwFMuGNpmdaMviT1etaRCDd7O8jli4uc0cfg0uCtGAztiTagy3P4oSYuUkzJs/qXEfRLBJFp8jzo0QWTTHv7ryKU485j4gIBiGLrEZWFmXUlCiSqhiFZGTk+7kivWaQWIxAEBKJCcYrrD/+alSao5q1U27EoqPRcPDSZMuK4dKFq6Sn2njxs6Zrzs6a8wUljW3nWKDGnzfNMqXz5aJhbpgWUZcpdUZt0tJcqqlzdFXXiaUYVBaNVUMIPhSJzHsxS6lrXvv6V+7cOjhb6p/92Z8vu/jaa9/gUDx69Eg9nzfLmpic084AqZTMmTXtNGkXOKTOqVcaTY7q5q2To0vvFkURy1JC4aQovLET7z13nap25Ji6hIh0kqbpVmWYI77mHtRLr0JE1SxMJHptZCh2U2vWK0VXlV6vehPm7EPInFPR14WguVxvY8wmhTeUnPyMseQ68LjJj+EFlFJqYpzP5x999NFyuVTiZIbB4KOjo0dPHkOgsWhqSjQejw9u337h5ZeGozGGSC0lMytCqJv2+Ox82fYOZF23ljzeD9dx7wUl4p2tp6eiyZjn3HJzpMdsSuvSJDPrVxtGtNSPIDFly0PL8jTq9WRZ7ndNv6eUFFvcDMOW0idFSmYI83TcDc7wJuK65q7saYydv5FWFozrP59PZz0CAP9rXcr+zAfS+u8+JVt9lhL7oint3GccGPEXhnyfk6j+l35Rj6OMEqXrs1onu39+Vu/nNXrJxit5fg+xUHC8zT8ZyRxxVPUiiXpvnaQpxqhm3FOCPXDN/ivyWfgTQSLriwDQu/5feMVGC/pFea4v9yqMnppbhakTwsyReRJNYZAauw73khK1MZLJaDjZ37s1HFXzq+n88gowwMxiZ2juqmqniZldcGLg2Y2IOr2xR2ezmbVamO+6OjYqjoRlGAbjwdDU6mU788smJiKJMSaitGxUu05bsxTEghpalK7wwbmiKAYuVEVRVJUMghShKrdC8OWgKAdFMSrLYVVVxbAqq0S+bdqT0+XRUey6WdOcnZy9+eOfdtPFoLX7u/uju/co8Hxxfnp1uj3ZYMdlFUi8stzd3X6wuCx3dmJ58NHHH/VxYV13eXlJs2nb1kqgHPtKtEtRvEMJmIGZ977tGpQ4zEXGb6huY9tmXSUxoQgGRMHrMyWMM3A2/8AoCzMBw8BUcDAYVEXpnKtrzSAQVSzMP1Bf4vmY3SPwk/hnDhlrmmZYVm3bqsWUUuGDiLRtQ0S5YV8UhVAvT8VEkwhliWAoHPRsiIGG1DA/nVHUAvhl4/7cyUPMOnAa9KgYG0ONjkc/WL5smYMKNQ8xrisMAVqwGvP5fD6f3717F4wHynRo8wCEcop9Bl3AVBCCggxBWBnADGAM8E+2vMewEw4DhFiOgIeyFFgISHKdKsfkGGifDFwhWsPse/6VDHvKsgRZNB6PES8B1hGAFtRZNt7AUuAqgA6C1hdMWo4JgYYTncJs1ZNNhjIdhwuKSwa4DiElvCjBE6KtcHJyAn4PRG5OYD87O+vjKLsO8AlN38y4grrMgY2z2Ww9+A5QFuAQlBEGQYno7Oxsb29vY2MDSA/9hbquwXrhqbW6HxmfD80zgA0aE3kcFyguFxyj0Qj2JDjy6XSK7kaOUMeyIKAC7righXF1oBbGlhAROJqenJzA1iiDXnChZvbxxx9vjCf4LiK6c+cObjrkwmdIn8c78xAdxKvo1gETYvXgMIS8k8PDw2wwgzVHkyXrpTFBCjITyt6iKHZ2dvI9grsVLQwMAQIhw4fm8PAQPzmfTuGi1BOJSYvJBMwhTlZEYuzatvUupC6Z2czo6uoq+HI0Gl1cXJjwYDDyRSAiQZBMNfjud7/74OGDtm3F+5QSgryvp2joqSAcUmUlNhFxEkJgF7z3beqS9U+VJ0+eXI62XvR1ubjaivzNvf2PLi+XSZea6rZLXfzBH//wG7/4rV/4ze8KBUk0KIqYrihaweHu5uZuKK1rnXMueCIJ7EoSB/tzpx2naLo5DL2nmqVre3P0hjVlS3hgNuWUGTazRCsTCy9MCrKNgmMTSbCOK1mFWhNzFI0wZCJMjljEOJgRwqxZ2DpSciYicJSEi3QiY4nKxsosVngvZpS0dN7MtGc2Um42++DMjMmRE2ZZkYHegiUyJS3LogiuFR9bZSkvm3g0vTxsls14WEs4n84ef/JJNW2DOBiSOOe6qMvYtmpuMJi3sWOuE7UpDYbjRD4MZLFY7O8cvPrVe+z8p4dHT06OB5PBrK43QjkW99Jz90bBL+ez3/2bf+s7v/Sdt5+csx/8+E//vJxMitHEzs+NrWnraBT7YTyjlJgSU5RSinLISYyLFMqLNr718NHD6Tzt73cSookkLdgK5zRp19aFscaoXUcxkioxG3MlvjdlIUbyF950bZD1STlVBoruZ/8+f7Lu5p8lY0H7DFamBx5R14XE9vTQ07MitnU9nd346p6IUy18IKKTo6Nl01TV8O233hqMRsy8qJeTyaQMRdO1QVxdN4eHh8enp/Pl8uD27aoo+maWD9O6fnJ0dHp+wcEXVRljR+Tx0nHOpd7btsWzLkOpPDAsq3D27Hkuq5sd/qV55ASPr+BDSikC0PWTk/05CrOqsvHPACCg+DTTXWuoDI+1zxsQe9auKf+L9hKEvjrvS/3PEi7mGz/TiXikoZOVB5iBV2/KG21tJM2eHlKzdFOS2rOdfr2F8DNg2L8XRPeXUn+yepSwmlrsH5GrbnTveclKfS9E/n0l4K3j5pV6RGi9lZJFzyvwnk8gMbk++QJJM9Zpai2pqXAvlAUcg4mLMyETgcHYCsqubFn71XbExEpgNo2gykDjSGwdh5OtJgwBAuE4mpcL75s+FEJxX6kJ4R3BzkeNURNKq45oOp0++Pjj8Xi8XDZlUTKzrazJM7BRVegWhNmIiiJkLj4HNz948GCjHAzK0otM5/O2qS2mNnUuWWq7blmX5ZGILLtYN3UdW9d2iVScjgq/PRjsDobjqrTCD7a2UuGqUA2L4aSoRoNhMSpdVUix6RyLo6hd17XLtum6eHp1ev74sL24bC/ObXZ1b2Pzzs7WZP/gTrxYhPNRkvu3bu9ubS6tfemlF1/+ypeD91x3RZTlopWi3J5sVOILdtVkDHCCTIYmdvWs9oXz3itT13XinRGlmMqy1NUE83g8FtQTqUOimvceggpUlqrqeuUnpvMJUC3jxixYz1NeAD+4QXOAQfa9KMuyLDdhf7JcLsvAgJHZ6jDLwGDxhwq1t7JwDqgjhDAZjuq67qKVZQnH0f70R33E/GAwaJZ1nj80s7Ksci0eqJ9KQnHsnKOV0yZKYVhlIKQBdfZoNMoVP4pywFRU2CAZQGLgVzBwBa4Sp4bPwZ9z9DaOB2QIvCiANxAyhrsbgXVwW2maBhaOKaWLi4vj4+PMfDZNc35+Bv8VfBQMSDLRNBqNiqI4OztDkQ2mF0UwAvdg8oFpqMVisbW1BfQLKiyP8wFX5+GEXBmjyu8NflbuJqoKkm1nZyeTPyAwM8cIEWBmPrM6JYeeY81xafD5oE91pcSDT8xwONza2sphCbCBxWU9PT3FupVlCaPU09NTnPvm5iayN3AKuF4gfkETNU1z9+7d/J7DEwOnhpRI+P3g9sH+z9OqMOxBXQKgmPspON+trS0EBo5Go7OzM0DTJ0+egKze2NjY29sDRppOp8imm0wmkB0iYh5YHbcAKFzQmMjlq6oKfY3xeHxxcYFthrv40aNHg8EgD2QeHx/jNtze3u5SxN0BJJ+TA0Hn5gx6Vb1z544lBTx78cUXAcBw8PP5HDgKlCCeIaAQu667e/fu+++/D6HmujmqiCAjBDhnHTfizsoj2TBiwU2HJRqNRhjmPD8/r6pqZ2cHWwgNGsxYwiD3+PgYHP7mii08ODiYz+dnJ6fb29t5AjOE0HTt8qyObecH1Xw6P5fzIH07pioG3tcpRhGpqqHFxCGIyP7O7snZ6SAUv/1bv/VP/9k/PT093d/evrq6KqV6euiFDLFGIo7h3s7igvOhcGXlQ1mWpbDNrk6HQkvyj6eXD6/OXtyPzfxip9j+W9/45ruHR6fTaS1c+OF4d/TOh+//4Ic//Nqv/ZJ1tmzaUn29XHYpFVU5qAZBqSdv66YoCqGknZIai1JgY1WKi9jc0Hdl7KeY7l9prvpqLObkBiFOKTFbcC4lsqSm0bOoeScrUV8bGu875xrmJDRgriw6ZbGVEz2Sp5mZxJk6dizMklShLjFibmNTlqVjz2ps5JIOB2WfYsqaUlLTPCHmV8kNLMJ8PQeefMfshuLUXNMm065wxUnbvH958eefPjqK3eT557qqOmnSg9PLURh7chpj6pL3XBWFVGPni8vFIhXV7v7B7u5+ORhujDaePD7843d/+N3v/NJ/+Lu//+WXXhEX3n/wyT/5v/75D374w1E51KZNXXev2Ly1OXlw9UFxuewOT5+/98If/sEfPHj4+I233n7xtVeXsb06PxtXTplUVdg8k2pHlryQkkUySxqqoMXgbD7/4OQ0Dkc1Oy2LIIU3F6i3DzLmlBLRKkSg1+2yWSJD0pesEtCImbsuPkUlMaz8er3cDfEXNHzrYz4rw5bruZ51mZuuuTsq92XyCpxcW4ka3whz+2yz/ZuoLzgf225RL8ejyd7O7rJpcXgpxXqxWDYNHPvOzs4+/PBDM1LVMhTjjQmZffDee30eb1EOh8P5fH5+eTHc2DzY2UlCdddixBetJTQWRVyuAUwt+9hlAULWcaSUlBhvTOecGudZtWzonSfb+3pbNc8ErtxzWbl3fWdmMbqp2KSVjJMTPBZXievri7ZG8V1/+zOpetmChfPHfibcuLZpWdE/q2FFt35IvTvLTTWpZVT5OZ6ieVixry1Xh+rom39nPTJhXd5KCJ1UGB9zDzJ6FMErXTE884k/6+/PHeBTpbXWFz29HRU6xf4Huo4w4CTEbi1tkKSnHlf5fr3B8eoP3N8B6MHoZ/Kwnxs5SEqrPoFIb5orKzS1GtzqF6p0LqkSmTinrCl2sWutbdSSqcakaimRJaJkFlzIklxhJyzQBSCBJYtCeQXqWU1TTClZVKwb27Uc2RQW0EKGMFOINzHAnlLXpVX0QoydWvTeKymR9a+uUDh2ZMrMhfdOJLZdvaxNNYhHrINjceK8cwjkWS4WbpUxgCIG3R2QFRAjvfjyS3vbe7du327aLgQ/qIZNvWSSdrkU5tQ2sW3ny3mMjWkiS14icWROLz9358W93Rf3dl9+/v5Xv/n1rfu3Dl5+cef5+/t37+zs7402Nq7q2g0Gj0+On5w+eee9995884233n7r3/3xj3765lv1vN7Z2P6jf/v9q4vLo+Pjjx48YO8P7n9pa7N47vade3sHY18xWSiCrwpy5FmcUimhrmMUf1rXnxyfTLt2bg6yMWwRZNyzMGyytra2dlZe8OPx2DRdP3D75pPL88rMtD6/JysEaGZVWXD/IukfhRhIK4uQ55GyiwmeX13bZuf04H3XdUCVKIubegEdBerULELAXA3qdWzXpmm8c9lUcwnTFNKU0mI+J6KtrU3vfaaCi6Lwaz7+qhqC77oOQereO6ApkBJFUdjK0AJ1Leg4FM04d5wCTh9cBOipu3fvgufBoxBCQbhZ5AB6rBJEg/ClyHAOSwHeAzinqioU5RDyIeMBhXKOO8O93HWd9w5uNEBQIg489mKxxBM5xhRjxChCCAURlWUVI9C4iTjEFTIL3uNd1+XHm/cOV7Oqqq2tLdi94LwA+aqqQgA38taGw+HFxQXIt8vLyzyUiChF2GdjWDHbDkGzt7+/n6cTMVGJ08cGwJmKCDxgFosFtjpsWk5PT+fz+dbW1tbWVl3XgBzY5yAPwTJtbm4C3uPdnMcGMHwIyIf5T+x8sEl5jh+moCD9cEXQEYB8EYsPbSG0qdiBBwcH2BJgL8HXbW1t5Y4vBtuQTQfYA9oTcBRAt5+YWjm+IIMOR4U7Gk6YCFgfDofgP2Fmg1wKkG+Z38PEHbpmOLUcOQijFOdcitFUNakTISPvfPA++LBcLHe2t6dX0/ForEnbph0OBnDcfTbXBLgU2DtHUwIvXVxczGYzcM45LyTHfiCfEAA1hLC9vY0NAH4YHC+wOvYVXGSwM7E5cX0vLi4eP36Mn8dtO5vN4M6KZ9d4OMSVwnWfz+ej4bBv2zODBocrTFmVZFT4EJwPIQzKqizKoiiHq79Gg9GgqoZlVRRF7LphWQUn2zvb06vLt9/56bJZlmXBwpTf+qu/Wcg5LooQnA/OsXglblTrpqvn9XI6D84rpeDEqcHH6eU9m5RDWsSKijAav/nRB8sg6sS5ouuS+OJXf+M3yFFq2rSor45PH3741vHhoc7nvm3rxWyxXCSLi+Wibuqmqbuuqbt6Xs9n7WLZ1MummTfLuls2qW1iu+iaum2b2ESLnaaosdPUaYoptSlyyiWPqSkTO+fFiaYkzN47xwLNmhfnve+0ouHkUdP+0fvvHbfd9sb2yBUjckOWQliExYkX70icUuG9I3bJRJlNyUj6DDMnBkds9kSB2Bn33NEK4aHk0bWm/UoJ1c9NaaWm0Sv7SFSbk/KC5c3F1b/+8P0PY/1Qm8Fzz03VtvbvGPtlkwaTzb/2N//W3v7tTx4dvv61b/7H/9nf/ZVf+6sffvLw4mr2D/7Bf/u93/v9X/6lX/mdv/43Kle8/8m7f//v/r1vf/2bXrmQcHD79utf+drRk8ePPv5kwm5ssjg6evW5525vbf3JD77/4dtvj+6/8Oorr3Wqf/qTv/j08EnbNBvjUVjMv/vC89tEI00FqbCpRhZuzFhFyTfqBwd3fvzJJx9N583GWEcjCkHEFcwe/gKaSLvIHFOKKXaUFBl7jpNYP0DKlgRjKqxCaS2ivC/XzIzWnFyQdg5TD3DVusIZqKuJCVfc+lo619W2Hi3ALOLWhH9rCkDmp4gpIB9aBw98A/UJc1EUXexEnPe+abu2bZMaEznvu7ZVM++cqc7m87ZtU5dG49H+wcHu3t50Oj0/P68Xy8VicXp6amYbmxv37t8PIbSxm89mLpS5A46enRmJiMekgzFyQXobs5jQYMqYSlbTsDlVO2slUkqx7UgNmd5M7JysGsu2wtyr6h2Zd2sXCA8oWukqmQV9DXbinKf0tIfn+tDg+uRhHgRbM2ixp+br8Iu6+utZO9B+2Afhe6r91Nuay0seShTpVcQrsPq0G2UI5bXkeLWS33huy9Ff+Y9uOHbegEZATETsuEerzPLz+Kbw5wc5MH+G1aclWvlE9veLyHWnQ8SJUM4tMb6RC/9ZYHoNy+nPZyjK9ixLyauA1HVbJEfsHex3TZxzmONiEu8cLByDY3HmhERUpGB/Hbqy+gvDcqppFePYX3FLpqlLSfs4lOtIwP4BYmpq13ZGXdL+fykRmcLwyaxta+ecOI4xkvDm5tbGZDwajODAaSnC15OJPUuvjV4FSl73G5xPSWOKbDQajTSlEEKMXWYCIRW7fffW17/+ta3dg929/UWzfPTkSb1cJk1t27rg2q5RSsqWtGM2J2ymZsmXYWdz80sH+/tFtRuq7clkHmM3rD68vPjo5Pjt9z5+970P33jn3Q8fPvrxm289OTv85NOHT44ev/DC83dv33ny6PFyvnzty69969vfceLf++DDZFRNxsukZ4vF9pBEqSDxiZySJmVSRxzrLi3bZt7OZstZTMeL5YOrq1mMl23KaSmQhZBwjF0iM7PheLS/v3+dnWK9i0nXddS7TUpOn+PVI7Zv5KhmjWJYOUz0Smvv0YD3TsC6ZHVojNFMgd8AbyA9nc/nXddm48fh4Jr6yKrCEEKKMRNr+fkyqCo4WHrv0Tksy8Jhi6yoRSeC6rxt267t8uQqBPZrOdR9pCF8Ptq29StPSHAFmaNDmAHAD+hEjC2BroQAD1+HE8nHfOvWLQg5cnoBsrlDCIBDucbFGyUXrNABZjtTlL8QxcGZAxX2+fn5cDgE5IDZifd+Z2cXMXe4NNkXFK+ZbCKPch/fCBiW4xPwW/BiAV2J1QBhCJlcdhnJ0Chb+GTGMkcpbG5u4gAwZJWLbHw1qm1QZ7hnsWjZvhKyUnCk0JGiRwNgvD63CVoyk7E5+iKL/XCai8Xi/PwcimJQf8fHx6enp5BWPsVh5ulWVP9A79ghOHcQWYhWB/0INhKR8ZeXl1loiouYwxLyAwrBIUVRnJ6e4uKCVs3WQZgDBGzDFsUiYEwFSYa9mTgzfhg4PGs4wUU3TQOUheVt23ZnZweXFQ49gH/og+Cq5SuLFa7rej6fo4cC4ATvTRCq2GPgPDGNCTMhHFKODzk+Pgb6BSDPc//ZNxjHMB6PkZ4SQkCXZGNjAzOH4/EY8C+HreN0sKmQ74dMixwBAjObyWQCsIev29zcLIsCHCYaDV3TZt47FIVf+YL2KV5FWYTQA+AQggaH0zkAACAASURBVCuAhIWlCCWejc45YWYTx44dkdloPP74k0/m01nUlGLkmxZ/uXpRZVU1pWQaiUGGiJJXYuJOIzvp3QOd3y2mm6OtDSsH5onkKrWPpuetd5E5qqnxCy+8tL+/387maT6fnp8dPv7oyeFjWiy5rZtm0ca6s9SkttMupi5qjBY7i5EscmJyhkhuv+rxevbBs3csLMGLd+xIHJNj3/t09l1W8eKciHN9S0G8c0F8KArvvXfeV7v33zk9+aNPPviLq/MH06lr7P7mzpikMnKIeGJxLIU5ryJELpkYsZooizH3NBLiJAR6ItebyUnPODETma4sQ0TWJ0tkFT/oIy+CucBeVNiVrS//9PT4n73/0/d1ebUxmJbl8GDfh9EvfvuX/t5//vfPHx+/+sLL/+Xf+y88uz/705/8zd/5ne9973u3bt9m4Xfefee5L92/ffdW1y6vLi9/9KMfPH/vzl//7d86enz4j/7RP/7Bj35UlMWLL724u7X99ptvzKfTGJu2rWeL6db25mQ8+vOf/OTjq8V3vv2dW7fuLJr2wcOH7Dg181ul+9bdu9uURppKS2QpapcoaSQvhXODVA7Oo73x+PCEjDY3urIgESYhS2xGpkaJmJasrXadpd7bxpGKKbGxqZiKGRsJcjl6pxWANiaDlzvytISf/r+AcQJMxitzdqN1XsRyB9HM+Jr/WSFzWk8jyAEGPfN4k++i9cGzayKDiSjF5L1nYe884H1VVWU1KMuyQyc6BBY5OTk5PTklsxAKI+piXNbN5dVVjLEIAW+oqqqI2YyarmVm513T5VArRfMuxkREbexUVdg554j7qrgoqyxq6O/x6xE+JpZ1aguvD9DbtErPNiIRqJE5j9j1Oeo5jEFXYeA3DDPFUD2rJdUc65eXfDXUw5851Jft+7SnZK6xyeon+Sl/zhsXsz9ll69e9pJZl5WuU4irSknWU91FxJSf4niZ+Wehvl6Bim0hjp2wyLWg8Av+hQ387N+fFxexisjr5Qmriw1nW+4pppXnqfEXkZj2p/0UimP+zHm/Ne5bc6cEs3zu2n31Gvci8LS390QoAwYJvCuL4F0IwRehEO/ZOw5BcEsBu8J/lijBXVYtqZla0qSrJkdSJU2o2cm0x8Hc3/jEaydCDsZQ/Z0tUAT0oIOFm7Zt6iURjSfjalAxSzNf1Mt57FohFhbMa9u1/3vKW7NHfcGlGM2obutBVeG/969m9HRFkkWwN6dX0/Pp5fnl1enZiZKNxhN27LwzUlf4UAYlY6GiLFh0UIxEXBn8bjnY5lDVak388Rtv/ss/+ZMff/D+UrltrZl3sbUXXn41ify13/nNra2NnZ2db/3CL9y9c2cympyfnTvxW5u7X3rp5aPT06jJV2VD1rLR/KJwfhSqkJhj8iSpjYurWVzW9XS5mC078rULZ6ZnXTyr2+g9qmpYBCSDo1RkETMbDIcHBwf9cG1KwftrAj2pqjZts+Y4In7FCRORW41aEZFfzWvlDhBEUGVZZFMWlLnZs9FW2F61FzmXZdFTfyvzzxyzhjJ9MpmAEEAViOowhAAACRbRsZRlWQ1KEZmMx5iYE5FiDc8wMQpEDEF578CEmBlaFTniommaFCPUlYgXxyMJiA4Hk63w4dKJojbbA2ZKyjkHL0ckhmWzSjAGeY4xh7z1+tIc87rK7kOhmbcoFhAlfvblB1WYh+vwcspGlDlCPRtyIP4h1984mO3tbfDeQFY4YHg/oj7GgkC/ij/gM4Fdca0RLYAC2nqjsz7KFnYmAG9YAeAWVOFgKbOkFocEwWe//ZxDQjq+NKtGcSMjqD2HPUDNCO4L8Gw9NQQoMUOgPJ6XLXkAEfPLDATgerB4ToEH0oblCTYb1grUFg4GGBWrByB9+/ZtiGxPTk7w7YB/gLgIFcDpA2mvv7OzrBHdFhCJ2VoJGyCzkTnbHeOmCBTJXDH8fnZ3d8fj8fHxMShTuKdeXl5ubm7u7e3ljHjsFkgrj46O0CzLkS0YmByPx+iDQDkMig/TmIiCQBNhOBzeu3evd/xf3d1ZFAD1KboGzrk8sJejLzHph/sRD42cMYjxRexJhFgCheKfGP/L7RV0JfreUNM0Tf/om06ni/kiHwB6TzlS0sz68QVV6wPcLU92ePFsRGqkptFSjJpS3S6btr1z6/Zisfjo44+X8wUjxYtZ8gP2WskmpkZEiTixJTM2lkQlCRNpEFf6pKlTTcJFd7q3sbcbJmWS4aDyG9W7hw+vNEb2LMXl1aIoy9deeU3bZnZ5fnZy/Pjhh4ePH5VdN1QTMu/EFY7F8So7xHlxPkhwzkvpy3421QXnxLM4cU7Y9T6c4lm8CBSDYq6vY6QPdiARM/PeQd8jDi9iwEQ5VP/G4aOfnB9fbQxmIjRdbpC7v7FRkIqoOWInQs4bu0Qm67WSUV83Czkn4vpqi8SxsDhib2x9phxqaBQespq1YQe8J+y8c8ZLVUsstSuuvPukbf/Fh++9a/FqVNZFURtvbOxSZ/dv3f/D3/0DSe3XXn99a2Pjf/6H//CjD97/wz/8Ax9c0yzv3b/39vtv/x//4p8dnxx+5xe/dTk7/x//p//h7/ze77/y5S//o3/yj/+X//1/e/O9d5Kl1197fWdz842/+PMnJ0+ocKP9rVe+/vrlfHbn3r1QFm9+8qAsB6++/vrzL77w7gfvHx89jsvlgXffuXd7S3WsyamZpo5SMgvROw7qy1SOPjg7f/v0tBkObTKOzpEwqn5NScmQsdxqjLFTTSREvCq4SW2NtVM2YjEiUbBLvBKjKZORaa+M64e6eo5ajdYLf15pOHvlGl+P8GBrGK8LF5mpH7fJuO6G2vBGift08B/xDXrQh4CAhKIod3d37z//pVdeeeXec/efe+45MqubWkR4NTzive+6mFQBVJMmfF5+ZhJTWQ1c8MTcxa7pYjYAw8MEz4TMxaHQxRPDVtAo/4qsOto4zZuZ5pTxJJkl1Zhij/quybSV04wq0ZqnClm2UEJjsu929NARSWpPR7vBU/SpCPUVo3uNzwFScIGyFNGUNCVcTeKnpaGZ03oqG3D9q9dQ6LpL5w3cyMwp9hzS+h74xv1tfxNxfZabJfHPNRr3c1msPA0SVzZcpDneAm64YmbZi4dvmLtcNzfoGV/ULzjd9xkHn9HUeu8ETiqZbDWgJSGN1lNwapioZna+cAWRBUsqKTlVJVOzor2W/K36Dr1TLR4a6MHxKjOHJQg7J+ycI9Pe2uvm6OeaZpWukWqvde2hW6edK4uDg4PBoEJDenZxjtpiUJQheLWUVJOqc2712LE+N5NXEfNM2R1kNBy2TVuVRU79Es+xoePj467rLroEJb0ri0LKYTWohuVsehmGRXDsvV/MZrGtpfCuU4mBJbWLbjldlNuTSsnXatPm4vGpu3/nyy+8+urzr1w9Om7ny6984+vuvbeNaTgck9nHH3+yvJp98+vfePjJp0UY/Ls/+8kv//Ivv/jKy+eXZ7PF1As1i8Xx7DLOm7Za3BmMt32hMTZtk5qu6Voli+K1GsxM58rDvf3JYKBVOZ1Om9g559iJxT6DRVYpiLmhghIw81eqFmN0XlB/hxDwTMjSSrfqzazTbjlSGW57g6pPt8uTeLknlCevQgjB+aIoBoMyT22xyXr7B7205XKZswdBAfU2GKqo181sWPagq2matm76kfdVP6pPIgwF8B4+H3UhaJOyClnL10+UrXxcstQ+OxZm9/x8C+SWAU4EtTsoDsAbSOzgk7GxsZEnnVDgZuON7OaS3TsyB5sj6bItJ8xXwCBh6m+xWAwGg9lsdnV1tQoYjGVZYlQs8ydFURFRUVTDoTnH2ZYGZiRYIqRKAGFmOjGlhKm24XCIY0YlvVgsgJBBeWHnwEsjo99sHwKGCrwT8AwAGNIFYECaYS0WAT8Af9Ec0phLf/wZnwC573qnDKkVGxsbRVEAccFGBeQtECZ8ZaD6yzAGB5bHKpxz+/v7GW0ihhFnAXiM8EbADBztzs4OLtnW1hYoL5iI5LnH2WyGiwVNIxgqEGJQV0KNiSoBC5i33LrlN3YIGEtQsjhxxBvgrLEsKSXsjXLlSImPAsSdz+e7u7ubm5tVVZ2engL6YiURioD7C8c/Ho8PDg6AiHA7qCp8X4E5Mw2LGAkgYVjyYOgU6ZcgXXPsOzg9nCkUrXAWxW6HyHk0GgH74b6G6Sim7xDniFYCnhWIMYQlLJh2UOJYH2BRNA6Wy2UZAhoc8I7G7s3ZGzCk8SzgY1trclxN20bvG9w+cThm7hNQiqLK+ydyByD66stfvn1w6/LykpnbFEUETxsWSdcDNsTsiNRYr3kqMmExNV8E9q4LqdZ4pfTOZXPvbHp3f7fUGNRe2tn8xu1bTz7+OHKp1ahO3Rs/eeOjX3n//t39q/nF8eXh2eVF03SFL4eOCi2YjX1vO+GJkZDOYhjjLxJsOEl6I3QTUyZhU0fE6NyygHCAjQFsJyDjEiIj7lI/EKgqQdgksWk0mpbpXJdHTbsYsnhZiNaUGuaSjZiS9JgjqRhTx7FvlwubySroCXYDq/JHyMw8m+unxdaKLSPF4RJJT1mt1IZmlEida8pwQe69q+mfHh290S6WG6NIFJfRmxtG54w/ePe97/9///abv/wLZvbOO++88cFbe/f2v/TlLx0eHp6en/zab/7GV7/66r/6V//y4cP36+ZqPPRe4jiUpDadT33l27qt60VsaiMuglPhOtB3//bv/NZ3f/kf/nf//dlf/GSrGs1ms3/8T/7Xye7ud777a7/1G7/+4MGHHGgoVJq5lERX6dPsjG2ofqHaUGqG9GQ2W5BRWcao0meFq5khD4CZlImaRDFJrxg0WuGyG0brEKwRmblnbTZplbP3jK3i0yXrjdTopwvyTOTdTBina6/7Z2r46+SGzCDd/C7OnUF85mAw2NjaZOaTk5M26ubm5mRz47XRa13XzVfRnd57VVo2dd027P29+89tbW2NBsNPP/307Ozs7OwMMbPj4I0tGxH3RsEr97sQQrTrCT2jHvVpl57i1pQ4oyAWedrYBnneTpxzySim6EPo9DrtQJh15VHUxyqscENKSqpM5BwrPorJicv5DM+ir5SS2dNuLjeMUntOknOtuC62pJXu9MaI5k1X0qcGMp+dzLRVpuBTsHDteNx1fPeNvL4v7MB5nd/wxWGd2ueaZK6N863j2+xE8lS+wnW6vCphfN++qGOnfU5w/LP48KminHKGxOqWltVnZ8jnYMqbmyiA+ivLZba+KUnQfjM5XtW7q0QQvCN8UoOAU83MsB2YiDUxJUmwz0qMAlcjpol1baSTmcXWJcjJCF8ni6t5NRhsb21tb29PLy6uzi9kRQpZTDFGvhYNk5nm9E9MHYL+EyLv/d7O7vb29nvvvINVarrWsXjvVWPsY1e4bVtXFrsb21cXF9F618SqDIPhuA9FLcqo2nRdVDJzTdONx5UotU0kIklWsH7p4M5HbT2rxoNI9zZ33dkiSiFEi+XsvXcubu3tt3XXzpenx4dffumVSPale3d/+s678+VitLnRdPV0fjUaVl2zPL06W/JVsUe3NratKC/nZ8vplfeuY+aijI6nrB+dnn/a1OHgYLi9u+zqNnbJ1Im/jgFVzjpsITYi6OuS75Vm2WvRsyuKoq5r56q2bSwpTEdywkcWZ6MwAmZAJdc0jXcMDIDCLrtU5Rkn/GLs/2rzVi88Zf1bTgxv27Ztmr55ZtdZfNDOoRLtC0ft2ratihI7R0RozZ4Y9Es+5rqOOGVAUERCX15eArjayt0R5wU6AsBpuVyCAYBZIqiwLMzDpBnADyABppgwcIUKHjEPEJ7h4Kuqmkwm0+k02y3mY0ZpmyPXQNFghClLEPGBALTD4fDq6uri4mI0Gm1v70BBimnV5XLZz7msvBMXi1k2aAVlBJoOrCAyEvAoh6wOtopwiMmRaHBtwSUGbgGnhAlJRBQCwmHRQM7gTHGJsxf/crmEFBPxA4CUOYgCdyWqeeCr0Wi0u7uLRIosvwSqzM6f2TIECATVP6xWMqjO4BNkHWw2wdBmeSrUv3C1gaY0k6I4r9wXQPpcBswYKczPZHxsv+GLAq6Y0EkioC+bmmIEFKcD+TH2OfSWgMeAQHVdY5AP0B1N6PV/ol8QQoAIEyXRZDLBvh0MBoeHh8huMbODgwMYnOAUqqoCnoRpEJTMIQRwgLiRMSPXT8eNx6PRCHJcNNeA+g4ODjJViHsQv4L1RyYKVvL8/DzHtyyXSxwz2E74i6IBgf+SoyDRrQB9urm5iV5AHoDE7YMLganU7EWMGdHt7e3ZxWXhgxQlIuyxbnhwwSkHMPVqPjOzgn2XYh/8kPqmTIwxRo0xFvWy9GEd9ZFTFmmPjnwIL7zwwunp6ZOjQ1lLLl7PNbYbWUnKwqxJRExTJErmoyUzSsRtokMNPz26emWy2CiGVWyq5L/9/L0/e/jpYrlsaDgqhyeHxz/5k5/sbP7qfD49vjyeTevYRilLMcKAnMWkTI4c0udQvCQyIsV7lcWorxPUsUDqT0QkkOb0hZA6UsMnmhgV5ED7qRlZ5uoQzmRKVgYdVW5jQC6Ero1FcMPJsKPYWSJORInNJTIxNXZRiFb+DCtvul5f2EfyEUUzTxbJiBLIUhzMKnqYVBErKkTKJkZJ1cREnWhVTcW9M59+//jJj49PT4fDWTJVqqR0zAO1UJTHx4//+f/9L/6T5//TYTX4N3/y/cPZ2e//+u/JwP/Fu28+ePDg27/yS8/dvbuztUFd0kVz77nnCpLHjx+/1ra/8Vd//cHjx0cnx7/+q792Z2/v6MmT4yeHzjkpy1/87nfLycb9l147+uCj0WjzW79yx4VSijBvF7fu3vLCy3oZhgNH5KI6IktmzOpAxyUljkJX2j5ZXi0dq1DTtkIFwfWDe9GXqRkLdUkS6gFGMLKZOVRH1/ov5NhTsmdg1c0e/bMGm72J5ZrlRNS0VhuvjeeJu2YjVG8EOdz8/MTETp4KNrPPD7hGP8jMiqqcTCYpWd22VTU8OzsrqhINLGPGk5aIvC+SqTFFM2KOMR4fH+/t7Q0Gg/F43HStinPORbIQQt3TdFwUBQjDtu3atiUn2UyYTLV3IqjypAwWJ+paSvsKFOSJ8Wc4pBusV561yQLINYjFQrwWtUg5yEHXjDzyp11HLhuvO/Dnq5PW/IR5bd7vhml//kA13JjXNp4ifXslT2beyMuzdRyYeYXeC/Im6svKMrl5dv4LQj5ZURz682Y2/GUk4dN5fSLXwXTMQqZq1ye9JpPN2SPP0n2fATKZPw8WPrv7r0mz62gVQv8Sak9ZMfJ9XikgnxiwtZAJOSFl59iIyfUiUTNHxIGMEvXWS0JmTKt3ACsbEgoVw3VsxMaszlzq+RxLRCSR8+gu7Mtw5EF9z9H024ZxxDt721VVBefPzs5ODw/btvUsReE9SxJLKaHP0Y9u8ir9NiUSdsGbJ2RWeO83NjZef/3189PTo8PHCCrAWkXtZXVo8W5Nhl959cvvv/Puw08ehFDUi6XFCvWEmHcueF+ZzpIRqxhxZGtie1a3l/VkYj4281CUB9sb87Z++M7bTzb3p0enw8k4drNy6HTWiMrR46OvfeWrX3399cVsfnJ2+le+9e3/4Ld/o/Dhow/e6WKrqVtO67pZ7tTd3v07t+7drZk+Pj3uFvMgFDx1LDW3F028UHvczA6XjZyfLZRIW+Ar1HzKZMIaNWvbzMyJY+HCh+HGZLFY9LycdEBcebospZS6mIWFeVxQVbuuB2k9VvQeJi455ACsCMifGDvUoMASRVG0dRNjrOteaMHMi1nfv0dRCOAkImeryToUr70/RNdlI3vtYozRSMuyrMoqxtg0fRrEysUkdl2beQzMBQFUbG9vO98bPCAlIoSgMWL6CLxQTgDHpBYOEn6YeaQq+4LA7gXgDcNjgA0YBQQCQbYbTDXxyENBj8Ixp3Lju7KvaX5WwlUS43zgVY6PjyG5hNQQdXmWWU4mE4y44iWUs8gBILGGqE3BfoDKg4IRx9m2rWofhQc7mayWBM4ESry8vATaB3THqWXLR+g/c6ACIHc2xQEfBeiYA9YBqzLnhvUHjgVdBg4KSLKXG6BtLAJ5LeIi8J5umubs7Cy3KnDtcmIHRtpWQSOMxcluqzBHySQSMBjiB5AKmNO3gT1OTk5ADIKWxLcDVmVHU+ccPhP4ED0CYObFYoHIgdFotLm5qaogdXP8TB5ixPoAK4Jty4mC2N6Xl5cXFxdoNOQLjexHSEDzlOD+/j6WCHv71q1bFxcXn3766dbWFgAtDgD/FxAoXykkCmbFcnZdyk2THHmf917Xddvb21hA7LoYI4i4W7duYWWm0ymwPc60ruvDw0P47oCEzDQpNvx4PEbWaJ48nEwmm5ub5+fnEKCC18VRYXvEGC8vL2ez2cHOLvYnKrPsVgpRd2ZW0cVotJdSM7sQ+oiOsiyDXwwGg7IovOuF6T1BLSmlJN41TXPn4Nb9+/dPT08xl5b9eLJJXVI1UmFjNQE1I2yOiCkZR03asSgJ+dTEuR9+dLl8//zqzu2wY602zQs726/u7Z49Ojuc1cXGxrRp33jjjZdfudu0F8eXx/P5sm5SJ9okNU1OCIbvicgxB3WpR2iqqCTVSMHaASaqCImxkTIioQxW2zjWVb24CvxlETbNNYqhpCQmoqqZvTAenWxMPpjNYnQv7+/f3tgQjWQtUSKLyirMyVhVoyXB+Iz1jnGY+Q+8nmRtjCqGjRm1KJixLCzqf0xAh8CX1FLkMOvs3dOTHz45fGvRnDs/E2+ucFELYUqaUhdcMevm3//J9//G2d+obpdvv/12W3evffm1qhg8d/f+/XvPX5xOX3/la1997a88/PQTVXFSpiT/9N/8v1//jV996dVX/5v/6r8+PT2/e+v2cDz6f/71v3l8fJKICvLzs/n9nbu//72/Q3U3dEG3KjWuY2pS/OiTj9vUeuHSu5IInu+aNDGrSFTrtNWiTEN32M4O26u5Kyh1So67ToThx44KPWFhErEJMV1n5hlhxi6jsuzR+hSbYL0HC5tmH//ralOzwUv/hTmom29wd7k0fqp+htSQPgP1YZ89m9yw9qu2PtdXVlXbtnXT4EGUUt9V2drami8XeFDLKtDVzKJaSknJEpHA5VsT8nuGw+FGsdkZGdG0XnSa8lyAc871nd+YUirKIt+8uuL98uiE9cl+FNVyKFRa8ynoR6ZXAiVAwKQpkiKQvB9TWnVOeDXK1OthiUmEzUQkmbKRsbGSiTFRVHPE6ylKn2eLmoGfqCEUkIgA+m6gbspmkyx2zc0+E+P+2Ygppx0+xfXl0v0m8JV1MWPGi/5nZtbdjJX794funnVbufErtrpOOSM0i5uZjZ+OKfwZwO9zQkvoM01Un+Edn/5hx2Kr/87ZKtPMQVxraTVYy0ws6tgLRhQE2XamxsRmZCL9rCfQm2NSFSYVI0U4oK0kdmLOBMx0Mjg/aboeUQULt9ItBCMj7Y2M2HJ8yPbWRmzay/OL87OzFOOgKK8N+kWMkgihz62qyCQ1ZrFowi74dScPkCooamH+0UZUqP390LMEF3L66FFaLrlLMTWcNNUxlVE7jSlaqEQ9qwdfGV171dZmy6Kzo/npna1bTOYKNW0W0/MuxcuTJ4XIYChcpIN729MP+fLk/NHDx3ub24MXXnjzp2+9/+EH1Q++v7e9c/jk0cOPPrg4fjIKzrHtTkZfuXvv9u3bTPzTj96fX10e7GzvbW/VFi8W8/O2PmvambgLR02Q2XRaL5tQCjO74JVImYQluwln7XhmKjK/hJZLWZZqvUtV1tQBE65ZLVmMka1/fsH3P7tN5kBSTENlNWBRFLpSb3rvk4tZHtzL/9b0ojkuAqXz6gne/3DXdUgOhBc8WhgxRXALqA5RFOPTRKQzwngSHBdFGJCmKIouNrPZDDU0sO4o60VXviyoU4HWrklR74GvAEWQfbe1tXV+fg62Ddo8nALkZ4AcqPghL8Svw+UF43MQrYFewG0LHIhZJlyajY0NAK1sV4OgMPw8/C1htoGwtbIcrKPHFdfks7IUFFBVVUdHR3mqkFaEsHOu69aiGolwRvgnhHNQ3mIwMkcdZgyf3wdQooLwAfNpZpeXlzCnwcGg74Dpvuyvi8NeWbCGdb8WXI5ssQjflJyoju/NxqGAAfBoxaqORiPEzeEaZS4OQA4LDhoT/wt8FxhXPHMwspibptgnYIYRHIIOBT4fvQDgBKA1gDRg18vLS/wMzh0Gldk418xOT0/x7WAgl8vlup8qNvnFxYX3fjAYwEcXTC/25M7OzsbGxnw+x42PNsHGxgZQdJ6Rwy25tbWVgxkRIJmbPtgeGSSPRiPEyoNwztLToiiQZoFjy2jqOsNKBEwsFhlh67mTXdc1WF8EnwA3guTEQwaXtb/fRaCPzVOXOIxsLoXnQ854zGKBPvin67LjUe6a5TFRMzs/P88xM0E89jCTy7k1RVEVRTEoqxCCcwGRpL1dtnUxpcFouGzq8WRycHBw7969J0eHqkpJjRIzJOKUjFozj8g7IjLty1x26rwm7rRj9qWEgs11ceHKy7Z75/Do5UkxnoRgqYztt1588dM5XVy0TReF+Ojo6I033tjY8Ucnh+1yuWi7tvz/WXuXHk2S7Ers3mtm/vge8c6szOysqu6qfpHis0mB4kIrAbPUWsIAWug/aaGdNItZCAIESBAEjoShpIGIIdhis0lOU93s7qrqzqqszIiMiO/pL7N7tTjuFl9EZtVwCMYqM+KLL/xzdzO/555zz6GIekCIBPDAsbnkWDJGM1MHP39j5ghbdEqimOtnR5bGVCcjJo6JidyUFJVSIjNlE2I3jm6pKhMZes3lzc13jo/OvvP9X2925OfPivqINKTBWRLtidXYhLygY6+qRJzGPjK8/wxV4STIsqRiJkTJ8RRbODllpQAAIABJREFUlhQYMI+mjwSIE8N0oDFTZL/at5+/fPPFqzf7ULuT5RBReXAzRLU+euu8xtJeXl/R9b6YDac0+81nH33j+NFMiz/+7f/YheJ2uwl19fs/+KMvr243PRXHF/X5e3/18tP/5l/+d//1f/lffeP9D549e75arf7bf/Hf/+s/+787T20bddf8X3/yp8d+XrkQ+/6z9e5NWt/crN6sVuzkz3/4F+v1+sRLEbxjETUiGfvtzkWLA2vvtfH6+c31rfWpnisnxivVlEcgR4nZWIw7hk+OkYkZ6Z2rgsEsHqzoW3zeaEABmvQufeGAtzC+l+HGzAoewXl5V+Wt6YGojxFnl8HnVxfh9kDg9kDAB+3AYrF49OjRbDbrowbVvu+HhEiVynsfVbGo67p2oYgxwo4lO40lGrN5o6bBSIqAnyIiFaIPP4XThhCQ9qzpHo5CKXJoCQaWbkIvdzBpDAHyU2wyk7B49oPBJRF0CyeEMEx54Gijw7tOD8xdjIlMbUpuU1WeUN9bQ1UPSdRRGDgxbG+nKUwITfJjF/D+8Le+Kl39nXnrh86f70A9eV76H5fSfoBT7W2d5D8B4wdG0btRw2lmzMp6d5nVJtPS6XMKf03S5cOjun/YX3Wa7gYlc3vF6HCa6857xygfgGdRG5XKqiYYBjUSmMiM46EmLEomk/MbETEHo0SjSy+GEZLBCjix2Uj3mUYizAIYrELzyC4+DE/RhRyVbIyUT9iXyJj59dXlbrNt11tSDeJU1ZKCdTFKMSrCKEMIydTMXAgkzCZjSKWwqqYmisiXX34JLzgz6rpOHE/rR/KgS1EU3W77tz/+61lZlU66fedYhG2zWokP0WJfDJaMlTAsq0EiD0VddcP25e3lN2fzubGxc4HS0HQbvb3+8mS2+PWLm9WXP/3V+vXipt5ut59/8eLTX/zy0aPz2816u9//5V/9Zex7T+YtzarSaTya1d/++Fsf+vlqffPy5cvV6vZkeRSOF+vUXa3e7GO/SXFlto60UenMmfhyPmfr803iJus557Jl8JgzBtjcdQ0MM/b7fbdvqqqqZ1UmQ6qqJIFXVcxOpw/U6hjdyfNpGNk/TLgehqGqyqqqmt1ut9sBz4DUGobRRd05103CA6AvkCroguNNwE6AAkKvbhqM5szbPHvyVFVFCGgBQAIIFuQAjFVExiSA3W6nFkEDguVAXjaQHsp6kHJAOIeJ9qizczghikuo0cCEwM1i5Db7Po/5AXssl0tQEKqKMDF8TMA5iEtxZ+ZGXfY7xQkE8wyKA/UxHja4+qAigXuJ+qzrwDIBZI1jvNioOCWi999/P4eqZyUhM3ddC5lcnsPEwxUaOWAhQCOcN/BOuItwgYBMVqsVCEw8EfPfzZlFwHXjlDxRjvAGBsjMW4wRcj7oMwGV8aHA2QJCI/UO82MAJOBv5/M5ZhdxQnCuiAjjapBN5rwE6PcwWoZwRRhmgmTDRc/2sxgXBNi+vb2F4jHP9eUgRNwhuKZEdHV1VVXV6enp5eWlmcFlF7dNRlk58BfdLlwdoLvsN5sBDMIzsvkKHj2np6fY+rbb7dHREQbkMJSYB24BfnC0AGNAuQDzy+USfwvzwLAyygkNl5eXuCgY3oOf5/HxMe7hN2/eLJdLaDLxhzBBijsEdzhCUJDGAe0ApKd4cmH3GIYB/wCbBwCME4VrhFsdVCeYPdxUKNdQqB2WGjg5q9Xq8ePHQIbZiRTviSFA8P9gEc0XyF0mk3zdi6QVOiaDd+z7ovfiRmaAk5Lt22a2mN/c3NRF+f7771++ucICObQyH5kMU7ax6446XYmUODEnY2fmnSuEWYeUfE/6xc31683iW8uLytPQbL/z/vvPv9x+un/T9tGVVez6X/7y5x/yo9v1jQwymJljNZffXfMUnolj0mnwfrBRnzZ6DjIJiRdKRKDwBN6OZERUkGV7BlS1qlGIFZ+LkhpGlxi+dqdk7bY58SWHWZgfF11fq/mUHKnjZKYsIpyYHBNZimyjUSdPBYMwxeHuYUdqpmrMndcsIFIi2LaP8jZybChVHOL/2KgPPpJjH6piHtjHJoV6Foml8ClaUkkFD9r1Liav85a/c/H8nKtB6t96/p32cvW//+n/eblazc9O/uCP/+jZB998s97+2V/+qGG+3O+vKf5vf/ZvXrz44rc/+u68rP76J//uly9evNlv6tmCy0CJ/+LPf/jJT39hiSJZH4fbeEskXT+4IgwxzqtS+yY4R6ODf06bYGM2Tz3FJg2X21UnFuZFF8WZcBzrPSUlcmSwdOSEuk/u1Zw6pvAxQ7Q0mW6yytuh3ja5FR5Wn8wMgmvKZLujMWysHCe17YFlx6ELx4PJvQdsDTn+mvL7AeoTZuccelvb7XZItlgs+j5CuIG9mp3Lz3E8QA3hw5MSatwTvBPvOSYszBDCerPNCk8/BdIicpB5tEOKOraTxBeHp05ESFwWK7Jm48rpvE3e11hvzrkh6l2gxcRn8hSTexC1dxcOoarIXcBVzPvbgxHKQ+rv7UvwTkCUgR8/mLK7/yfsrT/6EOBlue9XmKrcYyD13fN+ntR4chsCo293zYbsG5uYhI1UB/FiB2dERyJzco+xewcqpF8B+L4i1iGajEL4ccdRNe/9CKfGRcCakqXoaxknkKf8mEnZPKbsHRCBNmks9cDlmXMbxt6Kkc8usSaIM2UiiqRjCKCRkpEqHILW3DoWzxKUXYplGgobKu0LTp6TEEcOiWe7SG0Xd/Wdm7wxOSksaYoRkRRCktjUNLkUjc3MGZFzppxS8mwhDdTvaOgWpZsXvhBWTTF2KaVoJgayKChZNyR2MvTpZrVCoUPdPsxmse9hqO2lfPT02WKxePny5fX1dVH7sqoibOVRRlBw7MREB01DKgqfUhxSf3n1qi7KFGNdVX3fB3JkRoPBdtV6HYbeJa5cZR0PyRJLr4P2g1FCeRe3LatREYd+ILbohYbkN1bGIrnwspFnZ2eqesqLi8FfNtsf/fWPbT6/3O127UDOXzTDaBdBdPnychDjULTWl3MqhiirzTHJb1w8+86jJ6dx9vrms6uXX6Zo3/rgw9nx+Ztd+2q1ae1so6nRodUYyRINqi1TIyIDzUgjOpmkCWO3KZlzZmbi3Wwxny3mzb6zPh6adhTOr1arpt3PZrOqqpgJjm4olGOM+7YNIbgQxHtLQzIVcewk80jee01jSnJOCAA4R2sNSxqFLzOXZUChA7EZkCRq0Cyn7NoWhEB23azrerfZoFxeLBbNdrff73M2YFVVs1nVdV2z24EdOjo62pdljHHfNkpaz6u+78U7g/m5BDLJQQK73Q4DgShPoQDMc1yov7P9I3AdytPb29vb21t8LlTzUAB+8cUXkKvhzbESMe8H2HN9fZ2raiArFJ35QQV8u9/vd7sdmCLExL969Qp0ytXV1Ww2i6p1XZNIMoP1v4jcrld1NT9MSh0DDCcWzjnn3D6Defzfez9EJSIfyvGZVxYZ70Hq+d7Tp7iUGcPjwtXzuaZUhPHgT05OU0qLxRLT8CEUGIfw3i8Wy7EDasRKJ8tjdGopWekL55w6ZeayKIMLqlr6IsVkUT27k9NjMH5VKImo913pi7quB19QMiEJ4l0h82pWL+Z937dtV9czZrm9XeGSEbGIa9u2KEqQnGBcs8slvEMmq7fh9PR0s9kA//d9/+bNm1AWJDwMg3jX9h3uUmM6f3Rxe3vbdV0oi6Zr0XKSrs2ANkdfgF+9ubk5OTkpy3K9Xh8dHYHlg18ozDwhk0az4OXLl0DXyLvHnYnbIDO3ZVmenZ1lFjqz05D7At2Bn4QvK1obgLJwQwXDeX19PZ/PT4+Pr66uYOyZhuH4+LguS6Diqihi32uMs9msb1sh2u+bqmqAtU5OToloGKIqDHhov2+8D0RUVTWz3Nzc9n33wQcfQOQMhhZkGoAceiJIpcfcIIZgLy8vX79+fXFxgd/CnYxYyCdPnui0fgHYTk5OoAuFYha06uXl5cnJCZB2VVWvXr1aLGYhuN1u07bj7jSbzW5ubpFp2XepCLV3Zd+lvktG1is2T3MJimJKqUEZHTSIDG3fYCmJCJugcNxtO5hRnR9dfPMbH/67/+/vyrIU8VEpDckXISb1SOlgZgsOwIqMmHszEa4Ts6YhtbcS+Ljkvr8RFqv+ci/v8cW3lY53q5lu/vOLuvn1iz/vdX0029JidVvc/vysfvn0pvtFVbgh9uSZNDrYWxqTJkkkiUlNWXSUCEaXHbCnGkWVvPcyMUCmY+nZU0AUE2ZGJgN5VIeSRqQwVjisPFDFyjIMpzQU8SoEYbVWY0+OeS5kHNG2Hpj73smEJPX+5A+ZWZrSjFVMVbuBfFESc29pMItJhd2srGpylZr00TOXPuxsULHZYt4IHReLPyzqi+XJT26uf9HtPu2blWr0Bc9nN52tm3hydHaqYb/Z/pubX95+Ovu74aar6U9+9uO//clP/9W//tM+DvN69j/9H39SOLfw/K/+l//xf/5f/2VbqPnjqPQ3n/3qp7/8rEwajB3ZhRTdfuuKIFXRWP/LzQuLyUtwzvlYdqxDKKL3pXdus74Yho9Mi/2lONsZc+EpurKVSssucFHM1k2/j65eXrSdVOK16Yg0StqLNqIqPnDtU3CRkzczJcWoFdK6xBEGAGF+ml0lyfyoq1fVFFNWldvEODG7XK/PohhTYkpiU9TDSL+KjQnNwqzGyqRm4V4IIG5BViIlS5TgDw+PBzOb9XViGkQTK4t5TaWysEXT3lHnxcSRuTJSmERjZVlJ8Bq1mhX7tnFlUCVVzRFezMLs4gSrIC5TMyFWJgleicSKZDaOM/Qx9X27b+bzeVFW3dD3XReKIoTQDv0YPEOsqkLsWPqhTzZMRugODk9ojUEGgnQ9IskOZJKjvIWJKA5RiER4bCibwXiWkeAu5u/mAx2MVYnZh+LOFzQpMQdmdUROhCcWl0WcjH9JM9U2JQcOEQ3fyf2emCkl+MhMVYSQqplqUmUOdBco73BVVQ1ShYnXuSMYlZgsTVEId7EWUH6NCeUmh8kQ+X2mMQpl+uf/4k54iq7ThIpHB1Ii9t4VQZwjst4SjVJ5Jr5Hfb4juMH0P4z947dkrEw5deohm0dKMl4AfZBmiLbKfVb84XEyfU2C36EYl8cbiRwz6TiG54jdGJHAxJ0QB+OQNMRUpL5MfWl9oOgpCZFysGKpHAZyl45jHAY1FiaBh4s5ZkvKyBXEVJ9pgh2LiGEfMRNNhaZgfUGx9q50JqaaouaoFlViVjU1TcYkHJPFlG5ubtbX11IUsWl8UYJNVZJnz559+9vfvry8/NnPfibC88UMkyr5PI95DCmmFIGj26ap67oKxeWr105EVeW+LdWUeGJYFCmlZHFsrJAKsYPBI5q+KTHzICpRS7IqDvNkT4+W3zg9m5elsHz6xYsXb95sjZrgu+AH53pNC3jbMCY7kqXErJ7iTNPFfP7h6dnTejZL5odUEF1TYyxdsk03rPthG9M26m6Ig3OJKZpFS1HjyC4z73uFhH5kbE2NxtluVX3y5OkP/uAHdV23fb/dbpkMpa2qstowDM4L6tqyLMqyYKMcNgp4M9Jxsd/v96OUju+MN4vgwMwAuW02G1UVYVWtyxLrFvOlkHrl2/V4WUPbBldAxNk1TUNmoMhA1o3EXUqwDSyKots3fd+zmKrWZcXMKQ1d11lKqIlBDE6ek7vZrAYgITXwaSEE5zm37o6XS4xgoSzOdQb4ELArgBz7/R5iM5hJAJqCk8EZyPny8DDEG2ZTUPA2ufGWbZ3xJphQwqgYIByoD8wj4Q1REOP9SeTs7KwoilevXn366acQpMUYmVy2GHVTmxOA4cF38E03ebjjp/iOOMqOKfllIDzzO9yZfRGXRZG1K4e/CDo9n9JxkH3SsYDKywAVEDfPxGMEPwcPAHjDPwYMJ4hQUJe4T2KMl9dvkHoHV5sHZpi4+oA9Xdcx3wUYAmWBBcJVgwUo4PcwDPPFfBhi0+yhPqvr+vT0lJk2m03TNG3bFUXhvSuKEhhSU4IsFgHlOEhwwtkME+EiOWM924Tg7GU7yhzwALCXJ2+z9QtuV7wSlB0+MshVGLHgFEHmCvIfWAu/klPvNus1ujbA9rAnhZQUtCr8WoDHtrt9FutC+4oPBUbu5uYGCxlcYt/3ZgqxQE6Kz6kSo6HuhEt3UxMHCx+kOpAhmMNhGB49egTBOVpCy+Uy29vgNSGEm5sbiGPRVAKt3TSNs/FExaiwnppaAA0R9d2oRv7Rj350c3MjLojADe3eF1j04Lyb1sgYp+EKEQk+OOd88FgO2/3ml7/85es3V1FTPZslVR+8ESFBRy3eJc1y7rJPwUYCp20mVonDURreF/vD07N/9q2Pv390nPb7vnZ/fvXyf/ibH39C1szPlGfniyfDNm7j52VMvzlffuh8kQaHMszMkTgTb8zklEnJEhMjbAlKH2E0UzFfx4hoI5PM6+ih9cQ4hMRGasnlkZ2DFO+SlGWcBhMmz0ywBiUWcHk22ngzUaF57oezI7WIjPFOMo0qMbHIzngbh9fN/suuuYmxMXGunLtyyeFRNb+oyrlQIVYEIY5DHOpSPHmh0EnY+XDt3Kdt+8mb61+vrl/H/pLSxfe+LfV8v20/++RXUruCHfWJIqdEShLKOhGbmjNyBqyTOtGuYkkFG3mjoCQ6OocmJvKSxOI4eGRTDAX7AZlY6kiLoTlP+rvnF//ZBx881liMc3MCH3Qy3krYzMr/59XLH++368VyHUkHm0lIQ29ee2+dcGIR9X7wEql1O1SdRMwkU9k9TWPyaO4gIt47H+5U0Nls75CyQ4GO0+50LFmVSYlMJuNZoxzvpxMro8wTHwUQMCaNm6kTL+LUzDSZGoEVVp+EejYVZbNg5tWccSQbHHWOo+Mi+ULJJ+48EdFHH3305BvP2qYPZdH3vQSP5LepJrx7xsFvBqVRQqg4WUrJmFVJyfAsaLtOVTuSsQxI0TnnQyDiPo2pNkwuj9M753o1bFYjsjXzRUAbK5NZzgUUJyml0XeD2Zhgk0jCWRKP1smdTc5BfuxowDNiqsPgvvGh3JNmc0e7++M0DKlwfnooH7COGh+oNJ1zRGPSw6F5j0EZfvfl3k0bHoAZJR616/c9ZjL4REviQPh5z3rUzP6L/+RDL0Z8Pw1y1GsDUDpx3otzQjxFcBiix0wkE81vDRH+e0LavxL1vSss/W0/0/HfMdGBYI7kDuCOwkj+yrz4qZXylkz2viJ0ImFJs4UpYzqPiFnJHDGsXcXIm3pNIQ3lEMvYl9oB9ZGaShQuQuWlcFGkodTGGMmSRcejzj+NrT+20UtZkLUqIppdkgcVkdIVtS8KMmfR4HE0BYJHtRC8WoyJxAuR1LPi6Ojo+Qfv//CHP3QsKYRms3HOs4hj9/lnn0GAF9vd8cUFyt/D9HDVqNOe5b2DrGi32wVxGpOEAOv6ty+lSiQlSgpDSBFhGGkjaz4mG/2LiJkq8kSRmdRTQ8PrZucL90ROjori/fOL46J+8ebyy+06+JBm1SDWCkC4kSWJyceuNn0vVL/59NnToxNv2u93setMyLy/Nrfabm82222K0blOqDHrmfrYF1XtnLfIPEDImGLf+4LNoM/IU9akqilG771ja3dbi4MPRR1CnyL4gZRS6cNyuWQhUFKogzWmnL6QjUaaphHSO4s8cTnujClgq8q+Jt77lOIwDG4iweAcq6opjUZ8eeoJ2yLG4VCupRhRPKFahfdGu99nLa4YQeibc+3MknPOpvsfpAcKwa7rqqqEptSSIpL77OwsFBVKPSBblInj9t33KBDx5jlUICswoYXDaYGCEYAE3ALIyZwtBs9A59zV1RVOMorOUa6MLkNK+MhICKjrGrgl23je+WVNOlvv/YsvvlDV5XL585///MWLFznrXNhnGdvhDvsgOPVQ1n/4Nb5/kOwelqEg5JGHX9OwE3nnR7g4fYHtzIjxkHuczeaHbRq84G7M/S0zaMBg3JPgYKHJxB0yPkSZd7sdIkxAMwI2XFxcdF1XVRWyE7I/Kjod3jsAy67rzs/PkSEO3vX29ha+RwAtQEH73Q5aRxGpyrLvOsSBXFxcYFKOiMqi6Np2s14jPAArAvw5TC9xDDiqbKp2c3ODkbbs2IbIBEwkxhgxdJcHVLLsB1QwFmPTNADJEACjv4OWCg4G7lb4vKAZsykR1m/XdWfn52jHHJ+c4HLs9/vdfl+WZdO2y6OjejZbr9dDjNvdDrJ5LLqu6zabDeJPt9stNJn5hGOQcr/fPXr0CHDLe392dnZ1dYVPXVXV559/DssWEJ7QW+LazWaz09PTq6srcJvIeEAxBHtSNG7Qgbq5ucF04u3tbV3XeP2XX355lwRDBExYlmXbbkDCZ0sGdD3QxAH3O2mK6EHg1Tinx2rM2blhijUi5cREiUidiMhiNv/oo4/aob++vkbqOgasCDd/uqsW8lD6/caxEVESGTT6Ut6Q/fj6deWd/+h77x+d7Jr2+9/53d9v7Yu/+8nteq+1vx0aC7Izp2Rb5g1TMHNsZJRSElKn4mAAQZTYklhpYmZi45ChjMZv6lh4tJs3yf34sV8zecWNYVEqIo5GVzY5sAAxZ6yjk5xnZiesJM5JTjY2ZWbPwsxH8W77EiNx5MWhYh73MYFImNm7V9ebL65ef7HfbI6O2rPTNbk2MSmX6obrNzNLj6vwXumfLqpni3lZlbS71MSey9pXSnLE/Ntnpz948huN41+3ux+++NWObNfu1DlX+dvbG4pWl7NkpEXRe7nt124+62OiJIX5Qpznwkitp1mMIzwiB/42MSW2Pik7z8GTmaVoUR2LF1elnvuemu15kN96/9nvPX//WaiO970f/Hi5OSkN5shY+/r562b/2c1tX88b5TYSqfPkg/fsVEWjRlWmaC6ZUwl8N9BlnNicsgmT8ujhr2Ys5oL4wj2+eIwNahgG07sOHSZoMpIZYwDg3m6W6M7YQ4xIvBAzu9HUnWm0AHGjhegYnIj+hQUyS0Py7EW8BLExicuESab05oPplXHI0Kt4o9LYE7WmEOnkUKWRiWJ/8Ji7Cw1/J18yClDM+OAZ5L1PNBqS4TGnqimpMY22XtEg2Bkrpap20zCUGeHhmOeEJ5tinwOlNaa82FUB8mQCjZbX+70A6kmumOsBXxSHk3J3v8gPDf+ZufQhO4E7N5pfYBoom6hlezBIxg6HACea1L2TMzt0Bz1EbofQ8TDj4GvcUh7kPRCRN9LJVwZMn01NIh3hjioJA49TSjRtnUwswikP+/2jx/v+fV/Zr+JOeoujdwRUISxOxIgTQsb5wKuHD/Ac833Y/LVuovcyTbN/FmXHq0Tmx0bZ3XSpqLmUnA4hpZBSQclZJNKUlNzeeRcc10UZOLjOdl2vpCSFE9akIp6NzCVWNmPmNLaFxITGJQSaWVWdC44smCl5yRPARkqWTPsUmV0Ioe3j5ubmzc317/zO7333u9//7LNPJErrXEqJ2YipWiyePn16fXO1Xl1nv/VsFYDtKK/klEhTyp6lozn+V6QjKqXJBQziBZKpwUFMGpENMN2viVQpcTJRdbTXuOnbk9gXqjXxe8ujyrtZVV62u83Q7FJULpxjccIx0tDWRk9mi984v/igXkjTDl0rTKEKu6G7Xb95SfNtN7QsWlUd0zZ2LRl71/fJUi/mRc0xFyFIKKzQQbdmTGwy+p+PXXMlE5GjxQyeTk7YV6V2NAXXKKiSshoN9+D4CBkkTiB0tuP01KTtBm7JQ0oZ7+G2B9zKGAPArCgKUNwxWraNqasKHAWKGxTTWDiZMciEGwb5wEuAKSqrYjabWdKu6wDUNUaQRTnuDHcIKKCyLMswOlgCbuUUBHhXbDYbKMowboT1m4kgzAMg+g80FN4EnwWMSm7U5VOUgSswCZR7MCYB3QFkCF9QmhT8wCSjVGwa7sJ+jeAH5EwcHR1h+PD6+jqjixCCd8UDvf6hbfQDJ+W3E1dHnY/FOxpc5NA/epKJuuw46kQOUV9+3KLCPhyBwwvw/ewYlN2AQI1mMAmgFUKo5rNlCLnR4JybHy1zMGCmgJqmOWma2PV4GdBIXZSUdDmbU1IdYhkKM+varrd2c7s6Pj5OfbSoYjy0/S4qzB5fvXrVNI2WJSVzzhlr13WDprqezecL6G+HIe73zWq1JqK63hNRjKksy7qeAUzFGE9Pz5A60HX9fr9fLpfeB1S58/kCOF9VQyiIuG27xWIJc9TZbHZ8fLxer+t6hrIDcA6pdMPQI/0C+kyc7dxrwE2VY/cQVyMi7KQsitPzs/ly0XXdzc1NWZZlVXZdt93vABGLqsxJgPiYSJWArPTm5gbnB9rmHJAA1pEnh3R0UlarFT4yrI+AvhaLeS7RkAyBUVhMVF5cXFxdXXVd9+zZs5zWgDsKfHuOz8r2oRcXF8C9mOHEFCL48BAC+HMsZKxQML3OucSE5QlGFFrTPCopIilatqJxLrzTk0CHqBN5klnr0esYtA42RsUKotlsdn5y2rZtH4cH7uRf5dR98LQyMyurijR0pCtRJ/y3N9cnl6/C8kRDScmdXTw9Xbx8vVqJyL7biwvKPKh0KTWJ4jAIXNpUSckpwSfQhJMoCbOKTbM149g+RJ2jJbYKkRs9IKlwY5qcCULTRdiEvCP4D3JGg+Nnn5wOHLN3XDhPmooQmMlDWSbmpiK8itO/EBIx7T/BQq6MCaKiLj17/IjnVdisfrZeb1erar4si/luiL1EOq97i5/v16t1w3Z07MyRKwp4fLt97F7c3n6x3Zzah9XQFouj98/PypPli8327z751fnZe3/4+3988/LXr169enl5tY+xHTqdlVXg2+7GVfMQHCeKvYqqUCidc9QaZG+kJK4nUpGejZyPZBw1MAXxziUeBuu6atscl+H540fff3rx3ccXp8Ky21JnpsGIiRVmnEpE87cAAAAgAElEQVSqkvq6eHn5ZZMSBdd0g5EvQohDMlWK2nNKQl58cN4loziws6lUVjYhURA7NjGqRqamrETRrq6u7tgWumv2Jcs503c3Z0PDiDr0LtKMlaE0mcLMWCbPFp8mnobHkhRTi0j+UOBQVWIyMUGeiJCNpoOUWEiIxrA4MJSchZrYOh4ogXP/Ea6B75hPu/OANM6R8fdTBLz4sS9mFmNMqt6HoizQesALs14RT/npHMpDhHbw33yoI0Rkyn7pb1f4eQT60Asnf2GHnF5mD+w3D3167rIaD7DuCMOEmZ0YmikCUS5iU+5yFO5SGfid438PdqpDrPh2TPqBEPKej+tXYTJ/hxTHSO8pmM75pIlUE0jV/LOUxoYBC5Kh8wRgJv3uOlL/NLDPMEGbyxroOdkJrvMY7I7Hw/1TxnQg9TRDQ+uexcvXYNWvAIRKBhdg2AgpE8yXVZU0OSWv5lWDamHqTIltoKRDT92eSctCCuel8BqTJlXTpOMM+hi5MLLI44Gn8Z5mM/PMmrTru5YTExknSsPB2hsDr6tyBh9OJRlSxHP9e9/73osXv7q9eiPO2dC5oozdwFUVU4+7M5sWgAcYE/8O0re9myRnzABsqsnEfUVfIdE4u2yqlIxUGRCI1IQ4h8CysA5qJNGimBBTz7pNcd13XlLfD7ULy7r6ePbkcYqXu/X1ZvU6uaFv074pxI7r+Xuz2eP5/CKU1LYxxkg6MG/icNvu17G7dvNefGup6ePASR2Ld+RENKkqaS8kwZWL2WxW1EEcF52ZsaXDGhr31ZAizAyyYx6mXDDIt1tvuq4jtgnCRVWViU0CdQDgVNe1Fwd0l23Zx7CH2GeFbSYMUxpxS7a7KEOhqs6NsvWu64IbzRtQBWabBzTXoS7DkRwa/aeUkNwQU18UxawarWJG0okZ0Cg72dR1LcLIChPi8/PzMdi62+cMtxyqlqV0GeTgU+RCM+ftoMmHk4APDleY1Wp1fHyMGheOIyB5IBeEUA08BnAaavT8MED8NH6UN02cjdzFRP1d1/V7770nIl988cVh5niWyT0QXbyzr4bi++1aFtZTefo8SzTvi/LvepDjqPIBrsstwzzphG9CEZdD5PNJxuUDN5idXXH/wGTlUFmaLwpEiXlwEeNtnkdRMZoayLiLMdZ1fXFxgauP8/n8+XMIjBeLBbA9cAtm2GazGY4Ql3u/3z958gQnv21brmrAGCg4Uj8AZCaWZrvbb7YiEk2Xy+ViscBJxmAeRu9yTCjmYGH3gv/mgU+kF+KEgBvPDkDwosSdA54cSXfoUoP8RAcEn2i5XOJa933/8uVLrNzdbpejF8EN4iZHTrpzbrlcokNxdHSEjJb5fI5M+dPT0/V6HWM8OjrGycSlRLtkt9vN53PAUTqIDAa/mqcTYUiD3btt27OzsxyleHl5CewK/x7IX1+9eoUeEDKXIU/d7/fIQM8ePHBzQcAGSDzEzYOfz04/+b6HUx+kB0VRNE2Lu70oPaCjqmbWLa+pzGYc+phnBS+NViM61VtYvFG8Oz4+3nft66tLvl+B5jv/qyN8jYi4i0FCr91W1RfhRYz/7+Wr3hUXi+Obl6++HDpzRVFU0Tj2nS9hI2BpsESRozoyIjUSMmOU2cxQ6JAwJxIeeXmUzH5M7zXUSMIMNR8zz/wk+2N2LCISIMRMKjz6duK3HAuLLSdJmxB7J0HELHkW+HOOkcLjwB7F0RtCYegSmVjvcl8sTSYWRGbpdrdKwX/rmx+858Or9f56u7te715t12uLe5daieyHotS1tdvUn9RH62FLiUrvi8X8qCpuVsXL9Y3s9oO9dMdHenTcu2C9VlIcz5YfP/+Qnn94fbv68vb6519+8cvVlVSBHQ/NTnz0VBE5I0dsMSXxxqyJxZiUbRBWhrmCOWJOUWKUIYaUKubA8nvvPf7oyXvfujg5leTbhtrGqQqXqpEInTJIKJmEr9rd57dXDaVO+2FQLpwXTtBGSsLcHltkU4uqcaCCJ3zlcslvTIlw8hgRClhxt9vbzFVglG+UkefYuDxmRiSlm7wSZZKNChGlOJI5KSWEHIwztyo2akFZDVar1g8tO8/CiVJKCW4+zrlSBxU3vj07c6TMQCCK7D7CGJLp5AaHveLOW/JApZJz6iZdK72d9q5jTc7ZoPLQzhdcoR7QcNh+TTmTe3gkHe51MUYlu8siHiGWvSO7/GC9TwEo90IOssXx9P0Df/WUHlA/qpr1z4cMm9jozXZASBr2ty522bwgC2eERe/3jvkd+Y32NlI9PHJUEveiF9/l6klfYSozvp7YI7Lx7SMYdcOANjhHQE1JMS2ayTSxCfhNHqmTlQvbPwXoyz31HDzFUygBrowexEnLYejNdBiEW/qdrp5f51jK92Ch8AMFaiJDcy6asFlQNmOj5JQ8kSeCSE6MvFCMPXWSTF1VCkwgq2DdsB+SEon40Wbqbj1l3hW9k2SqLI6SNk0zbLqCzHNiTTI2GISI2qTz+Xy5XIp3fVR2cnR0lJIlGxPhSBUZCyklEmrWt3//059No6sS+2EfU54Nzf6H3nvHMkrjIjLmwD3KV5KledcgosTKxKY6+q2JEtsUGaRkRrDnpkQDsi32g66Hvg4umFFKw24XTSX456dn7z9+/HLbbLfbvtnXwV0sZqf1fM7E2/2+j+q4Nbtq9m+6Zm0xOblsO9UYCXqXIGKq2vf7IgTT5NiXrpgVhRcHiYU2reGMHJpEORdC6IbeMEA80VDZhaUsSzHa7/cheFh6phRVkzsIGkHxBABmfgzFRpc9l+zK2ROVUUE657y/86kHJMO5hT0jaBnI9iDEQtE2tvaZURkD1Y9KQucAbMqy7K3F3rTf7zGFCAUmH+R74gidcyF4m0b/4WSIYhHbcf50YfJlzro71NZZrwisC1oACCFTB9lM4nCGDc6TMJ2HZ4mZbTab2WyGSAao2ibF4wwcxRdffIHjz9ODMOfAmYQMFWRmlqSCLDqUYh5KLHKRevjkONSKPECDeTX7IIcFbk7RyDaq9/p8Rjp98NzLzA/dw1ce6kiz7DMjwPzszEEX+WmE34XRIo7k+Pg4z8oDLo5XyvmcuAgVLq5Ubn/k7NqsXs7OsfhbXdddXFxgrhJ3AmADTjtwBbAWsAe4LNyu2XS0LEs1BSsLm1N0N1arFTgrqEZBT0EqDJRFROhN3N7ewrwEEBdnBuTe0dESFwIkNvI/NpvN6ekpjgFXLZseQYaavXkBaJGTjjO8WCzQu4GWEmsT38wRnSmls7OzzWYzDMOTJ09ijJhaxBkDP4/BP2ZGoB/IbdyfaMEslwtVXa/XV1dXwzA8fvx4uVzmycNhGI6Ojpj59evXsF0BdoULKwxFcS1yXgjyS3AV4JmUjVhzSCNuQvjlAA+ramDKwoTdbrdabcAWYhcdSx9HuddziNHGT2TqDgyu86M8pSTkMMQsZGw6UmqWttstehOr1SpOgWDTUI7LhSXzWwgzBz13kYNLzpnwzpGY/Lxr9i9fHle3q/VmZ7Qx9WWVzDxRMEvGhXElriRxAh+z5JwjE0+jCwuJqRgJV1OJ70cLADB+LBN958byQs1s5kCkjADPj4yAiogQgxicAoRZzIkZK8CkWjTlaGaRTKARJRtUWceP3JWk03/HMXKoXke3GM1yd2b+ebO/ebWqT06ePX/+/OT4/XrOR9o8fvb3rz//bPPms/1ty9opXXXptj798BuPzmzRbptm13S7aHV1cf40brdvblY32/3ly1ftYr745oddXb3o27/5qx/9s6Pq8dnF+8fLj8/P/ug73/7s8vVPXv7616vVZbPf7WKnrfpSQ90FG5wTgZeg2iiaFSQnc9LAVKkV/VD0/VkRnh4fXxyd/KdPn55UpW/36frG21CVIRF3fR+kElMhTkTGTlkHoheb69f7tRahj11VlL4uHHMp1ePzs7ouo6fV5vby8rJZb4NxXZU9uDEWxsgPCY3WAndzVrBtt6RFUeeiWpPlbTxqmrp7d6ivj2PugpAb6VkTZg5FBX8jVVamRKMCyECswMCFYQNhbElTzNwvpHBm0TSZJWI3Gp6wM6Y0JUYok5FF4cQkpGJjJ7GLA97iIN6cv8aN/6HbJJGq5YD4rHvHPoCpQGJOSdETVFUaF/WomeQpqS/7qLNphm02bRp3P80P6CmSHWVDZuEOnVMf9Gff3hzufy7OpezIJdnDmboHb5X1sfeNRu+1jCdQc9iZume7clhF3KltTb8qhw46gK/vTY/RXw/2X5m4Ph7VdyPKj6pkRmqjKk+I31XuSw7Ws38M04e/rvwOhGpJycnb0PZwMlJEnEi8h9cPESykq/QPSR68i4A/CG0fjYwnAtIxJzJnlIgjUZKJ52S9C5o3YmEnEo1Mo0XyfcdmXkoKfojadW0yCy4kMkJb3WAkIuOCp9EoSRXiKE4ppa4zssEGShHCD4NzEUsIwZhCKEkSO1Glptt+8sknL3716/V6zSGYqi/L2LTlbNHt981uJ1iBwwBmJoeMZtR3Z2qUlIi8OGMzTZTU7t9eNEWCWlIWGT1WycRGPtM5r9PcupGY4c1hXkSqlIRSpL2k7ZBmQQumxBbMSJMMNtwMMfXnZ4/Pj4M/OnGcgpq0/ZCiMHVB1kN/03XrpBtxu6T7ZoiFJGYi9i5YiqnrhWxZFqkf2CgEnpXeOen7dttvU0plqehcH05/RU1VVbVdZ+SUOfhiaNu+j0VdAFDN5/M4RbFBdoipbnRt8XlRA6Gk0+BguJIlmoeTYweqWrieSt40xyyvpMMwFIUH2hmGoZiYwDzchY8QJmlZlqEOw1AVRU4bH9qOmcP007IsmX3XdcOU9w1yLLfciCxzSnCBB4YBEqiqCk5xKFvxqXEAWU8IMhDS081mg7gzMHJ5+jm7VqC+B9jAm+T8AJjLw68CWlMoS5GlgRRBlNegI7LTxhQ9P8AXdLFY7Pd78R7vkIf98Bk13anw7+Tl96Ud2Wf5UGZ24A199+I8NJsx6gMgl58Th/3Cd+57DyYTQOxkmuhQX5rhK16QIVYOlK+q6le/+hUG8HLHAYda+pBhZJaYgpgF4EdUPUbOkI+HCS5IHOHFCvIwQ2tAPhwqEBQaGWaGMTncxrvd7vr6Gkfuve+7tm3bk5OT169fr1ark5OTaVCeYIgCn8ysZIYYGH8CxwBVJ8ScIMqOj48BO6HhhJEJlmTWJIO/gnISF3SxWDRN48VZYeAVMQEY1Tpuq6o6Oznd7/fzejZ0PWbzEB8Pxu/8/PzVq1fr9Rr9kRDCixcvTk5OcBGBz+FChLs0g2p4e1ZVdXx8DC+olAjAGNfIe49gic1mA+iOuJSLiwvAS2g4V6sVXoADAOWIz4VsBvB42ZOp6zoMx67X6+12C7oVHwdsbdM0nqwoitVqNa2ycvI79ZB8o9OvFvGMOHRCH6s9Jjfh4bxGxqxUskNpNH6xKPy+aY6PjxeLRQhBh2k0Gjq0g7VDZG/7m6PZXfnQpOhYBuF2GJTIh+KV0KvtRog3sdUQxBXadUECx6EQLpzUIdQSvHNMqmYj387e0WjMYqxKVAhnjSXwCqvBdkJ4kl+S2sQFwS1cjEwtJU2ahKjwARbspqZmYqRixrzWOOI3Ng9tnZrn8Z3NxrlGvGcnjNKbjZxznoXUVDWMrOt0RVLy3r9s4+c3m/bNzdHV5fn86KOjR88Xx3N2j9//+Dfdh59sb35+9fLNzW3ad9f79HLTPWGd+aN6sWxjatmHurJiKTxr4qvV9fp6iKdPuraq1hZ/cXN5+svX58vlb3zjm89OTpdl/YOjs+/Pj6+65tc3159cXn12vboe+g3ZwMGVFU1Cp4SYYyMx88TBtOyHuuuPVJ9U5cePHn/89MmT8/P568ui2bl+cErMvmu6npR8QRodeyZnwlF847h3dLndN455VqvZcrksZouh13LmP/7ux+vt+mp1E8mWpyfz5WLYNe1mlyjYJHODPHdyXJwqPZjlGBFbmnRSNuVk5EZtno67uxs1qZEjJiNlFpPEyuzabkNOwDWpqrE5J8zcTWUyWoiikVSr4FI/2KBVWczqWeF833Zt2+3jIOJMvTmvklgKIlPI3oyFKDEpKzEl4TBQtrY6rJQPXayJ7kq+BFf8+3RR1twd+n6hHYmtNZniicCspgkCDbJxyhQ7Mw1DjiPCQkZGNbb0NAVo4T1TSnJAXI2o72AujEfzfT6cmJie2nxg0DIcpmpNnwWnGpf+buPCI2wawPF5hiLPlRy+zztJOVWFlwzf/3p7GO9BgPthicgHPME0PfgOfftd3cLTjOa4ydo9qagjDKtassQH2lIiJlVLYN5GSfA9ksdGvyTwHPYVyRJfi/34EPuNB5k0JWU3VmNJO/h2HhZkuGEfGMAgDDETd3LHpX/lXB/ALedECoabC4IlRiV+BvDK3gzusCTB29CmlARjWgOCksUsOaEUI3WtF+boVeyoCN4X2y5uut65gPOdxjvSmVHSxOOYtRNyRMbeEVFUCnCzZj+GZ8D0i2nfNrO290XVtm3T9U3T3Kxu9/s9cuAsRmZKg5Fzfd/zNJGF9TTBPH3nFFO+1WIasNTl8G5mtDfIzJTIkbNkqupYvA86aIxjT1STMo8JWmrRsQzMfYqO2EsgG1h8Yl11PTPPndfCVyIhudT3aYiWhqu///sy+DoUhXDlfVUEcbSNcaVpE3WldjvEJqUonotip4N37Iz7vvdmtXPO1Paddv3Z2dnx6Uky2uz2TdsSO1/4pBqT3jN9NVOjfdMmY3NeXGAfyMVQuRg7nKL9fm9xnMqD2YOZirBjyYJG6KNQLgfHGIxEuZbNDxaLBRrwY2swRuecTV1wcAV1XUPhCfQCH45QV3meDXNZY86b95lGy34nCOzCJgV6xCyVZYmKZL2+BQDYbDbAioBMwLEwjLm5uZnXM5Tybdt2fZelGjJOWjswIdgWUd3myG+MKkHvCsx2cnKSUrq5uTk7OyvLElaB2Xc0Y0gzu7q6gicNEW02G/A5eBluKrgdggUFmwfNXlY8wrwkB+vho2XqBjUuFLwY1H6gE8tI777i396mBDMsUYuHfcGM/R5s8W9NERgzi3eHk06Hynk70NWPdsJ0z4o9pUhENvT3FKr73duPmSwlzUBx/FIK01cGogBOh4/GDJIvLy+BGN+8eYO7LktJMyEJJhYvQ1xe3mTm8/mTJ0+wFrL/B9bC9eoWG9TZ2RlMLOFZgjWCIVJ4nKB/jJsW9pi4G4GpQggQBsMt0zkXxEFCWbiwXC7NbFbW8LUqfdH3fd90pS9KX8AfCBpIhCtCMAk4t9lsrq+vYXYCD9WTkxMM0IoI/Icy5xxjhOENKD6opjPZCONNhPghsmW9XuMznp6eYp85OTn58suX8KTNvCiKocePH2NvOTo6Apqdz+er1QovBsmPtkhOy5zP523bHh8fA1IiHrOua8BLQMrj4+PZbAbCfLfbQUTqvT89Pd2vVwCQgNCHaYd4ZyBY3MYkmgNR71xGREw4mspU6sFdxjknwaWUhO6owpRS23f4aK4Iz58///RXnwHnQ0SQUsxrzTlGZYnH02EjvOk6KYNzFDWZOXKuNX8d08XpWR8HG4oupiFGc5LSkKI9eu/88WIpV+uoiVm8c+IkTWo3M2FL3jnzLqZI4gZV0kRGMGVx2PaHIQhHZkvqeKxXRdMUhce5885EQ9eLkUwuLzIZlHeURExYxordiIUsRiEdhwBlhHxkZMnB/5GIXLJIEX8igZUUIaKYovdiRmfV4+uq/fL61at0+3nTfHr55nm5/PjsycwXi7OTjy8+fO/x8/Vu/+bVG2r6odGjxWzoese+33evm1s7noeLs/OnT/3Z+a0LHNuyqCVUiV0wbtte5snaljY723bpdjUri+dl8fTJk//oydOXu/1PX1/+4vr6Zexf7lZS1FGHxEI+EJvGKGpetYo6T/FxUX7n/Px77733jcWsiFG//KIYWo5KKqYmZVGVi6FvhKwqnPWRnNsOfZwth+Xc6vLkTL7z7LlbLlNdv17vfvb3v1jdbr/98ceL0+M3m9VnLz9vhr6qquB9eXJMVdVv9vt964ogTEzOiGJM3nsWITWzxDpRFGTkHsZqj/yP2mHDbpyzcpgSgnbMiBnmqshqT3HkyS1qSlp4v7PkxQVhir2k6JI6Uxf7ivns5Oh0eXQyXy7m89j1u93us91us9mtdrvBevKBXGJXcChijEYi3vWqA6s5GTR6K7CtOeechH3b1HWdyPK+rTo2Ke6NMNAdaQ/7gyytxOM4qbZtO4jPWEhVh743Iwke8oShH8VlmWnAO7RtK+KLomB3J3PIign0mEDxZesX59iINCkd7BhIAc/VyJ3R1BTvdOjQpqqqYy/+fjD4obGK5hbt4eNVU8pM0YGb2jjeeYhWzMx7R189gjjeTkqHMyCH3eS3hEJyD8E5987Q9X9QSvtDP8xpMNEOJlIPyxGeguuV7B8S1P4VqQ8j6XdIH4/jyGrEo7nlg3oLzwk7iJTIM6ZjZ+aBYct9afJD008d3XvoLfmtHIAiZcciRDGllDQhoVJ10BSTmhCHULhxlMhcP4gTYXE+lE7MeQ2i6roUDU7Oo+8yKbNjN64oE2z2fZ/6vifVgVUUOQ+QjuPzehE/DMPV1dVqtUk22qDV5UitkHNClqbJsXfNUL5bEDydMvji3ol3M+S7a+0QmdnTx0+dc9vt/vb2tuuGEELgMsY+6njvkiYx9U5Ylb3TZJbSGAxPZsot02oYmpR2Kc6dn7PMxBWFYy1qUsdipilRR5aYYrQ3ffuGbGe2V+pI1AUyscTkOiV1RMGJj5H6KKae5OL0dDGfW7Ltbrdv9ywuse6HBn1Q2PeMK2pafkrUJ+2TspKO8t673PaiLGHTtV6vvfcheBg8o+JEzhggVtd1FBxwV9u2ljRHkB12m7IrZlWVIQQ2g9oNa34Yhhgt97PzFBAUdNOEtA19n3O9IdUriiJN3v14FKlqTBGMOvAelGqo8ne7XR6gqutKdXTmxDFkR8G7RSqCQ4KAEGIzhHfnEjPLOEFg5rxsEALIWztMWp/NZnDgADEFAJnBLY4HErictA6gkvNY8bn6vsdhZKd7ID0R6WPMpw4X1N1F+tADrwg8fh50sg47aoeKkXcqLh74fz74/jsTWnPn8p1dwENfmQdD3odHdfjNwz8BlPsODnNIGdrlZ/+huegh6jv0m8kWNdl+7QEIfGBnejjEeAgp89fTp08P+tCU505xH2LsEAUHABvY4MxGQnoKDAN8gmG/pmmWszl6AflgcqwC7occEYlyAUs+RzWAaSyKYrFYgG27vb0FvMxaZUgisQYx8HZ+fg52tK7rxWJxdXV1dHQUQliv1znSA/fhdrt99uxZjBHvf319jReAq8yGn1iSOCr8daymm5sbYLOiKK6vrzF7if7IMAzn5+fZVWg+nwMhZ68jfDMDdaxfvGbyZXHQWpdBIOCENGCqzELXdZeXr80IWx/4xmIxv8soQFT0tIuKCHsnYfRyQKXUNE0IgZ2wExZhIvGOSGOMEryIVLMaC3y12YRpfDenvyBp7J0PvOiZSCkhI02cOmNJzJshDqY9US+UHI/zFmq+9L/1u7/zyZ/9267pnQ/X+42UwUgsqScuSMRUiFJMfew6Kad+utL00BQyghELM6NaAP5ME6hjdjzZtxipRWhBhdnl6Anm3gkzOxtpH/wKAAPmURwJTQNnPEDbOZY8jsbQqZgM4h1mSyxm3A/pPSm2sngTNl/6YVOWW6PL/eoXq/Wjerm8ujw+WZ6cni7m85PHT8pItXi5vZo5r87vh+7vX/76i8+b0299+PTp8+XJyQ/+6A++K3LZtD//1Yv57Pj97/zWNx+dHBXFI1/NiYuUaEh93PeNaVO4ev5BXb/30bd+78MPvtw1f/vis799czuoKZNKRJveKdUspyF889Hj7z957/lyMU9RNhtuGk4xSh+4rGZ1GqzthjREdq4uvUupXMyu9131+PH++OjT29t1F3/aRwl+6Fbb/nLfD479fDa7vb3983/7F1L480ePVajpur6PMps/unisv/68KKouDm3TK2Hw29uY5GXO3JQKYo541feHOo4sg5epykd29LjFqSLeEZFgOmUEkHAoCqbYNI0MqcRmaTaDQWs3VJZq5+ZlufBu5v3xrH58claKcNIQUygK8uHpk29sNrvbzXrf9c0Qt32371PXts6HGIc0xBC4E+lEoZLLKmsnd8HlXyWy+w/1ZRz7hjLSU0VRFHWFPTkzVFlkcVDY38tJx3MlpZSSTZJRRxlOTyBtnI26U4zfAVdsUDnKOxtGmh4SHneukA+C5e5FL9xnNVWVDxRb95ALcYad+eOkA2XiO4eQc9LnQx5r0rJiK55+Oub1vW34ed/Nhe8+lfKdEcsD6MUTnOe7f1LW0d6diLfe4evx3tdjP/z1dzqTmpkTZpZ0IEc0M01JimLEKFOCH1osd4jU7J6O9B15EaPA9YAPtFHXOylnx7OhZrBCZia1NPRmSYTgTzkYRTMxK713DLsX5RStEzWRkgofQNmLyGrXJo2R2AkbOQBmdgLSE/u3qcUY227wKZJFJXKEXUfQ8m+bbTWri6KISn3fgxd1LL70R0dHr15+GVM0VQeObjqvNK43pUPPaLQb4R1KKqTZRY30ni8Oi72t8H7//Q+/8Y1vpJR+8pOf/OLnn3RNXxZFWZZpiE4omJFGjjGY6NAP2jmR4LwQw89X2ZJIHJLQsDabO38ciuSLubjgXHFyTGqcIiVTkV54OwxXKb5JsTFWdsxByIuyJfIF2xBJVYicqVOtnZ9X9cX5WR/Tarfdbre9RgthEIkpGYfJCmi6OYTM1MwGTVUX+yE5H5XGdJQ8fsZF6b03VTAAKGAoj0SboQrMZXeumIch5uD1ru+mHNI7T5RRGR8j7NFTSr1iq7JsbRLjACoPsBDU4jAMMhJWDqwgalWkQaEAACAASURBVO5ysnCMMXoW55zzpYg0u72ZHR8fi0g7SS6h41osFqgdicZyFvQaFIMF33kod00DoSDKXFhZENHZ2RmEc7mZh/S80c+DGXAOCd2g8rJH84PwsQzzxoH1ssRxwhID9Tq8KFDsQreZdZ6AIlVVAeYBcCoRWNMHok068FD++qbV28KBAw80+YeoHnJt+k4NwsOAnANnZ7t/kA+0cw+eVQ/GDvEPPGWzhBU/ijHSOOKqhwZreZzvMK8CYOlwwvAuuGKSH48NBe9FJIjLwO8wpiLjQ7CL+fsmnJ1LshIVNwMAZ/5D2ck2i4tGNiPG3W4He8ymadAC6Loudn02KQXNjqk87/16vcavo+MAafG8rsFplyGksmTmMoTVajUSoYipTCkRlSGUdf3/s/ZmTZJt13nYGvY+Q05VXdXzvbgAcQmQgMggCVkiHgyG+KLwD5BphcMPepH/gx3hX8JHK/zoCDscNC1F0CH5wXoQRZMUJfLiQgAad+rqrimHM+291/LDOrnzVFZ1AxwqbtyoITvz5Mlz9l5rfZNVA/X+m5EQHqN1buaSYuEiIcT1el0UhdGe7QxYgKGRxnOYZ0rp5uYmpXh9fb1YLAwyXa/XH374oYhcXFwYHmtFhrnFGLz5/Plze4miKL744ovXr18/e/bMkjmMKZrtdvJY3TIMDdW04Afz8kHEV69eAcDz588l9SmlJAd3sRijKpqtDhHn9JH9b+582eTAxD04Gdra517NZ4g47NkBNroqCp9Ai6Jg7yrmJ0+efPbFFzYGcs4RwsjQFlFNNvbK/LTDsMMrSCRFBnTKrEiAhK5pQ8QU0Ih6KqgCAii72A8QLzbruutqX2y6XUnzm+2GlErkisgjAgigCMDcTWZAaqWKkoJjJCKHBKoMJtuDYlx4gIlYR1IooYwoEAKjmuEnG39NxjmsmTiyRfZZJKCCSQdRR5NAFwVx5E+RqllDEqHEZCifOZGiQxF5TsNHi/kGTtv2+ipELCt3UvWJP2va8ObKv4Enq8XL09MPlsunRZ0UkEQRI2N5NuNm/uXntz/6yacnb788XT169vzF8vypB51JPCP82rOnz2fCIfmmC92AEtmhOkJWSYNsBm62s2J+Wi4+mK1+5Zu/+q0P4tXtzZdv3lzf3hjydn5ycrZYfPcbv3RCvEApulY3G+1aj+KZmlm93rbbrTKXVT1bVTVIQumJNajEquDzR6+a9j9cXn/Ztq968WUVYxSEgh0izslBH9e7N8W8Pnv+fPn4rJzNBceJ2IdnT3Zt27b9Zrft2mHXtbvdrm17g2cVx4AOUkiqJmGwCZQkzaOurCibTujMXIMmjo6iKhoBsU+9qjKoJ3SgHAZMslAsfXG+WD1ZzlZltSiKmrEA0hBKUY/YDSEOOzRT6KCPRM9Xj1zhhXgXwm3b7vrh8up6J9J3oYnmPkFFUYo4O3KQlG8fYJou+PsiWu9jffdVZHfeLI7DVkVIKUXLat7bZk5PyOiavt90xox4wKlF01T8pnui7eiihDSFwvZTwsM/z/NcVRU5oHx3J7mUzUQOH9MDFBs8UuVMdTp3mgrFKTyYOZlH5+o9irN8CHe+meRMjPiU6oPWJfn53SS87q+VrKdTU5ODBO6h/AN9b8t33//jqPGLd4fl07k1IjJQ1PFjUx2zq4/sFh7WNU7prPhwbiCOsjUAnKgf905B2byVJGkSDQOrEipoUk0mf1KAEEUEnHNxCABICRSj2SWxK4jdnB0jBg99AIlRgIRURhNMIEAR0L1/jYWlhEFSjFETEzCgOasCQEqxbzvr9UMIEhQAhr5//uLF47Pz68ur0LcaEzEdwQJHH81dyEJU+UEE+H7Ll8/4ZrO5uLgYhuF2s0ZSXzqV1Hdd5ZhSIsACFDQWiUh1RiwiSXoVyzQgMV8TxCCCafwKHFouPKGqMCADMiIhhpTWQ3ebpEcWwKTIoCSKKaEgh0GTUFJGLMnNF/Wyns2qmpzb3Nxe3dwMIMLcD0MkYu9CGv1LKb/BBGqy6JRCGmz6Zev40EKuL0eYjkZSn51g0fGCtHrXlDm2AVgTUpalZ5c9LVMcrGrJLLs8Ype9vjmEMK9nq9WKefQFFZG+bYzNaCnMxn1qmsY7F0LIWrgxOSeE+xbGxi7r+76qCoPmcoM0lcbZnCIzTrPJsq253nuJcblcGohnx2ZwhxkqZn+ULAqyYtronXVdGxPPylBTYVmja5YtVtCbKYghLQaiFkVxcnKyL/LULC5ylvrt7a0t31ZbZzGbwQh2L/hJmMHdnBy8j4xNI2TynO89C3dePR7M0nkQ6/vFp2ZHHeD794/pqnj0DBmDvSOWhgNsmDvhIxQx/8b+ibVMU/ZLvsymIGHeTbMxqb2L3L/llu+orzNUZ6q9nPqaZuPvaXRhtjY1zxWD4HJemYRofd2EU0R2dZkbakaqvfdd1xHbcCoZEmgdlM1ZjP5qAwX7cbfZdMYonkQQrVarFMJ2vS6K4vnTp03ToGrXNALjfWH1kO1r9lrn5+e2qme5y/n5+dXV5cuXLy0BxUD19Xptt4Zp8/Lb+eCDD+ztjK+ekvlwPnr0yGYf5pdrlE6bv9itap+m3Xr2/enpqQF3xrYdw6n2n7jzhFjlCz4E45tI34+mOCEEpQKIwFg5e47KWDM5Zj+a0BrLtCxLJj+fz09WK0tYefTo0WKxSCkgYjWrDba9vr39/d///U8++WRP6BrNAIui6Ps2j9iP7rVAoCKFUkHskVmAREE0JuNKioAmgKQCoIJ6cXP16Wc/davZut3ddLuEOjS723YHgl5x7v1JVXlnDgPQx2gyQyREJRMmMUEbIo/QgzKhGXuGvZcDj4oSJZQxQ08BaZ/HsP+aDRMHEQQHGFAYbeYMBIhicvnRRZIAyQwAJQIAEzAi+fJQOiM4clHjdbiqHp18fPa8aBYXXb+LqY9JQGLhUH3U8GXz5s3bizcz+HsvP3hxcsrJR5Ehejpdvfz4ow8r/avXF19cbt9ebS+urxfP3iweP5aabnUrV5/VoasBmZEcakRVMV9ttACMIekuBN0CudPZ/Psvv96enK2fPNt2bUjReT+r60VRlAC624btpo99Tey9I5Ak8XUX2FcnixNQCgkCqlNlBXDusu3dhx9eAPy/P/7xj5ruout59giIHemyrkrE2LWeKMbgq6rthv71m+3rN1T6cr4gx/PliZIuvV9W5ZNHp0DYDXGz2TVt2/f9brfbbbfGJjD7q23fZ5tl5Qn1Y29JmJ0wDZ+gSZhetpAQ0L7vELFm5pi47+e+XC5nv+RnVVU9Wa1OqpJFMCWNMcUWEcPQtzE03RBRi6qUrpu7mSOiEHhgcL4q3KPTlTBtl4uhl6brv9pufrS+iV0EQHFFhvELr5kFcLeKfsAj5NDBHlZ+ur9vjtSbvUFMjLHvgjHzbe6QG7BseMbM9qfs5phSknHEPPIzY4w5pR1yA3a37ZzuWdkGxjDG6a452ab1PZK0aVD5ETSXJB1txHuflTtnY98cHmdIvAsJy5TRPEGeRgveGelKNntzDwbkuGkUtfU/DO9KNx8TKi1fdercemTdYvih/N1F9t0/uWZr6xwTIikIqAoisCJIAiIkJDj4eSLe6z31novMg0Hzx7RdHXEwBaA98ZVT0jhgHErSihD7kEJXMnPhRHwUiSlVXDiNguqBVSBEEQzqWiJkLwXSaV2taVBIbRIUTbYdijKRqvnwIgA65+p6vm1bgVEMCoQikiSpgneu70PX35rROTNX9Wy1Wq0WS0SM/TAefBLab7eHBlffEcBwFxOYQr12mzzYLr767Gc/efXT3W4nw0BFURQOo5CiR2DQk8qf1fMa1YmUjAn9ere92Ww3aYiCVPjB3LsAEBkZUtImpBhTw9EDaRuY2REzsyKEpE2IXcJEqCKoaJs+KxBildSxc55LdnXh51VdsIuqNzfrt9vdOgzoC2BOYjrERDJ+ygkEAGgPN02Jv4xAhEwoe5tNAPDEzCyaTHrX911KEUQN4DJ2VnbaNE5drlNtnc3sNVuPDJfIhDje66Gt9hqGgQiyRV7uPay2ywLCFGMObc86YxUxsAsRLbkhxH4YhrPTR13XpRS893EYputv13VmQuhcaYdqq+14X9BYiWZQziBHgwjs/RoNz/6aS9vdbqf7yahR0QwAtPY499LTYHR7BqOx2asYT8+YcpZsZtNZM1ec5psbiTT73Ztw3CAgcq7rOosByFwUZlbB6fL6oOR6up28p9e659T8c1a8d/3yuDk8YobsXdcebPD03XwS3JPN9gE8KjL67lqrf/gggB8EDJ0vjzQPUzdtVZV4UMzS3ciKA4ljT/jMQ99pGqF9ahkzPOTK7Hu/qWWcCcxWq5XNDuxJsp7QHuycIxVr28zpZy8G47quTZ+WlfoppeVyqZLm9cz4k6Xft3zLleHJwzAMgEVRaJLdZlvPZ2ZolAnJuYU2zCqHdhpZ1PqcqVtAVVWWFWEZmHY7q+rV1VVVVWVZvn371no506N67zebjdnGfPbZZ9atff755wafmijRDsZ8UNbrtY1psp9TWZabzcZGMEYZzUipnUbzYVoul8+ePWua5vLyUmNnb5+ZCUdfmRijEaVMTMjMZhiDrsrWoLZY2fer1Wo+n5+dnq5Wq8VisVwuTUnIvlzOF6vl0j73wnvnXErBqGLz+dzuzFevXn3+5Re7zRYRC+emNss2XTpiXKuqaDJHcBtCqEpSBFAkcuZTrtFSmq0CTYif/uSnbtN02918uZDSXW+3vS8IYNcN3RDUFTWyxsQOPRAhMTGg2PyPBDCBpcA6IlBgJIvedntHEADgUcKX0x3EqD6IyGoWgmqeaKbKI9BBFFQ9geW5MwDhOLMmQFQgQhrBQSIFQmIkSfs6m6xP1G3Tvp3jDF1VLJ9Xj58Bd91wu97edu0Ou7X0AcSVZTWLi9lMar7VZghcVnMofCQ6WZ3/vcWyfHTxxavPdpvt1e32i373cl4Upydf3a5f/cf/cLkbvnH+9FtPni/KWYkkfasxaQBGdIiOPBKayqsRaT/9YVlXz2b1i+VCEGKMoevSdiNRUFKlCuQUISAockLCk0cCcBnT9vKShvDy9Oy08Ijcoe/nJZyc/8Xnn33y5vKmKFNZVahL72aVf7pYnBbeyZIV1+v1EEOLCdKw6UOzDsPlVRdDV822s3K2XKFjJS7rma9np4t6XpXGMY4xbjabm5ub29vbruvqorbkGNzHJNjdZ4P4vA+Mm/JExWN1pSAoAjCQUEFIItp1c/bffPz4+eOn34yJAJ0qbjZpCEmCmTvwbBZCGFTrx2er8/Mmxr/69IffQsfqSDC0TYhRPUPlyfuFK6kutCwW8/mOpL29afqey1WW3w/DYJSu90wS966Hen+y+WCina0w0YBE75ldzgbMdIxx29rrLBCt9IWppef98ejB3v8Axx326zwLzhkS9wG66d4Bex3eNP7hqDwWma4kh61WU9K9nczkvCHiiEPmyL4xSOTQOcNDYX2g+s4tW4/TIEhV8V6QwZ3NGtQBTnA6PWZpyi9I5UXITNFfhOSJD0V7v6urNqLzA/SqffdPRJBhUyIzQzXxtKjISEp+uK/7uTDnyAid9H6475Jgz5OkGDj0RYql0wIEYy9hEHAmNOq6IYaIRKiJBRxhAnCKUVLqB0VAKNmXlfdKpQLEPnQiFi8TVUj3Ti2qCuB9Uc1mQ1tJK0mSHXxCFESFgyP8Hsh2q+XyyZMnIunq6qrdbskROxe6zhdFZqm+G0yQYzBWD8Y/o3ew6IOeqOvdmojQIbsSEYehc6CLqtSuK1DPqurDR6sFEYd+hhiVh7q+mc+/2m0ummYdo1iQHxIiMjCSiEoH0EskoipYSFLCpIIgoBE4AWBKbnSUUsdWusGCZvu2h81d6nq32+zabugHBS2qAIoK7AqVNIRYkKXxmHrRFmTZ9zVJNYEmlRglAY5tg/V1ntjgWFs+YozD0NsZG5Vjw5BXf0Y9kOKQ8sKUidrWzGTbjEwBtw4qhbjZbADE+plhGGZ1ba9ixZkxMBeLxWa9tvw0q9hs9l+X5dRfyyiRBrjNZjPVZK+VfRoNciSith2Yx8SzOIQj0rU9W9inhBkGYrUsItphWAWWQ+fNRcNqTbOCyKu/aZNGJIHIotiNKWdmoVk5NmWmWZ1nNDAzlrAOMwvAMpRq6I2t8tkEwo5t6mw81QYcbYFTod27usG8K/yCpM0jhd4dTjvz+3mkD7rCvIdbcYfr79z9VzSlypGeMK8w92k8KR5SfR+UQEwbRbe/zo8ObJIXeui0c2LBZHEbHYOm3WDeuW2CsI83WC4WC7ucDOKbRtuXZTmvxu+Xy6VVIdZW2bphzEDjMxvgjOAy+zo3w6enp1nBm69zwwMRsVt2xmQ206DQD0a8bNv29evXRDSvZ57dbDbLcLcdsKGONzc31hSp6sXFhXPu6dOnhpzb/bVcLnN0oYHnJv+zU2e5DvZUUx6viLx69crmLxbE13Wd9XghhAyt22Gbm4uxrC2VMcb45s2bfRrK4uC6Tpo5As55I3uHEJjdt771rY8//njx6LH1q9byzefzWVWbhtAiJaxLzMakIqNi0JIGQoxDCM5TwUWMcds0Mcb5cvFPfu+//qsffvKHf/B/hhCKcmHXTMZ7ReRO8rLlYidhJEYClKQIjAkkoHjvEcBpcomTpAgIyArQpCEBfv/739em++yrL//yJz/eiW66fjlbUMFDkE6RiT07VxaxH4hIiRkJCCyvFkVTEmJIAiDE++Kk3AcfWzVIAIhkbpxWQpIa3Ji5NoQAROjASIMJVEjBID5zPWXIuIegioVaAIKpI4lgGF1P95tRSpd9+xlK1XUL3j6ul88WZzNfzx/PPvDucnt9uavaoasKOp/Xp77yIfa7HXkXVW6vrj79y0+62ezs44+//fVf/eUXv7zb7T757KevNpcxaej6UJDW5fb1rl+0JoN0SIAOkMFjGwcR6NNAQEgF1x4cz4aAIaVtF7aa9uw1TlL6gokBaEixkySAWHpfFh0t37z58rOf/WR38+bjFy8+ePkYmNqAW2L37OVPmv5PX322QzckKJezl7O6Bny+nP/qy+fPFrNahSX2zdnNenuz2Vw33Vq0dz4gbiSEZrNNYde0wihI6Av1fhA5OXvERcneI2JZV0/Kp0+fPyOiTTuYlW7btkNvatYQYyTH+xHtgQdo+hme1Hlioa1WYybRIcwJPnp8/ktPns59ydsLFE0xonljIgJyJAwxCvHZs2eLp89i4XfbjaxWl6/fni5Wy7oqHQJKhBSHoe9hF8RRgeD98vT8ZPUmdF3ffu1rX3v58qVZZ7VN/+A+9SBp5bBtgd5/ZPaFHv23JMUYxQLuilGu7/3IwcmN32Q3HE2JsorPjSXWaOtiGMB06zRfmek2nfVe93PVR42tmO08HG30EuKY40Z3qbmKQPiAGN77o5OW28h7AODo43Df1vVdX8ysmvICnjfEu9kP2dwbHk5umPZ7DzZ+8N6QjqOg8yPQT/C4p0K8892dwRs8/KL3pwzjzxbXvvddkL27kB6NkEUEj3MmcibpMbJ3l76ok789aL1KgIDgU/JIJZGHhClQEkgxaiq9K6sCACSKxKgx8d63DBkUUFJMAxAhEBJh5Vysiy6mNiUFVUYQBok2hQdB0eiZq2oW6rpLIcUhgUyKL9Y05lCJKiQdpL+6uooxeu92600WLU54wTL9xO5ODg5/yrr76cBgqva8f2GpRIHRqNCTY4epD81uqCQVRTFnnJMuIHnAKqXCFVK6ReWpdNFh6jqIaRAlVVSbXRKwSyhAGFCKnqKoECRKSiyIiOqRPAATIiuSKgM5VYJlKlUQQoqSgmgT+m3XN0MPhMhOmZNEUGBFRR6TIC3dEYWVFBIAikTTh6AklCQSNaVsV2XXYS99CIF4ZD+WZSmSPI+EtCwzG0O0x60arKcyT8uUkttbTqmqcbSMVJl/afZ6pS+Wy6W1ZwYvFK629rIsy/V6nV/LllFrODOPTvamVaqahmBe7Yi4vrmtqirGQVVTCDnWLC/H4whw/2N+7+wwA4PWRmbLR+vurBreG0smY8HlzHqzyrD4sr7vt9ttTm8zdNQ6W6OqmnZxWqQapJPzHswpfppkYMaJVrXbO82wjF2iRVGw94dgsT3/MMbI5B/c4e7Lte9Pte6t+/h+H+M7QoVJz5m7vqMd94j3fsR+v+8u855Xz+EcRz3ntBGdYtFTn9LDYZA++DbtwVNjtylf9HhCfFBcyFGifYbBjShozeqUmJr/SY4TNOx3vV5nXU3Giq3xmM1m86rM7ix2tViPl6MLx0DO/KdhMGwqQ9a5KbUHWDOG7MrZXFYw1dxnmyWDtYdhePnypXl4OucSogX32V/tVFiptF6vu64zNlQeGG23m5OTk9VqZTEPBoVZzMnJyUlRFKZLNB6maQjtvdR1vdlsVHW5XHrvLy4uVPXZs2fe+6urK5MK5w/L7t/cWNZ1bQrYHI7iva/ryiZK5s1A6PYXLXk/BjMWRfn06dP5fD4oWV+XBwRRkoB2w+g6c5zm57zEYBQDtzcPMkYuOeOvhd1u9+TJk9/93d/99//ujz/77DOjuWYK8f7y08Mmb3tTAueIEUUkgSghOo8oSMK2KSiQIiVTWsBu2zz5xrf/h//xf/Kq/+v/9r//7F/8zzdXb91srr4cYu+cf/TkxePVcujbtt3NFnVKSUIcYlJNOPqHIyGBUgIETXmyzofkLiVFQkFE453QvshCxTylvTWwT4SIHFqur6AIoaK5v0CmjFrHqPvMMLUdEkXQc4wxDElVyWFVVXFe/dnF2xn7FYVHPnx+284dzcpisZyXdfFi+YEDpH6gLtBt9FIuebHF2y4p1vMBb392cfmfbrbLs68+/uDrZ6uTX/v4175d8WVsP/n8pyf18uXXT75/vjkr5499VSUgECi8EESHicGSq8wBEVCbvptpFMWUNKkCsXOO0SFB7LoIqOzQF+yqgNJI7DbbP/nyshua7batq3Lx+EQr2jStYrGrVj3xn7/62Wc3W63rWVnPyvqRk1Llw1XxQYWnqXV9o107S/K4drB8MigNAts+Xm13m77fte1f9HHb9apeGUXC0IUQ4k9vrl1VlXXlq9IXla/Kuq596SulqqrOzs5ijDGkvu+vrq6ur69zDg0i5xhbYUUFERBQUhWEZIYaCpAENJGkmvyqqBbosesFWyRgB8yWwKFJdYgoxK6eVavTJslXr9+mwp88/5DWt1BSItEUkgYqqHDskaJDp9h3Q4qDI2JGIvjoo49evnyZUkqgbXORR41TM7A7vQQeswdlinrdnX7aCuy9r5iGYejMOC3uy/WJddc0lTSllEMXDtPDCZHkEBeRkoikUSYER03RxINUp7q+iTBQpvST6bwyp5IJTgk7eLTJjoDhXRPv/Y72AF3zvh/b/VimI5BsKgWclg0Tw0V4v64Pkd7p4TmauPwCur6JRQ2gwugC8tehbv7cx3BWD04+jyxVn3olTWfzB0toPUYXLUH+XSSo3AniPRjwfg6hqrJKyVQRYxwwRQQBEHMqrJ2HkrrYSEyYRFFVExAS4CjilqjJoWgcep650nvi9tBWoY3zgBAVUaICAREVRRW4zWWiqCIyMmnMAI4YZ6PvurfDgAgMWM3nfdeklDy796B8E0ga36c0xX2tNrF4zQ+bLRbe+34Yut0uaF/5wpUO+2FZz87q+my1PKmqucKskAVSyeVN2141jYZuPqtkXnPbr5tOoqKgrSNKJESRJCIRMhMAIzhOjhgARVjUa/SIRKIOEqXkVFRi0/VD7FMMCgNAnyQx+roeJA5iu0kO+gTvvYRIe0qaSAIABLH3z0aLYfRMKEqAIcacexa6vmkapFEyVBQ+pWTp9lldcz+Wzeo/yw3vus47MrzOaFHWZRWFwYMTNVEYEx3MguLRo0fXl6/NPj6bEFqbZGSt/BJjahDz9E4ZhgF2YtLBrus2m9v5fF44Z3kJlqVunu+npydNM0ZvTddoO8KRd45otXLTNAbxGcphp8XIova0XddtNpuXL1/aA6zQNIKZ/TUbJGY9kgmrTMJkPVv2RbSRYaaRWDlrnaE1mXZirYo1HCPrpoZhKIhMeZgJfg9q0x9spe5Dc/ebwykkeDQxPfq3U4PmB7eKo1/SvW7wQUPRe2wQvP+0U1/pgxFo9onZP+CQIbGnsoxTsKkP9eR1DTrLXnD7eZzeBzZzn5M30TtVxoQCmnkNdNczzXqJrKyzOsPIxtvt1h5gAQ+Q8+sd5+7OrhAbLlilYg1kdqMhollR2IsaTdr6KAuWtJNjsjr7EMtZbQo6Aw9zPL1B6/Z7EXnx4sUwDOi9ZR5aN5unKrYOtG1rd/Fms7Fe6+Rklftn3t/UNjSxm2KxWJhNCxGtVis74KurqwyC2e1j79cSTew2sZvX4MQcFn91dWXrgB1YDlq0E24Au62lWZOTUmKW/T3LAHBzc8PV/AH1BGJZluxd7o3zyMmuGEf7pBAFi3YcYkxm3jsbs+x/+7d/++OPP766ukop5BoxW71Pw5rtRZ2AV0SBQdMAiuyQABEQRBVIgBVU1IR9DLKcLd68ebO53fzKd7/7j//xf/Vnn376h//mX2/arukG6cN3v/2t/+73/pvf+f4/aDabn/3sp9ub2/V6/fb1xZs3b26uLpumiSGISOw7Nvx8ciurJh0NQcDyx0wkZVo+ylPo/cQ2OFQVQCFFViIUBWVSVCAARsmOoADqR10RZOYZ2d2HsGs2m82mHfqyLJ88fYreaX3eC7ztu03XvG2aytFy5k7i7qSbParqmbiql0Vk3zsclJwfVqlph8Xjk9Onz79EGob43e/9/f/+n/6zT//iL/74j/84dXEubr7DD1bnL549+5X1VzwEaobUDaiIjIGhRQkFk3MoGLqgUR2qYwcakPbEIhJEFRk0qneFKgmREPcqSYhhYwAAIABJREFU12371e3N1fq2xWdJANiVcz87mQtrG1pf+MH5V1eXP/7qdSBWoKfnj8uyxO3nHzx79t2PXi7j4De3Z44ixq7bCRC6Igapy/msrB9Vj6is2qEvofjy7eW6ba+3u90wIJF3tKrmEXAY+m3bJBFXFvP5vJrVjhc2vHDOnaxOjUF9fX39wx99aqwW81rf7XZd121Tp4IIqkkSjCQrVUFgRCxdUQgOu2Z7dRMXp2fzOYlDRE7gkkoUTaqKhS975Ovbmx05f/bIV7Uvq8v1lgmEFRwCIDODg4TSx+DIFexUtAURwASqCDahNl9rQyZzmMFkAT62cjzAa6IKSkRwb3czJNm2Y1f4vZu3Rh25l0FCnuVl6tO+knfOOaZxfTOc0JaEvE7yODKwWfwoVrg7WBwtNG14NGHQ+LyDTNfbzPa803QopEngp+5pL7atmbHFlBb0rjYnn5O8aI9Pv/+6e9rvjI9zbTB98MOonCjcIyIRokOYtENKR68x/sUmuGYuolFGTbCCsANUpZhtZACMDbnHgvjQOuK70EN5F/NT1dJJ08E4darP82xhDEGiY8femQBO9kbQAlg6D6ISU0AFRhCAlBDBE6NoGAI6yxucHKMSATjsAkFkBnAgVERiBUGIDhMmgAiIJWAZEnbhyXBdlb5EwdCDBu9ZoQxtNwxD5UPpil606XvvvSNOMWAkx+DQIQKnBE2LbXcyX6BAcGVRFF71bdCNSnQcIZHC6NNFmFIkhAQqoMSekXSIrFAgUKIOEJLw/mIaZZ2SmM3gNHpiS1EUVdIMaE4UQQCoMjJax49TNYkmSYQIThISeUISjQIASMxjl0LepTRaSj45P2nbFoIK1zFIiOCgKNQxlmUxn9WL1WqxYi1C64Z2x7Ntos1NvLptd8A0my1xSd63qVOMCUQgYcICKJmIbJZSP1CUWpwLxIAOqSpLhaKXOCQISaLqECWp/BgEACQ7rDjjBgSLc6B9xqiOvqvJcGG7EhAIUAAYAQk1pgGFvauqct5K23Wdgf772sg5VxBBDKkouO+GGIVAum7YOxmSJSOLyLwezSQs6/zq5rqu66IqCXUYhvliDgASRw8V4z1aDnvTNEVRFM5bp2RVadd1ngtVbXfdfD4vy3ovChLnnC8KEdEk3dCGEBxSOassG9B7nyRYDkqMsQ9DSWVRVMwemYqqgn17ZmSzrm01CSrEEIvSKaTKV977FILEWFUVep/1flYKGyBgTZoxVE9OToZhaJrm5ORks9kYyvH48WNLiO773qLJbA+waL6MK1rlbeYTOYrNnOhttbWYQUvny7kOxpczrMx6TuPCWQttuOLN7W3Ttlbg7na7sqgtvH7MTCfO4SYjN+MwG0LYG0bHceo2YXveM+ecLnH3zTAflHFPkxjut3ac7qi6Mzh2D6LEkTJ/RGzQPQXAClwAOhSZRpcGAkbAHMWDe29ok95m0plzfGfcu1d92JQNcMw+sqVpkmV0x2zN7UNEp0LKo3ZUVYl5mp8xLT5UNYkUZZmpfapaVhU7ZyvVlOU4hCCqbYjTs3q92U77qGwVY5txWbj8S4Pxc4uCeDAatevKmqusRcwGpzbIOBic3t4WRUEwUlcs/tgzWYYBAKwWc8QzO+YXz57amx26fqQfP3+R25vVbF5VFSKZhLUgtyeWF9VJmVI6Pz0bYx5CcszdrnXMIYar60vLSFgsFs57QV0slm3bMnPbmiVN55w3ik9KUtczq6K6rn/z9kZEdruuKOdlhTFGV5RDTH0IihhT9GWBjFFiWZfkACGoqJE4CRNCJKQUB4nePlbnCmYPFmOWIhLpaOiNgggIYb8gmDm2ee08Pjv//j/8L/7iz//05qbhsmJijaku6r07vBKPglJruQJt2S8A6r4j72ZlKqDvTytfQNdtLlNsYozsK18thsQKXCW+fXP7+eX1+e3m8Te+8U9+75+ePX76Vz/8BBG/+c1v/s7v/s73vvc9W68+0N8KbQdJbA28ubp+e/Hm6u3bZru7vHjTNM12s9nerLebTbPddV23jJ2ISARE9IwOrI9LBAgKjMBgKg4BUGa+jYGImJwiBhUAUkZENbYFgJAzQSwCAMdCycwK1SkyIAMJ8WXb/Ww7XCbgelEBf32n3zl/8fHjV1c3601oduw26JIQtFJEqhtZuv6sLB/74pHXlYc6iZNt6EpXn2yTr+an36Bi3ra//p1v4/PZ5Vf+X33xH29368fPn4ZT+jHcfPrF5Wq7W8zmhWOoUgFYAFCUWUwEiG1QVUESVJEQRZMSCiKAR0IkURKH4mmtEFnb2K379e2uudxsEuLyfDljuN32ZRG+9uKxBwnrduUereNi587/7LP//MNdMztfPVnOl2kzb3e/7vTXn5zNdm1zebWoatZyaHruS0qBaPAMguuUNkwSey1Bf9t/qOfLIIvNsLzcbN7ebq77Yb1th6K66eMmaSrqvuV22w40SL0zKkFd11fN5ZvXF74sbFo6W8w/+sY3vvzi9eXtDSBwWZzozIa/XeoUEhOzQhiCEyRgTdImbKv5p6Sb0Dym+r/0z5iZYoIYi4IkBRyGPg2e9aykobss1i1Jsb1qy+ur58WMBTkCYqWEGtGhK8gPCGvBsKreaPjR1cVV11NZurJQQiVs90bchhWb4VAceww+LKF7UZ8qoOz7c0EGFrL8eVBQZg/sUpIYY1LhFAHROedKrwA2nlZN5J2F8iEhpGglGBKophASjLlhhxHkFLuLqOiZHGlKo/FIUgGb9YzkNUT07Dy7KGkCBh68alCEEdOE24KI4Hgq8Mt00BEnBLX2cvRtAuG9ykBFiDwhitlMmF1fSsMQR+dzX7SxnezyZsIJ5kqZpYYK+yhyphQ1JTly6rYZ2YGVsy8q2PGD3aCDv92XvjPv7m/6bNMfx1A8fMBZBkAlwvhnFY0Q2YIKJEVABIcgse+CY1d4H0AgCagiIQNCso+B5B41lbI6NAvqDBbT0SMUWAARQFEEJDFC4b0DhCiagkhSRs8M3ouY5Y4654YQYxokYQGkcQgojAKezbpKAULXsio7rnw5B9jI0KWoCVgEgAgEgTAbIQASETtEQRBES2Xen5D3CHseRIofRFwftqrHCRS8T6sz/qFMvtq2vfiiCSlFUVVk08ULCmgg3A7D9W63KD065K53w3CdLm+3zeX6dtd0DWAKQ0BOKt6KWnMLQVEQDwhAru9KRHKF39uHFEWh5HZtswuhGfoIikzAhOx0SJKLYBp7vMm5fIfnvjkSjdGJYNMvZg4pbjYbq+3qut51rVGnELEoTDIEtrgTYSaV7UFpzK709vts05c964zPal3TvJ7tw9ZjCAFErAuyVy/L0qJmxoJ4P74yEU5d16ZQinGUHVZFaV3iop4lELMfNGCtbdteeiOn2QBSVefzeox5KEveO261TeP2SQkxhrFCTcncPvPbMSGfOTGEEIylmTMVjJxpQIFBkc651WoFANfX19bWptFEZHTwHzfFrssukTlaYLfbWVS3/dg0jTWchpmYP6H9306yld2WJZhhvZ19bbdWMzkusufY6J0FkEUyR+OqfEvt9XsHz64jcsSDMT7vYUAcUTseBPoQUcaczZEGJvsBjj7IqvgFbEJ/ruXMIdbi7v+n+r0pQeBIED8doD44B50CnlMW67R5nhJxp2f1KBkle8zaB21+j7ZT5pY7t4JH2GM2KzqireLdSaVdUdMW8ch6NJvWuv1XBpOn8YZFUZT+cKi5XbSVIVva5AcgYuF8pk7lBzx58gRxJMJM01xsgmP3gt0Udq622222ITXZMBEpaIzp5ubGLD0NtXDOGWpnchRL0bQpz3w+z6kYxr3MpyUfWE4CxP25ykZ/MlHp7yuYw7VkHXL2Y8hK1EO6w36K3/f9D37wgz/4gz9o27ZpmtlsZgOjHP6Zu/0966HaNT17dn7OhAwJJMpuN/Trrz05mZenivD6evtm25aLky6Azfhubm5ijBTCb/7mb37nO98xsZZzrpzVqiMSa00+eizqarlcPn/+XH/lVyQmtAj7mCTE66urn/znH3/++edXV1fNxRfWHG42m6FrUx8kxhQGRJKYBomM6JAQSDWhaunr/bsOomYBjXZ+HBEio6LGFCWoKiZQBmJERUIB0SQYIW02t13fKqkC9SF0XKiDb5x/8Gh+8uby+mbTdMaBgZHme5uk07RB2hTF42r2uK7nvoxEm3ZLENSVs0cnv/y1D/6vf/kvf/9/+RdNjF++ufCz4unjxxTh5uLtzc3NT3btsydPz09OC0IBjYqsQOhVjVSjAiqASoAOfGJVRZGkmIICSUqQUIl5US9C2N2+vtj27Wq5rOcLQExSPHr2oa9xUblSkw7SQZS6+MvPX325u/ar+eLslEmbm+t5Pf/Vr329AuhuriAMXNYphZSiIpBziiKMCSSqJoUECIjSNVh452g1K+uZf/bsSUDcJbjt+s+ubj+/ur3su6gwcx4d3sS42Wxub2+ZeYhJRMq6yi5TZk5r/BTnXAy99Yfe+65vYoxIZPpetHkcoSZpmvb164vNZrtAmVX1aT1fldXcFx6qUpN2Xd+3pFiShqZvbzfCeFasMBG5gr1XZFHog4QoQxoi8LrvN5v1F31zE3tRmJXV+fm5pT1fX1/3fWBmmyXcTW44WEbrZKCYI7t1b4t5RAk0jkBIkYgM99MQcB/p7r33VQlJjKBuC9c+uW3/0oSW4nBfOT8V25uRjN0Ok67v8Jjs9Z3B/8OPRLynkh7lFWXblwPT8O6+MI4d78TXp6l/6T5UljPJK5vT3DflfkA29Q5J/+SvOj1d79rG/4Zd3z5iROGOHvDv8uvISOYByxDRLPrTJILKalspiSoQqKhKBEJiz8JJI4gQMwmkNKb6qMqhqTQUDBWVYJTs4URtKIYlkoJiYhVKiRVKR3UE0iQxSoggwuQ8O19xu22HIRJF51xkSCEJSMVFjKKQkIHIMyJqFJHQ9JJS4Xw980vP20G7IWmMhIyopGiwP4KiSpIgEgGEmcGrIoBoumua9AuWcfcpZAD6/nboQVPAHJliVVQzdGarrg4VWUQiSgK57ZuuSWFowzBce8ft1ofYMG537W0/RAIijqqkwSNpDIRq7RuQAyJyrMhP5nNr4dB7Kryy61J4c7u+CW2vEh0qkBoyEQ+DjXzk07cwZezqQ4a045lhSiqikjPHzKErpDgNYGFmU5KKiPNOVBgpU5Ezim59YE5Xt2XImiKBsW1GxKHrzakyhIPDlcVPpxBzGrK9tLHLbPVk73JNCeC896BqBhJmnzCkkBU7Y4aYJLsjprojI63N53PT+OU2yVZkU+aYD6dBBxm8slV7PEUmXdhXdZk1Me0ccriC2bpkjxl7vBHPrPE2pNTwOtybmlpOtO2a1kxWVdV1nbnYTw27rADNHqoGoprFYn91ZU+bolp/mGVsI+ckExofNP7dN3sZN7t7A1LeHA9b48EDGyZd4l4DMH0AjKg73HVF21sqgQIdOs+DndehRJ5uz/fhxKOG6hdp/N6lS3yQmHpE4HwwdP7+TpYfcOQKcJRlfyRunO7903SmY1rs5NUNGJ9igPdRxzs+xoATUtPoqfsuQWPuWHJDmPWuU5NS6/p4VKwf0ELr/XK6vf01/8m4+tOWcv8S3n6fAwxNT2xPlYPX7f92Z5m1gN31Zj0xxDAMw3a7nUohTFpsrG+7AXNzbuWsSfhMx9j3vZ3bHMJhB5nver77FSd643zCp0Y+08yPad+enfpCCC9fvvyN3/iNr776yprPzALIuqDpJ8VUgQ7EJSAOoXVICxjmsf3m0/Pf+fu/8eLJGZb1//fDH/3xj17JfPXT12+brjVB42y5WK/XZVnOFvOREaey3W7tYmBPSSVEpex/BsjMzhdMtG06RHRIj5+/ePbBh5aH2Q/brut22/X65vb6+vrt64u3X315c3W93Wy2t7fr29u+afsYLA8WRV1URKSiqKqaGEDU1ObZQnevliIiKtDs71Ugmh8BkQMeWcolqzLHGHfd7u3t5Ukvzx6df+1bz7dN9/b65u1mu227tu+HYUhqBbprlBoMG/AJeQDBmf+H3/8HJ0+e/bs/+/MvLy9PTk9/eXXy5uoSES8vL7GTmfdIVaJqXvnS1SocYhIFp+KQ1IFtf+QKcqwAEXGIsWSvqpFkRHiIiJDZ7fqOA1TF7MPnXwuiQpgAFaGszubLCjhu1m9lCIVSm4amjP/py1fr2pVnJ+JV+n5O8PUn519/dHp9fZ02m0VVl4wxhKQRHQA7VVUUIEIEJCAAICxCiCEOMQZUQWJy3vma/Entn758+s2nj9/04U3bfHG7fn1zw4snE2hobPZijOzd9dX1n/7pn4JSWZamWdhtuhDjMAxJQpaoxUGYMY1XjheUlOJmt9u17Z9QqMvqpKofV/Oz2fJRXdfsXVGEEFW4cI5FEJwIVFj0rAGpFYggQ5ImhKaPfZKbbdvE0ArcpDAUHogB/du3b1X1+vq66zrHBTPbZWTmmTCJMspJB5kmliEaGan7xwWk+ehaWN+YIAVgqX2jEdQwWFC2rQzJkBZVUMpd3ziEndz447DvSB8+kYg/EAj3kDnnVIxnIYF5/ZmMpfBBMcXU8k0nGePZ+SxXPplCMlqaOXfEAJqK3u+7wuz1Fvouc294b4CwnZm/BdaX0yf+7uA+VVW6r2OBB10iQZX26ksyli0hCHrH3dBrEEIi70C17zt2DpEUgUWt96cx6FQO8N6e5En2S80dgNjlTKAuRQG1IB8OfYFUceFSIlXRqCIkCRKxK4rCDTxYNHbpHDOqIccSQFUjpog0Cq6FRUMIISYicEw1+5mkWQooIq4ydxQ7pJHTH0KMA4igI/IkaHFyolMxz51q74HsEXw3yvcL9P1iaNjoozPWBHIgPrEDIiBMgEFjUlFQdMiAKummj+W2aZ3zQcokqYCeCKqiIF+wqwFAlQU8JI9QMpvPLZBDz4q4anpwLITRcY+4id3V+vb1+rY3hTc5RAZVTSoqrHro6HLsxnQ8c9TmPTTDyBWJNQmuLJq+a7s2Z4JZKZNScm7s4hyzOGe6vv1EJ02dKqZ8a4ObREQlmjmBub9kwQwzFzb9ErGpdkpJJOYnZyZbmpmZEplVQ1EUJyfLoih2220W4ex2uyEFs4qxGqsoCo1jCWXxBpkWb/pAidGKJxtTWWnY9Y2Jmgw6szJUVa0YMgGS+WROS09LRzCgwJbdqqos+tl8OxeLxe3trSWG5XXAME/DGO2YDUIxT46wN56ZzWY5FKgoioz72bPlpdlyAi3q0N6CHWFKidCZ8iqbl0ylvzoxrMX72TQKTA+7AgvggwL3BzMzAVDV0EJ9n5gapvrb+4Gp9NA/GfmY971Dp1jiHWrAQ0vE/SjU+/TUB+PRptLr+4vPg+Hy71mj7h/z0f/zn6w3M9A70zWn7jhTufi0OHhQfomkR0GF03MyJZqq6OjefhfJPEJ0JyTSQ45wbvmmkYbTyAdmLr3PTWx+fF3NjM+cu76sPMzr1ZSwmpHDbAdlxuKu8LYC2IgqT8RNHmnMc2u9hmHwji2AwcLcbbkwV15jjeY34r0va1vjIcvtVFEEZrOZ8wfQMsN9InpP6kN49yt/WIvF4gc/+MEf/dEfee9tIX2QujIqeaJj7wG5j71TcQA+Nivpf+vlx99ZzhaAm+2uavoFUYMwxMFXZSHp86++HPlaKqaiTPu0MV8Utll07WCTONyPWkR10IQxoWdUCKoxDpjQPJx1NS+Ws/Lp+RPDE5KEoYtDWF/fNLvN+vpmfXt7c3X95qsvX79+fXt7G758a/SHrh8giEM0RR8qMDCzQ9QDXJpERQQlqaImAARPVj8ZYURjrLxbzRbgsL/a3vRSz1r25YuT0xfnT7Zdd7vbvn5zQYye3bwsFoUrnRsUgwwdpBi7k49efO/3/tvv3a5/+O//5P/4w391/dXFs6dPv/H1r1/f3KSULi8vTxaLj3/to/PPX3vv2xA1JEdcMqNCm7CerSwXMQElBCCGWdV0d0r5cRJH6Kp5p6AIy8enirTt25i0rusI9c1u/eb6q+vLiyePVi+evEjgrkmbkquzE1jUzdVlHcIvP3n+Wx981F3+rLu+dkQn88p5aHa7QYNzTsydAggBCczmDUCgkASkAlFUggoqUEcErqBiXs1XVf1oMXvGJ/PLIoXtZQjjoMe7AgkRXeGdc8jUh+Hi4oLJz5cLK58++uhDU0BcXl9dXl6OIDyCIoFoAkACZEIcN8QvtXOhK/v+i83m1N+uinpG9Kial87NXRHVeUeVr2OM/RC6quhj2Lbtpus3fb8ZhnYITYoxqZBH76Pz4CvRNER59epVti92XIz+LDnzYJTNT4Xuh/GlTDw8TV2iCIhknYKobHdNnrc67+u6jqpN2xrsmdIoDLCVbUhxqj4bKzdRI2ROb/l9htxdcMwGn+OaQEc7qakHp85h42U2jVmYNHjTIKLDBbnXchyr0ydp7yqHEWSOnk9J8vT8QfuW6Xj0CEhEpPv7od5lEsHBdvHhvulv0vUx7ANG7pZB90sS/UW6QbxLq7uHLL2rBWGTpxkLk6xWSjElVo8KGqIwe+cVNPS9t7uGKMUoIkQApJm+k2MnDvpGczrRPJ9X89MkSKrCKWEILoaKXc3sYiB7r8SakoQoFAF5Vs27rgv9QKoEyA5BKPZR7HobIJjkHZUJPEgKKW43ikDlfJ50gOQ1bUUQWGx1BoWRz2X4kiIqIYEDgZQTSt7Vtt0vpN4VEv1+eucUE7MWxS7iBAf+DIgCSFKIsJ+EMyGqEDtHQek6SJ/iTLGEwhcoRSHJ6BWu9oVHcGGgEAsQj8CIqhohaQRFkK6t6pk41/Tt2932sm9v0tCjBioEFJIQICMyOmYQaQ6mrHsLJkGAiVGtvtt/yPxsrc6wBXHbNjZ7srDjbL5yN9obiNmpMweCTO3IcdLOjVmoZkeZDTBVUs6w8uxyQLmq8j4bnZk1GTs0ZY/4ggr763a7HWKwcsdeervdrm9vS2+wYei6btc11m5NKGqHIbq9l7qemWl713WzqiqKous6SRFUjKhgZfRYhu59LKxDy64b5n5heF024TCwwr43dxZzpbcnNJ+JTK3cW7dL0zTDMMxmMztOC1IzTwtmPjk5yenVRlK19tVsQjPyaZdr9vsyKNVOYAghDGn8FPZmnvcIz3TgRYO8y9X6gUWO3LtC/37unOV+GO69lnLca21DGG9PPF5+9S54eHzYo9gJ81bzrpbvF2R+vqudy2OOn5vrM4XdplX+FE581ytOWUAppZya4PdfZvCYmZwPOlcd0VAPM1eND/5+ClId0hFiuhNukVIGqaZ948Ru5IBGZmpAbtXy2bB2rnB8hPU55xz7zKis6zoTXG3Qk83PjjpAnrDly7I0jlRuwEZo0XtzoDGw0Yij45mM6cXzaIpZO3iLirEqNoth7HXbobf5kR1D/lDi/stmNMw8Ypxuer8oIgAKjqYRKmpK/vGEB/Eff/tbX//mL33yySeCwIVv27b0LqWoZIw5VCMTIaRIwNSFCKDzRenbLQ+bF6vFtx6tFs0O1pubq3W8ull4v47RhqrM/OpnP2u6lhyXZSkIRs2wOtQuJ7Nd7YZ+ik8myZPYUWky7kUiANCHA1zARJ7QFwVV1fnJ6rGqRflpCk3TbNebtm2Hzy92u9315dXN1dWbi9ebq+vQD7vNOjRd2zRD10KSHDxVVF5RrIaBFG1Am1DPzs4w9K7f7frOI5XOD10792Xb9NtNw8z1fFEvF3VV1KcnladkNA1UhxABY4ygQvNyd7v+N//230ZX/Ppv/Oa3/tE/+uff/s7/83//65/+5NUPf/RpNat9VVpgfdvHHRrZSkXJA6KAxBhS8kNE511ZcOWoKIEpKsTCjzfcSBYRUlBikeTLQhT7rmfvXFlHkW1KX9y+eXv5+uLii9g3aTmvvI9Kb1Jyj06kLmPbFU330Xz5vfNnL3vZ3LxJQ5gtl95TjH1Ig0ASYNCIOroxeuUcWOURBVWZkLFQkpg4JkpKgrFru6YdnId57TU5TLYzRpUhRUlKjmfFnJn7MPiimM3nXTu0bbvb7Yjo6u21mSSZofd8PrclCwASJBBNZj6xn1YnX5mfqyRt2+5i23KQuXPnJ49OF0uPLQEWzoFojPFmvW7DsB2GTexbSR1CQIxMvi4FiMglQUISBYWRWJ5zfW0fmRqcHJXsRz3PPiWPxiaOkHCkR1pVEEIIKWZrUNuvM/SnhBrT6AswRdXyU+t+SDFhc+yZI3ynalVApKOJ7cFNWiVXO9OdgiZhgCZfPGIT3A9+OCJnZhbk/UnfhD2kKgLMRDTE0R8AJ6Zouvca1rt7ooxSQz0qBvL+NR6V4L5R5wf317+drk/0XV3f3wz8u3OmEBT0PcxRVj50w6RpzFwVISnLshdSSQqEhMCQUnLoicksXwFppIWyk71Szuo4VrL+/LBAq5IKa2QVB0KaKEWS6CXWCGUiJ8IIjhicJCGNKfQDgdnxS0ptCIMjAREkRTKWJmoSgUigQIDEngBSCF0EAA1SOr9UKVRbAUQh5GQ3PADpuFurxoPPAQkyQTqe1r+njsSHJHzv7xg1lz3785PZekgKMl6LMQRRVEUFIFQGTaCWcCgyCHJUXafQKTXkWKBvNuNhqNauOKnr08ITqE+RVRiAEZOh5BoBoZjNAuq2bS/bzVXXrCUGRnQFKIKMVgMAjJoYaIDJkVsA3z7CUfbd/lGCCNydBQgCJCEiYFLCzD8sqpIAjRalqkVZOeeIIKdmESHjnZUlg3U5ucGgs1zz2X1rhZTtAbmVamLMNCcDgkRGfnnXdSRpPp+P1i+OZ7OZ9TPb7TaH1NlxLhYL8myiAkQUjQAwr+qqqjI0N8ZI7FOwjToVYyQEW5SLonj8+LGpXEIIsl8BrbjcbDYhBDMUHYbhELPjHBFZeJf5cNqaZWhAhiaqqrq1tAYYAAAgAElEQVS5ubEHGxt+u91a9prlULdtmzNwjZ9pUWa5Pt5sNmaEY/in7aD21ux70yZlfpqqtk2fW0S7jK25dYUfVwOdGJcAjDZQ90yZ37Gg0WQlx8l/B3uxux3muzJs8L6k4V0954PrwIMJNH9dYue7Gt0jb5XpJQ138/fui43vU82zTnjK63uwN3sXN9XOgLV8dpflGcoUHXrQA23q5nLc3D6kJ5kWAXdOo+h90eB999fxLkvxSCcpIoowxECSJi4C+w938uOkMR57QmNgHrjQIVqLlWHAbE+a2aH5qaq6rma1qXGM4GAnzaYteVBtjSLA/0/bm/XIkiVnYrac4+4RketdurYusnua5HBIaQRwHigM9AcEPfFFgP7RQA/8FwI4DwNIAgRIEElJQwGiKM6APWQ31U0Oq7q6uupumRl7uPs5ZqYHcz/hEZm3mt2k8qGQlTcWDw/3c8zs22BeN962QckUFZnNZre3t0+Y8dARgB2/ESySXV+m3Ipm4IVGGmJOJz9F0lzmCEWl+cknn/ze7/3e7//+73vO4WDINJKpTgI2gZEQQZkJLe93qxeR/rPf+s0XF5d1zt2h3z2sUtdbNbtfL/c5ZaIk+c3bNzlnDLw97D0mRFRhNJf3rj6EEOvZUdVjNrrI4FgaeiQfETMR7aUjojjuF0m07xMCBCRVRVAiYiSeLW4Xly+Y61/9ri8fZJC6/rBZS9cv7x9WD8t3r16/e/3q4f5+vVxtNpv+0G4365x7SZ3kHpADYeBIgesQntPFwp4duj30+TpE2B0OBDyrIxKorfe7+/Uq1lWzmFNAGEXqzjx0d7X2YRlC+OlXP/uDP/iD//5/+J/+2W//9n/1X/83/+Xv/d7/+G/+zR/9yZ8IwbPnz/ucBGyZ+3jYV1VFiBA4+gy0aYg5VxUQYay4jhirZLpr2xUY0hAHI0cihDTzZnF5QRh6yTHWIca+T4fD4U2Slp+Hy6pCzbe3r2Pok75OfTbY3i8p999tFv/i41/9tebKvnxTV6GK3DSV5L7PCRFCYCJAA0JkBAJiNVBEv8nqCJAcOFUVyyJJQbFZ1MyNtmm92b1ZrX+yWb252+h8zsysWIh8PujcHfb1rJk1zfXVLTOvNuuvv/5a0bbbrY9LfP9y5S1QQC9AJ7k4BlDTHNQAxBB6MjPFkPemD+tls9+FENjdPxEBYLfZJ4OE1jNIXVkdLUQk7A1FjDGoKBsAEseqsHI8B42Z3V7llP8/ja37e1X604Fsl3pfdrqu60Wa2cwrASIwQ9eSqCoPDf+R5TKJDYMyQTMzGQUSZ1UcntrRn0oPjrHsZRqlE+/QsjX4X6bBS8PvRPieXfVEtQ48HUQe1UAeVzORBpxhfcW57am90n6uaOub9/F/CMPTYIp12onryi8n8zP8hd7frRf9O0Y1BTGfexOGuqKUkneNHIIJCBgBcQguahdDINaRnqrO7VRSGJoVBUAwMiPICMomrKkmrNHYhEwrhNoyZwUVJGRj4hCCJjFQzV3vnrAhBMmdSCY0UqPAICBoLkc8Fn8iCMBi+XAwNaqahgKrIqnb7iHikICLwhwQGRSLo9F0mlimBaPH3imQOdUPvcc04qyKOilJ8YQTW8zT3brFuT37/R6zF8VqRggSTFANUCMHMiBADgGMD6oiKk40QooIGbGXnI1jVQWTaBjNfEVW4gxoiBvA5W5zv9luc3dA65l6wySeXxHInZ8ESBRMrDqOIdS1msO9ZPCN0ZTTs2aEAmYjTsVxsF2e1U3xlhzn2VKSvs+GPTJS2FWVQIv5exGYOVGzdGiuikHEqoqqmvreKzAz48BVValmb2yqqsr5WCQ5u9IlcDn3RHSxWARib2NijFd1dEalqvap93KqrEoOabo1i/tkotngF1rFrm0di/PKZphth1CqQG/DCmfdl2ZHCc5Kdj/IQvt0T5eSFeE0yyL1cdN5t5wpHFeHL9xi1Ms+//hF++eojn+cUhqWaO8p6OGny3/3q7rrOmQvbI66PkQeo059VzgGij4VcHIuOTvDhZ7kNH6zpPsJcya0UcJ3wi/16eGk+wIAUFGcUFCmu/IvQPB+/5o8bU2LDdpjssr7NqeJbh6L/NWv6mnwSTn+x9E7Z82YT81ddzo1C3kcmPvY/mq62Z+1fcOON9G32/RIphig6fuseqaXgd+AFdZnHNGpHc40mXDgk4+61klEgXowSalg/GIuuYLlsi/czkI3KoLDQoL15BWfrfjy5d2X3yYO+pXX9MeUJBtm3ux3/vey1hWksXSMVVUxx6IwBICuPxwOh2nf28wqd36aAoOFWn92wP7H3/md3/n4449fv35dQkeLfGjKEGNUVQxMpt1h13POl8+fPXv+LQx1m+Buu3r1sLpXuBdd9R01VTTMpq/evllu1h9++OFwhEcYn5kjcxRTmRZIo/7B3zi7VVXwoELt+s7MiAOIZet960HEwJERc+4JkCjykDAkqj0itoFN1MwYMNaxmX0LAS4/+eRTExIzVenTbrdbL1f7/f6LLz7f7TfLd++W796u7+92q81+v09JuixZ1BBnoUFLwYBDtZ9F6TvLOQLFpmaIptZ1Xd5LGQoYgAIPU1G1JDlyWlxcxRB+8Jd/te//u4vbZ3/8b//kx198RrNZuL0Oi2a1264eVgjcGEWKzFzXlVP0q2aWmHaHdrXb7lZ9AhWkLLKpomfNmwmYkYG3vvNAuHxQVQCKdYWeDMykH72cBWogRwQz22YFCLrZ23JJSZssnzy//pWbZ3WfTSQ0ixACEEnKmjQglSRj9lm/r97kFSEkM0NGIDYCJAwBCCNWfWjWCd606att95Pd9uvDvuWm2L+ZGRL4HXHo2pRSM5/VdX1z/ezDDz9crVaHw+Gw2ZokQQMgST0ixrp+8a0P7+7uBEFUiZiIeKywg6KqilJ2yl8VkWZiuu+6+74NGvztVBUBFnWjZsIgRClgBsoqpoTIphYZmOMAnoXK6TYDwo/EzBS4hOXoeyC+clV45J2IISITG4KplVZnGNaM7imlcBrnTZRNCyVHT/W3yMTDm+JUwpdNy1tPzVdUDQnPUpeO6/c4vgAAPy4F4EcbYtHjTUauQ5QRn3P1z7fmESQ8ly04S/Mop2d6cvef2lY9GsvaY4pN2QHG98R//K7vRGH/j4HyPdmkjhs8vq9HHIjFnq0z2Vtzn9y2OKuIvwiymBJQiNGIUteqGVOQYRNFb1UdKyL03gbIlEDYMoMFy0HyAnmmEBRIJQCwqkk2MxFTQGbiEDSLZTOz3PVGGEIw6U0NUBHJgBVFZfAOQjAxAhJQZUZCQMna9QgUWVEMeSCTGYASAKAqqaGqqpihgG97iIQgkN5XA50XWI8iws5whqdIngqPtExD6Y+a+kREl4vFbLGIMW5XW1CnRuRgEAAJjYCioYgYWYyNIR46OWhfNTUDhlhVzNj3+3YfRRrVqmbLJgMuh4bYI4jaT/aHbdvvTTNXmSCBGiCBuxkqGZBAABdZYVcWKUKEJ7DQc4TEnqauDY7wbkKVkuNCnpvnK9fYoiTv1lJKquIMT38L95QbnSSxUCKbpnEjBDPzcbbLY25vbz2m3JnYJVQg5xw5OB7oSyczX19dlmiE+WLx8PDgr1kOPtbNxcVF27a73S42FY9WnDHxfD5vYuUJCm3bZjUiquuhzogxLmazt2/feoXnQJ9nqV9fXw8vwuzefW3bOuxWRMzeULmvXXFcmM/ns9nMwUZ/l1J0unGLt46O17mycb/fL5dLD9+DSeqrW0e450Sx/XRPwhIZ74Z+5b1cSVhaXM9+gJFJ4oRPIur7TIHbtndPZUSeNgxKsXRWJfeE+Qk8yu/yKWdvwvakUXleRAE4udFwcOMcqTXntiI4uON68zHkIgyd4Al2XS7qfJqh9ORk5+eafD4OnX88knw89XhMJj8T+JUXmZ6octmUNuaMafMNy11xWykkovItPBbQPwk2Pg0tIjxJ73yM/sFpElKZBBdlWun6fJLigQ1nFNZyoqaZ9aNh95mg8dgfppSYKcZoin3fp6yE53ijP8v9k6bc4xI14ba6vqA5J1xVXT1bbCr9xJbsipILen19XVyCS9a8Cw6LQHHE/0MB6ofPO3jrcgn27LrOlc9T71ZvAqcnqrSXRPS7v/u7iOjH76uKO2pMvWSQKadkTGYS2K6unnFz+ZN3ywOsr4zuluuvFNZVtVTYZG2rqH0bY9zv9+/evXvx4kXB7mN0W+OcUvKUs6MD7cC7Pn5TY/+Wy8iJiFDcPiAcb5kkYhYCDdJGHTCNgIGIth78a5gREwBID2aRgxNxkChWs+ZyPv/wW2b2vf/8X2ju+/0+73fdZrtZrbfL1X53+Pr1q7dv7+7evts8LA8PS1lvjG1Vh1BFVDGRnDWoshkDAhbKsUv7EQAJOGAiorbt94e7xeVVrJsvv/zZ4cuvXq3ubz768PVq9a47zGcxzWvkq4TRQjgAmCIzmvS66Wm3FYM2S1ahEJ3h2fZppcCGgGqGJoYIAZCJfnZ/P0SAKsS6CiG498buftXMagWpY4gIs9DcXN3SxcWF2KyueL+dzWY95Lu0f/niKvVdqGtGavsWs4Goc/xyzkJgABnziJ2jEWZBQGJQVQUjURMIcHG5TfhVe/iqkzeCr1u5T8TzCxQlIgVTUcfey2aaUy6F06effhpj/Osf/GC1Wu3bNoRAITp5x6ykX8owMB2vDTYkDFRzUskqLoPKZtQ0gchADqORDBF1EgxAGJXACACJAAwoUsgqnikuIkSGDL4K+R2ak6aUKh4Mxh87UZ/UTm62QgQ4MJzRPVrl2IwFpMViUXXtdrstaueu60blSxhiwrykqY6qfpwE54gehXZJnYdOU0lImeaV8e44bMHpwu4mc4gYQkUhPM7u9tU4Upz6wInoGBVIU14leODhhLUxrDDEZfhY2CUik7A+Qj1NnH8f/6WYHuNTFerY9E4n0fi+MPJQao0T649HtNQj6WWI9wT0aANRY8OS4AcA9MtPi5+0plGVx4WF+1DZmKjq4JFJgpRDrFQUAZEpBBITBdCkkM1UDCEQN80sSRpSO8z5nX42lYzQJaiooILaM2gNWpNdRKpygn07i8yAKJkZt/t9n/JiPp/XtYlQ5Npoc1i5RNUtd3yApAoCgsBITMCqfpCMpiKGSKhDGaiicjgAB+ZIoGJgatnQAiMxshIRGgWK5IbMRF3KjGxhoM2c11iPI+kfiUcn34KezEVO5V4uKnM2po+Qc86Se29duq77+OOPGTE28+1qLd2hwdCAVoARBFIiIo6R6tiZbQ6tgUCwPpmZJkmbtKtUgiRt9dnF3EKdDcRzP0M4iGwO7fbQftFmRVCMiqBgCqTg3bMrPcFMM4DapK6lo4/wCSfNxsH82eWnY6GNQAam6qMj7yIuLi78g5uo9xiDb2cIZjRkNCOGqtIs+/3e/VGur68LOxSRcGKk7rVR0zSpb30p9Bl5ge9ijEl1vV77U3rtdrvd9fWlZyQ4ZzKMi1fbtn5I+/3+8nKxWCz6rss5uygO1UIdvQCKMYZIZREcXAcHMd5QlJT5n6qqyHw+93AFDuiyhNls1h0OZvbs2bPD4eCEjVKxuXhvsVgUPyund3pj7ERT//gi8vr1a68Ut9vt5eXl2Dyrd8JeVh4OB0cpvZG+urryT+rtnOfe9n1/fX1dkNWUkj/dybd+wfsH8dhAj3xwmzJ/O68UL6+vLi4umnq+2e/8Qx0OBwBCxD7LmU7PnzitKUv3Euh85Ol3ZT+G0j5a3J9YFYsc8Uwq4INLGJ08h9vcCitykESUgv7JcIXH/ihltyt+948tT96XvjDtLkqJPzUxOpuhng01yxZezFSLfeXZI09zeE8E+n47OLGzRID4PVVes21bAPDbp/B5ClFw+uKnLe4xscoTgV1EUWr90Z7XUZHTXGPfbJhxYCcOK08WAxiGQY87cL83C7Q1QSNlLBqg6GD9wVVVleQh77tswjOfWhRM3Ur9byK569J2dzhzPT377zSmwmWuU4VhWbgclxv1zAMpwIE7Hxp7h1nuC2/bqqqKYfCkiRWXBq9Ai48zMP2Qyhn4jd/4je9973vOI/BVsW3b7XbrNIrBU9EkZWnbdr/fy6Gtsijij9+sPu96TlnBtkhv2/5rSXuANmfqe18Evv8f/sN/+s//eb/bmRlR8BJw6EVpmDhrFg+VSZL9K/CFtLjRT2HbSkvpNQ4jGKeuvDDYG46hyB6b5qm6pv6/nacTAQBAN9nupRVCrOrZbDa7fP7iYxdVAu+2275Nh/X2sNkeVqvV66+298sf2L7dbtdv7zbv3vWrjbat9Z0mAZOU1cw4RDLKOaMhES3Cou/7XjISLzdb2exof7CmuXz+HHMOz27i5WKnuZo1dVN1Ruuub9tWszhvQgXEtKoaQ4YQDUlTzocspkmHuFSCIRC1zWLWm0HXpcFHObdDgjRARfUuqbFtsTWzgLvXD5vF/HLeNBiwaWJf01fa2vXsIPlZqnc9gApCiFXNknLOZmO3hmYovYloRuaKK9CaPABZ1BAxVFDVD6L3Yp/vt//xYXOvsAmzRE3CWDUiNtpWi1VVlSR7qzMQ0Jirqrq+vn758uXt9fUf/uEfQtuKyL491PUsqwJQCOHy6tqVGvvtwV2UqqrqUiIkABECJXK+mxtHe25jYMZRhCOB1KERJEQIrs8xJNOIBIZqShVvd4f5fF609zlnwmEOO+ErwiMS4zlfXY8GWmYIIQRvbHLKGXC73SbJIYSUs4hwVZX8KkQVMAYcqqlRT+jUzyPNAfnohzeOIXy/8EXb1+0Q4sQpSs9YlKJSnIGmeX3HDQWBmcjNS5EGXSIWqAmnaenqEmikcmCPOe3ThXRItVVNKcW6etLVrPDSp2m9qooIU014OZhxcyR39n6swPzHYHgWob+ZQzr/+D82wV6G0HAr1TkCILL4fseEBKYKyBTZk0xzyvVsFpqqk9Qd9sARAA1Uk4ll1YxmkXwt1ZFeSgRAQKiA2JFhAAma2SSAzsy46xfE0azuJSBkk7bP2912LVin/O2qvmgayCnWVXN10e4PqGNZ5pWBaDJ1N2BAAmIEHxKAmaoIM5DH2pugEmiGrPWFKmBCVSA1VQNSNQVJErJwDGigemI+QYiDGcO4ySM58RUnkAK8b7T/PnhwGKBM9itTE8khIEEgBVTLfW+SXzy71e2eiXRfY3sIfX/JdFnVsUE0MUZlXLftJu0lJ2BCjeD9LrKgIXFC3gJH4lDXZJqy7PaH5eGwORz2fdo3N+4ci2CgBiZDJj2aoU/1wdwHEYyV3ssc1pOoNbBiq+/g7/h3f2zKhNg0zaxujslRY3VYPEu8WUopNU2dc9YsxRe+0K5ExFeiskx4N+IPGBDFlFJI7n5OhHVdK7NHKTBzIK7rertdu5avbVuPXhiWGxpWpXH0oACw2Wz2+33OuYkV9K0/q+u6qg6IKAYlfM/n4uN0zy4vL51+6ROBrusHyxOvLAHatk19X+pmR9gcT/NhW0pptVq5SN0poJ64EEJYLBbr9doxPS/xB9dQ1SIydAsWr6tub2/X67Unv19dXRGRxyemlK6vr93PM8Z4OBw8xn2xWDgg6Ufi0RduPT+bzXyfWK/XIYS267JIIaGZ4Ww2+/Vf+/V/9a/+26qqtttd2/V932+2m5xyynm52u12u4flw2q52m63u91utV7t93sVTTmlPuWcs2TJYmqW24l8vJtsAEFPpVkAgKREJ8kWw3Cxa49TmPHuHp3NThCniV2YPGrD8ExL8D5Z3ZktypM2J2fslNIyvQ8DPDPbfNI4dIrjTemIT5b4T1qJlm5/Go5SVdVisXBtSSHwzGaz58+fE9H9/f1+vy/n3E/gk28EAKn3XEpkdosqxRLXKOrBxQjo/4t/D0ecyWNOdvozoiw8im1EJGY6Y6IyM1g5IntsbffY6hTHLaN0hjIUGef0JD+lxbFpgtnK5NuZnjcs4N4I/jMCT6mkRV5bTFymPqtT889p4GGR+RWqZ/GkKc8tj/TFcBoeOBR5cGBiwoopkBJmgJRBxFJKue9yalW2mlZ9vxPp1cJ+68v1crn8wQ9+cH19LWKFdIpIZtD3rQeyReTDbo+EVYy5SwAQQxCVwfXlPJtKHDe0E4+lCWBOx50bwWqZOnXT8Qseqz6joy+CYAAzUe1EM1iL2RAVBZo6NIurm9tnnkUMggS/g4BmkLK2ne4P3W532Ky7/WGzXqeUlqvV27d3q+XqcGg3m912s0nbe/MzlkQBgahT05yJa4xV3dT14lK6Q0q6bw8PKTMRUcA6go3BaEKHLruFHiLpOFIJfjpcyAIAYNl0NI53I/FBIOM9oe6TomYGJTDGRNyB7vb9LMYYiTHfbeXz9bubRT1v4m/LLCqgSDSbMcyIq0ANM5uACVhWEAYCZAVrJaHtG6pQjRCrGLtYtyH8dLP92/vlT7b7O4AtcA4VUMxqqoNdMIfghucF4ecQiOjTTz+9vb317fvLL794eLgPVe0kF7+JUupzzlGFEEOMMYaqjqnPImIViAcvDje2ISKpp8QCG3h0ldcwh1HhgmZkgIZkQKagQIhAmBBFtKpDqMNje+Fvpn5MY2CnJpL+m5qqyuA0RuQ+IP6sOJKa1MwzVFXBJtyocWR2JNsPbBskB1uBiZHLOu8Do+KK6QKe0TPsXG2OYRjb0ciHPFL6cZgvHGMbjjcdTBdVZ6sWs5lpatFky8D3cWT82Cat6dku/LTZ23S+aX60k/nXyB3F95h+D9Y44ZeA4waGSwlUeIpp+kt3evhowm1mNEozi4DGzEglSQIwaCozBlUAZWQWtSyScu8p6hGrKmYDVGEFUqGsmHqQjAB1XVFgIr8n02DrAlCTMlpjFshIFU2iKkmeiUaFaCBonchWU99Ui9uP33791eHu/ldfPr+qwuGwD6aLy4vtegU6HD9BQAJT7HPytBwCttHuVs3A+Tei4+6IEYGZrlUyyC6DIhoEAUBJwYTNAoIr2LNIzhmZmBDQu9cJO3m0CAJAA1MrrkTv80Z/ulwjH60M7be56DkwMnMvCmZ1DLnrXv3sq8VioczRFAMpGaggAaOHUwIgJhBQBZFgyhwgZzMjAc/qQSELvAZt9wfSlFI6dO2+T50nnV9cWhpWNLc1JaAyblJEYTUEddEBYewGRd8ZjE5j++omXUMYmxohjf2fjxgGBrAiiuS+710wlmWIWCihDk2sZrNZSp1TJctt7G2GmalmBwkRUVJXzCqmhW/OySUB8/m8PbRTWlccXdqLCsg5nO6nN6/m3sO0bSuiPho3s7qOrkWsQnR76IDU5UHgx8yeJ1FwjxhjUk9Grgrf0luN/X7vZZfHrNdNdOJlYXO5c4wnevlc39V0s9nMPQ+87PbRe1mtSn9SlEIlX6HYfzkAuFgsfN55eXlZ1/V8Pt/tdiml7Xb7wQcfOM/TJ4V933soWemovfgrtoEeBetwoj/Gj3w8HnDs9Ld/6z/57ne+09TzceOhMl2r5k0ZpptBSrLdbh083Gw2u91uv9+vVqu7u7v1en339uvtdvvw8OAtrqPifnJ8sOr0DCfzJOkBtdSvpfnxx5fu0T8UM4cR1wNEn4pmEUgyLXDLRGAkveA3OME8Zpu8LyDoG+xGnzRxOWtCnmSFTCX15Ww/JoKekTCfVNWXUYt3+97yFWqizyAGVvOE+Ffmx2eh8JOur/c6o2kag8GoAAHd5BxHd+1hzPwe1syTszb7RnPUx1/Z9Ps9/l3xm7++s26w0E2nDw6neR5nGp4zh9WB8HfabJfrbYgrloGohj2alNE1TmU5Uwb19ELypeAsub4QyAuzoNwv3h+WHBq/Boo96fTBs0bMwDIBcMQ6hAo5GrOgWWBoqliHi6q6GYdBM8h9389nF4j405/+9M2bd06uyTmrDhRiN5f65JNPvv3JB8QQwmBBjYiEpGCD/a+5aTkW4/DzWwPxVDZz8rU26cTnfPDsNU/1LV6+4zONgkIwDEaAKqhCnAmMWICzgqkKaEaxiE1iUACiUDexmV+/eMmIWZVjSCpeTPvH9Buhe/eubdtXr179+Md/+6Mf/eirr75qD52aJcD94dCrLQzFgEOoNYoZAROQKaqPsY2IGQ3cpEBFQRQByCBx8iwARBwdtUzcxXGQ6OMw6FbXWkMG02zKqIaKxogIoRVtWyUGRXm939KauOK/xTgLVY04Z76pmivkC4BL5iqnixAvqlhzHQM2BCaac78PadsfyEI1v8DZYtvnL7fbv379+uskb3O/UdIYYxWygqRE8Tit8MKyNCeq+p3vfOfi4uLy8vLly5d/9Ed/9Kd/+qdVFWnM7E0phVB57kjXdof9oXz7DMjEriow73kBdWzz0a8hBAAqTnUTPzFDAzZDI1YYi2oSkF6smTdVFU/mjEf3WfplKHvjvY0IdV1TDJgFAFKXYVQ1qKpMONsITAZDTgwFIhrBxMFXBgD6Lg3w2mjNMOWlTyy1ALGYW56jbY8NNodNimmCrZ2YTp+5cCFiUpnOtp4U8JfQwtOp5VE4UBLFnjZcPEtROj1+O91ej485ru305O78y2B9OEnmhqKFeax4t1MRGP4cTO/J4yMDO4uTGhGs1HcgGRAgEqABKPgYhlFUA6oZaLcHYY4BwVxgViNEAiSQZCYpWG6amqsI6P6XQ6lRQ2KBxiCYgImqkEpNELKyEQCI4VbyFq26uennF/H5y82711/e339ye71ATKDWH0IIoCqSTdCIEJmYAyQEJjf30Ylztyqxf3nqVx1iQLOF5s5MDJQQjRKCgXU5E2SPLzcwRREyYgjwhMNsGSFPr8jHZd/kuoT3yWYcSBwcYRHI9fdqmiWEEGLIOe+2WxWJTIxYEUZmbKrAbJGTCDFnUxEUwBCqStmQ53XIYkoAgZJoMm0zyGZrqXcrOgVIHMRdm40CytGGlAzUkDwf0wYlKwIbKh4xaTIDQMERDJJITokAACAASURBVPGp6pifCwg4EJdxiHU4nXIhYsSYhEqKQ7BBl+wF5Ww2I4P9fo9ol5eXMcaua0WFxuu+qioR9NRyZm7q2plCDnN5t+b1ojcnxUKzRBegWV3XTv70xqYkE3gV6+iE89HrunYOqov9CNHz4h3vms/n/nZOkqzr+nK+cAaU80m8o3CIrO/7DOAZ6GDa98kJmYfDzv9YctidY1lQtUINrarKrf8GuryIY5jOXy1h687D9K6vuGgWPp6qrlarQp6c2rcUImjf95eXlyXG2g0/3XfH6ayjewQ72c8bY8+V9sM+MvKZ67r+zne+4yffwy0Kh9PMNsvtSdIa0c3lxfOba7+oYnSbLsgZ+l7Wm+Vut1uv155oX+Kw3Y90tVo9PDzc39/f3d09PDw8rJb7w76cqKOBKjEAqiKAWwXq0LGDFTbp9CeL+jzrhHTKQ8V5FIwBAKLKuemI58DQqevJN1t9Phm5/uRTvkEFUDbvonx7EgmcRui+z8mznBY/h+4EW97C5zXL5bKwiIvexnvss5T2cmL9vjgjOk4P4H2WyE/qJqYbtivcYEw69tktHU97cQodN3fUJ3DapyhD72uwH2tQH39f07KvQPrTj3xuUxSK+zlJkDOc0DuzaRVVGsgzCLFM0Lvu8BjOnTq4nAT3cSyhNaUD9GMrVjSldYxRiELFVQxVCBVTDZEhRCWkiiiGigMjBcaARICzihAxhrqua8n5+ur2+vr6xfPnZlho5969vP76zWJe3d7eesTFELGTc8GQz2qiM/3tpKSiwUf6/MvTs5IMDQyBivje6JSdpWQGpi5pURABEskCxgpsAIQQg0Sg3smAPg2HjJjMBM00A6IimCYRYcRqVjcxPr+6+Zu/+ZufvH77o59+8fmbNw+bDaCjSqDERBZCpZIRwATqqhojBM1DfHHsT4hAFU3zQL8yS8BFQ4s0qdHZwNzww8+TmJGZdWNnaAaQDRCNgpJmUVSjSEQoGAXQKP7EUmNQc5irXUO6xDwHvEK6DnxpMO8ydb11XcN8vZgvFhc0y3wRAGMOzc7gy/Xub+8fXu26NlYWqpprbuZdr7nvmipooLOJjB94m/qPXjx/+fKlXyo/+tGP/vzP//zi4uI3fvO3PvvsM7+EPM2r7DWI6EzEkRkkhO4uRkzu8QkycUJUGIsOP3U6CXA2UBt6ZRvaIXOSZ9kNz7qjpyzKnoKCzlj3OOjcVMSzH0SlfBzvyYabl2jkZ5KawiiCkHG5cJMk9MSGUwdj1zX46/gaPvHepMm6eqIsOBtvwZT0PjJFXRR35hxW0iOmAofCuZg6b032gifiZ0sreBzbFYtBr73taZwOT5fu6ShwPBKaTv1OlQX/GB6ep2lO520f/QPAv+Fc29Hlxkvz6Q4BAJYSmEIgsDywJgFQkyaT7jCvqlBVGSWhgmUFA9NKYYZYIwQiZQRDSf0sYBUJQDOIi60AIKSeFWpVNjUQVQXJdahIFU0BWQlb063JoqlTrG8+/rjP3ZtXXwfQX3l+c9E03XbTBLIMqkfeLRFFVnP83UDNiXIGBCEwBgyBEBE9Sl4NQC9yqtzzQUCS9QCQpO92oBIiI5qBABpHsGDUnyR9OAvSjuIAdHRxDKn/Jrv5J4P7hsHaJKHS1+sQAqG53s+r1ZlkROTIhGgMnUnqVVPvVayApaxZACkw8AzVAiVCrHnXSdcpBOz7PphlBCJDZHeyyQaiWmGeMAusRFMiuPeNc1zKBzkiaWRHoN7xff9/GoFrJ92XYo4Hh1UQcNsPrKqq4jDkm4uWesInHyEEAC3JxRy4EA+ICDGcDcgdLpjq1lRS6Y5mdTOy6iHnjCPxjJnRQFWvri7ctWUQGY6wmJiW1isEYuYYQu6TF6yo1nadkzbdyMGbK99ycs7FCMRro5wzjUR2MBAA516KZofaRKSO0QE9x/fcDaWkbxUEYCqyco2i56eXcIgCaRaTBv9QxdV9sVgUcflut/OY9ZzzZrO5vb2t69qDAefzufvN+Ml3AxiHK1er1dXVlbfcpWT3gyltht8tIVQff/xxHau+z8gDddxg2A/qKhy1VSIqQERdO9B9++4o5COixfzy6vLm02//ynRs6rdgzpBSdq2RqyLvHu5fv3u7mvwsl8vdbuef1x9ToggQUVKvAppyUX9NBegTjiiwonX7x2b3cCTDPN0DnJEnv9n65T3R8wDvzx58NA21p2exp6zUaWf45CI2Jft5j13cRPzrdj1nGWn77TOxlXv6p66q4MmZjjg5yXM6KSteLKfL7JNd32MY8/FSPDVxOaNnnneYhu9bz89MdM+aqDOu72MmbVFaPtnTfrMPaomDHxOlTqq34qvpdefUp3TkQ+Sz8Bsz84HX2RgeEUVh6hRafp/P58cw1WK5bJmZqxBDqAY2F6EgKEKsqxhjIK6IK+TAzIC9pevr63mzuL29DSFs1rtXr169ePHik08+/eSTT6qqEjFfM5fL5avXr5vZLMSoRS90Bk1P8zONzI6JxSd0qpOCargsMz1yViuUHjjjigISoJKBggyadTNQsBAiZmVDVlAEH+AaEYKJWBJxWx1kVuQ+JQpkJmbWzJqIdPf2zeuvv/4//7f/67PPPvv88893hz0zY6yS5JSFmSUgQkDXoZiJ6TBcH7OF/TJR0MHzmQwQ1QxQkVBsJCaAeedTwrTG80dmiopmGQFctMMKRzIhiBi4054BZUFVDVVkqfaaMsCu7zcGm5AawDnRJUVqD89n8w8uL69nCwrVar9//bCNy31zGy5ub5Vx13fvdu0X96svl4cdxR5iqOvZYpGBd/sVADSLuQsuZNJFuA04GjhT5vbmuZn98R//8c9+9rP/4l/+y48++eSzzz7zgx4EY7mnULlxpVoGgwJ4CPForEIA7m8BAH5B0GQNoIEPNQlxFSQ0EAD2CRcETz4optmnCQd/H+qfPbmmFWKnjQWYJ7K4uBELjWUc8Lk9Jtm4bakUs7rhhKi7KgQjpCFQYdxrmIKFQoFx4gxCCWvBqfvxY7yjYOY6eC7g+4ROR3blqUHodHU6ZcU/EYL95GL7DSf8ZAtGnO51o3++TGdHdqrre7w5hl+qJcNHmv1/mHcnPIETHg9XrUhgh8/pp5IRMGgEpHEOlJP0Oe+7mDLHwOBfoSmAmKAqiaABKbBIpcIIhtggBs0CFkG8X0oiVZ/YoBKJaGIm5rm6gmCBYgYSxky07lPqu8XtjGKY3zzLh+2uOyxXm+b6oqqCJUHEQJwUVDwcwmakaoMBLRkCmBFxhHrecEBmBG8GU/ZsmNi1VFXG2InebbbbvjdR7duASsSAWVSQEMPI+z911B0vrJ9/G08pxd90i3vTCAgIBEYhgBkz+8ZMgGiQuj6QZpGcAhCmlHrJOjaEZsOc2ARiDByqaNsQawuVNVWfEqAScQbAqjIVERVQQwBkp3ogtSNMTmVzMwMyQANUQv8dEQES65N1IY2cV+dx4pg+EmPlVIpytXu76Dd2iYoqLCaninVdV3GYzWYiyf0kYwxVVTHSMQYADSb0GEfhvO8qQqxCwPOuxntCP/Vo5s4oZpa63oGIEIL3AzcXC7/5Z7OZghXnDzeMArPDfu9Fm4p4pevHv1gsuq4rtW/OuQrRzdZLNn1kdtTO7cgGgLEODjN6E+I4ACL6YNtpkzDmfXnN7cDgVG/jH7CUfSXAuiTvFSzRm7fiBlEc+dwY0N1Zcs7e6fkGtlqt3Cy0GX+22+1ms/FetOs6d/Iou52/8jTB4qMPPgyhOhw6pkAAjBgwKCox9dKd3S2SEw2mwgZgbiHre9i+TeWWLJFx02q4aZr5fP7s2TMA+I5an4dz4juZP+Xu7m61Wr0Zf+7v7z0X8dAfUkr7/d6xxLZtD4dD13WiqLmYrSOIQtKa8llB7xebSzTPRrwuznikVTgv9J+Me3nM1nsfx+axc8nUlOXJwuJxDsSTXVOZp7papuu6wvItBdkZM6dwO6ck7XOh48RXc5o28RiKRHyv5v3pBXkc6J75+Zwp289Kq9OhuyLQzyXiPj7m6Xk+IwY/oQ98jwnQWbDVYyfSsRDEwvGe9rTTa356g9R1LET38k/z+XxqS1P+lTgWlGDKkH/37l25kkttF6u5xyERATNycI+HYTWIxAQYMdQUGAkNU0VvXr2uqua73/3uRx99lE2Xy+Xd3d1+315dXX300Udt2/d9j2og+vb+9eJiFisuuTXEIJZPv5cyv5yYlY8wHQEWdeXZF5H5SYe+p796ZUMEMx1KKwLzrVoFDQNYdDgNCRC6dGCOHDjEGhENSM3EAKuARAjIZtL1n/3df/xf/5f/+d/+7/+HaTPwdYH7JNlSqCsNAMQ5m4F2ZgmUmDQQ5g6MiuWM1+0CmSgAe7mWShY8jAQcoEHFZGaojmiKB+mS0WDXYZhMWIEVgve5gEm1R7MQlRnVTBUVrQdTbTgysKomzVvVFuHA0EaNdfV2vfq71erj69uPnz2bPZtp26fusP/iVXw4dMRboI3IJsOOG4g1Uri6vqGqfnd3j0gXV9ccguTx9ncZTGBUKSSatm0vLi7u7u5evXr16aefvvzgg3fv3jkTAfkYIhoZBVDVkzkNR2T7QDq4uTrKNOo36QgZUwGHw0CEG1q+ycSBs5miKYIqxFAxB9O/L5n/sa7PxoHXOTWdhrm5lwcFYRv22REfU4Us2esuVdeHHtcBO/XhnFoxA2Hx7prQBGC0zUPEx8baT2wZOPFgK0a1UwI8M+MIG073UP/1uP5M6CeOPUwD5Utv9j77jPcRKIozqaq9T+lXaKXvzRz6B2J9jxcb/f+j5ZsoII/YCyEAVBCU0Zg0kEM3YiZ9Z323CJWJpH2rFWJgimwqKAo5SdaUBbMwIhPUVYjkHN6MYIiQVSCloBhVo1pwDjWYEEjK5FizARBKCPt97vbbGYeH/T5W1bc//dXNVz998+7NDOT5YqZd4tFtVbM6fAykg+CMjAx9rMw1N/M5khiq5vKRDQ1RMgsLB9K8X69X+72IzKuIaBwGj1MhcnuQM1fux1XaKVP5F7+3T7smHDk/RAQwdAheTydLKaU+MjK1WVLOymjgtAfyoHSfSDLQLMbQVFTPpIqrw96TN7Mp5oyDKNEBOfRCR1HHrA0xM8VxSAsIZsHQBc1oQEZpsjs+xi2PZsTj2lnHairPLeacWQTGaHX/J5/p+uyqqirLstlsEM3tTCs3bctJVcddX524P5vNAnGhPF1cXLhjpKoGxqZp3CLFOZxlCu6ri3dB3u14YJ17n3Rd56yzuq690z5a+QHoGHkXQsiinpLkszfH6MDg8vJyuVx2XVfHqq5rxIFwVUZZVVW5F6iqXlxcZOn9rXPONJu5CacDj3Vde0SEN3h+eG5ZVtwyr6+vnXLpbZgTsQb3MCJVdXtSp+EVv0p/C2fVOhm16zrvmjwfwrvi9Xp9OBxms9nl5aXL/5bLpdu3LBYLL+i32+2QG+vG7ipVGEBURHLf0ZcvX8boE1PD0Z7R4coqhNKvDuIHGvp5TbkY2UuWNrXVbOGjgWE7j8eAsgJ3FGkZUJjgIu6IzSHYP/knn6p+agbOvErJ/FQsNysPsl8ul8vl0vmim83mq6++Wi6XHqfhLoVd15GkkpU0LaMLc++cLwcn2Igf7Vng9eNG6/FQ88lsg8eNxKn79tEtrfQGZ69f/ginWX/T+F3HtKc7ehl5FNcWLxFKaqXD70V4Nu1qisXotJ8pY4ufK5J8kjb55GZ31ok9vZ7rOUaKQGp61osW1OsxG/axMc9Zn1aYlmfSu8cbSnEUm6YpTj0Aj8YMRqZmqFNjlellNvnsekZDLQcwNUKYnjcdyZbFkHCims6FbeG3QM4mkkUSYGZGX5UNZPCNNAjAFYeaawY20TSvEPHi4uqHP/zhcrn85ONPnz17tlqtvvjii5ubm8ViAQLr9dpZ5Zt2++7u7vbZs7ppUs4+dCtsz0dlD70P+B1yh07teVqWx7wqM/HqAk6/+l4lmhEqDWiAAjCOXUEwYAMQIxQGCI2T/KGT3hQQ2QjBqGpqIlgt73/w/e//33/yJz/+4Q8Om23N1AuZWk6aNSFTVVXJFAiVEAKDmfrvhM6uQRpsasTEDLz7BzQICIiaMIMp5GBEA2fJRaOAo3MGgbqGDY0AhIffLeXkqTeMMRApWBLNKBnNRAmIgCOxCrQpR1aKfi5MgBQtg2YWS8lUaoB+t3q1XQeFy3p2fbn49gff/nqzuT8cllkPFLSaW11xPa8oXt28PLTtZrOr5rObZ8/vlw/uI6AIdBqSSUTupL3b7f7sz/5su91+73vfCyF8/vnnnjprMCQfeI75OAOwIflD1AByg6ZIBEhAA7mXaPCyH3CrclWQjyGRFAERpMCARKaugkFzwr/aPySstSw4/kpwpOZBSqnPaSDpEJaY0+LpPSBypoTkXCGMoewyZoo26NsluxJ0oHGYmVuquBJkugUg4JiX8IS72JRGPujrDMqm6w3p1HNhuGd96XCzrBON/bm12BQNm7zm0fFlupC+TxX/WJZlZ+K9p7KC4HTbfaLrI8CzHrSgQ1PnxvKETACg5EuGqakRAhtbyS2U6cc47oVGJxJ8n4Eang4O0UAkRAoA2nd920HfAvHVYh5D3XVtL14dVqraD3liYilzssYA9r2t27nCRc7KvbC12aTCyLN9dZXa3VzCNRB3h5DzrIlEoAgHywoWEIJC7HTWSxDsGBW4A+gB0b0hTZDQIm2sFyYNVdPpi0yHr9cgn88vmvpyttW8ubzaSrrftb85v34+m80OXZVyEEmomVHQwCLSsO4iKTMig4Lmvje/FDhwVWFlXde1qV+0PYrWLXwospjRdnbZQfhquWop7HqDwBjnZsKaWEFAxERBKRAYiCkRRQ45ZzXz/A7nI6lo9kGeCpsyAvY9CsZYi4IxZyJjRlQRSQY1EwMEJMIAkXsxRVTTiFDPQ5BU9V3d9RcJrwJXkWKYjxkvQgPSqM7ou7i4YOaH1ebd/V3ft7Mg36qBoiLnTsQYdvsdyDzGJpnlwXRKnJWJYAFVc11M0gE0DMRMI0JDUwaFUiBmJVZ0GFdRrRJgUQIQM5jxXpKILDA0B7kU+nBxcx22iJj63EJKjFvL9+mwF8zMWlWrvrvftwsNfQtVwKqhwnrq7AAAgQIALC7mkv1O0BBIJKnmtm0vLy+bpilVvldF++2uruvr5y9UdbNepq6v67qpahPd7/cxRoBhZSQiZJaUOIbdblfX0WkNiEgBCTDn3PZaVVVdxxAopYQATnkXUzGtmA65LwBISklyaOp56g6bzQYAbm5u/FUdrHOQDQ0k5e16wzx44IvIbnvw1mi5XPY5P6xW3lNF5vV6DQDX19dOs3RzmqZpnDjnckQ3FC06qzxWRY4WvnjxIqW0XC59fXQ7nEL43O/3H330EREVZC+EsF6v67p+9uyZJ/t5W+gGM7PZLKW02WwOh8PNzU1RVLqesKqqtm1j5K47VFUTqrhd71KSX/+1f3pxebPb97GaZVVQQwoe3KcASQ4hVCHW3aGL1DgFF1AMLARShIxiQImMZw2q1IF3XRtjDEyp77zz5FEdfULcl/5s1fYiMe8KlQsBICLGABD4xeyFR5tgACPICilJzt3dm9fr1apt+y7lPllK2mft+vVht7t79/Dmzbu3b9/evX338PCwP2wBtO/bvu/NkCioQN+nrs/IvYgACLM3Sz4EgZKm4ITYgb5uOhgBIIroEHPo/KZhkz56iiIH31v9XxHRREXToIbForRFF/fKqKic0v9KAV1sdYfeQHg4bwqW1ADIcBYbRFTNlnJkBne5V3G/e4VBhYJMhqAwOGzZuMeDm+SpKR4tdtQrG0DCyWR6sotHjgXB9jMzdh1TqA2nO+b7VH+PubVhsB3Aorj2sb4f8dHycdxuz3SSp+Pqo4jlLI9x2gdOs+Mfd6elRZx21I8bXRHhSEThnK972l0TEQC7FzyHiqf9KkCIR8I80uRNJ77n5eN4V6+n2RUjsB9Uq2njfZJvYXZQ20s2S2aGmwMi7g77i8tLe2XAgNGSpNzlv/p//4Irvbm5Wa/Xmm2326U29dv2n/3GP+36Ntd8oNxjjxU1QvOe5gkqhY51X2nPNu/laanfAP7KybQSocr08/wXcFLnbcC4xypjJKtc2Meqon3ibNESGKmQ0KLDNkeOxMy99qDaVLEJDH3+7Ps//NFf/fCv//Kvvvjii7cP94euV0IheMCEYBwwYmUmklsACBgRVVNGg3mVsiY1Tf0uyFXWoRFhSoCdwV40C1XMFxCudqtV1mpeg6b72faqi50sUuYDi8xSjV0V6Dpx7NPuIkps728pS7/jiuvF7DnEj64uXwC+CAGSyMViubj41z/6u7fz67t9qusGUme2N2hzv5M4BwhxfrnZdnO+ogS67etKZk29yu3WZF3Fb33wgQl9/uYeXm0/ury5vPqWWH52MU+QV7utYqivmutnLw6dvH715sVHLwIF6LtnTdO3h1ZTDyKoyIgI1qZGq4v5VddCpvovf/TXf/3jH3z7oxfffnn9V3/x/bvXb0it8tARihxDzqpAiJwlS8l4VGPmWYaBpwvqXbOhR5yL6/omgepH01c0ICUeTEQ0930To5sApV4iYs2cUh7GNDAIX3OfiEI9iyJCAGZUgukQMYqpQTbLYAKGjGgsrnlWMAEjQ0AH+rhp+r4fOjTXtogiYQwB0E3qtZo1qip7U3FXfWIMBkYKRAiIFDx6QXPqyz1OiMnHCmZZMgN5dAoiqghIJiICLlsGkWMeg/+Wlj6KOeU0rjykIm4E7K0pIhIO8TIDiwRGLgwQjz1nJt8RgOKYRDp2aIZoBu5gPLW0KUPtsoiVTL+zdhEg08T3i5AQ0PtexMn+iIYIJhmODSH/klhfCagF93jyYtzFkoojN2VgbKOBTcaZOO6Eiv50nP6xmI4AoJtGp5SgO0CfIFaH/T7HBEZolrseRJmjN/oppdz3IFkNQp/j1LzVswCQGBHU6rquI8ihFVSOjIGFxNSjxFUH0x4AGu4Ym6rXgJ0bTH5BMCNz8ARG0a+++vLDTz/hWSSib33rW1fz+t1PfvL12zeXzz+sQ1Aza4FjMAKzfDrYHrWLhr4tiRkDYEACZOYoXIU6595MQ+Dni9s58V6xy/bQdbnrcgYTFRAzIIYTU4HRHyyreJkuIGRAzIPxRpJAzIZsGMDAiAkDYqfS5ixqFAPHoAiMhqqG2TSBJg4YiLOBZAEVzYlMKsKbi8XL2ezl5cXVfFaFmoawKkGf15qMRheRKb64uvro9naz3XZdv4CDJMuWY6wWVTOfzQ4IqlmHL7Bo1IfqhE5mGz9HbezBNYrDbaPjCigikKwOwcy07RDo9ubq5e3ti8ur/tC2bbtveyGYAdSz+VZ0mbp9Nm1bS3l2Vc1DJOJqjs6pc3eQEIJlcZ8SFZ01TRidM83M0a3B2JMGE04zu5gvvJMpBZP3hN5gAUBKvU+tHKG6mM/rut5vd33fc1376tx1nYOK3lT7MYjIbrttmsYTyTabjaNzVYwl9c7TAsPo7lgm4k6DjDHO53PI4u4j3mIRgYi4ISciuNbOIaD5fL5eLh14PPEtQPQ5tyN4A+qYs0OX7qjZNI1Xih7n4FlGq9XK8w+rqnp4ePCwBxfyuRW7967+8Z3o6B+8sDIcUnOs0gf/nk7h/WdKyQmiU3wjhJCzulPoY/66fxExxpSyDI64JiKzphYDNBSRpBKriplFwdSSDJY/rhwrljBn9K3HCM+TSrkzgxM19XAwRTBic0NvhW9/+ql+9BEiIwck1NFuOeeceum61Lfdfr8/HA5df3j37s1+v12v16vVZr1eLx+2Dw/L3W63a1er1Wq73fpV4TizA55pEjY48J9NimKweJAWiDsE5jChDvJY6xtMzgPXI9fUkXwTTb4vTrLspkadZQA0HYvmIRlFHnF7ZLRNU1coHRXKg7zEHkdEPNLQD2sRlNH6sKnBWYDVk8EY3xCT8778jMdd1uhtdsSFTgw/jEbrl2PlZ2BPjuefNPl8nJZxZp9z7rv2Hhnk+175cUjjN0scnxRGnqk9pybmUxnP1PbgzPWnOAafDRQea0r9j31qfX3ebrclnyaE4NLo169fu61x7lPbttIqqPT7w7ypg6IKRod+FAhAiBKoIrBCwF+MaPOL/gSpwcgQAdRIAAQNCBRBOCugIaARC2MGrGfUdV3uch3CYj6TvvvBX3z/L/7dv/9//v2/u7+/32722cvQ6AUwMRCYosrxBjQfLow+HwiKkMGEAHJWHCypBvt5MgVzzpV0hxotoFHb1pAuKgikbe567RgJWIWtzQeGzNJ+eLn41Wcff1DxnHR+OccYb+bzhdGi7a+IJaW+qZcXlx/frV9vDjUEzBnVGBT69OG3Pth1abVr5XBAMNGUxQJYm1NDTYz1Ie3btt137UV9WTUzgbzZrZfb+2pWZRRivrq6+eCDD3765Vf7t3fr3f6C8PmzZ/v28LAZfKTVTBFtSOQAICSCxWKhOd+9e/d3f/e3ZnZzc9N13d3dnTcVwxgUB/YBPIpF/eZrYVR14mNb4IJoDeJAZyd5MzPKmKd7ShKxlNwhvKqafXsYhOIx0Ci3K+EBRMQAojnnPDUQHiZlTAFCVVXr/d5fhJlp0LmkLiff930Y5MwpzzmD0+S6qc1VYY8fd8zJaMljJMdcdZnqgcdEVnpyUdUJA7yw2U6GX/ZEDEOxlnhS/jANoS35Fk8KI8+4mo8X5xJy+80r7fFFiOFx/IbPCn8xP9bxd55ONNEKkAoDFW/q9ekbox5tOaceNe5C5jwicNmuaRbrEvQZkoB1qdXEHKoKgHJKHVHdNEAzRCNv2PvU9n1lWBNRYFQtROesakm4MSZENI1kgTqQQBaYcs4IRqbjDBYNwZhKggIQ/X+0vVmTLclxJubuEZHL2Wq5ay/oBrrJ5pBDzhhNMlFjowf+PpE29QAAIABJREFUAv0D/VGZXmSSGSUzGkgMCXAAorHd7rvUrfUsuUSEu+vBM7OylnsBUDP10Fa3q+qczDyZEe7+bYNzsOKo4DRfOwrkCuc77NDhm3evN9LV6zoyVb5YH59c/fZ378stlTUVHtgrJEQa/XZveUO3/uMZhISIGIYMX08OfMAUAQhEidErlUosclzXMaY2K6CoI0VkexhGT1gZk0BvI49n95MhKp+Gsg6+9s5LdpIdKBGhD0l02zQ3bdvE1HUtI/i6rLDwjiVg6jMkUUWnuixDQb4Atyn800V1WhYb79fBVcGnpgvOESEhkkMCpDGcB3LyHk8WtSyX/fFmvz+EpjmktBfeC7iRyCfOMQggEBpJHQGUVVS1ALpn5fJR7rGwKomymVWJAlhUhkJOkJPmVCu8ONo8O1o7L7urm0VVHVXrmmLHvI9d18vpoipDJUXIjhYElHoAyrFnJOujAEAEAcDUfZlT13Y8I4Waq6R1hiJiyQ2TF6VBT9YbTz4oxuG0dsVQKWP0TVW1DLm9w6ptHFFbke37sizbprFXM9nbADuEYKK7KdHYejBzZ3EIc8d8IgpIc4aV9wOVl4hi6qw1mupv47vagU0Rhc65s7Mz68HslFerlTEPp9Mx6sukqmqaxpiuhv4N/SfAYrGwqmuIrFgsYoxN0xhV1XoqI/VZb2mCrikPw4SURp5pmma/369Wq4ltOxnKM/OTJ09Gyd+jazrh0OSQrQx9jKKprmvnPDI7CsJAQCH4KHs7r2lBt674rhvQxyrjj3hgGpuIhRWH/NnBWrqPqoCoklnBZwUVCD5bZ7WoSjpZqT7JGUCYCESziLAqAOUEKeWU0rvz79+8efPq1aubm5vtdmvUWbvgJiM0fqy5yxCSqrJIThlSHpNjpCxL1aydzslOUwK7Ks8JfszJAdoMyxBEnOUBw7huDmo3IrQXVJVByCooGoIfKso7DBnNebLYsaWciEiz3kZ0TqoMmdyejONvyqehOhmyXWZCuylI1sThOHlMAY9toaWdDhPeEeLDUXd9X1Ot92w/hmSpW2RMAWic4ArOG7l7og4aHUH1j20q5kaav/ee/EP6vUdlgR/yhnkIJN7rk+eE0jm49xAvfZRUec8f6FHV4rzwUtWqLszf1WZkfd8fDgeTOt9cX78+Pa3rOsc0LNQ9R+HmZvf85BQZISkSoXeZFQAzASMCAimUGQD/m1oj3PPFzUtAURTBDNgjiAktylBgRmZhe3oKh4FSd16Q2ywrbLpv//4f/v7/+X9/8tN//u7s7CDpom07EQyFL8oCSVlz35flgo0OZ23OkN+MOugIOQNmQEHKoOBYhdRgf5xyTTClFELCDDUw5J76/TqkSprjoNlTK67JHDFJ8BBEUvPJyv/1p8/+w9HqNPchxbKumthrzEF0kWUdICs0AlnxabnAs21RBeYcci5AnMK//8GXl9vdv/72N4fYV2UtwmIW3yy9MniHGbvMsc9hXYSylKxZGX2RiV5fXOSYXpyePF2tnoXiJz/+yfNPXv75f/zr37572zWHzdHqpm1dKDxDAgYTENEUnBP7vu8u3r9+/XpVVUVRvfrd99fX14NTt1Fv6YPPJqmSPjRsAlQBpN9rp2yi8zseDSMDYe67poTee/PTBoC2b8qy4uErTquBOVfbvIRl8GNFB6ZpnOyFhrDNosC+ny8pE4SVUiqInPPMnHKehxXN+duTRY392b2GDefU/dH6ccrE+4g4fMpRGNyBaJIuDflYc0HBzCjl8bZoNKeV2+V+almt8och1wfgvh3ofHZ2GwE/u9rzxeohNXTKYX0ow54ZvXw0r+9+BAQ8Zhxs7OFhkKF3nUWBADLcMjwJcUwZHRDPqXia+RaLQyDFJAycb71mMwPLcC/FCOh6FuDoiiKUZVkUMSfpQVXBE6uOsI4yJ2ZQ1XJx2qU9c66dp4Xv+oyaN76ADMTqgWjoU5HRdulp01WHoKIIRI4EVZjJO1QoQii9c4C+8P32pjtUJ0+OfeE4R1aIQO+3W7dWWq7L4LiPTrMZqc+ou8Z3ERi8h8cBbQbnURG9czkLovPeqXK/byKgEJaKPkvIjMGD86QShzsym90JiE6GBCMHBglIQBDJ+H8nvthU1dNFvUQkjoSCjjJoBmz6xe7QX+7372+udrmHDBqhKhbHx+tPjzeqetg1lxfnRcyVx9r7p2X1yWZ5WtQu9dRH7voFsifvwPyYhk2AJQXnRQByJMnB+RKxrkqvofaJuE+cvWQFSMLqw7R20QgRj/fSnBKtc0LO+ADMaDxqMe1qvi8yuHcCKZSOuG0h9i+fPPni2XEB2G4vfB8pqQNUlsKHp/XRern59rtXjFA/PS1Wy01VFQUxqygfDq2p/qwlSylhvSiKogqVioKqpcBZV2MmKPPBlX1GhnfZtM+5gctubd605E2McxOwxRhBtCgKM0qxTmzyg5kx7Gm9Xlt1slwuTW5nber0OxN73o4k5xxzskhrQynbtk2AZvOlql3XlWUw83ord5xz9pomV7D/b/80sZ8l5tl7mYmirfjWjNlFmKSG5iuzWCzati2K4vj42Npgy3Ww61nXtbW1NtewLtcmrNPxmL+LPQLmbmJ6wqmrtHbUYhumI5wcBYno2bNnIzz4yPqXY3IuIGJOLCJFXeScCX3Mue/7ulhWwbcNEIN3oCNz1To9SwWwg/mIt/6jArlHf00AyDuc0TgUeOKtiIpAEkUA4pRVUwJCdB79uMizDuoQ8kQIDgKJgAp8/oOT7s//wmA9u7vsA91utxcXF5eXl2Yxai6j+/1+chlt29aARHsuUkpd13IWwWGr62MzOe/PmwrvfVLRpIhCRG6sZoKDmWX/QNHp+jhxTcftkiY1110AUO9Nbaf9nnA+UsUxV0DG8TreWiIbD2fMW5v35zpOuUfC5oTEPmJg80E/dHKPFxODysxCZlCNFowwWtzPYTz8UCf3sKt5qMmZu9LNndDnoNlHrb70HtvzI5DdR1Kq7rV2Dx0mHiLkjxqiPobT3rcYffjnHzHWG6ZgIViNbpOysixjjM3hcH193XWdsgx5Oap93263W0fkFDGDQ0DWXqn3kBHFaxAIAk4gevjv+KUlQEZIDpQkATIpoLochTCQCw4dAyfppO+el+xyvvr2V//4f//dz3/8X3Y327XwM8ptu19WviyXrZIlXNaurOuaE4MoigLSQGezCyioCILIBBlAQDMgUVawh4XMalMAmYBzJpECpe8OS86fnKw/XR898yfrTU0FXnaHn779/qcXF60XqFDbw5effvHNyfJHjlZ90r4DThWIplAABBWfc0wxZ+4VXEpehHMGUI/iU3y6WPzJs+f7qty+ffN6f8hUNioZAIPLUduUKFgasQChK4LVRc5jD6wi6HwoXbs//PqffvbVsxd/+eJ5XZbr9vC8CqzFebf3VYWZicABiwrIaKCFst9va4+7XS8iFj/76vvXgxmJI8l54iSP997MeXJMtBiIch+I9yQQgRkg/4GnI+ds01YZIZiiKHJuxSI7YLiHnXOiw5AUiLwjAD/NRjWzqsoYwTEMi0d9r9EfJ+sEcxofluvx0S6Kou97cs5i22Wkv01lyaTLhbnkG+5IDO4B/ub2ObVMw8HMHKoU533RzI1zfM25TtgGqfdcW+aDpPtLH87mgGJu8uCd06kt19nIzMEf6t75mEPHh4gkD8kj8yXUf3xW9+jLgcxhOlVFYAWSIRNt1PApgBt3S5yzzBUMdZskiTPQlAkJlTFnyiLCZm8OjlQVs6gqIAEoxB4kc584xbqu66JkBeh65tSxIJhkD0BFWRTAi6BySolAy+AQArNEEVQkJYSBKpNRRFVAi7GvtSeLEFTVIWXOCuAVHFHpfRUKB9r3e1qVfbe/vrp48eLFbt9eXt3URxtRvIoRcP+sKgKhMLuZtH1iN40UYRqydBQEhnBfFIkKzjmPAEqZO1TwSg4kABeoBn+NblHOuJROR9W7cyqC1jCoDjYyJpNFvNhfg9anpavK0qsisCCDcBHCwlfPV6tPjtfvN4uL2Owk7lLnY7daVJ6QE6umxClAKtQVqSNU9I5qKRQKpUCuCAkRlTNHFhl46CLSp+y9ZzbfbVfXdSgKoqVCBnSiTEVZ1JXmmDWDDwpobkqkYMo9mDmwwSwHc/DxfdD1ORvnIJAgk10oUlVNuRDnAI9X6z959uyoCtvL89RtK7/KOcc+CfNquVmt61UV/jX9envY73O/Vn7y8jk5zCigsCgWtiA655wrrQnpum65WnjvCEnVTVFU1pxYZEJVeGuZmqaB6r5ayfBYE6SZLYo1M9bnDIJAQO8HNzwrPqwcmeQ0pqmrq8qaPTMwnEIUBlEfszUhnPqqquq6bts2du1kejE0QiLWuFoTaH6t9jopJTsp62fatuWcJ7d042xYh/b06dMxzlhs17EWbkRKxdILbL020qxVV23bbjabif5h3E7rACcTjinEzzphu8i73c6aK7M2tX44xui9X61WdnYWXWit5uj3RQBSVdXz588NAn3oaouIHj0qqAxjSyAUEGEOzntfORfO3ux//avflb5++eJTt9mv12vDIe2iTWzPe/4l99b0h+v+wyFfHkzQbx0abK8dSgcamiGHCERevCoIm4ifET2iIlJK/eCZAIDgLOIRFG9uunk2WghOVTeb1bNnT77++kdTCoJNIvZNa2zbGGOKbLS3lJI51L169erVq1fmNNO2bcr9dMObK1IXY05yaNtJCGc3lR2Vxzi5kkw3GBGhIHKei8dGTM7wsdsgXUS0Hc9GsCwAqgRSPtZXzOk0c+n/FOzxYLuUe56lo72KTn0EjHjgmLJ7J5t92Ac+vOvfM8m8Z0b3gUk/TQds6Y4fqhXuUTcfddx51EP1UaTuD7eFeDTA40Md18M27yEh6qF/3bARzOC+qUSbbqR7DOF7vNPbZ23EOqw8nMTPKmKgd+qjwRceiZW7FN9vLxPa+BE8OU0QCLJQIuDxiXUK/12/hLxTdZodKLIQMCMxqvoQmTizh1w7OIGM6dD+4p+6693lqzfrd2//p6cnix98uu37X56d+d81VwhbyRWE6AP6wmGhWVUYFBRRCQGcqhI4EUFCU/AJoSowkiJE6UAJxJPljoIwgTA65wm1VIa4//rJ6X/65oef1Pqsp6ooiWh7dFpleH99OHDP+fDsuPz3X7x46cFfnYcuIudMfllVLoJDYOHEygToXcoSuxicbySRdygKnD49fv6kqk5yelWX19ubJkVBZnUIJARR2IvLoo4CkTeFmiIIagbIAB6p9ORzoqZbxfQ///mf7XY352dvnj45Ll88Pbx/t5NIGHSwm5MsHHM2H3gi7trm7OKsLMsQysur6xTzsC/boMq0pnDLbBxrbX2M8D/je8+Wgvn3Mvr93Bu10AjTCYDzQ1JftVzYnM57H3woy9IFn1IaEmJnFnfDemjPmrNhlU6jovkbMXNWyaN/mHlxK4Dtfc77KXRqoqfNjbtuH1ua6dNUJ2uuyVj+dimgSTvNs16QHqXWD/kWI0d/xquUOTP80dX1sVj223gwBFQb1SG6EfcbaLHjATPwwxGYiBDhh4j9H2Jk3PuIEZHIPeru+2+ZL01oFQEKjk0KuMkN39IHBlxPdZBM6uA+f3tYeofGgqKAAoCozH2UHIEFFECSc04BmNMA2iqxCoBC10Lqo8pyuQxFGWPquoZZvPMFESigKKk6B9y2tfPgct+3VBWrusDEfdsXgyc+mhgmqQgoq3oa7PyVzDWUUJBVWIZ9gkADuYqoBEJkh16a5vp16nYHIlot1kXplyEcLi/ODtvKbZ6EglSUB0rx0OmN6ZaWo4eE4/BrmEKLCFRBFDIIKrrgc4zCyREVpAVpm/tec0SXHQFgMaMCZxEaQ2+H8kXEJsRJmJnbvJMun+TqpHKIiYYM1uwJnUBFVBe+PDl66k/epcOri3O3b0sW7SL33RHik+dP1mVVeIfCFeK6rJfOV+gK5wt0+3gFwin1MUblgfvnENu+r4kQHQMiKHpPZdFouOmbd01z1uzw6MjXJTZufJLFaiRSy2MEVMhj+SIyBFXbSeLtgzG7zYRx8DJWUmS0vHsonNe2XSP92bMX37x82R+ut+1Wum10vgoBUH0ILvg2tod2Z8ycJLpvm21z4NIzASCWY1UaQjAwwcGAM+ScHbmi8IZ3WV9hlAlVMwp3ttw3TXPrOww6B/SnvJq5tZ0RHbumjTFiCKMML1lHMTVg9stTKt3km8zMjLharWz2Zs1n7LqJf2gMzCn9z4BH61Xse1uIp9c0vtP04tMKPgU2WMNgeKAOOR+iqhYaYRTWiQi6Wq2MAEmjZ+Z+vw8hGF63Xq/7vp8Gonb8xqcyNNJgxunTN42fc269XhsjtG1bo9MY0mjiwHFBNCWAMvNmc3x8fPyQRTxV/4FcYosXKVj55urm8vrqq6++8hQIHGT49ue/+j/+9/8zJ3325Pn/+r/9L5vNxjiodg2NWzsxPO/VnfcEZh+bwcHAEwQFkTygQoiEnpwqCKuAqtgjI8jCoASAhA6UQCzZA+qqMqaliFirAhbIOgasTZkiRBRTGnb08c50iFVRlPVCVUEHReVg56RQVZAS3Ny019fX+/3ephi73Y1NNLbb7fX19fnV5eXl5eHQ2gdt/4055ZxTzDlnT4MtR4xZNU2Q+PyizaxH7ls+mqHUVEtZBhgREdIYbKP3ZGBpOM07yeeqeC/GEP+AVPS5SOPRPxlvWv69YNqtyRogoh/3kGHapXCv+5K58uVhvt/8YOZEx4fRiA+Rsce9kT8M8X28RfwIPenRNmxiiM3T+e5Z0dxTy3yomfxD6Kn2h8Z3GKwdxqFY13VoYqc8eHRJygkx5djE/ny/bVx2QhiAECGKorfAXtO/waMh7P9Nv5gSaUYRz+AEADwQZleoryIyAFeoS8ju7DW//S39/Gf9+/fLPn1S1D74GPvnpfvqT3/0p09Pfrfd/eZm93rfnvexlcwORUEIs0gCMA0bCpAKKuhY4Zmuz0pPBrbFRTUYHMgCTCiJQRi6/rSA//j58//wyTN/+XrFB7gGTfTk+NmX9eb5YvW+g23uXjw5+fJ4s7reUtcFQnW+URHNVYKIkFBTgVKu+lC+v9lfHA7iiZWBCDST8JP1yue4iPHL5eo7et/nhF7BeybA4BiJFDirL52yTHdUcuLKBarjPm63+xrg2Wrxg+Nlcbj54XpxVLtvby5J86dH61+fX4p4HAf6PIzzgQgJMPZt6vqTkxNm3u8b7wt0kDgZT2EoCAnmCQMoCm62AtzSwW+dNlBlQpMIhG+ZdygIQ9oZ3rmf2RqtEADg4uIihOCKoizLp0+fGtem6zovARG9R0XnboF3ElBE9EhZRYVZWMb1loGFx8cWJIvGlCLniduZ88Dbszm1dQdjJzkKs1OeEq2GVhB0cmaS8UhuQbkR90NE5+gRmozO+Op3rgPco3lP9ptT1uhdh1KaS9nHau123mcb5dRSPqLc01uhh35UDfhwHfvQMO4jnvwP4yL+jawCmltlDOjebXqQKcxQVDRPF1FEQEbAV/Quyiegigo4pHWocILMIIo4SEMmroygjAgtATlAJVHIWRWGQDPTJqOa+aMDLIBi31d1rUScBRKDExykDiiIGQQEVEVQebCCHbzyCJ3SkLarcRg2KwvHhOQq7xdlUUrMsStC8L7otvvj09MXn3xyvd0WdbX1N21K2649Xiw8OGKlgu7tRpZ9N0Hhqip5VuotKmVhBRoi/0SVCXVR+FZc23LHUSgIBQVVQWYx1QgojMa1znu3WCxCCKnr9/s950hEsfLXkBvk5ACzgiZUQpS+bTwjaamJUWFxvF6TLzI78E+Xm6osncoihKBCqmXwKIrCJOpYnZCK9qxQLlQVQ+FL1tlgZrE5DqFU1SJGBu2c22d5m7Y33e78sLvY7dZVheA8kUWtyogSowIqOQUC6YRn/g1yx9tsZpMzahoIZa6LsTtUvEOf+bOnp3/x6WfPy/Kqw5PCxZtYFCqSAcnXwa+rQ0qvLy8uuoYLp2VomBtJgQC8o+D7prdezjmXUi8iQM68VZiFMwOIkQztszCxWdd1kqPRNb33e91NxYQ9R5M0zgbJdV2ZGq1tWxEh6xlSZk6GnlkDaUCWYY+GhoUQUozWVVrWn/VvwblJ3jnlPRh5qSgKh2Bsz1sfQhp8WQw6835w82vbtqqqKV7Zrn9Myd7LOj0L6LNLNMFuTdMYM2py0Zz6VYvhspyD9Xpt3i2T0t3qLRMlWu6CsUHs14yY2vd9XdeG+4nIfr83XuvEszUw0GbzUy9qQwYrlJl1s9msVqtb6dw4Ypw3fqiIjsg5zpI432y3xnF1UBwtqpOTJ59/8oUk8K4siuL6+tr6/7Isy7Kct/oPy9l76N+j/o1zmOZWY6aiAA48EDLzQFsndAhGx5fMA0tab+nRCtz3ecYmcqiMCCBEDo2mMjSTRIjow8AlzjHdGqkRqVF6QESV8wQ0QXMQc7P85MVLfDluvTBKRUZ1R4w5xvjm7F3TNNdXN4OScL8zMWG7vzA94fX1tfkS5ZwNRp6sz2B0GijL4lFO4HSjeu+dRyOR8p28BJ2sR4fqQOdiDxBVGvOR76bAoN5mDg0mMVMw4McZO7edCX8wZ8nWLZOsDB/3MJ62+Fe7g3HStDyKGMMH8hXvGZrfM+n5EGL2odf8EAY4b8wedS2fm/TMBXv3hiAfaj7nNqQPH5Z7j9U9E5f5KcwtEx7IeODeYTAzj4KogWAvQ75Lz10vueEuBepSRq/kFVg9CQB5M8BDyKBC+pFB/v//ro+wBxDALEiAQYEyIoNvDn1R+mUZVvHg3n+//Ye/u/6v/+XTgzzTrAB5d92nRL6oQin7/V8uVz8qln919OKXl9f/8Jvvvt1dpXpZbtYu06GPKXYJxDJ1gYFAwXragU1HIAJ2ymptiICioOfBlEDr4PXq+vPN6psXp4t2p9eXbsnksO8ccSYlB54UfM9FG2F30EPn0LOj7F3HnIC4LjNI9K53eCB637X/cnl5FmNblOwJPCTO5KTyjtt20XWfb46eluVV34fgM0LP7Clk4eA8gOVCg4MhXUAhxUPjQ70saldwwXkTworAp6ZI+sS7Zlnurs7BF58W1Zse/EjLNpsbNpdLzl3sVquFGVNzVlBwCCJm5+40ZyIi75hliBBW1o+qZG/r/nnVg8qKDwc99zaUIaSX2faj//Fv/ubt27fv379/+fLl0dGRCl7dXL9582a1WgF521JHD8vBhvBxIoA1mYOCjYdAJh9sy+u6TlSLogDAWcI4qCqPHNd5dus8sm8M7xj6Pftz5xx6PyGQc5rGLfylj8/R7lBD76w8t+k+twM7uGWJ691i4FGLqdvzmqGOU5zDfG+ar3hwJ2kdHiU43Fl7R2uxB4MzeXR85n8vrHdvaSad6RXsR6KoCjLCFKbrZVEWm8jCvNObynS9S++0rTKnQTzPFsGthKTjuxCRzExjlXMoiqIsKXjJLDkKJ+ccITrvzdAEATxgQEqcibNjLREDA7c9CJTeI6uACKNBjXatHJJCloEaheQ9IRACswDzYAmY2IcyeL+qKn9oCID7BJlL9EEgKK6quu87AWCkNsboiwLAAc4zHO98GHf2V0AZpZykjggBMCPn7L3zHrPwqvaJyl6kS8yI6kkIgO94ZFvopw/h+Pj4xYsX6+Xq6urq5z/7l2he9oht5n2MTRdT20FqXUWKAJk9liWiJBURn6FGXzAk1rJcrOqa+x4VhFlAIY3szZSRwaEQOBA9RAZHSIWOZEseNkXhrhlY16A55+vr69fAqijKHcIaXUkUFFUhqSqZHR0hgmdQsyl38+1wfLpmutK7KbgKSChqhZoggAIBaMpH1eLPP//i66fP+93lIuWXy1V3fSGSmDwFV65qWoSbi92vzt7qosJq0Qo3sXspgKHIoCnm5Si3M4Ar58yAANDHbrVcOjdYpEzuI7bq9X3vcAC45oI6EbFi0oA1+5/2ORqb0f5/6vuqqhwRUUh9LyJ1XTP35hI5JQJbR1SV5RSebn3marXCkXFq4qvFYnG0XloRY+2Qcfonvw1LFzSMLsZotsLWSS4WR3ZS5sM5zd3NeNPuYQtSN65m27bWfBpn1fSBVs1fXl5awAMMAt6Yc95utznnsixPTk4sy6GqKrN4mfxpTAw2sUMN37P8ektpny6j/dQ6QBM6mjepAZJE5FwwS/3lcjl5i91dEg1bBslC3ilAjBEIj46OIicgCkXhNMQIZ2fnNzc3T49fnh4/zTn/6le/spT509PTxWLx+vXrp0+f2smOtiWDir3rOvv0zaTnIUxxD04RAUX1lq03etVCZkRnyWOIFiSRVdVTYcICy6FFJMLB89qUCDTM9MgeSb2bIDcxfEZfHz/HeG2WMbVBKjKwPywHLceY82wvTBauELxDH3CxsFf+/PPPrUowksVg1Jxz1940TXN1dfXq1as3b96YhtDIpYfDwTSE+/3e6KNN102ZbGpFFyIAdCnZoc7DnWpyk8JwviZPmDYROEdTqxA8zXfuaXM2F/CpE6cBcJSHwrAPyTh1MOjHh9PfqYrAaTsHUHRq6qhhY538BubmxrbXMgD9XoHfXac7fGhk+iGu0aO8yo+wkh7ezw+tBB5KDecHMA+ZmNdbNmV7WNXZMnjPlG9upXsP9nwU+suJvXnROpozMpiZ04DyAaoop9gzMIEgSPCUszBp75U9VxhIgUC9gBIIQkbw+sd5eP5R0Wpee1RQhESoGARIkUDpuMBac7i6bH/3i+t/+cf4i39cd1t/CH1qIwEuPBGCMuRYadDz5gjr49Xxsxcvj0KxevPdzy8v3r+/Ov7BXyhKJ5QE1HlUAk7AQgSkkAfGjZICsUZgEkIWZBRwosBEDHqyqk/Wm+333z+rnzyvg5y9PfF0xRd12EjtW9T3bXt16ERdgeWgFkn4AAAgAElEQVTSLymHBEUs/S51TYQUaia3OzSt5ujdVvm6z+/b/rvtfufCQVV8MLGqR3IqEFPo4tO62vjgmoZEbMfBQCq6KEqHRECk4FxQhhhjqF2BhSSRHH3ihcfjZeUxV0FIWmn5+XKz7YrUxKaVQsus4oSVRTNbaSDMnnyK/fLkOPdd08TgQo4pj6G+SMrMLnhETKkrioqGuQ5PqNE9Vvc8Fp1AdZYf44bBniGC9xu/aZKVUgIkc/++vr4+OztrmuZ3v/ud1QBltbDdcH9zdb3dt22rqlVV2UC2KKoQQlGVoSq7FPs+5phGug3Z2AsFAUU0cxoylmKMOqo8+q713pNzRB4AMg/ZvBbvZFv50H15ZxiGcQbn1mjOOX6QcDOXJcsgJx9tOR3Nhj63C4WMAykiQrzv/znaNeOHCAjDSuKdWZsCEaEfgv9EbHdHRFWc9onHMtbtYOhDJtIfWgoecu8f0jrG1eDuXPAju8JI7BRygKIDOgfAoJKTALPqkH7AMoZQWXnBt1LAgY0EI+B62+rYXAVUnSNEyolBQW6tZm+dauy2P94cOeeUgJnb9pD6HlWqYeSs5uoWDB9GKtBp3x/Xi46177pQeBRV5I4ZVR0hAYIAKpDAFD7uAroQyDlRJRTwDsXlHAnQk9OcgHVZFD+on9/c3HTSOaCY8/7sHak8//xTFd+3ne3Bzrl236zXm6TxlncB6gAfahty5knTogiEgEpAgN6pZsmCCIi6LkJcaLdv+pgIKZR1TK39IXo3bEgqInJzc9N13ScvXi4Wi2cvX1xfXLZtC7Vyxt31IVdHTzanmhp1knIu6kAto/rlYkEpC4WCXI4M5fLt1b5L6lQk9iAMkFNKWTjnrCwqiILmpJf9OIhWFVARySqqamG1k5qWQUXkZuFy12+KMugi9XFRVAt1TlmE1TtGyMwZAF3wSHZxZtOUWzXUzJ5KZjgyqjDI4NqnWRg0gGrMn3z6eR2KizfvXDxoToXgZ0+e9qloVYvjY7de//r92S+++46rInvHIB2CLxZRtE8qIs77tm2snjBkTEQQ0LqaGOOiXhgWYQbfRuYcQAkE06TZAV9dXZm8WyWbJs08WqzhWSxqY9sPQQIDP95QNxq1Z2pzOCKyX7ZYAoMBY4wnJyfTGMw0flYT23vd3NwYDDKsoczmPWMx8Ta6syW4qiqRwa9ls9lYr2XtoqXGP3361NZrg9GmEIijoyML0Lu8vDw9PbWfppQ2m431OScnJ0b/Wy6Xm83myZMnZ2dnOefVanV+fr5cLpumsRSKSQOwXq+bpjk+Pr64uDArzjdv3lRVZac8wXqWz+6cM26hYYz2TV3Xl5eX1rQvFou27ZumWVTLzfr49PR0Coi3bAbUGf4QZosngPf+5cuXh8NhVa+4Vx/gzZs35+fn3//23X/+T/8ZEd++fWtmNmdnZ+v1+vr6+rvvvjs+Pvbef/vtt3/7t3/74x//+Ouvv57yOX70ox9VVWUfUNu2thoYHDopzg05zCIAKMLKsqjK9tCGQAqUmYvSg2bJPUpe1C7FmNRWRBcTc2ZwVFWLlHpfuLbt66rMOXMWIu/RI2AWJSJQUBFETDFWVZVYvPkDpyGfQ1kQ0dE9iiAM1H7IiM4RMCfzSwYYYmwG9b9Mbn6QUh74YJb8Q+jLAqtysx6S1v/mb/7Gbiq7k20UYqRQw5BjjFc3u/1+b34z19fX2+3WukFDiY1x3XWd3ZldzACss5XZjnBG/cWJa0RE/Uh2nfcJhpzjqMdgAFZAQIeORQaVCDpEYLn1M5tv8847lTyRkSZ9JiIKC45zgTkqZArbsYZz1t/aFJMs9mYwL7Ca0D003pzY1PNzvEc2np/sHP27NzL/EDHyUYx6KsumGvRhhOCgmAWw4cJ0YPY7tkJOAO+8B4O7ke6PopoTef5Rz4PHe3LVyWRYBMzK2AS0KSVOGRGQoG07K3i470Tk6+cvw75TyVSUAMokmTIlCOidiK/KNkd1ivlxctccePx4/sejjoL2zbqAJqbonCvrjChZA0OR+xOF9Oo3F7/4WfvbX7irs2ec6uDAUxkWhHGnfZeyoC6o8FgWUgAmuLlwPvzJk+PVy78Iv/7Xv/vZP7/77tcvv/yyQ+naPnLmKCsqJLHmpCQpZcnsyXGXMakvC0mcI5c+tE3rFksAx5yfHJ/0u91x6f/6330t25tKGFKqamoOh2p5shf87fnVNoOEkgRSxl9+f9YvqtS1265pkFo4tClfXV9HgANJg9IytQCd+L0PGcD70B92tUBAd9jt3ZPnoAyip8fHtN0SQI5puajbQ1yVNafsiHLOhQ83V9dd04JozBxIgrgSsFKtyC3L4D04ApYWRX1sf3RyUkD7m7fnvoBl4fZdFzxVIVy8Pw9IJThWQUIi2h/2IJQ4GVBT13XTd7WvQwiJs+2zADSNqAak/a4d0ajow0cVfY+yr+c/KkPoUzIy43K1qus6db0DzH3sRzqlo3B0cnx5eUlEwbltSvv93ugqm81mvV6/evUqC58+e3pomv3+sN1u1+u1xcdVda2eGMEHH1Qyo5VDts7knEMoFutV13UpZ+Y0f5atvbRJ3BC/JGxxsiEEPy4Fc13urSe2PBJwOhndOee8d5Nu3JbNQaw7InvTQdoma2NlqysncNKm3vdoC4gos0bRpq5zeHCwXp4J+KclyGZH48WR+zDjAwsrszIVERoTGu7pDlTuoCMjtUf/CIbnrWRQ7qyMQzpClqHlm7TuogB5IpSO9IghtwEnpugsR4KVbVtV4wXPdZozVYW1DbHryA9eAiCCKjRl3YIqkUfbZgkVhBMhkUIBBECOVURYMZlpOKpHCEgB1PIlBcQSOxTBhYJoYEShMurQxKIoCZPounLVepPLpYi2Xd53fbzZvkm9eMqHBiUpoSIhYpcyFsMFxA+I0WcEIVBV6DtDxsn5jFnVKWpKvSdckpOyyAxZul3mzF0x8ZpEzWjOog6McxhzerFef/HFF7vdjvd7SAhZupwPTUyhBAiJYy8ojKQkKbeIUYQ5H0CgLHaMqW0u2pb7TmIEzaoZHWWVLGxiHlP9KoOOTGcL17PSTxDJl9YEKohB9uihg945p4hBcUXhqKjbUL16/3Z5enQT++zILxYA1LbRIS6XFfaHh2PjhwOPiT1soLqA8hA6ok7Bk9PMXde15IqcHbpFufDepy6X5KQMu9jfHPadSPYuoxO02ZJzWBQYBMWjF+fMlNLWgrquAzkRqRdV2zQ2eLYVZPLkHJYnN9j3931f+GApAofDwTs0PuQ0xEopdR1679frtXNuv9/XZUlEkpmZC+/td8zLxixSTI1tt9Bki2Isykl3NwFcZpLZt0M7ZAvcNAW0pad0fspoZmYRtiWPmTPHedZQztmSAI1oaidrzjQ2O5xW2IlTalfp+PjY4DXzoamqKs9woTE4qLBXtobTNH5WbVvLaj+amlvre6f7366qRTUwswGPFhFh9WXTdGYl2rbtD37wg+fPn09m1kMFqXd59nhrGWLjLOcppg6ERP1f/dWfP3/6giN++dmPqkr+7M/+7OjoyExoiGiz2RgObNLEn/zkJ69evXrx4oWd+OXl5X6/R8T1er3ZbETEPn1Da+2OmpjDPoTcRx+8SGz2Byvc2y6GsoqxL0g86KIkSC2ltqxXfd97h1VRQUWctesaVW37ZrVadTZ5JXKou93N0dGJc6VdVaPLTq6tc4TErrD3PqaWiExMb1RzInKOmNkGfAQKOMytHc3lkgKjI3nwThVFVTQrq2Ydfr9wrDnOMh48ubBYTv+09Eib3TqPfQ+GAVqDZ6MQ6wl3u93333///fffX19fHw7N4bCdTGimR2Oij048KIAhqLCs3LQTm0YUEanP95oN+ypo4N6STl0TAIz6cCJLpRARyeDpTkk3cZYmuvXUCA1YazHMbmy7NZM/72+dXO9AcLM24NFp8b0wqDnW99Do5SEd9PfmNPwhhKV7v/MRY5iH5ezHjWHmHeCc1vVom3evhJrTRwdYezBluHXqAgBv0awstm5USph508GL7LPooW17D76skiRwJKIefepz5AjeFUh/lBfOh5h7j5qadjEpIZDrOKlqRbQiXfQ3Vz/7af/tv+bvf7OJzVKidtEXBCjgUIN3BF4dS+KcU9YCBURAyGvwvdsU5TfPNvDvfvh//etu+/7MBa/ALpQIoElBDQUQS900s3efIZnzB4KyOOcIPXOqi+r58WncXX12cvKkDEV/0NipaNErUNUm+G5783bX7hlS8Az5V++v+kP/y+B7Ttvc985ngJjFZUkEUbEnn5AyuEw+glMQzOAFPDju+3bfxsgMPqYsAKvV6jJr4VxOXBcBJIu6yXIsdj3HBAw5S0B2rF65El0HV5D6gMJJJYOCzxm0f4ZUbI5+c7M7dLIpAzNfbHc5ZfIlFZRSdESDGEQVlEjRGOY2qTRxh3mk2ch1uB9QRhYGEAgMaezG935c3XffekRBZ5YwDDxYfDknCinGm5ubpmkOh72IWHupiAqcYzo5Or7ZbXe7G8m5LsswBjLtt9fn52fX293rt29cCMvlcrNcvXz+4ubm5vXr1zf7Azg6fvrkxeefLpfLi8utbRnmJjg5k08jGyLyhKPC+aHm+TaM4Z5p02j8OE559A47YFiN6TZINk8cEFWiWTjN3SHR/MEfuKYC99jv4xffSsrHIxyvuiXAzbMobhc3jmke2zAttvPF6qF/zO3ySEhEivc1hHPR4LhVTVZn5D+yqMBjTjXDIYviaEMytHoDvqeDc7TeihHsmg8HJKxDkPxwb96egIqMvbvcsmJodNPUO9QX1T5FSkhE5IAEApJDCM6pCIMKAqC7fV9GRdDMt0wes0xVnDQ9YfyURDNqBnTCklgDgHNBJTvvlQMhK2YCMFsQQqWUVt6RD8IQvazL8pDSoe81QQlChByzqlIoMpJXVhPXwoCUWqlyZx9FHcMjNLA6FEJ0zqOvchRWKXypKIS4JJ/rwFCEPresvfPW5o1C9+EuaJsOALq2B8C6XuTM6D2oOKA+8vvd3iGhpojMKCIdJdCevaKQS8l1Qc+VI+E+J0lZYk8qZRGAXOSckYRQAYjMLDSoqhM/fXxifTiyqAYXFFhJVRl1KIVq54MqHKLsG2VaLpY/evIEOf724n19svSFP3RtVijKGhRu+qZ+wJK9xekfZLCIw4HSqWB8cxzp2m2K5/u9gNbKi4A+AIArCbGqG3BXN9urXRNFgGoBy2dTEgqKBZAABEFcLGYFGYhIYmHmUPihXypL07YxszUt88XLpGXsswFuOedFXZZlOYIeyVaulJKRJC3W3IR8RQgieSIrdt1tUWJNhbV55+/fT9aR06RtPmuYHBHMRsV6s6qqTFhoRyg+TCBASsnGcnNLA+tArHTWGc/TSKd24gaz2DXZbDZVVR0Oh7qurQGzpX9K27OjHRrLnG00aFdpKs0t197e16itU5ScNXhFUbRtu1qtFovFbrezgzF40PiTU8mOiFW1GKEnyDl/+umnq1XdNHGM7BvoA1OFB86BgtiDKgikKhrIiSh5ZJFv/uLLP/3TLy2hLZbdV199tVwurTUFAOvlDMT7+uuv3717t1qtPvvsM5NuOucsEaHv+/Pzcxug3tzcfPnll998841JHyftuACpiGQgIgoBAC6vr4pqgSLKuSgDJP3dtz+H1K4q55+tnPPMqY0JwS+W68pVOed6WdkHVJbldrutQrnZbLquQY8T5S/GaGGJD9l9QyOKZDkHIkrW5ilYII1xq3HYYhkGc93h0lqeyjBr4AwACAQIhEjO9j9MdzUYtmDGUWs9aQuHDbLzAFAVZV1WT0+fTL7bIZAIpJTtxjb072p/czgcTEa42+22260VQFMsYdM01hOaEJRTOwkSY8xdF+dsIntSpvuqAZ73hxObd9e09OAr5zgVQEbomDCuias5tZSTC9+YY6hjdKHchYx0MH6Xx21L7kn1HmUH3fWXu+NngB9Nj/4Q1veo1nHeQ9Jdv+sPueZ83N3uXkzOowkNj/aNHzHum6zXwZ47u/kBKfi6riXzAJIA+qzaxPf/8ss3xfKTT18evXgKRE1Ke1XwZZ96CguHvi5q8AiJH333j4gk76GXH7pEABARvQsOQGNcEB0D57ffX/z8n29++k/19qLa3lScC+cAg3TMJOpICCn4EkiyI02QFRyCAjgh6ajXqlh8Ufujz19++0Z+dfZON0eaRUuH5ISZLA8GrbxmUAJREJWMXj2SSBbvg6Aw82Z5RH2Kl5c/+OoHK1GKncQeQvCdh2p5lvQ3l1ev27Z3PjmfIdwI5xQxp165g9HpgcirspAgZiVBr0hKXsChZIxSiisUOPJ233ZRuK72KWpZr45O6fLGIcXIVRU0MWOy4iWlZPROZc1ZkcSxusQrT8d1URfOEaTETiSQQxFK3Qbq49X6C4Jfvzvrue+7mNtYLlao2sWkKfkqxBiFM2Ew+QsFLwhDqpBzREAP89kVFAStph2AFFX4AzSfMkmydObIYTnZSkQKSIQ55+3NzdDezGuqzOY03jWtslj5wSnlGAlgu92KSGF25cwgQoBnb9/ZPr5YLDB4sxBvbrqyWk3WdJZ60vc95DS2f4NyfjBpc8W90M6JjHAvQfQerA2zvIA7K9uswLbh9e0FmozE+TakQYSnnMDb15f7Nlf3aPBEJPf0RQ8D/fTO0vSQXm782Lk08VFUY/qrLHxP1jSBig9XS/q9Hp4PPa9GLMr28eFKDN21Kf0QCRTxrmJbFK09HAtNul3OZMjgRSCFwjsV6Ac2qRuaTyXTug2N5Sj0FFInhOAcKjrvCRzimNSL6gfCzRCHopBUyKFa+oor0AH04h2hqlOhoSlgEfEARJisJHGkCIlzMMiPEHUIWyQVcpRjBBJEIcXKuSrUSy1aqZq+WwUnwpQiCyhCJnQDsxGcuc5M1OsxxWO4lQkFVIQDQ9IsSkgFhRoroOg4tcyaVdBRVRRLcW1q+z5ml4d7wgQ+OPAeDfTou+7y8tJkTkQERIjQpfy+aXtlkcwehBCICDCnRERIru8lirakSAiMDKrkCCkDZhZ0ISMrGNQ3RDICuBAnSYkFoSCA94DMmVCdrVvCyKKiQZoKnIuxIgypc313enK0qD4nJ1epvzwcSkfOB46tkqPgTfapt/fibUDIPYrO+LTgkAMjiqIOkRSI6CD8rmsalYXwylPpiFA36KTEq317dnm9azt1BZJTBhREAWJ1AoUqi6BqL7HruinBKaUECiGEpmkQkJmdQ0u9G6JvZpmb82iEoiisnl4uqrlPgI35RYbmxwh+PPb082fTCJM2HZzcUAwhtGXU8hWsrMfZzCzGqKpVMRiipJQU7g+0rI+qqmp05RHboizNxkZTht0ZkDVfiyd0wuA4g0YnUM7e3UrbQRjJbP/fcMjdbmdcU4vvM62dNcBXV1fWR9lR2bWaMuutarR/WudsqKNROlerlbmYTrIxBjCTla6Lx8fHp6enAFCWBbPcKsF0+BDRgjfV8N/JioFzzgSoCE3cL8qVC4QAXQcIUBRF0zTWk0/59fah13XlnPv888+NxWroZUrJzn2yvfHeHx0dTcY/9gkWRdFnLYs69geHUFfFu7fv/+mnP/3y6z/59LPPizLkvnOp+e0v/+tx5VqU1FVff/WnZVUvyV/dHK6uL+rlGsgMclQBttutsX+rqkKsIkcz5pliNu7NXOf+GY5oosSM4DBM/q6zPVImQ46J2jDBY8wDGGg/FpYpTGkU06vKoBM27ehtoIKyLTkmICQiGjMJ7Wu3s17L+v+lKuTMX7khpHgaP9s/rQ88Pz8/Pz+faKJd11mYlXWM19fXFxcX9v2EpU8pf8yiMHh7APTTPj369+bpslijWPuhDMGxnYBZVudEDjfDHLZg7KHlngpEW4kRblk3ONP7PWb18ZjU/KHg5GF2+YdC8z4iP3toLTDnL936JCF+hGz5sA/8eJrlh6xQP4L1fQhaHDl1t387MEUBLflmsG0QVQQnAIrvf/3bv39/+dnp0y++/vLkh58tXj4tVjUHt01JJCMSAHLP7t9q2vL7o5UB2DuNqQY9Vil2W333+vrnP7n6+U+r5npDWpeCSTQzYo0SpEoCoCI+EyIRIDnnSgUGcArkCtHMSfa7o8JtQvjLT19uLy/eNoeiKJrUqRa2FQtoFsnAY1YJgqAKyWiR4hzGnFDlyWrVXLxfZP7h8bE77Fzfg2gCZA0duFdt9+v94Qq1C773kIGg8D1nYRAqBFHBAQg5jIUbQTCnQIqkQADoASlLAeTRMbibJNfKu7K+in0qqtRFRSQlEIYsniCbkwBR4pyzMCshqiKJehbPaVWVp4tq6Qk5oyghOqvYckZI3rlvnj3JzWH//jzt9kWoSh9i4r7vUbXyvmk7090pqenNbGe3B7zv+5R41LfLXL1i2t1J0XeboTaG+D0K9w012cBIGQ08RxmUqAAS6mAEMAwTmVUAyHyMm/OznEWcc8GRZOxi3zTNsDWbkhaUs+SYEjlPnnPOMWVO1ggE5xdl1aV0u7BMq5mjcZBEEzd7Lse9lzbxIdrCPS73I6uHwjwm6mHI80QuHdNKx2d8xkmZkzjmBi3jZmWooHyI0P5QtzxzJbzDoZgO7V44+zzgd4oLeljxDvvyXWDwD8rr+4Ase9b16a2QGtCyG3S6viCWiz2skhbahoj+LnZ5Z8AG6JB4gA8JHq5i1l8aj5R0tA0VAnKkDskRhlAAp2Hw6z0pgCiEkISjqAuuddr3PTISSI5pUYQ6BC+InNUO0mFQp84JuBBCUdWm6hGO86N2iECIQAvvLbwMVAGyaCTChfPe++xIQKkso7KkzEhFGDo9iymdxP4oCgjDsBbFll1VRRCCQtBlUVFFV5arMrfAqRdgClXhvJfE0jZtF9Hf3iWEY7g5pBhj277r+7ZtP//8c+997iN4lxky4cETFh7RCUKTehXwPsRg2eLYc47MilgTKQB6b14zUSQrOoeAQYcJhdotgSDeV5N2AkQJ1Vn8cdchqgPwoAjiRDzhgqEOuNocHVW1F0HOGg/HZfE/fP3199eXry7OL/u+TdITMgA50jv79x0Pz0dGpDLdNSZxJmcTGE8t6jVwRG0IDixVlgAggVLi19v9u30T0WNRMQVVIXAIkUAIMmBWyCKcxn7mNht6YIFxXVXCwixTRzSVwtMkz9rF4LzFlAOAc2TuL0VRmOUjIjJnqykNXqurSkSapiGCzWoFAPv9fiKjm9nJfr8XkbIsT09OTDU3HedisWj2+0nUZ9RT5mzZEtZE2SvYCrJcLiPLROQry9I5tO4r59zH1srlyatmsVgMoJ+qxXNbYoE1cgaNnp+fm0LPfm26gNZvGMVltVodHx87587Ozqbc7aqqrIW2P5ywQVNtlWW5Wq0MKmzb9ujoaEDDRMwu9XA4iIgF8dmJW0M4MfXtozk6Oloul8yw3x/mWIFDQkTnh2nleN9NW6ym1PtgGAV0qXEuqKASYM7WmY+QTp5vMKYLtbO2A7PTX6/XFh8/bQBTHobdRdacEBRGnTACKpKiJ+c9mESz6yF2L483z9fF+dvvquUiFO7i/GyxPHr37t2bd++++OFXz1++sIyg5XLpiA6Hg4G3Xd9QcH3syrJEgnpRMWe7Dw2RtutPRICaOalzZrULI9vDeP9kZTAiIJiPuSJ0XfuQbjeqOPjeXoWIYAKMPLRVjsh7F7v+0a6jGHlkoGmyRAaAgtAcT7nvuR/rgICTgk5FAZFQvcNPXj5/8fzp11/9cEp/sgFBP/I/+77f7XZXV1dd152fn1tC5mQt07ZtSul6t50D1Gm0k+lG1et8Ttz6B+lP4/xiDMOgOWZVF8GMPW1WN232YyXIIxJ7hynzEUuA+RD6XuM3L8Uedk3/tnblXtX1IX+C+QX50FvPy52PkDb/KBOUx4heqog2Gh0T+4SZFbAuS0NCPJJoBgUtXHvTf//urVxfNe/evvnNz9fPn5z+8Iun3/zJ/8famzRZkl1nYuecO7j7myIyMyKHyqqsQhWAKgIE0ECj1Q10S2xuuGlryUwm05+RTH9BWmipXyAttNFGUptJVIMkSDVVAIsEWUDNlZUVmRkZ05vc773nHC2Ou8eLiKwkKVMu0nKIN/lzv36/8031g3vN3u2WtAAQeS4Frqb+/P/7qwIkyXOWsL5IH/7m+G9+Lc+/ul02tSRIiRGiq0Qhtyk2C3TipKgCZgnkkAhAwAGUYniXvIucNeVQiovyvbsPTh68uPjyS5jNWGmb+noqBmZkRhCHvSYCQcWxJARVVAEunGtfzSqfnp6+d3Dnrb09ev6kKqLk2iLbyeRpkb+9OP+s2546bJ0mZSVhFRV26jwEElLOSEyEW4+khAooijYQQRASUlAuCsikHP056tfMC+FnOZ8KH10s28IFKfpAfbSehd1oVzIKFpUAHgQVBIWDlmlsFtFFAJfYq/MmuhRx4BlKypsFhG/fPTg6P32ioC60bafgg6+EO+wTJslKzgh0sliY4dy2f845gxw3u0asGqrA39M1suvuc5cWqqsxUaIAgo6ABS2Ln81yjUPRGpCiFG6ZbdRMRD5G50JT1blLT78+KsJd17FqnxDNkrvknLcpdRUC+sAmlQclF8eFVC57lXUXEY3eaS6Xo5+e9doZDO32l15Tbu8uDiat6rfD4Ea2kAewdJPwH7dnl2KoXY0J0C4jt/vDl6ALdyCi9rjGwi5Nt0I77nfne+vgtXVpN7X4mtD9CsyzJNVe0o/XopivQr7LI+ZfveDBrjxjJ5e6H3Rbnpi1GoP0atq+9EAdoCO3S2KOHr2rkznVAZzUSA6QWYDFug4tHZ1UAMy4158tvYV1eEW03gYQUPTeifZpjdrXl0OXOZWcMUXfbJTP2jVwwVQapEonjrxXEO5loYSeuKixed4ZLeZC6fIWBfq6DbiUC0bCbFHFnkSEcyt9O58AACAASURBVAFWD4wATjkVAUfbvssbB+a1DzW2o4YKrMZ9Y1/Prn3maSJ0wReHbSknq7X3bjGp68kkbzWlJFIS66qkLWgigkF7dk3US0SxaczltVwu6xCz60QhcXHO4XQS9xdNU7No++J406aiwOSEXAFNokOiOQOLCiOLFEYFR1i22US2YHM8AAJFxMQXAEAKHtATBSRPGEGnt+YRoCYXCSNh7V0Tw51YMTOgEAGXvDw7bbcXtV94pd+7ffDGbP7p0bMvTk9WAJ3TTkuK9UtDyV+6BSEl3YkE8uQ8AApnhZVwUdh61yg2rFOGoMg1rVP+ars5V00hgAtZAcmjIxQUFKEiTpIkkeJcn05pBzvGWDS1bes8eR985UpJY/rl7hJj13lvEREZW9RTKkYe2lq26yszosy2j7aDdK6vFCulhOBtRTP+yoSC5rLLORvAM92jKc3GNOF+LRhoCmae1JUxOcZSMrMFpYw1D6ZDG1ocvGG58SEGcQ1lWT7naFY230LTNJPJpG+9C8Heod3tjJk081jbthbgGUKYTCbGCoqI9dF77+u6vvIRREZ7ob0Zs+3ZAm1o07Syd+7cGVH06BcnCszsXQRog68ODg68t0BtN6YFMpdxikrBW1LGZeGPQgzBBWLOVVV1XXbeM4v3vrRq+tKxCHF8k4ZjDfOXARwac2sY2L4viy0d8d5os7QbWrvdBvII3Lbt/q1bP/7xj6vJpGhxLJOmevH0RWk3zy+enb94sv+tcnZ29vHHn+7fOtx2LCKPHz/+6JOP6zo+evTGb3/724ODg8ODgxjCL3/5y4ODgzfeemStIXagDO+NRsrd1jIiKlltsRw5XiJy5K91pvXdJFUz/hjbb1p0pyJi+DXe9nhHydmDt76s4GqJeR/auUtDYV/vm3OyD6JqOwACoCK5n1XKZbUsAGy69lqdAIoEwjBtRGQ2bQAA4P5IyhkBaE5C6xvMOTNF8xOuVquzs7PT09Pz83MTTY1BR/bAlNJqeWbHY/fj7CK90Zpih71rk7V7WW6ZvU0iIhyHxDpwfTr0wuNLcfJ1x8iN4oebgqtvqhV5dQz4N1Fz31Smd436e0Xm3Dc18t0UQ8Lf18b+0hjSHStvP7xTBmYGUVauqsohFS2svTI/ET7bXHxxdHQ2nb57eAg06R6vjr5+vPf5Zw9+73vv/uxnulczIiCGUHHZ/H+D0DdjTm/+121hHwjOnl38+v3jD96vzo5vE9eSEZSVmLVjVnJUoUBLVlmlSoRABEp9DmSIw3AePBKASGESPdiPb9++9dujrwVwr5l07RoEBFiAC3JByciBomDf7IyKjEyooplQ9vcnmFu+OH302nfqbqsXyyo6IdeCX9fTL56ffHpxflxycRWDIDN5ZBX0zmlVQ+VYixQBARShAMJB0QsAQAEUElUUVFHJiK0q1FV2+Fm7njXhBPF5m07Wm06doNbRiu5QgIlcAcmcvHhRFVQQB1pQOTidBlc7jKxBIIIjZmYVUnSEAFmL36zvNJP9GOfBgXdtYUYiohhr6TvDVKS36t26tT+bzR4/flyYSyl1Xde1G9vDVftyr1FLNX6tDlQug3l3ZYWXdN8geuxtvrvpnyISnBNEUSXFsjNkIUBr+xERLoxKfRyDKkZ1FDouvS+DzGZFIpBSKl2qqtrS+4J3iNJrcLxj9GNfn/TOOlDCwUMhVvYwLibXYoR7Mgn01ZqCcXR4XQiqV0KkbtrnbJ82Lq2jEW7QT/ZMyu6memctvcapDuHxOCg2DZ2qIlhLJ6hegakv3crugt7dF72iu9zpaXiFxttuAf+YNJfhueGbDzqMxKsIoDoiTxR8HPe4ha/U4/C4nqKOs4k+eaWwsiCQlc5SHxkj/Tc3fk6yZ2AREgBQISRVZAQVUdMaAVvF3TrlDacOdVK75JTdiBchAEUgbyV5CEQkTj04RgDAnPN2u0XnLHeccoZSvIgi9rgXEQUIbKavhKB+QPWG4EvORTtmilUJXlJnNlmyWINBBykWxI0jES2CAAjJIZfcJl4mfn6+QUeLtmqiK+0yddvCWsBtC2wKaBVB02WbomjfmNO3wTiTyZ2dnMYQRASJtLB6FMJt4QpdqDxCQGEQ17ejMwehyhFwURIVhqLAgqwo6pybhAqdq4JzDj2od+iJgnPUkHMu+lCF2IRYe1ejj4hlva4Bawe1oldxKgEgKGaQLafT1VmGVCitNufT4AIDtu1hNdt78PqdZva7p0fHXTdr4tffHLP2sm5Jx0MRGRE5Ii+gKkU5i2y4eKBKcFp0XmiKfs3ldLN92uUuxOJj0ZHiVwFmLQWluJI5Z80+uXHz7RyOlF3KXc550jSl9EmSI1czKDBl5EJZL2tnTCBq3JfJIJnZe7frcrHsQQQQkeVyaajAWjtMBmlPZVzWarXaVRHYFnNMlzHuwiBcjHG5XJocevQmvXjxom3baVXbqw95ia3BJ+ecCVFG8aqJM+3jGF1pkk57FcOoBvy22+16vTYItBsVaMwkEZmxzQx71gpoOTGjpDOEYFiImSeTyXQ6jTEaOWZ/Pjk5sc9iTcpmegwhrFZ9ArWRbJvNJueshF3XITgLUz08PHzx4jzGyqJTB4kjkOtlXaUkMBkQKKidIgwokIoAV1UlYDNNhSHUx8D2CEGNrDPMYOJb099acKv0Sa1+pCvtxBixtIGBGCMXpwoOqXAunJz3s/l8kxJa3wYR57Q8e7F5+qWT9Nq09oSqcnZ2EpvZ/ddeO7s4vzg+e3bcffr5p+1m+5Of/KTdbg8PD58/f77dbvdu74cQzs7O9vb2bDZx69YtI29HtapJg2KMIirDLAMR0XkrrDKVPhIpqKgCIjk339sDAFMvm4BZCotIym2fRyXCnHcykKqR7xov9lHNu5vYYYXsMNTYDXwXC2vw/jJZVMjC9hWvxnuMm6ohz21ITOn7ELabrew4p8c2C1X1SHuz+f58Md5ul4z2cLvcuq6z3NGLiwuTYZu98OzsbL1er9fLtm1HqtAOuPk/7RAxc84sXX9YZoFGZGhJMFZSTKg704ERy+m1pJmbhOpLmbRruOKa+OrVmSsvtfld4xLHwfar/YE3+9//UXXw/8CIlJs85NWAB7ppaiWinEtVVT0+F3HOKcsS8hnmZ9uz44uji82L3zs8/Pbte3thuv7iq2MXv/fDf+IXmrkUZnIh3BDTvjRH59UdiTelnn0v8/kZnB6ffvTh09+8TydfHQaaEPG6JfI+TjzhNneK6Ca0SauJVOPF27tsBEWFYrDNOiqY1QVESil1SndiczCZHm82i/07z/lcWAmAQYtKBmEEBlXQIiKm1AZkZRZumsnhrcX27PRWU99fLMrZeZ1TcHUSoeiWSZ6dLl+cbYo651zNWFARdKtF0SuYg5WVOFNhXwCwr1sARRVAEiRFsTAlQV2r+ip0ynl1WnMuhM9W60Qe0KEgM9PIkxGyqAgDOnLEPNQPCle1m9QhknqRqOgLoJKKCCCTFAJ2UHHKLcyDq8mtWCtfl8yZ82SyyGUzZhcDkV3de3t7i8UiVpVJBpxzRENMFPVtOjZzMBpj5wTo/8sTXgnzHFEf74Z/XGIGIkoliwjoULsiSoQMV1YAsrgXKc4FKzxIKYEWAPBILvbpmiVnJG/GmXa7cT6Qd1WIoa6rybQOMQu3XXsZu9Wv4SA4OsN5VMGoqqNwfeR0Y8Y0bhtEBG50LA2s6XUx50iOfZNP+BVdNaKXQHQ3YevK1TcqPHGAWiI4+Ad1J3ViVDDdXIXGKLsBqQ2Y9tLjDXC9Z/V6ZtXVpUBH64H/x0G+EfXhpR4BAYB2PrAyAnnXu2su7w3szDJ3vVBSBnNbX+nQN/7ZvBJ7FtBeQxTGTjqrdODxpLfCIlUy0+DlrFQVRbuc2txlEg9zrQPIpCJfpRI3XRVi7QJBQqYCIiiCGKMvgKlASolx45wjkJQSlORLIQsVx34GUw0F2TlnVUZ0CKpFtIgj9IQCaE1zbeou7yu7vrerX1JRERXbiqxzt9rm85bXDOuCWnDLWdOapBAyOs/gM3oN3lVB1ullkw8YjUBVVT18+PCN118/PT399a/eh5LUxU27Xa/XJaX5dNGu29JlzNzDztIFFV9FzTk2U6TgKoou1i5WMcYQY4wh+Fj5KlLlKDpXBx+934ZsagQPCEUoZ8yMJbfbTY1Yq2JJsl4vV8t2ebFdp+nthZvGs/UpRJdLd3bxIpb8YHbHKWhaV/Xkrf07i8X+xyfHj58/Hfv6rox7v9n+QUoMxvWTR3IIjKiICTgzgOTIkLOqeEEtLZ9sNhel+MmkIOXCPkTJBZ0yqKIycNFSsGRITVgYcLLK0ZQSiuUWus1mHUNYrVbWNzDWQ486vfFr6ratUXDOOS591Z71N9gYzNCCbQSdc96SYLatSKljtKvMcIIBQgMD5lITtoKpfvnrE2JKsd2zgUMiCq6vvDP2yaDXyEaO3XpDeDobq2Z307Fg0B5rLIelXxjqM5Bwfn5ubsD1us+ZtEAXQzJGldg+uOu6sSHdKvXMEWfCTnvO0UYFAPYkk8lkVKgadtrf31+tVuMHMarTYPOYcGM3XUSMVaWqwhBjNGnoL37xi+9857ullPl8boZJT64JtSlIO80A5IAspsSWG3QgIuQplU4JS+4AXZFcSZNzthhMU+HyMNY1KnWMjBtJXcMGY/KqPXZEIAZ6TTEISiFUCBydn80nq/XaPp0oeE+pWz149ObdyPnsXtRyXtf7+/u///u/jxQSA/oqc3n99ddd8I8ff3n/7r0Hr91rN13OeTKZzOfzP/mTP3HOLZfLH/7wh/bS9ldLBjJMbhB0sVjUk73tdtu2fTNkiJ6ZUyohBCABQlVL1FV0VHq44hw5C8AfJNuTy9A55fFW3bZ9SKyNUUbAeS1S0v7qh0ltr/RHVCB1yiUPuxnyDhmgiBg8hv6mDLtAbtTNWJPyGNU9hhsZIN8FP+OP9T3CoRmDQK3BxZ7z/v37uwrPvtc7581mY4vGCPyMJLc1wZJ+7QdSSrw6N7KwfzkWBc65wJjlNWplFXzEXaJ43NjZnOhmMvhLRVMj+73TYXVFj/QK993NwOqbiSyv1m3uAr/dZL9dYPbSN3PNPfhqvHfN8HMtEma342v3Z0audZzvbLQsOa29uuCPNqfl41M+O3/7zmvz2f7m6fN0ekGH90JTi6CLEVJ+dT3DPzyR/+Z3B18fffyrvzz+/O9uYXdn0cB62W66mgIkhJwhNk2cdpC2ZeMXAZba7/DQvGCOSQFcFinMtjsPDsm7rEUUAsuE3P5kmk9O57ECGaRnoAIqaL+DqAogK3pHqCjAqlzVYbGYPf3y8T954/WHd+/4x1/u1bUHXaeUqVqdrS9OV+166+K8CkgoCJwyo0dFVFQWBoRCmrxkXxwHBCEgFAUlRREkJQAicCCAiRmC3xbebNcfPjue7N9+en6OoXbglEGYnSNAAVRFBGQGjAYt5FIeWYVQRR/QBRAqSqIo6skzalFJokxQi+NtO68nkc677RomlaoiOOfctiujvkbRg+jZ2dm9e/cePXr0xqNHH3744eeff55S8v6yUwQvvXxw2dvZq+dwxD8vRX2jQNFMzrs6kWHmqMJCcdiW2Oiul4sjEfkhotxioXo3Uy8Fyr07A8Chs9z4GKMjzypt24rDOJkSkZQ8Lpsmm+zzsIaydVV0zuGOzPIafTcM33FcNvtgmBuZUrs+vZ01HF/hQB6vZFMPmQS3H3K53ZZ22IXNg/laxqaBXb792mhsHL6LXGouyk7NzBXFwfBDcNUFcd2WDIOF/IYcAxG57BqzLxdb30tCZVdeLzSwb6oFrvY0uEHbQIF2BMOqKmaHN9oqq5SS567vZPeqDvuRDw8Gv9Go6oaD4HwomQWUiFgLIahH6ZExX0qTRQABCymSIhYCRjT7rwep0GMuFBF9LKTbrt2kdltq9iHOJ1jNxRE2NXjX3Gk2R89OAXORWrAJTR0QQXJOW0BHMAXRbkO5NUVQjU7UMyCokZeATgkUuyaqcxQz5sycQYBAiFrIRZSdb4ukggGcCxHYIQGQChREURCP4EELC2KlFFoK54lfpPa8ywl0o0LqAJyCYkDnXEJUFyxA9Yq6RrVEZya6EDwAiBEj5BAhZ8k5ueBfe/Tw/sPXJOBsMT3lJCKcJaX0dfv8tD5X1VRaKAAg3vsiBUSZops0XQVv33v47sM3pz52IDhvEHGiDjbd3mSWAJalW6X2pOtSSvOz9vGzI5pOnl6c+ip22/bi2bNp5oXogffvvXb/9Xu3LrA96dZf5sf7G/fojbsk0F2InzUy239xC355dLSQuKgnj/Zmh4F8t7yF+h/dij+ob//PTzfLdsOOWoAEqMGxilNxzDAoxERBAEFJYEtEAQkQCTCBZodKXtU5UBIFYQDYEm8JVBMnT76Kk3lKbbfdVD5g14GW4CvwPsZY+2ngSUlUuwUhTqfTcRkKIThA7/16szLlnlXxWBrHpt1aMMlkMkmD0W673dZ1XVK2nr0Y3HihGliaz+dVFS0yy5bUkjI59NOp9ebVvUACSpEYa6OzSikANJstuCTjtQxM2viwlHJ8fGwiyR5/BiciFi5yfn5uuLHrZcnu5OzUYNV8PiPEWFciwiWtN8vJZBJCKCXXdWXJV1VVTafTs7OzqqpMEHh6emrAacz5NGjadZ0lfJrZaW9vb4x7YeY7d+4YjjVsYwB4ZDwMF5kLzu4lti0e2+cNMY6ZmYZV7AAyS9NYqqd/9uxZKQyAwkDkSumI/Gaz+eCDv37nnXc+/vjTJ0+e/PznP//Lv3y/qqof/eCHp6fnk0k9mUwUFVEFZdxJlwKi6nzfrICCUhIzT6bTIkVRWRkJU0lFijn4K60Qsd20xpUhISuHKgJhM50YqAg+VsO9rVeBEpJzRVgRkFCk5WFLmlPBUDEXZfbOpSLZz1qc41t3EZERKfGyENSVqPoAiPjO29+yN/y9d9+1rfy0YVX96T//Z8xcQKfT6cnJSYgVlvLkyZPjFyeG2+2r2d/fN/gaQnj3O9/NOX/44YchhPfee08nkxBCIEThvB3rH2mz2dx9/c6LDz743/7dv4t1Vc+n3//xj95859sdF/XEgOhcKeK9d65Km62I1PUkQh94YIZVUwvbpbfdbhFQFXK2WlBlCob2xx75kd8e5i/CnFWVgmNdKaL3sXRCGEqG6CKJsrANMgsyI2XVQo4RY8mXSUXMoEx4iRVVhBCQ+uy3WC5eCiT8tc0HARCkGPane3C4d3ODYrs0yxE1NFhKOX6xMoehocH1pt1ut89enOScuza1qTO4aM0uRYqINfxJb7Mn244UE7uaaBaQAaDSUiPvWpH7OT0RFFYU7EP3bFDLnuAmtOuzefrshr73hZldFRz0ZUi2f8A+nqIACum1FIRSwoSlWJYSEZoimHYrWkVJwSOio4wCIyOnwKCgBAilFOd9X3885Io32zFihwBIENTm86xIZCo4ADBNFjOz0+gcpETkfeXPu82mAiatfZg3dSxcCa1YE/GFpFCcrqTiiYKcqWygPHux/OXFJ+9++zuzQLMvP/mn331by7pqJut87vvRIbBYzAYZlS07kbloGwcAANjwLUIm7By2oElIiwakCtRHINe1Tdo2XmC7kuOjzf/0P9wr5bAwKngCJxVQzKoaFUmd6xAoknpsdA2prlAHoZqyU0YrZy6mdAEAYecRkTQqyQWezRbVQU17EVenz/freLZMx14KYcQ42XTTLkJAokhMUb8GqIqvqJpRyod+Fr588t20/YM7i9nJ8wDdGedYNbmabgr8j+fdC9ecTLkDUsqZfNZKBF3p6YoOMiAAkuPGcaPgFKgj6Dz21JxCzGYIIkWJjqDdzhG1S6d+erJswVXKYlIy9ZBQEIiwokwNuEqkpLZY+HAg7DYTzW/t7913uuBNrYAI2WHykLEgOgKpC2vHihIR9iZ+VmmVUwdbx1xV08DsCkaKBZVJOdDdh/dfP3jQrvN3v/f9ZrJou88KTzn7ppo5zo4LCTsURBWEpMyFp65kgNbF7Osi5NGltquq0LZbcOSqWFSyZHQE5OfKCOBEItM06LxuKgu4ruqjEzk6u1ghpMqvgKF2kwIwZjuNirGej2JmNZmj6w+/VuQARMxupQmH0HYGQUdF9Pz8jGKY35qTR2KwuqlxNKYCimAiEWYpCjFGVEkpFc89RASUoiJ2p0Xnhpwq7FljQgSinMvIZIr2HGBwXnDMvaNxcJNBjFQpKpzZOeeJmNmZh0XBew+KXNgRoScWxn4qeFky0bXtJR0KlwsODGsLi4D5tjxZD4Gl7gDZm0ck8ODH+eAuewkD1LwmAb28L+hVnzMYKFZQVB51rW5nTeaBvBNvwYZXIkXhMq4FbiThjHlifdHQwDvDpbcFYLAMZekTQfo8076pIw5vtM/QH5f4opoGyZlzzuq94drd8Yp8GfoGBOMgB7I4OmdkcZbcdR3nzMWJEOdSq8YYHZFw6TZb6z0ropmLFCEKMXhAYFEVRFGPhEhIDhRETJoEwioFsjAqgqMMMtgZ0U7/IsMNTrWoFu39x1iyZXWR7QzEdJ6aFNR5CL4FPl1tztq0ZU2AmRUC9GpXRLSR8K4nV6/UchoBeum5J+JePy22OUbCX/3qV5988sl6szZ5mzKnrhWREHuyyPV3a1HRKkRLyDDWtPae23Ylbafy7PlRKrlcbKgt7WpNMRSHz89Pbx/cefjw9c+/+OTLL7/Ihd9+59vvvPbo4Pbtv/71r7/4+HcXy+VzyV8vj98+P3z7wd2HD956bf+wZgkClfp5/agVvUDYb6bO+ePt5njTPjs/vzeZvjZf3JnUNTlo3O2DZvVkW5gpRmUuWQDFyhl6N4Jd5T3R2bscRXQ3JGo8mYY+HIKBvgdEM1bFGAlwLJkJvooxGsNg/IZDMurJ8qmN8jIMQ4hjSYkd2LHW0yGR94YJ5/O5Wdfsf4HQlELjQmCbWhpqfLbbrUOyQnYzDbIIqG63W8t+JKLlcml7waZpuCSjee1djZ93MpmYQcs+KefOLGSTycQKD8buIDMVmWNQRLqutX93FG0FTyml1NlqaBpL7/1sNjOnomHOo6Mje7hd7Ov1Osa4WCxGqGb4zX63Z7DRoOlIbQNkfKCBSQuwQUTjIUem0ersxvppq7Xo1XfeWwpO23a2+7eP35e3ejQDZF1XP/3pT3/ykx+fnp49fPjg4ODO559/tlotJ5NmtVqm1B0dPSEiIJjNZobVnXNGD47R0uv12kSndV1bKuao6rTPZcB1l0AYxR4W8DQu9HaPMfpu/HXNmTnGCY5SYfMEjiv7zjb6il/iWgT/rtvBztsf/ehHdpTsf+/fv2/i3lKKxY2enJyYb+3i4uKDDz549OhR0zR7e3uffPLJ4eFhCGF/fx8A/uqv/urtt98eLyVm/eA3f/N//Ps/bqbTL7/+6j/f/Jf3Hr7ODh240dGx3W4RoArRe8+lGFoz2tOQvAE5E51aXJD9jKrmxGPNbh6y48Zrc/QcDqP0rsuZKCi4uqKsrBY6DaIoBuZYWQFBFECvNjVdulCu2RcB1MrKXkrUXLNgDf8u39BwoA4wxDCtK9zbs+8HAEStO9gSTVVUWYRFcynbtttut+v1Zr1Z2+XcbTrmklLquna73aw3m0FQuko5dW2bcxaxzFruMrcFRHiwU8KYeDRgJPvHHhY6TeMg/zL9yDkDjCpGDCJRpEhZst1XTV2mqg5sfiGgBNazNA6tnR/2C8Asw4Sbdj02qn24IanNoMcsa3SAlpUag2FzNtenTdSL5z70B6Gv3SQ0PsE5p2Rvz/RIAqSgJCxOwSlIKVIYCmOR6GNTTVVAWBBJRL0PfFawI9SgBIVYlFrOIfOff/i7/f1bX2//l+bhW9/6/ve1lUodOgAFHvS6IiPVTENIoxlWqQ+T9wmAEQQVvHgVQHIMULAk5nkoDXA5+urir3519NsP30h9QRwqWLiRQ+wTcdH8VT25MRLBZNUA4KzNXIa4o37XZyYXVRCNq201cQvvPGiXN61SIav1Ui/ArKRivAKAUJiT99uUvGsj8+bp4zBp/sW3v3UX0V1c+MwCYZ2hq6u/OX765fGyTblVgOCESLRvHwYtQx6l7uyBpG8VkzHQEnfiLbW39NiJonQt/22H0b3kUnaNYcjsFSYxVuQjOVIQZlRQpJFxQVRUUEDhQs470sODg0+2X61yIgpI1HYdizAKi3jvF/P5/mLvydMvFKktjz768KPN9gXni71J1ch2L7hpdDV6B8JSCnNBx0DALitsKKyEtiwUPcQowpNYBU8okA2nIhVmsrB+hx4dBq/klLzzrgAJeiWLmwWHOC5dVzeY+lL32isk1kbliUU1qNigNuXkXJ1yZuFRKGELsWk3fAgyqIqapumULxfVnZWy780b4MkoyiAf7OsrpajAZWP7cCcV4dEbMmYii8jYEjfegvHqx89DORAR7TYxXFnYd47D6FXZNR3YwnXt0Jkw9aaJWlWdo5slN1c5npd/C1cGhS+VPIB6u1JkRzyKO6gP9SVqz1GRgjjaDVll2LLs6Gu71N8JrJMaB3u5otAQrwEgO9o8FPsiB5xzU7aHO5+3/4ZEkXoRCyGSTQQBuXBOXUpdKaWp5m1OvN10q1gTkcPctus2uS6VrvMhNFVQ1q4UV3lXV2VbijKIEqFzzlFARzmV/hREUnKqpYiq8iXiVbt3Wcdw30wuAAUgAypy4dI6IsAaEcGTiCoVguSgJVzlfNK259ttYSAfA1WBgLGMNP3oaeyjDHaOtn1TkYJt+8zPg94P2zhncfkmjdvf359NZ+uLi9lsZrvDtm2VBVGbpnF9PGBy2EfMxxhT1znp2rOz//CbD599/Wx+eLj/7TdXXXdnMr97eP/0+MXP/uXPO+W/+92Hh4eHd/Zvfef33vrzP/2zrz75zLGefXW0H+o//IM//F+1fPXsqyzpjMvvBsIi8wAAIABJREFU1sv0tX5ntn8fIlcXKTGx0463XZZ6gkpt5rV3XMfzwsfr1Vfb7T75u7PZg8ODahbAOVFBcgQa0AGIB/Ee3VB/zIDat1f5XoJYeHdndjlCQLJbgR1TUkJAU+k45ySXEAI58N4LggnMjE/z3hOgRW6GEJzDlBKw2G6+bVtHzlSazLzZbFilruvgvIjkki4uLiofjF4b7WdEBMEToPFy9jxtu63relLXtn8V1FGuqapMpKqHh4cmnjQ92Cg6H9+tBaiY7rqpqr4qkLk38hFZ7iUAgLAtxJPJxFxkvq632+1qtdrbW9g+e71eC+fxKFnui+n6qqoeo0cMj81ms1LKcrk0RshQriWU2k+a9vL09NQsfLPZzHxufZwXs9VOWHv7bDazpj57J2NVg31e62awXGmDtXbmm+PRotVns7ndACx0cVR7EuF6s7xz586//sP/5N13391ut3XdqOqLFy+apvHep7YDgMLZOZcHqeHdu3dTSmdnZ845Q/J7e3s552fPnq1WK8M8xtmaus+OgB32fiQZgmUCGUpJKe+COruTmbp1VOoaEt6V29nhqqoKhqoA5xyAgwFD9sgwyy7Su1n3PPrExnuY+QztGzHi2nufUmqaBhEPDg4spnW9Xm9W69ls9sYbbxgYNlRm55jVFY7K1RDww08/puBnizk9j4++9a3npyd//v/8h1u3Dw7uHjbTaUqFiE6eH2+32/e++3vT6XS5Ol8sFgcHtz/77AsLjLUSGjtFRyOEnf91XXddx4IhBB/I4o6ms2b84GNzZiklQth2rTpfWAvwuluHEKroRQooD3Wq5EQRkRhlp/fJNqLXWwFQ7Fh+kyrvZktef7R3fRM7f+iH76zAcgkNAbxnIASCyhuKckpo3qkhmcCb51RVCQ0251EqXEphKZvNxljEnHNK7Xq9Xi6Xp8v1xbqnEC2ixqDjycmJPdBIdWYWFlWlzP20cxBfmd94tMXulk9I2Y5BUHbfxJ0Q3V4Dr+O2xByJQ0seaw/VycwlhDv7UQEQzuNEw2bTogKqJENppL0HURYuDq/GP/eTa1ZlEEIwx9awt7FsSvbkKhdyEcfqGZlhNp/OplMRLSyWd++869Zb7VQKZQcCCN4D+Y4ooFuerc7Ll//tf/ff/1f/9X/z7rvvnp4vuVFCJOcBQIFUCxr/bKpvQHvzAtr/1a0EwDOQAhVSdCiGOrpphKa9eP7X7z/70z9rnhy94RxKIVU0mgKMJqFxe6oISoiOwDl0ROjQ3CvGPNrkgsVsNsPeUZT7if+sXVOo7jX11OOX7XoLTUECAS8aBLAoCRckJWGXWZu0SbO6nnsJefOd6eQ/fvTgx7cW9fHpXCG3nGOdZ3u/22z/+OjphTZMVMgpESswihgXwrzzhVt4id3Oy5BgOYBW+9qMjVFFpHGCoPT35Aldm9eEUhqgg+lsr6on3nthVAAWdBQQUVEQenKDqBQmUCK4e+e2f/JUuuJirSibbackFhPqiSbNzBPdurvfTCZtXp+dP3tx+mQS0aWzO9P5o9l8H3CKGEFToU4KAwphwapNvAL3vMhRWm823YZTdN4jzVw9cw6198B0WpaBTIIkIkCBfegQN1mOT4/WXbcurMEjoFNDy26HWsGX6bQvSwJf2goAY28NAiGZ4cV733iXxHlQkj6mjpnJ+0k9tZsmK9hP9vegHdUiORrlmrab6i9JhdEo2Ja+Jdh7L6xj3fHu+7rs61PZ1SO4nSbAHek73qxV6JUCg6V8RxB+OfVDR7ud8uPsYEx9uxrTIrtmvGuxUi+t0nlp9c7LbzT6coezv7xRXcbBvMr0PNIFl9ARwHrRv+nne+zq0SH1i/goDhW7Pi8bmWz7xWome7w2XkD9RvhH/QgQiMjGO6OkBxE1ZwRx4hwzcgHWvG11uWQFSjkTYpgS5W3alA3Xde0cCStoKapOBDw659QDs4qUfsApToWLijq2JDmjBQnYKQmBEyl90SUXVBbOkFdJax8cBVAoAqog5CSENefjbnuSOvbOVxHA5SwqghWZ47YvOSFyw5+vfMcIAODR706dRz9rKb38WlUJaW9vL8Z4cvwcXa+uta4hAr24uOhNXxDs8sspdc51XbffwF5TyaTZ1NXhnVs//OlPHz8/nvj41v2Hq/d/9XeffDRZzIFwPp//xV/8xcFbh+99/3t5tdmb7s3ryaefftrsL378z3761f/+bNslqsLyfHX09Pi+1K9PJ6fn5w353Aq3gqEqqNtcxHtxIZNPDgqAI59SPjs5fdZ2cnvffDli24tYqTKkzqOZQREsbYkQyQmPJPiNPS7Y4KKfYgr0+n1bMkpRIgKWxWKBpKWUxMW0mrPZrAiXUkAuJWT9HNoyNlwUZkIaldh29tolYDvOEAIhGUIzjLTZbHLxxpgBXXbZ7dp2DQVZsCpzGZJFijUZGAyohgxxE5QaDWIBksM5gKM/yp4hOH8Z0QG9k3BMEHWIBiO7rss5mUNJxY3BLb0pcSdRs5RiYM8WUyMqh2lRnwBpJUX2bLb/NirGHmW5LMbVGDMWhl/2icwEuFgsvPfWKGgTCsM8VjpvoK6nakM/DjS2an9/3xI17CsIweWc5/PpYm92eHhHtHjvN5u1qk6nEzva5NA5V1FMKVnj32i8Nl4r52wsn0GREfY0zUQVNpvtixcvqqrabrfGtZojcbFYGF1skHXcNw/b0yEMc0gYG1Nhx7uRfeSef96569gkbTe9wzbW15IqdtMvr7nU7Lyyb9D+3fyi9g2a8nYk0G7dumXMp6ouFgsjew38P3jwwFCrHS5mOL9YdSxPX5xQFWbzORDW1SSVfHp62mV+//33337zLSI6fv58+eD1X//616LpvffeQ9Svv/5qtVrduXMHEb/1rW95H1arVYwxxnB2dkZE8/k8pWIKhXGsYDORfgMXwqWzohQrzyMfGTQrYNoUKFgYgFEZRUlJFVUcKACD7OC+awXBOhBJr84O+Sauj2C82HX3D9onPF/pfel3vdrfaBXAAv18DACCwqpD27T9CAaTaIbgR4/N6NTdTcvsJbLqLFzU0kfPzs7MTNi2rbVTmNbU0OD6oqd8TX1qbufM7OJk0yXmtLtrmU6CKgPY6YpjxPmlksgBIvqBeQpDvxfisC8dtFSwYzjsp/7XfInaR+bhWO2FiGZcAs0axmD3nTx0JTOhssEFs5kIAtKOSwe4IAuxiui0nngfSimy06ImOTnQKgR1xNQbhFCh5LR/604d4smLF3/27/+vb7/15sFiepxXkrkrGRGbZhpjzJntkrmUqIHg+AZ8JrZDZfZ5hySQNg12+4QXH3342S/+z9mzpw+biGenUgcWBgBSNcmPHTNEBHIWwwiubz243CtfO4dlhwiSsWBYoxaSPI2u9q50hZFVgFi9orfZB4qiFOQCQuhiiDPQede+NZn8/I2HP7q9N71YRs6cdKu4DfG50oenFx8tN2VvUVREldHiWfo3YUXlQ9fx5XXEl6kTfJk5oTysc2Qxh327GupLk2BfSl4RkStSe9pvmomPFTlSJnMp235DEce0cwBiVWFLU3d9RiAWZvKuCKv2FQWc8/Gz5/XU33/wEPrlKNXTic9linzYxAXzjMUpFE8JfEJkAoGYCSaCq3Yt6012IITggRQbrA+qSQyac84gTESzxnQTy+Wai4a6AqRtyl3JRUGIFFFZAMF5At0JL0FFoJccnCGMfychGa+XvkCf/6/MtosgR03V2GB0R9XS35JGIdI47qxmk7HSoH9JRBMWjXcxGMKidzUvtkyMEQY7ugN/U9tyTbIxLIaD/a6vCHLX5nojtNk5LJcmTIHrYTB9BP6N1tNX+nJfHqa1c23+/f2oV2JdxycB9JeQ79oVvuMT7TcBO0UOuwI5vfrYXWkoemcRrihI4tURob0WXsWh/W67XMqZ/kHdNbiDBmkn9cXUfeQcOSCiyNy1oCxZOG83FjijXYLS15AlLolLQGhz2aZOCKZU26EaMu3z4BwtiEpkcxw1sU9WcYCjupIQldQrZQRSVAUWySoMpFLWKKrknDWZOgHCKnJTew+MkEoWJAjeM1HQoL7YiBKkp+9s9ZId7+YV37aO9tbL/l/APs3POdPIPX782DBG0zTGfkgp0+nUIVxcXFydFqiRTsycNhsvcme+aOerkrIUvlivcLJQcrcO737x+PN39he5lKoKXdqenZwfzG+vNu2j1xZVrM6Pn37yxSfvfO+96XRydnosqZt1EqrJdDLfpqJZWi1525Gr4rQ+Ten5elmIhBwrAnom2ABmcsRp3bWTi1PbIrCwd6HyIRcBRGABEFARJEZG8NSXPl8yG69Ob2NAu85jjNNp472/OD1LKSmwcQu2fbT+GVUNzk+nU0vkS6mLMTZNHUIonKsYEXC7XY/gzQCAsRM+uMViEcjZrtTmT2bdGffxpZRoVAU1MUYYJmHjgIcojIMYC/PcDSbuyQQCG8xbGKBhM1uLDUHZ1G2MiAQAT2hcjWmAAWDaNAPplI3wmc/njsBa8rqus09tL2Hb2a7rJpPJ2C9nGkg7FAbbDJHO53PbR9rxMXLAMOpYnD2yCoZ4xxIeQ1wGrmyXud1uTVTZtq09iUFN4xLHwFIiZ1rcPg217/ZJp6dn8/ncNtWm/BSRSTOL0W82bQghhlBKIiLEsN5sjXHqtdOI9g4NdRvRMZ1OLewkxmpXRWk3s/V6PZJUxmTigK6n06m9W+NJiMjOvZudrUa3GqVsqvIxZXEHVyjSkDOmcs1ibk81Uk8jmOynDK4PEbV7s+mBTUy7XC7t01kOkAHXscTPAngsjnUMpB0bIHMu/+Y/+0/f/fSTVLKovvn2O4vbtyhWT46+Xq7XMcYf/OAHdYhd1+3v73/22WePv/zyjTdfizGu1+v9/f3PP//cOff06dOPPvpof3//4ODg7bffBgDjV+/duzedzk3Qa4fOvms7DXbjZO2Q2nYwlVyYwZEzpRYooQIwAoKyFQGJoIhV91xCvuu2PXz5sPZmTubLlqHrHXFjjRXeMPSravRjtYPvR55EObPhIVBw0IenA6EAEFnWnXDhknVXjzSeWpbfYPLUahJv7029vz9KN23UYkjPzge71pYX6+12uxx+WaO9ZZPaDxudaCFPXVrZY69J7pumEWbzHBoZ2BPg7Washxmj1ce+rF5XinbjoxCq3Xyvvgndwr7Bko8vFc5O/I4MaUiOEUXrwEZbS9HuvwgqoMyswRORJMUCKoKik8lETf/rnCo75wrLenOepHUO0QMqoCKzgGgg1603oQHn8M9++Yuq9j//V//q4M3XfQhVKW2bUkrkHCKFEFjF+CvqFaxDho0WVMuqRCEqBATlzqSKOW3/+oOjP/3jxfHzu8BueyGyBp2bUBN9pGGbrqpAaDnE6J0SKgKDUh9XCEOgOJJayp79lVUM2/Q7Y+dAOFcuVM4Bd0CKgl4oiDjEoqQAjMJOxXFdOHJasPzg9t4fvP3668CTk5OGBQQuQPNicV5Nf3V09MHRs7WvWgEl6/rDHuCJKrOzDLFe6Yb9ke83rbK7JSa1AGHbxA5clSoAGfl7Ux1n4ey7G90+9AhkQrRX1TVRQFP7ImlPQ9shQgBVUi3G/nik1HWqSp4EoKgQkfeRgQuXyleHdw4c+iL8xv03T5cX6+VWi+a2u9VM53W18H4m0KgiSERHjhChEAlrDOglxJKh3WLj67rOaavgqma6H6hW6EgKOXao89lm0y4Td12XxA4VtYV9VfcNigAKuXcx7S47Zod82TKFqLALCHcZiEur0aUh2bwGgMUURna7iTECknnC0TtMbDjKBR8w6lVWY2z6bQc33e63M1bpjrzVeCfd4dzctWSm3mE3hHCOXUrDyo7Wr+acvwyh1G9g2PSKhHLXjD0aFr5JE3utZO8V5TRXzBo33snw8N20qpen1/i+wWOnwH5X7zDCU4LLnuuXwEoDszeb/cgpCihkYQvjROeQQHpQN2hKBylMz8GO/UvXTjV9yZ+HT2qTHFvBiEBNQUqAwVrFyHnmde66lDMXcAQAQA6EnXNdKhfr1XzSqKNccjErFwgSKGspiQAJMITKEYFzfScCAKAioiAU86tAP+yxAaEnxwpojaEAiiCqW85Ijpg9BSRC76luoG6YwE2yZ05dFgW1GgB0XNrdXPt+ikzo4CVX4+WObQzFVhBV5xznMl4SpgOcTCYmM6vrenVx0XVdHYNzTo1AZ949mYioJpLUTWK1N5k9vVienZ6lkoFw2W6a2bQIdyWfnp4+e/bspz/5p6xycnzctm2zN79z5870YC9EFwnK2QWeraZE9ybzN28fTJpquTnn4jrhjE495dR9uVw+6zYZSBWdOEcIqDknIYyhERBZrQARwamqdw5UpbAnwiGGWFAASIkBnHXXDAhZx96Ska/uST+9FFcZcfTmm28eHh5+9OFvnzx5IlrGumQbfvsYnHMUyGiWoV0adnv5bDcyNhMYkukpaC3AAjtoHPoYz1EPgM452FmM7LG2VUKPYchXsG/HUb+g2D6796WoppTtJcbsR2bGQaIwDpKdIyvZY2aHl+3b9kBLuQQAGmyHbdsG34srbDM3al/j7LJdYESwRhaZKGKQU5JRLgYRDUjYE5qXr28U9d4COe1IxhhNrWrowrSmdV1babiljFjepr36KLEwetBeZTKZMrP1a6eU7PDGGJumEimHh4eLxcw5BPBEtNmu2o4M9gjn0V+3f2uRUurnQQ5EOFY+5zxrJuaWAYCqDog4CXVOYvjwzTffTCkdHh6OB42Zp9Np0zR2R1ytViZQPD8/X61WdV3bcTPkbEhmvHUN54bGGE09u5t+tnt7s0hgK6zbbaHdRX03Ew5NHD66ueydjKGy9hL2xgxQjeyx/W70oKk6x9NyPKl+8C9+9oOf/QwAus161W7Plxe37txe7O9tu6yqB7duX1xcIACC+9vf/CZ4/9bbb1hyjPG3Fj50dHR0cnISYzw+PgaAzWZzfHxs0HQ+nxuQ3t/fX6/XKaXXXnvNznD73SxCOSelCpyP3rNsSsqScvDgEFESipogRcExOAAjieRmhOOo7bwZuP8PwntDrsklUB8WqJ27Kw5NcX3WnaexyolVQVkLIDmPQ9yfbUp7qTtnVBND2Ely2W1luHGIUBfm7IOvvGfOsu3SYNKzvJcaoZnWbjG1BaQfZLjKuCn7ZaJQO6WXy6WpRq2ucLVatd3KLMqm3LZBj1mRh+sii0jK3HZZVevgORfoSu8hBLwWMTD2eQBAV9gjjRs424ISkCqio0HVb7IclWIh4DKOUC2ZAQEtdo6AHVosJYPC1krncOfbVHKOZrOZEgqBc1iykCNJCTzHmkIIFCIX8UTKQAogen52UohaLb/9+O9+++nffvC7v/o3//a/ePSttw4PD6uq2qaOs5DH0dZhHAL1704AAAugAAoWRAYAKkG62Gb55HfP/+QX9NuPX6swlLRpL5ppTaxDCqUxZw4sFNERjiyf5bIOlcsW/ADSc6S2qbCcWKOALJdeWMRL5oTOBXROkABQySsQoAMBQnGoHpCVHOzn9nZ0379965/fu/fDxZ5+/ZWcXWDTLAVWdXXs3G9OXvzfR0dfbNrSTC3uA5FE+9r1K+0EQLazEkAFMIGlAT4ZNoiCogLu6jZy17z3cluUKNB1B5cTrtBPQ4wAOCQR9lu7fqtPAMqgWTSKKkBwfrNaiYjzIWO/WvroWdjuaHVdO/SlRcjh+OnZZtlOwgRKV1VxEhoHGBQDEggWAtOOqqMADILewX7l9wIxQdYsnKdV2At+5l1g8cHnCBzoAskuRiAfKp+VCqCPlaKzkFVV9mD5U/2YcAgJvSqouw5UdCTOYbfwwFyp3E+UcJiHFi6p7ZPY+tFSCCJq+pTcs3r9yExVM5fLm9Sl27RXCZkCSIeQKecciw4OOmaW0dR9ScENc38iQrE/9IXel8rzS3SnI5odb6nX0Oa4wuyG+vYDGqKbQO6lKcF481+uBhS/tMJ0EKrhzSccvzAcFYDX6D4Ef7WbAcbPqdJfXj3k27G3vrqK57K7r9/t9RM3zVm9AoDlzkufA9tbDulGEUc/MHipFV5flWV8+YZZGWzqCTFGr4rR+Zy3BmpUQBREyPmU03IjzaRyVS0OMXjphEAJ0XqjCidi0wUBEYLbleRCRkAEFWFUZ5hVFBSiC4zOSSKTXyAiQFuKUClSIhIQkXfeOXJ0slqxUl1NEToomQBZtZV8fRvHvdxLXup4vGoyAQAzhYtoKcVXUURiDG88enT37t3Navnxxx9vNpv5fG5SruAoxlhSslgS22KOp2AVQ9duKqceYH1+dvriuMtp9vrMvGrzvb1Synq9fv/99//1v/qX0srHf/fR06fPf/vpx9926gmeHZ0+f/x48+Tre+DfuXf/wXxvHsLZ2WluVw15oSC124A8WS2frC7WgOydCCiX4CskZSTvnUDZbDZ7JbmqRhBU8UgiRXLxVSCSvqUQgC0JjnrWHoaQXxkU1S/11dhxm0wmm83GdpNmfotVSCklLiGE6bSpqipUfaTk+fm5kTMhzFarldmfYhVyzo760jy7esew++l0utmuOGWDKKPCgZnt2hktXszc5RSk77uz28ZlQ5eiSeER0VNPX4zad+MkHYGFavLQw05EUsqYCmhZl8FhKWU6nbZtq1xGcgkR1+v1ZrUyWth7h4O50Ts0Ys0yPPuaHedMQWfXsm2vbSM4Mlf2V0OPxvz0aHOo9ZtOp1bNZ1ChaRoDP1bRPi5B3nuDAcb+TadTQ8Xn5+ellMPDQ8vEs6cy9GgHZzf0ebTAbTabyWRycnLy8OHDBw8eOBeIiFknk5q5N4BJYW9bYSld1zujxuCKMZ3MtCUjtRtjNEzetu1kMtlut/v7+3VdG3xq27YPv0as6/r27dsjQDKgZS89dtlbJMmYChNjTKknCe3UsoM8Gg+uiUNGQfJ4GG2hGCH67lpq+xVbcEwHayDfXHOGvU3DOZ1OlsvV2I1hyjS7B5sJs2kaY3rtGUII56cvQgiZS6iqyWTCKjkLkQsBvPcmOoihZub33nuPiJppvLi4aJrm4ODgj/7oj+y8+vLLLy8uLt577z2rYXzttddOT0+Pjo622+39+/dPT09PTk5u3bo1fpzVatU0zYMHD+bzuZ3/y+Xy6OmL/5e2N+mxLMnOxM5gdu99o7vHmBmRc2VmFYtFsNiiyBarCDbQG21baK30D6Rlr6Sfo72EBgQIagEURJFsNsVqVrEGMmvMISJj9OlNdzKzc7Q499m77h6RTBKQLzwjn7u/4Q5m5zvnG05OTu7fv48AGhP0PQuVjkPT7nc0LwRKJMiAqFFv2nKalg++Vmrdaw368VXxa4O32dUEuWHypmlM31VCBNpLAQgoi/QVAD0XpjRXAERjjgAipBgFETFmriMSQQoqrWcmZy2zBDDkng71RIQUIWbwz0sAcIjlbMrLRcZgdjvkfcSu3i51dvq22+16vV6tVpvNpuu69XptMS1t3Rh91KDjbrezvIq4/xKREOUaIXnf1uytwzJo2HCI0pGYnGciYkDaZ00VfOgdW+WwFyUpaFRIoIRAhCYlSugKQQFC3RvrMyB5V82myiQMyCidOILYd+eXLzabrfclkxcBz94jMThUvXf7TlSJmGppm9j+2V//5c9+9uvvf//73/vj77/97vvz5YKrMkrquo69G9nxH4qfQktVUiRBTpQK6GfabX/1ydM//dPysy/eI6LVWp3Ol4tVaGeayIpnNNSpOEA+ZyM+GBifgMAqtjso6sAqgpHvglh6ETHZ86hEgj4GpcoBclJCQEUlAlUhFFFkYASHOk36UOpv33v4x9/48F7bhkePirqeT2cv6mYznV7OZj88u/irzx4/TxJn8zYKOZNtqoqmmBCHOt9GCFaxCpACJQQFcJZkh2JOp4JmDqQJTOhmajFDM5Ld6TNP7EraoRwQyNDD1eRVJwwOlERVkzAgsDGCRQEREmBSiSqsCAjkuGnbKGKyEyD1ZRFTcM65sijLcrdrzl6e/sHvfB+T//KzJ/2uZ2BM7ABPZgtKyjqQ19IeUgGQ8xLbUJK/P5+e7iYxtKt6t6wmb8ymb8ynS4dJBFjUc3Latv1qtdrstuVszr6su65PwMzJiGogTOQYQZKKIt/Ie7RsQNGvYMBeY4cdsgyI8z7bxxDBe+9t/90DRUkpdTHEGCWBc855b1IFcHzoNCldCU3d96oEDh5mCTDLH6Km3PXOsgWTjVm9lKf9h1Hhfrc6eFVe6RUcwGHeN8dit5wLP7hUjn4zt9hU4RU6vauJCyNCxw1Xz2ubgl5xcftqyui1R9wA0rJObERQGY0sXwdb92P1PQ01E1IH8GuWnoiWMikiUWOMsfBs0R8EqKTmFGa3116mYAT2AyLFfXdNkwCoYf/9Ccii732GxjCDBjJbWcIQOmRiQAJ0oEGBFQUQgJOCK3ySdLndHS8Xs6NjAFmfvjiaL5L00jWTstIUY6+tgi8q5zgBS4C92wS3fRRQHGJ80eHQBZOUGGlaVqvQx67jonSe63bTSNsSg2g54bJwoolDdJN5yXzb8/ry8uzspWpSAHYO5CCRR0TjVJiR59jU9Qrw3s+s3V57mlK0IAFgAoWPP/7YOReXi+fPn282m9VqBSIhBEeY+X570+1hfGT8PajUF05iSl3YrVbzW8fnpy+fffa5pgQgv/jFkxfPn4am/l+fPi2o2uy2APCzH//klz//mVeAtqa6vVtUv/3eu28eHffb3eMvPq/b3b3798jPzzar7bbvPF32/TpqQCL2nIAUISZAnRZFktA19cl8epzK1WYbAJbHt7Zt48qqqirQSESqgkb/IEZiQqKCRQRCiHv4alL2bE+MV8d9ohIkOOceP378+PFjh2QEV2buU7RKuiiKaHlrRWlV7Ha7nU6rqqoiUozRGJ5d14XQZcBmpXlRFJpS6oO1t1MBFIPAAAAgAElEQVRKk8lkOp22bTuZTRFVRax6ds41TeOc267Xlvdwc9iec97KSWmcQINVmRRReJ5Op0bgtGrp5ORkfXl5dHRkbCubp6XYGwIRkb7r7Izbey6Korp1a38NtHW9m81mxpEzWVq20LCDY0MYG/fZPWLuLJbJbrb79qL2/Ofn54vF4ujo6Pz8fLVaWQScGdXkuZ+RNq0/+uzZM5v72VMZPEZEM5wwbuRezhpNYrRcLg172Kms68bew2q1sp2AiJChaeuyLN9//13nHCIMJrcK5p1UFB6HCqwAgChXak3DqDasyNJwY3siomoiosmkijEsFnNEYKYYYwg9EcZoH3boXNqZunPnzu3btw87375rYB9kt9tlBx0zKT0/P//iiy/u3r37wQcfhBC++OILs2OdTCar1eru3bvL5dJ+3y4wt3fStxmy+UL5ojDKzXa7ZWZfFCHErPC0S52ZV6vV8fHxZrMxYC8idd0MA0Aba7uprTyu8LncB0JmbvuurXeX61Vhhl2OnWvZOzIOISEApD7kFZ4QzZWqrms7fQMP2TlTI+d2pN0gv//7v289rM1ms1wus3vtdDp9+fLlZrO5devWgwcPTJBmLqw/+/kn3/3ud98py9D1qdv4BItJdfHi+ctnX+52u+XJ8e1793m2WG3WiZhcOStLG4DbPWKetwqH2Hq7OHMl8Y8KMA5d2xHPZZxqGyU551TEFiLcL18CxMR7B2skIFExTCOgqIDII7PvNNgaD7MaRQBUdOaFlgkRNh4EIARUQbmR265wI9nPvBEBFDAJpJAJWoQ4YULnxjmBraZXGmYYPjT1wWq1Oj8/v1hd1nV9fr61dAr7blDw/PzcOKV1XWc9cEopRIwKoUt7J0/JpZXnbGGiZtdecDvEUey5UsYMAtCkiRgQkrBLEoKEsixF1BU+qvQpCugQoOpcNZ0oAnrXdg0RkKQJ8wfvvE3kADAkDSH1Xeqbvm+Dql5um6SRpx68Z4aocvby9P/8P/7Dn/3Zn33jw4//m//23/7R97/38mxbTiq4ZvOQy8HWAxNVRSeBIcz6bbm6/PQv/nxx+vKWBJeCjfJ6IaCCEgCTcw6IBDQJCAKTS6C+LJNqH4KvJozYdm0JZvAZB2kTAAIDJlJIogSIhDGmocZLklQA3NRVBVDlvCNumZIlGO02QkIAabO9TdWJq/71GycfP7x/u9/i5UUF6CbVadetimq7OPrBs5c/ePb8qWpblgExOWbCaCkd+0UARVMSUCHkqioFsG57cJjEcsW8SARlYqcoqCmqWNmYOThoKQ57geLwwN7MLbP4jMENo9mLA7mznGnXVcUMpRNjxHi2+cp+vCNJMYKiKJR+1/Xr7a6oKsdFQNY+EKGKdF0sy/K9997z6EtyInL64mVfNyTACMeTyfF0XiB7DaxCSRGEAZ1oBGSNwp0jpNjf9sVvP3x4t28vYjObTN+YHy2iwq6ZeA+OOxRXVl/85nHbBXJFUIUYkBwxJkQgJOKBDKViNp5hJLdThJu8wYFZhyP/wqseJKDKzA5RERKiJMnoyFwMsumj/bntYjlmwIQARBRHQaaawAonWx+yGYGOBnGElJvaRg6yKiizjaz0G+JbncuaESP5jxVAN1LdD2QrS9HjfUZArr1lFLZuYXjj8dhAG5cDo95+ysxyLTDw0NTjXM8P4sY9/NsfZ7w2b7vGJbHR3dgnJg8Jx7O+Q1A6jlqWBP/kr5sDOrHhN1ICJYWYrME0xK7rwBRWGU8qv0ZW6dfsq6ICECbVlCSlOGR1wKDETSoCwEhBoYk9iZ+URR3C6cX5/ZOlL0tVUZAYNSkgE2IpkJQQAJNIiFERNYFlAwCkfcwCiSQFRSLvvA8xAaQYy/miDWEdowJWoF4jKhz54v6d+5VjJtIubPE8qCBa2tCISjRm1OormsTXrQX2wksr6GOMvipTStYUf3z60kof2t88IThjXecmhKrS/mm5cElFVReTalYWTz79tHtWAWC/a/quE5CkUfvoCbsE29j0fescls6numm261tF8fade+/eunVcFJsXL86ePztfXXLlpKQnfbwMaZdSEqkTRGQQVEFVAWYkBEmhDxz7Y+feODo6KYvT4uzlahPbNoWeHBM5QhIQYiJgIE1IejX8F29ojq9dRwPwu9HTyoc+Z5vmHLABWe3Tt4e5mfeiCQElJaIhBBkAGFFE3J4CZ+4j9iQ5ckAkhhDY8tlFBvpcVTKSjQTLyQRETAInElXUOFEEYpDPfFDMSKOqqumkNERkszvrr6uqlUoGJquq0uQyrjBYa3DL0NpiNjN5tM3KDFOZVWYIwQiKJuJCxGJR2DTPql6LYTB4tlqtbIxZVZX97dHRkYicnZ1tNpv5fG7BADZfnc1mhp1Wq9VutzNd5RA/uo8o6Pt+sVjYuMwggeFPO7aWC5/t+w9BFMQmBTRKqn2oCCnGOJvOHzx4YFeIwZirbbPDv5nHZtZI5J1z8/nUFtSUZKhBQ1BVlaGfYjtNpsZl6JtpqHl06Rxnk0+DlGVZMPNkUhmwtz3SzotNRO/evTudTpnZGLkGQZumseGnfbf3c/v2bUt38N5fXl4aOdMuVNtcbeNs29Y5bxPFLKG01zo9PbXXyh4tto0N5mz7EbR9IkO/9rkWi8UwWoQUYwwpdqGXvru67bEV38zs94CBHFxT2lxzwhxbHxVFcf/+/TfffPOjjz7K+k+7FGOMOQnTao6Pvv2t6WK+bWoMKXa9E5U2aNOvnp+fXZyqyL37D5no6Yunp6stFeU333nfEDURff7558uj+Ww2A+Asx70WH/z1p39qLBHIe/Hhk0bjfTgbSA2tPYDBfz8PHAE5WwvoaweJI4++vWcDogKooUTr3qpRHfe2lmOViI70PEPtpX12Czh8N9KQGgEPJf85+1c2oSeFBwCaTm4fH7394E27FlS1idA0zTU30W1TGzi0UaEl13ddt95ubJDYtq3NDPu+tWl5Cn3Xhz0zMwIAuzqPDhyO5TFSFoVzJJKcc0XpkBwI2q0BRIKDTAsAJpOSmaNE1cSMThT64FP65offCiF1KfWiUantQ910fR+7kPq+3zV1Fztl0R7atjkqKkLcXFz+x7/888Vi8e1vf3symcj1GudQSlLyPCnOtms/54n0s3r77C/+7/LLL4vLM+x6cwwIACo0oQli1MGNRRQICJAcMPmq3O5288VicnzSXlxESVVVdesdMzsCthCklFKMKfYs+3pABCQRsIhqTBDE7Don6AtkciyAylh3bVmiRpg4LHpctuF33/rgX90RiB12ER3VIe1CWvtiN1384IsvP9k2X3ZxgxSRhVARPSEKdKICgkrMg/GMI2fEIiBzLeBZVTVdq21EAIEkCcEhEHniBElV9vOLhMBDege4KyQ6UaUrN4pmvREAAniCeVFM2JEklWTKnQgKepgKKUAASaCMlNg3IdZ96AQSSdQEQLZW24uu1+vNxebZs2frh21Z+tXqjCCRRIrgNWHsWIVVGSKL3Z4OUQqhGiIrV4gTYkdu4t1dnDjiMqSZckRs+9ZPFkjp1198FoQjaEIghASDXpkYRUGMGJDpspqQxjUPjOPIB9vcQ1o6HNDgyO/D0sXEvHXxALQYOMleC7cHMClJyjYn9t72PSYeeROYuaNt4iZRGY+j8u55gDdykNLloNG0f5YQQm6u2d6ad42xPCcHspOFTAxUpkEUY/vdqJLEr6ZyjHy5rn7HV0Ang5pXR39ftY+8khE5FodfM+t2cCP84UpUFOQIv+u5T697gSuPmx5QBVQN+CX7f0mkQKijjD9QBcn5HJmRejW8YQxH9au2zxuCN9YUtU99jDGpIjkgdMCRIpgWDDEmrbve+dKXxXQ6v7w4i6ajFnHEiJhEQxShSIrABMSSNARIQhYHgjJwvJkZEZTYNACDC0uSJGmtIQJyWRaLxfLuXSHuu+gnk+XJ8ZQZklTOEyiBEpKoSDrkDWR5xzjHFkaPW19z8ADU7DqgIkNIscYkhD/7yU8//fTTer06Pz1lZiCKMRJg6d0ha9jAv6oAmD15UG1j6GPw3k+L4snzZ7Ccd10gQIcEBEzkSs9JY9cHEOfJI3DTljEsJvOHt44fHJ0cV+X64vz50y9DSnfeenN+fLTr20e7sO3aLkUgjCqgTIBJFIEFIZGoiJPIKc1ccb+Y3r21LIj6Pp7XrVNkAcGUAEkV0JA5ikoSQcWDD4JKDnG62js4YGjFQzdlWKGGrfLQuTdM4h1nZ4ghkaYXVfXERVGUVRFj7LtuSENGVNXCHQ6vgRBjIlmBYkOJGPtMC8w2MKoaJDoZEu1i35tKTSQagjHYmUXSBs/sEYMHJngz4VzXdc1uZ/4fVqavVqvSsxEpu65DFbtaBjdROCS8ee9nsyPLyO7aocU+mUym04lNYzLlYOjYxWgBa/ZauQ+XfTVDCManrevakJhRGYfA4pRsgJlbVsYPMSBh7NMh7gLADld2JLc4AYuVy2RI892ZTMyTM9nkyl5CGfq+v3tn+v777+dlcJ9/8NpFZjxmZz60Epwj54rx78coNgIaTg0kC6pJMdnjOWdvWk4QaGyqOeaQZN/qw1HlIWso9IObqx1VG+6ZdX6MabPZiggRWoiF/c7JyYkdBDspzPzo0aPbt28DgLnvmEPm0dFR9tKwToRZpNqWaVpTm1fvrXFiNluz3kGeCdt8zDnnXOlFSmuy0iHCOx8ie5Imb1p4cO8Yc2JHIQo6Ir1YlTtE05blxHupqqldcvbk9t6OjvDWWw9jnyAJM2sSUpIgqHR+fnl+djGZzbuuc2XZ1N16uwHX/uhHP3r33XftgDRtzQ6fPn365ptvVlU1rj9EIo4DfL8Gw/N1doLjwMZs8WpUN81t030f/qDlHw/6ss39VUe47DC3f2TIRVBkRRr/2rXe2bVxn5OD+uv69xuWbwh4jdc0LL8hpZFeKHuWFs65xfzkZM4MPHAyIUaIEdq2b9t21zZmKxWCIau+rmvjjq43l/V2F0I4PT3dbre73SaEEPve3GjWuwvr/vQx9padIVFEEN2uF8REBDHWSeJisbh9ezGZJMdFjDGBmmDe1hlm6lKvMUwck0Rpmwrox3/6/yA7KEqeTaCaQlGAL/2k8jMuiwkAPD99+fLsRWqadht3tF4cLU+OjuXi/MmXj7bb7b35bNc2zpeK+fQeqJbMZQypLD1KW+1W5//pL9b/+W9PNptpDIKxZVRmFaRGqqJIg/Uc2BhXiIkJmJLIfLGoux7788l8vtvsJEEWSYpEFCVVAhPXJQIA0RSjiDiHhCgpUa8g6r1M2XkkkRQR6qZdFFSqphCmEknkw2r5h2++vVz9fRdik9I2astFe7z8fN386Oe/+s16c6ZYc4FVRUURJUVUMbkEMxYF722lY4wh9oxUlUVRlSH1dVuT05Ji4RwyI3pFEcg5yQAGdfQQVz0O5Tus4QMh9LoKyy7RCvFoMp16xymhqpIKDUGPCMpWl6mqalRA58S5bV1vujZgERykJADEzKCCjCmlZ8+edU3LzJ9++cuiKPq+XUxKLzKrypPlbFoV3HUsSgpkydoSCSihtoCkRFFUWkaeOayYGCi2HSg6pbKYdOxXdX16se3dcUICBwlJQAeWNhAM0RVDLhioKGTL8UM35+pyAYSkeNMrUq8FCSAy0KDBvMYTFFXKDpGIhHvJHBKOHr8inxMc2z6Ns4Vssb1G5jS14tih6mDUZOgupcERSlUk5Yyoa2tyAoVrRM+rJhr5aQfL2JEXzlie94p8C3g12LvG/xybNl+3e7lhtHNTp3qYYe4ptXuGZw5mzxvMjYjGrzY/fC3czO8JyQ6gcX1lz3hle2+Y8jaVJO2bB1/XvdOcRodIXcyQVeBKgogGlagxSkqDXFkt0oTIgXG0NYpGDdr2gZruzmLZRxHAPqFHTiYnddwl0a63eivGGJOI49SjogMCVQmSQkyYhJnROxEURcOCya7HcnJydDQ5WpSz+fT4eL2tt5uz3W4TQrdrNfVd1zViWUIpAg1OGAP22JvWHFi4eoDlA/965Ck+zs+wqteGA8+//NJVVUEobeemUwJEhZhibmDs6UN7u1UEIIxIbUzb3W7pJreWi6N+t439BLFwjIi9aJCEggjIRIUHDAm7OEV4Y3n84PjoqCxJ4sX5KTt39OYbyqTs1jG+uFy/iL4X49ELiDpEQiRRZeo0iSoTlEReEEPQpini7KSoLieTXdOBc0qQkoAjINJxWSMoKI5ADw3sQcn91Q34fVG1z6MdDesNKoQQ2LsYoyPO8xPnKMPCovQ65JOGvJqY7s7K38yhteXGfpQlKzaUYKMbOWf5WHmyEUXiYH+ciqLgsmRy0neZ+27kN3vFetdaZoMxMMd5AHni1HWdo9L+Yddb9s+0Ihv2g6+UYi6aM8Oh67qyLCyl0BCslb8ZzWYtX1EUGePdunXLOffixQuDo3ZYbEh169YtY5/aS+Tpog0wcwDOkMmWkj3Stq2NmPZp8t1sNjP0aNDaPpEBHjv4mQSSN4yiKAzz/FOpDbZUjt26bi7KhnbyBeYcpyTX/B7tIGerzIFPwsTOWS+2rHyOXkgphRgxDa/rPLHzFkyfL7MQ4p07d/OLhtDbHNWuB1vKbKI7n8/NMzOEsFgsNpuNiJSlqup2uz09PbX4daNKvvPOO2dnZ8y8XC4B4OTkxEZ8dhHmj2wTNhs/2mcfmibeN81hzGJd5L2tCOk+wRdGW11IfT5QmSl0cXGRnyR/ZVqsdQeGWMuUzMHcLqfsXFIURd/1oe9ZgLnoQyq8Z1/Mjk7efu+Dkzt3l7dOkB0ivvnmm7Pbt3rR80dPnz9/DgAffvjhbDYzZrL3/t69e1nZaLF43nuRf8K1hIjwKmlf1nlmuchwoIAtgswsXq4htGvPg4CvrT9Qh0b+fhgoSIJ88wlf991hNzIo14Pfw94F6hp7YrCo2c8Lh6cidvv0YFWBJGICFz8DkRA15sgnUOccIcxnxXJRIC4zaSkopAQxDhrCvu8lRFsxttvtan1hEsH1et00zcvVzrI9t9tt2/TZV6bv+7rZtm2LCF3X1fWWmNc1T6cJeZBZhhAYAESnZcXMGJNIZCWOkfpwPJ397m995+nLF7958uWXn33aEtJ8rmUZkIvpdLE8ns0WTmRKXn3FpWi7aXa1c245n29W60eff3r3/j2jjRxIdTpEOlrDXFKoKBYp6JdfPPtPf317u1mkWDrXgXYM5D30kXqBqFqaLy2bd4tF8ylRjDEolGUpoJvVxtSPFmNtyewqgnpw3bMqTpOAKlkTXhJHRAAVmLuSUFR6TeilX1LFdXvvZPnWfLq5WL9zNLkVRbsO2eFs3gj84nLzydMXv7ncPt91Mp0HcIAkQH3f9wCRcWkhPZJiXRsN0YSU3lHX7RwBSOMLLKGB0BRE1ncLQfoUFZCctzUlDU0NUE1jbeSravkrc47xRVsxzgqeEfsYGFXtHjEGrAIYytm7evTsA7tV17UxpYIAWSARgESjDQMgbjYrVHLkxacAvSsBMErqCQrnKKRY9x2mWKl6c2IHdECsVPjKKyMiBvAG4IAkiSMOIWJR6qR6dHb+8+dP6qixQHGsgIqoakxYVRQCtkOxJwzSwXsfs8/IdVXbK1w8XrWIIREQol61MNljJGvjMjM69ohD3xb5Ki3rEMlwkCHsF8Ds8nJAgJLy3iGjuM7cg7ZPlLOFB3QKQIB59JdNE1Mmy+1bzJkUatT9jDOvr7Gjf1yzgT2oil4fCzlaIQdgOTaSuXlNvg5/XQFu135kAdZfs6b52gWQwisCIwbjqWEmOzI6BYVDXp+BDbyCQl/hLLrHe4oH4HctTN5CFPIUuAONKcbBqgv1wIEEcg40aVBVBOI+StjsZkU1Wx7HvgGFoihCjJCACbdtDUBzVxByE7u2jwjC5FEUnFeS2Evog6oSQ4nTiIpIwIOeggR4vji6c3e6WEZJqe2xjyQaY3zx4kVbbzX029Vln/oUosbAzIpjSq4ttTCe+w3neBjZyjVboXwFZLcGVZkul9/61rcuT18+3iekZRZcOuSfXr+x1fsYYNu204m/fXT8EOJnp88kAYagSOwIkFRFLQhXO+26uS/ePbn78GhZiEpT9yn1mspyKuhWTX12utrWDZPvICYA8gzAkpJpPoeSb+9GquyUQuylaXtp6qkvj6rJS1oJQj9EeTpUQdgjfgUAYeMtQLpyT8INh9zRuG9sfZQb53k5GCfAWPWZmWbG+Ep9sMd51DoycFUVhZUURnjLjvbZNcd7XxTO3AsuLy+PlksbfNlyZ39r4GqfjxfMIyTG6BHycMyIppkRYQTL7AJiDD0rvmlkBGoSuNw1MPw5jGsQzSQzxmCjoTxyMQRok7o8y8p1qiE9eydN09hkxtIasoOopbcbe3Nc4NoBsSszRzs0TZOxZb50LeZ+iEC86kRvK3VZlkagNVuRtu3yk9hBKMty19UqkJ0wv9ry56ZLytjX63pmN4AFnRnszFY0FvBwo4YG54rJZJKTiAxg553PjonxJ7PJx5UUOKX8t3amTNhpV6lzbPNSu1xV9datWzbNW6/XzHxxcfHWW2/FGJfLpekk7So1du5ms7FYtk8//bRpGvPJLMuyLMsXL14sFgvbEfPHN2Bppq/X+EK5WZsD042+JTHl08ejLGlfFHtUnPKxrcppHgyGPjaxG3I+JBgAM7FfTjSxuyPPyqyFkSSQqneliibQxNwBgS8/+Pa3Q+zYuV6TKB4dHc2Zm7b/+OG7pig7Ojra1ZtXUWAE/nlfSmMzswOnRYnJExIoMnlVhSHT2409Aw6rEwzypRGmUqAhW0wBYB9wm+meMLTm0bz7BoePTAYd8Tlf04flvIKOTcPNB0KHzvTeUoj2LdrDB1QACNJZK/aKbTVAlIhDB33fUEfsuwYRlciaoboHlqjoET3jzJeI5f5TQt+rAtDgVzGYQEQouk622+1qtbm4uLi8vLxYr8xcVETMY8Z6XC9fPv/Zz37Wbn5Tqk4W8xhCCAEUPeNsOvGOYiIW4hQ4dIXog/nRf/3WW+h/56ze/fSz3/zk1798dHZ+trlY92GXZOeKYjo7vnW/JGybWnfb6dTHGM5enk7ns7bvv/js83/5vT+KTdTBw0X3s5MBWiTsKgZpNstSH//oh4t6e8LIUQA4AiYAInTOORFgSFbYIiE78Lw/XMSFa/tOERwXiJhCJO/7PhaOGImZUVFiSDFK3zkiFbF2DIqiqEVJEBEJKuCsKisin9JM4biqfN3cKf3vffThbDH56W8+c02Nu9UWKfri823949PLX2yb36ybMwF3cnfXdmoRKhItbRmBJpOJLwpfTVxZcOHLSTUpq6pws7LU1Nebs3/4+5+EflNSrzFVkyImFlTy6AsviKKQRKIAIe7dKdlmfdcAzFeEs+dfmDiuFLyqV3TMETUM0iUgJdZDBQsAwVGjuOlCRKfMSmzFpmqSKEI6mU5VPaNr254qJymxkiYtfDlfHlXzIxPHRklRQFOCMMwNALQPEDR5dYigBAoKGts+svdaTWNZvgzx8/PVizq45TIgqg2LEFSBQRUARRQFlQCAMKvLyFSjhtp0lEieDUV0/5H3AOxGLWWeKEDWjaLcuUaI6XAwB0rOOIMUKWexmFWxQawQQgzJtvg8kRtA1MjbM/f7YO86lSHi3gaGxsq3ERhjwxE3Orb4Ou/NgxdABmOjPxyzsrOg1N7mTYXC2P5rfBESjTLlR2/sa7QL8bphzAixW/S3u8mJPMwHb7BV6Su7JF+FDHHvODz0FRjQruCc2JAAgL862fZrGKQZRhJVgsOpEtA2BbELmsgySlRViZMIWYQDEiACuaQSQ1xHPJovuj6lrvO+UGQiWu/abd0pIlRVD1A3bV3XiHo8cahAxMiYkDpVhURKMfYCagUyeUcxRMWmi23UIkizqy0ZpkRm0EdPvlivL1EFU5I+sAqKMKjQ6N5TkGy6M8J7GZwojNMkr898B04zoZVxqQ8aEyRBQGZMYlxW6s19hHCg2lpwFWEdA0UsE8YYHeGt2RTcvfOzy7ZtQwpEBXsMSSX0QXBRxlsnR28sj06KilNIfVCJQCjoTnebZ+vVpg09IFCh6CgFIADHyWkIKcZUACKhJPFMQJg0RUmo0JE2CBxCWVbzomAxLbm6coJMEhOIHJCiLcN0ELEQ6LACfrW6Bq6zO+wmJD7wjmwtq9tdHqANgEfVRgqTqho7JVoBaho87z0zWfFt5DcrQZxzReHypG5X11bjWpWLiB7cuB9mQgR7XS4G/VWmjw7WIK68Jnkago/9MDLabrdd12liU+iZrCwnK9in267XVrsXRcFMZj1a7zYGKQ215ri5rDrz3hu4NZWdlft1XZ+cnFhQgZlw5kXN/twAxq1bt2xUYp/UinWbFGXHLWtkZLNKQ5j2Aa1bbzYbFxcXImLjxyExdqSoNlibuYU2gbQkX5F0NRH7FcvdtYnKtbjY/NPpdGqOl9dwTh6cHnxZncuB7M4553xVFeOYBMPAfR+tfZDl33kw6AsHOkR3WHK0pSCOr5ymafKmZfpJ59zR0VHbtu+995596vV6beo1s6y4e/fu3bt3bU5r+ZDz+dxmI9vt9vHjx7PZbD6fm+zK+guGBg342WVpYNJ6EzaNtGQIABAxMsSVRISYCeeqxJwv4FwrZKpwTmca781WMYQQ2qbPjuE5msmcZpm5dCoimmLbRiHqCYME1VQVRUJQh6EXk3ATIOtgBLpYzpp2d3R09MYbb1xeXmb6sWoCGDx4rdr4+qCPbgyKh/pgn7Rpw8lB3KJm5Y/DLqAAkBCAkMZ0hsN1qAedXnZfuyYayeCO9lvNK9v8N2lLmi0Ern6HMVwcCQppVBplZk7pC0v1HstJELGAKMPKfrj1ZpV1AfZOnmkQb3lDxfvcrbQ3ovDeg6ql1tmhZqKCYVbQrcVS31iqPhQBUVCFpukQ0QOKGEEAACAASURBVDyZd/V2U+9OT08/fP+dv/2//pfLzTqEoCLeOQjJs5tPpiiJLKWs611IM6S7VUWnj8rJ5K1Jdf/jd77/zbdf1s0vPn/0y0ePP3vy7HLXbM53u81KikoBZqDdtp8tF5wiiLZ1ffriJQOmFAYlDAzI2RSdAJA4UGiOSw9ffvrl//vXH8TOlVUKmEBAkBUIlEnQCWArUCIgMpFjJZcswQgBEeaz5Xq9rmO7XC5D16cQBn2KqiSFGDFJrh80JoN8Y6JdBGFIUWNVkEepIHrlo119l/gPP/zW2/fvv9icl9CnfuO8tIs7FyH9+IsX//HTL0/9dFvN1woqIM4Task0raoHt07uPHj7nW98+OG7781ms+XJ8Wy5LKuKvCu9K0ghhRLjJ3//w//9fwvt7nKzPn32/NFqdaaFpigK7PyEqOxjEiVVB+qHvErdS2Je1ZfJdhfwChY0zovCCThVVvE6hB0KIg7BEToERysBQGS/i2HTdcmxkDl6MgAUXKTU3r5713n/9Okz70tR7WKipIRMApP5gniy6TSozvw0gnQgTgCjUEISRSTABKL9ngKmqkkFJj4g82K2TvrLFy+ehaTLk5q4B0UiVAAQ2lO4EfdRckOzzQ3+IFeOiuAe+OEVSyEZgyIcibCujbwOSQn72PT8vwNXc6/P18GCXvewTVWvrIFWSxhlKVNdzL7xWnmTO/LjNHYLZT0US/vmLBGZCtpMg/Y2NjhuUWXSiuUYWRmTbbRvukVkbeSNQ6GvLBte472JXxHc9/VZSK8kd7jrr/p6/Ib69Rie+zHdtUxDQARggDRGaNfooBpFCcd3Hdzsu1zDotnF9MqIcdgfBAf4EyUNs7wh8g4B980ARUQl50BSSqJRVaENibAhxaaNRRHK0jO6bbvtkgDSatdQ03Vdm0ydpS0zl56ZWYjAM6HznpNK1yfsWthPD1QV2PUxxS7GppMQmTn1Td82u1BDbNUihDQAMKES7O1fRQ+GO2NS2VUknO1bSA+mw6iQLRNNnbzb7T755JPpngE1Nh5gZg3hStLXvpIKqnUfyoDJl/W2D5xOFvMSabvZnW82m7ZpGlF0k6KcTqZvz9Odo5NFVcquaZrGEyNiE7pNCA1im6ADbhSjkgAeC7YSgoPoOBAIqybxiATokBUpxaiEiakBudRe24InOi28J4Y+KCGCpASSUkxCoDiksiKRGw6X7Md9rxO/Xhv3Xb1nbJXEvcAme0kZefKKdZL5N4I45yXJmHWWHcxVNSUx0GJst1yXG8qYz+dmuGKJC5ZeZW7PNvMREQJQNaBYOOcKpnFzKNNBDeFb0ZM1b6hqVhzmZW9FdQ5yyF7AOQwni7VUJYR+cByRmOV/AJoHgGYeY96SNmHLkjybWW02g92C5ewZ5dKkjPbLNp/JXiDGQrQDmAMJrcrPW0LGTtnb3aaIhgeM6GWbynQ6NeVt2pP7hxTEKDHGhw8fTqfzEbnita5Sr1ys83ZyjYW/222yeQ8zez8o9JjLfLEZebjv+xiT6TbHOC0jlqqq5vN5DlpMKcU4+PrmI2CoL4TgfYox2hEwcG4wbLFYZGWjJVsYBC3LcrvdzudzG8Ayc0py+/ZtS/Ww8zudTtfrNSKaM6o5jtZ1fe/evaOjo6dPn56ensYYLQ/G2I/vv/9+jrUoy7JpGhHZrNbWBbRuhXPODts4cAJ0lH10dQO2f+fL4NpJsQvY+L3z+dyG2EPba4+3cwchxDomxaJouuTKMtm1Ubh1DDH2JTocbhxiQO8cAm9365yrYYEc+75PvEYH+CflN6AezLqupPEqoMJus+267tatW5PJRDQRomiEIY5PRaMk8eysD2jPcNjtAGBEdH81BXTMUAJFTXuHwwM7dDyEHEdCJfSvRIPXEONwm1ydt9C+2kwpAdAQiT56HgktIvqDRJuUMIRu3BrPChxKcQghIAQAny2aIZmx+P5ZABFi3Ob2KAGzY2IiciUhES2n8/niVkogomWJL//V7/+7n/zFdrvtQzQcrn2qinI2maqIpsgqECOnNEGeOXfUbsLqMl4CFcViOjmuZu998/0/+fiD55er56vdb549+8Evf/35xWVCQGLBWeoDF67t223dPHr8xeXlZTmbNn2XIwZVJePexF2Ratg153/zA3j+PM3LNCk6BxDAi6tQtUtQpOShhR60MkmswFAaCAABhZD6UM+Xi9iH8/Pz48VSVB0xioqEGAKmSCKMqEQaouX1DUWIMUGYW4oIoCgWyTtRLQAecvndt976vXtvxCin9ZpT5woFL8998Xeffvq3T56dc7krFyshWi7uPXjz7XcevHHn5N0333j44MG9u/dv3bo3nZ9wwSbP61IMKYoIoQAkAkmxff7k8+OZ/xd/9D1I7enZk8ePPvvkSXd6enl+uenjLsWui4xUkvMxSJaNAViYKr3OjWJoo1xl6yHirKwcQCHoBCAN0fGkQGqUSQUZKJ6oKsSbereqa0WOIDGJIJJojMk5v5jNEygRmZnZi26LKpooRUnqnjy/fPbli9LhrPSFg9JTxb4iN3NF5cqSnQdQB0IIKLkLQM71UbehebTafrZZnasm8nWINDE6iZCCAjISmpGFCGSdHg53i0AajaEAII1HZFcpiLJP9INrnSNm1hFHIE+ZxnkJIpL2FD69qjoTBB3SZTBvc1mNctAHimQkkFJS4oMPp17x49m/DRqn9o0aXoeAhKE8uzoIyzGz46viJn47oFykcehCtnu5tjwOepDRUOeKfaC+YuW8CtZe5x9zfaKIN0wN3fUw39FRGCMpvOqq8hXg7x8VLrz6N5FN8afwT/nCA/0zY0i94Yqjg9wNCUEAzNkfgcyv3JiiyF4BYuhBxRF3fUgp3bt93Ne7LljqXpdUwLkksKtbEQEc5rx10zlPAFWBCITOF85xWZZtaDXEtu9QUhy6MgnKMkXpui71SftQFMgKUcJsNqtLBsa4qyFGAXCmv+YhU/KmfBZ11GAYLqNXK9Zs+jFU3pK897PZzKc0JMLtFV9miZEvgzwgtheezBbN6nnTiE7mpHp5fhHXZ2++8cbUl4vF4rxuLppGAOaTxXy6eFB2MYTtReNBmamLXd00u65vEXv2bZQImJATenBl0fSdSEx9BC+UQDRiYuCSHSGlpChKjpCKLsXLru2JqjjzTKX3nAYc1YeAIPj6On18J4joP2oKm1NH91BxoMBbvTjd27EMrvQAzIVzzroI4/zijMTaukEFA4pNszO8Z4O+qqpyEHmMkbzL/9v3vXXu+76PfTikGliYZBZhipj/6rgOzouOvdAYhxjuMhA7nU4ZBy3fZDKZlIVxnAwVGDwwOqVznBNyQt/ZTLJtW1UxCmjXdVgMoeo2mrBYbZN1zWazxWJhwzebINkZsSQus/0ww32bBNpUyt6DcVbn87mBiv0obOhllGU5nU5tVFjXtU0j8zzTHGVygF5ZVtlppu97OyPSiaX82VBuH22v5tX5ynvqH63m881oWCt7fw0Ri86Nz4i95+l0Oiho9izNw+BrT/W0cfE+WEKLojLgNJlMBqQgA4eNiPs+2AZj9pVmi2/jzRx6azEexr81TeBiscgaBkNQd+7csXGuiDx48GC73SKitSecc7dv31bVX/3qV2YDkxcTW0/scrJGgzlt2ILT1vWuqW0WulgszBXjQOC8KonTK2l2AxvWHOTHVPb8I3vbdpTyaHE6neYkFdmn4HgIiJF9EVKoptMuSRe1Yo+OEFQQYgyUkoiiKCVVJzbBTmOrLcSUEhGaNU5ObrimkPlH7FtepWjPdMftdrvZbMx0d8yFNr87IwG7YXYq+w0SeX8ppq/yl7suSiEV0oR75GjA7xoitVi7QbSMlcJ1hucQ+4Y374g0enXKQ04rj3h8ZymJaMmEiGkwXhtOt3MHaQ0CpMzjhT1TCQ7/RWP3IQwBcKCSRFUdNVa7IpASqqIECSLT2cxMsJo1C6j3PgJdnD7abjZd005PjjbbXeoDpDSdTqeTEkTBAu4QC8ISqETGdoWSPDJhGVe7+vRlco6r+Tvz5du3b//ONz/67u//3k+fPv35o0ePnnz5eMvrzaacTqhwZVluNpuzs9O3l+/fbAqYkWbCsJhXj//qL85+8tP7s/l87luJnYhLOkHH6iB1ABRLjArYDWIeI0MlhYHdRxRCuLy8LH1xcnTcte1iudyt1mwUHyJrnIcQU+gLYlWlwRltsBRiZioEIgOTR+8YC8Il8h9+9PFv33+Dtw1MZF4UKpELbqV5Ft2vLy+e1l11/92PvvsH7/3ef/Hub33r5O7J/Xsn8wlPmDBJ7EQjxjZsu52qJqRksB1FIYFGSr2XuLp46TgtZ8V2dfnND9765jce/nY3e/zlsyfPTtfr9sXZ9tHTs4uLtu86xAoOWWMKOgyxXmd8j69ieFbeeSQmABVNAijAQ2VgkG/viaIAkAjaEJu+02qaoiZIAE4FCVEkffrpp0e3Tn7rO7/9vX/5vbqu/+d//++JFBUcw6RartYv1xfrxax6dn6OlBwigzrAityMK89uAT155yZlMSnKwpXOO+d2m8sO6Ivzy0frXVPMUlm2RMVymVIPaCNsABS0cKrBk9OCQPZEbkJSGqWNXxlVjbtCORAc0d0geGJKyZwgDLrYTs2RnbviSnJIqdFDPNyBFbnXntiWZw/avn8wOdsHZqSUxl4gtHexuoZ2srguU4cysXM8M9QbDURr3BsfyGobg6OZdaKIN8Pt8svZw+OC4RDBRwfbtqv94iug8Wt2Dwf92ggUvAr9osNi4MUNNi+EmgbLF7W2BR7eqXXpRmKrAUMf3jEoGL8/UxJfiwZ5/CNUAGChEjWiRNEIqkDIREkViNSo6qADZk9RpWIks7rWIX8zpSQOGYmDQkCI5ANCL1H7wSQ9pQAA7BFAkzREhAokOJAWkBRQoux8AlHf7m7duRf6dtf3otoQJYIIKuBERGJCJQJyRSDQXewqkJn3k8mEkVRlu2oSAKBrE3SggTGhq3aXJH1IhQAEljrVCUmQH9x780FVaApnz59fdCntdgEU2AFGZcr8HANhw9m0XdmsKSGiDN1lHCmSbRiIxtdESEkI6cMPP/roo4/W/enf/eBHZ09elr7UiEzEMOmhS14VEkgAEMfe91JEmUdEIl8cr6X9h3Zzezad3j2qT59fPnm0rCb3prOH8wompYi5fbXtNqAIcNE7t03xouu34mJVbvs2Karztv0g9KD9syol40E16pEBEEUDYoSEkljBg8MOAMTDLHTweBrfZnQJl86fpzV413gKyL5XFkggSMgqLMB9bICdcwrkHDs3KN+suLTlKYeVqYIg8F7Q5ZAHL1MARkKCFJISOs+h7Sr2IYRyPmmaRtFUwg6RBaOqgLlIMTlXZOe9pJHc0JGyatsaYN57RvLs2rZ1nrxzKSaP5DynlEpfmLshKxBh6b2ZeDjvnPMAoEmISAkSqKj0bVOwK8tyyD1PMp3N7LWMMBlj7NrWPFREZDabIaJ3Q4jN5eVl6R0imrRst9tl0Z2lsZdlURTFdrutinI6mfd9f/vWYrW+IOKyLNu2s8A3gzFWvrRta379Rii1cjmvdCYMm8/nGYiafNFA2tHRkWXHGQ68uLiwlHMDqLYfWHacvQQALJdLW++q6cRgjKl0zObE8gym0+lmswFCctzFICKaCIRvHd8l4IyRrsydXtFf+ypaxVX1GmRTsRgjItunFkm2fxgf1aZYmdeayas5F8T+yvxy+r5v29bOhU1B7chPJhOb2tnMuSgREcvKQi+8iKhWI8VgF2Ps+p29KBEhQR9qAGBnFT8RoXPc9x2itXi161rnOKWEA8dGvXcAcPv27XFxEGO0M2VA5fPPP18ul2biGmPcbLf2AbNTERFFE3+AERX5qiB+HO6gNyk0V9PnB5xswC9LcO37ta9YTY3cNJkxSChBywIBYgyRmfLdCiQBRAkkRrtKr23VRm9JaUie+Gq36Ve7YY8A0liPYe2JxdFyeXxUlGVSYe9EVVGQSFGsdq/r+s033yyowH3zHA/V23VI+cop3OHjoBO4Or6Dr/pOGq9gwjyrxKsaqsHNnUdTzGsVguQsePtfIuzFXTmKQ2sDr/XrEIAJ5HUV0v4ZjQlEhmRhfjB2FuPLCqq8fH5pnbLJdL7dbvsgi9vLR58+v4hr8MgJoQ1F4drUcpHAQafUQOF9wQEgrB/66sHqKe64AEZE7cQBVIjkFKUJu50Qek/fmZTffTCnt7+j9Dt/+dL96Kc/eXL68nS7vWjb9qc/4iePjr7xgRdsEiQgZafoLF5dCR88/xt49mzz47+G9qKsqrhqGGDmCAg7TshK5AGEGpzDop8VDil0HYY4WSwKdKGpu9T7aTWdn6zWl10X5svj7W4XQpiU1DYNI3jVtt16AU/Yhx4BKiQFTCklAUWUBIo02Qatyj4294X+JMJPPv/iw+989Cfvlun014jYwbyMEXH6PFX3Tt7++aNnn5z18w+/+d/9D//9d//oe9Ojk67rSl/V9VaauCaIwzyWHKXAyApeU6UISkmLAKKK0yKcff6L3eO//d0P7rrN5zPgzz69/MWnX85c/3v/4nffn0yJ5lX59svTzeNnm//w5//w5HLT9B6pAIDZtGp2q/l0um2Sm1a72GtRKBd9kKqYaBKF6EiIE0hyAj7oVIqSiwfSL70AgpZOI6AQd0IMiBxBAwkQtgoxKhGdF8tP1086mvQR0AOSJAhYUoqxEHzn3pt/8Ef/1be+851O4vz2yTvHx48ePULvq+PleVpfcsP3l+cpabW4NkqyTBHGAgVg07tdZGYG1n02RVKX/BIQS1SnrdR1IpelsKAopgrhkccvAkhkdA45AsPexwcG5g4NptOi7LgqK9hbDKiqY4v8pBRVdfBwAZAoPbFzRDFERixc6UhQGmv26X5mTeyIaL3bAgA7Zuao4oicc23XZa7EkJIF4Pc57ESEzEAuQz6mIcKXiJx31s4W1UwPiHtupz1bho5RgmUFDb5iiGy8Jx1ctXOv1kQBOc56vPib8/TwbvmKcD276Itc8fbM/glju87RVkIjTeDBkybHZgAebCMI3WgtpQzPGDnjxhz6h0bnHU/YrkxybRu76q1iTiyj+IT9QOSqnXnGJTd0gwya9g41epMeajJz2qOUm5siju2W8ABKTYQmAEkFRRNAQhZQAZA982rUDL4+UYWr9YTx57u2Tb7y3vd9v6l3wCRGjkcaGe4lJu1ijArgkkciCGbWFEUEVAATpASiBKgkIrvdTusdoUN2yoTs2bPFvqUwnH5kdsM+TTecdQ5738ERG0Fe1Si2jzwkuXln1c9gFLlrRZScQ8CkCQRSCqCibQueLGBRUuglOSrBD5dOCAGj1NxOZuXRyW3pO3Tci8TUD+1DYFVJzAkxAnQhrOrdqt52AFxVMGRAmXfAwLhwQCQyUKstMNt2daVr9F1BIIWUEooyc8GOkUFUk4D1cfcHQYEUJRFkxqMx+mwRsZu/C/045GDQuCOwd6gQJEISImLnYuy99+xdVhirqk3ksiQMFZht3RgUR2MPegCYlP6mq69dbHXbpBC999WkOGTIiBrpsW2DiEyrajKZDLEEaFHglPPBkwy8Rzu/xhotiqJt64E3GIJBKat97Y3mtSYzHOydV1VlFiD2Acu97b6NiwcSZpJs2GgcSwvxs5o4kzpsoTd5GO2zCu0D2uN5AXXOGbczcz6zP2de+ruus+BBq+aNsXl2dmabkOUWENF8PjeHT1s3bZRqTjB936tC27bmgjPu2Bl98eu01v4ZJp92oOzas8M4svgfJqVjcVoWKNoby5Av/5pzbrlcisjt27dtP8vKdXPuubi4yPrAbI+Zz7uNB0fBEjFrDjOHWVUn1WI8JM87UJ4k52XQ2grjxqqJMfYpI3L79u35fG7DYUSMMTCzeU7YGrWfmRvYu6KIE5EsOhl3MW9moOO1VOsbhmQ3/yFBXvnTXHbYc4653GM29c3somvubV9fF/rKJCQbC9vdfdOOPJsZWC4Ljfxvrn2NgdMrx31fJ1Xi/++v180h/9nP8M/7+uEPf4iIx8fHH3/8sQ20Y9SnT5/udru9kwTYrmqpj6gH21ICZEsGH3rJOlhugiIQahTGlMwdM8bUAxMAfHTywW/9639Fk8mTs9O/++WvfvPs6e7xZ+mLt6bHxxP2kaBT6VIrCsSekaHrLn/zWX25ngFASoV3E+dCCGlv9pZBuKq2u7osy+nRESTdXl5W5dQv51q3L16+XMRwdHK82WyePH78xsM3T58+O5r4qqpCU3ddX5YldKFtm6ooYt+P/AIwNykIGIg804TdydHy/bffeu+tt2LbFoTMPugwTimqUhGfv3yxPDn+d//T//jxH/yXl11Q1a4Lbd0550zOOSomR8w3pVwGMCoivnz5ElCLolBNu7r+h08++au/+fHD+/NvfPied0Qkm+0aUd9+6/6f/PHsz//zr+oWmpA2m81uc+4grS9PF/N7u7ZGJgINMTglD6aJgAhmw0eOqCDEGFmpLCoCtGQsVFUSQkoAqgmRrerdy2R83bVt1wkosdc9jdkKlQcPHv7bf/Nv7r3x4O8++dl0uTxfr3a7XbaXtDUwB/lcK0oHAtGg9xGxOEsdyJNACEiW0KEqmnM1XzG6hPFM75ptfs7k3K/DgyBiyG3eK6LH3uZ7CqXkN5+fM9t9m8Ah+1SnlKy+Grqc/x9vb9YkV5KdB57F/d7YcgNQAKrQqJW9slhstnWP1DQaNZKJpod5oGTD+Sv8TXygiXymkTOSaPPAaWOTxpbUG6trww4kMiMj4m7ufs48nHs9bkZkolCk2GllMFQiM9Yb7v6dbzNrjPa2jry5EFEfC3q5+jyKYF/CAeOGgzHOYXY7mDk3uV+5Pvcvo4KIKOwq7ETEkkXzhHG0/sN4Qxzf43C23LZHXDL1XbNn7Yhjt9VNlNd82uo0dXwju/vgfryn2xrDrro4hupXvFqrOUKDl66tEUQcixOGn2GxrZoEdqJFkyqoIBAgEm5DOXB3Zton5aLke1GEBEqKnaaYQImVVckBEgg5SUOH2Bb1jbF4rrmDQU5JRG3XbZp6MZ1YkEBKSdh4N7DPmCpAbyMHE6DXbSsi9mEVYrHPTlIFZCDlPsFfRYASOUHmcl7OpjMGZEBR0D5xCEBJNGVsr6IIO609fb8C6nhmeoWiyI7yRkkBwMOHD6uqUmovzpeSkrJDRGJ0DCAqDP0Lg4ooQiCsidWbWE6lSWFVJ6dyNPWumHQqRumjJod931GrVLVNE4IQdgCRfVTtYorby5qsagpVSsK6DQ5guph7X7Zd13VBEBXEvNGC0vs9FRJCW7exC/PpZOILD8QqJGo7w7YgEgBA3RCmP86WHKMja9/YhkoxWXQ1ITGzEjEgIoYUDQoaiKu7tglbciZ/OPMJrK5r59jm3Pmo3WfXWv723vmvmJRFYS0YaPBGet6jz3uclqVFcY5PftnpdHh0YEtM1ug2TZ82ZJBsnCNiQaBjJiER5F41VDEFppnBvPdtXQ9QuXDOGWQqXO+Xs83JIJb3vuhJ9S08NjOeCRrzwCzrY/O7U5al+c3skdgPZyWngdWjoyOjMXOOVl3XQ0gXZG9qSmmz2bjCE5FBvswotm1rUD3bLMcP4OTk5CulFr/OAdRedouTGXOAFj/z5MkT00yakNWelFF/OXfE9s7cjSEis9ksqyhNrpkNuuaRM99djgA1TGX/uuM8tMeTX/n8A3Z5LM83VxrA8gfKHvMASLbIczz1MCxtDkBjUIuiKAqft+dxTFk+XiDmb+rY0TA+CV33Nl2J93biXrZ/QroOFr6ilmpfFXll6rW8srphDPDywWUf8GQ13dgYM14HjMeeTqdZq3+lW+8Vws5XV0e8wg34mt9/HTx2XevJPwc3vk7a3L4e7Ic//KHJzrOGvGmaTz75pKqqwk3sPU0pMeFsMR/8L31HEyIykh0Meos1Uo/61P5jQMUElo9iQSOTzQNwLIRvTSbvfvc3X3bvT1Nz8T/+bnbrFh8s/OLAl9OFL8AXQAFE4Vefff4//4es14UjilEkVW3rSzfYJPvhI2gCgPl0HkKolsvpdL44OGiarj4/KyezO3fvnm9WL1++nC3mx3y8OTs/PjyM9YoUYox2Tus/w5jrQ1VUcdxonyR1IQn6snjnzt2jk+PZfKpNXSKrDE1gTOSKuu1mh0d/+B/+w3c++u1Iru42VVyWfiJjxa+ofdrFEmeGcIyeEkElghTqBw8+Kwo3mZYxBgBpNuvVhcRbrfOgEpo2PPri4enZSqBcx/mdmy6qd85Pp2/V1YogLs9PXz5bN9Vy4ueu4CCM4LVbhbYtJ/MoEUsvCklVgUHCYj6beU+AqqKphwTbwzoKIUfRlJKgAsCyrldtExTQscXiIfcE+PvvvlcUxZ//+Z9/9ujB//Gf/mO1Wq/X61w20/XQWncgxNjaLX1UO1qkJ9mBp++FJqPq+jD8/VM9qaUpJoSe7OiPkkmV86lgR0/RHyBHD8w2tdFPZm0BWO6dDrYFO5MgcRbVG2GVu8iJSUS03wIGViqbolUt2VgvlZjrOKllZzyXVVQm4csv3WX8BhlcmGd7e+P2ILFHQNv80tGdjl+i3HDYj873tpshZAF3as9xG4CiO3vNTs1gnk1HlfFLp5dJtx3stqM43QZrX4JwOSdzZKzc0WfKINoAVciv42XMOno+uv8dAHDirtyVU5dAksq2bU9wVyBj1XyoMEA+teIHQUDRBBKTkCIRs/PoCyL04D2mpqlVRNTKlCEHM9pCI1uxsUEsQXYCulqvAcR7f3B0eL5eDW0QfQiBAghKisrsHCGI1rHrYiicLz2DI0AAERUmMc82p626D1KIjOgZp+UkxS4GslozidHAnAogj/etfv6dZzC9s2t4jxiv9SD1NB0iM6+Xy/XFhZtQqhpABwzIQAQoiWKYQoIQGd8zYgAAIABJREFUkrH8TMQoLB0mx2ovPiM3QV6EVduVi7JgUI9EAEzEgHbOPG1C3XYhJSo9+SI6HyXGlEzbY4lzlq+JohwDtnE2m905vsm+fH76oouNzVP7wg+EZDJgUgDo6q5pusMJlq4s2TkNTlm0J0bF9gzzASFYPPDYHmOI3ZcFECJiGhCRDXgYMaUEDJ57WiO0rR2FY4yCIAhN06zX68PDQ3uVbL12/brWM1TsXIxBUsoX+ZBUTAAQNInZqYlyoEvbtpvYzWYz51xMqa1rI0yc49wvl+nKsiy9Z5s3T6dTYjBGxTlXsDMFYIzR2h0sTyan6tOgYrVLMdv2DBWk0OVig/l8bnDIUErbtmanKctSepoz1XUNKLkQLwFku2OmKXIHYFZHWG1aDmgxCst+0XK67GXMIRxGfOWqA+MzTSxqUk8DtDkOpG1bV/i6rj07A5y2oRZF4T3YkW7r/waweMnbt2+P+zn+mZBv3Fmft8DHjx9/8cUXb731Vkrp2bNnT58+vXfv3nQ6PTs7m8/nbdvevHnT0kHsV3K5nL3a5r4zmGelhVkImseN9k8GjC1Ic3/kmQGhfXO5XF4JD46OTvb3MGNiYzRop0n6J9s2IW+xzOx9YR+N9XptE4GUkoi9rdsgtcEykVR7qjmP+seQyUILLidMXcvsXXnWv7xPj9yA1zg0txKAPWXpq3I4LyO3cV3H63CSV36ZTuG6HpFMlY/Lna5jya7DgdfBtleAsa/0/dcBctfNp/8lWMRX/9jh4eHR0VGWcpjB+NNPP+01ySkxcxBkz8ZmQxI0c0WKHtETkiQB7bdRKyUxG2RSBHEIfaSkiG1D1J26wiekepNgczZnbM6fp2eLC+95MfcHh+Xh4eLkxB0eAXFs2yd/9+Plg4cnzmGQErFkakKnyoBCtE2PswKhEOJ8Nm+b7uLiYnFwNJnPYl1dVJuD46Mbt25eXFys1+vjw6OmbSgpAdbrDRN4dnVdecVpUbZ146yNU/qDmZ3xBYEANCaRoNAuytlkUlShKlSdaCcJtSR0ihhFmxh/+wc/+I9/9EcXTd1Kmi3mIQITS0ykkFSJQHqBsUIukFQS6BvXHKEjqNerly+e3Tg+dI4uNhWSL0p3cAjOg2pMqfMEziNIO51PPvnFL6E4SJ0c33zjux++P53ch9g17frZg5dPztdnLXz+fPn4+alELJSPp4s2rpQKdBPlQkMHMWFqDycwIXagYLmACIIgKIgksT932RomBCJ6UdfrEBKxUs+SETCopCSa4v/9l3/18eefLo5PYgynp6c2kczhkFneMhYKjuXrEZRMB8YIliFq4hoEJRBLEsX+dEjjbNJBQjdQtgZG+5bBJCGl3o2cZ0Hj3TDvQePvi4gA5jLzkVbOgtZ6HQc4HKGmPLNGRIypPwvpWFQ4OpCbfkuGHe266P59GcUYdO10ne9pK2CHAMxdCyNv3rbHYmc1Hq+6KrJD6A249EsWpW3+4t7xY4xmIcfTD8rK8SMfw1e4SnLS9/X1Ya57m2W6InNlhMFGMpJr9Rh0xUy0j24ZEMslThModhE0JVAS7fM8r7z3frAGgAKIGRvEvn+d0Xv1Hp1DYkRwGjnFKKkvu0NLpcLxse9STukAr7s2rDf1fAFFWU6n0wDSJUkpKaJDp6yqmswMBphUrW5OEBKBQ0rbWGpEAUiAqN55RKy7gCjOOUesKYQWVbWt69gFEOurMfi9c7EMNty9b+YYa1C95HVAEBV2NHiPZXF0OJ/Pl8szLWf9ID2pphYVvXSYIpOKSASNSp1iAkgaLXZJEZScojZdghDapJ6pZHLEDsQhKWIiOm+TOkdFER2FKF0MAuCcByDUZDlXlBRBMCnGdGM2Ozy+sSgmVdemtpMYkRl5qFJBHbuquhSbNvRpKFxQSCzAiA6QEBVNeqEKIoAMvDXdWqsB91xfHyYwXMk24yCFKJJEmPtQFnGO2CgIdMwxStXUm7o6PD4ybdiOSCCEQAqTSWkn64ysRDSfzHKdOjnOuKtpmpSCTZd7B/lkgoghdF3Xeebci+DZZQoIACaTSdvVBniccwz9jGo+n6v2TmgEMI6FmdcXF3batno6772mkPvuupSsPcLImZcvXx4MdefZJUVEimJNAyEEYshcUxZa5NOqvewZd9mravzPDttmXjULL80GbssgtRhPAw9HR0dVVZlQ0ECy3V1d15Y4Yumg0/msrmsAODk58d5fXFxYd1+MySo0ctGCocQPPvjAUN+Oy/+fKe8c61SJ6MmTJ3/913999+7dg4OD58+fp5QODw//5m/+5vHjxx9++KEFww7tiDH/xRShlhRiGC9XMuSNcMwFWRHIPjmWFZ5ZTToOxswRMpmme/TokY0Y8saZUzct5DPv/SmlskjZMWgNjXab0+k0C1YztrfKtH4T5b4afMxfZc5wm3i2x19dh/Fejf12/pQEl9PPcq4DbdUoZnM3DCZhH0XkK/m6WNcvj7++/vs7J5Jt3p2ovVp2liJyo2i73T9fka65H+jyCsz2Vf/+VbXQr9DB/npkqIh4enpqC4udEJxz5+fnp6enNpzSrs9vsBCp/JEhFZDoQAsmVkmQEiQaRd2RHWGjFWwgIODgPHIUIbTMxArdppkvFnUnXVd55nTmO6LW+3a+mB8ecuFDFF83Xzs4PCy8XFwUpJpM7qhADggFQax3SdERxRg362q+WBST8vxizZ2bLA40xWcvXxydnCwOD6v1+uJ8eXJwsD4/L0hBFaU3Pl5yz/YozArWUBAIqWDHvmDnNqFLMVHpp04nIJy0Bx+EIYoQ3rr75nv/5vd5Oi09daKtaFFOqlWlMbF3l88zpAiMhAAqqtJTagjgKDabZQzV0a25SGyaCv2kbauuAQZo6o1nB4yF4+mk+OjDbxfFtIn08SeflrjqLr4oUqkhlE6/fv/w7XffqHj+5Ly5qGJ1tn74j59sztcMoilWFfDcOfYlxrnSjbn3ACSJLj3KnLwhANTDH8QuprMuBcTElHrvK6AoAjrnf/Xxx4cHh3duvTE7OSKFTz79FQI7LhA4BpEERIyARnANgQ55BQJVFdefhQkwIVjru1jDS0oJFAhxsM+hjJQLstUhj0uJR/sU7TSMD7uJ5EQx2PuBPjcTLyENHehm++EYgitKROyVcSJWrNIbjhFlsLEhYU+o9JEzW0PyzgpjrT+KfbHNWG8/YDPOy7KOul6znjZTOOMMz4x3d5J+duDiOFcmK2avXK92ltxratn1sk19qx0bQz4ankjOT1aAS7Fno8I2wKv3wV69wIjy6qyY7JdC3kqD4ep00W2Yz0DcX95gxvlal64/8kjCohGSClxRz6eDP33buKI98EMA6TWXJI7BeWUWwGTN5UzkHSanMZo5EBHV5Nk65J2N79Di0RTYcZRU1XWboi8LVUkS7XkpISRVAO9KEYkpoig5j6BRNXbdZFL2D9AoZCJCFO0PSQzIRTGbTD1z7EIfeVdXhkYsOrvHeEq7us3+0hkuaL1i4LEzRWBmK9BMw5m+WhXSO3UTghTOHU/9ws21qUoiQG1TuojhvAsRFCDatZdAQUWRlHyj0CYpFJuUmJIjKpxj6/crS1UNoElQAIVM4kggQ+BViqBAAgQ6LyY33rg1WxwsV6sXZ6dt0zliJTRgf8m0jwIAgagKoU3CvnDeQ6hBlZFokLUkU1Nag6loruqKMYYUjxZHb7755vLiwgiuPLwxeNg0TWjauq6btjJujYgg9Bowdk4RDDNk509/QAbM+nIJW+Foj8SYu9gqgoCKylir7ZyrqkpAZwcLh6CqFly5WCxsTpZxqdF9MUbw2ratarK8SstNyS41BEwpmW/NBLcW9GfAEhFTCNa1nYNDCrdVwxs2895PJpOmaZxzm81mSBkB84yJyLScGOPUti1x3x6eNwN7XvnBmxrEXid7VcuytDu63AyhdV0bWjAXYq5eGLuV7J+aprHkSQM5OR4zd7sbxdQ0zdnZmWEkq3OYTmfZ+Z1p3hjj/fv3b968+Zopna9/kM3+RjsaTqfTe/fuEdHz588fPnx448YNU7Q2TfP5559fXFw8fvzYPHsHBwd37twxSHZ0dGT5pZ999tk3vvGNoig2m82NGzeM7RxbznLA6eXqEcygff+gb5TsVUliatZBm0q0bdt1XW68yPrbvC0VhRl3nWoxtq02TSOiTVvZ5ZTEpZRms0lmdHvVkG39GgkJhtNwhqmGtfJs64rdatQirnKt5vNLUdZ14syte36k+RnHh175u9fd3eXOKMyzj+sEljuaq/FgeKwlfs2otysh31ey/L3m978SQtufcP86HYbjl/fmzZvZAmR/vnjxom3bNgY7TIcUuxj8pJzMZ9ZiB5IIBVPyCBMiHmruIOuope8N6LOL+227/zRFblTVF3Mmck3DbbNA7mJEXwKIIHR1HVeVvDhD7wj5xJc3b95yIMAk1aZdL11RJAUgAnJ24ENFVRDF2Wy+XC5jjEfHNxaLxdnFshVdnByd3Lx5dnbWdd2N4+OWNtXFxcyXzeZ86oq2qWKIU++li5vNpvQFDHMrJUQig3xAyK5QAEaaoAoCIXQxFKKsWrAHJQEMCur9+9/6xpvvvbOsN1QcVaEWdl2oCWBWTlQi26kGBzvikOwvQ/0IgSIklNCszycOywm3XS2QGOTocPa1e5N33/la6YvCudB2IrDZ1PWmOphNdF29eWNx9+5tpy1HdQ6cIwgVIxL6g4Pyzp07J9+Zy2/9Rn1R/eKTh786rf/u4ychBGLnAA4Ld6P0hQjrkKdHVg6lMAj6es2dZ0Vsm3jetJE5EQdJCoRAIIqAhfOosJhPT8+Xdw8P1+v1xcVFHqjlBtoxyzRGMrk9GIlssURrtwNFQAEdXJ3WuYkoSATbpaIPtBAEdoixpxDyeRLyXny1GNJ0K4Pa8NJQRnvbG+SiPEIVMfE8IsYQXVEgk/G2Fl/pLJLE8pZFbbhPSgjYZ8Xmk7DIJasb9AT5QFzqmJDU7QOjnSMxjZoSdvJad7aGLEoas5rjSe543c63IiK9YPVycyzR5YbDve1mZ4654wzf8QTurN6XEumvIgl3llYHr25l2LJ22w5WGEFh3Wl32JZdmGnLqlEGmGY975pF3LqjSGUicqzCKqmfbFy/6OOAAXBIsyEFAVUkYk9FAexEMQGCgigSMzuXTBPK/VhEoXdc7+83NlgRQgBoRbBtEgFhz8P0bBohsDGSqomMc1fEJFFCJJFcruDIGykLIEN0ODti0KRJCDG0XUhdXdepS8MlaGW5cmU7PWJuO0n9uzOWGF/ezGyMIQOB2TRNCCE2McWUNBGqJ5g4PpnP3zyYcz0vNalqq7pM6UXTnMVOeOuXjSooRl4iASlgm5JL6lijtfWKIvvQdV2KiEiOPXtLPTW7A6swQMHsPJbsFmVZFEXXNcvVRVVVyo69S3qpXcHe656WIbyIXS1pUk7dZAptZRWPmNTWHSQAAgFNIl7RzvfmrCiK4mv373/ve98zUs528ZHpFoxuOjs7uzh/WVVVClFEVqulnaf72AzVpm1fnp0dHx3lpcTuxVZwP5kCqPfeamRsNd8GWFnqcJaVDqLEoiiIoKqqqm3sMrNDtvfOOQeDTa4oCu98lvnZ71o0pd2Lcz7nZNq4uiiKSVlmM9vh4aFdA3ZxFkVRODKYZBjVGtis0uD4+LjebOxIWtcVgIkkfTaVjZfUrutC2xo7ZIjXaCIAOD8/t4OUdUIAgMXQ24g6N5WbTvX8/NyiOC1l1MBb5n8MftjDMxLMtFgWD7Ot0yAsiiJ2oes6A7FmxbR4G3vZs0VHVe/fv5+zRv8X8gm5PtEGOvfu3bt161Zd11988cX9+/etcWE+n7/zzjtGYDrnnj59+vz58+Pj47Ozs+VyeX5+PplM7t69+/Tp07quN5uNvY9vv/32vXv3rGrC3k1zzOcezn2uLxd77BsJ9ueCeWiaxcA7AlGbEeRXrOvijujFzgcWNJIBcC6QyPc4HCNMHaMpJYBklvWhuFz2jXM74dTjP6+DP18Kxq784euEiFc2WV2hyXklABv/7446dL9waQe5Zei4XzH6VRm8LzX1fanl78rv77Dlr6/zfMWV+S9B7u2EKFRVlVdX59x0Wp6dnVVVRURJRFL/tlojS0xiFdgEipIY1CFwCjhE9/Yl69oroXnINU3Se0sAMXknIcaq8r70xdyio10IqWtdAehcSSwJQorQJCVsJRXeqQTvPc0m09IBIidJCoJGS4sdiaNAbNuTk5PNZvP8+fPFydHhyY1VXS1XF0cnJ8c3TpqqXi0vFpOyiimaSQZIY5KYZES5OyIiEiAm6lMaCJkZHHRtBwBMPGEih7HuCIkVFSmlRI7BcVA5unUjIPJ0WnUtOzc7PF5dbDwRASUBUAJMZAZIRCRATQoECkCONCEkkCCpevni0WJRTCfFevlyvVkpbm6/cePOm3ePZkXpmZGxKG6d3KpXzdNHT6MAxPDe/XvHx8dtU8UYJUkIcji7AVSA8rOnzz/99G/fWEx/8K1vvnn76N33/vWPf/X8k5frdSwpioY09ThV8YDOBskASihDuKCVQKSUgiRAHxDPq+asaqLnhNwlUfa9PYFYUzo8WFxcXHz00YfvfOMb/89/++uuaRmLXCI6bofbkZxsZ0NDkbjYKXDISSBA1f7VIyJGFGZKef3fdogjIDNLD8BoFLpxdZrIsHr3R6WsvOg/3X3gv/a8DJo3k0S167qpUQ4hWmpAtjwQ0ZC2MlBwwwlTBsXnKLBk24CKiJTJt2H7kBEszA2cOXYBEWGU9TJOAaCc335Zmbm/v+QlOhsUR8qUK0a9+2vdPisjlzsVRtvuFcpPZk578tH9TXDfDpqzSwARAR0BZIsY7sGLTOtvwSW7a0ekl8SjmW6kPAywWI6d+vlLlFQSIhIiRYRXl8Ij4KD7I+1PBgKKyKqgTOwKIE5ibXycoFVi8ibYEBt6JBVQsaDT/Nz7c4MIIQmipMhIRKSAddUWhSITEZkcsJexdcEuSABIMvi4GJvQAZhpjt1AAUeJAOCIiVViaqsaEWf+QFIXQ4hWImynHSsrksshqZoPQCig/d8RXjOCwnxi/UQnCQAxAmACVUmBU5iqzr3jRiTFufcH88VkMuNqtYmp1QSwNd4QORP2JzGJgwpASoJqwc4JCAtiAEghJRFA4WFM5ok84YT9tPTTwhO5Zb1ZV/WmqdE7YGfROIgk2WG6nS7ImtBL3Ki4wsPEQ8VKfUEZAgigIoiohUyWrui9sI4dwnQ2e/vtt7/73e9umlqG0qFBlJ9EpG4bVAghpNAarxXazur1VquVIjhHBr2cc08eP96Ox9QANg7u/7ooC0NQ/Wmb+lNvSklUTO2AMYYQDKQtl0s7UVs05Wa9yfJIEeGBEDN2JYQgsmV1DC2Yw828F/ZGd11jt+AH8idbxu0HepdwaDebjd3afDrJBdYZ1+WyVEQw2aEmadt2rJi39do8aYblBm9hyjeYdbbDw+v6UffwlfNdYoyr1co4VWsSN4LL+usNxWUVaN6ETLe5WCzm83kbus1mk0I8OjqybnGrj6+qerPZdF1nA8M8qLpx40b/1FT/+VzfeBHPr6G10tue984779hPnp2dnZ6e3r59++zs7MGDB3fv3j07Ozs7O8shKIvFoiiKL774YrVa3blz57PPPjs/P3/33Xd/8pOfPHjwYL1en5ycdF13+/btb33rW/bK71vDr5zd7mdJ7+wo/cDo8m/1WrI9PrNf4ob4mLwTN01lsw+TEBtWn81O8httvxtjVI1E3Lv8Blg1mEm2qUvMZP6BLEzN6WrDDudeX065AwXHWPQaUaju2znGAtSdaf2r82b2JZf7jNw4mXPHnjdO995HmK+28L0O/Ps1f/2TPYH/nDSX/S8Tw9sQKsY4m5dVVbVtaylKQRN7V2C5jcUCYFASYJVCoZTkUtIcdwSooERkRF8aJrMy8DKE2Dbq/QRFUyTHVG/qwnl2BTkHghARPJFjb8HgCI6QmZt6rRIhhuLgQJuGyhkkhSGlnQAkBhuTOS4WxzdcU69WlZ/JwcFBJ/Hh40dvv/126Yvl6ctGZFpO6vOLifd1XTuioizbunKA03LSNI0ry/6KYjJE2V94DJakn1KKKULCgsANZ5IgicupK/yma7oUWTWCRkB0fL5cln7SVQ0iMyGo6e2VtKdz+rx3tDhzhyogAVJz9vzxfOoXi+n5aXj+/OlyVd1+6/43f+MDjlWMAUQgaVEUk8ns008/PT65eXB4+MbNW1VVgTpJEgWKovzpLx8/WdUvEzxeXvz8Zz//4O7Bb79/V5JfLp9W9cW6uhDnPDgvsCA+Il9qQlVUEPMBU59yTwAE2iWJSZJClWTZduuu40khyDEKOSRymqKisnMPHz362tfufe973wtE6/W6bdvZsJxm83OW9mSP9Hh411fD9yVevQ6XjXdViioCSohssWqa8lwb8yMHHdqkjKMkRgKAKCF7KdEC7QYOUEQslnBnUNI/gEFxlktiiEiGWaRzjijYLNKeV0wpjxHJ2QlKGcnldNCBorC4ijQIo3LbKlhFp/TEo4wy+UQzrrtUpJRjUcxJ3iNPYkSMUfIC3i/aesXiPE6FyU9nf9UaD0xHC/UlZ+AQt3FdC9ElM2ee8cnl+sFh69ld8jPtd4VcIre026MXTVeujJeAmcglDnDn7b9+bDxgPxpq0nv5tu4wiwbE1UTlNCDU3AkxekimNwC07U5VAYmAhbQoJooUkwKQQ7QEDiZmKEIImjQNtQE4gruW/ziAvz4tk5iSqkiy+wohoNgbST1MJ/RFkVKKUUXj0DoLCM7QmCRBlUS9UNN5NzLFEhF11ADA/PAAERmwQWrqTWo6QZoURQjKzKopxQgKRJCSEJFp3HVoH+rVyTDKPb2s/CEi7FVYxRt378xms9Xz5fPnzzebi6J0h/P5sadZMZmyXwh455GcONegTyXXIXbtquVYOKel71oMklSSOcV1UKAborbgK58iMwOTqqKKgjI5ZpSYSl+WhZt575hJJaX4crMJIbUxRFJAEoQkKrR7uVKvpYea0Wl6Vm9ovsDZtHsJ67qaz+ZEvYZBEQgAmD1xtpYZifTWycmHv/1R3fWergx7cqzwoYnSRQGEtqc3GFKheslEl2II4b/85V8tl0tjM1KP7gpVTTHWTUNMrui5uJTSerXKIfUK/apnvMdms1ksFtPpdLk8MzfXarWKVWP0VAhd0zQgYv9rB+iiKMpyau4pWw1tLWvbFlK/flnJgff+/Pw8Nze0bZtCMA7NXpOiKKr1qmmaXJqXE0RMfWrLn2FFa/lr27atm6z6mC+m9mJmZs+q5Mqy3Gw2dvmZ1w4RX758aekIFoSwWq0MSNjlmsk645em06mpQ82ReHOQJFkqpnWyW9ODpdpYnZ09Zvt421Nu29Y8fnY7loQZQrSHJCJ37tx54403DFTbaNYGHJlOuY7V2SdhdLRj5XRQsxQamhkHtBDRycnJycmJZUjcv39fRA4ODlR1Nps9ePDgwYMH9+/f/8lPfnL37t1nz549fPjw61//+nK5LIri6OjoV7/61XK5fPDggao+f/78/ffftytk3MpwZfjklT63HVrJdtOdqfMOdNxBL/ZO2RuXf9H2flPqmlFzs9kgqiWVF0WhivP53DyNmf0ewGZfste2dZ6I72yfY1tjrxYOME57G2/5+w94h7sbeyNfTQ2NNZlXUnNXTnxfQaZduW+OJ8c7+/34VLET7XvV3n0F4LzS2od7U9fxq5QtMWPnyfj62bHB7DCQrxmE8+tBd1fOyFXVpnK2FFuwflVVm82mOOy1zdWyKksuJ5O+zitFZoIuUIxTdgViocJmPUmqkHpKBCGai1SBiNSRRVkngEIKiEDEDlk69VyoUErKpIqkaCkIgp6UiZBJAgBMFgcqUVDbpkHg0AZCh+iIiYlQhZ0DAIplVVV128wOFofHR5umrqpqcXx468bN0+cvjg8Pb924uXrxQtGhAohOihIkSkyeHaraetJjAHLI1Epq2xY5mcyOSh8lASr1NiNVVceuFfXFZNPUUaUoiiZ0M8fSdeg5pEjkAMCVhbbRWghEVGkbWUcKihhiZPaowAgF4+nTx+enT+6c4Pri/OTG0Tvvv1dX7eHxsYZG5aJ0k7YLR4cnMXFRuJOTky51X7v/lhG03k+quvvi4fPlcvn0EcZJ+Wi9rjTO5rPD46PZvATs5kcnX/x/P3GeAqCGMGW+OT8oozApDm61aINVBDusxqSiRKVfR9HJ9PlqjZNZ6uMye+lmnqJqCo+fPvmr//JfO0mPHj2aTqcO+1Iim3DZCHhcxjP2TXjvo8YYonfOMr1VgKxQVAGJpuyjinmIfFF0GsbNEAAQUrQlWlUTbEsFbNgxOBVVJObPRW57Y0bFLVm3/bwPmSjjpQ+IbcBnCd4kUlsYuHN2zidSZq4HswwAiDkIVYF6o12MkcHS6PqOZdnqCoeUlxiLAS6mlESxf6Fi2sniyl6SvEwZv8rsLethR8afBd7ZRz325uR9PHeHppSQaazCGO53AAbDvj8kqvDOOjneYcdru60z+3JTQ33bLeyaDWg7mtfRQBQVrkyPyS44GcIPd1fMPixxK/7Mf8GrtC0JrPpdrmHwtrebY1CuUXgKKBHCADkQiMwJisSg1LttAcjsYwSgyN5FEwCpICIIjR8JDUkoCYbuESCABAho3KAAASgxoCghMiEwYi/tg1Hzm+k3jE0n7DHL7khVkwjELljGrit8f1YTjeQhGYUBKJKp2t6BIzGNXbP9kwOQrV53fA2NJ/1t2y6Xy6ZptEsAQIUry7L0flrwfDo9nM5nHEoXKKk4x0SrtsYuUheL2QwVJJI6YgEURMSc3weA1IMtUNUFexEJZrViImefW8QSmYBAU0opdppi7MJKIUmKkBQN7iswZl9nz+iOGL/gXSX6bLMKoq1IIIADJWn9AAAgAElEQVTSJ9y+iSkBUX9yYdfDbHJMzO+99958Po/S28f7cxJsbTOmvbQkbh2VrY1OmaiEpOSc++ijj/7yL/9yvV6/++67IEZJdVZEg8OELH96jSExW5pojDFKTLYsZkmeYR77yZB6wZ6tL2moUEspeXbW3WdL0mQyYdd7+UIInthwYAjBezaEkGJcLpcnJydEBEMSTE7ItHZvq9SzpdY4uslkMplM1hcXw5QLd55RWZa2XeVMmuXZmWkyjVgz3rIoiouLC4NSFlEzmUyOj48fP35s745Fy1hkS5ZrGr7NPX6WBXJ0dGSg0SajNm63x2xtWrZ2e+9DitPpFETtfs3EWJbler3JebZ2GrMHeXR01DRN9oVb5cN+9PN1Cvu8Ne6fZfManTcDU0ja5z3DEhtAOOdu375tU4lvf/vbH3zwwXq9/vzzz3/nd37n3/7bf/v48ePlcnnjxo3z8/MvvvjizTff/OCDD372s5/du3fvww8/NLK3KAqbC1zplfqqx+Id/dtXbbYwvAdDy+1ISt0YzLPJxdOn667rbDRgwyl7QQyEExHiBEbx2XYjOTBmnLcJAGU5zW504svB3P3hQOKQRe642M/2hFF94phFVFUEvRIwX1nz8E/jqa4cIe/fVMZdYwiXJ9BjTAhgOx7u63/yEWR8eRPSzp2OIeiIPcCcT3vl1bID5HbA4XXmk9d50f5FZZ92/M0jmxj0xYsXKSUGT4iSEpNH7PtUYxc0CSmQJI8wdVgAOBEmhlGCoiUSmJVFEYAQEHU4UHlgY/7IbPyiggmBYoxCSZRVkyJjr22KhSuIENmDisbCwsY4qQpIghgkYnKEjEQEflLOCNs2NE1XTCcHBwdVF148O33r61+fnL1Ynp1LOT08OVk+eHx0MK8uzlFUIaH2+dc4BNMLgKTUtU1Tdwl0MnPe+1A1ETWJkIKAmB0/KapqRFTCgcyR0FYaE6KiAhMJDqM5phypND6RiiYFYmYBAo0CETGuz59vLl7cfP99hOrl6VkIYTablb5gAoYKMTrnFRsFNz2YPPzvDz766CN2ENpQlK5qmudn54+fPfvi0eMPv/Of1pKef/FJc/44dN0777yN3rUpVOvV2epCAAikYJoBL8gdcOGpRRUFMvW5qBg9lcP0zLu4bLuLoMGZwwkFkBSZSVOvkk0Cpy9f/uhHP6KirKqqKEoVQWbsk0vA5Lk8WMHMk7/dbsw5PQzx+51JAQCjiqYkKeUyhqRd27aSkvMW6yrazw80pg4RJ75oY8/Cee/b0I0P4ACJyO309ABaC0PP6WU7EhHlpAkcZKdZz98NUXY532XHPrc1KhNatF6PKpPEmMYqx75lLb8el9satkzgEJ29M88yndRYlphMi7aXEHZdGc++IHzs7dOrF6ieUNr3gevVTjzcn8xe/vv4sV0hB92f4W65vl5i8GULqI5gx5WuwXHozQiY4f6P0qBE1mvuaHtrJrw0z9be6BGU+x8XK8hEVARk5wpglxAstBYEVJMwiAIR+WJCSKlrNcRe6dyHsymMfGQkAEgJU2+hk2HNNsFlAiUAol69DH0Ev0JPDdsSL7aII6pohGiXc9KBvO6v+th1EWLXNvX84HA6nxVF4YhBVWIKXRdCYxHpzAySUooECqAMfTMGWOwLoG3rwyt3bYi5CedWqxW0MYQOEVLs1usWCaeiB4oHqq7pUASc36ieVtWmbkAAYtDQYeg4Rq996jT3EVXauzcVFAkRWMQzz8oSCKNISCmFmEBtrVQQELPdiaa0cR4BjOXbxvVi707o2+0USE3zDx0iIV00bVW1QaV1gM4Zo0tiiV99+BMj2tTWMN7JyclvfvRbrvAhRsxHovFo4bJXZ2xizoOfZLphVSK6f//+7//+7//0pz9dr9eTwvr0rHBWRFLbtiC9osDmZzFE59gXJQClEHMHt4pITKDqkIBtqKB5kSqKoiiK2HUykgy1bVvX0Q7Ebds2bWXUHDPzUJtmj/zw8DDGuJjPT09PjRkzhaSFK5qPkQtnMT/jsgRbr23XsSU4pTjMxng6nZpKMy+vuR3Exns24bOcydPTU8N1OdSx67rVarVYLCzmJJd62+0Y+m2axpjAnOxi/zufz631wX4mDzJtPpod272cMibDBgY5LClntVqJiPO96lVEvv71r3//+983atF+3bhNk9dmUDEuwoZRLnPWr+6s5va8mqbJ29s4wCO3L441PPlZ5NjPw8PDP/zDP7RX5r333ssGSHsTu677wQ9+UFWVkZk2Nh4n6+yTNq+oLH+dI/WVRUD7tzbGCWPdrP3FyEBD18y8WJC9p9krb6ZWRBK5xEqNFcXWoD0GfnlTHBN9fWTc8CbajTFn+aX0q0C/Vw3JN7HdGTTaSSznN7yCyPpSJPM6AO8V+dhX2vTHi1UWf47oO9on92BU+3GJSByConceg934+LOwD3f3G+evfJX2r719F80rQOC/KOrLC76hvo8//vjHP/7xKFUr2qB/sVjEGAHUMaMqpTQjWjBPRVzTou+vqlzTigbzaAhdJNyOEDihHRusj42ACIECqEICTAARoEVFQCJFWLkJMzEjO2bvXDkDJNsFJYmmpBJFYlCBlAiZi7Jk17ZtUzW+LEvvi8Pj57/65PD48ObRSb1eV+dLx7y5WHkkpT6xlsCGu2DrTAihDQkAvC9nRaFIm9UaezmVIigiKWlCVIGCHLpCgSCKtI2XKJu1dq13HDU5pASYpEO1Sgu7pPJnCxCQQBIkYJ+ioAhQkm7z+cc/O5hwbKsnTz6fzopbb9xeni1PXzx/6+5dX0REIu/a1LjiMGH47e/91o0bR0C1L1KCxIV+7Z3b5eE8IPzys4dvvn3vg/fe1s+qg9nirTdvITNPDv/nLx9++uAp0k2IcYHlieMT7+eIBJokKYIiAVKfr96LuSgqBCKZzh88ePQsBJxhVGUEQkwpFVw0sQPGg+Oj/+0H/+YfP/7VZ59/rnVD5FLSgo0+IBUATSkmAO2teWRaN8G+x0JUFAEcMQBITDjgFmYmxBB7h4j3HgcVou2eNscdM/kxhRgSMjlnA9ZWR5OaYZC0jVvrs+J4+68mgxTt01Wyuw9wuzlavhooJOdsMGofLtvyuq4zRZidrInIIdtjI0BGBOZ+MsDcC0DStpwdRnzGeM+1Awyzu3JMmRcuALBulTy62pae8zbfbhSrgzuB7dsgn0zKwdVT0SvXqyvzF3MJ+5U30uvGibfqS+QrN+jcvXG55Ftdxl/bsVySBLr7o3k/+LIh3Pi3+lAmuISClWSc3Ck7CS3WjWhZLdrnEVkXQp+drcMciAAEBGjAPQhExI6KUogEUG05sYoHdkmCKBRMBRUJNKQYI9Kw2uw0JPTwomf8CEjQ4nARIKE16Q1pSIBmODGBjYIksSMh94FzRnYjExI7tkglTJoETRduOf4g6/U6pGjECAGLF19MAGd1XceuRQWU2DUb45HGTIWqRutsIMnou38jtlBWzSxIBJbrSJIs9TKlVMcQJTlQFj1gwq6FJEpUpXTedLWm5JyGjmL0KgViwehVMalnoj47jxARmICYiHg+t6SHdbVZV3UXAxDiiPvq2/dUwcztRERMql3qPVoI0BccgaIS9tHEhCDWldNHdJqDD9RZiuko89NGZVswA/CbH/3Wyc0bdV0Xk4kOhDgbI6CXphv9hyLn3dvku28XFVArBgRV/da3vvXmm2/+/d///S9//gvv/cHBPIRARmwSphRHXdjCZIZOAewxCQOSguF8GFU72HITY5zNZgDadV21Xpv2z3tf+iLGmBLZsHm5XFpfn/28UW3n5+fr9TqE9saNG1VVGfdoneZ21zFGq2K3N8U0mdm/l7M6AWAyEC+WRpVjb2wBnU6ndbOJMU6n09u3b29WK1U1Zs90QTkFx0RTtuhb3IspKo3StFhRW/vqujZAaOSVtXQcHh6aqc8azI3TM0ISh3xau3gmk8lisQDC5XLJSJmQnM1mXdctlxdVVYmIG6aMKaV79+7dv38/yzauOwsaErbdKyMKuFxWPiqs84Z7xxXtuSgv547C5a4eu1zzk8oN9blCPUek9vWMRaGqN27cyFtRDnR9xZbzmnjvyht5HaQHr+zKAwBmsgiik5ObIaRso8phsFmAb/tH1luOb3bnm5dRjYE63gmAGVcOivRKqithcIbio2ch42i4V/QKvA5ae4WjD16vAN1qsjJOQ9jtIx6WscFWj7jv9BgXcOXfzZOInceWr8CxMGksgrqSjbzu1Xgd0eavIc3lFYpT6xz7x3/8x1/84hdFUYBE2+JVdTKZTadTFEUABtAYIIRCsQTwEn1KnW3QfeABGrlnbwf2LhLIM/eOIxIyEoIC97IjUuXeqGTOCR1kL6ATVtUAKRCid0UxIfLelUiefQElAQaQqLELElKX2qZDBefLAjBKwpiKspjeuPX0ycOC3dHBYb26sKQuTIGJkDwkSaHtui60TUoJRMqyXCwWFkkuqimpxoR96YIlW6IiJkBflLGjto3BBc88JSxjvHj04E5dTw4WbQoAykWpokAgKkRoRfB2ZENQFEXWlJKSJkHv2CGcP312+uzRO2/devroi5/+9L/fun377XcZAAp2XV2XpW9aOTg6fPrw5d//wz+EoG3b/tZv/sbbX7tFEBMHYazaNJ/5jz76ZjH5MEH40d/9v8du+b//7r96840bhSu75D9/tFpXNDuaQydHnm9Ni+OC5zh8YHGISIUEAgiKyQ4epM437J421cY5RHTDG90X4YDeeOONP/q//s8337zzwbe++Z//858/+OIxsZ9MSs/gGBFQLVS9LwEm70jV0nSSaNw6xGBoZAVFREkSVWyk0+edEFkMkRWw5cDJYXSbUozDvbCoxhQHtwvnOY5u3c7C7MaK7l2Acbko3Huf1Eb8ozwwwKhqu56pQ51zYjKcwWg2jh5hJDNWjbuFcq6MUYLGcYpIVGHdQpgkOnY791OnkZ7rUvOEnceRspC1b8AbV/DtiRfGXv0xiiGiYY/YmfHRKG9xu1VJujTQvC4Resz0pmHu3w/ooTdWbvHqnrAiP+bePbGzzDFgGtkAze+mAwdyRbznK5dje8l1VK8L2Iv0dLfSr7+xwfHX/wWH9E9bBC+HOgIgmZbAVBLEDh0jkxCKTUj6W1BBBCXVJAqMSM4he4Cg/UBrbyJuXSigMAo4zd0eIIq4bc3LlysLKQIhSUqqiYdKd2IiZnSMhMQORAEpatDLvhGJbdP0rAWigigiWia+qpAoRHHOKcQhGUytsSSZAl4tQBNwb8I6yDP6A66KqAiTva1WGkTEHBBXKWy64EQYUIlakI2DDhiJJ8ze2sdBJwylKieZeGdgDAiBHBAJkKq+UKnbZrVZ120rKspOEURBR0w79IY51WQ1OAqqLAbtbPe79KYIWtcHeSSMSUIAIO9dIpBtGNI2QjYf3VJKKcrxycm7776LiGkQjtsPJVUGsMRQFFUkzPPGATnnCZniaEaOaCLcw8PD73znO4z08ccfn56eHhwcVFVdlsWknGiSjHMQNUdfEpiTmFR1s9lkLRbTNq/ZFIZVVeVTlnXrtW2bQhyjqaIoeFvy1xdDD/GJRdd1Jycnm/XadIzOuXKI0jIAk3MdTTU6KTyMKmKdc13TGBwiQmNIbCMxr8vBwYEhLnsintmwiu1Mq9XKQI4BVEM15+fnpuKr69oQjnntzJ5n7J9Z76yRz87oVVWZFdC8YQbk7DUx40Q2zvUqDqau6wjQHpvtggBgiS9bIgKAiN5++20rgRgL67d7zKgzfVx6nqGgfTVNM17Wc6arQbh8sC7L0u4ro76MBkXEEmvsEdZ1fXJyYtDRFLxmyTCe0x6VGzTM2bSQMeE+9HpFOfjr4L1Xo7vr/unKiebZ2fLevXur1erZs2f/8A//8PLly29+85vf+c537H3PmszrGKQrnWD5xe+65spckBxhXpa+LHsBp0WP7hOGWaK8Q+caHN3pen31GHRfBfrqqoMvBY3XwSfdC4XbMS5eV4eQpeyDHFSVdL/S3a66TNjuu0L236lXsJHX5c382ji9677sI5ZtvS9fvrSVqh/JiYjIYrFwzJoCJAEiFSGFkqkgLgTImwpvq2AadEBqZB1azRtmqRsxcx830McTqUVx9Eq/rcQcAKBMItYDJCohxtgAdMIds2fvqPDgABiwwAKLxEoxxjZ2XWe6zSQqMU0UjmaHTVOdvXxZEs2m0xQCA0tKoW1jF1JoTZfknJtNJkZ4W5G6pKR2fklRCQBBiURFiIWgTVAoel968k47DKHQBHXVrlflYsaqgAqaAAHN2sSKduIaDSyo36AFoI8Be/r0CUKcutnjzRpAnjx7enp2BqL37txZTMoos2Iy+eXHT3/045/P5ze/8+1vd6F5/PCXb795i5EwJSaeei6L6dHiUDmu1xf1+Se3DoqbE5mzhCTrJp6eVURzEGKVknRR+CkjSQAHVithSh9RIdkeM5IKsFs3zUUXA3sVQWBVQUBGC/Si9z54/43bt//rX/+3f/2vfndxcFhMXjouRIAY0BqMjV62K9A5Ox5YgEVfWj/0FljrnZqhjpCQBUwYhcQ8alrHEEM+JJjtyAaCbJ5t6V2iVw6wtl0IGrZhJHviEUIaN+UMzsBLWhhGguG464YvES2KIqpckSuGMB6n5vsKIchIRLqVmus4fAuys24EJnGc7LIdXcFWfXOl1v3yQko7t3DlOn/V6o2jPthrLdOv2I53zM9ja7deEmXgdUvxQLeA23uIuuvkHjc4IVyp6swVC/sJpv0js6tn5PPLcO6ytHPH9tY3Ue48+yGzA62fDxV6US4ROQ+ECfrlyMHI+2gF3iI9CGOOX8Zb9q/EZR6QoG+eyFlD7LeWBnIIyoIqZkJDdIjADr0beLnERGbmvpSUoKCEGmNVVSJQlqXnPgWEHHv1KQQZMhhVlQ0TpShImk8qCON3KW/vO4WPogqqQ3gPKZEjUsRW9KxrtG0dkfOEQhExMEUiRZgBELEjLRFLgpmIw0QgaP0owgISY4ohhhCeSNt1XdcGRSBXIJMkc6NSHksDAIFDRpcaVCCFpITaU3ioNLyNxvMSDiMVJ1CwK4WtSwEEke1i2zWiaLZcI7zxxhvWWIDMIQRPhQJYBPWYVpBhukD7rSSXmOt+3mOA5ObNmz/84Q8Xi8Xf/u2Pnjx5UrC7WF0sFnNGypV0oa2T70OcLX4zR1o558AGVKQZacynMxMqOMeTycTbjYRQ1zWBRXE23nvzvG02lZ1KrW/QrM+TyYQIN5vNdDpt2zY3fRvEGj81O2r31Q4x+N4G0EMaHMilpqltiTDC0Hx32ZBWVVXXdQfzuWWK2rMwM95sNjOVo4E0G9pZlow9VCPNeHiOdtFa5aB9s+u6i4sLy5sxVaqdyWazmcEh59x8Pjfg5Jxr2zZKcs7FLjRNM5/PLX/P8GR+U3BoW75z544dee2fdjLxs0pwPztxBwqOW87ztmE4M7dT5F80Iau9JuOdxk6cBtEN7lr7PBGt12vLfTEm1uhEe7S5u2KsZvxSmu7VWpRt4tX2mziqMsc86tXeBns1Gtz//u3bt588eQIAf/InfzKbze7evfunf/qn3/ve9/7gD/4AkXcnsq+8qfE/jUNTYa+mbywHzf/qnN/nA8e+vp3HMDa25Z115x7/CaDuFT/5CnXoq6PU9l181wV47j8GudyRlTXJ41KvTCCMPy875cKv6XX8J9hN/+VQ3/i5N037/PnzEMJ0OnUOdcivPzg4ICI7DdjU1RE4ZpKUuhZiBPZ5Liy4jVtEALOM5KorVS0FWREIxTZmsmZv7RR2cnrsPORDJABBUUZBFEmikGKXMHHH0DVUEnvCAoCJuCzQOYwdtKHtxGzkzKvlBTMjQMGuLHzoOu+4q6vQdV3XSEyesSgKz0REXBSpafrUZeeJSEUZSDT1e6ZYaRIAsCToknSx7VCUEkUpFLRplmcvj9646ZkJhKwEgSBAIuBdH5DJXTGz2RpCePrk0cQ7JFjMZ9///veDwmq1fvD5F7YSFsVitQ6ffvbyd777ez/9+ac//8WDmycHs+lRu2lnU9YQVdShj5rWq0Z9tZi53/vBBydHs5M5QKjLYr5e1aenG6aJdDBRnBAflM47hBigD04HSRDRzqGKqgiYVIOkCPryYll1XUAEUWSUZD0XpKqu8O9+8P7nDx/86rNPf/f3fr8JXV21RYGTyXQYRO8Oa3Jeuo1Kc/xbvwQhOmZFYHLOudYUKAjMTM4BUVQZTr8JwPfcVDRXiPPsWumSBO9n3vfSHjMI7usm9rHQpbwTJNGt6tuUa0q58v3SOmB4L2MS730K3Zg/0sG2N4rl5HzGCCGYMgwHeacSEhBfwlT46hHS5cV5XIRIWUAho8nvfs36uPB9nHcwJrTGUy3VK7Zg7Jl/vVINMe5oHbM4V5X0XO1IHLkutz9MSO61VlLVvsZRhzdnJ8Pzmt+9vAMJaa++y/5mxR0r35fBML0EUEFVgQ2c5VIOsVmULamEkPqIDkZC6zMRIYR9XhUuLzoJoY+n1B749aElgAwQhqJtQFRHAAJIiOiAlAFFMUmPYQmRGQYyWjQhAe9Gr0ofgZNE6qpK2jeeAYYUHDMjtikl89H1E6B+pUhwtcfmCtM/0TbCjmwuZz0WTEyA2CWJbQCRgpQFkiRBFGIBUKDYBe7za4AEVBJp8kMhrKHI1Ka6ruqmrb1GVXCk5rs0dQo7HLjmXPeBgCWztan0EcCiQ+M87UiAe7ovydRPD5zr6ibEOhGCHyhsRDPKD9tQT1Oz45s3b6rqer0+PD4OKVLirJ+2j3v/vqvsfGasF3WovNkykKrqvDdUk1KKXfjmN7/55pt3Pv/881/89GePHj9qmrpwPmc5EogJOEUkpWBLnnE4hfOGuHICEjOvL1a24pRlQURNVdV1beLG2WRq6MLARmuE6gAYyPVIgJkvLs5TSmdnZyoynU6Xy6X57oxQymLFFFpzVdV1zQimIyWiuq6bpikG3WlVVcxkz7feVObEY+b1ZmPkW1mWp6en4xhJ022autLgotU2zGaz9XptTW45CiVb77K+sWka06PaMzLwkxWP+RNkXUDmGxzyu2IbusVicdEt27a9efPmwcHBy5cvV6tV1qb2MxSRoihu37491nZmyJpbwndopf2q7nzYHXeXj/mNrAjNXQWWrja+TQOQ8/ncoK/F2xgxaG+0vSnGKxrJaX0V2TZpwa2vkHfuoKYvlSm+Win66pVn/FrtzEebpjk5OfmzP/uzFy9e/PEf//Hh4WFRFH/xF3/x7/7dvwfQnV7yr4oQ9uM3x2zb3vy420NT2Vqenezbmt2c9zM2Co6j9sab9zhMdfyVad6v+rUP5Pb/97o29itPcjtnhf4wh4RwBdQ0zXYWVGf8vJNluhUvMF8Ha/fJ1Vd3G77mNfC/BA3a8mKwf7PZnJ6e2mzOs3Qp2F3bgnZJUKMASdoQ6k111LZSuJ2pvNkEcg0PjmbePhEAWuU2moaLCBg7SYhodVZjz3BBiKoEmIwwREAVJTbLAyRMHQQAUgSHTlmTeObp4eE0xHaziV2IqpoSIBbs+vZXovV6XZ2dIQAzTqfT6bQk5yCGFEKoqpSShYupaEgRgcuybNoqD/H7ZAvnSj+5eHb+Yrm5mJdyc1F6Rwqr8/PJeqNJuCgYNOkV17CM9F/bjmxCAI0xnp+fHxWFJimK4u7du0Hhzh2YlpOCaD6fx1Q+fvzi/v2vv/3et754uG6a7vjotgZaryuH5bScuIib/5+3N2uyIzvOBN39nBMRd8sNQGIroDZWkVUsUU1tTVF6EqXXtpHNw/SM2fyyGbN5kNnMvMhsTDYaUz9JY2TLjOLSJbKaLIpVRK0ACCCRy90i4hx3nwePODfuzUSx2KZRPgCJRObNuLGc4+7fVqe65XrZRloEGn/1K7dRInBcrRfTye3nJ89Wy8a7AxX0SGVwo6ooAzoxmwYVFUtuIPM5sW5QzSCX5st1nWJy3sTwKQkgElISCS4cHx8/fPyQXHj2/CTrFMqyRF5tp193T0a2KSHCogi9tycDoIVUGQBC3oey5C4HGMg7Fzzqxs4km0VnnqT3lJ2xO1Nx1RBCEh1ONodyPgAxtrwJ4bqvY8crta/lDic3BV0qctO0onHgiW2bYO4LYfud76xmed/sBrWmyiPSrsYnRAxd3g/nKaSI9HmA1kluJqFDBT5ut2FEhB3NZLMo7Wz92c69EzoO3Fyws/mBy2tsxxsbzIJ7ytluIMKQTPEitg5csqHuX3N3Aqh9fkW3JhN5RdmC0lAR0SGBAvfQp2ZPFkVE3n0z0k+DYXc7SUaD1B1uJiD1HfY2vocW6a4I4AWEABRZQRUTEHbhLaJMCgo+EgAIKqOCdxIClR48MbNT9PbOhbUbpIFqQgUCREUWJgyj8WxxcYEiCOJAAQVELB04ASIgCSJ3QRMiYolRgNlQSDsmTGSjRCtCYyZJhUcMmYWPqAhdzTcWJNO/pmT3HxuILx2UD4QQ14vTFtNsNptJ6dcxOR/87GDdAtZtSeqURRuWJJrAgSAIIKuOuHNVsRfSbjkiV1YxRmSYTmfO+YvTcwRoiwI4QRMnLc8CEmmjXDsno/GiFW7EK3pQBPFeipJkXMRl7SJUzu+r29OgkNhh7WkdqCaaczpv4ly1JoiAggbGKoMAiEN0SB4EBLHnTKpDVkmFyyN48GCWQaggIt6Zp4UUPhBg27aJ+Q+W8d6bd3A2+Zdff746XXhHDpwoqjNhASMrgohDIUElNUWl8yJallVqGADWqfHeh+C890mUVJHM1UF4MMU3VI11mEZJQ1u8wpf2FFihf/368c3rN+/duffBLz/41Ycfnl+cWmdlgqW4WGf7+JQSMNu6n1IydWiOeheRIqDBVtaAda6P3qnqGZ7ZM3yxWNrwzKl0gijR+Xo5ny+LwpdlKUmDLxDAeTIvckwAACAASURBVD+fz83wo1m1bWzGZQkpcr3SBoqi4Mgny2USIHJR3aSqvHOkVLiiKPz5+bn33jmfOUK90QuslvPURknsyUlihygpEZEmUcIQChFzAkghFN575jY27fP1OjaNyfaapjHj/qqqTNHHzGdnZwYsWP9jPc9stmdL8GQytTosJa7rejyepJQuLuYhhKIomqYVkcIXsYllWQHg+fl5lje0KfoiNHUEBkKvnLwf3b1719rRXJRbT/5lqvAvKMTzAn25b8zOKzmc13RuKSaOKTvulGWpDl0IvghYlgowDsEBzGYzENWY1hxNpWlWKNmgzLi7ZgWUfXp2OpPhtvoC5qEOhQpWWryIhZIlqTv9pG5/5P9drVYXFxff+MY3zD/2zp07k8nk5OSpWZgSQUpMBBmDvYz1GXKe0dc8RCNwKIgAAQiVwPzAiQCRVZSgTdE5V9eryWTCpC+W11+h90PUlKJFmGS9K4DPVuA5t9A53zTr3bq/8/i5QoKP27r8obBkpxR7UatzWWI3yBd2X+a+zSPZK5HA1Wr1y1/+kpnfeeedyWRigxtmZhVVmc1mxn1I3I7H49VqRUwi4igURdE2rU3uDUc1FYYL3sjqOzSnYf03DOnaSZ68gsQL+iKM4vIlHjoDbZ9QIufb2O7tT0/Pn//yw/ddANbWxZAi1SplydcmUtJ64TSNJtzEiTQHdTOdP8cYFxoeq/MlW7ZkcN4Tde4DIqgknBCRghPs9Ja168RsJBDUgXQKdQ8kCKggqNRvSQBYO87OQ2o2jx4JQURFBRickpPgnFNCJAZHna86kZuMObQpRfIUYwsNF4TBO+QYRMJoUhVlWQVS1RTTulVJqBycD8436xrJEYIX8B5TvZ7wqJ3Pi+m4KcMKRRkT6A8/ef/52XlTp9m9l6IG8DBu2pdbWn300fRrr6+CrKuKQ0kamrVowligECOkgjWwOMQYtK6PitJVsh7JaeWbZ2cfYDoNE+ddUUGxevz02tG0SevjaXKVx3IuBPP6ycv3D5bnn2LzpH5+ceOt+2cXjml8oR58eDg/e/j0BMLo7iuv3IoHv372RIt0uDeJ62YymqHCwyefLLGh0uGKiljc1GsHTVW068r5kBICKThGZYcCCigCHCWphlBWreKzVb0QWldVE9wyRQpUFG65WE4mEwCQmG4e3fjjP/j3jz99eH5yEgIickrzEELTtiyMhESoRKraSBJGFYksAOALiCzMokglalH4lJJTBkWKjSOYlX6ZYozRRQ0ELgQGsgzecVkhIjCDakEUqiqpsvCoLH0om6ap+/zbyCkym63xJpaGnFWqSYRZQdX3nRtR8qFyzq+5VUPdoOuRREEFiTwrsgChj23tnBPmuo9HEkvPA1SAbBKTAzAt3YE5QZcZ7qzxY1UxL33lJIyGefYOnyICSqIaU+ycRbtdCbLrm+HV3XGC5t3Zhs6cLFetGx83q7UgguvcdDLDYYj1dctIYk3cU8U2SQxK2On6+qrSOWeuJSBACtYcbMaRqpzi0GvQxmP9S23+o+skIWEnSgMDtjrvMUHtZwnmWQOIyuK/5OhLs7WS0oD72Pd6BgYOu8GuheQXz+TwKhdPfaFB6BZBnmyhlAzB9Yawedp0aTNQ3LBrzfoFyXyHen8Q+rLl3S7Sutmiroq+sNJhZw/LfkoWx2g3aw8egqpKSiYkcPszRCQFFRmNKgBo1ytF0cHEBWFnLAtXFp1FUU6n00BuvViklMB7UBl7Xwl6UAJghw6Ju1SIDBt3M566TRLbCryvSk+U6qiKTATBqcNlXZ9cXJyt1oquLEtOLaLxWDDbTnoiy8Ezg6Iun5H08n5vUJ3x2knBLLCtnJ1NpscH1XgyWwizABCSd0q0mZR190j3ex05e9iappnP576uibyqonfOuRA6mqUDJIdEVBRheL26rs+IFsq7BZkOyQT94F/04ODg6+98/fXXXpsvzi8uLi4uLubz+ZAV0EloesCnbVuVlAmTvcCmE6EZW9LWhTL4nbLbML1JWVhNmRN+iMA5V/iAiICdLaRhdw58G+sqBEfAsfWe1ut1ZFUkdCEEXK/XzWqlIg7UeVzXZF2QObm1vnPfapqm9pSJoHZgRwf7NuGrNeYnxez4TSilqrFtYtvaAj+01rRfYUhddmcZwkTn5+e2zlozA30UkikS1+v1fD6/uLiwSAk7Gz39UtfrteX7ZZeazCfx3s9mM9dvHvBvGFRtBmtt25pTgjFvCTDzeVJKF2fzyWzanEXyzjDPgOTJeUAroA0SzCVshnDbtl2v14vFInO8TULZi4d3c+Rzh5bvouzRmsMtDZ3eWfqyP/CVkvSd5IMdYOfx48d2EszLZ29vz2YK1gnYHHrYT15lVoY7oOUKY1kGZRAQSYykwuxd2aRWVb0LEIgcYXIpJfhtLrXdzBa9ZQ5G1l0bDGvnpzPm7e1h9aqPuq4HofM5kEqvBOuGpjVbffsAnc5d5YuMVXJ7nH/vsFuG7bAfvWp+YSvYcrn86KOPQgjf/va3c8LVaDQKwSPieFwwAxIsl0sjgZsIx1B67/1qtbZrbUEpljlmYaFDluzwbYY+jGtIXR661H5BhMaVQOiVrePOU29Dohjj2dnZ2dlZN0npa0R7jjrIF4QAHaAnKnzApl2ulpKE20UZitFoVFWVapHFVuTQh9LEUM5hZI1tFM8OXSCHjkhBBUWYQZH8Jd1MtzFpZqCIKUqMR+poAD6ICAEBQWf+IYLO9ZSTomlqABBoU0oYwSlQ8LMiWJPAIsqMwAAgDHVbl+XIFyX5UpkFlZUE3AVKsb8XK39aL6LipJpcnJ9/9tHHLFBUE08uAiZQtvnx2Vn7/Hw0GVesC16LcIDgytBCajPIBWDUViZtudXUloSY4OTp84vz1f1bL0GpsRrPFycnDxeqaTQOB8UkFKN1C+TCL/7lg73ZjWXdPH52cracK8B0VI2n45rjL9/9yapNv/sHf3zki0mYjEfN6clpiW4UCvLlxXy1WkcEAhFCGQWsCi2cIETCpGDefzpgvCEDKEBSYYR1U9dtoxbAGJO5TYiIKTXW6/WDBw++/e1vn52d/T//99/aFjmbzQofkMB7QuyGPrkESm10zjlPwp37VB9m05VDHJPzwRaQ2EZTjHdkora1NILOjdaFfNvbttrZR7tghJ0upzd4h5i2AfxOjNMRuWkoLVNJzKwdCRlV2TZT2I41t5o8q83z9tE1MuYfg24I62Vjs/4R64SNO74vGT3bWjpEALELijDNzrYcbijuGJZSvSkAee+ptxDrVtRuu9x0N/b406UBU5dijYN4W1VVIXSXB21EmN+vnR/b9G00NgTxupgchBdR9L/8bNq/6DuuXjf73ubKl7yKZzNgygHjgCsz+FuHBi0vphntNonmoAhIdkmcc0CWIkqD5lOtLme0xE9Q844ERCJA4zluzHwAAWRXSJiVqS8SQgzCi7pf7Xpiouu21e4GB4C9yTjGWEdHMSZmZVYz5UUA13kNsQKItnUDomXpQyjIkSqEEEC1qVcsgiYgBkVFk4bToMHtuLPd9iAEXkWB2QEUIYzKSgvlyhHC1MueIqYGHQSPknjVtKJKQIBeRRREECKAp9CKNsoRtQVERxRCBLlomtNmfdbGRdMkUEBoWAxWJQRFcL2zHAGKcn5OFBHQ3gKBAkGvqeu8W4Gc05TMfBJFY+KiKPb29g6mB+Ld+XK+qNeiCECi5om25RGEuAncM5OMJ0+eeO+r0SSEEKrSOcfcWaF6JHLdrCiDE9DNT/rOGUCVd7q+DdlPebNwiDIzEFpu+I0bN7IZ41bCZr8Ctm2bYmMES2ufYoyxXdlXrL7sotLr9dCJPnPfM71hUIKzqi5ZRIQl2iJoLiCFK+tmhSJ7s1G9WpRleXFxAeRDWaHrHBS5jZxajxQKN6RfppQ84aZP6Cm43H+cnz63RzJjC5dWOlLtDGzny2VVVQZXGk3RHC9NZ2jvzpDSvojpgg2s2jY1ghHPcra72VpapWj9j4iIsP3TCCdDXMjwtKOjIzuNQ0zmX+vjRa+WlQMD40o1wNN7H7znlFxRjEYjIKyEpYvl1JRSE2sQ9UQNp6H2o3cc0bIsrezupwBkTZSFdtpNBb0jdra6yfmQwxtmpxXcgVnyu9uk1l5Vju+snJYp8sorr/zN3/zN97//fQD467/+629/+9s50cGEqcMO84sJpcOm5bQ+H5VVrNvSh4Chqsp6zR5bKB0AUOFXy1WbaudIfS/U/kIO4XBPnM/nVsrnYGUDq4dqnGwpNGTbDg87WwcNz20vGtht/C6HK2SuwfDF7XnJ3d2wCUTE/DxmXUq+aldktb+ARbm3t/fs2bM7d+4w889//vObN2+aL25KcTqtmiYtFrXzHXd9NLIgFlVVTrpcLpumsWbT/HhV1Vjr1kRl67RhuXOl58GVYs4vpoleOTV4kb8oIqqKrXiPHj16/vy5ES6MoI0A4/G4AxZYAJND8oqVD4ezvT2kEc9HDp/Xy9h0vsQhhNFkPJvNRqMyslahQI9tXbue6K8OUYCZNaUk6hAJvSMS6KQiOpitd5STPMnv1QgiiKSWtNPNIQlERLtgKkVVRCDvKHhCdMFzjKn2KTapbQEg+MKZYY2mlFrkhKaiISrCGMirxLqNrMpA3gUlf1YQRl4tL55fnO0d7o0ckuDRaFqNp9ODo+r45qMRgvPsnHjfPn48//hX129ek6ry5NZ1BEUVxoCudxE0ZIFRxfG4KqFJnoXYnT+5+Om7v/z4Vw+++tb9a9fH+/dedxpJm71x5SCdnpz5ydHB/o2PPvrZaoXTo6Py6dmP/vknL9+7MZ1eO3v2NMboluvfe/Ptt49vt0kaDdzQe+/+vPr93z166Zpzo4tl8/T5HJ1X4AJhryz3Si1cGzQisUKlAqIsQNz7TQggA0bEiPh8vThfL7WoEkFVVG3bAqKlqDvnZrPZz372s6qqVsvVe++9V1aF994CGDgmYTZn774yJpPA5cmmRYwacdSyWG2pJ+8QyAoGdJ2fs+nhBUCkS560aXJe2PNNH9s6FF1EqvENu8IMNt0IoabU7VOy3XGVZSlAuWlhFhjEtQ+nWorOwSavtU8Z7DQpzjkB3SJr9B/9milGB217p7rhypmbotxMkrO4LLCqyPrV7JN3OV1pR0Vpvi09X8MREXRBDgMPEpuXDbEK6CGoQbC5iCCAiFrIAAwCUY0qOFyi80kT0cu6dFUFR1fwcXCotx+skNuMnn6cp94gThySQUlB0DAWwd5oRHPCHnXmlbuvdUVZQ0NsBLJOQHAX9MuUbvkymcLYBbv05laE3jnMbT1u0znwkhtMr9RDRPLOlKOZjam48QXZqSS+AEkTESJFMZoudh3CkHTSz6TLshyNRqMYl8vlYr1i7vMS0Qwkuy5C+uksX8ynk1k5q5AwMZOjUBbNqsUupxI6D1LjoSrJblak/YNZIgmoCBFOxyMiQkjSxr0Q9oikBSBckyxjQxIdOARFSAoCKILgiNR5KgKoax01RACEBKfr1cly/rxZt0pYFoWrYpImxsp1KD9B19QSEoIoab4cijk0Q7MEcjiYIQV7QKkvBYLzhQ810apen1wsVzEKgtj571o9o8N094Yipphs4YkxGgpkXV+/qqBxDPKzYXQ72/VVVTQ3KiqdfQXvYH0dEgViSazWGgELAJhkyEBL04rkeouIcJCqZ3BZ7p1SSja3y3iXFe4O4cquDznt0L5Fkqp6cqrKEvNcn4hAtKz2C4+vvfLycn6OqB9++CCpFGWI0lHUsPO35Bgt+sZtpOS9GayIQOcJtHExWSzmObQAkbKMbfiOQvCW6WdQZ2ax2sGfn5/nDaBbc/vXD6Gw3cvaY4MHx+NxB4w7ZyJAawgN7osxrlYrtsT2HpbckVmPx+PpdPrF7oj/f3xs7Eb7u6goisQ8Go02aWmJq6oy/yM73QCgzByTpUF6Trmb7bwWEC08oyzLrPDMrhtZAJlNXPOENeOrecUzFM7kH/kZeVF8+VCrNjyNQzRpCHJ++umn3/rWtxaLxV/91V8dHBw8ffr0s88+y3mJNlmwB2SoCfziP7szuVqWRSBgaPh8dbb0XgX2Do8cwrJer6ID0XFZWe6lJ/flW3drp1NKOdvA9F2ZYWtOSHbwdpJ3GJ5fMKztA5Z3e5vcoe1M0EPhd5QwRNRlBnW1grB0T6h3xU7fmFm7WZMz4LVe7R16fn5+eHi4Wq3ee++9t99++/79+4vFoseOYD6f/9M//dPtOzdXq5WhxHfv3n355ZeJOnIQM89ms5R4uVz+/Oc/f+utt0wkbI6p4/H4ix1QBxUSiOgLJJ3pSjHqUHiZPzHlz45lwo4k5sGDB9aaEhGoWc/zeDwm8haMRApBlTgF1f3R6BBhBG6KYayztm0Xq3q9Xs+Xi8VqeXp+Hspitr83Ex3PpuV0KgD25ColhxSQ0JE3RKWzatQtE6WufFEQn8WmCmT7rEQBMhkLiCKAkiIhmtzdNPakqGq+94Qh+BCc89S4hJ5jowI+rpxzRBAcsaAJ4wmxaROiJgB0AcmBwkUb1+v1L2TZnM2ljbPZ5N616yUVXs6++tIro+msGE/Xk/GTtEgptUkaTgdtTJ9/jievVp5kNAtl4UPF4C5i7Z1D9CQsiVkFABttXORSBKJKy9D6ZqU/++TBuz9978bdw3v3b9y8Prt1bf/l43BQVfvljVrc8eGtSfXw9Hz5xpv3X3+7evfHP7zz0vVqMoXWr+PFvaPjb7zyejy9CEpp/9p6lT7++OJ33m69q6L45+fnJxc1+ENgqQD2gkx9LEARGFGTbf4mvVRgVWRgkYSYkBrE58vlPMY4HiVUUs0ageVidevWrT/8wz98/19+8bd/+7c5wtfE/OawYrIz7D2f+3WmCCEk7VRwg5ZAsoOX2bH2IgiBQaIsqko/0EIQc/c0XW7mxtsSURRlZ1zUNqoaLH6DO4jPO88cezxDZRCBUJZlmwy8EIsBIyJVhg5WwRfZZ+Suz7J5ETFyVxcZV2JolNXX57tpMZmvtzMnItrk3V1WHOwODXG4coLNyC09ru/+hpy+zSq8I73LXR93XeXAlQexgzWH26JuWDadzzxzNtsT4Svt0HZ3DR2e2Ev2ZrBNXOr/x2/LFfptAAVJQbXzBO2hk01K+7ZGfMvO9TcXS5ZcIVe6xvQ/Lle9EIGJDY3mDgpqVbvrG/HuYl4BE/YETDUurXa+IN4HZUkcN2YhgADOcD+VK63MBxMC7cxIN2EmV7//zZ23Ws5ns9l4VMbU+JoEExHaAXVmp11GYV8H1G1N6yKEUFTW07gQFDcMWUPPbfKkNMiZwI0/WOdsC0gqhSMuPCL6thHQEerEe4HAoElFhT2oCSyBEVAAlcg0l+iLkigkH9aqtchyMT9ZXjSiLbrkCQzVRHBFCYn7LlotfhH7i7vVlxrdVlRw12jOTJmKEKwcxd4lr67rxyyrtjlbr1sF9V5pYxxsJ9pebXgPZRpVVVVmd2FBQMMQFe0UwBmId5iDRrZuqoHHDOFgRRGLULXePsZICsZ5MEKF62u+zaJzaR0cuMOrasrpebnCts7wsvqFtm3Z8+Oc0aS8pjCzsgBobNi4kWUZQnDKOBqNHEuKAgAOFUQJBECYy8w9QEQa5nkq78zanaOhTgxgw+sIIXSTRIAYow0g67rO1LjMabQebGij0qf2FXkzMLRqMplYiTmMGhvyQwwqVBVziFmtVkPasx3mwcHBkJcC/1Yf9gZtHGBjRefcarWajMcpRUgcygpYILFxkhWUCAkJPAVvIdBQbjdgeXxQ17XF02+xO7wfZgla+zdkY9qPt21rIel2OVarVR7QDmMJd3Z0w1cvIzCXb1c74KOjI0T88z//8zfeeCOE8OMf//hHP/pR0zQbYk8/l90kCly1ee8U68x8D8NMvKtKH4pmnOqYzhZzWSzCbFo68qEQBI4RnROU3CZ9+UuWMWFr/8ybwRx97T60OmyYcHClumzYChKRif2utOO68mRan7nD8Lwct9D9iOCVLi+XWyzbx7CPzx3Y22DdrN/++lvf+973FARQV+tlVVWq4n2JCNalE9HTp09PT0+fPHly//7927dvV1Vh7G4DSM/Pz999990HDx7cuXP71Vdfmc8XMcbr1w9jlMs22tuOCJrd8F4UYpFR6533lbH0Yc0nIrkwuKTehJQSOfjggw82zj2IrCIik2pkk0FHACyYEGMMwl4oIAZy3vmxIwsOjaxtist1s6hX83V9Udfw7Fk1Gt28feva8Y3xZDYmiOu5skCKwhxTyoN4dKSgW2Qn3HK2U+zzrgw30LydbfyK+sErCjlwFrPUBb5bAVE4Ih/aJTZ1DRIV2COhowILZdHEbWTnHCuR8wy4jPH0YvH4yZPz+eJDrXmx2qtGh4eHe6OpX7UTF8Z746IcCbomCSR2AoFc8P4Qm8WnH3/4Q/d4PHkkeAFhvH8DQjk+OHBlURVlGQKBqvM6CqPZrF0ux2FUluX64oJr3i/3nzWPpqO9X3/45OEvn1w7gNtHew/29169fevlu3dkUt65/+q//8Yf/Pi993/201+opxu37xzffakVqUKxt3dwuH/ghFKScTXiolgul7eOR+PxOLI0DB98/KjVIFS4CCXo1MFIuRD1gAAYlR2YyQXaNAURoigTRXQLSc/rdUuQiFoAatpOnO+9soxGo69//evMfPb89OzsbDaZ1s1anauqqgpFAhYBZiVCk5yIQGLexIqm5Img8ABABNPR2JeFZe2SFT+EnaVcn3+bHbabyIYZeu+dL3ozOc72AYSbBz+TFMiyl/u1Ik/9AAAZLNA7M4wGD8cgIq9XWuVMW9vghmhbYsmMULu9pQ+WyBWLYTM7KXnZ8We46W/4JkSAkJg7htk2u9u22mG5eKXb8MacRmxmJHmtwAGHol9GdKvF6D+HPkoeCQ002BzMduz7lS7NlwEn3cGitjTYl0KSrgpv2DA8rzQPHayD3CfGWAFv0aLdMe0gdwO3e0Bw2ZPw0k5GVzV+irpp2zbuoNpBdvmfpCCA4BAsCm+4p16Fy2k/vFRgtr5TgQAoeEzROihFi2MXGqynork12LUSRd01Guo0m30LOjikzfebP6EFbRfBiSY1Sa4RdqSDXhU7LMwFiuv1Emk6c74oU8sGKlvX2o+OHWauh912uLXhBUcMCpLW9bIqgyd0zhUtqMMSkRDIe1CBFD2SQ+hz6LGD6wAsf4Y11TGdNG1IjBwvlosEkBwykZATwKSM4DyhGtsWLEeU1FLvdSP+VNiq2GwuxIPez6yZTIKeta2R03w+f0gUFZYpJnJKJAwsjEja8zEzKVegy6XJSXGGfnRyXpu/sMUvbtD2QbKwwuBJHuQ6bgx/O+wLBjceoQXKiQgKZ6mP9mz1rEjJa9DlErlDegcz/s5mrSfRDSshW5x2vJW7bhC7WYS1YfbrqqpaLhcXZ8+fPvt16V1ZHtobb5qG++csJUGTY3ununGa6UJUOyrsZhI2ZKOlFDOeOaRVWK1sTWBKaTKZGq/dquduE+q/fyvXBNFGYkQux7waxcUkE3n2uXHiQjTqXY9NqSmLLnuBiMjNmzfhUnD2v03X13t7hPl8/uDBg9lsdnTj+rJeBySHCG0EBQgBOYGoczbHB7Ns7W5shaFSy/Z4Eck5FjkM0Db1pmm6yKa+9xtyaey0jEYj89cxMLCz6OjhrPV6naMIh16ml6VTwxt+Rz8WY6yqyvxdX3nlFefc4eHh17/+9axkywSby6m1V05t8w+mlB7/43957Gg8mU33ZlSNxLvZdALeaRRhbpo5hYJjoqIo0P22V82gb4tCefbs2aeffnrnzp39/f39/f0hvJlP8pV8wp0O2Z4X58Jl/26bqV9Jak2p7YUXxkXQlHhbuZdTvoBVMqdhIH4Hd4UO0FoHuixzPT4+ruv6j/7oj4qiePLkSdu2R0dH5+fnBv82TXNwcGAMtMPDw1u3jpfL1cnJyd27tzOUfXp6+t3vfvf4+Pg73/nOd7/73U8++eRb3/rW3t705ORsb2/vCyQnO739lczeL+ZXvyihXvVKCrECQBvrzz//PMMjIlGVEXEymVGn8CcSxZRGCBNyJaEDY4d1vkrkXVUWY78/Q22Y25QeP33WpDhv2tOPPp4+O7lxfO3o6GgSCnSq6B1GRFGWgZoAzKxcrzQ8F9uuxZbbXshE3VAcEYwlRITenF0Q0AmYcwgAIPkAwfuiQvLiPK7WiTnGFJAK8oQQ2/V6vU5JGHE028NQtZFPzs8+fvTofB5xQvu+uLN3cFhU1EaI7awqknOI0CgTYED0BB4hALl22ZwtLz6Ujx3+6OGTXzw5aahsIagvimo0KqtRKCxVAqdVeXggdX1rb3+GfsRpffJsFsZTDnhRv3r86q2bRwfjAHF98ezJL3/13of80+LW3s27v5xeP/7avdeP9o5hVOxfPxBeCfDZerFXVg24Dz///KXb9xp0n3z+0dn5yb/75u8cHu0xybJO73/0KRZ7qgE1TZzfJxopBHFIXoQEEqFdDDFbQUEQBSZKni6WzVlTaxVakASkCpPR+Gx+YVyA4+s39vb2fu/3fu/NN9/83ne/9/7Pf27dThUKZg4IguQIFABFAQREVLhtIiLG1D04tmKoakotkRmUd/Mggm5gCkksCDdPWol1swtzVEEWEJGqKGqATs6XErlMYJbebkRQVFDNLkU2wixBBsHO0c2grRB8BqOJHCIqqpANrjWlJEA7CF5KKbGYR67p+jKV3ZbN7nmkLuVIFSOz64Uelli4o/fuMTc0bqftbEP2+8a4e/unMnmq3wDJjCGycg8vLTvdudpuFDeRgAPfDQAaSq6GVALqrUez00xPmSG4KqZoO5pvF47adUVBuLK/810Y7iCkbwfEw56l23l79t6b2W0z8xJlm1oJCiZz+43O4EOsr2sVriCL2iNBoEybX4DkHThCPE+qQQAAIABJREFU8kDIl0gd2XUH0YryjMwAAgoCOQeOYCNmsEgWHZJCd9SGBKh4lQxSVFC6YRtufd26ml4JDE3TWELXaDQyf3k00zAgcAqMAkranQVijizNah1C6UNAxKTMoIggg527c4yxewV0KFVBFUTviWKMy/nFqAiz8SQ49ISuDE4MDsJWOQkURVGogBJKD6t7UCIGIKJ14tVqRUmQk0dIqFSGJJpj40m8iHBSdKgKKISIgkhgKJh0eT7dnSX9LQndBjSY49q7Q9XEzCoBnSJIYmY+EUWiCJJAVZGVRcSSRvsOu09tHzitxBjr5cqIhTlXALu2flM372iWCK4IB8sIvg5ceocun0BojCDmKCKW1e4HzV5er22Qpmoi8A7TsP/iBHkgt7EPlqtVLo4up29j54vTdziZMsecTHUzGo0KR0hg9+HIOUBCHDo2dY93v0hRj7mFzlkRdcdEuE3RhjpD/M2q/MyLc86ZqUA085IBr33H0WG4XlsVmymv9lMppdlsNlzZc4dsrhu568vVYbtY5AXUXu3OnTvWMLiNOxn9K3Z3X5BAkE0XEfH9999/8ODB7//RH4aiOD661q7WBToQLUK4eesWeVfNJhQCgGavVwBwPZtlmAeYSYYZKbX/HTZpmUtssF7uDIcSwRwdkYNPcyL8sL2x5nC5XNpRWRO+0dNfpQN0zpnhhylXDZx85ZVXzGbW+r1cmmce4GWsb6frs2r7Vz/653VTV5Ppom5WMY0O9//4O3/2xu9+4yK2Dx8//eTx4/uvvnp88xaqNk2Dgb58i55Ro+Pj4w8//PCDDz74kz/5k3/4h3+YzWbvvPOOpXtbL23P9ZBOPGyGd75u8OmOri9/v+lat9wRAADAIPGdmVEef2S5YK/GhOHVyaSGbPq6SwdSfFEDdnx8bBLryWRi7r7L5fLwcHbjxvVr1w9Xq9Xdu3cXi4vZbHZyctIFpTgQRiN0vfTSS0VRfOUrX3n//fdHo5EhycOW70qw7kqI8gqDn0syzc0ID2DH6c2j3649Ni9jEXDnF6enpyc9aQ6a2IpIcGE6nToX2hgt/tlxGiHNQqhUA0IIARUqF1iAVTglIkdVOZnOJj6Mr9+gwkfWTz799LPPP3n47Jlz7u7R/rgaHc6m++NpWVQgqrFJKdnupANHuu7ftjAr5fm4+V0I9nHdVtgQdrYZhKRG3iUgVEKknHxDiAReHeDIeXF1atq4qhtmMlGfC0VRffLZAwE9Yjm8eXP/cO8m8MV6WY3nk3J2fTa7dfPGZDYJypKaxDE6BtUImBSjNG1bN+0ytqtAOiuDOHjp6OCz5fLBybOLZnXRaFIP4IlVmDVxUmGHOilJdOJI5/Pbk+nrN46vh2J0fHsk6Xdef+XOjWuQGklRj15uU8PMD5uTk4fnv/j5Z1wW5zFNb157+Wuvj/ar8Y1ZOfKNCI+n//L543MhAvd0uZjuVy+/ercIiME/fn56tmziKDDTGPzU+5kLY3UBPGFIikhLy5Ww2oXsnKvp+vzJ+vy8aWm2F/s89RhjIKeqs9n0jTfeWFzM67a5c+fOndu3/+t775VlaS1fXdfTYLMZYBVhASUBRQEEUATvEBF9IHLALKpicmKA3rISwGFu2FTZpTZ2JQRzcKj9BLkTiTiH5K0RHFinJEAXnI+QhmusQcdiJC7KppLiwJnaE23w4bxqpiTI9tBKrL3IDZg9S3l6202x+73GGEmdqARhxzexp/rjzshsi/mZcbpLa4X9xq2FbtC29Hy97d3ZltMO3tykjnXn8zLn5RJ213mGIMFQezwYYA1gBrj8z+3iE3earEGbp5vEoUz365HATVAMoh8cGW5+bPugDZWzbDPXV4I+Syd7PGTYdInVymZJdEVi/dV6a1LN2CCodq3eLm2UjNVvij4LwbRVr7+KWyGBPRVTdzBTRehv487Us8txt6wPVMTuXQzlmzSwHnU5YwUhW2kpbXxhoBN7bY0nDZogoul0WlVFXbsYER2JiKJY42f4qR0JpwgC4HpqH4KAXhYr7m5+SjA4yW3bejKbSzCLE0nJzl6MzIkBoBZpRciHCTpUIIvMQFTCSMCoMUlsYkpSkFOAVgV92VhyfAdvoiqT8QmdTROUugQOsm1KLMcCO9YKiloXrQPLnu65VQVVVomcENSaUAb1RGsWQlCkzmEKO+4k9K2ywFb/b4VOSmk+n4Ojw4NroSyGcFmfK7WLtmNPjrEuGq9wsMAdeBwzWaLjKppTFoUQcODekSlbtnAPO5xcWO/UOv0cV3YKoA5j4Q3rfSgatv1A+7bWqK0cY1kFT7OiKICTNWNGfG1ZzPvLh4DqQJLZFG2BNj08ZQzPnZvQvo6DNZpACJFBRmUQ6OxAnfe53MwUrNx7ZKbrcBQHACKcmau2PVg/MJT/ZYzRMAdrI+0HY4yLruXb6voODw+vdH24kiDxr9sNWo2+Wq3M+OcHP/jBpw8/r0YjEm2Wq//+P/x3KPrDH/7wT//0T197/XVfFkXvZ7iZU/DuFHNoUGbNHvaeZtnqw3bfzNXMeQN2CTK4l/0/u4AQ5/KlyefchH8WK2/HlnmheWvPJjFDQuN0Ol2v16PRyIx8iqKwtdGOwWx+rBvPiRqXO4GdfCd7C7/zrT/65NNPBSmeX0BKOBppUSyblqpiurc/W67H5RgaRsAJVStIX77ly+47jx8/XiwWb7755mQyeeedd37wgx/YlL2u66xFNC+cK2+tHTg0j8mvfJu5Q9sZ91zZDW6m9dt1z7BtFkkptdmm9TI86Jwn9JeVkzHG/f39+XwOALPZzG6P/nGTGGNR+vF4vL8/Yz4mops3bzrnUrLKElarlV3Td9999+zsDABee+21vb0943/mq/wF2N3lnv+LoyxeZAajOfdg4PI9tN0WER9gvV7bbWzTEuaowN6FUVkZYAACHtAxVyCVoosNxGjkmMiRnCMfXCiwLKEI4rw6B47CZDIuizf2Z8f37j579uz09PTkyZMLt7g4OZuNxrPRaFwUozIYXQ0VELir3HrmGHe7pvaGga6zuLNWsOvrTOev6D2RN1MKdYSO0AckEtF+LAuoAD44cgT7WCR0dVytmhRLoDAa+dH4zTfDZw8/Xy6X+Pxkdu3a4f7ea6/eZ5Hjcr8ALAq/4no9b7VpQnANRAEQCuJFAdQJOgilp0a9xPbstJxNxo4Ox2OuyCeX1KcE0jBHBmEBEJQlc+X8JHjx60JjfP5kf3/vrbu33zi6NkXQ50tpG/QuKiYoqAiTqX91dnP9kn5+enYam8fPT7/3f/2na/eO3/zGm/vXj1xwX/nav3PVJ58/fsSs12blV974SjmCddMQuk8fP9VywuxUyYOOyY2dKxACeIVCBL1bqwKImhYcEQWdgDC4Fum8aVfCGAptWlsSV6uVeTLXdV0Uxfe///2f/OQnpoNlZk1EJZn43Gm0hyIyMzMCOueUNAl778CipwAlcWxbVhmNRojYtq0IiAh654NLke1FiCClZMFgic2vS82IZTNF1dg0xMweEXvbzxjjaDyFFpi5a11IQKkfHCuBxwGH3CaKrMrckRVFRLPiw+HQGwxAW974QmeszHZwG8TbMdi0xarcPPgTkcibqS4QUtc80jA0NZNEnCML6+osPWHoUbWdUts1lpcS+Xqjvk5cQJstVYY4Vs+dwN6Kqntlwm0nSsW+8OuLIswe41YEZtBvKA3YWQyHlNTfuGHpIFx9iDf4TZgPbrR22HVRpNiFNXkiR0iAZuPrBnAiZRLjpUz6uJUEKINzukmvEuF8LR2hMmQbHVWW/v7L0RFOewKfB+ig5C46AlVZ1SECUiaHZoLoIOfAgkUQQKNwOaoktWnRgENA4CRI3eUB406K5kqdRRA1DBS3iJg02QmzrsyuYibtGDM4A74ueGZuYlukGFzorAg5WRyKiLAK9EGozOwUqqpo2lgvF+PpxPlNzWTBrGbHrKodMzSfLkU00r6ocw6UiQgBFouFigTn11xLy9gyqopIw6kFEYTg0CsejqYd7RqwKorzeqmUCueBOAk7I22iqjUVrA7RjBkJ0BGsYu1DQAJJQtQpu+p6ZSkL1r04JWcu1YYcI4CCyeuH78IFD4JJ1RF6FxARiMzcAgTyrAtUEKnLFrNHFDjGBEo2OmLm6XSaTTuGiP+mwWAR0C1RHFIWhNAlHw7ETVy4JSXEPjXbkzP2/MCHSrPTRvd5n9m9Y3ph2wZCkfGZnLfGunGsGrIX7PO8Sm4m/100ImV9VFEUjCia7BVG1aRp65SSK0JPsSC0K5SkbyQwv7j33pnipdsAaKDoc9m9iqADQlGNUg0i0tkzAtkO0Rn4AAHhaDKOMSZhRRhPJ1Zf+uCJiNeiIuSd9A7+2U3UXtaoL0MDrnxIA8v7jjtKRGaa773LziVmwJiv1LB3+tfC9F7UP9hNYrD/eDz+5je/+cP/8uP/4T/+x//tf/lf/+f/8X9qmqZern7605+++eabr7z6alFVoGp+sMM7J7/9K3mA+T65nLiwsefu36y1NGVZbrbbGNu2reu6nzGDRWvkqa39SGd30asvhsdgNE5rBfNNnn+v/Xi+f2z/M5KqTXwzv/HKan6o17Lb8uDg4PhP//Ce/P6qbs7OLy4WKyyK6vqNdhQa5vHBwVf2D0mUhIwSMJT1fckr3jTNbDb7x3/8x7feemuxWMxms+Pj44cPH77zzjvW6dmtZe/iSvnZi2RpV36xc7fqXebKslwul9PpNKV2p2/cCUYfvtqwpxp+g1VauefvjECBVZsMDvQ0YOfVsabxdAQAbWpC6Z2QAHOUlBKSxkS9A0CHYWaRr605tg6/8cYbltBov308Hmei+04P/yIL8hfl9V1pLZDvkKoqFouVET2Kwjc1F4Vj7l7Ne0KE9boZjUrvQ0ry/vvvG0s8xpjNZpz3znnm2gobFXWcKsCDMvjlqvIuLteq6H2noBMj7yFhCGaggmWhZTUaTcJkOj26dqdtzz/8aHlxfvH89NfnT8+9259OZ+NJKFwILoRAwROB9977AIocYx9a1Q/+CPOyLSqIzhORz3IApwAM6nTgkt+hAb2VGiA6AueRDnzbiHinBOsmpUZjItZqNrt3796qroVAYw3OH0xHijAWCoqskZDb1DqSpKrB1W1DwYnDlJhJBAQdAEsRyrHKxXx5oxhhG8tyFH0RoQjsoYLSB0JYrRZIOkswCW4E7FGqxfyI4kslvXPjWphflJF9ZFVIMUXESCQpjj0r0rQsjm7cXSM9v758+eD4Xx598qP/9H0/Ka7duXN87/Tg+MbX3vymr4oQz8vgz86fF+NJI/7XzxeJCYP3iQpJE4f7pa9AObWAgTE4Y8SROiUAENbICdG1gqskT87OsBitYhSBwhf1op5Op3ZTpZT+7u/+bj6fp5QePny4WCysRMyMCUJwDr33JQZmjcwiwiCenLKQx+Cd9DygQJ0Dp/fegl6EZbFYBF84IvLGpWdEPDg4ODo6EtBf/epXNmmtY6RQWk6DSY0s6JW8N01KSKmT0Ldsu4AKtm0LgBYLYdNz6TQgFkCmeX/fNokBQtyklSCGXk9hi1gIwfmO5e69Z+24NpZha7fuULC34+s7zMGiQXpe3/BAjNE8RblbVbY0zxs+5+DLHYdWkJlzRoIJc3pB36b5sy0YB8TLreVoG7sjJFXlvmwbMl1z4PvOar9TM3QycpXOGAYH7SZS3wxuabnR6pmBLfLGw/PKeXbf3INsq9pcT2mTS0ss7XxFVexoMBP3MudVSdVKXhVBALQkUhUQNc40otmb9JRFvZTvR86WVAQ3QGasVZBtB03oMw11gN7ygI9HQH4w/yMWhh4pvlSjYC7lrbV0Bmx0hNgXVnuGlSdAcgHIJxEicaEIZcG1EHllVk2EhAOtqlOVxCrCzG3djCYV9hEguC1lNCngi/p+BKeS2Fx9Y3RIoq0mBRYnpAhJRMx3k8gReQGvQOQSkioWUWOJvZSRFM3yRRHQOewAYVURNZyrmpYcEwIE7zSm1XoVQpjNZpGTuW6iKjrv0DmFVputQbjLp7hPhTZTWczjCuqZ1tJJ2giVlSEZ262LylHnUAhpaOO2Wq2mk8YXYYczYFCoDix3c55Hx8wGzdDxYLCUZrOZcdKIqG0aK15Ho1G9WjOz5R5hPzjYqWOyEEtEelLqxm6OBh+bmYX6ba+UF/rLd3K44FUVUHbyr5iJhTMss9HgAeYVxXzA7Ipvsb77Vhk2nuGbN2hDASJCdKY3kcSiaVQVDilK8o4sZCUBNE2T8b3sPmK2nEYytF9qOKRxZTOdIwvSNrLp7aI2iw+3l6XevKSPbbV2699GwnelNUhW392/f//g4ODu/Xvj8fgv//IvP/roo/3x9Hv/+T8j4n/92c++9SffBrzazuu/uQX9jXBKpokaydOOc7VazWazpmksYt4caGwwAdvBcfZJPr1DHDuHc5jrwGUi31CreTka/vKfw09Oxx4RYTaaXDusFFhBgS4A1BMAgZIDBVVHqPrCTu9FJwoRJ5PJo0ePHjx4cPfu3a9+9at///d///777//Zn/2ZPUpGTzUa55C9/N9wh+QTYqfIQh2fPHmyv7+/XC7LMvy2/erlF89XZ1g2xZhi3LTodskuW4lu1gH7k3RnXTUFNUAudBwivvXWW1n3azkiQ9h5h5G17bAFQ5bE1SDqi+m6zrn1uinLsm3bzz//fLFYTCd7IYQbN25MpxUzNE2LiFVVrtcNEY3G4dGjR2dnZ2VZjkblcrmM3Iqop67u73pFBRIZOSqRSiTvFAoH6DqndUfoAgQHRYGF5xB8NYLg2blk0VOh8Ej377+8Xiwu9k6Xp6dxuYx182S+YI6j0Wg8Ho8mlbkcF74siiI4r05ycSmgKSVB82ry5JBB2xSRkwuFc15EkAiBBLQzu+5sDqgfyXcuJYSg5IVUg0ASZUEF0QaAQbgsixB8BIkpNakhRPKuaZctK6CyQ+ewgKCARSgQgSk0CoUrSl8qS2xbEKWWJ+SQ8cD5MesnT549B0/VHvkxArUpIgJLG1T3/Ajq2sX1rTK88cq9N2aTWwH3eIWyDsom6iF1DkgUSKlshIXbVVSisihuFeXh0Z37+9c/e37y2enTJx8++fUHj2lS7V+/Pjs6ONoPe9dmezcOfJh99PD88bN1Sj4UASROA+6VNA4QRBwhU1JU0sykFTROlyIrSuEXbVwrRkJz/HYC0+nUEtIp+Olkdu3ata997Wt3Xrp77dq1//N//z/Oz8+VsKqqzuezU+T2tsAUUkoShZxLKaU2dioAYRR0jszqUwHW67VtcKULDAJAzrzSi64ejzGiI2tmzMquKAoBTCl5h3noKU3Tq+vb/CSKSGqjgDJL6NbznpHYcxkM4jM8acijJiIgk1jb4BuSWQn3Vc0wZbxvw3DIH7HQ9g1PATZeYkAImyB349nqdng5od3HNnzUbLEJQ2+wrrnCzfSw34a2h/svWEzyQpSdwHGb0rlVlQHQth2oUV5z2NuVbd4V1QISD3dJGDJpaXfU2/O8dnaHgYcnDERi2oedbdmD8lB0R1+wY2U7it7yUzucsVNII3VyR2EWZnMnASJPgFmJNJTG2c9qpx509vLe0TBrGCjbg+46uqDAho5Ll+AadM4l50A43xmOeq8h6317uiMimhUK2YgPsw8lkHbuhNbRb66i9ORPS1FTKJxH8gIoQOR9WY46r4uOLOlAKWtVSYmVAQRY1vVqMrHQhe4y2TMnW4JGEOy8Xvr+HFE6miVqH1sGEEGUBQUcEggpggB4gLZtRy6UAJUPHimhRqSFiFNwgA7QVHyC2SPIUmUTsvjO1wSgSZQYRYMLk9EozPZaTuu2JUD0RI7AOQfOCXDdgoPL/uMdMmMAG7qBN2cnlhdJhi52190R2ZKkDNwJ28kVHJOgIFLhg3MOWFJKIGo+M3nQAhk6VwSEy2SAIW92WIIYJ812UZucmUlmt6AjxBgFlIjcsHnrWQWZazds8r6o63NXZH1m25vtY8ZNLMyw2+mAOBV0IpKScjIKX+FcGAyGtNdyd8c7dLfbWXd2JlIDQal6clQggK/rWjkSUAiuadN8sWya5uT0eUZphrK0s7Mza/kMypvNZoeHh/v7+0C6A8TtfL5zMAMeLw4vN1Fnl2ud4cHBwZcswb987/RlXi0rCQ0deumll0aj0Suvv/b89PTtN7/KTTsOJYg+ePDg9t07viwAkYUVt10uXiyFetFhX26TXtRH5XbamIqGLpoEK4Swt7c3n8+N2Gld3FAumBVlGdCzytVedjab5bSPoQfpkAw/bPaGbmz5Ts4A787bXCqoCCE5R855VKxjamMKZWFbAAMERBYl/a0vYtu2ZVnu7+//xV/8xc2bN+u6/vWvfx1jvH79egb6LmvwroT1fiPQl2/sTGb+7LPP9vf3TQjXNOsveLUv+eLDbIn8zWVZVtXoMssoj8l3LnFVjpE0j2qNcLjJvBFR7e0ZlJpezZs9b8qyDKGTBg1TW5wjRGjbNNwarnQK2Gg3BK48yc6hCCM4YfjJP79XVdXL91/9+OOPLy4uRKQo7mUNqnMwmZQx8eefP/rud//ftm2rqqjr2nvfRAagUVkGDIw1ESkLqpSoFdEItSR0qOq9kAMRJFLvNDgMBRYBy8KFAssA5C1jHcAjICGIiPdhf7Y39j6Ox+1qGdfr1MbVenFeN8uLzpixLMsyVCEErNCaCuecR2cCdBZxXVQqsQpod7HIl72TvtuMwJQ2g3gwchewMGAQAvCCgZ0C6BpQMTUxpeCIgisUmSNyqwgIjiiADXxZBZAFAobVSnyoUAuNgELYghM3DiN0FxKTAy1W8XBSHPlSlycYytPlcwy1KIiyJ/UolSRick1753D/m3fuf3V/Vi1PR8v1pHIRkwZh0SSUVFkdiALSSJ0QBOamZU2tRB2FoqJytnf7lf3bNehpu3p0fvb0yemzz04eSB2d3v3aV45eeunTZ8vFghyEtKj3Ah2W7nDsK8ckkdAxEaIfZE5ZbC+qakLEUJ7PFysW9i4JeAokGjl67wWhCOE73/nOa6+9ho6Kojg7O0ucDG2zLr0sS2rjUKWWQ4CLUGz8uhR2pa3duF9sZcWUoJ9+enWRk4UbEUHhnS9K215VVbjtqP4afShtCMLMDgABvHOmvO/YHNA5rDjY8Oczy0a78lwAM9lOAYCcZT9wJiVpYmNFDSzKtVdfbWQpeZEX0C2fFVDQbtasCCZR3jgdDVwS+nGRSm853stb3CDUSjZLE1zeNzsm3SWDSniRR0m+KgYLGYQ4JB+YkRZt71lDYdqwmPmy1M1tP4XMutp8UbtUyaHJJeqA4XnJV1O3uiZVNRP7S4M01I2byM4661EHFpqb17TuW0RUWDgBxw6tKgqHhCC5oTHKogkH8093qrZ+ZjAk6Gda5+DMidW8fVagdG3g4Fw7F5z33HbqTAKgqhQRicmmGoCo0hmgddIU7eA7o8Xb7ec6vEsgddTKjMXlk8PoGFGdA3RKSOhdkELHiVtoUy9FFWFRBEKPzkFKSAQOJUZE9IbIDBSGSmjDBZLN1WRQJ9gTa0lACJHQW++EougcOQVxqtS3r0LAkNqAUDmcEgXnI2qNMEJYqiJ07jT9kABNm6fKwIIgnhyiKjM19a3jm3vjyfLs4uJsnmjli7JCbZRZnCIhOuoeMUC1P3o9HosqmDWO9C381mDDqLYKAakbuikPydS2Slp2e2vkdYcWU2byJAtpzMRI7IoM6qD8AQUch8q9SwXxdDqdz+f7s722bdfr5WQysYi8VtqyLD1SSm1G0q7wlLtqVj1cES77QMClUrLrgjjt1O7a23lfrv+UJU/FMl/AoBXVzuEdiYG8JTdAn4rTM103mRCXq6vulIoCEap0z61oGQogBCAQffzw0ZOTk5RSUY4sNFaFVTBLiWJMnLoDiy2vljUnnU33g3c2k8vt8Q79Y2Nquh2PZl/bSurrF00R2dub/VZd3L+uy0sGLox4drh/MJtOPTlkUZZ79+9//ughEYWy0F5snC+Eyu5xf3H7d2W/B18Ygpftc4asTiv3TYtoEkqjAA0dX3IjZ9TQbAGaaZ8ZYbZFNdOYh1BP/h5rFfJrZsr0lar3gEFBgVWTRIlASEiVD6LdeIsIYn9bO/3tOvayLBeLBQC8/fbbjx49Ov3/WHu3H7uu69xzXOZca+1LsVjFmyha1sV2LF9kW46d2Mc5PnAOkgbivARIkE5O0Ij7IQ9BP5w85KEbyJ/RQNB/QYAADTSSIIH7dNJxR0mOY8uWb1Ik2ZJFUhTJYpF12XuvteYcY/TDWGvtVbuKlHwp2ARFFmvf1ppzjjG+7/fdv/9Lv/RL77zzzs7OztHRUVVVfqjyUnnjNnmEwhMRN3zC46m1l5rf+973Xnjhheeee+4Xf/EXffp65j14Jr7yzF9P+1dPEy9POg8JTmcHAwy+0CGf0z+pgfnOHIfJ7XQ6d+PoEG/IzDlLCDw0a06m6vGY1TTOpDn96h52I+cs/pSrKriK7Bvf+MZTTz3leYP+Wosi1nXjBsXZvNzb27t586aLDgYJmWruSGBdBaVoQqaTwAVABDDJAqbEiO6jCxjYigBFYbGAokiIfrQmACMRMBPqA3WgCDFWkxJRYyG5LYuwWi3qtqlVc0od1y2EYhoohLIsY1kU5aSIwQKlrKqaW6XAHCISKpiJcslEZBQ6nnZ3zBh91g6hNoFBX+OXhMtEjdFYJbeSMQkiMkIZi5yzZEkiJRWhKCyGVg1azBi5nFCssoABUGCAsl7paqEtURbRnBCbaTG9WE7KrDFAADDI6iNDgJAbblaTlXzigx94/pmnr8W4tVrOxErCtFoKmSAksmSqQiqCZKjarBoKHIi96LWcNMtWrKYhtkop4IXp5H2znfbxJzPat+/c+ea/f//F//4KvvLOEqeC81kxx6xTa3aK8lygoC1IqxgAAwXDRAagqF454CV+AAAgAElEQVSmCJgACZIwP6jb2iwRiQEDgpiCKULO+bHHHnvuuefuHzy4df3WE0888dWvfnWxXM4m0zaJmXFRqCr11g+/j5LYcM6MHAYBvLXopU/u8xIQMYbgVB4iUlxr+NEgNXXb1q48KgJ7zEPfZMS20xlxjGHM+vLixO0qwz3VJlFVaZM/+FqU6HphINNRThauzW8n4w2UR7z9wU3X5U9Ap3LqAJujbS6bOmqYiHqIxvpHDOvSGtMCbGBo5rn2dmpudiLYpl+1RhXdiW62ij7MWeBjIVebDeWAdDXLeCGFTqQzal31Uc92pkTrTEVPJ+Q+YUvGDadfx4np3nY9fbY0sLAOuOumanDq6CnjFqxQ9/LGhTCtA0T7QG2fxumY2qKbrWVEQQwMuTOmGZhgl/aAA1rHPOB1eG79OM5lZs6wWoODRi/BEDaKWAdsjt81QnLDT4xRUguq/rb6LZdUbeglj07t1KdSnGB1jsh4w/2zPoYOz4ODUlRmCEERJScAi2WRF13+tafPqpoiECmSASEDGRGIgqiz27F750GGDBk4ESfYU1UJQZAJ1LlfYtI1k4zBK08VMDXrU6CnBGXACWOFGAiYEMECKg+FSEcYNkIMyOj5gsTkdko1Nbkc6Omt+RPXruVL6e2337l9926dWymiqbZi2VBABCAAFzG2kvr4AVA1AxPRDjNA7l83RGRcQ26ss8OaNzjBIItkSM6LYCIyUBHNuf++rvHTiRx8BERnoDt6+d8pYE5fYTsjzv/VarGsitLPr1VVNat6aJyTQcpJVZg5OK+yP/KuSxTdRLP4iuAtsVbb05HKeBI6vL6rFc/0j3XLBJ74KxHtGlowInR1s+XOLwIC5IG+GMajM3AO8fqat9OHSDIgZkIgUJEkSXNui6IAQENrm2Z/fz83LRfRATPDQGCjFeeVAADUdX10dHTnzp0rly969vqGgPPM+edJoTyesrF58rsxs/v6fiKl3JmHy/eushuckMNT8s1PVUVyIA7ETdMSEQS+9tSTAFA3tYJlf3M6GTyCGhC+a7336GLv0bLJMWnNQ36Pj49ns5mbQ7wCbNu2qqo+LBgGKKW/IdPp1GWcQyi8mbmc5vS25NNdx/Csk3P7SI+NBufpCsT/cwKMiIDkW58ZCIAaZzVBQFQFA/SbRlnea703TPj9g2vb9vbt2/fu3bty5cpzzz03AHgHu+Z7rPfe9Q/drPjWW2+99NJLv/zLv/zqq69+9KMfLYpi2JROX/8PK/zO1Bif1m2aWUrNxsRyLJTyNtnQQZ9MyrXYRGWo+lz9PvbhiIhbm/xTHvhARLBc1n5fFzHgKOyLCNRDx027aKdNJ8X41Z3B7vPPJQR3FAMizufz8+fP37lzh4jOnTsXI9Z1jnEdfn3r1u1vf/vbA1Gwqqrj42MDEdHAYUx7V1UCLYgCWGCE5IQVJQrGZIEgEASGyBhZI1OIFCMxm6iLbwRsHkKTWzAxSaAZVCS3ltO0LCLbpC1TSk2TlmkVua6qaUoQQshlE8tCJxpnE9ZQhJhExFTcbB+Dj268geYuBVPodVEnHTOgpgZmaklSttSCCIOYDw8Do4Wc2qyGqCGEkiNjbnMCIgZW4MaCxEhFoVQ21fTeg6Obt+4csNWXzq3KuUy2llQsgnHJrkyJAtuxiJJkaWWciGgkJKKobZGayyH82ieeefratfdtzfnwkFeLkjEitYqKlMESQjZQNEAlx40XBSIqOBzB9ynLq6VRrMoqAoesk0ChquK0gvluXeu33r5xvy2gmAQq03FdqEwLmYNMAYMCmm9iBmqgAKyGoASeG5DBjGkhclDXLXngBiISKGYUJvZT6PFy4QixO3t333zrxx5AFcvCj511XTNhNkVAMFIgszwYqhGximUIhaoKqqjLiAS4Cy7KOQ+YbhDN1imih/Mnh+ArlaQ2ltVsNvOY3Fh27LSmXpnhGJjcLdFA42PJoNrQ7KkfbqXxLgEMyLcBUCyIHAsvBQa+1DDo61Ye5qFh5OSLdQFGOJY1+q/M3GbvLq1D1cfdyX6C58l6nT5FRz3EAamw3nTwBEjTbC3rG7eZbLxdjgBacGo/VdMesISjcziagYzAZkPwxk8XETxWWlmHothc8U7LdvyfhDO/byizz7BEA4PHd9uJ+SDBGdsM6Vh+o5sTUoQYWBWMQ3cOMPUz9dkJPF7R9XU0nCS6Ip4ihdopg/cY5T+4tlRpzfNAMq8XnH2C3fSPCBDPRIf7wcv6gHkCkNG1svFMCFA5EEfiCBxSalObyDQGQidrYT/m6++WDOJnPH/6qW1QxY1xqK4GwB5JiuCneYN8gqdKXaCj301etCKaJlfym5k6GgXBVBkwEJYBCzBviGeASEYESL0gBDsBoTv0AgATmKnmpKoAdglhslrA3r2K+Knt+eVJ+fa9e2/t3QsBE6MRIYfu7KpK0lNVrRPESv/hePg4MSCgQH/ET8ktrYwIZpIzEkynFRJ1KXmAgRg7RSQhYhZxG9IQS71OCFCVrqPsCB8ahM0+Z1xXg336ihkAdgF0ZVn+67/+687OzvOf+sRCtINktkncVte3t8dTjk3s58mvMVNkQ+E5XMlj7OeYJn/y+uzEnE4zP6Gh5UItS0s9TUZVXYUayGNDvLwEQl13StYeHlsHJ5wmFwcM/QdoSFjGAjgCliklwkCBASgwTyaTGMtVytrld+DoQNm5N0UspSaEUBSVKty6dfvc1qyqqh6fQz2fU8fjiNNT0zH2c0ho9Y9PRCeTSVVNHlabPcJt9bPM98b17QB/6vYtJIdqltMpAEjb5qTlpKLAWVXBwkDQ8RUK8OdV750u/Ib57dDJOjg4cFGQ+1Jc+eY2v2E3HQ/6xtXFcPeZ2Xw+H/RCPRjAAwY6kttpE+zwc4ZMiPGwd9yAy2KQxUwJMBB7ypblxISeeUOonU0XzlKwPPKz9oqlbdumaZ555pmrV69euHDBKxzXbvnyMgz63lXbOfr17ImcX7SekfDFL37x+vXrd+/evXr1atOsHsGAeQTc8szh2MZa5DfXuA4cS6lP6W/DuD3Vg/tg+MRVu/iQ8Vrh89uNsKjTn7L/qzGqCuBsEb5bB8+66WAyictlKoqoCjs7u3t7e9vb28SwvX1uMpmIdDGMLtBdLpde0jv5ya9Pom49nFSTbi9ABkhgCmoBjE0ZDdE4sIQAwEgMRBACBobAEBg5hMnEc4Yki5o3IFStVc2qLZMim6EwihEQiCIYd6m8gREEcltbtkzUruoYyzyTmQiVkUIRiliVBRAbmCoQIyDlpBgECA3R0KMYAQFkUIJgf+pWgSwgYqlByWAKqICqCEDIIbpUxCPFCWPBzLFA4IawYV4Vcan45t29Hx0c3z843rt3v51URcg3zUrAfz885HOyMysnDZEwSt6eVlfO7yzrpq2qbDHnjNLOVC+Uk1987MoXn7ya65XePq6ASqa2bbIBxyq3jYABCJqyGiqACRnEohIQMOlKaTIAgwCBEDWb5YKRIJC1odGdrd3HL138we07aaXZjEioyedKnoNsIZWKgUKkAgBTZkL2Y8kwA8lgGVCYD1bLw6YWomQG3KnAVLUsyya1N2/e/Id/+IfPf/7zz33yEy+88IILIkVkMq2S5EIkhECibWpF8pCeOminQwiIPADb+tJFCupyv0TETBD60CnV3Afz+q04CDRyzgB1E4KLSuq6zrk76BaRxQHaY3MvqFlHsOQRfBLAAkYfuhiqjx/UjHG9qjiMIfgYcCTAGcThroPYqMFOdu7GJROMbeHrM3XfKR4XAmu3Tp8zgad4vyd2t25xG6lLuhqoq/ocEK+4mQ07zuszzz+zEySV8bPqhmujoKZHW/SHEvo0JOaEBAPW9sgRlRTH1ryBvODfT+PkhhOngeGnmJD3OzzybsTEx7GJz2HufezfOpFJZf3Yo+EAjFZtdpqm90VMNGUTBTVwtftZqevWzaAJ1/A1ckj9WJpqqKdPbziOt4dOaerDFaJg3VEeLGdvQ560M/WJVbiOvVJVG/IZHunF7ApjZC4il5VIrtsmtw2apgyTsnIynndiEMF1umoaQhC/P5GlTUzgzUXrZqCmCLrZ/TxpH8pdTnxPa/VsPXcIUkJFQCMihGiM0kaEQBgdomLKhIF06MgOzBgfrg6uOD+3FkWsZtPnL52fz2YksDxeqeFsNps9fnXr/PYP77yDklUlmyCiaW5aLdhLGXPliWuuDNFEffKknVuwq7pDL3ZXRFUBU+Swde4cMMHBYWrbgKEIEUhQT5A3/ZBaTVOHKFQbxn0jEubIete/Wafz+hADoE4mkxs3bnzvu9/d3d29dHHXx1DNcuVSNwJMknLOIQQ/Im/c58N6Nyann3kCWzNjexDleDiGiAwbS4x1CBYdchDXByOK7Fqg5JjsUStO15mfAsjdtPnkyRt0LUpE0EFI6Y8eOYqAipB1KSsUwIWBDnICNQKsU7tc1tsXLrrXfCxbRUQ/PQ/DAfeDOQXbz9xjnMNp9ewYzdy/qzYeOKgqU+cbPH/+/GRS/Yy13E9U743HaH68Hg613bUoGoti/949jyIsJ9XxchGKopvnE5r4DIT1ITXewyq6jW3vYd+28Qy9Wnb86Wuvvfb0008fHBz4M79w4cLQ0Tj1ng9okLQRuzTQC3zYO2B7sHeDjOtA/yufGuFYZn8y127ca0uRDcVUg4GRBW8VA4Jqd5DoVk0gA3kIAORhF4MXpY5smUwmXrT7qHYI/PT6wZMVfi6zPq8h33rrrT/7sz974oknPvKRjzRN03Gt1rwifETpCKCPfsQzoW6bCb8hwKlEweFBrSONQR+rJc7/drNfCDTGz6QkPbjcFzfwyBBvzw2tHCJy3swQOrLhH958LYZnXtXHx21VFSllZv6FX3j6ypUrOef3P3mtKIqyCKowtJDatv3ud7/7oV/4wLVr13ytmM/nRHR8fGwoiDiZTse9OWZmMDKV1IKaqhohMDEFQ7YYgBlCRA7GZExAaAimKCq2bo4ooxkjK5ipaQYVNDHvsmkmsEkRsaxS0zZNg4aWVUXrpDnnlFOIJQaOk2o6n8WiNEIg7IK/I5ND7tAAFcQNFOC5SwZCCmBgKqgGOaMmMAGTLpC5d6kQE0MUy6ogCohoSHWTQhVqor2crtfLm0fH//TKD185OCiqWeCCI5QB7xac68W911+LT+kz5y9fpAmriKTt2fSJq48tHhxKOc+KuW1LsGtb02fObT2/szM9+DFzVANpc6ZQVFMTWzXJciQTNAqqBqmn6eFxswIiZIAARoEYFIg8A0GVAk/LSCUqiORmdSAlaRXDnIuapyJAANQ2j+3u7FTTEiNmY4xdUhIXCivtAtrFgBVMwDLa/aPj47ZVYumHzAxYVVWbU1EUV69efemllw6Pj86d3/ZYczMri8qXkZqbrdkc2+zXrN/mw8bnzZSew+AE1yAiXEQA0H60Ncjge5rxiRjY1CbvTfsGKiLlZOq9GFdezGYzIvIxVMrZH8VvN8mepezQ9fUwcOhNtznZQHwbVSPMrKZeRiLB2Dw8Dh8eBnQAYHryiIKb9l0RURgeiXCU2eDmgrXH28jAiNkZnn3Qwnq9GoweoyWOR9x4Pw3amCPVS0FtnDI/KDzBaF31EW4mi9ogoBqpN9U2emrjlz9GVZ1ekOGsoPZxdvS4fXaqkwths2cGtlH74RDs4NW14lrk1//G1DpKIUIHCQZDRNZBO25wijqgpj4wGd6gwNy0acB2DfSbh7GbT9dUJ+X+6xMQ9jGLD+uF+7lZhvfIL5HARORdzaESVjVF5d4l2Qvi1xhlPGk63yzAwEIsY4xNbps2a0pomk3m05nnlqSUoAcWdZ0MBsgAZo76j8SgqtAjY3oOyaOOm+RH92425vsMoRKwdfCfQbspAIYIgYAVARTJ416t8/OO7m4ACIEt2aDGZebZua1Lly7NrbHjpQFsxZhFl8cLLMLl7e2GAY8O64P7q6YFkuBeHu2uPR/3aE+DVFUkZ59KP5fV/pZwg7MhIgOFGJkoezTfZDIJZYFcr1YtNEOetSsJ27Z1ZuPGMGH9wk6egXyx6D6ITWYJvf76a9/4t3+r67pt29dee20ymVy/fv3OrXdchl6VlYEURXHt2rUnn3zSGQy2sUYOhxXmQZsxxhCfWTkME5gR21NPyTtHgkY6cdegdsndKSU0AVhHtxF1WvMey4UI6+zHfrHWdbb4iNk4Lp4Dc0A0zampj1bHqW5yzk1OYKSAWSTGqAqe0O16vyG7ZtC3uAbMD4LeGuzbn137fwh1Hb+rwyzU/7Yfpuk4yHW8wk6nUy8jzzzl/7z8fmdmizu/e/Az9G8ptk1DRLu7u+6AX6yW5WQipllFnbx80vr/U0tSH5Z4Pm6vDm+v65Fu3LjxT//0TwBw/fr13d3dP/zDP7xz587t27eff/75cfE2YDyHC9Wv6vH88HQe4/Dl6JdxgmVVVd4ndvaA91C8nhybA/3HLiPFwAGDKKioSJcn0B1kTREMnctnoOEnK/UHuKiLXb0l4c2IpmmGF+XP8NFGu/eO8fzGN77x9a9//Q/+4A+Oj49ffPHFO3fuXLhw4dE/7T3+8HEo8PhD38iM2jDybdhjett756PpSzI8M0chZ2WmGBmAfWv1hSYEDoG9BeOl4+Ap9VJwyFb1d/t0EfiI92HoLplZ28L29lQEsiRmbpruIOt0pRDCfD7/1re+9dprr3kx72fTlJJRRgtlUYCRiCgqAaxjdUREM4iAmYIxsxIrkzF5Vh5Q6JogFDrvU4cls5xakYwqqlk1iSQDDcyprQMFLqhJySQjgYufPf21TSmJ1stVnVqkUE0nulgcHBzEoqymk3I6cdo+V1OnpxmhdNuFYmedMT9gm5qXrAyKpgRK6HpQNRNV7VMdgzIwGgK7gZfLshF7a+/uf3/7re8f7u8bvZHy3ixQJFDVtNohoSu7VTgndxc/eOvFCrmoLm6HOaDGGCdlgSqro0PEwIa757aeeezqh7e3qvsH89ykplYKHMtkeFQvLWOkEhRIiFTQY50R1OEPHCkgkCXQjNKBRoxCUZQhduGfKlnaJK2iBFDTLMJ1qiMVl3bOPzYJV85Pz09ioYqaxQiMAIGU+4GHdngDAEMQtaPVss1JJyFnjRxAABHr1DLz008//eUvf/mr//d/+8EPfvCNb3zD25ci4nHB3bALuyXFmDkGxw3021b0tTfnHInLopd0lvHo6GixWBRl6XWgKQxMFAJE5jU3i9BvnA7K0qfjzOfzun3QNM3gwuVQOILOm9d1XUtO3tozsxBoXJxQ13NX8+DscWPabyWF1qu+fpvu9LejpphaFwG1IQwZyp7O4dUF6JloF9zqr3Lcxxy2iaHqYwAiHqY746ng8GxV1efCTubH0dzvVLmx6anpJK8d/n29JHr9DKO2qZoSrB+gj0zcVNdvvANnai21twVZr2UdVKm9g3D9owhO6r+6oAENQV2t1w3xxM+4yNClaiFQgO5Ip6DqrQ+CPh8bOqkAghAidcgXQJWhOPTxMzIZ9Qa93i4ICmSGqB1OpDVL4letz00JgJCG0ryraAPGqowUEJ0dtVaeCJjXCRsDyex/aEZdka29pNC6pUCFInkSjqkUGRFaRIwIhmB9JJSCZjUFzQ60QBQVBaRQhFD0hi5zcKapeqa6mDF4NwHnhIUJ1Mvm6Khdrjw5XbM+OFhMqmI222KkxWKRcwqUEDFjmRNSR11MpplCASH6ZMxcQ6vg8hrPBTIABOdqWpf43h2KdWTjhBQDAZYKBZqoiqmAJFMFqLiqUpikbEhW0arCA86zVAWmBKsMK0QNgLlloQKKslYLILFNF1A/Uc4eU0p1q6gKWSkzY5gSiqUD+8hk/oELOz9OcjMd3a2btqAFA1oABRKhrKQWAAICA4IJgKL5JoQRITITwHYhgFZhLJ0EUFY2Ke6SvHV8JKhMMaGBqGUKmbtU655FIQirXE9oljQHCjGUwoHUre6RiaM1YKZdNCeoAYogYlGEermsqoqRmma1rOt/+7d/u3Pz5mq1krpm1aggy/rB7bsP9u516y1RaloAOL5/cHjv/mf/w+em02ld1yml2WzqtqiyLIm9BdIrGjqujZiyqQfu9QdlE+tctNZ/cwfV7M2avegPAF1OzjQWbnfldF6UEavLO4dHB/P5fO/Ovccef5+ZmWRUDc7JJBMR6Lgv1J/ju0MiEXFAzQLgDi4QEVBBACXZUt5OFuqmXR4d1cdSL0KboqFmFeADA8pwZGZYaEpD0vQgdPQ73ZO+hnLIO6BD8tuwx1RVNY6qOzn9M2YSEVXgGCWlJiUgIkWn27VtqwCXrlwuquIRjbSfrqB69LeN4wSH9W3QK4YiZhVQp5NrINY2IUDhDa4kvnEmU2A8fSJ/V4LLxnc+AuzpdakLGtu2nU6nzzzzzNe//vU/+qM/+ru/+7vnnntua2urbdu//Mu/vHTp0g9/+MN79+4VRfHBD37w4x//+P7+/u7u7u3bt69eveoJ7G7FdItUUZUi4psfMzdNM5/OlsslAOS2PX/+fF3XknIZY5NzEUICG1s9h4HhmB8zRM8xczZLfZEwRMxDd5igLvvRNw4529g37qps8Iq8teEWRP/ghprhJDeSH1ZxPWRUNTxQ17jxv1osjn70o9f/y3/5vcuXL29vbwPo3//9f/u93/u9kbd22PT7IX/3b210ZDl7BjjcShuJf27I9IqrLMvOfqP6EBhM9+gAY9XoCY7uGvMWaNTAGtnsiQawraqEwERgRsw8mZSDCtpLwbatx89hzIANIfgAeSP5wwA4dPKKuvHrJKoqcZd6ZAYGQgzPfeJjnyk/dePGW3Vdl2UJQG2bQyhWNMmL1TmC48WhTCbJbNam+eGDJ5bLnXrFSZoA80klK9mysAgxhqKcTKGaQChAOTfZWguTYAgiSi0FqULmXDfdhCQwSAbEUETftCIEy6pqhQVDywpZ1cwcfBNDCISMadXm1prjRZ2IhBnKgqfTyTyXc+EYd1dQFmFaxVAFnpVQANiqbVY8KRtDH4MFriCTLnPEBYiooUGFCtQKpwiWQVeAOWMrmBAxZCwTg9hiEiRg3Dr/9t4PfrxIzdXH9vKq2W+f/cBTn/70p7/z2itT3r67v3/tFz94G9/+xltX792In31y65nprOIUaHF1uvrh6s3QwmNblz98/tqHZztXFzo7uktpuShnhiaOMzApERTBtMmk1kUVd14ATyDsZO+KJZRTD3xGA1ZkYSfZC0FrtiJN8XwZ2+XRf5jPby4OV7SaT7cuTsJOKC5DKJYrJloGWpFCx4/IMYRCc2wTASTLAsECtxQeHDaSCg7FPISUkpAqt6DB9/ft7e3/4dd/7e2bN/7xH//Rm84cYhIjYjVEDKtWqlAZG6IJYpaUATIoiEaEEgISSmribEqRDo4PKXCRtCpjXS8nxbxtW5GMTKrAzAhYNw0KF4EjBzNrRAkwNa0n4OWckUOvWAanAXkwjEge7NYhBDV/U9HMlvWqKArCKCLAREyGZqqBWAHVFEFNxe9mhgjAbKKSQxlTm7loFVJ9lMuyZGYwVOlKBUbyIHCDbAAsXR9fEVSVAcnAOyYUg7+BnU9bxXStM2JAYhQQEUHCsihVNYsQUfCeo43mFSYiXR5G5EHwaJKVkTB4HYWBw1CkdX4/6/tYogWtaTemaC67U+XArtbBrgVJPm1E6zTUsF7rjQZWAtE45HbcLhzrboC6NLthIjpSddJYncHMKie0ocPvg47WXEfWd0wXDwEnAuoCNBTQiEASGhiwmYAfnQAIMbDHnbGBopp1RbZ6sjkIgBDxSJaKo0GiObITxFTBDJ0QiYMaFgaJXf+8HeaKg0uyS5n3qWn3bXQiM8PxHJ0+Cn1ajb4boQESGcdgIpQNmQZjiYjASU4AjgbTnaStLEIoQln4HtN7WoSyZGlVFInUlHunxGpx5CFFqtqNIMxWqxWCOmvEJ+9ZrQjojOATktT1mUzXVvUOUwiP7hacyV8dw2+64D4EZEIJAElVLaMmqSr06AIBUwRRixyTIGdgs4IpEpNpK20SB1cqggYEDoCqqGiA9+8flFs7Fy9fxq1tu7e/t1ymlDk3TFRSiCUVQBExEAeC+XRCDJGwiLEIoQoxEgZmyatIXBCbrwhF+SA1N+68nVQQgwI2TZMSRECuCtPaPzXNAmp+kMhtcv2wiZJlQEZPgTmlkx0wygM+JOcEAK+//vobb7zRLhbDWGk4kRARYnc88t7egwcP6rrevrj7zDPPOLDeT8BlWcYY1bKN4miYuYhRiFSSexpB6QRZF4eTaDCTnjSVNof7OsxVToT1IcBs1kHzXelKoWsNDnYspK43pgiIEPsFDn1N6PM8h3AFVcXBPK05IEhq68MHxwcPWm0oYDkp86oJSIjMKmRODbcNKcLpM/E44WfcKRxnrW6EnI4rlo0BYDc6sBOi+cuXL1dl9VMb9s7syf2M9eEGI+rMuOrTZeTpku/0nwxSiIdVehu/6S4D1eE4PpvNPvnJT166dMnf+f39/f39/c985jMvvPDCrVu3PvWpT92/f//VV1+9cePG4eHhU089devWrc985jNPPfXUcAc58PPw8LBtW0nZg6QQcblcOjBme2vr7t27Mcat2XyxWHg/GwKdfuHeKRibWgcR5pi34ZOijVprcIcOkfQbV5ELq05nMGzQI8eD7tPayI0YyYdBwB89tWua5uDg4F/+5V/u378/nU739/eXy2XTNE7IfIQE5ie6qse6TVXd29v7i7/4i6effvrTn/7017/+9Y985CPPPvvsmaCUn6MKum3bEELTNO532PBG9pzhzhc6VHSOhx2csf78HRM6xskOoCxvBCBi06Qx/W+4ZiaTarFY3Lhxwzku1PuaFNYKEQMFVc2CZqAmkts2tUkXOQtIaBrVAHUDbY5txskEykmYVCGw5GRBAdFAAM0gKWYyUM9VVWdP1vcAACAASURBVCNEYIbot97waCqDTMqg790jkMXAQBgBV5I1y7JZ1atF+2DfOCgxEMYLO7vnti+f2z5fFZMHNJnE4tysmO+IpLJgQZQsTX1USjGZREiMqpyVNKOoSgIQwmQsBmJqZGSAGSkXhEY5NWp4aef8Fz/3ubsvfvOl2+/s7F5+6uK1L3z2M//Lf/2v/9dX//bv/r9/AJN7d+4ul8tl4HdWix9cf4tWO09fnJ+fzuioPtfAkxcfv7b72NM71y5RCceLRbMqKG+MgLoPQLU329OANOzO04gKQIYGLO7sIgRGCoxEKWlqGmmcSYgTwN1q2uwgzqZNoEk1m2GokqiIqSkJqQEbkOeNW9tqIAgYsuRkKIGsKPaPlwuVTJAJEloOHVeoqqrVanV8fPzKK688++yzv/M7v/Ptl77zzW9+85GyPTTzDEjthfEiUfrAm075CdRFd7oJ0FtdbdsWReUL7HQ69XH4oKXsWy2dY9DvFL/+Xb7h/7AsS8Murl1VqUscFc9MV1WV5MPJcZpO104ZTZkGPjYZjFM9i5INNOeuMHAfOMdAxKhdK2048td17XX6IIfx4Y64arM/3a/dBLr+T+wPYzYOAbK1lpJxjY0xhDNtAgjUy9Rtoy01yEQ3Fm0bZUic0lMImJ0ZpTMsO+NNhDmercs4KRbr3vN1PFXvzus2qbOdC+tocofxmzOtzYAICSmwe0kBwcvKIf7Baa2uyjNz+5TjN7CjQQBSV7ID+WERETrzl5DHnXc5gd27ULeNqLhozPqQsS51YdQF9TmIIfkB1O1gjv0cAKJoIH15iwBiuZtKW0fg9MsSEEwNUQsKGNBQMggAorUqMmyDMM4DITQAMUXAwByLWMzn1EcLmRkEpk75KbIAlVXgGBgQEJkD0nJx7EIgIjI1VQ2EPsdIKU2rcjqduoUmZS9OuvJY1Zq6BlM0tVMTZ8DOyWiDNfU07Gx8JlYLZuyYZk85YhTAjJZMk4EQIITIUBJOudDl4e7F7ZVOjh4cqhFRKcLBAmUmwyA5KDAREIRZVUpGVRYJkq3NAqqBqKxgHr7/1vUGafexqx988n3b79xtm/bydlHEOI1FFWIkiogRkQk7yycCobEhmYIaGhylarVqWknZ7DilY9EFaIMEGLNkTSJZIgQFQrLLW+diLMRsez7fmk7K6bSIBYoEKtAAJIMxowWEIMYmRjbm9PR3l6ZWBtDRarV6+eWX79y5MwlBRIqimE6nRVH4pMIH484qoD6Rpq7rf/3Xf93f3//4xz9+8eJFL0F61h8MhxFEgz4FdczURQNPqVNVU11bgTthp3UXO3ZW1V7GayMcvDmUGRHblBBcXBHqukVk87hIYgQE9T4amDojF52A7CoIYl/pfUFUQoyRR05ImAAc3rr74M69ok0BLYBqVkQt0YBJEApEQvGBvMIZsXtnOo7GOT9uZB8C7sdH+ZOL6VqYqnAiCmzYIVLKH/rQh6pJhfBTFnuPsNW966zv0az5R1eVY0v6I0Z8DzPvvRemy1Dp+WHadZUXLlz49V//9bquv/jFLz7++ON+kvjsZz/74Q9/+MUXX/QN7MqVK3t7e++8846Xc/fv33/qqaeGoVxKyV3TL7/88hs//NHW1tZ0Ol2tVo8/dnV3dzfnfOXSpZzzYrHYu7tXlaXHAz4iM/10yTS2ZG8QPoch4bA9DzTRDYfbkDu/0UTbMF2cOQ/cyJN8RMDA6cv+9Mlgd3f393//932DaJpmb2/v0qVLQ7H63v2BZz7Exq3nvzk6OvrzP//zr3zlK6+++urXvva1J5988mtf+1pd188///yGh/MRXYmf9Mtlby7t7uMc8uB02Lhzx5NJP7OeKVgdKgev/fyU7MJgN2z53GOcKklEqvLmm2++/PLL/sOHM6KITMqSCD3hCUU5Z065MOOsmHKSVmtAAm0zLpMxaSxTWYTphKZTnG1ZVcT5DGIAZtRsbYKUUHIwUxVR9QlAH1gMwghAiqrEZEBmauxtZV/pEZEYC44BLBaxMpuaNWarlI/q+mhxvGqa144eBIRZKHcms53Z1vnZfGd7azqfbO9uT+aTySwWBEAC+Xi5qtkqzMIpBwNASZxX1AoIgoVsbIwaxLBhbogSw+6qJuC0XPzC7u4ffOk/n//Wt35w7/6nnnl6W+X6K9//tf/0xbduv313/96bb/54ebxI86mZwvIo3zicF0/uluUTMH3iA5/c2b1oSlbXrS5FUyjyShtU7g4xnWG0r/rwBMh9kNsBJzA0YOtZ2MCEgbPpapVyEhMy6HgQ8Wg1DXQeOIXJEQAmVNWmTgVFMIuEGIzEkIxRAYk0ZFJhXCRpirAsJrdVv3Pnnbe1PaxiHbElwcBmGdGaw8MLFy58+ctf3tra+va3vz2dTofFZLwsdOPrUS6VGSkiUggEmlIrmrXNatI2ltDrtEDcNA1Al4gznU5jShhi19PsALy96iEWbupj5iS58wyy5Zw5RnSAX4wuPM55TRfzn0AUqqoS05yzz9agL3gGHt7GelKWpYiqWQAAN/Orz8Ks4zNXpYouVysxJb8xzbRz9gl2RAUDNSMbwDaIXadGu4mHnWhNig4meUDqGAr9uj1Uff0CjhsL4NBU6tx6Lrjq3Q2jbVHhZEzUBo8AscOgbNqePRLsJPfuEaCvhx4qcEML+pDRzpiHc2bV1815DMAIqGdjUgeu7N61IRV3TfhBIARAAgXjTksLggYDQIMtAzMYeUFmoCYGCgREZiBmHY+zmyrkvpjp5glqnhXo87U1wBCslUxITExE2ONhFNdel07xsk4qZ7R+hAhrChAziogBKjISUIyQsmkOveoXRh9w96z6OzaEUEyqoiisLJwaZ31l6N1DMKIYLDEQzre2THNd16vlYpgTak4nmtaa67oWkWlVOiRgtVqlJOCFKCKCprZxsbWZu4pPhG3YKJfiXc+wwTQAgUnXtuy1ucAkATNBUqTOm0+QcQL5wrQA2mrrxVFqm1YDBaNgQIggogjWgCxVcFZS3XKWIBQVLZtaaClmjHt1cy+391aL64vDx3cvXd0+/8z73z/B44AUkVAFkqOrBQCIO7smo5c94MySpsa2bevVamFWXLr4+OXLe/Xyxz/8EcZyd3vHDA8ODurVQgA58ARha1YBUzkpCsSSQ1mUHCL2HipSI1ZWCQBkkDH0kvETsQriacKxWDar73/ve3t7eyJizDnnsiz9dDt0l83UbSQewdSxCiW99NJLd+7ceeqJ9xdF9PUxxkhogysJ4UT8sS9nnScWAdGNagRoPcmW+oFYPxlzk2vsFrLuRGtmaoONVpViURgmBQrIhSEi+QHL1cn+P+Tgo3BNmZkI2RSyZl/Acs5VVSCAN+an08nx8fHt27djfVDWact0HiNoC1mENAISGIIIUgQLJh0sFOOZo4MTUZwj0klKqa7ryWQyGPYeMSQh4uE8hz2T2p3gQwXorktEfFh75NEGy5/R/vewiu50NXi6unuYE+9dS9P3gvQ8LQftB925LMu6rnd3d12uHEK4cuVKCGF3d/eZZ57xaODpdPq9733vV3/1V9988827d+8+/fTT/pkOel3fiYuiePXVVz/wgQ/8/d///Xw+v7h7YblcTqfT3/zN3/zR66/v7e1duXLlfe97XzmpZrOZ5HR6v9zYRMeTzNMveTipuH54Y5cdhkJDnTCkDmzYFAeiyfgPx/FWjzbyDXvEo5GeG+UQEV28eNGb9B/72MeOj4/H5dAjHvFdS8rTwFuv9u/fv3/p0qXHH398MpmklK5fv/7gwYP30qf4qb9yzkVRlGV58+bN2Ww2mUzG3KYNtMxZPAM7kb5zUq06FlCNilUY6Bc6+mqa5vXXX79x44b3lfpAP5Qss/k2h67Fi6qVQRQpDCgLm5ECqnBkSoKpBkILnDnkA5YYoShypDifY1XFsuDAhFQalADYtigpqDiN29zeoJlNXViGjrGDIUAr9NNHNTNxkW3f6SWAsopbVZHPnRPTcwr7i+O7R4c/2L+/EMMYzp8/f2G+/aH3XTsX+MKkvHCuurA7KytIsKxaMjOBdgmtmiqqk9RQwDSqYtdeNkPVYKCpVsE5hfzg4Knt8//Tr3zhf/8//1p+/EZqm7/4P/78j/63//VL/+k/fu3rXy+qom6tzjmYVYj7bTM5d76keKWYVGJwuBSkTChkhBmhBW0MJjrGVfeEiW7v7jljA95JOfnRlTkYBgQ2hCblum1yUvNBAXJGFJULBqroisOmWR23TUCectGkHBCZkQ1DhGBOYlXG0sCyyoKLFKs9sVfu7726ON4naidFS6wgAQ1UEWA6nSLiCy+8sLe3d//+fSJKWWaz2emgFADICkQWkD3FzVQBCMEKjggqWUIIFFjMilgEjsvFkap6koGvPN658Em4qgJ2Met1XWtvj2dmyI70FAMoiqLN2UyrSRVi9KNLCMW4megE0YHR2KW3mw5MXZeVhhCy2hhuKZJV1UA15WZVm9sr48zv8bTIRMSB/Tgnfr36//uJXIHrcqtfZoNv9+L6wmGs4U+4N/X5od1noWkk3R8vuap5+E+FtavQz129b3DTYXjSNLbZzlsXY6Nt+rRJ/tSCf0bjcsjxO73QMdNY1NO95zSQYvDMHeHUyd9HpepeMBhKvu6lDs9jVGsOIE00Rh9/90MHl5WtpXGOKNSsSUyVFRiQEYpu/e3ZiWNw8xknkt6WMBgWbV1f+YhtYLyujZInFYxiiAbYC3PHWs2hpU3uG2GWnPFkrJ+Nz0bucvJQoSJyDI1/fozrLHifxao44dIMmFkREVJdHw2oNxumzgg558A+fEhL7djf0+l0eXzseNiBnYNmCvKzu4y6Gg+6H973VkCzAAAENjQ1SGSCaMhgaintxmpy5drhcvXjG7dXWkssMgWLqASmVovsLxcPVvUWOCMElIBixUwaaAHwxv7eA9DjwJoTHNwLpk/tXqImA6ARMCCpMhER90t6J1bEPhEeDSJhs6oPjxdpUsSiyEWsW05AKtrWopolZTMzJkFIuQFQRBaRuq4NGTmUFHv/rnkfhszFjF15qTg+Yag3CgKxar63t3fz5k1HdXlRURRFVXVULo8EVM19McYDLIvLWNf1rRs3775zO+fUpa+aEQFiz1shG0vVT07z1QtFPLVYIKK3r2jU/PbJoWvA2HUPFH13zNB4E8uvsYODg2o6M7NUN4iolodwnq5kpRBCKJhgiOpG83w2M5nP54i4v//grbfeeueddy5wunbufFVObLHKqeaIIQZNQn5u6bCfSGj6HsZZY5apr5s+Jx+TQh52kO2iONwyl/NQk3vwgReBuxd3L1686HfiT1fOnanFfy8AlXetwU7/4btWcY/IbHh0nMMjdKHj87RvimVZHh4eppQmk4mrceq6LorCGwdFUTRN8/zzzx8fH3/hC18YBJbj43jbtsvjxaULF59//vmcc1c3Xrzw7y/8+2c/+9n9/f2jxeL27dsA4KrCIW/jERO/8fs/7tGOz/oyOgcMV86w0w+33tgqOSi3ByTAsLMOfBpvHwxyoxORwY8ssd4jf8VdH2VZrlar5XLp+tVx4foIueZ7rEU3ns/Ozs4nP/nJv/3bv/3d3/3d5XL5V3/1V0T0uc997mEjzZ/Ll2MGX3zxxVu3bq1Wq9/4jd/Y2dl5WBr7IOZ8j89ko0fQgXyZBwSbW/LNwEyY+cGDB6vValiBfUhIAFVVYWBAM0koOYiUigUQqpHvHaqsDKJimYysSxoUVMm5Uabl4oiKoo0xxlhy8KxryUK9CR9VEIDRkNl9QYqqgGaWFdQ1+4RIxAJGaGYBOsQIG0TAZGBAQm4OoIlRXe4+2D3/TtteXyxuHB78eH/v9Xf23trfuzSbv29n+9r2/NKDyWO7WzvbM6eXKGFWy5pJISrFzJAQjBUwgxkIS5qJIGjWHDFiSudDtXf/wdTO/coHn/6n7/3g0u5OBPh//5+vXvrYx5HoF5796P37D7710ncRFNRm0ykz1/VyrqJtCkjEAYHJRDWrtDGrRwvJILMa6QVtTdBbZ/YAJW+fAjEaiZpkadtkCjEEUxTRLN7A54VpYk4x1CYPsh20jWGcMExC4QmLTMAAgTACskEGUZXGZKmykMXNxeKVvXuHFBpm31ECYFRQ0QIxQT48PLx//z4iTqdTZs6iZ5YKiJhVCQgU2A8BHDx7SyQTEDEVZUlErWQFc2l33yMG61ehgOxXadM0TDHO4mQyCSHUbXKBQNdu6zLEu4NBVjDtoozLskzSda9yzqlzm3fpc+s7yDYblESEpiKCfeZQD+9EM5WUXTfHYIEpd9/JIYQssmrbksp+FSXvhxmAG/JP06TW8REn4+n8Dem/R06LEUZXD4rY+OUMG1wXU+FIOWSXsfxE6xtiVwHZKSbMmf01yXJaI9q5Ac+q+noeKXY4vS6U3M6md9rDqr5hhja8LdztfDICb66fEw4dTR1E1Y74U5MBJunJ6uKaUEFTVEmmGQyBCFOHg++AX+gVYyft7dIaxm8TktPiT1TNba1o6Dk2w6EQwZDGWYI9OZPJANTADBU7JiSAGAQH/ZkSEhcFSF7m1kFMaDioh5FofZ0xhSLGskDmQTrslz/aZtMRzDRbXddDmGb30UI/oDl1FEuiWNdO35qUlUuxPUEVQN3XqPizlnyKnWtLsRPzsQIrRMNIEUNoNee2rclyjBJDXee2TeeqyflJdRnLOF+9+eDBQjURZWLBjIhNjUdNc7hqgcwCZDVQ5MAS+TDnW6vVnbbZFzs2m0yni6w37u9fvH3r05d3Qc3EG0ZkKghiJtjVK8QYwTGkiGbWLI6SZEF40NSvfP+7915KWk2qrfM5Q704Ms0iyZ1fauIJk96aSClBSFG0AEpiDBCZ1ge89Q1m5Ns/gpNPvUBipOXy+M0332zbdj6ZprrRnHylGMgB/fGxy2S33pkWYxTRKhYjIxxKziLS6zpt8JoiIhnUdT1SJHYQ0RFN4eQxSPPw6MPpc9gTQ5dN0k0Ui9iNyGaz2eOPP3779h1mLoo4PPTgMO7AKu4fQCwcvaVq/WCEiNsm375z64033jg8PCzLUkWkTUmZRBiYCMVMRAqOOrRmKZB2xOAzxzJj3+x6jQMg7NLM3aVwpq1o9CfrEnpgPw56UT/KX758+cqVK4DvPvt6L7Xfe/T4/aRC0Pf4A09by95V2/leXvVg6huPxVJKHvgrIj70Gy48/1CcVLS3t+fhE2Pd3fADZ7PZl770pQcPHnz+85+/e/fu7u5uVZRutPvud7+7WCw+8IEPFEUxmUzMDFROp7Q/rLU5BvyMrxBau1LXv57IzBgFoviEZ8DbDj+qu7VPJhOuVqtx/spQUm6gJjeqyo3a7BSG90RBe3h4OJlMqqry3NGjoyNvNsFDUtrPLPke9m0b10BRFF/60pf++q//+pVXXvnOd77z2muvfeUrX3Hg+0/tgH0vN9Hf/M3ffPOb3/zoRz96cHBw9+5df71nXvOndbZj783Drv+Nwh46Cjb0dpqevQ+wt7eXUhrmJ27yJKLJpIyBs4lpRtGgEA2C8xwNFcnBfqraBiACAkPLqAxgAYhNM6DlFVLj7jgwZKK2YAIMhARoKiaZ1MjAMXToxC4EQvDOtTjC2rOyOwonJcmBSIlLs6SWxZKKmW0HmBhViPOqujCdPH5+5/rR8e3F4vre/R/fP3j59s0nzm9/8PLl59prUsf3ccaKMQIBsnEQKIVCipAxAwuaoYApSyqkDSKHRUDAXK/KiucAB4eHn376yWXdXLh0iaX97kvfvqSyrFcffPbDiOH73/nOlGlm/PRjV6NIu1xIzpNAAShJgtw6nNzftjGa3w8DHbKix/d7rkDHauiO/jzI8yRpzqptZgJGtkEQgIRoy6qQ6eQY5O3jw+ur4yMxYiS1CoAJSJ0CgxEpAqHBwmqx3KqsRA5S3ls19xqR2USQUYBNI1M0gQxVIA2cc3ZH6NHRERFNprPlcul4zI25OlEwBAVDI2/PAgRURSMktixDrqkDOb2cW61WPgjtmVsmQ9qNYm4TlhhCmHDwrlw3DIwhxuDvW1mWmLVtW8bQ3002wHtzh889oTHZOBhstEqHOEEz5ECAbKZoAqLA1DZNiDEwUyRmRuYsgroOZwdbZ1k5j3ks312nhgI4x8dhHtofsfxvc84inTJzI8V3rJcZ9fVg1Fvv3I/DCuM97p9o+16bG0ctexs5WTbaeePnOfr9eztydBwTg3eh+G8oPHENifACmvqSb80HY8IzziLeHtMOHAjq9ruuAuzloExMDBZIEoCYqEaUVjQgMTOGXvPq+FoIZiaaRq8B+znfYE/CjlO5XCQVMg1+4O7P6z4m32B4ciAPeffhlmr3tjpRWRVNNDJHJrJCc5sX3bC4y3vwZ9iDcJCZY6QQiEjBCGiIrPNV2t8IJmaXtqquFrU3ckIIklrtL1MRQVNBdPO6aQcnbLMotKXq1mTq5trk0eQ9ycM2Nl0ahozwMH3wZtVHIAA+dERzehIUirNYlrFACsu0OlweL1GAZkdZqhCFOWfJi3oK+MHdnSatbrbHtQJIMDDgoIStUC1IUYjR2Go1JGvIbufm+vHRvTbrtDKNiSnnWkzfOnzwsSuXDZQQg2kkIGJV6RLemIxIgM1ARUQMROPW3Jp6sVrcb5sjFSkLqCYZEIEiB0KsVVQFVRGhNWnNUC0YBOztqkVs6xZIGSIgEKgQEoISj0JJgMxxtRxCCMQAulwsbty4QQZ+mHM0hS+pVhTQRwIO+HLN4pkERJRVhgF1URQ0APRUhkRRQAXpcMJDZt144DJI1IYAOuqm0dTBc0XGyxyjZ2CIN8CGRxGRIsQLFy7MZrM33njD95IuiRjBfdgDkbxerWKM8/n86pXHLuyedxYiIbZte+vWrVu3bh0fHvmQ08yIY93mZDKLJUrbpFZIQ4iEbIoITIRIDKhom1fsw4Zaw5+I6Fq0efLQf6ZJehzR7u9MjHHItFXV7e3tnZ2dn35a/pOUiA/z9f0Utd/DSr53reVOy0QfsauN/9bj6QYko0MdU0qe2O6Fli9i7ssys6Ojo/Pnzy8WCwcSjOM0YoyXL192H6ybA31y9YX/+Cua5dy5c7/92799eHjIzOVkUretmTmD7mEV/sarGNMpH/a3G2XtRkk2+PU3jg6uHYJTYQaD9X8wgPlvBljC8DWgoTa0iKeX6+F5OgF1Nps5ad2V29Pp9ExzyM9ejDnK70Mf+tCzzz77p3/6p7/1W7/1x3/8x7u7u+NQ9Z/vlM+/9vf3X3755aZp/vmf//n1119/7bXX/uRP/uT973//e0TRbJyr3kusxRAaMaz5/mkeHx+/8847Ay8n51Y1F0Uwo7IsOQTJCmqowqaQBLLm7NYLUCVUMrUcg28irIAmaMgABFQimBqIskFhRICBaKmJmQGJTFENTQyQ0SRLz3Ag6JQ+XX4ygQEDWrf5G1gsogKZWVZDgMAwiSUitnoUgAqhucBFmj5WVRcpvDWZBLbbq9Xhsnnl/sGdw8XiIH/yyaCzZjafTKdlQQEFQlLMaCm74J9AGdRU0LJCyqgtsqZ8rpikuiHi8/M5AfzP/+Pvfu/tt1/+9rcfNCu6dw8DF7Npai1SW1GcgX7oscd2EaIYtY0x1zkThhhiwKBkWbFhdts3DcQO8nmsjxe8F99/yl78YAAkMEJFETFRzYlVQEDaDISMDEyqIib3YiUx3Fg1//5g//V799tiEkowgSIl1zYRIyMEwGjICg/IJGVDyAqLJjeAPN/OQKQAgmAaEAIAKhRAx2YOchvTgAbr6aagmgj/f9rerEey60oXW8M+Q0TkVANZLJHFEqWWREm3pW5JPcFt+8EDDN+H+27Djwbsl34wDPgnNPoP9JuBa7hf+hc0DDTajeuGb0+yRJEiRao4FIssVlVW5RwR55y911p+WPucOBGZWUxSVEIgUlmRkREn9tl7rfVNfblqvSiZEcuiZLBOmuxUBFbWlXtfeW3gWV9djETUtp2HjdV1jcAiIoulA4kyyn+LMbqiyufUYmJmgRgQu64ryonf+26OTUQpadu2fTaXmhkwDWMyIgbL0lnNHh+rfKtAIAKaRFJHxklFJDIzUpDAzIKARVEQ5dwXQ0PO2q4hzdUFK64wDGXR5yWQcxJ9+4ZR47d2+p+DVfzw2uAHDYfFYKSZUoJ+0x5bHA9s8E09tl1cvYyhvnHFPnBKy2I1thuOIb/sF+9y61PLDAUh2CiR+HNFXsG9b90xAzJxwgBWe6FhAhnNSsfB7g5ZgQICIA9Gkqs2kkBMDZApFBUaEXRJowBQMk1JTfq8eSc3REO/dXPAK5z7W2BDnccEsWtT7LLLBA3OfvkjHH26bRRneGqK1sP8AKpg5lMksETcEYEoIxgXWThEJL7WEUENkCAwURCDKCrmAR3Si4fZ3YR84oLEYMaAHjVi2XZGBiV6XoJIA5rhnh0DpWSpWhK7b17XdfP5mZr2b+oiOdA67Xj4hnpF4rgV1IJUjEQJkYnYgERJtECc1TMoeJHS/vzsxCR1SwmB6vLpsqGinBVloYlBvvva7fJoP+0/WZpEQ41CwMlw3ko9CaraokiBWvBB0316evTZ6VmL1IohF1EtcB0hfXo2//Tw6Preta2qbufzLnbbk5opxKYpykoRJHvvoDB2KSW1VqwtuGE8WnZnAC0EBinJ6QMoyTABkREiIUbEs7bbqutO7cb2zva1a6GsuyghBKebA5DHPTKSEaOqF3zOVSMGETk4ODg7OX3y5NHjR48Wi8Xp0XEenlE2FNnf3487O8+ePZvP56pK1AN6BhewENWAQPoY4sGalfrGPeerxgiZP71Kg1yR1M0PiSyFHftNueQhT7/ETS+DawId5Q4hAJEKdG1ysRYALJdLpzSYB40g9Dazhk7JWyxOjo4ndR0CEdFsOj05OTk8fNa2bchJxaAirSaaTTmU2ZuAAge3UCInNo3ZdwAAIABJREFU5XtMZ9tGDMXAoBiGiNAnGQyJOkOJ7JfUtWTecpwfOm44kfgDBq8zPyydUO0n8Z07d27fvg321UiVzs8+r+6peFnreBUy54VExyHmzrGpvqXHMRlh/Mj+vEkDg85Jm+Op5AZPMrtr9n/XF0/OoTJzqufwGFh3P0ZEJ4j6g733zltTktdee20gXvrQZKPDgSvYFD9fNnlZPzBc3nHTuPFIX4EOL7gHgI9y5vP53t6ed7NOyPTnGRImBitR//kQKTF0gxudp/85d7b0NK0x2elCH6PzlOOhpRxlUtn53niTchLj97///T//8z9/+eWXr1275tSDcUr7FWNOzt+b4+pnYJQx88HBwY9+9KMf/ehHs9nsb/7mb3wa9UVtQr/gg2HsWjQs9bOzs/fff38ymXiUjteaMUYLtj2dAWWImIEsiTtjJYW5pM6sCkUibpsUu4SIATAYsgGBmQCDhkDm+c65iSMgMWKJUXI0sjJiIKYQVGOukWz41GzIUsVsmCjo5nWm7NZezAX3gR5GVNagahFJSFOso5RI25PpzfqVD05O7h8ePD1bHDfp508ePTVc3tm9lvRWo7fqarusQRNIi4SGAqCoCS0xaSJskahiAAbDJgobgmlqlmjl0wcfk8rvvv7t//ZP//SNg4N/evudZ/v7SSBY0x4d/PiHP7o9KeMnn0y6dlYWFrsqFCagbQJEZezYTgB2cI2aZ+sQGQCN/SQRkbAgJAFo29i20UQJMCCaKRIqY1RpU1Qk5KK7cf3eo8c/++Sje8cnJ8SRyVISsQBmCKRgAmzKCkGBVA4LIgMGImAoSsMgikDEuS1FNkNDZo4pZff/ESxmoxlTVVbDccbMqihO1fQsUAQDSKYgNikCMHXLpigKYooxlv3IKSe2M6NXm719pS9mn9h2XQdEmpKY1XXtgaJdkrIs/bVVgRoiN1UePK5yLdFvdCGEpBJjTFEBQPsNf7AJNQTkEIhMFABzFKFalOQfjHQxTENVlppNNwxBUzIxNcOyLCPq+VPMB2eDdN+Lai7CKk97XEgDDieRN9FE1PVju7G5iaoWTCtOx8jvtCxLL4dUFQkHW+ARd9SG/nD4+ZDPnp+TaVzP9FslwLr36dh6ajgQh2MU4AKtgZlJf4jnl4QAAN6AjDHGnryKFx6FoY+fsAs4oJlmuRb/R4AbLSRiMJOhKwMcN2wMZmqgnj3lrayrmIxz36VqhCBgCGGd5D8kE6z/uf4k7hmxRmiICpC8ce0xxwFYBYDIAgYIStJHkSIqqvblSAJtARkzqkmWSaeZMstEiA7QAfvMCfJyB0RDQmQkAgQ1UyVEQmLCgJSIkAhNTOE8H4lgHdMAgnXN3nK59El5CKGs6rZbDqtt7bIYPh9xHqDPVU1ACArKCAqoyqqoygm5zDEvJykedfHEooaKigKAl8vF4vRswfxCHbZKAMO7L1wrSnh2unx8dJYUimoiis8OTroQKDAGFqCT1H52dnrYNsJESkGDujGsSURboL3z4P6dlL5++/Zsd0vbdtk13AmYtsu5qkbRZJCSNl1qmrbrusftwurisItaVi/cehGm07MmWiMxxopod3cvpvbp4ZPF6WK2M5u3XVHrBCmUxbxd0rycIteT0mPb1K8PIyIlMEmpROzadndvDxE/ffjAI8iePtlPqYtd13WdpRzfN6lKJ7a5WpqIlsvl6elpCCH0qVAEOKZvrYycRuacG2zk0YTFIfzNGpdG8SReBlxQGFn2Tzo33OIcm6K9Etpoo9/g0Wsm8liYvKMtmuVysfBYYU8KdungeHyVzERNkIwRTZEN8n1IgAgKiqAGyYB0xejoR5xZP+Odw9j5w3fDssiL2c+8C/0PR8XfalA3eOSYGReF/6SqquvXrzOz9kGjv6Ejy9UBui/ksPK5qrwLf+7X8+zszCv16XTqFiADD3OYfWbWrtmQNeIXaoPfcnUDmKtcBFlPyVtDqwpEpqBhOMCISEzhq/h6Tsv3HDLkhvrCpTV1Xc/nc2/qHI4ry9LbXZ+SzGYzv7AOGfk4ybN5BhPRFZ6/DqONG0K/xc6/Es+6HOLpPxf305HH93BhNwQwvkKcD3b79u3r1687rutghYj85h/BYCjvLb2/2a7r/vmf//kP/uAPbty4EUL44z/+4xjj9evXv3JE8cL1ubEqPv744ydPnojEEKrxCyhDCCGIiplYiuy7pUFSa1QgJVQj0akSF2VUyVYYhmbAppqSIrqyhogSgZqCCCbgkrQPYkYDl+5bNLVMMSIzxcHYHGDl1a4E4FplwuBDOnSTc09yRCihVFAgU1A2m6ihSt3BHofbOze+s3Xt4/npvWfP3j85/uzo4Wfzh9996ZXvXrtxxsuXq/LmrMbAwEniEoFQhT3bB7GjQomSI0CmZqgKIhESHj56eO3uq7/zw98rf+8Hj3/6c1Z946f/Gjut5sc/vPPqa3tbk7NFpXCtqgLbPKpCClgwoSQV0RQItmpo0xosRtmyQgYjj5Gowc/EGK1rY9O1EhUNOITgNoGIBpwYI5CGwFX5T/c++Pjw8OOz+bKaxKJaGgAWoSoWMapncQASYoEYEALzsrCgzAZ9CRgceDQwEFWyiKZoCbLpGpyz6xx5deggwchB5H54KqkqIQAhGzFm+p93I91iaYTb29ugupwvPK0hpRS7zgCYCx/XAufLNIBTiFgMdnF9Q0WAKaXYiQ9cvDjxSdaYyQ+gGzvD0L0MM7ds6+GUS7fcARVAAkQmB2tQzSCZqiKwFajMTIBkBP76rZ8n4nrUuIn2ax5dNMjMlHOY0orUvcqpgjXsZwWOrfzhhk9nnN6+kQtlfbrpwC8dur7nyCUGNHBjNGlZp3YBdR8uSue77NwcZ8x4qODoT+tQEQ6v8oKzDDEA86XjrwyhImxopjcGrv2ONFSxbowLAOINjCqIgeaHGgcT9VWARjldGrR34hy/bRzW3Pm6J5sWIphpro1l9fs+DVhV1dnQFkQNJZlZ3k4YnTlgRqCSYyD6OXiGLQlDCOyFEWW3m7wovaFXdGWA+roRzag09nZtCGg5x+98lML5UmP8TtvYuYdjURRFWSRJqlERPrfH+3w37X5kMqxMAiyId3d3jflk2Ry1zbHGhtCQGBmJYkoni8WCbGnl7XKyw1VqF6/t3byzjQ/DwSdPjo5Ol1jXQGE5X5aTqVbUoh0ul09PT46bxrhCQxYkIUM1YzNtQD6dH3YM0eLN7e1KBJYLkkiYvYOTQQJICl20Zds2XXdSFiK63yynL978o//kT2+8/PIv3nr7Vz//pakliYDVZFKV87pZnALAMiZuFmEx2S3K5XwRQqjrmqEyY1Qz9DAI5JK5KJmZYjebzfafPLl37977H957tv/Uc9XNxK9UQCJyYJAmk8lgal9V1e7u7nQ69XoOzrnqrojHA50zj4g2Wz5/pGvPBsxB3U3tEsxnUxqU/8mzO1eG9f7MarpBCxwi/vrEzzWG5DDeCyEAaFDyyMEiUDZTdrAIFBGTaCcpqSgwESOYgJKpQHY2UgPNma69W8+5nHEnZGYWigj0FnwxJmfMnvdvPL+HjtTb4nO7DURxOp3evn07cOhiR18wueFCe+Uv2uld9n8vs+u8ioZwjNV4z1DX9WKxODk5GYIuNuiIG23YkGzuHgBXafO+UFP6fFOW4TOy0Sjrspbvi1pKPsdb5Spt4QD0+SJ07SIRObfZWz5X70ynU7+ew9jFr6oD1K5pHF//QS05nnGMoblBj8rMfl94XMHGjT/AtsMfHf7pvNO6F4KuWDsP3DnRy+ms/n6/kpYPLgodAYBnz549evTolVdeCSF4Nvp8Pt8gxX3lX+P1Nv75gwcPDg+fDRqnnKCb0qwo67oWUTEVlcoAFNsuNjEVSZNDE0ZtTHVZsZAhIWanaDM0AwUVE0MlolAwIhp5HpwT142JAFEVNAqiBgIwQANFNB3zd7i3dxi5mqCB4mrsh+BMokKmYtpyAhYAYLNpglmC7S6+wPYihxtbOzt1MZ/a20cnv+7CZ/c/vL//9I9efkVvXp/PT7aD3diuCCMhkHq4VpWMUREtACzNMKlx75JjGrHTxdOn6d77n9y//68ffFCn7uiT+08PTr4L6ce3X3qZ2Z4+K2IHXHagsaDIGJKxGhiYAjGUWBCps9pwBfq58/aQVpXJn5aHINK0bdN0vqQrDmgqaiGEFuwkdlpPaHv7uG0e7z9989PDw7Y5IWwnVQqFCAogERubghiSghqEHHZkKGiY22g2YOzt3A1FDdSDAh3VsBwNfX7+MsxZHMVa212ztA8EoXARY48TEAMSlhiKophOa3dnwf4567qeTKfz+dJXqY9TVud1T4LzEdKwIYhIl6KTfYYTISUZv8ihKUoqbh6ezStGGlpVRQBRVYOsSsydiac+kxKqmcSOCkZz/UoHUJLbrSHGnKXORpiVK72dZA7r6Bc8EUEfTpYzKzG/WpH0vMCDdeWhC3AuhO+GD0VtzQS41+Zsxr3mHb7/HH0pnp+4ecbkRtkwRAdf1PLhhh3x2CpmkzoxWNr2DqLPn5QFDMWoTFyFLWI2N0RYT5m4MNVqlAm2cbkpi/5Q+x4y9FJA787FwUHXT5t3iX5d8l9k6PPToDdHyYgirjCREXnWxlR96A05VjJB6xHLLAs1dTxPFUwVsZ8ZcHZ7B0NEDqGqqk7S2Duo5zqbJVFEQxqXrYQgSpo6dfOt/CmnYbZKOXRh0wrWUwQHwZMhRxHtuuR8HiLsI4kBf7Phd1RENEUkAELAQEQBYbK726iezE+eLhYdshUFUGnACSmFoIEOJbbNMpbwSkETI+xSkejO1vUpb93bf3ooGmO7LNCMk9Fp1520cSmSDJIammO9YEiKqshiGmfTR4v56YOPb21tvbg12yLi2FqMZWAxjQaJMCItUeYaFxIPhYEwUph3cnh8vHX9RkAC0aIIktr5crm7t727txdRupgMaL5oVJ/VdW1BQaQwp6kIBabACqQuAlYlCrslv/vuu2+88cb9+x+6J2dKqSgYjL0vct+i1APRXqN89tln0A/1Y4xlmVVMcMlwiLyzczH6GgLsRBbfQXg1gVBDQMXN1YI9SL+y20UbF1WDP42zQXsPqHPmv2rnc8YALCcirdtduIPu1vbUtRP9hohmpKoKJgoiooimomRqaj7WSZYUpDcmdrst7xsHxGMwzxhKzHEVqxK7rvOCGC7y7t+wIRlYi4NGy+kc/vx1Xd+6dWvYXn4bWr4rerpc1jVd3XPlQvsKP8ZOTk68Lanr2hksg9Z0mIYO7EGvbjdILBfGwV/lxTzHPvSytnk8Jl9bongFOsOX4gFeRQC2EQHHzG3b7u7uulOCg2DuzF6WpTfYVVX5AMhVjjFG93N3Baxf5HHp4AXc8Cf8a7AJHbIlEHGwsR2cTgZRitd25z+sDTODcUlxYfxgsTJzD7AeXfibf20sOX+/BwcHiPjJJ5+89NJLk8nElcY+VmPm317jNw7A8JtCRJ48eeTKST+vB/JYGYpJXYvKcPp3KSpgp7Y0a8xKIqKgjZZJthFLQuRA5PRMJQuAaqDJDEBbsayjJrIYcx8OnlSLotHUhlBlXlkVeAdJfdnmaVm9JRhaX0quApYZC0BjZKQkIAxCSAFtJ/AyJotRCsLtyVlxQ9LZvVidtO07p0ftw3RK8bvXdm8ryGl7rWJiU1Q1JrSgxSQRQjgpWjZjRDBTBAUD1d1JvWzbs08ffHTw7Mmjz2Zt06Bsa/yjmy99s6qroxM4OaUiLLulTYNt1W1MIMKqFWAIRQglxh7ZGGro9XsWkXLAGOSRettI10Zv+QoOzGymSTUaLpEaLlM1mRPdOzp7+8P7T3WaqlqL0Bm2AsChMEhdDESEJAhuzkfmBufImtDcrg8NTcxtCJMQOGnIctI0I2LRk9LHfd1YZL5B3tuwzHDhz+LspECCFCWmPK0OoV0uu5QGKbXzEsuiaLhzb60C0c1avIGRYQd2ik5POOonoRr6etJ/ZeP1eBnTxW4QWMJ6Wl1PvPNGzJCgIEZEUjBQNDZRnzLXoTYEMhIzi13SQKrAAUyBiDyYqm8PHJFR1A0RXVmWXYopJXXnlcDD7XkeYVsfMNF574AVwJO/u8A5cywuANhUDvcb6eduMjhgfeNROyE9p0k7H1QzhBeMl5PhBfqOC4UJ/gbC8Jb6d5L7qAs4hL47X3IAX0j058xuIOBCUYEERNHYUAH8AyVQBZPsokV4DpmEDE8grvuzwNrwl8aGn7pST9nwv+R1r7PNCBEwGyCDWsZWQkFItA7KDZKqrFsaNXsOUCJiCK6YGvymMN8BEsUUyMjIQAzBEND0Koenwz858kE1JTUT5vU9wtY/I9QvBPdh5yUdeQMsAEaYmA8WC9B0Mj85STExORqMhgZigEq8VO1i1LMmqb6ysweNhjZuTXaubdW7i8XJ6UlMzbFOoagl8OF8cbjslgqKAYzQgP3quygN1dAOAQlwmQSWTVEUxWQSKIhGVVPERJSIIlKrtgyhSbpABiMpypOj03/6x3959PgZAWqKgdACJJVoCgUbh6aZT4oixTiPXVper2dQaKrIalAOrKapS4AUiiIUJRUBkO9/+P7f/d3fHRwcEMGQTx1j7JUE4NauvsiXy6V7KhweHqau89rObaD6KfIFBh60AZ6PD4ZxuCYqEYFon40J4zQF6pnZfZCmrhS/gEC2US6boNHwGvLScYvq4OBr/0WuN7E1h4veTCUOkGN2VQEgghDYjDJpDSFZ6lJKqGQqmhTVc3YkagI0QlClntSxIY8edq7BTWuQmfnPx6YgG2Hcm5tVb58zZueHECRlQdRkMrl+/frVXVW+aF93lQd8br933r36inzLobxwv00iOj4+ns1mRVF4vKR7EXkXPe4Sva8oy9Jxni8E6MGV7Uwve9r1U/aqSq3z0edfCe73nD7h3r17t27devz48Ww2u3Pnzmw2++yzz7a2tq5fv16W5fb2ths5tG3r7Z/XZANpf/z2c55y7zvn5dd4JQxkpOHLf+5w3PnGb7ibNpIkNp3uRyrNjaGPLwl3dIh9QzLwr75CguUg3J1MJo8fP/6rv/qra9eueYTmdDqFc16dvyXEbyyVTCk9ePBg47I4Tl5VVVVVqU1ixhyStSoghq0ZM8eulaYtS0SAWhHRSoDK062QgYQAEIwZ0VKCZKZRsjdV6a76qhEFnXEESIAC6MFaBhpynBH52Ql9qKz1hYqmnEeavT57m4DE5u2jgLEL2QmxMAAtCpqIuq7sB5PJjRdv22k8W8DhSfrg+GwhHz09uf67N66/fm0LOpkVxmACUqiSSkiBjRoCUmQ1M0ggZoCq2HYFylZVfe/FFxvAk/fe65i/9sL1P7y5c71N3dFRoYJYGBGXFVShaRsCKAMqcZmDaxNWPB7ZG6wpoxDZVe9uGp1SkggpJRNgRmZ2AFCZlmJtVeDW7rOkb338+JefPtxfpkUdhEOL1AKKWiAgQDI0SUS9Db0hmIG6IBPRDI0s157iBYxAJpuqEiA7WMKmQ8bp6lgeeQiP5y9ZqkBuaU9jKB4NiNmhCFXFFFNKKbubZMm6mw8NZcXGrpL6sJkYo/UUSjfwNAQmn9KqD1sJeTwh9X5GRzHUQ++9OcUmBOtJpJrbRTEFRCIUF5/FFEJAJksSRUBVoURDQjBRAWBDYgazpIqC5/vh4U1lZpGqyeYJ4qBwnh6ORsOGowTgTKhd6yezHHHgXwzauUsGlznM3R+vq9ZxbNe5tqkiXXgsXthMqdpzaCyXGBnYFWuVsNE4GcB6Esb5Q/r8S9HLZqWoDnhnS1pVUhZQc1GfO7qaIgiCOqc9jjrqdYHfiK/SB0v087kRScy5l8NNAqLu2JJpD04BVXBOKJhBCKEoyrqoqoqZTbRZLpum0bZdg2Z75eLGR0UGhm5niCJivaMUZdMtY2BFc2sPIRjLtK5aFKJzNUDBzN3ynV5wwUPpMvRvYL2PT7jCLzmaGCY1QfX77ezoqZuRSBEMSNU4UVGEABBNNRkIIVWnXUqxPTvd//rujRcmswYgQsRgSDEU9CSqAAOEowiHbTdPIhSQOEZBS4AGBsmSYeIC42RvqyynSBbjkRi3shOKcsrLLiqAArWGrdqZ4IlSA9xxiCklIwU8Ozo9fLw/m83ITFTFUjJ7dnrcpbiMLRYlmBIYiFrsapoFiYV0ITEKEjERUwhYVYYwny9OF/N/+sd/fPr0aQjk0mf3tBi6KMzyVFBV8slT1/lofDAeKMsype5CJwMcoee98hVtBESPx5kECIBGNI4uWE00cO3md/Qst6M4AN797McAiawnLaC12rMUcjpNbgJ5o/XMHVcmRazyqRltsVgQkTvTjlVhkFpVVUsGhY+h3ccWzPqIlkBgBGZg0Aup/bp5ydV1nXcd4/NmIyRtbNg1FgcO0oWx88SQz74hK9re3r5+/br+ZoKxL5SWfhX923mU7MsxPAeF+s7Ozt///d+//fbbp6enVVXt7e3dunXrxo0bOzs7e3t7169fv3bt2mKxUNXj4+OyLMuyHC7yOALhsj/0fBfQy97gOMvhwiNw9bvOOlG7Svn+m7jyXCXKfBiKf/rpp7/61a++/vWvN01z+/btjz/++J133rl586Yv4G9961veY9+8ebNt2+l06p327u5uvnFGbCuv3oY9JOWkLNwAB4YkibE2ciNDwqMRh7cwbvk2fESHn2/wNsdmNs508FnAYD7xlej6hm3HxzFE9PLLL//FX/zFp59+enR01DTNYrG4ffu2i45+q7o+v7z+V/zaNs3i448/9iZ8MPt1oHV7NmPmaBGMEE1V69m0eXpwPF+EukpFuYypVUPFRCiaStMJajKNRBMAYwrk3nlUcAFgIjTYEro7pWRIxjy11lOyQRWQBDAgjMOpvTpSA1Q0VO2H0r2awLLMhBq3wgvZlTrnYjexM6bANDUrQLYMXyq38ZXi46cH91J6uowHx+2/Hnx2etJEvfPNa5NbDNvBCjMzAUmiChoKUVJDgYRmKAYAAtAtGDCmNL1x/aXAN0S2bu6+cPuVF7pFe3LaLRcMrAB1UQKEOI/YasGhrAMrioJoDEiKq9ToMfNtrEFw0+C260SEoUQzAEUM7u6gZgkIJjOYTB918sbjJz//9NGnyxjr3VSVjWpnYFVBhBqVVAtmi6K53SFEdg08ArLlOXsfqgiK2jMBAYDIAM1PJRRLmygfrQUejEVl2Xl/NbvPx3RRFJBiVVRhUqe2SykSldPpFIvSU/tMtKwrHyRxKJ2WH0JQhaTqhmdAK8NqZEZE5hCKYjKZMHNDsemyv5Rnsm+wLQbncGZmCrnZXW8sDYyIHQlk4hhb93ShHqFlNCS0mMBj1Uw95gRIARKGwqEXQ8PMg4MNm7dBiBRjRKayLD33z1R6iFLHhMRBYrfqsfsICjMjpuH0oWxyrucmrevil3PZ6xdaLg912maAu4ccjIZufbg8brgNX3h0ni91cjkKObnlvMznMgjRAIJmnuH4kMMBthq4Y+sqvnNFEl6srwjGPg4ZtJVoaKQAwAagjCwmquyLwNxv8IKjmGysUvDLWvROcU7CHJIGiciHQt715cbd1ERBFZOaKFi2K0CmUIZQ1RiCIaYoMSXpOhjZAUOf/35xoWAgIIYInPnO+Sr53U2KSGBmCgqaLbtGrN8LW/81hH1AZ3p4F2DIJNTnlS/nlubY4xgRSwFBFMzuN4bWAQqo64nRnT0haFI0IuAAGtykWAMjRwynFpfL1uB03sRZ4L29nXp3ZmdPm/b0IYfFfEktPmu6hVoEFkBASzliSMzMSLkMs60aX/7mVlnORPXouDk8POwiGOyUZUJUs850YXAa02kT51G6ZMfdvCiKEDhQkWI6fPK0my0ZLEqMkpJqF5skAoGKEKzpyABUNDXTKrAmbRZtbFNK5XRWTqZtjMfPDvYPjx4+fvz04OjpZ586VcZrHTPruobdQdjGlOF8S6zczFV9cxx0fX734CUBnaMdak31d/7Bww3srwc0O3uuDSDAwyVH5bjl3Q8yB+h5Q6aVqg3XgtHzKkX1868PzxEF6CU36iTPUZqCqYmZUYBAhEaGgAaBUBSDAqM53EugCrxRaJZl6Yqyra0tt8Rw0M8rM0lxkFwPbpDenIwNKobHDGTOoXvxh3lhvbe3d+PGjXwqqH2hccwV6Zrn9UtXwbuuErt3FejM3+kbb7zxl3/5l2+++aZfXjcfqqpqZ2fn9u3bd+/effHFF3//93//W9/61nQ6Hcuc3NsNruzjMt7TPhcYfA6tZfVfzKlEA7j9pRG8yx72JTxdPIlrd3f37Ozstddee/DgwbNnzx4+fOieK/fu3Wvb9uDgwBWVd+7cefjw4a1bt9zS8/vf/z70lpXruLS2bTuAqxsXfMC0NxbSxpnYR13xYF/kPZtDgkPvNzip+Pfj0D8YGXv6jeODg6+29bpgTwOo61pE7t69e/fuXVel+tX4bTM84VzYw9HR0f7+vpM4HCr3GtTMtmc7/tkoWFJh0xdeuCWnzcmzo7Ou4xAiUQIEwyTSUSyMuqQdSYeQkNWwJBQ0BgvKIVBJwZDR4CQ2wywgt5hgCCamJoru8EyUXPBqoDKEu3rAqhfHrABqHsTbQwxEARrNVncmMHzKVHLlbl6lgqo2XSza9icTev3mja/T5GcPD+7HbkH04RyO3ru/+M6ri63y7oT2AAoygy4yKIcqGQ1glDsqqBSCVTXbKsuDrp12bd00t+rqtZvX4kcHZ2cnGmNREBGVVOhSJqaoAYgRCBiFzAwKOhcjiZsE/ijJP50MzBoQUeh5IqpJkQRYyupp07316eNfPNr/TGk+3W2IQuBkIkzI+YwzUBQjAgKJ3k8bEBAjIRgBaU6E9v+qoXqD7SUqGSIQCIJhCpv6VcKVbSNxGLq+UZOQxRNEhGhE2KVkMQZARh7I2AFJ+ns/xgiEbvUHlsMYEDErXAMnAAAgAElEQVRGGdwguSgGFreTiQdbqVylqA1goNKKt2mrDGMkJmYmpHWr8NXn4szPYdSYNXgATOSsWES0lFRQlZMkMyBkUFMTpgAIaGDZFZ98+Du+N8ctNAESsxma2UBxWtsiDMcNW36SvvUVkYLDcE1kBHKNjRKHPnAFcgLkJvecjcLYP0bPWSWPrYfOjTXxEsEzXUV0gP1/IJtvrnkHXjbNDuPi8jIy6PgwkHU0iex5HQsaZCKvC/YoC4w9S4KdyssGas4Zk3T5OUHndEfEg6YTiYBzfoOvQgYkBgtGTp7xwkGUVEkyVCyWQlmIWYqyWJykGB3Nh1A4QK86yBFHJcu5bq1nadOorMwTRM8w6fPQcWCHXtjcXzZZRgQ33B+W4HjON+ChAGCXPNsG1pdvJDEgMMrzF6BgoAmsnE0ktiklpFAwEgYEwGQoFgyRGIxAyIggsNXFs2bRNcstQpoWWkDSSIxHktrTUyBrula4ACBVMVUIhEhGCCbMXE/L3Ws7i+09UVtKAxDMKC1jPGtOEbp2iUzCIQXuiCXURTFx4qWZtcu5KdRFCWbdsqnqwsyQmQhJoagKBYsxzQDVkqROY5oWBZtK2zRdp6qLxWLedg8ePXnweP9o3ggihSJbZoEMTEJEHujFiM7sH+LjxGtoEZnP59Pp1Llb54vgDQx7TShrl9UiOgRJjbmdG8br/uEz2rjlO88BGPt2hLWBkUG/l1nvZrQ6JwzMLEnywXNvb0CUcQYxM+7vuyRdSokAzATRiKhkEjQxQ4MKiyhJ0Ls+IB/FWJ7VeW1KRNPp1PvJ7e3to6OjwVAkz917uvWQ/+bd4Go6PqixR9qJlRv1ete3tbXlGeIrwfBXBPd9CXOXz7XE/NwnP4/1MXPTNH/913/99ttvv/baa07d9H7g7Ozs6Ojogw8++Id/+Acze/311//sz/7sxz/+sZnN53Onv47Jll8U0PvctnksLhjPWXNGE5HhyrbhK8nV+KIt32Xfu1vvbDb75je/eXZ2NplMDg4OTk9Pt7e3nz59CgDf+MY3nj17NplM9vf3/+RP/uT+/fvHx8eq+vDhw1dfffXatWvjd+Q3Wtd1bgHqa3jD6WEDN7hQaggjGwZnMnvXNFzhwSrGF8DwKycnJ8MfHcdI5LqNuVcZpI1ErN9ESjeks/iTO+sV+jmaU28Gn4nfXtd3/u2IxNPT09PTUzdlhd7lyIHWyWQCGQqylBKZ7V279sL3pm8+fDg/PWPRRqXEQs1UFBgSCBhYSojEqOxx6wRqarGDEBiBsx2FMHNZV0VRSLKu69xDS8TMnYfXc6XRe6Q8LMzUJ3bPZVvt4bm9tyUBKEJHqJ5oh8iG2sUCQiAGw6iGxFvb2/XJwZRrKKd8e6c+7X759PAwLjsObz56RnuT2e5kUoW6MChYyxDZtk4yFNBTnYTA6lAujo+laW13eytwSJ3N50XsEliriQNRVdT1pILQNYvt6XSh2Jk2KUogCszE0peFdlGFaWae3eoWJt4rWDIC5MChLIEwioIYlcXJsrm/f/DRZ4+eNdLNdrqyXhoFWVBZYsAmRVCbcBGQpGsCIea+QQHIoBCQAAzgCYm5nAPMuUwEisDsrC8FVDZDPReRsqFfGHd9DubmE3iQgfhXURBlv/rZbFaWZdM0Z8slIu7s7CyXrZg6XbNrk/dmw309eBGNaaXqlW+Es7MzABDN68WvJBbVqMPRDevLwatn/HaISLPzQO5ax1ZSzKwDLEWEagJiSZQAjUw1mRqxA9oKpkk4BDLasBfO042+qhERf0KfUqeU6rJa9S+r36ARXrXW44w4QavN0+fI+RraWhrW2Et8zNSFvllfuYWv6kYcfgWJvNXfoKrSJWrDsW3MGktiwDBxNdPxIGinc1+WNjTShVng4a8arBiSML7XOM9cM3xH5ymIYyXe+HTueiOWbD2MRGTUk25FlYCICTgztqUqXLvQP0vm0mXisK1pFVjJx7/OZzZysWCmlMV+COHvRtBQDQIYyKjSFQgFmJFoVdVFEscGofc6lNz4qSEJsHnShYu10OEMVTMW8iB3NSMDyY6hEIhMACxhMk4mEWIEJRwo6nRJvY9rIJ4OWkHrp0Em2tPh+nFRNujYbAlo3Hj0/FZvD5ZVdgNnMzJF6/XRjZkyKKKiSUImCphCG2wSMTakgMlvYFRMYljvHADsa/z4cF5PQtx94ezsJBR6mhZoRAomDOIiBTWLwgmJjJCKqijqArdvH+63bXtycjKfzxFxtjeTsjgDCCGURVGWZUFUqUoXfYs/OjvtYmemyNhZFGMjBjBjgqRsUJlBm3kyixKYSVtjs4nBFhXp8HiC1Eo6ag8fHx0/OTlZdG0qUJiVsBZFJOnSEIkuivkeRGdg5OsrAKQRAVLXmFlZBtXULhfMPBixjMs70iWGGqq6BSSQGqWKy9oSRUUqBasGMAIqCmAEULTSV7AZiOV4FnVvWJT8KaJ61MdWSgamgEqAHIw5gYkYqoFBQVhyUIRo0qVUm4RpuVguxRhCpVSVzNp0tXJs2lldlZN60SyjKVZFlLRluwksoip1oDEIBAW2IBQSoDABGqmUSUtDsASNEMsLu/Vs2VQqpIZEEeJxlBIZmWs1KKgJUCYe7EN8SfvOdf369dlsFmNcLBZegTnnHoAQuSzrnZ295XKeUgIwPwu9AyeiGFNu3VPLdRU7UdXlcsEckkhVT41s2XaTyeTVu9+cVFMRAWHAdGGvcvHWeTXI7vmczKtYXF6FKlmGeZfYdIYwMcWAitBKnANZKGc/f++9f/iXN3ZuvbiAZlpxmaaBoZwSgXEdOrLD05Mmpg8+vP8f/ub//s9e/4MCwjLhkrUDOEHdsc+xKv2i3280KhvmLhvmpcOsBOHzNXjP8QV9ftf3RVvKEMJyuXz99ddns9nh4aGIvPTSS2+99dbPf/7z27dvz2YzZv6d3/mdDz/88M6dO4eHhzs7O9/4xjcODg7u3bvn55fHGA4uqc5Gvn//PgFOt2aO1M1ms2k9uba7G4ih60CNi9DELpQFV+VZs5xuzSjp+cns+QU8WL9c+HacVurdoN9H3mg5xDduAgcl7VDVrWwJiC67tuOWdVAwemk1iJqc/uqv2Yc+g9PgAAb+liIcrM+wNgARYy5+8eY782WTUppNpl3XEVpZcNsur+3u1LvXEjOk+Sy1rEJV8euDJzd/9JP5k8fv/uwXZZIpFyVoXbNqvJamAUDIGrQl2jHZBDkgTEJZAlQAldkUjEWtjQm2O8bT6fTXn+wfHM1/8sPXZ7OuszMuQtcew+nTybLZkt12Me2QeFbMOkhdrKgOEtgIiYVUERJGI1FURlPogpEJtjBBTyDoGxUAIBAIThAVZTBUE+sknuzthta+1sab0N0tu9dfgJ/N2zdP5r88CU/h2mG9+3vl7iudvGSwwynGk9OiBEUxa5mMQ6UFRz1W5WoLOBiFZ9adzfiFAFtLuZEUDdR0u2TBdGIJJthCk1CIqIBCDTAZsgHAUa2kFoSKBIUxAypCAsDAZ7FtuqjJWItKZ5QMomGYQ1GEra1ia2sZ9fjweGm0LHb+r48++On+Z0/KMJ9VS4toZwUVjAwimGzLGTkmgiihTLjSCxhlB7VkgqiIyEbk7AM3/ENWVQFLRgAaUTE4LExjMjYRMQVmZqTVaJ4QmRTMpAV/KiATAGDkgBoAqCiCdK2oVFXVmS3OliEExlSWpaaEaNJ1LUDTNFVdBwjiQYNOuEEt68IE0XLxHZ3LTSymKQoiqoCoBmZnCXYphaoqikLVOuhje4yQSUWze44CZTdvSIPe2AtIQGRqVcrAmr3NEwAURaWqAhJTTKoARICWjFQLBGsScuAiMAUgJEmgSEUFJmpACGYqMTvR8BBYiuSZUj46GrBBp/gh0rDD5H4ao9v1hyJTGHJADpFx4UWIk2T7DOUkBmVZoq5ZfW7IgG3l0Jx3p+Bvts/MAGJX36pqjhzPI2bM7pnjoSdQH7u4NhLVVXxXFs1BpmCZ9mF9TjVeGa+s05fGJpRhUzuxTuxcPXrlYYPnW75NJeLYmqL/bewBTUXDfpixcWLl1Hbs51cYyHQQyw1M1DyK6NEzRFSfCsNaIn0+k3p/Gs3dKaLThtDQLJlSdnchLtBC5ir4kxVESKiazMMnBMSMwBDBmfhXLhd+03H1plyVNjMcr+hesI5B6VU8657/zD619VwXYouNGMSSyNQMgVe+MwwmiFhXdSutiDAXVSgQcX9/f3lytLu7e/Pmzbt377rN3fJsPp+fHR4ephjPzs66rnMiR0optZ0xDfctcXaZH6KQbRSP7hOkgIEnM+RwcHJ62Lbd2ZmqnC3mqeAWmUNRTTh1Mk9RU1RYWZ+Pwu70PJPt/MUxM5+7jCcuw6cTisJNMwIxqUIXre1UI6sSGjJU2eHWkIRAuoykk1vcKhIYtLEjGEo9cyAaEVPq2EkYZpJEBTLLggEFJKWldsgEiKHAdrEUSolSMWGuA5WQNFkQqAoi7lCjNJFVA0GASFLFkgDcbJQB2XP8ABWNesLJambUW8IwUWAuMQCIH29lycIhIHEbLEZUcMmTG586I67ruocPH965c2fDbzorl0ScbTWdTkOglDJ8sbe3N7BW6nrSpyNOxHCuc48180+haRp3DpxOp1/72tf6ShSILrYDuax7Of+Aq0TbfaEu8YqtYxM7gNrAwHx/UkKFAIQ0n8//z3//f3zy0f2d3UlV2IEsb73wLQWIbccEIagwhqq8trNzlOCjTx68/d67P/je94lDUdhxs6i2KpvHL4HjfbXQ3BfiDX4JoO8ySudlWF9KaTLJa2w6nXp58f3vf/+ll17a29v75JNPnKv5wx/+8OWXX37zzTdfeuml/f39n/3sZ9PpdHt729e8q/vc6lNEjo6Onj59+k//8R9/94c/eOutt37wgx/cv3//D3/yBx/cu/eDf/O7L1y/4Ujd1u5Odxy39nYn21ufS0n93HfqX54hscEuHsIt3etvsJAZs0Od5uAEs0EceH59js2ENyDTjXU+tpGA9SLht71yetwVReyjjz4aUjeIqIviLbG/TVUOIaB0Yjqtp9ev33j77Xd+9KMfP7n/6dmTp8s2YsDYNSWHhNSPy61TA1NSU0TS1sipmEYEwR9SlS3HX7z9RgPV8dninQfv/Vf/xU/2j4CLyd71G7e/8+320cPmyRlOg2I6ap8AbGGAGLuSqhonhKCY1Sx9jJcqoJsYGGfQLPNBoP+/uSAerjYiYglIDKFiINgt+bbV80kJ07N3n+wfnO2/t+hmt2/zznZQtGCVBZOsL/Ak1iQRBJDIEMQ0qigqqJEBqU0mk+3tbQ86ygtATW2AvGCgJZlZbZRBGkYF8rG3msWm0ZQoKSiAqFpKAMBQT6qkMikKVJufnnEoy3ry88ePfr3/6KiLKQRELjAYMgN/rvvFhmuo1zErwIewJ/S5Ucjg3wbjZPlxcNzKd/oyJBDWvBlTSqSIqt5fSm/h63ktq2AY1aIouq5rmgY4OLzm/9rnvBRA2HVd6uPXHboPITAXTsHLdBjMjlBuhZFD20WKwGOp8IBiSb9ymAgNx6BZ9tkml2DIOKraSfuoHmECFFhVLSVCMEbz4x4l9xeGYEYG6n2Sqg3NAripgBut9g1VZmZKRkIQPGobHbvz4AcxCgwry+jkis3YdhYglIW/zQAKIpKGcJ0BYMOh+EfKop9VkyYJcsvHQ+xd/68CRjZEoI8oeLB+eGVBCnnqCzGi3wciCWAUBDJqwRDgOasZbfXIoHABFS2jq7jGSYP17u+C2e06vuR6uGF8O1jBDM23P0jMBn8LtjyVGDLjkWjUx/U9XT8pyR6AvQ9N/iTGFnC954rSiinnimAEACXRfBEpMBmQQSYVaKakEhEqSexUUnZNhtWuNG78Nq4MjSm7BmN+3VfCkDnfb3zuqTa4C20ezBu6zTENlfDSsbqPHRBSMjJFAmhTbCOSloQNCCr7ShsiHgEhpURMHIKTzdpla0qv3r27u7s7m04Xi8W9e/cODg6apoHebMrMUozQ500lFcuI9trQRbUfO4mYqVP8AQCSCCAZni6b9x98EucL0GRm8+WS6hqrMmHo1EwhGCsyYRxE/MPWOWagXcZ/HjwVDHRDn5N/iwMqoBojYJQ6wY16dq3kOJ8TBYUyGnZJRVtKwiin1CXJm6X2VIRJVZoNBhurnbRDZBUH0kHUs3KAKP8+IRIDmfo+VJFCUkuMCWRh2oIZsIq1VKOpJIuRVBHNMKJ6rPuIYg3UxwwqIpKuoBjfEwmJqORQBa0UEEkJjaBk6oACUREKig0rhLIkosG+ZW9vryxLT77242do5h15cBicmXd2drqu7LrWGznnX4UQXBfhHx+BUCirqnr//fdVNaXWn9Ob+a2trW9961v9Dosbusqr9HJfFOD6EqDZVbA+5IDEJhBFmCBKa9oGViZ679e/+v9++tNZVcd5u71Xv3Tz9nsPP7EY97ZmN69f0xgBQ1lXooYl/erD9/73v/r3/9v/8r/uXNs5a9qiDk27LIy/UE97RZ9PuILDzW9Svl+IDl0xmOH5zdKQtD6kdA70vN3d3RDC1772tcGXKMb4ne98ZzabHRwcfPvb397d3a3rerlcujLQtTRD6Narr7763q/effDgwdnZmfOv3nrrrYeffPLwk0//h//uv//lL3/58OHDb3/39e/9m+/HGCtV9+96fo96/ocXZUmtcoqHk8U1igMGOHR9/r1XdU3TDL/iF8QHcN4Hnr/a4zTOC5u6geS5oau5cDl9JbTPUVil1+4gIu+++24vvFRm7/Q0d/hIIsIAgJwUinqyu3f90cknxuH2Ky//8/sfXJ9O523HlkIIZ6BsVgGKZU85QAQghZTQCkRBBabARmjFrF5YbAJ84wffffzk6dny2YdHj974xdsPHy/u3nn53/2Xf7z73dfr3YdN01TcdItTeqgm0M4bNY2aSAoCCBgADLWv8ixHT3k8oAGIOZNIEVERrSdSDV0fAJRuiBKQmCZS3AIKxWSr2q46/PDo6f7R8bsFlkHrYm8CFQOgRkZidD6TN5hgAVU1GoiqooIZCmIyIppMJo6v+rJCg6QyYMjjWOhaTRXUQBHc511FTKRdNmhQGAigmCU0C8GQZcpVmIYQTk7mbdvB3rUnKf7rZ/cftPNFOYFQITAbK7CanVdWnDfKX5soqdui9uy+UZsHRkirMkBVvdsZxsfD926glGW6PZHywnSHXPCoEFERmJmTJn+e5bJzrlxRliKiEOu6Bh96+ucI0KbkDIJQlcwMdIF5b3ZwMR3il0StT4uBYdkDrk1thudJKUVYRUSA5f2hqipXlJVl6d2mmdiawYFCr+e3vlUT1YQJEntxiEoO/2QDvP63NSVE9obIzIdEjAbA5BP/VcFpggAM6I4t2Ve/t7tEM4SVCx2QBWTVhCqagCigAQGaCmfj3GxJB33QtWmv36NxHA6MdLMZ//RgtB5Nkr7fyQlmG3MFHx8kUxjM+XIrBIhAsoarDdCa5gZoYG4ablY0KxAuXLC4+w7qikNcvfzgVMquJoNfhbdrhkI9Z8d0ZY9h514f2MrW3szYUVEABEhjpi5hfufjeVHfLiqOMw7Y+1My77rZckIamsoAqZYWFCCJREnuaGiEijlVEDBntgDA83MY8mAARrY/X0lZYxfLXRyt3TACeo7h+4Ug4YYK9jnmopjpMcjECIoiJgIpMQKWpQeYglG2jXTUPAlTII+L6TpE2t3aVdVHjx6dnJycnp5qjOjYXQhd1wYlRCRPj+i3QlvD0LQfLI1gd1Pq770JV2hQEhmEZ/N5t1gURaFgqSgBSLuURJIaUSi4QEKDBOu5YYhYhGKoe8ZKOYJN6M8Vxty7+o6rz04SU4VG1Ak16dqk/t4rt17angRVAxIsolKM0VKD0gaUI2ldqa5mnt4hIm3bmuUiTDT2Hki6KCpNgiJsGtwFIJqCCJKCdQYJUfL0AStKhlCoTOZVODnajpniZe2yCKXvmAAaxZCprivsUn9D580KJE81yGkOPgV1wwACFTOzYFxTmICpqTEB8yKmmFI0YuZgKAhA1DSNO0Z4RJifHCcnJy+88MK1a9eWy+X+/v5K/9BLEOu6Vk0xRmba3t72J6nrOoTCjysiMkllXQ99o4gUZekR2x7W9+qrr/b+7KCqV9nxriJv+3Jd35dr/ABARCFJjA1YwWVNDKJijFHS3/7t3zaLeTs/axaL//o//7f/8//0P/7L/Qdv/+Kt//j//Idfv39PLFWz6e7N69VsSoGfHD5++96vTrvTKW+BWlW5pSR9IfTyy3V0Xzk2+Ln93lX0e5d9H0JwQpGjfJK5TOL+CjYatKeUbt682TTNrVu3bt265SvTgxwGIyIXtbp5SVVVb//qHXdl+Pa3v/3WW2/95A//8L233/E+ZDqd3r9//3s/+N0cTJyzVjfbvOdkmVxGwjxvNTxsXN7IjTveQZcyjpFwCdwGpufUTX+Pg2LwwrPmMoz9sk71t4AP50o0pfTkyRPfkQaRj9dzW1tbk7rslk2XYo0IQIShqiavvHr34wef/s53Xn//V++dPHu2xaSGUaUFLBBagwmCmgIxGmJmy4GgJTTFVCAXzA039589fuEbd+989ztHKvE0/vT99/abxe7dVz96dvA3//z//jf/6ffqF5gkAIepbn3ta7eak/nx4Xx+vDw9WNZhNqFCuxSMyYCBhxNwMLfoXQRBgch0KN7QK/6+5qvVvREBUYPgtoRCuQCubr5YMb17+OjjoyPAVAKVO9eFyi00REbAYHnAjiQCqkyiGkFcOQNJtI1R4jCVExFnpA17LwZG5+wRGUJIlgAjZj1FVIspYYyWpAJiJAZr0RTRSsAAqeQyFEdni0XT0WT26WL5j598+Otmfro1lTBFCioefIuqSJQuXGAXjNXWHSXcCGdg2ZiiruwMPcd9EyR09c24wRvnEF62sKuq0q5ly3TK4YW5bTgSeYifAoYQ0HNuQ2Fm7jA3TGdExF+tz68VEMBcDeGV5MgOCszMD9PUS0PHVlIAa16XOhINwsjw03e2uq4VLAOGKkRBR++9vxSkom4p6QtQPLRA3PCc3VkjwxWAgUjR7T1JzQCMCFAVEE0VewzJPF6DEBGMlA3UTzK32FAiwL5yMQRmIEMrgg9+VKWDHgQfbCNHJbcZmPuQO+oHOXwvd3O2oko6RiVZp2DYWzW40/qar36PlCkin08hXoF7Oftt5as5JJADqJslPm++aRDg/Fxz9Me+kKP5ABPB6pvcopD1ZEt/6dbfFZpbUiR0oz9Tgw01FHq/3qOU/UjSS39C9P5R0X2AQC8S5AhsshndxB4033wImPnW3jW7jxJoioqIjIwBTFjVI3fGnDa10XXTEc6aJxXgZsbwG3Z9G5vReTOlUWT3lRwj8KJ6azW+uqCGoDGObBkqtwIR1Bh1q64nxSwuF2enx1SUwzk6AKGGUJalSOpiNMIqlGVZIeJnjx91XRddu1KWbtThGb4uhA1Ig6E5Ea28TM255HnerOfCzZwujIhcFBCKCE2DhXDZxC78/8y92bNl53Ufttb6vj2d6c59uwE00RgaIAgQFAdRokQmpkSLsSnbKTlVTop2VR7sSlVe8mY/JPkL8g/4wQ8pW47kSS7SjkgpLMsURVEkQVACCIKYiEajpzvfM+7h+7618rD23mff07cbDQhych/Ig9vnnHvO3vv79lrrN8VpE3XParGFnkUkmAAAOoPPskxn+Qal3UDbikea8dGKUBs6rvTdz+M4GAJgIS9pwO2s//D65npCrsgDoCOMKZLUUjBW4hhkp25X6uPvObTM1TpxQ0RRTQCYWBQfjPdRkCg4dE44MMiiKgv24+AqhiDILMxg8jHG1gPGxlyswmlkgpeS2SZJA1dCIMpdFZyzzDlHzToTEWQWJdwgCKN+Ag6BTQAEYSSv7CIAKxgxilBAckRV8JP5fIIWyFhAL+Kbe6GKeYqi0PzrEML6+vpgMJhMJnp/qi1YOkKgsswbv2lU8pXiDFpSIKKJLFkbQsjznMioa5xm+GrXN1obtIkO77czuZfT5vvq+t5Xv3evl1iTBA8kYEAMOy9OxHvPR0fH3/7Ofx6ujebTaZnnaKPnnn/+oU995u/8rb/9o+998Xvf+ZPXXnv1tbfeHJ9M4rzMsswF/8zzHx1ujph9HJnJ6UnSSx/EzeXBj8B/earnfdq/D9xFtN6w7UBBrzpFMDS5oTX/mM1mmqWu/Z5raAvaGWqD1/7rb/3Wb31pMpnOZ3t7ezs7O977b33rW//V5z8/nk0P9vbm8/ksX5ycnDz0yMPGGGnSQO/fxd094FsZBZ4Lmq1MrLp/opv+11ZCo9GoGyDRAgUtbt+VCHYTBbu+NSu4xwrfacUS/cP9aSoKWCwWOk3rMtlU0Njr9SxSwd4IMJIACRKZyKQ26w/S0cbnf+3X/s3/9du9tE8cTcock34k4JYR3qAibIPGA3lAw1UATAykxgSTn1TTJ7avzhy+c3CCxo9PJ8/+wnOf+vQXvvfd77x9/ScnsDtKUUTifnpxawtuTpK1ZPfqFuR849Vb+e1iMh73IENmYqMIAxGpQk5tt6ATNdwhZ7QcqPqMJwAOgFAQBQgocCqxEYyi1G1ulYbfGR/eHs9eDreMN7xzMQ4BwSAKCyOLAWQO3GbMqp6GhZ0PpXfitP9vYYBzkjYb8Q4BkKgPJKEQs2cfyIupC0au+Z9WjAGMkAGOZ7OqZO5lRxy++85b39+7NV4bzk2ExhimEMSQQbJ10Nt7EQHaCUhrb4ZoltHYUsN9jEBkuwuEQVb6SWpe2MG6qb3G2lOwvOR0e2EGDoGwqX9QNxldOdpiucDOOR+CxrjrTNMao1uQ1i1AmCRJzXMBNITNxIpDCJrYJCJJki49UY1pl60PS4VLuxjb3HZdO8YYRKPMHQAQBuec51CWZf2tuyDPFVwAACAASURBVMe5Nh6H0PFRI6orCQBAv8xhQkSheo8KREou6rRJBhp3zWUxxuJbBROapYTNkCFiCawblErKrBZT6o7oz9S6CBwcrFiOcUtpVGLV0uIFiUDxxrZQV8vKZi+17SLU9UbRipQdBYQCgDQWjWeLfG4zw2U1xLxuCwWAakXfXbbkGqJlVzbZVjKnrp/4gM3eeaulnX9gp1fQtNEgCMJ0hvIhiEjC0sBYy84zIGNQf+Iz4V2N2mf5zueRHltN4JJNC9TqHAUQQAxgAAEklKC0+LIsKbJq0Kx+GLgMNSLhAF3T++X1Bw2aqXigkNx1B/1LV0La3XXTrh7QFHSlgAsgBvD+A/KWoM56XZx9QgAxhMLC7BKErcFwd3OtnE72XbXApQWQIENDytddRgQNGmuMBJ4tpmWV2yhKs0y3tqIoasVgYBAOIfjmxmDgTLIKwDKIoisFaX2coIm08p6t9bkPHEUmTtCYPNSJOgaNNWiYCIUDe6r3jizLNjY2siwDgHw+hY7/RFvtoeC5iq8gbIDOUYIhg3NGKDWUohEfjmcnb7z1s0LEUSQ2QkQUn3BICFLbFxFjImMMGDKAIpIkCQqQAYNkEYzRnBzoGTJoMhtlAon3hopYgrG0CHFpsIhtsKkydyBA38/JmooFYruxc2FHUIzxHAAor0q1RKskTGezg+Oj8fS0SgcoEBgEhFk9q3V0DIJS/wuLIuCMoMZghiESjAT1Hkci3vvpfDYni8ORETDM3tbmeFVVqTxvbW2tqqrhcLi+vj4ej/M8d84lSVJH8JFBMNolKo/OWlOW5Wg00tAIJZbUwwsOZG03vkZEiIwiLaPRSOcLK3Xt+6Uvfihd31+G4RlKBsahTSITl2UOUkWxDUZ+8sort2/ffujSRzZ2tsfz6Y9fefnHr776kY8+K4F/6TO/+PnP/vLxweGN27d++OMf/st/9buTySRL442NjSSJQnCcMwU2hRew8D5tWh7wOX8VzeF9mrr3m9t+n+frfKEd7qhMVPmcUfNjrVVBcq/Xs9aqS4ruRfqVtQJrrTX7/f7GxkaZF1tbW3lZXL16tSzLK1euPPP0R3d3dg729n+0yL3wxYcf0gRRZu7SO99TvHf/r3OuBUtro3J3R72S4ti2gtAJmdCfLMsazpgSFryInJ6eSsersO0GVdTdvlW3M1wZd8JZX9O//IyguVnI4dF+2wwbY/TsiEgU2TiOvStBxFjL3gNAWVTBBQmwtrF9/d3rj1++/PhHn77+2mubwx6TonkYtDYEcYELNClCDBQhWJBYIEggNJG1wZYQ4c1b+3sTc3xcmHhGKT386MWA87jvR1uQbQqAkxBh2qP+BmwvQl5aW5UUwog/snWZT/ztn96AgCCk1M2gDi1kuonXAojAARSUoK5PUu3+KszIIhChIWJjgSAYsIjhsSzDeHeYpdf3D+4cTX4Cd2S4PjBhCCaNYgEv6KEeAwoaxaK59nBkARYfapS7O3RGqT356i4I6oFqAAjq2RGYfQgLxy4AB4sYEEU0IZ1RUMRhgMpREUyZZXfK8vvXr/344M5BZBYm8mCJSepodzpnZzhTPt1zMnCGwEzL2xYjdV2OjDFVIzhftiLQGZTw0qKve9/pULg0eCxoJJ0DYWYBVK8RYfQhpFHknDNR3drVr3JeP1Id5wBQ5I6IGisZaoN5mpJJ2uW2RFw1/J1wGWTXyKpEBJCh9dgMTgSZERAJ0RgAMEVVEpF3QUS0EtChmOeuqqiW5ISWPYr1pYgMDILi65IaDSAKBFBrgxYLEux2GexdNxVdfVaWNMC6+yNjDBgTWv8HECICjgDA17plQ0SNfR9IgFAT1prLo1kwhowwizQ06Qba8961FGX9P6LGexMNtDxbERDh+hed/CpoE5yVhdTQ3GSJ66yqUbp5jw3ItQSizgJ9KGcZntxicQDYcRTt9nXn3AZqmetSmCgrLKauxE4bMAFgDBJgJe5peUYbHZjeWYFqpV0tTxPseKc2JmK4Qk3BTlfQ/UzL56x8ERZpuBDeB1IQEogsoudQQ4EkEmrIA0iQSaAJx1nV9ulYBURYeJlZ+YFKnNVwtq528b5cze7vVt1cABjr7A3B5ZW09Mxt+XyG7uPZjSgojAgWYWCjUX9g1zduTic6OxBYniYW9r6yhtpCP3gOQbLhoCzLIl+AAFkbp4kSF9VjiSX4yhGR1uhVUURR3PkwS65R98i0lGg0hADOueAYCI2J4zQjhnI6YaHG0zQgMwES1a/q9/tra2v9fp+Zi6LQok27hXZcHUIIJa8wP5c7OLYORu3AT3TcYNFCcFVZ5mVR5vNbx8fj4GZIwcZgiHwVhSpGrnyKSMbYZc6yqq0BDYolYwgiMmSAiOIIiMOIzG6W7STpCJhEiMFNT6rILCzNBYCNRWvArJsghAkZg3GUz+NiATZKoihJ4xBFupRcqLjf283S27dpVrpKkFiEgUWrCUAd7SrcBwIsymxAQw1ZX4yAqZPWxJBRtQ4DW2ONoOE6uKxNGNMCMc9zDVRQO/tlzE4Uqa5msVgsFos8L5Mk6jLHtOtrHnNV5A05DWvfeaI0TdVsY3t7WxF9HTkBvEcQwoM3hA/eCj6gg8v94T7CCIWJ5ejOuz/64Q/eeuetIhQ5hFfeeH1zc3NjYw0Rbx/efuPGu99+4Qf/0/O/cLJ/yGhtkvWi7POf+dyTjz15891bf/D/fJPA3L51qyzLNEmQZT3rO+cqet9mpO+rnbsXn+rBN8b3NF+5fxf04M+ETrZeW1u003prbRzH2i8tFgutArUhnM1m2tJoNolSOru5iG3TGMdxVVWj0agsyzhN2IeNjY35eLKzs/Pf/t3fSpKEmQ9PT5jZroQkPYCDy73awpXkwPZf2yHX3QTLlp7adXe4F0vt7uM5Go10RbfAgnaDrVCwmySxkij44WJ9XTBHi4Bbt24pPqkfYJHPdHPQZh5ZSJjI+BCY5fTkZO/2/kMXLzJz4ao7x8e/9Pkv7N+5My8XaRS7JuKVRZyIA8oBEpbY2EQgRcOABlCMNTamlJI4+8lLb3m6tXVp1wtfeXR3azOFMCtnexsjCGFKCFnad2W4+fPba9lpQDESMIm4D8nWhqtObGysGMsEgsLgITCgAEeoHmVtZjQSLCl5XdORuljyYhEZAgCCESAm8knATSShOEnX0nV8o7xzczJZ3Li2s752YQibUUzWoGNhtoDCjlhDpxrzeiQiCpVaR4aVtLCVukijwCsDzMIcOAgXgRclaYyHQRZ2yEs3Bx/YBye9KjXX88Wf3b7+o6O9w8iE3sBLFIkFNMaQGBQEASfgsSuiOy9Tt21N2//UIiRN0yTJjLW60gGIEZa6RCAiwirXKU/rLXk3kN6ur9pCVu56gsbMCmsiuYnilsbinFtbWyvL0hij2hajqhkXVANfmyB4r3rUKIlDCHlZhhDQWAnLxg876bw649BFF0CYG3RBOZOd8DpCCsuTyMyow91WV0+m3iR14dTuQh0bEuU6EteQGtboGZ5VeAFqmhRqXRdYBNFII+eRWtKEPnjEmtV8hjNsCNFATYsCIWKiFgYURkZm0hkWMjNrrdtgOYxAQit6S0RkIGzdOmprHxDBECB4XtmmhGqCYBtd3rmTqhVCGytVm1kSNXhmfSwMdpRizTtwB+dbJfqJSNvNrVx8lvGe48BzQby791xGuNekXJatIzeiw1oXofYboAir1Ms+1B+0FvPVkr3lbKbNKEckMhqgodnlCMoDXkb5nk31PdMcq6+P2kJofiYwCYAABxYGZomtRWO4Wedk2ZOrvFPMVEt6hSXvRdrE5cf98AOnVpg8S7ojnd9V3t/N5Z71EBFRdyzUYp2ACs0jeu+NTlC8K+ezKkv7htazjGZjDcsIyLotKkRkTIR1LJzGlaCJo3xeAABQBCSstPXmE6ZJioJsOU3TteHIe39ycsI+dPfrFZ1xffE0o6lKvDFGavd3ZOZiUVbOgQ9gNd5PQNiLF4E2SyPLsn6/DwCTyeT09DQyqL2HMrIUTRKRGVcSgniBsIq+NpHpnUIZhSGgCKCUvpwVJiBQr+eSqAgwZfCxAUNo4iiIAa6iHmPn8hEhYfBCAgiMAgYFpSbRplCEqhwaenJrK9q50M8yCRxCFcfxIpS3bh++c3QCHvtJr5/0Hnv6siCYyFAUhaI4uH3rdDZ3wMbGRESRZecR8dLuxZ3hMNrafO3WIYr4Oh8PScwyOApEMNS+RogoJEaDNGq6udWIeCCDEFtrDFhjwVhLYBmjKOp6RZRlqQSV/f39+XyutDc9EQqwaBN+dHiyt7c3mUzW10eaYjSZTELgJEnUzSyEAEBpbEPg6XSmrWMcx86zjkKtpfX1db09heC6M5P329rBB3Ir+RDdXBhjY4IFmRwevvSD73/v+386LheL4OxgIGjefO1nDLixsSbzycuv/uT4zp0L27u+9KGo0jg9PR2/+MKLL7/4UmKSw+O909PT+XxujcnibDIe99IM6H20bf9/oHfCA5h5rvQ/H0DX1yYQtE6/2rMtFossy9Q4T0u0oigUlNY+Rx07tYLs4n51zc3S7/cXi4Xa7vV6vcnpeGNry1dVL82m0ykQXrhwIQgbRKcBQXd9r3t9u3v1Sysi8LuzRs+1VGmfEJYsmDO5ZPc6EfrdW//S7k2yLZSdc2VZtmYYWmtqLdua+n4obi5t2mf7m+Pj49lsZozRYNiWyqs7f2RshRg4MLNwGB+e3o5uPLx9gREef/LqtWtvPf/s009//Nkffufbtt/nIIASAAXBAVaIEWKBmCFWAIxsCYEwIhPbqL++My/htbdO8jy/cnl7//Rwd3eQRn58NFmcnDzxsa3MJMA+jbMEEp+PC/ZxnATAJI0lIkA+OTmJYhMFaxwCgNNMduQAYMUAQEAybZinFpss2MTRdu7yFhlB2AqJcCBwhj1yYqIoMFYhEtPf2DLGvHK8d/14/x0DHMdm0E/BEIBliABJ7/dYi9CDCBOKoRriYG55nrUCtnFo6yqdfETi9ZswuGA8E2JEloEd6IHVtoUUGXS9wYHLf3D91g+O7pwOszzK5mUY2IgKZOSlmsOo9wfeC/VdXsCdq5pwtRASkTTtKeZRa0yCtK1OC6DVQyLAu/3w9OpSIZziOSsqnnpdMHvv0VglQ1W+ms/n29vbDOLLMgRxzvX6/aqqQpAkSZIsQ8SiKJxz3ockSdJeNp1ONaPFAIJwU4Sz9x4B9HSUldOFaYxB0YhOS0SVc42Irx7Zaxen6xERnQ+NktA3VpdIBqFJsa6qCgzVwqqm22SVVTGiunWwECHUTmy1DV3dvXGou04iRA3BpgZEEQSAwEig5qjMbVOCIEAogMLCQYRDEEYJYKxFo8ozhkANyCbggUFH0wxAZC0r0EdnTx+C1Ipf5M5cgJmJLBB2Y72Xpj5wd7OgoDvW36WJyoBoJVKvdi5tyaKtxg9qiO4ubTaor+7dDZ3Y8/s9DayT95C6hnMdPfGM6q2pv00rPkSpE+gsURMT33A2zvBQpTtxxCb9QiAIQBDW0YLmdTQbmSBL92bQfmu6y6oBW4aJCDaHO0Kq80tdZZHYIAAYIkICKw6MiGNhCwap1rKCsGc2xigBlZlNkxJokYSZfdBcVwTAuw703Y1cd8IEatVw74HuyiB21e8Ua23xGXcWkBU2bxMQgG3y+Gg06g8H3vvpdLwoC8s2SZIgzOyZmRowjUHAUABRkn6oXHCVNQkiDJPsdDJGmxii0gfGekYl3ISVsPo8CYegh2swGHjvh8Ph6fj40Ucun5ycqMsiCvz85z9PkuTqU0+enp6++eabN69d1xv/aDTa3FovikKDhuXsfK6GbTH4INYoMwmAg3ceBFMbe/HgwRiNXkfgIA3QlyTJYrGYzWZ5nhMRgCjEx8y6dfb7/TRN+71YA5oFgYzRNFXbyH/V0ljlhswsyAEZQRy7mHBRlYez6ebWQLLs5CR3/f4CDNcWKRQDFYRRHLvxGJIk7mVVWRIY9gHYJ1ESEy3KMrIUG7uYz4exBSsg/M7J6eZgsJ5mXFbrcby21svHx4P+YJiX7NHNyseffGZzODgen7KUKkOaHh8fT3MPgAjGUAjMAgNLc7IjoIcHa088ZH7yxpsYW0ATxBgU75mAGZkxICv71ygRwnNgkdJVIQRrI18uktguyhJsYhAsoAEBxCSKS5dbMsF5liCBkyTZ3tyK4/jOrdve+z/+z98OIcxmM/ahroxZmDnLsv39/Zdeemk4HO7t3dbBpDp8qro9juP5PD85OXnk0kW05saNG0VR6NWlV4Uy8XZ2dmoRo8hKk3KfnuHB3VxWistz32Flbd6/z1TFo96tjTF5nmdZVpalM5iIyGL2ox/+2Vov+Zu//sWC+U9+8IM7p6cMHudzFh6sDYeXdn/y4xf/t3/8j5977vmnnvroE49fXV/feOGHL379619fLBYiEoK8fe3a0eR0Y3tnPJ/FcRqYWsVCVVV6Fh6EQ/7BOsD7wzjnyi+dc5qF0IrlVLrZMYI/064YY6qqiuNYn9nun/pYGxK9JJp8yPMNRe6OTdfzooRwfa2e9NbOV7nHLV+g2yN1acZK4FSGelVVWZbpS/Ky0N+rJ0dbSTw4MfVu1d85kqq7whUe/Ox0UaO2WdJhTVEUKm7U/9TiVbkb7UnRQllhPb22FQbU2BVtBYuiaCeouvBbn5iWEHH3mLK9r3W5o80XhJZ264O3xr788sv1KWgOi3OuLIuLFy/GcRx8Fdsor3JL5H2YnZzcrvhw96GHPnLZiWxsb73+87ef/8yn3/zZq8VkEps4iqKiqkrve71exTyrqixOPAkVOaZJ5Kqt1EZGTKjAJFnWT1L42CefGq3JwXS+uZFUxZTzqjiGC6NLCfami5MFz2zsIqoCxsamIYgPnPSy+fHJfD7PxBqyaZpgglEIhXjHlRfnHNeUXSItpIws6XwsKCyItQ+iN8ZYS0FQgjFGCCoIgTgiikW2Ypt6IoYro5GLiE73X75x06FgEm1k2XocMYjPyziOQpAoophMsSjIIhsITSOtC9aYGo8itYBkRmYbRUgYQHwIQSCwSAjifONKQsIsJGmc5r6qQjBJ4pgdS6/fe2tR/dnrr708OZgNe1OISqAo7XGOGRKjwlASIIAIkljqLeuEDtEAkay1miRkDLV3Db1+1L9XkwaMMb3eYD6fc+N42cv6cRxPp1PdhZQLoGUDh7rXBUSWjvJHRP1yu4Tnuun1Po7jmFBUjdLwLTXP9vjkBAmttWVZqb9Uu+n1klQIp9OpOpwpcUDHFvotTGR1PxeundWVh6mbmD6nsXhBY0xc66pA1R9tpCcZW+91AnGS1IvF+dAYsCOZdtWDoRCCd9xSJBANCFAjbJbabANawIZRG2ZNZsAWv6qZU2jUPI+FIbDqSrvbkQAxQmhHCbUBDxgkCUGWtXUAIGl86pS/Cqp15IC6UhgCArZGFQgSeNlKYR1SRgDMvsOqPEMNbbq1rj4Z9bKTM70ZcxW62rElO4+aSV8Iap/KzHDP3G86g941Xiq25fSv9iNnu4Uu/UYaE5lzRtf3Fv7V6aDALZmQl0el/noBw9n2UZQ/C51smTqBvmNpqlRMESFAbkV+2mQ3PYCp/0S39yNAJmn6SeEaSWaR1gWEJYAE1SmzmMgCCgZCjcuubXP074MgtKmIbY8n8MEzGx4whe+MEvTec9/3NSn33is80oL4ahDUWinpoW6vEIWkvIqQASxiTBgBcdPXKq1dGp0rCaqFKus5Fs4Gg6efflotAW7evPnY44/ms/nNmzcHgwEBbm1tbW1tnZ6MmWU4GEVRpGkzW1tbj1x+6PT0NM/zsixESZgiALWHp4iw1X4WOQSLJo0iDqGsPFSFNcQQfBAkIAKKNCqVlGSovur12B64HWzr/+ooOk2MClfKsvTeCyEJdEG/zr4Ajh0arBhLCIKcc5gUZRZ6Ymxg2tp+6OHtC29de+fShZ3JwV4EPIiy4+Pj7Yc/kuf5/OTE9nrAIYrjKueqLLN+n4IYAl+UCdnxbDoaDmbzMQnuz/LLI4jEuIqtSM+kV3ZHO7uXxSF52RxuFPMDcV4AwYbNjc2rVx6/mJcBwQUWkeA8l86CjDCO88oGXLdmK0sOyoosQZ3RAlwDmCASANvZKekE0YG44INuSwwgATjEZCyA+GChlrzWqT7qduPc9evXiUiJXnfu3HHeRTbSeCKtdDUg+/T09OhoMB6PF4u56m1aLZ8xZjAYKd5y/fr1AKJ+MFVVgdQx01poDod9rfW7BTScZ3L74FDe+13pK3659+/6xuOxLhC9iY5Go8lkYoypSLLI/vkP//xf/PN/Vh4ff+FXfnX38uVEwJQenU/LaqOflvMphMJG0bvX3njn7Te/BrSxtbu1vXt8fLp3+04UUxAO4k/n49fefuvpZ59DHxwjCnmv9ZlphV66KP7LA3rn8j97vV5r8qQh471er23huq1Ie5m14xtqVC4r567tBt9zB35Aq5gHf2zOunK3egfhZaXQajDw/WgR78b0HvwW87469m4EmZ6FqqpUIKcdmm7d2sX1ej0AmM/nyqXXWUYURVmWtU2ackTbvbf9FovFQn+vW3HLF1BktesaWscxN06kXSDFWjIG1N5PRBb54uDgQD9qyzlf2rsDIDdGHuy5KqGqhIobb715cXdHYhOnyWwxNWl89ZmPvfC9P+1bwz4E56I0WVQVEJo0WYTgfLDseoGG4FDAAo8GyQz9j1/5/kef3X3+01dffuOVbGi2dreMx/07N9eGdmv94mJ2EjgSE5flYjCwpz6az/xouH56eBJ5KudFKDxy1LqKoyEEsgwCBrm2A1nKJttEWUCzXMUIIA5A0ERG/e2Z2QMBGWDvDBhDkpAZMu4Y67JexJvv5Is3bt0CgI9ffaoAsEGyOA2hRAQkARZqkmzz4NoVx8xI9dpsjJSbWzbUExMTxKBxBKVwzs5LiFjAuTiO88lCYmvipAgoWd8R/nw8/sPrezdms0mcYtI3hBCAiRg4gFgBYoUbNaO5Fkq11oAdiK92jjDGCKFeTmVZanOiISVpmmrnNptNvOcoTay1ZVlWrlSgr3DFKiG52ZG0wOxi481MEGn5g8AcRVEoCxfEUu3sIuw19DiEQNbooVtbW9vZ2Tk5PZ3NZlqUnp6etpOX0Wi0ubk5nc+m02m7HrPIqrWmMJrIWmN0LOKBjTGEhpmFWqcl5JrbKURRa8upxqG1tjm2zjnnnPqF1lnBABpXXk+CdIBoQE1flqiHaLwIwjKuEBwvlVlS57tBbb+6tFphAWwdrahD8sJasMUk1KZ5NznggHVyQHcCxCwEdRdzFiRrGw2p+0NW3phqoJpPWDu7wgo5hkFIy+OOgJbb9yMJDTxGXaRKER8AYKAzujAJYEytKMM2lRPPJ2cSdFAeaLIiGqX+3Xc4bAlqD8btec+bR9PsnWn8zvZ+tTiwc4jPiG1apnWT3NFtD6XWWXbC87rMyoani032Rn0D1ecTaNaIQKgxdUOkiY6MoC6djfgYWQQUk25cqhCJkGqQTs5irGfZne+JIZxp4Ton5dyYuA+r5OLm6OiFiYiVd34RRMTxUugv6rOKSACaGin1BEIYxIN4Di54FomtzWw8Q6qCMEltBiP1ZQigCTBUx8YCQJN8tbm5ube3x8wIJsuy8Xi8v79vkFRW993vfvfChQtbW1s6KKqqam9vr3JFnufz+VyEuXZYEQBuaQZ1zcrofSXBgwkWyUKwSYyGvFDpKpGAaAUkhGDQtubFOlG21gL7lbNTVZX3HsRaa7X01Jk0GKqHQHeddKWDA7ADNmRyX82KxWZYI4qzpP/040//yq//xs+vv7s+GP7Zd/7o4vbWs88+840//INf//VfH4/HL7zwwrvvvvsLH39+a2Pz7Z+/9dOX/gLyYqOX9qLEoHzqU5/6yc/f3tu7HW/sVPPJ/qI4KX0fo7KqoCqBgIltHCPhaNjPpzNxUwF0HPw8723gcDiKBmLixIUAQBGCYSDnsKrQBRtklNrd4eh4fofQoG1U1CyAzFD7Oijpk1gAScgwSyUhIDAhkJCQEYjJEEMkEEexWs+3k1RVyZdl6ZxL01QD0HQIqkNTFVR47zXr7InHr6ZZPJ1OiFCRKBX7KTyoSMKdmzcKV83nc2NM8M4a47lWEKVpuru7S0TCyySl99XOvS8i6HumOzxIPKC2fN575cEq8RURKUEEf7j/7vj4Np9OfT7NxyeLkxNTlFtpsr5+YbTWu37r5ngy8SB5lFCaBIrvHN46ns+jKO6NesAMFDg4RHj31o1xPmWiQX90fHA0yiLt9LrkvQfceT5cm5Z79d7q+9pmDChw1CJ1Kwuwa0PSxfpWQpNXOswVuG/1XvmBaKLvYTxT38ebZKIORIWt5XUjfb9PC3ofVucHcLu5P1Wy22xrLaus1xY41RGPtnMKiuqZaqMLdb0r0qKjDX2s8siVWcP6+nobJ6g/2p61GuzWPLDFBlV72dJEAcD7qjYhFLDW3rp168aNG865Xi8FgDoaR2oaHhEACxggROIgZW5ciWJObt883d/bvvKR0vus3zs4PH76mWdeffmV4nSeZJlBIsAQguaMiQhZi4HKsrCpubA1WkvsIKIX3nlx82L88U9+ZLhmTAw2ZKfTaqs3PDkeP/7ElSix40Ww6cBBvCjHTFXc21wsFhTs3o3DR4eXismMS5GgJQoYNEBsADVfm/wyfvYcji4iyRJtFoSgGwsTB0aCGFAMCQS0GmrsjYcRoCEzsL3wyCM33rp25+jgwvYWjtYocMKN/QUJNQS5gOAxcJNp5L1Ha7p+AaGNmGiuIlMKxugAplUxdzkhCcUcnA0mtjGTnXrII8NJ/8b05MfXrv1FleYEFKVGIlP5GBEtCCKTMLMVIZZAjEBMgkKrHKsa9jfa8sVxzFjD3bPZLNIcuRpMrov4NE2dc1GStIOM7sbScZrZjQAAIABJREFUDj50dABn0ueWDWEL0+HZRtEYU3qPCGmcGmNCWXFga62mDbTMyShKmHk+n8/n88FglCSJLgEdgi8WC002UjTPGEM2aheOMNqGi+69ZwJrLRnwLoRQMztaS15tR6mB06MoYjJKfYri2PlSBJMkMZFV0ikA2Ciy1laVy/OcoprHjmQaPmSbda6V4erG24FhCWhpNouIDIIdNWh9AM+2LRpaWVtvnCUAdvu6elwt0ABaZyK4sctvxwbQWxkH14/l3K22yc5c/Ydlqc91j7fsGbEtyENzMyAAgHh5vup1xC22IiuNn7A/24IpwZEtnZnydPHT+lGHat2Z5Knlrh6Fzqs+WOPXdnBLFUGr9QQUYbib91lnaTRfk2rnJUFgaoWC9VSuna3UNv7UDAfEAHETrmFBQh3+IIICAYT13ciY2ognAgT0AMgEqEgVIlBD4BQWYKVNC7JUZc4+cAhnHKvufay6X/9eTfW9XFtWj84HLby0q9abKIB2du0VL9KkOYIEBFQzJ8+oiGce3KRYrGWJjaO1JJ0ShRCYg7pX6ctsM7fQS6h2lEFTzebXrl0bDof7+/vr6+uxtU5kNBpxYB/cbDYTkSeffDLLsrIoyqLIej3VUufFXMdUzMEsI01EFbFEREzBB2GJbWwjRBZmJkvrG2vzYlEVjhCAjJLsQWoQqjVrrhlfwXfN5bS88N5PJgtFmXTfqXHd5grs1hyISGxQwAuVIkjogjuYTtfn6720z/nBG3/+yrPPfPKzz/zCn33vu7yoPvXsJ7Ye3thYG/V6KZKsb4ye/uivPfn440eHB0899WsfefjCH37jGxxktLW+Nhp89OknPva5z//z3/ntaT4uKFxbzIaTI7uxs4nYZ0Ewb1y/fmc2McYMkp4RfHK3FycpQ1QZnLC7dny4f3rKxopBIkIO1ksPcWijHlnDMIgGF9P0OvOEhYCCcsBrgbc0+6/y7QVMHVOx8K7KxFr0wIiCzBnQVtZPyJYmchyAlsCL1nmq/NbGTDU/RVHoL9WCRY3UNjc3P/vZz+5c2MrzRdfOJ4TgG+UeACB/Zu/w4Pd///e9Z1cFiHwcx/qHdnZ2rly5AsAh+BC8MlseXMgH79PPcyUM8O7C60E6wzzP20Tv/f394+Pj4XCYJMnhz157+9a7+6/+xccf2aLt/hOX1n0E4vOQT3bWdv/Gr35qd304nz19MD4+Oj19K6/257M7ebkwgpFHInFOyjLMJx+7/JFJOf/JCz+48YUv7Ow+MvbjpJ+5Mm9JR6r1b4l5H4wQ+77ajPd8jvc+SRJjTNv7OeeWMrmVAqIZwClvUPH5NE2VK3i3W8l9Gr+/IqyvawomrcU5ggiwgKlnjbVhNXU2/AeMaH/P9u8D934tK6w948xcVdXXvva1ra2tEMLJycnzzz//xBNPzOfz119//dKlS9vb25PJRKPt9TxqnoreevQ/tSBeQeO7q0b35G68uxpB3Z0oqFBhWZZaAetzosi0QGKa9X/605/euHGj18u0J9QLHhGTJBmO+kTEgRkEQUg8louBcFrl7jB//cUfVlBdfOpJNDCrnI2zv/V3fuuP/v3XZrNZ2svKquxFifMu+DKxESwWlh2JX++NRkOyXERxdPlysnvhsd3taJ6Py2I+m1O+MC+89mru5489+dTMHZhhsj8Ok73TiIw5nWxspLvb2we3j/PjedqLTg6nPYiNRACG0SCQFscWgKCOz61lk4HZB2pwNhIwhAxgmREJhMkEEfGiPh9kxBrPEtgJsAkcoViMKoxY+h7XAWf99e0rT+zt3Xn1Zz+bXLp49cKlLEltQBsEmFDAABokY2srMgSUwD4wMEZxrGfQe6cfWEO6tfuJBMUjV75yTiKT9Qc9mxoHoXDWJgVQbqMDSz++9s6f37554qvDtREmNmGEIAlTZGwFWFoJgCYYBImtgcRgbCUyhnotHxiW7RwSGb1UjDFV8Eo8rqqqyCvt2xtnCUAgZr2o8qoigBpn7mKqbc4B4TJPGI1VgLFFPtV4Ty0vI4NqqAYqpMMzG2kIwQWvRFn9bGVZXr9+vT8YWGuNiVqCUlmW+o0ODg5KV41Go9I5FTvkZdGYsth2fUVRFMc1gR9JJIgOZVr6NDN7X9k4USi+FjSZ2vQS2+9MZC1p+i7X644RAVmaQ92kiAAjoo0jYWRmzyEwGzLU3ZEAm8gRAFTPuGaHkbo7EBFVXQKChLpPlEZppSZGsiSGAsrZ5AIBgXZMgYzdzqt78M+4/ui9RHuKxkRTzqK72IEKpfMmnfdWDLDxg1kmaGpyQ5MFgI3jC6CxERljheshpnfurBHQioJMzsI7KMz23KRvQSBDsKJDkzMoYktK5TNnCM7t0OBu6PG8LECSjpsTNpnjgHCeYUpo1Y7U5ZaoGQxSG2nRGKt02bFI3Sa9xQAJm7wKw7W3IxGGNo0zMgIsEJjJsderFAAocN1vCJBeoyIQ2HvPQX1KEeBDG3s3tLr3siv4oIP2lUzStvoJIixBRKMwSSeKIpp5T8GYwodJWc6qKkmjUZql1hQ+hObCbfTKgjXMJ8tljQhEs9lMmei7OztZlkVRtLm5zSEsFovj42Nr7aOPPnp0ePj2228naaqTJGOM3tzPxav1j2aUeXaq+pwXuQ9uOBxu7WzGaTLxeREqAjBgObAVY23k0bejI9Okg9hmztfeO+vpF4bFYqHbXTuiNsbwebVTGqKKxWIcAEvxxtDElYfTSa+fxtaOjw/fefONixd3v//C964+cdmTe+Od6xXCtVs3J7Pp27du/rUv/8bX/v3v/fjb3/7b//3f++wv/+IPf/yj62+8kfRTT/If/uCbf+Nv/b3f+Ot//f/8N/9i7gtCfmc+2YyTOB6w98MkGWyu92MRhNPxZHttY3v34nw+L/IS0ZSB52V1PJ/nwTlgJALvoIT1BB9Z34r6fSCK8mIgvNMfHhYOAbjek0C0HNUJCwsyoDKtiby4Ury3EmJkQQBk5/q90cOb20deXjsZe+8pjiTU+Xt6o1pbW1MrlyeeeOJXfuVXNjc3v/Wtb7308ktxFKdpaowhsiGE8Xg8Ho/TLNbMekVZicjaWGe0NRG3cmmahcDGmCzLtIZT2Oqxxx7b2dnpiPp4Rdz/4J3MB1P6nQsk3t8hM45jJR4j4te+9rXLly9fvnx5PB4/JcXrf/LH9sbbn1gb4LD36Fq67yVNAbF68rELj+2OisM7O0YevrTGD619Ano4HPzJ62/84Yt/kbtqc/tSmYfTg4OLowGVxVqSzt5+9//4X//3L/7G3/xrX/ry+sZO7VUbQgvIPIg11YeC8t1Lfrair2vdL7MsU4JAa+/cGkUqhhxCmE6n+vz5fD6dTp1zW1tbv/RLv6Sd7YpYbiXV4z5R7ytCsg/8uEluBqSOQqXhQvGqbOM9mr0Hj6r/y/M8te/SFks3T5Xa7u3tfelLXwKAf/fv/t329va77777u7/7ux/72MeY+Rvf+MZ4PE7T9PLlyy+++OKXv/zlo6Oj4XD4zDPPXLp0SbeFPM9bQ8IVUnRXoddt0bXm1ie09M57XaUhuFbXRxbffPPNPM+zLNGXuyrodtHr9RRpN0DMATigr6RYDCwOKjbWTvdu3/x5f3hp2/Z6u7sXr7365kcuPvTl3/wb//Zf/5uqKntpKj6IC8MohtIP4jjM5j3D22tZkor1PluDp65cSeM5+ZON/uavfvaZf/Uf//h3f+dPrl6B/+4rnxulNM3nP3395o9e3nOhZzBfH/D6+s0vf/GLd+7sX9x5yOWumsyHyQ55DaOzNXdTxOhGTaRwpfNBqsp770Mt5GtpxGo4DiBpKL1AQASMCK0RQxKAHQh5ZDECkUEkYBJCCvgIx1U83H44e+f04J2bN13p4kcf3cp66IRUbOGZQ4DgAULXej2EQN6T8n45eGHlWhkyWq6SMYV3rnKZjQZJPByuxcb6KkxB5oBF1ruWl3/8+lsvnR5P0tSNBt652EaCplILGSgRbGoMCQmIE/QC4ASE0YP342X4ZCNjI6IoipMkybKs1+sxgoLGrS90FNn19bW1tbUgoPvJYNgXNGezfAGxNnzqFCew9HA6b59X1wQAYLZobOshJK6az+chBEEyFDFzlETKf2kdBLIsm06no9HIGKvhmVEUHR8fl2WpJOrSVczc7/eLohiPx2sb63rTRDBBWFiiKIrjOPdVS5g3BphRKdahScOLoqg/7BsT5XlelqUgJElGRKWr6RUhhNJVcRwbE6lZq76hMWaZE9nY2tfCHxEBrtV3iELICAaQGx0dIdTSLSARJqXBC0HtWQLKJmuciEE6+i+h5d4teJ9+pN0G6cxuIVhnvXedVVZe2xHOCQA1H6T9PS+L8dUZIlNDO12pPgiVHdqNN9Q3YART0+WsiKjAD1Z6MMHGDOUMU3U1ueHMPVWW5tSrWNNddwsDwB+Sl3KLJEEn6b1he67+OJRGItmAKo0fCSoDrXmVAVRflvMaUtRLiPSvU9N8Yj1qDQgA4EEIIclSiCz7GCWgcAiuNlma58qvDSFotp96CnnvgaX7Re6f0n43i0kx/3PLynOdQc9EqhPeK4r9LPRaX8fm7MeQs7EPAiDEgt2VczasHoi9VN4VwbkgkbGWjFEjIlaQEM4GvocWsw3OgYgWtcaYmzdvVlU1n88lcFUVRVFMp9PFYnF0eKhFG4nooCuKIue52acQOxOVdsOFoiIia6MAgYiytLexu3Pp8kPX3r3ugCEyen8j7WOdQAwtm2iJ+EEdH9xt+e6WZnWz2u9eOxEb7wImlgGCBDI2gJ+V814vjXrxbFGdzsZH0yOI4fFnr9phvMP9C5vb7MFChILjk/Fjjz7xxoXXJdDRwSkyXrr08NNPPnN6fHR0cPjGD3/8mf/6c08/cuXFn7yYRNblxQzHtNmLvGARLq1trF1YJ2tdXgx6fRpPZTInH9JetI7xle2LF7d3KwNBwyyDp6pKWfpgIufFVZVIzrwxHEBxHEJgJKqFrasXpEb1qSY6gDAhE6pTrwFEDsRSzObzYmHjyLvSGKt1uR7w8XgcRdEjjzzy5S9/+dKlSxsbG9euXXvttde0J5zNZlnWVzxHiSWa0TccDp1zit60fi3OuUHWOzo6Uu5KaCp4ddS4cOGCivJh6bJlHjxl7gEzG96Xt+d7kjz1K49Go+9973vf/OY3r1y58sUvfvHq1auPHNy5NiseGa6tbY2AgCN69ebN+XzcGyX9tbR0k9GAetawuEVejsC6RW6n07QqKwzj27fWkt6vffoz60l859bNvdOD4aB/Mpv9/r/9tz976ae/9Xf/3uPPPqWeMZq9e24N/Veq7rt3YEztodKqvK5du7a2tqbXhmq99HGe51qjeO+109NKbjKZIOLly5d/8Rd/sdtFnOtucp8G6cNC/FoTP71NrDwHz/I/5d6f4QFbuA8s/L7/zat1c9Gmq9frbW5uvvjii3Ec3759+4UXXtjb2/sH/+AfXLt2TdVH/X7/4ODgoYce+v73v//JT37y937v977whS986Utf+qf/9J/+w3/4Dy9dunT3H7rbqeXMNtvgfl130HutYoV59dRX3u3v3wnBeb90aWZmQkzTNMuyzgplkEDih7FNQarKhSCz05O3Xn/9o7/wSRHZ3NyczeZXPnL56sc++uarr1kkAc7QpoAoUByfJOAGw3iQxWvr/cn+8VvXDjF94uFLsLubnU6P1gfbX/0f/nopRS+GNYOhmPeyUVkeD0aX8zIK5cHe0aQ3CtN8sSjyJ7Yv+VsTEhAfRGKuOReARAQGgQCkWlYFtTqXRbOsa+keIXhAFEEQCpUFMhQxqmyIhIACWVItDIYAEoJDdIZ8YgaLMM89pubC2sbUFXNXTp3rZwIICRIQIhoSNZ3Grnq2JjdK3XKwq+oD3kAxFUgRPIj0oySOEuuDL33uvLNYkH13MfnR9Zuv7N2e9EeuPzquypEQADjwJUkgYeYIJGNEkSBYIQUWZi9VAK7DcRvUaClG9b52hDLGKAdV57kAIExamQCA5xCCTKfTOI4p0ujc2qIpTVNNGmhpEWrvqRyWsFgEnR0LtxShWj3EZ/bSVnauoB8aa8iKCKotivcKsLeZUovFwpiaKTMYDNTRejqdJklSh6cTWWuLyrUceA61MqkdkLUDL2hUD845QfAuIKImWimhxlqLCMzeewhc9/MMQFDff42JlODdsG+wgyUErWxVVsN1pBqSqVWORoDAtPHuNf1SmzhEqz4uuBx+BVQ/UGEEAg2QBy+1tKht+VQTaOA92r8uWHevOB/B2mZmRf632swvEZ8VBE2fqao8Wu1I6xaZBU370haUrrubNgfinP1NtIFpdKRnPajb6vZMkjhAUCFT02h2Am3O0TPQvbLa7wdwnQ/3df8Z27zFs8BhLaA0SpfFM33VcrNvWbngQQDPNyAXZkWZa/Ff40ljBFinCoihhm/JhwDMiEBkDJKJ6uWaRkmoR8qVBDY1YsvFYobwwW+q7+t+3A2FPAPGvv+arJtqDWc9nfEuXFdqcjUJIou4enbK1hB1olfOdWJo8yGzfj8fj8fj8Ww2M4ia0h6cAxYbxyE4fYvxeOzzPOr1SEQtZ8qyBAhRHBtjnKvaOzx2SBEWjbB4z0Ro4wRITsan03I+nc9aRyxkIkQC5sZUvavmb/Uq3ZVSa1f0szVUjZb/iQ0X68wlzSgVY4QCHBxbC15kUZVsMOtnR3khxBSb4eaot9YPlou9xeXdy7P53DEd3Tq69trPn3nmmeS/sU9euXL73XcnB6efev4Tv/aFL/7xf/qjO+/cvPXqm4tnnn7u8as/fvGHicGQl45zM5Ie2nIyrRxOqYTIGIbqdJzMnDjXj5MkoJlXUeHBGAoiseUgCCaLe5lIUnmEgGAnFIixn2TU7NRMQJrS3pC92+mMkoOZwQcJwgzihZHZGBN8WMzm49PTkEZJkvh87kBafp12bh/72Me+8pWvbGxsvPzyyzs7O6PRaDgcHh4d6i3He9Zbcm2fIyIiGo9mrXWuvv/V4VqA+/v7ykJhkSiKKu80IXA4HNbMFlmqkh6kkbt/73c3Y/M9Q//ujxCuPI7j+PDw8Otf//rR0dHx8fFisfjqV78aDo7MdNaPJQEfDZJ5CMVsGtjHg8Glhy8yVyJ+Np1EBiNDcRkcBypKWczjdGgILgzXPvHRZy6OhsUTT7xz58bN8clhUZ0W7trrb/7zf/bP/sf/5X++evXq0lscoOvUD/+fJjRAYwQCAK+99prin5cuXWodPvQ6KYpCsT499QpXqmlQHMfaJLRLvjuevzsb4K+u5et2d3IP4sY5L5T30fLdy8Pzw2KgdPWxLej3iU98Qpvzhx9++Pnnn19bW3vllVe+9a1vHR0d9Xq9ra0tRfh/+7d/+6tf/eqzzz57cHDw3HPP/c7v/M67776rm6rq+uAeqodznV3hrDfP/QWJ0OTUn56e7u/vtwZm7QvVIrgxWiQRr5oSg5Qmpo8Qk4mS5Gg2j2ez8Xg87I96vd7x5KAM/rnnP3797WvOuZRsHCFUVc9Eu1ce2xjEQxsMVRcv7lza6p0e33nt0L09ubM4KQdbg8FoI0pQ4l7IF+DLKIoc2NPjkn1/MXc729veTzYv7FTeld4RUZ7n1pjgPHFNudd0Z6NgCkglywNijAE07bFVYKRNDxNhDJWxVsACiBcJICRIhAhkWJAQGVytKI4wgW3u9Wx84IrImq2trclkfHB6utEfRAIAdVNtiKwxlkzrlNt6QgqAtTaKoyp439rnAACihzouII3ixMbOuSovCw4wHIzzxU+vvfP63qFPeyGNx0XJUWwXhWMurbjEYGTRh1AEqSqimKwBa4EI1a0hMKJbBvF1ZrVtGgERgSFV7NepeiiLxeLWrVsi4oLKEDJm9sKRTdR+Vpu9OM26iSNxHAvXhOHSOV9Wauqpb9tMkIl5af6nlK4QAogkcWyMATIIRkQqcTqyVILDbLYoyzJOEu99mkbqK9O6D9g4UypEURTTo6PG43re7/edc8xBq+gW8a7D+kKQGqATtQBVQ9Fer5dl2XQ615sv1AHxGNnIcyjL0lXBxlGjso403KvGmZ1vF6wBdK11SodcxiIq1CUTt4RJEgnKhRRRKqlWeEZWc+OaSAiCZc75PTq6e/x+iWB12IJ38fDveuE9NtJ74mFdqVcTfF+/j8iZN2yeKVj3NO0dKpIm7f3cv94wYallODbHucnrQ1z54BoJf/9WZMV65O4nG+64fTaAXWOQCqKAaMe0zLcmO5ruoBTqiGrqZnM4cCV8cIljLl++otQ8o89kVZMBCVNtYCUIrEQ0fY4DvXUphxsYwQN4ALRIek0hENS9pDeEJOiDjR2hWBC3KPLpFAAEQhAgFBQNuBMjtv3K0oWL61829qMdOXSnc2t2hA76KRA639hKe5qbnqvRqQkIKSZZL2/CVvNg6czN2yAhoYhwYAQwKDZIySaIRbBEYgSDMICgQQAMwg4gsokvXTELMojWi2o3SmaLWWGIiZiDpQiqMgWdxIgjneIgAsEiT+OYy9KBlLVjD4ABsOjRY0QkwMBAYLNUd8v68jUGANkHcMGAYD0D0M9VzwoqU9UbioYHea4mlYzFIBlEjaMBEiFxRpglskYQgjDKsouztMxjMUg2TpQnVltL1ftXbURmjIGlocuylJ8Rcd8EWaBIZBgFg9jpDGcLHA62+8eL6z/76f7ejSkX/+H//o/TMk/23KVLlwRgNptVs8V3/+g7a9nwqcefevvtt779n/6oFOA4OZ4XH//c5x77+MdxUtr1UXl8Kx4NxuWsSuR2wu+YsgDb68VFWb6xtzcDz0lcSniM4cKFC1k/RStVhu8czPf3TxeVAxsFZiJKI0wsJZYjFIOwVRCmWcJ+k/y8qkwSL5xwnZQUUTMsLUkAJKGUXRVMdFwUXuKYMcrnkUQVUTFIDqP5W+DdoG9ikwkXnq0QAZKID9WvfvpTv/mbv1mVxX/4nX/51ls///t//+8PI1NNp2kU2zjKXanxmnm58OySLJ5MJuy9tVYjbX1VCgMSCWMIwVlaFHMXquBFNYEoJAGEYWfrQmwT731RFEmSMLuVZubB4axzrRHhgW1gzvmlAAcha0IILGKTOATnnCMAg/YP/uAbf/rd70QiWRS//cpPv/67/2rz0SRbp4glSdYw7R/M5z+9cVuy5OLa6DLTxkmRem+y4bGrYNCLpbc3lzs2O9nYzkPYcPnVzfhydXv98GYvTq7ujqqPPHyrkn/9Z3/6NkzePTxJf/tf/pN/8k+yft85B4ZUdXlO83OW//8gP+0UnJqQpZUj2VbeWikqZagtyrWZj6JEHeHG4+kLL7x4587+pz/9aWU3aeK5ilu0A0RE71nxYWOMMdFiUayvb7a2n20Kn765RmVonIB6zfd6vdls1jqtw186+m/lcegcz+4QoovvYStUuDcgeZ/79YNPFd+zOVxNiDqrCNDHn/nMZwDgySeffPLJJ4no0qVL/+gf/aNbt2798i//8quvvnp6evrMM8+88sorX/nKVz7xiU9885vffO655954442XXnqp1+utEI4e8JO8z4aWvOcoihDh5Gjy+s/eGg3WyrJM48QVJShXkv0wS4kDIJ5GHlnWHW+Pqx6kSVkaY8oYo17SP56uvXlns0wefv65fL1XbCWvnuaf+5UvvPTqq3d+9nJSFoNq8czu/8vcmzVJdlxngmdxv0ssuVdmVREFFEBABAFR3S2Koo2629QvPSNNj8z0wDf9O5nNyGyeuq1HMlHL6IGmoQCQmgFBEBQXbAWgtlwjI+Iu7uecefAbN25mZRWqSEDNfCjLyi1u3MX9nPNt+9965eWbk0lpdnzvs/lidvST96YHG9dv3tzcgdNZdu/o7p33z/yD93YOtncO9vJJQVzO5/OqWv5P//7G8ry+99nxw7szX8D1LRdmRy9sXdsYHdTnp7kSGCmb2BLRMkMGcoKoAELs0tOEKelVNUaMiOidiogGTXRKRSaiuW2hASmh9a2vRkAhUEr+f8oIubV5aEdmoVBftZuxNVW2OPG+WdQPzpZSbOTjqRHG5ggFMyZGQeeTLSiIoQEjIWJoIgB5lxNrmv055wjRXFH6zJyrM6kLOTqejbJRW/s7c/0/P3j/R17v3dxpG5sSb2aj+ex8Ns5T+ZAFgBYAGMm1SasEatKirvKKCXIVBRAAIRAkXTkKEmK0FjkluQGjmpkSmLpkF9LGFEvg0ugZkvVubOfzuOaPnZykQSQAyIA617v2G1LHJoyiFqOay3zmHKOJSIxoIXDukCiokgE7j8htDKGV3GkMkQEZXYxK7JHEDI0YHZsqebds6mR+u1HmzHx6du4RhVhjNDTvXFPVogBMaGJgSBg1IjgJGk1Ss4qIolr43JNHb4Q0Oz6xxFwNrWNW8gqGhN77uBRT9N7nWd5GUTVRXaVBWIzifW6IsQswZO8ZEcU0z/O2iV0OnGrmXQBTVGYGArUOdnQuwVHJSyB22i7riljnXCqcyVKcn649sCzZudiQyrnehi4MkrSvrBX7zHAdqMMSl3CtweskgjTsOOTStghGtjZfvojmAfV2soaDY7PB11c6RTAD1uSbCkxGFNoGPIERKwy7oESItVX4+8pWAwBRQd2TR2i//vzPHp3G9VQQ62MWurOzBlUunqAuqaPXdFrXw/ag00AiBo8inojYSWXXWNZw1mer5IXeuqbDOLt8AgNed96wgrDMNOW0m6CQIkjKJE+WFn2/jkQGAmvo7AuajF9JXHmUz0nd3aJwMXIUAGJsE7seAGJSiq6o26oK2n0rtTFqw04TrJfjdlMIY2AANaRo2ko0dj7LyDnViMxAtDp1SaDSuaCCpdw/hM5nCQmT+QsaoYjQIH8vmcaYmamkPhmH7CfT3gkHDcR6fPICVnkJt+xShrETiiTSAvRyYLyQBr+6iFclnaxOyBPM0HuLV7vTcaCzAAAgAElEQVQoFI4xekTn3OnxSXN6vJA6m4ya0Izb/OO7nxpAOR6Bg6Ozo//6f/3XpLNazhchhh//9L2o8fbt25ubmxv7k5PF+YeffNiEBswYebGojk9O97avtQAuy4qiWMznJg2rHhwcjHxO0UAFg1jVLo/PTkNF4DQZJYNtsbu2s0Ge23bZupKy3DnvnZOmUtUrLObXb1MNOx2AgqSlBw3QxCQSWOaAHQUEVpiUk3k1J2QzQOCXf+uVra2tv/g//vd33nlnMpnO5nOfF+SdNG3btqPxqGkaAE0tt4j0cZTpIjGzDuJK67pOzg2pSeiH971Kp//WM6nvngame5qW73FUTwQcBAmChqigRDQdj99+++0///M/jzHu7+wuz+eAeHJy8vDg+oafjLP8/mw2Kvijw+PTKlBebG/tEJGAssO2WRJZbCvDCRDOl4sYY+EzbNvt8bh0jtoqtk0gnUc8PF/WdZ08GObzedu2WVEMW7UrToU9Sch95RPRux/18rmea9c3YKmowi4tSi9ZsySad5o613WdAMlEAk93SGr2Orc6M2Y+PDz03ldVde3ateS+2+cOt207mUySZU7q69J4u9ed9t5CT9MdfQE2nk9xJp/c8v0mfHR0mKJIn2dZ9tJLL7322msxxlu3bqWH8fnnn8/zfD6fb29vf+tb33rllVcODg6++93vbm9vD4G+L+ljRVSDO3fuHB4eAmieLBnNVjptTKLijhtikjwlmDn33jlSMQvtuMxR5ezkmD/7dHfr5c3JuPXu9PTk9ldf/Ojtt8jB11/5rd99/ta10aiZzU2lDi0CNVWQ+6fzs/nka/ubxXTvpe1lWHx29NnDj+6fHB5t7m3vXNsrimK6PVWFZip7O3vNyxLbduPm6OSTw91rOxDbpqq8YkZsCopIxGAoBrUKBkFRmoybpglNQATHjI4c5ACg0NCK4q6WqGPpQetEaLCSuA9n549KUbznAotc25LRgNt5Xdd1g74txgYemRRpvb4ZGCpC1wIlAciqVOyUmcmTSSNkhMDowTmgMeVeqQly77NPq4cnMs4mO9sh5zAPi7AgxxfdK3RdI4IiIBnDhcwwRutKEgYQpX78TjasoQnMyEDBrtj0h5/g1ROQrni5uPLb0MKRcLim9XOT1R4HaR0DkCBJ+td5WKxUFR2slzKEl8ulJy4nU+fccXVcVdXGxsZ4XJqh6aKVyETO+bhC+VpNsnZLQSaple2DNGOMy2WtqqPRKJlgnZ6eJp28mS3aOB6PmXlRLTtXT9W2baNeDnJjZtUUhs2rLTshVSYiatFW/XBakM2gd4cyE1sp3JKlQE88RKTL/tsDhuFgAoWAn7M3PdbXyn5jFtNBuIU95tDsEQHWo/uCu7L4eJIA+hmPMz0tMGDWgj7iGW3rT1Ymmtar9TCtEqkssGFFtZ4u42Wz1avEZz1CaH04yCq3Y3iLrKSAK44yphyA/gySAXbSR0tjj1aFAEFUJZihR1CTC0tDh8PaVbfe5zBdnwl5eBSvSFwJootNDyIZ+HHRSZntglDQOpZFTPzn9BA659SATAVA1tYpDInykbxSEQShVj1v293Su6Ik52ITzAEamWhiXesK5U2M51TumVl6uW6MbUrWDVO6Rlz7uEZIaQFgF4SSButGNEkWDewRX74LLjUDJEH7onM1HrrQ9RE9g2zG7GrMI4UT2spQWBMVp+NMQu6zqlowwTQbmWEbLZBR4Qxg2Tac+azMT6sFM0u99HlRlJPjxdkPfvT//fhnP62bpRMoNyanizPPjkB9qw6gmEyXZo3oZFw+9/xL11I2LtGeUwCo6tqIc3Kb48lzBzcODKIaIMfQWGjH3u1Mi4wguMyBGbNzLs9zXNZmRszp1uqfmpQumojqBCYg0WK0CKgJE2QCNvMAOUIwQEAPdh5CkZcxRjNxzn300Ucm+tGHHz9/+0UCCCHsXtv33kPTGsKyrj2zScfc67w3Vis+I/YZxGnTSmbWZsbshpY/Ozs7+/v7ab9JmxwzPmWqylM+j79O3kPPdSEiNYsxGhkzn5+f//Vf//XZ2dnW5ub5Yh5j+OqLL45Ho//25jvf/NrXN6Dyotul/vJksQS3bGy8uVOFmIVgGYXYFONCCGuBRdPOZjM0KDxtZPnB5nRMaLFtVWM2msV45/6DRTU3UzYsy7Kndw47tC9ECbaWEA868MTDHGZtr/b1DnhPhkmpVUtCTTNLkuDUm1VVVRRF27YJ38uy7ODgYG9vbzwe37p16+OPP/67v/u709PTZNhwcnLy7rvvbm5u7u/vV1WVPPG+//3vv/DCC88//3yWZcvlcj6fJ1eDtm17k0n4Ms08n14K+LmUzl8BBPtixX6p3059dQJOE1ycLLvMLIXxmNkf//Eft227tbX1zW9+89atWymw4QsMFby6RKHu308//XS5nJdlORiMxiQUnEwmXV4oIxmRCpu6ZCih0YHVbTMtN00w1IuT+59tvXhjslnOFB8cPfj6669++uOvlmcnv3X79t54FM9mGUDVVnVsLUY2ixKXZ8vj5nxje2O6sznaKF698QrcfuXw/Oje0f33PnxnY2dra3dnPJnko/FkZzuFm382+/RkdvK1V27DWQSJ1mIQ9a5ERjVqEBjJF94XTEhH0gAa5j7zzOTAVKNoFGSPyBSlc2PWzg5g2LGnk4OIYNTlFQICyDqtF8Qxe7I8+gkRkZtXbVUtzo0mxYRLVkIFiwa9drqbo3Z1B2G3sAAyMXPbWtM0EqMwcpH75IRZ2RSycTEdsXsxutc5Pzy+//C85bxEYlNwuQd7VFS1Qk4I+kEldft7jgAsfWb0Omytq4iwSwmXQc+Ln+fB3g+wHr11VdX3iTLDv4PdpE87N5dkkGai0huJpyqFiJiYSJgZrdv6kKy32YxNW80XnYumoyL3yc+IiQA5LzKMLKseryNMkVOwDnmTThyR1tj0eIYQU7GUFv+Upruzs6Oq3lPS4yChahSxzhQHTFXtgvsXpgQUZERCFVzVXV1zi0NjjuG4/dL+OBjia2/O2NunX1h8Hqswu9rN5EtbZC6SM76AXXPF+FuPGXTghNIZYD4eYXKPTm6eKZf2ad4try/PFbXO8LUZMElX19U7IqJS/9fWWoau69P1+3yMnrJ37zG4EutbHxWtlI+ALulGDdQMENwq8hv7AHcwNFADFIshMCCYgJolM1BA5ykwm5qpUQokWTcoBPjETs/oWXfWS8t019X04sY+oHLV7mpXoncK0a4bSc8PIoIwMA8chxRseFfZoN9mTVEgaMiRYmXxNFTLooQy56Kw0GJy201VHQCiKYJQd2xsJKCQ5LegZitrXrOM2FbdniX2MwAgMA7a6eHI7RHcczVOfGzB3TG7BmsN8zou89Ki03UOj8QwPlq1f878G1N6CRiCgB0eHl7fvXbr5lfKsjw5O64khKVMXVYTBRFilthKEDIHIOgcEAqBIxCwWhpptW3qMbuz08O2qUd5MfHl5shtEYHLz6LUzdJJvbOxMSrLklyOvJg/VNVl07B3DQhkbrq7nU8mISoAoYHTyBKgrUmlyAqTtkYQEXauVzwmjJxAV/c1rUasYqgRTUzERMAQjVQZiU09WAYQQuvAZQZVrLdH2zFGRTDCt/75hx9++OF0c8MRJ0vGqq5T7e69FzNGEsRed05IK4qHDhuI9JWqqlKUc5rTJ7mCiFy/fv369evdbyHGGIm6JvbXYXh+Lpr3ZM3eenajiv1IT1U0MHsA+N73vvfd7353MtlIhz2ZTF566aXDw8N7PP0U8n/88Y+2y3L04OSTwxMZbcVq6ctpCxAyrskaEw4SReqM7z04mi2rvPCk8tzezm5ZOmk0NNEERuM2yv3T4zYqIbLZzZs3y7IMIr3I7YtKCu1xvL6s6VmdQ2Jn3+mlEW+fu508e2KMm5ubzHx2dtaDcs654+Pjl1566etf/3qWZUdHR2a2t7e3sbEhIjdu3Lh9+/Y777yTMhvM7P79+x988MF0Oh2NRi+//HLTNG+88cYPfvCDr3/966+99tqrr77aZ0JciaoNPZy+JKzvce1lf6KeEhV8evnfr1/lDBHdlJ+ZXDHS0fZGu+kBTGHTAFBVVUrqe/755/v7ZOjh+cV+rGYNAAD37n2Wbp4EMqt2UdR5nk8mk87+l4nNUNSBeUIE1Sa4zHlUssDgWwmyPK+OH25On8vYVaHZuvaV//m//C/Hb7+9v7GlJyfctHnhK41BJENXInvkpSy1keNfPDjme/s3D/a+ci3f8NfGO9de2j+bHX92dP/Tn39Eud/Z293e3Z1sTIuiaNpqMhlRUdQfPwx1U+KI0IMZozfvjJ2otmIiahKrjMbjcjwaj7MCJbbLqlkuwACNqPPhjiKiChKBeI1T9dh+N3nBvrGiNfMtQaWiDtETFyrjPDtp4qKpF02VxSwiCpIBGTKArqwYCAFQTROFUgDAMZFzzvu8bWOIahjaSFFBNGbOj/zIk2uIn//Kc79/cOPeT99bHD5cqFieR4aowI84l+O6AbgwczdDQTeEMng1U+6U3iCCYECCIGiG4ORp7/wu+d3WnK9Hk2AudX3DEXNf26yzOrslkQyB0KWsdiJSMOtYDOhc3jRNWzcSW86ytmk8cZkXGbuMKYSujiLCRNtar6hEDtH5DBFjbBK3U0RCjCEEIiqKnKjjujMzqoQQZrMZMwfgqqoAoByNUlQyMSMiQddM2yCXIr0zTgMDSh4KXVxFn4QRTK4MuEa0JDpLHiqr2HddiWh44Df5qKNC0k/RY67Xl0uR6D26nh3W6+tevHRDd7nz3Ylav1+7pGt7zN90jyPEfxkafbyYItiL+GjtBKjWxaSvgD7r7FCHtmbUBddrX5rr4IzYpb565Ys26PYU18rC7m40IwQ1WoX5dUHfCesHTbF1BmBdQ4YrZBKQiB2m4BA0BkNAZgbnvPcxqCikR8uSxP3yFYTHtYL41DXoo2tK1+/hZQyw89tIu2lTAxEOwHFEJEB2OLTG7lf8gikkzdHAkwgFqdNDKwAJUmVGoT2XwLmnvHDLShDIgBCYE50SlECS5Q0AGbSgnILbERnTNmQEoCK0Un6qWQ+KSiINrhmV0EkW17c7rXFwG5CbL7Zq/XStLxadc/2r4AUyLfQayM51+KKH55Dy+jisL+XHp+46nUIxQ4Cz81nGzu3sTMqRc7SolkenJ1ILbzhVBFVf5Gamauw9gvlRiQYhNo4R0RFaUeZFEDXanGyOMn9ja3eCPgeo2uaT09M61su22jw/u5aVu1mx6QuwChEjW5bRkvFhvTyZzezEIXhEdMQ5YWbiRB1IRpjFtmYMrve1MyS0y8MJNQQwUlQB1eRyZmppyIAKCqRUejfJfDBTsAyg8EVd10GFCKJKmRcuz5rQgs++9e3f/zf/5t+98eabLvMoUlWVyzIgTkP33iB+va+swnD7q5w8PIaDw/SLN2/e3NnZSbVmagg1xZF8ESTPZ+r3rk6EV0OgRJFIeWXOucVi8Zd/+Zfn5+fjcoSg46L03n/w8UeH9x98/ff+8O7Rg5+dLLbbUDZt5DwbjUs3uvtw9gmUwhZR2ZeIznlfO3fn6LCOsRiN42L+wisHIwSqakZrwSjnNujRYhZMEPyE/f7+PvRpbI8Jsr+SZPG5H72NQf9krfnkg1zgPik4z4veYm6Vmk0JmUkecVtbW32QVOoA27Y9OTn52c9+Np/Pk6nd5ubmc889d+3aNe99wu7m8/kHH3w0mUxCkDt3Pn377XdE5ODgxsOHD9988wfXr98sy/G77767WCxu3bq1u7u7XC6do+Fo/wkmn8/s4fkU3NHH/fcJo9tncvX8whmefUvc++UkMEFEkqFuL59u2zalt8cYq6oqy/JLbflg7Tgal8vlxx9/nOra/g5Mq7r33mfdvSqhwRgpikcuvOPATWgcmPOZNpWhgAE27vz+vWs39yajsYo7PH54+/bz0/OZ3T+iVraKsolL0aAgiMyRPPpSyriob40OGm1PPjg8/Oj+9vXtzes7buxGm8VX9164ffDcWT2/f/Lw/Yc/G22MdnZ2jhZHL+zdgLqZHZ9AFAfkiA1cKxZAmqjCjN5z6Z1ze7uTsijK0QSYoGry41NVba2GqLza5EkxqIhoTt0IfbDo9UUmrlwHO8wMAIwsijFgScmNI4yzbBY1SDuvq6wta40GBMg9Nw8BKGWyk5GiGXR0fYfO5XmehxCWi4VCXKqaCRq4kihzR4vFvfPmjHO3e/3Fvet3ZsugMagGQyBkfPrrboEuVadKHb0r1RggqEIQCSKYEDihp+EHDhGqIfPzEq/B8ELxhgOF8/pxRuiXsq7SQBAz1RYAmJ11cxP2zqlG00jMk9F4NBq1bauxRcQQBbBg5qR7FwNk5z2F0FVcsiLSmxkRJ6pFP5VLy2z6g9PplJmNMHnDFEUxX8yTPUyU6JzzniXxolXMunFev84bCBEQAypGQtXk642gmOgARAQRDS/TXlYfhpgUHNbJI9ewxGXXlX+19e1feTmFAd7QwR56oaH9XGl9yvC8um14bH1jz/AO+y/yqtN4NLjgQiqDaCoqu8SN1PKhwMBal/pMI2KAlDSTmAeJIP6YdL8n0vD638KVKdAqXG7V81jnb7V+hvsjJKQuLxfNAhiopaIXmFmFBEDNaNU50MAmJ73W+gwYAUiqpfHZ77C1a5lddJgYYlbDtocIEC11LysetpBJC7BytE+qOOc9EZGtGLbYUS85Ld+IncsMobFrMJrKw8U8J2xEUy4kKjASakpWMcEOfSUAMiMGBAMTMASNYIaiCGCxxRSliOjIdOXKioN1Qbs9SXUN4RLAehbAg5bvwnie1lalzGnE6Jm5aar+Tut/a2UtpppEyoOu7zGFPj6hMbAuUqaDTF2RH5+fnc9nm9ONg4OD3d3dyWg8n88/PD8s8rxpGqeZIiQbzLhsvPchNiY6GhWJkAYmPsrmxvb+3p61MVN3fjY7rOvj2Zl40NIvHJ63y1YUiPNympkDgAhCjMJYSbh3cjSvGgV2yKbKoBs+29/cHHnWtiljg2Vh0wyBzIyRwLk2xsEgDQCo07+v4PQ0LRcgXdV/BDbJy50NbQ0Ce59UBKadoY6ZzzOJdnj0IDbtztvXmjb+vz96u6oqAOQB3atv19NZ5UTQ7Lim1ucxVFXV72dp30ht3o0bN0ajUTI6G6QqfT5x93O/9bn+nE/4+eEXk9BFNarFMitN9f1f/OK9995LW2xoWlX42tdfffOf3mDmYmvjn374hk1HlcN8MnKUNa04P/rFJ/f5PPusgK2M9rd2ytJvl7tHVbx/vhTmKJYR7+9sk0QIQgqCFkDPNdybnS0xV/Qb0/G1a9eGMpUEgzxqbvkrMevoEkLeo3x90loqBRKmd3Z2lrqCFL1YVVXSbZ6dndV1fXh4mPzlUnrH/v6+936xWMQY9/b2ptNpVVVnZ2fp38VikdLknHO3b9/e2dn55S9/mUJB27b9xS9+cevWra2trZ///Oe//OUvX3jhhe9///v/8i//8txzz/3BH/zB7/zO78TYPnkH/DWBvl/5t56JbvrlsTof/YNJm5dmBwn9S5rMvs9P303yv57/mSzpv9Sur2cLL5fL+/fvp2PLMmdGXfyaWU80JSI0ZERnQGoMyASMFqplOR6bgUNFs9DWs3ufVff3N1+5gWV5fHa84WFnd7u+c3eCqDGSCoCJxrYNQTPO2JEfeQ5VKMjf2vpKsGZ2vLh/9pkbOxy5yd5osrdxbWPn2gs7S2mOTg7vf/SZm7qdcjucLpcn504ZBVQUPSAyssvK3I3Ho42NcrpB5QiKRMvxAAi8oKrWU2rbNie3Gv87YYwGyUKxl7IPOhlQ1W5ObivX887/ABHVMTE7UBAKFUFe+LaRRbus66JWiQACEAWQrGO59Gtdmq8Dg5qIEGuCm5aLhTbBMtZE/GsazZr7ob5P8ahp4MxlRAWQQ4qqys5lucbWLjN+sGcF2sUyKVK8NGRnM7SuUk1YnxAIgYDpmv55oUgeTsbtonHAelUfNIRXstzVFPGqNpIG1gMAqiCmXZXYudklr1F2zlVVlTmfHpYic45AQhSRGNu6XlZVkzIAnKOoWtd1Il31lUrn6udTBK6l/HfvfVEUZhZCy8wp7i+J+tLIptSUBIl5lrcxpLT0Hq1JqjtZDWLzwvUuOE41IgkYIlnbivVDBUPilRswwmMM5JPp5UXb7d6H1sTUtPfS639GnxTZ8Jvc8q3gvs6gZND9rbRjqy7GPgfo6+KOHi04niwNt1/lmK+Wug5Z1GswUJO3SlI8IVjHeIZunJ+MGjsuniGgmg0aP+wT0S++HK6VxLqmh/bU7xQ7DWSoK5Eb9PD0hVn24HRfeLi155YZmqaXQ8cOvJlI20YVUBuMJyj5yACa4qXG7xmc8Dp+Zv/uVs1b/wAktmR6fugi1kpI6x6wz/0woy7LsfsvEjokT0yAvcBRwQCBjcyEjLrrw2iE0VBVjs7PncgyhqiQbHcZMUiENN0ZNOak5nw6gQpiaOYAHQKBTcoSsVtWDDUNgWQl8ev8HhIKB4YKhqi9FU9y1rowEMJhfGfvjMrM3rs0kUo+EF0riNTNnwBSBdCf1WH06jNh3f2dlPo96fBJ9LkPbTxbzOWe5nmee7e1tXXDaV03pq1ncOyixaaqS+c8UY6+1VoXNXnazPLJZPLcxlijLefn1flSg4GYKkieV2ySuwZAm/a4bcu6no7jTlAAjW0AxdC0nng6GrPLoiAAahshRu9z5zJCFIzk2JwDdrYyU7aLhAkzS16yAESWUldAwcRUEdOYIEWgOueKovBRAhIY1bEtiiKqqEZgOj47PT09RQMi/uEPf/iTn/ykiSGaqmHui7ptHCAR9JP4pFC4oP5K7uNmZjafz1PX17d2IpLn+d7eXqrzeqGaqj7e2fkL6PqeBusb+F2lLcpSI42Id+/e/Zu/+ZskVPPsAODf/8f/+Pu/93tvvvmD/f3rZ8cPQjPPCq6lPqlmRTbVCBl6U/fxvP7srJp63F5I6UY3mnzRNId1q5y3rdzY3p2UE5XazIJqQ1YZzERPmgbyggC2xtu7u7sJWOur9uRv+evvZR1Hd9Xg9Q9pKixgkI2ZmLpvv/1O0zQ7Ozt7e3uz2Ww+n5+fnyNicte8c+fObDbb2NggovF4/O1vf3s8HqdiaDqdnp6ezmazPM8Xi0XTNKenp6p6eHi4sbGR5tlf/epX27b96KOPptPpq6++enx8/MEHH2xsbPzt3/7tu+++OxqNnHOHh4ff//73r1+/vre38wTs918T6/tcSs6vZoD5xfZ+qThOlzLdSKmsTA1eusOTa0vTNHme93za1G592fVZOoCTk5Ojo6NLCSUpRqMoil4qTESeHYlJ3UaNDOCIozaxbka+BAB0KNI2s/bh++8/d+u1zVEZZDQPYX9jE7Z3rIntYu4Yc8+OjSll65lzGVq7Mdlkxia0JrqVbUUMaYQRDpvTxTGWNNmdTve2pje3bu/fashyv9WePwhnYYKZY5+VIwEuxiO/uQFbmzAZQ54BEqgCAYhCqKFt4XxRn5/VzVJDBEdmgNpPPxkRVeJKSbsmzHdVTkoB7HhEq7A7NEfkDAzMo02zvIZQMgZpGonQ1DUGQVLDqgmrRkgTkgXa/RkyFSCIErFhl2VZlucFxCYACIKatSFUbXWnmn9muiQfzg7z8Z5IAFJDRgYgE6TLXd/FngERjVbkVbqQuU2gspprd2PsxEMFoM4hxF+B4w1jITuXxCuUqENewKNAFgyMFfppJnb8saH+eT1DCTHaOpUkkVUACUGjiEjIwcwhECHlXqPU9RLZe5dleVk1bb1YOp8npAQRPWcdIrdyRknba57n0+lURB48eKAq8/k8OTm3bZse542NjcViEWM7Hk+DxBgjuc4MosvHG/A4cp9ZijVkNsPoYwwd9y20oqCqYGBszBdob2vmf2+CmsopIkwkr6EXSTpRqdUczt4REUA7muhjmDhfyGrzZS9ZuPL2vHT0vYH9useDq7UY7imNxX/l9fQJf5auej/dM9MHtSN6Yk3K0BUwni6vrvw24GLjB2qXM4/MgLrBRt/y0Yr4Bwk6wk5o1WdEDPO+e1FcH9kmYGyrEAwZRB0iICAyArLPURkRsVHV0AIltvfFHiA1PgPH2KffqJ4wPl8vPTpIqrXBkAAAqRsVDPlvqekbeqZ3Pa0o+HWH2y9+ZDQUzRqxaYxgszY4gJCyU0AZyTFLUwOjAjBgBCMwMiNDEAFRNGHAjLBkV3rnmKajcTICQUQBEdOoamZBuiI+isUYg0oUay1GBcIUwkiXOpMrZhkr5qr33nsHACnXixk7VhJxv9zoJQOuVejQpZt6aFR7xdWx9cBh1ZmTkNZ1szkeqVkVYzuf8YI2JtMsy27sXjs5Os6Vlsul1CHzPvdFCEHbmhm3RpPM+Sx3yXHu3vGhqs4WS495jJHRNRK5LFuNTdAAmrFrtVnW7bKJu1HZc4EZGeVAG8WI9vaNnYELomjmgTJEtuhUaTJxYR6IF6qtSHqbHXPSAC95EaGi+RSza8kMFFEAFdCQxTSIRdEgEkCrGNllIhIlGplbccBALcuyyWRy9/59RNjY3jqZncty6TLfN2kikkBXM5MV8S/RI9OGlFw90pS0d0JL5WZKeLskgn3yWv1olf+oLdtTLp5PowMcftK27Z07d/7hH/4h7bLVYrm5uflnf/Zn77333tnZ2csvv/zLn/xoXFCIdZbzcr7I/Wgy2QzL2II7dygSl+yPl6LN7K6UZPVMLDofGtndu86+EImBWcG1xI3Pa9+2zjufeygmo2lnXpISnBD6qv3qceCzMEF66UsKVZ/P58vlMoSwXC6T1itpwNIrqmpZlsfHx6enp3fv3gWA0WiU53lyamHmX/ziFycnJ713yNbWVoJ2J5NJahRTi1jXNRG98cYbZ2dn29vbWZb9/Oc/r/8ncmEAACAASURBVOt6PB6XZfnaa6+dnJwcHh5ubm6enJw0TbO1tbVcLj/99NMsy15//fWdnZ3r16+nBNEvtuV7+urhN9Or83Pv9t4ZNdkzJsS4x/EStpDnuQwUpLELZfkS3VySSyEA3Lt37+joqINQnEvwcmKEFEVBREnpF6OCgUUJbStozOyLwjuq5gtwWWwayrxDRObl4eHyk3t8bcoFtqKLDCZ7O9XRUVZk2jSZ42lZjEvPDUtEY1Kzpm299+RcBtBK48nnPlezsGxjI3Henp4187sn463peDrJRnm8f9w+qLjlrelOHjxlI18U4Ak8gUWQAMLgAAhhMbcQwryqz2f12XmYV161zDOKq4S4zhgLETkOnecHfQgRdYiKXRHaYWoSG0Yu2ZdeMgNHUKfNmc0QokEbJMVkg6mAknaWi6hsnNBE0BgJnfe+LEoMUIdq3rSc5c7nDdOHZ0c/Pn4o2XjE01f3DvKMKAZTNcC2rR35S8+krZLbkhhMOmMIA4BczVAVV/nd2EUPY8o7TEHhAopXIERXLv4XzsYjXxlKDOBilnXf+PXhwOmLKawPLm46RMyOUrBhj1fHLukwGhEBElFsalFl5hRJ2jR5V0gheu/LstTO2X0FnXXDXHWOnOMQpKrrPM/TwUyn08VisVjMsyxPMTadIDbGZIPcNO0K0rf04CBTVyoCJNq080lG6F3mAaBtCTGYonOeqIlBxVQV2SEgxiDrso2ACJk45Tb1sJ4ipFxtVRgOIlMVvlLEXYL49BIV63HE+EF7/z9g2Xy8eL5LO9QhiPe4Hxw8p3ah68OrX3I4crhwCvBxK/sVr8xDPO1xXFtbN4GdvIrZzKXeCtX6GRsTJUle/zZs7fWBfeS3Edqjes4YhzGFZB3krxe1Sd3NlMxaVuD7pUFCxyo0lVX7lMWweguWzHAJDZDYUZ57HI3OARbnkjYZbTuhERCuw/nMEGmNWqwvHKdM2CvrxR516f+bsCMa/mTnSaPpzJANQtjTRetGWolq32VYpAFUWt974+Y+VqvbqtViGzPy/QUyk/RCqorMjURwnphJFaNalNxnAiHh7wSGoqTkgEoGYHLgcqbSZ+M8H2dZ7rwjMBMzExBV1EQ8NYuKUSUGjRAjoRcXWQgJEJsgQBiiZj5b1FUC6zqzx0HYV+oZEpMkz/Omrc/Pz82sLMtU0olImpolE4Lc+zTfgqu8CrqlHO2qGfwaiZKVOaGqStITEgGSK/KlBERDT6YgYMfLc1piaBaTyWRUjossT1w1QPDs8lFelnmZ54gYQlPNFyGEU5sZkDoyiJARGSDnBtqCqRGTxxhZnSE2y4YmedUsRdUhB7FW4tn5jLLckIGYkINJY9b51KEVIbhxJkDLpjEkIF7lv2hv7AYASiupJ7ApSIS2jTwdWxWAyAyRXVU190+OjhFjWaqjbk6JxpypmRnENv7u7/7u7/7bf1vmxVtvvfXjn7x7PlsURdbEwIwoXapBwp0ATERgpfHr26TRaHR8fDyfzxMwZWpZloUgqrq5uZnUWd1t0LF0TFWeqYp9GqDvKQmfj9bHIYS04xLRcrn8i7/4i/Pz88TmVdU//dM/3djYePPNNxXghRdfPD87rc6bvCQgsyKLsV2cn3saYZaftmfZaBQRNECeF7Oz+Ygqt7FVOmfVvI344Owcmvl4a1rXiyUITbaaWThr5freNJyHvBiFEJh5vlxOJhNyvFgshtAcXAyu1ceEiV+apPZPRIoPLorir/7qr773ve8999xzL7zwQkJ7QggJlyuKYnt7O/07mUxCCB988AEiFkUxnU43NjaSHuzk5GRjYyOuWMcxxvngI90SW1tbi8ViNpulB7mqqhDCO++88+DBg+vXr+/v74/H4/F4/MILL1RVlbKMd3Z2lsslEc1ms4Q+/eM//uP16/vXrl2bTCYp0K+XmPYYURLDdNXP51m2PA298ymz9fof8963bZsmViGE5Gg6fEaGYYmPK1699wmP7WV43VDmWY5wJZzTvo5JjdwFu4ueAU7UV299YMOX1PL1L522szfeeCPdFUSQLIIBoG3bInNbW1siohoBwOVZnC89cr1YthnjpMwyd7B38/4nn81OT0flRMDqxWLiNnZHk8Unn+5NX2rqCqbZCfF4a3tZlFmMhbiC8WB3m1qlcSYRBKkJddC4bBoA8MTMnojQDIEy9KKiKhZUxarFfAEzznNW4uhubtx0NZPPwDkAMxGVloUgEMRamlA1YXF2HNo61A0GyYByQA8IMSY7zlQ0GBoZGGLqhNPKSYS9if9K3564Ol3AUvLhsKgaBVPlaJIx5WbjslBplhqrtiJyIep8uVxSVeYFAYVWMmKHHaSPhAZgqggQIKS9WNvAyiiAwHlenLRBEKpYR7Ab128UDjINrM3IFTXboq7N9USeVUB9R5UkGIh30r+ZoiIBWQSLaAAqSQ6TAgaMUA0MGcATE7pqRW5P7cfwOerpbGuO1ZAcu1ocEFGlu/NhwJk3MjCLMea5T6g4gO82JqL0XpKcHgiRMIQ2ZRv0FKQQhMDaNijzxmSKaGVZJhOJqJGZd3d3T85O2fus8PVs7hwborQxxlbUirJMoQvBNMsyImrbNstdCOHu3btpJ0rTEFWpqqVzfjQa1XXNmcUYXZaJaJblKb8hBf2pasqZSEiOqobQrSRhERDRZXlK6mPHKU2nqYPz2IbgnGNWEU09KnKqjYEpGZDqyoy/yzdCwqHiAxCYiDNWXHEEBxAOXJHshlfK3NYo2lXgijxmc7+UMtrV2/gY2dZjXFtsKCAaFpyIkBbPVPmsEiwuN3aDt3l1csOvD1Y+9sfMFB+/RQ2I1z1j4KIxYpL6Xv0X1sB3MvEB1P4TfGQP651gOtRXbXDREDllOPQPM64+T6CppSUp+fv33NlVk428Cj8AxpSZbskIy8SQUiClyyQ0EkK/y3bAN1qazeijokejx1nPDmU2q9SW9f2aEgJ6dZ+aEeKQztqZtUAnp1vl3QGCKvZXE7sIhZWp6tq0fQBrBA2ePAGaiaoSKhIxAjkk1QhmIoBYFEWOqG1D7JUtpshbNadUiJM8kAEBZsQ5ozOzGKIGIF7R7A3ACDRdvBiUVNkUU9QpKZMndK1Ia60KoQoC5Oyc9waiK61C2r1S9RM15HmOiIvFQjSmSNMY41A02PsEgiZKOomIrFhJjwOIUsv8aJHhiE0tJaIyUlSJMQKnuB4yFFKLBGxAAAg6qxZ1jKNy5EfF9rg0M1Tr/LVCmC0XbdtGadPC12YoiIIoBMDESqyARobIiKABFEUtGCxjPI1ijJxllLvo8LRe3HlwrwqKjsXQEBjJEbnOu0dueT9Ri6OxKARRIO4rwqvmOEhGCKgIaqiQDNxAzIjYZTmSa0LL7HxZctX6IjeE+bJGphDC66+//p/+03/a3d4OIfyv/9t/AcJ/+sFbFgIxXVh2VwC8I9JVUaJRzCARw1bILRNRXIHDCTIajUZDvu4lI6xfoXN7spXLs9I+VTX5GYhIXhZvvvnmT3/60xhjnufVYvmHf/iH3/nOd2az2Vs//MG/++bvqqpFG4+nAZog7Xg8dliEGosyXyyXjRoRBARyCEgENFfKskIMptO9ByezN4+OvrG3sTWd1q3VRSERTmrZ2D1ogo2Lkff+7Ozs+Ph4e3e3rmvkzt7ti5JUlWXJzD//+c/feuutDz/8sGmau3fvfuMb30hXc3d3t23bxWJx//79nZ2dGLUoirIsb9++/cknn9y7d+/hw4e7u7vb29upkDo6OkoSvpOTk+9+97tnZ2ez2azP/UtNRaKPJvRmPp+LSLL8OT8/n81m165dm06nRVGMx+P9/f0EOd65cyfpAFX1+PjYzP7pn/6fW7dufeMb33j55ZdTkZQWilSo9YHvT9Py/QqEzKc5sW3bpq4ptTSpA7xQGK3KkWGO5bBF73WVPZv9cSEKvwI56jcHruxtn46OjnrBagoQ6/HJ5H3fUcStLRmnozEWpUlTVZUyeNq//fytj0Tv3r3L3m1sbt66vv/c87cOKx/Pzra3xw+qUOW4zHPaPzg5P99jX3S0IosYIqEYQYaghJywMAYkQkdgHr2imKlKgmdEwMSiVMhAzhiMQRkcA5OCBNGwrLQ+N0URiVFijCACqj4IGziIbIiAnNJuwAxMrBtmG6xllivqXOe10/f8sKIOdQVYVOynw0QoRmaF4yhQIabEJjFTgyDWmHoxJkJyK6NiYB7QqVYrNaiVo1EmLTQmVSPkiWkEPAWfl9P9Itsg2HRQzOuMjQiy3PeDO0PBDkdA0WSIoiBkw/jdpRCCkpEnR6TkEgKABiDJ2gAIGRQtWlDFnOAR56QLHcKAUDp8/PExwhwYGImDdfZdqVYRSe6rkVR5jfKhgsUYfZYmJtg1zMiIaArT6dQzS5SmaUYbm8xc1zWaxBjHo8m1a9cWVdOGkGUZsq+aZgUAaNu26TCqusqyLGHyiEgMMVjbtgkwrKrKzMqySHOB8Xh0vqzNLLatmDF3oy5GjGoxxijJDyZLK0zmizzPU0sZQohtQCYiAjV0nHJcQisSK5HgnHcu+Ze6tb8LpiK9m1TghYZNV20RphIrWUesfhjN/ofl7n0ByQ1mMGBBdm2IgXQBKE/nZfI0Xd+vvzRfavn6BO3HvrWVC3C/jZit2Y/WsawNBqHY/XNlA+CW1h6T6za6ay8Tk7OLhr+QTDiMeqS1+OqCGGz1LhABe0iNkoFs12Ux4irkoJMqqy+KQrWpKDaNAaVOBo063dlaDHyRmvB5+O+q69NHu8GUtWArpd/qZKaElO5PX9j71wGsxOz6fPYexyPnFSw9pZ1DjBkQmIBi6iUFTRkRTCRGEUxxItEiATifl84TE1gwVCETAlNgpYxJydCUOs61xKASlBUMhJKpYfLpXV2EqKvpV+p6wQgZwdDUEbN3oSWJQWOIoAqWptSpZ0tmxL1euUuCRsvzPGWh9tFt/U6vqgSaIIjebfyKvJPPncoTShtXyIARIDChwyAxAX/GygqKmAgXdWirpmrBShhnzqfJ1vn5uYi00qaMOzMj55I6BMyUkzcyCoABMnQNv6pFQGBYmHiNC5c5cogmqDVqJICMERQcmlg0iCBi0qipqQrc8BgQI0CEFDM4NM5RsgtPOhpBsr9VW7V8aIhm0RSJiJPge+XutVwu2bso0XOWZdlrr722vb373/77f9fY/tEf/dFv//Zvv/3OO400zKwiZEyE3BGutH9siUijqCpi5/q4XC4Xi8XKIET7uezW1tbm5mbaL/vhC9GQ7/LMiN8zhTd8Lk6Y6KshNEUxQoN//ud/Xi6Xyc/w1Vdf/c53vjOdTv/+7//+3r0H3/rWt6umPTpb+MKJQTRAjIt2fuv67f/8n//43Z+888uPfnp6fgRsDjOkJLMkImrryACC/t787Pru5v/9zrvtcvn6t79d5ps/+fn3F03MMx1nBEw//elPm6b5g//wH9q2Ze+SuP/RN4jP7n+d+tgsyx4+fHj37t1kuTmbzcqyPDg4CCG0bZvn+cbGxmw2u3v37sbG1vb29mKx2Nvbe/75509PT6uqunv37nK5TPb6eZ6nh3qxWBwdHSVwPt0eCXYDgHQa02GnLEciOj8/Xy6X6YbZ2dmZTCbT6XQ6neZ5vr+/n17r5ORkNpsdHh6a2f7+ftu277//fl3XL7zwQsKC0vIy7JSGfPungfseB6M9YWse/kr/xfF4nARySdeaDiNZ4Az9sR93f/aIZd8FpTWzS09Z9fxPX0X9JlNSU50aQnj48GFaB5xzvYVsMpVJjf1qo9TYNrdu3CxUPv3FT87mi+vbW/fv3/vqrVueeXE+3722+5WDg93phg9hm/zp+dnm9mgBbjGvqnIy2b/WPLxfz2Ie2kJATVpTNVRDTQ6XKYdNO4tCBEJFMjYANBQQNEZTUnbECXEjwKgaYgsS6raOKGIphkFNgIERkUx9gp3UwASTxQCgrLQOlszRKWX5Ut+69JvdKkMumaJ3ccqqvYqkS8tWMEBjQo9QOtcwN8n8hiiozJtqYQ2zH/mcCBUwqqAZcJezujJZVxMxUhplE5s0om0VXYAJ8leKSbt9bXv/+s50OwO5kft7FizYTILzjnDUHXYyJSAEQiRnyJZsStd3IxZuJGABNKoaApqpmhioGAI4yIgYkIFQRFIQ+pVBKU8e6q3T1Wx9xi7NUBJimk7pMLwUAZ1zqF3J4b0T0xh0ZWNvUcwUENU5xxmPRpPMkZltbUx3d3fbqq7r2giTB1gT2rZtXZZPNyans7mZASgRIZOZxtj2oX+JqrDi8zcSLfEF0nfH43Gqo9L4TJM3DBERlGXZtm3qIXulqHOEyKpaLZcI4LOMyGVZ58UdwYjIRJKXl1qT5U4FwPne2let0+MBJDSFVniG9pE/esGZBHuMbNifP+Ve/KVI+x4DD9jj/8RjeipFtaRNXbnWPfPq6p7muH+dVftRRqh1+ejwqH+CDgrobo1BRGBD7dPnOu3doxsedsGAq1TvCyH1vVc+gAICpdZ/QJFc3VUrqjTYQIvVd4zrvTbhaStotbsItrLCNDBFZCI0Y3TO8YiYnA9ZGxYLVTCLRuiQE+yoUYj6bBkExWepPi09qMzce8qsDV45NX4XKrUE6JlQn1uBZp0lLlFYYVnAaICdHDcqeaLkehKFAS3J+5hEVQAcGiM5EIzqVCGiMQASdm7OkTmfZLnUBigKFsEEFdAY1FS4SwIyNWk1JTekIbTCCqK3fk8QNuqSrM1QwYwiEoMaqGhEA3HOHRw8N51O7x89TOwsIgLg5NefqETJ8D1RNvqvqwpe5M72VgRXFuufm3XZL+7E7PM0+5TEkFS10GqyGQVMBFYlBTUgA/ZkQucxLM/P0r2ZxgirfcIAURHMIhjkqbozCp2NsZEarZIrAhg4FGMwIGfBDJFNIpqa2CQrntu/DoCKFE1lLYBNUkqdkscsn4sGMfKZIMcYeRXZ1Gc39e0fdg4uFk1l1bQjokkgI0eQMXt2c5GyLM+XCzPLszxILIpiOt385LNP33rrLVO5efPm66+/nuf58mzhnAMmi4qrxGdNooyestspfzXVrIvFItE4hz08Im5vb/ddX8/+fYzQ+AsG/Z6yUUz3GxEx449+9PZbb7zJSBqlzIs/+ZM/+eY3v3n37v0fv/teORqxcx/fuWOuRGYG8lnBzKFZKqABvP7bv71/Y/Kjd37onDs6PNHYgrF5rEJLQNWymWxvBgtVOf7lz/7FIerHd5/fOojgyvFm7vz5bPaTn77zPL6SyDx7e3vz5eLk5GQymTz27TzLRpGCExITiZmn02nS+L3//vtt225ubm5ubsYYHzx4cHx8/Nlnn73yyteSvCTBgEVRpDyG1OPt7e1tbm6q6mKxSFc/tYKJR9rfAzHGuq4TV3P4RKvq6enpfD4/OTk5ODio6zq900SMTOzQuq5TH9U0Tap7kvHjjRs3vva1r11iJCZ5Yd9twlNE8A1HkM/qzzn8etu2yb3WzMbjcSqe6rruc+0v/dajwoEeJBx2gD3+8+sWQL+Rjd/p6Wlq7fqAwUT5Ho1GvdcoIjKKSdgosxdefB4Wx/fuvF8t505CRnjzYDc0t3au7X3lYC9Hbk9PzNelle3Z7ODg4Jfz+dGi4qzMbzxXL6u8XlA0QIlqoITKESIjJXWIgSCwopJxUEHtNvSkfOqySSyYGZgAUIwSUI1MQYEs1RKsxoCUZumSTNEUVgZvZia9byRRKgIIuhTd3nC/10TAkIdl0IWqpwwVZjZENDFNQjQmIrUc3dj7ll2B4kzEdBmaWajIZYRckONOQSNuNahPCaUKCgBCIhGKothHV1Edohn5F6c7u6NpIBgBMdG3vvri9ev7J5n7eHZ2FkJVhc4ASlUVBExU2zYIJDInJkit6xk8gqmaoiMyAkcRMCo4n6lBVGtijBINmZznzLG0A2MVG36+Ois27HaGa+O69xhkSg0ZW5ccU5kZASQEA5AY0yqU56UhiAhGcM4hcghVeqE0EZ4vF7l30/GYfda27aKu6tBmuffez5eL+Xxe1e2IXRJBhNCqGiIUZZEecESbTCbJXJeZFVZEAKcq1rZtmmSFELoUE5EkxI0xjsZjNWN2kWJK3yUiAkJOsqAoIuCKGJTJ2CedC9T1cj6fb25tdXMlwISui0g06pOBzYzIiBwAyOXh7Irht15wDJBWAM/6x8z+lRaiJyzdj+SIPyPcB9B5GaSyXASS8nOglRskE/xKWN8XsGoT4pO73YHfqAJYikAwScecylhM6QCr9EZcUT5VY5exSHiBETvAQNdhBvzINnnRfqArCzqdKNJFre2jsP7wB/rUcrNOeWhI3c3XsccIHGYFsfcYQgghhgCqkdGlG9TSjavP0uxd2LfSqDs1bN2cb+V8AwAxhhQX2NHI077eGenSkGmAiG3yxqD15CkZYypxRhjYxyAMYICCaAySUhYATSNqnHo/LiZR+WQ5rywiEZgFjWhScE4+AwtiMZgFJFFTMGddy42aIu4BWQ1SXnzf8EnvgEKI8IhHlpkhWlqtRCI5t7Oztbe3l4/LDz74II1yve8innsEIBkQq1payxJd/tLonYhAu5U3faQaKN2fT75Gw8M8Xy5y55lIRdGMicCAVDlzknyx0UiJxBgUwEI3x0GRlcMygnM+gZyJ8bPSUsFIGBSYECnxeDF1fQJiDoEsMCoQCCxRmmXDZc4GnikTcI1MhJxzYmbowa9mHKhogAht07Smi7atJSD9/9S9SZdd13EuGBF779PcJnsACRAAAYKdKMqU5LJoFVVL8tNa8qyWJl71/o//gKceePKWJxrYQ5eX63lQtmxJTy7JFihRgEiQEDomsrvt6fbeETWIc07eBBIQSfHJejlBZiLz5rmn2Tsivi4RQgnABgzT6qykexxYCCRIZIkSRGIHrTMwEXIC5EASQyli0zR5knqOLnEqA/DeX7x48dKlSxLicDDunR5jjMacSExVUN7D/N57ZUrHyHpZi6JQWWZPttFNa2trS2VOPeGtEx3xZ3j0PlW/9xsr5p6SbY2x1tZ1/cMf/vDevXvr6+uI+M4773zjG9+omjrE+OjRoxBCkiRra2tN2CcnKBKrwIaTJKnq+kc//h8vXn3hpZeuxHq5sbHxL//yg4P9aeKcNzHW9ciNgWVR1NloNEGTXL6SI80iHkyXr7/25uIXPz/c37u6s31ufePWrVuz2ez//O53J5MJWaP+mX2H89t8qI1q31FolMJgMEDEO3fuKAv35Zdf1uf05s2b589PNaBP0xeUirmxsTGbzebzeZZl2sz3me894NbD+CEENfZUKWCfuj4cjLe2ttbX19Wz7sKFC+vr60R0//79Pb+v9j+K+Zw/t9s0zYOHdzXobz6f/+pXv4oxfuc733n77bd72vPqNOE35ih8kqCF5wOGT39fiQkA8P7770+n062tLcX6nph564LfU7XldBiUVvznz5/f2NhoGdRnqf3/13KXeWp0HohouZyX5XI1UK0vvtWsgjl0mHbMLFTz2dq5rS++/kqGzd7DX1+68EKeuWG2MxikUZgkGIkEUjSHmVsPxzje2BpTcnA4SXbOXdrY8fmDZj4xgiQYBRIwxFCHCAYMARIpT4bUr0BIzckjQ2SInkPQWPMALcnLRAaGiAasQWABbq3IQYjFA6MxGIJqHNgqFRNPGImtL6K0E159Nnufmye4yie2cJ31CIEjYAFklNixnAyARWRjKmMSNuoRB2hKH1zdpM7Z1DkkQSNt7tNKjajMDIpFXY/z0SjLk2iXdc1kMkMjTBqOAux9eWk8Pr+xAWvrj8piIVEluzHGKCAIgcEHrrwPAl4gRPHeVz40TRNinGHiOdYxBODIoaliE2PDIuiiIUPOGBucbQypMc7wrFv9WUv6J0+9Vkbi06+mt59BaC0BsUtCQAwhJokFxBijtQkzNxwTZ5i5CXG2WFRVZQxq6y4MddVMZ1O1PJhMp/Oyigzam7FAhuicU/YTEhVFodSAKNyPwp2zZVnqIUwmExVjK09KV4k8z2fzeV37sq5ijEKolDJZcc+OUZomiKANbBOnlZX2jTr4s9YCAbaTd+nD7gmkdZdlCCFKV/OsPK2xT6E7DZSdvSkrafmEnHQWX/dzbgU/HQfzub0fi6YsSmxzAfDzYnh+ju//6R5b49qfhvs6sZTSG/oOAFBAwABGiCJ02h/pNLWIVmBAOb2O9Jo07BSQJ+u7nAwE+tWnM7o8sSju7ZXaP9Xvnc62X5/wZ9iAWkGyim6RmQgNJflwgFXFEth7iDGiumOYJ3rlE1bAs5kD0GmFNV7cOQeGNPRmNfWYENWjEnkVMYMkSVsuvqFOlo2IGIV7Qgt02raqqRHZJc5ay4CkKRtKUVVWQQwQQkZmZ7R+YXNzweL3wnI5YwZsg2AjCqckGCDocEaEEHwnqRIhwBaH1EvSeN8a0goAmL6hF+ricbQdFRGAEAMDkCMEImBjKckTcjSfz5WN0EN2qkvuqYDK8Ozt6U/sTLuqERFt59pijKEVniefPqUr+6I8fb2SYU6A4iMzEwsAJs5asFXTMLK6yGo7q/6hQhJDRACr8eiRY4xNHZD6dhRB0/CQY2MiAgkwixEwAob7JD0I2GrNmSUGKShYThIRQkuAsW64qoQcMBOSoAFCHb6oOKLiJlgXGaJAEAax0PHmSYnXQrENayBBERRGjgBBAkPUw7AgjJyTSxEcw5BMnbh6thgNhou6coCpS+qmef/991955ZU//dM/NYCvv/76j//tR6oraII3kRGtXiAdPSppnzrjMmMMQNCrE+pGtwpFXfqIsHPnzrX2aCtRBMzyHKzvE3Zrn4HheebrhOhdkmvjenx8PBoNdKr6zW9+c319fbEsZ7PZ4eEhIj548ODq1asP9+bBV9WyJgQCYaSiLn714Z2Do8d1fZ3Yrw3GzqTCBsgx1NYRhACMy6a6lmi8qgAAIABJREFUdv1Le4cPmiT50ltfvnL+8vd/8P8dLovYeAIhI0fHe00TsiwLIaytrS2K5eHhofZjv/0eoQRCDdhYLpdra2vaWc3nc60SiqJYLBZJkrzyyitra2t7e/vqwFl3H4rXZVk2GAwePXpU1/VoNNrY2BgOh6PRqCgKDejTgkaFeVVVaXuZZVmbjTkavXDpSp7nw+EwSRJlN2mX+Ad/8Ad7e3tHR0eHh4fqlJvn+WKxAOSmafb394uiuHjxYozxww8//NKXvqRtp64S/Qr8/HbuE8apP6tXPLNeUSRToyb+8i//8gc/+MFbb7319ttv99xFrdX63+2Znz2hvVdCAsA777zz9a9/XVmOih8+cWCfvMD9VNXw7/Lj8ePHdV2vxkX2LbF2fSH49ozFGiWILxOQ0dY63XjxyvmNtSRlX4YQs4SqqqmWVeoSF2WQVTFSWhp/cHjh4pX96XEp0iRpsrYFx5PoS0YSiCRkgyRilVqpMbqIwKjTKB2CI0sMzF6J7MwGW/gCRQAU1gP2USSyBBTQYDQEAwjOmdi6PlKAdpbaaQ1AiZAGiQgJMLDvtZ2r7MSV3Y1EQBOv1KUsMhoCtGr+IhJjapwRArIpGiPd/CVPZGmaEJdVSCxn1qDRIaVR3ilj7N01mBkIOUQEds7lxngtpaLPE7eEpm4aKqKTJIlymUxwSVgbqnMGucQ6B8ZGlgjExkWGwFz7WPumakKMcW7Qx9A0TdU0VeOrpl7WTR1kXteLwFMfF7EpKBDZGoEEtT14TobKakr7CoXk9HBEcFWg1PPUnpi5KHXFIBIhWav+KMYYTT4QtScwlsh27i8wGI4JJcZY1mVZSpqmeeoQsVnW65sbSZL5WAqSSFgul2SMVjYxBh8a6xwQkKW6aYqi0BsjcOwHZ5G9iGRZZq0NVak2eFVVIbXVZlEUyqFgaOuo1h2W2wrKGFNVtbXW+3ZinmSJjuqUEdpqR5GkNdHV29ggoumQiRMSG0h/JlvE4hSB80keYUeSot8N1vf0Iimn/+uzbJ09Dqxh4cosFOkhqk6/eHbP9emwvs+333s+3AdADFHaKRepm6amf2vAinZ1JPjEtvOEyGHVdOTpTXG12RMd8z+rAmMBZuh+4LTq/aQh66x9BUxLzUQhAQYGQAPI0kImiARqYGAIqqryvpbIIGCIPkli2NO6Pk0Y1+pWJ1yAoB63/dvkzv28/d3OzYUJRRNdEI21xpjWlYs5SR0ihh4kKUtuakNILjHGEIBR6A0kihA5AJEgiXVbo/H2eDxybj4vSHoPLRYCgSiRKYrRPEORFKEmiAQSW5Uud/duqzcwtiXeqbuoaRWeMVTQaREZCRCjsIbCxRBYhMgkWap15L1799Qq0DmnV1ItHABlFRPQ0fiqJdcqAYM70E9V5qvsjpV98WwXx/7eY5HGNxg4QUQEX9XqkEHWqrBCyy7lLLAAWSuAEoUhqntaO2sXDU1iFhBpfU1rk6rnjogYAcNshEGAgUUMgBCLiWIDU4yzVCT6lGNusuioQQGDQEBAAMgQ1etI1PRIIqdOEAJABBRQksyZSi5S/rCQ6OVgiIKsCl8ENowWIbdmaCgzaGLMk1RELFGM0VkbY/zFL36xubH9jXfeCXV1dHT03nvvLZfLJHNtTdbGbUoL1rFEjv2+ogdhjImNL8vyJA/aOq1iR6ORlul6XXqb+J4a+lkHcJ+F5PmsFyEyTdOoP2RRFEmSHB9PB4PB+fPnl8tlmuaHh4fe+7W1tfdu34ogf/qdbz+69+Ht924u5kfKiCGXuSydzOf//tOfbYxzX3JRREoGEZyx6CKixKoMw53t9XM7P7/3/uH+Ptz8+eY3Lx0eTT64fw8d5amrqsKKbxpRD0yNDtNByWpMxW/T+ymZRzMbtMT03p87d07/9/z58+vr6w8ePEjTdHd3N0myuq7Lsjw6OgKAjY2NPM+3trastdqTaACjc05/PoQwm83UyrUXaOl9kmVZmqaj0Wh7e3s8HicuU+iv57NpWWOMOXfuXJ7nvahvMBhkWcbSaFTx4eGhtpF37949PDwcj8da8PUEit428xNifb8xpeBMiubTZ1VXPMX63nvvPZ3Tj8djvY7a5umj0TUDJ0Vnv6YpPPjGG28o7KM9dv+OPnlm4O8z1VOP6u7du1rs6h2itSyIkIE8z4nIN22TLNxgjKlBwshNtTYeXHvhQjOZFkfTRbFEY6wR0D0uhiQJdbkYJ6P942O3c3F9tB7E1GjW17Yk3Yv1DLjBGDEAVTE1hpX3TyIkgBixXdvV/V4EI8SIwAaFSMmeIojMKETAAmTUcAATR8bahKwzxiEaYzkq3iJBRIIwxygIQQSBiCMBMYhDi4QGzaqjTy9x7JpAOhUNBQCRRTCKiCGxAITIYAUdEBjKjLENSWREtGmCxoXIRV3lzg6cs6C597iSeaQlAHGMiIZ9CEDGZpQnIhFqJsFlMQ0pUgKD1CYN4HxpxDS28jABQmOcsZZcQsYxmYgU0YBxQISphTxDRCBTSAVdureIhCieJTAuAh/W1d3jye3He3eOjw7qRtKU0tRz8pzH9kw539OP9gkpdMVUgoiETxFBW59q9oKAHDspMgIhs1jrOIK11G9earMZWIL33kciEJEmBo01qus6TXNtbpMkEYpBzckTh3UdmSEElgDoFF9UKke/jimbPUkynYAIYT8/cs4hNkS0mM+1RkqTVBcWhEhAiKgJfszsjNXbSVfaqqqa3Cep04GavqAxxBytJSsYQgihASGgPo/XrsDOCKfTxVcnSr1n50mX8JsyGD7HhJgzNIT4KZfB02TQp9d/LQjhiUzCT+YZYz/f1fPJI3/WMSj/sYM++3MiCOoQwl2QA6xid338g8Z6tv+c2ntOhR+0JpynoV4+FVr3RGLmyiA6oqg1KhP08SB4cvwrXjK+5wzHtqnSv2SQDACiIaOUybYkzbLMGDTGFIWEulGllnxKXeZK12f64XTvwLmaAKOhqLDiYqq/28TWWNxayyC2pZOgMQaNNYaEo8LuUZgKwxD6aSgACHcHjBJiRAlZlm+sjfMkrYvy6OCgbipjDBGETilGKAisfYMjEkJBZODAyjlhRYsYhFdiOaL67qygsnjS8rUkYhVj9wJ4EK7r8vDw8OO9vf6YjTGbm+vj8XixWDx69MjXzQlRs9vbmNlagpUmX7/Z6HIpEkLQyIduWXzGon/W9YoiZMzO5ubV3UvjfFAti7IshXCymEfRfPjAjRcfxEdkmVeNauVD8MJokAy1iSYheEUGjTHWGiKqo4KiZIS5O1cE0DBDFEQgFMuQREgIJk0ZjaQkGxYkc2wpeiBgYy0zCwMYAkJC0+JghoJw0zQxsnFGCGNc8b0UOpWqCiwArEZoK2pMg9LECBwTY0d5RkC+qABwURaDwaBqfAisTqp37tx5cP8+CT948GA+n4sqV4l4BY7QnQM67EKrCmb2Puj4c7lc6o7VR/xp6b+9vd1nQ/cT2U/y9J0xwPv0zd4nUfoh4Xw+Uw/JyWQSQlhfX3/ttdd2dnZ0YDGfz5fLZRNDlmU3b978+MHeqzeuv/7aDQhXZov5/UcH0zo2dT3Icl8vysLfuvWrKoB1gzpIYk0smkE2apaL0Xj88cHhwWzmCTcvXLh1+/2qqseDcRHLxFJZzHOHg8F672Lv0sQ5pwqxz4Ncx+rnpoxEVYxUVaUAmtpOqrWmXsTNze2joyPv/fHx8XA4VKOXuq739vacc5ubm1VVdQgwHh8f53m+trY2HA419q0dVIeg6F/fKyrYpc51dV33ojiV7SnPVvWH+rm1Nkmtygudc7PZbDAYhBCm0+kTCZB9PsHz4b7nFB+frRBph1MATdNMp1O1YVBSa1VV+vZ114DOm/HpclaJXtoIOef0VKwGVPw2R/j70wFqrameQGpZoRW5954AyJjVd42ILCGxBmOIvgEJdVMu5jxKXbI2Et8smyoGD95HlAxtGUsJJnER62p+eLh2/aWj2ARnk8HQuwTQBgGKAj5CE0yaIIcIwsBCwsQaUcutm5pBNIBIllrREqKyMQwYqz2NQRIgFKP0PrKADsgAIlCwIqy6O5Eo7HW/C0FNgCVyZBAOhOQyoytkX1r0MZj9YHrVp4TAikTmGAILoUUiQxAjoliyqUssGZHYusFZ432A2DRJCCFYQ6cBmdaZEQBFfSA9MwJaF9EEBLSUkAWXLU2U6ENTZE1qvWSJDWCa1jOCY1PHug4AgEbIMRqV9mmQLyiVCb0xJrHWGGPQKoMooK2cu7Kz9eq1a9cmhz/+4IObD+49roroo8ekO8AnRx69ucjT1oBw2gXAngwZTyAK7JwYe0UJEQmisZb0ovWyUmudNbpOUteT6+yyH+UQUYy+qqqRG6ytrdW2nExmo1EbnaKDrSzLGEknGlVTqc85MydJPhwOlWYfOGrIiopf0szpEq1Pja7b/ertvXdJoqPY1XdnrSVrOo6VYxFmdeZsueX6glme6zwRSWJVCWKWZcvl0nsfgwCh9qLGYODu5KMmRp2Uu89ZZ1a1/f9LMtH7Zo9PEE9QBELL6k+lrQA+rRDr7k9sp+oneB3jSZO2AqQ+3Zqu1H/hWaZkJwzMuPKC6v2HnedeL+BDIqUUguATIxP27RTKdh7EncNUd8x4clQkgCgoGuaCItGepAZFhBXfagAWBlHfSAEQxigiBG3MH4sGCajCW108ZXVRQAEi6U4HAlIAIYGFtcxMZpAMRjIYzqbHsiwDB7SWWVCAWr8bUIuefilBVKr/ia0WGeiBPn3YWrkxcAvodXEUnttmCViIwQpQ5xqDiIEFGPVpFEJEU9feOQMA0XvGIE00jCnz4vCwaRrvTBMBEB3AEBBLFu8tuZzyBu3HvimLYo+idyYwYGArSCANx8KKl2gpWtZoNzAiKRIlDQAwQ2QmQRTmNh11tWY6icSpqS1ZIHKIog6WFIEMatpsAAAxR8eT0WitiU2xnOf5IEavSc1lWajZrUqoQ2gMkjOmDp4AiGzLRO+WWiJK87XNzc3XX335zp07H3300Ve+8tX79+8/ePDAOSfCXfoFdSxhBmNQhLpU6DZ9uAivvvLKN7/5zVdeebl3E/V1qdWqr5sQGu99WZZqFxGaSn1oqqo6OjpaLpe7u7taxRZFUdd1//0kSZDqrh8GJvHU+tDqXW0jA4hH8SnOJWTlMqAfGqqk8hTMQKwhqT0acQKxs22ICIISITbRlEEWwXuLJcQQhSySoAPACOyDWDDGBJTAEU1SkSR5Us8bKuxWPtgsEaEqk7gwQTDups755OZ8NkspzKMFQ0LGGB+jr/07X//jP/qjP/rr//bfmqq21m7vbD4+iCGwS21kRoQYBMHM5/OmbNLUSWTnnFA74BCUJjSRpGbPzDGIcykzq891kmSbm9shMACFwERWISxmQeRPWy/+xhbxNwoGzuwVOfAwHzWVn07ni0Whyo0vfOELGo+LGB7c/3UMjQEQ3ziExXzyw//xozRNr127duPGjd0XX7t///5HH30U/dKlSSASh2QYoEpMNKUja+fcxCEMx3Z279fng1uUdtOtFWV5XM/QYqybaFKTrHuiqqrWDUXhJEurqsqy7Ox3ujLCk9Mj2GeBVOqIS0THx8dN04xGo7quFadqmmY4HIrIYDB47bXX9vb2bt26labp1tbW2tra9esvbm5uMvN4PKyqajjMDw4OECHP09FoUFVVmro0HcUYy7IIIWxubg4Gg7IsiaCuyxAaALCWrKUsS6qqsDZZFvOqqrQnVL2fVlHK1QwhCMTx2vDBgweDYeZ9VKqnDsXLshwMBru7u0oh1tJHYczV7KaTCu+p++EJLx/sMtMUYevzAJXKpd/RU9cb1vVNJiLG2DofLJelammsTQCoKCp1AB6PxzHGw8NjPZ7e6EXPf4xxOBxam8xmi8FgsL6+qThDjKKeZ4gUY3TOxNiGjHkfnTPaqDvn9HXUgvVMl9rfh66vvRAGQPDWrVsc4/pwxEES5+q6TF02n0831s4Nspwbb6KYwMyhwo2kqS8P0E0fjXe3py4LbjSPiTfOrKfr02k1OxAfQ057FPOj3TQBqWZjmiTzwu/7wcaVWcW3kuHolZerXxycf7DYbLDw1gx3PE4kAkaxAIbJRqQQKYrL0hhCrAMaTpLEWtPuNemKe5CQwRVRBgAgRkDEqMsaogURYsDIIuDAZMYgATglPHGIMYRQ+8ZH7+vQgTwBEdGCUftrViUhggCSRQDWkOGmBiIk9Y4hZExFiMTHJjoONtosuONiIzYXIieWqiA+ynHl2YZxnuUmI2DkaDkACFD0QB5sQy5pBIhKBGpKK/XIWSBgFMFkzJyyY5DSgrggsBARtHm7OKu/nqAKIKNSVtqBIUcVPVoSRCCDQiZIIoaIoqVo0M6zgXVfG6x95bU3fzwcfe9f/6nI7F66ISCCwBzVTK4bZffQBfY1c58UpQTOk8ze9rFV99V27JKA1UYUAQnJkokxWiKJgQjJOZ3LGONs4ght8LVALIp5DH44HBJKmrourMUUdeUDMEDNSE2sal42sZkXShXKBoNLFy8eTyfT6SzU3jhnwQpSljkQWM6nDMCc6GzZuMQlLs/zyWSyXJTZYARMGIWZrXWj0fjg8NBaawkHg9z7kFjbhKC6U0NkE0NkhIUjW0AmDiGwxJWFUBBxNp+HGLMsI2clSGBGEYo+lHVsPBER2OCDcqwISDuRKCfCPwZBih3IoZRZFAEUBBFgQBaSlWC4lZ68vzo9p69zJtMHB6TNXVid8MYT+K5PlOj/tzXg7WiA6j8pQIhxJSO+DRKjFYw3UgcptexHPkHDOptIQpCWtwVohERURflEjjRg34nJJ8f6+D9jIe7XLAFR90a1OhKR2Ft39qI77bg6kt5qTywrbeopdV/fDSr5cJVUsJJoJyIGuiB1kP63lDPTXSbBLt4A5CxdO8KqoH9lvxdE0JTuNE03NjZKstVyLj6IgibCGnFjiIwxIcTnnK62IunKLCYh6dTB3PbAgK0rfc/6RXX2QrCIQmiN6bQEgiIxeuYgoVXBGUJmjsEHjEFiEwMzC4gxhEghREIRAmG/rEuYCqH4ql6VtXQOiajiK4o6okEDhArlwWozv0rzeOZ4pm+wV4DlU0O1fua0s7MTNjZmx5OqqgBguVwyc1XX6v6fZRkA13WdACi9J/DpJDeOIvLSSy+99dZbVy9f2traIqK33357MBg8fPiQmY2xRNBbqzljXeKaptEj0Em5zsZee+W1//Ltb1978UVtPq21GsatBS4AaM/aw1kcmqqqqqpSQuNyudShmjZ+9+7du3Xr1tHRkTHGGKPZOP0Ahk5bKiKSyMk+9Nqrb4BvmvmEoqGabY0JO2ctAfoQE7LiqGYumjqwD0FCgl5C7X0IAcmp/KOqyigySJzLXNXUoYmUusTYlneAiAAeOIAEAgMYVjTrwq0p02AwKIqiKIsAkua5FspJknz3u99tqnpzc3O+XPzDf//vH/36bijLbDAgAZT2bHvfzibUKbF3JNLxZJ9BtHoLqenRCQa+oqf4tKK+M79/5gz4OS3imdW/Vvl98ptClBcvXlQmz/vvv3/v3j3tRrTrEEHnXAjhzp07e3t7Ozs7Fy9efOedd27fvr23t9cbr6kwI4RmPB4vFsXm5ub29vZkMtEkdK3+FR2FFc9fxcdWQdHPEdtRVJaZFYibz+dKmOzPAwCMRqM0TV944YXbt2+ro9L+/j4zT6fTjz/++I033tja2lIIS+MZlWapIk8ts1RwQkQa96fGnooqz2azuq69j03TWGsVKlSbnFWYToUrKodrmqZpqiRJQgh5nqur0Pr6ukJqqxjIc6iY/Wl84i7SaPg+K0+PXzsxvR/0ttdTZ60NgfubvHdcVBASADShPk1T5WoqAJ7n+Xw+n06nBwcHm5ubil5q16cGNnVdX758eXt7Wy1At7e3lSiht5y15H201ngfjTFp2vpbeu97BFgXUvW2+VyMf/6nfkwmk8ePHzdNk7nEWqcZAy2Jxlot8to1OcamKQyaYZ5ZCE3TIFHmkhDieDB0+VBiLB4/LosCKcE8s2QAotqPk49YNcZ7l2ETG5OnAdCYtCzm5NJlMTOuARZiYY7EQBoSTLhYLsGAcTYhS1axRwsAYE/kCcISIeoVbAfRPdGpLYailgrRB+6ivUlAvQCMMYlzSZIknDJzUxYrDhz9aiDeN8YYY526Z2vYbE8yPLENh5N7vkd1oPMFtcakiWvqGLwvyzI1lKapGGhN1rHzokeRyGBPyOTMDK3t1gmOFIURiJV49JSve88j008IaRWi4JY4AiSCgsxBGAJDsLaRGLy4okm2dl68cvUPvvCFH394u49900B5eMqV8VnP+yrQ1Ak1uK8KdbciskDUY3FMgMZAG0/VlhbMEDgiGJcm4L1mz+rioBRuNXfoLQzKslwul+ujdaVUrK2tAYBL86IoqqLM80xd4owxxiVKedB1QMsVJbEjoo/BOQdCk8mkaZrBYKD658ePH3N3dUJX/xBRliXcfbQNEgARVU39BMLZL9RKsLfWuix1LhWRqqz7DHr96GJIU+3TDAB32E9n9S6rlfzTV+es/oZ+95Om1br1DO33Kc4qPPnz3bPQJooRyaffjq2cNpdh7OG+T1IDfc7Tuz6NETU7ofWWAk1LIT0LqKIwYeHWrYElMivvTjnE0vlq9r0fQRvrRnCSoI1ogsSuRG59YnQZjRGE1C5DA+5WBjb9WxaFDFmbLCTCU+xRtbZo6QorPa300RTGmmQ4tEiWYHE80UPr0q+QRbibGD0LNzix5ezlFnAS0U4sjE9naXXGp8AAYNQSBXTkBwAgTdAhobrEgrXAEYX1J5hjBCZjiIwARg4igIQRsWhqzx5RCKC1m9Y3zoiEIurFSgCIQgSoSCP1CYZPceyebvnO/LI/se3Wo7pQlWUCX7n8YpZlv3jv3aP9AxHpFEQAiEFtXow1hqOA9+rrSOqF0Cr9gmfmtbW1a9euOYO7u7tf+cpX1tfXq6rSuX6MkUiZlq03YF02SZ77EFLnYozVYpEOh1euXHnnnXeuX7/OzFVT52nmva/r2tpxvVx2yYGNMhWVtegM9ubyqlbSiupXv/rV+++/v7e3pyRGDWNVS6GOBHuCOYsQKr8XzMnNQ5mwQDCpZAMcZCFJQ0gECbAKkbI0AC2aJVC6sX0+Gw2bQb6oKjeZ4nQ2DbGqfYzx2kvXH92/tyyWeZo65wwhG/SBTRQQUSvRhmOF3FhOpDMN0BubmYUJoK5rICS0tp1UsHa5u7u7i8ViNBgWVdmmbrQ2TthXmXVdZ6nrqc66MeioTHsAje/rc/l0m7TWrpYyOuB7TuP3STghZ4f2fgJPlyekcatjC0V9lb2TpqnGGAyHw9u3b3/44Yeqsel+HpUhWde1+pcsl8vNzU3tiO7evat9nZZx2hrVdX3x4kUNp44xXrhwIU3TsiyVxEgn6nl5wphk1aXgM/P3VoOMy7JUrExjErT4qKpKSbxKMVLS0ZtvvqlUzLt376rurveRG4/HOpDWti3LMnV50d/VhqcoirIsNzc30zTVPlZvoRCCQr59OtlwOFwul6H7aDU2MSrLSL3FNQGiDx3O87wVvcip3KjV7zzRNp95SzRNo5pDlZn16Yj9aK8Pgmfmuq6TJFMyap+11Q8LoItr1zGKOpTu7+/P5/Pvfve7L7300tramhrhKNAqIgcHB3/1V3/1d3/3dx9//LGGH2o3W9c+SRIiCIHL0htjlCURY6wqr72f95G6FE0l0K7KAX5/mVNgjo+Pj46O9IBPUtqZdTQgeJIHg4hbw9EGEAEUi2VVL2KaVgMep+s+NNzUfrkMsRGIEqO0qE5gBgSkJtKyTIZlNlwrUMS4fGO7vPtrDGJcDBjZe2estdYIcYgxBo6CKIxgDNnEJVnqbErG9BGsauinDgMatBZjRAQDfVhTW89UVcOK6LWkUVDzcF0NTOKcc8ZapQ4lZqT3fKt0ZYkxeo6qMowx9uLe1t6zU+CoRo5BLblptevTz51zg8RFskupimVVsKTO5M5GMgYNG9ZsOjXwM8AApr+TAVERNgFAMu3MHyQwgDCypql3M5e2FmJljgnqE9E+kkaEAWOMICwsAlHE6Og5Ro4SQRyHWC+p4oPk6uUbV1785f1fa3UBK3P858m6eOUxxyfdI1eLezX/0xMkrY0qAxjlc1oQ4NidYxKAGKO6MOgupsSEumnW1tZ0eddVNEmTfjI4Ho/ruh4MBuqbVRRFN0LqDOpANaGo6l+ydjKZMHMIjQgGjmVZDgfjxFqNdphMJrp6FGWpNQ93vfRwOAxdSxV7Clx/q3SDiSeKNzVss9Y6a5GoLEu1nNUKv19IQwjtRINO8SbaOXLLwV7dVeWJDvCpwPTPof17ngWXPO9nnpZ8r0Z6PJ9kFLvMBiLiT8latXDKTGWVyXn6L/1OGBktIXMFTOXewlM6JA9b0DZ0E5PW0oeASSdk2HZ9J55JLfggAqxnSSQyEAKLqJUoKjbXa9wDG0NkDJw8m4ZbhsNJsB4itokLqjkkbT7ae91aB11UYH+LhxiMITLEkWvfoAARDtfWskHeVFW5WPi6bq1LdWGI/CxJDK1wxNvvCAKAaePOQZAMiAgQqgdVK/6MIiiCGEGAGcATsyUm/YMsorafiTOWnLUmBs8BYxPVKxYBCEFAfPACwiJEgGIaiU3whGgNxRNFlxEQjhCC+NonRg0iI6t5BrXhHgYwnOhu21t/1VqgS2HsvkEnffWqilUkAlodfvYZFXme59mwCY9tZEOUJObFF1/UodpysTg6PnIuGY9Hus1vbm6+8MILOzs7w+EwhKZcFlVVra+vv/vuu4vp7I0vvr67u/vDH/7w9u3boWm02dM5KIhf39h48fWrFy9e9KE2RFFNooM/f/78yy+/vLG+uX9w4Kwd5EMfGhBIs2y5XIrEpNVPAwvRh+25AAAgAElEQVS3owmQsqx0i1XumRI7/+3f/u3BgwfLxcI5p3OBVnwCq+ZgJ2NOUH2/mrN0o99f3r1vox+G8NK2STBJ2bg6JoBEBsGUHhYYcbS+++KVjUu70WDM7HmyV4S/LCRkPUcAcZZE4sP7D27d/uXe44PZfB49WGvTIA2xSZARFuLnEEYWUZBJRZgkBJr1QSCIJCzGWo6haRpj7GQy+fd///d//8lP9MJdvnxZi0hBdX20+jSVZVlV1cbGmoKx+gjUdU3WKGlQ1QjOut6TEBF3d3d7plz3KMXPi6QAn9XK5UwToKIoPvroo550p/ngmkc3n88Vn+naV1aeqjFmOBwqhDWdTvf29jSSfnt721o7mUyKojg+Bm3z1tbW1MRikI+2t7dVRKeWth121I6chsPhE9FzZ/q4fBKjkSfeo0b2TadTbaK0z7lw4QIRad+uYrk+HVgxq8Vi8e6776qU5ebNmxcuXNjd3VWUb21tTV/q6OhIBZwKN+m7m0wm0+n08uXL+rv9yEwBxp2dHWvtbDZTW1F99HqhYFmWamdyfHzcNJVGC2oEyNra2ssvv6weob1M7kya63POXg9fKLDfB2EpiqsTH93s+7hRbVyNMcaQlqSaJRNCIMIYwXu/vr5urdU+ViMcvvGNb/zX//p/JUn6i1/8oiiWzHFzc0sL4uvXr//Zn/3Z48ePP/zww4ODA4X72qqOY892EeGf/vQ/8jy/eHFXa80QuB9D9GIwrfN+zxs/5nj7l7ce7+3pU2aMePYiUvtKEAbDTHcZIDQWJRpXL0hwXpcYF0vwMUnqeXg0+7VhMtGnTeN8kyROnBNLXDcRPJBYgzIrQ72XutxsDOMgPa6LC1euyi/vkuVlXYbMuDI2TWiYJQZkMYTWWuNoMB6TNcZYNBRBoveoHZXViw7trDNwhEanA8LSqdRjF2IqANIjYogYtOoBCCFA02jXqIJAZ3WCgM4leaLdiERmBlwuFkVZee+NTXqoqqdvBBaJRKBOjG0KHVFr1qJd39iaBgI4S1nShLhcLkmEh/kwdUYA0QhHALVtxNipr1tVvLA6WFpnkBAQSdPNBZAIsE2GbZ+U1hIeENEiRGlzwFYMICiAeI4xAoa2zLBEQIAIEiVxUNdh+fHeMMFL4/VfLj7FdoBPzXc6NhM8kajcdy/KTuxR1gAQYiOEBk/6lhhj8AzIOsXTfW0wGFhrdcnSdVKzatS3aV77JEkVT0vTVOoaDVnjmuCZI5Jpw/oII0sUqeuavEeALM+NMUVRMfPW1pYOdLiqB6Ph2tqaonMCra9EkqZV3Sqiax+VGmDACFJPg9JmrVUk6Yi2q2attaPRKM/zqqoEYl3XHJGIHFgN6LNEUaSfWhprjLUGkAGUuNsR7mTF6bDr8VBAAHX4/Uz1Pp8gIr9Fy4dPhYo9rYM4c98/Rc9esTJ5Eg3BJ/vDz6BUtCfKyKcKj/8UjiecKQHELny967eEwCZpb0wCPc2g5VCeavnghKULpAHgyEjCAmCsXm9l+7ZuyV2qNLemIe1RWWs1YxtPtyFoVzBZUR4lCkDT+BMKaHd4zmgyGxoiAYk++BDVttim6UbimqouiqUvS/AeEM2zBwnYUcNPaFfCgEiixGI10e8bYA1AwQ7fA40dCMx6BhiMRmoSQghe2MdgLII1JoRQV+UADWpHiYaQIkCIQEQM3MKe1KZ1RxEk0qGL3p4sXDdhwZyPR2gSQ4G9Z+YobVPbwzgdRncC7HQrteAqi4RbFn03Aj+5dVonG7WNwTbrU0lHVd0Mh8PxeP3y5cs3blwfjUZa4pw7d+7GjRuawXV8dCgiR0cHjx9/vFgsisWyaZrz588rCW0xL37605/+4r13m6YBIp36hxCcSzY3Ny9fvvzilcs7Ozuj0Wh9feSM1Ymp9w0iVnVlrCFrAsfgI6BEjj54YOnnNyiCGNqCD1FVQ8olWywWt27d+uCDD5jZWAuIhqhlpYaA0JeSuMrt7lXy1MbzgoiUVhKQBKChGIAjRGfYoPXsxSWFcOlwsLvtrpyfDZJpueSqydOB5qA5ZodEjqqmJGdevH71i299sSyrH/zrj37yb//R1E0GCceoie0FhxKjd5g0Aj5qCjEjiTUcY0BhkMAhAZskiY+xCf5XH7x/7969r375y1/+8pe1mj/63vfuPbgPCDZN+yVPh5q66uknPZnTe7+/v9+nsfVMwjzPX3rppfY8f2LH+U+F9T0H13rO/z4BB+kuSET37t1TtqF2fT0WpN2ItkDW2lUijL413Vm99x9//LG19sGDByJy5cqVr371qzF6RDw4OPr5z3++t7c3Ho8NuTzPDw4OyrJkiYoe62w1TdO6rsfjca8uO5OmeGbg+LP8S07JD4iqqppOp4qbqf+Ktpd9LLh2uWVZXrt2TQ0/h8OhelHu7++HEPb29v71X//1W9/61ttvvz2bzdTW5YMPPjg4ONja2uqtR8fjMRHNZjMNYOgtW5qmKcsaANbX1x8/fqy58Ppfx8fHeiqMMUVR6JnXZltNubSyHg6H165dgy4IRPuxnpD5rLbnTGcXInr06JHSqGazWdM04/FYMV7t/7XPnE6n9+/fv3v37ubm9uXLl69evTocDhXZ07ZQe8X33ntPSbOx+/j2t79948aN73//X46Ojv7hH/5hb29PV7aNjQ1tnjXPUCFxZp7NZj/4wQ/W19fX1taUyPrVr3758eODv/7rv3748OHu7u7bb7/9ne98Z2tro09G0XiMvoP9Pcf6DJn3339fia+E1qWpD3VkBoAkcWvr62gN+z7PnIch7GSjEYexSfN8mG9ujcY7AA58qKfHxcF+XMybqvYhgEeJwsJEQAGoKnFagsGYw+brr+55eFzF69dfe3z/EZoqFs1ayGKIEiIiponN8ywb5CZxUQIRMQEwo5ABJCSDpOopbRK899GHvpvo4zf6jaBFnpG0yukBGN0vSDPjWHz0AFB1yiuLpKRBvYddlg4GAySjEzciSpLMJs77GgSiZrMhMBCDgBJqOh1GSxdHyhGQIxCkw8GiaYqymi2XngOajdQaZw0waYnmRGL3XEQQ6Ca5gEgUQboyD42m2wOAMypnUtc6lQWJAAEhMnJnPdaWcwROhMB672OXZcKEDbBzjqKA+CxzvgkpmA3jOmfxZy/+CGf6dsKZPr0dOYWIEIU5MIDCez3PqEUmqbexaJ3q1L8tyzKdZymzWi+5c07XJaWsj8djYdaZXVk1g8HAeB84Hk5mw/EohGAt5IOBzrB8XafDvKoK0jEDkcTIHBBNaDwQKjk8+pBapyt23fiWI0pGl0rvPUToC3JhRmr3IxUrdV64LcSjEyIlpnrvld9ukZqVXqAlmCjiF1uUB1hUq0cCOgBoCXvA1Gn0eyg1IkLnCPhEY7DaUvWBEJ+i35NnknvPXv2kx6/OvpdW61jpWqCT1zytF3uCU/0psL7nUy6fAPpOt7b4P6npO/W63JWzp1lYqyHsv3G63J8Yxo7tiQggRKT87g6wV4UbErbzrQ4RbhsMFiRBjYpnbFMQWJfUPigDkYAAwCQJ9ayek6SRQESamY5Czjk2Jvjah8YamyR5mqZJkiysrcuSvUeB0z7psGJmc1JNtkQIZIPkQSwgsgBrphqwCCCuzJUEAEzw3C7MJBC6FlYNTkJgAayRxRpERAnRGCtCGk9BSAaArNPZtnZlBKQ3VG+Lr3CbgI0xhMilhGVZmdQYg0LYTh67q07ypJpUVsZi0MFVsmIdKRJaux1sKZ4nYzaB3hCoX1kUuLj4wguj0Wg4HIvA7u6l3d1L4/FwMBg8fvz48PDw3Xd/psaJrYSGBRHv3r37J3/yJxubW4eHh5PJpJoXNstGo9FkMgGI+WCwu7t79erVzc1NEbh3755zbjwaXrq4q6WPkhS0FFMCBhJyp5oIMYTQzsWRSACIxForwSvXSGvQ5XL54MEDjW7Tmr5/8pl51QwNViJiWvRP9M5vt38BzxRFAkNkGyWByLFktQWngOLWxnY9n4eyLhvIMxATrQMGDIqXC0Ya5FmUsKiWi2I5Hq/98de+PszXfvzDH1PZ6P6oc7gAAmIkshMykRkhkPEYlrGZVw1ibl0SdLhJqHDc//HON9760peKopjP54eHhx999FGe5y5NoghE7vP6lstlU9fMcTVvXQT0XLXQegiKgaiG88KFCz1sdcpH+7fr+j65rcsnfHGt0Y+Pj3uanM5WdWtsJ/rd85ymid6rvXdIjyZpWaB/6NGjR48fPx6Ph3mez+fLo6MjNa60JmFmjUPoO8ZOoZGtBnOfUlB/yjno09WP4ldqLKmsTi0+VE+iyIC+QQ0R7lvBPM83Nzdns5lyFwHg6Ojo3r17r776qnbIVVUNBoO7d+8Oh8PhcOicc671JNASVp1Cy7LUvy6Ci8Vib29PocWyLPU8nzt3ThE8Fd8q/VV953oHFCVJbm5uPn329K77zbPhlU/u37//F3/xF8fHx1/5yle2tra0kVOSalEUmiCvrfj+/v7jx49/9KMfb21tvfDCC6q+WywWdV0r09U5d+vWLSWsKg01hPCTn/zkzp074/H43r172szv7+9PJhPNJNRvKtqpj0lVVbdu3Yox7uzsDAYD59zPfvYzIlpfX9ff/clPfvKHf/iHW1sbdV3fv3//woULWZY9bfnze/vhvX/06JGKJA2cZLoConFWdU3SGjCLiAyZ1501Zb0o5qE2EUyGA7txDqq6WM6rusgMpmkaQ+OZI3OIkYQQBBqPMfLk0O8l+eWLm9lokUk9aKaIQxYjsZqXRKD6uixxziXAwj6AJRFUOYQS+EVYWOqm7muAPqFXw2ygzZXC3qYihFrVfr0QqDflh9M57AJgjVOR+YlVMoCIJN6jNWobg71+3isBik5Eaytu5+36Jid7k0MWQwDgAXNng3c1h2VVmrkZDvJhahOVyohoDLzSu1BDLboP7z0QAglZo9Ib7YDRWOjIV3jib4CiiYDSSWBa1Q8DEQE754wAE6jXCEv0HlKXgA9NWQjkxibiPSI9YfjRxjOsLuYt9eyUquaJdIEueY+eXkt7NiMRGcS6LoiJTwii1NNm9ZL1fAQlcltrE+cUClbyOSL6EHQBlM5yM8syY7T66yKphbQ6ssYSUZ7niKY12GQWIt16aizTNB2Px0VRODIo0K/JIURB1KFPn4EUY2TWRC5hZmecvmVemXISona5KlfWN9VTOvtRhYr3wBitXVs2PrBKP0iRXkEdZHQO9nq5qP36lDpu9cx/DmSEZxE4z9je8Qw48UzVd08nfmZ/yAydM9Bnwvqegvv+c6Z0LGcoBrltyXqGn94T/V2CT/NiuwZsNbKwt3VhTSbr7j1EEohwcooJEcgIM9OJA6/RGwUZBMGARdKHRUQkiIfWRbY9ArRI0t7f2GmKFNayDrVSqYsyxGiSNHXojB0PRxIiR08C2SB3zvrBoGmq5eHk+QDCat0QOQIKIAVRRTQIC6OEE58f0TQ1EcnV7xEB0KARZgA0jACEMYri4RIDsHGJMcbEKCoKEBEw7dOkY291QYzd6RIQMkQiUVhIFYToA1DkaVkaTCmxBCKdgBtW3FPwdIypYKfUPpUo1ZW2QgLxhAva3joRBbg1bxLt95xz29vbaZpevnTpf/vDPwwhLBaL6XR68eLFra2t+/fv//KXv/zoo48ODw9BWmFxb7GFiEVR/PrXv7YvXlMndCAaDAaTyeT8+fPb29vnz58frw0VlwNuzTNms3kMPs/zc+fOqYWgvqaqAZUeNhhY1WFziKp71h4vhADMCYmutpo8dnx8PJ1O+xRp5VDohDLLsuCb1cfmxOCn25a6Ox8BwCFaQQ6xCbXnGA16izEwpbbgWCOO1sdb29sTjEVRpJZqtiLo2FAbFSjMbAU6IxBTVVWejL74+hc2huv/7//99xzbC6saa0IglgSJBb0YQSpRFsEvGogUjbMcAxHZxC0WC2Z+5ZVXZovFf/z0pzs7O62g3PuyKoejETMb07rtl2VZ1bXp7sO2WRLWXdAYE5mFT9h0WZZtbW2pS+QTk4XPbWz1W4gDVxEwvUNms1kv01IYRx0y9JbuJ/0xNtba1m47BC3U9GcUseninqSu67JcNk0jglqae++3t86NRiMNtVMiVvfrbXbTqpvL04jfZ94me5NMzc3LskxlJzq9VrhJoTNtJI6OjgaDwXg8Xl9ff+GFF+bz+aVLl+7cuTOZTNI0XS6X2uzNZrO1tbWLFy/+7Gc/M8aoHlIbFSWO9k3mdDpdLpfL5XJvb1/bxcuXLw8Gg1dfffXChQvr6+ve+4ODg3fffVcDEnuVXZ7nCr/353l9fR1abRWtsLnwU7V8iPi9733vb/7mb0Tk9u3bL7744ltvvQUA0+l0MBjo0S4WCyIaj8fnzp27fPnyH/3R2x9++OHdu3fv3LmjjfSNGzdee+01XYLu3LnT3zmKh3/ta1+7evVqCOFrX/vaZDK5f//+dDp9+PDhYrGoqmo2m4UQjo6O9CrXdX39+vVvfetbk8lkb2/v8PBQ4w1ms9n58+dHo9EHH3zw8OHDhw8fXr58+e///u//9m//Ns/zN9988xvf+Mbrr7+uQp3f867v3r17D+7fb6dvzCE2elv2hFvT6n5BWfKmqrK1mBsTyPgYF5Mpebs2r5qmWswm6L1JEgLmhkOAyBC9l4hERr/AaoGTI3///vqNN8a7L0yOq7CxVu5PNozkaUYGEusyl7jEkLFkEImCSG8MQAwhRGBuIkeCVc8Vjbs6UyfMzM6YJ+631kLQmNVRjuI1aiCp5Nz+qVd3EJM4xc+MMcZaAK7r4DIHJ44GJIAiSKAFOmlb0TdMDghN+9OeIUscN1IHP5nPACAxY7LGUnSCIPFZYEgIQXPl0ZCRlg3EzGT7MAkRJAvI2I2KEQwIw4m/oqAmPxEaNMaw8dKgDz5Lkul0ahM0YAHAWZMYgsDQCeO5qxVXCUpPq3bPnHn1rPLeR0FEjEEFdFaMOtp6crXs0XNOaLWi1NVMGy2VrOv6rzCscy7EWKi/N6IxZjAYHE8mREa9A1xigFJjTPA+xNj/ivc+S1KbWqI2Taeu66KqLly40DRNURXzuVXa/GKx8CL6i9ZaAAyozuTGIqExvPIRQrAZqfoJ0RASmNZ+Ruu3qq47ZgQSmR7Kpq5pPBlbiHDkCIJAyiNFQjJ2VXNOncmnKMDTqjrPjOzjU70f8uqQ4vOUECM+ywll1eWlJ2S1DdETMdAnQL3AZ61bTnMwTvMrBZ8MOpdPVOs8z+Ll+cG+LTLzpN4a1blGz5nRLyOb08UHaaq0eqXIClRLJ8fdo6ERQIQJQIQ1yKGXhslK7YVEq7JREcHW0IRF2sRwRCRjWxJd2/QJx+iZU+ti9DFGa4wxRpNUmYN65QGhIxeFJSCBhAgheF8WErwy1TiE1sfi1NlbGeefpocxM1DLckZR4LuFlCPHNgfTNwaAmYeDXIrSGUfGiDGBwccIBo0xPkRhFgACFsE2UCWxgC7GUMfAzMRtvHWSpe0khk6pnMXXaZaEKMu6VomjIESWZVOSBEP5OEtj8CE02IVniJzBuHsCkOm+fNIlr6VMMKtq0xhjCGfHk/lkOtzcqstyOZ9bot3z57Ms07M6mUwmk8nOzs7Nmzf/8R//cT6bWeeY2Xa+ZC1Ny7axy3t7e6+9/IqihTvnz+/u7qqOSA8p+NYOS/tMYzQyrlwsip6fWZbl+vq6Wg6GEB49ejQ5Pjp//vzW1pbpLAd1t3DOGcRQLTUpK03Tqqo+/vhjdbPQ3aL3bNACuv1SJHarBkJLemyaZnNjI0+zwWAwSLOyLO/d/4DrZjgYESbBmNoYT8bmyWJZYp5tv3A5P7dThtDEgBGx4YgREz02qusaUQQ5lA06yy08CVVV5S575ZVX/HL5//zTPxoDbOq6FiILjIlYG4NYUwt4woXA40VZAaA1dV27NPEx1nWd5tnh4eE/ff+f//c//vo3v/lNAJjP51euXLn583cHo2GXGQUA4JxTNkgMXkt2pcWSNd77+Xze3i1Eiu0oRrSzs9O3QH2Q4Ofb4H0SJuezVkL9ptqTFEWhlbp2szod0AZMjWHbGKU0bZrQ01YVvlMwUCPXVHqqr2OtRdSpRLvNa1vVZh528uC+aZnP52ob27vw9YP/1a5mNU3n+bq+1W8qI6iqqslkogaY/fGollVExuNx76Gi9/l8PlfYU1Pytre3d3Z27ty5o5aeSnRcLBYicv36dVWd6Yk6Pj5WgdxisTg6Ojo6Otrf31ds+atf/eqNGzeuXr2qFZKWU0dHR9Pp9MGDB/qJHqEeNnNQs02d4Fy7dq03L2nVQdb2vhdPX+j+Zui1cPr5ZDL5/ve/z8w7OztFUfzzP//zZDK5du0aM7/xxhuLxUIv7nvvveec+8IXvpAkyfnzu2+++eZrr732+PHjO3fu3L1796OPPvriF794+fLlNE11VLS7u6tDhAsXLly5cmVjY0OjYtbW1l566aWqqt58801FAufz+c2bNx88eDCbzS5duuSc+/jjjx8+fLi5ufnqq69WVbW/v7+/vw8ADx8+1Nc8Pj7+8z//85dffhmArbX37t1TpP3atWs6VuhBWl3f6rpW0dGzRI+/CxlJR0Uxxty9e/fmzZsa/DjIR8YYHzTpurn0wsUsT7z3aojJIUgM23mWA4hvCIUACamYTYvDCQAEqP5/4t7kR5IruRM2s7e4e0RGRGZlZu0Ld/YmcRqtbWa6AbUWSBcddBKgv0B/1ocB5vBBAnRo4DsIbGKAD5CokaAmNS2y2WyyyNqrcomMjMWX957ZHMzdM3KpItnNVvNAZGVlZUS4P3/PzH6b4VhK9OStdWVVL6sqN96SkZiE2XnDnODwINx/ON6+7W7uPtvI6cp2c/CQWLxz1lLuvGa0OiRjbB0bawyLMCdJEhNr/BKy1NDje4CiGrd11jr19QkgqIFzD5sw99Ympg1Cbj1IICbWiXX321qapg4ZAycQdM4ZA00IIkJkIycrBrA1DNOCtKoqtE5iskjrUXIgbJC8UxhGBEMUywir1WpRrqy1ZjAkwsDJwIlhjMr52n6oq4iUx0jIaA2RUWj9ZF86w1BDrZpOtiwGYUgMSq5B5z0SAZsyNsPRCBNyAEQN0kUkYU6gAcyIa4bhJ8BpV4YgdDHCnZvOmvuLoPZ+LUJ1siBhfWzEzFEkpWRc5kxrktTaU8fgvNH9R72FR6ORyrmVBtLjbB1qJ2VZ5nlelmXvfaCrhYidcyHG+XzunBsMBqrd9d6DwHKxzIpcZ1v6y0MIBGiIbFHUde2c064ypaSbXBLOsqxc1Zq3rgGPPXanvgkhJd3uUhJg0fHlcrlsmsb7rOdTWJ/3XXEvD1YwQL/vjFVej8axkgA5a05aTUHspRxmfacVdbZQiKG/i4oKtkUsnfibICZ+UQGA54oBWUPOEU83cnhB/XDCzVmreNtBTL89dmtIWSQt3mNM98d2ZABnPMOeEw9rz/A5Ub6M5O7F+CZ+JRgUzkGt59/D6XCNUy3i2Z8UxTRQ0xe47641KB3XyO5oARgFkFAESNngfBLyrvvCyXc6PIFUGtqRbgUgMVP7HUIiA8yIxFTHgCxEZKxVxE8IujQKVA9NUlRKkCWFJlV1SHWFwASAknQqcxq9ObmpcmbRnJ4l9HasjECWUkqSgjVomS3IhqVbL718MD2czZfC4L1vUBphDmINhZYwgaRqQHUNNhAQkzFi9AmPIEyRoNvM1lfJOPez40XD4ocFINXlKqRIDouNjRTrVQjWoEE4k2KsJM91pvJzYhtUQakB9Gqj2t7ULtgkgTJrAB4+vP/s2ZOyLHd2dp49e/bRRx/dv39/d3f38uXLm5ub0+n03r17ZVnajiIvXJ8C2dVjqix11/PeDwaDa9eu7ezsaIHe5x0DgDCCcMdmbzVm0+lsOp0tl/P79x8y88bGQA0kmqpummY8Ge3s7AzywnuvJmtENMjzLMs8SZZlumFphEPb2HSSIV2Qeh5Ly5RH0zJESE/JbJBv+cn1K9eGWZ7nOSHO5/ODvUnVSJaPIR8eBTlM4H2GAtnlK2JtnQ3qKFyliATMsUo2Qy6bUDdIPrcWCTkxI2ksOiADgwGoueaG77zx6q37n3z8iw+HRM5JSgmQLLnM2KPVIgzylPn92eFSIFpIMRbDQVnXZE1dVwbEGfuP//iPjx48/Oabb966devNN9/81re+9dHHP2+bW+u6FE8OIYBI78xhjPHeo6HTpJp2Mm2t3dra0o7o1wfTfaVGcR1mPGPMW5Zl3//0DZJeAeecBm33weLe55oCokaUqvdQBWDvANmXFCE0o9FouSz136oO5PDwcN2UT09igDYUTnuhPjXu68q61fdWluV0OnXObWxsKGLZDz6UE6GOJog4Ho/n87m6buoPKNfx9ddfV2AKADTHUssXIjo4OCjLUj/UYrFQ6qP+ztVq9eabb77xxhvf/va3J5Mt1bDt7e2ptYxCptrp6bagtGqdo6eknpYt5D4ajV7M431eOHvvGqobyPHxsUbSax2DiPfv32+a5urVqz/96U93d3eVjljX9b1796bT6ZtvvmmMWywWk8nk6tWrOzs7d+7c+dnPfvbuu+/evHlzNBopO6Aoitu3b6t3349+9CPdN3qH2BDC1atXB4OBWpvWdb25uanXJ8uyjz76SHfOq1evXr9+/cqVK9evX3/27Nnnn3++t7c3Go2uXr16eHj4wQcfPHhw7/Lly6+++urGxoZ6uytkreRJXZ/6hP4GxX58riA7PDzUkVC3iwoAWEcCJnOWAEVAUkROBMIAG5ZyRFLbbEjCgglBBEiNK5kZE7IxpshzjlHFB0gUkZLUmHggPh4c2YOjZjgrrQxv3awe3rPLhSHNOmfvHABLTKmNXuhS5lICZvUbQIFE3RC41T/0kxcE6MvGvgrks6EypEN9HZCf3oWEhFE5myesNB2DSh+RQYoAACAASURBVJtyawy5jm2koisiBEMIgmJaF20GOH2+dyWLGAAGcCieMBoQMcG5FKUsa0tmXGSZdcjJdJ+jd8JkEWQmsu1HZhASTqmtislAT/LjpBkLbbSWgCAQcOqGywIgaJTURBrZRUqQajPDCFrf6QR6N2xbSeNJFSpriREtO0lE4LTLwHNSW9aXpc5EegKXNlfD4TCzBoW19oiRgVAYE7eXRUf5OhdTdrfOAZU9BCQEWIVKDXit9dbaxLxYLObzmfd5nuciqSpXiHjp0qWmaRBwPB4z82Kx8N4VWa71xuZ4Qw8CzYpYrSprzGg0UqV9E0IIsSPztka4HGIUVoZnq+tjBaVTS7Ejg4ihbnye6a9lAT2SJpNJHVI/i0SGvqyJgRGJO6eW1gywQ5kJEdqppbTZHi0SLAjU/TQkbl3QFI7umlKThC9U4f3So6VfpU54Acx2EWv0OcXG2fZBsT5EOoOstaxI6ZuHXxPt9XwxdCY04nk46zpv8wtfsae263x5vfFrZzKqe0JUKumpMICeeYiAgElaUWnLI+5vDzMS6bGBAgDGooBlHWpCq8yKnafZSRfdWcczsHhriQIRRRGOEbAl1rs1SOeU5cnpfu9UUg20yZDpBL5U30TBkDykSVZcGhQbBtx4NHJ+XlZligBkAIPy4AFZFXmA0vHZG0k1N5EbRAILHCIqBfQiI2Opk8SwvXXp2ksvCeGzZ8+OpgflauGNjTF6YM6dIyPCKCdMjnW23XmdalrbS/uKWTM8+tuklGBGAEiaepk5T0SWTLUqq1U5Pz6eHuw/fjx5663v3rhx4+Dg4NmzZ7FpfJ7r9FcP0vXVp5q83utvPp/XdTg8PFJqpXNOB/3t3gGghze1IDV0peHkzh37+eef7+8fGqOUTlG3ydn0qPPuq7CL+EPEYdYiBjq6Uz8P6OK51u97SgktAUsP+Ewmo8FgYIyJTUMgTbWqF/OdrUubm5t+Mp5s7xKZfHOMG+PSF81oXIxGiAjWAlGTF0EAmMhZSMANSL0ww5EBIJAmBodOjAVpXdqJ2BvnjCVyJJAPhq++/tr9B3cp1BClaiJ7X4VgnQ9oUubmhh4v6xohARlntYjvc8kip+//t//+2ad3f/zjHzvnXn/99STSs1lai1cRpa6xCCHoLLmfcqkbZK+yUBIsAOzs7PT6gXMEj1+Xru95v+R8B7i+Zek0oS+RtenS3u/WrVuXL1+ezWar1Urd27SpUxqzupx57zUIQQ/O1Dn6aXXbH8PaVg2Hw08//XQ9UrxbYKwNs0ra+p7wC3fd5zEbz9c66oyi70e/1iJDcyy1fFHETOf6WZapdfjx8XFRFH3XBACXLl3SEAJV5SnL9/DwUBVxx8fHKu3b2trS8uWTTz7Z3t723k+n0w8++Jn+nr720opqtVotFgulNfayPe99Sq3mUIfo165dU7eVr9TyneGCqvByuVwqRKbc6bquP/roo88++2x3d/d73/ueut1873vfe+edd37yk5+EEDY2xjs7O/v7+48fP7558+atW7dGo9F//Md/PH78+O7duxrPcP/+fUS8cePGp59++uGHH/Yjf72wesF1oq8fR6/ws2fPFH785JNPdEZ2586dN954YzweW2tfeeWVl1566fDw8Pj4eHd39/r165cv74jIG2+8MRwOb9y4oQE53vuehd6LM39T+pGe7tjzBVrQMgTvfeYLY0yMjS5ya02e5xYpCkNMGgVESZwkCg3HAG3AAGmCqAACUiJMkhyAc854V8fAVYghImISrlIAjhaB03H98FEab7Ll4ZVdd+Nm/Py+IxObwMrQYIwxYkqImBA0sS3GyAlAw4QFxOEZLkwXWgRnxWZrP4atQvA04VDRPDm1MttxqmhsVev2SWRYVRiE6pkRYwQ0LMiAjJCQjDoqkukk+acz91o8BQyKE8gJ2RpE4JTVIS5WKxExCJBnDhiM1d+Baqhwbmdp1U0MUf/W9qnLanbHACSEJ/2YCErX+CEIque7SgOBiAgUseeuLQQhiZgaCQC+nQKfQWzkZPjed8n9fOEFpo4X8r31jhhs5ZfSkT57U0okImrDOaFLQdSaIYUoSLnPNJtH/1W/ixLFlFJMYq3dKAbkbJZlddOMxyMhs7m5+fjx48znoW7QtLSF8XgjzwdPnj1NKVnj6xjqutZpkXNZirF1oWu/QGl78jZJMrL6+rVzWEmMRD0l1Voyzve5cwgUUtQyIM/zkNppnXSuGd3BJBrWh6cZjlpFWGtJc8G0hiPSoQkAMKzdETbS28O2bYDiOHgO4MKvamz5qzR7F7QtX2KrfNErrvV+/fK8mHYvXxPt4gVBFs/zOj9TjtGFv/C0P+eZXlF6wId6ku86Gak3+FHDn84glVu7mHUiNXZbQ0+CX9tAT4BNRKtGHCAoKCqlMmBCCigaM4im+y+k8uQtCzJI7/CpY1G2VkCMCAkm6VPXTjU8F/Z7vXnJBReSo88cIaTlfMNnt7e3R0UeF8fjYjDZGi+KbH82n5U1CKBxZVOSrn+tFSWitQ4hHxYxlDGIQbaAgmKAQRiFtcHBtTveLJvt0fiV11698/rr4tzh8ezp44ePP7+7PDzwiDbzWZZZlhQCCsa2W3tRucwXPH14QvxdkwivzdgEhAjFGiKDSngbjcdVVa0Wy8/vfnr18q6KYbAjALBGjHe/TyMw9Nar8cPLL7+akkynM+WYnYCUfb42oogGPQKzmC5LVwvWl19+OdQNM0+nB1pjEaL3ThmSy+N5iLXOyJumqRbcm5Hoxq3FmeIVqoHu7dokROecEoSMMyml1WKRUgh1I4khNqkOy+l0vjkxxrz2jTemB/ueyHiD43GYT8vMeZ+zNcKYvGNmEhBm4UiAG4CuCQwglpZNtDEZb/LCQ4rMzCGFJAlZpGYGl8KtW7dee+21zz74YNHEVdPEwagmk0LNG0WVZw8Wx/t1zd5xQgMQYxREFvY+0w36tdde+5M/+uP/+D//5+OPP14ulyGllJIlk+d5ChHwpOuLMXIXT99yFEEUMOkODOrVL5cuXbrIVlG+xu7ulwMfzndH+ma0c9P2hpnn8/nW1tYrr7zy27/92++//36fJeB9Xte1xoXrwuhKNNKdRzs6/b8xdHx8nGWFMkUVjemDAW1HtwYAa1tqqBb6vdH2hX7Tv/ShoKta7VtUdOe9V68UNXbrH8yeLal+kmVZKvFytVpVVaWtqdqrzGaz6XSqwXfb29tXr149OjpS8pJWLRo5tbu7qyH13uf9MKUsS3Vs0tzCqqq2trZ0lKCaQ2PMbDZVOplOppXm/VU/+CkKkAgAPH78WIfuw+Hw8PCw9+xR75mqqi5fvlzXdVVVP/jBD37v935vNpvNZjPFcrXxU9Lmd77znd/93d9977333n333SzL3njjDQ3sGo/H0+lUGbAaWN97/QGAMja12VbwXKu3/oKo+FllzLdu3VKD+G984xsaA7i1Ndnf33/06JG1dnNz8+2333769Onu7u6f/dmf6XOnrayqIn9TWF9PndLnrmmahw8fEhGh7QPBFAu11hR5TojAIokJNMBBvAhyElZXT0IWSIwsQAwInYEIEFqyHoeDKi5jXSODikMgJpDGRFs+fZpdv1FcGddRtu+8tLc/5boSZ5BQCGNKHCN1FtaxhfuAO1U9df7YZ/hZeD7X+TQYkPoip9fv9AcogvIXh8Nhf5yBdPQ8Q30qtEgb7xZirOu6jE0EBEah1nuOW+4cCZ8wd1rHdTyB+5BU3oaIAFkmIlUTqqo6QkkpDYvMrke9dZZ7J2HwouNdWfM4OCF6sDa4GtdAItA6DogItfN209eRnSKmDQ1X89UoEdAlXQLCzNJFRTMQnqG2tc1z/zivpTWs158nW+ipED9cn5v3e0JZluCswbaAJDJoCMEkDj3bXxs8AFDbiLXcAtT1TAx673TEsyoXhlyWZUKoj/xkMmHmo6ND/Ve6A+sDq/rqzHkqDCJSRTHGBqIxxlpTVWE+n+sWba0DpBBCbE5SPRxAgraV1f+yLMt9FmNcVSUAZNYFTk1VR05dkhcp1bwO6aS20RiQli576kqqHb0BTJ3GQesiIhJ1yENqu7u1EaG1KmclUe8J7lAEpPMsw4v29rUIdXlhF3cWgvoCOuTZDvDrqknWjGFExJ5vruTXz7R/Dm2vZTejPHcOj3i2WMOL0EgBEGoZmOcFioIntjEikjpe6Pqz2vIKWiSaEMwJpfOCd88iEoGFBVkARdNkYowGCY2x6DjFtZqsC0Em1WsKKqQj0oqeWZDQIGH3MJ9Ffp9HJZKL+bgGCWK0KRbGXtnYuFoMPCEO8joE5nTJu2Jrkpn54WJVhjITSiSAmACiMCS2BjJjvEhgiCEgJySw0kquSaPgEU03igKACLg1GGwNBg4hIVze3pmMhpcmG48+/cTUqw2iglDKFQtYgSCnTJF1SyeB2M3VGC7mQ7c9c6tybNcydnGFPYtqtVoJc555ETGEwGK900CwIvPbW5sPvFd0pWdQnzlHVSStZirj8VidHgaDgUqeujo5YTdRCCE6a711CFg3pdrHD4vB5Z3d4XCIiIvF8Wq57AqRlDsfY5zNZvPFLMbIMcUYgZvVaqWbey+76kfmCgQpzpNlGQjrZF2l03VcpRRSiAZFElsAh9gsjqd1Za19cLQIVckpDHIn8vqDhw+ZeTAY6K46GgzzzOXWZIYcos+zXLBcrGZVVezsutHI5ZlzjlMgYy0IERNaay0YKyLo8ks7W2+99d39e/eknM5DXRLYzAmaWGQPyvlH+08WiACZIQphlRXFqiqNs1preu/ffvvtP/rDH373u9/9zne+MxqNPvjgg//nf/wP693x8XGR5dgma4r+vFbeSrfT2CqVdRljYkrWWOWCElFffa7n9fWLC59vpvyfsBmuV/+9Y8q1a9d+8pOfKF1T4S9NYPuLv/iLl19++fHjxx9//PHDhw8BGk1yV5GDXo2yLLMu6ELXTFfRhqZpimKoPNLJZKLTkDZPmaRHvdTNRVMEtHVcnzGdKVPOMD8vTHQ4wwjQOrsPZFfq5sbGBq11nv1t7X0OVOuop7tqXDVRQEFOa22e5z//+c9v3bp148YNvSDa0zZNs7+/r2WNho93SZvh6OhYzXX1bSwWC1Xhzufz2Wx2/fr169evazGxWCwePXqkJaVq+bz3w+HwDG34BaI1vIhyo5Md7dy0cdVWU8Wcs9lsPB6r9uzZs2eTyeTKlSshhNFoFEJ6+vTpcrn87LPPQgi3bt1aLpe3b99Wy00ROTo6Unx7c3Pz9ddfv3HjRlVVH3zwwXQ61e5Xdc66jyksMJvNlA3bB4HoNa+qajqd7u/vq62L2niuVqtbt26Nx+O33nrrs88+U2j0n/7pn7a3t2/cuDGdTt9///1vfvOb4/F4Y2OjNxBaR9v+k7u+dZx5uVw+evRIXWf0w6aUECDGWGRZ7rxIUpInIQOLMGSIVv2/kZTMDywEGpTMRKRJH4rw5BtDDik2DTfMIEQWUYwYibFeLujw2cbl0XEI7vJus3N59eBTg2AImxQlBGIGwBijhkcxErfiBWLhBMBpTVsrPTrV1qlaFNEJfGdFJLUOIr0iooP1sDc4Ufdy7W5SF4OmnEMgQ0TUEkcJiIyGhmMKICclMhoiRoZTGRLU/5EMAhAkFAYQhyjEwAadYcgFbB3DsqyZ2WbOCPUVxUn82gtwgjVXzC4dT3UfXWoRnmGY95Qrg0AAyQg5azkyQxJBEGGQRBi7H4TTDVvP5jz13s6mkONasFCPEJ48/muS/pbMr7clpcSGNKehDeaJUTgBsjIXlN9RVdV8PvfW9Rumdmtthm2zJNHc86hWn8PJ0JA7Xi6Y2VmrQ+TFYrF9eXe1rNXtLIQw2Bgul8vVqkopZUWu24VO3I6XCy1IenmLMUZO09C6xXkiHGCOzKZbD11wH3PTNE0MwmCtJWtSkuWyjKeJJ2vYpl0Lcz45U/QS6UjXGRNBmCMAoTXqStQlV0r/3ohal6aUUorAzEh4uqn7asSEMxHw6yntv5I4rl9sAPB1CKHtf05392UqqpMjEL9UuyjduOUM1setQ2/X3SK07ksnIxkE7KIU2i/U/F+Nf1re9xrGSoDn9otTt5l6nLBf6AnBuxwkMXOTkgirY4e0E2siFgBs+ZQizmWQUiPQrJacWBjONKsXXoczX/QkDd3W1T+fgJ3BZrlwCJdGk92NDR8CxTjIoHBQNqFsmtxlN7a28ix7ejhdRQ7MSYAADEcCsRKRgythgzkzVnPYcwJP6IkQ2AAaItPZhyBiNEU2GmUAsaybJrA3eZ7fvH1re2MYZ4dpPpfFvG5qQaLE2PozwxpZAjot+akYujP6GUTqclsSncxpTvE/nSEkNC5H25oRG0uZd4O8UCAlz3NL2MTgsoKZ5RzerBUeM9+792Aw2OhNDler1breiYiMafcjY5wKMkIIVVXXTRljjE3w3msyx6XN7a3NTbUTdERadmxsbMRwWfnAIQSUcHR0pOmruuG2QeRE2uAtl0vFBBDRkUcBJY4KMwDk1pksN8KxaTAlywIxQNMQAIXpADDGxjUxC7XMZ7Ojo9L7UAeJ6TjzDsEyW2CHMBoUG8W4SumwqmUyMVtbfjB0zkEM3pAn9GS898VgYDMvSLOj5ePHRd0syThTuJWkuaSscGTto3L24d7T+4vYZIYZPXrj4/oFjB0od/v27RDCw4cPEfGzzz5T07a+jSEiAyalpCdk0zTKDtWtf7lc9o7k+uSHEIpiuLm52ZNGfuNY34U+LuslqXPu5Zdf1to9xqgf6vj4uK7r3d3d7373uz/4wQ/ee++9H//4x3t7B8fHxyEERcz0euq16pWfrTe9MQBW56nayN2+fftgf6pLiJkRRGX9eZ6rrk9z6tbf9pkL+FUJLeuVt/rTauul3J5Lly71M47eOUbvmmoae0VrlmXqbLm/v6/KFkWTYoxqrqsdSFmWGuNRFIVyF5XwqeiWxj80TdRvqhFoWZZHR0f6M8y8vb19eHi4v7+vL9o0zdbWRNshvVbj8bgnXT8Ptj1/rdYxZ+36Dg4O9LPv7e2VZTkcDre2ttRVRZm9R0dHP/3pT6uq0g5qPB7/9Kcf6DvRiLzlcum9v3v37t27d7Xy065PdXoahayWwkdHR0+ePLl3755mPGjt1ZtGENGNGzfG4/HW1tZgMNDFo0nNo9FoMBhogMSDBw8++uiju3fvbm5u7uxceumll7SyPDw8VL20DqHm87mOul566aXXXnvtN+Lgcuas1Cu/t7f35MkTYxwQrq80FFCgWGIiAUGhJMxsAWNVRcGUknVIYMh4I+CAwKTGIJJxSB49Usbk0IErclNWZbPgkBwSoVUdv01h9ezx4KXrpbEr7+nmjfT4boqJUzJJMCUPZICZFQQhJmYE0Cg8BBEkkPMVlKar9aVtPxDPrO0t9bkjMWmx1EcctBUrgo6BFN/SJ1WXhP5wO5o31HaSzEKISfEcI9g7VJJ0DFLgtUBRQBLWesqCkDAQCWCK7IzJckyVVE29rJu8rjODfV8h5yw9+7aul3VIitKVAYiYNJSYDJBmdeF6eckiTAQGgZX1KYiCIo5MIlJ7Og0MZJAkrEoX+BJqK3WeXF9vZ0SVZyQ5HfqHa/0SQMfx0fNO22cWFlb1YitW1ybNIPU9mP4Tb6xulQLBGHM8b+1/J5PJ5uZmXQVZSLttolGCembdEkrdSZQvqqNDEQl1o+Sao6Mj3W2q0JRlmW+M9XhNMSmfzVob00mcGDMItR8hdx4FNA8wz/O8KJhT0zQiYtCoOyKzrBvzdxEOp2KW8KL0OgIMqhvUbA9OTQjWWmQxxvWzA+hs4U+mCa0jw7p7Cq6TK1+M9Ymcm/Q937r5y2N9X4nh+ZWEf4jYcmbSBVzKr03UB+cM655XYPEXNb3nrjwAQDqTOdHnAaz3kHKuaWzDItVUBXtAVnHVfolwG//W7ootJ3499g7Aou1eUNMdRDillJhj4iCJLaJzVt0XVmEhbcifhkyCQmTWWCRia60xCQBYGAVZei7BecOA871fN8RDbBmYalyFktijmQyK3c3NASCVNaWYmrIYbjhvuKzKMiDzxHva2X5ycLioYgi1EHprkQyScGwmLismm5lzBsWAFIZyQk9IIE4zdqANMBSReTFmY/OiyPJsnuL+7Hg+n0/Gg9FoBIRsbcmJFwtEA8xo0PT+q3DRtnjmbJOzStcL8U/9Tst/EEl1EhEwVkuQJtTVqhyNRiqCqutaJOm5uD63Wx8mHRwcfPrpp5oAoTjDOZtmSql1ZGnqMtTNcrkUEedNSqlalYi4u71DgMfHx9YRIg6yXC0omBlbU4GOm4E0mUyGw6EOularVd/1KVDT90sxRoiBiHzusywXSU3TxKYRbCKLQ3SImTNkDApbQ7ZaAYBByQDHod5KqXAus47JOKSNPHcIGcpG5nKLG3n2dAmYZbI4/vjg4PhoBt7FJlgAD+CYQZK11mcZOZuEF7MaSIqBa6oqRyxTWoE0no4W80/2nzxc1JWDaKwRQ0LW++PFwnonAGiMHm7f+MY3VqvVP//TP3344YdKq8vzfFWVg40hsGgpGZPoRdOGvC+7VZ6kpXAPE6WUJpOJ4ie9wu1LYn2/jg0Q1u2CztH6exXfjRs3Ll26pHrOlNK9e/feeeedsiz/6q/+6s6dO1VVvf7666+++up77/37e++9d/fuXV0Sil10kkta43bqqeyIqGkiImo6gq4opUca2wbQOedCqLU51EyI/g1/GWkfPD+l4Mw3eyeevmTR7lTH0j13d72v01pHmxwRUWh3c3NTF4aa2jHz06dPNWJ+a2url0qqHlK7Yo22m81my2VZlqXie9r5dBJfUDdRfVcKWHnvm6ZqwzwB1A5nHes7E8914ejzPDoKAAcHB7PZbGdnZzwe65sZDAaTyWR3d3dra+vhw4e7u7u/9Vu/9Ytf/OKdd95RgeJgsKFGKdevX//BD36g5pwvv/zy/fv3tQPsTYYHg8HNmzf1Y+Z5fvv27Tt37rz++utlWWrYYF3XqmBUQsHW1tatW7euXbuW57nepuFw2FeE+lmuX78eQrh///6nn366Wi0ODg6IaHt7+8qVKzs7O7/4xS+m0+m///u/f/7559772Wy2ubn5x3/8x3/yJ3/ylVIfv67/tAhevzsPHz6cTqfa2zvntT3WXX0wGOQ+a7mdbfSrOLIcU6JGmIEMkfHGO4UnLIFFMMkyEFtAdGTKVFJm/bBYLZYhBGusIZsgoDEIKS2Xcnw83L48CxGvXC7GG8vjeVmWXtDpaahYIrSJbW1cLQKASu1OP1DqUNDqyMwZ0xoiSiCQuoK6V8F0iInOidXDZf03rksxuZNIAVFLoETEtXmHOieyhl4RrGXt9j2ARksJAhoRQiGjQkMKIk5sBHaeEmBKYVFWA2rlyhdsJv2MWKlWqq4kBE6CrQsx91N4QABmoJYfpLsKoxi18kQSVIKqBrsRoEVKBoVIUB01WSfTcrb6eg6ev8YY6i/RqYIN4fQACEFEaSz6nonIu9wRIkgvYPbOE9qqXmkQlO5UVVURYL/hG2Ni3axC7PL6AhE5S0Ux6eXTSj7SXcs6Uva7Onku6sVwsKEeocCS5/lisVIqUF3X08Np24mtQa+tQWu30lgTiRH1pO0AOexs5KNYHAwGlsyqaThEMqTlo4hEZlUudo5isN7+KRxzShHdm/zjyRqLMSbhtTTjKAjGohHXcZtP7cDnFJg98o0v6D26nz27q19goPICdt55rA/XCl1cw/e6XLovP01WmPn8X31tWN96bN7zyFFfOE0X/KKuT86ES1zASu2eKHXWwhe81plLiJ3JMXQex33VePLKpjf8OTmzSU618Jxi5JRChMRI4qz1xoiw2jCCO2EqUztoMxZkvppbRGhCv5oNQJJWI3u+8TtJtFsfKam5JQJ1niTtX3GajIZXti9N8gKP5x4RETxRvZz7wcb2ZLI/mz94+hQGg93rt8iYg/l8tlyQNYPBgJxVb8kR+63RZHO8YUFSUzvhDBlisEBWjxyRlNq4sGRqsJyqJtRNk8Lh/sGyLmfD/Pr2pbGhIs8pLxpjuSNedzxm6NnM67TmM1jfyUU4wxBuH/VTFXZRFFrM6Za3XJa1tVodVnWpNe5kMlksFsoD1HjIM+LJ1oTdSF/0tC7SawbNumBiqHUkpoo4ndkrt7Cum+nBYdM0SmPTImNZVi14RaTbsToK9Ew/7KTh+rrGmKqq1IRGlV2KE7aFfmKDZJyxxiB7Z6lcLXPjKIaB95PhYGMw3BgMNjGsVitCQU5XJxPc2XbGZi4fDAaZsYWzqVwZrofOQGoIeOvqNfY5P3r42Wo1Go6SoeM4y5y3zCZGSGiQSGkYnEaj0bJc1HU92tgIR3UZmjrFZaD7zx4/nFeNBTM0oZHMeqmkrGvnXGJ2mV9VFRFZ595++20UOD46akKT+SyEYDqQhzqdgBrE13Wtvgs92U+Bo14M2e/FypHrcz6/PJPzy+3XX5nTfmFAfP9H5XMOh8PRaPTkyRNVvv3d3/3dbDa7deuWQjcqyajr+g/+4A+++c1v3r1795//+Z9/9rOfqbh/Pp/3Xhp9LavW+QCgw13v/cOHD3WJKrroM6vERSVGauegSVBfCyJ6yj/aWgVmF4uFdlOq6NDp2Lp5jBbrZVlqm6odl9q+ZVk2mUwUzYsxqkH59vZ2awrHrA2kCiAVRk4p7e3tPXjwQGVmTdN0c94T75/BYKBvaTgcbmxstPyFGBeLhbU2y1yf8aDY13qW/YUf9vzXPcGpd0+dzWb6bo+Pj5WGoLdgMBhsbm4Oh0NjzGuvvXbnzp35fP5v//ZvR0dHV69e/+Y3vyki77//vvf+8uXLT58+/a//9b9eu3Ztb29PxY1qoXnp0iW1+tQ++ZNPPkkpDYfDy5cv7+7uKov46OhotVrpXpfn+WQy0VuvWD1NOAAAIABJREFUrj89VVj3Q3WRNcYom3Rv7+nBwcF0Ov3Xf/1X9fZURrHykK9duzYajX7+858bY37nd35nPB7/BqV90Bkm7e3tVc1JqEAPI6tNl7VWYg2dHgMFiCgvfGYz17JawBjjwfZ+USISEjNHIxaQkyTvsyzPyRpkMYYsGsZEzkaOjpiXS3/F7pVLN9oYTsZlWVbLZMGAMTGq04QYY6HlknYak7Vq+0w1lFnNODHrux8ApJiSBvu16+2cI4ByZgAEpO+NQfRzdTM1WifRgAjrdm2dbcNxe0bbWkDC6bAx7R5RQM1fkAQAwSLm3gmbZIQNkDVlU1ZNvUJW/kJv43EhS6JLLxO1aj9xZzhNzZJWztcT6RFEEgEwqhsoEDEyIum9BkNq/J9aRZl06j3h7iV6q5KLytKuDXhOwOl6dQFwkvvCzEKERMPhgDhxDMp60MbJ2SykJsXYj55jjLnP+g3Tdko26Cy+9Gs1BVgul9Y7580g5YtyxcwxhsPDQ+WGGOd2dnY4idJnRGQ+n4tgjNHEqDuDUr5161s1raO4rh995KHzmGHmlE6ipFLidsfjqOQCpfdTZ7ut95E5MXM+GKR2wXKr62sxz5Nsg3XnP1T38s5Xz5Dx1urDnFJC0441Nf8D11y7znMS1yC+5005ezBQzrZ8Z7IT5AsE8GebtLNjwZPnHV+Y2P7ls2EBwJrn/K60jqev4y2nfr7DTKFzMjrTsdE5HV77dYKTOMWT2bAQr09QLhiQr0GSSjA/TwddR+F0gHCWZsMJAIhb7xMDBloHWMZWHQoVNrp3WjjhnYaOd5QSWCRnrSVjADlWKcTUBA1aIESLTCLkrX5CRiFAJAIWYNeOLgxZR9ZaYE4pkUNkqSmE6BsCkKSPEUBSe1BYy5u2igfJSZCO7j5OkAEiQSARZCfJxTqvqmFZ3tkYbTtHqzlAkMw3jCGF5Fzlsgr8k5Q9Dl4Om7J+eGNn61Lm/WAyKLKEAN7XIvcePS5TumI38xSypqLQWIpJp31RDINFdaEsq9RUku5X7LLiarHrh66elgxydLxgAJbp9rC4tb3NG4HzA6xWTbW0qb0bCbiNY2xVnsqDBQPAYBlZADVmB9aSKvRh1nGSCtY1iL5dRQmAnEgCsqsmgc/AuDrWxpgnB9OrdQ3es7XiXBNqQrLJpchEhgyqksEYE+OqaWKWZ4xQVStFSJqmaZqkSyLGoDsMIiKJ995gjizeOURczRcAsCqPt7a2MkccKuTQrGoNtE1CDBJjTCERgEUrEFNsNIeJJEsNx5TIZMIpxrJp6qf7T8q6LIZDAPBZbshtkBl7Z5tqQiFrqklGXJcQY6TGWbs12ric2wnCBla+bKJJ4jCmhJnZkOr2Vk5JnERbHzs2BMBJAnAsGyaDxr78+N4B4pKbl65N9gYTsNnOlctc1RbEGLQE1mBG3qOxSHUMZbVEkUtbk+nB5sHe/k8dLRfz/YjRDtBYavwk1gIrMUnPYERMIXrScyKqez4R2SxLAGBNErbWooDLfVVWWZZlXDx68ux//s//d2tz6+bN6zs7O5evXimben9/v2wSowUyFhyiAUiI5urVq5ubmyHU2tJ81ebtPE/veeLkFzH+z0n4LnRyWw9ReOONNzSwW4HN27dv7+/vv/3223/913+tbEMty0aj4X/5L7/90ku3/+Vf/uXnP//5arWq6xKAQ4hZlgFwVVXOGWMQgJg5hDrLHIAsl3MksMbkudMMwLoOSuxRzCeEcOnSJUXYetfHTgErF5xzF3U4F8r8tGbSLAR9oHq1nrVWtWTT6VT7N71la07IpGTCGOPTp0+vXr2qgJtSo5UW2zt29GxSbfi11z06OuqLGCJQa6XBoLh69aqaVQ6Hw5/97GeHh4fqeWCMyTJPNOg7nxij0gS0f1sXi67f4ueF2p9ZBtpmq9BOVYh9iIJz7unTp03TvPbaa0VRaMrCD3/4Q01vn0wm/+t//ezevc+qavXyyy9774+Pj65fv24M3rx5/eDgoGNd7huD169fL4piMhl95zvfms/ny+Xy6dOnMTbGmK2tLSIgAiJTFHmWZUSwWByPRqO9vafqB6uMdJ3rKa6oRFn9jKvVSpHPZ8+ebWxsaCfpXOZcmM+Xw+FoNJrs7R28996/f//7/22dc/WC2uXXAffpF9bazz77LCzneZZRiBFrzn0i10i0lE2yEUZgpNIEWxDO6kvMkzLdrqUoMJCzMeUGsakSNuCAAKgWY5zzpo51SFPri02k6vhoc7JTDTeAsUxxVq3GGzk01dgWXC754CBdvzkYDQ5JVre/9XRvOcmiX84HqUY00QxLMZqf57DxUCMkRkpiBKxy0tSt3pExZIjIGhs4RUlJOAGkLs6HJCbVjSCoNYuaznShD9LOyYmExMRSABhI0AgQo+viiEEMiUiKAoyIJrMZRx/o2AFlZMDYCrARSRJQkATY2sqkleEE1gU7XJnazI3GtgOJaJeGhmVkwUtyKdmUagC0dsFyEOoCmyHaIs89WSMCLMBirBUWIUYRFhbQmAUQdABiukbP6KdgACZetwBsY7iRkhAAE0VDTGRBDNpauGTAPA+rRNGZkDPUkQbSIqgGAQCM0mRZvSRbxmBvfyranGihp5Y257idJxgpChGRI5d6cQpLwlhVVeEISSQ1kmI+HJKh5Wo29K4W9oYMUoyhyAZIxAzDPNPywxiTmhBjco4EKCURsLPZ3Fib5YMYOEX0xaCZHW8Mx8PhcP/wwHsEgDwrmqYxCM5QXddHi/n29vZysdjevbyczbhpNoZFVYft7W1mLpvgNEpRM1oMIVBd14nZObTOMYNAULWlev8QETgU4DpUpPJPy9Im0qNAkpiU+SYpEJC6kHVtMxLZkBqQNhkyAosIIRlrEDXsvrv6gEKceZ+iRE7qKkPOIBggiNBrB9o5PkDgBlBTPxxqzGBKjTWGrGfuov86Xz1WZVbXaPD60a9FYIvP6wtRi04DnUERTxUMeEJSJLDYUX6F9IxgEREyKYU2nlqE2rAZ1ucYUANHEPCMxhDkpCUS+2WYoL88/Wn9+D+lpPlimd+FJp+nO8DnFlhn/qp141y33VyD+9ZQHTWG6hZYOxQSElCk1RCB8hFYOmtaYYHUNCkl5mQQvXM6gzGOZou5ZqbHFI20T3lf0rUuxoiWjLVovLVIOmPmEFViGuoGJa1znxTwSSH2UOSJEwOiZ4nMASURRA5Sl87ghrETn+WWSADVXYuTOoqhNYzUhFTGWKcYQoBV9DO4MhkWG0PEJCl654RFEivOeb5C7XA4iMxROKQUOe5c2xlNtsDaclUD4c3bt155483BIJfQxNWqpY5Y47Mi2SUqc7YjdCMAccs6XrOn4Z6PT+3Us18had3gk+SsCZAl4hhjjOrDhgLDohCRvb29//3uPwPA8fExAg+Komma1meHyDkrIpoZqiOPGuDo6Kgslz25orBFURT5JFdIJM+9iIRYl8tVtSqXy2OODGsMjcw6EUkpGBBDKCJsqW4aEQROKAmEBbkdsiJzwqoKbXlKUFV1SvJk71lVVVmWaQkeYxTCZb0k529vTt64ujMM9RAC1jVBtI6I0CL5BC5EjMIpodUBG1ogC0gJMQqwpMQkzEAiwigMmCSB8OOmWXgffT5wfqsYi3EYIR9MyIgxiAasQY8uJ+vAsgVnSYSL3N+8fvXDDz+8+8mnKakmRB+zCIRoDAAipzPGuS+o/0SkXK5OnMpTYpbHjx8/efJIRKx3xpjR5iQxq8wPNdY2BGZWAw+tVn8JM4lfEeM6H8n6AvZ7/1wrMKKl+d7e3vXr19VOI6X04MGDV199tef66koYDAZ/+qd/+ud//ufvv//+3/7t3y4WC4WhVDKnuv8eqNFFpchez4at61rLYl1XRVFosnmPZrSZll80tvySqEvPpdTBcE/v7FmpCnvqm1TQshe6aEiDthmK2CuSqUuj3SfVn6MT37Yc+9VKN1I1Pi2KQjMPvv3tb29vb29ubir5U0mSy+VSgw10zSh5ez0KWY18fwnKYt++KuZflqVapGiLq+9Qo+oB4PDwEADu3r07Go3UP1PbrStXrqjlaVmW9+/fV+jywYMHb7311u3btxUnybJsd3dXO8nPP/98Y2Pj2rVrMcbhcKgGMPfu3dPkeoWUdRHWdf3gwYPeBIKINJW+F1iqKcsZYbOKCReLhc4jFLF89OgRAEwmExGZTqfvvvvuD37w339Tur6e8VjXtbLHewcNFWUAsPNmUGTOm6qp6qYGksJaJ4gMao/lhK2nmKIwY5a1sisESCnWMXEQlDo0Ji9s5pumGk3Gq6aJNRfDAaC4zBtjiKAMTaor8s4Kks/8YBjmUzEGEGKABAkBjfHEDAJJtBRhBtMT06iNjLKODCOExEkzb1kitqI7Y8gIIWgkMYAgpjbEr53LS2uOgCwIEsgrKMYMJCgM2FIshFAI0RkURCJyBo2RFYjVdCsBg0gAFky7oSeVJkpEiSi1pHEAREECQQD1hqHOKd0QoWREoHaU1pWcFJ5KMQ7zYuA9WaMu6RozqO78ApKEz1OiTnYkPLEs7OP0GNr05DaZGVrhDVkCQ6uqdOCB1JgUo/aWXQa3tOw5Ssy67PWJ7mcKsGbNJWtGA+Y0ytR6XXpP1qxRGVXNKE3TQBTsEnSapkncpJQakJRiXdfQNJqjIRGJqInAKanqwQASAaKkmJqmCSH1TuCIaAxxiMPh0DmnW5wOs1RFokO33hjMWlt2ecWLVdmEVtIcY0zMEuP6Ca5/xQw6Elq75r2wHIzzOlUMnEQkptQBhkadEdQKscdRsbueJ5bXAgroaalGWtt252bvMavAQE8CQhBDcIZFCZ3HPhulmCbgZK1XFlWfityzTnoH2TMc/pM/fk37FUObJHFeBXqmversDF8UCyknfRjaL2k28OIJ969Et5AzzMxfucDq6Z1fxLBq5wIIppUxn7ZpEQ1f1dA6lq63oU76LIlFICrRWHNau4Bs/c9ai8L6bPQ2IZSIqH34EZCZG2ZgFmZryenETmORU+pji9tUE0D1ydVh3UnCREc6zQCNsDUIBCkFMOSj22QeNlWeomlqQCEkYAER74qIbl7Wz5aL/ePViqM4IoP7q0Ux9EMzyIlAgMCQsBdTAQskABZIAiqBQ0jMLMgUdL4o0EhqUhxvXtq9cnnRNAFNYQ3leTbcYOZVVdfzucm8JSNAIaUTMYISA5IwgCAYUQX2mXEIg06G2rlFahc0cldNk8KrvadnbIKWJoPBICuK5XJZrUpBKIpCG52rV69evbyjY+z5fD7dO9DKpm6qPM+vXLmytbWlQcyKJFjbSqKLohi4IssyIoqp0Ur6+PhoOp3GJjS0UqEFgUod2Dk3HA4MAceGUIBT5ERobJskwwwMklBYOKIk5ehqpSUI+upHx8fz+dz7vCgyZrDWql21cS7GhjiNrN9GOwhVZowHjk3DIE2KwAkYkIwx1FQNWYMkhMZGgDqllIDBCIQkzNwkDpyCQAPMCIs8qwQPI9YMBGwNkkChtB8rSEj9ygfymfPeGwQBHozya9eu3b/3cHY8LYoBGEU3gRGNJxaAOr0A8rpwWu+9VwZOlmWvvfbacrEwBmOMTQxaJVNH5NBjQ3Ge7e1tLa/74+TLIwwvyNb7uihn69u6vk8FT3Z2dv7oj/7o8ePH0+n0H/7hH1S0Np1O//7v//7mzZuvvPLKW2+9NRgMlFqjcFaM8c033/ybv/mbt99++6OPPlKej7Jei6JQd/7OHoAVuNNbp/EAirYpUHNwcKBLvT+A16MmzuN4F/7V87iOWsdonaHvf50upWMU5Tzri6rAVUE2Hbuo6G4+n1trb9y4oRaUPXFIc961/9fABiUxKj92Y2PjD//wDyeTyWQyuX79+tbWVp7n9+7du3v3rkKCh4eHmiTRGnuIaCfT52dqb7y5ubluzfLlIxz6O64XX71DNZNQ+bdFUai1pr6fPM+VnPnpp58qB7Vpmr29PUQ8ODjQa1VV1eHh4cHBwZMnTzRf4fXXX798+XKWZWVZjsfjTz/99PPPP1cpoBZ8ipE+evToyZMnGsKutFu9131afZZlmtveZyr2601LSX2TOiPTjXQ0GnVBYbRarWazma46/CLC0q+v69PyTq/8YrHY399nJDSEZIggKGlfUu4KIuSYVFFMnMKyrhNuD0az+tjHMCbKEqBIYo4cLbqYEohE4dQkIABDZQjgrc/8alVf2touqioIZ95yVTpjDKGQSXWdVis/GHhDkGXF1uZ87zFbywmkiRITWcecRFKCRCJMgGAcGUHnXLtJGtDMnNjZpQiLMEjglDTvhMhEJKH2rIXeYFNMC/fhmvkk1mSFgZkxCgoaRCNICASRCIzCi0bP2YgCDMIqOWSxCMBkWJAwdRluTJCMNBaDR7eg1mjGoNjWk09ABEWMWDJAjGisoDMpotWs7kbd0YUHWW6tFdYXJGgt607mv71BeldS8qnvrG/m2CIE2nPqp2hdPRGmx7OtwSVngUUEITGLxtbrrBYACEVYq7AzetEXq53bnhCpf/ZTTEkYJDFqa2Sdc9YApggcYozq91Y2Taijy3yMQYgYkiQEQgQTU4OMLDGlJIkBvMkyq57eNWvCu5LS+yanLEsWruoVCA2Lge6KQCbLsvF4nIpcBS/qXi5IMUbjvBVAsn2yqxZFHXCCAEDGWGtDSKFuTxbuUGUijDGKoAJpulGw3r827PAs/t9GVlh7+oUEkBFtaz6ijy2ZfrYuCCDtPLEPjUggJikB0eK5VyEi66SpY09P1Y1C27y2LWSt4/h0ccLYW39eBJVdkML3JUdUp1X0eMrsB/Hc33aJLF/8Eva5LdaveU/+Uj7pF3BKv4Qs8Jx7OJ+mmrY2xYRqz6XIIEn3o0o9kjNvCQUgcVQT2LWWVSdWpKMv3QGrpq6aOoGg0WQIMdaSRWQBkZgYjEXqt5yWcs4izBA5IgCjeLLWOWtt3cS+6zPGuFapTEFYAAgJCQHbzi/WQfMIBcCTMc5nAC4GC4iRgcWRQYAETAhkixRltqz2ZotZSMk7k/mEsOTq8eIYiS9vbmYmi4E5skXLHEVYSYyKOWObINSuUQZgPcwwPXrytAwxErrhsBZczhbL5oGIeMKwnGeXLu0Mhj4rapyB9ZIaACFAA8LY0i9Y+27uwFc8YRFTB+Zxq0lgYYFW4M3ra5e6+DLHdnd3986dO4vF4vHTp3Vdh5CYGVhynznnOKZBXkxGYxRYLpfGmM2tyc2bN1+6fUfLJrW4iDEyRwVJACAuS5UIHs3DYrGYz2fT6fTo6CjGplcSooDW4rl1w8HAEqQ6OENJIoQGEI0gsrSsnNa2LWJisp4lOZcBQBNb0wtNTx6Px3VdhqDkewBkP8qpkqPl/MH9+y4f2MhQlQjAHBmkllinCNAmfQ9iImsSQsqRqFmtKo7JEkliZGTmCMJkkkUmK4j7g3EFMmcMjJSMZTDCAI3YVvPChpAkaAxTQ3V5nOeeDKamvnrl+ltvvfXuu/+bmREFDAgBCyfACGzOOf6fsX4+44Sm0426w0BefuklSJxSsJk3xkxnRw+fPD44OIgp6TnR2+tr2IaeBF91rvS1jLrOd3fPgwG12tZckKqqNCmkLMt33nmnqqrBYFAUxYMHD+7evfvhhx/evXv3hz/84dbWllbkelQXRbG9vf2Xf/mXP/rRjz7++OPFYqHRt/0ot2cc9PoftYTVMZPiTprPvrGxoSTGzn2b12MbvkxEwYUtX3+OqoBED3sNTtAGRmfGRDSfz/U+KudTFXq9Jc8vfvEL/eErV65os6cfUK/efD5X/xJNIwghXLlyZTQavfnmm9euXfv+97+vNMXpdPrkyRO1MxmPxyoOVCdDnfj24GffxvQRiNvb219pEHDOnq6tZpqmWS6X2lwtl8sY43e/+93Nzc3Dw0MNG9SXsNY+fvz46Ojo9u3b4/E4pTSdTtVutGf87uzsNE3z3nvvff7559euXfvWt751fHysmO3W1tb7779/48YNXVEavaBGOIvFYrlc9lTY3hlC70tVVVoXKimXmfWH1y2mtCHXNI5+kYSQxuOx4pbW2tFo9Pu///u/ERvPXjfVP3RPnz4VQkYgIrImVSUgM0efmeFGEWPTQKSMEkdhvrR77Xd/+3ur////WyyXDiGLyRM6b+sQIkhM0SGhQCsiMq6OqapWm+MMvIXMTXa3qxgkNeS1WkUi4tCk1dKnyRBd41y+szN7UFTL6EJ0qNF4nFISSoggliwhkSP0goZ6OE0kpqg7njFGKUqBk06OmMiyQAIE1CAEITQCSdgIAWsT2JnVAYhAHRMyAAsIWkFCJCCLgmBRq0rRDVyQAaBhpzAZEGn2GSFLx4AjBkogESVaiY4MeoYEgCLU0SA5tX4XiYAMIhCTBQLI0IKxuh/WZcUxcZK8yKy10MmuhFkAEUxvSaNjeaX/kACjCKBBSYLdNBhEBCxJag389LKoJQyDsMh0dpTbIVAWgBNBlDb+R1gAIAkyiDAa75RL0vMUOhjfnBxhcMq5t9XycepJK6aNj+v8chLHGIVlMhxgMlWZQMRaS2q+Ym3gYAidcyFGPTHIYl3Xlh2iCApD0olE2XR1o3PD4UgLmNilq+s+NhwUeV5ozdPEtFqtDg8Pq6oCTppJo++zruti6IbDoQCVZRlYjDHY5VuiMdDxzoxxTUx6oQQRBFUCCqA+Q+Ct022cBKTzhhFZh12A1OMFtcjtp0VsNB1Kjw+gXrUO0mc26gRdYggAkNbkf12bvR6uACJrVHxCZzTuD3sr6ZMFQmTW24oTyZU6aZxiGp4n9VwIAz5vJ2QR7MS364XQetf3f5l7sx3JruNsNIa19pBDVXVV9Uiq2aREirIsCcRvQZYH+FzYN4aB/8KAX8Sv4XfwS9iAcQ4OZN8YOrAtCDJNqWVSpshmj9VVlfPee62IOBexc1d29UBSlqw/2SCquyqzMvewVkR804spkP+dru+SIemvF+X7tSz6Q4DepUbVLqVb9JSOnrqJQwzH0Bxg7ypF0DccCCggdNmSFUDJhufuwLtZxV8tuG2Uau7vXvMdJYRYhBiQAKBJuZd9pz5ruyoCFz3ybKqoggBGzEiI1ohL3RCJgUiQQDWGqNaZGTINnAFEpGjIJKpqggAFMovl1YbNUI0NGAm5t5VqEs6bbrZuN9msKGk0VqZ1biJyu1xKaouiPJxMR1yqdgSMlM0EUAmA3e94eysZbbMGOZiSGYlZ03XldIoUCDGorc/XVVWZwWbTzpbL/arAosiAedvjOfGXAc1AtlF8SobP3TxDRhEZCOjLIXIYkBMvHK9evXrjxo2rV6+q6ny59gn0+emZT6mrqlJVt2eoqmq6NxmNRm3qnp6dIuJ0Op2MxgCQUutlUNM0lMRzkzeb1bptHE9QVaJQVViE6KZVXpiKZADNXYuaYmSCDJgQWVTE1zyPSnLCK9EGwZJuuo0ZEpPn5Mzn8/2DiZtbiBgRdV0qiuLJZnalKGfL9S8eL+orR4DFqO06JDNBphyLHENWdUkkYzAFsRyTkNhaUYGCkSECgzAKkiIkIkETswdZO8DEDEUZuCAFT64FUlI2BWf0ZDLsWS5khkUsm3ZTheLOnTsff/zJ/fv3VRUxG6NPoxUsXNLBv3yRGVY6T6coQuhTT4hyNukSFFDGgre7OveOCOo0vOl06l3fbvH3pfgLz6vyvtTK9vzTX/Z5vRnrum5gFXqDdHx87G2MX6Lz+Xy5XP7oRz+azWa/93u/52HczpzxV6jr+q/+6q/ef//9f/qnf/rFL37h/ZVbMvoGOZhheuHubYOrxZwA2XWdR9UNBnHPRxS8UML36n5vl8s6+LI43uXj1WHM7B/fZy7eiA58Kse1BlGcJxZ6BLmqfvTRRx7bYGZlWTqt0RVxy+XSJW3OYPSu5vDw8Pj4+MmTJ+fn52dnZ04fdUjNuU+D0aiDWoPC8Ojo6Au2fC+jzzh05oaiAOA9tneqzDyZTA4PDz/++GPvsvb29pyi7LQrb9vG4/H5+fnh4WFKaT6fr9fro6Oj2Wy2Wq0+/PDDr3/96/4rzs/P9/f3p9Pp6enp0dGRF6C+7k0mk4GcVlWVmwANmr3lcomIb7/9tv/eR48erdfrp0+f+qGLMQ4cYA/9m06n/olExG3Tp9OpbHlcb7755iuOxv8A3DcU36enp4ashm5IaGYMhmBlDFURU27JTMRyEhM1CuP9K+W773z6wc8Wy/UEgTRzUWSVnLIqIAXuY9MpI6pxo41FHo0m2XR0uD9ezs9ON3UkzaIAAY1VtNmEth0hrimWV66Ew8NN05A1+1wEJDVjdJIPMgX2zBpjAk6SBza4GAgSIIj6B0QVUAEiQiMTcAKyuQudl0K9afYzlgs+MWVJAERAzMTQc+/MlXigAmqGYmpKANh7ZaoPtZEYnXjTqRk6NQglW3ZbDpDktuVgwQzNXfmJQREgG6hlBOKAQChmFUVXjqBBJ11KabletakbjUY+eEWiwX/D2TK9PAov0gt3LjCH8Uh3hFXqf7aeoIr9n3XTbLo2lqrOnSNk5BACckBEMRRTFch2MTjbSRU3op3VHp4poXteNOAAK23rdQ6hcC+uqowBlAyIOSCJZhFxYZGkHAIBETJqp11ORVE5o8Fdf8AspYRoCkKIBBxCKMuyrktEzjmnrlOzEIqyLFuztms8YXI6njQ5e46xiBSBPbOHQpzNZgPwJQpN0xRIu8ROybmPtiYaurIQgiGr9rR8EUUEp2B4/4k+59+6KO7m6V3wY01wq2ZiZmIetE6GmHPfmzVtN6Aj6O/NTUoR+/xMpsGFcdemZZcx57ZVtEMo7W1pd/rJ3fphl4OGwC9b0OxFRm6/lqbp0p77BROVwhesdf7H1uVnjsjgIvOiHcJeTaC9RJ6+LCzs4939NZySrrATr4mo7gO888GJCOnyOfNEeDKnyRsBAlMA8mULQZz4NGNEAAAgAElEQVShq2ACxtBfWNtxdVbVNgnnXFWVr80CiCoi0poBQCwqRDTb6moAlDyHxyPeQc1cs01EuGWHexS9pKSbpluurk7HRERGIOJvGAiXAmdtPm9Sg2hlDWXRoRpwtxEG5C49mi2YYnVlzMBZDUPvcdcvbapqkHNGIxUwQ0FoLDdZVl06PT+nqi4Qk4oAK0LbdKYAVdmkbrVukqggrrpE2yxVF7kSAKOaIXqshvWcQB8ZsVneonkvkEhtxbLa83ABAJNkUcnat2fVaFSPxzGW+1f6jKyHDx8u15tQlFltuVyNp1Usi6zy5OTk0aNHXmVejPGymIkjSAAAbe9tYNSLiJjRrQURgqLk1AohEBJRTpvUbtpmU5GARJSmIkUTCJydl0xxtyVYCumElusmcBHL6sGDB48ePQohiOhisXCnBIdHyGAjTVkEi5SX8+k6prI+LMu9spScBaEDTQAYKcYyxtgss6pmy2VVhXrUNk3O2ddrj1LKgK3kjeQ2ZzFdZMoAWQ1RkbORBVDTTOqBHQFEMwOaAmNQ9RmhGTKFVbOZ1KNv/e7vbNbL2flikztEQEbwZZjsedLgKxYHF5jErY9/13VM5Ko2TcmPHgNmANvqE9q2vX79+v7+/mDg+autY/+dsdfzeU2XDO4uXcyj0WixWHgP4BTHyWTyZ3/2Z//yL//yr//6r48fPx6Px268eX5+/sEHHzx8+PDOnTvf//73f+d3fseBo8G18lvf+tbNmzfv3r370UcfffLJJ/P5PG4fu+6F3mKZ2e3bt3/3d3/37t2777///mQy+fa3v+2d5C42eEnJ8GpK5ysOeEppNps1TSMiQzXgtYXfcYOe2TmW3tS5HMUZsN4NukbL3eru37/vPitlWR4dHe3t7Xlg8WazcQTP09h98/bm1iP+Hjx48Nlnnw3Uo+VyyczuvutTG9rGJ++yLq9cuTJwiV+xTz9/BC7NbjebzWw2m81m3nR5V/bkyRMfVznH0sV1Hn/n7+rs7IyIbt++3XWd6zxHo9HJyYnb23rW5aeffnrz5k1mdtbl66+/7nmAjtr5K9+4cWMymcA22tFPTUrJf8wzG69duxZCWCwWrnt00Yv37QP71z9XjHEgf7oy0Bt7EZlOp+6J+j9P8rxUyTx+/Hi1WoG79SMbYZYO0IhgMqpMElnvr6gIHIrFavPJp5/97jvvnJwvFj+9ey1ymwS7TiybIaiKISERkKpJlwWAy4rLohqN1+fLwKNqUuMMkChBAkVC5QCp2dhqMSrCE7IwKuvr19az827dupjORIrIwgYMiKACls0sm6qyuiAtqxqAkg+MbGsj0UO1nv/d7aZNYW9oYoBmns5lNpidIIyG5HZCBFSE3EvjBuYTmjEQITpzo0NFEjQGAVDGTNyAgFEiUiREZCMSI7HWhLYCGlWIiMxDJa3OWnKKLACWOWYVMwVmLEsx7SQ3607AYlFUZRljRCLUC6lVz/HzHEJALyycE7T9Qgl604YXRuoNMQM+Kxns+Jk4hEAhEpFjfSpQEPqqpapN0/jciohy1ouO4tnWYlu+XugMXSJLoQgBHJeLMUa03LWEMtxc/m5zzuNR7X9N0ntmcoxRNXtkQiCT7CT5EIIk7bquWW8GF66iKEKM8/k8hJDbLpvWde20i01K/luqqioCu1Iat+qA0Ae4Z19+V6tVUZbbjk4cy2LkCwoJBXxOlubZs7HrkmRELGNMIn0mdk+dY9+pd0yVFQD6vo2AuXf8UgAidUoI0KrrsGuTB10TExH7pIk5ANMz2y7s7l/mqJ0BFEVIqWewMxNi0XVd3qaRuQ2S8/e2Qu7d/U63LkGfXwlcEDJf6An3ErLlpcCPX/kRXsq0BPuNtnavKKReME1/tvF7+Xt+gQ9Nf8K80+vBXB2wweE+pGcVj4rkUl+ErQ6BEBgB+4Q/7Nc+ACRmBDMQVZdi9eRjoMBo5OmiIqImYkCx2EkvgX62rdkH2Oh2P8jak8xl022IyN14mTmGgGgiQoEACl8uVRIihkB+64pIJNacV/OFzOZxvZJRZQCC4LBxUk0pnafqaZsWajYax/GoC5xzB0jZkDi0kk9mCxMIoapj2SKp5i41G8mYpNBskgSs6TIqqoIpJIKObJGbZWoW1hwhJFEOiIEYw8HBQVVVZRFzswFQ41CMxlaUZgjS+YkjN7hRQFRFyGqO9TkRwFcQNsyDMhv79aK/lxEUe7o/DD7XFJCYDSDEVpRFzdzKWqpqVNYjMUg5j0YTZj6IpVrjRKYYg+OE7vpw4TCh/VAcEdlgwECIiL0/DNFDNHodALIziMjQcpebVWbLsk7NOhCAWggBDI0YOQBumRLMRTkmLkKISEVWaVLjHLCUU9s1zNGvK9+foIyLTcMhWFXeS5t5am4cHIzUKFDOeb5abzYrBqzKoorFFDy/FcYI+3XxuFk3TeM+ooYMgZRQkCwQFwUwBYqIwITKptghExKqGEfgSBgJkIEJOSBHNgwxGkCSHGKBORHgm7ffmJ2cfvzLXzx6fJIlB4ymYhwQX9wqPL8m7s5Tyfs9JBXhbS/HBl3OXtaLKQCUlU9Awav/XVnRl1XovbA++A1ZTQw0Rdt6YTvj7u233z44OLh169aHH35479692WxW1/X+/r5D2T/5yU8ePnz405/+9Pr16zdu3Lhx44ZLv0Tk5s2bd+7cefLkyQcffPCP//iPnZvPbsEZB/1ijLPZ7MqVK++8887e3t7Z2dnVq1f/4i/+4hvf+MaAsl6KM3kZw/Nl33re29qlaH6OvJIYbGOGtIDh+EwmEydtOvJZlmVZlimlq1evXrt27eDgwFe/lNLR0dHXvvY1b1r8KV6+uEmm95Ai8vjxYwA4OzvzgEf/gfF4vFgsHj58+PDhw3feecehPK8eBrcGr12GiHavcl42Hn3Z1dInkVBP1vD35uzW09NTZ3Lu7e2NRiPn3E4mE2+3vMr0NL/Bj8dlkFeuXPF/8YbQB1KLxeL1118fjG329/ebpqnr2ktVN+x57bXXNpvNfD4fzFEHQrWP0mez2b//+787IOmNqP+7y34GlePguzMajZqm8QhpVT09Pb127ZqIfPWrXx26vt/Ww0GDH//4x5vNBjgYoitAcs5mEhgnE8e6GxFpJQXmoqw5FIB8qnr41p17//mLVjSIYlIPpvPcGkVgDlktm3IRizoEJO1Sbrt1Po3E4/E4NRvPlMqWCQrZrGC5GI2rVE1aDtW1G5tHj9OqSatUigQwQFXSbE59UcxkimYKSK6zB6ChClVAMlQ1QAqBAgcCVFENOwljO1Wl6zUuYpkRAaEgViADMkQFyNAzUJzpAwjkpbkCAQBqgtBPqw3UsANt0FamYJqTpSwMHICiIWU1cywGBc00GWGAwAgGJuheAQrgloyMwJQ9RQFD4E7VCAExi1jXqWrMOYbAFBnJbMccuKetKiIrGKjATnr7VjfCcIEG4hAP5Ze9j4qGIZeZpZxUFbMgonrfqFiO6l2xnI/SiAi2LpE95XTHYGabd3cRreGCZKDA3JPJW9BsUjK5b19g9udWRYHMvnqogiogsgL4DZtVi+3ixgiOtqm0gyldWVdVVRVFZI5FUXgi16iui6Jo27Zp12U9cbmvpG6TLsaRvhorIDMDZGdF+Z3u4znxhtPLUVUX+tvOR1bVKhYA0En23cfn6THGbrVCBAJEZlVlJGI20xBiL6IGf031g+xjAlXttmp2oujJE360icipSNujDUC0W1Go6SWqZG/WuEMEZWZEZWax7HxdZt6GlwiaD7kMgHZNg55HmL8sncFeTo354iPpV/+i8KWatP8OKIkvbtDwUgD3K8zuvsjBGq68/mUvHGIuyLI+Obj4pRciSNvdk510B8YAQAzm8DmxG135sIAB0UzBkz99gbXBz81y8vFEGZgAQU1MJaWL4pXAx6KImLqmhzKYiJDREyVCxH7pUctmWcQj+QQQGIkIchbVHDkEQiDuGjGVSJxSWsyX3dnZWHKTc0AjRGZGtI10q665v7ZZm1KM44MDnk6ta1bNRrtEHNFAki5Sm5KEsjw6uJJiSEmbLgftLGsrGd3to8vOJxEwYOoYGtFW5I07b12/eWvddn6fiMjVq1evXr06HtXatWePHm2aNoaSi3K5Wo+I3CYH0cgRPgQwZJdCkqE5NNtb6tjFXICgt91xU2fss2EGH1ejBKBqGXymCxyDP7cuJ6qqhFxWMWUlarsuxphFRtMJA4rkPiq6B19lAPoHEh1gCKGn8oNhQAagrst1XQMYcPAbjLUQsVEZGQxyZyptlzaL84LBefNqaBiIIwBk64mp6zDushJXYrBYrj/77LOmaUaT2sQAgAKntjOz0Wi8mi8KHHWzmR4clJPperNabDabdiPLhQ8bu6bNqw2KBKRim4iKiHv7kyu5efLkyXy5TJKJKIN5lBJwKKqqmo6rqtrDIlahLksiy3mDAhaQEI0AWHvGhKfhmgKGrutCEXPOKFIXhaTU5vTOnTvd/Hx5erpJ2VScyHypE3g1vdPzThDRJYi9WUuWGIPbt3Rd1zUtEUW6kGKHEPb39wfAynuG3xDQ90Xkyi9k/O/+WAjBo7Qd2xmy1N3K//d///ffe++9Bw8evP/++3fv3l2v14O3x+PHjz2Q4PDw8I033njvvffeeuut8XjsfEWXVN25c+eDDz74yU9+4kYgPlV1SMe39h/84AdN0+zv7//5n//5H/zBHyBi0zQ+T92OsfPL0gi+1MNnz1VVHRwc+BTMiZduW4KInt3nJEN3thwSI9q29WwAlyz6uxqE++Px+N69ewNO6OiZm5266sxH8p988omTWpnZRX3L5fL8/Pzhw4cequnnYjAJGL7YSnewqiofk/8KYlFHw/y5sE1oHI1Gh4eHjhucnp4OoNnh4aFfz6PRaDweOwzoOr0BwfamNISwWq3ee++9w8PD999/3y8hx0J73ZfZzZs3Dw8P/aQ71Ok1jYj45eTNs0c7OhCRUrp7967rA93fzyPd3Ul4NBr5Lub8Yev51dktPReLxePHjw8ODkTk9u3bv4KD7m9i1vzBBx+0bQtViRy8QhXJhkZEo6pGMBVBwqosVXW1Wp7Mu8dHT1eI7735Vauq1Ww2QRLNTDBQzxFjjCwqClAWBRGhwGa91C7NVrMrV/Yn4/rpeoGEhiSiAGKptc0i5D1F6EDrgz3d20tn83YzrwwKUDfaygwgQIrsU1DAtutcjQaEvt8pAiroNomhh6bVVFUKAhh2xwuaFG17JIDeWAUBs0U3OpBeZAGmamhqyeVviELAREhGAJRC6W4rBtCadGJL0KUIJBPj1JWSkQxR0bIFVWRCBDHJJqIkBgFCX4g7JmNGCiVyMqQQmTmJdJqJMFIMMSqYiGzaputyURR1iRTCJWeLy9b1z10JDG6JAH2v54N9wGzAgFVRUIaA1LtAblNetsPc3nPC+eQDp3EgB4ZwMbSiZxrOQULGu6M0IkL2oXGIMRaRAyibNk1GEwrsHgRFURZFsdgsYywNwBSJWBXW68Y1tHVRV+WoS03XtKvVhqiNgYihqosYSvci7nJaLpchFG3XiSTmyWq+aDcbH9mM66pZrwZRjDd4o6pcrNbr9Ro5tM3af3I6qhebxj91dpNuxD6N2stuzbpVYbkGuCgK6t17TERUNOeMZkjmgj1Dj6U0X1hUtW3RpPdxIe4LZiJIqQ+S8R/jWDBzLD2LmrqUcurUBvTtgiAGiKb2zCCSnKnsmm1g7je7bAoMbDz4MxoO6kGV1rbhYa8iWL4sqvfVXcylh8CrUL6XwYYvTBpEfDnW9ysP475Ii7hbde3yNPGVZdfAvdx2d88Ui0NihkelXBAaBuPN7aAagdAuV2PqSl7Y6R2ZyFTFeRSIaBBZwdxL0wgBUNTQjJhcN0jKJj1v04FmNRORzsAYg/Uy02FiATt2t6EoIjOoOVLBzKFnJ4uaouueTT0SUCXHGCOTqgaGKlQ9WZyxqEoTTV339OnZ/OSkljQu4+lyGSajoixE0ExWBrOmO+kghTA6OCink9ZUFQoOnSFmn5EFNWhN752cnm3aqqoKi6KgGDttVCDGoktJYiGdABEyKzvHQ9YbtdXyMIki5KzA4EPfpmly6p6enXZdu0m5qGuqxmerzzDqdDQ2zdJ0EYkRNIsTPQ3UvP/uPa8MkaWDqqpy7vyeB82qStv6DIhsS68HA2UEl5dzqMdj2PKaNl1bVRVxFFUlUrFQ1V1KkdnMkikO0efbRd7fjteC/YVHZO6vw4GYxUyyFEWhgIHIwBA455ylQzSSNB0VkzoGBcxdtTfWbpORNpvWgAwk5w4AFAgRc4KuDLPZMikhxbPz+aefflpUpY/Y/Y05POJhYrTRkmprREeMxViNHq+bWBaiAEhcF7EYYRJIKYmuCs1dyjkLhVjWn27WLhgHQgMyQkNQIBDB2YoWmxu43BuNv3Lj2j4UHGIi1UApYCJwzrOaBcPoA+ACQhE9wVkliUhJHDSXMbxx4+b6fHa+XD5aLLMIFUHQGAm2BlyD/SbvgCeE5KJ4E02qdV2vl8tRVXvdjwaqYgB1XZ+cnQ6ZDiEEH/sBwOHh4d7e3maz8WL0EuL0xWdMX9bt83M1b8/3n773DPxMb1a98xmwyrquv/71r3/1q1/96KOP3n///R//+Mee5FGWpbdGs9nsRz/60d27d1977bUbN27cuXPntddeczzt9u3bgyO/t1I9ar0DaxPR97///e9973tD0T9UJxcJzi/5aJesxnaLsF3MELYunTdu3PjZz362Xq/dM+nw8NB7vwEmGnB175S89fWe0K/81Wo1EEQfPXrk4/bJZLKbajP0/z6s2d/fdxbTAOL5AXHMzUfv/mP+3UGBMzivOPC4t7fn1NNX4Hsv+24/PAbwXI3FYuHtugssPbleROq6dldSV9AN9aWnLzjX161rXYTjaQ0ey/6d73zHOzHnOVdV5ZpAT1Bwh9Ih5NBdW30Mv1gsFovFfPsYNqmrV6+Ox2MHV53wef369c1m8/777/vyPkzxnS7hEc9m5mDjdDp96623nJPyWyF5bpEBWq/XH3/8cdd1oSpFhEf1YnZORFn79HnHhIGgkw5Ey1icPz39f//v/+f/+t9/8smDR1eu35T1SszK0bhrVmhKxEUsUDG1XShCPZqUdZVJZNPqptO2i2aLs3MBqaqKEUlMchaASDo7e3pw9TDuIQU+W68Pbt9+cO9BVCtzKrhv1VTVxEwYQcFoMCNVM8mSXOvheJUoAQbmreDf3Lazv/vUwIdf/YaKHtGAiL3XpWqrYdsSAiJy/1QVJQAFM0BpNSFSjLEoqmVVdtqNFdhUGZLkdbtJxGisZm0rbc5KMRNtTC2Lh3ojIccopm1ODuYEjkVAcgWLWkRS2n585oIQTExFPLqJyL26U0omKjESUSzLfvFhIjc2GQDNZ4pj2hZnCgaE3Hd9W22ZmkQOqJzaDpA59EYxzzDI+vEy7hor7LiJ6DPQ4rN7zeDp3ruwMpsZE/kXvlKVjCgZqkraxlnTRaSs1nUdQCByE+PCzCxbwJBzLrhISebzOfTTQyzL0lK3FbK21AEY9dc2QNe2sSjMJGfzwWKIMpvNnFAQQsipLff3m6Y5OzvbilzMt/XNJptZUVbz+byqKv/kqlpWVdM0ls3YfOqQVc0whIAsWzQMt7nqoO5tUVXI3LbJEHq3zIutx5hpa6TXCw2c/6LWB2i3bRsBkSkyiUhO2RCKoohAW8+IrV+ROReP/Jhklf4MAu2yLtM2UIqIYhW3RF0dUqCH1Ru2AwN/TTMD5N1KgIj02bbwxc3hSzog2XKVL7Rpz7m5fOGW78tgfb8WJj3YF8IAX7g77spG+74OAC65r0I/yBoYoVsh3MWtuKvg7AeuxDvvVvySAjNgVAB0up2TOQm2/Rl7tJ8akNM+AalvX40QScmNE7Mpbd+2Cko/WFJEYiaznjJkZkTghC5iKstymMmRGljyFpY8nNKN0bKmrlXomDlGJjTJnYhojMQoap40JaaCtM7p0awlMAvjKoQssDJYAi2ZRqNRsT+lIkLbWeqsTZSVAcnIlDJgRhawnLol5K+MSqVgREJRTJsuW4ibpkui5DH3xEakXGBZfvbw0Xhvf+/KQZ/OuRVGOosMpvvEYd0ljGEjusYcs8QBz0E0IkXLvWOMmQGaCPS+MVVV+7Q+hMJMPKFIt2ZTTvFEIr8PO79FA0WmgUKGiDEyEYmmpEJEWSyllCQHtkv0YLigATtvZDutB1SFZ/xet3B/ats4qhgpW1ZJjMBlvFru743rqmRMiYBBxAITQgysBmLspJFBA7CUvL8/xVA9ePjk0eMHW+dlVN+x+thOA0BmDgkBGRJ0G4kFc1HllJZtBgoASAZRkRCJI6EuWaEKmnJblTaZlAfHXdd10htvKZKZiRq4MarYrDvdq8IB43GXC5WWbB0hjaslUqemmOtiVJcjabrz09kT3RRlPRqNJpO9vel4UhTQJW1We+NRvHYsy9c++uUns8WqSWIqUPNuXvNwkw6w6iXfKl/9iWi1WTv7jkMIoc9e22w2Yhpj7EfkyN4bT6fT51ekl339hSTHL1lbv0hK+/MvtcsavRhOPffK3uT4hu3zjnfeeef27dvf/OY3f/jDH969e9e3T6+8/YuPPvro7t27P/zhD69fv+7OjScnJw8fPjw9PR3G0kM75DDRdDr9wz/8wz/6oz9yu3+fLLzafuNzZZkvS1+cTCZf//rX//7v/35vb6/rOpcyDgxMl+25ns3fiV8DZVl6V+xWpQ4YOgnWcd29vb3nPTz84Awd4GAbM7iSOjFyNxhwV/kz9I3eM/i/7+/vu8XLEP/9+ZyX7dcDwuZz5ZOTkwcPHgCAm4g6Q9KRSU+9G8qd3Urx1q1bTdPM5/PBF8fJadPp9OTkxD/40dGRizbn87lDwU4i9dcfeLB+gflHdkeHvb297373u7du3To4ONjf3x+Pxx7G4Ao9M3NvoYcPH7pxznK5dO8cf1kXGbqBhOOxx8fHh4eHZvDbegzjg9PT0/l8vj0XauLsfVPVIgZmbpvOQDtQ1VwVZQwwm8+ffnzvZz+7dfjN6taVQz2ZojTrvNEsB5ORdinlVIZyvDcOZWkAXds0TUtiLIZZWPttkoq4v7+/Xq4254t6MhKCo6rM63lIGRixjBgjXznI5ytS6zbLIkYiIexzxnu7QlRRkz53zgABEBgwcDAyNGAi3XpkCBia9jFCbk0CjAYIqFm2w3fqM3ANJAIYogKpWTYTH3ymalRtUtMCQBFpVGiMDaICfYJapnQdeYJoIqA2LkrLiobZWAVagTXAHOwcbIlQGrglBxioKCqaWhkK6FS7RFwUoeBAqcsQelv8gGYAUdkAiCxlFwcOAdbWdJkBu5x7xykm5uiZ2oOroftJIvbULGYOHHySmJIGCwQGZlyEkrguSjEgRPLoa7VdYdXWf92QXqbXfbGN0AsJLIM9cm8NAEZoyjgqYoyxIDTJnnIQY1mWZQW4Xjcpi4mK+WKSQggippo0U1UXo9GoKkrX/hVAAcn62akSUeQw2Zs6x9vMVPsAUqd1FJFjoJTERTNF5LPTVVHWTGRIZQwGQGhZskoajyqi0KUEImratW0/K1fJvokDMGEIlDshJgfrVDWJ5ZzRdDQeM8ckoprRem5/l9JQGHiAYc9d1+xtS784Ox3MnHCrW34pBAqGQESmqDgILPtRsvR0P9pxcxGPj3DC87bQxl3Rwba+s6E5H4R8NoSJIe2ictsChraBgc9bUbwSHsNXWVK9rDj53FHab7brg2cqm18RSPRN8ZKByou7293j+KLUQtjJ6HzmW70RFPZ9ovWYvxogMaoYgAEhuV6bPJoGDRAhYI8csidD9r8lmglbfxW62SCoT5kMGXcYQcrcx6ew+xbEOEBJ20nfNuZT1TUIdV1rymZSFiHGaCaalJkak6IsW9H1et01DXFEtC63KvpwPlvnbm86qup6nuB0k1Ioq/298d5URESSpA5yCoDmVzk50ZwxUA4oTOtsaMIBJkXJIabcagidQSKxbGCgSZKmlTSzpj1Znu6fPBnvH7BDNwiSc9s1r732Gr9+q11tZk9PuvUKY9GpzjcNcRzHWBJjf9IBiYKxgoqSgoIh91ZrgMhepBLBet0SY1UUOXeen9Ojc+jSS8xigApZ0AQ1EXIkKxhW601kBBUCJUI2M7AyFpK2Kd5D++WL13DjG6Aa0TB/gR2VtgEYYxjVNZOZSRkRLQZQQD2Y1qOC2QRNmTGGaLHnwWfRrAMy0S8lmUaqvNrk8/Pz9XrNsQSA7F7epu4X51wFov7YJBVtBagsy5II21Xrqn0AIAQGQ1RmzMQ92Z1iNZ7uH11dLhe6WrH7sYGpAvXpVYSIUq2rablXl/H+Uz1fhCoW0+rp2ekTgCYGqqoi1pTh/MnTJw8ezmxjgEVRXLlydPv1r7x569bRZFwhdcvliPnW1ePFfH626rqmTUbti+7QARq61PK5i0ZKaVzXzPzWW2+FGHNKKQkAYOiTAEIIbp8jat4bHB8fD2nd8BtIYviyThLPP+v5xu/5r13G5k2vQzRFUYzHY+/9Pvnkkx/96Ec///nPXaw1XLwuPHv06NH9+/c9Dk5VeyRWe49TB8occPvTP/3T73//+wCwWCz29vZcVf+5jR98XlTDC8hXZkT0ta997Zvf/Obdu3ddrnZ+fn7t2jUHZt3oxRE5h18GMCqE4AzDuq6HiHb/XEPbTFuRyUDB8r7RD93u5uL7ujdOTm50JNDFb/Bs7PKAFxVF8fbbb3vl5O4mX/wQXZ4rAXiwQU/mV+1Ln64zs+l0OuShX3DLAfwyGI1Gbk+6Xq/dz9NhSTeGyTlPp1NVPTo6unfv3v37969du+YNnn92z8Moy7IoCm84iejk5ERVv/a1r33729929NWnKp5vYWanp6cOe4rIgwcPnJI6iHwGTHiwh3Uh4jebQrkAACAASURBVLVr165fv46Xw3T/hx67pjv37t17+vRpCAHR2GfzvVsGlWXNHEd1nbsu5xYNtGvPTk+fPHywXp7/+P/70T6E0Vdu1HVphkXmsq7SclmEOK4ndVGGELJp17YpJUUBNTYMYAogosDIsXi6WGiW0cFeUY5S7ixwt1mXbZuDyaiEUJTXrqYHTwEgrecoWXtTkj7xRjEbgJtjezVF1CdZ+0XopAkAMLcHQOCczZC2obgESkaoxkCI7K4wmi2rGECmNSqQoCoHC5EiUjQerdo2lxMdVamMM9OT9eZksVi13b+vHx+u8/86vvnO4VFtFsAihzJGydRpnAdMQm1dzer4gHVkUhmXiiXCGLmEogCoMORVS4DIZKJtapXRiA0MQZEAzQIyogKzGjKguMuiwIXNial0GRGJAjMTq/vbIQUkdBGiCzid0ZpEYogcgooqATMz+AwZInFdVm1KvZpHFUSHeO7hKhqQnxct8rsOHAivtEX0u35YZHqrP8SmaQrUQOgwmmXFAouiwAw5L00VzNCcHRpiiCm1koUYAvF0PCmKot2sNjn16dDeIhFyoLIsGamqirbtQ1n8l9ZVGSN3xiIiXQsA7XrV+zMRhBh9muOzVCIqx+PRaLRcLtfrJSDHGIGwDz4063Fa6FOCyjIyc1nWrv6w9dqd+RxGC9RTqIrAACCWUfugJmDqaZwcUtOYJQ8AHBy2BqXf4DWNzM7yQyLdSroMtrKtfg9Sv/i3ZZ712BpcwLOI6LEnprsFCZj1VtJgvQfecGbVXnZJ9BRE+0K9ECq+1APMnn28zFbthQxPQAzwf9JjFxbflX9culu24csCCM/n8PVmKrsv8pxhjg3hft7i2VbfjEhOL1aCbTCNDT7H1PMN2cNi3PnTDYt8QVHYUbww9XA2gBqJmqjzP01S0txbHhExUWA6PNjvuk6ziAhsz2V02yiEHuLVPsQuMAkAGnOIqurJJEWIFWoBtNqsm9USVDkEQBNQYDqXbrlaP005hHXXpczVweGVyXQqks9PzzbrZdq00iUECORp8wEQgMwCQmAKvMzQdHm+bmKWgKYEG1MB1GwBKDIDAoSYIwFRsdG2y4bgbloBqRU5Pz19dP9+6loTrYvi+PDKwbWrV67ffPLxT6lpCw5liCAZERlJzQKTAgqJyVZmqQaGktoisJmYWFUG0KxpxQCMoKZIBt5vm5nahMqckkgqpQvdpiiiqoYOpxFL1LV2haW6KIGiZN10be7JLlvPMk8G0757B1EFpT4EEomBoaexB48iBSPNljZFFUIABKgBNYTAdGXCdVCUDjQTGREauqCcLGXJ4qwPQiMEBCwLVgjv//Tug4f3Y4xt7qrRWLL0iagOim55IrliM7OsaKoikjsDjGXdZQFERUiobpMFJjUXZYwkVoTiYLIHRwJZuk1LISi5+hxMDBT8UDS8OW2bk/n8eDKZlKNFalvV1MjZ7Py07SBGFZOUAlERw0GsVKETPTt5sjo7/+zDD4/G1V7gqF0d6Ojo6Ma1418+PS8ARSAE3d3qXhjX/owtU+CIsNps7rzxxtVr17qU+kkL9aICBVMEUxVV5phSunLlyvXr172UH8wYvzjK9zKC/stGay/DteBFkX0vRP9eRjfdJY14N+Llu7Ml33333a9+9auPHj36r//6r1/84hf379/3Hdq5dsfHx2VZnp6eusOH57Z7A+Plu6p+5zvf+ZM/+ZO33nrLn+i2H5dUWC+jqr6Q4fn8YPsZTr5q13VvvvnmX//1X//DP/zDD37wAz9HT548qevaHVYGzZtnTnRdN5AtfSxdVVVVVd5s+CcaCt8B0LsEq24nObp7PF0d59WPU4l6vcpOizh40Plfp9Ppd77znV039i9FDx4Gf16mzGaz8XhcliUzP3361M05PXXQzPb393dTFgdb8wH6vnr1qvfDm82mruuzszMPoXEap6Oa//Zv/1aW5Xe/+91hxu/xM+7IslqtBkz13r17AHB8fHz37l0H7vwIe0/o7qAu+BQR75Pn87mzwvwd+vXp5uzeb6/X6xs3bkyn098W1jfY5yDif/7nf56fn/ulUjCjb/NGpjqZ7CPFzaYjT2pKGZn2i0IP9ptWTh+f/uwn779z8zAe7Z2dnWiGA6Cjw+OIiARJ07pdpC5hTmigMXoGOBMhQALDIvJotD+Z5LZjZMhaBUxgZhZOn5ajG08lnyNWr92af3xv3bV7dZ3SWhCRKWKggBhUEIwNMF5Mw3Fb/7i8BaCffoIpGDKELShGyJ7P4yNoMQNDJVRDYbUQgTDHDbiTpsUOSsWYsGgpnHJ43HX37p89aJpHXfe0k4VoaxqqfK2Dt8oC9/dwteAmccrGFCDmEJ/MZp/kxdOD0UK6nz/6+OfWHYzGR9XoWiyvUrFnMDaRTAWRs1izmTAogRVYimzdFtHTHRDQEEIsVDWJCqoQqXdfyM4NMrMuZcxiXmYTG9EwPoTt/y3EJnWMqM5RQjMDYu5yNuaiKDrMJkoGtmUH7KQCgG292i55fX1R2v+zM03boe314Q2RrW1TapNKXRbT6TQn6ZKcn5+3bRdCELBQxK7tcurKsqyKAJKKgDHGgCbdJlvuuqauKs8wEBFVJCBiNJAHDx4Qc8q+HZSehF7FUBSxjhxCQDowsxhCzlkkhxCLqlw3CACbpiOipDKqinFdrpeLwNSlJGSozIFhq4siosgUQwwhlGWhjs5JVs2qYpLFYDmfjSaTuq73iiKbeWqhM/ypd50ftksdin8zQQRflzzRoQ+FVxUz2ELU2sM5tsvS2jkhMiQrAoAYYD8ozF5vDqwKIEO4EI454nfxaoPQEzFwuLzRXCTGXd49XybXG0znXmE+93xWO7wkCvgZUNHsN9z1fZ6byxenoj5PiHp24uIKPhx+KV2qMHaerrjTQDLrhQZM+/5wSIwwt3UiA+lTJJ0B5yMGZ3mqJhU0EAA2lF3RDgCSubeEcwk808b5xKoCAKKiknPC1oF+VyIxu66PiJJaQA+HRx81GyggSVZEjEAhRqaYc06iESS16+XZWbdagwGYeZgmAAOzmLQKedUGKmJRs8L5ydN2vV6tFyZuVutv25BIfScUIYNAyMY6mRZlMUKmrjPJoQ4UQ9NlEAiAKKa5E1LVZAVhu+EicghqYprbbuOB3gf7e13XESARGQXjPN+sE3GjkpEwRDAjAwqYJDt/NmAANMiiQgBGQGUAVXftBwBo29Xh4cHv/a/36rLQnEREUk65ddeBs0WXuq7ruuuH06NIIZiqmbaGxBmulHx1UrZdVpU4qvfr8GSufVzodoLjzjAMaEQXiRAADMioRK6PFzI1UQJllDIWnDNqKiOOJsX+9GB/f/9KyCGy5WSaAyMZiIgCifVjSwNBA9AsqTPJe3vT+589/vTTX+asseDReJREp9Npki61XUod9CZjRIAYwLJiQQFQTTadhBBG41GRxJCULFvOueskqVqBGAwC4SjwldEYmnZGPCpLiKwIAqZiqspGaMCAUByezJc/Xn12Xo1uHezjtIBRvUdHbyc1JVVoUtNqt87tulnF3BqSIWXBruty2zx5PJtJF0XrAMRw62B/1qw2FnA0otz4jXzJD+PSAGj41nK9qus6cPjK7dv7B/td2wYOzJhSElPirW8YUWT213BmmhfHv4LxxiucV/BFQ9xXEC1ekfj3CpLnroPIQCZ0zYNbKTqnzpu3W7duvfnmm9/73vceP378z//8z0+fPj06Onr33XfffffdsixPTk62lHLyu8M7Ye/x9vf3PSxusHjZpXe+MJn9hT3eK2Lcn2/8Qghvv/32G2+88d3vfvdv//Zv7969Ox6P27ZdLpeObTr+5l+7AYm/57ZthwgH72PdaMQNRQZ+5rBTOKo5JBQPJ8tfar1eu5jNze7chsT39cGX0rsXZp7P513Xfetb33rzzTdfqHX8ItDobgYUIrq5zmKxcIndm2++6TJL2Dqswk7E8y7pdwiVcd2mi/r+4z/+Yz6f13V98+ZNn0uenJw8fvz49ddf//TTTwcLCqeDLpdLP0SLxeLs7Oy1115rmubw8LAoisEvwfm3PixYLBbeCs7nc4+VR8Tj42O/Jt0VxgcHzJySiMhqtQKA69evbyflv53Gzw91zvnDDz/0dBMGYELLYlkACDFMpwdgoa6KZr0koFFZWNtq24yZppN6HOtuub4/Pzvj9lbFhYW3rhxX6yZt1svlYqOtghQAJUNQXTEE0GQIIAoiaAmUJNWgjenpoyd3br12/uDxeDpZL2e0PimP9qieLixPjw/rG9c2T57uFQVZB4yGgYFDYABFzokEsvXdqhnItutA0G2Usf8Bci/LbSUKnBEASAEVScCUWJjFJ4OAxrgurgGGbLwRPd2kB7P5/fPzx+vN47ZdAawJ21jmopBRpRSUuNosRggbjK1AyBJMQ+RsmSJBiPNZeppzN52ugR6t5u+frfeqzbQIx0V5czy+UVXXy+p6Hfc51KYFKJuZZtUMTebg1wujgmsQA5BnSClyjCFHE4PkzEhTpIB9eA9Iz5Jiz5jzClAvqGDYhaYMsQzR2IDY89vJgEPoyHlOTIGBKWV5fon+HFuOFxbcz5IdYMfi0voFQXefWBTFqlla1/GoPtjbz6Knp+fr+YoIxmWNTFcOjzebzcnpUzNz99DpeFKPqqZpQDqOVAVatx30/rRWFEVV1THGUBZd16kAAghzVZUuEZxOx75++jqZU5tTQxzLIkbnoJWWDZhQFJhQc1ot5ppzWUQEyyocmBG5oBDKWNY9ILa9ON1fQ00CU11XIXCbU4yxiEUIbGao4mzOxXozhDdwjD5OAoBYBGe1mhmZu2iCqoJmN0sfiLhkz7Duh9AdRATZBYHUGz9DDEi+Wm4na+TL++BB4nAS9Gl+aUeujkTonvyOwexudoQXdMXnNgV8MbHTXqoPv5gU7GQbfimB9P9ZWN8XrMAuUlkGpd+lA4q9OeCFWYufuZ57q07Fu+Ds9tMx63mhZkABzUkV2Of5mYE6ccLFVWaqvR9R/x+IPKP59beoqkRGW+6is5ML5/WpbIP71IkHvpvmlDytAQCKqjYCj7hBBR86NDmBOUjShBDYyxfVIBlUIYuJIjEiq2VANgLJKmoBA8UoijlZmC/btsm5M/Iq3ZDJFLNkUSYiMkBCZorEAel83axWm1KNJKfUbCw3qDmrK9JITVICNiUDaUPcCyF4SAYzp5ydfOW+FON65MtQWY/r8WRxAlktD+33VniLAYmQELkfqCAZGhiYkGoVWDU3m3UZw5u3v/LW7ddNM5kiYhicckSBalXdrNcxhrKMbsupqkAsZtPRHon88v79h48eh6IKRVTZFuU7NyrDNoSTzIBQt7c7tOQkXkAUM/VcCEuNhIj7e/X1a8fHh3vTyWg0qsu0QkSVZJqZmQySClJou9xjVYioAtqZCoh+IvSLjz/abDaxHHmvIprMyhACAaqKpF7zaWqUjdWQzF1/euGpaPB1UIFFWZQURcwwJ0lIDCYIqjm17Qrchc0trQDJ7aUBCVBbplDnovg4r345W9mSQjGKVHAHNcTIRSi4mJZcjshGx20nhhnIfYsiQk1Qo2K7Lhjq8WixWWfQBKqa+UUUBaeUPK/sBYDp1k/r8ePHjFgW5XQyiZGZuawrt7tMOQ/qI/c+cWrfgCXar6nqfL4hfB6ve7Wi74Vt5CsY/EPP5r6U3rT4Du0Li3cCMcZr16795V/+pTv+O9NPVa9fv+5P3w0bcM2Vu5i4N6P3Nr0S/Vm/mVdHsX+Rb+02hA5k+TH54z/+49ls9nd/93ePHz92Y8nRaOQjaidzHh8fO313CFFwYnxd17uSLfc3Gv66u0f4+uOH0ftJ9/Ocz+dN0wyp7k4oret6Mpksl0t3Mrh+/fq77777jW984+Dg4G/+5m82m81rr73mNc3zppSf2wQO7Meh+/J+dX9//+nTpyLyxhtvTKfT1WrlkfHPK0x2ZZlOfHXW7vn5uTdydV17T7hYLNzJ89atW8fHx23benqer8Appel06p/64cOHn3zyiZttjsfj+Xx+enrq6fB+VBHx7OxsvV77VbderwFgtVpdvXr1K1/5ir8IPGN9jkQ2Go0A4Ojo6PXXXx+itH9bxQMAPHr06OOPP/azzASEaNmtmpGQRqNJCEHVmqahCMQoJvvj0d7tr4zaTDx9MH8yWy/nuKpHo1G25Wq9PpsHy4JgTGIpqQWAAAaBgMAEsoohCEKS3G5WDxczMDqY7s0XC494jcTQtu1iyYd7EHmjqZhMtCxzt4nMAOq+cgFUUTNIp7mAol9hdnRkakY9cOmEJvThZecW89S72gmaAhphIhYmYTYOCW0t0ub08xOcr+dP5vMnq9Vpapdka8YmQN6LEkkJM0DOjeSWOUQsAWMoKIQCkSkENG6k67hEk5asBW1UGpWEsDEI4+OGcCPp6XL9yXo1jXRUxWtVvDke3RjVr0+mB8RFMm5kjJQ0MSCRETCAugcLICEQESkhIYohMmcVVs2CQ93MRt7jifvru4+fmRm6n2Obm8hh07Xz1VmHtjeeHIxGhBi46FLqJGfTYstDuVjMe2BgUPd9vqj7FeSRS9vBsDaqqmZoc0opQc6p7dbrtUi/6MWAXdtcvX7t8GC6rgoAnS9mgSnU1XRvVMUCtEPEsghgybu4kJJviyLZzDrJOee2SURU1dX+/n5dj1V1Pj8XETDxOs3fZMnsHASX/zmfglSZS0FMKRVFsM7ieOyuhCkJBXZ3MSDKWT32HRmIwrCnVFVZFLHMQjH0PB1VQCBy0jK9EP3qxwDOWe3lPKDqdghZtZ96EPHg8WFmCvQ8W3DnsNOWEqjD2uXKnoEWPgDFXrBskbyeqeEU3JxVRLJcnn56SseFFnR3d/jywVEv+/eXTZkvjR7Mfktd38vcXOz5mL7njstF2dHHoBhcOiK4ZW3uFii7rr5DfYBoW0bEhTdM7/mJ5uF2fTMGiphTQiYmh6+N+vkRYOybjEuHm1z0CZqzEAO6USMIbzOmSbKzklxSgsRmpiLuWeUXdtO1zByEmTkwxYIJMbcNc4GgmiUlUcaqKMqyTKcLN6xENcRtaDlhkkRIwdW92cgIkU1yajtiKItCNSfNCmpZOZZ+NStiAHb3KxWhslrOFmeLBWlixEQGBQExGIpCL15EAEbAfuQsIkC9TYIztR49elQUxc3rN8qyRKKiKCgEMcwqKeeswv2dtgXHh3XWCPyAm4HknHMRGRBioGtXj44PDzarlUn3/zP3Jk2SXNe54Bnu9SEiMnKoESgQAAkIMHASn7E1tKiNVhrMuJSZlvpp3b3Xou1p16vulrV6IbOnJyMfRYnESFQBNeUUEe5+7z3nvMVx94xKVBWKehT1clGWQEZmePhw7znnmxCU0Dn66IungTZuGCwl7VJJmWOIRApyeXFZL2W1bG8eHp6dnaWcuqFLYUrgAU96RENgmmwkPRZoMuByzxPUSRaqBdUM7cbxyZv3bn/zzddP1stAUGRAg7ZagkkprDKGREMJyKFuVg73oSmYsEVCINP/77/8/MNf/jKEQMyIeLnZ1O1y13Xtoh5LfBFQQzVVJR/8qJMWkAjRIOehCjUZgoGr81lB1IrmIsocRbJIHlLXdV1BU0Vh1JGuRohjM3qwXEsehLUPFbRYVErqVwphV4qEllMvw+XDblvZEMq2K8Q1VRXFhjBExhLIgq0CEuPp+dNPHz7u82BVVcDCs7OrF/En5wqeYygpt217//79R48egYweB4vF4u7rr3Vp8ImmqwocxfIda18xeA0zgV/Hw/NrobyXGMA899dfpOJ7efvnzMPRT9pD6ifin29aLgy7cePGbMHv5cvsG+md8EwLdH8UZnZN4MxmnPe8lyzjX5u68SLUxXtyrzAuLi7+7M/+7Pbt2x9//PGHH37405/+1BPJ/Unp+97VrT7Wn8m6c6bWLHi7Zj+zf84dw/RWZ7PZOLi32Wzy3nTW5Y4OGz58+DDG+Pbbb//gBz/4vd/7vffee2+1Wg3D8Od//uc/+clPfvjDH3pntZ9c/+qGLnNfOjujuBnpnAZx//79fftQrwWv5lCT0m9udEdfvpQ8yu/g4MAzFfzThRDefvvtg4MDj1uYm9s5x28O55iH/S7Yc4GlZytvNhsA2O12jt3NX3fu3HGk0V/v2r+c83a7Tancu3evbdvXX3/97bffZsachfk/LK8v5/zw4cMHDx6MxStZQCi+MhAhhbpuuar7y01VNTHipj9fxOrb73zzOMmjf/3ww188uH/2RdscvfXNWxg5EF9sLteq2URAhJ3VZqhGBFkEEJiMAAk5MPaoBQxjdXl++Y173/in//8f37h7XFJmZkrWb7duFrnph5NYhSoKWE0kqqbIk4jMQBTEY0s9pAE94c6nzGAAJlNP4lYWxXcERAMSAAE0DkoMMQjANpfLvjvbbX718NHji/TfYFXAerAeuK9Wuxp3VDrOUlnRDKAVYQihEgNJJoNkReCSJaWk6qeRIVA2BQ4WoyTKBgJIHHMXoA5UVQPGDOlCdg93288GbR8Nby3a905u/M76+F5sj5hj0sQmCKCKBDgVq2SgYKZqhkqu5RlFViQ4k7lMUZysZzoGuI8g51gWLdtVzfHp4ycffvLxpu9ef/31+Prri7pRKUMpQy6llBLVuxE/jc9gfXjV9f2bx4izdZl+hQlSSiFXDzGXUi4uLlLKuahf5N1u90Z1z8xMCo+muBZCqEN0YCkQAmhKqUAc6QCIHv/uMeillJI1hBBDFJGch75PCAom7i7jjsGXl5d93y+XS6LG7axEBIl848hAbspFRKGqVRWZl8uoCp6uYaXkKfLKxN0CLGdBRGIOIRDx6LYCgkjBMz5UF4vFLMymMYPUELGo39oYQsBRf6MiMNnhqM4W62YxRh/Ki123lnw2r4+8gvMdZH+gNkus5w5lmtR5BBRc8ThVc045C2C4vjMSTyGNeG03/+reuO/g8pweD+G6t+XzIcSX3ZMB7StKQZzcbZ7nIUN7UkW9+mWcdHLXLA33ga/9c75XCT1jgoRfPfp9Judc1iBiceGlH6oaqNHcBvqxzcnrCMBTN+8Tsf2u0l06wcCPfHzFAABl/FuGoKbGRGAAonO+ylh2FB17sppUVbRYER8IELsRvuU8OLU8lzJ+qIl35Lxf5uCHSswIrAoZLSC2kcd5AQhoEUMzQDImYI4WAqjHhoKKLG7czkMq/MQIEQoC1BFVJXh8WREAiMwiAqDbvOUmIGIqCqqEzEpAEJBTTl5qDGnb9dq27WKxWORBdRAsGAiZKecoYKUQUS4DAMQm9l0HBUKMIVZdP+RiVR0uL7dH60NV/eiTjz788ENUy+8NH3z7/chht9kcH6y/jACIZzp0O2ljFZBTN9QcMANkMFBDVFRlD4SXgQ6QZSj9UVvdvHH42o2Dm4cN6iWxx7gDmURDNmXATk+lA56QYTbVXsWslNIC4HbLhPcWcPTm4enp6eXl9oL64nu4sSIWYCFC4i4NVVURguVCICYlMi+G8xggorGVSLpchMWyret467bevcuLesuWyIhADCzyGrCEaGqiJYNARCZT1p64ZBmADUJ9sbO6Pd709vNPLy5L2zRNnxNzqeuopQ8h9LsOAEAUzJVsOuo6wAFgmnLwnJlePONOBHImEVbEdYrAmvOQpWzL9nR3mtNOktXtOov1EbWpmKkquS6yAAMUoWBmIRxxLyrFpECAfkFnOGTsASwaR9WlVl21MDNIpv12EsXS6LYCJqrFFrmuESxo1kZNCRUIAxmh0chtoP1REIECGLER8m6FIV70B1BBhi5QFwApbLvdg48+PWgXh1wl1YGgNwEzZvbkH4dE5gEEvLKH54tamn2X0a/tA73fcAzND8B3Vt88Zhxy3zXkq94n+2TFfdfT/XkkTNkP/k3f91+NUvDuzvkz/uuzfdS1FPvn0jhf4uBy9SPC2U7pStXg0LEBmQIAcuAQNeUACGqBWFP+T9/7/v/yg//0+PHj//M//+e///u/1yKlFIygqhcXF34OLy4u/L08kGC5XLo6cf5Q/r2X9fOmHGN88uTJ06dP3Zjk9PR0s9n4yZ9dQ13a57kI77///p/8yZ+8++6777333tHRkU9/HXv8y7/8y7/6q79y3uM0FdZX8S/d/35OmvKC1fHMGKMbY/rwwvPZ/agclfURoSN1DjM6Q9W/6fv+/PzczD7++ON79+598MEHXdd5ATfHgcx8YMdafWTgt8E3vvENAPi7v/u7zWbz2Wef+VH5X5gFjbP0aOYGE5G/3o2jZ92jE1NPTk7qOm63l2+88frrr98FgBDo5SPqf7dZs5lpCPTgwecPH37RtnXOQx9jtWp352caRdLuxvpoAQVyx4wAodv2odT1orp/uvu//us//vJff355XkDx7XDw3o179cnhJl1Usc90sYRca1pKpqIkTBAN+GZmQUhqQlxhDAkWGWKMvFj8crAlLh/uLg/K8YFVtivCD4sA9HdaurnW6gY0g0AlKcSSVTKBaUWKpBIs1dSjThAEIRANCi6lUgR04zMgRIyIRHRWLQqYMGuMPdGl6KXIxuBXT58+2aXHu93pkDYqlwpDXecqKxAQCpqgGCJCaCFgj2OwD17l+wHAwhJYX7fWtgU0pcxVWZ7sbAh01pgBVCViri6ZNhGbumQUBM94r4grISsgZRH+W9f94pPNzVi+cXLyzdt337x76/XdrgLB0mu3YctNswgcVYFRgyWSoUYsGHbCEheFqyPpFMzUTNEF3shcDGRUdqHsrfOU17n09cHBO995tyQJiW0bB6mz8cN8/vjLz3/n7huBhi4sHlP8VVwFAzNyYSECGpiguE2/gwnekY4iy73kIUSaFblX1A+EeT2XrMzsjEQzi8RmqIzEQBqpDkDcp5RUBc0MRHKoYt3E3F9a6pYs2qBKf7Q+htyp8KJpuz4NXeoLyHj20wAAIABJREFU1jG3dWzb1Xa7BUNJA9VNGtLRatWGyhCIUEsaSjLVerFIJRc1NShDUtWiNJRcLaMphtgAMgMPw1DEStFYV4vFwszapuXAKSU1yUORCdTiEOrIVSBVFWzHR57GYe9QSimFYwAjACqmpkZGRAEB61j5VqKqJSUwwhi0CHPwHHZUI4PAgWLIYp6czkx1iO6f3zTN5XbrQWhFQESAiZlNxYfkY567jPkNVYxd18lgVduEGA1yTsA25sTmJGYGTEYoaqqAPJohlVSGIesYGlc5VgGI5uQ7VSDSMSt+rG/GdEe8WglVbE+td70NGncNGMc87kyzt36S2ZxRAWOy9V53h1MDhvsMz+dCh/ZbT9R5Obj5DCaOL6vSkKZYPjdCeZVPcc1aZzRosn0J8HP7bEL0iek49B1TPYVCVLUxbWzKS90PGJgrEgAIRO4/Mn8KIiKkvu/nW2H8QOrRqVOHrDJ7GRUCE00pgRXPEJndAub7I+eMZovFAUXNQxpjgtFERFRijH3fX5tee0laVVWMldnWn4FYVaUkLaWqKuaY8zAMA4fgY6RUMgWumqptGlUdcjo7O3v48CEArA7Xy/XBTORbrJalaDYJoVLCbTeAqOVSQpxi98QQcBwsqCL02kVClvL48Wl16/jw8I0Yo+owXUFUAzQ0UwMEtj3+rsEYAzpmAGQpIICIbVtX1a0bN463HIahSNEi2BfdJemLpJJFJCCBaVExUVAlDkcHi0AQA65qXi/qg2VTBTYENRm6TlRjXcU4PmVb3KqlIp1Kp6pkFCGgEYJGVsGMDGzMxFLK4y8fnZ2d4d6tNc2ZPELS9lzFvD24GgIhXgkG/O6a2FZjUlZvgmpZyiClz0mdaAfabTbWNABY0lAYIgcLmJJYKILg+TvowR5GIoUIGclQyDAosCCJdizO0zAEMKar+SgC0ehOpDKkAqqsSoBASISkYQ+xV0W9ejCJAExMc8CsUBEENTPrQHu1KlTA5NSQiXZhBJBFQgh3797dN3J4UUT7SwLWvyrneMWfXpteec/geM4Mb+5foOf62TxXFvjb1EH9WiYl+8Sn64RVBEDVSdSus/59DFZFd2zKKd28ffvHP/7x7du3//Zv//bjjz9eLBaSy/Jg5WjSZrPZbDYeK+eI5Vfd8PzBcQ9MF5up6unp6YMHDzzhg4hWq5Vjet4fxhhfe+21Dz744Dvf+c7v/u7vfve7312tVp4b4XTQOdhwtVrtZw+OPkO/ZnL9vuensyWduOvs1s1ms1gsVquVT5o94Hjm3PrxOyPXbx5PMnQj1rt3756cnNy5c+fo6MgNVzzOfg4Kms1C5ymqv8aXxEePHs2dno3BX8HX/7quh2HwM7YPD15eXjrb04FKz9twhOHy8jKltFgsPDHy10KJf+OFhD9ijx8/3m63LotFoJJySRnUELiu69gEQBw0a5G6rUvfffzZx5/88pdf3n/onvEKsO1OmXPA0ga0bqiZOBsURTOkqIGSogqgbClEiKimvRYyiJFCG3Lo45p63d68c3hyvBLtBYa6GKZU+h7rogpCJmgUWC0jYqTIxgQe/hBCVQddqap7dIixMCthNjAOxgECKaCYZjFVfVTRLg+Xu+3lMDztdk+67nzIvcFmKFvVncLAJIFTHZVDsQIAQj5v9Tm/0pgUBmaKyG5b4JaY6lbSs+EZqkmZOad+7tl7IQPxephAJ7NDNBCglIdFRVC1j4tsnnx5//L8k/Mn/+vtu+tFdbhaV+ulSNmpSYZcumhWmTQGDQERhhAASc13nJGHSaMDHjKGqYYZ+T8u8DMUImqrqom1qnJPIUVBFDQ31RuGIcSGkcDG4//aG8zs+n9cC4B57pIeY7X/674zMCKDufdDUTUVM3FhosMTfbdz+UZT1+H42KH7vk+qFutmtVoJGFGvZefUj6qqCIOIZDV/wJu25hCc5e6ETAEXE9nM0K4i1CpVFUQsDQNSmGlcPiAbz6eZZlfOGABUIaBbcaruM2umBCyYfU1VldUMBYEZUB2RHjOaYcZoPLMKxCetwMyRSK78mc1VDOOVNcm5FJFQVVdnHtU3JhHvl66ckOcjGacohM6fQuS2bUGTiDiBzMyymqqAkaiAARFI0ZSSlgKEFCpuV+PSKkWVTUVVQQRkfAOvtcxBM9oXptkeODZj0tfWTPuqm8seJvf8sIfrW89zPcRnVdpveRr3KpTWvat4vdRQMBoJmshMhmB7Qe3XBJRfD8qPCac0B3BMcP5XDmbSho7RTzBld9L8mitSL01f+ryqUYu47fJkEmCzBTaAB4oYGYRIDtwhosnoOBdjFAMT3avXRqGqmnjDQ8jZchOr48OD2/fe+eyTTx88eFBKqSMDgC92c83kU/B5s+yHIXkiKplKIg511RRKWQSn6LyRmUBEkYGxz8mX4FzK+cXFZrdtFu2tO7fXRwepFCiFmUNVEUdEvHn77q2TWzIkyQUNIvP2ciOSU0q5DNlJ05pNTRyJIzCzxaI5PDy0MVYRAEDAAqC6ml3NSPenBrYXesmB3EXTz1ZVRTNj5K11A4iqoogMfRqSGmrORcStVkiNEdpFOF7QoqmXi2pRhTpYDBAZgQiIm0jAFIlcZIgGUnKRocigZTAzUEyWQVHToDaIDoNk4BrDstjZT//pn0/Pz3yEPw+lcG+txGcTDuAZCxDbjwWbsk9kZogJIzIiBwqICITWEAhYtiQaoEgyMQCKAZGDqrrNrVJQVENWI1O3uyfEiAHUWDVmI8FtM65m46rqXGNPs/ToxPECqJiBGKKnTvj4yqNzhHxqRTh18eNm0deBfcqq7sClwJbNmNGYhHx793rCRGSxWLz99tuum5pjdl5is/lyyO5rjVjgeYF7rrXzyAT3w5gNJ2d5VV3XDp7sI2+/cTxkv4t7rrnz1/k+v1I8wyhR3m8CR+WEKQIByp7wGSbT+Yneb/WiKao3b9/6s7/483a5+Ju/+Zsv7j+oqspbnb7v27Z99OjRarXyUIrZ3HKfzzmL8n0p8wFT13VPnz71uD8z2+12dV2/9tpr77zzzvvvv//tb3/7nXfeeeutt5yw5Jdmv1Oa2/J9+82v9nuv7uzioKuvmW6p4kmAIQRvsUIITpg8OTkppVxeXtZ17TrG2b/Hz8AckAAAv/jFL05PT9319PDw0LvfUoqfrn1u8DUz22EYvEmbZbFe4QGAxwbO7qZt2x4dHR0fH6uq14seiem1oN/G/r5Ot26a5q233noV27bfgrTk0aNH/ugRUaDK+qQpgxoB1G0TqqqgQRVyyU1FFcQhD5/ff8gARw1EAEY4qPo2FIS+qhF7ZYQIFCEykBgKhhRIAkbZQkW+dINaMS1mRUsVl6sbLXF+6/Vbh4u4fXIWQEIRTL122/Ym1RyoxsKa0UouRoxApATiuzgjY98jAENoMLBVMXEYEHOgbSlnQ3++6S67fpOG3dDnop9gn0rpi3UCnUCvUAgUgSpKEARRQyhEOzNB8bxgQ3DEz+8OnZhShmhQDMeyXAFsyqfG0cIaUBWRwOUHUBDG6CMyKCgOcSihe88AYCJEjAlsoxoZGOBhGX716MFH9++frBY3ls0q4mHbHh8cHq8OVwcHjIa5x9xJ6ourr6QwTnwHIxi7TBg7y6khtMnTxcxMBhEVyyBExKAGSgYKGgiwbZchVJ4DkYeEpr8WiXNOAYWvM/a8CnojAva50sjIUEkqGc2QgIiY0EzJrG1btZKGoV0tMcQYggfbMHMpKgZVFWLdgFEIIdAihGAmRAFQ67rWNPicKKWUS/FdyZH/5JRyxBADhWhmBQoJ7HY7Ih9eF9Hx4JumMdCu3zEzIXs+nrdkpZTcZy8g523XRt7xFGgOwABCU9w5uTUtOC/XYJ7SAo6WhGBmqMjs9i7R5ixJgCHPyVcYY0QOCjB+7+ZGAsxgikkKET+Lr/jCPhpiGaOZaS7qxykgolNMH0pKWUYlNnIgIlNwamtVNVVTc7t0g4Yx+htMc9nuLkUEVQEYAZzdj7Mb01U09POZRIhqng2I+6NVBeDnN37PNJAvdXO5hqHNk4f/2MbvmXffRyCvxb77y66paKZu7ZnHb8/DU1+QIw9XcOjU/ts4dTAcZV3jdVJTUZzZwCozf9pVXqqKAIQ0Jr0ozMm8ea+ji4FF0NxEaIRpTKZbf5yRTFhfXddCZQTxhGbDtCqyiWN3Pk3weYabmuB4eFMXd3Bw4E7cJWfvNOf3mksld9H1kxCqyCnERSsiYKymWUrpU6ijiEjOE5WojzEaE8egYNltnQhXh+tvvPkmEd2+e6tZtMWbBvBxJjHxyY3bb7/zTkkiOROgqqauL5L6vu+6Xd/3w9B55VGLSepattuv3fidb73RNI3kPgREJr9mpEDeaSAgynTpvfi0ueRCxjgtSapTTA7VOuSh6/td2vVDt+37lLNJnwqimYjlTGAH7WIZq6MFLBfNQVtHEpUBkwgZIlaLNhJy4BCIYIZzAwEHCuYdcoKSimWNjDkJAESELImoQS27y4uu65hZwK1DYb++dCvRa5DsV31uzawUcc7bmOxuZmYFAc3GuyEnzAOmXjd9Wy93/TYEWrWtMIqUzqRmKpYUEQCCkhQNCkE87RSUQBDY0IwBmQhGI1v3PRqfVzAzxoACJuL662gYkEUI3SQcfADsg2Dw7BQd53NmSF55KCCY5imeRRDMUNQYGQMDooAKXaXoVlX12muvzSfEC9lXHDO93IjlJY3Zc2X64z6BWEZVvezbcM1iLeardfwavfOr/75imfuiLu65HeBzaZxfdemEl+Y3zI3fPNz1uo+IZpdjU/CmbwYNHKUdpJioqh4sl3/8x3+8XC7/3//7//mHf/iHuq6fPHny8OHDd9555/XXX/d2qGkah+P86Z3ZraWU2WpFp2e77/u55fMUx+9///s/+tGPvvvd7969e/fo6GjmXs52LzN+6H927gZfBQ792gvkhZr/cdfOzRZEs3mPe7S6+vH8/HxSo5HfSPuh896bNU3zk5/8BAAePny4Xq8PDw/nNu/i4sKPv2kaRw7dH9XVkq51PDs7cyDaYVL3iVmv12+++ebJycnh4eHR0dHNmzdv37598+bNGOO//Mu/PH78+OnTp0+ePBnDl3P2OtK3OT/aEMJrr732Eo3ob6flc7Xho0eP/EErpayb5ZAyZPFbtK5rZBpKQjNA3W4voe+Gy/ODAMcLjgjvr3CxWHFoQ95IQWlbXIaLYQgxtIFCLppTQbPAEGKttZmVlM0scrBgRWWwHi0umiWh3V2tdJNiXwJxo4WHnC8uqtITs6EWgoxWh4hGZIGAEUCAFaKi2fJQzQazTvXxpnuU0gXoF5vLc5HHQ3+Whm2RnUFSKAAQQBGQwAJpxUIAHEKI2z4ZkDIiBUNEKwgEpjhj8DZVUAY0Dr7HSsj9Ez20aqwwVUgtgJEpoikhoCgqgKJZsNFxwNmn4/Adx/aSG865qFld14uqNsJtP/QMX6jy06fabYLKul6drNbHsX73xo07Ae41tBThXCIRklKAUopNEduOQKphAVA1BXOe54QHUh0iaK/iQXhMwggYMQpaZG7bJYSYhQYH/eBlz/hXxQJmz9kgXhi/tgdhMGAMYdHUTaS0EYMgaYAiTGTudBKqKrIqqpS6rpkg56EUSSnVdcuMqia5mA2GQIYe4K6qfb85PT2PoaYYFouFE8JzKXVdN22lql3XA12ZqHmsQs45l6wCFJU5uvEEAodqjHj1YVOMIKoVVwQ0BsPI5JZcSi5FROr2ABDcnQ+n5Eh3KPAW2cmcaTAwgMBTp1fI1Uzons9AoZpZBl7yq1lV8TiPQwghgIiC5514pV28BkYCzEZhdOkUFwJOF1NEAlfAUEpRBTPJKmSuuySRoqo5Sx6zfwFNJpnbWD8zkqQhhOCpkUQYkCRmMPGFcUyoEiAin67AFRVqvBdeQIB/Dvq391Obf8owhpy8CNgKz6lj8H9In/rvav0CLx5Cm1OtCb3DRq8yXsAkecFcH7/aAE70Tq9O1F00r6ol9/TfC2si5iv7MuYRKx8tpMbst7mtkknnimYFRm7aLLABUVV31pj8HV22ZZBzNtFry4qqluIBgwYeMrfHGSMfwOQMqkO3e/SobP7LZuh6IgoxqsqcGzEbcJtZlmSl+MfZpQwhLg74/Pz88MbJerl68OD+yZ3bb7755tD1H330y/7iIi4WqhpCZSGMToCEYmpg6/X64GDZdV2zWMyFiJgCIXNUgSJYBJNoFgWgnAsFVqoZQxOreimlJB8kQ0ll6KPl3/nmN95647YMWwLmAH5+cGb1TqG0+6TcmeE83eYe7eaDImRmSxLAggiUpH0vQycpM3M0MTUtWUUYrCE4WS2O2hLJsPSIWrO5Y3URJVUCC97OqMfmmqkgKHtsupCAoKppubzc5rSrG4pVBEBTCWZh5qKYuvZm5nfBXtTYyEwwezYMZU/mO/WcY+HtspwQ1AoqsmkDcBzq2CxKhiKFRUg5IeQYBjMFGJAR2MDAsJQCRbRYUUPEQlCMPE60hmCIxoSWCBB9puVXYUw0VAMzRZ8K+y2delMUQFRWY0K36ERkGP/1Ma26BR3CygKZBQOSKW2FDYoSBUAu6FoUMEZVcMrcarWapXReZ+uLbQRfFHfzVYLlS5pDeEG0jl/Bpmm8G/E+cG4qZpXUi2bD+BsawH1ttPqLWpoXNYR74oH9cZuSa89HnhXqs78+ziwQAEEd93N3ZAQDq6oqlUKBf/SjH925dZuIfvHhL+/fv8/M2+32+PjYKVge1neN/+/98z7/wvvAkbNUVScnJz/+8Y//9E//9LXXXrt586YvkjNxcT7hTdPsOwB5fzX/8X3F/77+/NUv0HyrOMjmXEq33vEJmh+2e5k69OcWKW5aw6MdAs1iP0fkxiFdCB5eP3swLJdLj+Y7Ozvruu7y8vL8/NzrNrczhSkDsG3bg4ODd9999969e3fv3r13797t27fbtvUqre/7J0+eXFxceDikd33r9dqPypvq2X7GMYSDg4Nbt25dk6T+9sfHZnZ6evrpp59ePc7mbQG66LSuawBFFUJcthX1KQTeEh++fuvmYhlNv5s2y8XhWVY6O7M2DqGWg9CXEplajBVTwyQiCqZYGFows9KZKEemwMSmbMOuQ8UqxEpwe9bXhQNFRLEi0nd5uy0Ndd02QwkEbaixIGRCIzMQo0Egp7LB3PX90+3myXbz2eXlFyLnAKcAW4AtQaqwLJsSWJAKaLsTcNsMwqxSskhWoswczBzjMkMLyDEEcv2S7kP3Snrlk6CISjomQ9jomoiIDDw2h2iGBmAK4r4Iju+QEVlBBUBSGKVVgoBAmgwxxqoGwJ0AKXJoHxJUbFUMxgw5PVX+4rJbyu6Xv3rw3ZvH1VuvccQGKRjIkIKFoSQEVpRppo/qrn/ooQy2J24ClSGgUWALrICsRB5eCEEMu6KDUuSQgYsBUtApNllh/OCvDle8hD0xLx0CZqUAAmKzbJv1ou6gWObO8jBkAqwDUmjqutaSYwwe4+HzmgkN0xgjiSlgKUnEQhVFZLvdpJQnnmdMRT0NFQDqJhKNM7K2bYGCiGQps8FVIObGnSbUzCAEt4/2n8YYaxHyVSj73M02m0sibqsamHxuFUOo6xoYEZEpzCu/2wvNMlFEUvISWSkQMpqib4hEQETqrGxEt4qZ3e8R0aEwGntjIjNEylJMtah5eBfHwMwGIhPZwVOdZ0beDLKNfOBxJyOvu1Iq09uxU+JV/ddHsb2T85VyVVUhcCQGBiU21TqGKnikjUyNX1FDDGNzsHffKAASTmSnZ+4c8/nL124wL6d6hpdv+Yb/kXyM587qXraD2p5Li7mqC8dGccoDGDur5xvuXX0vU2NwFd/3FcMZB1ERsQrRuxEiDGEcQqShI3J7ETQwER3pMbgnlhMRd+ICcxuisegdL53f07qH9ZFjfcMwoF1ZFc2N4m4YGElE3EnM/5jqmAQIKmbGRFZk6Prt5gzCaNFuOoZlz/p+Zx/Vdd0eHblohBfxjW+8sV6vH/zq87atv/HGGzHGu3fvHB0e+hjjX/7ln32xODw8vPXNt1eLxV7CLxoRKK7X6xlyGUNyq1BX7abrTy8uP3/4sO/7LDaDIextM1Ik5Kqto5oZ5o4XdbR8sF4hgmmpqgogu6LasQUyJSM0UBpnKLMsEycsYnTlDKY61/RgKoGtjiEHToyRNIKYQTRx8iGSEWhFuGwiQx+AIxKboigAVoGqKsS6vhLPIDAgcygGYKamTpdEssAMAav1euiM2IxMiqkaMy3qZmZ1EpGvUw7SXiu1mciuCw+eEZ3uc9ZHTImCFCHABYajUN06Og6hxj6nIW9MHm67z87PH3eXFoNWlQhSzobOMyiaioiBgZplhoKUyRAxGzfAGUlz7y2d+iJ/hZuP5b/hnjIWo4Fl1WKmIoqZAQmxCcw6dhGGYGRCAAANZDRgA/Q+kCmg9WLMSIDqMU1EMjUSHm/t95vvcy+fZ72E5/lKZIQX5PjN+WZmdnBwgIhN0zhE70/xPAOaW4iXEOyvZV28Otz3Km3ey7u7r+OFeotltPcus67cqfI4mYS5KEVGf96xCPCeStQMgSb/3rfffvuv//qv/7f/43//2c9+tl6vh2H46KOP7ty5c3BwMDM5/WsWy83pFF3X+bSrrus7d+786Ec/+v73v/+d73zHmZzOQqTJkm7OvvMz7A2YXyPnUDkAOMeKPDew8dW77vlxHoZBVdfrNQB4tMyoUVF1+M6PZ16WYUosrOvahwjzMZyfn6/Xa1fx1XXtdj4i8umnnz58+NA/75z/4dM9FxCu12tnbJ6fn8cYv/e97/3RH/1R0zTu0XJxcfHFF194qruqOgboP/JzOy938+UYEX7mYRjeeeed4+Njb2L3PfF++6ShR48effbZZ354VVVJmfp2hBjjoml9zdRhsKLQdyuBN2O7OKADgJbojU0fL42z7uI23rgBACUErWMnNgCsOLZNQ1qsDFmKQNNW1SKuoBQz6UtOOpQiQ8nbi6Hles2N9cBhIaI9GMfm6OCoqqoKcLfdSrFcoAfBQS0BFgGBTlPHXeLyJJe+5F3KfR4wQM20IBppDmZilkoWKQlMDBfYmk6508BESO4NS6yqAmZqAKZoiMpa4dTz4cSO4qlsMQQDUGBBcJam30sBR5NQr0oRzVAV1UhHcwojNEIxcnt1G9MFBQkA1Fdzo+neAYpBqyojABfkCrKoWskqScRSHxpcrhHUyrao5iQApL4EecSV+/Wb7/yzRnwsEhVB8+AO5QAEJqpAoIYspkn0vE+rwxhWhzlWA9JOBCg8Ry7k0OVMzPPYo8mwcB40w1eS+vbX1WLqRC2v7kxKyUPu1TS3FcfVUtuqqioDKqZ11ahJE6uqCm58jmres/U5mYEjDpq0lOQhe13XDUPftov1ehVCtdnt+j75aukOT1e6HheZIxHbns8lKxjbuOjpnjbeMTdmxsAhBCAkomCmajMzYhYeb7ad81cxkLeR/no3JmVAQyCgQEwBZey4FPc6mMmn1txv0wxnpvrQJxzHy17mGRG51NA/CREFYg4BEYds484LPG0dVlSYIozJrpMSxMyhY3Ev0GLBzUPJpaM62Zz77a6lKFIpZqiRo4JRNjETf9yIOTKrqso4g85enZmCjtWpOO1pLADElBDxyjhzXwNoBigG9KLGT17U9T1n/8ZnOY7/c7R8X7Ogj2UFOlrl4BLY1YP1LAvOrpHi9oWSk93c1T4hYGzmgIaXJzidoH0/BiKcYSURUa/hDAgwW4Ey1XOB9oWYNOGX/vxEDsGf2ukqD0O3R3CVcV0oEognF6CrAEor42MAOE4E5m1YxKOxjBCAiJmgJtAxi4ZxvPS+FrhipJQS6+bOnTtVVf3qV78yooP1+uDg4PJw/ejRo+XyNKsA4E9/+tPVanV4eNg0i77v6xiWy+Xbb745DEPf96olEAYOpZQhp7auneHGjAQmIqAmYlBkt9udnp4OWTwmfh4YEyIjVMTBC0GAqImIDlYrBuv7ngFMsmr2po+BDdSja2mKNt4f98JE0J3OFczzchGpqxgAag5NHdu2XW6Xu6E/22xyxlKKMLOC5MFK0tQhaahCFREES84GUMcmVhX6TWjKQOoMEzTGYKMXq5gAIVEwBIuByUqWXZ9SFlPMudtuN5uJXTzuFn5drrGkZkquC52f1/XZJOfTK3HjkKUkRsGhxK4cCR5WbROaeBwzhUd9d/zlo399/PBxLj1AYSp9JnJHnRKyVKJkgAhRIbOwg5lqQQMDFk62d3DmU2AaiXzIZICKJmhmdtgcO0nTTA2Vx7kMDEXZkHXcSg1BPZBl2HpwPCIaoQbUiIzoPfyUZzlNVVRPTk724+lmW5dXlxO/osvLy5V4s0/GgwcPbt++Xdf18fHxdru9efOmK3L965pT1HPj+14d7nvJy742Qv1V8MBX4Xzuw4CIjIBg4HQp0itgEN3mhQABcj8sl8uS8tB1bjjJzN/61rf+4i/+4tNPP/3Zz37m6U+e/T3DWXOn4dd6GAbnQ5ZS7t279+67737ve9979913b9y4sVgsXFfpdAY3wPQ+3Fl/s71q27b+Rj7VcizLVwl89usVRZjXUtrn5Alnq/qUzbu+ruvOzs6ciOVh9P4/x5H8JAH1F88Z7t56LZfLo6MjJ776x3n8+PEnn3xy69atxWJxeHjoLjUxRo/48+mDt3NPnz49PT1dr9d93//kJz9BRE+2mMcQ3pZ7d31xceG/7rji/uTCP90cBfGDH/xgP9vw3zBb+R//8qf+yZMnZ2dndV2P0zSPeDFlhFEzacaqq7aFy22juOjSjdgsBw0X2wUalaAirVG5EDzPfANytMCtQS4iAiioWGGIIQJEOQpEOCQtXRFJJW9Tl0yI2XKOBXtipFg4DFgGiLQ+unn7NaiWZVvOvniMlx32AiVDNixGJaBRgpyrrLrkAAAgAElEQVRBM9iNthaoCkBGvAdwDrYD7BDPVc9zPh+GTZbBrKAp4JCpmBYwQxBEMSimZmpZxNQJnUJQRpv7AGMYkc0Mz8nTAJVQEApCZlYEIUDLCMTIaDjRlVDRXFg/ImMege5+00g8OfoiAE+CLC2gWgLyeLNlkxAQRERLLiISkGusmwo0a6aYjLuSoEggnjLWxGV7rhF32pzZ1CiMAB0KGBjEGEEVDIupj9aZGWIUxK3Yr84vdLlbWXMG3eO+32gxqJ97s6K9DFuerQCvUUX2l455f69DRNBlW1dMBBIRVos2LmtnKKSUtv3AIYZQhxACY0oJTThyCJTLsNt1iIgUFKnv+35IVVUl6Yl4vV578GlKF7GuV6tFSmWmQjAzopWSxa5Y2QAgerWuUgCmqKqSs4gZIREhWVUFZsYQPVaBmder1Waz7fseJp6Fg2CiY/sXkBSurLBwPhsGZU7imUSYkYPSVTDPrFJBMzUF4HmCg4gla1HJOe/6ToFiXSFi8DcNYdRQIJlqoEhAMvO/TE00S3aupU7Z0aquBtVSRGWs7T36QkTAiBA5BESeWQxqKCKEBrFlBDA1ADQ18ViIwEzAkybcRutHI1P35HQ3b5jmFC4n03n5BQQFuNIlwhUudZ0C+kq6vuft4v8ztXZzivpL2z8YW+PnZP3tW7CMZ011it3EKVZ9b1R/tTs9Z/92FIUBh6H3HdSnqqUURPN9GtVEsrhYnCjuqUhngHHU+OUciN0AFBF5NN9H3ywn7NfmKJXoQlK7YgabWb1ckI07q4oUG1N6iMitVhw1AtGqafosbrlhZqZFVQNxXddeW8QYd9vtbrtl5uPj481msxUppZydn/v0aLPZum/SJ598cufOnaNvveMq/0h8cXHx5YP7ANBUVWTOw5D6XlXzkHYXlyLZ9cdeTg3DACYhjjZTyKJIs/OvH5uIDSIZbIILBgBobx3GisEkMKVuByTO5lcr6OYmYGSQTfYYuTo/z26U8qxEhyMxImalEELTNAcL261XQ0638nHXp67flpRBSrfZBoLA5gQJVSW0qqlDIAxRwPnlbBwgRDQzTUWEMHobZxjAspML0HC72YGKa6+5ClnrXV8uLjdJCjOjgeer+kLji9eUKAjzwL4MaQ8Pf6brw6sI37HJj4hEoUIMatgNsOkqtdpss3lcrZa3l6twckOGvHv4xeZykNUSLThkGQRahVYwmsVABpgNiql6THxJQeGicZKxw27opkrKiABCoMVTGEYewS5VhggBjSwQGCEDEjCgoSEZ+ZIs5MZf6hY+MtnfCoAW8MUdaOQTkhEIUIasenBwMBvY+v3v5v7/BhXWc4niX43cfe7f8dLcZbTeAT5+/Pijjz56/fXX3Uzy5ORktVrNVqsv8Xz7dyqUf11e4tcChs/6P/t1BJ7nZTYmpI4tnwERep3WxqrfbKuqWq1WkkdrkNPT09///d9/8ODBZrP5+c9/vlqtVPXJkyff/OY35x5+b6vWUspqtXrvvfc++OCDP/zDP7x586aL+rzN8+3fcbBR7m/mSJSDabM/ShijomSO1nDC5Eu0Pa94jXy+5r+12+28R2Xm5XLZNI0/p3Nmw7xn+aDK+UV1XXv+xGq18oYqxnh4ePj555//8Ic/nNvXvu89ePAP/uAPmqbxP+5xhRcXF3P+4W63cw5nVVU+sOu6zouttm2dt6mq2+3WCaLDMHjAYAjB3VDHASKPaWAzM/bo6Oidd97xidU+lAq/da8493110qwHeDRNNCYBI0CXKrkUP+/6MAxLDrB52g55sRsWQ1kzncYIxVpusNf0ZGu3pVQSqsoAs+bL0icwiGZtaOtFS4uy7bbb893pUwK1oAiCaEzETaiAVEUCdSgSecurg9Vh1R7stmX35ZPTT75Ynu8aAC1gAgxggRAwUgWRqmCtWjEVgwK4JL4RY8awlZxD6Ljuq0VfyiCaTVV1d7BSdYEBClgveci5qLjJZ1EpYMlkm/o0lMf87NhrrIMIEQVJAYBJgNjUkNCAxSJbAEQjU1RAA2QERZBxwk4j2R9CpiwIAYAIeMxOdx2DolHwMsy8cbNmKEwGFHKoCqoYiGIWQ/KRILkqI4baShKzOT5Nxm5CgNDD1RCdaEpO+7GRdAOowBSUDAplT7dqF53Rx0/OH8nnGE83ED6zoXeEB1/G65zWvdG5am+08XzJwPwrFNj1kUhWx7her27dODpoQn9xdrJqTEvJiZilAIMxqYr0eahiANOZnpBSyjn7HAfdOdO0rZuao6exA0DbLoZhoFARUdMEM3MpHfNkAq/0TC86wgZWVU1Rr2zR/ZlK0SQFPR2X0FSzlL7vmfn84nKMfq2imeUku76fiS3+r6vunV3JHGDe9eZsNrWZTo9TGzZyOEegz0pRkTwqruNipMyYAoCIGjqCa4EYQ4ACYqOsLsbGV/ucsykoggv23L6eQ+XGLY5Y+stEBAwNoeSCpDHWMh+q0dQdj12ulpKNm6qmGFwhGUIg11tpMccPARCgaZorsd9U0yiYqjp76xmippG4TgcUR+WQ+y7xpEp7pcYvPFda+uv2e880iC8IGbymoLMpK2+mUL6oZnpme9gzy4bRGnG8dSYOLsyOuTD7AwDoi/4sEUy3mjMUnjly/3UiMQiIYmqiCMrEIQQCtCJFyuzD7k1aCMEv7fxGdV3XcdxOVPLUHGZ3j50TtyaXFynFOb/PBFi73ysiiiiHPZ3JlPdgZhGrlHPTtuvD493FueQkoiGwqhpO+dQGTNT3vRHMtpCTFY3NUVeIGKsKGT7//HNHJCQlL0QQcbFYuHmALFeHR0fuGeDF0M3jk8/vf/aTf/yvt2/fXq1WXdf1u84/Zi4DyDiwEZHUDy4pyX1HIa7aZr1a9kUosBL6G7mMDcUYLZjTnUF3/c3j46PDg0ACuUjJAMoIisY4EW/Hj5OR0CbytxqIjNisSCHQ5/mgiIibqSJSCMwcYtOGpg03aFVxQLO06+5//hloHjJQHUf7HFTgwFXEEC1E46BIaljM2emkSoiARgYEHEIVnKlQNW0aRErOomZWtYsmpZTKbK5DiN6uzEveuNwAOGVrJEhc1Z1Xnwuv9BlXbi7jLAl1u932Xfd6rOu+z+cXy0CQh+EsnyzXt0I8ZN4gXqqE2GYtWIRUsRvuHB1/6+5rR6tV0awIQ0oq0l9suqfnB83ic9uUUnZ9V7Vt1/cYuB+SMSJTEtkNUC9ADFKBpqFe+iSF2JBBrIQqMsWUSsSqFBAKRKxgiMTMBrrFLkS/EZCIdUiBopkwIxGklAk5cuh3HYvlKT/ay9CZcvbcdek3q2S+JupwdZODVH3fv/HGGx9++KFz3s7Ozh48ePD+++9/+eWX77777uPHjw8ODjxZfm5OvMlx7ZlzZnypccDKwUzHqfYxGf+w/kRPFuFxlq6Nt9ZXEgJfAgO+6JtrfWCM0f3LRHWxWm82G7ecd6aNG6n7coOIhNTntFqt+jSgEynE6liBgeSyf5AppR/+8IdPnz69uLjY7Xa73c4/2mKxOD8/9xOyXC5v3Lhx9+7db33rW2+88Ybng+ec3ancNW/XmNLXwtx9EZu9W2Yu0yxluTa2f65Jw6/LvPU4hOVy6d4qt27dun37ds75/v37c/sEAF3Xub+oW5LmnE9PT5nZExq8T/vyyy9TSr/4xS++/e1v+61S17XH7p2envoW4CYu+2GSPrIMIXjzuV6v/c7xW85Pr7+dJ2c4EOrpfAcHB3M7Ohdk89qVUjo8PLx3797sQDMjCb/9qTEz379/39fSUsrx8XFRvdhcxqrqu+1yuayautttwsisAimyaBrcdhVTBWBD2h7VVeBQSLOmVKSYVLFDSyUBEGCtJscHB4ujg23aff7JJ3mzte2uFmVGMwukRMoIDAxaxDQxDQQb6bvVN9bHtzbbYr1+9k//SufDmlvstgiMjAgRnb/klCJUVvWsp4hYG2ougroyK2iiIEgQg0byCrI3skBGCBySSgoMzYJiyEUFTM0yQAHb9N3Z5uKjCudK1J2zwYiZBXGX85CxT3lnmmOAKgjS0rAFZNGARBRKwUm2xYRjT5JLEY7EsWAmIiViwGIGaoQyxVAJTSpxv2RLLQAmVlRFTQ2ZYTSjrutaSzFTBhaRtm2ZY4aJNG6mOrpBoqFrEuewLI8FJyQUVNMsasTAxIjKqDGclZwWi9M+lQE3ZptVNUR2BhHqaDD2soHOnsoXrtyJr1HqcF7ciBlAQ6C6rtsqrA8OlotGus2qrVQyIQSElBOA1U00xVCxLxr7cUSz1tf/z8nJiY+rYowI7LOqnAszEzMAbLe7pmlwtNoerYDR2CM9pxhPMoCu63wZgWrkDhBRjHWNnsOBHlDu73t+cekDqapZMLEKIJOrr2OsPVl610/rMAcXgKZhMAMP0wshZCmIXNf1ZrPp+s3BwUGMcbfr+5Q5Zd868mTHMMr1scwt32yz2Pd9URXZtMvlMAxmOORUVdXQ72b92jQqQHXS3KQP9IW/aZrzp5eOzvhFRyIAyjnbqKsCnDJIrroGRETs+x1oqaoQmFXENTbkdhME/kYpJ/DIKRxV8Mbjj6YhBcx3LABgFi+eXaMEago2x9LOtd9VfN2+O6i/QDX8B4v0Xjm3Z5+lOc+Sr9dtTsL8qsXus9lKU4Y1XjNuURHYTxneG9S43ya7y+XM4TRwWp23STnnabcbdYOR2FCAQhxr1mwqiKClIFNVVfMU2XdcIiIGgkBEVkbCoV/REeBGm55q8Cw7VUVz4JgQcdd3gXi5PKhiXB8sU9dvLy+6fjc++WSeTTd16c9fueb6RkTALKXkScE+pFm0rROoSt9tt9vlm299+4MPQghPHj0ehmG9Xq8PVxze9BJzc3b+5Zdfbi4vqzou28VcdKKaJ2Wl3Oecq0AI5gneoCKiCMTTmogIgTEQB7dSVWNaHqyatm1qS6BDMDRAIisTj4M8bFFVzVQdM5+CyxErDhO3U8flYW/ckvJgqlIUVMVQFbIpEE6O5KUip1SoymBYJynAUAUyYgEEA0KMMWCIwKyIBmBIiEwUAIshkykoUkAAAhIoWbWmYFh4EMhSDKlqGrzc7odcX4dZplLG8c9nhQTwPGNPm5cGIRUDJhQBQTCALGXXbZqK27BsOLLpSdOcLJa/2p4a4q64QQuq6nq5+Nabb7114+ZweVa3TVfSumqrEOPJSfMW2VDeb0POuYio6ma3dd1CN/S73dYIU0pFZLvdppz7rEOVAE1LggQGIF0B6uqm2g5pEBBkQDYryMSBzYRqLdll44CIAZiJShYpwWL09ZqRCECKtG27XC4dt5m1r79ZeOGreX3PfY0/O0dHR4vFQlX/+Z//2Uv8Tz/99MaNG0R0eXl5//5/J+5Nfm1Lr/uw1Xzf3vs0t7/v3ddVqyqJpEtkipJJwbFsWEbMhLZgKQIycQYaKUAGGSWA/wkPhQROA2hkaEIYDjKJYCNSBESiTUtUmSyR1b++u93pdvN9a60M1j77ntfUY1WJEu+gcOu+c8895+xvf99a69fdvXbt2t27d52Gd35+fvny5ePj45deeun8/NyRHJd4+R3qII+LzYaRUz9eScmPeXcxHWLZXYK1aUMy8Ayfiot4MZ/zuf3e8ENRFVNBEqJFajJDHBWqKskkK0MKXuoQiqr7EPiQlZByzhQY1Lw+wA0hTc750qVL3/72t3d2dv7lv/yXd+7c2dvb293dXS6XqvqlL33pxo0bL7/88tHR0eHhocNWjtcNMeVDz/zTxUW/2Ipi5rquHWnsum53d3c0Gi0WiytXruzs7BwfH5+ens5mMydWDOK9ocn3J+m6bjQaDUYvZ2dnW1tbs9msbdvZbHZwcODbODNvbW01TTPQnPzz4bVXWM75+PjYgVBfM7PZ7OTkxOfcPuP3UEE/C87Pz7uua5pmZ2fnjTfeGKTgm7EN/v3e3t5rr73mf27zcPmZdH0i4uLGoW3OvT0HEGE5Lo1Q0GNnQttqjRBIJ+PSVG3EkFBRkRHBIoWzbsVNffnNn+uiTYtYdG2VYT/EPJu9997t2exMZVaYVUTOBzFVZizjyHm5iCETzro6T6pqZ+d8vPPRw+O3Xrv03vf+4+LWg+vFJNb1pByv2tpNJ3sJEWQCYwQIAVwh4tUKkoJFVQPKqACyHv2RmbG1HnumkDKauOl7NkQWMwA0DhQ4laNua+dRkVQ1D0NCReBAHNokdZdWZousx/Vq1rWzrl11LdFoy4BTMnf+RyKOnSQI7urSSyoUrM1JmAwJgQRtbY7SA0zQW8NA78AJsJXEwAgyoCiAEaiBkQEYY+9sASagJJpFLGNfiyMy9imwQTwvZuPE5L5cZERDAQZsfdiL1gEnwI5CG0YLo0zFEqGOrCSa18+Af6Wi93kkz8GZz+36FERMMgKKJnGtvxkCMpLQBTN8eBJmTmKTSQWEpghMKYlvL13XEYZ1BBchclZtmmZra0tEUs6O5DfNKqWUVTxs0w+LEIvRaDQeTxeLBRI5puT+lknFzEJVur4OCM0sxGJri3qik5mCIfIa1cO0dhs2Q0Ng5gAISJqyIjAzArddJlIzy2DgR4lY12UibVOnAhAJEaV33/drTYi98bKY+oJPkqWHbKjLyRQFrCzLQJzarmdIrpnHQ8qzCgAoiQr1BWpOMmy2vakt0lCAXaSvXaSgD5oyEXHowoCNXfC5Fp5ZVrNshhgZQAAAjcS7SgNDNUUEtLWpB69fZO8CACIm2ntEgmr2mre3QVinkclTrnXrMcPz8vo+zeHks/Mwf1IX92nC1hdP2591c/FV/2KRgNfNAyH4qU/AnorLeDL60J00+gbaTNdRIwKmObu+yM9O7/r8fI2BnpHKkL85VS1c3kDMMZhZ0zTugKJZMgsYg4emO9cLcTMbygNJycBAcJ1GhRvxg7GsihBIlZHKEHMsJHXL5dKCPwMaAiEgIFAAS8+7BP2wdtPnsLe/Uz1+/PiUqODQNaumrudn5/fu3T3Y35/P57du3aqX88morF2NIypZ2nolqQMVzWRZDElSwr6lTKYZDQLyOkTDNa8g5rI3XCerGyASKJi7AWswMUmS6i611tZmCS0bW58wamiIZIZkpHZxZ6ro+rISkVMfh92WoNffFUVAF0/2qfCWVZuujSF0naZGwKwMXDDmZsWH08hUljEECoSKwCFQKMSQB7oCuIUqo7jUGBzABEM0RCMOhTVLVYgxchkVxnXbKjxHbfU8h+hNgvcTDd4T6vUnf9iBAltH0KgmBA3UmpytFjtcVTwOZCxpd1TubY1x8QhCAA3oabWWlBFLvn/68C//0zuqudweKwAz71TjoFBR2BtvI+L29nYsqkksAc01CQGpKAoCzCk1qzqGICKfLE4CSFfPpa0ZrG3rRZ273LUUGqSWIIO2XbaslEEUVh1kAyyBisIUVbKu5owUYsGVCqJqNgs+Wdja2trZ2Rl8XIaZ6Ofarz4th/1Z15Znfz78og9NXn/9dTd0uXz5smMm4/HY47m9hTs7O1ssFm3b+n/Lsnz8+PFisdjb23v//ff39vZeeuklJ6e99NJLOzs7q9XKB6uOZLrRyADueZnrTa/L+h26GTJahqL/xZYkL3aC2Vyf7LexmjFzVQBBk1O1u33eNIEphogCWc3URdGCTGWMaFAvV0UIoxgvLhYAIejGZLBt2/F4fHBw8O1vf7vrun/zb/7NnTt3dnZ2VPWVV1759V//9ddff907Xm91hi+fgg+I1k/kpr74h88luH4BoZozJ/2lXrp0SVU/+eST8Xg8Ho8Xi0XTNKvV6uTkZDqdnp6eenPoq3fI2RuKP2/a3XmlqqqjoyNPp/SDycwmk8lkMhkA5EFx5M+zNnZvBm1hjNHtQL3zrOu6rmsPePBl6ahpP9pbLBzB9se4m2hVVf6aAeCtt95ybm3vRP2zs/EUEbdycbWhiEhvV6Kuh+wZNYSdCASea3c6P26TJU0HBTQqpVkAtZRDMUJTQ33pjddPNKXcSpKzRTs7Pa80Fkcv7+9ejXgGOWEnQQUkd13bdV2jQqWnH2GOJUzHo4Ptye7uB/ea/XJy68cfPPrg5gHGosvYJqAYkBTRqJfNIQEzGZoS20awt1ev3lQzrP8JFUAQMVp2dbR7UaohABIIahY1dAxNJJsB8w1TUVEwQDJ22j0aonHRlmVCaIDO09Z528yaZraqb+PoMK+2iYIZmgpyNmDgSBgESIzEnK6iYFHBT/m1lYJCb03Ye2O6ha9DMUkzkClYAklqBhyIFBXJHQqMnE4KKiKWtaU0sKP69qzvdUBhbf0wOKITs5g3CYSanWCOKgbZoEasKWaOLZgwASlkFxBdsNno00PRPksZfDE4Y0IDQAWwSMgEYIKmKsp90K6IgoDXEezxUzEGx4KYmVxaBnZyfCYie4cHIRSr1QoRi1itRY8gIogsbZuSdN2sLMuyKtf55hRCgYae49d1HSCZ2fn5edumrZ3tPuE9pWzuA+TdFyZR32bbLvkeS6Houi6rBQVmELfVoVC3rUuHYowIJKYpJZGOQoGIGAMRgZkAqBlxIAoxljkrAHnTj2jL5cpoUGDROvLHFNC9c31780JR3QMRLupzW3d6/apbm/AY2EYf3rPQJZuk1kGi9SgBh0Hk0/jtgP86o8uFSW6l4eaKaL1O5YIkQrLGqAyFAMCxbh+SAPfmHHQRHBCwf8t9rQ59d/1kUkjf+l7Ufk9SeMLnsqf7vL3f5/rX5/aBLxJnP/OwoSWHJ285evqkx0+xYei5jj5MdVj0wrDT5xUumjJjBQIkpvCki7dIYooDV3PtAqoAff89ELQISdH8xM05Azp9QC9eCSLFiBt8JOpzINDDzfpPUmVTe5pzlpSlbQMYhWI0mY7bpmmateiY3NsQe4ei52xDPtnd7APd1Du33f3zu029dO0sGaTUvf/eew+3t1PbrWZnyLxcLt1OfTmf9WBCyoykKc/znPpy0y74hqoIYKZIjIghEBonySIGjE7vBgRGIiQ38FfVpl20VWibKF0D7VxNyDpiBPYtkwjQkLxRJEAEIwQkNvB5kKmhgnJf+F5QlP01MBGa54wHH2KlXAFTzllzB2qM1C1mXdeRge9ijAZgkZw+gcyBmD2NE4AANRCieIrKhbcSIhJbs1rlnJHUiCkE5sCcVfPgyvKUXcRmkCbZc1rBzdHNZk1/gXijGmMCbVA7IilCIlrlbkwVRATV1NSjarozGhECM9Y5KRBYJkIpuGO4e+/+iXYnCnC2SAAdQAXnBFABbAEEgHFRjsfjggMCRA5VESKHUSiKGCfVaBwLQxpPx39rEsdFLCVxV0dJBFanPE95bjhTnWdZpbauawSJqKB50YZ5Wzdiba2rnEUxK9C4RMMIlC11aplFAZR4a2vLJU9OgBwMXZ5NbnjxRvdpmQ0vTmt4ykni9PT0ww8/vHz58vb2thfWOzs7N27cuH//vvtD5pxns9n29rbHkRPR8fHxfD5/4403HDMRkf39/XfeeccB86ZpHBUcj8f+eMcDnaszmBg5J8clH4M6YjPbwB/5lFbts3SAT9FBAYA5AkJWEYIutXeOH39051aYjPYO9kejycH27tZoxIqkBmqAmrsURCLQdGdKam3KqW2ronxqZucF3BAXHmP8rd/6rVdfffW73/3u+++/3zTNZDLZ39/3UAdn1M9ms7Is1xKUPFChPjuC9xPjDb+wMHJYEkNvtru7u7+/P5/Piej27dt37tz5uZ/7ud3dXW/DmNkz3DfZubAe/Xrr6Fzftm1PTk4uX748Ho89Nn3IU3bG11Nd38AvJaLDw0M3bnG6qfd73uk5kOi/4nGFPlZwD5ibN2+6oYsv6e3tbQe03eGTiN544w3/uz/Dfm9QBD18+PBiSMHcphZAQS0yT0fj3noUiEpGtGVbf3Dzkwdt+2oc8d7+dBTKXENSEqaMYyM6m8vj0y+/9be+95f/6Wy+2CvHLWC9mI85VGV5EHfcd6pV0ZQlZQBgopRSDAUF5rIst7dWlu+0zSQUEwwf/MWf72e9VFYwa8xUJBkhknHv3w3sHihooBddnzO3fEJivZWmqNfCiIRknNdeEMrIjIBGaBKQAYFJIwcAa1IOjFVd90nZ1GM4ffwtUlIUZgnFIVI7KusiLMtYWrnd4E6gKFkZxDCrVsyAyCpRLYCJCjMia9EBERApIir6RuzydiPyEe2ac46YiIxFATq1TGCoIAKgRMBEDBY8phoAAeWCV9mP+BXcTXLw8FxvWYQInGIqlMgG0zvfwVA1Z7Vk0CJm5ARJwUC11xQ9taheaJH/7M6wCS1ccMuhz+0kxBApBIrEFiPkOgYKWHWS66bzXOgiRDRzFwY3vUPmEAqOYTFfNU0jYGY4HvdkBwycc5be7M3t7fqBoNMp67r2sVFZlotV07Zt3TYI5APT1apZ1qvp1g4wqGrdJTObTqfOOunWUQdZtK5r5IgcLTdNl8wsFFWMMNhfdW0ywFiUHCIit01Tt6lpmnIEqopdF2MEIzFt2zbGsii0Szll7VLdB4Ei1Ku2VyWsq/XewasYoqoIAYkMgGIRfeNijiFgTlnAiqKQfEGDVDf5MVOPF4K1FS2sWRV9tcXPXkcaxhbOC/Un7McNPZWsB1H63uHTM+S8FSVjI30SNnTtu2dLmBkZugOhZx66uai7FtlgVmkK8GTQnV38ufAZ+7e/Gcn1szTOF6c1bBKp4XkQ5bND+ucX0E+CJwMfbK1jhgtvmLXpUE8kc6ejlEGN1mnwz2XZuUZnvb/09i0KPfXLRIsiIGIgdj/GAZ3YTGl3D08zIx8OrS1JYX3viSlB8GWfRdikk9y70AJ6lh9e+OJ86lUYKmOnSDn5B1UtdZZFU6rbDkw5BOnS+eNHAMBlWRVFSqlpVsvlnLF3pAhrawQzA5Ocu2EYN1wUI+LAhtBlBQBJmlXYuM2tv81IrH6re4ahKaEFROqD4dBE1V8erDwAACAASURBVAcryj1Iix4qq8QE4DG3jBgsMKAxeAkCfGGR74RWI4bIgWxAfTGJKIpKZtOyiJaz5BwIxUwlBa7KyJozAFZFGctCAQWMDEyVMhgI9E69ACgAYiJoYkagoGpNvYwFleU4SWq6xgIZiMc20AZwpHhhG/vsrvFZbpONLUbNvWANlABCtBgzkcsbUIBSKqNuh2JCtMo5hrEnoYimbCExpBhOFTqANkJt0CmUJZQMj2s4NECEpmuxawsARlCDCiESRWTLqSTeHk8j4Pb29l5u98rqlb3twxBsPgPNu9V4EvjydLthzmU0RJNUqFDuclNLGi9znltamiwkLxpZqi0NTk3q9WhPCQ2pk7y3t+cFKKwtE7/AoOq5QN9nHJbZhm723r17ZuYeia7OWq1WHns9mUzcoXFnZ8cN8c2sruubN29ubW3VdX3//v2vfOUr77333unp6cHBgae6LZfLH//4x4eHh1VV7e3tmdnVq1fn87lba/RTf2aXZDjEN8QVDrvc4LX44sbmucF9z/6TiPShi2VsuvYHNz/89+/8eQqMMYynk5ev3nj12o2D7d3d6daorMaTgrAExdWyLscxz1dFoHG5pV16MvevP055HSWac97Z2fn617++u7v7ve99b39/f4hhcA5k13UuNvN3OrQ6A2H+J9rSfK754xezyXEipQ/UDg8Pj46OHjx4UBTFcrnsum6xWBRFsbe354K9IbBh6NL9e5fJDahaXdfj8dgD6L2r9KXieQnDsGMIuRoWZ1EUV65c+eM//uOTk5PN3nJYHr6HV1W1Wq1c1Ofp7QcHBz538M7QYyEGk1VvSi9fvrw5EPkZNn6uUfT7Iuc8Go209YQMmZTVKBbWZVYyguV8FUAty6rrYJ5Lm+8SwWSrJFQ3sspplHH5yZ0f/l//dqL8Kz/3Bo6qB48eLaYTuH6Uui7ntDqf1127qOskGQgRo2axJhdxVIVRHFXF1haOR+erxXHdvhyKez98dyt1e4jd6aO90SghWSBQQUQCY0R04hegAZTABqamgGrQ55Wp65O89DS0dceD1iejeJfFgGBCggTGBgWWIyRm1lBW41GqU5LcpuRuHz01hggopGwZoIOuVSiQCrBo7RGWFeSqqxkLBBAGAzTRkDEkmXKYBE6awTKiRTEyICNgVXekWHN61JAJyRM7ESBTRg+yU/fvh4tkJoyIwYOoVYgCBDaDGGloGs1MDY1MVNUAe29857kyQG5QTENQcIWEgjEaGJIKOo4EZAioEFQF+sE9fKHG7yduDq5kIYIixLIoYsGEUbQLgSIhMwMyZVFEQ2bKiAx9hAagukCjTSr7lw6JAiJ2OXEMZNZ23Xy+8MBPoiDZmuQpNQVRyEnNoCijR4bGaiIiKhYC5pyzmoJNp9PlclmMKhHzJip1ota2bYult1UgIk2XiZRC9AmmAgFlVUtrW6nxdAsAskLTZTPpuiwGHIu67VlyXRK/fG2XmjbH2BtJiFgSWSuc2ROvHZRRcy8W4LzWbvhAQfvtMXVuwuw2eMxmuc3O0lx/+NRjJkjeLTkxR/TTu4bnTHgv0JreVoIQesd2yyqIGIgcMsLe7Y7UMjE4b7aPHDEwVAYW7ElpQ2BKr8wzGoxPAXtTSQfGn+z6/JVfiPYvnI6cCvU8b5anmZ4/YRb+DCLxBSBEM0P8TAXZuqfHp1s+ezqpGp+HdTzRrNMmG5MvzC7WJ9O6rXKvIfYoHCYKyAE3NH4+xeylKOtjdW0KqqYiNNgwwoYJRygiM2u4kLnHGEG06zpYj2OHxq9v4AFEsmNlruvboHfHEJkkZAXpOs1GGGJV+lIB0QzJsg8BnyS7Aj6X4oWIKjKfz0MI0/GkRaciEBGaIhqUVdG2xoiROefOrMcZBrJociKlmkNcHAPaBjZiTjjMhFC36fz83GMKRSTGsus69611rau/BzPb5zqnMZgEQgyhQlUqAASIjfpJdj8JUQzBvZjc3V8DoBvv5tQSEaKuGz+GyL4IR0XJjqm664xgwKLtujZnQsupgyyjIlZElpO0XWcmmiOhBTYPJ0cGzoFD6GNoqAyhU0ZCA8kkmg0UUQ1Ax+NRYKOonYiZMoKZtN1qM3ja6Mk6ezhvPtvtdjH+cV6WYfbr0eskCIGRoyKQQRAJhiY2QdqvRo+7JUYJzMBsLdR1PZ8vY1UhQTUpvvl3f+WjB/fvPn48Gk3ufHBre3/70eOZKhQRmXmlmjoNCASgohVoVbK0IovzAFAszg4BJ2CnzeHXLh/thdjN6sXyREP46C/fbwLDqCjLcruIlybVTgiUuzJs6bhYMTQFa1HNkzYcb5+fv/f44Sp1SMYxhhASpC6ng4MDN9/fdO8YiubPuF89F+j7vG1A13XHx8dvv/323bt3Hz586Mb6i8Xi9PR0d3d3d3e3ruvr16/nnPf395fLpf8hl/z98Ic/rKpqPp87t3O1Wu3t7T1+/Hg8Hr/11luffPKJmY3H41u3brVte/fu3TfeeMPHsbu7u0Mo0wDO+O25mfg3/PBTCUjPI3M+lVvQ39GqqiCEwEGKfNqtZDqCKi5zN0urux+9+2cfvT8tqu3xpCrK3b3R5UuXblw62uYSyxgDmJp0TYnMm38LLyJ4uq5zYwDvPba2tn7zN3/z0qVLb775JiLO53P3AfYM4kG1ODgcbLq5bl7Qp/qQz94NvnghvXiR5JxdqOns3G9961s/+MEP7t27VxTFzs7Ocrl89OjR0dGRx6nv7e05PdVn3u6o6UeG39uDg7S7wnrhoqrj8dg9VwbSL+JFyNXwUXhgoEN2LgQdzI39D7kUcDKZfPWrX51Op0dHR48fP/ZfaZrGSZ7Dkeo0UQ/V8DDAzxiX8tf9dXJy4jfXRXqn+8mqbk1GEdmyBgPNuFWOcl3XrYziaFLmMllJxeHeoc1OiVkNMOkkELVp9qMPvzv715OrRy+/9Quvf/kXXn79dWCA1ELOYCPJ7XlTn6W6yQKKkMw6GcUiFFU1Hgnh4+MTlG4Sts/f/V575+4r1YTOz0vIZiBkRqRowYCRgioiWE/aoYDZYF0EIvbGcwgD0WnwtEPAQisiGtR+aEAGoEZqaICaRQA8M06kC5VYp6jJPOCXKUSOcTweq5oYZoNa1Yg71VUZzhcW0SYmJA2EwgEPlIwJyipc3p4emC5QCTKz9AK7IfxqI4eMDFWIEKn3/ATgAkwc6UBDMGIDEmODYEhgbsqtZOhOdwqI4LYc/flvFjzFwfrCQGDtG8oZwNZnqKElMGRCBogGEYGRBDAAgqqhKEZE+AKy1GetXJ7ZVXobA+idPYAAQwhcRn+DwDQKo2DQ5dxlZWYMqM7BRfR2pc0pxri1tUOBHbT3eBLmMBAxiKhr267rUhJEadtWeh/BSeqkqbtYTfzIGI1GFKI2DREFLprUIXJZMgBkMUNwJD9TPzYyj+Yj7l2deoiDfBcWcZcuVFXLqemSd2K6pjwAMSFlsbatfadSNdUEALlPF0NENlMK7BfBk58ACcwQ++Qtfy0AkFVUAJi2t7dDCCcnZymJnw5t2zrWp+gSuLXU0Jl9ooIgnrul6qRKBXCDhbXzv09TemHS01t9n0UE4G4VijlnMKDBfZ0QzZnYACaG0lvIAGofQmfkgVUmsO5KEEDBaHPKbwAgve2jrfWET6w63OxUh6lf+PxrF78Yq/PT7Ms2+0Bb21FuQn+fhmY8XX5t+Oc8i/jpAHDBRfKoOynZBfDfI322diHjPvoPwGBg0xJzYPaub6B1rr0WL0YIlhPGiIgBSSUPx56tIXZag1duw9Dj7MQhBHYe9gA5XhRAbvwPkg2eASp7FwdVdAojYoyRt7dG43I2m4mkrut0pfKk3c0T0/0nlY3MTAHzukAhRFOVtgEipMAcRBIBedpyzl2fq+56EtXNIEFgA6Ne4rpxdvnHp0QGlCQvVrXneolIzsoex+1jO8kDKylb7uMHQRmNAwZkA8TI6xmntzJGBhx6OyZEI3DOR0Z1pWVGQ1XDPgsekVCyqQiKIpLzqiNANRmnIq4ImbFRIaJyewtEU7OcnZ0uwAiMGGbnIXABxKOtraLqYllaZM+al5wyjTgYsUVCDURGiARqBaPmRkwiE8fSQgGztusagGLz0g9g83MksvapEtxN2efwFcxA1lQXRc2mCgTAQCiKSSooU5emRbg83bp5vDyVVQghBIqIkKVZrA5396bFaJXkrTff+ubf/bWHp2cPHz5+f/u9f/LtX//+n/+H+/fvf/nLXyaGd99990/+5E+Orl3bmW4dHz969OgkGxbjUb2qd8bj49XqEdgOwOrxY4rhmy+9PBmN29MTIV6CzuquXtYMcFDR+GB/b3trRDifnXRot2anj5oVTac83t679lIZ2FRUM4Ve/mRmjGFvb88hCDfzGKq9TePKL9z7vZjv9yzcV5blzZs3HVf50Y9+9Oabb7qQbzabnZ2dLZfL6XT6zjvvvP766znnGzduiMhLL700m81++Zd/2R9Z1/Xjx493dnYePHhwfHx848YN5y5eu3ZtNBo9fvz4+Ph4Npt9/PHHjsz80i/90t27d0ejkcepeSrAYB9F/W3b21IPDM/PQoP8tF6ojFUH2pokyavcHS8Wo4Pd8nBnSthImp/P6/lqlerH5ysC5LOM7/0wZL003n7t0tV/9Cu/+urhlTxbgqJpz5axjQhZZp5Opy5NdC7r0dHRt771LVeROa61SYMcPM0dd8INjfSnCcVf0PJ9WijfF2Z7xhid0OtN7O/8zu+0bft7v/d79+/fr6rq9PTU2y3vYJ3qOfiLOo+36zoH2fw6utuKd26z2Wx3d9e73NVq5X7uF96/G9iszx+HFAdv9kSkKIrd3d1r167duHHj8uXLV65cOTo6GhIa7t+/P5/Pj4+PT05Odnd3i6IYRpNPcYCrqnLD57+iZuSn4uZy7949J50OBj8CKmaMuDWZRiTNGQFUtG3bkqCMo8n1V44MDpNOm9YWXbACObZtUwQioq2iLEyWjx/ff/Rwee/O+9/9/7Lmg8sHL1+/xgEnOy9NDnanu1tajFRq4HCws7s33a3P51U1xiLeu3/v/rsfPLxzr54v9m9/csgcV3NO9fZ4vOyWHZMYRwqoQKaEQAaiBoQG2FE7eGMgolFvFa3rrgbJITMwAKASAjOiimRN7iOIoCEyGWTTZAIimNK87hhGWVmsUlQHJsgIFbtW+uYBbEQBYzEiKjlcyg3mMIYuAiUUMzFDNEWxAmF/Mt1TvZuVUIsiJE5IRj5pBJWhRPYcIiMw6rs+I8boqigGdaITKQQ1VglIRQgkbtqpZpoNUPtKzHo/dq+4kJBsQLYN3TaDAhIxI4ISgRIYg6FpAAtgwbMEDVCVVFE1BZeAPafxexbu+7yTIFe+aN8jiUgqEC7i3Z2TT8TIkYyhJaK2zZ1kIsqauzaLaQhF3TbY9e90ne8SRqORiFVVBUZaQieac42IdV2v6trxNMfk53WdUuIYKEQ/NXLSpFJgn4NajSYu4vUjI6sAkwKAQlGVDpyIoZmJmqamZ9simOr85HSYveac25QAiGPw95iyAEDdNhwCAAQosuVNGAaRDZw5CYqb1vVOR3YGZY/4qZgZFMSTyVZVVatV4+6do9HIFFZp5YW0rVfeWhdG0JOyLpKHXOcnnkXVM08uxJ30HKbhUDCQ58YLmKVkqr2LIAZEHeakfRq7a3HpwuTSNmryQToIBDjM+tWcYbh+qeqKxItt1jYokxs68J+lh+dTepi1wag9B2p8qmzd6D83jUDh04/w4SMGV9kh9no5n3D348+Nx/vFDgFUsor3iP3k2BPS+phxAwDNeSgK/UTx0oqZAzMDZrh4XwN50ue1IuJ0viGjWVUJaVP03xvyiJgKESGg50asH9FPtc2MmZwGYmbi95VmE51Opym1Zpa5E0iwVgY899L04e8bJ7e3qV3XEWEoy97UW5Qv7ATEg+a9iHTowDmKbpLpn632Q7Y+fBx7aip5mgRwfzsRkoiAQCfdpvmqS5eIYFSVo9GoLGMUI0tECopgCkpEmE3IiNAYEBDMBLGPByV3CFUw02pUgppq7kcgmqW/gkG6NovixkexWiwBQCWBUWq7iIQqKafpaLxcLdqmDgREVOelqgIFODstynGIMYSAoJ6rI8WkKKisKEQoAgcKAQpURBW1HKoQy5CU2gyo1nN9N9RNuBEp+YKy9amjhdZU234v84Qcx6QZgzGYWVbLAgKBGBQxawCQLDHG3fG0OuWdyXaWTjUTICukuhkdxGkcn89Pfvi9d/7b/+53XruO/+pf/f71g6tvf+mrebHATv/h3/+1o6OjP/mTP2kW3T/59W+//fbbP/jBD/6P/+1/v3XrE6Z45eq1X3r763fv3v3j935QVeXt41lx9/61g/3XtrZsOi3K4gq/uheYiziOYQvhAKGs6/b8nKstUT2bn91qJM9rhUeHTTe6dNimDqhv6pK0YDYqSo9U2VQT/dQBh6cag08rahHx+vXrbjSyv78/Go3Ozs6qqrp69eqDBw8ePXp0eHjo8dkusrpz5w4R/fjHP3bL+1u3br311ls+1rly5Yr7fDx48AAAXnrppdu3b08mk9FoNJ/Pb9y4MZvNiqK4e/euG4Q42nn16lUiOjo6Ojs7izFOp9OdnR239/DPZ2iWPgvkBZ9i4NknxAQCQjVctHXY2gnjcWYbh8n00qF1WZZNs2xy23U6L4Gs7jLSux+89/Uvv3Xt4FJWiRCIEOwpXR/6xuKyYVeUVVU1Go08O87tTDy0ajweu5pxcCh9crZoP5UW4unD5XM+rap6dDIAOC3zn//zf/7666//i3/xL27fvt113eHhofN+B3HmMK3wVZ1zbppmf3+/qqqmaRz6q6pqsVgg4pUrV3LOnrx3cHAwRL86OlfXtU/r3TbGfV+2trZCCNvb2zdu3PjmN7/pLd/29vZqtZrNZovF4u7du7PZzNeVUyVXq5UTOAev6fXQvT8N/Rr9zLmd/nqOj4992Qyx1+urpuNqxIBmwAYgOoklpvT44cnZRzeL0ejVK9f3sahUpbGiCCtMFnBRr0q0UMQSuIxFXiylXU3Hhd2+f/PmTVJ5kEobVWlStZOSRlURxyVGznBp77Asy6ZNH3z43urkvBCIWQ+rklY1dXm7KprVrJiOkqkR+4yW/IUBILoRmOUg65LJl59L41xM0VN/hrk0c0RmQOzAMoa+vCQDyYE9ckMUzBhM20lXIJIRM4FCMtDUqWXplnMAIApZJSuEWFigruuqOCK0YIKSkQmCEgZGBBHMuYihZIauA5MYuaWWCJTXRp2m1ttfABhQH+tHZIRGrAERjZSNwNRPLjIISJE4coiuFwUQ02zA60G5T3695RBnBBIPAGBv4Ia69szQIcQPTMgUDUCNSU3B1FAya06fuVg2fD428mLhNwCoZhHRlCWiEoJqYAqE2TSllIEgxLIsIWc/C+bLJQA1XTtbrMqy3NtjJxO6riGlVJWjLqdeHWbGRGVZZgNVXa1WqctZZTzuhcFuOaFgIDabzZwvwBQ7yWbYNI0BjMdTM/OgzrIsy/HImSyrVQ3EIrJqutFoJKIp55wzUeDYJ0sn6YsQ7adUSoEZAhFlUcsZmEIoHLiDSLbhn8kciT2qUBBJsWfvI7AZ6EZM3Zofx/4RPXr0iIjOz8+r8UjF6lVzfn6+Ntdguzi4e9NLVR1SDnrF6JMR386SHvqr511ZAtC+4OfeONAkd50kxECEcJERPaqKTS8GVFAEsAzIPeQHAshDafE0YNNrWp82/FvbtW+wcgYSHFHADeDHWWRr14/ekw2eDgp8XpW5OQXfeLTRJvtSnlriaxzvohilNaZxQdHEtcEJbqIZCM/1zyUEM9jgwglsAIAIGHjghPZt53r6q8P7IgRAQRQTUWCkQOzWw0xUhFgEYu1JCu5lPymL/rSDgTgLxrTucCyEAGZ98MNmiwsQQuhztIOpKoGCZiVC8hQCJTCP+KtiRGDte62LXkhB3XgZERGyZgFTLoDKynJ0B15BS0JxMqGi1Mcn0iYi5D7BLA9X1QcGMcS2bWMg1YyJSiIRKZE4hCwqamKJAIEwJWUkZkIg0YRmkQtX/SLHnoaLOiyqdU6l+R67BrWRQzUdbRdcIVLOWS0BaLYOGQciKwAghiKGGKOEaRhtZ+CIWhZYmomJQsxYKAYgM8hgApCxB7HAVNUSEa0TLq3tOmZGYkQCUKTgblkojBQJTFW7nAEEAXwnIovSSQhFFsmGghzbloAiRRHRbADMxpQBcg7tnInAQ34AMuIs3wcCZCW0oDCi0Xg0LScjLCgGE+usywYFbR0uZ20qK1oKriXCZP0yHvRpHoOuYAaWTdku4GoiHFTOm4kOQ2F6UgJDHimMUCcBOq2rCXcMhoQQsOJlSjVLCu1e0RyRnNTKEAxRwFq2k7a7ykZbMc/to9sfnJ0fK4X79+//02//03t37l+6vPPg/73zf//B//mP/stvff/df/8rf/8/+8rbb35w7y+vv3n5H/7j//z3/tdPLNVfuvr6f/8b//iTDz86uTO7fGn/bvP+3eXJX9x5uPfa1nQFu8mOJntdCWeUO7IImJe5WMiubhV1uxoFfPXqXlMLh25uk+39W6tWUVuCFDBQbJdJs5Vlub+/7wiPt1Kwpuz/RIbC5yKrf5qby2azEWN8+eWXB37d4eHhvXv3ZrMZM1+5cmU8Hp+enp6cnDgwUtd113Uff/zxV77ylZs3bzqk884775Rlube3d+vWrcPDw93d3VdeecWlDlevXr179+5rr7326NGjsizffffdoig8GeLGjRue6+CYUoxxPB7/wR/8wde//nUR+fjjj19++eWdnR2H0TwGwKW8ZlaWpc9uPNV6Pp/HGN3MI8boXo4uGHOyuhO5YxEWuTEsT5bzhXTt7DQWClXkIh7t7F+eHtI0d+eLZrE6fvml1dlsiyLP6vNGVoAJmCAiegRK73PQ27MDOFI3eNL4N94KDpxJn6U+dZU36frPxaO+gBHL5yC55A1K2xNuZAQCDLy2AEcOxT/7Z//swYMHv/u7v+tNuLd8sKaHeJqfY4NlWXrKvIs2mdlZr66pG41GQ2SF22yenp6enZ2JiFNGPSpjPB5XVXXt2rXt7e2iKDz978qVK7/6q7/65S9/+eHDhw8ePHj//ffdU9RbOKcZe9r7/fv33UnIj7/xePzw4cOyLAfn98lksrOzM+SF9EO+v8He70lolx4+fEwUfNLhYIW0gQCRkUdlY8moU4SEmWMwhrvWvTs7f28+/4/nizevvXx0sP8NXWTTouAy12UE1U7aBBiQuUDCTkpt96qusGRdU4bQnXZ2YkRBRHLSGMvxeLK/v79c1Hm+ej0Jrie8pQJalBjPALAquQMGYFAGJMQE0PnuAYSGlgwg9qSkXnEBZkZCAOxZtWSGPQ8NG1iSEZL14dPrjUgYBnCDEEEAgJDn/r+MFInASBVEswAqmGoSpMxm1pogMLySmwWHVRpl4aopdpmWVNelgZEqV8YTcHoqdqlPbEcjBGRX2uEwL1OlDgAM2ItFDTkYskEABUKh3FJCa2pBYYOE2NIojLvQdrGWSRjP1rE06gITWEsjEIHBXRLXhePO2Y6StmyGRmJVDgjUliMN06XeaWO9LNOSG8g00lhqZCWi3i1nfSAbcR+lfeGMR27aFi+WH9qgo4EL9zUfSImqCkw7IUaoiLYKmFAKKWXNzKzGrRgwxXHBqiIdWRZjM9re2kUM5+fnkGRalQcHB9PpNIuZWQBIYBw4p4Y4IrJYygpJpa6buk3GJRQk2JWxyghzw61qaybUiAogI9erOmfJuV0sHoUQJlvbOVvbtnGyXZSFdamaFGYGPE4pdRmyadcmEVULq0bMTDFgiIaYFZxuD1wk0aIock5t1mxKmUbboxs3bszn89PTc2clEKIYhE4JyJVHqpogFWubLnL3AUQDEE/GRmCli/4NICB43DJIVoFJVWrObZoT0aSMna4j1hBUQUTUfAUyApARXphfrqmkm50L0gWXBy88ftYXdo0HApiCABkRFKX/Y15nJrmYdbkcfE0DMyPoups1MrDedcatHBEAOmIAcYLpgHT2KJH2ytfBvIOI+/8zE+9hEBQt/FW2UfuiYvdP49W8gC1j+CyHzZ6AOxwM/fzskY0/enGpNwJnnS1mvf03kqpaVs9UIHfkf6ahVbULl20ENRHpi3Ve44Eb78OJE85m7kHCzTpyI3mZmJHgIlt5DW2vkUYmJTFRVEcXcY3z5NFoxEQmGhSWZ7NmtfL+kzAA9o23ipqZsKrbzyAJOFv0ovMfvBBNpawqV/e6i64510JURDAGG3IXzMQbcDMgWnMO+4WKPRB+wVaBtem8iASkQZgUQiiLIgSaVFXBoYxcWRlESDNByIL9qUhMQAwpAIJpI975Q+8I2jskI/YB5gMgAD2l0zo0QgBCQ3YlPYZA3pKLgIimpJlRBLkLBqAh9LBtzuBoLaAQx0C8UVhuT0cCopDBhLNKVy9SN18GLCGQBM2sKhCx0/OzZT2fAUxecMv4vb3BcP7Um/HZ3w1EKKaae5MYIsjkogdQQzUCjgqlhinDfgnUWvYPC8GwV6WORiNGSCmt6sXD49nlq5evv3rjo/c/fvWNy7Eo2i7N5/NH9x997Wtfe+f7/+l//l9+97/+jd98+2tf/e4bf/zxezfPTs6+851//V/9F9+6+vOvv//Bj3TEdQ3fP3m8tzN+a3vfUvroh++epTZPqNwalUYHEF4td6rxtM7tDLLtb2+XB0kxaAXFtL5zuwM1JM2CgZkga55O90aj0cWi+klw3F/rlxPw3FLSb6LXXnutaRqvhp01N5/P3aPFk9ycDuBituvXr//FX/zFL/7iL56dnX388cdbW1tXrly5e/fu4eGhO1V+5StfGVKwv/rVrxLRz//8z69Wq/Pz86OjI3/mw8PD8Xh8//79b3zjdQf1YgAAIABJREFUGzHGP/uzP/vGN76xWCw++OCDq1ev/tEf/dHbb7+9vb3t0JB3noMjaNd13gT263wjOM45gT2X24AARxyT2Q6Hq+Od2/OT89ntan8Hi/DR/ccPY7W3tTOOJVQcFKZF2Z7Mzm/d3yGejMa5S5OCIZlij2z8dQjq/qa/6ELFZE+MLZ+YmyqAIDDgb//2b8cYv/Od75ydnblvilNwm6ZxYHO5XHogoYsCfNbuw3vH2dq2nU6nPs9erVaO7vqqq6rKnWNdv+ciSV9sHmTvuJxrRFerFaz9P1NK8/l8uVw6xHd2dubpf70bmZnr5aqqGkw+HXp95ZVXPLZhiG7/WV0H91IabNL6GZCBM8PKGImcyicAIFlTSqum6RRWoLBayEfvf/ARVds7h9vTozJIgmjIgGghcoCECkKWTUCQkTUQw7INqkQhlCGUYxxTUVSjagwKpAaiqEr9DH4YhPqUDgSAQJ3jsYkFmD8KIa/9eBXWBheIGQa/LlgbQqzfvGqfPOBZeH197FxQG4rWJxUfBNZTRdDIE8EIWc2Cpw4ZABEXkQgQ0Aw9S0oRxfpgAwRGZGdsviDR9FMV6et6wGAI2ULqNx+QNmdLoYICKNe6Yc6MRG7oDWbsSJC6uYWuPWzVhMzT8RAMFIgQmbSPTSMzAwETt2gML3jl9kxdOvzMX/Sz586Qs4eInQdIUqiqajqeTCaTAtVUunrlZy4BIquaATISdynl3MYYDw4Otvd22zblnEVVFHLORti1jY+EELER7LoOgGIphKGTnFUAjIi2pjtJ8vHJSZfyyemZqw+8/vThEXJQQDE4Pz8vy9I3/D4HqKhSSvPZ0uldayYRigr497TWCuGFiYZvU4YwGo3ckNOjywbmZ0/U9/g7u4CjcODBERmtcdlNXy6kTVqm15m2JrQLGIiJiKO6/hBVlZ7/1ycfDCo283g9wC+20Wzmya27uCel8MMDUnYmPwxO48hElnPuU92fNGlXVVjH8b2AhrPmg/gW0BtSWq8VtL9ehic+kSRm+AwVc5Mg++KurCfgvvDst6chwRfVAc8zL7GnLF4Q0Xorn/7n3tSY6rqavxAfeiLC2i8O3ZXIp0N9E+MXYy2jH/6KqTlDRlUHsuhQVHkIu19vJCREFeW1HeimftODRpTYC3dTBVFvVtu294KXnMuq6spmtVr5ShimVAQ91SKrN5OOLBmYBSZERCYgzCpoigaas++PSXJvhgMo/vKRL7xDemlfAAAnWPZ2tOoDDzCA7XWNsrYE6JtqZh66JmYuiqIcFWUsrFvUq0WqDEsAEzMLzEgetBAQkVEZDNUzLsITd5yBYjYyXge79IlBZOiB7tRoL4dQv/MNzZQIEViJgTMwkcZgxlQFEcld8ixjy6IiqiJdAiIBzCa2ppyPIGUTIImBysAFMUAQBAhokNCSqYhkqeddU0tuEacvvi9w8yZXe4rM1pv90BNZlGtdXx9kmAHE1LMfQdVFlWjCSsGwkrgb47XiICQVUWQEBMnWSa7rdlxN1EDablRWnTy+dHR4dP0qxrC9U157+RUEKItx23SXdi+dnZ0tT1aPbz86+vtHBZaqsLuz9+GHH96+e+fr3/zb//ZP/xCwne6Xjxftf3h4s4r0taPr5+/rQ4V6rjhfBgCZxGtX91umjqoZtA9n5/fauu50XGxtH16bg3SgACQpRWJGEpGdw10Pc/MWZfhmM5jkb4bHPui4XGTogekOibiAysyOjo5SSvv7+/46d3d3p9OpZ6blnK9du+YysLIsvYtLKX344YePHj2aTqfHx8d/7+/9PRHxkLT9/f3ZbObMOn/yruv29/e3t7c//PDDH//4x7/2a79269YtZ5PO53Ovhl0BuLu7e//+/ddee+2jjz765V/+ZRG5cuWKw32j0Wh7e/v8/NzlIk4K3dRdI6KCWUqEFju9Mdn7B1/+2seP7t0+P717/KilZq7dkuB8fFZVFTGX3dZ2Obq6sx9PVjRvCuIiBAaFlDfngPYEw/lF/NKfbmf4YuXe56gBCHRdwOhGG0gbvBYDUDAFE7GDg4Pf/u3f/o3f+I2U0r/7d//uO9/5zkcffXR6eurEEGfRP3r0yCPUXbDnUxjH1s7OzkajkYfRdV336NEjVX3ppZcODw8d93P6fV3XDgB6/sdkMvHMhrIsvbDzEtDT3t1T9OzszBeeJ0mEEHZ3dwdzsq2tLX89wxQjxrhcLl9//fWh9PmZMzxPTk4GK9T1nELNzKNE+8I0J0AwwibLMreZQBiT4FyzmX73tHljEovRvmgaZ62AglHXKZEGDgVxCYJZATFwPIwFAGBg4ghMBmQCUreGkOpWumRqGKh3EwCyi0EBgqlD3Lrmy9jAHEQPxl6nDQBIn9i3EUr8ZL0UPLJ6XSL1E9i1KfS6QfROD7IbCBgqmomYIRkQgBoSoJixu6v46WqQC84qmcEykgECCJioGRABAXusHPVMvBf2ePBU5GkfmAVoQ8Y6AEDdpaSGHIs4KhKyKAC0Ir3fHXl90SdvGZmC+dQZECH0Bo8e+Z5RwA1EzYxY2TKIfxSMgTEYYrSC/G391XxcHNccJrYXY32Dnk3G3Mer9L0i111arVZZtBxVMQYjZOaUABFzlx7dvNWlVBTVZDJZ1CsflMeySCl5lCsACMTs4V6rJpvlpF0WUWi6PB6Ps+qqbgyh6doYY5uyj2ycUu4SgN43mAKYLVYNrJqUUoxt0zRG5Rp7UE8V7Ns/d07vwzOsJ/6tbdXcsAoAVM4JsOs6Dwt1BMxEgTmbboZpqxnkbGtCYv/MQ/TyoOE0034dIxElyQxMXjeDIPRG7ezELnAjRt8deHPh9SfOX10KsHFA4obyedM321uAIe7bR2mD+M5QnYqI4mN3fk7eWn/40lOsrt4EZkN0+lmTG36KLItnp+xPd4PPDExeoJf91P7w8xztA+fnCaxp7fPOzEYkKasJOSyrBqrDHSvaMxH6ELyN+EX/H3zmNXnRuemihmuDUGZ2b5+h8/S2pM8P9BoLwHlNF3UPbjwenHKJyIBqytqnJpDlnCVLzjmphBCq8Uhah5Ozjzukv1Ug5wyAYuCBdw7wiVqbkxGCqYlCiBjYo1wBEAPFGBnJX0kIIWtyM7f+ba4/gaqqAnkap+WcNYuZcSwGCFE1A7AnNHjN6ochkvsDS4cpqrTNqusiVeUFp9mZ+ZoBUcHQBEwINFAcPiuGdewlavSU27W3IYGn4GiLGXvTJPb+E5GSJIdYzQR7GxYGALIqmJWjXoTtLxtMwYcF6n4B/VelXRJNKmgK5ie3AbJINuzQJDACMjIWkauqgOZT0116aHfT7Ec3c0cuqNHPPWKjkLgpFmqnYoSiigZEFIl78wyl0OGE4yXeqvg8SxYlDGxIIlqv2qOD/Su7e+dt80f/zx+ede10Z+9P//xPP/nk1je/8fVrN15azOYhFF0jP/rBe9/829/4H/+H/+nLX/r5Ox/fOT0+/6Vf/Or1l176s+/+6R9/90//9j/+b37htZ/70SfvLtt2QvBgCe998sllKt9666uvLmYzaZeppqwvb+9vV1tp3iDAtBp98vjex/fPOwCFs2uZuhDUxylJ3ca8lnbrYGd7e3tIqPvpyro+u9xruOsH0Mahj+Vy6Qe8W2h4XFJVVY6eIeL+/v75+Tkzn52d3b59+/T09NGjR5PJ5I033nBHir29vdPT0/Pz8+EUcXSubVv/i54K6IRSFzm4ZP/27dtXr149Pj7+/ve/73o/VX3zzTfff/991xkS0d/5O3/n/fffJyJHda5fv769vX337t3d3d2DgwNPlvcGYAhzIyKsoopEJhMYxeobr33pS9deWWk6Xs0fzM8+Pn380fH9+6fHp7MFBcb7Dx+KXZru6KJ+eedwp5qwab1YTkPZY+9km9K+F7NCXpAg/8Ue89PCDLVv6i4OtQ0RygX058nL/pF6omNZltevX3/ttdd+//d//w//8A8Xi4WH6LgI0Cm4KaWPP/7YkyocbfN8hYH1Op/PnZErIk4B9ZbMT5zJZDKdTufz+bB6HQNs2/bmzZue11fXtf9K27b/P3Xv1iTXdZ0Jrsve55zMrKwbUIUCgQLBiyhb1i00smWNx+0HR/ilR46wYxwOv/b4yY/+AX7wb/CTI/ysiInQtEfjaY1H6u6wY+TWWGpRVqslUpRFUSAIgrgU6pKZ5+y911rzsE6eyqoCQFCWZLuCQSaBqqzMk/vsvdb6bl1vAJhPTk62t7d3d3cdXjYzTxRcW1vzZ7h9+7a7zu7s7Kx26T/PIKiLX553Pxg7MTMjFhWuYuQAzn1QxRCA8GQxP5zNEwCZFbUEEAB+AKDtfCzTPeIJwkS5Alpbn2oWLcWkQBEsMsJQV7VbCiIxECmSgCUtKaU2dYsudzkREpQLCVW9K72paw9A+lahf9B3DkUHAqenWiO6jRsN+MjpRa6BnNYxVBeDmujUnr5XM0EBI0LPG0MzNBCg4RVi333a4GS4kNyZJOjNNwFMiQvkCOAvi4gQGBU9POH0zb7fTkzgZ1x/35CRISqxRZqZzcymGElSKAVjaKoqlW751tEAvN9TIA9KQmQK3LeSqhBQwYBNwcAUFBUkQ4G+WqEIIXLlrFfVn6TrW63Qei8ZpGEgOzQFHAhUc0q5C13XtTEEEFTpcmnb7mTWiiqESFWNgLlYiM3JyezRo0diBgDz9vjh0dF4PBYRQ9IkJydzp4KXUoyDKWYVERUFooAUFMjMZouFIY7Ga6LSpk4Bycy52UAe+05M7ON55xEU6QvdAEQc25R7976iKRXH1gR6SENdWKO+wi11XYwRAaqqaqo6S3HJAAFKLiVlWMqDRYSZTkl84C58mqScXjefTZC5JbsoLX1B/N4BAyxqhuIR0YZkaECgYH3N3Ufu9ZXY6QZ1KtD7yauF08Lfn6HPT0M4631dx6iqAqKqIqWo+Onvnsx9K+HXgOGcjHyVdyo9qfOM86UhrBpDuIDu1NT1J3UveN8iCIasu1Wx3sp4+GxdSk8CzQeGzCo2aHCWuAVnX9kzHS0rlqYXFVDuROKX3meE3n05T9vVsYQk1pM53Q3JjZS9pfMpyGCaR0jIvRD/NC6ZYLAU9wcO+HrTP7wX3zvJAT3VxxYx7Nk3fWII8nK6MJ1OXauDahUHaZqNzc22m4H5FLaf0pgqgJqe8v6kCBGFQPP5fFzVL167HmNs25aQGLGUbGoxctM0Td0ggPTZLFTVsfdMX3bR6hgps9vh4NJBDjzCEnEYfrsVjf9qN0HlcIbUOmpzQFXAJFBBEM3FzMRKz5o2QiPQAIJoTKm39TIUBFre613uwMwj+wgUzQAsEOa4rqrgeT2eooP90QCmfSygGRIQEknvj219FKf6FJSpj/40692lzWzNoFgWyGDKRbEQGCtTWxZAOZpwsa6gxUbmJemzhDLAYJ3HjKd0AoQhosC0DIv5dPSbEIggoJK0kpVMpGM0BlG0jGqEYCCiQWi7mu5peje1RyWVWGugLuvh7OTS1iYqSpu+/B/+wwyVxuP/88tf6haL/+f//tKoacb16Duv/rcfvfn2o3v/13vvPtx//sbf/9dv/8f/9B/fvv9g/+WXPvY/fXb3xX0mvL699dmPfeTOW6+HIusI6wBjC1WB4wdHXMdRpFBXFRNkOzw6mgBdPtFG+OMb166ML3chHjM/GjV3H94TBANgYjBLuQjp1rU91yD1mPlPZLnx04L7iOjo6Gg8HrvIajKZuObK62kv353YOeRH55w3Nzc3Njb29vbqup7P56+88srBwUEIYWdnZzKZbG5uHhwc3Lp1a29vzz9cr2gHSd7gZeKzWwC4dOnS9va2K/E+8YlPHB4ebm9vv/feeyEEJ/55r1hV1fHxcV3Xt27dAoCtra1vf/vbOzs7d+7c+eVf/uUf/vCHRPQLv/ALzuXzV+7taxsla44YKuLSLhoO0eJO1dwYbaTL19MreGTp4ez4cH7S5nxwcqxF0myej+cvX79xqRlpm6bjCSWxpfpmMJ8mQLgQHXExee+f2PL9tHDd1WVGTjQ6S+/0vIDVQ87TRbGu3XLW10aM8Td/8zc/+tGP/t3f/d1f//Vfv/rqqw8fPnTiZYzx8PDQIzrcHOj27dtbW1su4PTiyR94fv18PvcN2ZV4g4OrI4cOFLsjqMN67is78K/cGMa9Ydwuwt2AJpPJ+vr69vb2pUuX9vf3r1y5srW1JSKf//zn//Zv/3Zvb29/f9+1lyuq438exE9Ebt++7bJnP1v7eCSw6doEEVS1lOwOYGB88Oj4/sGhRoaqzqUUtYpZW3njqG3h3l4VGimN0Yi4yV0NMA3xUh03KUxBAClLqDcmXckp5y7lpJKLZFM1bbsOAZlCAMQiAYmZYx8kYW7c7/+AKbuxg8dIk9Iystn9+1bpU0gOpqGtcDu9qklIgOgEHG/ZPDEXbJWW1huGZR9a+7zVfK0quXwCwKB3T+w5eGaLUpKpEhAGNUIDAeehsXNEwQgN0QjtmabwKw8Uwc311c0SFSkFftDlb917F5P80trWc+sbtWbTpKCjyIM3OwxuDWYoQqYIRsstkczEkkdHEHm2EwlgRsKqNmR113BQAHbu1E++LSDAUyPEUM1KViDJpV10BzlpasE0UECmUI2kyKyVo8Vhl5KUohByzqpS1w0xiVgpkrWLdRU4iEIBxqqhWAGkLOKRjUWxqKEashkURepSiVXVpmSAMTaLrg1IsR53KYFBICpialpUEflk0ZlqiJGJDDH1wSeUSvbJKjGrm+MZqPdORrpcgQhQxypW8WQ269r28PAwlyxFC+LR4WHquh4qAQjEzCwEbk/giWUedgyEjNSb7JsRkjdFACCaB3Jm73pgQkS2vOzSB217Btiy+yIPjKRlDiqdE4PYT6AaW4HyVr1VermTzyOWS7Q9PcLIucxZFQDSYo4wiMhoGcvnRvjLQs7lfEiyTOlbbY2Wtg4IiGSIhEboDcvPGOuzJaPgbB+I5xG94T8rzdtjbjM800PiYxSG0IdUnPmozmVtnbFhuCD6HxQIvg6W5OReM2OioEqABYyKAjOGM1TdoRZxaxAzQxUGDMyMTuzEwetsmPqcyh76Bqlv6lTVLTpdi+W7LZ0lCK9eByZSkVIKqjHSEFSFjPWoiRwQcdw0UFRFcu4GOA4AQMUrxel0GqgvFt2IIqf2zTffPD6Zb1/e3djYWCwWOXclZy8+Kg4OKZiJLrlGuDTX8k2YQ2AIuIyN9k8vEMWqQkQO6B2gZ6P7S3ITS3cxpgELRQSAkQbNbdvN7p10IwI2ZlNEdC60LzBGJGBCi5wQkchpM8BozleNkQgUARVVRdUKGjBzSbWTvBHQ2M81RQyoBkhkgQho2U9zbHE4YEzMjJb+Paa65FQvCU4ZA2pgJYKgABmlgCCoNhwsQqEslDmM1huNNJpYZ/A4l8jTrWQlfLzo6bTCrVz7S4rnoUJvgcHYrAiAqFZMXErUTJoNuoLZIlMIOSki1xW+EDfL8VHO6cRMmFqBR207y6VZm8Z2vshtMwpA1qY2Mhw+uH8I0FSjH87a0WhyuJj9b1/8opgqSDMZVdtb/+Xbrz5YHGxOR1d2dn7wvX9843vfnSSZAtwcjz7+yv4Lm5ehbb///dcP02LWb/awjfDSzsbN3asGeNLNJdaa8/379+3y5YcgR1DmATJYNapLKlBkfTS9fmVvuK+HlGqnzv/cmr3h37dv3z48PHzxxRePjo4uXbpUSjk5OVlbW3PvluV0kwdHzbW1Nafwra+vp5S6rnOocH9/n4jcqyPnvLOz8+KLLw4NpH/oPUK+3Nnc7WPgDjBz27YxxslkMh6P3c/DXTHd/+MTn/jErVu3VPX69evOFXSWoKcmfPnLXw4h3Lx5cwAY3fHFW+tISIFVJVRVO8sFJITAgGnRjeuqzqUWeC5u0/aOiHSvjHNKdYgVsXQ5AMaAs6PDtWbUEyCWdImLKoCLmO2TGkJ4tjCGZ5SX/2Qyhx6uOKfrg/N5Zf5b/KPsR34AXdft7e399m//9u/+7u9+9atf/fznP//Vr371+PhYVWez2dHR0Wg02tnZaZrmxRdfdL+W6XTqBtHezK+trTmG7PfCOZ8bInrppZfefPNN17yNx2P3jDk6OuoNelSdo7G3t7e7u/v8889fuXLlYx/72C/+4i9evXp1a2trY2Nj1VDHH7/00ktvvfXWpUuXrly5svqJ+Jnyz4L13b592w39QmDX0+acDQwRtrY2iBCQNGkgzgomRkAV10KaFMxINbcAa3FyIvn7Dw/fQiFQJmSEpqowSS26xeG58ej6+vTadLpRxfuHD9u2TSWrmUCvSnKxbkSoEGvFAFQBVxgqLW4iTobuMBYM0Cj0kJehCRYkQkYwgx4MMeh1/s5uMTp3F/jNc2LlVFHSn1PYR5u5+8TSb94pqaJ9hBl6HHgfAyir1ZsNWVYlW+84Zn3FgoLBncwKqKoIiA60nfMMuItd0PCADKTHb8gMCRWpMNO0+t7s5O7to+82a/vT9Str6xuTSaziZb/CzIGw4hCRCA26oqkjNTB1Hz5AIAMEIgNTEzdt5KBcWzO+dzI/6kpWM+x7VYnLCvsDkj6eFFFGREArnlIqCMiGBFhSPpy13exYi7SpQ465WFsEmTDEJSLSV5uH8+wZNszcLlIlUHThCqO2LYgCAByCh2kAM4Cp+WvgajTKOlOjy5d3SynHJyccKozxueeeOzo6unfvXjZgADXLpXg9zKECChgCgjPCwAd/Itm7lmJQikecCxgZqYMf/UnkxR6gIeaUcilEoeS8mM+JKGDwUj7EEEKQnNxPyAf2YNBDL8sg6NXGwkRRBZYCK0QW06KGjjNqb+C/XGto7kzRpy7QUo5Ep6qtpeZrZfD4zDru5SD+zCCDHi9qVREHaPqlQrgMEFUDKApmAuUUZI51FUIw5IEm6dDSEv+k1bFC1qXJGhgamqEKiOg/j5vLxbn7MngdnkbBWgV8V9vCs6EWw4j4YmTWY1/JKrHz3AtjZnb7FhPvAIGQQ4zu6il67vWvqNW1dyUpYggBqa6cGg45J/9FQ8DuGTRmRbXSo/9n8/RUlYjL8j4k6v17htevqlZEVJFDr4wDEJA+yacIEY3GTc65qus+/s9XjCiKqEqXM8To4Bsxcwwp0WzecgximkoWU+aoCk4HVdWuZCKqQ6yqmkMVcna53dJAFkJPvwb00L9lTjQjMlPXtd7seY3oLXEpxS2NzEyX+TN9oA2V3OXjB4d5fjQKyCZsxTOj/Eli4Io5MCIa24KISBDRW0EjBgKszBAseMiioRrGECDGUeqjNVxMiQZmGjydQgzJWBAdFDXrYHGqAu1TipAAFYupIpjPfLxhj820oBgJEQRDiqQCBRAghGhBsraJmaCqOVRG/Niic5UZsrqmB4ZnHwRKtGLee/4WVsZiYGgoCmYRgc0qsca0Rk0oPakABRQQaZvrNQuVKqhKIEFcgNx99ODmtWtHi+OjwxZFdd5pkaaJGFhE2vlJMxq3uc1F46gGEaZQNFsuTR2/+99eW2/gHzJcUZACn97aurl5+dpkbSzGs4WA3nzpxaP2xAJAyd3ho60Yr29u16b3uNP1MNfunQfvvDUvx0eHh5em843JAi2jBmYDRaNJHG3V0wFjX8X6iOjnifgN0UlEdHx8/Nprr332s5+9f//+D3/4w/39/aqq6rq3X/Nch1KKuyPu7u66dceA/PiOAQCHh4fOCJ3NZm5D33VdjHGxWDj3D5a++U4F97PQm72h8vaK3//Q6ab+t8fHx9euXfN78MqVK23b7uzsHB0deYK8935XrlxxzN9zb4eutRzO1tbWCsjs4PD1739fwa5fv75z5Wpngiqjqh4baBHIEonvHhxNR6PueFYAm7rOXafEa+MJOklnNcr5cVDAs1A0/0V8rWQRycpLW57zMEiz1MBS8n3MexKv54aJ5Gc+85nLly/v7e19+ctffvfdd4+Ojlxct1gsbt269dJLL+3t7XVd59mMDtO5vu6UObIyVRxERG3bPnr0yHv7YTQQQlhbW9vd3b1+/fqNGzdeeumlj3zkIy+88MLu7u5oNNre3vZV7S/P8V43/gGA+Xy+sbHx8Y9/3L9n2Lj8BayGQ/48v+7cueNOpCLi91rfAqFVTQ2ENAQRpaKSL21sfeiFF5HjYtGVkvzM1bkgWV6cdPMTAk2EAPCgTWDGAnc13ZnnH+Z28uh+NBuNJs45DHXlExkyGjNUxNGwMpggjogrDhWHSeg5ZQxIAAGQ0Fihov6Bs28YiQwMLC6HxUzEZp7XtJwyIK90cQDQktHQTfmnb0A9663v2BDRfd2igS49yQBAsD9cVHtxCzocCU49gkoxGBQABiUgRAqMggWN1WyAf8j0SZzOJ/F+vTJTXGLjakiggC0YBkYKRbt3HtxtDu41IRjIrnGMcdzU09F4Uo/WmroJcb2qJuMxm3m8O5oyIgFWpVKwglLA1NAwYt2kevKjd27fO5nNiykQEJaiasr4eIT6iW4uF2gIsBKcbT0Psf+eoFmYgAFN0AABPVF9raqzWWlL5FiPRxziYrGYz+frm9tEIUvpuq6Ukhatj3hSkbbLvifnot6VCVgpmnNRQ1UVA+bIkZh5vugAuo9dvfro8PDue+8R0cb6uu/tBwcHw32asjixk1ciZLyEy3lGRDhgJMRN0xQVNDNFRVh1LlnM5t60xBgVoYg4OaVeWwMAleUI26xr2x7mQloe3wbMIYS2bYe0kkGN1dO7EBnA8QYQBNACSkruDBaW2dGI2KmXyqCACk8jVfUB6h8Y6jslYT692KBQrdI1h3iGYfIBxKu2FEXM0DxjwlbitbVfV+XsOchLPySPfGGAYqrhrD+MnQO+np3haY/L2cNn1rkOCeYrZGh87Hc+9rlOtR9Dj9Tzxp9YJazq95afkw0eUKcRgtA7j7HH1okODZ6YoXdYPtImUjO8BCrnAAAgAElEQVQ15aVuc/nkREhapPSK9jNtrSOu/ZHgISPLLKb+7lJZHdAyMwK6t15P51vBx3AJvmmRQWIXQlikhZhLzgwRkxRCzCqE/dDJQCgwBQaAlLrsx7kCoebZzMwocEoJlkZDVVXFUuWUHB/0dj2raE4xxno80tStCkhwaS1dSo4xRiLPSqLILqf1t7xYLOoQ/d11XVfHvnEd7gqfbAEQAjWbQNWonR9Lt7CiNm+dfulJGAGRGNAg0qJ3gqkCEQXCOlZNHSdNdHptROLAjNSaLIqtlxbUsDf4LADABOhKBx88AbpFiqhUddNrEXWpWQY0sK7rAlFkMpGytHg1yIoKrCLFlIIxYaSAoMDMmlsmnDR1G+PO5W0iGCq2YZWeW8a4Su9eoXT7HG5JM9BeF2qnRXMyKAQANqmqSFzm7VhtvaomIZTZSWRGVNPSMBVNQLARN9arJi6O0DADQMBW4P7JyfT46MZLL4wfrr17925X8jQETZK5IEAMVEpCpKoOBsIBnBkbVKrCk8h1khjww+tbO6Pp/nh9h+uqEy05k+ZI2FRbo60xUVVKM96YAgQp7fFxNwJDY8bndnfqo9kDjP84DgemUFXAsQNFQyu2Xo/Wq4lfGZene/8DK+jos8y2PigtcFUnvCrnHo1G3/nOd959911EPDk5uXPnjmcwtG17+fLl6XQ6mUzu3bu3sbHRNI2ZTadTZ3sO9hinom1VhwucGjq0si6+H5aKv9Mh19tBpIuv0J/Hn3BoBhz0AwAHCSeTSV3XiLi/v9+27dHR0XQ69ZZv+Cl/MBZco3iySLBIb3zvtav71//z3/7N1eeeG0/XSyk3r+1Lly5tbF69smdFLtVrqUsVVQDAxapQlVI8THWwEGiWLsGBWMEGOsbwwMmr3qX0o6LlqGt1k3/6B3dxJP/0FfJY9eYTzylE8AkQQFEFIoIhSUIHAYYiElK99BTxPm0gXDhejYivvPLKH/3RH+3v7//pn/4pM29vbxORR7q/+eabN2/evHTp0kBoHEQyVVU58r+cheNqxTCfz/24qapqOp2ORqPnnnvu4x//+Cc+8YmXX375xo0bV65c2dzcvAiSD3/iS2s4pFZj2YfvGR78HFo+51IRwTD3AYC7d++2beudnkOazLyYz0dNvbaxboRd14W60qKgasY7m9tXd66pwiJ17pKKiIucSmrbo+Ojh/dzl7KURdcV7DiEeZovcu6q+r2Sy0yqCKPjzgiIAHGG7BNUqhYcAMchNBRGiutV0xhQLpuMAFBRCIysUDNHJCg5ErICk7Kxh4b7aRuteHowIrCPLU0YyUQJIBC7+x8acMAOAM14ud48mQ/NWL1UMQZ0HwwApd50BcF7k76IUluiNkVFiwINKbjkEUIGiL2lhJpZ0czoILMyo2gukt5n112iLf0aJlRANgAUUyAFEmACI4QYF6YiEInIFC0BwN2uo4Q8Q0bypHUGWI/V5bW1cdVMQqirahRjFWIIYa2TGCOFBgMQR0M+Sfn+/OGrP3rrEQGOaiVQlziqGqqn/w0bw2APdu68GOzWT8f3jyOaWR8egERUh1BSKxkYiYm0H82YWFGjEGO3aLuUP/T8i1nkG9/4xtomvvzyS2+//fbh0Yl3X1VVAXIR85ur6zIiI6IYSi4ppVIUEQ0JgIpK6bqj4xkALFJ3586dIuITw5zz97//fd9wXBMEyMOZ4hvpYNpMHJs6dF2XU1nu2NlDSkIIClqyMLPbArdtGyigQeyVbFYtN40+4dNOhT9EpCJMBGZ+68VYN3VTVRWIppSLFOhnWEDEMQYOamYipim5bYaCViG6YaD4agZy/ZJgRMQsSdwggxAUTwflqt6vKsLqVnn6IeJqdsBj1BzD8lgV+CHRKuuh1+6CgSogAtMg/wOiEJueBqhDHpx5SedLrpRiqsQsvRz38Z4p55q0Hk39YDq9n+oI/CJFxz7Qvk5nzl08dSk+w67xPmfpOvKs2p4BAFzivUsPT3OTbTAE9+d0tjue4s6nO0JgxiXHb1BC61m9Vp+XuuIis/KrcWCoO2HaVJhoaSsyHNsw1LLZ1DmdHIM7i7RtC0yG2lstqfaWXAZK0Kf9OeTnL8MsxioEhj63nCgwukI6sE9UQAwAODBYhD73vJ8f99Ccah0CErHI8I7UU2OBV6k+/rdejgxABBObCRFQYFp6NC3Jk0hEnQrGUbPeTNa3GQp7yoKqlCzZ/TS70qWUulIKV1ta8lFKZVG0dKAqkk0UTJoYq6qqIlccqjrUdV2FeAXnk8mkjmHYxYEwqwbCSGwgAIAOuCGWXLgfrfrsXgURTZCiqKgKIjLHOkRmTm0hUDExzUVQBRGLCYWaTDqTzkSlqEFsQry0Psb3Ti4Wpk9avavV59kDRi/+VKlRjTzdq1u0WE+21jZH+zxCIVQzMfFutTCRQahCjBwIWPvoSyqks9y9efvW9ubm1sZ0f796cP/+8fExCVp0T2REUEY0FFVF0SZEVotFKLVbSPtbly5NpzuTyRrxFCsoOtP2pLQPpT1ppXuYNpvx/njtCoSQOlILqLUpFFKRgGFzY3tv48rDUD86un+7PdSgQqoUiU3AYqgnzejnjyessjtWr/l8Pr9582bXdYeHh/fu3dvb2/va1772K7/yK/fu3dva2rp///7Xvva1EMLzzz9/7dq1p0S9f0DdNZ61mMJza+kcK/Lij6wWN943+iDJqQoXU+82putHjw7jqGma5pf/h09/8zvffuONN3avXNnc3Hz11Ve7RdudzI4eHf7Gr/+bw8PDtXGzd+256XRqZiKlqCJiDHUphQLNZrPxeOwJToE4pRSqU8DTPb4Hn3GHm7xJdnH1wAaHFSfrnxYM+MGeR7T3tEN0g5qifYwHIdKSOZZBFMQ1+xfv8aFhcwb+5z73ufl8/md/9mf37t178OCB7727u7tt27755ptOqvR91V1hVDWl1DRN6XXXvUn6kKj+0Y9+9MqVKx/+8Ie9x9vf3/cgx1WyjG/XPx+C9D/5A+orHJ+G+Fu4d++ee+c6JcSvCaBxDO5YaXTqPD2O9XR9Y22yacgiUlTc5eKwPZQ8znUziZXmkop2OXVSLISTdjFvZ2Kac0daqKpO3nvUn32mUMDUKGXCEonJuqhQG9Z4HJGIaDMAIlYh1hwYcVzVoxiolIZjRVgjV0wBgIwdeYsIiMAI7Lo7ADZgd/k3CAQBTN2jCwiKImIggl4x6OAVopv4AxI4ygSEVC0pRzqEOgAqMDhaS8hIRAKEfiUliYCZkSKKqnnquZmZh6cXVdE+6A6frbhblkMIZp5oAg5IBrduJDRkBJYw0FkUABI3zlYlUAJkAwS7l/NbBw8jEoGxAQEyYyC6jGNmRgZEt0znRdbDXB6iHROngEps5uNSVUK2M3v7ReXFB9oW8KwTW+Qwaqo6RJGcutbbJzAopojEsQKgh48exRgvXdqp6tHW9uVHh8f5x2/7iZNSCqFaIa+p9O6glko3bN2G5OxHEauqgMjAdOvWLSc+llJms9nJycmw5/MyznqQApU+e50GGbDbBS+6rl10FMNoVMuJ9NStZXhYCGE8HpdFOkXAem6vO6fy6R/1dnQ98tEbXrhYVKTrUtt2qgrUq4rcIGOYjtnS+VNFpBhQWUbXoSek+n6r2n+W5rZ85iw6RxrJ/mmnhD7BkeGcmZzX9ra0tYUlJwKYmeLpukI8tTw5v4bIkOCiR+bym4cfX8rAFIDgp5jc8Pgy5Qzah+/7s308g70/W+axv5fgFKxdvQmHjWHwrXrCh7GSZK3L4DjyHswUIC7vqOyURfCsUWTkM5MeRLJTwxXyD2bZQYjJOUqDv8z+BluO2weHT7cJ9Rfjr0jP+c3Yima05MAcQgi9+rMPpVtp+XonZFVLy5kNM0cO/uZUNSxHtp75OEyzltF/6pMoF8s5SuCDB0f2nBvGUHmBOOCWZjY4u+AKixURXVY0tM2K6tSm0WjUU5yX8X0g2cwKMxkUAzAlIwTnLENADs10bb2qqjh0ldq2jhymrlMtAQlQtUi7mIFISulkMZsfzXN7olbMbAMeVVU1qmPTNE0Vm6aqYqyqWHGIgQCUEZkxxsjIlVOrwc8O64M5lTgg+6RZJSdtU0LESQinrr1mDExAQii5K9rVpoGwZCUrjFQxPYWf/CRd0zll6dAFnptHtiYYIBhDAVA0BQjV2talqIk0mxTLRaiIgQaSELKBIBpxv4kwARg31clsNnv3ndli/cru7nNXrx9WDx/ce3i0aEOgwB7FkaFYBGQinc2DagOwwdXLWzsv7V6Z1NVJLF1Kd+ZH3aI9SfP7uX2g7bEUFNg+edSubVfrWxXRXLqkBQmioMaYis7blFRgrbGsJMhKKiZohlRE6roeuI4/Hw7nY/98GB9ev369aZr5fP7ee+/FGHPON27cAICHDx9eu3YtpbRYLC5fvuzF6JDL8uzKtCf94cUu7kkt35MerMiBbDjvh+y1YZfz73mY5vV0rEzf/e7337n77u3bt9dGYy129+13/uEb3/xf/92/+953v3v16tUv/Pv//YUXXnjjv//33/md37l169a1/es7Ozujtcn29nbbdWbilQQAbGxsHB8fG1LTNKnkXl7CPGySi8XCOa7D5tPzmkQeO4N/FoHfs1dvF5/kMbIFAyDufeNNRSUyN1VTSllaFDrhk55iGTdcbS+htre3/+AP/uDg4OAv/uIvDg4OfLWrqlds/Q68tPDJSwG2Y6GDPfV0Or127drVq1c/+clPbm9v7+/vX7p0aajzTgXDS2sx/6l/+S3f4L9gdvoBici7777r67aqTsmuAFDHivm0AjE0IlIrkkuaL7KYqlJw/gNsjcbWGK2tl81tVSiqi1xmi7kgZdCUc0opl05yMbPptaqU0uWUUlp081m7mM/nKbUCmHICKXWILAUNQgh3ug4AAiETBYAmVuMQULRiGhGNYj2KseZQIQfGgESoAYkZCIAUAhkbshoSBEAmYHcAMEDEDeC+HjNBMzIkdJ8YDmDkVogITByYF4v29K6x08rTAFCNCMVtUsQQFdEAKSMXQjBSMzAsYIpEoGxWxPrkAFOBZxq44/IgUwRBIAUh8BymqECIJiDYv7klXsEAkJkAgHvtnnmjyKEiBAIwUdUyzI7fbTNpxiSgxoTMoYgtREqICbFwNEbnHSIow7lxHp4jxH3Qls/OcHYUwRjQQEsnOWdTBShEQYuU3CWxeds9fPSoaRrmeOPy5fF47JE8fdLDKbNsueH3xj6niIKIGBqzByBzVVWzeds0TZvTycnJaDRi5kXXDeDhEB4WA4kUXb7BGGNd1+vr6x4a5JtSDAyjCswpJxG5ly+lUtp2ThSYuQoBh6qmFyciEXUpOdZHRIHZS8pTkqQiMCpYSrloh8yIbAhiKgVUweGElAUR1cwD0gCJKpTe14h8cGPF+iG+BTITNTA0RrJeIbf6AelyzdOF02GVk2gX6b5nrRZXKZCrcI5/ZSngsROqgOjcPMLgxDq3n+ntOwfTXeyT4sH03NFjF5pDXMLTHoHov+pny7V4etN8mid6Vr9xrvdbTfmzM6xOurhfkEfbXGj8foKZ/cXOUESgt2rsFVz+IpnOIC1D0aaqPlrwld4rU+X8xkdLIBEGV56VWs16gicFz3tX65PuLsCS3uSUPn2yn8MFDsSUigxP66R2IhdID9mAgNhD7V1OqrHntYazCKQamXvBCICCmm86TrpaIn5qBl3bOoF7WSs43GhwNmjOf3UMp2dwz4iFXpXkNqq9EjISYg0Akl3mqqo9BhgogJWuKJdMSRBbVe1yzjlPqklVR8aRcACG0FRNVRNBWrS5dLlLE5Fd7CsDycXsweGjh4cii8CBAnVqC0lpHhjZMzYIXGpVcdjEAgDMVMUYQoiEgTkQUsY6UIx1YALP/UNMaaGeYwQcelmoidlobZK6oqo5lZQFKjDDi8abj/GoWF7PYQGcsxR6IneRpP/oMdSjsYTqYNZxFabNmKBwsVhbUADTAloQ7xyePCqlQ1TfhwzQIKU0noytlPceHhyezPYu7ayP1vauNvnkgUOIplAxRGYSBckNwEZdX16b7k42nl/fbgDbw/lbdJTa9ng2O+4WJ1aOCI4JMsDmmA4PFMvDjWo0mq6voUIupHY4n+Fk1IaQQISpze1CATAQhT7VRpKIjMZ1XYWnFP0/o5bvPAV32UH5sFNVP/7xj9+5cyfn/MILL7zzzjtXr16NMb799ttra2s7Oztuc39OZnyxtcALRxR8EJ+S921yVv9k4ON51+dcylUYcHXrm9WYollJ1z70YrO1fu3G86B2fHz84x+99fKNm699+zsf/chHrly58l+/9o3n9q7de+fWP/7wjbt37x4ePypFP/2ZX3n11VcfHhz83u/93q1bb83n8+eeu354eOh+NlVTWwfuPurbgrcxo9HIW0F/VW44eY5D+KQ76H3f+0/W6p8bsvTxwUUMgCquApWiRSWE0JsF6IplQHwfdegA021sbPz+7//+j370o29+85tvvfWW84FPTk48wD3n7Bt40zQe4LG5uelkCm/2bt68ef369StXrmxsbDgFq4cccz5H1xwupjeNTir+V/Hl7Z9/ELPZ7M6dO8ObGoTlkHVU90EXyGziEBaCQVq0aZG6LqtAqKsYIxGMo5t4VcJ1ASyqkDsaVSlnVSBAUjNRSblbdOyEEcYQAjLlUuZp3nXde/futd2867qSU9e2ve83hV5KZ2ZFWRYR0NRGhAEhAlVEEammEAMxc6TOx7WRmRGdERqAGC0QV14dc09USqWvQwCYRAiRAQMYqAVAVAiAaBrMyHTdC5iVqTQDAioa9z6C1nNeGAgBTxA7sBbMw/oINKkxQaQASAVNfPpsoKr0BBbDGV3T8t/+hIrOqesRPzbQoghk1GcM2rKmQGXokxuWJyNCWuoJDRHCKfEyTytGMy2kSoAByQySWlIzR+ahb3hZIfDgOnNq7fiE/cQ+EBfD21QRFREtolT8SUspCppz7pLbU6pTcJw+ffv27QcPHoTlHNndm9yWn+iMo0/EuHT+IDMoJUWsYxPNTEpiridNbSZuwhyJ6hBoSSMEM2T2u6P3QiPwJK52McupJUKfMiEyAKgV68QITTpDIOIqhKJOWTWq6/7tM6Hqsh6lmmpb5or0WItZLisMSSQCdud0CgFVDVDM1FSgDyD3ds4wSCnZVEUVKaXkOtNeoYeBY2DmmtgDGuUsLtfbhz35I3yW08GcsXnus15p/IaJMPZeE9h7GlEf1me2jERzHtkQZbmU+a2SM5fNJ9kgKD39vYZI5JCmM+YQ2LOzf15TcLwo3j1X38DZy/RYsa+d83R5klzw3OT12XQaTwEHhiWC7tC/bE1daTrMRXo5DS7NV0yXBw+uJkNctPnukfSVfm9QsKxWLcSESw+VizsOxYBqTgdlQIcOMCztjAeptyEgjEdj7VE742WMDBGJgGseBk2RKwwZnC+9JFSLmCeDL3E/IlIFVCMk6ZF39Svj3V1fRjCras4dADrNqW3nPeQYo+/XkouzufqMRABiYOzDfwKYgWkf4t4bfoIkyel0Lg6GsQqikk2AkUhQVZUKChRGVGCxqEwU+tORVEmEx5u8vV8FGo/HdRVUS0mZwEClSMptl3OnIrmUVkpZHJoZEYROkTpUQ9CABKqMxgSMFIlDpBDCBhOwQoQYsKFQcSQKgHiUE2iFHIkS1NGqyfGsPJili17PT1+fj+Wz2dKhYfVHKaBKUREz42rUcnxzfnAvAc+RNMditVENJAgzKAuwf3w4e6+bL8iUGEQR+mdMOSMBjap5l99+797WOG1Mp5PJ2qgepbrN89ZSV4mtNfWoacZVtTmZbk0m0fD+8dHtw+Nu0b6DKaksNC+0LCJ0TJkZEQtEpdl7Cd44eFQR31ybjBjT8cntEN599PABaFvF0Ey6hCcYUwgKSMAEmkWIYXt7M1aYn9Qt/2xavsc6tvktdnJyslgsJpOJY1OTyYSIdnZ23Dfl0aNHMUYn1F3s6C4yM5/S7D2LIO3cOOzi/557WocfB2ql82poRRw/EM5LzbnkEGIcj7d3r1zb3SO1h/cfvPT8zUD8X/7fv5uM1g4Pjv7Hz352e33jI7/0S9/61rdCCG/9+Mcf+dhHr1zZ+eIXv7h39erx8fEXvvCFjY2NV175haZprl69enh4eHBwcP369fF4fOnSJUR0Y1JHsbzTc2bBQEN6dnj8Z83wLGTMqIHzcsJJgRAgZ4k9EwN8S4UiWD0eTBs48P6Wvdq7efPmH//xH3/1q1998ODBl770pa9//esAMJlMRKRt2729va2trStXrly+fLmu662trd3dXTfVnEwmq/LI1eccxJ/Okl1FGlcFk/8qSJ6qNswYHz58+NZbbw1rwNcMAJDauKojkpqgmx6CGSiISenIyPOtRDIRAIX50QkCYdVICBgDcaQqTsejtm2la0GUFUOITLVyswio1lsLUgxmVqeQqrS9sVmspJRm7SJLyj1CWGyQuHcJQVGtpKxSoGjKZVGSpQIpW++6CUzADIEoAEVGRhpVdUQIzIE4MjH7RBrfy4CIkTgwMlJNXDMxEpsGwwBAiCRGoGgwG3YYUA9vIDQWIDQy8CQ/RhehuaDEFqYLEbISlREg5VIB1mA1kEAwIHMI08gVBwNN6XHz/FOsjwXduN8AgcyT7HGpicKlrgd7UhuhU7TEemkMqrnvDLGjNzZIaQHmkdiACFGF1BhQAJURIvdJuorBPMXWMZOfzp7wmG3cFEHrKtR1xKJKAGZFixFH5g6LCjRNE2NkjpH59ts/RsSjo6PxqAYAFYgcfCTkQRkDqkKIdVWJCBJVVSMii0VbSgollNJVVaUiJeeN6URVj4+PA8cQK68bHcAYnIRhJeHRA3vMbGNjo4pRmbuUAvFoOh2NRl3OOXsOcyCinMVdZ07xiSXN04Oblx0mDceNqmIg/y7xyhsVjICwPW6JCJiYoyEKSBYFKViUmZGCGSoyRgYKa9NNYHJ4Q7xPZ2bmmqmUAscnXQ/k9PWRDxYMf/od0Kn5wllvz4ENhEQh9NbrOec+dB4A8Xy860U+Z+8odKHIiRxsWfmbA4SG8PNJaX/KaOcpoxFFoFVF3JOu45PQ8w+YszEwPM89+bIksiXAuGSMgDFgL7RcseRechRd9bfcZdSzbRQR1fTcne9igr5Sp9ME1X41WJ+PmcyYMIZAy2lTT8LB06gJIjI08mxAAyLnP541cuzVqtC2rap6CvxyxmCMEJcOCmCi2pdQIYTStW4N4qnrpqaqqevcsNTbwt4sCIAIzTRndWlvJKYlU9TpNCtZpVhESFW1DEMmH3X0/ZuJWhE5leaTJkMiIEVUExGTXCKBq3p6w2owQELSULMHJ4Y6ePqfmbYlxxDiuKkJztBxieYmdbVGgBkBBMFYKQBaiDhmpg0IbvamKiJRWnWvTkQrkrpFSRlNTo4O3dbKchYRsGK2wEWrrMgaGCriyhgAlGBje40hTyuossUQBOz2QfuoDQD5STjSYxQF9viq/aK6CQCCqioEw0gR69EDkTfefdewAJmKhCyNUI0sjAvSOcih0UlJHbPflWxAolWIbVoUtFhVdT2STh7OZ4/m7WQtjpvRpfWtOAXKOSBMx/XaaKxazOzB7Ggxmx8fnXRtZ6ILQCOSyF0VlYkBSIiAS05NtdZx/uF8DoT1eLTfjDVpR/SjB/d/kGBR5+5gXlvY3r5cGFExBgQ1lVyNws7VS6HitAIv/6xRvlU+5Kol18BwPjk5CSEcHh4O5pleoHv2nfdRbduORiM/v5/+u94Xu7sIQj6WDvrs0N8qWe4ig7SnNiStYk1E/8e//+LaeHLzxo2dS5f3r13fvXy5a/P/8vu/fzKbichoPC6l7E+en3ftW2+9NVmfTqfTr3zlK0TgCeBra2s3btyIkb/85S9fvny5lLK/v//2228z840bNyaTyY0bNxzl817Ix0Nd13l36lvWuVb/fQWxP6N1csQ4g0xAAVgBFDQAIug4sgIEACxABkAAxE8aTzhd0625BudMInrllVf29/cnk8lv/dZv/cmf/MnXvva1a9eu5Zx3d3c/97nPvfLKK9euXZtOp76BX3zjftEGrG+QWA82Qv8av84NkP0y3rlz59atW34dfIX431bIk6phwJwL80BXsS53kA2MI1eGoKpYUiVho6lLKaXkLpVYVyEaoALYOJJRY0UgCIoF5DCpUkkgoKocsK5CVVUbMDIzrmIIwVCzCAUW05zzfJZUFVBFxCWXoJZSOz8+USehSNYimkvJWUTm7dw/ryyySJ2UAiLYnjC6+AQQMXCPJKwREVEkZqSKsOYQOVSEa1VTETlrNAaKGJnwIM+dG0lAjEaA7oyCZmxAKqQQzAIYq6JZrMNcrEMmoJqIEROWJCqAZppNxRgpAgVk9giH1ZR2ezJjIhR3GoWEoChuGkqC2AsO0Za59d4A8pJz5/nLbgVsQ+VGCOZxbSZmFIAQyMjlf56KhYBIQcTdcYDRZUO4Iv+xf+IYaKhRh51TisQQ1tbWpmtr7Ynkrv+rECMbRlG1Epic3TCbtUn7yJy+iwnoI3kAQFta0S7ncbEOKXmR6rbq6hIXr+OyGTOaqKmOm9E8ZZXsrvIxxroKiJiy+FitGuzKlzOgnJPX5lVVeQJQqOqmaRZdV0qvAgWAnEEkO/HNAz+sz9BTNsw5G+LQtDtBHUIs1lvQiaoYEBlCxCoIAgIDI3GomqZGVITx2gQ59uAnB+JgREjBDIpqFs05lyXPjiCjiMv/lgcZEy7xFXx8ZvgH/ZTP1B5nGYtD9RsCSTFY2i72713VpxjLg/spK4nhQlD5YC4wmH4bgplJf9X1p9b1PdbD08793+NozU+R7ZnB0xu8J76SFV7/457Z3hf9e2xDiOc+zr7C89zFPhHUSzqmpSn30mGfAC9yt86xcodok1VDjq3JzrsAACAASURBVFP7V5dHixjg4P7kY6hTY3p021/yxi84/gGgIMseEsiAEcBskTqTsird6dPomYnItK+cBoVhj0YC0jI0nolEsiOUg5Kwf0d0vvbtZxtoQ/8GAFpE3a0OxNScRNTvViG4lyCS9UTZpaQYrVVQZAIMRuRzDAZlNPQ6u98voKe3qDlBdHgfdWCzgmyDnNLHLcg4gREAqGRQIIBA5GagAYHMNGvRDgBMiqrmplFQMmBGZDCqubFAuHfpah1CJAKVUorkIpqDUIGSrS0lQUrQSU6SNb318FDSLOaFLRYVT7pw/+1Zeec4XVz573sjnEkF7ee1j+Mc5hwMKiIGUuKHbfeDo0cpGo5rAwugjWoAE8AWoQvYCMwDCpMhkSqLoVjObaxDiJxA21KIiEMAhSbBcXtcmLcmk+3N9bXIOXWHBw8V7GBxdDSbz0WVsVQkZlyiBtIQlNAMOWMwYqOklkZVqsIB5EU+qU4eYLi8Oa7pCGpeJzoK62tHi/nLNz4EcznuuigUQshWFlrq6dr23o5UYAv7eRWaj8HKVtmYbpB49+7d7e3tu3fvbm1tOXHfBzrr6+sA4MYbq54Zj4X+nqVbe0rn9r5yvvMM8xWjqeHBYyOJEHGb6rRIKaXu4OgjL37ote989x9jvLV/nShcu3ZtPJlsbGzEGJucQgiR8vUb++++++5kMnn99de//vWv/9vP/c9v/ejWg/v3/82v//o3vvENEblx48ZnPvOZv/zLv/zUpz7193//92b2rW996/r16w8ePPiN3/iNw8PDpmk89X46nXprtDrduHj7PBYvfRaR3k98LN6C8p/+v//8+g/e2NjYuHHjxgs3nr++uddAOIR2Cs0IgJ0GCEAAUe1956QOzQ0coclkcnx8/MlPfvLP//zP/+qv/upLX/rSgwcPbty48elPf/r5559fnUU6fDfkszu+51MGbyyHmJOh1XxiEfMv+8tThVa5gnfv3j04OJhMJoOlpxdY06qejMeMZEWMUKwYoIGJFQPyuaUfcISiWdcvb0tKZVHSSZtzCYgqOQQaTypmQgCsSUQ6K1DzerNZSrEigbip46iqw/K+DoGYWUy7nIuKNc3lSeVXXkS6nLxuyLkrKbumHZeKNZVcSnl4PC+lpJRyaheLxWIx01xmsxmSaZFcikhZHr72kJTVQIVUECCYRaSA2CAHhJpCzSEGGnGMHNYqJTcAB4jEETEiV2aROKoGiNEsAFJfDACbtQAdQTAUQzZTDkU6BgiCWbCoiadhG52FPvrFvRqo0+N4DlYUU4ZCYGa5N9UzYiMjWnW3Xz5XobJEz1ZZY4jmpiC+ZRECEqIlvxTo1qae1GBEUIDUUNFtx/vS77QEsqGCfYwf4TPvGOd2GzKgfvqvhIaBRPqiv6pCrBrgwEzs+G2vebHcJTUIITASEqp6Gp8sb9UwXFWRnFKyXvpHJgJki0VHRM2o7rqFt3lusOniPY+QUVVCW59OHFY6tY5HNLNYRT/CmMjMDg8P29SFUIlI8ZTpUAGhA31uUeF30zDxd/zN8yCLKUrv4JBUwJCZQxWrEIBdjFiPxmNv4cSAY4gxIkdExLp2H0NRFZFOLKeiJgJmSKYoyBCW8eWpU1Ux7akWHl6OdNa7257peLUL5RmeWRn9oXPWS/NUHEFgoIF41ZwGmS/ag57DsTyVES4Og/s0SKazlqE+x3Fh7b8wD0/TJ/eA70fhf+wFWn1wjjxqz9T7DRq04Ue8SUfsaQNGfQBdv6PQaS7lwBFGRKalJwpeqDyW2fRDQMNq+p+a9qZ57hmqanIqXPG8vmENKQjaaYy7Ud+KnYooDSL4cAu4DoP3Zq8dBN8gJISAcJpyNrR/Hp8y1AdMYBZ6/v2qrQ6RlLwSQrr0kgGpY2+0EGNEGyhnwswc+tSXfulrTzDwAIbB00VVR4QKKE651YCojqzSIIw0RAAEF3+Kt4oEIJK9LqxCYAazkqUQ4Eo2hsQ+JQhDCFUgx1oJ1B9ZKSaZmWMIzDxr1lJKXc6kaqKmGJCRGOqogEKAGJCqWGkEiDQSLEoFraAY5X5Sm2SGuhiRcZdQ+dbD2bvvHYw3d2f33nl6PXrOEupcy7cEyfVie8CKjAhqRUpbpBi2VQUb42PpgLCOlAtS0UKwiCwVhlwkm/Q0cyQEV8B3OaeSCjOFaEQATEZdu4hIuZSD9sHJvfcCCCMiw6KUFiAxaENd4BYUMEYZFbSCpKpk0CAFC0CBQnikKQflSZW79rXjh5Mqvrx1eTdOd+rF9xdHeV66Tj/8oY+88c3v1srBSJH9wAtV1WyMC+sHzVf9aZSb+tjG6dKlS55DcHx8vLu7m1JKKXkF70aU4/G467qqqtxB+7FN3ZPA3qdDgk8hiD6JMrr6V0N8yLBLDCyDwV9kkEuNkkXlk4PjS5P1X3r5ldf/+3czwKuv/sO152/cPXgAhM1oNJ1OP/WpT7WSS26rqnrhxRdLKZ/97Gd/7dd+rZRy7dq1H//o1je/+c319fWdy5dDqEaj0YsvvviFL3zhYx/72Pb29uuvv37z5s2/+Zu/uX79+le+8pUPf/jDr7322sbGxq/+6q/u7u6eSyF/Ouv1Z93A+Of1vcXtv3/ztdd/8PpkffqtH/9gFKut9Y0xhhevXt/f2Xth79rWZDriWBEj4NYTzjyP63AgrmmaoZFzANCDNPb29v7wD//w/2fv3Zrtuq76wTHGnHNd9u1cdCTLsiXHsmU7ii/kagK5E0hRoQiXKh4oeMhH4APwxDuv8Eo3VaSbpgqaNKEgOISAm9g4JP7HiZ3Yim1Jlizp3PZtXeacY/TDWGvttc+RFDuhq+jOfz+4ZGmfffZee645x2+M3+X73/++wuCNjQ0AUL8H/db0FfRFtA3cUPeN6W8j7yS06b+9ok86iZB+9ul0Wtf1YDAIITDb2D6ybDBIs07g0B5gWPo6xcw4C4xAaK0VAGZ+7foVZEwwcUwZYYIkaFLCBCj4OqCk+RCRIgvniaqEyBhH1qU2Saym7VVlyWxsAs5Q6T0yG2sSNIwIiAHJIZE10M5zqqqqqkogamtVBWAm31CiXQg+hFDVRQhhuVyKRO99uSxqX3Yfcy8uRQSFJRJGJo5GwAJzUVkAK+AQLKAjYy05qQ2BQUyMTQ0lxmaICdAkyx1CiiYjSskmZDRdEDx79R4RiRydCAEkxohQBAwxBhWtMTADHgvFOWq813uYKIgYQCIKI0cCA9jwPDv7vUZrIwAQFRuCQULts+vgs7EnbzZnNmAAIFWzU2AUYBbtjwqiDxEZW9d7hX0Cq+UhXdl4nEDx7ozo25+yZEKoi6IoilQVucag954Qgohzztis9HXZeiUAY13XWZIm1tV1LRKPOHiryytCJMJ5UXc5N0iQ2NTHUJblYDAggiSxMYQkSZxzy+VykA+UfpKmqaDRwE9q4/iadDGb6KQxhKAjRYUrtfcxRmEOELquSlDipSFjTFU2ckzSkDNWRhf4ujbGEFkiGgzzLEk17Eh3J3LW2gQQwVhjLZCpQ6hV4oQIZGKMMUQhHVeoSYYREGbxkaM0LrSMKII6m3EuFUFjnKeqpfGpGquRQXV4Sn6KPai95nQUm/SqNB1TaFmlseAi0dok8rHq5R1AlQ7yaYkeQwVKW5VGI2gBEcnyHV5KehHka/RAwj5V8PiRYHp/Ge+Uf4j9l6VuLIitVFEkHn0/HWppH44bb9/+e9RR5lFRYK8uOYoAW4Xekb9vjgG93VugblRm1oC5JldE51oahWfJaGBlANG2nP5sFGGJBtVDK/Y7tZrSricxd/6YzIo6unilfq1/5JyGXgoCBdb4Eepy3kMUAGNQW2hEhAZj69XZEbhbmMg6Z4gxKlpYy8pDG6PEKMxAJG16JhlDJDq1CF3RkCTp6pUtmsgxBma0LhVmJYV248cUBytls4lJ0pB7G9KzZiQKtKJuZDsGAFLLU9VqCwMRk0FEsjTAvgtwonuQ997XMUa0BKFttxCKMcY5o1mJAAAYNW/Ic+XrFmXFUFWVtTZJEpM4k6Y2SUIImY4fY80+GmOSfDTIcudMqOsYQsUR9dwBAwClr40xBhKiDBx6wxyiSASfJWkaARgFEU+eivae/Xw4fv47cX9v3xpTFkU2cEmSVFXFIgCM1FhqC3BzIim3AxGigKxGxIm1xXI5GAyXi4W6L7KauCIZa+ahuClh7ud1YlKGkTipNdAGxBkQSbyXIoY0M4AY9Z8oSpQ29NkBOwAIwBwEQgSgjILIUk8fbsKBicgO8oa179mKzdQ6QorcuQghcBRDYMNcCu0UjF0KNWOkjCa3ivjv+3x1kPzCztz64t4DGC/KCcBs/+p1M/OJGaYDqCNFk4RkPJicOH3vnGOO7seof38KkcadvFX7yFyfo55GyqNWr0V1YBOR2WymmCqEoH1WremPD1ju/p5vi+Vum9yA0Nx9LfEEES0IAThoknhRQAOLBAA08q2tGxr1+3rg2yoj4cDEbJjVc8uD5J+e/ca5h8+/8MILZ86c2b95AxGfeOKJF1544c0339wZji5fvpzn6WAwSJLk8ccfn81m0+l0e3tnNNz84IfuPffAg9YmRVFMNhb/43+8lOfDRx55DA2RNTZxxpnZYvp/fvlvrly5Etj/5m/+5l//9V//7//H//bxj3/y+9///mc/+9m6rqcHh+fPnx8Oh9o5UumU6irzPNdJ13K5HI1G2gYyxiwWi+FwqNtvn0hZVZU2YgFAnyORkUhbtmQMrHd+uTGE094I79fL1/dvbF58cK9avBnKg/rQlAdkrbt82f1IxpQ8ePLeM5snHj55diMbnBmMz23ecw9klnmDyAKEAGSbVzZkOusXnVc1zXgiXTYi8rGPfeyhhx760Ic+pK4PjbR7tbuau0hG/78F7e58Z4JybZjbgHiQg+mhcVaAk5QEYu0LkIAQ04lzAyqqZWKdREwhC96L4Ea2YchaIgTT2rERM28kJkmS5XKJKTZxJjZ1SZLl+cprvq65LKuiSBLiGJk5EtWFnfW+BUSkgvI8N86x91VVF1waYwaDgRFZzuahDFpM7+zsaIcyRklTKyIhsB1kpmbvfVlCCKiC9BDCZNgsg7Isi2LRVeT319wketc1Ik4mE2NwOp2qCy4R6KBGGb8WMgLSLF+o9ZQEZ5B8bQANRWspTTFzas4vKZmiKOqyMoCJdblLMkgQ7GRz26TJ9f39w6pMJkNYzsZ+UdosxqgVu5Z+CAaR6qC2dZoyx5GZkOYpa+GWMrkIMeidZWKMoiO81uuCkRERg+kqq4axDIKGAqgysGVUamEWBQxWSvhkrf4YWYiINZ2vkaApn5RIOkN8A9JUnqRczSYzjQAAwTICKVtb2hxfamzLjTEszMCEgEQCEQDrUG2MxpRgFbxxKQcMIVo7MsYQSmCINVNACsSMIYrBMHYuxFjVdapufKH2HI0xlpCZgwQRYTICspWnRVGIyGiQI2JZe4CYjQaBYWs8RmOKsjLGEZksGxE2xhV16ZEiAiRJZqwty0oMAbiIIGBBEMhgkkRrGzYymMrXPkQgZA5kLYALTNbaPBsnSUIAwy0REQYxxiV5liRJWfnZcmEFrEuzLHNZ7pLE2gQRi7lHQgEIgjUAGhKR6FkkMiKgg6Y4FGYUMCI2eAEIRKT0CXU27SArM2uxxMwGpV4uQ1k06iQRRKMZbS2xrtlDgvCa/7/CH4kAwNClP6DijmbIR9IXqkkrL+5hkF43NnAUSRIrzGVRMLNLM0TsoNO6LScJshhiZkBDFjvjD4ksLEhIQAaJGADEN+JA6SxJG+L0u657/t9UQRytbO46jjuOV2Xd1+AuxdlK2IC9eWzvt8fGHEjV9yjCgNh4ougfuhdvYXRHf2IRtTPGBgYr+RyOeLtxa7Ohv1fZjAQrjZ+ClixpHNVwxTdek9aoTk8fSduJ79n4UpOs0C7KlaCO1jhdyhbtPND7gyN9flmWdV3rSzELEYnmyMfY9Jba8MoQQlhvg1mkNE2ttWVZgojWK6v3tz4n1GF0hzaPx552l67xXGohruaKIqKlBjN3RY8etApiLYGGkGpKewetW5jafOSW66/dBtYPPhgMUmdijIvFQkTqoNKxaHru9iJR3WEAGXu3SWt+2FxPbZ4JR532xBg7xeN4PD5//vxwY3LlypVvf/vb48nEh2p6eJgPBtyAtoYd3jpXo3PWex9q3x17pv1gg+GQY9TYrlUUabuA67qWIF0Xw7RDgGYoapxJsmVZdv0F55wzzXdXFWVZLbVT0OyYkYu6ot6jUy1r5Le+gnroWWsTxMgcObJwFDbOJsYCQJDAzBIjsTAwMC+KYv/w4FbgjRMnTpfV24eHHOW1V36QjjeiQJSozqeImOd55hL7DqJibrv53N3X8Seuj29beWdZ1plkrFjQ6wZOdxHs3UXddychn55d0PretQsIEBnECDaAUBo1y5G+Ht39Iii+Gg6H58+fF5GtrS1r7T333PN3f/d3qi4LIZw8efLLX/7ydDr9lV/57IsvvjgajT70oQ/91V/9lff+iSeeWiwWWZbdd999586dzLLs1KlTFy485H0sy7KollVVnT9/HgA+85nP6M6zWCxOnjw5GAy892+++eaNGze+/vWvO+f+/dn/+wtf+MInPvGJoihefvnlJ554QpmQ4/FYnUgBQCGfAjwAGA6HXVi5Wlnqv+qNowW9+qA07VtEMiaGgIZu6+Gue5gpg63jBx993xs3r+8tZzTMF77aPdgPIaBwVZavvvn6q6+++i/+WYf2nBl88NH3febJDz9+zwMRwDJQP5EI19qmAtBPrNJ0vl//9V/XwSB0tnvtvfn/B0T3zhvtbZkVY/Qx3Lp160jCpC7XPM+b2OgYO6dqa+14PARBFHUJbDTauocT0YkTJ7oYa10e2txRMWRd11VVMfOtW7M8z5VWWlWVboD61TQAgFlTi9I0BeYkSSaTiR5SN27c0C80SRIVTc3n844mkyTJ5vaGRg4WRXF4uK+tCmvtbDYrioKInGs6tt5753Bzc3O5XBLR2bNnt7e3RaKGrd26dasoFnVd7+3t7e/vHx4eSpCqquqqaKi/iAIQmGNVee8NYJqmtFxEH3R16bHiyBgCDpFDcEKDfOivXqs4LDkOT2ye2BxxYrw1ZVk27uLWatEbo4+RRCS0k2dVxBCRdS6EEGOEVufErUVcd0J3ZZh6PfaZCESE1PS1AU3XZ28LJNOvhfUnusJypexap4t3QYI9u/x176tjtLs+EU9JmAirPElETA1lqRtkiSHguo7eO2MsmaIoAJDIApIlDCghVhINS8jzPHGun51jcPU2yBpjjC6e0tfGpayTNWmGQYyQ5plxjgHQWCDDDCwSg+jQgBGcS9Iss9Yy4rwsRTBAjF6C+M520JdlVPEQekDKBnmaD2OMaT5I05SsTZIsG+S6TbnUElEQbkALUR55MJkcHs7IGDCqzfZ1ZERM0lw79XUMgmDAkHGEVPq6/Ra0Aamuluh7dTVwk0RqrQVhEEFm1LhzZomRDa1cIZvaPwqYn0C519Tw/a5rO1mFXoS43IG72Ea2ioSGlyshemH1HT1WhKxEftIilyN7e1vbr/m4cj9DD38KN5f+4hZcDeH49oGCP8l49I6SvDvwP6WtPATX70PogbTe18O4Rv1fjV9b9W6T/C4rcEWt+FgVqSigtibdG4hKJEZBMtjk9QH8ODJDR79WYNd5gcYYCRo0r8kNIKDJDSv3PJZuI2NYk6MQkX5GjQvvjyA6fc7adBhXqK+/hpqpUfvQsV7wXgcUuuOr4Wz34raXktwI7TwfcVnorJM6RnVzudRGrZWXtITVXvQkr6HBfh+lYZDH1fXp7M47SwODTUigor7uUjd5vnBMUQmQOuuc05TtQZZ02WWBQf05HTXQMYQQo6TO6a50rEZvBMor1Ccs3jvnksR29UeTwENojPnmN78pIkmaNIAhBuUgrDgCjUJSgFFpEvolShAmjDEQUQyiIw7ND5gd7mnIdZqmibWeyNqEiOqy6GScBpGZPbP3XokleZ7fc889991773g8SpIk1L6qqqJclGWpUQ3L5bKqqrJcVlVVFIV+ED2hY4xJkugRrv+rsy+vxZBT4koEFkb23qcuaaIvCZEoiJ+V83g9vn1q8MDm9un7z+ZbJwqBVw8PgchbiCCGQNXam5ONzCQ20rtFZe9EgHH3Odudnt9XlPVHcF0Y5hHId3ec+WOfcJc3qRNhAW6ICD0fIKBu8xaDwhgBGMRpb6XfSlv/pU3sQJNHGuPW1tbW1tZyuUzT9J577nHO/fZv/3aWZV/72tc+9KEPee+vXbsGALu7u865oii0nXTu3LkHHnjgq1/96ve+973f//3ff+ONyy+88MJgMNCAge3tbSI4tXNy65c35/NZnmdpmjpjF4vF//pn/8t8Pp+Mxz967dLFixf/8R//8dy5czs7O2+88Ya19vXXX/+zP/uzP/qjP/qbv/kb5dneunXrl3/5l40xW1tbXQtJi3WNgtAbU+t7DX/vHNIbRRyLEiYB0VgL2ON99DTt+rVeu3Wj8vV8Pr9w7j2S2Jd+8PLWePuDj77vlVdemc/nFslae3Nvd2Nzc3d3d7fy//zif0hZP/j5eyeUcARkQYOEDfAzeJT4oxhPUUR3x3VNnM6TE36mHuot1JZfIYSrV68aY/qyef3e09ZNnpljbPwd0zQdjUbCAMzSbqrMEEIQks6PdzAYqGP+bDYry7JrlhVFAQB5ng8Gife+A4fOOaV2qwBVRLIsO3HihPoS1WquJgIAm5ubxhilf2u3VJHkcrnU7r61djov+/a5mg1TlmXXuUgS2+nkjUkV8ulMOEmS4TCPMe7t7c1msxi9ZnsMh8MzZ85IkLIsl8ul914ganaxAQwh1FWpM8Pog6CXGBkA8yzE6GMEATKGjBWkpS+RDCcENpV8UBlaBpzH4Mhw6xukhZYzFo3Vc0F6OoXoQ3NMkAEgHxsvceeMj02osqwLqJy1K+yuLxVZm/IsopeiA/x8TEMrOtYUYRCCo+W1HrUiwo2JzKrmbAoqbOg3aiF+jKCHK5MIjZsQQCFCkFgRewhBOHKsLQBC4BhAVDeEBIzAtjF9EmuSjiQpImAIiTKbNJMoZeJbq7zNuCxc2nCdqhAZiQmDsC8r9BEAAI1aNQgZRSzLWlfaLM0y/WoYyBhD1mBmUyJrE5s4a+1oPG6IPEmi5EFrraAhawBAA8OsOmzHWFSFcwRgQuTKl4gGDQGaU/fcG4RDFFUD6gCiqCudvrBa4YtACKH1hNdqsCuVERHi6stlEAQmFF+XK/sZFQuBiZHK+aJuQgLleLhA96Xf/Ui9U1BWXxWFRP1y93a8BDBtc0o9eEQEQgCHOuVDXNkd6ez5CARr3kA7iupfEzJ0nByK8F+R3KCdjD7w+y/ZteFdHlSyHve3gto9rNO/XojHG/wIbWOGuKXr9O7uRgKn878WCsK6k00LNqAJZ8fGW9h0I7XjoV5t5w8RUToqftTvr5uQAJGhBmo2Lr3KsexJAbVG6dNHWwUtE1FrP7Pic/aB2RHMCcd9QVpeawiBOdRVVVXVaDRS3iMiet+Qo5xzvq67QlbrJ1BJelskrmaJACDcOfkq9Dw26FtJEzsL5bZ2XgVfarY7s+aOr2IGj9TKipG1VNLo1i6+iYj0kNPdtv8KipoODw/r0uk5DQAuMfrxLXZEggAAFTOCaFIKrk4FXisKCQ2QCKqNXpo5AGDvDVlmXhTLEMJwOLz//vuvXH2zrHiY5b6slI3TfCJq2v4o4IPvGqgxxo5loKY75Nz01q1kMDx/8cGzZ8/+53++sLt7k0NI09R7v1gs6ro2agCE6Jwd5rnWNLoU58slAFiicrm8fv36zZtEgHme53k+GA62Nja79q3qqkIICvwWi8Xh4eHe3t50Oi2KQrvReZ4j4v7+/mw2G2V5EHBIiIZjBILEWiHgIACRAyMZIWPSDLxla1+/dasQvHd7J0uHRuDkBr66WJjhkIXFEscYQbYnWyk6CD9tqfsThHe/EwDWn/mvWhvt48cGr8M7s+68kxMMoxEAow0IxXKEzbYC0shSUEA56ggk2JKrG+TX9dR69NGm+HEuDSGUZZmmqe5Ow+GwqqozZ87EGD/2sY9p2tsnPvGJ55577hvf+PrTTz998+ZNZn7iiSe+972XrU0Wi8WFCxe893t7l5977rnHHnvsfe9733PPPfeLv/iLAHz58uWzZ8+maeJ9nWWZGrpcunTpxIkT0+n0rbeuI+Ijjzyi//vaa68VRTGdThHxS1/60qVLl0aj0WOPPTaZTP7yL/+yLMtf+IVfeOCBB7a3t5U73d0+XatC5ypK7VZRTRMx5WzvuxRtPPVOgVXXmZnfLA6qUfLDG1e3pdrc3IwGNzYm9+6cwjqiCAG+9tpr5x57nKzZHU5okP7w+W+/vvt2JUEgMdwd+82LBj192m6mWTEImlG86oI6x501JcLP5MMYs1wu33rrLURkXuNZ6NnUidu7O3E0GjnnYmAAgwaTJLPWimAIAQzkeT6dTnd3d733GxsbepToCaiIqLuXlbvRfRdtNBEaY6qq8t6HEA4ODpbLJSJubWwg4mKxYObRaLS9va08ZJ3yHR4ezudzfXFN5hCsOmBf15X3XhttCjIVXei/IiIzKuRzzi0Wi93dm7NZMp1ODw4O2pQmq43dPM8BaDgZn+jOeh80uTdLUp1wLpdLtf6u63qxWLy1f6DtPJaGB+QFMc9YZFnVUSKjGMBgbbQ2A4IYOYQojdkmERF5IhuFO7KPfh+pS1tFWU1kU5cwc1EUhly7EQEh9eF9s9F1jB0RMgYNIWNszcbbe0GO7sYIevqrI4pZjQ3EgOK9pmA77vHIuD4VvJ18cR3+df0mSpEssEVOjTEus4QSY1VVWxtDjuBZah9JwDpwYMAQo1UfQTWDdc4ZZ2NsPTqbJntd+RqAitA0KV49kgAAIABJREFUsGqgmkOIQoTk0rKuITKgEZRQFHoLVMEnSWJcmk82B4PBeGMzz3O0xiWZMYaMI1InnWbzr+pa76MkHwhAXYc6eGOwZmkm3gAKPgFgMNqw1gKh9d55FgQiArLeexSGGKIAsxBJFBaJQGgckTT8SR+jhFjX2tjiboMVEaPhHESNRwaz6l2C97HX0NdueIwxYfFVxSE0KexNI0Dngu/OObI/67utB1jfFO1oQglix8sIwUNksKahDOsSIhRpshD7kozVZt7Xl6qBIjSqTh0INdxOWftx+26zKXB90Ce3m/h1HeM74UC8a83U8NZuK/CVu+G9taJqHTpqvcJHvDjXMXfHNWwyYtRXU4BbIkFr4dShplZ+ZsyaJwoiCRMRa/GN0NFsFNAcIQwo0GmCYiXqGl2tVGlzEYwhhfQsayUj93aT9b5C32y9ayT0WxH910HE2BqZ3Lam1DOgA0jWOWZeLBZFUcwbzOO1qZll2SDPu9tSKVUGoMc17Xo2zZXsUF/zd7DKbG132tWgknDlv9JNcbsRpQZLHB+trO6W1hiGlDjbI/wQkaoTOzzZkWT0yNRbVH9X52zhvWfAhjcijIhRxBhyOslZF5f2KbXqsGpBGEGbT3qt9Dl5ntdl+dGnn/7ud/NLly619dzKN6jL/OisVkWEfeikIxyjNaau6wfOPbDc2Dx9+vQjjzxy6tSpk9tbe3t7ZVmqxUhVlhcfq5Two+7JevxrmqJIrINv/OK8r4pyuVxUVbW/v18WxXxmulLDqYyYRE2cjTGJtTvb2ye2tnR3U9TnnMuyTNHg1atXvfd5nhtjDqZTLVzqssrTlJkFOcZYSa1uVyzxIGI4mCbpaCMfikhiXWrNkj0jIaaRmYi2t7cdEAeO5seler6Did87zDm4e1Xd/+rv9IfOWvC4GO9dcUrvFPMAKx01qyZB4ZppdlXuPb3DftCoWValEqIoHMT+NLsbl2mmnC5IXcyaBLW5uXnq1CkAUJHJxYsXH3roQfXQf/311xV0ff3rX//0pz+tdfB0Oj179qxWmbPZbDKZ/P3f/93ly5c/+tGPvv76jz7xiY8fHh7GGO+///7RaKQc6Ucffe9sNnvve9+rTf2///u/f/HFF69fv/7kk0/evHnz/vvvf+aZZ774xS8CwD/90z/9yq/8yte+9rVHH330woULly5duueeex5++OETJ0585zvfiTF+4AMf6BOzldSwyiv3QZtoXROKej3do4vN0OFizvv2xnSfrL3n3tOvXXnz8vW3siTd2djm2k8mk+2NTe99yAYvTa/7lDbOnExMXoWYigHt9OnvbSFf7A7idqLVTXh0g+qziFeqb6KfBZjHMVLLL9Bt8MaNGzdv3lxRRdriWKkr3VmpF4rADAYja22gGOvYPTmE4H1Ei4ioYzHti+l61sJa+cC6FccYq6ro1Af9R1nWWZaPxxtVVe3vH+qJiTjN8zzJMp14lMtlk1gLcHN399burv4vGqNPSBKjJ44WsppAOJlMulZdjF49e0SkKMqdnR09xAeDAQDfunWrruvRaNSKMmq9XCEEZuXhGyU5e+OZGRAjUpLlg8l4B1Fvh6IoDg8PH9naTtPUOOe91wlhmiQgAkKzcjkryht7u7OqnGxvP3nPKdqd6zkSOHbNwUqTohST60Hcspc3NzeTJFksFkVRAQsROWO1QW9WwX0iIoFj523eFXVENoQQOBLaNiaLW59kd3TCs16UR2W3trMU6Tum9Jif3HLkm3/SsUEr7+1VYtTrv68xiQZ5mmdJajVNEY0xAqKFkLEAQmDISAKEaCwRzarIUWKMOhOsK4GqtoljhhCj976O3JVqkqTGBGttFCwrX5YlWZdkhGitS7IsS/NBxwoFZ9I0zfM8y4fGGCAktGDIWssCMcYIqBHoWqCmaRbrugo+VDU5G1GAbOE9EYkxNsuIyCauIZmDDUIQQcCiYRYJLBJ9UVXNSm4sTIiAyDaOpgysoMU6ImOXi1LPUkvEALHpuwEGLwBqiBJi1GNUb4MQGrdFoYbfa4SUlAedzqFns/lT5vV15JGuOj3iht1RY7r9GRFrfWMRRRUErKpQ7fcJHp/ZdUwbrV1hfXHq+Cb2mr+4+oz2v+Gu/a58kI5CPlyb13ZXiu9e+R2jTjWBSM1ZKyJaKzEBanQpNZWPogXRPavPDFSr5e5rWB26x7cYXEn1qPVQWZ3QLTmTOkNihO6saiSq7fjOoO3TVxoPzBbJ3EnouBoA9ocGcNQNopvndMH0IKJ9R19q57JWfOucO3PmTJqmiXN6/sUYAQRZunNoLRER8Pi90fOfOF7FrrMy+k64TWG7Isv1GZ6tR5OsLrhprlIHffX87iNPbfIpKkvTlEO9XC6NMcPhUIRDCKYXy2EQiMiqs/RqH5E2yxC7eb02IFAgy7IQ6ipGa60g1iG4xOSjnITqstze3vzIRz5y+vTp7373u/v7u40tLWIPToq2J6BlKDXhy3VdVxUA5IPBzz311GQyGY1GADCbzfIkue+++5xzZVn6us6yTP/JwAo9xh7CB5JGiUcGEb2vld+rS6suSiXpqXalKBd1Xb/99ttaD+kC8N5rMoHucRsbG8PhMMuyBx58SBlHJLBYLNStbj6fHx4cdEEdTclVVlVVzQBDHS7v7so2bm1sLqe7kX30jInTpnCSJCd37jHGAcT4biy43tUo7129YJ8HcsQ5s5NZNjvGMV/NO0327i4dvMuLdIRMZS30gqO0sQUt812jj9XfhVHDkQn7uHDNaAoBAOqy2tzcVKVcmqZFUXT56fP5XKcNWZYpODQG1V7o1KnTdV0/+OBDW1tb0+k0z/MbN27MZrNz5+7f3Nx84403zp07d+3atTd+9PqlS5eG+eDkyZ1v/vu/37x5U0QeffTREydOPPTQQ4cHB3k23NrY3Nk+gUSA8Gu/9mtqvvLUU0/de++9zz333P7+/vPPP6+GLk8//fSzzz778ssv//zP//ylS5e+8pWvfOITnxgMBl//+tezLJtOp5ppTkQnT57UT9GFvDUT9RDIGiKjIsDV5tP60QOBiPz2kz+/tV++8vrrh4vlgT98a7aclst8PNIUuJ2dnfece8/3376cZVnAUNW1tXZ7e9uAdoXWep3Y01C0udSy9pZahkjn27mSdjD/zLA7mzurE3C+9tprym8kWivEsyxLs0R6Oc2qmrbWDvKht96jehiaVg8WykV9eHioalVtYSipUnuIKsBTIV9ZlklilXa7WCxWvH3m4XCY53mWZdrR0K9sb2/POacIsKqq6XSqrUZjzP7+flmW+lL6u0IIMa707SpSVQaKnrCduVpVVTHGyWSSJIkxJoS6O6b1EunzEc14PBqNBnWtB5266ps0ddYmIdSBY1lXdfBKfzVkqshi7HhruwySjrKt7e1sOEDEwD74mLgkTVMybumr557/jxdf/t6ZU/e+/wMfwMN5URSqBdBR4Wwx1+sQg9Sx+XTaHb7v7P333Xff1tZWWZaHh4fLsq7ruiHTAnrvm4vPonZNYKjbSxvTbxRETIyNgnp3GNBkK0ABhjUqEPXwud5tURoLl05CL/10eWWNrfDeKo5CdffYyBH7kQ/t7wLsoPXGKB+NRnmWikjwVawjAJB1DEDWGZ1RR/GRo68ZMKKr2ZeVZ2HdBxhhuXcgACIopP7q1qa5McYbR8a4NB2l6QSJmdMsHw6HWydOWmttkkaWZVE2nsDURGQhkWcJdUBkcon4KqgLAYgO6IgcEFTMTITWlXWEEI0xYIgDikAUZuEQYmg9CIxJV/VJ06uKIQRoaVZJOyQHAPbKK1E+VFOxCbMlIGDgEIKoma1+0RxCXyvBIoBqqCMGhEjIksqRRLCcFcqcbdv77QNF3rHv95G4pl5ysuj078i5f9t5zMpyAkk0ryEyEoIQIIsoszAKmBYsNlnWR16fsVt6KzohixybeSCL/LdDfavIiztAlCNQDW8H+eQuU0SA47GGXcBDTxHXOTqibY/Y5r6WSALAQtINmlY9b3XsgXZApwwqpYN26+rIClBnlFZUxke+p77MTCWK2JsMEFEf9VlYQaAOqulp1Ad1Xa5Hdw51guDVulxvSHTDtHYi0WTFDofDJEk4y733y+V8uVzqfn3lypUsy/I8T5NETzIihLjKFeyopCLCskZcVhP/FSdNOuvdlrgsvIr3aZ1sumFdhwW7sIcj1bDq+o4G5rRFkrUG1zcDldPoYeicU6dNHVuRs5pL0V5wacItrLUEoowRAh3nRm6SiJp7FbhlgwkasohK0Aqxppg0o2bCxaIYDocXLlx468rVt69ddUkCx+Jipc1ypNaXNYZgjNnY3BwMBg8+8J7777+/kQCR2RxPZrND55w1xhDNO08CHxq2qu2RYEQQMUZP0BT6zrnEWR3sGGMsgmw20lM9kkOstYmr1Scizufz6XSqUij1l5vP51evXq2qioGUxhyqGhEHeW6txZYWol4L2jQpy3KxWGCRpoZYSLJ8sLWZSmkWNUS2hMKRox+ONnd2dpBsZAGI/1X0zuMg6h3mnh/pthwfwh/nZB4ZDMJd7WeOG3Xc1ptxVQ13d1bD26ROGd9MyJUWL0bp6CggqGePkKw8nNvx+xptSWduWo3pAMoYo+Yoem8eHBwodU0Hy9Pp1FqbJJmInD59+pd+6Zf0FnjjjTdOnjx5cHCQZdlLL720u3vz8uU3qqra2dm5cuXKey8+9vLL31cjihdeeGFzc3NjY+OP//iPP/2pX/rwhz/8/PPPZ1l28fH3nTp1SlFlXddpmn7wgx986qmnnn32WRH5whe+8NWvfnW5XG5tbV26dGk2m129enV3d/fZZ5/9jd/4DSL6wz/8w9/93d+9evXqzs7O+9///jRNF4vFI488omMHY0ye58ZZxXtHpUFa2SASICA9TTtPf+Z3vn/l0vXF4S2//OHbb126ee1WNZ+H+ureLiXure/8BxhKRsNT957eMll01fZoggBOL3XNkDSkBuphP1ln3XccQp07dW9GWzOd2O9nAvW1t083BX3llVf6HIrusMiyTPunLVoG5qbNqteQhEREdX1K9LDBEsF8Pr927ap2tfI8T9M0hDAajYbD3BhTFItms0KcTCaaG7FYLMbj8alTp4bD4e7u7mw2Wy6XeZ5vb2/r+eV9WhSF9zFJANHk+TBJIgBMp9Oq8gDEDFVVQZPZGGOsu2/fmOY80rfUNsua7SVN05MnT06n0xAiAOgCVhcZBcONNMvqEeQs+hoa1UN7zhIhWoPe+2UofR2BpgCQpm4wGAzQTW/u3bh6LQpnw8HG5ubGxsY4H/qy8n4ZhMUHKD16b6IkSYoClkzMB8xcbWyUZem9H4yGIQRfR+0eFnUz//FVPZ/OxhuT++67b5CP6rqezWZV8MygCoLK18zs61BV1XQ+a4af0PB4fR1rX6PW+q0XnaLKLBt0CWa3Gfq1uysDUEvGA8L+AGfN96V1aFmn+WmeluJB6W5fEiKDaZoOBoM8zwcDTrLMuISZETCE0Oy0xjCaIFyGuvLBxxhYmHlWl42BUJJZa22aOedOnE7QkDEOjXEuTZIkyVLnnM2HmkbYNAsYEBGM9QAMpJQyRmoYbUghhLooqxB1IRmbUKhs4gCtGOky2qHxgBAyzlgE9DFGBkSGNhx8bWAAQItl1a20BplwJBABUacGBpA2uIuQCQkBIwhrNpr33vtQh6a0C7GP+rLEtkUsqkKLOVhr1Xo3CgtHrpmb37uaLPXpuG2Ceo9rAz8+vUExXo/tSX0t0u3lfO2RbQ1ag4AmSZq+tY/RIHnWVIPYcHEoatpaWy+2Rci6vX+Lg1YmkWtLmhAZheVde3i2l2OFmWRFgPwvgnw/nfr8ti7nt5Vd3klvs8JaiNQzkFTRFwhCZJ1cdQewadMSOi6fVboIIumwvisI1q3YtYe02l7lKM0A1hRu0lmG9FRAa2v0aOCSgBbf/ZfSVzadi2YLePrM4f476f6gxlDM7D1wjABQVVWapoPRmJkPDkgThJRkorW+c25rc9MYk6ZJBAG9SyGiReo8OUNccW90Pi6r/nRL1+ypEFv7nL4lV5dDZYxRerc+usDrHhJe1dYifERD2JVu2OP9xxC0qE2SxGCWJIkq7AeDQU+HGUUaFbh11KBBYBQ0TWOGpRNHwUo8yRy0PC3LcrGc6SZS17UvSv1e9vf3U5dkebK1vT2fz6UhwrQMLlghtE4LCiI7Ozvvec973nPugZMnTxZFYYyByCZNiejkyXumB4cqVVL+aghB7VvKsqwKQFozk9S317AjkFxi1TzAIulmDADWmCxNh4PBdH6oaK2Tp3Ytg44Qu1wulQu0qGpnbFVV1bLQBVjMF/P5HCJ3PXIfAhhi5mVZjG1KSWIIS4PXFgfBYgQxBi2ZGCOxJEmSj4aBoAa2P+nI7h3aeL7zx3Egd6TjcLxxeJdfdKR3+E48Znrs+qA5xYim22hQAIGUrIQ68QWDQNpxhGOptb1Z3xo7QwmZSk7WEDmtSpMkqetaRLa3t9VgULsGSZKoBYXKdZRHYIx57LHHlNylHavr168bY375lz77zW9+8ytf+corL7/y3e9+d2NjQwWEZVn+yZ/8iYi89NJL73//+8+cOfOf//mfy7L413/9189//vMf+chHoE1ciDF+7nOf0wW/sbHxmc985lvf+taXvvSlz33uc+9///sfeuihW7du7ezsXL161Vr74osv7uzshBBeeuml2Wx2+fLlP/iDP7h06dKXv/zl0Wj02c9+9sKFC3hMztHxLLqW1g67qq5/4f4LC+AFxNnj4crs1l5V7pbzqwe3nv3Wf+wHmRYlM7y+//LOXnX/ePuhrZMJNMQmsKQ0gSOQLwJwm9dnWonBkbNs1Thv4yh+RoAfx9g6W0BVVZcvX9YLBevOSZ3rJmBo92Y16LGISGSVFahOV3qdJ9mkU99VVaUjOGW/j8fj8XisQyct6NXnebFYzGYzHS1qUkKe53X70CzsvuhIuZp6KM/n8+Vyqbx33TkVfNZ1HWPVdCSNyfNUf6pJ82Nm5uVyLiKj0UiXsXbfjDGj0UiR1Xg81ilxd2qoWwwGAAA0FCF6vVbWWGt9my+1WCzq4JXtwgwTyiyAE6wrf7Dc3b3xtgKMzcnWaDKejDfr+cIwUxUWu7vgEkM0nozyrNGN13VdB5/neePDH0HnmQpii7pSWLi/uzd3szwfTiaT5gPmed6muimWq2Psrokxpo5hMS/m87lLkyTJVIlQFMXhbLZYLA4OpswsUbiBbILrILBf0zd6XTmqrF5BvtvLBwRu464MIkJodfcbDoeln4Wlr5xSzKwX0aC8svJCKEBB2Fg3HG9uDMdJklA2stYOh8MkzUREyZloLBAhGgbhKFrlE9npchFBvGcfmUySDVJEE0Kog5coXhrzWnW7cWiILFrBAIhAxsYYl8syG+TGGLKu209aUhVGrxWdEBnUYky7z0TWml5ZEgZp0s0h1DwJEYRQi2JmppZKLSJq4u29L33dVRHMnCQZxwghCjOxGES0BgAs9RU94INIDABCZBHVtLqtkRiq6GP0wFGaVJwjZ6gqphviBr8ToNEDfmtHOcvdy4aWkwxpYols7T1UNSLGWIMQAwhEQNN6gEYAg72G/xHaW1/1J8xdVGA77mqmIfa4+cxdcNeqdO43fVfEteZXU09BcvsXXGU9rU+9bqf8kzt4eLaFRs/0H3q5GessWDke435X8Ok1ZFwxCQJKU7MSoCFwZBwZNI0dXpTeB9EUOGi2HotEIHqj61i/Y952EuQunBAbF9f1iVzrnUAAIJGQ1NR4VfP1WCtH7DG7V1JuklnJ5pQDg0eYlh35kJmFozaPV/o6RD0YNIbeWNudmnpbTiaTwWAwn8+1zakd0KIo9vf3jTFbW5vW2sQlAKCRsjYxTTZgNwhFJEIiQpZ+fIVqbftLVH1rjDHCUc33tMHZdCh7Fi/dR17ZPQFr5UdEdiW3bC5gWZVNRLuznZoREdW0nVkbUrEjEXW3bozCzMpsKavl3sHefDoriqV+kLIsrXWdhYC6HTZAOrEdrdRa6oINNF9RT7XFYjEYDAaDgX7qsiw0eUkLDp2h6WdU6FtX1XA4fPzxxy2Z+Xyun12NRq21e3t7zlhhUX/ORpEIjeUpQWM+5L3XWY2qhgCAI5fLIkldnuck4NsQDmoTO5g5cRlHEIOJy9iwqrzSJO/Yszp+0bO8ljgYDAzSYjqrq8oYs5zNr1+/rvPhOobFchljDMJFVdZ1baOBEEz0UerD6L0RsYgRHELwgavq/vvuzQZ5hRws2iC33QHuDpN+AgIn3M5M5bZS/iO/iHouzwBw96i9I6O8ljgNK31se6Y2fO92vLPG00aOMRiTgKiYwwKyCAIwNUcgARCIIUoBkGFOSI0cxZq+HniN2QIoCGmavvrqq9/+9rcnk8nFixfn8/kjjzyik6huEtiNN3UqtVgsdA/R6jlNUy3OOl7i9va2SpIk8ic/+clHHnnkypXLD55/z6lTp/75n/95uVyePXu2LMu9vb2bN3Y3NjYUuT3++OM3b9784Q9/eHh4eHBwcP78eb2FNzY2dnd3L168eOHCBSJ6+umnL1y4sLW19corrzDz+973vi9/+cvj8fi3fuu3vvrVr372s5995plnrLVvv/32cDh8/fXXH3744fvvv//SpUtqS6P3jgr/9M/KZO4wrYh4ApMny+BT6yzQCNy947PF2CPY2X3Vbzz8wVms39q/9fre22/t3lzSWx947H0Pb5/OAZwmitnejKA97xEBUBgkaYHc8Wz6I7XFz4ioTxelhijq5rxYLH7wgx+0Z24TIYOI3vvJZEIE3jdOg97HEMLJE6cG+VBNreoQd3d3RbCNd+eJnagT8mKxsNaOx2PtcFVVtbe39+abb+peurGxMRqNNBrk1q1bt27dStN0Z2eHiBQB6kP1q3pTKPu9YTeIqF/03t5ep/PXN6DNEWMMM+hWr69T17WuwDzPdUFqIIQuQg0dUX/aLpJ3uVzqj3ROZvp7EzBau3PXlvWhrJoAABG0NjHGCYL30fsFoSdrjKNRlgZM1EWzrmtfl3VhCmO5riwIhJA513nAHMgeOZu4dDAYDPMBWZMkyWw2m00PfAwxyHA4PHnypF5JhZrLSsd1Ic9zFqkqr1/xbNng6rKqq6pSWwsiGtgsc9mJEycULUh75urpX1dhtlzs7u7evHlzOp9VVRUiI0sQttYiNJ0Uay3qzNwl0KPlMzN0TpLr0lC9pIrnY2Ruogibd8Uso83xMB8ohC7LEgCNoQgmc1mWpMMksdaioTRNkSw5a11KzhqXkKZvozHGeB8CizGGAX0dGASYGATRMAoLRy/MdeGDMSZJ8ywfAjVaUHSJM7asahQEpGVZIKIxlsgysyNncxuYQwgcxBijJFVHxnsPhoqiUO4x++Ccc2mm9NoQvMpb6ro2rbmUlhAxRmsbi/Lg62awzswxFkXRhv5Blwu/qEpd5yACMQoIkU2sA46JMeSchNg8uXEuiZ0YB8GgSPCVoTz4CgAEaE0HxGIQxRh9uhgDiBGkRROoJXsjl5Oj/dZ1DtpaOEd/cthHMv36vInmblygXGfhwRwIMc9SBLLWRmFfR89RhEEnGe0UR8dLHAK2/b4uMUI7EALqBCP9t9dOnsAemXIcb2Mca6M1lwZZANqIc2n5liwrdxm5myzyxyLMd9zWk+5TNVne7RSee7+FeiPX22J3/XJXjXPtXmvKJ6C2WtUmRKVcjQO6errYHoHKGBLND8XW53OVMC/NL1ljAiCsdH36zfZZWx2Akd6a6kvgWnCKIkLtNrQq8ppYGAXIa0tQ+R5w1MMBjpSha0a0K226GupK0yuNTdKdMqeTJDk4ONA6T0+g/f39siyGw+HOzk5qXZZlul83K37NYVU/CGqbtoP3iNJ5o0F7A4cQOAbdMtThuiGjcuzfos32sQLD3NXKXddKei47jXUnN3A0xuhawQBzF3KN2j1VR8qqKpxzo9GoLMsrV9+8cePG5cuXYwyJWd1iRcuet3YFUI1VQWYDnbqDnJnH+WAymShfrqqKsiyTJBkOh9YabdbGGIuiKMslEUEEtTDVQkdRt6r1Ok5LUVda8Tinm55RP/EmemFZbG5uMnOUGGLTz9O6QTdiEanrKoYYOVRVlSepqkeMMakeVFo6tHIaPTI7VKn9105pqeqXWqIzlpnNBLVjkifpYDA4ceKEc66OYblc+hA8x7KuYoxQE0aP4mOsqnp+Ze9aPd1FMjFGw2CRNkZjY20QjpYwynEm/U9M9fyJseLdB3fv3Cn0Tntyf9Z0VODa8wVt2goSjRqRCDFS83wS45A5SmQAMpSidaJGxcYIQGSGyGpSpXOAXiDOasOvqmpzc/P06dMvvfTSN7/5zYcffng6nV67du3BBx988skn9/f3Nzc3tYYry1JvHHWR1VmKEoP7I6neTQcokCTJ2bNnz507Gzlkea7jvs3Nzel0+o1vfGPnxCkA+Ld/+7dz585py+nnfu7nrl69evPmzQ9/+MPPPPPMuXPnfvSjH/3whz+8cuXKr/7qrypBXZPcL168qBHtFy5cUCyapul73/ve73znO8vl8oknnvj2t799eHj46quv/uhHP/riF7945syZzjBZ4as2nrRFoiwATQTdl8pZl1onABxDymiRxuQgwoloyW5XxMWpE/H+i/vV0n3KDDAdAJHqFQgWvkpdKsIWNF4aQAQsGkSGn1Fbzh97v3XMFGY+PDzU/fAIxabbaaUj4bSRxzFGa5PZbFYXJZFNEmstOZeOx+MujFRr+ul0qj3NEydOqP6zLEulWSrPReNDz5w5o7vfYrFQgqWO5hTM6MrR+WEnxW+NVTpqm29048a07R7qM5j0ybp0NRNiY2OsVJTlcolourOsb0zdhRl0fSIiCkXz3lqXRVJLDeYqdPizNQg1xszKKVlD1pI8sFC4AAAgAElEQVQ14NBam2Rpmjmta6OECNFYKyTLcgFedJRnjMkQbYoqhiSiJEuzLNve3p5Op1evXl0Wc/92dTjdH+Qj3RxCCIxgjFPqivdVUVTOuY3ROHPJYrHwIar7i2r/XJrUdSga4WWhc0VBUFZ2kiTbzo3ygcqJD2fT2XyhDmelr33dOIIAN2odjk0ud3fRdD5mrXXGCja2nJ2wNnjPzCB6VRujXe/9iRMnTp8+MxzmOhAeDofj0VBXY2Ka/q8QImLtg5bxDMQgUbAWFhZjjI8QGDQFiSP4GIxxRMRA3vuy9sqtAIB8mAEAA4oAMgsaNMYCRJYUEAA8i3YcRCTWodGYETRpYYlBa7RIAGFLxlmXDIxNnPc+zVJm5hgItUJueFVJa4xpwTJzvVxoV0IdntXAthMh53leF00Xu6HLIebGaD1giHRUEGP0VZm6RLuSoMIgQIiCzFFN+JS+hUxkMpegMIhqLxkEqS2v+1SpI8O9I39PAoL2yLH7k2Wf3jbgQWXarTFE44MZIWqirjEmgkRhlAhoG+LNndmRXV78CtX0jCQ6UwyrHiTqS9n/LxIi3MaHVNaBVp8Y3ZnF/1iq521b4P2sw3dIB+355PbmfizqLU6d5G6dmkutH+cRUNrNgDvs0UA+ESJgANuTegURC0QAhMTcNLPpiMsTNJTFDjECQIyh75zJzE0qS+uBfrS260XAgwggA2BnAtHZOR4dxnZjribaTo5f9iYwZ2280HsFkDvx3GJUehFwS+FTNqOmvKt8azKZFL07uarrqiqV87m9sTkaD3SXCSGgQMfwRMQQRdsHHTmzZSiFzqnSEqyMRtqjei1/vBczqK3TlV63zQS80xyma392Q4kj4FCVh93zOxyowU3Xr1+/cvkNdcQeDHKbJrrHaR9XXW068MPMSFKWJbWJ2F2Nzsyz/YPZbKZ+OeqPmg8G1hjnrDJbRKSqCsXGJJRlmZYdxpiltQcHB88//7wOzbY3tzp/OT20ACAyL5ZLYdbnOOdms0N9D845BGBmld0jimpgrHOEFGLj1UbthL4sy8Q5hYiK9NRIQMt6bQ1ojJV+QBWaikhGlpk731H1/1AxTAghxKDymxxR55ziiZAtMYiflbPry73Kh8zZ6AMKqIFnktq5MBqrur7jy/gdtpnuEpAAd45Bv+30706DwXceBnj8/Dh+9hwZwfVN5JuUF0SLgYxTizAkZGaGaA0FCagqfTJGDDPH6DliYtQpm/QL6srivhGZWksDgDE4Ho+Xy6Xql3TyNhwOX3zxxTNnzjzzzDMf//jH33777aeeekqHFd7X1lq1OlRN6RG8h4idExWHpuolQ1UdgveTyWQ4HOaDwXA4/OQnP2lN4pLkwQcf3Nra+ou/+IuDg4Pf+Z3fOX/+/JUrV5555pmPfOQjRPTII4/s7+8rMOuC+NQrX3/vqVOnjDEnT548e/YsAPze7/3eW2+99dhjj33nO9+5efPmM8888+STT44mY5XuaQXWgWrdUZu6LbJBWiwWb15789FHH7VGYvC5sQYJBKCWxh+vDGlqbeUZzWY6igDFYp4kKQEGjjZNnUubAl+l1k3uzUrm9z8fR+9uZiRSXCEi165dU2ajHoldH0HNhLW126E+XQxFUYxGTrmdxggAF0Wh22aSJ8xSlktmHgzyJLGa1jAaDYhIN+r5fKqgLkbR/fDee+/VoNTlchnb4YaSOPSZABACe+9DaBywdJYCQEqzENHYCY6xaWV6XynhU9uF+gfl6usirOsa2sh4vRoAoC3WrhmktXiXWskMy2WZcns2IYIFanlxdQjQhuRFjsrXAIBhmlBUMVHNAQDALA0AJMa6LEXEwteReFkvr928PrZDPQq14ZJlmcvSpicb2Tg7HA4nk0me5977nZ2d5o0Jzufz3d3dxWIRAdWZpvMR1RbS9vb2iXvu0TFUmqZ1XU+nU+fi6dOnl8ulRvw1CRPMzDyfL4216la9tbXVze72Dw/KspzNFvP5XL9c5eJWPhIgIdWhoUGF2ts0afmKkQH7AfTNnBC0udzUDBsbGxpMmiQJUdMVpTRHIiEKxkREYZQoImyTBIQYgUFYIAiLkIioVbUY60MNUUySDt1wuSiLSq14wBiTZpnWn0niuoSDFctPxIfGBUBiREx0zJuqMXjj40VqJUoGgQMBJ5iwhRg8M5NYA5A1nV8WBI3ejTESQWfhptbuuuCr1qtzLZkWAAJZiGiguT0BjKHAFDlGiWiAUNcAE3OoaiIybV4ZctRXJIPGEAgGjsiMBIlzvo4ijAKIpsMpmpQo3MCG1tlS9ZvHSDcAfdTUNxw5HgbwTmSAR+0klLKJLKyUmahDOkMGBQGiiAEGBhGIjVysG6et80t7s6Wj/a8jD3vEUnL1A/b24m/qHL7bECHq2a90H7rJPKC7CWOOQr53K5WRVhbVZbKzdEo7Xoeeguu2Lyv2q/qEHLXHiJrepx+LUKRhzAMLNml/LZ8KieG4pkIUe6piFYkI2gByMGspokd6C+vyDGU8rvC2sKZFdETnLvaguX1kFVHa6Nn6eGwts06O6PvbHJqWUYmr8PcezZIUNogw4cpDDJscJOn6lDpEms/nZVmqpIFjULFfWZbpnhmNRltbW2maqmn7So6IrMBKsYGeMErL7KQyHUo1xiCIHt63NcfvYGq312iExG3VUy1UbumgsoJhoa5WOYfQ9FZFJE2djtqyLCuK4vLly9euXS2WSw19CsHHGPU8NsaEqlYZYeeOowFHeiv17Rybd2VQ28YA3EbhEaB0Y1mRSJRr9xcA0kHKzICcZltbvFEUxauv/oCIzpw5kzibODcajdI0NQYNNNdWqxnnnEhElHSQV8tCu84r1ycUlfYpMtTrbIyZz+ck0PGTddDR5Ac5pyWFvnhneNDhkC66ve89iEQhhMrXSZ6RayKGRcQ2XwkgETu0ZJ0RQy5SJDJoqNHco6ipujPWxIqF361o+ceiu7vPAO8C9uCdhbn/WDSIt1Nv34kd2re37eykDcQksT56JCRjBYEsgRNAEAyR0EfPsQJx1uZJPoh1kHZTYogYgBn68KyDfHrD/u3f/u0PfvCDz3/+89/73veSJHnooYdeeumlkydPJkkyHo//9E//dGdnp6qqT33qU95H7b5vb2+rtE9XQpNh05zEK621OoCrzjPLc72zBEDLstP33gtAVVV96jOfnk6naZ7pbvMP//APt27d+uhHP/rqq6+eP3/+X/7lXw4ODj796U/rUE5b9UrL1PWmAyLdHkVErWIQ8dy5cxcvXtzZ2bl+/fobb7xx4cKFNEkjxn5iktY62sPyITjn/vzP//yxcw/+X89+68mfe+r0fWeuTQ93Tp2y1g5Ho3JeWGvtwNVFlQxT74MwmhgnSYbGQogmSStfFxzSNBMAo13F1tVYWmbL/4R5t20Jd7PuN954oyzLvnZOD7Usy5XF0GTqNMcoIVBd11euXEnTfJjlXZi7qlUX5ULHRMvlUsPZ67qeTCZqxTkej0+fPj0ej3XScnAwPTg4ePvtt5UhrLJwJVB0600pD8w8my10YtwMtdrDrluQnU2L/v1oNOpMemL0yi5WVKP3UVEsumFg5/fTHoKNmX4XcBdCc4+HEDKTHLGUI0QADmHFnVHmjV7MqZJNDAEhI2u4giGKwuyRnAVL6GyNsgiVC0a7hIvFIs/zwWCQDQdJkoBgkiSavqdoEAB2d3e1PMjznLlJonfOmSQ9PDzUFuFiWXagYrK5labp1tZWmjdh9GlqnHPj8f/D3pv+WnZd94Frrb33Ge70xhpYVZxJiaRJmXJsw5YlRWYsKbIRo+EBaQRB0AiMhjvp7k/50v9E+msa7sFGO7ZhJIjccWTDao9hmMi2bE00DYmTyCJrfsOdzrD3Xqs/rHP2Pe+9qiJp2bHTyPtAFN9w77ln2Hv91voN0zwrGeHg4OD4+FhnqoXLnHNgyHsvtTTMwgyID1y4CIRtGxaLhYLzqqoWi0XVeJ0ELpdrQNSQz7ZtW+jOYeYyIgoctY3bwz8JMSCa0WQ8m82m0+lsa2YzZ5xFxMChXjeWN8Z7hDZFhRkfddYnhAgGeh8GY03tW2YuxiMA0lU0RTU4l+mGq7dB3VYnigqWwJGZk5TcIBIBszAZ1FQQZrLGWiSjbt5eR3OZNY5M5GAQnUFnXL1e6jK7Xi6apiEigQgAzrm2qrQBrRNOAAix3bi5EIF0Foahrq0xRV4QUd00PkYQkBgJAAW5DXXrVY2gFgARQDf+zQ3KQmQJCRC6F2XgqBb3fTOnb+3g0IjkhDmZ8N2mVvfacL+TouLsbs4xiCgSZmEA6jioDBI8CjN23s3dUARYQFR2eDo0HDejq9PVhf6WNUinWKfdIMj7u5YgJ73bJHEjQdI3BBMIFLibUq8jmOLpGeJf0A9GvTRPiP9SZDwOiKlDANxBh56dKhs02Nc3XWbgwHOSlfdLnXE+MrMwB4A+vBd7IzUEiSICkbHndKbBkaK4NNIxxiB06n8FAMMufkJi/akVlo5sP2xLpH8nNLjJ/urxWL92b76coftMJFKK/RCKJF4yAFpjerOmDvkPx3FkzJhIXRzUugOgi21wzqHE1Wq1Xq+dc+fPny/LMoHeyB4RrTlhUUBExmSDNIuwERwOozL60ygxpFtXlx790r6mMmQUmegEdkh6cb1PNwzcfVK5AAMLUPVA0438+vXr77777p07d5qmIqK6qjiGzhuTua5r5pjbbFiRMzNABNERSrfsJ5sBl1nf+BACS+yeKQQ1A9UlWFsZSozxrbdGsyIgK3NEtGS2trqJWeR47fq7AEBIWeaIDCE2Tb29tbW/v++svXN4e7FYcIx7u7sAgBaJkWP0PiQN6mq9FhFnrTEmy5xasyIigXBfqWh3OYaQAjySOa3CYO18a2Wj/+YQM2WJMKO11jkWiczan67rmgQyMlmWARpErC0YEPGe2cuqbo5XRoyQEQtN24ym493dbQtSAoa2vQdtAz7o8i13MWd7DyHfXRf39zP3e59E0Hu9+PCY0yIzPHLPEWJsvBjLGDw4shkcN8eH85tCISvsaDQuxxNDwoAtxrwjOAB1DREiBkFGMNhz5zssIljX9cc//vHv/d7vVfsfa+18Pr958+ZDDz30R3/0R8fHx9PpdDwe37x587XXXvv1X/8CEZ0/f/4nf/InrbUxBmNo0Io63ZTRCjX1I5IvaIyxLMuqqvK8UzRNp1P1gyGiH//xH1+tVru7u1qjHxwcPPfcc7u7u3oTOuc0t62b5PQiqO6G7OelIrKzs4OIzz//fAhBme09jRy0J5iYGdAFhdFytXrwwQffev2N2vt//r/+8//uv/+ZbDz6wh/8znRr60Mf/tBbb7315htvfuwHf+jZp56++uevX7l82TqXF84EoRiJBTxnaFye1TGAoaAW5P0O3JFZ/uvX2SeCSJj1Rmqa5k/+5E8GtGHp5w9ROQjadyNCBYOTyXRnZ2c22y4KD4DKvNKGW13XIXrjrFa3epPopMhaqzK84+NjRXG98txsb++W5TjtIOrp1TRt8p2u607RZKzNnUvq0ETmXK/Xxlpj7ZCbs8lqMibLsjyfpYGz0kGJyDmTdOnaPhv0cDtNVN9hoRi7qKc8z2MMYgQNIaCaHYoIEyChj6wxccYal2U5oQjUMaAhMgY7Vyh0llQD1jaehNo2VL4tAkdAVZKnE1jXde1bESnLkXMZGdKrpip63dC7CZKxuqcUReFZVCRJRIBkrWvb9ujo6PrNW9zvHW3brtZr5XwCoSGXZRmIzCZT6ywZk6EDxMixaurVet16r00mZvYhOGPP759LU1Dn3Gpdt94DQBtilmV5nocYj4+P1W4HiUaTaVEUqsjgNjjnsjwzxvoQmjZocp1zmbXZ0fGxda4syyzPXZFRZrvcZkI1buhFRhtVEECQrrLGdd3orb6YH3MUUD8IkVHhnBuh4sBqqV4Slohj7GYRkZHQEQiQ975pPRAZaxXukkSXGZcZnSWFGH3b6p3mm7ppmqODW4G5aRo1cUTEGCTP87qpg29D2xZlziHGGFzXtPVslJyFWeYASu+9D4GDFwBAMsYaY+q6bdsWsSYyRMQ+tqEhm/eDOEZtZgdQbkVHxYJIPQeCCfrkBmBm0du+CT1pTISo+1GnicbeY3UTdJ5C8QTvQp3vlV93mVEh4ntz7c+MuIZdlehD27YgkNnMWNt52YMQoiUTiUMQoS5yrJvsSa/SG6QeqN3uySFdZ/KS3FQAerbx2YqBJd7VoCzhRyAEEVKzk5MMz80nxPdIST71+fkD5WudnGNucKahk1fxxCENaa+Dw8TTEkQ8NYJUiGwMohryEwOyaBfc+6CeRaAy644DyBaJDHUx7Rtz/01juCvOcDPvNkMTng5+t4kyKqzGkhtv9w1MZRYRN8wiH0Drbih3SgIU/CnfCMbhnFqGrjCbEPBB2m8KfqDOchPSx4zCbfDArH3NoiiWq0VT1QrwYpTMaPKbf/PNNx+58pBak2nG9xD9DtV0A7y6mWP0DZqTM5mNcQu4/msjcEIa3thD8uep5sYmO5HNhj6KCYiaLLPMfOPGjW9+85u3bt3SmWpd1845H1pEnC8XwJJlVqXqyujo8DmHlIKoE7N0LTJnXOuMcSEEZRM550ajkTOkwjkiEom6u2uoKxC0oSVERbMdLmWxNl+tVhSgyAtmbtoGADjEPM8vXLz44IMPxhjfvXr12rV3lsvlzVs3nLFp6uicGxWFOu/3o4wg3KHN8WhUlmWeu8CxWq+1GNL2uTZBEydQq42joyNt7qaCDBFza2JouzE1gjEGCZq20mxAkdi2HjiGLNMKDHcnFtAyUaCmZVz70hUtYItxHfxjjz+xf+E8Bi4BQhBv7off/mIg8P5J6++T2Hn2D+/6t/f5TRj4NN5rMHhWRYCIQFbACIIQtSFkecYWr717/Xf+/W+0vALjJ1uz/b2L+3sP7O1emE62L9JekY8ya0GTqxiEhDZgrxME68RP7bQvXLjQNM2jjz6q2rbv+77ve/XVV5OS6vj4+Ed+5Ed+9Vd/dXt7u65rJTt575lF77tkE316KTPEIAxCiI1vXZ5Z50IMRKYN3uWZjyHGqHmATVVvbW1VVaUWU0S0v7+/Wq1eeOEFANC8TegTzE+Z32g5ru7EWoWrBYU+F1mWresqxmiNZeFkqty9QsdQMmDMN7/61aOjo0Nszj988eLq0VfeeG333P5//A8v/fRP//TjVx7+w99/8b/5zOf+4Pd+/5f+j59/4NKli1cuPfX003Finv3QUzdeffOpK4+4coqA7Wqdj0c1BEECJCCNr2KULl7sO/cl+v8n8BNBxKtXr37rW9/S4LsuropZHxllLgCE4cOSuU7GvFgs67rOjB2Px0UxijE2bUVE9XKh1sdEpHjPWqtesuotqUYm2gIzJlfqgwpWFfCk7iT0nrdKN1VvW73fkjWr0uQ0T1WDTPXd8zxXG4zFYmGMmc0mSoBXYoXSI0NoE71FNbT6vvql0dWKBgFQi2ldw00vLtRlmVkLRwIRZ4yBjcwpgABC03iF0FnmDBJL4Da06xYAXOYsWUdZRrklZ8kdHx9pLKHyM02mJFtp23a5WqvfrzYEjbMXzp1XIGqtBUIio5O3YjxSW5eiKPI8axrfNE1RFJcvX9ZG5/HxsYicP3eOrMvzfDweI9mjo6N33nlnsVgoZrNgNeDAODsbT9AaQIrQOY1FBn1f3QeLoghRNE52tarUBqaqqq2trfG5c8pm39raKYrCK6Ku26Zp1ut1G4K1Ni/HeZ6jofW6ZpE2BuagII6FHXaml8qgF0ERiQIxBkJUMosuvSIsLGVRLpfLxWIxm822p9O+NWBCaOtq3SUu6GsBCppgSN0ouvJMSEd8mieJSDGiHu08tENDV51tamWu+aspISbGOJ1OXZmF4KtqNR2PWuSicMB2sWjrZpVZNyrVx9uLwehjXk5iDCDJyUECRb0Z2rZtfUDkPC+tdVE29go6/hWRwJ4DEBHDiYGHRI4xGsoGGl0SxBC7SR8jKV+JpbPBJwDCu2jk+pFWNwrqUNWw/4ib90X4jqR9qeYn7a2IIKfYbQCAKILdaNSYyFF4k/8hnd3MINhNjTRxyPaEe4jmrAzq46EHgB7BwDOlg5UMiZq4CfZlBAOnkca9yFFnDSe/c6+FYXgR3y3+AYfiPTwNLrtLiHcD6HriCDRHRZRai4iiPGRCAO7tg3ocAsLqlNVVLtCrJTdUzZ4zyRqXgp2/E5iNjfspNLIZuA0keXrTDKCRDEFjF94NoGiETsSndIkIp8rEjWVLn5SQuGFDv0ERDsymTwKEgQlYmjqORiMSUP3Mzs7OdDZZL1d1XY9GI+eMxKjOYwDwxhtvTCYTdXowFtPQshNjEKXvDGvcbtPi7lSk4RIiYt993wTrEenvAwAZTMz7FEuYAJ5qzBIy7+YJgwB3S5tby1r79ttvv/766wcHByGERHf03uvzSER5mSPK8WJumJLHV/Cee9TnnEt6DP1svkVjjA9q1hT14Fer1Xq9StG6ljrfdt0+67rq3OTqWgtWlcmVWW6t9T5U60Pda2OMofVZlh0fH9++fXs+nwtE33uIc4iJJhRCqOo1RDbGqpSCmYssN6bz4Tw8PESUPM8VzumOOx6Pp9OpTuqSn7j+aLFYqE+Gsua8934dojAARBBByLLMZhkzO2NMYay1ENkQZcaqk9jS+8xYZDHCFEKo6tC0kmchxhDj1vb2ZDLRRE0nEM5AoO/c0+X+Arz3//rvJ+vv/qrmUy05PPN1DzapidKpgTWBSgiW9RIMk0MhXFWL+bfn33r9tcyNR6PJQ+bKlStXLl96cDIaZa7IrCNSI+lOAY8nLc4Wi8WdO3eKotje3u5o5yGovcqTTz5pjFHK96OPPlrX7WKxeOihh9LDTjSUJZ/uD7LSBBARQaeCq/VKb1qdyLneITDP8sy6tm3Lslyv12osPB6PR6ORgjf9R/IfHlpcpgVQ+1Nq96ccAV00QghlUbJwksELn4jI66zwY/zoRz96/vz5Bdfj8fiFz3z63//evw9V86mPfXxC7v/+3/73Z5788FOPPvkff+f3H3vw4Y//8N/+/S+9JM68eePdb33rW/HO/MqPnXvlP/zHp595dufBy9duXPcWs1E5KUcZ2BSigQAC//Xr9FcMwVirg9zDw0Plq/dZ5CemZKdk8HozrNfrGFfMkEbKKn4bj8d5ni/X662tLWV46mBNJ1Ft2yo8U9imfPi2ZeW/6V2hUFArad0rVe+tN894PB46rHRRBG0bQlitVnqLqrhaZ3fYb0DaV9VX04aj9ixi9Aodda3WbWK4LaZId6KOWdNbbrSmJ/KQbrLQ90kJVf4khBo8UBTF7ZvHZLoGH4kQ5q6ktqqUcx8EMDKyGEAUnM1mybHGOefyXB9qEdnamuV5YYzRU6poOR0/g6ivZgih9u3u7r6OWFerFaJRTiMi1W2rLR41Dlku1zr8LEf5xYsXz507p2VAXdehDt77um3qdSUINs9clutR5Xkeg7TB67rUNM3RweGqbnSdKYrR3vbO/v6+Yni17K+qarlcK/BGawrjFC4SGeNs4TIkiszj8XhVVY6QbEHU1YHramGtzTL1G+mlZBKLzAqhMiHb4Nu21tsskM3zfDaZOGNC8MxsAKrl0lprrdHFpw0dFaIKzWavURc+CSDknJMobd0sVkttByyXa+ZW30Irk6LIOoWnoSxzWleMx2MiunPnTl3XNoMQQpbZhx568M6dW1VVrZcrY9HXzBwQrQCzRAzYSvDt3HNEROdy7ZSFqEqZzrmEGaq6VlJTjCl1Xfo4ZkQ0bfAnBkWqqGTWHrqIRAaRIIissEid9xFhoETotFeDzCGFN72sgO7lIXJim/6OF19EFIkaFm90xqggMGWGbfr3goyIqND/nsQfuUvwCAxWOa3wLQ4MnZPasfP97BxmADquAwIMm4sDzCo83PwlQQ4zwFJdvCCKbICEfs7kS0lJiiMDnNaX9XiyygnUGayewGio2jeU/vW7Na5zQ+o4nfq+fHLASbz5UC7q7AuZQJMbuYdtrAoY9dghAkTmICw+BsPS+SiiFZJGkIRRwBAaQ8yMm3yC3muGEMECABILgI+CzOrp0s/TqJN+EVmDEhl44NfSZzF1Zl+RB0nlMc3oDNpkWUkgvfcMnYB5IohkDMUYYoyZdXpWCImZCa1gE4WB0IegzqLQMyqjMPugVyr5OgBHBkACEY4cLJnZbIYoTVOFFsuy3Nvb297ePjw8XC2WbfC3D+7Ml4vxqNja2sqK3HvPsRfyIejIqMsygo2ZirE2odnoQ+gaXV3WhQCEnhum30HUxwclsjHGOpvUj8gq8tWfd9HqvSbKiLDOuIxRg+bonKuq6tVXX71x40ZbN4A8ygstaonIe2YRY4gbH0Eym0uIurOKCAInbdt6tdAjDiEgK+uGQojQW0ILooROmBG8N8ZE9BWz9q0b540xsQ3taj6bzZzN61AHCNkoc+QkgrXOOCvMSVHt8qyJ/u13rjZNIxB7jxzTJZ8yO2Ocs6kqqquVATKGQvTH67p7DKPvxiPLzsJeq5nc2ZRyMRqNXOFEJKdc+9YhhuDD+s56NptNJhMIzgI0TaOZQbdu3dLkq2TyqSVUDVF1GmM3WtWrFXJWuHehuSNeBPOAGLN1PT+//8D2/oVVtWQJxtm/FHQ3bFGdQlln5X9aX+o51Cg5LchkYO097OAM3XrvhdYGS4EZRjWk9vzh4eH+/r5iGD0AnT+sVqudnZ2UVd3pkWiJnsY4yQJQ4DHJGpZLuX1oD92Yosi6Xk93ZpVfXm/ecca+07wpb3F5mFNrnjj/oRee/ZEr5aN2ZQ0bIWHDQCLIIIJCVVXdvHkzRfB57y9cuHD79m09qul0uru7q0/HZz7zmfV63T8pjYbB8AkPJzrJYgXqu7VaFEXm3BVqz5a7Amgkc9wAACAASURBVAQ4RASwZGI/eVMisVq9d5IGa9NZSnz1s1kaw7dWhczQlhYAzJBfSRsOqs1c27YAnGXZO++8s727dSG/qJfmxz79WYWa165dO1ouFtzeOLq9jO3DTzxy6dJFG+Li2o13v/KnIvJP/6f/8dd+7de/9KUv/S8feWZ9893f/K3f0tP4Ez/xE1dvvn18fHz58uXxuIwxTscT7cQnO2fPkZA4BES0hmII1lrhgEQBMGrVhQaAlKFqyHS/k4oJuZsq4726D99hV+Uv8cs4AonOGQD49re/fefOnclo3NZNUWQcgkHi6I3Axf09C8IeUYxB03hPYPI+tF1bBtbZEMPB8YHaolT1usjL0Wg0m81ms5niK+1Z6CgvBZMq2UGCaFUTmjp4n1tj8mw6KtURUbFHXdcSPADUTasOLoi0s7s3Ho+VDTGfz+u6Xq/X0bd5npd5EW1UvZkBjDE6MgYMB85MVvt6Xa9DaLv1QRgZrbUt+9iy5eicI0DFjXrHKrIqy7LM89lkFmNsG6NIDHof1BRQpLBHL/doNFIPpMnDBQwUPczQBp/NRq2P5Cw5e7tdxeWxK4q9nd3Ch6SzEOocWYajD0Qoy1If3vl8PplM1GWXA7e+86UkNEdHR52UMUpqAe/s7G7t7FhrA0dnSIyhLENjo8jxeqmUmfFoWpajcjprm0ad3lQWqDIgDRxertd11eEfY8xoNCrHo+39XeMcGgrCiiTZx9waQuQgBjlAYAZpPLd+XfB4PCZH86MjX/nJOORlwczGtFnphK3Wk1155kpt0b771o3VarW1taVz4+SerW3fuvYhRCLLy9X88GhrZ8cUhTgnzAZgXORN0yACey/MhLg4PGRmyHPd9NU8UwdtyrhhZt90IY36LqvVYjQZN6s1EYF1ALC3u4+It28fAOPeeLKzs3N4eGiQsuCrxXx3awxta4FuvfEtFuHW2xAmo20TpPFtwx6M4SiR0VprxDrRdhkBWQuOJcRWPAckG6M03mtHoG4ri1Z1nhKCMEaOzBEIRcDHICImqXVAiKjz8OxWb2JRpjeQMwiGoa/iACJDxJjmGc7maahOZphGTh022YAGgA6IGQCwCFEEoJs9ng0sSMF6ggC2+zUyhjhi5MxQKYJgtF/jOebWgQEP+qypZUkEFgLI0ASMEgPazFq1DYtAyOyRSIa7JFKi/vU5cH3UgkI4QHu3Rfzu+Xj3X/ffZ0V1KlDh1OsMbXEE7jp7G7wXi5wt1KQPNULoTHoGmLzzUMHN2w3Fgae4unc1B+O+PSA9uFWnjaEVsiaeAUBkMSgESIBRGJhjL0rpj4fThyYzHLjxyXtHc0P6WTOesBhK14iIVE/cf3uD+lSrBgPL0PROp7x85G5fWtAnTxQY2MTHnutojEGm1HpxWTa0o0wfWakmvmnUBNJaO5vNLJluPQLw3quFiQojoYe1wDFlMOTODJlg0Id7qosjETGHRKFZr9edHs+YYqAr08AAVbGr06kWfCr1SbqLjngdgraKY4zR64wOYowHBwfz+VyZ7tq+0iblwKuqswtiZkm+o/391dPD/MbVCjqNYhJnJusX5VoE74cSf/3gMUYDoMWHnn/FliEEg5RGoEllp4M4HfaS6ez73SBkIikk0xxGp5GpXaS96uSkOmTHLRaL5XKpR6tNkGSXlwKItfNdVVXpCt2Mk4+/lk3aoU8RUur/med5va68b5BkNCrbttUbT1OkVGNzqoj/yxro3UuHfde/SoE8WtAk30stKYa+mh/ITfRe5i4vv/zyk08+eeXKFc0H03nCer1+++23d3d3tXGrUNB7P56OpUFeMznKssxzrNqm8S0AoDESw9bWdts2ZOj8/oWD44OiKBZ+cXR0ZLy9CTfbto3OW7Cd9OAMiWN3d9cYo64Jxpj1eq1kpN3d3clkMp/PRaQsSx3F4FlG+ncMG04lzfxnhhx9TF+squrq1auf//znf+iHPrG7u1sUxSOPPDIej51zjz322OOPP87Mh4eHP/qjP7qzs7NYLJ5//vmrV69evnz56tWrb3376iuvvAKER0dHs9nszTfffOyxx1ar1b/7t//2jTfesNZeuHDuQ088+a1vfevChQuPP/5449srVx6aTWc+eDJWO9nOuvniaDqe6HOX5TkCWrJtaEWiJo8joEAHs5Xsl2UZCMTIZPC/UKaopJ6yyOHhoZr4d43OfkVNNEIQ633odyhMrasLFy7o3Fi/dI8risKQadv2zp07yjxUBkRZlkVRaKtLH0Bd/ZbHSx346IOpLQOFfHt7e3meqxSwbduqqoYTZpUJKN0xub8kk1sl2mmQj9LpVdqq67y1ZEw+3DiYGVzH/G+ahgD1sysNJ4X9zI+OiqIoy7LIR2o0qnbKW1tbunqniXrXPu5NubpzCx1ZRgTb4D1HFkRrgrD+iR5/3iM9IuIurwjThtJrKEi/M5lMEFGzKJBscodGa3VTEJG8GKm12PHxsc6FxtNpnucuz8g6ay1Zi8bGnhB7dHTkbF7k+fb2tr5pUhzUTdu27c2bN12RT8YzbTtmWZaXBSKq8I+ZAUGTikkIfEQdGTCHEHwMPoqImDwzxtjM7e7uhhCs6exbrLWM0DYBIiuxi4gIfJHlZT4DDoeW8txNRkWe54eHhzppMYh5kU3HpTGG0ALy7du31c9Ge1JqkdA0TfReGwrAoh4qVezsVRSpdruGgPqvOuemk0lbd+Th6fY0+lDmWZYVR/NjQuOMWa1W0XeSDV83q9UqL7pJ5p3DI2utNa6dL1gkMIhIc3iQZYUryrZtQxXIGjIUOLZVazNnrfUh1Mt1GwMRWZsxiPjoYwghIBlSDMZRvQljVLAnzAzEiIYAu2gvFS4CEhLangLWjaYQAMAoNVQNyQhNX1MNiBtt0wCiGbhUvA+k8/537U4NKBv/k7PpAR+sALgXq79vIpjUo4yh31VZpI+LBIB7fs4PumUOO9aDtt8JuVT/SJ8Eae/1JkJIcgYT9pFuSZ83eBcQ6exZU/RCmloOs8iHkO8kyAIW1r6CiFoX4AmxFyACEhKQIHTBfXqD9q6DhoiEmej0myXCW7p7uPcYgkE23QB2d79DRANpL2yyTQbynsxlGzPMXiqmfN3kFJIGtjJw0T2FdYeOI2mQeIJIBggnHeRPVW9yIoKvI2jpSgEArg8jUo5i2rGMMRx9x5AUya3bOOMJ676bZZnB4eBFA2NCjFFVbUQUQvcL1piCuhVZeyrKwxQRKkcxRvFRb4CEi5qmc90kIo2uY4mKJ43pnGASN+bWrVuKKjPrkESHk9qnPEuuG9JTh0Qjjn5IM0v03RNxET3Y5t4WKP1Iz2SZZQn16a2o5X4bWSceHQdejQoRQuu1nkAi3Qxs33gwcNoEErulErXIUEpnwyGZQyZGqAbsaP842Yj19jOQCJ8AoHbqo6xUhcBkMtGToCTANJxR3JicxJfLpUgkAwCyWq2UAQVkmDGRT4iIGc/S6O/foroPsnr//04PYxfz6JzWf0mIm9hN6dSdtss6s5yemvsNh1H6gi+88IIGc2mBqxVtURR37tyxvQlE79Qq1969cX6275to2LhRTkaAZFWvhKRumzzPHn/88Tt37rz59uut99PJLCzbPHdoHDbEIRZ5mec5+MEp7agnCAI7Ozuj0QgAtre3FcDP5/Pbt28rI+7mzZsqbX3wwQe15LrrNvaelNcPZKl618ntX8VUKoF8vefLsrx8+fIjjzzy+OOP//Zv//Zbb731qU99SsOptra28rzjm507d66qqul0euHChXfffXe5nH/4qWd+4zd+4xOf+MR8ufrqV7/6Uz/1Ux//2MeuXbt2+YEHfu7nfu4f/sN/eHBw+/FHH/tbf+tvvfzyy1/96le/8Y1vGGM+9NTTTz/99MMPP8wsIfjMZcvVcjad6YfM8jyGEI2pqmpclIaMD9FZJ6BhpFYhBBExg+oM5HRf9LRA416t278RWBERhGIM169fb5pGm0HMjIQhhOj9eFx22oTko4ZobWpRdXBOFzqd3BpjBDiGjn5S1/VisTg4OGiaZjab5Xk+7b9ERHP5dnd3kxWnSsIURUwmE++9KqmUEDEej7OsUI+ZEMJyueyzHzpVQiJ8akTBaDS6evWqPt3K4Ei6wX5ihkOdwtpXSlxsmqatGwCYTCZFUah2S/+cQ1A2KUJns6kHrJJIRUdKpNTea9qhvKYWE/WoT1ofAkiIEoQ1ZiDGqCQa9eRUqX8E1JZf2ik6U8fICZ+kPnInaBVhZmOsxjMAQJaXiqvH43FV1SEEHV6hUeF9Zpyr61oYJpPJZDTWPlRVrXZ2dqqq0v+t6zrEqO3rK1eulJNxWYy1L6nHEEKo143nGKF75a4BnWVaXCGi54zrOrZtHPRQ9HR574NvrcuWy6UCP51LKDupLIrQNoi4u711fn9P79WqqgxC0kBqR2lxvKqqKoQWAHxTl+PRtXfeVi5DkkeKZhnEaMmJiJGgZijEMSNBxKapl22VZUXbthL9uMgJBSQKh2a1HI/HgSW0tUEKwc+PDgFIXWpijFW9an0tHIgIAbJyAgA+RgYsy7EDaIJvm0AMIuwDCCAKNo2v6rog19SdqgUskFDdNu1yURSj2NnpIXMkJkSMIhC7eYMxBtH0zEs2hhB7p+Ve9+i7CQoBARIBkCZq624MYAgtWg0v4dB0Fkogyi01pyge7zXWOkn8wTOLzyDO4BRQPCXHOKWruteo7C4H0ydsD4x5TUfsGyCj9BUTaxTkfrM+/ff9F/H7r/J3tRfHkxJD4c14VOg9bDx5gJJPn+r+Z6hSQxYQIQSd0MbTyFBSgvkpvHdq9riZpJ2qFZABNY0BYwqr77VtKfwu4XsDIIgGKZ5Jid9M4Xqt3dnT3mEwYWBB2TCRqIcTp6QpcBIhS7/3qDizK+gHxpXDEtNoanYX78OnVH9dtTqwrdvMtXiTJ5GoaIM/6egfzrkiyzq+X+j6rEmfwNFrKZ9GbR03FQYp6jIslzcnKgpTX2QnW1XbT/C892r01Lm3hY0aU2279e3attGtyGBHbokcDOq4ZuOgra21g4ODFK3LEkDuFwueRH3MjH06nx6bbhLJklQ/QkqDPaW6PHXV9AW1cavnzdiOw6OVd3/M3e4VQsj7K0tELNg0DbBQH2hhQFUfOAis7+6HRHpJx5auVKIRuszp1K4oioR+0wccFo7MvKoqHW0vViv1EtBJqZpAqmVClmVK5gGA2Whsbef06GN3NX3kNgZrbVEUqhI8Vfp/oFr/Pad89//b1NbhvtwZWtGmpKwUGjbss7wfo84Tqt1eHqNsMSLSSMb1en14eKjDCvVA1wrmlVdeeef21U9/6tM7O3sYRAiBOEo8mh8aR4Gi9361Wl259KCIvH39bb/2o3y8bBYmM9IEKEnLkRFOGBjwZMMMQB8cZefquyPiM888o8OEzg7Od+0GbR6f+vgfCPLd56fveZn+0r1P0vJbVVVZ5gDw6quv6hxvMplcvnx5Op065377t397sVjs7++r283nPvc5FTLlef7YY48BsPf+8uXL5y5cXC6X3/jGN/70T/90tVo989RTt27dGo1Gn/z4D7300kuf//znZ9NxDO2nP/3pF1988Qd/8AePF8tf/uVf/tmf/dnf/d3f/chHPnLz5s1HH31U3fP0bIuIQ0NFmYTH+hRrL2DoLqaGf8bQX+zE/LUDP0QEIQGpquqdd97RDhSmvTiGEEKRdT490O+MMXKWFb0rSZ6aNc45FVwwc+QQA6tITzlymsKndI+2bfVaq0IPEVX7p3+bZlPamNNMgtlspmr20WiEaLQRpt26hHZgYFKdOjshhMlkohuljhmXy6VmbBJ1gETnitonxawrD6qqWs4XCjW146CTSe+95q1VVUVIilXUOSZZehRF0QWdiwydTto+sSmtbKUAacA0kgB8++23DNFsPLly5XI8mic+QhDQ8aayQtKWJKFrFOoC0u/CoB+KiJoQFbUCgA+sxjzb29t5XnnvQ9tUAF3BQOiyQg1qUCD0kfdt27788svaRy7LctzFYFhjzGK90kdDTy9Z4xQYCBkA7c/rIXHwBCIxIqJxeRRuuW3FA2Fso/cQQpuFDAC8j+ojWBa5MASOZDoiDCJyDEhirUGU9WK+Wq0U82dZVjf14vBAm60K0XVbGU8niJgbGo8KZQ0UReFsbgRslsUYq9ZHbquqyksnBMChWq9i5KIoRpnTlseaY9M08+NDYwwR5LnzTcN5ziFEQYixWde3W2+tDbHDFSJikNIzVfXeIsaYdRubpqnruhyNFusqhI6dlCqWRbPWaa2E4L3X8VtW5IG9MAqhsepfioho8s6LgdhY67qSUggRnTHCGFgEwJBBQGFsqUsOJ0QkI4iRxZDtFyNCq8ofo7XQUOie6GzJqnLTO3pvWjvexQ3kLFtQTmf9nc2LHmarDNbSE2MYOGmJMojXOm0Dma6X7sskEvsS3r7n3PCuzeyzQDHppE+469yjs37WPwflfnNTxs5RZ2jWYs/8+ga2IRKAdIjy5NHeYz9Kf6tbdwDBgVpeTjvECBJpIJggwoDBiMaQbCa5LIwIgQVQ+jnemWwu2dwq9yQsdc6sPUuW+a51IccNg1RxxXBqc+re0sTPIbKyHXTczCuGR9tJB9V3hLsMXDNImRvq+vQCn7mDcTj3SzuTGtd2sZ4cUjBRghYiotuz/lpmu2nJ8GiVNKjAQ11gdKdMqn2NmiYi52yWZRFDZ/fU5w3ql2apN01D0G1j1rgYfIxRzVoULYcQDg4ODg8Poed2sgT1Mh0inOHnZen+MMaI0FUPw/w6IiK5y8UdQm6zuXwnnHtUr9+BNKCUlZeGgYr6tHSQ3hijaRr0okGUyWSon3xulo/MmRRRqFju4OCgzF2iNCf0onM5pdMo1UTJMLKx4sAE4Ywx1M1Xq87gjsGHxjk3X9R67dbVEgbpuge2sJay3JZlcTQ/bJoGgIzLQqgTzoR7RN7dn7/xFxsxnS39h9I7hfTKRB0ydVNA5b08YO5qzXJi9R+8o4Y1p7Rlrcl0zpBYx2rr99prr/3xV//oQw9/OH+0tGQZGFhaaVvxbKQJDURANFlW3L55Z3u8vbu/e+nyxa/82Ver9SrEuLe9MxmPHTtolOgeATprd0RjBJXJrBdXn9CiKKbTqXaj8zw/d+5cXdfT6VRL2+FIM1WNXRf2rwyt/VVAviEO12dBRN588001VfrDP/zDz372sw888MCv/uqvfvazn/03/+bfjEajBx988Bd+4ReeeeaZF1988eDg4Nlnn/3Yxz5G1jQ+XLryYIxxd3f3U5/6VLVuyvLPr1y5sre3909+9n+4du3a22+9tbM9W61Wi8Xi8PBQz+r58+d/8Rd/8Xd+53d+8zd/8+Dg4JOf/OQXv/jFK1euPPddz7zyyiuj0ej7vu/7FqvlZDzxwXvvR+VIQDKX+eAJUANmUhuibaO1/6UGQwgjGuDIh4eH165dSzYtRZGp4bPelrpSkYhOzBKWy1yOSIrTdCm2lnR+7rLCt0Fna3r3auGu8ramaRaLxa1bt27evKlvurOz5zKny7LJ3Hg21ef36OjIFbkQZmUBhtZNXbXNaDRqQmPEtL717HUlaXxz/sL5dF/1nl7rVb164IHLOpqr65qMmW5vAXTpqZ1hiW9r366b2hizd26XiKbT6aVLl1RPoVTzc+fO6frMzNVqpTrD1apLDmyapp+CWsUJWWZVegHIZNSPgfsqVyPPGACczWzmwJDLCsqcMhHG4/GjDz1sLrR6zIhILkvbk75Xhwqg20N11VLA4wN3sztjVnVTVZWueC4rRqORHt7x4ZGPIcuy7T1XFnlelER0vJgfz+vE93Eu1+Hq+fMXO8XKydbq9va2915UiuZs4s4UWRFJBCBKiCCaU+Wbqis5YguoOitAQgFm5tCG6BsdaOgWXwVvjHPOWWMsqedBrBfzbt4Ywrqq0o3XX4IulT6IJoVMqqqaHx7un9u/cf3at7/97ctXrmxPZ4vFgk3wTdvJTX0rIm1drZaHOzs729vb1uDBwcFquciyzFmzXtcigihtXTmXCbPEmFmzWizH4/EoL48W86IoiqKcr5YxqjON1W3Y+wg+EtGij8NTiK5dkjtHR1rXGZc7Y8qynE6nZVluTSdVVR0fHx8cHfpFYA4ERGSLogicmuAdKcaVReopW6vIOTBzZrI+Rov6TjoyR3SOelkOCyNaIEPWqv9QFAEi08/wC9uZOTVNs1yudeSO97BEvrcRy3vRQeUMAkQcunJo9PwputzdR2VnLAbu9TupVYSIOvfTaWgfJSCdj8j7/Bj3wrsfqPmXjrtLFDhFgRM5C4+7vjhugNnQDHPo0tEPfNQRFxmBlDz5nhWenHQP2JCX1EzpBFYk6NPMCbG38heQZIlJvT9yOngBYWGCu8DxtN50cQJyctCodqxE2Ac0KXMVT4y6MNXreCJi7gRWT8y6U/fWcDJ2Ft7jqemlavlipB6GJKOUDaJTvZl09MVU71Jf2CWxQZfr7Zz0aQF60EntrazXPslQUje6CZ6IbEethSEVUImLCaZqHcO98Ym+sqpucpd1xDQRREmRfb2QHQ1uToshNYdoiUgIiKhtw/Xr19VdDRFDDIAyzNzrSX2bubTwMCViU+kyd1p5YwzJhip8ang7TGJMHrCbbPr+OqbTmzpYPQlzwxRVHKJB6khCRChd+x9ZYueaE6X3Dm6bzaBSjzmE4JtKhYK9WVlXtfvIG2etQVcsxbMO51TKzq3qGhEnZamHpKl9zpikY+lsS43hyOt1XTcA1DnR+V7N75wrRuXwTQHuMuh7P7OI7xBRpNumqqrJZKJK+m7CfPKcwAfM/TvFnR4OFRNkUna0iFy5ckV3Te99lmXj8fiJJ57Yf+Dcww8/nOcFAVJpGrueHy8Wq0WgMJlNjw/nR0dHk3w8KWdPPvXkK6+8vL0/E2Ai8k2d2VxRXvfUqV2u+gYz6DOY1grFD03TzOdz/eyIqPWWtVatXE9xlYcC4Pvj8Pc/gD27oP1VQD5dpvQZcc553zjnPvGJT0yn0/W6/nt/7++1bfuv/tW/2t7ezrLs3Llzjz766M7OzqVLl774xS/+2Z/92eXLl1966aVnnnlmXVdf+MIX9vf3r1x+qGmax5584tKlS89/9/P6FhfO7QPARz7y7JUHPlPV6+9+7tkYwp3bt5fL5e7u7ke/+/kvfOELKhp8/PHHv/zlL1+9etUg/NIv/dInPvGJxWKxs7f753/+5y+88ML5c+eVwlcWpbMO+zXWWqtEnCyzMbIxdC9we/+z99c77sM+h/b27du3bt3SpUkXHN92vEEdibe+BmYNPtRw8K2tLWscM6hwTl2I2zZUVeWcs85MxlMVxaWdTmtHJRooQyE9mKEfQ+nqlIhk29vbFy5cUJmZjp6qqjo8PNTdSp1aFMmMRqMbN24oKTR11vI8n0wmd+7c2dvb29vbWy6XTdMAQIw+y0aJfpnoM9Za4zqZw2q1UpCvFPrJZJKkeqOiUFS5s7PjvV8ul6kjqTt1WrGHHStmts6avk7oCVIcQmibwKtqPJvGQaCrn88Vf2ZZJmRCN/ZhHdwp6mMB7VoaY1ar1fHxsXOu9Z0Dh+4FKWeCBbXpqYYobds2rokxHh0d6Uv5GJxzahbijJlOocydc3a5rlK9rK/sffAc1RoUsPvIJ+YzzAwanxsJuLMTlAAAxAjW5I4ioACUhYYWxD6MkYwBxChg2mq5PGpCYJ2s1nUNoUlt68ViwSCTyaQsxnUdyVnnXFYWups064Wv1ucvXFgSLufH+/v7N669e3hwcOnSpeDbpo5t3RARoQHNZrB2tVyHtiTgUebqolyv19VqqVekyEtjjTalN3Uosg/M1BLZyHFVNSEKC0aG1WoZQmjboL4JeZ6vwAAzEBVFMS1Gel85YzUvx/X5ilpyaDqUClmVEa3FYZZlenV4YHuRWd1dkNGQwb42RLTIERhA6ZqCGqmFkTmKBi4SknF5nmU5GHI2d86hoRSLBgBGopYoOkW4z4DqPbeJ4WZ8P6yEAHhCmnHKq//uFTi+Nw/oVDs4aqJm9xYybKem/9q7KB9ggxzOGs3dA/vdV8t479NHJ3/jVI8X71tXwbD00asNp9mT3TVWlnCP2U6N+/BuPE9lfyZfVwV+RAQsAHyqWOlzjIHktOMfIhCiESbB0wEMIprYDnLvT7u5/NgzEQFho+3RcM9Bd0Huw3Tqp70dlMKT93rqdqjdqOa7p0GZrv5JM6qZFFrd48BGNzl8sNwlftoYkyjRSQYQY0yOIwAgbFIJqF2r7ozxZoSit2gQVvp49+KdHZYlQI0a0dtdN9FuHtjhIkiUyE7LFjlBtbZtjbHWWmdsgo4GM+uMMcY5IyEiyWKxODg4SvM0ItJUmKTN6z/4iUlucgwnlKTB8D3A67PXu0jfU1zzs9PXE12i/pGOMTJ3f5uw3ymZxyC1KZDZGP4OMrJPaAhlkMzRFUDWVqvVsCOQ7hPNgUw4dr1ea/NY13qtt7R2UTqTdnkTBui8xbxPr9mHDjuALqUk9MDSe8+gohEpy1LV/4OP+RcheZ4CBvfaD94zxy/GeOvWLWvter2ez+fb29uz2SyVbnDv9PZTPz01Jz/7QXSUqq1W/eDpOxqkoWhTyZZoYJxPq8XaGDMeTUxmPLcRopDUvi6KbDQaMUP0vD6uZuPtG7eu++C12a/G9Bhow7hHHtLyFctlWaZxT8oKS0xC5aBqLaWanLNbyXD69/5B3X2Ekf/ZvpInSiruH3/88Rjj+fNuf39f7W2qqnr33XcvXLhQluV8Pr906dIbb7xx7ty50Wj02muvXb16tW78/Hj5d174NFrza7/2a//uN3/jueee+/s/9dOL5fGtGzfH4/KBi+c/+tGPkiFgfuSRR28fHIxGxZf/+I+f+8hHXnjhUy/8yN957bXXNK7g+vXrTz311Ne+DySOqwAAIABJREFU9g31cX3rrbdu3Lr5r//1v37ooYf0eF588cVnnnnmiSeeuHHt+vnz51Pp4n3UgO/vpAv81wv8dCG6ffv24eGhrhtd5JeOZRDyPCcD2EjqY6pUzDmHQDo/17t3NBp1uUdExlLmciU5K9DSs6R0ZbXHGIq3i2KkS1lqwOlPq6oyxqgIUJd6XSIUGi0Wi7qu5/O5ph/pLE6jcRKdvizLCxfK7e1tFVwdHh7euXNLkU/qq+o9qZ2IwJDWZEtGAaEejFJPiajUWDyA2WymPUd9tTS7LooijRFSm4CZXZb3i1WKESYWaIJvmto2GQpkxhJiXdfaiFdGehtZEbiuGIkKAdgJ51SRrhAxMmiZ3rYtI6XSVmP01PmmKDNjEcG0bdtWa+ecyzNEUmlcXbfz+fz69et6WU3WaaH1vBVFYbJM244hRg24gz7vVxDI9MUxMGEvHhUUUp6OIHBACTGGEHJTBhYmADJd1pwPALBerxeL5XK5RLI68Rvndt0sOUjtERHHo0IrivnRbWMzZq5D29TrTkZoKIT49a995bHHHqvX61vXb8TWLxYLDfINrVeWjUoNU768LgggBIaMMS4vjDExcOBIAdsQqWNmYdW21tpqXYX5Aq2t6na1rl2RM2CWZcv12rmcXDYdbYvIeDzeLktNEt7d2cnzPLZeffI0djBGH9rmzmJ+dHR0dHQUonfOTccTGXVPorPO5bo3sQiF0HWaQggcohqtc0/9wL5wZQZBIGvURAcQTeYEwVJv+GOtzQvnHAt2JrFkkjdvCGFZrTZZWWjQkPbk8UST/hQx82671f0L97RDIQxgkpwYtMiJ+Qr01cv9UejZKdoJNmJ/bDraQxEaFGmIaO+1j/YvJPg+juNezT/sfUvPFlL3IFDJ/SHfiSKg98uWZMFyZkjYfbOHiF2JIJtDktiRQCklM97t+Lu/imHD3EWU0JX2KWaKB+9CRBJV+9dd9lM+mYqSiKjHBRtd38kx3Wb0HDmigAAOt5ZhOyq1bVL8yNBi8YQpCLMlPOvCcqpsGlgD0VmPFh4oAwGABsOslNgxoI8a7YIPdYZpNpWOimNIsgT2G59oDt3GiYjlKN8MByIMlYSqAFQP+JRVmnqE6/U6ETXLvFBGpQ7a06Gm/hxKV8kRkW9aYzsNlSBpGrWqxjt9OREZYB+UvzcoYbsoGDXa3jzwwEk2OVSCMUhC1zzI0hzi/FPSvuGUNdmEbNiGg+UgXSlFVp0Dp2D6k9C0Q+fW9PtaW+jumOqYs2+qO7fB7vs6yK2qynuvJctQo6JXxzm3Xq8VAxweHmpTXN9xwNftXATatm3qmkGsMdbauhYGKcuyqmoRyYq8LMv7yLK/Q/rfvVetuyAQ3WDu3Lkzm80Wi8XNmzeTv6tWElpi3p+tcbaQhTMxp3oy9c7UEYS+kf6+llMKAtXwrfFtjNK5UyDHGFvvBdnldlWvMlPM5/O92f6lS5cODg4mkwlv2xt3blWrZYZFmZWlK6FRZjsIAg9STrG/T/QmV18KEdFIdLVw0K7K0LvobCT9BwIbf3MmTvoEqcbSWpMMZtU5YzKZ/KN/9I+0Yf/GG2+8+eabe3t7H/vYxz7zmc986Utfevvttz/84Q8fHh5+9/Pf87u/+7tvvPHG4x96cjQa/cAP/MDX/vQrzPzWW2994df/3VNPfeiBi+efffqZnd1t37TW0v65c9Pp9Ic+/sk+pI5Ho9FXvvKV3/qt37py5cp4PP7a1772kz/5k//pP70UYwwcJ5PJ9evXdRX9lV/5lc997nOLxeIX/q+f/wf/4B8sl0vn3HPPffetW7dijB/+8IeI8P6z07+ZJp+94Yc5Pj7WNkRKZhdhYwyKzfM8MzYYYwCbpg0hONvlwgUf1Zl96MOksxEMUK1rndoVRTHcWRQb6Bqo4itrbduGxJCE3u9HHz3FjZrzrvrA7e3tIc1suVzO53N16VgsFsopzfNc3ZL0Sb927ZoxZm9v7+LFC3t7O2VZNk2j25z6wRBpVK9Y6zSLb2dnZ1yOtF+WWm9JrK5JqjoDHI/HnS0KopJa9d5OFH3q03oXi4Wu0mqEY63V/WRSjlyW2axLslHWHzdtHw0P2kWKMS4WC13HlHqKZBSnqfVLPwDE1HoGY3VbQUQfeLVaabfFkFPnntbHuq5dkY+nE++DzgCzrNjb20vkF50Zjsdj/RNyllmapll0Q06rGLsYlWiImS0ZIUEEgwQcCRhBHAEgoUSRyBxJODa1b2rv53qGnXPCUDV127ZaUhmg7cnIGKeeQE1dt001Ho+LYlTX9Wq9Zu+ttVa7yCjral1VlbP5eDpRo6DZePLaa69tb28fHh1cv359PB6vVitjTNsGa63KVZSP41wW2bTBMwRrM0smMtZtg200zvmWGZrIELnVRbf1vq6PJ5NJVpRN4GI2m52/KILFqHRZvl6vZ7NZlmU7Oztt247H41pEu3hNvYYYnCVnM2RZr1f1uvKhrdeV2nGPsowx2wAPQ8wcYvTLVVfwCBgkZ6zmCRu0QsghcIwiPeOMyIcggoAGDQJgQDXtc2MV5JZFnpdqfKiObsy8rptkFRFjbEPIOGDPKQuB03b5nhjnvaZ6g0FRsu88hWcGYCSF/r3nWnrWcPFe0jwcCAH76lNiHz+qn9HKWVKNdG3cHt+cTAswNIwOP6s8OnEEhKCCfxkct5yI40tVKQsn99W7dFL7Gd3GKRTuLv/YzFakY5CKiO1rQU6XQE6cRDwNNeXsMHADCXsdZwfGBhl6qehkZupdTKOI6eZPAjSscjY2J6ikSdZOwAYsdcFQfbSAJUOACW71Y+/eh8OYzUAJNhadQ4Ej90niSTWXGGK0Ce7D3ndrwLFE1CdcRKSX8HVOyopMhBPvxWV26FCvT7V2EJk5Daa0spfI6jvSNA1ITCxERyadK1Lx/clE9Rgj90kGpoembdv6EJJbfcoaMsZgNwOpNzkEPoYQtA+n4o3EPnXGpkg9lDSfZ0emKIvVaqXbdjIsSeBzmDCLCCEEAVEQm0ZtwpJM/FP1n2WZ6axVeej6mBrSG310/wyny6ovEgfhEP2fUx/KtHkpHf4k4oqevLZtYz+rVH5yIket150OO8HUpmm0XaHsIC109F4y1iQVinaRtUmcBPrp2inNTF9ttVpp5aSrs/KLtM+tYyINb1geL4oiE4nqgeGs00/HzBcuXNjZ2VFE0TTVaDQ68RS/l/fxB8UVp9BXmu9lWabFSlmWTz/9tN4G586dK8vy4OBgvV7rQNJae/Hixe3t7cVioWBVfRQ7udFJRHQK+KWyL7Vm9L7Q/+ojOeRiJcMkvbG99yNXdDMBiSG2QkhEWtzoby6PbzuX7e/vv3zjT1gCCuWu2N3eNWiNccgawcMAwn2uDAgxb1oeCeTrHZLUeikq+v6719mAxDRI6fjzZ3gv99Cc3xNI/6WbiKQmiBaU6Uep/lNz2qeffvqZZ55Jk58XXnhBAfa3v/3tl19++cqVKy+++OKXv/zlH/7hH/beP/vss3VdHx8fv/322//t3//pd955++tf//onX/jUG2+88fM//3/+k3/6P7/++utHi/nf/bs/SsYQ0aOPPLq/v394eKiW8f/sn/0znSi2bf393//93/zmN1eLpUE6uH3nkYce3tna/n9/64uvvfH6iy/9h+/5nu9Zrle/+C//5e3bt69cubKu1kWePfvss1r0p/aBflLFAFo6J0ZG6jSdCpb8z476uoXu6jvX6sYXozIl3FhjqqY+t7c7mY60daVzbF3Du+x1NErQ1YWurmuRqAjHOpPnhToJK/brdopeUK1ruG4KutmFEJqmWa0W6cGcz/t8VGuZg/pXawZXLzxzqtXc3t5WN6YLFy7ojMs5p1YxVVUhmhDC4eHhjRvXmM8pV3Bvb09n/pcuXVQ6cceu5KD34Xq9Pjw60B0qyzJAyfJO4D2fHx8c3JlOp8bY27dvp+bgUDOvzivK7quq6ujoSNFvNyILwft4fHwMAOVoQtbk45HNO2pokqvpOhljDAJK8dAbRhmPIpIXVvcIfVndm1br2jmnMYksnYdNjLGqW73HrLV1teqbjzibzUzmQowsrOg0neFhNJFzTgh7SYUZjUbQqUvAZm5TZjCzFQAWYJAgEppq1a5XfrUqMhea1jkjIk0bbOZi21ZN0BHlnTu3y/Goni+IyBoXQXzdtCGMx9MQQlPXmXOH64p9GF8eh9ASSl1VVV0756x1IhJiaJpmuVjr5rJer1nQxzCfz5FslmXLak3OZlmhn13ZQuCDCNR1zYRksiASQ/AMUSQEbkODxmldKQDGOu0+7O6dm06n0+2tshijIVaxlCGdm2kRpZcvd1lEIYltvdLo48JlTdPUVXXr1q3oW+7n0hkhA/q2JuPUq7MoijLLm6Zp2zoIOztCRBZRlWMMIXNOBYoEyEIQmTU9D9FYFxiisAjYzIyKifq9YTFKnUTv/XK5qupGrY94kMmuZjAGO+cIlQEOyW7vuTHdSywgpxxA4G4wR/0pENJMHnqjO2V+Bd6MbYgM4IlJIBHBycEMdBbrlNroGkWmVyqwCDNpy6lpxBggiiHYs/3soS0pwGnNyQcqmIDlXq3B93ydZA6nmF3OEIGENjTRE6TNNOLrYJ4AgGGQAfTm96dLxAT5kBkBAUnuFqDMmw9Dg/uAY5fcYAwZQEYmgSh8yp6hq5mQ03CV6IQ6EwaJDjFGgXt6Z5/sl8td713qL2KCiEMT0cTwJOiKyNTOHIIQpK5t4PqI1VOzPmNp2Hnt9ZDQx6VsKjYiAkDd1bz3znYj/qqqJMQEQZ0hRQXGmKZpFAxYa8Ea08u3pB/xsbOh9doOHDZlsZt8lkVRiIYBSkDENkR9x+SJEmNkigOGJ7Vt60NrLVmkosx0418uq80It3eEG4ZoI2oM9KZkPzUgTWe+w61dKuTm/kwszU67PBjBnVDMDpoOArpvcYxRuwnDlkSiG2lGn7q86Chy2OlQV/cTnjSDAA9t0yT6qGKbjgsUw5BZmkjCaUqpw6hOtN0XTF0dMCC7KgsIBoEHAIAR6pqJQLvCURgFmdlmbm9vbxMk5WwUvhdj4P2Yzr+f3ttdKOt9OyPhef2A4/H44OBAnfdGo9HBwYF+tNdff317e3t7e1vrMJUAKXA6ZXYCZwLE79Jlu4fme0glLfLcV77rDjCKSDdJMLEoCmkhz93u7i6Bqarq1Ve/OYeFXqxRPtqabhuget2MnE3jPkAGIRJSRfPZ8/N+JIsflEZIAz7zXV/81ORwaKP6V4f6OlVq32xSE922bVL3JBmHdAZ9dZ3n+fb2threPP/88+9eu+GcO3/+/Je+9KVr167t7+/Xdf0Hf/AHX/7jP7xw4cJ8PtdV0df117/+dRH85je/+eabbxpj/sW/+Bc/8zM/89Wvfe2xx584f/7CZDxFhBDD9IknrLX/+B//42vXrj366MOXLl36/Oc//+Uvf3k2237uuedeffVVIrp06dLx8fELP/zC7/3+773++utlWf7Yj/3Y//Nrn//bf/uTL7300nq9Ho/H3/Vd3zWbzVIggQ7nE+TT0jzBJz0Jf3Wn+j0uBIEAhMDHx8cJeyfOiMKD3GqjjY0xuh53aXJ5YY3Tkanq0Nq2Zd480Wo6pXtK6lqm11eVms7QptOpTjl0hpaW/TRb06YYdAZjztosETJ9n7qm9NFskMqji6GOd5qmynO3tTWdTqc6flksFkSEKMfHx+o0plKr2fZMP/hoNJpOJroo6QumJ6gsy94DrAOuSjRV1WI6sNQ6VNhc1/V4uqXU/VS8LhaL0ahoReq6rn27XM17441ujx6kZdgUlT6bzcbjcQgh9F7ZiYYqIsZ4lR0qB1T/kIh86I5ETxczZ65QL5n+eGzPe9qkdBCRrxtWtsJGLw3cfwQ+U/oeL46KImMJvl1DaO3/R9ybxVh2XFeie++IOMO9N8fKqlJVcSqpaJIipaKtRmuy3ZTbsiXRMAxYr2UYT5bR3YBhvE/DfvCnP/1lwD/+eH8PsGVDejAEGJClZ0itwZJNyW6KakoWqYHiqGINmZV5h3NOROzdH/ucuHFvZhVLlJqdH0QyK4dzz4kbsfdeE0jtzOH05tx3FMWSqeu6dNZPG+FIjOBb48xGXVZFcSTeLyIbw0gcQjOdTw8ObFkQmtnRYYyxi+HVV19tmsYYp0//6OhoMtnwHFUhKQhN12qoXROiMQ7JlmVZjmpeEBo7bxbWOGOU7sHdsCzbIFF4iO0WtMbYoiwq44q6rieb27undicbW3ozO6UgRehiEFH7MfE+HM4Xet90WDD05ORE3IBdv/qjF6fTabdoFF1CRCsQQui815EKowhwjKFdgMZLIKIFUkoXRBYQEBJGZjHGIRrNSBOAEDn2bY53RVXWG/V4VNajoiqttUC0mLa+axddq2Vk23YxsCsLtYToTftScN7gfZAGiLfpbk46sPCne2rku9OtRIYnVvtr0o80e9LdaTIZTadTjhGNgcKB8uAA7EmNwXpywwrD83XR/W91T9dzGnLPzdfS6yfkjVeNWDLG7fB9fcTC8AUEEoGTXF4SmROyWAz1o+z7PVyV/w3I4hpUONhy9s6uiAQoBCAihSmyMlolcLoN4TraOKTqDZRPTBl76ZjpNY3HbrI+u0xdnRWCuBxLr/Xhg83GMqlvjU+YDDlSckOeCZHC5XP637JQ618CpoY9XUCaDVtr1TuOB8fOdFKCs2mWE2KXRBrWmrIstWNJ9i3G4EIkdF6P4aWSvu9DLBEpcZzFGGMcGUWiEl9uUDVYHAIc9cQVwflifnh4+MorrxweHipZdEm9Gx5En6geAiKksbEdvE/WmLRmSBQMIeAgX0xJaykYo+fZ3qKq5iyyYq0ByBW9ObGWAJ1zSIPJZxIKygm2DalSWcbyDraua8YkMoxy89eYFClrbi7p25LOUCuMxBpNZo99LxTB+1gUNuPlIzMXRXnhwgUty4zr0xTxx9mdX7Plu72QL+fZprWtq2g0GpVlubm5qVWdjvyvX79+/fp1xU8ODw+n0+ndd989mUzWhMG3cfSCk7xJj/eBa5fdtguJ6IxzzlFBUMSuaUdlNY2HViygkDUHBzcOp9O77777TXef/efvTa+8vHBYTCabpam7xpflGBgZ1xchMfCtG7zX0eydnF4zAP7DVOW1kdjb8xJ/WkxFHXwUReG97zqvNvfKykvLW6854bTJaKofQjt37z133XXhHBnznve8Z39/f2Nj46WXXnruuecuXLjwwAMPvPWtb/3c5z738IMPvPLyjz772c++853v/PI/fumx//C+Bx988HOf+9znP//5v//MZz760Y89/a1vve+x9z333POuMKOq3t3d9d5fvHiROdx3333ve9/7Tp8+HaM8+uijly5d+uIXv7i1sz2dTr/8j19+9tlnt7a2zp07d+HCuYObN8+ePXvz5s2rV68+8cQTdV2fO3fuE5/4RF3Xly9f3tzcfOCBB9LRkFyXlJGogzltLXLM842hdwKiCMxms5deeskYI4xie1Ni5ogCyh5kZmAJMehK0ZfQdV0kVhhNn11ZliJx2ITZkElcd1XMJp5/WpyJ4H3mzJlkZdw0zXw+1z+k3IfE29DUh7oeJ5625rzpy5lOpykOPm3mKTbdObe1taUJNzpK0JFxGpzp4zg8PEwWyqp/VoWCWu2rRrEwVh+f0umVwTEajW7evKmN38CT7HGz1KPawqWscGPM5uakKMsu+LSxR+bGN9dv3PjhD39YhKXLKBirR7MuIS0tYoxt57WRU01+HzOwaLXJDCGYolSI1VorQLAMxSmFO7XzUSoNIHW+c84Z4wTRZuW+Lfs2OwteI33VavyYthF1hRhtjKuqBO7aRriDknDsbA0Xpvv7oe3a+QJjsIb2bx4w8yLK/Ohwc3OzqkaGUEKYHh0y83iy6WNUP7lKpBqPBLgc1W3bHh3NvPeuUKaPCdJ1gRkgMhhXkDEs0DWdCLiistYuui4SMWAEYIGirBaLdnZw03tvTaHeQsZaA1gVhdpo1fW4Ho/qunZl3XSttYVxjshEEcW8mIyIdNF3nRdC50pjQAKm0GbvvSNTFE5XYGli17XTo8WrV169cf26Lm8CiBwBkchoEiAAgkRnnEVCliFLGIElMjtHItIFDiFIgYKAxoKQDxw4BhYgJFvUZYGuOHV6D6wjawQpcDyaLZqu9d6DF31jDr5xzhU2jQ+GUlhdIYCDzzql4aA8JtTDn/belB/Kt/IVv5WT55qbSf7dslrAp3+xRWWcjxS1mOQQRACI7LFMggGc7G/GunmAugPd+RZ8q+MWV1NgE2i2/Hx1zr12GbkzJ631kKK555DerpAwpuFhag9osm/IW0fJUyiyhEDJdFYMyzBDukUr2xN3ESJwT+8EMMe6LKW/roXppZdsBp6nvkmS107e5ac/lyCUPGMdEQ3kd7J/FTnts28MVi9sbW3wKsokgyx7aU4jvDJwXfpVLhm1GnnH2UBCSdg6Q0JE4aCHmVLbU4XnDKX5sbElAOiJhQh1XVeu6KPSergSh9DhXoGQGCPaD6dKyxprjClt77jVx7boS2YcWGpRebZ99yicMNgE0+vIRoannEMQa+t8WMC09j7vb+/QvOXiwLV7fiKcwhmmoV5EA3i43GRSaVJYpxr0JXKylEozAa65a+R58WtjgtwhKvd9WdORHhci6ombeG7J9lOLYzU8SAjh0owhSAhdWW4wcxeDiCAhg5TOnT59Ou2AOoanO2sJ7rC7uw3Wt7ZT9d6kw0vTlzMajTSxQES2tra2t7evXr2qpGKd8upCzduANZhOjh0btycupqe2EvkIggbRIABEH1rqDg+nKFBV5aJpSltaaw6ODl750ZXGz0eTuqwqMiQd1mVdlyNmKKyLHSOaiFEIBdCiAVDT7Xh7aPRO2ulbPYVlclfGHkwM87Ubkmti35gP9Ssa3ryFwizee+fKxWKheK9uMoNlVI+NKySYh146xO2tje2tDQb5yEc+giRHNw9FpKxG73rXuw4ODv7xH//x//hPHzk8PPzCF77w6Nsvd133wgsvvPz1f5nPZk8//fR80Z7eO/sXf/EX733ve3d2t9777vd861vfevXVVx999O3MfOHChe3tbWsLnZJcvnz53e99zwsvvPDVr351d3f30lt+5plnnvnEJ/6/nZ0dXW9PP/304eHh888//y//8i9vf/vb3/zmN//Jn/zJxYsXf+u3fuupp5569NFHDw4O9K134cIFrQs1QXs+n6sI7Q1q9pbtNxtDyonN8UYiCiECsMrJ2sV8kDmQ6my7rmtbD4LWFoeHh9qeaV5fP8EE5uin06nKBRXUbZrm4OAgDyDRhkSNrFTgmmLi1Tukn5oNQ0y9eCU36imjbZ7+qwJ9vYmxtWmf1DYvuZ6oVdLGxlhNQbWPUuo4IkaJ2lDN5/OrV69euXJFkcwzZ86on1aMMRirC3KxaPSCrbU6hzo4OMhXaa+asVYJ+SEEH0MXvJotTyaTfswojGTFkhJzqrqYbIxg1qYNP8jKvC8pTXoQz3tdhD37hg+Tg46+j3rTabKZOzegoaIo2uBns1lRVvqsXbnUe5Ptx+4Ol8cWgzBrFBeMJmMN+h2qwcHXAAUkogAhB4jSNl0IZVniZDKPR63MhTmGUBgLBjz72Xzuu25UT4ZyQryPi8Vi3nYCFEGO5rOm80A4912fFILodHMzzthC1BI8cBuiBWRmEKqqqpMYEGeLJgh4kSjYdAENbO7s3nXfRWdLPTdHdV1XI7cx0RWFxokIg1YRRhs8H7lbNJGZyBAROuuccxUxQuL1iAgJEII1hCwQOj/nTiRGL4uj2Wym4wAI3hhjQay1HUfvAxhRBayil2W1NPATiAiWQWKMrLaaGAQpKhyHEMkwIBXl2DlXFlU9dlWJxgKRZ14smqb1TdMsurb1ncRY21oH2Up0F+YwhFSpz8RKAzIkS2tK+50EO/10OSFZOOq6JCdVO7L6Q/12EeU1kUNJaV7B6/hGmQL61jXW2XU8MTED1cL52BRZcZo7P02PxzYsm9OcGQV9k7ZmHJpqlTXsEgAow+qWjZbqSwY6rMEBVUuwQN8xo+rraIULurwYGuA+zA1e9LX0iJmkryAkIHSlTSQiRgZmz6zQKgpE73Nd39IrBWLSTyIumUiGcqCMeGj8TqTLhhCX1E2Q1MMgmTwbWj93RbFGA9Mq2ftO1YYJr8ir/H7qObydbOYTgyxrrUhe5w29BGs2bu4LGjnmSFTynlIrqt6UJfM+so4SGBiC77oOeWg2esvHXpOWgJfelGy47QkIWmM/qn5jWDMyBMA44IiIMoTsqQeacy5Gn3p3IsQBzRsAqEKBU21rVT2Y35QBQOtfLxFB7K049EjLpVm9wvAWWJPNUT7kJalSErGN8wY+ifKNqNkALkPhZVlkp+CgOzFySO/Z9DQTJQkyX9PE51R5iwK2xhgenMREsOuC7Sf0ivtpWyjsPXPUAUGKKNDaSA3xBhmb3Imb/08O/a21f8n+J6dI6MNNc3e9+Ts7OxsbG3oTJpPJ7u5uwklyhHytmbmNy8vxN10aPay8zS1QNGk8AZGjDyRUV+OFb0IIzz33nCVrrb1xyIetvdr9SANRnC23t3fKrmpn3mFxTFaNBAbA3+ENvz3b88TGO2ebpxWojZbJPvIZBByLWv2p9IHHAoZ68V5RFIp3TaeHX/jCF+6///777rvPe69PNpEalLqWfl43nJ7ejFIWljkC9Goi5xwAbm9vN01jjPn5n//569evW2t3trcA0Rr6t3/7t+985xkWeeSRR86ePfvkN765aLqPf/zjis4ZY7a2tp5//vmnn366aebPPPPM5cuXf/EXfxHRvPrqqzs7O2fPnu2Cf+jBhx568KEQQ9eGyWRy8+bNt7/tkT/7sz87f/58XdenT5++fPnyN7/5zXe+8526usbj8ac+9al/+qeEdWyqAAAgAElEQVR/Go/Hzz333GQyefrpp//wD/8QAL761a8S0c/8zM9cvHhREaE33s0FEa5fv37t2rVB7o3p8EKAunRpDqVhFdqb5e4sShJRBqa6dmtyQwycwvqUD6nKZB1RKWqn92c8HtvCxRi6mY+HfYhWNap1kRhjgNDHoPlyan3Us0bZd7OWFqRtlWrzMKITl1BiEKBoqlEdQpg3C2NM23TWWgZrjKlcrcuJYyhMYZ1FXgYptc4pDTXlsG9ubooIRFZ2nLVWPfqdcxsbG2VZbGz0HAR97XqbidAYAjAqi1DWKzMHjiF4rSdsWSaTLefcZGuTTJssbcDYNO/O5ffGuoEp07M85vP5bN4oK95a28XlAFrdyPS5K69nc3NzZDfUnrsejyJD533XdSH0AhCdKaf3oJK/mJV6JT7q343qyJD0BdY5lohAAMgRmkUzW8xLwklRNE1zNJ2qZYYpHCIachib6WI+my7mTdOFEFgiw7ztGh9ilKIqo0CIsbDOt62IREQiqwCXzr5nbajrmsFEjt6H4CMztzGiM5WpNrZ29k6fNq6YN42IFEW1u3fq7Jk3bWxsgEjX9tOxBkR/KrQLbYN0G1y0HREhkbG2MAatITJA0Kv3I3sBEI4xQtvFrnXWWkIAjovmqOtC13jvfTNvmkbzYEutJ/sK0yL2wa19GuRiIdDoYvbMlhGMAAAjNG2rhFVjGYz1IYCIN2CLYryxMdnccs6hMTHGo9lsf38/MniOynkjspUpyRGF3i1Cq4ulcQMvnTuW89OB+YdEmuv+OgT/P263tyYD0VYiVyvcYpiFq4CBHC+3jlN7+hli4ATaRwF0hbXWusLKSZHQA7MRbwVyvm5WTBZKPpAGM1XSym9O72oVKkn/PRlysX5HKfsJpuUdkeGPIoAh5J7DecvEdgag/mKiZIrMBB0oBy6bHEhaWXmRQWQGHntklB5wyxAz7e4EWDuZzKqElp6NGhQhSwJhjg7r61hicYMSD4ZQxr7tgRMG53qExGwiEnuIICrgo4dZPsJc3vxVB9Ee9sG8YpM1X75hmC1Lb9mBNGjJJAZgCpdXpVNaxMxLEKwLUQ02J5OJfh0RScAYwzG2bRtCXBrSMOv4U2PordVwVLEa2jDQd3PPUmMMokGXuXT4johYovfeQAEAwth1Xa+0FAEyit+lCx5wsCUAu5LPlokzk1deyrE88c3cd+zHyuVeB5hFsqgkr3dOoyEvkZbNbbJiU5mo9sN6oCY8OVExkU/eCouiSHn0KUVdRCSG3IQmF/WlyW76utY6OT6m/6Sl8JLGnDmXENFoNAKimK12tWLT0MLIQwAGvB6sD+44Gu5445ciH/OQjGSWoxVVXuLoN2xtbamQBrKcyTTzSzdBSTXHX8haFOeJMGB6yR5arWKNMUVp536KjEdHR0VhDeLGZKOdNV0bgOHawatkzKJoSiyNsZPRhkXLLBaWdrKCOs0hRAShn7yLPn6ynEhnXUutTHy5dK9yDDA/VnP88zaht3d+hK81b3VdHx0dXb366rPPPvuDH/zgQx/60Je//JVHHnnkgQceODw83NnZ0fSqxWKhFFDFNLQMRUQIHhDJGJAYOl/W1XQ6VeBFv98Yt7e3h0S+65xzH/zgB9/xjndMp9PzF+7yPu6eOf3fn3zqoQcfLMry2rVrdV2fOnWqbf1isXj3u9/9nne/89577nnqm9/8xje+8d/+2xcvXbr04IMPPv300/fcd+/W1pYxZnNj09T2He94RxA2IB/4wAfuvffeK1eufOUrX/niF7+IiJ/97GdF5J577vne97538eLFd73rXd///vcvXLig2sIrV6685S1vefjhh//yL//yG9/4xu/93u9pfPkbBvQNWJkBgJdeekkNotIy6JXM1qo/cIpZVw9PfX85V8bAIv1ESctH9Z3WMB/hfhf13qtukJk3NjZ0aSmoohuprkn9Skr1UB2BOkmmAWJvEJqtfz1q1ZxjsVjoV1I0i6JwaoysG+YQzSJq+6meK7rP6AZrrUkDuDx3VxHpvuONrP66KpnWq1Ufr8TDTIbbSqbQCfK0m+tNUPgxxkgU512HQI7IWiuEUbiLIcY4PTxc6rSNzeOgUo0h0Or3pOwEvZ6QmbSlAFjM4seKovTeN50/u7M72dxYLBYMiMaMRJghSk+56u+AjiZpuW+LAUEosdLhY+ClH57ub4WrUIIBgcKzq7q229jaPLu93bXh2v7BzaOjruvKahRBkCEIi0Bk2L95FBkYpAtcVCUZd3N2WKKx1rYhNmHhGZWdSBqXVZRRIroC0XgBQqomk/F4Y3Nzc2tne3Nzs6gqY4wgknUiOG8WTdMc3DyczuZH3/9BWZabG9saiyoiXQghhHZAgLWQBYDNzU0eGmZGVWF4Y8yinYfhHWGIMEaSWBJi9BCib7u2mYe2Q5DCGLJObAyAEFkiawkYPZM1/cKOYgWRLBlHjjTeL0qQCDgY92nERZQYoyBGWxTW2mK8RUTleExlGURQZLZYvHr1eop0MjgM+KCPbuMYE2gsImRIWBByJK1PClialygClOITYJ3hKQKMP82tag3rS4YFaua/pkKH3EtfA9vwhACq45ltvUu/NULYtG3XNkS9hzau5fWtCeqOB+7dwr3z9XOleivM1EL0AQxyrP1EM8wMcZl/kUGFK/Bbn42B+W9W7AJBEKyyQ4eE7ltf/vJxr86J+0B2Od4JMwCCEKg4KkoE5GRLo0qYglzuitHbqkKf4UiAxhjV0Q75db3KGAAU70oSxR6xWUY3C2U8TO360ncmlM9Zk6TnqevrC81eREfqX5I7Sa6QxDJjkpXOBPJEAcglZLouNQ9de5u8A5HMBCLnvZi+bWYRgSx0LoaQZGlKplISAiJGRMecrH6MMZKl2Me+ZOx7dSJCkrxiXgE2eQkyK2hsjSOiytmEl6bdQ9v7nhc+0DW999rRCYJuRnkgR9bG4DIuYuAe5LzKFaD7WE2f0y/7IlhC6qAIMN9whge3RDiZo2/aODxoHi5McyAVRHXkcjJSuoq1VMBBFsj5taW7kRrXpOMnotBFiTq1E2CRyICokssYoyBbawUkwTvOOQCjDZ4WzbpdaHTVupnH65rc3aqvuxOsLxWXS7SfWWHJ3MpSMZ+2bdW6NjGm9Pvzsd8a7nf71g5OchZd75pMMNGZQMpzbtu2LitnitiFltvg9wtbVnUhiI4tOSOuiguunBuNRl3Xua4qioI961HbD6Ru2wnfquX7scSTazzh4yEWa3L2BFzrsZowwJw9mymZ6XVjwvlH0zRqLbix8ebLly//67/+61e+8pXPfvazp06deuKJJ7773e9++MMffuihh5544okHHnjgnnvu0ReikSSqmxqV1i/mrhpNp9PJxgYAaOOkoJm+qYuiEA6uKITZ1fW5c+fIGAAEouD9f/nP/2X31N6iab72ta/duHHjLW95S1m6V1658tBDD5dleePGDRDZ29t7+eWX3//+9+/t7f3VX/3V//k7H/3e9773pS996Vd/9Vd/7mf/HRhy1nDkX/iFX4gx3n333RcvXtT79ulPf7ppmt/93d/9m7/5m7Nnz25ubn7yk5+8fPmyokDXr1+/5557NHHu8ccf39raeqMVfcOH9/Ld736/bdu+tRYy1rRth9jL6mL01JMdOJlOEZFzJRQogskaRE15UheEQAmw1W5NebyJn6LZ0/qDPvYOYWrUqcMsY4xaC6oycGNjQ3MRVMOWFwY6ShuNRmmb9RlRqK77DVxpmUo82dzcTCe7Tsf0Z5tmkY4JQ5TcZfTc77oOAMxg5qybsybOJ719MuHUspuZ5/O5unp2MWheRQqiMNYVReFjmM+ni65VbHM0Go1Go/EeLcUUgGsde56ABYMBjI48VIuY6yP6UgGXrvIKqmtYaD0e2aJs2zZ4T9bZwhaDwaPvYgyBCrMuoyKE4XxlIJttKSKCbAygSDTk6nokvottUxRVUY8mm1tCJiK5ehQAokDsAiLawjnjuhgixy74LgTuLJBEMdPZAgyFyCEEV08CQ1GNiqJCop2dHRGcbG06WzDIZLK5u3eqKkcxxjb4EIIrK2ZGMl2IxpjxZKMoq8nWLjN3XWjbtunCYv9A23UvvZxeh0cqehzQir4mISQtRMV3OiLviWkxhtBJZOIYfeDQife+mfu2c86M6hEYUzhnjSEynfdt8M2iG0BUEiAQCYGDQOrw9Q4zAAgHETQEZIyzICgmFkU9nkzquo5bOzqzDswxxsoV6HwQRuNMHxlNmS5MrDFe+f/DmzF52qeqDAYGH2NmgrJaxL5RHM8e/8pDmHHpBaIl5Unn0a01gWuivjTq8t4DM5UlmD4lzp7kniJrGhI4Kcnt9dVSeAd1WN4mQRabs9Z4qDAqffPyN0dOTgMCKSmBlnpC7fVZ1oIEV6A/4bXjBKUP+sva6/5/CZDz7xwcQpkZSQTR9hnaKoykvNxHRKRlaLhB1YktJVIoy64PUcxqcgOLaPJD35zQciBHmFVIgxlJgsvSXp/XUgm30W4hh7/0QOqDFnpC47q5PGaWrYAr3VRKrguhY2bKqtgQQhdiVVWqZEDgpQAv8hJptEuSqjWmbdsYojEmsXcIKUVmAZjl0DTjKw6tI4ssO7Tj2rlh7riEMVEGiEpYTz4di1rbC/CwpzZInleeu7lodN7aXjMAkiH9URLS8iJHe3I3l5wVkCwr89C8wYqsjytMglKApeOTjqL7EbKPbdsqtTUNgJPMXethckvpXerMdQitY2CVXvTXA+ss32HyZHM0rxccD6Y1Oc82pyLnZv3GGBrurY/Be69dkwZMKdiyHOHdNuf0VlXjHbZ8t/q1ucXIiSHsadCOiH0flRk86prpBa6rNUfaItJQfI1Kuq7fy/DVlYRWa52xhFYiENHmxsbb3va2jfsmL+z/kG3c399vmqZdtG1obeWMSNO1hSmF0RjnXGm97dpQoGNYJYkInfhKX3vwd8c3Ob8bxyPd10xu8tSZ/K9oLZvkuHwrqsvr6jpUG4aI3/jGU0888cRjjz328MMPX7t2o23b/f39ra2tp5566uzZs1/72tf+7u/+7jd/8zcPDg7uv//+Bx98UIlPo9EoNDNXVaFdaMvXLpqyrhJPchl6If28zBlCRDBGQ3mtc2fPnjXWlFXx/vf/xxs3DkajkQD87M/+bFVVX/jCF1544YXz58+Px+Pf/u3f/sQnPvEHf/AHP/dzP1dV1aVLl65fv37jxg01lxIAY8gPUQ2nTp3S/eSjH/2oota/8zu/s7m5+eyzz/7SL/1SjPGxxx771Kc+9d3vfndvb++Tn/zk448//t73vlcdSv+3ZPpNp9MXXnhBYw9ijGSSYVhvQuh9a4xlZh+8MVbxrj6unfq02JTBI1L0CFjoClfqflvXtX6DNu1rxVKfV7mI+k9JYa6Y8I0bN1Tst7+/P51OVQapbk/atKhATntFNQLlLIFWz+j5fL5YLHTf896Xpeu6mOPGuRQ2NYepi0uTpiU8MniZKK6o36/XrC8q5f3o20cv0hizvTFZLBYxckpLZwHWijNGiaw989HR0csvv3xuvK2VqFpxpjGN3s9+fzNWJ2Vqe6Pd8ng81nsYQqjrUdoEFLDSXbHruno8BoAbB/t2elRUtYoX9M/1hxGjUvtCCGj6uORhUE4IQxVOy+ipYVJpY+yEpXDOWghNMQc6uHlokWaL9uBw2no/2dxsFo0AjOrxvFksFi0a7oIPkdvgOx8toHHV+QsXPDMZU41qAKjHW0R2Z2fHFUXbtuPxxqxZ7GzvCsKPfvRqF7zvomALAETWORNFQowG6ejoCJCKuopBRASNtc6Oi7LWaYVnjkyZm3oIQatqPX1MjFFYn7Ka+rTz2QB6u+j9YjZnHwxB9AFjKKxxpbNczLqOu9YDlFu7oe2arrPG9na+gcmaELjzPsYIxkrs+dIMg3AdkYz27QjGsIAtilFVk7FFWbmyLMvyGkdmBkJWpppzYGyIUjqDIsASIaruiQAQTG/umg0p1vui7HNyZm1UlMqMO6sWfiId4Nooc3kCHjvH72QEOWSz8Zp7gtrbGiQQQldZU3AUr/dnxSpz4J7BEhUl6A33UzUfekqmQG4nKIRJGdcfyT1xN6kfRHVRac6gtakKOYdDe6XtVvSGBWhwqlxxB4l9h7quPDTLHjbdqQArBt9mgAKE2ah4b51oBIzAvQMnsupBQdT4tddKDazRgINiihD6XlKwbzSRhDX5QYSRZRaaNITu6xVCa40Fo6oDa60dgvNAhBkk9oW+cAi9BRzGyOqMYgwCISCJsAdGBAOIAtTzlZkBGIEJkYSNMICEwCFGgaQ1QkMcowBoJ+ocIYA1RoSBsO06QcihJwZADhxjVMq7QWMMGrvsPzN1e/LJTYW+WaVBomGRyBwAyGQoIhrgyNIHlxMPQLYRIEAZkBMiSgHoIJFZFBvuR5WyZLQO16bkwyAAHDOoUiBGsQTee8QwRA32YDEgWMIQwHNsgw/CxpUGIlLfDkFkGPRUWmQYY6yO1kIkkWLIrSYUGRgyItGp4SQiAEcQRkBrDJjcPifpG2MIiTyZDuAYo82QtP4I66cMkEwjRFiXOmFMdi9WrMY2KCE2cNTRQ9eGJagb/IAPRxFWjg2hFZG28QBgHWk9HULgELP0R7Xf0KmbWpWyCDhnRbBt/UArBgmivT0iRgladgjydH6knbwrHCLGdlZV1XhS7e/fFEaiMjSLtuN7L95nCxdiZw15DygkzD+WCdePazt54gadchfMoHfVlaBkmwRSJd2dfj3pghKkk3fFS8OeDNTVuYP+72g0ygcBcIJ1UAYMduDBIwYpMMTO2uKte29769m3sUjbLY5mR9f396/fuHrt2rUb+/vzq/OX6u87qXbK3fOjs+Ij2044RKxJqIgVMgoKkkQbog2YnVtrIvUTJ5GvwzFFpVYpBUHvmFafiv2WZTmbzcQZImAJDmwRSwwCBAtcLGjKIhXX28WOmK5xhx6aLbkrdGABxABZjhCFmXyJCL4BmUBLC4aWgG10NWwIyXGOaIqqA4DPfOb/f+KJr334w//pa1/7lyeffPLXfu3Xrl279ulPf/qP//iPL168+Pu///t/+qd/+pnPfObcuXPPPPPM+fPnNczj+vXrDz74IAtQUSvXu6yrJBZdgUkNAYArKgBAJTuAgAFhUSaIft/uzhYACPOv/MovA0Bdl4ume8e/+/cvvvjiU089dfHixZs3bzLzubNvOjo6evY7z/z6r/96XRVN0xRVpXzFHGdOD7QoitOnTwPAI4888vDDD+slfeQjH7lx48bnPve5+Xy+v79/eHi4ubnZ+238xIkdr/nOzRdbFwMYeOrpp0zhIkjKC0UAg1g64wzFTkCCs4hYhcBIRT3aRMSu8yF2k0kVQjC2QFIRKdrCFlWNiM18Ya3ViLD0jktkmV5NNySSC1JRVGkzrOux3tK6HmcGnp0mUZeVhmkFncGNJ5va+dSjiTCrhlDdnTVkzJIxxkQfvAARzacLESGQIJGDDDM7MsaUzjbtLHjf8wiGZiaN/1J8DjOXoxoil2UphCGECOK9b4MnosLaUVmOEUMIre9OlcUwWxHnbD8QZe7EO8TIAgYX87ktyq5rJAbfLA6uX5teuToajUajiTGGY4gxMgiCCTHqrNPaPhtARA6mMyLyAs65ajzCwi7mrTJdGUHF3mZ4OzAzGIooRGTIRoQ2tEBkrIG++gAZBojMDGQgcEqPICIWSEa7fiAKZrvPwhASMYt0PnofmczChys3D1988aWjziOZ60dHXdeNRqNrYqMdBYoiSPVoPB6f2tyq6tpV9ebW9ubOjnXL0V5nyz5q2HvnfStiRpMjjUnY2e2m08PgK0PW2hhUIUjj8dhYN6qZo+cuQIyEANFDRKXJGpK6BiK66QsVwIgIh+h9K8wAHNt5s5iJiITYda2z1iCOeRFjlFa8HuXe6yR7Mpkc7h8RFvVoI4rBaCXAfjsvm8oU1kDRtF1FhGgsgXRMIiYiijFC3IkEqcF1HQIRGRKk4GNEslXlxvXO6TPGFmJsFI6AbG0jUgkKSoiRENEQczBG6srGrrVkNCLLlgUQNG3bdV1U5qdRIHFw5lnZeehEEEut7+KgoSKiPslwkEcJxGEHBBHFNoQAEQhFBm4iJS99toMAipZ4HTGgALNYQwZcFApBjHEkAWDAtAyY4ZeEEADEKGctCkA0iA5obiAnE4EIDvn1ysy0ZCQyh4gGYjuPAGiNdSUatXIxHtjC8VpntcK4DZUiZzmixp+tsDdv+b8ofcqetnbZr123JT0RV7zVF/v/4gkF2W2c0PO4vbVvQFjpbOEWMsfU5WYOnFnKGbDh/pYii8nM/WUYUwGAMZmsmZbWoGqskri/CLhu9SNLSmyP0QEQUiZoUQVa/yI630mIHGKfZJgp95SG2Rea/d7Y+ywnHlr6nHLCHmBO5hQF7rNqL8bIISbTHMmS33UMmVLdlECSEuOzyf0S8s1tKnpdYlLyQMYeVLs/XtrGJALJ0nLtGEEuTTeHlwnJY4Ox92fPTo51avVafEJ6iybASiV2GV4BSdCVwgyHhyJrjMp88JG/Q9eQ8Bzf0ODE/Is6zEvwUU+ezDMGYbm6coOWpF9KuOIa0TSVPpk8cpk3mFDE/IKZl/y6xLPKeXeJ2NYPCIY/kc/X67re3d3tZegsOUL4hsELtyptb5Nxevs4u1uFAR4n2+uKpdWPBDjnNk4A4Ipy+PHIAhxijIAkQlK46tzZyYXzd/nQTafT/Zs35/P5D+Iz3/u372+57d2N3ZGroUXmwYkYe9GzMhxYh4i3DhG9vZPna36oqYO+zdPSHY1Gi8Wit6dyrmmapml2dnZmvtVwbQ4sIhwjAgqJIYcg0cd23pY71oC9zof/48UnTm1u723vWqAADYKMaFyUROzcGDpSVocpoCyhgjnA5Ng5mMzuiBDxYx/72Ac/+EHlm+3s7Fy/fv3q1auPP/74/fff/+STT/71X//1pUuXXnnllUcfffSf//mf27b98z//852dnZ2dnQcffPAn73/WZCHpc3VYUSzIe3/fffcx8/Xr1z//+c///d///a/8yq+8/e1vV1bkbDbL+dIrh+Utfvne3t758+fPnz//4osvlmXZtq0SmN8gZ7x8NGDswcGB7g8xRpAgIlp/iPT2BkSUvKwTXVNNL/WXqAaGIxBRZJ9uhcoytc3LfaEVn88zzZumuXDhQmKK6kQgyZWTjl13S2ttiHF/f189MIno6tWri8VCmZZ2YCkninJRFKHzWaBzD0kpl7KnWQ5WoumTdBilIaxSPBSl0aarKIpmNhfClMbeD6EQwzDO00DUrBgAIvI+qFetLQsRcGTIWTKmqOrNzU01rLrrrrte+t5zOp1RWbhmrlpj1Femqipmmc1m3nvrnKtqfUBN0yg5UBnUXdcJ9fl7Wl73Rw+Lvnwiir2DAMTIeb2a5m5h0Ksr2qnKqUSRUG+FfKwTUASEIzAzxghIZF1RVDeuvvqja9fnna/r2qDdrMd7e3vVzjlbFlU5KsvSOEtkyRgwloxhwMAS1XKAWQQXbUiez64odIkyc/C93BSGyrCXDsU4n8+tMYRkrDUixpjZbEZEQJaQoP9xBojlyPm265qOmYWDOrUA8HQ6a9q5ASS162RGlLCYqbeQFkJqmlqVo64NMcpi0WLv4U86gOhjGJqWAMFQM28Xi8Xu7l4I3MY2hGDYIaKGVHsRA+hcMRnVtqrLqqo3NorxOIBEhjay74IPEUIEAHIFGrKE6eH2zok9s0ShGOHIa9qZn/wQT4dpuudDEtqAimhhyvI6FAE8MHf6kSUuE54os2bgjPHX12+35S6t+e73n/qgpo4BAMSqWykh2vVGrncHgRNCjfTXkawhncvWSEvqEyWCcvK10gAZDq+Nb6UDOe5ij3hSy3dbytAter8TEgUzO8TeY0NgWdGsiT4BcUUDmpx2BuloYk8ySJFloyMCGAIi5YtzGpdB73Mz4FfLC8XB8yOTVK3GWsiamx8IgLW2r8yYo48SI7Aw9KQyRBTpd3Zd6Nr1pbpfF2XI5mTpm4cZ2rEbzjF1Cz3m1scMLmMG1qRJvfNSP/BTBTlmtv7LHkOT3HMjGR5KfCWIJsUCM0tGE021soYlIvb0z3wJYaZaZGaFbvtjHvuIpKRMAMo6sdVuPL8MPXozflq+xkyMPjG5830HZJnUt4x2yDCTdHL3vjWSTEfX4ZQ1XmWfZZQHoLN0A6HruItM/n7R70/S8KXYMos9TaEFyeJlTbGZmPdrLWV67TqeX4GXlZI61Dc6Ede7MRqNzp49e9y4En+c5IY7CWy4E4na8S/eKmzjNTu94xzR41TGfLKQnkIu/4TM9xgAQqfeQqIWPoQgKRQmcBM8GU9EG6Ot7Y1dJLnLnH3o7FudVHuTM90sOLZ1MRoA2r7fAxROwgm45dDtJ2HCDGC15CnndV3P53N1CFQLCvWxODw8pMJFia4wLFHHnD0HLHjd9CQIoESIT37zG//Pl//fioq9rd2Ld99z7733nD19drvY3fA7G7C7WZ1CEAPiIaA4iHgrMrCS6wBgNpudPn363Llzbds+9thj73rXu27cuPGBD3zg/vvv/9u//dvvfOc7L7/88i//8i9fvXr129/+tnNuZ2fn0qVLX//613d3d/+XtkN6A9Wvf3t7W5mBStpU0dQPf/jDe++9N4QwHo9vFRZ8q2eqC0ydaY/rJN9gnufzzz+vqQkkfUEy7L2sYRID/b4/8dVwRf0PdC/tFbmE1pGFckndBEwtU9r5lXaYhMd6XCZ2YsrgWSYVDQmHehlN0ywWi6Is1Z1FvyeFPSiRvhjSsZeOtYO2LVem6frPZYHqIOUKypOg086Q0lBTOB4AFHWl/ViiAqkJhHPF4IlKaCglKHRdi9izXkUkgiyaVu3E63o83pjovAYAzpw5MzaFUj/0Uhdt0z6XQW8AACAASURBVHUdghlOClDtpXOOrImyYtRknGXlVZFqAYYwJxp8CzFLDNLpvxALaw2Nq0YaDjAflMQY1VevNxjrCUGZrNoaZgERQgJ0pqwqQd8ubDW6582XHhqPt7a2BEHfTUcdqaMJIvooIYQQtUsODKjXyQhAFkRKMslfh6NvG70AUJ1O4UyMMQTPoXf5XzSd2tENVF5DRFvbu4Fjn4chIGjIOSJaLObK3lRHdJEYfYjsJQb2QUDqqjIavRyZ0Pouts3UGGPIOVs2TTOPjUXqWnW25bquEQzHIIxWPdh9XLQNLzpmtkX58pVXi6IAsuQKdI6ZAwER1eW4ruvNnd2t7e2irligZY7Mi0WrOVIGTelIGINw27bGWWMM9jRgEBEyDjECGoSowETgyNqyntgLvV6ufppZE1HLQZghrSgiLWUFBycRXIWrckfQ1QiDhA8lUgDSsusbPKgtIgiZ3PxEV3Bevvblzeqsn5lxyIZj5j5IiYQFfIhEhNZAZHvMmOykekj0aF/v32SZ4d7jZcmEEG/d76H0X8XhlSyPkFzauypbVC+W1VNknUH0ug4Yvo28kPW5rjZ1t6lOsk9oKb4UhYMHaXJej5rheQP6wdZ/uUQGhhjSII4S1gsxuDRZ0aD3JGdKg4HYt2TMCEVRaHpJjJEErDFkkEFUYq6Fejqq+5I9O6iS0dB6Ilayw8pmLfpJOxwh+XMn6gV9NitD0xhDWfvNYqHZRGVZFoVdEoSGQLkYoxnXa8VH6jR6B+ZB9k1EzHJcFwqrpotrLLK8bdNKdlAzQm44louvcpSPV2xaMZcHZDeQ02hHOGEFQ6qEvq2OSXX1j+VcvuMhfjl0tqaGShfsuy5/mYjIPmRZEbTiXbY640+/Ldfg5bdRCaUpaiKP1YbMOy5HX+FYpl/ukZBAP+cchp54potE/8RoNNrd3U0r4Tgj7ifsN27/lbUeDG4bPHArHumJDd5rooj6oaPZtA7zHTUh5ynVoLBuuTYQQBiCMIhzJgqpZEIA2AgQE9Go2HrzqR0SQ2zJEJENXbRkABgIAQSUwk4qdKY7vLGv+WiO30NdBl3XqWVi13UKSWl1W9e1sl5HoxEzoygqYiGz6k7wrzFOt+i5zL/17NPPm+/UVF+Z2n/79n/3T3YFFm8+c+ktOw/cs3Xp1PhNGxuTvXOnN9yoRgcGgOHEsyatRgB49dVXFSxSddaFCxcuXLiwWCze8573fOhDH3r22Wc3Njbe8Y53vPDCC48//vi3vvWtJ5988p577rn//vt/QpQP7sByVq9QkZYQgmr23v/+96f3eNu2KSrzzh+Qoq86rcvNdV43tPuTfDz77LMKC1uDzBZ7PgWL9Pox3WwNQkC01mqzqiYrer2p5lsaIw+vyIhNu5/CNa4sQgiGjAKk2k8WZRGjRwRrE2uHY/QhSH7KGIPWUghyNJ+Nx+Pa2tB2zLy5uamLXKPJcwqMbq11VaVdeo06np+8ugOHKPmxlWoqnWCqRl1/XJHztKR7C4DeBLvfRnDwGE+b+Wx2pIMYMBRCGI/GxtpF1/rQ+5oaZ8fj8ZkzZ2j7tCbX68zUFk7HTojYdZ32igrvdF2n/ZKe7LZwROS70LatLQsc+HzGWWdcz44hkzzJyaiVgvEhCEdU84+M3ao6xjwFlCUbYZDJxcNE1AnrtAyFyIIhU5py59Te6XP9wRq4P227ENy4iDG2kZk5CIMQWELE2AUWQQJCS4N9KEkkYwBsCNDFoFwog0SGIgiRZbbO2Gj7rm+0sYmCgzEskzVFURzsHwohWWOM8zEu2qZpZiEwN9OUElk6RwQxRomMBOqwihxns5ku6e3xxuHh4cHBgU6j6mLczr0CrWiNZ4mdVwC2DZFZQut1SuI7L4HRWDIOnJGiEMA2BvFQFMVkZ3tra2dz+5QW9tHQIgYW7GIIgWXZaJEBCMKGgQcbPBrysQXzRW40cFoiqGN3Tq973ftNakPSpN45x6GVYaDdHyv9QhkQsMEkJgVCnKC7A8EstEsQtEUnDSeMMUYhYqJI1BvV9kJTtXURlGHmf6sddSifMnMyGYiHEmWouth7u2K/ISd2N7eUxyjBRxIalv6rL3LoBVdivhKXkiXnovSs2ZMYm3nIRl4AmbVXPnT2eOKEMuNwrvblJ3469KUKrw2uLUtDGly1v8mrqPx3DSF+CGgGOxfMRoxL08W1Wb76KK466DAzSuynWSgEuFYrA4CwqIltala160PEEGOIHSI646wxKEAImeguioj2lz0A2DcJfYJqOnWS0yDHqAF4a7fupLQGSJ3qystZ5k+sN07piNKJiAap38qMPvUYSQ+g+76SPQRXHPx4GAtZ63qa21pkH8qqX3PGNqRlfnovrGefIKkE6CU2bJrswkmx0WkLS4LDNMtIvWE+NdcvhSHWM0GXay2HrH4ArvjuJBVZIu4m7lACDAGXrjb9HwJK42o9P7SJyGdOvUbXGMwAnzzFfii2JMkUASBGTC1xblWqJWm6vF6CaG0MvTGDUm0FIISgDKK1PM+fVq155x3ga7Z8J7Ztt+FA3iamLx9eJMg3sbXzgi+n3RJRZUqdlCtdXHXFggAMjoCU14TDsCAKtQaJmDFKmIw2iMiHORRGev03IyAgA+Drvp93iLvqy6mq6vDwcDabbW9vW2tns5maXsznc01k3t/f39jYYDLQcSKlGzJBImSW+kggIAHCvJsv6MiUEgMWxkoRp938O9f+xzM/eMYu6ondKqrywn3nz+ycvnTq/odPve2R848MDNf1MzilSN+8eVMbgOl0eunSpdlsdurUKSK6//77RWRnZ8da+9BDD+n1PPXUU5cvX2bmu++++yend97mDivJ0BiTPD/62gJR2Zj6g2qbcStf09vwb9O05fbOqG/Ax3PPPae961A/8aAAR/V/4n4sKIjGObO9vb21tVUUhffBGCOyQgzJ6evWEiJlXxRE8b5lZiLNc+emmWsDWY9HiFjEwlrLwvpGU6ZaFPY+qBlMUZW2cO3+TX0uk61NEfFNqwRLfUzKzlA7qyVgFYFjjMIobI01pp878JBtCwBRiY8+JDAhn9NpTqBietZaGuxkknmMdW6pLhkGmJBN6/TUaNt2Op161qALv7W1c/H+SyaGw6MZgxweHrZte/PmzR/+8Idb5aQoiqIo5s1iMZsjYlnUah8ymUysdV3wh4eH+/v7s9ms9VHnCEl6J4xp3tdTo2BZIoZhdG6tRWsAIAYZeniT20AgYud9KgyGxIge/yQiPmYkERkIENH1HthkyNHhotUHFIK03ltrjSs8I5JhAUAhcJU16iIThOtC2s6HwFG4Z67oauDIHBBxXJVgqA9yMP0AxRoi1+dFAUAbInNU+VrTtdyAs+XN6RGiIWsYqAt+Plss2ibGWPiZhgYRYnBO0WyLBMzj8XhcjxaL+X6zIIBqPI5RiCyi8T56H5WVJUiAWLqSFbT0EQCCj9qo64ifrDNFufDBt11EcsaYonTOltVoNBlPNre3t7e7LrZd17ZtaBoluxIRI6FBYY5BTzFTWgfWtTQQqIiACIayh4d2I6vOJGMc/hQ+cs+wuq51qMpBTWmierWjLL1OeA3fg5XkudcgShjqNwQQFkbuzer9MO/OGkURODl7do0CmZur92zDvqUQYOEQ7cB3H36h5E2SJJwUbwOGppeYUQ0pM3xZRmGIKh+FZJUXl/uHHhOxLDOpBGHIVwEBRj7xhMuZbLe53QKsIO3J8htZrTkEsle5/i2MA5K71Chyhl4ykFFzFwEojJHhnxGXVuMonIRhMiBgZmCbCABH9ZfJHD5Qc+aWA34yCBl3UndqRmjbVr1zrbWlLUCnfwB5zrViiXnQAqwms6f42oF3ynAsVi59khh66SFqS2kMxhgliQOVnTjQY9SMQbu1oiiIYDqdqhWbqTBZHfpsv053TKFCppW6P/cmXYrH+g4wpNeWvpmIQgwrbyrJyTx9AIPvU1+DBT6OHOYmgYl3lyRtyVETB/NVAsowZ0IEIiQiHq7k+Ht7La2BiOQYwDgchO0ai5KZrekvb4nLDewR55wlo7QlyRy0h7tEPGRLwNBFE9GAagtkpruZeI/VMyCvOZZq6ex/00tLfz3pZ5i5aRrDrCW+IoH65+66667U7SfGzo+b0v6aZIHbO2vdSct3e27nrdiet2kC87H98Yo/SVzyt0DTtAMnaCWBk4hEVCozOIagBYBSSo7iSteFToK00rnCCQogCPaOuAQEcru2b81l9McCkZaOXINlCzN//OMf/43f+I377rvPGNO27Wg0MsaUZfmlL33pH/7hHz72sY/dd9/9Hlu1PgohjKvR4WxKRI5c6zsQJEMB/I/2X96f3xhBNcIaEApjOvGBOjdhcR0w3gTfyPyF6bPtlXbsJ/eWb/7I+3/71y5++MT2uygKEXnhhReuXbu2u7vLzOPx+Mknn9zb22ua5urVq9qXjsfjvb093cfm8/kjjzzyyCOPHOdXv+4JxfH0jrQeIPOaSo2NxtYltAeO+aPcith5PDUUjpncvPFA37XrN7797W9ziAYlApVlISJIIkE0tkE3CmdsCKHzfjwe16ORD8EVrqwqnRsbMj4EbQ7JKLymSaZLdr3oNJdwZ2tXx2FqgHnq9J5SjvWct9Yiarhov5ESKXdGVUP9jdrd3dWH0jdgI9J0Vs3lS6MulT8YY4SjMRSj8jI4Dimpmrx9DKKk9SJS+uCWZX+YHcppGS23ZeHggwJosJoHTc7unt7bO3smxrhYLOazxc2jo+eee25v78yZM2dcWYzH46qqi6ICY6ezWc3RWDtYXqHqx5xzatjW+W46nc5nixh50Sz29vbOnD1bj+qehxkkSC/lilG60Isbe1LJMFkOIXDXB8Uba8gYZXjG3MhxGDWmDTCyrM078v3KmkKDAhBMf9oKFeOq67yPgtYRFS1HCCDkiEzsZYeCDKmqipGtLVxBApgevcFIpYNeqgaxn+KlzZlYAFhi7DHJKKiJIAjYdb7rfIwhBhFEIGKWrvM+BpX2VAhVWVBdEaEIhxBi8CISYrx2ePNKjJubm1vj8fRoerh/MNkka621rmka74Ox1scYYxxPJmQcoI8c5k0LiEHAGjP30VjDZDsWZMCyGk0KsTSabI42tkYbG2Vd+cjzxeJHN25wQCRCMlg4IFQwcHDNAWPIGBM5xK4FgE7tAwmLqooxxhBA+jzAAfJSHIV6oG81Kux1x4nDYLGe/MbtuEJE9ZkjNJz0FJwC50SAet3f0FCl7RL6NIEBhxeJHGXIjQxrmrK0czIjECKrS8uSOpmhEScq1zjLzSL1sOgRPW0rGDjatYjhIYPgmFQRsf8nXtPM9FPeVbSnRy04t/IXkGTymZG+lD6qrUsyvs+rxlzeo1Cb/rggr1VCqy3vyrNflygg30LpN/wIpwocQGTN84NXuaFrpQwDCABB36WoGo+hT1+IMmhgVvl4zjmIPOClvWqUiEJvxIIQOcYYmCXyamyb5NP9HqTEZOnep6cnV8UQA0QGFhqSWzXqIIQQQ1yW+H1FzjlbTA30tMBCABl4oX2UfLYKYwwJf+ipkhpyKHENjAohlM6myNc8SXY+nx8dHSnMaABVaWCtReCqqqqqSgRUHeFPp1PfNSr40RJKXWQo43VkdheSVtGqBbxJxtbMrPYwQ5qF5EZtCsrmXJeURCdZSEPOw1kty2g5dWWMHFa1c2CJEoq4ZLdmBp75b1Zb7ZSWfmJOd+ZfX6oOKv2rs1ad3Iior4d61zhgZjKYzshEsEQySc1ichFjniExUORTvERKgFAL9baNecxauj/6cvohJZFayDBzXRXK0erjSQwBwIULFxIZyQ4emINX++tH9u7Qe/B4e7bGub397zyR2Hk8kGBF8Lk6GjteZy+3hlVnagAot8rVpBYGAWZZLBTCdekNZa2x1kpAHYVEjuhQOJKzqxuyWkwRypLzkrbftcv4cduANQrlzZs3x+PxaDT6oz/6I3U71BwwpaV578fj8bvf/e69vb3gAzIyQGmpabouhqtXr0br73rL3cxCQozAEG8sbsxhNraTdurHxeSRBx5hx08+/a/zZlG4sokNG/G2DUUQx64trrXXYPfkLkjHE4j45je/+eLFi4lLeebMmRdffPGVV15h5oODg6qq9vf35/P59evXnXP33nuvDsg0Y+Cn60lwfB6aAOG0e6T07cT3vpP+80SrIegtyiT9if8tH8//4LkXf/g8Dhxya00MnUHywr1qAKlr2ThqA7Pg9s729s729Gjuva+qWjd/IsPMPnaISLIMUqrGWWYAs0JbN24ebG1tbe5sbyH2EefC5KwMUgXNQkgki/Q+TS6pANBGcWVhyeRyaB2FojU83OQkyiBLBo0DlyenN02Ti3zSeWetUbdBQ+SKIvFL9UjtnxqZ5eizi23X6smrrXJZVfUQn5tO9p7haXrjNOfc5sb2eLRx6vTpRetDjH4+265KItt1Hq05f/48tcF7P5vNZrPZ0eFMB7hlWQItI4uEEQCLonjT3ReqqjLGHB4ezudzZiZbLKkfhbOFSyLGEIKxLp01GgpPSDFyiFF3Nsn2WN0xejpuUWhRkA+I17Fr6FtEUpYbIhP4GExRAAALMol4CTpPGSJxYxBmP9BlHaJJUVBLNo3ybH0XQgjCMcp8sWiaxkceFP7kve/aVg/che9UkUGIBkmxu7osU7CHt8BsrKOiKGBG3vvGd03XaYIFERhjdnZ2Dg8PjxYLiLGoKgQJvpvNZpubm0IwbxcwxbKouuCj8HwxZ6Dh6RAiMggId8ZaY8nRztb29t5eUda2qNAZNM7HOFu0R/s3fReBsCxLDd/ShpM9C6HiBjGpy0QEBJ0xxhRRRISsKauq6TpgDkNVwwLIIAYJKDknIp0w8HodenLtJ2koQdu2bWLXj0GNMWSTX4NOzAc3RUoo1jIAUCQ/IaRvV8Wrw5OwMQaQjtdpy7BuwMggy0ZOgE6md2a9UlymNDkLvcRmyNAWARCLaqnXQxaY4q0lYYC96wzIWh/IIadN9iW1WSlQzDIRUu1Jhi2PgHrjCnXgMKlpPo7ayTFB5ODEGFLrmPoEZibCW83vdeaXirHVeaR+QivrJrlrrBl+DC3frapqRKLBeFORTMI+XcAA0GrwVM/cC4GWYkZSmlyqJHpuEkrwHgZOoO6/Q84DMggBcYiRWYCh7xsBkIqiSH27xuUlTCYpM5UMmUCSwQbTJ42Hbo7qcqb1olnl8ORPqjdUzGfAgMoeQURrjE6XtfHIkZnEitQtZmNjQ/81FfpN09RVkdqJ3r7CWgCYTCZtQyqOV9KIzhGbplEujQ5Nff+mpTzrMz3c4XZiXhv1PMzglWdydHQEx2PlMh+/zIVlacSUkK7U4vZzpciJyZ0WRoyxKNwairieIz/kCAMAlWVeYSdD1LKwvTmYc2l8pcVB6r6MMSBLtwwUSPF6TdMQkQFaEw3HGB2ZBGkmoICIOMSVgMEMkMxhVbUxYA7aY0CmmdSvtG1PnlE/wKIotJ2uqur6/o2u60aTSdt6Ednc3FSdEjOjsbpaEnxxhx/HR7y3//xEIE5NEbQ51/WZzP1ijJrnpoC23tjX9G453hneYoIAJ/Kfj+OEDBF6fgUSUtri6vFIW33v266T5KxbUm3JkiNbGBFGA13s1Dd1djgrrCvKYnY0r4sS0XSxHY1Gh4eHk8lEYQR9LkoDUw1eyor8cR1WNQNdK9HZbNYvtuGXaNd05cqVg4MDZRYQkY+R6nI0sj/4wff+7z/648v//vJ//b/+6/bWbuyisdRCAAf7833eYYq0aOff+vZ3/sMvP/bO8ejr//r12dHs9O7pKzeuCKIVZ8j4KZ/ePvem7bsRTj53c2FqqhrH47EGsu/v7xdFsb+/r8zPa9euFUWxubm5tbWlC/t/db903DPpxIV3+5bv9n3pG9/vJahH1xURvfjii03TLBNEQzTGdE3jDFoyBNgsFnVdt4sm0c51AqW/RJ/U9va2zpu0J5/Npn2WDGFukqm3TjFbZh6NRmVZKuQLAE2ziDHOmkUfD1AWutkeHh4qBlgUTkkNRFQOo0YAsMalKZ52hiICRe9miP1Ua3lQaqsTQlAwWY9FVQOm+5MKJHUrLcsyGc+oyk7/N92KbmgSThyspxVujOklJCE0TRODqNZOzz5NVU15sDdv3iwZ9aomk0lVjtRopLcu77PmI4KZTCaj0WjaLrSL7ie/xvjYpnBaNFbJounYzTX2fWerHDcYRBaZT9t0voBlZK5KGyhtWSHwmpkZiVbdPRMLES0SGAPAAiQQJQgiOGuTG3aMURO0RISDcOgGqApyY+qmW/S8FRDv/XzRdl0X5X+y9249liTXudhaKyIyc9+q6zZXzoxI8HJIyzKhB0HwOTJgwOdBftCD4X9wDP0nP/lXGH7QqwEdwDy0hGNDR9RQ5JDTw5npa132JTMjYi0/rIjI2FlVPd0zI4EwuDEgu6uraufOS8Ra67vxOI7Bp4jCYk4nkcmS975xrmtaAu6adrNaWDLj2KNwiJ5j35FpyMZhN3j/8sUL3XSGMI7D0DQNivhh2Gw2eutaa8dxHIZhEFSaLhEN4ziMYwRommZIvgYIlgSBDNmmRUQgs7k4Pz8/XyxWTbcwtgHCMbD3YRhDjNGSM51TBaZDwwgCghZZhJl99vyz1grCMI66kgPhqmmCZyGMPqDI4XAgqPwJy7Ray8hxqBfhMvW+17UR5t4rOOs4at/yxWKxjyMKiEgMIXJI8B2iZNd90YQsRDQZi6ywLrhzJGUqnd0iWYcIkG05QNSMXzHM6p8AACEKa8oiF2+/xMTVQDnVeKUjTkc1YZgiIDbleEzMVBSR0pJlE5rqaS8MQ1RhR6J2KnUT5Wj/4DtVF5baEYDu7PrF7eretm2G2yLcP4m/n1iCnAVL944B5CH6SnpTlprPmsDTO0P9qpusVRbH9L/6gxyFTIj67yQblxyubY+3amMMZuj/KJgbFbExaABRLBlb8C1DGYaCnCc+uYDWNjBYWbaYNBVOQQ7OOZ/9u3IdL6WqJpxHQjPHAuDkLn1uQlhQIGdNFQIxXSDV6emiHEevKxcRNc6UHqm0N7pv6SatQbcxRwDpL9coUmutTWNpYeYo8xLZSyzWpqWOLjhVngSnM9/kdkXjK6BKus8d2hS9oF48Un0FAEVCIeNBSreLd+mpBVEsVMaC6ek5oSqzuyx/6tmlP6sRurqvA8RpUqNHUtEsKRMJCmhpnckXPapcuMwdJBsqFxGgntK77p3a4RcNoRYZ3kud1lCaXrUxKDEPZSyqAFRZKyLzycnJZrOpZYRfSfP41t3kyxuplcV2u/3Vr351cnJyeXl5fX2twrOu64r2TDfar2Fq8vW+frSxIQOAyZplZdoAgI8jIS6XXa4O0xW87W9NJCfWGIMWicgQqbt613UE5urFy7cv3jbWjocxgtlut8vlUhURZZTetu1+v1eKpvIFikX+G51kPLb4qhsY9Sr8yU9+st/vjTEShNBoMWrJOOcY4s9+9rP/Jf4HELGmQcQBDoewjxSv++tGutYum8Vivxs++82XS3tiuvaHH/3oz//s3/6nf/jZ4y9+G0ZYx82pefuC3is0j1cHddTR8Ck5rW03m40q605OTkTk4uKidEp6S/zh9Ub9Xt3B6pm/vr7WZZ8MFBa9Li5t2xRqX/aIAh1G6HZTeqFk5Ciy3++NocVioXd1LPuj7lzOpXxIEYWw9vt9GV3VjpG6BWv3stlsymhPsTtEHD0fuTIQqX1FIXeUUCXdyLZ9rwsLGAoxWiRyurkR6Z7auNICaQJTMavs/bgfehE5Pz+3bbNqnO47/Tgyws1umxJZnWXU9AsxggBJZa1CvhI4JIV4BMYYYZAQ2TVtFIYIAMSZI8PMNzc7BQ8J7T7uQwiBIyKpZYi11ppGz6pGxhd1t/Izrc2WORyL/DKJYmolBgBLgis0xEorC86ooH6Egp2mVlAmGUvgOdVCnQ5ivqBEBM5KjEJKzDGmBZCiY6coQAQumTFSMetXeFVbWb2sffQhhDGEEMIYvJ5bASpoZOpmRQxZ27Zt1xDRsm2XbWtQCMQaur26Hvq9RTAENB6GMIqWT+CsNTHyOI4oYMloXdQ0TUeEiP3gr2+3+37wkUl48L0fYwBpVBg5+kPfoyE0TiuxPngjsGzadrlYn1+sViu3WIBxgShwYA+3t1tOwi9EEBaM7EWEJbVGoOocY4QQheI4hhA42Y46QRiDpyEwgm2cCKCwDujzUpm690m6YoxIKJs+0ddMUZ9lu6exS8b0RIQDJz9PkQh5IJLcBhl8TD29MVMLd88kFyXBOjLp246O1sCxJ1/Vj/C9yXn3kzsmuVdOF0dEQCuVErGy3+SsSkQQIanlcFPnNpVQzCJRPT2PVIbFyTtPlCuJIDMCHuOHEQTpKMHv7pWbWK45XOW1yiZ5RYE1JVXMm8wqjyqlmEl2rzmWbz4kgSD1cgEs53AWu6H2r0WFmfm/KASqfuQS3AdJ6YeI0YfqADgK1x6VdWZXnUuR+KsoCHdpwVJHzKkKcebbeS9pMPVdwLNvMAi1r2ABTiv4dxrIaQzbrPvSYWGxiiYB3Yqcc9ZgYV1qCRVDcM5dXV1ZkxoznV+qX6UOsFUUXmhI6bzyERcREcd+X7noko5vcrxBapYKK2aGGM/yRepPSkQxcI0GFPYywZHWogycihtH7UajZXThsUw8umPUvRh7aF9bE36MMSBcm39ooFldFtTs3Ho1VP5AEgiNvhpnzH1cZ+mCM6y+Jr7eRa4UY1S0dsb8TFlMOQydmd97733NjK67vhoF+ibsuFdkKrzCMIOIbm5unjx58sknnywWi67r3nrrrcvLy8PhcDgc1uu1ylZnvNZXU0C/3p8f+qKuZpJsSThtXkiCiSpjEIiMCIlOV5CBwJKFHCnZGBtjJGNWq8319fUv/ss//eAHP3BrYlUQQwAAIABJREFU9zd/8zc//vGPv/Od76gJ4WKxUAhxuVxqYbdarXQGQXc2tlcf8130sl6vtEz/8MMPCwFbP9swDMYt/ui73/3rv/7rSLxabTgCMguIBXcI/S7s1hdrGxvem9Bzf+sPV+N//aOfNtb93X/6u3//0fdwEGLrxLSwWOF6Cet7b4aHdKH6NOlMCnLgm3Pue9/73jiO+sUi6PrD6027vrvPyxdfPFFbHWMtESKJ954lAPNytUirok81Iln77vvvn1++vd/vt9vtYRzQGte1q2aj+4XW6vm90hNTGP7a2q1WK73r6mGcjsaO2dTJ0/j2dluajbZtClZZXIvKkAssiIjLNi36O9PEU7y1xjkLKdM5rc8q8MuzNsz4bVcr8UJ+6fvWVCnFeUREOTJqMLPZbDabzeHQQ0zWbmoLqeehWXRN03Ttsu1aY4wghMhN2wWOZmzUDyMTTa1yUvwYh2F/e3u73e+IqG07PYbGdQqWNk3T+/Hk5GS73aqKGwDI2q5bbjabEIKPIcbslzYFWVWtH0gii6Z6R/lQqQNXwu2sJ4+ccjg0YKEOvEHEMI45jsgH3UDJjcETEVpnjEEwDMKsbq2SCS9zMm0IUV2yx3FUYsjT65fa9ZWwKKLpoiwXi67r9B5QwnDrFOdliMEP49gf9mPfb2+H4dA2dtUtLPCh3/n91jlnFhdd02z3+2EYnWuMs3pZ931Ptgksh+HQ+2EMnsiSbQQgQmCQwBHJkDWCxseAMSA617abrluvT05OThaLRd91RBQBQohGrV58GP1ImMBeyexBAVh2bcqBBFElYuQYmDl4crZtG02tTBUOoTVkjA0pUyMypuJHETJABsiEGmz8GO5hwbwhYT7/4LTChBCMbQDAIAkIGuRS2ISgQsqUCQKoJjPAjNnzj+NRkDigmpNU+4XwEcqn7RjRJAiUY0SK5ovg63xGHVcBKjSHR8NFyYI3ROTImMEZIEQo1CyEyq5T2zDhWJNZFV6sP4ZUYAho46n6wMzGRK5AoezUP7cofMUAu6o475300x0uYmmZ7h3/K+AJyZQ1HwMR5xF5uaUEgSCBznIcIVhscIRZsvrxqIotJGCWsrwUbwwstvjqBFOdjiPfTkyZ7DN0KH8Pi7D6bmXHPkQQJOSjFoVz9mRye0/pixxLdzH3CxWQ0i/BnaBFQwVky30gTQTF+5qfYrBZWlaNZNGyqQzCvfeH/aAbqnJFttut7/uzs7P9fm9NcqMuHPeS/qcbrZqjTlQQmRb92aqRJ8RTL8HBKwCluFlNyNS+drKuyc2qFO+Tii8KABp2qs1nzh7XnNmQ4joQY2X3OuUvZwSsbhTLNKQuMkqbVCbZM5R14mRytiKucmnLbFK7rHIAaiNHREJx6mkN1H53tRZxitozpqa/litbRw6UeqVYtxWKkd4nZdKcPj7zu+++q84ZR9ZBWd33L93vzb6tUFvfe++9X/7yl//8z//8wx/+8OnTp59++ukPf/jD5XL5u9/97vT09Ic//OGs3rprx/wK7d/rf/3uF00eZOHxDxLZclGmsAciY12MIfF1AYGBQSxS03Tbm1ty9OjRo1/+4pf/9MtfvP/Bey+evry5uXn8+PGTJ08++uij8/Pzw+FwfX2tiJYWrAqMtG37pqd9tv4c+UlkG9hy8OJBkDvXRIjjODZt+xd/8Rfrs83AY/CsWTEM/OL2RR/73e1+bV3LLY62k+V4E7/8zbPddhv34dNPPn365RPjpOs62MNi1eHD7ce90+WCwGtrmv08Epds9gH/9b1P/v/xKmcvxvj5558XirU6XecBEC+6hapc0rIWwurRyWKx2O12AHB+fh5C1ImhiGjiedM4ETkcdvrAdt2qxvpKjoIyGAuiVftp1b50Ncu9jLcS2c9k46UwRagnwbYRMoSZE2iMWa/XbWdLW6LGpAWfnOl7ddOsyTU6A635bGpSnxbn7B3ddG30QXluiWwfB8+RiE5OTvSbQwiCyX0ttXwhMIv3Xt0104gQEnnEg+HIisx0XUfWiECBRrXrUwdODIiEimcq0Ken5XA4aOIZ8xT7dDe+QgsJAeRqwAjVIFsR+LKvJQZj1raQTJuOns9SPwA4qXzIYozIwBhAKAh772OU/jAkThilAa5SVdu2PRwO3ntmULgvxsiWAMAZQ86hMUqy1QZP2V7WWmPQklEsOg79OI7b693tzfXQ78MwxjAaBB6HMQYS4RijTwp/a0ZIPqtj03WNc4dhCAxjiPv+cBj6wUdjEchS4w794JyzrkFhZhh9FARjcLHeLJbrR48enZw+Wq5PqlIqmSRDuoIEgM62+eSks+dci4iWLKfuhonIojVoWwAXHIMggx9GnfZ2i8WpW+z7fntz8/L2xscQWB49erRedsNuizi1DSBI1jihGKj20vsmsySAo9YxjB4Rc4GOCt4iooeYzIGYE2hjCBFZ6dxqf+A5YwxSiRe5YmwmQH+2U1vT3N1NRMRLmndHiMlzUQRe8XmlilFIMWRgI9S+LFDr69ReE4ArCmDO4YWqi0tKyiOzRO2alFcwxVno9zCgyZBfxvpSLnltx8JzoGBeFghM1po4mWupZhGrLlCRq1mHDHdSFI/ehZJ/PVRQG+CR2SLcLbYE4A7nUyKzACBSTc89vi4CksPESXLARe2AXy5BGQTCJPamVzLZpIpxlwrThWN/S07IZIW3FPuQ8iwd24LFGEJ+wOYU2SBc/1QZ9VlrtO+qJV5SdZXHQ/0pLUe5yInjnsEo3XX2+/3Ny5cislqtFotWCQza8MQYF11XlJNJQ2+MMSZGbW6hBtbK/leWe6kUdDGEen5PRCpFlsnCdpL21bTeuiHJrNQj7KL+tnrEWORVBXMzNMXj6vfrDsHe17YopR3Vhq7ugUXE0NT4JWamTBkA1tgCM04OupM35hGRMh2hnZJDOcSH/B5qh4989Y/uw/LxS9zwLIletZree6LEuzg/P9eM6Rnjq05N/FbMMF4nkqFpGo2H1tR4a+1777334sWLL7/8Ujf+ly9fahG2Xq9nxonwsLHnQ2LC1/n6vPeTXBil1Nk8sYqsSj8qaDwLc2Tl6ACioEGbGBBEw6FvmwYEttvtcrP883/3Z5uz1Zcvnqg+pG3bv//7vzfGvPvuuzc3N9///vc/+ugjvd9UgKfd+xt12jWhvS5q61JPNUJd15ExqsEgQ0yxH/bOuWEYPASMprGOgV/GF599+Rmb+GhzYsYmDCEG/uDtj+AndH39cnu4+h//8i8//u0/CsQIfowHMu7i3fOSqPmQEuEVN0/FYjjyXP0D0PdNZIr1qnJ9ff3s2bP6VAOAGnoFz8ZSCCGrb0RNVpfL5Zj5ILrOqOz29va27w+6Hei2rz63tbwiS2G9tj1lrVZmTQmAm/ZoRCRS+9ZEJFQDLedUnoeIkWOMEStnuzGjTMzMIaZ+gJBBFNmz1trGkTW1YW+dZJPQb02CA4FMKmmaJmb+SNM0xlmLWPJyFJdmZmBRcF7PhsWpb4wxjoHL9FBTyJh5HHprLZKtHdecc6YTXSJCCEBqo5JEHABgTUNEEYSYnXNj8NO4NtU/EkKgtHOhxsffk5MMQBo/E0FAWNJ0XbIc0TlnXFNbTBcyaEhVDdWu1+rYGbPTnqsGysmdJYteIDLWDHCBGMLgR71PlP+f1PLONp0jam3TlY3PWirTwMjeOdeoWAeQDAIHvx92L17s9/vd7nbo+7EfAKBpLIcggkonAUOARgwFwLHvnXPeh34cljGiMTFK4Ah+HFmGYWBEY50wBwZBGnxQ91EGca5drlbtonvn3feXy+VivTbWhhAOPifuAoGieck5VmtEm03vJtdGYwxI1BsvAgCK5mABoTE6z3Vt2+IpDsPAzE8++2w/9DeH3fawB7K2cbJe5UI+EeBSMBWiWq0UqeQ0zvg6LR/Uq4fe0qIeMuphnhdwTXRQfDZqmRiiIFCmpAEA4WS7KkXTWRsBGFtoZUdjTWSszBQq6CuXT9nI8XUqGuH8UAAggAUSTZ+oK6SYJV6CTHLkdcGzSDooqGM2pazXZbBHGFHUhHtW9SBk8OsoF6G8ERwF1t1FPAHkrhKvcBpnBV/keN8+PY8ErHYUnOF1s0FuuqUe9LbOO3piv4lM04KJ23lPcSZHUB7KkT5eF8faXFgqY4FCa9Ce/OiCxgiIqPMrQVPNlY+c7hMJ09SNX8FhitotX6Pp1FGVGp9+Z+aZlF3QGatCwQJjJuJECDa7jOoZqxtL3S0QUcLknKkpQzqz1HlYHEf1STME6/W6aZrb29vdbrder2fNarESScEmR1pEFhHgUEcOlEwCIiLnSvua1Y+mih84ysjOp3Rq+RCmQazkq1S3o8p2V5ibmbFC+RSvg+NgkjodYVZHlquvxYQW2YknQyQca2yq/Db9mOUGmConPMLP6z52ZgWu90kNgZbjPMo+yt48TTPXMhWosOgZip1PcQSZCMYim81Ge610mZBe03vzG8J995IqtQ6w1m632+9+97tvv/32MAzf+c53Li8vV6vVr3/968Ph8OjRo+12e3JyonY1s97sNYG7N/16pU7B8qSXxm9KkEU85q6zRCAhYxwJGiAAEhACCqFvuhZJ9ofDctO+98GP9ofDer3+q7/6K+/9F198ofKbq6ur6+vrv/3bv33+/Lk2gR988IHGNF9cXLwRuFoUULN5RLnfio8FM1shIlLzfYumXSwa0+z9wYqNkAJ4dv3u8yefA8nN/uWj5sItFpZpu90aY043p3/0Zx+QwOe/e+wcicNhv29heXF5WgY9rw5RnJF+i/vu3c/1B4jv2wL6AODJkyfPnz9XWl1hzjOzsZMYAcCUCVTbtuv1ibpfDsMwjl6/6Jw7Pz8bx9V2u/V+KIW4ompamBbHaQWICqOkxKVo5PjdaJ8Yowga44hSClHTtBBDEbGn2Vze25WOqGAagxyGfgzeuim0ve977TkVTK774aIsPaJ75aFhqY81xUGHMjqNSiZhur8QajqcfkAdEqlHGjOjSSxlnd0bY6xrez8618qx8GH00epXEHwMxcm5bdthGDgCETFCSOGEVn1xlP1YpODpeJJHHtVwXCmKlTCVjPeEyyxecgfinAu5ry5zbW3Sy3Zcu30iovfCIUQWJCksJCJSdYMwqpe/JScowRXmCzAIxaSnGMcRDa1PNl3X6W1mjAmjN8Zo0653rZq8jSMYEeSAEUKMwQ9KrN0+e6Kw4WbR7Tj2fe+HeDgc0LgQIAo35Ky1/TiM49i1rSQZpPTjaAF9DCzYjwEocgR0BpDUIR7d0gePhharZdMtT05OTh6durZpuqUg7PoQQh84ApBx1hhR09M06De6rpJgFJGo2jAEQWK1eQZm0SwLRVWFhSHC2KsdEbMf97e7J0+eHnb70B9G7wMKI9gWOVCM0aA+FCIQhVPzA9mDoLR8ryZffHXjhxXjj8jNxvcCgsyGjJnuDYScNZB5XslF06Zp9RjDURhBjtUzSKQYEwvkDEotJScVUk1OdKbkZikgfafZqRRYMDnf1M2UnTqQyUCm/LgGiB+flCzVm9AtAEaYxHjVN9tcPqa2zwhygpWwqo/LaPkujafG6x9a62tRFiKWuIijIAfhu04A93qxHNFd4VgXl81G6pi44vVy3MVpZZ95azn6xgBO55NStkeqjPWtSbNC58fPuRxHkZipz6nHrWprbacS6jSxQUEpfJQ4DyAChIVvq59FivQuBy3M80DKVqH3etM0koeLhDIrNDUjtbQQhfqiixpVJz/GCBU7GI/wsUk9qFoE/am+7/u+Xy6X+vtXq1U4PVW3jNvbWx1SKgnz7OysZOVN6oUQQgjWkhRRZjUYts4UA0blQquAHgDo2C02xijVTAiORydVYCMUcmZN/pnAMS5hJ3qlkrGVmTFIcyR33exNrMIKBrlLMLtXJVs4ljBZ7t8joGJmY6mSjGYILv9CvS309hCRxrqZZq+O46tH0Xdxm1oLWlhJpUtUnmpxv9S30Ma+6C3J0DeH+L6eZE5b0zQOt9Y5d35+fnNzc3p6qqK+/X6/2WwuLi4U6HtI1Pct/vk+hqcpfA1t/NQMwZDRUqNwfQmRyBkEHcmSEEJWaDN0rmNmZ41rDBBc7a40tEDFKtbak5OT6+vr/X6/XC6vrq5+/vOfa6P78ccfP3369Ec/+lHd9b0Ovjox0LI+qtLoTgI/3f5DCM3Sshi99fq+72Pfx2G1WesonoAGPz578VQM0Cnud1sr8fvf+zdn7zyKEn732WM/Hm5/++LLLz/nVTAOraBF2nRrAny1rm+2s+gyUnD1hz7s3bbwD6+vfM1Omoh8/vnn19fXx5wCiewNWB3SlX5PS/blclm4IW3bLhZLtR0ioq5r1VNkt8veVBDV/VjbvLZttUeq1zrdIHRpVWLLbMBa7uQS8VdAuXqclxoSmML0yhZWWB41MUc7w7szo7KWzqaf5S1KBkMBr2ImrJZjLvX0ZBlAUqzFxNjMz9JFHotK3Iew3+9VSDb0/vb2Vra9cTYZuhDl6EIIIYAIGKIJxcUiYjfO6fd4P/oYFGZMnKg8nkZE55ryicBQicgDTDCgVNAT+zCbWqqwr+Sq1fQTY4yxiWYSNWsABUCssSBU7IJAct5Y34tIFAbmxlg1c1YgdA1gs8WAvsWjzTqhYbmkjtHHiCeLxeh7P4wc/X63u72+8X4wRCYGjgFGFACKMfow+DEGaZYdOWIGajov0PthP0QynjjGGBlgHMMY4hg8IzAIiQEDLDgGj4TONp5pudpcXr51+c7bTdta2wjC4OO+H1TnaF2zXDhE7P3Yj3HT2kQnQ4NAqtjyIehkDQgJKe8zPPgRspuDZraFwDHGzXoZR7+/2V5dXV09fzH0PYd4crKO0QsCIKEAS7BkFovF1YsXwqn7AjB1e1bWhK+l6D+Cc4qMtiZeqftfKq5DVFmp0oYJCc2EtJcZvbYdRwUJJrcUSHBL0IJ6pmIoKt8J1UwcOnloo7n302iRnzHrVJHaexLtcAKs7o6fo/DRbqe2ojLJ8+perkzly8iEsgTzLrgHANGH16Fa3Tvku+taDvf2v9MP8itG+EnvJ3PrGjh2zpnRO2fw3WT4W2pfkel9BfWJqEsWfT4Ij96uyK6MMQSAiBpUVYf/ZB0OMkRkIaQjALASfaZxGCBXHjCpeYO0b8UYi66v7A0piSgEnWuaxmHeVBD4Lqhcdi/Vf0cfmLnrGlQf30K/YQ4qiS4OR7m3cc6WnINi/KM13DAMi8Wi0FSWy6X+78sXz54+fapIUbKBlsnLpORWK+pYEzir3iO5SOegBa7b7zKsTcl49VT1mKN4twMs0Zy5m5Ji1445KCXGCJg3V+GSfqFbrLWWrC0tdLnuNUN1BvJkH+oEjZZQZi2OK8Xm5IHOyLOIeaRpiZkp4FPPaSbAqniRZ+17LItg+R49AGttCGPp2eA43rDQR/VUT1m6UbWmoNmAy+US6vCYitv5r+DhOXsLvfH6vtfEEU2QU6+2pmn+9E//VPMnl8ulemDeaznzEOr1phzU+6GzzPAsnl6oa11UHqfJ908OhMTM4RYBBINESJ6DscmdaxjHk/PN7rA3BPrRVOD00UcfDcPw7NkzY8ynn3662+3att1ut//wD//w9OlTDTN4U0ZfWS0LmUdEVApCRIfDoSQ9pqEGR+OMtQajYeaTk5N9f1CTQCG+vb19eXPlLpoDbw12q6a9fP+sD/ttf3t+fvr9737vn3/5j+/dvPPZzW/94AlcS01jmxbc66B8s/347oNZKBt/IHl+7VdJwCt/1SzEeyQUANaRdUajZUCEYyQ0KhtTpMt7r5ln2vAMQ69g1MXFRfL/kHB7e7tcLlerVYnhUb+TemKlFsTDMLhmMaP1FuxO2aTqZ5sUccHXKZeJ9yUAANqa6g2v4yREBExDWPWG1X/Vlbbmm5SJyUy+Po3JiIruOuW2m0mFUTPnW5fUE4joaEohGoZxNohMu6RyR0PCSBWNtKvl0dxcRHtCROQIRFgoRUQ2SsqIK52tCGr+oW7pXBFZIedCJa6KUGZ4qimA/nWyFjfW1ZPHmelO4Gm3SjssgBAKoUTU4bXDFlU7mPBGUlDEIC7XqxovBQB1JWmaZiz+3pSroH4gIqRifB0lRI7jl8+eAvBmtTp9dLJo3HjY+8MOjDldr25vb588fwpom6Z1hOAa6ax17Riil+AjROEgZN1C3bAH75l58CODxCBgyJADQ4ZwHAMDdO1ysVi8tblsmub8rcuTzamPIURNr0NngREj8+DHfvSaX+KckyDMHJjJgFE2E+kpEQahXAwp1NHaLklsKJkyDMOh3w/Pnz8Pwzhs++D9slucrU+8934YDNLmZN2ulhHpdreN7IehLrcAkQHSYMXQlPOsDdo3IA6kci7OpASmeBRKGZXniYMA5XLXJ6s/EAGhTMVUPEYKkKTaG9K5CQdAVIZC7c6QmZd0z15TGZ4f7x14BD3NWj4AALKzvQon7iWTTAqwhEkKRJywvmyFglx3jFjpA0svDiAQyyGVyI2UC59/vM1Do2wiCijZAy3BbBOJzugvx5k8Lu2vBrAml3pS1Upi5hW6XeFecxp7J3kWGcLKb1R9iGIOxIDkRFTKkeQnixnZI20CIZIwCqDw5HcCtvjmFE+XZA8KoqCPzjE0tC8KA4IQsZ4NBmA05FCAk4eQJSQUkogkrGgspqg+SKeCEvsTowjEkKeV1TTLAgBwFZmd4jywcPOKV3UIQSQSEogkc/9U1kyrpzNUs0N1WfTeJ1i8yuULIex2Ww21JyJrjLW2MRYEwjBOOzqhEDIrR5+bphmGIdlyRtadexyGUvYtFovNam2QwGCZv7KIj4FQUsYIQsplhcmwRzLxg5U1jYhIEL0xBhgj83q1MDdoCRpLaCriojUu2+okRxxEhVUj5DiOJKtgPb1JbheDTiKZVdetYgUSZJPwK2yURB49ATrniFBXc91qYwwaS4WooxYp/hYhSN7RQ94gkdAKo/7HEhW/K+5taTBsEECa1gEAEYQQ1NWDORnVNK313scYJEYSmlnqpXaxAuS12SuD5zyisyEExNh2DhCD9yEEIguBrO00Lx6COILDfnt5eU7WDZEHH9u2E2EIbJtWFz4t0cotp5XBG3VNb4SkPUQT0CFuvd+XL47j2HWdUh+hSgeC+wLZ70bt3Sv5e0XK35G3Qf7igQ+KYNQWdtO7YwoXqQjDAsico1lGiIgIBli7r8DLbhP20OFKtyc12tG8PgBQe9W33347hHA4HL744gst8urwj3o8VNws70kazPVZGRPoOqD6Ci1/y28IrodsnuExEggZy4M0sXHWcTMc6PYL+NR2xNG9e/P9fdzBMvxfn/6feBn+6XcfL8Pm8vz0rQ/ejb/7f4c9ONu1w6Lbrf+o/e6a13KfYOQhseVDt9zdtMavV6aoJq1GFL8OqemuYyoLMqoOLO2zBGBZtyBKfyfI/2588vye/ssbfy4MIEIQEAZuoH3DQ7x/fJuJAIKEMYIx5pPffLa7fbJatEAsEgGII7Zm6feHhWs2zULGQNYwST9w0zWnl++ODM61rbXDMBz8uF6txnEElG65ANY+KoWahhDak+5wOBxutqvVylgHkYfgd2G7Xp0YY5jFGIMA/hB2t/16JcYYtAYQQ4QYo+fIzPv93jhrrY0CiNRGzSiyk71HNdFLVtLGINnkrs5aKqiDRrKIFBQBTpiYhElBo84Tke87oVG1GElqwTrNHDIUqaYOwNnhOU58e/KGjXFoLVrbiOhxIyKg0TlpFA5xRItN5xjBe48GFotWKH06JAI0aqOqJz9C8EPKHk/ON6KPufh+SONRQvERBZFZJNHhymje+6D1Sd/3aE3XddY2PvhxHDVRrbZ+8ZKcCxi0izERJAL0Ep01rTGAyW0BIIToOWG5ScZERAZ1JJqc3ckgMDBHIYnGgLG2sVpBWCTmyDE6Yx1KY50fe+2iYxgNjavVqt/td/utI/J+CMMY9ofdsy9FpL24iCCnq9ULkeXpad/3+2FgMgJknV0+Wt/ebKOExjbLVbN98oxjFPYAYOLAIQxiRTAKAbmIFCIHAGPaMQYAikGWq0cfvP8dHWSYtgXEffDXT39Hzi7Xq6ZpqEUbdEYsRsCkAgUQOTbO+ygCaDGioAgRWjQ8jjB6UBN2ME6FcKbVqsAPw267vX55dXNz0/e9QYMAXUOm6QAEKS6WbhyDtc3J2elyuXz67EU8eLbj5vLklty+3xtjyNAwDMalUjBGLA9LCGHwMcSRyFXrG2c3E0CuOBcpbm9aDVUuh5QM9wrj15hE6wyiMR8CBelBgFLwIJdFLwPMou6ZkF36q3cXDaTSZ6fAzvGBdEFCq+FZGnWQd3A8ghKPlHf566bYRRaGpxzZhzw0C5dvoD44Gnze+bejdjRL5khAQMiaCUyDKQCQw5GDCBVfLBW3qX6MMKFbyaIyRhQDha6NwRcbK2UeZomLxKPtXK0yc8BCHUBRt9j3nTfKH0vbSJ4kf6XeEgCIIWZ6BgnEqVYzmPToiMjqQCzinMP7KEYllZVLww5xZoA6BdrkmrhM++iOFihxIarKLBf0zBCFRVFHl5UMd8vQUqIZ1Gwc6fveD4MOINNW2rbl3iuPLhGVRgUqgx6l5dRVsvY5WvSs1+v1ep07T2uMKej0RGih6krJvPI2xVqX6tNrSvjecSwhz5DnexEbvTcKqa/gfkX7V49wJhL5McyYTqZAzeQsA93ijlMzP+urXDQPAKAVefpZFGYuwq577Ebz624fdW+kx90kusLKKxaL+u468B6GIUZfqhwAILIGDTMPYWBmlEh5tFxrAhkEABeLxRGXG/CbL1Bfaaf5Or/qK+WFr+4TXtFt3jWsv7cDvPelp6sQI2sT0XuZFN8Q/CyXDABWq9VPfvKTi4uLzWZzfn5ezDCKhVJxpZ/dxtkIzt01PSpc9yK4TXmPvRdkhpi9zoA0VyRNAAAgAElEQVQhIqMxZr/fG4OyBL/3YYwCbBu7Wq13cv3bzx6/ePZ/jM/Ddx598MvHv3x5+/zZ7ZMRexGL4rr1Uil38C3HPX79l/c+T38mUW6xBn0o+uKhS3b0DcRAAmLrrk8AYnJ4I6N/lzzZpam7g1r8L/VeSAxM8K2hmmUfh+x2fnV1leJwsvdP4Q60bUvGSHVE1tpHjx6p5k2V75pJ4L13TTIuYlYbghQxOo6DLvv7/YFoCBz7vn/x4sX52eXp6akOIBSeWiza5Aapj1hmiChZBrNJtc7Zay+xkshaiQCl1lRn8zBdS49cbQo3crap+ZFnTkIzXUypBGZWz2U0U86kKu6stcVPiyubZahXpKoAKPuX8qvTcDm/hfLZ1O9En2MVT2rPVWZDNa81gtw9LWU1M8ZI5VbNIXCWS00nIcSEz+S5JDCDMl1QSrIxM0uIMcZgsr2nySsTGDRksmtl4eAoCUVxVGMMxBg5UFHOg8QwJjDDB0PknLt+8fL582c6Rvf9YRiG/rDTyApnLAe5vrrSJFJ1C9PcZuecMASO3kfjYt+P/TB4FgrRNQ2g0cEHWQJGFjTGgcHoR+89GrvebB6dnZ1dXK7Xa2YextEYIwDOOds2ei9573UMboyxbaOskKz1IG4bpYZJZI5RJACQAZRMtrfWmqy0DyFcXV09f/58u92GELQuds6pEWixD1RtatM2h8Pw+PFjY0x/GKOknWu9WBYycyF9QE7KnYbOCMHzvFyRr9/C5CexMBxRLYU4mYPk0jonBs0ZH4gT5PUwnecrN9w7RvqvYnjea/QgInaylBG4l8QID3RoX4MuVSL7oHY8q4XvVCRGmCWFWfA2i+WVlCulwGCdPscjp6D5bGePiGRTOJsIBwCbWaaY9ZCkDZlkrI/mGWKQ0zKYBQiBk30OwyR+1KiBdIC54xckEMHUkCcOAMy6jkw0RBSJkHIBEQUk5gUo+fYAIksaxMH89ko4pzHW2LxKEmQDaz2tBRdWPKpwERGRcoA4MxPcY4BbancdRmA21tNuUyRqzWGttYS1xai1VqyLMR4Ou/pqKmvRGJQ4kTBnrqTZfAxrqcyRDAzBItW7Zlo+OMY+2sbVZCoiwipiQe7YrE3OXVWqB0ERdU754wnZn2SZcxvbcpBlK5rAz+xaVlNDa1lj/XgXZMZayyHWOezlG0q5TKQSv2yRmjvn8qnr5UNvKKnsfUuPWv8Sbbpq7KiInmtJ5KySqDUkNd1IW31NMGvbVjktcBx7yMKSodb06OWaXgt9ZgZCY+j09HTWBn+7pM1Xt3x3G7yv7B5fJ5HvFSK9r0T5XtH4qSZW90jlP6uSZza/eJ2+9CtlhPWWUyjiiHh6evrHf/zHmuan5Yv2fiVgc71eFxeo0svNdJ4zo4W7B2AWVpCjhIR7RJAIhq0Sv9fL5VP48svHT5rQbi7WT/snaMja9vLs/HA4nL1zut/t/uP/8x+9HHANZmUIDXp4561L05gRfAe/L3HqU+JL9naueWUlcvMhPWFZM+8+OBE8w0jo0FjVz8S8ByLQxOHh3EWZnO+r3ODc3U3+bmpAAMDA39bHz58rDdCvr3ePHz+eWpqKMQ4AXdcRIufaxhizXC67rku8egBjHCJaY3WaIKJY5xRtgoj7sEt4hQ9AqMnsb731VtcuAUANTrR1WS6XgT2BUFD9j7Fts3JWcbBM89FegAo9RPuKWZMDd7TWhUnBLDVDvui0FQqoJnEGqiDf0mdysvWaHN2MMYUwVav+CnEjJ0lNj5tmcvKE9UmM0XDytdd6QH+Vc077zyx5SF2ZtgdN0+SxoI0xtm0bGZI8JHdTk+Shik2e1OBm4npoegSCMdY6h2ksUekIjDCRgUTOhAiJKta6jkwOvGXLHD14EUGOYVDYxySTOZMYCgYMgyh10zWdxAjRx3Ek5wjRh8AcnLEq/geJBGgR4jhsb69j9Lcvn+sz3HWd7w8hhLaxbfPIknn8+PHV1VXXLbW7PhwO1lpmcM4BgnHKZqfAfBhGRovWwRB2+96xEBoGBEJjG2T2ox/6gxi7Wp88Or945713m25pG1d6CGOtaZqoMzVnRWQMPgYRTDIzzDbl5cbY7w/Fd8MisVJoEZ2xxeV1u92qwDuMo/p4oUDtjwo8NcwxBP3XYZAYJbmmR9BnrWhiy3KnfgJ6FY6mAPF+kifKN1xshUhT5knvXkp3YLWBypH1Sd34VbHK+BXCE/zqLrSazD647d77sxbuhA1MarRv/JrZpcjDkEgOFhDl8h1/jKrhxNQ5MQAYghT0RyIT6cYRSVropbylEnIZRJngkY/U3vr/piITlnWNZOrqUJIPCnPigqbhZgGFSgudpG3EyCS6Bufu4mhQzPq9AoBEmGhT9ySAadcXAY0omCl3gTURscakncOY0igSkSlBGTWUVFG80gMjXJGFqBjiheykUuURARG5vEVFFblxmLoXZ2du5iqVTqSsPJjR1TNGX65yqlHkiP8GABGOUu9m/WpqLGUylZpZXD40WcHjlu/o4cHqUUTQOHXtOsoSI7VLEGLdsT1UY909mLu7e203WoLvksBAplqtxj1stsIvmrfEcpTJ9rCcq7ZpijUOSwghxKzUr89AHegEx26cSnGoL1nxUisy6Fn7eiezYZLEKI5a6RVFAKxtGutEoh+Sv7l6t6pPus4umqY9Ozv7GkzO11y1Xp/qea+g6yG/qNe36Hx1t/mVf737pioBqpM8ygj/TWHM1znDeud479X3QhuSs7Mza6360bdtq52/Xlnlgdf3mzaopYEpJa/+qmKKMENCKNXTDQEJiDihaFDIhVQXdtBdLN/qePnyt9fu1A1h9Da4U+KBY8doEB0bY6IdGcIweL/jt/6rt07aRwZ+7/w2a96B5muXcVttSFCSweue+cFbCASAOU1igcFIhdGl/CmtpXnC+kQ9C0FZ7AzKqysDdgFEMt8q1qdFjx7M06dPP/vss3KTaMNbNqaua1ITSKgZcZvNo91ud319PSHGomPHJG4XEZNuvNT2AJFxTsXVauiCiC+eXzXNXu/PYu8sIk07camEuaRkIU0e5mVxLtdrMkGgtAWXD1tbcwEW7xapONI+D/sQzfQMGmPhji9lnbB6nCavu5LMRIkhI2bJoEBGPfJusZjcC02+5UDqWJqC1yVJSEpbTV9XlnKBFnVvWiwWSHYYBnVMLdHqAADmaHeZEF2aav0IymExSBQ5QsVaT3WIdYhGEIJIjIwgJIBoIwkCQgTEnDsFZNAYicM4eu85qnuoFTRd1/Wjd44BqR9GaxvrKAA7Qi8chn48cBhG1xjbthKiEHAIow/MwY+jAsvb21ujUrQY/DC2nbPUhhBOT0+Xy+XhcNhub5ih67qr62vv/cnpGRoKMcYY+9EP3o8hkoT9cHsYeiBD1i1XJyKy3+8j0tAfAGlz9ujs/HKxXK8fnZ6enwUG4ywSjSHohFVEkLJ/u9YyQIaSR03NxqckzIudawAgeD8Mo3OubRoAcLYd+357c6M93uFwUGs9LV2csTqeKMOpMIa6n9ciefTeOueahogQkgP57e2tH1PeiUpO0g2JEH2sC05tw2jOeKdvXg+UMX1Udl6yk82Wfog1IXH6DZqYnR4HvB/lw6r8o5oaKfWyXGwYILsTPbTt3qsVx1lK+2uts1/ZDeJX80Knxx6PthxWYVsisBbap8zeOk5IKQgBVjGEJGCco4RfSHFiQgggYJmUjysStQOiKUeASiS9AYjhWMeZwR9t/0gABJQVJ3hkiprvrJLEaoRS+kU9hMstnymNpYgAGASezexTjB5mdDLe01TMLMJSsa4TO7on6nHWA8zY/gVWappGl+O7SDEiWmvKN+SMu8mSZMjp5JNUmpWDgYhos1eyIocq9puhRsys35yMwuAog2iGWceC+MtkqF2HENTHz8KzTqZI89X6P3VcRzNpbYFUKTdt0gnxf9XYZvKMKYzNryT2JWyQLAKn49GnRSYGlTqhVs670/5XBmB1u8U8mbDNWtNydmckyTqZqoCWU8y68GxlSXvDfRGFtTNVcd5TPlWyfjEQUn1DROSMS65r+YwpjKxBT845NTleLBaF0Fsf/Ldohf8KP8yvjR/ey4WG187ru0vVu9c75CF4xHuvM2N91RfrFZ/99XvCh7iIyh/TtGuN/6o/iyr09PCKW5L+r7YxSggvbkzFxKi+OadlMPEzEmMCQfXNQIaMUAjB2ea//em/3e/3n7/43efXnz/bPfG7ENl3ZgmMBmzbtsH4bfDOtoRGPJwtzx24GNj93nht1hqw8rglb/28F5S2oZA7asHYQ4UOgSWkkvBkoBBbyu4VAIUQkLTNcwXES8G8KVdIJh0/zCJjv52XSBq8fvHFFy9evNC06Dr4VBefxWIhGQViAURcrVbnZ5e7/a22E8wMUbs7GwKzRs9lzC09JhU3RM8zM5+fXSp77eXLl4XC0DQN7qRpGuWxR5lA7wSwJH0HFbOuI91H8aI8XgPLJXONqXaZspsfD3roSFAw454o67W2bCk2YzoNPy70Se3TYtQZb2KeAsDt7a0WbNZa60QHMUSE+Wf1ZlMfGu8nvy4gYJ6zzUvOG4O6kPgQuB7sqgCvGhHSNAKuqaTCmZWnfwj16BEAJEZADgze+xhZAIgsILgp2FbTfa04IiKH0jXtGIMfo/d+DNHHyMw+siFrGyKyUaQfQ9/3LR/Y+yxqkIVrF20TaQwhDGHc3t5IiLvd7q23L1arc7y8/Oyzzz59/Jv1er1aLE9PHoUQ9tubZ7v+o48+Ojk5ORwOh8PQ9/12u18sFjHwYRiH0ctuP/joYxh9RCbjXNMtGHC7O+DuIIRk3ejjyenp2fnl5eXl6dmF6TpBJOv8bhdEwFAhK0I2cQWAGFkkmQCNwesk1zmnePh0z0S21rqmbYzVuUAY/e3h5vb29urqarfbFRs555zPxWQacyi32YdSFRU6NBG1dhFBxjEgYtd2ete9ePFCRCQKYDIaKHZxpYBXhetEYZiqcvyGZYDWe/UcR3JzUMA8OQb63nRCOpu8vM6eq7KzN3rZe2k5BN+ScqEyozwqMeEeu0vtuMrewHdopVO8BACJ9n5clAOkKFyK2mNEMpLNcFjI2NQFZXspiBrONq2bIsAsEgQAIltdQqkGKEpiOwIAGCX1yWw3hMKYzSsuqdi37oG1IVRAsBigkkweeiXRzmY2jVG0lBJr/F5KVa2i0UgJfd+g9lKSzFo4h/7Nsq1nWsHCqdM9yVfR7SqlJkw0RazyxFMb5scZCxkJpkbP+8kaS/0bjhPnj9rXqpjL0k2GnDORCJAgVKxKJmvQkDuEKS+embW1huPAAJicx2LeSLnqk4P33pKJMQaY4IgjooLiuvPqXGYNal3+zKrtQnieEdjKGyV764r4WpZRIpgBa7WgAiqXS63/ahqqcw75aBQKxwbixXh2RgMrZ6/OkJx9otJkVn6h6fDUvIAIjEnZ70XU2dhmHEPf9yKRQKx1jKxe59M0N8bNZl0QpDz5eYN19t5GfXb8b8TwnFkKvybDE14vr+/rQX+zH+/7Xj3TM0OGy07/Ou3uG31b+YqOh8qMtjQeM5xBj0eXEWUHldpORHa7XcmJ1g5wsju/+77KR7xz4DGwsWSM6UP8cPlH/9P/8D8zxOc3z3/z5Nf/+Tf/+Z+//Ph6uNrtbofB++vg1g0c3OLRwrB11L29eHcBywUtf29kfVAv4DPPm7tXocZeqHoVwvzRpWR35B6nEIueUgOCHEEjdzhXEqYa/B4NqrEW+P0LdH2l93v8+LFqn2ZjU8WEV6tVEqUzRxYgo0ohBGNNwxIixCBR78+2bRGbctK0QhUOiLFefwCAY3JpOj8/77pOZZY5YjQMwzAEr1wi51zXdU3XViPgBI3VBV+h4874OHXCECKSgeMgHCWptjPjAHXXU/LhbPpTHJVmuF8OK+Y6bkd3n2EY9vt93w8xRqIUTJ+CNPP3pIGyoZhDI4oDc+2AndlRRyqGslwUL2gtjHLaGSuIlwFS0DgkqD0djmkXysUlo54CqIY0epBesXHGMQbNXgegUoLWG5YyBqMmcoOk5EDrWpHBR4PEEqNHkQhC0Q8SPXJYOAvOikRFPnc3V977w3YnEof9njnsd7eWLt+5OMcoN9cvG+vWy1XX2DD2+/1eRFbrxaeffvry5vr99z/46KOPrq5v4ZPf7vd7LwJkgkAcPAsCGuPsyAxI1rUAQmMMgBJhtVqdvXv64Ycfnp5fhhB85HHwQChjaFerEIIPoc6/zfeGVUtnyqVsVuIYEYg+iIiz1rbqxIYAEIO/ub29ubnZ7/dXV1c6EUg9swgPfhh878fyYKqrmRKkVQ0Lx2ZUUdghkUtpENoP6gV1zoHgCF6L4kSDSmECRqMU66Jdi4J7aVZfb3TLOTGvIphMNpOVM8xXTGbnK9idpPHak+l12J53yWX3KOzq5AZ6PanevdlEr9+Vlm4Q7u0GjyLgiw/OfeFImGgdypfI1Z4KcGN6mlWlhgAGjNJBtbpiQckAnc7AkrVGSP2MSBEqH6GNdXohIQoywqywLpRUmQGk+VOEyV0juVnmP+jgVJNl0iJZkEAVHJM2olnUN8senFVgypoTSBRNknK7ClakoFIK6NpU3BdHwjK0KzHfhV4vEsc4Bu9TWlGqNtLSUAClupFQbeEweF2ty+5ljBFJ51WJIpm4C3XLFKrIEOCowYPIFROMjHJ0DE7bZA1szvxmtDgg4ZoiIiKm5EdWuLZEPwyDShOFQ4kiONIHIoPA3ezyGWX03gZggtQqA0PttWbCZZMH2OVD5eTAKRoRAOvSp25Q8yeFWu2jFuH1SbgLOBdv0qlbhhRpWG6M+h1npMGZUkUP3lqLSPmyxygxu5KmAV4MAVGIAAmQEUktDLAc58nJoxq2veue/6Zr+ut7utzb4M1a36+kg8Kbu4a+wvMTHnD+rF/7/b7rOgXQVNSk6vnX8W55Bb3z1TI/ve5t28Id/6EpsqVy6ykjp3pyVLw6Y4yHw0Hvgc1mAw+4Cil9rjLAjgSiWw8KOmoA5AwuIoTLk3e/f/Jv/t0P/rvn8PyzF5++vL66vb3d77d/91/+76f+i347bF9uz8xmI+dxADAI5vel77t7i+os716pp6nic2sMsHZ/maSATJOPSy3hU/TORh2px2zmaQEesmkRYFTXz2/7tGnHwiwI6D2ngBBHiWWTPyYRta3tum421lwsFmEcUWTRtp5oHEcRFwJrMqt67SbLWT0n1liD3nvIu3GMEW0cgod+UqoX8ic1pMy0GKP62MOx7ZYyj2a5pvUMt0AWUIXlpGU/TpLJXMFx5o/VVDcqE8+ZL7we/2y3qhhoUwZ9FgdaRTJjZGNM03Rd1zVNM6r5M7OCZqlRjKhsn4MCVcMwDMNut8MAVZZPKeiNAtHls+hpVIenEMIgg1JsIgjwROE7hkeE71TVMca+P7imUV9SpYmmKJ3ExdXxEyKR5CQJEIogEBnQl53X51zHVBG5hoicQQPI4+hlADLq7O4IFsaokjl4H5ivrl7sdrumafyg6TJ22XVxcLvrq+HyrCW3WrTrZecM7na7/X5/fX3dNM3J5hQA+n78xS9+8clvPjXGqM3Fth9EsOkWY2ABiiJCaIztBy+ezy8u3//ou4vl+urqqmmaD7///bZtQ2AvwXaLpm1FYIxh9B6AyDWNc2ozFCNb0FsiWQ0JM+R4PQDgmGJ6E4nAh0XT3N7evnjx4tmzZ9vtVk+seheh7v8pBoMBYNG0enr7YSABVdXGGCGzq8iaIrKNYzTGdF0jgkPwCEZzp8rs3hKhMZzjWyRMqxUhqSAI61zxb2blUo9nASZ16wzNemg3lIcLkrqWgJmwrVC5Xru9+uo+U8TSHa3dtxhmBQ91kg8Z19xzWWT2Iw+Rl4qvhiFCjsQMWWqJiJGHtKsJGkAkNMmSH0lK2oQrjNCRMUcxRg5cZlQTWMfIVPZUeuUU4QgB4sTBEEW3NO6AAEJJxtP6Vo3JAFyx8BINy0Ks7qG7Adx1AKsQSJx8OUim/YYQDaU9qdTi2k4qqwo4Fpn1fSUvxKgGtqyiMv3B0g4ZhJlQDdMtF4nI5vigZGiGUiLOSxJKWnfKEiNTjFsZTat5FAA4ZwWBY5QYfQ4erBk+NZMTIYnEAECCV0FRBX/lI6e6b5fJxyzroNKqlpEsQC70wrtC2RmalHzyKJkMVU4q028IIZZCrWB9Jnus1dXDLEmvcEhrRFcF/Sk+mMysAih6vGn5OCailu8vTQJWCcJ1X40Cxwz7VHuVtMBCzLPWIhpmjNEzB0n2bigio/fMkHh8EksbaeBoNL5aLe/O9eFr+U++aT/2lZTIN2J3vBF6Nmv57o1zeOiXf/zxx4vFQklZP/jBD9555x2l3+jU9i5M9LW3g9mRaJ+pyEBZpmowYZpE5oDa2T5amkZVhGp26MuXL/W5ttWroL7ARW+WfpUxJno2lpw0Q+gb2wo0jbRD6MmZD+HknfP37LkFgFu5+fc//cun2y+/eP7Zr371yVuLt/78x3++hg14gN8bhudRxnQ+XbNuuQaR7jotQc5+mJzA9BoRRoMRQWBECI0BYgsRi/EZAiCQBacKewEvICiE1SYuqKMukURBpPlA9NsoKnTFG4bhyZMn+/2+OWlqe+cYo0UNecOiEtFP2jYLrWi7ritGLLohOue6jhApRhnHYC00jVGDZ+FQPE707lXsyFq73Kxb68ZxVERiiINuNERkTaMThzLFI6LIMos2LaTKstmV5rws+EVAmLy+seAM9dhLZuthQdfrZFeo7NPKF8tjV2cC64E5505PT3O9m37ESsqrICIK2RqAMIrosq/gvD6YIfgykK1VBuW9tIrQycWorpLFkseQS1Y0ku0Y1PorpSLVo8bCViVMbv4xxjEkibjSblNWFAIICkKM4mNEY4isTUcYWUUdMbq2Q2NLJcMhMngUMYgIbIisBRH2fhCRm5tr7/3Lly+999bRcOidc2+/+9bh0Oz3u/VqdXFxsd9sttstQfIt7/eH6AMiNtYBwOFwAKH90PfDYG2z2x88x/X6JMYIZELg1WJ5uNlF4cPgI0q3XK9PN5vT07ffee/R2SmhNW13cXHhFkvvvRfulivr3KAuss6pFWnO5U5lHqhXnERENEBKn226Tge7ANA21pomhLDb7a73+xdPvtztdrvdLkYpaAimLDcWBq78aXe7XdO2pY5SyQYz7w/9zG8igqzXa32OmAEiO9cAweEwNk0TEqUTrbWJ4eVcgm6yMY0R8cmpqOTD4VSZmDfbjisDBTMb38NxtvkMmnsdg80JHcF7yev4TXaHe/5cdH332KsI3CvokjfRcghXUZd1AREZKKeFQzWYz9DN/Z8fjvIDxSJMHYUGDxAKgIRs+MhpBxIgkyEUnQfpnEkgZ8wxTpasAICtQUTC1hban6rkJ3ewMjEVJrD1pquNSQGsRSSkXW9ajguHU38oiBggYWHhmJqWVOkyJNcNS4YMMgtkJ4+Zu4YANFPUeaI4cvRTlK0ceZyUEqCQIaNwJregCA/DoHmyWmbNCIfOOZBsdZXftt516nYixphXNyo0pFJkKK6WqDjqMxGiNmOTZVmVH8gybVq1DhDzXqVdzczPoAqCT8yTcRzVMqt4pRhjEvVXN4yyH/ugtHVrLRrsuk4PrygPkQxLyKAxFwWdCo7RGmMM8lSmxOPwsbL/merjFJuN8q9t29pcbUDO6ih1s5KL0ifMnyiGWL5TD8k554dR62Nm1jWUBKaQ3/TYkgK5IQRrjZaGejMklZ1t1XuDj9pgJM0PzuhfTSWapKpTkL1Ya5vGjmPfj4MakYfAqL4jPjCzM7Df7xtrnHOH28M4js45APTen5w8KqeiFkx+66OrGbL3OqTN1+kG6QGq9kM5KK8+tlc3nHp7d1338ccfv/vuu0+fPjXGnJ2d/frXv3777bcfPXp0OBzeeecdLX+bplGvHc1AH8dxsVhMkk5mJXcpcqjFWfL+rQYHxS0wP+ZH16UeW9y7P80uYr3AqlxK/6wPsuZiTxoku7TWUoMEBgEjRAQkJGbWJYiQFnaZxAQBWupaAIbYSQdABLjG07cW44eLj4a3/pv//sfBgGl5qZv6QzfDv+jrmINHpT7Wq6MVua7SNnuNlHqrIKVlZKN/UE+d4i2sJ1aZtNGY3/Vf/urzf/zi6tN33j1//+zy3cXbHbWOG0QEdAyEYAkMBSCG3gREbKkDAAgZEjQoIGrWT0ACPMOnvqmChAgArKUQhYg++eST9XptTBzH0TWmbdvr62tEtJaMMYvFIvqhae2475GMMWa1Wun4ab/fW2s3m43eVNvt9ubmRmMnN5vNer0uG5kx2HRton0StSEqS612nS36N0cOp8njxIAovWI/jJFFm6KZck8yF7HMLpNdRN4Ea74JIiAplsvHzltYCK4lOKfu8GfQX/6Y+i5FO0AFe1eedl5oqfySIj1Q2a21Ngo7Y0IIq9WqXK/VauVxrHUidycX9YZYOlLXtkAp94KZ1U8VADilE6c6hKHyd0Eoh+e916JNm8/U5VYp1oikHp4GgEHIpqmrD0EJjYgYJSU0gERkAWRL1lm7vb5eLVtn7Njvd7vdy+cvxrF3plks2suzE133NLGga5tF1/bb7elmvb+98d7vbq6fP/ny8vztzWq9Xq8/++yz9957L3Acx1HQXG9vIwOQ2Y9jjELWDJGbphXGpqObXb8bBtd2F2+/s9ysz84vXde13ZKMCwwMcbU58ZFvr14iqqXNOKjRmjEhl4LMYRyVscXjODZkdQICAJEDM9vFcuh751zjnJ7JFy+fPH/+/Pnz57vdTnxKnLeECJlKwIKsBYzWBtMwgnNVgIg3L6/I2XfeeSeyHA4HQTCIkdk0TkLQiqvMPjQhTAd/BkmyMUSJ+EI0UyUsLCLK+eQSxIVSJUvXtz2UIMejWdoxzjSTQH2R4WUAACAASURBVKuHZ/XtVXlpKlNZKDhe8ul/Rd909BjiPe1P7qpL6Lm8Gl27n1AqYouwTf4l9q/icnnPx8hDwBpRmbE79VipLl+kpnfkTlwldsCszZsOYxgBBcQkD5SYvDeOGko+bszrfPk8IUt++gIAq8W6LseDcLa4ZCUbJkxORMSLZMwZiCaJFBTXa8xOwUkXZ4hZ0Y5EVc+Z81FENPpRUBCQma2l4qNW/DcBQMcb6jKXDBWZZaLegaloJJgbtsKywCyANsYUuk6ZZepq3rattVYkSg55Uy+QcnXSJ61y8PJXoIwzodJ5M/Ny2RUmlqa0o5UY4zhW0XP1flaVDoJgkIxarYHiT2SMIcC6xc15vlFzUWN+aWR9HQxdSiUwWG2f5JzTxpVQtOQ90h8qWnncyx1RQLPRSP6zFNIjcKzJwOWA75rW6IBgtkDUZUHm5MhEx42xCP/qNKFyG9TFxISb58+Vv42qhQzKQlwriyYhirH1KjlRZ/NKfeQ/nmbDtp4r67nSNKoQWAicc4uFKy4gxhj9KHVJ8bV5cV8J7r1atPb6Ld8bff0rxXuvM3e7+09nZ2cnJyd/8id/8vOf//yDDz7Y7XY/+9nPLi4uNLXspz/9qYh873vf2263qno6PT3d7XYnJydlBpTi2sdRExchm0PWXPGyTmprUaQj3/pLy+LlcrlcLkvcU4zx+vraNMY5ZxyRTY8wIxvl7keQKCkJR5mJCMBAYBJCGAEEnGmUyxXAI4BB4hgJzb9+y/fQSwWTavSnQ8nFYqHdr7bBXdfpFG+32y2XyzzEsWVtKcpt1dlCtubqZdzRi//tf/9ff/3sH8/eeXSyWP3kw/+Puzf50Sw57gTNzN3f+7bYIzMrK1ksVpFsbiJHlAiRlIY6UOpDQxIENGYODXTP3Abos44CBOgPknTQQQf1CNPgDCVK4rSm2aIokVRVZW25RWQs3/Lec3ezOZg/f/59X2RkVFUWRSgIEFGR3/oWdzP7bV/46md+cdfsHe7fOtg9rGDiYDQCGFENEdBAG9q2bad2x1CK8itFtsnSc50a84LaYACAJ0+eXFxc9PNEM6BkyCGIVYJfbxTpQ0Q0XdednZ0lNmZPbc3tcbaTzVO8rIID4BDSRBIN7e7u5qqgDd5ADji1xTK+yW9i5rqqogzrdsnzzIrW0tuzzDnQ0z1sEANll8uJcN6XS6veDVuXjdKwX6h5Ixws02F072Pu91PmPCtE6kNWaFNlmofLhTVL6RTABSFcshyGijpbgVklGTJzZEFYgw1zmBARZWaytcZYq8+SvgzQObIgqLiEE2Y4eHTn9dNVpuu6ELzFChCEA/sgHCpnJEq7XFgJYd6dXZyvlvOuaxYXlyICk92jvZ3Dw8PpdHp2dibez8/OTh482t/f392ZGvXcDiF4zzFeXFxcXFw8OT1pfdcFz8xdYB8CEfnIXYhAxo7G1tVkTQTThE6VMMcvvXRwdOvw6NZ4NlWpKgMIknBaxliYjEsHUz3ltechrT1SZRW6logqa2tyoe3a5cpUzjkXESEGCV4Qzi4XJycnT58+XS2WOj6wZJT10J+CIP0B7LGStYFsWWUl9kfwZ2dnOzs7RNR0LTOTIU5Ne6/K0ydqdR0iWkNEToWdanwKLCKO1PMPeE0rjiikWtA1QsTWpAM+SPYd9L64yc0RUbMr+35sMHzKKdNbMaZXFhulVKSURtOL3TXsmvYM4IV3gMVhlSwQWEMt8wQ3x8T3D93Iji/InrqgxKQbRwQhBAY1RpEkHxcRg1jqLLG3VUFAVWFRb8sPuAbNKj+btIPCdA4M9ZaqhgCgBiNiGSRGQUTpB025bdC1o/dZDclHi9foQYSo9pzcdTiQ69KR0VJDL3jshwfMvFqtNqpnQSCi2hJiEkCVIoFeTi1U+CJKwdlLM8jgFdLZ2dkBBG3/cjSQln09I1RAoJd9p21Klf2ZcFUCWdam+YIifxriqbtsyuUsMLmShFOA7MhFT1V2ILrBeO9XbZeEX70KOTM5S3cTxT/TrVuo3dLOnZPEac0FToPmdRPNhJyc2KonGbbIVGnE1a9BBeGKt1XsABD7fbeHCuNmKtFVpD5E5MgFYWCYNjlr+wM1MEWtsRk0KNUmXOzfmWhUumOXZb3EsMkoLtKxSqfQ/MSc+zQM2yQbgq19I0OGiIAIdJ8iHI/H1pLGNmjXF0LQeutZ6NCH41XC84IQnov13cSX5YZ/f1E6wHwu9vb2vvrVr87n89FotLe3d//+/ZdffhkALi8v79+/rzr7w8PD73//+7du3ULEw8PDl1566eLiQpEQFd/v7e1dXFw0TaOenIpUhBBGPRco7/HZnvtDNOE3+cm1cr5rdMmq3QgAlPYTfWxDF9gz83Q8I6LK1mR7FqiA9Gi6YUyTwP7zGjaC6m8hgBRtEIkE7l+w5SuvdlWdKTarpLXLy8vJZHJxcTEejxUGbJpmPB5Pp9PVapVZ7lqC5+WamVXkqcYkiBh4dTJ/97R7r3rZPKYH7zfhn37wk//y3/+vu3sv1W40G8/2Zvuv3vrU5+58/jNHnzsaH3fQGmuddYE76KohnoGAgCKo6RcOMr8XB4EyCxl68803T09Pe1NH0RxIXZ1802hfp+MwpWDo1wSOEiF0wBw0VU+9ZHVXyuwJHyPEZCmih8u3vr/kwFYVRsyhYRFBpwUeQnELUwkR65LoHNVkcom8sY6VqFc2rFKOCRFZW4mgSMwpCICxGGdDTtDJCa5lIFA56SutcQueF2zw7vQ2z5uFJtfr7qYC2oFgEqPwZnptTl8oPNugbPmKrq+f6cRYjJCyIJ9ijEBlqDQlk2wZZIq9NwZ0nZeuS4apRYwEmDS3jb2JdY/a2Bi9JhASkbWGCGtrQXhxMbcG68oaIis8vzzv2qVDaJeLhw/e8107HdUTa5yrHj49efTgPefcF7/4xb29vePD/Scnj+6//eb+wVeYWZdTIgqeHz18MtvtLi4u9OI5u5jHGFnQ1aM2eFPX43EFaBgwiEgUxDja3Z3NZkfHt2Y7O7Ya2cohGUTjY/SRgzAiaQnAMRprUtuj6SHK8RJUlY0xJGR928YYjDEXl4vxeKweaTHG8/nl0/ni4uLi/Pxcyc8xRgMahMbRR4dG3bwHU1fBIYh4XdCSnAUydRmkbduzszPrqv39fRE5uzhv2xYJnXPsfQrEI/W8YGEUiRAg+Y4SSYxR0n1BBtWO0QCCIANS73SgJOSeOwpFytvVKv1rNHhXpjpt3Lbcf30RGTaSNT7L87u+dWInbgneXlDXt/ZN5MU0fldLX559BAeGa9/8FI6XV/A7smxOQK7sVRmlCEoQHTPilrfb9h9S7BuDqDgQ0QD6dlXqInSehEhozXZ1pRWPRpT0SaPMzF5gA8BR2xljnA6rCsoTAoCEoDcVS+JMFwSwPl8VhHCNKJiDVDViiNMUUCIObiW5qcvrcghBbRImk0lKqOvHM5nsp+E5xqA1NjMMIe1SUMbFbmQD9JabsrEThBCYg02WMUbDXkk2yWm6x/QxdGs7qNrbhBAa30n05fZGROOUIC86w7bWKg6YULLezSW7UdnkUGwU6ysJMGmzlLzAyYbWseQkwJrJBFwv0BoeIbG0PNni3kQqnE6hcAHFIhMJceDwOGf71nEgzygJs5zCQtHjwbqBJ6z7f+b2uHd7GNxoYo8rlsXNlVYruaXUptT7GKOPHHvJChkkLWg0iVU4ARRpgtCfl9lsWvbML4Th+dyW7/p8hY/e8l1hqPgMy5YrL6frp29HR0fL5XJ3d3c0Gu3s7Lz++uvvvPPO0dGRtg2vvfba+++//1d/9Vff//73P/OZzzx69OgXfuEXHjx48NWvflVH4Forn5ycGGPUSUXjtqy1+k/pJrK2lEN8iKP9gUQX5XWbRkUWysvVWhtCYjx675fLpTPVpJ4YQ4AQMaJCfgbBF7YlBgSBAENKIYgIKAj4cxDZp8dWobyqqt58880/+ZM/+a3f+q3XXnutaRprrZZoyjb88Y9/fO/evZwArm25rnLK2tKmQmm9etAqNI/ee1vQwzgs/Xx8PPPzuIrdT5ZvMjM/9YQw/qfqljt+dfapu7v3Jgf7n3v186/efu2l0d390WHCS/sjib2ndU5vf7HSPkR44403lJaZ6Q86wdSvM5lMACXGyDEKGgWxJ5MZSJoacIiBPRBqYLjyltWIItuo9MHo3Pu8KQWCvPdaKpbeJ8wclF8GSUeRl/Ss1tZEg9TX9Z92Y+2VUlJeWFA6F/tXw7yPG4tF6nqAdRflciUvQwIz7yfn8m3sbhugX98xmtIXTQe6yrWBwqdgw2Eu5xP20/BNyrfWyhtBfEoUzONCH4MGpfWz8bTZyfpesC4g3HS62mizc3hvs1pYaytnQXc03/UDIDmY1rV1TbOcX547hNg0q4vTZfASQ4WCEoljXRlgTyhts2wbWC4uAfjy8rJZLPd3do8PDv/x8cnF5fz4ONR13bbt5eXlo9Mz772PgsYtmxVHIOuAzGQ6DoA+cNOFiDiaTPf3DmY7O+P93fF4OhqNonCIHNouSm+FoiWpIQThGAUThS0frtzOB212ORrCyuoB5/39fWPMfD5/7913T58+XS6XTdMo70MPqiXdmiXEADH6onyKwyC7GNYX21mUNSsKLVG9948fP9a5lU7SfePruuY0RtdKjwwQ9+gxYBajCrFV8CQPSvLwgmzifOZYyBij0U8LZdQzIQ5isQ+6+Ahvsv0F5Vmvs20496zf1+4++ADp7Tfq+p61yz7r23+w9HbZbsPWP39u8BC3Hy7rjiCDqW4S8tK6fWXvYYVDOAT27imK85IkPTelfAreaPwytpiBYP0nhc40RKGwCsi2ql3+8OkiIgSAKnnlEDviOhFpPPfpbZwGJCFwFCYuVlXIiYMJR7ZI6VvDmjFjrnRL28z1a0iREz1WGrMmWQ9T8vsRkYPJ0edlfQ+FO1wfmGbECffqgr4VWdMpleYuAEApyDKICBVfQYUEHGImR1tra6tSh9J+pjSGibp3DmEPWRwcutK0k4gIhozytO8WtBMDg51dMoVHSg0GrbETtSNTD099fPa7z/lgZVdT8hlSjFLBd1LmcCLhSBGGzlKwIvXUZf+S2CtPCQQHGBkAESzhBmyoRyBbaZekU+EBBy6Jzakc0XRaU+6RoEywUpMpvOlSI0VSX5mUled8Zb+ae8UQAscgEmWg64DoVL7v4xTiKztJPSkquXmWidY1i+8HbT9uktp3Tcd1fV7fNSTPK1u+ax6z8feNllvFyePx+PT09ODgwBgzmUx+/dd/fTQa/eQnP/nKV77y1ltvvfPOO/fu3ZtOp2+88cb+/v7l5aX3Xg1g9Mx67yeTiZ6Uy8vLw8PD7Pnk+0SWTHnI9r8fR8uXxwcbWGL2ZU4xy0jW2Lqqlb8QQmh9E0NYtksSAoBVtRq5auQmBgCdyoMAEaQ32zLCgUVA7d3/hQ08y2ZgtVppAbRYLJ48efLkyZNXXnklhKA2Cdryfe973/vjP/7j3/u937t7966u+crI1Xadmeu6Nsao106erbCJ7737jg9tFxozMvN2TuJGI+OqKmJosWul6eJl180fn73vHroa97/z3/7rq0ev/btv/Pb//G9+fUSTDdsb3bkICF9012eMiVHefvttZSADxHKdAQBjcDweD9QbEETc29tzzjVNa4wx5BLrhKO6TYZQW1tZa32MuoTqlSxpG8JMdUallSWXUuiJ65GZpcJSTDLQniEPoxEgZsDtSn1OabacqXEpXLDfhtTUHgC4hz561MWXVWZecrflxLnj2vD7KddwnSY459TTQqP2mNn0wfTQp1mklyrGE8OO7Cwzpwx1Huzvo27MnDhW+pdnltoiWmxocsNg89Z3v2VNb4gAk66SC5lW73qGBMhQDFiNtUQgwByRo+mz2p0P50/PFyEsFovL86eGADi2q9X84mJcu9Goapar0Daz8Z2qqhCb1WrRdd3l5fkrr7yyM5u1bWttVVVV27RPnjw5PX06Ho810Y6p8zF4730XgbCeTCtX+SirtmNBMXa6dzDb2989ONzd3a1HY6hsjLENAQyZykUGCKHxner3DBGQoKAxRvoCyapxoBKmtP7RME1mEalHVYyxa7qT80cXFxenp6dnF+eqGUY0uzs7g5Fp13Y9q8gAtj0FOsaeMb+OVtHWlFN3/C6GylB2hXj48CEAHB0d7e3tnZ6eIuKoqqOwwn06BSAgSD5wPffK2FyNlPaqRCgCBChKAlY3KRQkAFEGXxnjTNmXs691r+jToAhYXxumwNqYGxHXYT3KgjZ+RvDBs37/+H5s7uI2wLIXBfcVX1IUwxkC2ZVvWfr7r7ezstHpDhHuwEWPqJJJJeaoiFO/jcb3KdmTel9HlBT/jmuNMw5MU8EUea9HpIhhSB1XVmcpekVIGDMvAvuQwt6+VvtRUegNLdHg1AgsEkU4it6ILBxZWIbRWhRuA7EIEzILIjBHYSa0LGmOqB9PU2Vtiozs8Zk+S9BaO5hN9p02ZFfSfnFX4G42mxERQiLJZCpRGeuc9G/9Et+3jgOCR5TM94dbon9PNeEsVwGiAkFCdM5VU+ucC6Er4v4GsmXQFrF0MjREai1TJQOezDYBLkONhJljb7mmHyhvgUodNJisBSMM3OAUsM6JbKOi9l5GrOCa/i9HomfYbd1MPp8aHDbasmbdNjfb2LBNcYrLqT8XFbC6uaS9VmJJFkqT/v42jDEC8pDTWlQb6/6KkplgRRigKa1Es/QiJaesk0ILmvFanaFHEkkPQnpKCOyMZWZnLAsTqK5vvFqtoloNAMQYd3d3b9++k+cUGfP86FYuN88keK4w70PAfc/Nan+Wxcs1fy8b+xCCSrz0QO3u7orIl770JbW2e/3115fL5eHhoSb7qUJMLV70llFnCCJ6+vTpm2++OZ/Pb9++rXRQ9etToM9aq6q/sJUV9qJavmsafoYEepdZqiJgjCGDrrJqOBkDS5TIUTy1XaPGc4IRDKJBZwyJMWIMuFrRqpjSpTdYAC9QXPqBsD51cAkhfPrTn/6DP/gDXZ0Usssi2M9//vNf//rXVd2n/A4AaNtWnZmePHlydnb2pS99SVFQJfsh4jwu/unxj+M4tNgCxpkZffmzv3T53uLtN962M+Sp7VwMGJopScC28ZFoPr84e3j6yYevfP4zn79Fdyo3As4aDEyAg+CLmlgXiw+8//77P/zhD/sgB2+t1WhvZuYYpuPxZDJpmsYgWmu7wHVdTyaT5XLZtp0xxlrfLyPYy4ZjCEvuZd3ZGJbUxREh+1cbYwgtcwAeVjzQ+FEsL5IBAEkVqoAIUG88FgsKTHmF5A03Ryj1VpySTWXSRB0R0emuX+x3OnilTOvNckEAalsPAN5HY0IezDmntfiaqZjKd/Wte5VH+jCdznp6DaFCrAyCzDHG2o/0HdUitTShUbOZMs11owUtN0Hd8Jk58LC/ZN0HRwAQMIMWMeYpubCew3K3IiKJfZkHQIXbgjWWCBAYnAWDwXer+WXTNHZxtloudbA1Bj55/GS+mBska01lR+N6tLT24uLC2rPRaBSDv3V8dHR0tFjMf/rTH3ddePLkCZJdLJbvvvv+qu1ijPP5EpF853FUGWNG4xpt50MUIlvXluzhnZ3xbG+2vzea7IKxLAkPCBitdVRDjFFAgMBaY3GUdVrSV7IGjJEhh11EYoQYhVkkBmsMGlws5k8evndxcT6/uGxb8SFMp9P9vd0QwnK5alaL8Xisg1ZgQWbhyEGYuRPh/qomQ4NrY9Ht9DQ7SeJJACRkBOgv3Uz6jTGenJy8/PLLd27dfvr0qa0dMUfg7AKqPS0AhODFS3RmLeiSY4xResOeGFmk6/PuCNYFMQJUdn3lvCNf+duOawPIgsWMO6H+13VxMDicPJMvWnp4ykez7nx+17e2X8oaFnfFYBU/GNaHWzTKIh4QBUSVeJxtT9VWEwrzZynYlyJrfxc13GRQurZKgCWSsdoBRl0rQUTAIeXBA0GuBbBIjV0L2IM0hYJ0LUuKqqSen8kiakhDAsze9CkRGQZkiWpnrJAI9WY0JnlRGiE0iA4BHALY2LediAg0GHl5s6PtU+gTBjjEtm1JkNeZhxraVm4Ypv+m2k0his6+EiGzb7ZzXHJd1845rdW0wVOrN52n6nqnM05NLQcRNYHogfUCZOCoWFwakfYeyDqVxKIl0Ig26MPf1H1EOytTcCyl4GOkWNhiT0IEFd2RHaLn0va2nuZljKkrm0c1ple65x00Q1hraKQ6BZMhIsX6sh9aOQcyhspYha3RDg3W0pKNUsCZwcLe0iYnp6RibgA4JVdHG7P+XAzKaeWjZi/svJBlm+y+AsANfBKwDB+PmZyj1T8RcQj5o5YSEYE1emoe65TJgbrKxxhzU0oE2dRbGUrWWkOmaxpHOBqPRqPRkyePYoxkrbW26/xsNjs8PMiBEzevp29of3KNXec1LP9nsUA/xN83Ehqu8ep8rodn/k/vvUq8FCPKASp6kyppU7V8uhSEEC4uLhQIMsYsl0u1u9D1wXv/Z3/2Z3fu3Knr+uTk5LXXXvvMZz7z2muv6RM1GluXiI+1BXrO0zMOT5lFkmiB1hmxsgs7w46F0HKz9MvWt+RROjDB1lBPqylVfYhz9SETa184ydN7X9e1VtLGGAW79A7N1s1//ud//sMf/vBb3/pWNoSMMU6nU+fcH/3RH/3+7//+N77xjT/8wz+8e/du5gUYY+Z+/uPTf467EqxHC6uTud9Z/od/+7/+4//4x79/44c/Ov0HmhqzY2OMK451PT6LJ3ZcjevR+E5dke2gZZaxmUACFYaB6bag4qOf+nffffett97KZAQQijGqACxyGO3tOGdiGxCEEGOM40ldVVXTNG3baejcEHaK6UWMMa5yMcjZ2dl8Pp9Op8fHxzrOAID5fB66VndMQiSyvcl/GnRaAmZTwFxS2nTFGCEyETlX6UYZ14UPGxzL2LvV57zs2HtN6wah7seqS89zWGMMohOJ3sesRe+Z/079e/Ib5UlljF4Bk5LZkZlEpVODvlqyBjCmqirbE4bJmsxmyhNDdRgq7pqN4W9SAvsu5QSkjb5ncqplespzC2qtaYgIhJhjCEFocI1KBh4ckKge1alv7xMIdCZenJ00LQUAYx1ybLvV/OJ8fnG5XC1i52P0B7IMbXt6cjIajV668zLuzqYjh2hu377dNE2z6mY7eyzYdj6yPHj8QATv3bv3xhtvvP32OyJijCPj3n//obF2uerquia0o9Fob7c6XV6GKESyf3B4cHi0d3iws7s/Gu94ASZiMQEwAkRAYWQEJAYAFLGVQ7KpeqHCNaA4dxQFEVAYDSmnWGlfBinG6LumXS3nlxeVsXdfeonMSI/P6elpE/x4XCOgsEwmk7Ztm3bZtW1vmqi4Bg1MzrwnapJLn3yVe4pkbNFfmbpHaIyEogvM/PTpU51CLhYLvUIic4w6xDfWWutccnsJEJOBixI+MfjIzNGgyfHyCd5gWI8gQqpgPek6z997xx/YAC1L6V3ys+CBxJRookWX2O/XVFzqeJNMvytpjy+464troWRXq/uG07Zhoom4vqnyBgWUoceCCHsqIucbEpALxC2RKxNEBjxAq+XkPq4ftXy+sk8YIjNTej5kYX5DTAIo0QoKohVkZESMmDxCCTBlC7EAQAQHAggMhAQIyIYwsC/enVL1INGRi7m60o+MkYBYlGEpIOoRkBIk07dlEOQMfjocyK7IPumRRSamSwewInAC7KJY70kEfAzBc6e9IEZmboHXQjL6dFaTeolMdFbEPE0XSJmZhqSqdMux1jbek0hdT9CYrm3Z1GAADDAyGDDWdV3nTO/O1/sokIDvuhCCmzp0aMklzBuELAGQNRhjJAFAbBrfLFfWWpAZKdyPrODPMgQMsTYujYmTVUoveAtBU9qjD7pvWWuNcyiAQEgGgS2ikBBR0y70ftatPRv79j0nb+rWMDmREAOzqNdw8NEYI06898tFE4MA2cDeDGbBgD1nRHvm3goskZOTvfVguabgNgNASHz3nEIBiGQMxdhmGH4oYDGJ/9Ycug1KlIK9kzDJGGPlUu8dQszDaaXmpxZUHDMDUVVVbbtSkm2uAJRg3PlobRVCQCRETkaa5LI9MZJkg1BLpvRu1bok2wNqqYp99qv3nXMOUW0/yKoolKNINGSiX40qgwLAQkIQKQiNTBUiN63fme1VrtqoHkoS/IcQiV3D/3xuZsO2wO/KSL2bdH3bHcVGnEP5gG1+Y378evhyArTVBTuXgLm6yo/MlhVN0xDRdDrN8HUOXdR6bm9v7/XXX//e97539+7dhw8foo//9c//z29961vf/va3f/jDH1ZV9fIn7r3yyit7e3uZoIGF5OPmx/+DSccRLbh1ik050qPBawS37K0FHFR7rtIXiC4RFhpsLA0EyI1W3Hv/5MkT59zu7u4PfvCD5XL5hS98YTqdjsdjvS/UHSEFCveM8Txnadu2ruv8n9ejmqWAPNMx9ASp+lqbCl0K2rb9zd/8zd/4jd+o69pxZYF9DADcdItI1ac///re8e7l4uLv//7v7939RO1GTdcaY6LwIsxBol26o52X5vPLji/p0P7g9O8fto/OFpeH4dYnj189vnf0o/v/8M78PrvQGZ40k4PF7V+sv3YLbiFDBAYMAFYAIhCDNxANGIgfXNmHvG6Cl0OME+H25Mmjy4tTQl85acGiMzXhYn5RWwk+Hu3NamOWACxobNX5djabWTIGhQRi5xuWqqoqN6pspSsnRkZBYE8ie6PJzNUisjq7cCMXdVzI7Jw1CKFZMZFeA+qrqW1h0wWb6EW67xfJ7GqdamQ0GvkQPIfpZOok6L96H2KfshujxN76Uhi1Vtb7um1XJX9+XVCgPjURem+zyDFPQlMer1BVGbV0y8fVWepvbY5RFxZSaxNFiRGbucrvxwAAIABJREFUnNlAKkphBBL1dFHbyaqygBCZfQjGVWjVsACttaPJmIMUPnNYAteqRGVmVTzkJJjUeRpL1lhUgqviNwjAUZkuCKZCgCo3zGmojckJpuyotcYQpPF43AY/rkcEYWTBAHMzX108nZ+dzM/PLRKEGC8XO7v7J2dnF75hZmnisl3cX7yxe7BbEYwmlsNisTyfTGZf/MwX/vZv/m4+Xx4cHD0+eeJsHVatdMEhxSjGUvChqqqWebK/S8YF4bPYyKL1u3f29/dv3bq1s7NTjUbGmAZxCcpPVHxLQk9/BQECo0RNJAKJAESYGGKsjXlvXcPCYlkEY0JXtLBHEWKOIJFbb5p2Frv50/O7L9+79dor0+n0/Pz8XYdnZ+enp6dheVlVI/EEIYTQRREyxscklobQ6tXe+micVb/QqI0fGS3YtVcHgCjodnene3u7u7u7uzNh/tEP/6EDxBgNEUQGxOi7yMGHjqJeGGyJbGW89xzZEsbQVc50ncQQKlNDKqswshDayD40AcH1CybB0BmYokhgZYFmD0JAEnXBQaDikYgYoGzJijVJWx3tjhJwjIN/C5rsS8LZNTKpw3hdmJY7z5jtIVR6wKk/4pIobqwDRG6FTOaplnspXc0j7b+P5Ly+f2U/yTARtsg/YAAyf73vFwcUAmXdX7nYaGHjn55bi+AHr1qe5xsbURARLMJ4d7dPC1RrkbTSPV0tSphLnXmFA1krwhyjhN4kmtBitnIR4MiAygZRG6u6qpi5bZYpGxB4LRlPF2WQ2rq86yAabZINKYSm1FrVUiYWSogCgkEiBI5BWJAZqhqZY+dTU+0MEUjbrpzT2ETpIXUoM75FRDez1EgAuF4Zj4jG6m7BtjexHHThHIoJIm9W3qVFSk+LN4W9qAr9N4vUwut6o/pXCUSGmtdxcCzQPCYiKGSBOlLacAnKzteZC5rUHUiFf+babrqdtV0KNsocsJ59StsZSkWKQyJR5GDDHN2RfFYSB7PI0Ou38O0uqLT9SMHPCVQMMUbd2ITF2krrKq1o9QW1l3ixoMGLQqJu8pSbJDdco/17Fun0uV/k5tTKZ7Vh6hLpvb9169bnPve5Bw8eaLLZvVt3lPN5enr61ltvtb77xCdf+biBvo9DODfofntC3ZW2qPqY1Wp1fn7+p3/6p1/72te+/OUvv/nmm8qc/OVf/uWdnZ2DgwNEfPToEREdHx9D73+j5bsiomoauaHseq6gkbeETxsKW3Vk1Q6/qippOHAUjAISQ3BQf/rTn/7P/8d//pVf+cYnXr6nzaerHBAGCfPlAg0IctO2bKIbuS62Dx+/9//+3X/7hc/+T4c7Bz99841f+uZX9+7uXvzfZ6eXJ8ZaYKzrOkG7WlU9nwL0UU5T3xEyP3nyRBvdhGeCGiyjRLDWjsdjDTvtmjbECAA6AdxeS3MTlQ1O1UVQlykiakNbslQyyloml5TgVR54AUBVuayO1sen6FHdoYQ37K9K4aIxJs9wN9LVlReTUvIKFn0p0pN+HKxLdwqZaNts6LLOpUQs7GSInNYAuuvlja73DkXjKLdt/dPNRlpvpnGuW8Vsyhn0OHOEzKYZzkvh76LgTxp2yMArMX1Kwca9kNMp9aApm6kLUQFPg0BgROTRw/eePnzQLc6II8bYCdTj0cHejq0cCscYrKt29naNMV0Mq9UqxrBql9Pp1BhzeHh4cTEXkboeW2v3j2/P5/N333//9OnFaDoh4yzZytll1wG5pvUdd9V4dHR06+DwqLr1Sc2CIiLJ27qw9BThDTVmXCf7qEo/XVoyHLHe4Mfo0RVG3oKbrLUCIoDMPJ/P76Ccnjy+uJgvF4v55YVvO4O0Wq0ODg4Qu7ZtY/SRWSKrOJbUEBjIOkJUZSzU45EIhhgV1SFrKlsbsrdeeXU0GY9GI+ectaQxgGw99eaV62sXPaMMXmvgty91eIbVtly1Yw7Du0I4IzeeQm5OnK/NftgmLP5L/ay5ueDah/s5auE+0CS46Ohk+CK974VInwfOKMjZvUdhO7zmMzwvymO9RMPCpeY6/o+SZrHXk5ZP6ZHVgeNOQEpA59Bw4qwCWNDRtQDdmVaFQZYIo3Is2rblqGhMYGYlxzLZ/m4xSoUFAyzgfWjmSRobQZwdA0LXrFKSe+KT0HgyUVBIKZTqFYOD6Kv3kpFy/EA6vxBBH73aaiIRACtBJdFoiVgCM/uuUUfHnHaIatrTuzhqB8vMwBIlYGREREZLRuGLEGJOKx76Fim3Rt64tFyf4tq3TibL/9Td25JRmgoRoeA216uEX3IpwcymP+AblzRs/aXHD2N5UeWovY2WLGNcxfaJGwViIcZbQwwyoUtP5bPQKul93nNVFGPsk1hT3EUOvFobvvSIU7LVWncfzSS0dB0SZlv5FIzR54KoKkm7vvys27dv9zX61SX7R1TxXS8/u2Fe34fT9T1L43fz/u1ZNjA3+bLPfdPz8/PZbDadTr33X/va1770pS9VVXVyclIBhRB+5Vd+5a//9m+++1d/+bWvfU2zImBNXvdier+PtVcsedRXGk2X6WdakN29e/f27dtt27733nuvvvrqYrH47ne/e3BwMJ1OJ5PJ22+//Wu/9mu5T1PpnQqlSnz12k0Nt9YHufJqLLm7mZvXdZ1FJxKts0CmC9K27c5k+tu//du7sz2J0DQNENbjSkhE+GJ5HknEAkNEi8DchLaJLdXm9c9+emSq7/7NX96/f//tk7dPHp+4iYsowLI325vNZkkYf3UuH73wkxVCePvtt9V8gpmNs4hJ+80iztrZbDbQJplTwONs2ratuCSWU158KQTYsIQp17TYJwqUgrRSlpY5jbmT0THZyq+6ruuFeTGEsLe3V9d117YiIXtZlYv3apUSShFMjnhVcmZ+ndy85Q6z7GARkcwQPJt6Rc/aC5Xjv2x/VrhWCADmQM7CmJdy+HW5PekndNVIKxXsPWNz97Vu6z+E/eiekuazMU1CywxDJYL1DBracOMoB6BZg5PfJefdc392nHPsQ9t1CBBidAiB/VtvvPngzZ/ujNzy4mzs7NHR0WwyupjPu3AGwoEDRlNPxtZWlnm5nKOpEKHxwTlnjXv3nXcXi1XXxvnl4mnbtW3rY2BbjWd7gcWrmQo6W4/2Dg729g939/cmkwkaB9ODHGYoiHnEkJMJEVHjCvJVeOU2TURl1wdDGC+xiFoI9QlTQtbELqjozlp7eHzrzu1bofPvvfNu0zRqckMIlXMA1CxXvgvqr0aGAEgLPwYKgQHYOEfGAFBFGEIIDAziXD3dmR0dHR0e39rZ2blYda6ueq8v32v4gyvKuSu3MFmrwzdvQyjio65cwJ+73xGR9FfRQET/CA3LUIT05k/J9+FnPr68ck5mf5bvXVJmfwZYHxT8UI0UZxECZAbqH0JGJAISEyiixIPQr+D89G6eV7fyV7b4NwTxNqcRGy0EAmOUPoEQNGYQIHLcfgsEQA01JSDKy6URwTipsWexZx7FfNH2z/dZi8UgKNIs27x/WNgfj8cWgzHKGpAYU2yLWodDavFwCEJBgxKxOOWZjitCSAQQmX0URFMLQNeudALEzCH4oJPBGAjEGEPkiAgwL1opWEPZtBZI94DgRWMtvG9ZjayISuvg0tcrNzwgg03oxryThhSA3OoIIlZ1nXf04eATCkhG58r+f9sFe7MOKiMBe3lJWdiZwmpFj1Ix3UxAhIRY7PcA657dmtI+EMOQtodkuh2qADO7w6USIXqtSjPTL4RQGbuBPKRyB6nEIsqkxNJURv+/7AbRDIar+fPoR1YtWYyRjM0u6kdHRz30R1spGteNWp71rzfM5bsJ4AbXygJv3go+t+28JjfiJv3hTZrD7UdqgLseRk1IT5FxZP7T//6/nZ6efuUrX6nrerlcHh0dLZsmS/skTyTwhe5nHwPKtw0BlazOfOvpxXl0dPQ7v/M7XdednJzcuXPn61//+g9+8IOjo6Mf/ehHf/u3f/tLv/RLq9XqL/7iL775zW9aa1UIlIm1Su/M7d8Nv2/Gdjb2IG3w8mcuzD8iIDMyoSFEa6u2bS8u5ruzvWbZKgTUhbbxjQG01s3by07aiMHWzpu2WXQc5Gj/aH6x+O53/p921R0f3pqMZ6ePn4zH0za2hhGZjg6OZ+NpjGKNemhTQU164bs8MIsxGEJ4//33mbmqLAy+/J4QQwjj0US9TLuu0x7dOadyU0QULmZVMqyKZTyM9JX0xvisrLY3sk8Tqb6PokkfKUbftE3XqnVqtnVR0dRo5ApmxNCMDSl5EjhAyZ5QsK5MvlWK70bdj4g6RY3FbM5YRHRZGV62rPowLNyQygFH5s4N36tv2wpszRvdOwYFhDCzfuArF6i8EWiIrm49a4+kYafwPm6kwmxsZyVwUXKUWBPke92m975yRoAMSOzC/OypXzVNaDAGQTl59D77DtA0bdd6bywSsK1c13oiIuMi+8PjW3oPeh8v540wMcfLy/mFwdF44hcrMzIt2Na3aKyt3Cde/8ThrTs7h4fW1UIYAjdd6xeL2AsOjXOZNWOtzewhKZpz2dzmyA6pvFTK6fXs9BDCEF6haG4XoyNCpAiyN50eHt9698Gj00cPAejo6Gh3Ml5ezoVlOhkZVCoXMgIhMSSWmaurGKMAAlHThSgMhhDM7v7e7ZfuHh8fT2Y7RORj6IJf8zwHULpyl8PDUqJ5ci3CuO2fKcysARWlYez2NZDrimdtxxvzsiRCupkP3ObI/pkNiHyIAfTH2oYNWN/PuN28CQb6onHClGGqOUsi2hvk5UzhNBTs0x4y9VfxExAQyAzP4Sz2feXGqZUrLrU1y354Rvhj8cJSPLZnwCNS+hQRAEwao4pgNscWRIjep8VY8twCEMClbAaDaCGmunlnPOGegKFDuBA4RmCRYDh6v1qtFouFb+cHBwcYGokh+g54ZBCYI1lLiIRCkEGkga9MfZOchNgIArrBCACEKJGRhQwZiWysKRLbu6x8G+5qFAMmSQFYmLCwXGUDmOL4CEMIErkLKZAqo3nZdCTPujZPXLGUpH4pHf/Uded5oe23ZGaGvv3W1SqrNIsGklRjUL5dTqRMODDgBuWyjNPNW9d2HmgR6lBMagtwzxjD0fclyxBehOsmhLCuH8tFQNnZbtS++Xfdb0igaOSo3J42fnkWfTGxW9eSXZGIWKLy05KCtHehJKLDw8Pki7B1G16/4H7QGc31jdD1Pd4H0gpeuVRekwx7fZf4XCjv+jbvmg7TObdcLvXsK7MohHBwcNAtVyJydOvWwdHRl7785adPn3Zh8Fe4kkrxorR8H0fjd+V/bvxSplNUVbW/v//tb3/7+Pi467rvfOc7TdN84hOfuHXr1tOnT3/84x9Pp9P5fL5YLKqq+uY3v9k0zdHRkTFGm5CbXLEl9bSqqtIbo7zLrqTtBQmC4H0rCNbaUVW3rScwzjljHACjITQgFiKEhxcPl7AwStePhrytpT4cH//Hf/+f2nP/+OHjz37h3zw4e//Jk1O3Z51xIcYK3d3bd8c0kaCUftaVEwUQXzzGp07FxpimaU5PT4fVidP2IQjaCOmKYYxBgcg8Go3G01mMsVl1AJiJf7ieu1MaQeeFkYDybC4f2MyZ3Jg39UgVq/EwEU0mo8lkJCJdDMojNcbUtTMG+whA2OBxlCukLbCv7M5S7m7P8vslpNItU3cKa0n3/aQ4JbfRkmUyZx7DFRehbKxLeUsSkRCZxQuiUm25zzxc8/Re//+0t1rrnFNUM4OEuevLUYdpDN6flDxhNMZtL1myflMMILlFCEzkgGPw3Wpx2S1Xk7qqMUIkEm6bpqvn9Wg8m9Z7NHt8cerqyjn39PQ8gsQYLy8vL5ar0WhkyL3/6OnJk6ddF4VN0wY6PKhms8s2hijiw3i6e3z79sHR8b1PfNLUdRe48V0UCMyR0TgzOAtklN6Qc477ClAlXkkMUgxSAaDEqbaZkH2Xp3cMCialCXM0xjhrgEiA5ovlW/fvn52d184RkURPAjGEFNdRmQ4CiEBkIDLG1IhoTRTwIjEGAFOP6v2dvenO7Pbt28ZVtqqsdYFjMuhDdNbFwkZBSa36ddJCUSQGl9tfqf8sO/kMqpedWJ4+PwcWWifDQxEMjoBXzui31+fsPAfP0OQLyM+bfuFj7/qehYz9LENu15DWFPym728AWDj5zyjzcwODZWHse0XZSEtcuyi331FyZnees+TSR3pQLJkj96HkeeCxwUpfX1sZAfLNA8VWIQIOkVKeg1rKJs5e9F40ylIpQIhIOK6n2gxozntWA3rvu67uunHXTefzkTCa0JFvDQj7jn1niAxB7awhdXMJIAYKFaVqr8sWVwAAtDqnEqciIs3ubJqmUAwaIkIrbdMmC/hY6Rqh/SyAqMYZc2adKPVxgJ66rgMRIhCwa0SRngDZI1zb7Ny+o5Oh6+MYU1y4SCddjuuFPG58tsGjvjARAUOpUsjzl2IAtwYMluPkUnCyoeDPiRe5CdTko8znyekLUCyspU1cjBHW36VkTzGzdUbhTcQ0lDXGDBGLRAgma/822sj8IbN3SJkSScUwWD9jEhtILLV/VVV1RYqx9342mx0dHV1J6nhuT3XNuG4zcXWrTb05vndz/uQ1cXxwsxjAm5jEXP8uz2V4lk/RyD5EXC6XXddp1styuSRAQByPx5rb/trrry/mc7Lmyn7vygngc8eCP4NNdOPsb8t0Nyzgc+8nIlVVaaJxXde/+7u/q3K+s7MzRPziF7/47rvvisjl5eWdO3e++93vPn78+JVXXvnFX/xFtU69iXihxPrKoU/JYC/FWsnbOS2tYq2NAggQY7RuZAliF6OPXexMZchBXY0itBHC48tHsYpgEKMhpt364NDdnvqdf/wfP9mf7r9y61UI+MZP3kCLgT3UQp2tzfjenXsOnEJVhKQTz4/vRw/+2dnZ+fl5SmE2RiRqYSMxosB0NNYlTlmRMfL+/qGSk9u2DSE65xTqdLZWOEIP7EbMabbPGbDTrbNT9kUhBDKAlBkqaSnTAYHufb43/VLfrHIdY84LfqdD1CRXDKCtmooVFdzTF1QTV9iSPyGipreXgN72LgDIml9AZDeG0Ukugmsd6dDo9izTgjKH+t+Cg/OnNnUddxsBm4P5cy8OVJfsjbmnJnDq31WWqW8a4kAqKYVewxCk160xs/o/6+NDCD5G4z3GwG3XLJbAsjOZ8mredJ4k1JYsAYIc7e5OdmYPzx4zh8VicXZ5oRZm88UqCDQhAtD5xdyamslFJKjhfNnY8XSydzAeT/f29/f2Do5u35qMZ6u2DX7lQYCMMcZWxgIZHCzNS82eRhFkpCtvqaaPrk1XHeAAacKQlJsOb8IF9GhEUbYnADIYWwHEKDLb3V/OL95/9Ghsq0998hUGPDk5YeZJXXVd198pQQAUymMOXQwkslitqK6n09nu/sHB0dHh4eHO3r6G+Ely/GZEo2A0R9HeXv3XdbGL3mNdIxGCqO2QVjhYLnppUyhpF0REwfusN9kA20vn8GcU0uvW4lvU6mf0eLAlxtkGG9W2rOw7YIOU97OnepZfZi25AX5u0Mjr0cIPsf3nYB9BEsD1U44A/S/ZXadQ2qXEvo2aMt+FA3m3PISbMwIaYh36BPkCcVKySgEGFhcoGpCeJ9gHzZtE9yxjLQARIQZhHFaK3vqsNqSJhuoKY4AQ0DfzvL44Y9AgOysidmeaDfpDCG3bdl23tzNqovS5DuS9h9jG0CknmzkIUCFqLPxgtfuFnFYEIiwcKEVpIIC0jc9yQd1VlZ8ZBYQ5SmBAICOY8/o63T5RIMbIEg1gxEQVz2VZEpenCRplrAmffV1lrmNOIV+PJocsgtcxVVbZ4aDHXAsrz6rO4Z+3FL1l/kHJzMmdzxqzQwYH8BKXKzvbbWzNmNLHqB+HF3ttPzOLGw1niS1kFx8tMoKEoVE3QxHWC2cHiVFJSS3v34zUFYdl2MBAhDmy8GhUO+eW83l+bgjh3r17x8fH22EGN+FU3MRG5YaLzM1ZkTdv+a7R9d1cdvghgMqbQH95W10ul0Q0Go3SJo2Yf/cxVKO667qmbdLEmvmjN3L/ItEI26OcjXpi4//VWSqEcPv27Rjja6+9ptqtr3zlKyJy//79s7MzAPjpT3+6XC699z/5yU8++9nP1nX93I53M9ypR9q3OQKr1WoIxS6sHbuwEmRCcK5eLZYBg4YxTsfTLnRC4mPrpY0YGPiyvZAqCtoIYqKZmtnh+HjX7f/7f/e//PSffrpslz/4ux+8+fZ9u2e9bZuwnPjx2Na3j+4gGAID0mdkCSjRM34MDE+ldz548ODi4qK8ZdIKHKMxZjab5amTrlca1RCDZGfjrNPbwNag8CPRytLWdnt5zP+fAau+/RYF6CQFOoP3Xp1XEjW9NydLoeHFBqT1gDFmPB6LoH4Arz9d1N05c1NLOeLGJVRCggjJaD0P+8oluhQ09it2ZtBJn5hLOreNMeYKNk/xBigGCRCFuZyb6JExiXaE5fg105VTnGAcWLKDScE6ujgMNH3I/XYIg8WRDBgDCUhQ2KrKurIIzqQsxD6nqq7rCuVksdibTCD6xeJyfnF5cFhbZx48eBB9aJbtyeqsbUNkcHXlJhM3nnYxdN6vAteGIhGCsfX4cDbbPzg4PDze2dkZTyaa1PX08vJivpjt7Y1nsy6w52gEXOW4a7K4kYqLqus67DOWBNZYu13X6QpsjAGyA/wluEFE74lDw4Bc0jlCEe6Yra3G01ov75E1+4cHIjifz5su1JPxKERmEUTjrOM6Rt/G4INnAWNp5/j20dHRnbsvHRwcAGEUbL1HQwjYB6dhn3icDFoy4mqNqarKOJeBPkSUOOSIDNSkrcFKht+hMFIe7G0KTeOzMtA31lLZYilfO2m9aYUwXLG4BiEW7/4zbaASNwH+1f1kWnf5R0UzEBUoR+qB45JLCWvMT8ktyzUFQc6R35go5PtrSG4oTv/QWObJMYIZYElcbwmMIncCDAKUxBK9aSxy2XBW/X6TjgMRCQhLEJ++fcoTjyLgbDWILhKaKSDS+cZaSyIWgQyjg73p7p2jfS864KTe+zj6EFWZECMDRARMrZ8QgiIzWr4DQQAhIBRGTpJuIhJhEQ7VaJyxKRGJPjADEY3qWaKgBOzalK4eQlg1l1VVVVVFgDF60d0L087pLBljgYWjAAhQyF1f3hdLt7Ry7SjnoD1dUwolD2XJeDYpGaJJccDy8otg4dV5kxG+FC6gWjSU3Z2IZLOZXMf0Wn/cUGhk65rhLPc/pt/my2ZYM6DUElqn2hlPCNFniTn00gjdktM74tB2aku5Ed6wESSQP6oatKRQR+wDLUSMoaiEFmCtFXJ3oV98b28vIyQvZOn8EFaWH/3Fr3/T7Y7iGiTzA4GEH/HbKfSaN2ZdcFQwPB6P5/O5ZjwoO+jm2oafIxVEUfdfeVLKVJJ85eswSKmeSt5T6479/X29dD/1qU+pCcerr756eXl5//79v/7rv9bM6+tPmTxDF7AxOdLfe4F0yLS6zFpXZMm5OsZokCf1LGL03gMiEcYoiGTAelicz889eEGswYYQmLiqqtnuzn/5iz9/9ODxr/76N76w8/mw539w//+LxFEEAlW22hntIhAIiTCQPGN48GLOToysHMWnT58q33gQ0fWrn7V2PK51DhVjrKpaBDRKTljcqOZkdb+2xg4eV0WgpR7t0IeUqv1jFhFlDqFG4QFA13VIUnZlGXpV41Y974pAIiLawRmon8QZpT5m/osqEnW1nF8uc7+qd5m+zjYLYC0AVkidXcr0VH2XfrI5KB2YI6xbcK0X1j2LuD9WubtmQWts9J4H182E3eWQmHwp6Osr2SedxH53zs02AJT+kyGkMWV5xNRtdWiNMhQmhZVo/3hmZglkMLaeI1s1OA/hsmsnkylhDAFGk6kP4eGTx2LM49OTKBhMnF8uq9FMgAOjq8ZM5CNFcjjCi9YL0GgyOj6+ffu1140xu7u7jCBATdsCUghhMpuu2har0WQyEYS288vlcuJM2bToTcpenKtzO4RFbalDtydPniDieDw2rs7if+kZyLlyEIT1SW4/f2fxPhiCejJuu671wY0n7P1i1RKRGAJCARIiHz1J9Cwth9ZHIBxNpzv7e0dHR8d3PzGajJ1zbesDs3EGkVrvEYGsASDI5oLMGnfcVy+QJbIcI/Wt1NCwXaUEli1EboOUsXGtrhMMyxKdbl6PZVs/WE/t227bMvpXcgz7C/0KE9F/nQzPZ7no9MaJzwRPt3i9cPWJ3AQps9Zu80IxxlAKZ8J1nmY6R7AVHpvGhQKAlArLdazvWeVXBmaGSRgADNqtNSLocJSKj8VFnIDEZKaf+kdhZBDSrHkBoT66iBHRq36g11RIBCGhtWu9YA+GUA7vE/SGSMYk1WLXIUCFKL6NANY6iwAQ2UJtHYgDQHUOYMBSHygSkwqr18czAqIBhugjIFhEkSAMCGRJJKI1+cdx1ce5IjrnDJq2bTsftZppmoZDi6LB9wiRtTUGEe8DCCNUxrgU0Ruj7TOI8oDTEGQDKAOSTaKTebQxaepTxOhl62rtu7KbS34iAQpE7OeS+QF5TgkAGm+YrMkEQggxqG4e8gw1h9HnhqqUuZfTu7yP6seoqrrYJmMx5h+cBvJThp2v8CeAQsiXDQCz33dfTUZjzGQyCSHo3aRTUsAUT5z90JWBUxYiOXZCTbT17fSVdWuvRrWeNWWAxBh3ZrPOt/oBVqsVEUmiacU7d+7oc7c9Sz9KP3ZDpdxz7VI2+oQ8R9yQX27QCEsH83x1ZSfAIkYW88Raz6Meijw6yaVS9nggoqZpFFN67ip9ZU9YPkBbGj3F2XgAANBQ07WurgDAx5BjOa7hnZZL/fVijA/YEsTMxCvD8dQ5U3/X+IRtVkg2LrrJZVMab6acz2JgnK/zYce1FgD29/f1b1NvAAAgAElEQVQPDg5Go9Hp6akuL13XPX36dDabadtQvuyVMpXtTWeD55a/2kDdj01i2ekXZ2jbVtPkQowc42R3YoCW0BDQarmyZGvrJDI4EBv++z//3dsP7r/1k/vT0fRR+/Do5cP4fieOgYQ9j7EemZFfBXSIQmBAkJMtdo5R+rD2eFvsLBBJV8toNHrrrbfUEUfPnuaOijCikEHnHGA/PmNGNHU9rusayMbIUvF2bIMu9bqFaTrcAC5h6v0yX11vgXzzrisqB8whr/zj0YhS1J3o+EwppmAwe03nazjHvufi3Rij8RjZJrTv5F3ZmOmkTKUTTdOUgZyAQ15OfhGRCCAA7D07RwBgLTGrXpEBSv9nLqaoRETS22sNyQosRt+Ch/TIkl9a0lKyeUzhs4r5Si4EbFhY9otOnXJTt7FFrvU5gNlavHRPRWvYB2aWEEIXyNqX7t57959/SkgR0NQYYkeIZM2T8/Nl2yG6prus6+l0d8+60aJtLldN0zVNiKZy+3du7x7emkx3d3f3Z7v7TKZpmtZ7JZH5GITBWjsajQwzAXddR9ZYQ1hXHHzeC9TJrq5rW7m29f0M1CBhvhiYeTqd6tDTex8Y8nRAIF1sg+gagZmROV5BHRLfdq0Py8vLcVVPp5PoV2fzhYgwGVOPTB2obYIPELnpAlp36/Do8Nat3b298Wynqioh52PsVi0ikjUiEDjqm6qMKTF6QBDAoCGOumtokkriDaWQbdKM6gHdzUNejWPR+YhQNr5Ssq5O1vIficjHqC5Z+aaA9X6jTL4tt6dslFNeQrylmL0SM9zqS3sGGKLSvEFgm+50RbOTVo9n7jupMOsdpD6Qf4F+vJ87rG+bx3Kjr1QiKnIlq/XKyoY30zZgve0cPtLWW8tas1oEo2+XU1DmPqx9qWITjJDAJREBKnWDmAPeM3yo1hxQuIsiUH5h1hB0QAAmxiSnU7wRdHKhCj+Gnu+L1F9w6YjwdrMtIaTiDPqgeYRJbSD1lbaEubrg853LzEFYGERkxQlOAiFldofIIdgsSumdnaMx2HUdAltr66ry3i8XC92JR3VFRBAZiYy12kF5Ds4aAstRFvMlIY5Go8lkGriDwmRSRDj67FHpaFCE69mplHKASNI7hhLZVDhGAOjDhKJKZQatIMoGYF/QdMtcvuQoQ32sXs+ugRyAU9Jmys2s3Ag3ihU9MlyQasrPEGNEXKsLr7SNSYtI4YWVNEsp/FBE2Ps0hVXKT6IPIZcKvW1K/cZ/5pqprANUCaK/q6lP1urkMiv0T6zrem1N/xi4EDckVT53nYXBQXugpmy4L5Roj25m+RItGVBrlKd1ml9+F21aNE5dUYVcm/6szbRwfcj5M/zJRYDWebnB07R0PVD6l8xSztNirQk+aIDelWXENZKEGOPt27d/9Vd/dTqd6l/29vayvFkLUyX45et8jcexzlkq/5LNRTNtLIUHDF6UwCEmHgADARldBX1AZwhwKR20WOGIWaJwFN923dP2jE6wGrk5nf3lT79Tv1+///C9NjaOzcSNoIODw8O9yS6BBQCOgJZEQr/R8QvH+rRya5rm0aNHbdsaYzRYjzBJJvIqMaw8AAqPREGIkVnath0S8IjLrmkwJe6nBqVnoHZx+piu63JTkcdbXddVlpgoIEYY0la1QSUiQ4RVle99H1pjjDMuxwASkXNVtqc3xmUjTYUx9cJo2zajeXrXZ3BSv8jgoKuEC1pTLjCHPEXSi0f5FzTk6EB+036jXLOq3mDpQ589rUaRA+jUKxGK9k9ky2lTb5W1/ShrY/pLOqYYKs52Gj3oOliYcr7vaFD859wIZoaOY4wcRKJYBKqqye7e7vFRWC4shhi8jzGISJAoSNXYoK3tGEwVIlw2y3nTdMCT3d3ZZHR4+86dl+/N9g/QVEiWrFtezDMmXNc1kIkxchRBqExNrtIMiShMvYFkqkDUeCkEHwOiCd7r1YXWlDt+vjKzuWU6OCBqlKLny3sP1B+fIdQBda5hUBDRuqoeTQRxFXy7aBvfWWsnk6mYMO+6JsRqOj04PB6Npzv7e3v7B25Uhyit71ZdGyVkBqlhKynMA4Q1ipklC/gAQq+uLJhQSERSkDmHjeyqFqB42BUyvG3Q6Bpd30esE66hgFKyUcUNbKnAAEty2aaCQz5+OozdIEb+bDg2/ZeUZ4GqAC/yDG39ArBGpeQel2ORDfBwaL7L07ihy1qjCMoVXwiLvW6TZ7z+PYcSHLEMihBWlDKCUEQmQQbpLy8dgwEiMnCvVAQEISQGQGEQjAAGQQQYFCcsr11O8rd1GvXwvSBq01keN63oWJekPuoASd1WoKo0M7Q3G4C01lQEPgYdoIpIEI7dCmONYPTjC6IxxhAKIrFpfCsc6rpm4q5daPVmpMIoAqKiRxaJvhWRSV2rFnGxWHRt2zTNeDw2bo2dQkQInPkwWETi5LDd/iykS1EZKsYY6YN0S754SSi+kheeRz6xCFdQz0/QBqzQ/tEzlrCBulno+jYE+lfdR6AZVDqBzXSajdfXnTxb10jk8tVExFjqD8sg3GccrLSQUq2ZE5lKDi0UGYYblWv5APWAzp7m1POO6rrWl829EzNPJpO6rn0apt5oRf4QKN9zm71r1HplLZ6Lqu1WsISVcvWmX1YxOtUCaXlaVVUWj+VRfaKT9ZAs9G5GavuuSlTnnJqsfAgC6k3y3591SFE+AIL68U0S9YCXeY/cR1AqKpKLwnV7+hdMFYYt80/VpmabEIXBdVDtvV+tVt579a7IMdNl35i1K7m/3QjuW+uE0SZKiQFxIhEkAjJ67yuqLFqwTGAN+OX5wp/HUT2BEQTTdQ6CCWCjIDYSLLl3l/f5QpDRWmIPiMSNHO8cTewURD0leuHDx1xQnJ+fv/POO8qb7ReZvgdA1J5ZbxllsLu6Ojg4sNaGEDOHPbdAyrrUnqrkXMC6OUr+Jx3/6Vvnc5fNKgEGh2FCjL05FhQyaRHRSRZVOvBlTHJ3yH65aUDp6lLOFICzsRYUCu08BtrIy8mUfiQpK5bMEQWAEDwAMQtR8nSR3ulACQWFr6bOCQLzoF4pljzS9kMh2Q1kb3uFTM4lxXDwKhfocqUt6KaY4crN50qOJ6c+c6hsUCNLTCWfGFs5Nz04POL46N37s91ZbU3XNYvF4uzivGt9VVUG7dn5fNkswFaj6eylVz51597L+7eOokExFIkWbbvyqxAFAJwIokFDDNL6LsdUeh+RIsYAAFESuot9fn0IgbPyDcTaKvQZ95rX16MCiRGj10bgYWyq755HvTFG6IsFwdxv98QBAotYjyc7OztEBMDdbndycjKfz1fnF03TdSwHt166/dKd3f1DY50Qdj7OLy6ZmVxF1oFnRNQ2T4FNRERRH9feXnVAvDDzDvTWSWeQi9zsQgyyVcysJcCVg2/Y9Ly9Wsu3oeW5+Qp/dex7b5J/JbuHe5bD4N0HV5vGf9Ad5KO3f3Z7A/4XFFe82NY8Nyewxu2UvsPVRAQucL9rju+ah+cGsrfu8oLZwxPWeKdXElbXsN1s5pmbxTI4Hjc/cLq0NYMwORT3owKTHFXUqYZQlBlPBAyALEA9zjjoGwlzqkH/+ml9z8roHueUovETo7GC6wEVfd4EAwKikbRkm2k9Y2Yf89AutpPR+Xmri44ICgJI1NuFxMfVpWc2O3vO2p2x49qMRiNkyaLz2HtMgYghHI/HRFTVjhCSVRTaMkBWRIJv1WMQAMhQrpA0Iyh4z+vL0AbClnc4IjImXwmbbu9rRW2hbUuInO7WChWmfXFoC3IhCIMR0RUdRdl2btgND0vhultagjJ4zYQgQ4XJzYWv4FSXjIv02QQ2bLhhXci3TREss61Lk+W8bQf1ENcCri+MNA4u89y0BBmPx9baPKq/eWwDPM8B5SYZBte3fOW6vJGxkVe20mkjF0O5Ssv6Sb0y1RYyqz6U5VV64eSnZOpLeW0oqBX7Ywsf0Frmw7VAeNXccu2PH2evV7JflDGV/15CxFl2WAavZYvFFw4glz/akOe3Kyv4DFKlQpB5Pp/nM1tVlf5r+ZQSBIAiJHPtauReigWAgGQADIEAJBAJmIQhWqgrO7pV3zmdP4YQu/+fujf7sSy76gbXWnufc+4QERmRWTnVYKenKpdHGvCATL8gPiGkbrWsT+Kt+brFI38TUrfUvFni8WskoHlCGBtswQcGTHkgXTlnxniHc/bea/XD2nudfe+NzMoqV9kQllyRETfucIa911q/qSVphJlDGgIO6DFBksASoKNJSxMCdOgb8dcPb3jwKbDLC94l1Gv58E57jOw9nZycPH78uFDW45ZjnjIhuaLNt2175coVIkJkcq4taJvx/02qZ7fbMET9w6ZphjTYiRhBQueMXG3rfNd1CBsUbicgAklEDV2guBPr2VzFVTE6ZtsmhqH3vtGuzHuyHD9dq/u+t4VRH6Pd75ZJZr1r5Mkmh0IXTwAGInEZhaAIFoJrtErd1ig7mEq290237bepkVc7HtQ1G6UwdaUmKZSrhEz1Pf4tuXouZqtfPaOJsfKPGQ8UwKbWXfd6gVSIUigCjI5me1NOR8J70wlKpH6Q6d6C3YJPUzM5PjmJQK+89vprH//klaNrrm3F0ypGAUzCiSUCIrnWOQaCPmdgWqx8pqg07WoYgMW3Tesp6qdgNkZuDEHbOfKOGZoi2owyUjyoGg7m0q3MNZx3ihVbNuOqX5c2ErbSJrUCYeYEmGKMMTrX3Lj52quveUEIIfTrICLgXEwcIYUYzxcXfR/Qu6ZtdRJRzAjZqt4UAzNHTimljPQ5QkTfOrXVEZGUog4uzcpljNlWwPl5SFpVhm3Rnba0Ett7cU0hRKgfv5UV8b66lUtzlapGIMN3SnnZZYLshjO9j/fwgd42/GJS2n+5X2YlrCnsmmuApfcr/qoWzs4Ixqusybm7mJ5sJ7BtntTqstuMhttNetgo1jd+hogiKTtiCaivLyIyshuForUTQFlPEUkyyxNAY9O5jHkQhQGBsz5C3dao5NCDmWoAkLnF7N5ICIICXl+Uct6hfRhX2LYiIhjLByQi8oht4xG9ov886472D3QJC4U2o9VOj5AmOAwJ4rmIc8wkAiEl0PGQvgQhJEc8DGEYnPfUNI1zSJPGucZ7T1SJufOb9Oa3JoQ1YbJWIBiXgJmx2jhh4/vySGa7ip4XWLLRqlWDK9pkVNYdlG69tRKsjiLdCIeA7cmWbQxbK+aug+jWSkSOdo0xd60jHKCxEAEy+lTHW9XhDfX6qCiWteLmiFMH0ZaqSzTNrO9X1hEpj38+n784V+1lVsP3DNx7v9jU81j+OmXYitWybds4eFuJ9lZBhhDOz8+fPXu2WCzOz8/btr127VrTNGdnZ+fn50R0dHR0+/bto6Mj6yW0Tl0ul23bzufzvu9V1/cLG+pd0vJtRvb8ArimVh0S0dnZmSZMKOvVmGkjjVnTq52zTuyjfnuW9bdVRlhxpp5VALC3t6eY7TAMwzCoSyczHxwcKNPPal+7bLZAdZs9ASBIKmKGhEDOk6EfTOLR3di7+V//y3/97k8+9m93/+Xd47sEvptOQjMMOKCgthatbyWhS47ApZAa8NeOXpnATBFFyEPScamhjyKpHeDx48enp6d2++ikzyFo1ThpWpMTG+GZvA8hDCH6TUEpoauvgfqQ2lgwShwr5soh05DY2hyL8+o9ms4jgtehjKMYI7M6pggz1UZBRTSxMTwahkEk2AKSomjXp2CmSvtKRO24GkMl9bTLw0gTJSZHYgwmRzdzF43qMUPsi4sL+5jGDaoXuiosgciRMAtua+0Mk1QTOPPoMv65hRjVTbiIQOUFAkW9BgBIqZ41j/o9ez+X0a2JCEUAPRIySGKJhIAeJrPZ1evL5fmjB49XFwvn3HIdlwF74Fc+fufTn/7sbH4FyA0xhSSq10IiRwIIDlHIJQaOPJ3P1CubyE8mre53Qx+0REgp8SBEmRLZeG/7pm/bbMfiXQgJy3YwpJFEA2U4laeH6MYTLWYJm9cQnRhqTx1zX82IXreDpmmA9PzGvu8F42Qy9YWc6btOGCOn5WJBvgXCtp1Q0xKRCgjVzzwjumX8FGLIWJ6UJlwQEQM2WWSIyBxjNa7a4jcZ0r4FytXzbiLCTbHDFq/+BWO794v1Pe8ZtkqpzV9tllilD6z18R/4DVzWZbzPrm+33PllwX3vyzP9hU8idc9m/NXc9aHoVQjICCTIKtwzwGosf5FQ093hpZBZs57fcputjyaD0EYgO6b8YLYJgS6VufiDzOEGYeVbkCAApNKgjnNzEUArHZLRPq0Co7GjJBEQRjMuta43jyisoxQyr2cuOBRh5XGqrXIa8dKikaDL6r8UeyEicNHQQo9uf96ISGQQ0Y3W6YRsCM2Na7MYWdG8EEICIcLFWkIYlK/VNA0CxrBer5aNR5AOwKWkIUh903RmRKllNxERTlQQIiISg62eWURXIEEANNqJEeiNVJ5nkwS7hOxag1frOXennnpoCgiZ6mEVIjKn0VC0qPuo2HvULFNlZdatzqgwKX4qG0sSb3BglIAEY322YWqHiFIKNqseYMsbmtmkdw5pl2kDmwl+VnxsNNKEQFJnBiJi0/jJZHJxcWaLeEppPp8fHh5u5QE8L1D7Q4H7XjLgrq6uaq7gFvvODst0OrXO5Pz8/OnTp+fn533fi8jBwUHXdX3fr1ar4+Pjhw8fPnv2LISwXq9VmyQiy+VSc7pv3br1qU996rOf/eydO3em06lhegcHB33fq+pJqwFTVL5kbOClR+A9NwjaQXR+weq+OsZXr5nFYqHLyKNHj27cuHHr1i0VQenNYvZLl85fP7qmdKRYM28htHXPpiOqyWSiGq2UktqNKCPRNL0KMdkYZWv6gJVlmEiSor4CQEmABIgOEotHB+5rb/7GF978/P2TBw+O7z06ffj47NG7T3/25OLx6ers8emjJMFNfGKmhrquHTg21B1M9wkcEUECFo0Ou0xp/yEdVO8JAP793//99PTUikUiStoMICLCZDJBxFR8y/TGQcQYkx66iW/G+dQmtTIXvt637cSueVMJ1muXPkyP/LhxE7kKVd5VKIEHc3mJMUKDdRigPqf3PiWuPUhszSP0tWhTW4J64lY1V8n4w7CdMzGazcBm/E9OqvDOxlXKDy+XpZjtkAnGqslFAdaEa57/7lJTE2cqoRcaRG80Wt7weKxGn6mOLMbdix+qCDvb0Jm5JWICRMfVG8YJzGfzdm/PTWb9aq2czJSkbdvXPvGaiFutexBE3wmlJDKd70Vh5oggCE6NK9krV1w99zjH0JJrOhTBbjJTXVyMESrBZF6ICo029HErdF77befcUBwWsiATnY6E+r5frvIgYDqdTiaTpmnWQ1/OJlSuNo2Z6DjnnXO+nXTT+XoVQFAYCT0gCYsgEOH+laOUUkgsSB4RiLR/k8QJUhJWnaoeXE9O0WefQdqyOSYGyktZ4SGNd5wUvwOb+e7EodUr8/Zm+jyq0W559pIT4RfAehtTctn1IpHdZW5X3r6by/3B3tsHWTmfR2f6SPu+2uF0t/muppIf2mtVXV9u+JAEkSyaD4VJCMF85zUEnIuVCiJcErhxWUjEc5HYkak5Wq+MLsOZQK8Y3Yb3jGQQHxh4lAhWd0vOYwBEKv4uDlT4h1yo7VS4rXahxZzh7gSAOLuAAqEoGFhYptYtIoj2dSxgKkOPBDnJfuONSbUwVYI18A3ZXmmNcL88rss18k3nsSGZth5dU3ugacPw9DwqdpFSQnDDMAxhKXlb7MkjS4ppEJHEofFZ2pGj2wEIRcfnIYQhxXqsq6uDrq3IypSImatk52gjprZuBhB3NviN+X0Bx8aqIrf6264MRQIRbWnInqgAVMbJNT+BmUmgIj/A+PMqr2m812qh4IY5xMbKOHrDkJXRyRZWe0uq6zNlv0BtvDZimHUzbNSdoieJAOBdY1p/ZYw0TSY2qWOBuVzcvHnz6tWrsCmJhg+U1/cyQXYv/ucLOJB2BLz3JycnytPT+kmr/KtXr+pufX5+fu/evXfffXe9Xs/n86Zp1KLt3r17T58+1freuJoxxtPTUx3n6xT57t27jx8/vn///uc+97lXXnnl2rVrH//4xx89eqSQYN/3WhqWHfcDagle8mG0u07WozS7/j96sYBNQDRN4dvf/vb3vve9tm3Pz8//4A/+4OrVq+v1+pVXXhmGQeEyLQq3LJQ+8LF6cadntj02llJM2Krz+kxVEXC5FdR+Rn+r3axeVH3fqw5Qe4YNxUQhsiAhAXHhWwpAkujBE4JDDyJRIgDOaf+zh0dvHb4dIQwQ1rwauP/Hd/7HTx/9+O7Tnz08u//o7OFZf3qxWvZh/fYbn7p65YgqCcKmYP0jIfQOQ/zpT3+qt5VxdyWOBraTycQ5F4be8Lr9/X27MFISP/GVdSRsYWKlRM5GrCkllatBldJuDVUN3edgQO9FRBEPGwMhoiatoeTGSRl9F/2iNtDS2B4AUPEhVHqnTLZE1ovW1h/tjrbM6y161/Jv9G9TSn2/KshbKpyCAQlAbIthgIywCaSJtMLjPeV9o88ZIm/BNU7ZrOqpsokHmmy+Thc07HHrTsmhuBoRBDUnpQpFFKioMbwlI6wEFBsTkByMIRnhjQAsKAhI0Mcw2dvbOzxyAjHGGBIwovPn8XzStW62J4wpiYOm8z6l4B05lxv+FCXGCCKREL0jcsgsMRXT42axWlHiJBJCGGJUcHI2aU0XGpn1RnaNb5rGaJPo3RjJUGTJevyHyMMw/OQnPwkhDCEpEUaZAk3TTCaT4kSAMnoOuclkElKMMSZhDlnzuXdwJasBGdWLlYgUihwgMkTnHIOElFJMGn2Zz4KmUouIhYji5qAQQSIJmksW1rSgrRNU1w96s9pjynXCW2H0u93Ulq3dB163LzX53H3PL/hzgaxw2qoJnzcDe4GH54cyjvwPx/C8LObhJbbe53h4bjQeKjPjrV8JmCyq1n2OUGHOGbdvrHeH9xFrL5WUs8Z/y6y3SnFAwApuAjVkYQ1fVw2fCGChzWdoLn9AFlZ2JYMgIqtXLwNaAVEMa0hAKgYTK7PPvGiKFHDjMyACOAAg4LKPUwIhRoGkqJU9uK1BLpHSmiIUJ1wY5eapbapbWpgYwJEjSClJDJERlMRAqI5aR4eHnPa49MYx8vWLa89OzoYhU8Z1b9NeotmfGtiS8ShgIlKWlPkoqINCSqltmlI2qQk+6Zq2a09SggoLlIFjCOpzVF5o8+PiuFU3nGQXcuFvgM1x63YRNqXwNcehVIpikqG2cdbCjd0dyBZvU/JqmyHuWiyR5fm54EhWeSjRK89oASzASpNia4Kc+dfVq7l+r+KlzBSFxp48xkiI0Ixj5ipFivf397V6+8XQDV7exlMJllvJzsx8fn7+k5/85N69e3pSFosFAMxmM0RcrVbmEd913Z07d95+++2mafb29k5PTy8uLu7evSsi8/ncDB71EtI6QzsHALi4uPjxj398fn7uvX/jjTdSSt///vevXr36q7/6q/pCWhb/4nkc9ZCTXngMf37ijX2pCYre1F3Xee/39/f/+q//+s033/zt3/7tb33rW0T0J3/yJ8z8W7/1W2dnZ6+99trR0ZHljsD79/B8mTdfH3yzV7Vf1bai9UxnK+q6fkJz/dELRjHAi4sLvb+0jtTij1TTDZWbGQgAJkjO1g0pviMJO9eCIDACY4fTOQEgiOebb722fmtxAs8eDg/uHv/0h/f/9Z13f/jk9Mnbn377xuGNQjABcpAQRNgBfXSX1jAMjx8/DiEYTJpjvot+WPE3O7wIGf0r64xs8hHqQhPrhc6sUIZ+0N5SpzAW6mOpRZl+oos2ZrYww2i8ZLLbEELMnBSMMbpmjLrRakWfMEeZFh6BvsmUEjqnVo3q22TrgGkZ9J3kZJ0ChGY7GWS9VJqmCSGIZCl1TKFpPIz2nmyxRpliymigU42IwubgUoPR1SNsC9CoWe5bLImKioK1kDu3B1BnvYI50HCZKDnnQkjjJNQEEZsSBqz8PFNiARR0DJCAGUCQmm6yGtbrVe+IPHrvG2EchoiTdpWSRwdIgUNKqQN03gOrJi7GGNMQOIFzTrxfr3sDYwHcEDmlVdu2Q4jM7Jpu2nQhBLV7tTjNi+Xy4uKiaZr99iClxIXpA44M75XSzGs/PAzDYrG4ceOG975pJ3Zq9Kg658ds8bKyqXQCkrJpmlKNwHKx9t4T+aQGfoiKInrvEycUQEcA4pjBOU0lLfXDyCffEq7bqW+nU4airJE0hgpuuBvC1vh79MtTcVMuhORSXs8WC+l5Ld/PudG8uMcjqjhQcJkQ7JIomo3khvdEkH5urG/jSfjSDZs2rS3tL0iAzRIZlThYnQCBSLDNq86YkHp9uB3SB7PUbTFCedK6WNg6DGSSPH12ZAKNtwNEUQmcr9g7ZSFgB4joUI1OwNUBjEwp0zGL0BRKW4RYEzIBEZ243AeWo0miujZ9jKv9MfRGYiO1Sd5sRbKPfwIAcWSnIoJ5z6BGtmM2JsEqUzX7fZVwPGPukJEJgWmkvwoAuLDBJ9S7L9+ByJUiI7+VirTpAFi7wNzKMUlBAvWdBKgkJcCGsCML2BAIRUCQMAbrLjyicAJitZrL7x4FAcd32/Qn+rby9uzo1qHHo1fU7TCWMPf10A/DcLE89ckTNgAQKEXmJJwSTGnGANyIkEMElqiZGMIuBuCUAiGiB/ToOITQr1dN69b9ACirNHCLwzrNMFPmnCMRjClaU6enQNtCROQQkfYIW0BG1kEXS2KOkZSRK4DZY0dIEAWDc0kjNZDQU3ajLo2lcyPgRkQOmUjUCWfM5Wt8n5hEQJCT46RILokbAIEaQsGUE6lQpefeEYOEYUAW7xxkU00fQwKAtuuYC5PTuaqXc0kEwHtH5JM12OY7YgQ2KyZUj9TwjYEAACAASURBVJRSCKEfYhR0EFLbtr5tOAYJ7ImG1cXh/gwlMUMUCikxQ0py69arN2/ejpFF8AO4brwkmveeaea7WXaKKX3ve987PT199dVXHzx4cPfuXf28y+VSm4q+73VEev/+fTsszrk+DG+9/dlvfOMbvO5XZ+fPTu8hIq+HCXnX+LDuUSCFKHkLRBYQgSGk/b3Z+fm5bv+PHz/WmcVf/dVfhRDeeeedlNLXv/71GONsNlM6qIZA1PYPLz5Wu/vTpWHQW3PLEWWy+Q9Ue3hOj3nusf05UTVlb1qAtdUQX/va10IIZ2dnf/Znf3Z8fPzVr371j/7oj954440333zz2rVrzPzFL35RG0U9LHqyAGC5XOoB7LouMSCCsDiHICAxovfGBGEQBlYhBwN4hktHzma0aD+0E3GZfvjyr22XTuem06mqN7Ve1w+rfcu1a9eIyKMnJFRzjJEDl/l4AJASeBsAIoCDPCsVAIFGmgYO9+Hw482nv3bzf+brfP6J8/Pz8xs3bmBARJTygUkEwJo+j7aev/9TuhXWp1c+Apydnz958gwAmsYJxDBw0zQrR03TxWGYzSeTaZOGdaux7IgMBED9sm+c75DQ8arX0ZVLnGLqEdE7T56ixMY3LBxSAKCma5h53a8nTatbjNbfSqVrnVfDVR3lQOKYkoj0UoJwyaWUhiHoOVqtVpPJxHsf+x6EkahfrpqmSYUk74t5CwJCZIhD8ZJmEXGInhCcxGFpDV7kocTMCgoLc0oiqdenGoboULz3HEMcVIslDTUOnGtGvVyMMfaRqLTNiE5QQhIAApr66TAM52fn3vshhK7rbt26tVwsxHkYBZCOWQCjCAGRcxjWfb8OzjXONQQOORSlhM66hWtfaOYQQgwldaObVBNPUDmZZi8576ltQwgmnkwg4ICLekGJnWXx4cCJhYm8yd0XSDrZdcgNESKllBKnIaQGkHX46BIAMnCi6HvlJa4FoUXAxiFGZgghcFKOknedg5RYJKVoVq4OSD17pt0kJWm9W/dR261J64cYndM5Qr9YLlNKBwcH3XSi2zEIs3AK6MVTo3BiEk+WzaM76f7+fkbYgGzgm6HjarNWH/VUxpKESE3Tr3vnfNt2zJzaFFKfhjTmBzIwcwPNarWKLNPpdDabee/X6/WwXoP3WvCQMm6yIafTZd8URnmAIjGEoMTsFAVY9mdzZPHUcODGaUiJCwMjNd771WrlvWcEjrF21LNxjElvRKRpumEYmAF9AyGHkeS4UBGgDVDHU2MLGoMAOJDM6SuJMMCYty4HNo8QG82zlmmKh1MpxhHJUZVLQQgOIWtb9WF5tR0JdMnQJTA6HoB23ZUazJZ4zMEpGixGAlxUwLJdCFFlR0JlMyHEDx/re0/8Ed8TIpPt8uE5/V4Fx8GY1oxE2bhFqQhbgRiAW5K/F/JCR0gNc0u0gfBt4o1bxFy+tC2/dE5wSZBx/iFvlVwsAiULnPKjRs4xbz2P9lhQcilq0M4a69EWKaOGyrreNSbZcR/K7Vs1OMFdZuMmMfv97fibo5HxJ0bxrz87kehoc5xhMDNzH/MalFIaQgoh9CFFTqvVSnS4yzF3tAwM3FBKcQhJOGfnOF2R1+s1xxa19w8DxOSEhyEW+zjFr5wKo733RU6ARU/oOE/uhJHz6AOZHLAkAgBiEOB8pkS0my46BL0SkHVAoMApSX3HCQkjoMCYqgSI6JFGKDzjt2gsSoKd8ysoxW24EhBmqUwIwXr7emprJ9pkSGY8EzaFhVrTGOlUJFc5gq5MfPOWjyApJJ0xm1F1GJL3/vDwUEHCSw27Plyg73mPvPRF5/P5o0eP/u7v/u7evXuf/exnX3nllcPDwx/96EcKv0wmE5UVnZ2dKfyi/EzlG3/i5g1EfOedd+JqfePwaDabqWxPM5dwjLspHKWCUZyfn6urx2KxUNqzkkVfe+216XT605/+9Ctf+cr169cfPHhweHiYUlqv19776XSqAsK2bZ+X6PDhIl2/FNqIsdq6rvu93/u969evP3ny5POf/zwRPX36VLMT/v7v/x4Abt68ycw//OEPT05Ovva1rx0dHTHz66+/DgDr9Xo2m1mXRQQhpLZxI9MvxswwRERAB5hAkiSHrjae3RLufkQf3ESzWvG3basloJLkl8ul3ptN0ygMCJXB467I5DIeuNROpwcHB3pV1w57H/XFgAjMcHx8fHx8bLuPsftMF6eq9CqbDvb29rz3McS+7xFYPFrynsBoyqJZKXZx652CiMMwnJ+fxxjn87maYTRNs1qtzGhXVzbLfhjjy2V049ChT9/3MUbnCBEVl65tY+wPjS+6uVlj3AwQspapEr+R2rqoh+QwDDoV1QVZh24qD7Y6VS+YEHo79Qph6fd7e3u6nh8fH6/7/vDw8OrVq/oOqxy2xKzG3Z4RBMHyQrVb3nQbyh4DqdxH+jF1x7Qrs85DUqGgKbW27Ps3yC957i71rbeRqchS0WXHV9FzkYnTw1DSC8nYqjntSpOQGt+2bS64K3fJk4uFTjwRkQT146/XawCazmbT6TSknLHhmkYhSk1W1GXENaOdCXISRkPGEBFbr8t4PmiQRRwhhJjGz9u27XQ6XQ+9HlgVhap00HsfQlJ6Z4wJkdbrdd/3y34wu+mcAtJ0bduq9cu87UTk9PR0tVrpRdu0rV5UUtxQ1QgUEdGR0ZSM8yIivmkmkwk1jSOXTY9S3FL3KRrJCGk0zgckUZ0TACCRmkCM3SkIqzPHphVf7uYuU83JmB/HGkwGhXPHaNb7im8YOZMRc9A06oVLIzqC6Lf5QcgidAmgB0kvF5JSjCHUW4IharhtR4S00UAR1KYc77Ef5gf4zdrlvYunDWOSnVdhBLIE+ueXBVgnElxaTsl4NLUwZXxeNSZjC1cUeFi1NLWzC4x0zfwHl5ZuRRcFAuCw6vqe131uAm6KblWs040s+J0XlVF2iBvuLPkSBQX6sOJRGF6cthqtHaw2s96J6nNXHji6hugQRVAM6KvFOZd6eG6IBC9zUHzZ0cCl4Yey8+DNF7ok/julRJQ2GeHkvUebcmAjlI1PRHA99CGxxqFmw5gQfEoSz+MwpIIjEXnnXEcYeODIzjkShBRJYkPYulZZFiqysjwJKNlfgVMURnAxxrbzKnRALrs4CQEKJFtHcpiDequSE2EprF0QEFSOuOCYpFT+v7ilMTMktugMKTmuCILFQkpfT8pGRUQsgjklFlBQGBiEhUlNmTEL/UMYVMcPO4aBY/wojUJzyz8067Y6Bdu62abZ7PqYW+9BWBI555R563yjV6v3/tatW8pN2u36XkwLf8k273mg03tGGpjDkIjcu3dvMpm88cYbRHT37t0Yo/Z+RgyDis1LRHfu3Fmv18MwEIBKGe/fv39ycmIPK7yWXDBZ15diXC6X8/l8Pp/rFHa5XAKAdjVHR0d379598uTJ3/7t37711ltf/vKX5/N5jHG9XqvaxORAH66A7efXB/78X3q9KbYJAF/84hcB4MqVK7dv3/bev/POO9/97ne/8IUvXFxc/O7v/u7JycmDBw++853v3Lt3786dO3/6p3/66quvfvOb3/zOd77z9a9/fb1eqwprvV43TVdYcOCcSzE67/V05vk0pLZpCYk5QYXm/QLaIdh0MLer0arzEILxyvQOUqKgfdXCmN2L3wwq69+2bbsVH/8R9/OgMewPHjzQ2AYt8rOnv4DSwHK6icmJUyJ0h1euNk3DMXVdhwCLIbuYdF0nkGKMq9VqGAb1EdGXWy1XKh1s25YEtD7W8BgtvieTSZ2LvV6vtXlQw1WF05vW6XWot562QMrh197A/JC15at7M8O7jK2aNEB8szkXkclkoiJP7cm1sffeD4mFMDEHTgmk8b6dTvLICVGhXjUud87Z8zGzVL3l06dPu667cuWK9/7Bw4enp6eLxeLg4GAdU52Ql5mZmIu3LZWslenq/ZipHyBmhOOcQ8jplCGxta87Zo2wNT25NNHb1luSjfsij60rkqoVEjGEWi1pGtEQctYiZC8ZFJE+Bu+9o4ZIE+lJG7xXX31Vb7FhGGIfLI4P0clyiUTofE4NZY4xG1lro6vaOV2cRcTlTme89WKZ6mbfl5SduodhECDl+lozxrBhdmI0nBASEZEj5rBYLPTN1OaZW6kbphOpdS4qk3El+FL9iLpuqq9rsUwWl6oyy7yYUDavHoYIG+nZwjGkXKY6O51W9gmq2T4RUSoR6LRJMxaQ0q2NzUZ2TwQpDoVV8YwGmaljO9Ug1WboX/a1UOgU67kepIzLYMVvUYeN8WmM9sgW5JcZjdr75b8jHeprfOdW/6V+yKLNYWYLum3yp2AqNMhMjSil9Uer67P3vdP7ZS7kpb1fbZEiaADlyJ/ZvBa3m1nzsL+0yHhJ13WzH1CID0sqCuz4c+5u54hCUpSmyMayHJE2kzYVSR7AeGoRkUSTu1XslV8wDyqo7id3yoiNRZEvbaVyJtso5VKXjoiIpCpVHqmuxiDV27E6RFIC7WSXbFx7Rr/gmO/CwrsyVv3wda8LCouVWwou84+2dD4iyrbkAgjIiRCAAIRgtt/FvKmxBYoyw2q1Wi193welRQkHgMSJHQ+8WqvYDoe+FQgpsNqdM7OM/Yxu29ouSuFXeO8TrxERMAmKIGuBIgSAwOUcp3EHlyZf/OKKoFlY9DSVT23CCZBNrXBWRJAIJMVGqagOERAJR8dCcHotJEibUj91cUFNeq9xAJ0BN+RqRcd4/GkDFrCN1jlnIcjWFqbEWpyqWD/TzJhjFDVeMvFALQ68ceMGbGayXXovv6/UvvfV8j3vt1rVqdDo4uLi3/7t31JKfd+/9tprfd8/fvz42bNnajJhDj16smaz2WwynU2m0/lsQq4jd3Jy8vDJY+WF5mppo8cer3bv/dnZ2Xq9vnr1qqIus9lMW7ujo6NHjx798R//8Ztvvvn06dN33nnnRz/60e/8zu8cHR0tl8tsxhDCZDKphaMv05x8wAS/X0jbs0tP6LpOVUwAsFgs9vb2mPkP//APmflf//Vff//3fx8AvvOd73Rd98lPfhIRf/CDH7z77ru//uu//q1vfevJkye/8iu/okCHFtYA4JyPkZ2jIQxt26pLqiKoABAD57xUlsgRNgP06hLzI/3Uu/krKnWrKaAicnJyYmuUZkXUNjA1b8KmNnX8JlQGDL9AIBecgwcPHpyenlpcgTUVygJQCV99tL1v9EpQCaUjWoZ8wzrnVG6hjZZJrZQ4rbifKixUJavCUSgGPPbqSuHOIAZz3/d6o81gov2bdgK1LYQuETU8qN48bdtqVGltZWH9A7WtnVm7ebUEVzOPTTfO8eDUWan65gtdZeTeW2NWkU1AvaPUGfLJ06dPnjx5/PjxfD7fpLhLzWE2K10bdQUZ0cixGxEw/r9omFRG/3CreEPIpkdQMZWsbXvBmkMCBjplsFrGLppr5ZVzCpk2TaPNf43S2wspfOW7drwRCGOMx8fHz549+9mDhxbG2Pm2ukJgtVrFlHzbqf4zpISobqhoit8kbEFTkmccSlJGIhKf8WG9ovqQFI/13gNmYyH9CFBlIRZbTRmiOtj5EvyAqRzJ+d6+3g72eWMSHWWGEDhEnSJZi36xWJgjkeXQ1DVVTQHwrkVHKSXN1axHxmXzT4SYCrJtLZYULRUo3JfTrZNI7WuQEEWQAR06qmWiAMLjhSQI2xw0ycgAK19TwzVKkUxWSIsQIhZ/2TyHJcpD8MhJS0ECix4hEUFtzoRIhFHM1xCrRsM6HQIERiGEMl8gGREsBkKRzGQUyGw/LeFkV5lXXsR8BotlyXOxvp9/BR/juWQbG5RNoaC1f7hDAcyI7yaPEsc4IMARAZaxlbEjlXHDKhNv0z/9Pd7/Jiex/OH2oSE7kVgBd6QEBiwiQNypR4UEa0mMTTusnasiLKFGPnO3Kdu6Grc5CqvOP9v4YqwJNkxBoKTYl0AVkRop3RGSykuhypccZ3yvuvC5bNjaBPLS2V7GwxDJjaFzJNkIhEWk7EmOiMOAIl6ZzohAmWx9ON8LYaqBgSlKSiyCi4vV/sSvVqv1eo0gEWOH8WK9xMkeJwaASdORz9p90BdyIAKSAosAOwACx4BISBt7noxylXJYUXvclBJWBhgiiTl571VAujl/KuTjCu7N5leJAVEUQ8t/CLb0ZHBPu31wzJFI8hxu0wW7Jujn7Rmp7q4V4GVmHSIqz9P2foX7TL9hSGBetcsyX2BOCSESAgEXv4ExtGo+nx8dHVnQk0URvK/OZFez9zJZ7c+bItk/5/P5crmMMWrp3Pf9kydPdAA/nU4/9rGPOedOT0/1g+iereXpJz7xiczH840DZOZuNtX9NXKSlLz3IXNixU63nRTVeJycnHRdN5lMFD3w3s/n8y9/+cvvvPPOP/3TP7Vte+vWrZ/85Cenp6dqEKpnx9x0/qMhdT//7qP7saIxWlIPw2D9m5KEFQBcr9dvv/32/v7+P/zDP1y7du1rX/ta3/d/+Zd/eXZ29vrrr+tFaN2FzhW9oxDT4yePD4+OvPfO+5wLl9g3jYSISE4wEcJOlOtH6qnzvNZ660XN5+PWrVtaJio+oBRQpf/VGGCNNfGWTv6Dyj1+PiAX3n333b7vp9MuTy2JLPq5cU5JudUcGWezKTMvFgvgHA/tAAGJEQhQmFNKQ4hpCN57cg5BGnJXrxy+cnQ1g/mcuq7TnsR8cfu+58LYRERwBIgJxDun9NoQwmKxsIO8t7c3m826rgMQk5mNgAluUFV1iaiRljxYtEa3YPXOewXrrNcaBd6U0TNdcyBHwA9G5KtJyJr0vUUr1cVNqftt2968eVMHBKvVqp3Oxqm0NVeCE5pZ+qVafNVRcjrhteo/jYW+cKG2uqbdhZ1rVgJuBsFvBTZkT/Lqg2SvVmZmbrrJyHWqIFMslNSkLawFqxQ7cYbx+s+pSyzGaWzbdjKZPD09VcZmSgk60UvFey+C5Ny67/VeIyIg0h5D+YG5KS2xfvoRVF2fOaVEIE7Hi9pIa28JlQxP95TcryJUprVJf9u2rQrhQgjO+67LlGOzQRqXkTJGUV7lFl1WBx/Wdcf8K5fL4kLq0XfrXdtOOn0G7/NlP6TIkEQIiZCACBlEOBVLniJHqgyZtxY6OynoMr5CBGoqWplFj4aZIpJhg1EIZ1nWW99vYCeADIgkyvAU46MyR/s7q6LLU0mR1Jmn6ZgRsFEPj1V5VaKXFiFTXEfsiACoWP27OgKw/g/vquSUAbdZtuPLcz1lg/9Xv5KgXLLNIOoobTO6dRtbG30yZayK8/8qyaPkoY9AZZKjiGtBLkDqT1tzamV8wHP9+sQMj/SdV6++FbMoAISpPoBqFmMCORQ78VUbLupQsvuEQKWDz7fWRiteEy8NRRzpp96oypjvvWKt6cqFPILmbgRLi0pVstqsHAe+9BBVbZ9s+JpWAMvzpglSDZ7NkHerTHlxMpi5DmxZhynVfks2IyLIfZbFi5AIZr4HcdTgBCzuUKX7Ju6IJh1CRwAamItyOHW+UTKoIx9C+NKbd84vzk+W/WKxuLi4WK+Hvu/XfT/0KYlESH0/sHPCQo4cNALCMV8GCOigRJRmxFJAXG7AQMqaNRARovn+OiLKWDFIEoYKfwZdkQVFgEFEkWQujTQh5OxANmg5Z8tjVvIhIgOwoFOyqDIpCr1YCxrnnOUKbmGqeZBW5S/BZiquBs3VTXuM0TtkEUlsFkcObRqdANh7f3Zxoc+SQGKMV69evXnzZh1C8L5YnfB+0vleBu6rf7harXJu0nKpeqfz8/P1er1er4+OjmazmaYFnJ2dabul1g5d17366qsxBEIS5mXfnx4fz+fzEAKXQ51Mx1drFgC0k7EDq4MJrTzm8/m9e/f6vn/zzTdPT0+fPXvGzLdv3z4+Pp7NZtevX18ul2bEasXfB4Pj3lPX9zJsiw+38zG5vwmEdBptcikLpFYE76tf/aqIfOpTn9La4tOf/vTFxUUI4f79+4ao5Ktah0cOV6vV//jHf/yb7373N37jNxDgYH//YG//lcMjhzibTBDQOSddU4Nju5XrR4r4bZEztwiB9RqrTaCi0Fb0B00rK0We+U+a77GV1Luf6MPsbKXOlMnfPXr0+Pvf/75Wxszsm6xHSjEhwGTS7c/mwqwknZCYEPf3D4hoMpkycwyqCnaq40opCaDBXNqeKUIym+5pDb1cLrvZVFG+/f19xdwU0gGA8/Pzk5MTI7wNw0BNe+XKlevXr6eUVuvFYrFQBaAybJumcW409jSXaS3lZ7OZ3s51YIO9JedciFEFz9aWm7PXhi7Le0NjTPCppzX3Y+Ww6sO897aMO+doM/1Pxx993+/t7R0dHemxUkZraUhIWDRfr1+uUkqzvbm9f0QcQhiD12E0hdIZuSIeUgIAM92mxsbRbfF6YNO5cdsHIW2IaS1+EACAnAUV1trI5WKhWNZyuQzldCAiU/YOoUxdIURc9mtEFEYRGWJQqvCtW7eu3bw10kQZKjSSHIBvmphzoVLkrN+xkFUY7c2lBipG554UNmScpe53zoGanRcm53q9do03N9eUZBgGQWyaRpFD/caEvir5VrJSCflwKkFn5shifZcpe1V53nXdbDbjDMPWOk8xJ1iRGBYphAEQvXMAPKzXe3uzRYoOyRFBIuedcALQeXfuq8aWSEDtiliEJBsGs+JpLOqkAggOKUoCvcCwNhGWQrXTf1SUMUHJtqVU/Qo325vc0ZEAIGrMBjPHsjg5ytwZKWgTFFWhKAkzn019fgL9nICbfR8CoOBWrl3uJgUwWfuHhOhU67rZ2uHGfzcFagLiP3CKjuDl4M3Ivn3OnO/Fbi6btivPxR71mtj+dGLtCAKCq73mZHM2Ke/x6lRUgi7TLIHGjA6zVTDm51afw6MZjPnHlLPo8sVAUin67MEk48kr8VZbUkpr40uyNtZHaQy0KRLKbKmEiFQutfzMHLcPrCR7QP2H5ZqmrTONJS+Vqs9rFiwVjFkV5SwvHk7baAdKN7ZrVovmI1LNVHQX0fZVFOrX8HFBTqIOKIhIqBrglCmynLamhomTSBQAZWxn2EqiAyZMbQNE0lK68upB274yRPVYKfbKQKuhXy6XDx48unv37tNnz1arfhiGYVis+rXDfeFiwO2ouCkTEhbdJgph9uESYGFEVBUiESESko4Vy8BDRHSsK8zqKAXImACc7hqEmFIUIgcCJMCpXGIVWYUzd1d1CUiZPstc4hmZswmeCKCEMFiNUiUEVsnFRUhgjCYo6cZW2dj31qhzNi9VJzByqCsMTiaTs4sLcpRAtEV55ZVXrl69qrtULUh7v73fe3aAL+nhuXGPOKdkMDXtPDg40NLw/PTs1Vu3U0rKvQwhvP7665rOp5r7FOLQD9PJdNp2Z6v1arWa7+9FTv3QZ2uBGDdJtuONZiCqTpSZ2YRDr7322v379x8+fHh0dJRS+t73vnfjxo379+93XfeVr3zlS1/60tHRkXaDtQ3Sh474/eKxQYXman9zvT71QOmv9FPrqp7NOVPSEifGOJ1Ola55/fp1u9JyZUbAISG5pmnIuT4M/+3//D++/tWvfez111fnixuvvPLKlSv/2//yv0Li42fPbr71aXXx0e5iq1T96LC+SwQXO43Z1oCs7u627iMrW588eWI0SO0oVD73iz/pDx8+/PGPf6wnJaXUtHltEWYE7Jqm6zrhMuaLgo4IKSWeTqchhNPFcjKZ6DBF4y5C7JU1JyIHBweKtKeUOIkZIA0xKq6iwxrF80MIs9lsOp1eXFz0fa80Wu+9xFT0e6h0zRr60GADva5UFqgvpx5Oo+EWkVINFdWxKzkqVDIMCvXo2VFCuMr51GxGzxGTS9WXQTr15K5QNJNHqOkY9p71ROuTu+J5AwAz31hDguCYeYgBgM4vLlarVTedeBzvu0S9Ll6pbJoGb+b0C8jzvxgj+aZmhyIiC9bg5BbgrL/Kj0ygB1qv6sBJ0331Ac4531YR8CIKfhpVUhdbV77RT6r3RYgxpaRUMHWJI/TOOaBsqSIifcrhWyGEsB60P9e78PDoaDKdroegh3S2t2fs0RGklRFLVD9WQ25FZB0HS+PU1kpJ7BZ3YXDcfD4n79Tlq23b6XQ+mUxC0vzAxpaFxNnvV8FVO+ZqmlpQSkkC5suiD+vL5g4AFxcXMR9Dds65xptZlN4CjZ/0YQCgyWySUjo7Pk0xzvf3+uXKOfJA6ICcSzEJikPCwhNEQSfZHVEiMpQAzGzoyilGD17LHBBxzkPsxYnzFQgsmCEKqaKis+RNxkCbjRQ9QUGhesd3FT0LSPJhUj9PEAAWhZdFPXCBLEcEx6ensctTK2ULbFADym2tVtUTEjAQZ4gYWC1FnR+5gPVX43ecw4ja1m9xF1+G9wjF4gZLiAHY5LkcyjrCYZuYgZfUZzgGXMvLbB6bSWPWxJb+PBPFoCYwVs1kSWPY8hTZyHUZTz0JIOUrpnaqxGo+tMl1wV3N4XtuirUWbpPSKTukUyByxvY0txIAwBS3ylOqI903Rb0O3W5DXlNJt96P21pqtWuiTajWXreeLldP7BxtH+RiSnnpmEAKOgcloYWIeOtjbqorSaCwoQUQk5h6WDJHW2g8FBv4OEjSIIcN+TIBOwSO6xJwEdV4c933nlrhArkmEICZd/Mr01tXP/nFtz85DGG5XJ6dnZ1dnPd9/+ThoCjQYrFY9uu+D0oj7bouRUYAdETibXyeEJGhdW3NwClgBSpHP2cSFitIdR4v16SwCJIT4chCJIhlP5CEiC6PtQxulSohB2tnNgLRuqQf1loMAQAkts2+UEecjop1k1CTMd2wdTcqYbXOvOao0IupZEoiCYFITABweHgYmdfrNTM3XbtcLlNKd+7cqdKrXrRevbwy7eVBqksR6VrKorNwrdKULAcAR1cOV6vVZDZVK7yu6+b7SYGUAgAAIABJREFUe5/7wucf3Lv/z//8zzdv3pxOp6vVSolGzrvXP/aGxjDk6zD74D/3/ddGf1BYXhcXF/fv39eg6tPTU81/f/z4cd/3h4eH3/72twHgrbfeUrPKLfA8T7WLj8JG8OlLN8OwaQGy9aua67urdnvPNL8XBmPmQsS6EfumzkCviUxaylvrW/fAZrFQ84uoye/54OAghPClL32JmW/duvXvy588e/LUi/zN3/zNwXzv//uLv/jE//Slb3zjG7dv31ZBoIZ0G/nwl/J1KS3zxYnG9sFv376t9bF+KTk215elfP/wGZ55B8cY2XtKCZyDhw8frlYrW/pM4sspEcFsNmt9s1ycTVo/DAMILZdLcv74+Ni7FgCWy/Vq1R9cuaJFbdd1SGMo68nJiXa2zrkwpK7r9DZR7rRSuFWPp/Yt2tKrL67p/UjGaHLn0Rihhs5pz6VFOQAqZ/Lhw4fL5fL69euz2azrMiezaVqT73Zdp1LS1WqlHaaW7OacocLFTKbwfjabMaCJBu1Y6aKtDUmmxTZNjFGAUkp6uYYhEVGKwgzLxTrblvpOEACobSfM3MdQA4xK0UTCGCM1fvTATGwk2CwAS8IgZlSTr8CYQBA0hbKzhPGS8F7KaPWzgWqCWRNPCo0FnXOK2CcQ733jSY9VSimy2AeXsjIo7K9GLFDZbnnv+3V+82q1kpIw82Q+a5pGe91YKTBtQfPet/Nmb29PD8JyudbGHshVrma64YJ1U2rB0vf9dDptmiZIjkTPvVkZY2XZIZBiy/XdV6s6Z7PZer2+uLi4uFju7e21k4lxoTkxUeYhI6KQq9+/gXWFfuy0/NCZhXJ99a7PmHMe7+aur1acNk2jJbReV33fM1LbdZ13BHj27FmIKYvnnFutVo00joiToCPnCAA8UhI0AYwaPphgx1MjCch5A70lJucbZnU2Hz+UOvvkZU1d1Md1xo3FjCNhFCiEVYOXK0wFHJGQsJg1TOTEztV5fVC4fiO7cMN1cVuTVYppAEJAD0TZdwhHkZ6I+NlUkCquXDV/J9xNcahWcu8/rG1kq23ALQkZIuPllA3BGnn9QC++TffnHJmdOTxAFWAqI6dlKyBiY4ui6l2OdhlaE1fc0fcCFqg2cYHLPt4Y/Ye41Spf4pCKo0owI5aWJiFSYW4jRbPCQ6vv9WhvaygZq4y+2iqmcHNxY0AguwWobEF2O512tsbJF2vtv/qcvX6rbngOxc6ZRY1+ELNREg27y1mEqLkIBWZlFGAgtTCrgHSsaMdcRKKZ4Z+DG+1yisHU57md1MdFBKAG8XC/feXolnOvEdH5afZPH4ZhuV5dXCwvLi5WfX/v3oPFYnF+fr5cL8J6pOUEN0HElII1V845FOc01w8xJQZOAKBKZiACFC6OXuSc954lcZTEyZWIR+GssqgNGIqdz3gxbYESVc576T8BzbC0PBuZmY4V9AYd7GruM5WHVLRtaDATiC+p5bUOhEGm06kZeMJm7O8HxkMu7TQ+mJeJTouVYKmAgOp/dOt9+vRp5HTnzp3lenV6enrlypX9/f07d+4oeaz1/uzsbD6dtU2bONO3IjOWz6hTNtlBy2uWZu2W5pw7Pj7uuu7w8HBvb09ENFJMiZ36/aNHjz73uc998pOfVNSCiKbTqVqAdl2nvhQfEWhjnVW+XDdTfT8wZviLwBUZBCEJe+/feuut//a///6TJ09CCPPp9OTzX/x//q//e3Vx/qXPf+EHP/gBEf3FX/zFr/3ar2mbZxav8J/2S5uWyWSiXNA6nfxluNMfkFjEDEhbl6J2fTUQZC2NA9G3Z2NZQmqaZjadisjFxYWiQJPJZBgGS3jXul9ZCVr0qxgPwY35jSGoQE7nOxZsoGfWcGNFjNtyoruu02B0vdSNNMvMKcVhGFarlXM5oKzruoODA7XKBIDpdKrGvI8ePer7fn9/X530TXVpi+EwDMo71TevpDtbaU3/XKdrmOjaevthGDrf6LoaQhBkA8y1HVIuA3mnbaQ5TyrwGIakjBrVAarZifV1BKNBDnO2YURzaycqNkK5K+4rW5FssJnELjYLuhgVic6pq+owDEMfnXNN1+aQEu+cc961Fs6xHoIudG3bpkKmtdihAi2KvZbNPlJS8Lbx3pPCKeBEpKF2zCrAME6yeCxNp9NpTEmKg0jOkIg5eTyDkN4rXqQ9VRK2SVzGmeNQS2P0HjTcr86oIKIhBj3Rh4eHq1V/fn4Oi8V0Op1O59qlhCGkmHK3XN3F+fZhGLmaiW0Qlu+UpjFIU5MAeSOvT+pwkcZPeMkhRRCaTCb7+/sNoTAD82KxQBxEJKaBRXzX4kAIJJgKwkNKb3HOpSSq/iiMbgkhOS8iQrxZ0bKSmYSqT1SMX4pMQhIi5jQ9TJAdXJDQgQPR0KqKU8fKlxSMkWupGo8QYBx7CGVXYoZIAGn8iS5lvqtJF0KIFUd3x6wRNTo1JVaGsTaqha+W0Ufhjejsnb0LPO9oAGW38q6ZllKBdXiJ2A8ruM+wUXkBQfQ5P3y/HSAW6DQjrRYqoDmMht6oF2WVOgA5aGSji8tlq9rhI1gQHmb3fIAdnLD685pCutn4XXIweFc1VHV39nCucpCt75etZnXHTZTGw7ipHrzkmtgMH0R7I8g1UbPuSWk0Y93I6zPgqM5uzk+feAsPzDF01R9uQa+7A+OtkyVV40ebEtCsBCjhPoKMmC1vMN+mCKIoXcG6y5RAGJAIgJMI5Qx6BGSq8qUlo46FP8ybZCoNWRBKCRlx0qi3Mzm3R3Sga2JkUS3W+eLi/Hxxenp6fHx8dnbW9/29x4OIWhLrlewwsbBSVhwSkXBDGkWNKsPhyCCi7FGBlKJ474FEEo+XFTrUSHrOrjGjzq8CfNRoyy6FWvel24xr2jr5wzmntt2yqa4s+bBSNYc4ivjDUNwxshMTIIuwI0wpqSNl5ORco/vHbDp94403XnBtfEQt3/M0b1s/JyJ1fjcn9+yNxMzM8/n8fHFxfHzcdK3SzI5PTx48ePD5tz/nnCOA1jdatK1jf3J+Fjg7RhgaFtlSrSqz18q11W4c82hRR5nFYjGZTA4ODvRXesmdnp4+fPjw5OTkyZMnb7zxxu3bt2twL22Orj8KEqZdDDawjxWRdUuis9UT/jIdZRwgAjGxyHw+/8xnPnPnzh2OcXmxkDc+HofhymwmzH/+53+u9o+KR+lHy6Ks4g3zn+6rHhVZnniN034U/NXK+WN82nv37g3D0BbquFH8ldh/ZX+fOXokYJHE4iTGuFyuTk/OlVE56brZbLZar+3ObUjDskOMses6M6MSRk1rmE6n6tSv+J5ibhYerf6WCgAqpVMSW68lkNQ9RSHEYsUZ9M23bfvaa69ruzKbzbRl1R5b/XUuLi5sVdFBkkKsZpSlsI9mTqh3v3YfaiuVhlCj63WdY+2uNYEeybRbBGg5e5oyqk+unlXZsAQyJVKPVUpJN5KmaVrfrIbeInZqD2fnnKMMB2ljYyPCMcO6wHo2FfJlLa0X/zrQz/D8xrN2fVnBmBVapKd4GIYnz47VUms6nUoh0+rhtUuCS6Ouzpb5Md5NJpOm6bz3Q4pa2hGRurnoe1a8N98LRddXyJhjE5hS4mFAVOyOR4dMrKpKBAXZiFxRJ3q9fvLjG7KJnu0CigoqbKiDyPl8rkZWfQjqLquvxY6ZpShZtl1zFK7WvSCVvktPNxbzT734sy8AZz9y8/CsvElgMpm0IJE5SSTngCDFKOjIO8SucbRa02roHZBrvCBIBEFXIouA0AmiYBIEAkfOIyJgFISSmYwMyIBATncv/avs/KmPAHRlydKxM5CCd24YhpT5mKTZSMyc8lJGoxmLejESceF82qQDEbFrNoLR9EiiIyLGDa8mROy5qthpq7rAXcNCBy4jwaihcERAkrMGzbgkl1seauCXrN/x71f0IvSySkDG56KCstFIPmehxw/S+1UtkdQtmV1/CEhYIOJi3zp2gNVaYy2WSTPVLca4VlVJRGNMSJ5N4tgBCG6FrW+hebtp8mPLt9MWogF9l7lhbgVIQBUWWcFvcsmfVw/Q4Ufpg7h6adzh3GDlDYvPc8ep8yexKt1sB9+s57DGivWUbSU6FMxdxuOTfyhYXmLrFfM9CWiwK2OOKJSN9/IiaFZExgD7cmPuYiHIApyM9JLCWjfggyt7zMyRY1+1rIT789l8Orl2NEG8DgAxpRiTiDx+Jnfv/uzf//3uYrFYD0PfB92AOSUWZLvaiJip8V5AEjAXcgs5AqFhudIj5pwn0nPkk8RiWD2SZMqGx3ZsrZ2ohR9cfZlOKWc0aRlRyout/bhujWzenJhREIjAiMqqX8Tskp/NynyrUoeu627fvl2bib8A63vP0vPyu/KDtnxaNql3CzPPZrPatvTk5OTmzZvz/b1Hjx7Barm/v59S2tvbOzg4uHbtGhv3dd2v16vHx0+fPXtmmjSd5SOihRTXI3wzy67jp/S3ZmK5WCzUWOLKlSt93yv5Vrusu3fvPnjw4BOf+MQ3v/nNruvUcEIFijXR8UPvsqxAMfmQXRsvc1J+mbnwSrMg8OhU9984FxMfHR01vvnN3/zNfrXsfLO3v////vf/7o+fWbkPxQ3vPy/cZ7d5Lf7ZivaCj8C9s4wGchERgjx9+hTABlKj/z4JOO8086DmHBH6yXQyn8+bpkF0oR8uzpcHh/uKew/DgCRtm7Eg7WoU4Lo4X6qaUY12tWk0OKWesGj/puF+GsyjP6wdyExZF2PkMtZROoDmbSqJVHs8E0Irl3g6nWr/OZ/Po/AWkc9Int57HTcMwzCdTufzuUe3EW2ayqYJIAKkozYRgYQsQxosqdwo69pqqsmNNpnT6VT1kIygcSDOOWyzAlxTkUpG/JgUh1WrNt71giHG2j0yJxY2bX2zq5QrbxyK+FTsUKP2KQwlbU5p1yO8GnrVfGrD0/f9ydm5ns2+75332lEPwwCl1VTSpvnoLBaLq1evdl2nXpF5Y2r8SP8rrFpVJNY1r40+RdBlCzXSayBok1xdG9oyWbvr22bSzbz3KqkDgG5vZi00EcXIerUgIlIW+8Xy5b0zWjKRn81mNAx936fUi0g76XzTcMozgihgrKLCuQXjcNobsGtpXWgmenZS7mzz6MWPzZWI6kxAAIGZ1312AEpxEGHXdN3MNU1DbdufnAwxNeSjQBTQ6HXO1nICLEFAkBjVAA4TojgH3gNzYkYQIGTCxNJkLpIiZOPUIw5j/SBIyBZjjKQQj2S6KQBAO7ETmX2JgERkMp1q0Ho94xaAuOkyiogq3st9K47MMQFATwZd1Kbu9Sa+NVY2YaVCHeYSVBlbEuRAZ6rZdlYu+/fV8r3vlfqFpdUY9Ga2mbRD8iwBg5duA+X3YGdIttR0LAr64c4+lM0zRLZi00tMfElKyR+kSonYqTGlct/P1pfqgFgSz7csbKoTyc857FznPH6IE+4P/Oe7UweEja5v6/lVqrf76vWw1hieJM9j7ebAEyLKwYVFBiYipHMacABMGSQUKkHzegtWOGKOubB+vthrSaGvco03EiCQ4nts0kqq8UxRz0ymzQZRGYsZM0mMJI33OpDul+e5ViC/oX4JSzHHZHINUTdxRLQ333/j9uFv/PoX1czt+Pj4/Hzxs/v3+r5fLXut3dfr9XrdhxBWy2EymU27DgAiSxKWxAziRNSLDYQ5JhFEtpwXBLNRBUTRT1rByZTH+SnEyrczmfxglD5mjEiL+DGjqf4ytz37WxuvChIQcVGBKv2BfO49atXZbDa7cuXKFoP0Q3Fwed5y95KdofHftCoywpI5KCyXy9PT08OrR6+++uqjJ4+fPXt2eHgYY/zMZz7DzCcnJzdeuf6jH/7b48eP16FfxV4H/943pt4EQrLUWhiVOSLJKJ2GK2oPrxWqQqZEtFgsrl+/DiVS0jm3v78/mUwWi8UPf/jDBw8efOxjH7Ojaile23vYhwWYbSZ5jJb0z2/nPtLAg/e7r9VTLeeomXrduqfT6eHVw9D3n/viF97+wueXMRppsI6M/0/9VTfnMnpZfWRdthGi8qvDycl51fWlpnHqjKKmel077bpO0oAV+t227Ww6Y+a+D8y9iHhyJ8fH3vu2abq2ZY4ppdAPzNx43/qGiBxSinG9Wq1XK05pbzrLYxHA2A/e+0nTRiRm9kium3S+iX2WhKk5UFZhSVbTWePknGsar52GiNy7d+/27dvOuTqeVJFDbQUt/10vIY8UQmCWtm1BABJ7pPlkyiH2QwAAjxRjXJydD6v1/tFVfUUjIOg7VE2g4U72jX3vvXIaswONJbMJgoKKilgOq3UaAhGhazIAhcAxGhqs+3LbthKiPZswWJ6EchqLlmHsNAzPzG+Dkx7V2pDM1ihtdHWq4l2mR+p9l0BSSuqmZuY0uznvCnuZLQoW0iki7u3tZQvT5UBEXTdt2zZlh1VKKcUQt0JNampVGY64IYTErCaQ2lQZ16E6+Ghc/b7vhRXNzlteXCz0qNpMUIHfzFQqr6WrDVAOrlQNqjoDWTZ6CEF94jMx2HmoYm+sYMv6xphq7a65y5qoUlsQ55ottZY1fsvFYhV6QRRkcOSRBIhcM5lNG+cBoJngdB4vFgtsPTl0zhf0Po/7BbE00FkACSKuceAaSQkKJIMAxJxAw+LNmR9FG6eRyoZU+KgA0JDHYlyneYbOOTfbG+2O81UHIiUoQkiyFWc+6X3iLcobFDc+PTuyma9mPX856YJifTVW1p4KBnGma2HtuUVanUqd6I4IcjmDyf/8Ld+l9vov+CvLrRiNa2o3F9xmeD4f19rsN0aM6FLR/zZfyGID6gTwbeZYaeNqVxIZeZz5wbzZ4Yjka6/0mSOLFhGzAk27wcsBQN7lbV4GMghuY2u8GRVyKWQhtWPbCPTJZeRTzESyy8rizKaR95PxKCKjx+ZoXoq73FGEcUq62/UJq/6OqbjbADAhkXDG9AhRoAgGEm4qZmvksBAdx0uJkMspY7dhsOpyhIIYIdoJQoKNjExtMx15lijMkiwbA9p2UruNjadACEBFy05E0hA196ZtxWP21ZweNNeu3ER0v/blN2OM6z7oNFe9Ydbr4fTk4vT09N7DB8+envRhIN8CESdo2o6ABFIWHyKCw7COzjn0KoZJZesc9WOICCiSgAi9I0kEm0o/owLW9DwAxWrqlFVTA2K9+ttFpaAHA+UbstyYUOQiKiMxRzuVu5gK/8Ut3weWgX1guE+5Q1Bcs1W+opexZlccHx9fvXr16OhIWTF935+cnKya9unjx8+ePD0/Ob33s3dXscfWaVc26SY2+rXuV8s2w1e3GmPd7L33e3t7t2/fNut2tQdQlE8Rj77vNUOiaZrVavUv//Iv169f39vbM2d5JRF9RL1WrVZ9yRP3HyQn0NBwAhBmZlGhrPMeELvZDJCbSddMJwAgy/V6vT44OICit1R49j9pv/c8vv1Hi61mhv74Qo8fP3706FEqCZbee5aoEAcCqIORJqfqCJyZnQNmGYZB63UiQgGBpL5TFxcXi8U5AMzn8/l8Pp1ONTuh73ulRjPzz372M3JOPVeUIKd3tBIy1bHQTEFskVR0LnGwzABrNtQnWYvL9TrzQnVYk1LSGBjF6/Szm85Wb8m+7/Xl9FbSG9aInWrsqc4lF2fnJke0NZmICMYxXEqJWiTAmp1o2SfK6rxy5cpsNgshLJbLi4uLjHbGNBRZnXMRiEIITTdB1e4Kme6r67rVEEabzYo92Hgf2WCMzHXklIeDtpCSa0aJXVH01dnrqsqLMYL06iZ6cXExn89n+3vOOZbc67Ztu1z3q9VK2Y+g7jtE3vtQDo733hf31Bhj67uzs7PVakXezedzRWKHodfKMKUUYjBXUigYuPLxrHFSdl7f90DOIErQfzg0FF2LZJ0hRs57t20Bi9XCpnKImKQW+FA9s0PEkLIU03iYUJIDc9QkS9u0mTiKtBOBOM7+TAU6elbDCEwZ0Vqv3pCiGX7myiHguu+R0DVekIUQiRqi9Wo1hDSEFIfQdK2fTDsBIg/M1IplT2lxViKlIAojM4mo13qM0TWOzYuO8wwaRRyA0IbkBJpJMWgnI6mlfO585KyTBABHjdvbY2Y1+y36QEwgat4jnC/jqpyri0ttzlD0bhPckrb9/+y9y49l11U/vtba+7zuvfWu6qfbbrfbneAQnMRxYgUpEAnpRyKQQELMIkZMM2PCgH+ACRIDBBID+IaHECKJEIx4OCEkkeIE7Fgx2I5f7W6769FVt+7znLP3Xr/B2nuffW9VdbeNE0CiFUXt7uqqe889j/VZn1e0Si5BJCKNvFBPEmEHMQK4aBAkUI7EsUbL61FcuEUHig31A95z7wXeFqksvkcPN50BzHAxLvU0id3Jb7uEBiPqQyTi2JqwCBFPdDZE8eaDxL4vJXN2wmuJZUWXgEYP9sKJsqinR7f0LlSSuZImkQR+qUOqZw+jbqGwo8u3POXH3fNtunvMuydR9wOeM6eGspzxT9KPteuvj7idiNhneyqE4HlDjeAIdaRJKRCIagnt80JnIPGimxQRwQYuD3x9alRve9kxUbgLs84FMoWf5XG7YSDUSiMl9ivgnBlcgpWCkyGGZcl3l7sr2dlxlufA5JxjF3A2aU20WpEaDIhWEdGIUNNk4+n08PBwOBrP62Y0ne3t3z04ODw6HjWtnc9rYzuxuPepWwdx/8LMcRBXvko+YgkBWlKGE/GevJMosIkEDqI92Ui2tHPpsF8wQHZuDWBR4BdlLovM6Gqz1m5vb8cHzz362f8r1Pe9NZz3/luRU0awJMpMrbVCFIlU0zT7+/ur62vr6+tSsfDGa6/fuP54VRTGmGvXrvXK6u07t52CUNanon4sHjRrrUwPMkkUhXQxWQmPEfFVlmVZlgm6i/iqqioZXNbW1sRddvv2bdmdM/O7774br9PYp/zjm+yj6FFeXiQqz2KNlhQvp97KfjKw0MiII49nVAgc08Kk7KuochsIcLFpyd/KIiPtfP9f9+tkaD78BMoYEUW245wklsPe3t7h4WHS943Rs4GIkmIiviy5ZZnW9stybW2tKHp5XtZ1PRqNRsNjkTYKpTafz+Q3k8lELjqpsQagLMvG4/H+/r51bmdn5/LlywK3hsPhj370o16vJy9DzuGo/5SX4QdijYK7fJVfCDXRWgkOYfZKgailnEwmWmsBnGI/m06ns9lMxndJc5FhvQ2pJ1JG4of7cGdWSs2bRu4AMe5fvn46nXYYLNyBUVFcTLSuhdAKIHeJ6XQqdr64QhIkGRWbbO3cGMviMlCGXaip6NZSPn3H+bcs7zr6mkTd4JxrnE80iS6DSHDJQCBPpVjrF/GqMWYyno3H43lTi9g+So3iArGzFyqFRNGdTlkWyxtSrm8+nwtwzcuiqiqRb4jCk51r2zbmpiCiadtY/5B2WjKDAFpG/5i3zMZ0PhovmCTvuciyzAELRWmMFa1vr9cTwOaV/8qbLZeX46KOGfTjx+QfE3VtjNF+dGFM2hoNL1zjkRmI5tWlYLa40vWkX2BcU9TXzT8taq3zssBMG2cNG7ncZtPpfDYjBmutdgaVAsR524SzRTvgGNdn09JRVPKTgRC0CsMeAaFKnheIqMiTyfJqjdYMwKRcVGYiIBMSgVZg/CAuKm0msMxW+q0EeQIzIxWln/ClXjLYxJyxHeAJk6tzbI1lLyNLRgg+OW8rZHDOnvHgI1/Q5xdhChfaJE6b4E+ANP1BPgqW5XlJqQKeHufNS7CMTwDLtAT8hMwGT4OYorSVGBNkYC9/v89YcHKFeZYzgROKMrWwS7928lCMIlYOo7U4yNw9XgAz4z2Nkye7dxeeu93fJgTdGWRsAtrTI5zujZY/r/f6dH9PQ8CpH0F6QJJnfABdvjkiuAe9VUGgMuPJPsMkkBMRSMi7xUJ5RCC5FLFTECMxsiRcErHvhcAoHgaSRFDLTiECKmRgZw2boPsmROdsELwjCIxzlqWPL4jGQ11P6xxyrpldjawUolbIPquoIVbOgmlnEToiYts0K71iffVKY42xDKQQyDiazOZ3j4avvf7W7dt3JuOZlEFNZjOZtlOppCZqmsYhiw4hNKuytbbIyyB7QKViSEknBYmiTa21NeZUsUBELNEx70Izr2N03C2opMwjZhJ0qM+59fV1eS6Groj3rzl8wEyX98Q7yd6diPr9/srKiuA6QaeTyaSqqt6gj4jj8dg5J4F7iPjmm2/ubG1dOHe+KIrHH3982s4PJ8etMZBk0y25KwFIdF95nm9tbYgf7913351MJv1+f319XRyGe3t7YgeSnEB5JE8mExlnJShiNptJfl1MLRfSoG3bU0v87iHueB/Hfzab7e3ttW07GPgu7JDjt/wrhUkLRvlFZcdPhnqiuIjkuI2GZjbr9fsAUNezoijkGSCWm65mzRgvafvf+evUi+7Huh3wP5dZQcdvj0ajrhIg2YgrpdBxURTIgERWOkwRgVm2IXXdTiazyWRS17Vp2qPhXbkXZVmW55nwY8aY/f390WgkZNpgsCr0kbV2bX1d+LeyLGUhdf78eRm+5bKSOBb5rCeTSZZla2trGxsb/UEVeS2hIoVfEt8UAKyuYqdjtFauyp2dndTWK9dmWZZh3VNIWGgKh+LFG610MvEb3zLnqZh01RJ76oVSkzYFsSWTl2/4fODZbCb1FYwgNw2xXqfWJnn+ymsGxNZ5HjJKXiMvFxLfEADG43Ge51mRi1FN7k5zY9fW1qTqxqvcUaVyYnEzRtAbA3iIqM3tYDBY1Wu+DtHrbCnKJiUtrCxLrbVjloMgHx8G+aWEtArlK29cPNJN05RlrygKcVdGZWYERdN5Hdvq2HSV5U1jyKd0qpAIamN1baoXgxAZisAu7MjkI27YKqXkxRtjgLxYwzlnQ7xnzFw5OjqK5UnyociHXteNqD3T6D4dNAgdWgvPNTFgfpcCAAAgAElEQVRiRLAX+nuxyy8In4UX4mBXhiH/JNO5kQPlLGmVZYUxs/F4ipJETgSETets3Rp2VaYlM8VRSPlnhiSIBVjqnjzalC0DAjp2YJNsDkRE5RQCgHVOuLU20diLblMQmmUnYNjXHgIoyDLL1nLrGIAJBftqBm6tAQAmBchBVoYAoCFA/WA6AxbGC5FpqVIh/ndXZ83MyW12MaCRCDsQSOhTQVtrEFWa+CjyMoccx94UXGkMUsbIgzEn590JVocVnYLB3IL5bgl2hkoGm4CTwH8ypEmVvFgyyOLhjB6khc8JAJr45wTICCrULbKzzEAOEFEjAYD2ktnweqAjLTwNGxohxfIUUnF8vqN/C+iIve8yImqHgCH+BEGspP5gMDMGeSczhAQS6iQrAkOQLbAKWlMLTJx83nbpuEW+MQCeCJEBkGMlg2IpIkdAII7mVEToShYja6mEMgZ0wW/qIOouQ66mBRM/WpRkTDmALJ0S4RRz8ir9YU68cI6ZQSNY59iQpKsCOMdMOt7tlIdlThg26oSTjqRhgcFhG73yAV47BLRRlkkUkaE0WXZDYTiOzjGxD91JW0PQEgizRwld7HE8A1gm010/i52e8WSW1B8vgWUrXJovEe0oN1GAAkmDPCB7gQUoJdSWNOOhtQ7QiV0QGMA5BaC9K8+ANcxcKAIzcxY1QM6RlnSbffVQD5+8fFXjtfl8fnx8PB6PX7p5q7Wuruv5rBlNZ6PxbDwezebGuhYcIWjI8gw1ESIQWbbNDJ0jtmAAXKaQFOnWtloVkkwVAaR1VPgz0XaLJ2THTmsGcEQtEVluHFhdaGrytnUWgDUx+Py3Mi9s3VZKFUpzaxRmTJkxxKp87LHHREgZ89YXsdB7XkDcg+67L60Hp6XvXr9+/fXXXx+NRrPZbH19XWaRaVNnWTZvaporrx1Sanw8UvKBKzoYHt3evXMwGt64cePRD92wr746m90REY7kUshAJg/yS5cubWxsCEXgnJvN6izLhsMRAF28eDnP88lkMh5Psyybzxut501jhBhRSu3u7s5mM2H8JHxCsFNd19vb2zL8+b2vMTFRc4mqlYFJuIgsy4S7SFVtqeAn8Qh19bDWWiINAEpl/+///dlXvvKVX/u1X3v88celPUKiAqN/TOYVwa6SSSgT2KOPPnr58mWlaD6vq6pYnJnOKP/8IGBJfobmIe9V8puiqOJdQfiHOKfqD6ot6QMlXaM+OfI2Z+p1/jsK2QEsgpN5ngGcg1defWl4vFeUaOy0KBWDJVCIyhpXqnZna5XQmqbNMyW0xnTWFFXPAU7r5o033kLEQdWrev31sPyKSffyXtq2dRYVFex4Nq2LouhVg141UBkh4vHxsVDlbdtubm7Ktbm2tiYMTCzn2NzclE5zIjKmlX1QlmWzplYqs9ai1vNZjeiYGaznrLx0gqnIq+HRqN/vI6i2sUqpfm9Fzn9ENLaJR6csS3mwaK0AWCkiysPCiABYTNIxIiK+wvl8LjSmc259fV2KAQqdiXfAIWZZNqtr59xgMNAZFZmKiHFte0s6JMbzOgn1UYhYty0RGWtbZ8U9woQOuLXGTmaQtmVKo13uX+3du0dSLidrKd3rkVbCPVqppRPNpCIiQmuzTMudSuCugLr5fD4z87JX5WVhjHGAs7otgIyz8sV5kTPCaDKtqirP83jPUkqvbvT9ttEwI0t2dNPMm8ZMp1NBfXlZTadz52BjY8O1RmutNKDhVAa5vrI6n3uvY9O0TdMwIRGZ1hVl0bQtM1ZVVVVVrrVxTmx1lv15KIOPzJEOgIltcM4DqNypBZ4NNSgKDRawpAksiipVRjjn5PBXlQ4XdOfRxSjkAWj9/T/L85x0F8TNApP8Z+EdmpbZiggFmHLy8FJrBOWsldtgU5us0PI6Z7PZ8OBgMplZMX8CeumQcwSomdA4WbGjc8xonPWaLyd1y+ycRaeQPMAriCR9B4LmU4pBgAGdRcvsEKyVCbmELnzOGMdByaqRoJ1Fzg0AmBs7nzGzkqzPGDgW6hYBgBdlsVZlHd3qWYp46VkInRYQBWuhBtzzSST7HYFGzLygZ2k8deTVjAzWmBaAAKTOpAvzTDrIeBFVsX5/T4gTrNuD/BM+Y0nMp7CE953hwJ1smICOng7UT1hKkudsKDKvsb8Ow2vDzq3hveMIKfbBpW4DCHV4JyZChhOOtVgmvkDa+t876EyDLt1lAwC5peaNhZKDE49bTq7wtDue475ErpMTz+z06C3mNyw+79OUNrbSFx/jbyCCMREzSA9baCJRSM5aBxJa5dNB/aps8XTwCWNKRcec4/uO6Xy6GAwegJdIGcVkudKdkovL7I5upcV+xcQpySlTGsZNvi9tsnB4E40lg5UakSWf1Rn/PH5bL5VhZlY6z/OdnZ2dnZ3HPvqktbZt7KypZ7N6Mp1PZk3TmOPRZG//8ObNW+/u7s/nMzkmbetkRNCIWVYwuaY27bytqr4D4yw459g5QtJaK+WsVDZ51I3MlokQMNPamLb13UQZYc4WKS+JDDE4WWkSAvpVour2jpYtMduqqoTFEqHLBztrnmqjvTevdfIFKKW2t7fl5eV5fnh42O/3V1dX9/f3xc4hK9hIUq2urj722GOim7p58+atW7em0+kTTzzx0EMPSblTVVXGmOFwOBqNZL8r6SwxI76u67LsiaFfJFjGmMlkIhW6sgCOm2ABnBsbG1EKtbKyMhgMlFLXrl17/PHH+/2+lBrLBHxW9IgYXQSGNU0jA6WYnVLnagTkabh/Ym0CoTteffXV733ve5ubm++8845Ip+7evSt+GxlJRVjVNI2EHErLuaQafulLX7pw4ZxAPqnwDiJA/O8AJ/8rf0VxoFzmXcfdjzOg5T2/SH9LRECYTCZ7e3tiAEOiEFfu/V1Fr0hWFRyr6kTzPBgMVlZWRMNJBFVVLSj9giRBDkWsNOgMqMTj8VisYiKflrIEAX5lWUpbvWgsrbWTyURKU3r9UiDHfD534M1ys+n84OBAuDhiqKpKIkYguHPlypLdiqw/hFGRZ8ySS1yeL6nePioGLXfZmNEIJ9JHyZJpmubOnTtra2tVVdmmlc5AIbiixrJpGhEOyD1B3rUxhqiNzj0iLUAXSEHbIpFkfMiPM8ZA1wzkH/0yNItJUg5mWZbiHmxDM9DCI4/QBekgIirlgUSWZdIpL3Y+eW3MnJdVUZR5nntyJjgVYw0GWxt0E4XKM7mR5lVunBVmbzKZzOfzqixHo5Hkc4r9cjab9VYGQkuGt+9nJBFhhg5AKsvSsCRtFhKv5hzInVPk3yK/NM4jaq+D1TqM/oyJ4lIsO0nEiAKAqqrkgRvNjR68OU4hX0ykj2KJyMgJM5P6JOOOLxw6dM6ZpIIvFe5GnadlJ2/KOYeMpLWUKGqVy1rh8PBwb29vOp0SUR5kREFM5JcvbVtHZMvsxVFSyJ7GglIIafev2bkwh3IshxQTvHWdTlVWMzF0zd8riEwQZ0aBHi4PeBytp9HOByw9eyHhU9vTbl+BJkyEEkLedRN79+eotY5TnE0yOCjSsGARdLioHYBKoiKCslTRKeMNoEYO1XOxFuy0W+4Zz0u+jzGsm4LxPetAQq97mo8ZfqpNfX7CzhETBhbLY2eFQSC67IhDwXW80IWA3QtLqNKA60LhGwS/WAIM0g8SEUBJ8OtSTonDWPqwjIch9n+j/30XBbvoZnGpDhiXyQfJlTkN9TmIDekurnJDbXosh1hCg123hI8tWKCbHQODtZ5GDmsnIkUKUVoBmMkxIzsiktfGYL1LFQl9IMIZJ4/vC4pFiQlM6j6FE2cNd70awch3EmsBiJcSU5vmCdzlXPzB6S0g/X9CSj/OIDgFabI5cTXxSci31GxxUsd7Asq6kydPipzFs4chP1ZRl9sWvebH+wdMqEiXSvXX185tbjAQAKHKZrPZ4dHw6Oh4Mp/V83Y4HA6Hw9vv7EqPfD0eqSzPiLTGdnpAREg6I0KNAMiudpbzvNcZ68UXqYiI2gaAChUkub70r0CH2oEzgEBApBDYsWMElen4ULG2ZWvX1ze3t7cFw6Qx3++J5Uu1H/dFfe/jzzc3Nz/1qU8999xzR0dHMk5JsIq8FxMCyqN9TqaoPM+n02nTNLdu3VpZWXniiSfKslxfX19bW7t582bTND40HLFtWzHg+UC5ujbGC5DkdBJNqajU2rYVckDGOzkNVlZWJARIXpvIrjY2Ns6fPx8RXZq4c/IQyWQQwyGEFYzOH/mH0UHkMzaCIFOmMa21tZznWvJpZVYWcDsajWQyu3v3roRh+FB4xP39fUHOAlFu3Lgh03nTmLN0of/3676/5DoSq6F8sjIQ/097kZKehwjHx8e3bt1yzoVQvW7L4Jwry/5S44gAp7IsldKrq72LFy/u7e3V0xmE0nmfMxmEahJ3JNScXA5N0wgyOTjcF0a0ruvBYNDr9eRfyX21bdujo6PJZCIvOM9zuZSyLCtGmYC6LMuKIj88PDw8PCzyMv7EjJRgAB+sErJAEitvN47L7T1+RmES5Yj0Iqzyx4ch4r3UbTWbzdq27fV6W1tbwtjXdW2b1lorOlK5qOXEIKLpdLq/v++c29jYEJeyHJko86NQwYeAzjl06BbX1inv5F8MxLhIkgaIPPcqO5V3Je/+hpmsXEOgF8e3Jh5muSvKLaIoiqKsHEOWZY3xBsJoY/NA2jk5ARDRtUZk2PW8FQwW6bCjo6PpdDoYDLTWonRomkbVtZwYzGxsLZhNaz0ej0U0ISeP9Ll7V2fbKq0AWA6d1jrO/gqDiDpwp12W3sK1gAvTEnfSawAUyktQKACQzrqWgk4ciUmYeYcJLaAJotbo6JNEGUFfHMLfvGQjDJyc9jxZjnpF62wUNvf7fefcaDQ6ODgYj8fyKSzEvaTTTvgLUTb6SQB91QE7Z9mdTGH0rK1jRiYidJzMgUgLhdIL0g/nHFsr/VE+BCowKCaND2AO0k2rdS5dWdIxTITi/Glb08GfNFWFCEDRIvaz4ae41E7ld6MiRfMLm8VMFzGapbvpNPrFAqiTVTrR0apPnSBPTkvdyXfW5hvdA4LCE+vz06SkaQBJ/CJplln8d5iAn+XXzl1ZeTSDRtzoiT5kjOmaYvSCSLx5UEDxqksuP5f8/rTpMw6CChMkw2fHkXtu5J7MajRC8pJQ97SvT7/GSXG2oFzyCEEtHsUuyTMaTjG10iHzIsRFQACtc0TU5EXkUSTD1vexWmucsda1zjmwVmsNaBCVnNsAwGzPMKC67nTDGGuL0KVuJofFMXhX5PKJrhb52SWyzr9RXs47uofk7/SOe6//jEGgFJGrXxqcZgeNX5yuf+Ix7wYvdMAYI2STD9qlu/m03zNeQabxJU4I4NhYw4hYZaUHkNaBbVtgdsjoJ7/zG9XFrb7oTOQhap0+Pj7e29u7+fatd+/sHh8fz2bz+dy1xrXt1LbyVPYf/WRqCLVSKlMEmXLOmdY1xhRFoVQGQHVdt8ZpnWtV1WbKpByTBSYiUt7XUmRFkVdN08jzhhisadZW+mtra5CkAjygvPMe5r33RAHdGwEKJMvz/LOf/axS6rnnnjs+PkbEo6MjAV11XUsAYGzjjXBdaNjj4+PpdHp4eCg2PGOM2E5EXCTmlvl8fnBwsLKyUlWVwKT19U0ZLgUvjcdjCHmnEgUhp9Px8fFwOFxZ6UtVQ2wVi8dT1u2dNT+QJKfqWiXOQc5SoR9liEkJavk+cluI0fDy3qOxbXd394033ojsSl3XAiAl8lTGqeg83N7eXllZAYD9/X35ml6vZ213NxC5DpGC//v1Hrk+oX8ju/U/75cwYMAAh4eHd+7ciRFfkkXph1F0shzxnAn6aoeiKLa2towxTcvC84yHR8fHLssyAnaGLTufcplnOs8ODu9KYorKNCpywE09r9umbduyLAeDQdM0k8lkMBjIZaJD4Vue59E0G5FkXdeT6UgpNRgM+v1+YSuRKCtSk8lEIFav1xMckiW98yIZlRyR2KLm96EKYshT97BTlFZ7JRe475eL1j5fyK61p7byXC5/Y0xT19PptCxLAVGR8y+rPDKik8nk6OhIOBPQWQyNFNRRN01WiIobl5Aeh92xwIm2bY3rYmZix4DETvbC4fWMJfjEsyjP8+tFa40xrTHITdM0YsjMyyLeY322DVKTPFUHg4GEo1prszzP89wY27atQ2jbtp63zjmVaa11v98viqLMi83NzbIspYtPYPB8PpcLJy3kiJUPYvOeTKaycRMUbUyLvjjXRz1X/b4nkSD45AmXPllkdiE/3sFCDLuAMZlg2XmbcbRipngvfVr55wLY0MVnjTFM/kbNyfacma2nENQS6ouvMwVtmlTdNuBY2iZEAFKWpWnb4XC4v78/Ho8VkXzWxhhnkjHGWGfkp9vOug8qvncC8hBIHCXhKGkkQrShNxFD74U/W1ToOXDM7DKlPeUZMsOlCFcrCnxACGQAtM6FR59FIBcqI8EJzedtRpGZVLQQVy5qbWYHzsomBBLU52ywhaPihOxpI6jBU4zrnooAB0wQmANvPvMjJSCgYzGRRbDv1wP6bACGJwvuzhyP0N1/0c6JOY3PfP74WTZJQE2Ly9PcU5fAbzkwEEb/pchPaXP02iToOhgWX6QTGS4lTi1PBQleiowlwtJ3QMCzUd/yz1rI5DwhbD31sJ/cT0REl/6nbEhO5fr8Vsz3E0JXkN0lvjjZNiADoifTEVLI509faxiAiSjTWab1oL+qlMq0ljsshVRY5FYuXWOMadq6ntd1bU0TXwyAVBpK/4o75XQKeO/EsO7gRMUiLEY2nZVegyfPzBOLtG7oiYBwUQO8wPudOA2Wf5++eEwSCLm7oJZw6dKn+YDFx0mtgvQBd99Q0LfCrhjXTMfduUFIsltiLgpyruG6duhEI6K1LvPcUl6slzvrV554/Ipzrm2tMebWrVuT2Xw0Gh0dHR0fHx8fj31GAlPbzuvaMmKWFTovy1KXrKbzKXEPldakQBE7tM5whhQSmJAkvdOxtUWv0kU+m86cBZ1py85N7OpKX6Q16Se41Cn3gFLM94T37pH7sky2Oyc75s985jOrq6v/+I//2Lat4KvI8kVCLKoiJUNCxoXz58+LoPHcuXPvvPOO8F2yup7P5/LdhsPh4eGh5LJI6LzkAcpAJuF+q6urouqUuaTf74udT2g3AZOitxEfy9bWlvAbMXc+DmenKjwluT4G7s1ms7IsnfM2trjoDFxfm+cZYiTl5K9YKZTGyZhBOplMJDCwaZr4QYvoazab7e7u3rp169q1a3LEAKCqiqYxWSYmQO9St5aV+j/e7z1APjFMinQ2Lv7/58A/DhlqjgER7ty5c3R0FO+vkcuSU6IsS6XQtQ6S1ruVsreysmKtnUxneZ6vr68XWolkWrjouMKQy/DSpUtRsAAAa2trQtMZ0wgZJVXpUn0W+QoReJ87d06wR2T4SYiAcN+Yt02v1+v3+6Pj8Ww26/V6m5ubg8EAAMQdhoiNDfR4pjEsuTzasdY6lwO5xZpyWKw+j2Eh1lpARmJSgKHGXRAmEeWFbprG2CbPc+vavNAZ9WVSl5UfBl1G086lsy5e8uK2jUw+hFDBNKVZnnouWNdc2CtBSJqxrsuscgyy7TLGSHCXv/8QARIuSj096lgcqPI8l5aUrMgFdFnHNhKkyfNdFnACPOT/67ppmqZ1XvDpnLPsZepZlskkUNc1GiuKA9FVOufG4/FoNAJUcko456TZAhFXVlZEEDFvm7ZttcrBJyR7+e5kMqG4MY9yVu4+SrE/AIBisNid51ELCkDCXbBjdl2WbIxOPdX5EqPyoghFmNcl2bAIGS27E4q2BXWYlPX5SBitNSlh2+T5QoCa1K1btyaTSVC9omwJI5fbcW4isVYIXpSJEboAYYwp8oI465x1zAxJDo2gZyWWcpLqCRLCMOzgKVLQ0rKhkIjQGSsnVcp/UvhP5+G3H1eMcwkbhHEIg7DElxNS/rVzgV/xsSA+79EHaCAAGARwgmklxJw6JaELpjPSFAVlzMxsfIEfInZdvhB0EBpidmf4MYioiRNokU7YnWgtcUwxpy3bHdjj00V6Dt+HSiRh+QIPxXgK8qTAfHYntGd6OLgaQcjO6PKQgVjFPoAFFi6SeD6iDRZHfISlsoIEmKECiDyh/KWO3/w0hBl+k7B8mARPn4qKIyPPSXbtMjg8U+GZcIMc+THXQb7I0yNyABv+dEAntx4DyGwJUKlM63ywsjKoBp64UJrI7zV9STQK3Q95xq5wEjblrBmNRpaIbRto9xOVpkGojRI9E/Azslsq/DhFBbRYgYgJ/F+CfJSSe4tdlhDPsQQQ4sLvT0MFmK4kHMbCzRQVYILhk49Y4cLnG38fgm0sgO8tXHR1ulQf6xsQTsBdpRT7px5EbU+FgehlC4YZwKJDxAyUM4aQsyyjHK11DA1Z61wTF3pIVGqinLaeeFS8yKJjnM1m4/FkPp+/MzZ3Dw/ffXd3d3f/eDiazIezCRsLvV7ljLUWCXWVFca6xhpjjXPIiKQAHTJbZCYCpSnLsuP6yDmniaxhY8zKyorIb1L52T1iPM/SKL6nzrF75NaeBH5SpiyiqY9+9KO3b9/+/ve/H6mzqIGJ2i1J2xMMI+v2qqqOjo4ODw8F6hweHh4dHd25c+fcuXPie5nNZqIlE7hYVZUxbmVlZT6fP/TQQzJh3L1799KlS2+++eZ0OhW+TuYb59zq6qqs9qPkUobdnZ0d0XEtvcJTj4yABGvtd77znclkcvHixeFwWFVVUVTysuWXtXZ3d/fOnTvHx8cf/vCHb9y43rYsT5+6bosiA4DhcEhEKysrRVEMBgNEfOutt774xS9+5jOfuX379muvvba5uXn58mWZw/7pn/7pj/7oj4bD4YULF2Rkl9Bz+YZaawF7J+RC74fXfR/wCf5XWQfTYySSSEHsQkqc1dP43/IGYwSZ/PCbN29OJhMiit227Jy1Fh0rQF/W1zQYhkivWUWtdYGDPMuyLFO8vkZEkmkUuRqBN4L0YuWdPNFkaVIUWQzMlFpLudgFIMmhk5M/vS9prbNcxa1QL+sZYw4PDw/vHiml1tbWJPYp2vbkWwmF7qP8wZN1cXOE4Jb8e1E2mYZLdYaX4PGLDJisk0REIFe9z5PUbpD3hGNnsFpn0rJez9smM86CvLxMF5kuZKbt0lkkA8OYuq6NtQqB0SPPmAgNobzBF0uA/9E+3hpAOMaqqqzcoDxKXOiR8zlPwOm7NtbKXdRa60w8XCrysQRImRaYFzdx8nFb59rWMHOR56BIZn8FihFilLRABdl2SdSnCU2qzjkGEjm9+LRlMUFEg8GKLzYMcC4+C2RbV+/v9/v9vjQKOiGdsjzPWxvgGXBAg5IOB5Eb7FbSIqe3geshycJb5vqE14IkVTseTGY21n+UkUb2s3DSnk3J2dVV1SVXqwhe5DEBgFVRtm07HA4nx6O6rsG5wucbGWMtEYGz4hiMEh5KXBgEiIgmMFrWWNAQcZgQXs65mPzAGKch8AlGVryInrogpWzbWRiYgOUBjdC2Jj7+4uHJihxFWszMzuNfVqyIQHqGF91FzoaSW+c40G7RxSMUVBjXgUBDkoRJbIEQQQGSjzRkbzUKwCIn9OyuuFvBBRsieawTi/nA8vJ9AJEA9Sm8xykFBg9E653U6Z3kqe5zc1/kfDhOw9yhOwhcNnRqRNf1sMlFCOiQCdAC+6RI6RBjTMi0UIYOGAWfqWQWFlv+GBeiOxb4IbmAARfauiEyckR4SpV5MlH5XJDu5yatKUvHBE9jrh4wSD2eav7TYuOdEsHgl5CHHcsk148FcIhK6TzPq6Ksqv5gMKjyyuu4iBBIznNrXbiinKTLEuk8xzwHcFZUcLbxOi5n26UW+MD5RNTX4aizJo+upyE53xK5JZ84Rmky0kKOi5xBcALdLWrr+cQq2gqDfR9gEAapyLiGz7SD8SnIVAjMDlDFDyzUVaRBM7Cs9o5JvcwArq5nUWUXXS6mbTBcDxJLpJGQHFsHzljnnKn9bQ8sM6MqiIhQIQBbBkQH0DYUbs1KKbVa6fWVTUS8Wvhwkel0NhpPj4/Hx6PpbFq/efOd4+Px4dFwNhubOTIjOVfmA+da9mVcjp1DBlLKmZaIWmctAAMadq01sjeN8v3U+PrgHN19f39qYcNZXSlLXxybG46Pj9fW1j72sY9JBLy0bLXhlySwy5wkvr44jY3H46Zp3nrrrRi3PZ/PAfwKXMbKhx9+eGNjI8r087x8+OGHAaDX62mtRSYqrwQRhaMQjHT+/PmdnW2peZDZSPJRBoPB2tpamhYdN51nZU5mWfav//qvv/u7vzubzb7whS9cuHBhMplY6+PFi6LY2Nioquru3bu3bt165ZVX/uM//uOZZ56RB6q8ABmsX3zxRa311tYWAIzH4729PaFWiOjmzZvPPvvsxYsXH3/88fX19StXrjz55JOf+MQnnn322aqqNjc3R6PRG2+8cfny5SxTgiEBYDarq6pYckH8xODKT6Y64oOFfCI8Ho/HolcUSP9eafMfO/ALE0Db8s2bN+UMh+CFd37yFJVmQCAxu9pBWZZ5ngNplSlhksE6Zns0GvV6vaqqiqwqoBLSI1ochaEy1hlrHDBluq5r4aVF3ScXiIR8CIEmwRVFUaSsqQQvCbqQdMFYPyOXsIBPuTpEJioLoKIoptPp0ijlIYR1UTgQBZZyybtFQxoRuUWSx4XsRVnNRLQp9It426JkUQ5IjLNfXV01xkR5JyJiptLJMqWS0pNNrHSqKBYCS5QCUvGVAynZf4nC00cK+QF8wc4QdJ7MzuNhACjzKmbeSDZylmVEyrUmphNhGAeUomg5i0hSDH6t8744rbVW2oT+Uk/uAcZEMfkoRZ1bN0ZQXJZlFy9eFKa3qipEstZKs189b52PuFNxCThvGssuHj1orTIAACAASURBVOQOeDhnIchCuPO/mY5P6I627xUkXDpVptP5yfuS8IHM7HihATV2DMaXAUBikxHjoUz53YcbiFyMPRMy4IUeRU0ZKqzr+uDgABmUYEbHIklk65qmDQALO5gHKP1PFBgqSgevAPYwMGwy7HVQinz7EyK6WMotBJsSPqO7/XVFweyFmjbJ3mNmaFvPuzKztSzF3J5NW/R2MTrJj0cCBrZyxhIqiTRH0RzSgrIPonlKplJkYJLFDSnuHFgBUlq/kJV8T+cg1NaDc+DvdxiYPTFDYvyAxe2lzypdPXOWcnzGTfm0vWBHXvF9iRoAWOqtj1UAyyhLIEFkHZk6wMnEbBhAuhMj+vIiZkRi0RQmICj26Qm4W8a4rE5/4OEJYSo4pAT4KWATH1eE9xAcdrkgaXSJ/3u3MFbSArBc0IWCdzjiQt25n4zP9P6letG0bDChe/0/yatSHmb9fr8sCkLdWlvoHIP/FJmQmFB7mtvvwJjZSJMBAK6trjdNU8+mTdM0zbxhBuus8zf2WHHYvReAUwm2BW4QUyluR98FgLTMiApYiQApColTYVtHgaZpLguftkfO8W5Ei+0gC1GuJ6jiNPoVuQvFWvxMWwZOtJocNTwILiQLMyz2RoYAG3nQk6j4EnM/aK2QRZNDAurAcctW7n9FlsVOdiKFmFlrNYr00koMsXcbO4shX9RYQERsEBHb+hgRe6j7q9nO6jpf2kRUjGo+b8aT6XA0GY+nN9++fevW7fl8PpxA01hjWsOusa6uwQKozHA7V+HQGwZj2Tooq37szE1jxD6QSfQsLPfg3XTiSCnLsmkakVlub2//3M/93FtvvSVOpMPDQ5kVorhFyDdJM5P/FIwXAz8FmPV6vV6vN51Ox+OxNPJF7aUxhsgMBoPBYPDmm2+ur69Pp1PBcqLOEugokZsbGxvT6VgyGMTGI68zz/ONjQ0viApuioVE70XCs9/v7+7u/tVf/dVrr72W5/nXv/71z372s+fPnz86OgaA6XR6586dg4ODy5cvr66uSnXhK6+88s///M/CkEjyoTFmMBi8+uqr+/v7ktBTluXKysqNGzd+8IMfPP/88zKJvv7662+++eb29vbDDz8sKaPymiWq9Lvf/e6bb75pjLl+/fojjzyiNT333HNlWX7yk59YysH634LHfvLwryiK0Wj0jW9848aNG/Kfm5ubsW3sHnDxJ4gG0QsNEOq63t3dnU7m6xsDdhzDERQgE2HikQ4vTMXdx3hWI2XOOaUwyzIAtbW1JfuX6CYVukZAnTc4MctUXZalPN8F1wkuktQTAUj9fl/Of9Eny+Xj0zg1yvUl84a85rIqB4MVUVZ3Dd0AsjdBRNnOBDUHxVa9pmkyUsqXlXUXbFB1UqSwfNNayEiMTKBc6fP5PJqNlVKSbipaX/mN3M1ms5nWum3t7du3h8Nhv9+X1ZXfOlEVI0CItBxAnRfGWsq0cTYGAmdZBgXHhj2PxMSXpTUAWAYh4kQBISo+EompgzQEyyNkkDmb4v0zcrZaa4XYtq1SrInawK0hojOWrbPBOebXiM7JCC4LBSIdv5uc84ZZAmPkQxHAz+xETyGxnPGn50WVlEk6eRdSb+gkyQ4o5qsZ6AJpov6iaZpUsweOxUjGzGkaZHjgs7VWcM1SOEose/T2/hDK4p0RSZiqcy4ryvhkSVEf+r4xlVa0AwCq4B1FVEgy5iqlfMwPQ1bm1tpmNm9mc2ctEhKCLIVTBhJR3pNKk378M4i7AR4BNHp6DbuCsG4jL64lyQ51mGwHiPw9xHrEFGq9EeT7I0BSS9Pt3wHbuuniKmT7wASIqLUvbPZtCojkq/rAWf//MsA7dgmP0k2YDAQEzITKJfgIvQJUah4onUZMa6wLJj1RliIiiXWQo3wU0JPVKcsRY3/0qcnvp3J09/MUOTg75u4BZTDoFhcShJBmeC69yBM0o6f7OuDtOxgQ0DEBgwJ2CMQgJFRXmcDyZ91HYlg6uZGQHbOE/0isUarciCurUx+KqUiGF+NMU91F6nuMas+O+1rctWNynAmWvznxKbh0OQYq1MISU/r5OmBiX6UV3iNJeVyR54XOVjY2dfglFZlKxTQgdA4wqB0AwDqLiAoIwCIqUZ0jsXNAREXVK8vSuUFd18OjI9N0jcfsjG8eV2iMxQ6H86nKckwa6jGRy3ZfzCfcqgv0HS7ZAqlDwhx0laAU3XtlnixKupPzdC1oTEA99YpITxheeMuQZLIh4AlxowsrElRh0yG3ObE8UXrGFiqcCzoGJEkosJMGRVBAysnxUYqd8cfKXy8gf7J0YnuTgZfvxlgqcgCIqtR5byXbXt2wdvWnH78sCpDxNBuNRgcH+0fHw/39/ePxpGl5/2hU9gfHR4dFUVhUrXE6L5hxc2dbhq2YUPKA4sz/OiB8QEWo7IDlCSHI6uGHH3744Yfruv7Od77zwx/+UHoRhBmQrx8Oh5LdJ16g4+NjgXkyjB4cHNy8efPatWt5nt+5c+fOnTsxWy+eS9bat956CwBGo9Hrr78us9TNmzezLNvb21NKbW5uSvBg0zQRKssZIiksW1tbm5ubUiqdliucrG6LBKMx5ubNm+PxeGtr6+Dg4Gtf+9pHP/pRRHX+/HkRo1prb926dXh4uLOz89BDDw0GAwFy165dW1tbi0vl27dvy0TIzHfu3HnkkUd+5Vd+RSaS/f39wWBw8+bN4XC4u7t7fHwsMXpSXCHNk88///zFixdns9mLL7742c9+9uLFi3/6p386m80+//n/7xd+4Rd2dnaMMeK0kcMixyGmQdxDHnzvX/P5XOIWBXhHg5B8pkKXxRtvtC3JdCi497+dJEyT2SXW9c/+7M/6/f7a2tru7u4Xv/jFK1euHBwcbG1tpaXY8ZEXe+1+Ao3zlh2CFAni4eHhzZu3RGDMzrc+OucAeTKZnDt3rqqq2XzKzpHPLaOqqoBpMpmSymfzeVEURGRMAwCoM5mwY1FevLIkqJOI1tfXBR1lWWabWpxsQsHJOkbq++K6pCzL0WgUmXY5MRhs1IWKrqEoip3tndlsLsffufgQI2OcMbMQqe8TLLUW/xdlGQIQBOMfsMoyjdjlAyulqqrHzG3r2wt0UUgHZrxdy3Nc9lNyDgsXJ/aHqqq2trbi2buxsYGI81kj9y65jQi6y7KMNdV1LWup6XTetu3m9rbYBynT0DaRcoxVAbEgUTCSLx9vGlQ6AirnXFYU8fIhRjbWIsirjbepoijHo9H+3t65c+e8TY5IxBRVVRlridR8PiuqKtrJ/PdPnpJyIbSt8a0YAM5ygOgeTEYvolJarpq6rvOqlNNGFtwRs4kOP3jOkZkNO2stgiJF7CDYFSnOipDEYPrvaUEB2i7+QxauaEM2SXjxGIE9AMqnHPXAcjzjG2FmRhV3ASoU/fnXELZjWmvy31+wpXQeqFht5yGlNZKV4tzClEVE/arHzFmWT0fjg4MDZtZIwlkqZKWJXWdzIEJ0jGil+D2mGYXlBcVwQXaMoSmhW/GgdzP62DDHAKCV5vBNwHtTKHU/+fuGzxJhBOAkE5jDtK+QwLHtYvmD01iI+kDdoR8VgYXXC19prfXRs5LhEzgw65PkJTU0ptQShJfhmRiOKQYKAFChvNTAAjAAsnMyv0e/GDAAWwfLEk6ZlxfTrs/ObnmABxKdVHjSQsf1qTTZIme2/M9dHIPdyQGaT//pChSAcwiKKcnikFJwUl7yiem/8p5AdJHkCto1nxzkhI/GznaFCKcgOukPirJpn6LP72P+PAs5y/TuYRss+1cWi1woYZNdivr8U03phRA/JkkB0ToPvl6X5/lgMFgZrFVVFfY6YIwln7cITIgBPTrgROYdcmmdFwoSIDjGTOpEWKFW5DeRw2Ebl2oaCZGcc7VxSkVnHzgHiMuGE1w62SLfl/xFWjPI0gKPy4xxtE2LDjMKMiO5fZZUjBc0o4nI2XN9SdcIAMLpr/weHs4FIjzyFSFtNWqVMRieYbG4Um6F4tdNHbyObOdvBOo2JoTIwMTIhAmmUjiD5cuUUnbRXyVyXjmKX8hhb+PAcNOCyhQi+EcIEppq0D+3svmhR7aLomjadt6amYHdg/GL//n6rTtHB8MjVhkqms/neVnubJ//QNxT7zvD8/2hSklY+fSnP10Uxb/9279JxqaErEiWg3NuOp0Oh0PBhMK3SOz7dDqVQaSqKnGSAICkCIrArCzLtrXS+iXwKT7PIqcXIx+01nmuh8Oh2AIl2VxgqoDJJbXwWaVtkuEuWQ5lWbZtK4Dzxo0PM/Pbb7+9tbVlrT04OEDE8Xh8+fLltbW1T3/609/61rdeeOGFK1euPProo1VViVsv7u9llJTgGWvt+vr6Rz/60UuXLr3xxhviUXzllVdeffXVLMukb+3jH//49vb2iy++uLa2dvny5W9+85sHBweXLl3a3d391re+dXBw8Bu/8RvSnR3Lx2NR4b27yO/7SwqpolZCmJMYqiGfXYoAowBYxLHRKZS+Bu+q+u8QTzrnHnrooZdffvnXf/3Xy7L8m7/5m42NjX/4h3/44Q9/+PnPf15wztWrV6MfTHrVZLaOK4wf3y/nXFy7SQbgojNFnjGslMqzTEAdEztn4p25LMv5fJ6VqtfrFUVhTMNERVEcT6aC2OM6X2ZW4e4EEUWqSmudK1JK3bx58/bt2zF4s6oq+XqtteS+yLgvVxkzV1WVF/JUtXmez5raZ36iYgbJw+z1BgIzYsKtnCQSbhQbSuU7G2OqPJP9lwdgGQm8FEQkqw1EEogSUz2SwZdD350XWErnHiJqJfUq3g8s5kZr7draWhSoC7MnDv+GWxGaaq0lYjeG6GRaxShLAXgUROMRJAOzvGalFATSVbzH8xNloRLf3S8rhxDxuWRcKaXKrBT+QRpfgsEMlVLg3HQ+l5cxm83yPM+yIs9zXXaVpM7Yum1Ecu+cbYyRq1UOkTRbnOwdje4JMj77Rx7BsWlDXgASaq0RFAOEXqtgCFSUKm+ttdg0jKAoS7Vbvh1cqZodwHIbu3TZOU4cXMGzDUmiMgAI6gswr6utI6LGJqkc/hWC0Ft+gescI6YcqcB54Vsk/EbGCVLerNM1Bodwr+QR02lTw5VuhRpVRBxSNqKpxff2QWyHdks5ap0fSGGocIiWOXC4vGRPdXC+Z6zLRwhkAMo7omRuc8gRIlhgkuL4U8VBSfjJQtBg2JH7/xNo6jz5REopXkZGVrBlkDcmf+nnPRf/KgzkGPmk7v8B9Hu1xCwWrLklKcWp7r4IMe/v64MkSwOcSHeT8XTxIHDHB54FOx0jxWCXANQQKQbbABAjC6KLtQgRryvB9OFnOseJzZSjJDVygEvAb4EvBfT268VIxtQ2uWyhBFgiEk+x+S1hwoUvRp9uuogiMEQSGWcELCGoNIWoaS0R5UVRFWW/3+/1+pL454Dj1Z4mUsauQWb0cmOf3OU/U29HZkZka1gKEuUa0Crr95VW27PZbDweS3I0IiMyOLbWal864N94CjA83PHHMAYSnaznWxRwJgcfE+smdbkv0C10ltoaktMvtcLCCTp6yfWXli6cbllJ/H6nvINIZi6SzMkxwDNaUoLKPFxBHvWF50hYSHjnKaEC59XtmNxZtEpbIl20RsSnl9flMwBABrl/OwgQPjVEsNYqsGJgRXkaIRPUYC0baww5B7nSZTVwG4OttZW33zlomqboVUhqVo9WVlY2NjaW2NF7+/r+K06/pYKppS+4x9efJRbd3Nx88sknjTEvvvjicDgUqlNrLUmbIsgUhZgvcQJwzonOUx7hUrsnWqxYxSvrdsnci13JflBOIETEOdPpbDqdCicp7GJZlpcuXcrzPDae3SPMIz5iRYIltc4SM/POO+/cubP3oQ99SIJh3n33XcF7VVW9+uqrFy9evHTp0s/+7M/+53/+582bN4+Pjx977LHz58/v7e3t7e1dvXq1aZqjo6MPf/jD8gZj7t/Kysr29vb169djkf1oNIpOjIcffvjixYsvvPDC9773vfPnz9+9e3d7e7uqqpdf/o+LFy+ura0dHBy89NJLH//4x/v9vhyxVAv3/rBWBMMyLouIOsJ1PzprHWnA+LeCBmUiT9VEiZ7qJ+uUC88gsW997GMfe+SRR771rW+VZfniiy9ub2/v7e09++yzEivy3e9+d29v71Of+tSHPvQhwdJykggnJm/zx0RXEhEgEKG18Pbbbx8fH2utZREm5i5rW2bWiqqqKspc1G7W2hBbjYPBoCzL48l0un93PD7e39+vp5Oyyj/+sadBaSUkmHU+9kopUzci2EZEdAzW1dNZPZ2NRsP19fVer3f+/Plo2Lt79+7x8XHTNGVZnjt3bn19fWNjoyzLqqoikxaFdsHr5UfnmNeidS6F6QIv43NWoJ2AgciKixQ8ztACY6RAIUoh4pQPYXqOASrdmJvk+0dLoalrIQYRfaFC0zTz+fzu5CjdByEqROucU1rJdkNwMQDUbUs6M8agUaS7GJt4wgiIkh9qnJFzKao045qmKkoBgYCo8oyZm7Ztg89KASpSxOBaY5t2Op3qvo7JNDJREJEDGAxWAGDeNHKDlTGj31e9Xk8pNWrGwaKZlb1Kvr+kyKT5lkIhNk1jGWRdJe/aS5OSo2qtFfQVQlaRmaUymxCdFA4ndV9mUcjm1VLsLHY5Kx7SKIWOSSvxZQR/ewcagYmBJYEmlHmopdpn7srwmAHFMe77Env9rm8gOkiZFXkpKRFhkC34DFBEJgnRBfFYyqKciIosa2ozn8+dDWaQhFz1dQOMS3fCxUc8w2llj0vUywmJIkHSJxFdThEnyzl5UrHV8YLRZ9R5jBwwIXeQZOH3wg1QAlWEXMVlSeTSqLZkf/WaSXBiC2NczgFxXg5pU+wn50D4PlYo2RRxRvegTIya6YxcylS6hnw2v5egzAXs9/5X4ynN2GW44OmMoIhCl5hAsUSGFghxNcYol+Ah87UBCCA5LX6McD5D3kcY+SSZEHGbEKAO/IbjlGm/CwgC7JJCkZgXjHkLpQgPpvO5998uXj9eMNrV3C0SuuxQOP2I9wgUERJxWVbiFCrLEkE55+rGxM9XKaU0ynkm8DggCufLY6BTUYYQKEKS6giLoJitBaSga+/1BnlelmVvOp3OxqO6rq0zyGhaywqks1T5zGJnrVO0bENVQQ0JfGI7mJzVMeQzthf60YHTq8vBPfWZqf+OgjoC/DImXhFBa5qmypxZDp52Y5wK+WLsirdHBsjtfKtMZwuOROupTtqYg6q6K54lwIr8QVDk42Q5Zt+CwswPD0nVh7UWWTGnZmgAdMroiPr8wUQgsFpr1Bh0JhYZNBNAw8AEhpwCa5Azy9BOzfDobjuvtdaArmlb29aXHr2yvbmeVg+nY+t/BfLdm2l/kLSY+6a8iM9nfX39k5/8JBFF4Cf2IXEHCXEnikT5J/In4roRduWhhx4SGlBmJoErsUJaJkuhoeq6li4HmU7EDiSzpjQIDwaDRx999CMf+ciFCxeeeuqp+EheuKzOgEPC9kiTmMgBBFDNZvXrr7++ubm5u7t76dKlW7duffvb3xbB6t7entRRPPnkk6urqz/60Y+ee+65a9euSW3DeDyWLr433njjD//wD2Xym06nxpidnZ1HH310e3u7KIr19fXt7e3Dw0PJPHzllVckKP+pp566fPny22+/XZbleDyWjodvfvObf/EXf6G1/ru/+7uLFy9+7nOf+/mf//lIu0XV5fug16LyLYK33d3dP/mTP3nppZd+6qd+6saNG9euXZNPqtfriaY0yiDTW318TJwaIPSThHx1XV+9erXf78vHcfnyZSFArl279s477whk/cQnPnHp0qWvfOUrX/rSl15++eWtra2HHnpoMpkIu7VkMP6AUR9qeagY5pu3bwUfrENAAmQWUMSilPYKQLbMrLR2zhLpquq3bTsYDJDU4eHBfD4vi2JnZ/vkTifOYdLIJ3xRVAZKxYLw88LMywpmPB7XdS1X1ptvvvnWW2/JCmBnZ2dzc7MoCp2RnAPWWtGnyawmG1VrLZGSTUEMcpSL16eVBhQXU5ok1yFtuVSqaK3n4uJ55WWitJjjF3YW8QyM6K6ua2LOQ8ridNqI/W82m1nDEZtJ0IZsf4IFWJx7RZZllXOz2jNjMYNKwK1L7i0+SNNxzPbU2gsUhazTQYTZtm3bTmMVgSsKrTUDGGOm05kcokJn8vHJLVTSdBCxNUZQq6xgBoPB5uam1hqApFnROScf6Gw6nx5NW2uyLNM6p9ByAUm6iWwHIi2c3kkQvXiVWeqQwsFnAADjs83BMZOidPEkKXdLnw4CWcNRRyDXoBd/lkUntPbP9fisD3U7jsHJFHyK4C7e6l3UcxL5XM1A5IbKwUxycYSDEjQYPztGkBJF55hitEl4F0opY+bz2UxslumOuLvjEduTjC6iWaA3whLZeepyaeBPFaEyJHn1ZlJ7aE9c4EvufY8jmM90qKEDUAHsOQAFnku04sAkX01/+j2wQ3cL/xmdMriEH0AiOEEtfofgY/PYLwxpad4K+iDXuLdfzFh6MK7vvg8kZjqV4lsg6M76Bnwq6eeWPlpcOGJesRlDPv0E3yXgMzOYYFTzHBBIHCGSi/0fiF2RDgEwkzuZ7e4iA+txYPhZizkBC4uK1OWYVGl3dOwiIdOdrt4fiqcaBZf9oGcfzZRcxUDkLUVQiocnaC0AkXSeZTpfXV3N87zMK3kSsI/CpbatVfiF4Fkm51yXlyIkvCAOB+mDSqJDFBKzbH2scw6skVfYNqx1trpSDfqr9WBlPB5PJqNWBBXWyyQYOGBUt9TYFtlziTlZOl3btJbQA7Z048JwgiNMlz3ApwCGDvUhncrTEsR0FvdeVdNJUA2mQ4kXoxLH9uFI9CEiYZTnyeVAi3c3xtSCxwvNB+S1qRTLIRABISox0Po/JEImkPBP8jsUh0opKXtNT+hwOlAk5UkFZTJZF1Sgxhgi0JTlWmlHFrBxYE0zn8+NbZRCa21bN2zN1UeuXDi/zael8t930DzVYHyyjPSsXr57cH33dTLHrxcR1MbGxjPPPJPn+fPPPy9Ve0KaAcB0OhU92Pr6us+MzrL19XWttUjspNtAaLrYkSV0n6DKKHmK30r8dTK7iAdpY2Pt+vXr/X7/sccee+KJJ2KCaDSxpDfAsw6sUmoymezv7x8eHoqRSWasg4ODra0Na9vV1dUsUz/1Ux966KFLzz//75cuXfrwhz+8t3dnPD6+cOHC+fM7jz76yKuvvvbaa6/t7Oz80i/90ksvvYSIW1tbr7zyyr//+79HGk2QapRlSmihEKTGmG9/+9vj8fjq1atXr17d2dn56Z/+6eFw+MILL7Rt+8wzz0yn07/8y7+Uw5tl2Ze//GWl1Oc+97mzNm7vgzGWY3vnzp2vfvWrf//3f7+/v/+Nb3xjY2Njc3NzZ2fn8uXLTz755FNPPTUYDC5fvpy64KKXKe0uS8mZH5ND9Sx5Z1EUV65cEZbjU5/61MHBQZZlf/AHf7C1tdW2rcD469evf/3rX7969er3v//9Z5999hd/8Rdv377913/917/1W7916dKlZXX6B/qCHYBhq5GMMbdv367rmiTQHboPwhkJXPEeTpUcNznmSmXz2bwsyxs3bjz22KNs24googQ6IbIwyzKJuBSN7urqalVVZZk3TSM+JfmHonGV6KZz587FfFrpXpc6SmNMXuh4Cc+aOq4ewo2UW2usjMXW/5VlB4RZkQdin9k5y46IdJ65uis9ElwaDYodp0EkUknDNnAjzqd9edcAxMb2pmmOj4fz+XxzbV3emlxlseG9yKsY2qxDQy8i1sZTlFEj6mS6IGLCum2ivLBtWw7ITW5KzjmtWfI/5JWLn1l+PxmNRS7b1s3h4bCu66zIe72e7CbkpmdaOx1PJBByOp1Op9PZbFYUBWkt6SlKqaY1Xk9elvKyJY4xDDbtcH9/Mpko0isrK60v73ACmmO6DyJKE6DlriA+r0qvXCUilUVWk4GitFI+EHLWWkuojbWA6Yp22YQSha+pVjbVKbRt42vxkglNax27xePNjZnbKDqNizzyNS2S4Zm+gNrY6HmWNhQii4ieXZQ3RR2TZqmztzChQM24TZATUnjUKGeNGTYJ/lzQqXrL4sKductKUIpsyredyPjgkIcfB+lA+tGpm9wYDOEQloLio7nuXg8CPAXFBEUVnMxedIt8ZrJm7RSfSOSTCyDCVUoEZemrsl2+KeOixNRiTKJM78ns9Fm5lGdmXjOeaq1LKD53b7fS/R4JLjKStOzo48Wf7DW5HfYD3+IQ6bdI1yKBBSc+PwuOgIC9Cw2cn5A9UA10kI8MS35zFhJ2vBCsgogWMBF5LolT+VSoxrwMINOQ4q6mZiHBhU+Cn6VhNI0JDa63QPsSetqTlNJU5UW/NyjLstcbBCMyGGul3p1Iq0wr7GzESKxJMbtIHMcpsatgCP4/RCQFCn0klOQmAWH02jrHxjit9WCwWpa9fr/fzOvJdNTWdV3XxjYRZ3phwOKEIWpvWpQ6on+3NvCBaJMBnv3Y4OTPk4MWvrm/+XYi3nAaJMNx18jHlLRTBsulO4sawrO37ylL6d9uIuL0VwXKN+8is8OtFiTNpSOcI/foup9CjAupsFHamrxmCqeTtGF5BTwCEsZiTGALnbM46No1JSi620U6CVjyG0MKBXclsnW2sX5hKIOXY7ZN04BTWkOmiZDPbW+vVOVk7tJl4QflvjsJ5B78Oz+IwjMmpDvn+v3+Jz7xiaIoXnjhhXfffVf6vpRSeZ7L4lkEReKHES9fDAKRx38s15JngzGNDKbyLmaz2Ww2W1tbu3379urq6s7OzsMPP3zhwoXz589vbm5ubKxFNWmWZePxOPp2osorDRA/672LslEqFu7evWuMWVtbu379ep7nV65cOTo6eumll55++umi1JyKFwAAIABJREFUKJ5++unXX3/95ZdfXl1dFci6tbW1srLy2GOPIeK//Mu/GGN+5md+Znd394033qiqajKZyO5chvU4VIneVSbpd955R/Jvjo6Odnd39/b2Hn300UceeWQwGDz99NO7u7uvvvry2trauXPnxAp47ty5ixcvSvhnimlFgvX+bGnR/fXd7373K1/5CjMPBoO33377C1/4wtNPP/3Vr371z//8z7/2ta+dO3fu6tWrTz311Kc//emrV69K5oT8xJivEB0y70mu/IHQfXKEi6IQNaMEbGxtbTHzb/7mbxLR0dHRl7/85fPnz//whz/M8/yZZ575vd/7ve3t7bIst7e3+/1+KiE7a6vyAfxiYoDZbPbuu+8GVRsvlgR4coyZiQAsxLhCiSzCrOj3BzrPZ7MJIvb6faXUfNJqCiyBLL2ss9anKVZFWWR5nLCVUrPZVFxkkXIXa64Qg14OFwhkuX5DS6qXZM/n87wqhf6KsTHMTDqLyZ9x5SGZMWLQlUlA1jf9fj8riliCJ/JsKQFnZdNTVFyCyJSW5kV0EaGX8PaIuLa2Jt9NtjliDvSzuw2d78ARGzjndKHBp6G0a2sbSinjnCKltEatOKgZfWFG28abrYCWqDtdgqxaa8s25sfES8Y07XQ6LcuytQYRCZUYZWez2WB1TZCekGDO4weQ9yVKighI8jw/Pj4+PDyUuvm6bfKsEGWEIBzBW4LhAUB2c1pr0lkkAFWedRxdohpA0nFS8ik2qJ1z7JCUYuA4MDMzKYKuFb0jxETUaYM/sItfao0oV9sAwmPXufzeWOuVsZLnuBg36Kz1hn8QOpBjSYk8zuVUD20oCzelCNvk/1twngcglVYpelmdc23TiCzFtZ5CXFB4yo2CfKXBAkYgXCAwkkyNxFvEcTgXnYsAUy8+SjCcDeXJnudImIAOoS3RKqfyVOhST12EDZj8uYMFQqHjifBMzWTnCaTOWbPYaCBpM2JFo6TrG5ewRfon9tR7MoNmvA8Dh4gLWGIBVnfhiqca/3hBbnf/5xmzPal1DNiPz3ACckr6Repm6ccZayl4swjBsSNAx+Cc6Zh6ii33Xs8Ni8JiSg8idueNSNwQlrU6YQ/hHX0xRikRrnhPGoSGiZC5sQyVu9MCOOoNAHjpTOW0+Q2Xh9oQDRpb40B0/FKsXORllmUKxTYgGnFEUAKhHTOR5qBrkjdqJcEJWcytabiJFwaEKk+B1Y4dsxW0gIhAEvLp1YgMzhgrVTa93qBX9lZWVqxp6rqu63lbzyWRbEFP6FM3wYILoZfdxkjChAKX63G1J74ig4dOLVKnRHFTIFEn3TIn5CV3H7TC6IiAriqDPKZcKsy4r29nGQ0y4EKVBACG0iGEtMUlpWiWRi4i4eGRqFsuatBy9fqCCrmO0PlyFwydFuB15uxUIADB16Ny+Ni6//kLr1X21DumAnTOWb+SIgGkTSsKW0VakgbUvOZ5U8uCUKm8tZadKTQ9fHGnzHE0tWlVw30yge/Lpj5A8fqpRr6zuL57QEGZrQWVDQYDcZodHR298847MjL2ej0pTOMQES4cgkwqJ+mg2Ps3m9WykDbGrK6uSszG1atXf/mXf3lra6uqqtgdrJRyzvhIgLoWg18Uiy5dWfcQuEYFmvQozOfz0WjEzJubm5JsIcq0733ve1euXMmy7Ny5c8Ph8JVXXnnsscck7mV3d3d1dV3GYmFvtre3xSv1xhtv7O/vy7wbkac0GTrnjo+PZcQRP+TR0dEPfvCDH/3oR1euXHnkkUcuX7588eLF1dXVT37yk3Vdv/vuu5cuXdra2pIjcOvWrR/84Adra2sbGxv9fl9OpPeh8IzHRCk1HA7/9m//9vj4WCidK1euXLx4cXt7u9frbW5ubm9v/+qv/urm5uYf//Ef//7v//6FCxc+8pGPnDt3bmdn5/r161tbW6JrlTletKA/YWufjLOp/zD2yAmkX19f/+3f/m0RMVprNzY2fud3fue5557b2dl55ZVXLly4sLKycupJ8sGSfkqRc7C/v//mm29Zdhkq56y0hWHgK/I875UVACulrGmdc61rgXFra0te//Fktra+QYRaZwAwm80yXcbMQzmvBBfJQRD7lgAq4c9dUIoJEFJKDQaD0WgkZ6mw0IIGlVKrq6uyVhDlQgfsJ2MAGAwGRVF2bj3EsizjwkUI6rquh8Oh+P1EDf7/M/dmP3Yd173wWlW19z7zOT03RTbnwSItipZEWY6MfL68Mhwb10aeEuQxf0GAvOXiQ4D4JS9JEOBmQt4CO8lDnCCA7RvACZIosQNf21eWZUqWxEGcyWazpzPvvatqfQ+rdu06p0+TlC0nHx+ERqv79Dl7qF2/9Zt2d3e73W6j0YgAGo0G+wb5FVzWCxkq3NQc6aS1VkkURsL44BAvzeUFh21vNnc/xmMXrd2SG8dRsbWQvLcejUbD4ZAUENHGxsbu7u5nPnMpjmNjLe9UIhH5eFvuo98dbfB75gOolEIhPUDNjeV2U56CGU3MuwkhYhVLIcZpyoReFEVW815CSyEa9UYo42SCV0aR1jpSaq7VYsOtlJIQuT11a2uHjzNPOsR4BIRaa5OmULQIIMdKMtrUmk90XKmyLhcAKM/8gIxXRSeaIAym9uW20O6JAORvTjYrUGGDROsK2UggUqEK8ynE2XhMRCiUKCcvJRp3Y3dZVvA5dFf4UZVSKorDeRPPFl3/h8OfvONxfX0e7/lEQBdJVfCfnqjgG4ofUmgp0zntaXQvU7V8/UHxgNOBXC7cTVgMZXfkHXRua+v3nME7KWRgYuYa5ToNOPZTBW1YnkHb192tAxMfuQ18sRcM/kSJf4pN2gz1o5vQWzfN92kU4IiIMnMGih7sAFjN/Hr2k4uIlN23dV1OvVf+2sonAjkbvIScEDI+8SEkJD2eMAzerbKGcOKnabo4vfT7IQpvdcqJDJIgQEfD26IaTgC4AhMpBLIiFFAiGm6GIYMF0SJRlJ5OHhMizpS2CiziMRzvHMLpUnBoXUMloXuzRaJs0bJIpVHVMiFlfWKlvzjQuiuV/K8DEkipXEoJfzollVJxpZEkSb1S9VsNAksoLFme1QiavKlcqqzreODDVqBdh2h8shO3RAoiROtwhAYgMCZzRZzoSGgeSvDQrgzyIQkoVRSpqJpUnayRl/U0Tce9DeOnWRygCwhkEchaAwCCMbkQiBgVZ8r6gKnCI4uWkIzmSBvmK60VCqw1fFKkAAsgCFAUuwtiH7lbXnLpiBcb4EBENJwEG0x3iMoknoCStCGFOHXlsMrSORPRefCkq0O0xR3qfsFwOQy6cwRO1cn/XwJat7wBxwPbsKRRFG05xrBkw05dxsU0nITw6UTGURSA4d2KiHExPpyx7cOyB5KxpRGpiiQZspZbcqt5pneHepiDQZFZEkqlvUGnPZ+PbDVqNNUIlRyl41GaqjgSkcrynMBRQ1abPM+VEGyV8TMt/6AK0rTdDIum4FkQeEWhiaskdZFnFBVDFvlSg2IYiRJRMDduiQQCEVsLLBEraljCxHus5557Tmv9z//8z1euXOEkTB9e5x/DbO2z1nKESa1W84NwIUStVmMlYavVWlxc5GJ0J6hGZFawAG/c7qrDahY/a59yBYe2yf1oLi7eZV6xXq+vrq5yYmGWZXfv3j1y5Mirr766ubl55cqVGzdunDlz5siRI0KII0eOcPUCgz2e2S8vL29ubg6HQw7wPH/+fKVSuXfv3q1bt5jYabfbvV6v0+nwQLrb7fLWqtVqcep9FEX37t3b3t5+9OjR+vo6NxMeOXLk2LET5849t7m5+aMf/WhjY/Otty4/erS1sbHR6XR+7dd+bWlpIc9NFIlQ4OfrHPbLL/WXBO+Qrl//4Pbtuxy4f/78hc9+9rNzc3OXL1/+3ve+d+fOnXa73enMHz9+slqt57k5ceLUK6/8wtmzZ7/85S//z//5/x44cOD555/Psqzdbn/+859/+eWXl5eXW61GmuZKKSnLsZExxKFW4WaCCISwodYUgjrpMN3uifMmpZwSO4pk+PqhCI3lbQBw5MiRtbW1LMtWVlY+/elP+3bmnyM8NaSkAAG3rl97eO9OLVHF+EgYQ2B4s2sXF+fjSlSV1O8NIxVlZGRUJUKR1DPC0XC0uLgYS4GI9VrdmLxaqW9tbVFKYXimUKi1MWQJqTfocnKjH9ryAsKTDr43O50OX5m+6DxNU76iGs3qaDwaj8fGah+gKARaY6y1/d1dXUmllLmUURSREI42UUgWEChWUolKp9X0EU293uDhw4e9Xm9rvLk01xmPRrYo+gOwhiy7dn1uCi8mxhhNOdtruYbOR8gaYwGMUiqOE7I4HuV5nqfDtFqtjkajwWDAXQgAsLy8DBERWSl5cwSVSqVer3c6nVwAIibVenVzE4TSFiyBzrJq0VPPf0tnOReEFqYSa4CAhCThvX8VGUkUWmv2SUoR+UeJEFYKZ4PsdDppmhqyUspqpcZLq9a6PxyVggVEa20cx7V6PU4Shh+GiA3DaZqCASmliFwADKttfeIoS23cVhAxyzKDEEWRVCqKJJHpjzKfXotCMWvqEVSutTuZSlnPmglh0bL9x/c9GGOElIw6BCDwpl4IKaUxZK3NJ42RrhgAMMuyna3dLMuq9Vqr1arWGtZakEIIYQ2w1DaOY20Nk6jsyLTWogWFotJo8uVorfWV6KitzjRKUalUFF85hkBgGTInRKWYklhrtZLWWpsbJQRDVRAIUjD2zbJ0MOqTzsESWqO1FYItje6GMt79IRAVFlgREJG5ekcpF8mWAKDTseNuEElYX3zHURMeswlErZ2IY2/iC8pQdcWNioKIjGtDEeCllUQAU1DQNScIocIhuzO5FO+8BHhE5Ion/CDMCZqAiDnhkCiyBYYsERz5AT1a66WBwqc5TGXGPNFVp+BJnOPPotb4sDXHpiQV93vFGVJTizNGAo95u2GyP/PFs6QvdorDJXf0Zx8TBBE0C1JI2NHktnjWNDQ0es5IoOQhwNPkT5Ri8ZAmIs8NAucv1ev1JElkVOU1LpCYUzCPKVvsw5MylaEUHEbcO8UBAmSbmXsp1wluA9xD6LSUAVNKfivjLOkCOUebn2F5xaVp5XmqeTU3OVkDxH17hC7gFokgS13UYRzHBIb9TlEUEVmJguueXNCrqyt1d5W1jKQsIiorfGIrkkR0RDzf6hM3C5Jb0/dcx1r7VpZimAOutccLR2Ei7XNGVEnBFe8fMTJ5SbjUWcQJm/IkjcPs7l4GDCdfk3FxuPX37HH4i9wWOCVXC8GGv96YfRKApljU+KRrrTm7H0SkUCilut3u66+/Phz0Pv3qf5tfXGh3Os12OzO6NxzEcaTiaDQapVkax3E14Vj8nIw1qNxeTUpRvDhPfMsP9fiFQpSxUhisOYhokQjBBZci2GIJYObUIFP8RTDsrHvfWnvkyJFnn3223+93u11mWtI0bTab/gHPGJVpB25K4L3poUOH1tbWOp1Oo9FgJ4zXLvK+38fK7cc9/oz+Mb6PfBYIF+82m80sy+7cuUNEy8vL8/PzL7/8crPZZNfQzZs3K5XK+++/f+LEiSNHjiwvL1+9epV3hCsrK4PBgANCbty48fDhQ9ZkckEf9yDzwWG+otFozM3NLSwstFqtRqPhxVcsThuPx2+99Rb7DJnZu3Tp0s7Ozptvvvno0aO1tbX5+fl33nnn/PnzjGS8ocvP7B/f41eW/wKMxylDXyZaf/EXf7FSqXzykxeHw+Ff/dVfHT58uFqtfvvb3/7BD37ATYztdpuXsoWFhUuXLl28ePHw4cPsjnv22WdPnjz52c9+9sKFC3Nzc51Oh+8JIpASs0wH1QLgNhiFG5O1hRz5sxei+8zVn86+OBP281UX+sN/rv+sBWvt1tZWlmVEvgAdAUrlG5M8vV5PoHMuAQEPBTybzYUlvV6PB1j8aAgFt4zc/N3EwAmKFNZKpcLnmulZzj6N43h3d3d3d5cbUBg2ZFm2u7tbNBzIUAfr+zaLNBSUUso4LpEDlvpAL4YUQrRakil9KSVot47xfZGmaW4yfud8FzD45PjQm3dutNvt+fn5ZrPNGbncnMcgn4jyzPD1w9rvnZ2d9fV1a22n0+Hw29Fo5Gv64jhmdxxfA1ES9ft9HkjxG+YlaDQa5cFovt/vb2xstOMq05hRFGVGe5aVlxFrc6VUo9HgAFWype2NoUtuyxKaVqslpZSirKZgPa2zwEkZx3GtVouTymg83traGo/HURG8mee5zS1LFVyojNZCSP5ceZ5LGclI8WSZja8kBTulmaKUccJo06/nvrbeWitk2ZfjskmRwxSkzcgYDeBW6SiKcmP8aMaN6gRrv234Cl4Qnhf+bX9Hp2kqZaSUImu11kAMGk2v15ORCnWV7HDzY0Hm9n0otHdUGmNEUbnOUS68ETOFK9QBKnTiJuHXzyL8ExEtmHDeFNY2ht05vKkOM12mS9GCnae7VWEi02W6RAr3Db6YmdvEbjKLOBOwzBpew16ZVfDDT9vnRHvMdPTUwXShNR0+5PKrBO2v8AxteE/XM7aXjQ3hwlMgOXp6B6BX4iLsz8IW22vfmuepWCdIRBuG5wSs6fRboRCsh1vzMkYGfSFBce59SlJB4e4JkJg6zd5JtUfDNgt707SSjiwShecKnSHNkhAopVRCVKvVRr2VJAkJyeLGIFipFJdzKubkxt1xh+G22NW8gS+JmAInFgx70Fg06FyCIZ1LAGjtJMlAe8fVEHTj1KI5Xtx5UTYmt9oYm9s8M8YYq/04E6xBEEopAzTKXDpzLCRxlJpgMywZS47d5P2clADkl11EazEES5YQHadXPLwDgbijaETYIO/Ojg6UHuBFt+TEGBNqciLCIKzFc8I6KA6ZCDL2N0HwFyWULsYQlk9dXeWEbDIu2b9/JDu1IApUgFYU3Oyk9bdMhwsjN30DQdgwawmdztkSokJAY0w2To0xAqUtNhC5tR988MHW5sa1t6+12+0jx4+df/7546dOtqt1AMhzE4MgIDDWGAsASkpVice5Zl7Z8DgPUUQyxqgwPJRUORUm5WmMROCfbW4WW5CBINBBPqb7kBO+kMsZWRVDDhdDRLNzQVdXV59//vlOp/Puu+9evnyZC9N59ly0mLhCrVartbq6evToUbZUcWUCG37C52jYGvQYvPfEJ+ITxbFeSRXHMXMCDEr5vvvggw94Z6yUOn78OCf7X716dXt7++LFi8xbNhqNpaUlLitrtVqdTqfdbtdqtXPnzr333nuj0SiKovn5+fPnz/NGrdvt7u7uDgYDRFxcXDxw4ECn02E7B29foijiZgsAaDab169fv3v3LvcKjsfjdrv96quvrq+vv/fee1tbW4PBoNfrHT58+OTJk9VqwuN8j2Qe/+gJR2zcHMh2zZs3b25ubj777LNJEnU6nV//9V//lV/5lXv3HgyHw6WlpW63yxvre/fura+vr66uLi8vK6WWl5cPHjx44sSJz33uc9euXfvyl78MAM8///yzzz57/vz5T33qU+12WwiMY7YSgRCgtU3TtF6vhv0cPiEm3NP4m+6ngny4H+Ll7eB/WruglNJa4nYQrbWUWASBiDxPrbUC0AJUq1UBIKIIQeZ5DkKMRqM4qY5GI0BZrdYAYDwe8wwiiqTXsvr9tLdgMOvOiaAM7fgu43gkH+/Bx5lxIONDVoTyi/BkJFxs+a8wMiznR/zDw6Hnc5SMPTbz5QHWWq0tw2ylFAi3ojK2sUSWNP/FcIrB1Nbhw4eTJInjSmiURRSumgKRcTLPUm/fvstmtrm5uXrLjWyMMcBuQ6NtDhZB2ViJGFHu7O6yZpI5OgCQSqooGgyHw3Ss4ogBM4s2WfDpn+bGGAQs4lVMnhsAEMr5M8ejjOcLUso8N24UWNTSeGLNz2uSpOI1QbkxPCQydsdYB8kY0vP7aTVaUSXhY1UAe82ILk1TlHmknSyWL3VtDC8mLBcPF3OPXT0Jxm1rTAYqFUkpydVORlIKqRIi5BcPu9HZKsx7VI4nnVQGkv9bfDx5uSMEr++gonncSzlyo116atnWQN7ViUrxQC3EIYwAnWVJlBYy9yLBpEkg+L9ayjepoOlEsRkOMwjDukj2HBIaYyzZsF0Q9ljMvBm70OW5YI6CEpzY0vhnYrCST+zzp8seZgn4H/8UmHrCwv4h7YEHcfohS0TTTgqiKVw3CYA/gnafny/XR0/zSzitGN3veTPzxamQR8JMZ+EeJM3yR2FdKhCagGZCmvJHQYCiQ1aQiKwoC9AwvD4IqcSDIginEQ574h7P3oRn04baqiBxFbzO078sAJB1l8GUaZAK5opfREnJjcxRFFXjpJCQucrL2QdrBklrp82jZUdFcQSYMuLQKoZ6llPDAC1ZMEVs1ESypZh0TLGzDhFlUc1b9N5AMSsSIESUxEkMQRin1TrTWlud+YIjY3IyGbiGscR1H1mLViopGG9YowFACQE+GJYIAaQEJOtmQBTW3NtS/zzZteKPEl8VOLXnpjJ6tMBjlp0DiCjl9OLl80g96gMA6XYbU4AQiMWgxfNDOk8qeZMrGyD33nQh9R2+W1Eojf1pRURrXTXqxCQI5cS1UazOoY7f470wotrHzaAVIIFdrcYYjn1TShEJbchaW40TZnq31zc27t6/8f7VH//gh4cPHz5z9mNnzp2dX1ho12ogcJymuTXs+M9GY6zXXO5dEfMrWFSMPs/rsZCvXE9wquoUAKyYXtkxXPQQrEDLwTcCoxz24m0iGg6Hq6urhw8fPnbsmBDizTff7Ha7nNvJmzn2fTUaDc4mYUDIfFe/3+d0eA669JNUf7/MNIk9sbHwiWjH35IcLso7aWZQnbopzxcXF7e2tt54441jx451u925uTneO25sbPzbv/0be+o++clmpVJZWVlptVrr6+tSyvF4fPfu3YMHDx47doxZncFgcOfOnaWlJaY4eJ/kySUGk2E6hd+Ur6ysrK2t3bhx47333mOOcW5ubmlpSUq5tLT04MGDn/zkJzdu3Hj99ddfeuml1167tLCw4NnpJ2Z7hkHYjEKjKOp2u5/4xCdWVla01r3e7k9+8pPl5eXxeHz8+PFTp0794Ac/ePHFF1977TVEvHfv3mg0Wl9f5x3t7u7u/fv319bWzp8//5nPfAYAvva1r8VxPBwOv//973/1q19dW1u7cOHCgQMHTp8+ffDgARZkKlXNc5f8wZs29qeFdJ9fNsM+sY/ECriXtf55I0CG5ffv3w8quFApxaiPP2O9WuXjMB5lWuukVotj9NEdfK16hm00GrBM0Z9Kn2bpN/E+WoN/hb9OkqRer7tESiK+DqvVKlP0bKVzQZHgmKKw53Yqwsf78UyaMiyx1grMOfCTGX7P4XN9s7N1CTHh+hYCIGm1Wiw9ZdCoyeZ5Xm3UD8SrRMigjvGPUsr1LwmBIL0vsVKpCKH4RYwx29vbrJeuVCosTQ+hOBNcjGO73e7Ozo61kOd5tVaVSmV5Hgrj6/X60tKSzFxdO6eACiGMdldpkiScSGXBJXmSLbc07LEUkfJMqYO4okwTZUjGWB2yrLAvWhU5RyIXr3OVYq3W4LmtLtrYLUGutetImBVlzMCeh1ma3GigSLgBP2EJJ57GGGOsEIJlflaANiaKI3b9uFZ3pyl1FzkRoRRcgspClfB5yn+IjwDb6jgvh48qKklE49GIOW1upPC+hjIPxge6FDUhxROEoZ0plZYWuDWQtVrGWgp8fVAU3zFQ1NYSuja8EAMjwZ5tUum8gGCfEN6Ms2g0/7+m2TZbbFGEq6CaLTMsvm+nLfoEgnwQCz59AhzNePEnYsWJH36ih3wmUJz6IZiVULDfa6v9GUWk2a3QHwHq2y841Ed7zKQjpn7derBA+6ofxVSnOU1/XQ6KAEEQFIGJMxheeMwmYLKensIwV8FkVoBG7TRgmBwahWeaSyCCWYVTXroTWqCM0oAVhrda8EHnSRzz5DKKIoUCAI0hKhu0cSqxfeb1PVGiGN511lneRNiMV/QfFt2TxEQfGQswGccCVgahukKAKwNF5OhIxkIU4BxrXLQliSK1CkkIjKLYFsJntEQMMvPRzs4OIq4dOmKMuf/g7mAwqNfr0gWaEhnDjkqW5WibMw4UQgkFwJjBsbsuE4jTknHyBvFqhKIvlfaivj0dEi6jmSXafsEqhg5mktAjACD3DKA9qK+MKgVEg4TcQ8k+NGs4vLWwmD+h/MBHh05dAP6dB6Wf4ccBRFTFboSfJVNpkCHfyLZrd/JQIMrcCqMpy/I810WqOdPlFClVjZO6jUSSGGP6jx698+jRtZ+88/1vf+fQ4bUjx48dPnZ0YXmp1WqiFNoaANgushkYRAkhrHbPeEKcUK6iCwmc0iYI2LtSFQJdcqJYIvDeff8F8dcCIahgnCqZ5WEwJyisra198YtfjOP41q1bn/jEJxjgsVuPI+mq1SqHknMGA4/M+dMxwxZyfT913/dTPu0AgGWNrI/iJBIvxGo0Gqz2tNZevnyZK62vXLkyGAyiKBqNRjdv3rx69er16zdee+21er3OsYQcXIGIOzs7KysrnCq5sbGxtbW1s7Nz4MABH8SXJAnL9hgH8maLCZnRaMSyOr4H2XOIiDdv3rx8+TJza/zm79y5s7a2liTJN77xjdOnTy4sLHASIG+SeFP1mMPocQ7zlj76ot1u1+v1bneHHV8ciEJEt27dOn78+NraWqVSOXjw4Llz55aWli5cuEBEW1tb77zzztra2u7uLpvEWPz50ksvNRqNb3zjG1/96lf/7u/+7uMf//h4PD569OgnP/nJ55577siRI0tLCzwKQ5TGcACJTpKqd/cJoYTgjmlS6sOhMiLak9M2+wr5z+mX5zHHgwcPeKzkwYC1lsBaa2u1ShzH1mo2CLFOL8/NaLwtpXq0ub2ycoDVg4W3Ng8ll0VVuvMscUJ0Uu70AAAgAElEQVQsUzG8yWZKhE+o/9Ra6zRNWZHIQwf/alprFSmGmaHegVsKPJJhk4UQolJBvqOzLNN56UTwGUvWWinLwA9RoEfrK7wBRAoMgVKdU+5q0OM41jrnN8Yol0NQEbFWqzGycgyVlLVao1pv8F3AIaIMMnd73Varxa/Al7qDrylUoertjrVao9vtbm1vNZpNIUSlWqk16jyGKJgcw3A9iiIS6P35LExFlFmW5cYxq1yDwcZCpWJmC/nMAkBudJZlQM4OjYiZZg4TtdZjTjpBtASmYF8ZSCdJUq1W0zT3VljW2fLlMRgMkiSJK1WeofhQnEan7bX0xhg0NkhJKcWc7mQFqTlOjqGkEALBZlmW61wIR7JZa/PiIcXrJ2tpsixDlHvrPQEgKoo6XC60u0+FtRYMcNKVnwkm1QpvAr2okgrjfZqmqdZRFHmzJUuLHY8dkocergSw1hijea9FQD58NZiIlT0NnP1uITROIyI7UZ3WKQgyncY2WNrO98KB4s3Ykt/DMlrm8ZgtIB7LrP6Qxrd2qhowaGuY1cM8E2uFA3GYzA79yJpaJ4Hf419QTRJjkya7aVY03Bk9pQeb4AlGvf0OED5ec8LbXj91ogBNMR8c9rZxS7uX42JZYGeLKAYAYSdoFjEhh/ObP+4JDOo1wuMrvPGp0APSTNffTHdfeAWHw+bJ/wuItgiHtKIQmnIVeiGT8wXiIo7iarWaJEmSJLIYZLo1aVZBPP99IYScvGzYRTI7RNW6bE4kICGISCJBcXYcuW/JkkZLSKzenij1nrKNcSd7ARgMLzEOV0gItKggAHg5sgiIpAiFEFJIh7ElAEQAYEkTwXg83t3tRklcr7Vq1Ua9XieiREUCyVrLV3WeZaPRqNvfTtOU2H8PhAJZrklkEVXYv8d9LDO3QSEHOLNMvKijsR4HOPEFhChxqnuQoOQPp7k+wTcsoi6WLYEO5glyabpOdh8k4orytJIIdQU04WELNev+nkKhoGQjVdnhDhOE3hTUCfMhvA/QMn8Lpa+mSF1343CwmjdYqBKwRMZKgjiOKTcPbtx6eOfe//0/36s1Gmc+fvbFiy8tHVit1KrNZjORSkSxe66Pxn4rH+pzJnUGE/FIZaDLBL51onF/6AiQKXxBIEUhPBBoiaOPSoHoXm6N9WCc+3fw4MFf+qVf6na7hw8f5nI/nuvzU3w4HHJ1lZd7+QZh3gOF3gkMg4ifDto9peXP/1i32+31erVardlscvYD795YBcfR/9baQ4cO3bt375133ul0Oqurq/fv3+e9Zq/Xu379+l//9V+/8sorZ8+e5ZN+5MiRW7dubW5u8oZvMBhUq9VDhw798Ic/HI/HlUplfn6ef7Lb7a6vr/PO2CuUeA/t5EmIvGFlLmV+fj5N03fffZc3aru7u5w4ysP7H//4x+fOnfNxO3vHzPvNX4UQ/X6fNWBa629/+9t//ud//tprr21vb+7s7Dz33HONRiOKklu3bnW73YWFBU7f6Xa7GxsbZ86cOXXqVL1e73a7zz77LKORPM+vXLmSpumJEyeazebzzz//4MGDr3/965cuXfriF794/fr173znO7/zO7+jlDp16tTFixdfe+3SkSNHVlZWeCPOUlg34CjCln+WXNDHT3v3apx+rlzf5tbW5tYWuoGgdbFMxtmQ6vW6lEhEaepceanWlUql3Zl/5pmDuba9Xp/VmEmSzM3N+c2uryrx1KgP0WUs4UM1a7Ua/4rnuELcG252PSfjn197R7pT+87wjhZo/V8pigTcY4VTSQAgEuhZGv+CRtu4Ko0xHIHLoNEYo7VzDxZkptOkTG/0QRhj4iTmO4iljJVKha8iLkPnpFkec/gwyV6vF8fx/Py8UnGtVjPWRHEMRZmBD6bSWsvCwJZlWapzrTWQUyBba4fDwWg0IgTm6zi8rWBZ0Vprdc6LDOM3rXWW5pxIiYggHNuWpin3MQCAiqJWu1Or1aIosgCsVs2yLM+1rzl158gUIkPhPG/uw0qJAYvr/gGyFpRn2mEAMiKSLQUvRRoNeqs2AfHR4NlZVugXvPXdAmd1xlxB4U8Q/9d4XzFxNQUnrMZENByP+/1+ljovyWAw0NawsNbrfoWM+PmCReeB55xngqUgt5NACFXcgJzH45q92B0thPO6ByNIf5W7SNLwfnGkAOxdb32FCZZITJTbBproJJxug3jSglbWOwdBlW43K552QQtv6pmPyNDjN13ovc+DdQbi3Z+JmVLAwj4Ncx9C4fmhWtqfDEBnKRsnt1uTjxkx7VyEyTRRQJxmEhE9DYUEflLh0ifRRWmib67jQb5w2iyO6Q8uBVPwGhOgNyxuJF/wPo39CrKPSoMkdwnuPQIzD+wkJBMhKUeE5EojXEmde0em1J7JQs9ZiRMOJo6iyCE3C9YyQybCUS5bIwhnXF4CECYLPKZOHAe0kCAwFtHa8B62HNREHAMMlqzVzCO7P4vu7BRetYn6AQhKS5ni43p3yXCOefkis9cSIQnLQTwFrEVBo7EGjIaj7vbOnXq9Pj8/nyTV8Tit1+tJUlFKkTVEJAFtxVaSmpCiP+jl6diSJrLsOgCwEiyRDY4Bw+/p6k+Bjmwha3HyjsUgdr9wxAVEHj8ag1OP0zdLWNphp5YYiaV8lIxFRCsKm3LBUnqK0IHGwoHmCLXgOqfJ3YkIbMY86ipOypSwmkLnT9A7ZPey90U5CoQUrrY6z3WWas5KFVJKmQhAJMMPqkE6rMSJipVAVChA2yROLIIh293c/P63v/PWG29UGvWTp0+9+OKLyydPVKvVarWKKsoJchaxRE405YIyhLuvTQHzfGpyuWYLpOBGsMGyRIHfTwBKW0BEA1YiFQm8+1U78J6MS/lGo9HKysozzzyTpmmgDjJSSo7xZCsdBxrxEDpEKaG7zzfhTnXJfCg27zHAz1o7HA6ZfqnX6+zq8SRJo9FI07RWqzFhsrS0tLW1dfv27QMHDtRqta2trfX1dURcXl7+0Y9+NBgMlpeXn3nmmQ8++GAwGLTb7Zs3b9ZqNa9lFUJsbGzcuHHj6NGjc3NzvDfykQPeiReyc35sz0n61tpqtcqhL0wtrq2tjUajXq83Nzc3GAyuXLnS6/Xm5+cn+mD256/C7UKv1wMAHq6lafq7v/u7f/RHf7SysrS+vs4exRdeeGl9fX1+fv7QoUNcMH3z5s2dnZ1jx45x7j8iXrhw4dSpU+12m08rf3xWzd24cYPzSOv1+he+8IWjR4+y5LXRaHz3u9/93//7G9yIeOHChbNnz547d455V19Fzdt3PjsflQjzP7NUMBx3PXr0aHt7u9gy2tAelpFpN5uMA6WUAt1516SbzWaz2TQW2u258XjM+UDW2iSJsixj7XGQle9SHNM05UcnH0NGX41Gg6WJDAAY+bAWl4EAX/BF64z0MgffCeHFqP6e9Suh03YWPSUeMPAtwPwhz+iZMLR55jedjuoXWKlUjKbReMRwxRcAsmYeAKRQHogKIfLc8PagUqnEcYXfZ1q8E86gz7RGxChJ5qtV/gicU8rtiD5JaDQajcdjRNlut5eWlgfDARfNOU9gsEvmQzoajUZZKoSIo4Q/HZOrUkoZKYaXXCHIgFBK1na67j4iUlIlSSKLZjzjciMz/oBJ8a/ZarfabSZmh+Oxd11yEwZza0opQ1bnRmtdrVYZCbp+OYDEVTWOuC+UmwyxOFNJknB2S3h+LVlvOzTG+nw8SzaOI96eeLkH35uMM/mQkrUMw8KxQgkjC2LWpXaBCHTLI25WZBjJb8+hVADGsVGM3GMRx7FKEtbn83HOJyNVisJ0D2gJhEC5h4EEQCGklGQtCNTWIE53TllrAWVogyzxTPEDj2nNpcnCvb0rUthpNDO8INy+upD8CRhWPOqpJCT3kxmGTdqAsB/Se3qWa+JTh8Bvj8luJmL8yHx9HwHkc/Yy8hus2a+DM/DfTD+lx10FNzG55SQJaAvIR8hd1ehRn4N7PJJHABBWkBBcS+Z6EwLmxIXeM0Dyus+S8Ss4E4AyjzEkJMv7xEe/BCXyT/VkDU5zoSoslAOFp3A6HVQKwfd5rVZjpy8WPSoGSPgge8a9IR9FYIGkQicRnGX6muL4kEBwR4ThQRwVdkmWYxJSKdp2+TkuzaUsckQXkc/SRzG1sRBi+jbmdgeyvqkcDAFaIDIWEcjlm1sgRvRCYK3WEEIJobJszJHxw+Fwe3sHSJDFJLLG5GApiSKlVJQkTegA4FCIPM2MyQGtAEBhkDi/SiBYIlPE79L0ey60lxQ434r7ubyYBZXcdZESVBZ7OA2PwP23XDQ1hnc6IgJHB7uBgWuqZVDnfV9YxLz6K02AtcXYWwCjFQymD+UUU4DgUx7aTf2fnjJ87iWxpx7/xTZdAIAB4oKmPM/HWQpRHMeVOK7YKEbKFSKSzZDAapEbhSKWCoxJZGS1SeJYxAgCgXD7wcN/v33nze//3yOnTrdarYMHDx49cXxtba3dbObWjAfjSEpbXG7kpAFBdBAWVHGY+BIY9twwklcZR6iCUyEXwgMAkJYrVV2w58y13j/s+RmfpinvO9k1xxIj7/LnHjD/w1Nmj/A5yruBxwe6/Cz/+D3Hccw7oa2tLWYV4kJ61Gg0+KNxqfqhQ4dYqNnpdJaXlyuVyv379x89erS4uMjtDu12u9PpDIfDTqdz7dq1u3fvvv322wDA8Qm3b982xiwtLfkRld8Zj0Yjr4zioTVjxW632263EXF7e5sPF9sLz549yxa+nZ2d73//+4zZWA3FWNHjySdiJP4Zlp/VajWOA221WhsbG+PxuNVqffOb33z77bc7nXljzL179z744IOLFy8ePHiQkdjS0hIn92xtbX3ve99j4Pfw4cNnn3323LlzL730kmcsuQZwZWUFEQeDwdra2he+8AXWuL755ht/8id/8h//8R+cDfOxj33s4sWLly5dOnz48OLiolcVfrRGvj0xCT+HTvYZRxu2t7e5MxARgUySJIjAypQxYq1W41RhayyBGY/HzU7HGsEkTzVKlIqhKF4bj8dpajmXkg3DfsLoXV58bXvDJMeiuM63YNrCe30OH6pUKsw7calDluV+v86v7BNWPK3nxzRCCk8hMv/Gv8KsVxG66MJF4jjm3EQ2hEPRqOaSVzTxb/X7/ThJDjzzzM7uts7drIQ/fp7nrgTcGACRJEmj0ajX636GUsomi1xQL4P0Z5wvrfF4PD8/zy9rLQwGg+FoJKRvoihjV7TWJsuZsfR1Auw27PV6WusoShqNhoxUv9/f2tqKowoP+/I8BxBRFEUVl5wZRREKkSRJo+4SdMbjcZprF+WS5yCEcyRWa4PBgNGdUCqOYx+2yRYYAGCpIXfh5IZDv2WlUsm0JiI3hkPgH2b6UUSxH6lLhfyJ/GFBAX4RNsYaY0zQgW2tQZRxHLfb7SiK+sNhs9lkeTCTyWmescFyygHEkJVJTmut208Gdx5POXVuvReAk075OHMAqTZU5JRKVIpFvz7PlogM79xmeaxCBk9KKYDNLBPS973TMabRRRDT4PYPWBpEbbAf8DFUvqSa75JS52m9uq4UlJYTT9hXr+EWrkKKZrEMXyy3UpZssOHZjzoMPZ8TWxoUexHjfiTkTGXfUwd5+sy5DzeGU/g00ZrwZJpu9utQ8FqBMY4m66sD6PaE9uRJOAShzNIWCQ1uv1vIs4RjNtwWj9kPJJCeG+RdJ+15z8wMuDkj+tMfmqzcnzY2PPfTbiiaaScNxwy033iDiAk0L0p1lzUXMAghCjxleULZqre8fw8RreHtrAt289OUIjWk9BsUPMa+di9rbVGGUETFWLKWuK9QEBhrsMjMMABUeNi4/xCMtTpn+GdhKrETQofYpPplhoCbiCLlm1KcrJFxa25dOA/nYRJaS2hyU280UYg0TTqdTqVSyfL1PDfaktZWSguEZCnNjc55JmebzXalUhkNh6PRIMvGZDVZENykKLDoh7B+vDSZ/FGa2aa5MFEOyWQpa0WviRdCKBQhwzl5FgjKBpc97L8tetOL70jrIB8iIlgM/NxIE9ZKIYTE0g/GK/DEsiJK5adFd7f4H3a9l7KocIXZnPZetZh/kkGRBW8H2W63n2ojhOLCJW1tksQRKkGE1gihcmPJGMqyCEVVRGQzhSLPc5ACCUibeqVaiRNr7P33rl9Pxz9CXFhcXD34zOGjR06ePr127EitUiOAscm1MTxX1tZQJBQKrbUttjvl4LZIdvUxD1EU9WwmhNjt96Io6nQ6aZ4nIExuBUItSawx2pg4irUx1liUOHMpCxkYv6Py6ef8h8LnsR8AeyYqpKSmZqsfitZ7DL/nryg/YO52u91ul+WdANBsNrvdrm8a5I0aFOGHPCbnxmr27J04caJarfZ6vV5vdzwePnhwL01H8/OdPE+JTByrXq/bajWiKFpcnK9UKr/wC6/s7u5evXp9c3NzdXV1Y2Oj1Wrt7u5ubm7u7OwcOnQoTdNHjx49fPiQCTQ2gB0/fnw8Hj969IgxWL/f39zcZKTabDZv374dx/Hm5qYx5tOf/oXFxUU/3/UdAE9EfWmaDgaD27dvP3z4kJsk5ufnDxw4oJTY3t7WWj948OD27btMOf7Zn/3Zt771rU996lMPHz7MsqzZbPIme25urt/v85Hc3Nr60VtvnT9/vt3pDIfDVqt1aG3t//nMZ1548cVc65XV1Zu3bjWazSzPozjudDqf/vSnv/a1rx0/fvzVV1+9c+fO9vb2H/zBH/zFX/zF8ePHX3nllVOnTn384x8/ffq0v8xCxSDn4oT7SL8D81I02CfX7aORAj31P2vBWnP16nUuRmclhd9/51laqVTq9aoAHGXjROF4NK5Wq4PBYGnxQKPRYBQ3HI64KJz7qbm7kukRtqsxwvEX+dbW1srKyuLiIse0MtjwVdfe4sW3J+OBAk05a6gly6EsTOb7Nj/f9whFoqaUUoFyOEQpayBLUwCIoyjip4Ylaw1YkIASkLQhRixSuA0xWSbcGE9meU5EjWaTxy7VSs3G1u/I8zwfjVIO/JDSrTCOgQQJYDwMBgBvIfY5NyxN96sNKxG4Ecpa0FqjwCiOXY2NFGFEangpShElSdLd7d25c4fjT5PE5HnOrjYGVO5xKWWem8FgYBEYgg6HQw590cqw8LJSqTzaus/nKIqiuFLhEtQs3+Wmcn/6+OD72zzLsjxjQA6+uV5rOxqN0jyHoiiCV2OuQ7DWishlJSil4qTKC3UxrhW6SJPzpnfmCXRusjwXUvig7GazWa3X+R5kEzIA1LDOgRHGGBSC9R0eu2JARjFe4ggWKSX/yvx8Z3t7m8XefLrjOO71epyBvLC4zJ+alSNe5BlFERAopXirxvreXFvQOYNGIpRK8e7LPxyllEhAhUpWFHEMoemAd4Ge8i3nlTy8Ruc94YEIFGUz5cIyi5rzJGHxGFX+UvHVFCEEnSmbRHJKvCnQhZM9eGHuqLc1+uH5NMqliZE3B/mEU+/HcHdeBe6k0UF8RlhiMcFhFp3AT78UK7bzwL5d7Xt0Fh9mfRcEIVzGWUBvr5Xw8dzX5OefAGBAApjncFN4QMHtImUYvYvLQOulnoBWBBUIDvnYGUxXGYI/eSD2DNQnLrXgpS3MqIQAX8vG2S1TT1NVTBZ9eFFxz1hj3Z0Wx0mtVqtU4jiuSCmVVCHZIr0Ldp9EGlF6yUgG5kYRFFFM7A7Ruo4KAQIECeLoFKs9qABbSmQRrZsyItGe6kLaG3m0xw42TVawTDQ42hNaWkTByZBFIyenk0VcvcPzsFq9KWUEAomQDBhDoJ1vO1YiikQcV4RQSqnRSOXZ2JjMkuYgYhQCUU8Y8EI2slh6gPaEGZEJqvCCaBAp/ULG16crssNZklqHncQUMPNLVPmdID8NASf/12QnhyWQzkaCheWjKJ1HIAeuXfwqAFoELCwlBFyf5ScLcp/sqDBoZC9HSoSWILektc61JkRCaYDQmNxJWK0ga+JIKoWkRGzBUqrteJxXkkQYg7aI8BIcTIci1XVQgDja3Hn34aN337r8f+a+M7e0+MlPvbJ66OAzhw522i0SOM5SIEzHqYhjll6VGWFEU15EpoPyPLedyk/ee+/qB9fjJOFChWZSXVhoZ/1hZlI2P+SkQYBQUu5JnHrKqMwP67v7qPicxw8XB4PBtWvXfLkCETF84vIGDpvxyJOntgy9EHFra4ubxJgf4Do+Huf3er1qtcr57+fPn19bW+PWryiK1tfXr137QGu9tbV1//593r3t7Ox0u93t7e3BYHDv3r2NjQ0WOHS7Xa31w4cPoYjgHwwGvPXhZrMsyxgEciQMJ0awU2iqCOExR4PZj+3t7Uajsbi4uL6+fufOnSRJVlZWFhfn2dmIiIcOHWaRW7/fX19f/+pXv8ppUr/3e7+3vr5+8eLF69eva60XFhbiON7Y2Lh8+fK5c+fSND169CjH3hw+fPjMmTMPHz7kzdnc3FytVhuNRktLS3fv3ELEF1988fjx4+fPnz958uTv//7v/8M//MNgMHj77bc5ZPWFF1549dVXX3zxxdXV1aWlJV8tzVtqvh9ZFOrPMn92CsJ4fa4J/Bf940NtLRRNqOjaXwGEEEkh9OV366cn3hk7GAySpOqDOpMkybIxkzOsJGSowEg+z3Puz+x0Oqwn9C18jP28nNhTxE5hyImFiIxYNh5tsbOUo2X5V/jWCCsHPLzx3ipjyFe2hHtln8VKRJnRgqwkOWWcznTOT1ullJQRgDCGhCC23QIA+z+iKCEiUQg+XbCnjIkot1oG9uBQhupBb7ggKKFC91YcxxWqEIBldwc6LxZTlKbI8IyiiAMn+ZbkkNUkqWZZNhqNrbWtVssa67fOUSQQUZP1xzw3ejQabY92WP5QrVaTas2zizKK+Hhmea69cy9QS7KilQMzhZJaa6OttqbgeIWKY5bsuuMWKaefZMwPyEtWkiRJpcYdhny+siwDlIGNc/qRF5oAhRAmMLq7+ZpLWJBSSkBkoybrXeM4zgv9sCv3Q77Uo16vV23UkyS5d+8e9+JsbGwkVeeQ7Pf7nAc2Go1qtZqTmQwGfKfzAKvZaE+ZVBnrFu2soLU2hYk6iqJ+OhZCSBQcS8BZL9LvUQvPLefaKxVNuYVdIVmwGwlyHIKx4z58CdF0WECxT6LHS/Snn2uzFG2+Y8zuy37hPiOqcJ+Pvl/+p1DR0z7pA08jv3/MM12FeOmJkO/nt594aq3jTOSJ7Mua4CkJUJTmKP8FE30oBBIIQJfh7nveiz463jFLHx1JwdY5gHY4YTychnxOj+o6IvYlPXB/kQxfMVTwJ24wAhaA23rcNrRarXLxepk+ZErx+tQtUV7ToRMSCx0r4Mw7wVtu/QcUBZYWBIY0/0W+z4mIqwkEIpER5F1jNuBXudtg9ga3+CCzY44Y9TFj6R2E1loM2S3h0CxZl8QlhMitkVKxlCVOkjiOlUAWoRuDZIy1Nh3nrFWLokhiQwiRKpGOIc+BbM6RqgXLap7ggJplCJpCfX7KxWZEHpS4B8AehDyx2k3vxQVM5o6gADHBo+MUri4vDApsxCWAJlmIRW0porClxBdRYhHobMo+VgL79Iw9FA2wbMbMtc60yXMDQhKCtUBg2RihBCmETGeRVLFSUkgiILRIkIEV1hGhpQNGiFalwnoVTVaANGQHuzujQf8v33+31ekcOrx25uNnP/bss4sry81Go16pDgaDdDxOqpVIijRNyVpOvoZIWmtzo60BpVScRFLKu3r0YLCbVeTQZj+49pP4drw8v3j66LFWUmvWqipOjDb5OI2UklLKUbbPhOin+eZjvn5iz95jTAVPb+IaDAasjtve3mbgtLKywm7JcF/oyz99CzaTHhy30O/3jx8/zq2DN27cQMSNjQ1jzO3btxnqsC2HCZD79++32+08z69evdrr9ZrN5s7ODvNpvv2PBZau51oI/nVOwWHDIU+sfbM2x8P0+31uhvAXMP/FxyAcJgqY8+z1epcuXTp//ny327127dr777///vvvX7ny3sWLFxcWFhqNhrXgd1Ec2cLbyuvXr//2b/8260IbjcaVK1c++clPssnz9OnT/MHfe++9b33rW1/60pdc7LCU1Wr18OHDzz//fK/Xq1Qqg8GAJaaDwYBDU+fm5n75l3/5/PnzXFb2L//yL3/zN3/z9a9/fW5u7vDhw5cuXXrhhRfOnj37zDPPeJ2hF+DxOIOpGz5rPpLeCeGeQvj6c+H6EEZZymif+UkpMIxwYK0dOJ2FiaKYI0BcoGWaZfmIy+6gaDz3pc8M9lypT5Gc1Ov1VlZWOp0ON54zfT0V0+K5rzCT08+/8jxvNptMoXjMluc5U7ihMi2Q9DsAZg34YnevC2U44+GliMrgIvfQR6siZfOcRxJMQ/GfyK0GgUIoAMFKGABAEmyWAkSUEbtmrCVfhBBuZP297Fk7/xFyrQOFjuTnhyWLguMUnG6W7xp+V3z8h+mYc4D5ZvfNhzy76ff7laTm7zWuUGfbyGAwMMYQglLKH+QoigidLZOITEFLssDS7cWDcXJx0Nw1QERZmqd5Nh6PV1dXk2p9PB5z7DC/4XGWegTO6M7bDlmBzxxyeIMUhFUZi8BRLswwlf17VLYOhONuf7v5aYKTGGRZwdJDFEVCSSLq9wcceerHbf1+3xP7PpDWV+CwXFkT+URopqOFECjLIkROt+WlIE3z/nA4Ggx4chTHcdRseGCm+QYzbDPEsCuCM2lmhHAicD9H2PD0+GdWsZaWg+4ZqYcTCQhP9zQsjJd7dyl7e7ZpDyLdq/mc2PLNrFv4KH3PM5obpqS/E6jPhtq0cJeJHwLy7Sf7lCg+EvgXJkkE2twpEFwwtjMtNBPF01YCIxKQWAJxDL8GkkX/JBK4jblLmnEV2eULlsXZZafBROx1kJIiCpamvEogWP33VIXwuItLsYv3KQGsUqpWre/KBrMAACAASURBVFYqlSiSfq0JSH/rewUmzk0As3xHWVn5A/gYmykFFe3cz46WtDVoiZjNKyCfIACJQIYAOXOGrMUibAqKWJ0gs4ThhE899c5duZ/2FSc6x133hpcmMsNJhRkzyzMhhCZr89wixNUKPySklFIJKSVFBMZqrZXW49EgSzUrPZQQSZJEkZRCjMfDbGyc0hUFokVUU5rYCSJ3z30uJlocAl/fxPeDVCGYofAsXnbPmSIbWiWhiESS06MJvtWDrkXLCofihsVyOSjlEyimJ2qEANYK8AA4mM6YmWdtb/0Oq1s5lUeCyC2laT5Mx2mekQUrOViGcms47UsIHGdpLnWmpQIUgDUZJbWEjCVLaInRhrCGDeXdPPfYUkVRHCW5NZnOO43WaDB8+0dvvfvOT/5tYX5paenE6VOfeOUX1tbWFludnZ2dbDys12oWaNAfRFHEDtEkillKxW4f6qgR6aTTrERqc3trOxvvbty9t/Nort6sqXih3VldWOo0WxirQZouPt7A/SEh33604eN//Wefu/l/LFSr1+u8LX748KG1ttlsskyOdxV8f0GR3cfgkJMz2+02b93a7bZvduad971794bDoZRyc3OT90DNZrNWq62vr9++fffMmTMLCwutVou1SSdOnGAmkBV6nPPJ74Tv336/f+PGjV6v50P5X3rpJd+nzAPvOI6PHz/O4fI20Fo/5oD4NLzt7e3hcPjZz37285//fK/Xe/To0c2bN996660f/OB7Dx48uHbtWqVSabfn6vX6wsICtxRyMCmny/D0Pcuy3d3d3/qt31pbW7t3/z4ALC4uzs3NsWlwe3v7xIkTtVqNiK5evfr666+fO3fuwIEDKysrOzs74/H45ZdfvnjxIodYCiEGg8GxY8f4z128eHFlZeXBgwdra2svvPDCaDT6x3/8x69+9autVuuVV15ZXl4+duzY+fPnz549y2pJz2jxnjL0BIY+rv/8f4gwGo3uP1wvEup15PCMsWSITKUS8xrlXd8M3RmzZVmW5SaKEu8ii6JICIiiiNlpdswy38VXwvLy8tLSUqfTcdn6gQ/NVwV6LMf0XciMcQAMCmch81o4Fs75bE++7H34LX9hrUUoa9b9H2Va0rcsxDJQ7AvXtsZQn/kZ5gOLRBlALHsFGEoBiWLbIKWksmsOref3/B3hI5S8IdnvtmUkAsmGyywZp6mQUsaRULI0d1k7Hmc+AIa9uFzE0uv1lFLVqrDWRkkcViYWcKXI6C7QtVCyUqlUkqofKqW55oNvjMmLSjoMclDCnSq3+3gBpxBCSCUyydCCs1KZgXRzokrC1wP/1jDN+v0+d+KpKGGKmOfFSilbHChrrUvjExgUyk0rgfywzN1lwjX05nme5TkPVev1Oo8YAv0t55q6ScTc3Nyj7a0sy1ZXV7XWOzs7S0tL3X6Pb2q2bmZZZixw2o0QgooAGMZ+3htnjCGyWmsCIZS7dLliJ1aK74VQUOauT60NWX74SinJ2DJkq4genSKj+AV8/8R+/WG+5g72FHrvPbPwUz3xcB/fXcHXwZ4khf1yZWTw/hHDQPv98efk+8efBvg99YdX01q/GXwmPcWijDPfsQ1PDO73qXDvV7hPxidOApjw4DJhAUW7lysw9zwrTitOkSb3SZPAWKLwpjz0oZS+aBVgcr8+mbCPFPQRWEQodH82pFmmGKEiRWbP8bRQLPqCwEQqUkpJiUmS1Gs1P+Mslgx/dRLyRA8t+wGLtxrgin00iu6ozgrUKVGNJbIWedZoCciEkI8ArM7DTwRFX58SEpAmkRs5G2aQbT1V/r63N7IwznJrn0AUUgoL2hYtolQ460I8zGqNarVSbzV1mvE7ZgWsEFIIYaQUAnTqet4RMZJRHMfcoE5kdTYm4ARIKUWpNS1ZShRTnuaZu3OcsU0nfIp20D3sdfEdr/AUvmO9lO9O3T5hJqfLjHmSxtv/3fKmo2kVZNEhQVMn6zHcEeebISKByDLbHw2Ho3ScactxKigBUQgFNgcATdYaAdYYMGNjJaBWOpaqUakiARKXeXDCmUVL/WzcarU4eW+YjrMs5fczGgyEUo1KDQB6m9sP79y78vZP3v3J+88888ypU6dOnTm9vLqCSqZZ1qpUUIpxmuZ5JiMl40ihICkQEQzlqVa1ytz8YrXTGZv80aNHg8Fo2N3Rg1Fy585yZ355cenA8srC3DzivqjsI1d4fiiYh09xzYUPY/5vp9M5cOAAh+ADwMLCwoMHDxgM++A4vzmDoCWct+BJkrB27t69e9vb2/V6nZMV2YvSarXOnz+/tLQ0NzfHaStSylqtxqAxjuP79+8vLy9zlz0HFXofrN+as+iL80I5RcYnW7KdaXd3N47j3d1dLo8OFchTUUOPOSxc23D9+vWNjY3V1dXV1dWjR4+eP3/+f/yPL7zxxhtvvPHG+++/v7m5+fDhw1u3bsVxzDLOJEl4I8sIlrfgt2/f/vGPfyyVqtVqf/iHf/iv//qvL7744rVr15aWlo4dOzYYDDqd1sOHD99+++2zZ8+ymarVar377vvjcXbmzLMcnyOEGI8zIVSa5vW6iKKkUqkhypdeevkLX/hCq9XqdrtXrlz54z/+4//1v/54cXGxXq+fOHHi7NmzJ06ceOGFF06ePLmyslRgddI6Y47Uu0z/y1AfwGAw2NnZYWlA8RAv+GRreQvLFTu2gFKcXljE/KjwMjbGtUoxj8cXhocZHvcymcykMdO/nsR2/dqITKz5sm8GgUwvG2MyzPjPjYZOGVit1AUqgYKjEYEIQSJIazVfveG4xGOSov/dqTSZsXEkmCp5Of4IcRzLOGI3kZ93TGnhIpUUtKSAIJaQeJxnS7ZEoECBSsiyFbBAodZaS1YqGYju0FoLFhSjNCEcKRRFTJrllPLMyFf8WUMcWVRU9iFP1pj9m9LY8/tsNptKKf7gRlsfeeUt8VBEl0kphZTGOp7WhsujKPPYPKZFRHaEZtqyS7nb7fL7JHC9r47tF5LXH64UgiKIxV1dIMKTQkQgOdzFWiIUGAYOU2DSc4ZPNw8XTA4bY6rVKleVKqX6oxF/5CSpsOteKRXHxODNI/Z2u+2RJNe6shygPxjxoeaWdn6fnPrOswyfF2eMMRbQ+GDkuFKpxPw8HQ5Ho9E4TYUQhtU3UoLWxpg0S92VCegzxqwx2kwLWf2kAGaFo0zQawWP4tCmLX13fq84kfC/Z7OBAQVFT4dlJixdH8KEbPdY9RD+//RP0YcLcwH8UIdA4JOB4097QJAE658DFFY2LfowRMvVHmX5tSXA6YLFAs/vraUOEerkvgpn75yQY2y9XlRMBLxDWcI2O6cU9oztRTmmkkpVKpVi/oSRUmEAUSiJDPFkKebEQMi5Z5vIF6d7V3b6QmU0XR40S9YYtNaVoVtbLPlkiXgCFdDbAGiBIIB5EzV0oVnWP2ystVPYJkhJckyaDaQmQkiUkQBrmPpxb5e0Tv1w0VqLCLVabWFh4e7du2hzYRRIEICaCNEKCRVZsVJprS1pP4uKoiixVWNMjpTnYGxOZCFw0Qbv8+l8fQV9N0G1FqQ0TIZH7VW6h63osCdovkT4AOSyVyaxn0doBOVJLxUpziwya00UWDSRT65uwtVlECFOKyKm1sRw6kGifMZkmmuUckOWhCKXwqqQ05jYxVpcmexiH+dZpnNtjRJSCRkrJSMpIhUBEpHRliqRieV4nA/yVGc5J45wjBsHBtTipFJXeZ5f+fHbt69ce/O73+vMzZ08c/rZc2fXjh2dW5iPpFLVGiFoY8Zppq1RSqkkhmGqcjve7vaUokokk2hxZVkQ5MMx5kYPx7u9/qP3Nre3ty9evAgQPQbpPT3dN3uC8CSp59RN9GG9fHsfwAcOHLhw4cLrr79er9d5RTp8+HCWZRsbG7xJ9e4XH3/vJXC8rRmNRt1ul4h4xs9pKGfPnmXmsNVqMWvBFwzHza2vr7/zzjv8fj73uc91Oh1OZ+G4Qr/B9WXZPPLvdDrMFu7u7q6urjKGAYDhcFiv17XW586dW1lZmZLoPL7klzfcbBc0xvz93//9aDRaXV09e/YsE3prawe/+MUvfu5zn7t69er9++s3b9588803r127dv36dSJqt9tKKY4VqVarfEccPHjw2LFjvX4/z/Pr16+/8cYbf/u3f8syy2984xu1Wu2555579OgREXF9RZZlWZbduXPn3//93y9dusTE1LFjxw4cOPDSSy+xRo79aUII7oTY2Ng4d+5cp9M5fvx4q9X61V/91Vu3bm1sbPzoRz/61re+1Wq1VlZWLly48PLLLx89evTMmdNhpI0/cf9VwG9nuzsYDKSU1rhMfGuMr1GuVqtCAH/NpJm1lq+9vAjk8IGchevP+NI/U/BCrNwjoq2tLeagGA2Ox2OGf54oDo+GI/+DEgXe2nJNiENZUcQ/BkFYaMgtG10Wrvgs2SkK0bfJSynHJhcoPPBgGBDHiVJCJbEvaXThLlnmUv5dFDh6ofWUZg04oCsAIf6Mlxr+os3CsY4B1QngBHiVSsVYS8FTmwnSpNFghbMxBqSIosig5XCjLMs4WSeuJKG6WLg00AgATKGTZI6LXdgMYLilvYzcKBu/0IutbLCR0AX1VOo/vcFMigil79vgPnEuDywpUCEZipe5nYgO4AXyQs+X8mPLGsMca5jCnRfdj+WDGJhfpXB2xrpK3wXPdlNrLQhMkmQ4HI/HY+4lMnrA2TBsO+Q35lv7jAV/+QkhOp2ONwfp3Aoh2IoJUlhrjQVWkDK4HaVpVFzzaZpqKVxTVEBcs2Sa5Vd+QGCMCeqoHjdb9NG4AWqikOubrjXeO0jdn1t7El5BeqyB4mfwpn24F9mvo2/fz1QenadAfR/6k+ATITI+8Yd/OgAYdqM/5gAVLFZAKBWtkfx9hh0EXMro0TztfSvkiiT3XAE0a7smyomCIAf5ileywYUlQsIKJ6Nh9yo8fZwaD5zqtQrf7a4kvBhyc2rl3uPjxesC8PEMg6Cg0mTygKA7YkEiP0eKGYuWIGxoAG4+nNz0FyG9e72CU5LcMPqSy2SnmmqK81gykUKgdd5CKkLVpLWc/mhZFeOnX3ElTqqVomNUW5QaDYNcIiN8Y1vMtmxJYBBcMyRrObSS4zGOU2dUEGhhMufQy/f3Xs/htCn09YWbcimF3zrgk1aKyZqXGTcLFv0i08WS9KEHOqHfulCrKhfE5T6GmAqqgj2pLX4cW34fSzmEMSbNs8xor5g3QASkSkkpCUsO8wKiQItgjO2Nhpx9l5goVlEklZRSSVGZa1ESDUnnZLQAq4QGS3mWphQrJdFlfgqCqoojEaVZnqaDrTT/7vrD737nP55ZO3TizOnzF55fWF1eXFpKklgpxb202piFSmO1NXf1zq2H6T2sxnG70VldstpkWdaqNzqNpm40Nx887A364/EYo3g/CPdhId9jnkaP14I+oel1/2fkdPERURRFp0+fnp+fZ8nc3bt3Oc6uWq3yisRZ595YxXsOhtksuuv3+wsLC1zSxbrHQ4cOsQBpZWWFRUc7Ozs8e/ZfDwaDhYWFdrtdq9X4vmZrDe9fWS3Z7/d3dnZ2dnb4Z9gRd//+/eFwePToUf4gvGWx1tZqtVdeeWVhYQGKFBMvvXsMvPFb+Y2NjTRN79+//6//+q9nzpy5devW3Nyc1now6M3Nzb300kunTp167rnnt7e3P/WpTw2Hwxs3bvzwhz98//3319fXOUuGXUlc3Dcej/k9Hzt2rN/vuwmIMV/5yle+9a1vnT17liNGvDx1e3ubiBYWFj72sY+98MILjAAvX778m7/5m4xLmXxYXl5uNpsshe33+71ezxhz/PjxlZWVQ4cOnTx5MkmSP/3TP/3KV77y6NGjDz744Jvf/Gaj0filX/rcf//vl06ePNnpdEraRwj4r/hHBI8ebXItHhEpVRZ/IaIUkmV4eZYREAaUl0/GIiJjdFiiAGD9Tt33dDs4USBGXpz5EmXjFvM/wRPKpaHy9/mluMvOFRUYw7axer3OMl1fsx7OOn1shteOTtnDvG7Tw7lIRBAUwUORNSUi4QcT/OkY9/r3zEQeb9B9B2DxA674JNytei2ffwrza3rU6gWW/p8Ugh03UCzsrmmgeJOsuxmOxwAQqZi1hXEcI0rGfvzKUjk0xR5+rk/gj6C11tZIKZO44o+8UJGXGxgvZOUdSZAozjAvzbX/ONZaFEIIyfL1zOgs1UwqLiwsGLL9fp/PO39wb+xkJKaE8qfbCzuDk1uQXVqTRQJCYxgeuyaPAvyXpKtLa4ckSWpFcykfdp4msJjC/VGyWmspoziOU50rpeKo4t3LnGbHFw+fWR8Hnee5JOJLnWG8FJEvUbDWaK2NBWHcbZJl+ShNkYgv6UqlYq3xfmBnSbU2Sdw9wuHeLrOFiBMMJiRjUHJ9U7Gf/kiG8sXggVj2qfmDXPKET3qozbACUsiXTD6FYc9DFuFpHpeBheen9bU9JfLcZ5RMHxXq+3lnNH8I4tUCgKBJZVpxwid6IiCIxMEA9fkWsmmQM6ktLqfjj0lTELCHZPP0nZ1iWqZeP3xZsWfvzswKx441m81K7LPdKczA5ThiISZl03tQwV6aaPbVNnlAys8ftqJYC9aCsQicz1l00BW4wlF/AECGJUNIEMVqypu31zsLJZqFqeerG5uRgclIkiIj1LWFSimtlaSNtZYiY4zJ8pxlUVEUDYfDhw8fGmOEv2a4qN099Us7OwHPq9CSjmUljpWJIx4qE40s1/BMJuY70+esEpVQhBCivj0DC4+RZmn2aGLuVX6v0DCXx7NsAtxzMc+I0CQgr8SzYka/yMRIrNiXWN8szB69cPQwM0NoklREox2hagjYPMM7XREpi9I/NIt3SBIRCLhQiBAtgrFGKUUAudZse5Bs5hCipmJNNkkSiGRcrZgsN7k2ZMlaaRAsgbEgDUt84zhWSZznuckzEStr7M0Prt24cf3fv/36yjMHVg8+s3Rg9fjJE6fOnK41G+PxOCI8uXa03mxupYN7O5sPHqz3xsNqrWbTfGl+IQJhRRbHMRhbr9cx37db9ue6VH5UP7yX8XvllVd+4zd+4y//8i+vXbu2srKyu7s7Ho/r9fpgMGC9FhMjvDFtNBqewfDNZhsbG+12m+0ovlSadypaa4454eMzGAw4yYOFndwWyDiQd2k+AnRra4sTVrjHj8W9lUqFnYecoqGU4pl9mqbtdvvEiRN+IfKaqyc/jwHyPH/w4AEAnDt3DhH/6Z/+SSl16tSpubm5Bw/u1ev17373u1EUnTnz7IULF5aWlpjN+9KXvvTw4cPLly+/++679+/f/+CDD4wxGxsb6+vrzzzzjIoirnkAAM44TdN0dXW12+1evnz5/yPuTX8su6664bXW3vucO9TcVd3Vk3u2uz21MyeMUYgSBXiE+MDD8CE8L5+R+BMQX5CQEEh8Q4rE+wi+gOCBVziBPEQJiRNjYkM8x0PbbXe7267qmutO55y913o/rH32PfdWddsOEFoRlLurbt17pr1/6zfp7OnP/uzPnnvuuatXr4YQtra2HnzwQd23nTx58vr162+88cYrr7xy5coVY8ybb76pJYFf/OIXVZSlXsHNzc2Pfexj+ik00fSTn/zkq6+++hM/8ROqON3d3f3617/+f/7P33z2s5/9jd/4jccee0xJs5Tz+WP+wwx7e3tlUSnqS5xVFNUTqrczLhmTccExpsIHDcbU2Nh+v29M3D1PyQhVxddqtdS0aYyZnZ1dWFhICKq57Iaab1QsMRgMFPLpQqO8BwAou5VMYkn2rFdyQmhJnpcexQk8aB6pwsK4QbcmJaxoTpLmFQERi09Mjr6x1Cyvdr5GXhqJhAZEUcFq8xvG/TrjrLhG30xKr6lPByMiGSMgqCjUmiTwJqKqGimDbYzxwkr6GWNUnZjuRJ0HjfNOQlA5EdqxIjEzub6x2GeA6OsvNCKltskhN8wIyUjJLOmjjcfWiM45RhBGBc+7u7tSbxSVW4vyyCxvNmEkWK6wH8kmk4iiHd0tIBiOdVs8DjupM2DTdat5KjMzXeecyzLN2IyVg0T94TCKfgMYYyg6NnE0Go2qcnFx0Ves16rRf9ZSQWNqOI0JfuvNkkyJzqI6HsuyHFXlcDgsq0DW1K08VkSqeo221qKKexPABtAZX3MXnTI8daLdZDW1ZLImWiconOZddojJKJUEHxZV+B9cOuUDrIzjYT0elJIe2Jv9GKHTB2pusNzY2WOUPoMIEo2ZugayklhIj3eHmyYpC4nVcBSL8yAmQKJWI1P0+iGnmorx0Rx3OKISNc22ChXEa0GH9r8nYgSRQShGUGBy65l0UalYESMY06p3NYDrpannqcCAiCRoI0MdUACRQLsHUn2evmhdB1EHwginoogUChrZP82A1LsOpzI/EQTRUN1ALhAAwGVZnucqoyLTtAUixFqKccqLPshMwnUgqBJRwNhpobXaCAAQ2DeuEgYB9cHXyf6xPx1YQgNXAGvOJBsBQgjCKHVJA4nEYBc2Y4QSxkGRAN57ZR2JiFAQ0OihbzarpIJFxZBIkMar0bwexr4yRGZEFedIECFmJERAoAwNGi4sAJjA3lcdl3ez1vrau7ubG60s17kfUyT2GVEEHZKEKtSSXCIkImCLJIjO2I5rzeedxd3d3V6v54ttZhYJxkZZAREYAgYBYEsEMm6eEQoggGC0/wEFEOOFqWnkQSuZkI0hY1FCiL3qtTqfiCSeNUpSTP3PKjiMtkIeW0IFtIOIJVDdyEdEekuSvhcwKCBi4lVc3y6IBuuGRsSyMbQAicso18ZBrsVATAYwpAyehmC4brZk8eM08MCWKAgwG8GW99AbmEEfBVqE1hr9lF5EgmiWuWWqu+zr4OcUpgcGg4iXIFUUzFRZa3fYt9Z2Wu1Wq2WylgksPlRF4ZmFgwBT8A6sMWYYCgBwRARkvOSAXbAEgHvVxtqr7z7zUt5pP3dk6eTZ+x58+OGLFy+uXD53duVosXzkTm93Y+XYen/3h7ffvrOxLln21jtvdudmgXAD948cXdlfsO5dYQRrLWj2oHIIXllozdRDEtC7NSAz6UIoKfxNi6qaf5n+yQo17A14N7fedAfjB5CPTpHwiaqtqmpubu7LX/7y8ePH//RP//Stt97S7jvvfbvdfvfdd1ut1urqqm6GlGLSLW+k3LNMwyc1wU8b9pSZabfbCv5XVlZUlqabqq2trXduvH327Nnd7S0AqIoRgUjwVVV1Op3Nzc2yLCV4FDYIwMEYFAlzczNzczN7e3vOGa2w0euOCLrdNqIcO7aSZfZg+eH7LPmAwrC319vY2Or3+5tbW+fPn2+12yLS7+/PzHTOnTu3t7f39vW3hsPhKy//8Jvf+Kd2d+bcuXMPP/zwiZMnz549/1M//bNf+vlf3N3dfeWVl2+8/fbNmze//69PvfD885cfenRubo7IIspoVFprmWF+fnFpaVljYAaDwfXr17/+9X/6v//3G2VZIvAjjzzy9ttvq9nv2rVrMzMzly9fXllZIaJnnnnmq1/96pUrV27durWwsNBqt4uyXD1+/OKlS5fuv787M1OWJSD2+v1XX3vNZdmDDz10+vRp7/2pU6du3Ljxta997Yknvnf16kcee+wxEUA0h2XF/Vi4PgNr6xvAgThYA+IrY1suaxU9L2jbnY4xTnTR4RCIGRnACJtuZ857ZkECdJkhA95XmTP5wmItCWHnnIr3bJ4Jy6gqsyxTsVzmrDHGtDJwhozxpZRFIUGstd1WV4S3d3Y0RmgGZ5xzJqfMuBBCEUZModtuI2IIpQ8lkoyKwd7+zmg0cs7NzMx0Oh2WoOw3IqKNzjfVPxd1JbqIaL21zbLAPBwMIvpyRkWhwBzYi5DT5djH+Dcy8WJ15BioRlOQZIdakBYliBCxX5ZlZeUbg+nxvWDI6RbKWDDWidiqqqoyRDYJklmLi9J7zc/sY3dmJoHPUHkvrIZDQGi1O8a6oihGZSEIt969PTMz0263RVBpfHI2MrEgNsvIGmaulGozRMaEEAQl4HjjEbFCQARDREAYOBRFgdY453QZUVl1qI2d+r4SBit8pahSLXNSHy4VCYcQnMutzcgY9StWVSXgjXEhiAKzPM97o0LnlQigx1YYkCgAx50VShCufFVVVafVVZVEwuchBGOtEsisNCZiK8+V5MxMphsJ5yiB2Koqo3OyqgCgrEpEzFstIaOVbp6DtjioHy6AOJdD5RWvqkAjMGQg/X4fEWdm5oaDYmP9PZdnCwtLg8Go0+nkec4sekrYh6IqtUwydxmhbbdd6av0jPA+jnEz65xzgZNoM7pMEoDT2U0k3rkigVQVQ0TM6L23Fqy1vgpxryyip7COb6C0SLFEvrqZYI8I48LJCZs9JQDEjYomTAENtawSCWPRXaRzvR5YhdzCDIjW2nhhTTAm9TqLE5mLUKcqTLm9xuTHIZkakU4QtTY2szMOYE7WLrxJySWC2FRjcrepPNwlqWVa/HMIeYoGIIBgTHyMfYi6/Y9/JWNd46FK1ulf3fy/8uFB/L1/xb2Ir2mdbjwx98yWnORwIr9iGv17KnFMIzSI1HqUKBhriSi3LeXTiSgJ6pq8kBy4Vu69h0uc+uS7HZefNOcugBGzK+8PEaAJCCMLC1Ps4FTV5TjcecqqV1/04/9m9gBkiQQAwgRhm8zpzEyAoSEjJAERCeQbs5YD7X6TwxjnnCNtpAHNeVcuguv2mBCFpukiqb0ESM2aTsSxEbndbutotu9gOOyPRqPgI/DTdIHoZULdZcK4M1SobkOYaFngeGlx3RsaYc1Yu5C6CkFSvyJijF862OUw9RxpNtsckC6MA5EQm1+PKV5AM36SAOizTyBF12rnLIOMidmJIRxh4xFmpuAECzAEwSqEgByhaWBmDhgTawEIke+q8U4egKlTr53FDCJDiV3MWZZZjlXYjgAAIABJREFUNzc/DyKh8r4oQ+UDc/AVIloyZJAMgaBnwRCYuZ23slZuMQfEra2tta2NF19+udvtHr949vJDDz7w6MMrp44vnjx1Ck+dPnvmjbVba9vb77z37t7ue2SN9X52EbtBKHehqkpfsZpznEUiCzZmANejKBPHW4IS56BNAfZYpnuYHv7HqcJIVpOf+Zmfsdb++Z//+RNPPKGBDb1eTzdqvV5vZmZG6Qvdw7XbbZ3r7+7u7u7urq2tLS8vO+e0gE7VUy+99JKytSos7HQ6IYSdnR2Fhc65lZWV2dlZ3WzpOb19+3ar1RoOhyLS6/WqmtVfWFiYm5vrdruKCVutlr4fJdO06FmZxg8NQhiQoNfraSXgwsLCzZs3RWRre2Nr885zzz23srJy5syZM2fOzMzM9Pv9O5sb6+vrr7322hNPPEHG3Hff2XPnzl25cuXSpUtXrlx55OGHz5w5841v/NP/97d/+8wPnh+NRqPRSJMAtbJid3f32LFj+/v7iDg3N3fp0iXtGPTej4b911577fd+7/e+9rWvXbx48ZVXXlGjV7fb8T50u12tQwwhLC8vb2xuIuLTTz89Go0uXLiwuLi4u7urfRiDwUCrL0aj0ebm5sLCwvbOjlKya2trw2HRbufG0H+T0AdEoN/f1404jeUtrE/OmJrYKJGrrXDj9Hnd7VGdM2TIARCDELHmGerPuFau5X4zMzNJ/Mk++LLCHNVkoU3xg8FA20F0nKFEnzYT6OpAROoNqecdOBgMdD3SLf5wOHQ2U/65qqq8000fSqnCFDGibyNJPTWlZlBVSa2auyzP88hDCkyVE4R6AMfsRai5OqgD1hhjrEnco/bXNwW9Sdw49p/Xr6+RKQddABZxOBz2R4VuYzQetqoqDkFZJmOMLrV6jnq9ngJgLWTX8F4G1B9Uk1sQ1ofPaDRK5x2RuLbwDIfD8blHk0SAWZZJo04gSjqNHQ96EJnrUbM1an3UPX1ay1SaPu4trBla55x1jpmLIoIcZhZjx+l09TEhohB885AqsB8NR3ot6QhsNBqpeBUmi3DSMW+1cgDoDQbaQWqt1ZajWK3ZYBGZOXAjQD5+WMUzIWmAU/eJsZnyxkRknVtaWirLcnN7a3d31+WZXiHGZYuLi865/f393FhmLoajQAEN6YFVcjLZUCPT2/B3TKVixkjk8QY7tkfGe7Z2+tRprma6na+pAmt0uE8FHzQXSj5QOjCp8IQpodN4298QXk6Z5BtBnXfX0MEhAOEekqj/8HPz8Hdi5cDWgVInVyMiHg8zCybdYDOlZmKXL0IAoZlho1cDEiKQ1CE89d+CvF958WT452Qywd0AzziRcoI7/hGXn/GZG58/nMiWVAdSJD2xCR1JC4Wm7VSN90ZEFskYk2lWp8XMxG1TxPeAU1U/UxSzmRBwysRmnaXBv0z3bYyTlAR4XDuhmfn1L6qL29KsZuIaaCpA439Oh/injBbEmPevGVYK9uI9qSJDiKxIxIHRoqbEqQAiU8rbwSSDoZqjFxGLFA9I9IGw935/b097dURi2KdEuFVvFpCYGQU00qQeDnEqAdcHmc692hn2eq39/d3RaBBCEGQClJRvhmM7BJENXlLcaxTocnoWRyys/sxAjAyWoBmKUxOuJk0KohODRSAcZvGKQudaZMKNM03UDKE9gCKm4kYFzaQ6VE8uxRsLldCmWvIgh5JL6jtX6F+HwRkQbwBR0MeYtYAEFslDYCZsxBQxIomkas0JochdEkqYEBCEQxk8BAaWYZa1sryoysy6zFjbzil3EriqKqiCBwm+LCqwgJaMI2OMHXHdT03IjBS8ChE3nvz+Kz94fmZh/r5L5x/++EfPP/jA3MqRT567HM7JexubN2/f2t7dqarqZPfIKraHRZ+ITOacMUE4RI5ZY3YFhARAK1Pr6B0kwKmHLcqEPPhuGbwfxDEP/7EEUa2x0u3p5z73uXfffffatWubm5u6ZdEtXVEUuqNV5acmXiroeu+994bDoYKNbrc7OzurcXM7Ozuvvfba9vb25cuXlQBRn5uid92xqZJtbW1Ntynqtu12u1VVvfDCC0tLSzs7OyGEVtZON+9gMGDmbrc7Go12d3ettdvb20rRzM3Nzc7OfmgVDQEA7O/v62j/C1/4wqlTp9555523b1zf3d559tln19fXR6PRxfMXZmZmXJ4tLS0tLx/d2tqyzm1tbb3++uvPPvvsN77xjZWVlePHj505c+b/+V//K8uyT3zqky+8/GraJ6k2Ncuyixcvrq6u7u/vv/7660qfjkajqqq63a41qM7AZ5999pvf/KYWYzzxxBOf+cxnNCNnfn7+4sWL9913X7vdfuyxRzc3t//kT/7kW9/61tWrVy9cuHDy5Mn9/f25ubmNjY1Tp04dP3683W7r1lkltaPR6LnnnnvjjTcuX76s26//FmdfCHDnzh11fxkb99Pee2Bh5hpRFBrhq6uF3rPee88Sg/Cn/MYEIKBdF845LRExxkCLUgZssvZpL5FGWOlFq5o3hYgubvoLReMKM2ZmZjJj9/f3R6PRzMzMwsJisramKRWZcRO6ugebPfJJOKpSw5RMo2o6MfWSB6i3lb7n5jAxfd69vb3UCtAkQGrnGzf1nMZgCqTR75kMAuXEAcYXbMQ1pc0FASwsLHRZ8lZLNYRENDMzs7u1rdgghEBkEsTNskw7PNvttrVZGucpJIg97zW6q+qcJ9X0VhzhsTI8EWZg1BSpu1jX4ixzUvf4eW5s9KOilXQiwMwcQCsBUyio/lQKxeF6wK3iSVW9aswmAKDLxhqf2EVOiAiGQuA01tUXDxXriMcY4zlgRQ5dgrv1M4cS0zAaFcY5aASqKRWpolmsquQRJSIfxvFCTcih1kpd9tPNopBVvy79oNPprK6uFlXZbndn5ma1RLE3GKi30Bij95r3vuXyVqvFCMbZsqoOVh3ozGVypdY+53SlRRkzEqX632a+S3OiPQG3avnxeAsKklJkJidBOKXpmCDiJrWdU8Dy0LSCpoewcVt90P7b/1x56sFNF9zD13eQAUszPcEaidWuMG7637hheAM8eOdjzBHRjU2EjyQTHWJBVWiqmGxwo1MwlQ6hExs04NT2CCb8nnD3NvDmv+IBXlbuomhJkK9ulxsPAwjGMZWxnq4uk1Sg1HSCNWSzrFSDdablMuecpbj2YwNTTW15EaYjMc2ED5WTF28i/ggn2MuaSRgfzqYTDGv8lqx6FAXwTPriPghyLfHjSeNWI4VMsTAIsMpf2SCGlGeDgoih/s74xAcw9X95AJQxMIuLOCMgSm1W1gOhL6LQN8Tkrkgf6bpVFENjzPz8fDkappUjob5YohqYKWqH6+fI+DFkDCZvRqfddTZrtVq93l6/v18WQwVmCXUzx0g0Y0LS4CloTQWJIuKBkfUAEpGgoEAwYIMXMfWvlthMKILMoA+Z+vTROAp1shYiomJDJAorxgd5Kuu1juXk+h3WVQ0IiC5d+IAiQpqAE2swoz24vv0xxGM3KRNQ0TU0wrUR0RExGBYCIGvQGeuMNRYtWgQjEQ+ngQLAh4mjtHkWQqiYDSAYEuShL0dlgQJ5nreyPLPWWuuMtZ2WE/Te+6L0lfccjHAlrAJvEsIQxGs0FKoPcM7kyFSsb7+4/v2X/+3ZzuL86UsXP/aTn7n/oStXjh09P7M4Go0qz0TU3ikEmUF85dGrFFl0oY1ZZypIa7Cy1JivjQseG7M25b3164BwjxCXD0UDHtrjcvB7FClpcmCWZZ/61Kfu3Lnz0ksvKdFXlqWa9HZ2dgCg2+2qknNnZ0c/8v7+vvYlDIdDLS7Xvd3u7q6ScseOHet0Opo7ov/Ubrfn5+dbrVan0zl37tzs7OyJEyf0n1544QVVnK6vr2tju76Hfr+vPfJKA7ZarWvXrulbYuZHH33UWnvixAlVVX2oldVXwTqjGu+rV6/+6q/+6v7+/uLS/GMfefTo8srLL7/8zDPPvPzyy1sbmxsbG+1uZ2ZmptXqLCwuZlnW6XRWVo+rAaw3GOg3f+1rX/uJz3xat5GaUpOavofD4QMPPHD+/Pn777//1q1bJ06ceOGFF55++ukf/vCH77333sL8LBEtLS2dOnXq9OnTvV6vKIo/+qM/WlhYUDoUEWuub2k4KgeDwdbW1tGjRz/96U+fOHFCRNbW1m7cuPHss89+7nOfU3x+/vx5TTne3try3r/zzjvXr19/+OEH1V/33/InBFhfXzfG+KoAZ2OnfB3YqH62wntXp3bp1t8552PxWMQnkT0D9cBb5a/0AtC6EY2R8C52hCiFqCSD0jittmu32xror1o+hXxKser5Uho2z3MDmBjpTqebUtn0qtarV1GiiIQYRYYh+NJX6Zu1XZBBhAMa0s13CEHHT5l1OhpQ15kztrmhTNtKvcua230tMTLGsPhm+TgRVdU4lzK60eogGd2ss3oq9CMIJU9Xc6oe2bzAieHRY5jiSZm5mdbW6/X29vaKolhZWZmby+tUVZuCPV0ePyYzp49DRCHWIccznmgflT4Kgs4FvLD3PnOtFNqUWjd1m5d24NgIINFdqIKKFIaJaKqqGpbRkdjpdPJWSw+RIlhEHNYuA90zR4UnIhjSbqkm3WS7WQqSVTZYP9poNBrjkBrWhhBs1k7Sd2ZGQ8xsjLPWliGmuaZGRLSu2ZSguTIKjYqiqD2HXJbl5ubm3PyiRn0WRVGWXtX48/Pz7Xa33Y09YUXl9/b2QgjqmlZE54OvqsoLC4LKZdMxbDoqkxepebVEi+DY0kkpZraZyXnwTzNUdoJXqPdyeukeGnNyMH6ySfdNBs4dwGw4HeDfTH7Ge0Kywwv67vI9/0Hsd9hxIwC0917+631fyveTQ6JTxtI7aEQspvSUWCAmcYytBjxGRCDgWIAOQgB3+bSNwB9o8mwwGVMzyeMh6eVco7ZmSAbWjqD/rESEQ+WdsWFERZINYNq82/V5p84xa60lk+UuV5YP6wq7hnDl4OUSzYSHc8RyFwusfJAPkl5kahVRHi3VplAds1F/3ET2+ck3oxBHaT2mGp4pgDCGxm4lSPrqqMxJcHoslUROSxQEBGMgBDAGjREi1NTm+n9pqEZECCwCKpe3hHFhCBXzOIybQDjKFBvmdYtjIUEQpthCkztjjJmdmcvzvJ23ev294XBYlqOqDBAvPkl5JzSeVozPxDgmngNONhmGLOJrFkCKpFodFCoNjc04kHpsXm0AANWdGwARivbOZlAyxEwqEhBQpIwa+goxkRVkrCUmvX/192PNXTcdqjhJaKczOE6lk4mPT4QEFsVmmctbWauVZUMrTCUiIwZNCVJQWkOfetoCY8H9obtziSssaA+vQAgBAiORR9krBtIPiNjK8m63u5B3TOZM5oQ5VL6qqkFRchmcc60sc2R1Mq0vUlVVFzOoAgXuWktsqs29F9598ofP/PvZ8xcv3n/p/MULly4/cOr4cc15289Rv9CUbREcFkXinAExnlpBlTwATKeWERwi78RJOcYHqWV/HzHFXfjeqb9MtXi6e7tw4cKXv/zl4XD45ptvfv3rX3/yySd3d3dVtKliRZ30p0h9zatUy58qOTXQIgl7VDKXBtiIqESKJukdOXLkgQcecM7dvn37zp07nU7n1q1b586d29ra6vV6GsihrODq6qq2O6g6dGdnZ29vTysBtTPwkUce+bCQDwCsMyBw69YtZl5YWPjIR65ub+/Ozc+MRqP+fm9mZuYnf/InP/7xj99ZW19fX3/zres7Ozs/fOWVj3zkIyGE/mhobdZut1XaOhoNWi5bX1//x3/8x263c+78/f1+Xw/s/Py8wr+VlRXdU2ZZ9rM/+7P33XffhQsX/uIv/uLxxx8/dvTR++677+bNm3rA5+fnFxYWtre319bWlGLKsuypp5763d/93atXr/7sZz+rMZirq6tHjx6dn5/X9/DVr371maef1toM7Y0oiuL+S5feuXlT92q3b98OQYzB9Cj7cSs8Pe/u7sb8SZHUm6fysHYrr/kQQQAfNCDD5u1WHfESLUMEQDFZRJ9XpigK7VdIDQS9Xm/Q683MzyluSShCd9gbG5uzs7PW4vz8gjKuzGKt9V71ctRqtbV1ut8fYFva7Xa73dZNbdqDaphnTMKsYhUEmzER1wz28N4bg8rDaBZoltnBoFTZpCKNRItNeXXSs1fViWmjrJ6RwFVZliTWNCSaIQTN5aqZwLFfYzQaJUJMq7uJCIRCXUZVZ2gjAI2KwjkXAJsMT5NvjMQBc0qn1EqS2dlZIqvPRpvF9nPvveAYPWLdY6G7qFSz3uTlakFR/WCU2AGjC64xxtYIuYFPYgzMuOAKx59LT6I6sZOFTKcGtXMnBsAAgPcBDnTTMXNZKtCiJq2U2h1SLOpgMOgN+lUZVA+svF/C0sOiUDWs6hfUbdjtugQdU69gktU00RczMDM5S43Y0uFw2Ov1fIjFMDpEUGAZA3KraHdcXFzc2dnp9/uj0aiQ4JwbDoeZdZWtAoiaPKdBEUwUGCSjXWJ0iYixrsFEYmZhTKFNqR5jeiWa3uRAswrlHoYXnrC6yJSd7aC287DK+DEAaTZLK/n8Abm+u2G8/xTg14B5BxWeU7UHEhkkbPhJmpnu4wq45pXEwgCpp3s8osOJvYsXIWHU0l4iMIDOjKE0NjjTBiobH2ItEB1LY9//uDSCdqZ9fRN5Bnfh+qZrteUe8lmERhG9CJJI5PoUyYzpNuVo4rNeZ4TGYLvd1mZtQ2bqyj64h07BuM0POQllGcaXM9fxMPH/GRh3DCSGcFxdmLDx1C+Vmjus+SKVsKJEBlhEQIM9efpKAAQIUFNbnIAcQ0VERr1b+pjmRian4SZkTUOaAEJEanVCo8EXqhHGOqB1jPrQAAJyYDWjR5ZJuNVq6WLDPm5GYyCbJIawhuWmTi0BYAlcZz2HEEKBuoJmLssWlvI8393d3duXohgGz0j6CiZyvyCNWQkBIGPiTmOeTfJUAHAIhgFBF13VgmJTYp5WcR0QpOmAcNTEKkwjhYis16dQcz5VX/yMiMjxWRmL3WNUDCJiaBgcqa4kARZEozASYn+mfk9ovv7Bpt3Yp6RfBw+CSGjIqAGm3W63R1U1rJqTGqm58sMKKmBKyJH+XnuQkEgTPjF66jIJLDqCRWAOvhyN2PtRkQqFTTtzmaVWBoF3d3aGvrRIBJhZ64zVjLWgfXSZZdWmet8BI0W49uxzLz39zOz83LkL5y8/8OCVhx86d+6cObbQbbUq44fDYRGGevpzl8c+mXFxsKj5WSZpvTTumk5hkfdh+eADt7d/cMinu8ZGAj4oxFpaWjp58uSRI0eI6Nvf/na/39fNymAwaLVam5ubmuaicOv1118vy/LIkSNq0tOXEpHRaNRqtXTDoSkvKbyu1+t1Op1Op6Nf7+zsvPLKK8y8ubn5qU996qmnnur3+9ba3b3dVt5ikNnZ2VOnTnW73ZdeeklxgkbFEJEmVeZ5fvz4cc1e/1ALaVlUWe729vZGo9GdO3cAwGVGE0H7+z3db41Go8XFxZMnT37iM596+umnX33tWlVVmuhjjNnf39eMRxEZlsXS0tKRI0v7vb08z3Vvre9qOBwuLy8bY1ZWVmorlGj+MDMvLi7+4i/+4uXLl69fv55l2bPPPruxsXHt2rXV1dVz586pGcx73+12/+3f/u273/3u//u//7cyNisrKz/84Q8//vGPLy4uXrt27Y033mi12w8++OBDDz2kvRF/+Zd/+a1vfUsVuXNzc7rD09P33/JnOOoPBgNE0ZBqJAm+0olqnuV5niOKtRbYG2MkVERINXfnnFHxhQ8lkbFOE7YgGbRUkKnU6Obm5nA4nJ+fz63TbSjUaYea39hqZ977d999V1vOVOq5u7vbXM1brZYKMpVPU0hZVV4feqPRSEWhkUiseb/kcCMiZXv0DKqGWdkYfb4NBoPNzc3u/EJK8FcYwz4khDZ12yo4UcBsjEES68hCrldgnH6KIKoyhRrOyWjipTHQwqSwjUpI4SkTlwiWVZVlGRhrGuReCGE4GDTamMY79dnZ2eXlZeUDi6LSV1MStdVqeQ6QKr8BfFVp0kGAcQ6cfoTGeJqaAVQJJSb84OuWvOZ2X0QYZEpSqKgyyQ7rDE+n8uCUvxIpND3gNY2pprtG3iwRGUTiBrM07vRT3741ZE0SlOrkogxeoawxhsjo9bC/v7+/v98fDrz33W4P659SoKivnrc7E1REzSPEzgnrkq/vyJEjw1GpGmZE7Mzk+lt0KKBXkb6llLmlLhh1t1prDSEQgvdTGEa3g2QMTOZ4Sz24SbkJ4yINMMmHCQ3I12xSPYjKpniXeyOu9/upQ/MiJnYdFI0yd8WHH5wu+q9RddJdFZ6QirxrTk9zi2Cc/M7JmsexnK2Ou9H/ceMLZfj0ENia3BARFiVKgCWAoLWUG2QHmRVLNS04nStziPo0vZO7uPhqmrFBVE02qn2QA9ysNUsqQTzI+CabjQCpChXTDD4ZsVT1Of4gxhhrc+dUW6YzM9QgyUNcOo1sDBV1pbWqCaJSHsxUS4Qk111Ne1JyG+qSpgXqMaVDxt0p8QfGO3UInM61gEReilkkAIswxwzYGvIl1q9ObkVWna9IEBa9DPR3VUlXjyQQO9aFkcbxSs39PhoriGKMIAoTaDZfIO89GSIkM3bpUUC21jGzNYSAoSoZISj1JJxZAttiZl/5qqpC8FJ5kUhnEpExZIBEGJRBVBowsnNcBfCe1d/vMptlreXlfHFxaXdve2dn2xeFswYRQyxcagwJNCSWSIA5LmYCzMIMUOdScoGAnhAFAntUzU9jAoGICDFA1brmMg+MaEiZRgERIqSaSaQ6BQpjyKwOJkRECIkABIU0ZSQJsTEozUdJXztO1TXTUglyhwQI1WJXNc0rvGdhMgRIDBbAOGfanU632+0UPpA3IhVj6X0M+eUgAqHR6HjoJG+qBX7CU6pWznEtJIAzCEYAiuB3Bj1AREJjdDW0zlpC6hxdwiDIQiLieVh5rBgBC5AW5QAIga2xxpAhE3xou7ydtyDI9Vdff/OV177+ta/meb568dypU6cWFhbnFhfOnTt3/OSJvN02QB6CCIoAAwqC1GmnkNhLwpQB3Kj9SHaE8d3+vo6+D75mvK+1T7cpuh3Ufa3SRCGEBx988Ld/+7c/97nPffOb33zyySc1wULZBs0pQUTtZ9d9ttam6/b69u3bCjPee++9V155RRP2lQQYDAZVVR09evTq1as3btz49re/rbZAJUv//u//3jl35swZEXnkkUcGg8GoLJaWlpxz77zzTq/X07Y0dTfpcMFae/z48dXV1R+hdjzLnbBsbW1VVfVP//RPX/r5L+mv/rVf+7U7d+5sbW0551qtPBhjrVGEvLCwQM6q+4sM+xCMtQZj5YCIhLLsdDr6JNGj4b1vtVq/9Vu/dfbs2UuXLt25c2dlZaUoCq1eePnll+fm5lZWVpxzJ0+evHLlyuc///mFhYW//uu//sM//MNut/vRj35Uo1xEZHV1lYiw1hbeuXPn93//948fP37fffcR0a1bt06fPq2YR3MaqqoaDIe6ZmVZdvz48TzPiOC/q6/vxo0buzs7wpxnGZIoHq58EUKY63acc8LsnC36IwIS1LozBKGqqhAcYhARmznmUFWVcNTpqTxPd+3r6+tbW1vGmKWlpVarpdkDTdmYLmYqBFUxba/Xa7VavV5vaWkpdQMmzoGIqtGo1+vpZKQsK7WkNpnDPG+5VhZZqdwmYFDXM1Slr6JdKnOdPOoA0Zr2TFeYh4NBVVa20WOR+hWaPj0AcJk1gQRiG1BVBRWsqqAOUV0N+ubjKdZtPSKow1DFmUVRVJX33hNZ9bMpuBpLbyIdF7HuqBjoBkbJor29vWpUNBgwTAc2hKC0lXOOyOrDhBGI0DhrwOobU/1erKmwpihL70My/U6YplgN5BGgKnIrRrFtT8nD8d4molxRfJVlGaGNRnREnQqlskflHgOICra1XiXmzdTArIzVQqg5orVMDRnBGNDhdqI9PQfPwVqbZ854T0SdTmdubm44KIAwMA8GA+0R0REAgo0fAWTxyNIRWmbmsgoq9QQAE7W4oE0n07NXRhGpOChXCXU6V5ZlM7OxfEKhVxoiQN2hF0IgS61WjBj0BCJSjgpLhgOTsWVVIVEz0U33FVMtds39cITNKaVcQwoEGqR3HEN4761xTY40rV/6ZKsve73IqyZ6P7jMjR1ak6thPSMwhwE5nPB/1QrVCV73gzn17howeVdx5n/c0adHBq1Js5DAIuozrTkhqdscIGjIxzi+P+U6aOJgRH21xa6e/bCvJxyoYfqoMw1EYh8CsLXGAApi0JMsAHfPE5+OcGig2WZySaK8xhpLbTSf5vemX/BgG2PDHEjYsDuOf7yWKaSnmMJhfVPRjCvCLPUlgbPdWR2JWWu1iaEpyNRjFamhyEodgmmTzUk37uN2VEMTkK/OVaFmg6BIYFbEr4/FFLuCclBK2mDbKp8q2rXORkBCCCTp0SCNQU4Y05L6WSTUmgkBAQQJIbAIRR4LWEc7iCjA4vWRY8eB9RABo0gUWLARImFUYScYwxwkoNAEneVRuKqMMeUwroi+qhAFOUzQF8Y4axFxuL+vDc6xkk5QmIwxEJhh/KEsGbKo6aMhhKoquPLIWZ7nzrVaR1bbWWtrd6seKAYg1tYOfZ4SoHX1QsVMRIQEpo5pRRGByisxx2kWSFDF1lpIIpFa3jAGP/FqjCZPZER0xqLVVVY8B1uDRwrNBkEBQa8SXCJHRiKlJxZ5YvxRP5eiY1Maty4ikjv4sJH6W6O8QvNbY50DIGVkMgQGygXMsKiEqOXaLWNL79l7ZvZlVRUlom2WcaXU6aa8frzY0ET/ZVwqVE+SMmlT/I+JWXAlV1BWUNVFSwKZsZ0sb7u83Wm1ACUwMxcS9kJgTqNyAAAgAElEQVQQHxAhE7FirEdnLdYqI30ECHBRjm784MV3nnuZEargjXMrx1bPX7hw/L5Tn/rJnzhz7ix22sN+LzALgBdgAuMsEZXeT1RW1vNF1n0MGWNMYLaT5G36+Kkm631pwINW56l56lSCTqIm0h43LXsiMjMz89nPfvanfuqn/u7v/u6v/uqvtra2yrJcX1/P83x5efnFF19st9vHjx8fDoc6JNZEhOFwqIPzbrfrvd/a2tLYDK3M1l373ML88ZMneoP++YsXFhcXe72etXZxcVHfzOLiouaXaLBnjBlota5evTozM6Ot6JoIor7EK1eufPDpbHOlICQkXF9fR5SyHL366qv//M//vLq6+vrrrxukXm9PXXZG2Y8sf/HFF2dnZ7vd7u7urj4urLXe+7zb3dxYV76RQBAh+FjPrYaxV155hYh+7ud+zlo7Ozt7//33ay/fD37wg729vcXFRWZ+6623zp49+9577128eHE4HB45csRa+/DDD//O7/yOJqD84Ac/WFxc/Id/+IcXXnwREVdXV2dnZ2dnZ6uqun37NhEtLi4WRfHnf/7njz/++KVLl5aWll599dV2q9XzXumsBx54wBijhWnG/BfmeCbZ8JQq59atW8VoWBTFbLdDBrQSWoHE7Ozs/Pwsl0WICnkmssWoXD7SGQ6HRC5zpMOFqqqYQ2A/GAyczefnF/M8t5ayLHvzzTe3t7f1s/eGA0aw9RY/qgGtVaim7E1ZllqnZIzZ2trS86XoroZGahc03bnZSF/gcFCMyNnF5SNJ7u59sMZFEOh94sqSkFVR4t7eXpZl6qrSAzI3N8dhvHnQmHvlo7hOkJ6YhQWfMIZuUrMsy3OXsKK1JiV5JHfZzMwMEaZIm9pxKt57LVcIIVRlKH0ViyiYk3KbjNHvVztlaopXmkhPtG6sU1xNskeKoMIVMiQiwXsRcS7Xx12KiQrx1MS5SXqFFJdNREG4LMvRaBRA9GDqYEVxSzqtIV54wXvvg2+1WqoIzbJcu0Y1FKqqqqqqiGyr1SqDVxg21SynVC3VgBYAPAfvPQgSUeErYywAWuc6nU7UYSLpF9CoJm61WghmWBblaBRC0NSreIWA1cYa7WdXIkFt3orfsIH50dhUCKlHO51fvUYmQAtQ+k99qjvnBAHRCIAeMQaEOnjT+zIuScwiUFUVYCpbxpR8c4BP0+0EpLnhJFdW2xfGdAcklnUKxTVJ1EbmOaR31Vy8xsfkAMhqpFFMrIxE5IWntv0TZ0r0UFAiPAgpvZl4DdRZL5C4lzpp9ODMcWL9PRheMI4awUPx3tTXByErAFjxYew3Ux6PY3MFRVIHBHj8Nzh5qOJsmgCEJrNGCBAomr5YRM1DiGgxtqlqeDpYI2SB0swFZYKle//VGCZqvmOGT5rfTBVcT8Vv3nsE3tSYwd0j79KIK262cPyXCIFFiEyWWWdsKufR5y8hNboQm5GbeLDPWrk+adhY7w3qoaHthDheAYqUGTfPYVPbCSmgtjH7GMf21ALKGNxIMU2+vrj5IAOj0FHRniVi9tRUDHPghm1MUIMNWXPqOVQe0cRbvRFByR4NaccCMDILGsMsph6jcQ2EQDQmQy9uhqiXQCLywHUyGKbZhMoV1AYdQgAJWk5BArGCkOscMwJEMFYjXiJnHryUWOqAvNOeKb3v9Xqj0ShwEEFhqH+hCIAwAqnywdalHfFo6yXKEriGVZGjgpgNQwQEFMlhRFUsppmM3oUB0cRRAnhJVxEw65SmDrDR0UNd1alYBxhKYWTUTFGsqWB1dTROH+KEv0zbFU2dxyNjjYFEX3ssa6qxqZalA1qDWcmjkZfeqOgPR5UguGCznKxttVooELIQcl9UVS2niX9SaNshak9pGHpx2rHcXD+0OEFJ2PqTRf4VEQtflWXZg15uXCvLWlnuyLhuOxMAZl9W5agYFaVlcGScsdphgASpyGSWnJpMmKiqwsbNd9bfeUeM/d4/f+fKww9dunL5vvNnz1284ObmuBiNJFQCvqwskbFW9VdcS32CsDHG5ZFbqIAd2imE9p/Y4nCQVr03o6hCSl3IP//5z7fb7ccff/zGjRuDweDmzZuzs7Pnz5+/c+eO6iGdc1qYrqhP922dTqfdbs/OzqYodr0f2+32mTNnvPcaNak/vr+/Pzs7u7+/v7u7q1N8RY95nmtR+8mTJzudzvb2dq/X07Js1YgqXCSioihUJvchpqrMu7u7WWaLolheXr7v7JlOp7O+vv7d737XlxUAvPjii2fOnDl54kSe5+2Z2d3d3W632263+/1+URQcgnUuz/PhYHDq1Cm1LBokJHCtXJWxo9FId/DPPPPMsWPHzpw5s7Ozc+fOHUS8fPnyAw88ICIf/ehHT548efPmzeXl5bfffjvLMmUa+/3+0tJSr9d79913r1y58sUvfvGhhx7KsuztGzdu375dluXp06eVgx0Oh7Ozs+12+9y5c1VV3bp166mnntJH1oULF1RYOz8/Pzc3VyuafkzVDU1SUUS2tjZCCADM4iUgcgBgkWAt6Vae2VtAco59yfWDvaqqqiqsKRkEDYkE52xZlgsLC4ZcCJVIxsxvvv3W5s720WNHl1aWiQhHiIgqbJNYTxqfDGRN8GE0GmmIke74tTJB0Y5CpgT/0jM2lsJVlcYdKbmhSGB+fkGDHz2Kvk4UENZpHOkZEhMOa3MXSdCNesVBAEKoqpH6hLmqJXbN+qJkLdPILt22KXJWjKrCFgDI87a+Ye99CKwqU2vt3NycMQZAtZExmLEs/GA01LeaZVmdiEtlVbXbbSHTarfVSN9ut5eXl/t7+43tOKWED4U9NeaHOBslo0dDN8mKzRReeknzaJxyZNUYDJjZB1+W5WAwKHw1Go0QjP7qqqqMy3S8qy4A/e15nneyGY3JVXCoSmwN1NUHiLWS4n/qOkH9pSaVx2p7QTzgXpLfT79F33OSpBZ19Esa78ao0jI6BrVVRQ84MyNQlmXq5dDjVgaf1QonSJvPZA1oMLFExAQAUPjq0AjJ6Yh4LWXioIwlInJjV6wsqASWwILRmZ5YO6iPQO0FpXHpXOPjNOMDmRnp8Pnj+5JmzUgLOJCW2dxUAx6eWDZh6TpoI5xQ/8HdSu/gP6N6YcpS1hAa4n8gfCR6cyz7mEsR+8dFEoPHyeJVp0HyoXVwAlCXF8YjVUfiCo2lEbWEE4lUCIEi2rhJxhkdYGsnJt7ziI3ByTScawwAYLIqpeHTu1ul3gfR1x50hU4Bs0TWaUBLM/yqleXWkjHGkZu4nuqAjQNvaaKLopkaitMJQgdI3gOgWe8EAxOMHPNd43N4fJS0l09ExHAk+kRFaZEHVvUdx0J2nGYL465eNBoronETbWasGcZBxj5AS0QUH1W+qrRwlQgMNvYBwCKExoi6h0U4MIIJElKaj76CURgyVrRH4DfG/0Q86ZVKy09ZlsGXcU7G4jJjkOqnWExOzNoZaOoXGV3iOQCAsOUsy+fmFnQINBiE4AMBcP1g13XXYnz6o0QaMw7U1U0X/NhfUUs6A6LVQoq6Z6V+gHIaxMTPQuNrISAHr29fACDU+gutCdGlllkL4o0FE/RBr1VOJuJ0RAx1AnU9bjKTFx4iILOdevAxCAjpPoY110mEkECUA2VC45kqtgFIwAqYwXDohyXgwOZZO8+ciflG6vhSmc3YXRnC+NJt1nZBozRyqnJmUruVahFkDPliHoxVs51wYAkhlL4alaUxxgWfOZdZZzNnjOGy4sr7ohIRz0Ebxo2NSQMy8koSWWOszRhk5KuqLG+8cW393fe+++3vLC4fufLIw1ceevDUfaePn7mvMz/HxJ4DBhGGjCxZoxMI0LyiuhrEGIOCjf5PBPhASry7UX+Hmh+m+t/x7qFqCqLUmbawsPCFL3yh2+1+9atffe65544ePXrz5s2FhYXjx49vb28DwOzsbDSEGKPgR0/rwsLCnTt31JOmVjdNpVcvrib4icju7u7Ozs5oNNJMuaRKgrqIbDgcqqZUCwz29vZee+21lZWVkydPPvzwwxcuXGgES3zQxVgfGmtra1tbWzs7O7/wC7/w8KOPrK+v3759+9q113740subm5si8tZbb916551ut7twZHl7e/vc2fliMNRPEUIlzKPhUFMfq6ryRdldmAeUsmCtYlcFFyJeuXLll3/5lz/96U8XRbG1tfXiiy/+zd/8zfe+9z3NqvnkJz957ty5LMt2dnZmZ2c3NjbUmXbu3Dm9sG/dunX+/Hk9PkeOHHn77bcfe+yxX/qlX0LEt99+e3Nzc21tbWdnR89vp9M5depUp9N5/fXXuTaVHT9+fHl5+Z5ZevBfMWJIV91oNFpbWwscH4bIQQAMYMFsre102/GRSuKcG1WF2unrmBBhqZThIYIQfGw4aGV5px0kbG/vIeLZs2cXFxfTZUbWDEbDDLM6tRJSXV4Kn9DJjrV2fn5eoVpel2g3vjmS4U3+RPFhDAPLWsnR2hv0U3MDV7627kvQhA9ELxA0S0k1hGXZ9IwYYwI0e4CxmRRSw4kwRY8o+Cci52IncFTxESkPkzQ7zLy/v2+tNUbVFkbvnSzLZufnfB3bqOA2y1o1NoOpW0yDH9PuX+/ZxPXVACByfSWP36oI+hCS16vi8YtAbb1Ty30szQuguF1htmvl7XabMA7RlG/U71TllYiEwCJSBq/bAM2GHY1GKlCvqmpmZsZaW5Zea98TlArxncdkZudcUX/GZNR0NkNEchaRqspX3qt8vaqq1FShyHFK+sjMwVfcjOwSsNYGYZQoKCPhsextsnROGoF8NRq8h3/7rnvjZq1a2kjXJeO1434S9aVxhXI8OP1Lx6kqKZJNktiwpk8PFLa9/878Ls49gElB2kHv+qHSmENyre9pgJ9MQ3wfHHiI+fDu72Tyb360ZzEDiNVtZiTNOEAz7HGM9WWKEJ0uQogVYJSuM0QkQzFofpxGAHXXmjFEQTwzQwjEgoJeIlUkOIHGx5eFTPKx90pIHZN1zZL7u339QYDf9M7xLowfNXafBskY5zKTZ7mr14+pKeaksJgit9bgcCdUqck9eoCnTpTF5AlOLExz+MFTCuakTmhqXyOUbYyekKPKt+78rlW5ExZqUCefMSAQWGJgMY4DWJVAiWCXADULAwIH9iIS/RYGDUbqn0CMMaBUePwgWt1Wp3QKK9+VpNVE8V89AKJVfCuKronAGCAlBkF/Np4DEkQ0LjoWMmfK0hRFEcpqVAyEM51s6bZDaTtRrgnJOgOECQVxEA/BWjc/v+CcQ9ze3d3lUEbHCSGijZXuSbwujaZRIgQUVigYN7IKtqy1wnqnsN5cpIdxnKqOGLXByPU4JgCEON+N35Hylkwt0I0XniAYqdnFWL4hqYsCAcnUaZ62MZTChPo804QGY8zjU6MJA2P6CyEzQyAiU4F1rdm5peVlj35jozccaAx6j8Ag5S5r587kbT07ys+EEIqimDLEN++aQ5+8zc6MQ9cJA5C2UCxMRDZzwAIsFXPlC6qAitIQWWvbeauTt1yrbTKRrJLA3vuiqriIQx/nXF7nhXhmESaiPMta1JpBCCDD0fD2Wzc23lt7+rtPZu3W+QcuffF//MIDly93O50g4hBZJHhvDDFh4CASVG5uAK0xmp5z8JP+CHGdH2TUde/RmO5C9IPrHvqzn/3s3t7ev/zLv/T7/eFwuLe3d+HChdXV1Tt37qjfTOu8BoOBRvmsrq4uLi4eOXJEPX7GmDfeeGNvb+/YsWNqAuz1eor2tRuw3+/v7cUclNFolOe5+qy0JHB+fv7MmTPnz5/PsuzGjRvf+973zpw5c+7cuUuXLmk/+4dtbtCPv7m5qXLNz3zmM48+drUsy7W1d/f39994/dqbb7558+bNt956q9/rZVlWFaUz9siRI2qjUNEaM8/Ozm5tbf3Ld7/TarW73e7sTHdpafHEyTOad7q0tKQ9Fip2VT3h0aNHu93ua6+99uqrry4vLz/++ONzs91PfOITSiQOh0NN5lR96cbGBgBsb2/Pz8+vra0VRaGFij/90z99+vRpIjp9+vRDDz305JNPfuUrX3nxxRePHDly9OjRra2t3d3d0WgkzEpkra6uKtf3YyD6pi42PTX7+/samZMYjPSsc2SSNM5770xWX6IUgjgLrVYLKUouARiQFxcXRaSSCoMpiqLd7cw5p6GamjeLhvb39+PbMATqyg5enzAZoRJTihlUibe9va05hwndaT1Jp9NOKSbNvJaiKKLYkkOv19PVNgjrs8I0fHppz5B+XMONmDlFqmZZ5j3om0Frkjo0dS2ISL+/38wFhXFpeHDOZpnTN6/UojEW62YGkXFcakKw3nv9O41fH4yGzjntDBz3p2lIDEuKuIy/0VepYE15Sz2wigZjIopEvGpZ9BbQ/L/kFRuWhR4TIiJjU/dAv9dTrlVRnwL45IAoisJXw/RB9vb2FG9nWWasdc5ZC/riRVEELyEE42zdER+0I8Q5NxwWw+FQj1WE1iLM7H1RS2dzbWmPuycEY4w1zlpr84zIKG+ZCFXvOc0rx+Y7kKoM6UQ0qdqAQiqeslZHk+NQtwNk3TgTZfzizUC1KVf84djJGKo7L7G5+ee6vwzrwEQ4hJY4hItTwpMabXtwF87tHp3mh9oQmmRIU3z7vivXvYm7SSB913VQ4eUUWdrkG8dH4+76wQ+lvrkntcgAh7jWbXTZSJ1+wnIYi4QJP3CjGXxC/1o/TdKsCNO+rolzAgtIbZRGYIHA4NlYAMFysgt+emsyJWb98KEFE2fuMER+8NsOykQPuyXMgSkC6HpgjLGONBbiHtuyRkPI9KUwmdp3eDVzk+Q8gH3hHji2+R/jG6x5fzYRXc3sxeecCANLYMAxTI2PORamesxT5wOxeBSDAgSsPBTFoh2A+AgUlnpKygTGhBAkcEg1gBijRH1gY4xqOEgaVXsqu0RkpvENTxOdKiCEsT5SUvdfvZkQIvLo9dVcq6ULp7flcNRXAwAEZvYpKrqsRohoTeacM2TQkGZP6cSXyOpaCIDG2J2ttRCqtIqLBPbgQxXj+xP1Ksp1UsCAgvUkgQWAkEQgoEgIIYDqM2P10Hj2qZ0RqeqG0q4C6z56fYITIQKwFwWuiASAnmN9bXTPAwaRzDquryUUXV3qIwyGEeqAWIOAQrZ5x4oIAwGqxDbdWQT1JR1D4BgYXHtm6dhJas0utucW9vu97b3d/t5uv98vh0M/GpYDK9lQp7CqsCJj8lYrq1f6GPJWr45pn9pcAyZU0zj9qEl+XUoPRQTRiXc0piMRCZFh570vRsN+v59lWafV7mR5t9W2BBlgCMEXZVWUhfcjX4mQmiKi7qUC9Ji2dFYQCKUoesOCiP59fePNl189duL4uQvnP/aJTzxy9VE3PwfBV2UhhKqlca1cokbIA7kPgsd+BMh38Cl076SyZh6m7irUAfWlL33pxo0bX/nKV3RfuLGxoVkROtFXV5Iilna7nef5+vp6q9U6e/assiJVVWldm0YIKI93/fp1AFBYuLy8fP/992syR7fbPXny5NLS0uLiokrL9M7Nsuz06dOf+tSn0jv03qvx70P75pnX1tY0bOaZZ545unpMgdabb765tLS0sLBw6dKlvb293Z2da9eu3dnYWl9fd9ZW3iNiqLwqxzY3N59//vnTp+/79V//9Ycffvj55559/PG//9a3vrWysnLixAlNAVldXb1x48bf/u3f9vv9q1evfuxjH9MSC3WRnT179nOf+9ypU6eqqtre3n7++edV6frAAw987GMf63Q6u7u7b7/9dqfTuX79uuoS9Qbp9XrHjx9XMW18rAH8/M///KlTpzY3N2/fvr26uvrEE09kzjnnlpaWKLIIP/JG5UP/ae7S9vb2tra2sMFi1LgClCgWiKVhlS+IkICs0RR7NlYVRkaEQ/DtTo6I3blZjcHM83xhaVEtWwmBFL5iBOucEDancvU4D4MXQiyryntPNHLOZa5VFh4x1KYycTafnZn3oUhSAmMoST1nZ2frdIqgPCERWacl857UtC1SVV7p1jiT52SXEJHgXHt/f1/jT9QvNzs7i9YURaGkZcq3aO7BJokgtjY66xT/KCtl7bj1LsUNQJ21WOOEMUujwExpwzzP2+22nj21t2k6kS6IOqRrlNE7BSQa3dnIeY4+PdfuNMxRkn5Q5xFKTiIZEen3+/v7+8KsA8E8z0XZMaoHgoTpsZ8oTf2Yg8GgjLFS5L1XEq/wxc7OTumrbrerJkDVI6jexBjTGw70I0dzSp1Jo02h80eWE+DX2PlAXFWVH/StdcZYbNSIZ7UcdCrs2hmpvNfD29SwsHDSkaXCyWbJaxP4NS1IzRIL3ZGKwAFIBlNZaIJAZGR8B1JD3cP1FFkrCSX12utGMZLGgBxCc5fb3FQfxHj3yESZrH/AD6LRS2a/5q7+fRfBsbzu4N648T6nHMgHs0DvBibfRwv6n/acnUq9JACwwBLD+GW83Z8+IjL5Q5NGQkRkgFDPKjgECIFFSgDjDEAMedKNKyMAi8EYyweayud9qAgNYQMaTfsQBe5xdFLORL2Jg1Qun4JGpnx999B2TpXdHUrNxRMcZxURBulYSRPtrDWZdQCgHQ5CCWTWO+/xoTaHJZKOcVdTmHpQ6TsxqhnnefI4o0OHKw1HH4zTWaOnC7DxOuky4EOeROlxgjUmxMNE0okjhOgODRSgxGCQgOpCPo4HjcfbKdCUV1+LA4L3MWkGETBmOBoGqeUucRkw8UkUbWjK2sGYYtRhEhJF7yqy+FAbb00SvjOz0nHGIqF1zjkynLfanZx9KIqiHA5iDnVcM4SI2Mb8UmIDKLXwgwQkeCGyc3NznU4HyReD4WDQ0yUQUYgoM1mc5AUOIQQfqfLY9k4BQsJgWOtUxQuro5ICWYvCDDJxCVHdWxFiMlDQp3Ddcg+peSleDkRarNSsstFbW0RKyepnMSIZVEAogmAEsCYU0wPONQYPNTldVy9ycvqpApW8CHj2zACErp0t2bwzuziztDwYjfZ7u3vbWxt37mzeudPf362KclCUutrp0q5hbjog1+1FCiL33gfh6U0k1tO4mPILTTHJxMP6YJ2rIkZ9jLFAQEAAZ0KAQVkNKz/Ii/1imGVZp5W3XeZs27RzFWiNBkNkz2VpkJy1mbGWDEE0bVoy6s1LN9r+2vrWO7d++G///tQ/f/vCpYsPPPTg2fPnHvvkx2FmNgMJoyF774VJJLNZUZcsfxDg96Eg392UM/cm+tIB15OiKOXq1asnT57c2Ng4ceIEIm5vb6u/Tn9E00q63a4a89bW1jRNUXfkWZY99thjWo2dZdnMzMylS5c0NOLy5cuaa6el7QqKdDuogZlKD6bsn0Qi6XbkRwjwVM3F2tqaurD+8i//cnt35/z5s5/85CdVstXpdGZmZhYWFszZs1euXHn+hZe+853v9Pt9BQ8hBGccBL5+7Y3Fufk/+IM/+LVf+58IUP3q/7xw4fz3nvz+v/7rv37/+98/ceLE8ePHjx496py7fv36H//xHz/66KOnTp2y1j7//PNZlu3t7X384x/PskwzJy9fvv+tt258//vf/4d/+Ift7e0nnnjioYce6na7Z8+e1Ub7S5cuAcBv/uZv/sqv/Mra2pr3fmlpaTgcbm1t7e3tWWvPnj07Pz//4IMPasvfvz71lG6sFxcXmaOugvm/Ns1l6qrTs7Ozs7O1sakSicT16Z3e6bY1x0LbX0NZGUOh4nbLAWFRlWUVdOeZ525ubq7dyU1m1eHpXDY7O9sfDZ1zscGlin1uMzMz+h6KskywTa8WDJplEjf0/X5/7E2w1jm3sbGxvb29vLx87Ngxlipde2nYpMOLOvDTC0NscRCf+vqqsky9Ar62P41JPyKb5xx88JWvSgF2zrU7raUji8xctltl2U7zr2SQm5J9Kt+icZR6q+ocTVFcQ8E0nozXrZuUSsB1RtkyLb3vBoOB6rQRjdIDFUveamnEZVmW29vbxWCYoJdzWYyEqapEBqZfoX90wMcgHOJab4yxeRb5PV9xWemd7r1XWXJEpzFclBQVgyFrrc5kNf43b3f0DPb7fa9+OaSiKPJOu9VqUdcOBoPhcJhE4zCuATTW2hRtqlSdDvWqqtKaE44nKupZiCh4BgCTOe99Vfl6B8Qiojl3UwWDiJhlraqqqrIsiiIWBeW5c27UH6ZrUhc7TYeSBvkz7oGAceHBVH9g4voa2T8H+szqwAPA6RePVp/EQAYOICod1ANFB9aaGn9ilNE019/EJzfiIT7I6nMPX9/dqqcbO5/DMdhhrwkH40AP0kIHMd4UCTn+IgbO4aEKz2bN+sF39b5V7++j8GzCKrmLtv6grHLql2nyp9Q5klI7SjWpNl3K0bmntWF6LyGCQKg8EVHaLCZUfSByc8qGOYaHMt2/h+MQzoYw9Z7poAjv8/cJ9R2EjojGWnT1NDrLMtvIrq2FculXkzRkdYeLPAGn+OtDkmmm3xg0tlwxUEfllMJJlj2e7SBM62CbaBBgumoNJyN8piZDE8gQMUzWqnAIUTGIJATRscsioBcIJoc3yPgJJaCeh7r/rW6MRTQAgD6IQDAiIqYWJ8QclxDVj1pkR0SgipqxtL3ORSRhjIui3sOxZDJEyOjIGIvt1qz3PreudFZXF7UEVFUJEJWonrSTwCCRBo6JYN2a6lwrP3bs2HA4HOx3B4NeWRUhVETkbL0nMEyeCFMnqQGoRBDJj0+xUH2ECWFyIDdB0o+XTRYxgMY4FZHGv7UEiFAnYmnqFyEBQjP8TYcYAMCQj9UjaDUnRUQETQSRQOMeJPj/qXvTIMuuq1xwrbX3PufcKe/NoYbMKpWqNLokS2VJlgfg2Q4PuAG38ePBI8zrhuC9F93QBAEdHQF/evjFH7p/dEdD9A8iIBjCGNrteGAbaDNYkoURIBvLssaSqlQaasrK6Y5n2OXjn7UAACAASURBVHuv/rH22ffczCzJGONHZ4AjlUrdvPecffZea30TNeXIcrM8hpER19/MTZiIWSn2FoCQlEkNmiRptQfgimJ1urp29MiR3e3t4fbWZDK5trs3nU7zPJ/NZtPpdDQadbtd6RaEHxU5SFJMBOYMN6S+jW8OQmT79mxCmnPOER2w9956552vKicnPWqSSIqJq8ZVrgqVzkzL6CxJE21SYxSZTr9nyzKfzsq8KKtiVhYKUDN1shY7TzKhkLksIDJ3tbFGVc4Or24+efX6N772D91Bf+PULWfvf/sdd915dGN9/cRGq9sB54DQwsJH+7ZBv31HGh4wSHjLY0bkfFIUxlRf4eK++93v/vjHPz4YDC5evHjp0iVxCIziTDFtj6XtqVOner3esWPH1tbWvPdZlm1sbHQ6HcHrWq3WsWPHoLZ8jHW5ryf9EXWUiLnoOiAZfVDbHko5+G3k9QHzeDyWvnQ4HH72s58lgk9+8pNEdOWNy4PBQBSD7VZreXn5lhMnV1ZW0jSdTCa1sp2uXbs2m81+/ud//kd/9Ee/+uTXHnvssZWV5WKWf+QjH/nZn/3ZX//1X//85z8v/pknT54sy3J7e/vy5ctPP/10q9Uaj8fCJ3z55Ze/+c1vrq+vi6is2+2KMyoiTiaT6XQq1dju7m6n0xGytJBsb731VglRlIzy4XB49OhR4fjt7u7KiCrLMjFmXFtbi6fxd83NpXm83rhxY2v7BjMLCwwl3Ae8sGS11t47QE6SpJwWAqklWcuYxFmx74c0TTud1tJSF4gdO5kdrK6uJkkys6W0RoKqtVotZp7luShIm5lpcfGLUWQMcBfIOraF1lq51HmeIwUeo3MuzwtZfu12ezqdhtdkjAVorOkFL4pG37PZTJZrI66NACDPZ0mS9Pv9LMtkvCWBKL62kayFeT5Exjcj6XwAXgRsj0PPqiorW3qH8Q95v6B4j/YbAjxKLF5RlWLGK8Gb3vvxeDQcjQDAMvSWloI1DvN0OiWGSGRVSsuoTsCuZsy6PLy5DR7TogwPGksIoS9yTcqiEhwb6hzR5rhcusSqqqytyrIk1PI7SZKg0rKBZFkmDE9mkBGA3OhWq2XSRO7pzs6OeKg658rSyrWVRRKzduUqBUViWcrHJDHJIRLrNjElqsPRfHRYCE5d9cnFwRFQy8bbbrcbsQQgazUAgIqUlyXh923sHhjrkMMYw0BE7NFaW2vXcTFHVx2E+/YdDU0swNP8N5VSIhDxXA++F3GwiLXuo5UezF5vNh1RMnYI8aTRo765ru9QxspNKmd8c6MXOEwUxjfpLw5Vmvyj9sFmsxMRy5vhUt/il649GG8aaBgjHBZ0fQc/dkNVHD9qybYOKQcOZi0IYgkZHV8weLnTvk/7Vn5xBwiQ3HCWj/Q2vJkd6Fu+8pt4eDZHCEI2UEppTYnY5jZU1PvWWRQHIi4uOPT7CNM3UYvymyPF+95YvRahUclzQ5x5OLZ5EPTbvyTirlrPNurNuiFK5Kb4MIBjyMBkwROQChV2g4zYZJ8LWVRIHd6zUt45h3OFG8fzDDxFE/kGaIMNk99GmwcCvIY5YMMfdZ50JJM8mUtYa5FYaRTSY5IkWZYgorNWZoR5MY2yVkX13yXtHKdpilrJBielcLvVzbJsealflvlkOh4Od/M8Z2/nBmtIKhggiVM2h3bQ2/ngil1cVFTPPhERKWkU3w0SPoCq7wPVDXYFdv4i0V5Z7G8WKdBSDlRe12mPiKgBkYGYAEFFiJ7rvE1k5RdAeJLmqbI+WPHAPNaGPRNpQObwvFPY2hQY0lrrVmqWB0snNzaKyTifTq/s7m1tbW1tbQ2Hw+FwOB6Po8Fjt9sV/X1NoOVGfm5UjDA0JoH7gL7mXicXTd5VqHXEp1iszLVKdeacy20Z8mUVeXbKGO/8pMinBWgcZ9oYYzSpfn8pMaY9WOp6rmaFzQtfVOB4NBoRYJokjMTOJ1prY3xltQNFSisErSxyXpSbV65eu3bt2WefLbzt9LoPvftd3/N933v6tttWVlay5eVAJfL+oInzd5Br95ZfVVXJYpYqVmriJEnkf3/6p3/6Qx/60K/+6q9evnxZjDpjSa21Pnr06JEjR1ZWVk6fPt1ut2+77bYQCAYQQ+1i9RBtEmNyIDQ88aT9i6nK8o9CP4tVe1zhb9Ly3aw0GY9GkrWNiOfOnfvzv/xinue/9mu/1m63vXVHjx5dX19fWVk5feut7Xb70iuvbd/YWls7Kial0qGNx+N+v/+xj32sKIrf/M3fvP3228+/+OJtZ8585CMfOX587W1v+z8feOCBX//1X7906dIDDzwwm80Gg8FkMjl79ux4PJZce8ni+5Vf+ZXPfOYzP/iDP/jOd74TAB555BFr7alTp+6999677rrryJEjVVVtb2+/9NJLv//7v58kyVNPPfWNb3zj4Ycf3t3dFbhvbW2t1Wp96EMfEjDw+vXrg8Hg2rVrk+l0Y2Oj3W4vLy8TCb3wn53eue/El/W8u7s7Go0YWBwdIxbC4CV3kSvLzEmallMAgCRLW62W1gmwItSIKsva7XaGGFq+5eXlbrcLwFVVZa1MlHWCPCMiKaXrPrBZ0oiDlFQzEemS1RtT0dI0PXHixNraWkh3yML+M51Od3f3yrIUbqe0dtZaRTpJwpjYs5UFLCzlWEJ0Oh0ZYMmIRL631o5GQ+nPAUARaWOCqW/9m3FvB0J2823B19Liphu+PFOkIE1TMXes2ZhOVqzY7VZVVZaSu6BDtDypXq8nPpkCGMoLJkmSJImDwEKUicNoNGLrsiyTGyfIZeTROeekYfYeZIphoba/RzA6DWBaPuv3+zKsybIMGIfDofx1qj9yxPYlNQERkyzVWnsHjS4otIsxEb4sK2stGZ0kSZqkMu+TKk58icWD15i02+1qncjcQbLmvPfWeq21dGiTopyrHIGJSKIDtVayjbnGjm2MjiGN8wh7RdJa10LKeRiySjJRlsp1lhWIqPY9nxLKNZ3m+2b43oEQWfe1JfsHoLDgjd94kQaTS94qIZEiVHI+cv0gO8nwIBI7uKIsayxXzlxsnr/7Ty6+ad1+EPLa324dpkTAesHD/hzvtxI1HMQVD+kC4NCm8S0Znm/R7zWuO+xPbvgW4t2RARd9L6XrazYACEqc+BHRezu3ckGskVtglIAR32RXEoFKjNzQua6GmcrA5JIsFOcq8B7Zh4gFBEcABJwQKyiVZ1cd9GoJ2Wzhz1EjqM8DADtGBpbqFECBQvaKmQAUgmRYE3snGSM1/RPBI6IEvlPIGQRmptpSHhglNlmUdAoUIiOFqC6sg7QTY4iom7ajtCyYR/Jc0IiLGklGt8CiDMalIrrkmI3NEZonPxf1RYMjMc6c5yLU1JfAQBBiRohSQA86uKjU/i4emdlBUbMiA7FEfk5EBN57z3VUY3jnWjYdJy6s4FmBmNbI9CYU1kSklSoKttaiBICCYvbWOWRAVp7BKQQAZ0tErNCjZ0WEjOhRO2QGJGAPlr0X18vKs/cInrz0a5UKjRmDQ9LsfdiAAH3gbIIKHaeVdGHNHIR/llG6bJl7xUknAwERV86BR0WeSAF6cgIaKkRQHjwToFKYdTtZq1UW7dFwOJmMbOmyRCskL49DmkJVGGw5YLZIWhuTsE+ADaBPs7ZJl9rZ8mg0muWTfDphdkJJIeOJZeRpIek6Wyp24NCXJQIbjd5j/agqQGJUwp9UXNRkkrgzkg8IFShlApkS5PYqJFCASOyYLZBHBcowKgYlSCyxJwT0DN5500FEjVqhDhEd5ApfMlaEtd7D10JenG9YnhmAwAFASHMXw5t5pJ5OBJEjTczgXOXZKyK2TibhrBKPWqvMJJ1237cGxYn1Yjwe37hx4/r167u7uzLwlmZDICNgJgAGbmdJ0DTWvm1B7oIUIiMF6A57m1jShgfVArBnFgUpqDq0GYHBO4/eOyoAwKjaFY09MXDl5rYHABPnwDkAGM4mAt10spbJDGWJBgDPu1vbwDx2FXpGhQqc8jZNjSKHDApRE2ukFJLEawXoJlWLAaajr/+nP3/2zx7b2Ng4efLkPR9877lz53obx8F5MAoUzsrCsWeluVbjeA8oKWEeY2aXURoZwHkiACs0PmAATExhSwds2S9BxsgOQCms8ipJDJQVK6yQWZsJzzSqFDRUZaoTqucX8diTxkwaP6XUHXfc8XM/93P9fv8LX/jC8ePHxSlkeXn54Ycfftvb3ibCvEPlJfsag2hv0CSbxTQz+ciRvbmPxtlE+79FODQq1eWH07ywnhFVkmRaJ/e//YEXXnihKIrxcKKUeuWV1y9deuPMmTMvv3zp7rvvvnzthqOElWallU6kshci6Orq6sWLl249ffqDH/zgjRs3bty4MZvNvvzlvzl37twv/MIvHDt27Jd/+ZcfffTRO++8czAYtFotaZ7l/YhXzVInu7699X/8xm90P/UHK+321uXXRsPrO8e6m9X0nu6yKls96OT50I1nu3vXzYzvO/e2e0/fvbG2fvr07XuT8WtX3/j9P/7MBPNspd1fWzp5fP3UjY1b1k5sX7xOua+qYn39WL/fEyZSdGD/Tn81CV3hxLWAYvu8vTN6+dXL1WyKzIAGyJS2tB69dW1Ng4RMOSYiyzybFmw6k9InmLgSXVkBVN1ef2lpyWRpWZZlVXnm3vKqMapgh4hKo83zaNcRHtt6dqBrFw2BX4RNgJ5bnbaI0IzSUqkXRdFOs6VOt6oqjZRbxwwaEFh5x8CK0CwPVgWfyWelrQLqUrp8Mpl2Op2lpSWpcwpfSXylaMmARahISTurqmp3d9dWXutEq6STtcQQ0lqXJAkyOit9KWtUKtHN+rgUrqmEZRNqNJFNGsX/YaNwQRogDOhaMB/ARvGJqQt3Gd5XRRGkj8HJU5FJEqV16awCSoypyjIhlZlk0Fvy1o9GI3bcarWsnSGiTkxVVcIH1zrJMiyKQpB/V7t/eWBj8jRNlTKtJPWVJQBfuUk1qarKaN2p/XistUHyjdpaK04qQlstigJrW7ImaipGUM65bm9pc3Pz2qVrGxsbqIykUBhjFFKZF6SVkDucc5PJyLi01WpJYL1nRlRZlgAEylKvl855gIDW2sIWVVX5ipIkSRJDjET1YeGDwY/MqmRReeektY4zAq55pJPpzOYzBM6nM52YNE210kTB24yU6nR6AFDaSimlVRYhxOByDJ5qdpV1cVIvfoEoUfXh+mhVJ9/qBjNIRUEN41x1wgyOvfOeEdj7GFLnnAMI6cFNk20A8nWubPSkcM5JlBRRwywDCW7CQzxc18BOnFMES/JBm+p99IpnHQ+pJum0/isLPFgFan4SNULafMh1gSb9NfZ4YcIir+HnYkXpwiKkeTMIsXGVDk9r4JvYtnGjL0VpbsLPY8crY/vIMmQGH1MEqA51EfYqAfgYtxyYvkS1YirKaXwzfyNhcnNHEOe9l76FokqyzggPV5kIDhiKzDXctRdofT5EBWDtG4GCnbOgZg5YSgMHgcgb3nuzC5MkwZAwj7I+ANEEpNvH9Hj2HkMOZqIoBFaGTEzAtzSS2S9XPaxTP5A1fxODGWhE2i++PtUr1TkBD33TU2hu0MqHmyCBXIADbqW8aOGzzzlmP1OOWXYuAPDeSlhNDbZA5HACuzibR89GawUI3oaMF+eZ2bHsU84BKgKJfPQSei6QFpDEyCiZDlAz61OyAAFJ19pLao6XlFLskRXV5FJVs1gVegbhMIJDL+xH5FpQH0YozjvnkiTpDwZJkgyHu9NJbhJllDhbKs8gjZKwJqy1VId2KKVSUobIGFNW7dGeKYrZbDZzzhIhEzE6zwTAxhhNGrwGo8FbREwkPUIsdYKrivIAzDrG9YT/I1Q1zknaYG25SURFiYwCj4aRHZBySECKQddPhEICbVABOJMSoAKFoKTVtgCtVst661wleUUEqBA16tKVTSAxRvYxM/tAJG8y4yNJL47P5RLFIkNQIykphHXW6/WWl5ePHz8+nU5FYiHD2slkMh6PxWZjNptVVR4IrVqL2jYyP6UV3KdZbTIk93EzmkcLNYT4N6PX70PbnPezPC/LcqiGqTZZkmZJmmi9cmTNlVVZFGVeWGvZOw8MwFmSaqWYobRV6dmQ0qSsczoGrztXluWlS5deffXVL339b0+dOX3nXXfd+45z99x/X//IWksnYLTzLEoXREx16BbK0rVaLRnAV9YqIqHhe/BKaVDK2crZsnA2zdoI/OR401t/fLCqwA2y1AAwIHlIEsMAClsePNgq0Ql4kLHZQY2WPCly8e+9996f/MmfPHv27NGjRzc2NuSGrq+vC5MqNjb/or5iyyfLY3d3V9xWBDw8derUkSNHJpPJq6++ev36dQA4ceKE+GGeP39+NMtvueWWqMCRcX6WZdba8+fPf//3f/jq1asvvfTS2tpaURR/+qd/+qlPfepd73rX+9///u///u9vtVq/8zu/87d/+7fOuaWlpZWVFUESpDeuqqrdaWOaZn1QSm1v3mh3O8eyo9Ni9r/+7//bV975d//lv/ro95x7aHc6fuxvvjycTsqMjt9+6viZU6jUcHev3Wn30hZWzk7yv/7So9/zwDuxcuDV0y89v3Lr8bvf8faqmvV6vXa7/eYWPt/Z6yyWJURhBj+ZTHZ2diIgEKF771y3kzUZffERlB/GzCRrLVShFtdaxdFAAIFJNyutCL/EwOto3FWT1uY7lWDI0iyJVExqtaqqvHPMXMymwgOUDUpiACLWRET9fl+4kWL6FZ2HBMqOGdMSH8fMYuUaoDlXSkc619IzSxpwLV6YUzqbeVGxBIotR/Mol9YibpJCW5XdlYgE59kXZs01o6+u4pAkaJ4QgBpdIhLRNJ9GZC8qJBlBFJWy8wuAOR6PSxtMSrMslTwYZnR1fob3DIriXW4QhcB7TwqMMa7mB0k6FNScIMkVkM81Go3iGGU0Gj399NOIuHHylDSKwvtNkqSoynhUSRtZlmW/3xcSrPduNpsxo9yjwtkI3+VFGbPUxb8HALRJ5To754wKxxPUuYXWWg+M2ACZAWJrLQAaAIuxrIhNWt2eHHO2vncc1PoqKmgCMyLeZe+dC2ZORASKZnl+KFvEWos14u1cYQO66ZUx9VPDAliwJN/KkvBcw84EPLcUihy0JtGmWV7us0VhWPCzPVRedAgeGLzMF//KW/ELDp7p+w76mwGMjbeNsD+/of5Jgza430egESswv/74JhTFb3831vs/JBPXicwiQIOGuBYAPCsAKYpFPCc4MoeCvKb9BZmjZfDOQc1mZocCwUVANF6COlor/ulmQtTiOwz/75uJ1CDFP7D4jEGwPnQSUofzW0IgLgyogBGAKaSa1fiEfNT6hvlAfCOQIBWWHdAorU1jO7P8lhLBxtLhBYwYDpjjHea6uUCq3L9iGnksc5Z2uA/ygqGWjao8pmb/2XjboWubG3jO2z+5Jo1ITS8qTQ4mMQ3LowAHidGkZ6q7Pu+D2wohy7kiWz94m5okUZoQRYoRGBPsrS2dcwrZS9I7e1EDSmkg6XGhWCdCYoWEDOAFAPXMrDSwnG2NswcQoycmEwOGqHcmJkKPlQIFjMyKib2SzHhmcMTgAQmJvWfvQak0zUTONLF7ZWG98ZIs5z0z5ypk+aK11kCtgwfvQWltlFJZKzHG5NOJMePZbGKtZWREJWIxrRDBS54u+oTBk1LsAbyXPQSZUJECQp7nKAAiKBJBXTDCRkWk695euyRFZEZBOmXpKyLlQQuNigAVgiJICBVCSUygNJlUpVopx96BK23h2M7rJCZ2wJ4XHFOBeCELdoHLIfrPpkMDzscWgaEk7nCiZJBUXCLIsiTLkl6vI5S5SMEqy1Ikf6PRaDKZDIe7MUA5uKLVcpc4/vSNN3DwOHkTu5dvRSw3L0kJnfeucmit2FdO1FTiKFJjsiTtddrEYKuqKIpylleTCREZpTQphQR184ZEAOydI6IkzUKacJlceOb555965rG/+NItZ05v3HrLqTOnT91+5p5zD6SdNvsqLwvwoHWigHSmkNg5y+ACk9kxMIAiy14hOYUWwWtdAF/euvJ/fe0vZuPJ3becvnX12J1rGyey7pGsS86hcx440drI2rMEecEdcyhJJsJrUnPfd999d9xxh9SvTXleLHq+ba/R77ityIJOpl6fm5ube3t7zDwYDMT5XYhe6+vrQjleXl5WSh0/fnx3d3c0y1dXV/f29sRrdDweI2Kn03nhhee+8IXP/Zt/88Pve9/7Pv+5zy0vL//UT/3Ulx//ytLS0vnz55988slf/MVf/Nf/+off+973Pv744//wD/8gHf7Ozo54Y4hhTLBwIEzbrW6vd7zf2dq+nKa0m8/+7It/+uRjT9x6fKOd6YuvvzzNp60TRx/5+hP4m+b97/3eO2+/k7x/9aULo83dte7yex96+L67zyZJYgFfu7H5B3/2x69ce+OWtbXBYCAep5E3+1247M550sQA1sFoNLp69WqUds+PHoCAhsVIOg7WU7Hlk19wznFVidVZkggN0sfBr3RN0V2zGRou7IAmEzhJEo0Ud6rKWyHXWWsLW8n1CY0ootHaE8bpkrT60t3Fvk6uZxXsQAUFSmKWiXwK2dakpZx/ImHQ1XOx4N2yOKRQSK4esUXetfD8F7wN/f5tTTYoWWbSRtYZDwYOZIEiouz5cydzH5QOKlTpdchtTYiVNzybzeo5VAmESZJJSyP9mxg1Y+XiQLDeq6lZZnDNe6ypkiaOmaqqkiFCLKm9l38KBF1xjxFRgIQfImKv11tdXZVMeekzx+OxdHcyf5Q75b3PqzLP8+l0iqi6vV6r1UFE51iiFD0Gi2DnnK8pkdZaVHNuecRa5d3OwSWlgJAAJT8wttnxF8Rk1Tob8VUA8JOJmEoYY6oqLOOyLKMXQB0KhcTIzGVVMbN0fR5Ba60QqJFmTFJWhEYARUmR53lRlDV6hq4WDwOg1gYVAaLkvyulDDYTIxqJfDe3JFygxc0VGfzm7mL7BHjz8XdAcd7CGyZmKuxHQRrx7rgPHnsTI31unPuHadZumojYfPHGU/YdP/i0F7KTsAFDD6YAPETONy0Mv52fk6C4BtiQQZJT4swsPodC0QsvDp4buRxzBG/O5W3Ych74tBRzI0KWzsJd98gK0DOHMlkQP0TPgKgYGBHCR2UmAAueGJRSXtSF3LS0IdmUCVFY4onSiJgYg9L4YaQIe3CB9/Kt5P7N/YVuWtbwzdKT51Kohh/R/lHE/vXnY6lNMexy3t3xIQ8SRmslgADFhmGAxIjPURHvPAjuJG3WAiQiPFbwLB6U7LyoNwXBZ9axuM/zHLxl5yExmhQyIDtmtuydq6y13tvKodYu8A+YnXdK8ui841ohGczckIEdEyFyrVktUCnHSgxdMIiMyTsXvFwkF5UJ2HlEoxhZicCahW7oQ5I7eAeAqBQqGRRgbTyj+v0+EY12d4q8VGGuBtZ5Yy0nTEZasoKIgBV7cmiDhQpiahLTN2mrPR4Px+NxnudCzDNUIaItHACgNqhJom2YOBISZEwBAAimAcNCNFmpD2NypGpVJDnTAfCErBpJSh4xUQmQUtJssAdv0XtkT5oJgBkcO03akFFoSCsfBTAe2bEHa71XqhKygNyruH0TalmQCzY/IWtonqYgR+BkMhHwZzQalWXZ6XTW1tYk0ykWUnIMR2s1McTPsqzf76+urlZVNRrtjcdj0QWJqkrOyFarVduOBZ2M+KfHMf/NPLiawrmbeT0fLkVQwQ1PFA6ld74qnXOpNkbpJElaaZamaWpMu7XU7nWno/F0PJnmMwJMjZGQek0EihDReQfegSLSKmll2kM76zrniuH0pW88c/7pZygxWbfznu/7vh/64Y/fcvrWVqcLCOA950WlSOy1QvRIWQqGEEhc4K0CCwigCnCvbl59/rVXOt3ulRef6upUF+7u47c8dNc9t23ckhGtqCUDAFXe8yr1CCaV233oQVWWpdToUs6KqC8aDMQb+i8N5Yt4S/OmD4dDMffrdDri3iGfTnKcR6PRxYsXh8OhEFYHg2WttSwwkS1lWbK+fmx7+8af/Mmf/N7vferHfuzH3nHu3PPPP9/v937kR37kQx/60PLy8mw2W19fryq3sXH03/7bH/nwhz+8vb197dq1N9544+mnn37iiScuXry4tbW1sboMaVoiJqQHnTZMp2YyM7q9snpk3PHVzF/bvFpVueVZu5U6xePp3n/6/Gc//bu/028v3f/2+3v9nrz/UydOpiZZWV5ho0qDjz7x5dHeNh09OhgM5KYIAfJbUdr/UzttwNolGxBhMplsbW1Za4WGP3c6FEOOpkUE1zZoiIL/68SE1kiaIgQErKrKuQpVfYJ7bCIh0WMz9mZRthD3Kxf8HtE5p5USj5OKPZelvKVgUJkkk1EuvVzzNeVLGgZRJsur9fv9wWAgYZXCiJ5Op7GTiWWV7GBBy40Y49SbuWQR7xJKVNOGTWau8dXY+UONLkShF/iNNYO6quzNZiLxRsRAOLGpaeKNUlBJKyV2oLLtzGazqqpmbhbdUOTaivlNoHpWgRaklNFaOxvCkyReTzYx6SflaldVlc/KsiwF74I6fxUB4xPtylJa2RhPL0GI8q7kU2dZVlWV2JPqxMT/tmmsMp1OZnmeZRMiare7WuuiKPKqjEMEJBWVk2mSRiFo7PynM3EJmMj5opPQXddelxxtTpoFdmUr9mHqjYiyWtI0VVo7x8YYVFRVVZBU0GINGZNpFZksnYsJGwkfjHM/QkIlxyUiklZYQ6bFbBa9QJ1z7J0Q5MKjFHPjARedXeoogOZYbdHnkpuWgQ1f09pGFQ91Z2nAgzEXeJ9n6c08V/BQU4ymIyge5qg597NcqKEX90nmb1HJvC877aCD6Fsm8X5LXZ9AQhCVZQHmEg5JAzGvU4uBVPNaEwRrRY5iw8G3iAAAIABJREFUM++dqFkkdc1zyJpBBAx+EvHhQUVI2PAzJQCMzFJokDAbDEbvD4gLuJ4HqGaIOQYNHwOoyBKG0PsRYpTqInsPImkMvahGhQxKYZIkqRa/KdJK1aOyeq8UEZp6y0A8blA338SQ5q2gg318mPoB9s21DvNPIXCdE9buwhLkOeI8x4PCW6SYjRds7n3dPgWOhK8lvU4eDO+ZnZwoVG8cUuh6IvCeXRjXeeuscga05FhEFbUtC2RWCEyeAIUw7L0tbVU5y+yUc06CAX04xmqWh/PQYOUxAKJ3HoS7KEw8bz14BR7YAxFoBUCCDaMUCc4jovfB81MzAntm8oqQCT0BESsiluyEcC+JET2CkpQ/Tkza6wFbt7e3U5VlWZZp6o0x0lgkLhFlHSqFtVbWMwIzEjGDUrqVGUWGMAEaF8Wsci4xSnZcz0ikPQWdHiAw0D6Gt/M6LhEMOkRkBBFCKmWISCkIAtisy+wVsgB6YQUyKp04x1XlLDt01ha5KwvPblhOJFpToV7uL3e73SRLTZpoRCCvlAeP4JkVW2ULX85DluqngFDH+mxhWAu8z4NETl9xzd7Z2ZlOp6urq7feeuv6+rrEc4mQRqy6G2lF0EwTFqF/lmX9/vLy8qpwPkejkej+hdMCgEoZrRNjUq2T2WzSnL8eJGDsO2beJD32kOahDjoRox5BpRUqVqpwfjaZjsZTQSdarVYnTVu9brvTKcsyn83srCiLnAA0qcLZ1CTKKIVYchANasuEhMyeMSEFimzp8s2d//ezf/zkXz9x2513vOPBB+5/xztOnjlNnU5LAyC4orBlgWBSo0U6y8xiv+wAC7aMiKArz0tgVpZXrwy3R8CVsptvnH9q89WlVufY8urtJ0/dtXHq1vYagGEAyh3x4UMrGd4H2n9NQotWvU3pXUhk/pY76u+amWTzG7FVjOTh5sweEV977bVnnnnGWru+vr68vHxl80a7nQmXj9n1+z3pMTY2Ni5duvQ//y//44WLL/3Hf/8f+v3e5z73uX//H/7bo0dXnQMJEy+KQqk2M7fb7cFg6eTJk2fPnn3/+9//Ez/xEy+//PJrr732tcceu/D661vXru1euX5Lvz/a2sw3L+tBZ6pf76+fUjprt7uU6e3htNduc5oCeWajs35Z2G8++4xT2F8Z9FdWH/vK3xw/euwDH/jA2vpx7X3q2SAmSSIGnk0fy3/uqw2ISlFt4w6j0Wg8HjvntF6wSRPxGyJ652tVNshtCO4jacLM1lnLXnn03idZysBlWVZVwQ01crA8aYSbCbzWnCvFapsaE94YcCe7EFsnEQJx6zi+flQgPlkbRVHM8kkAzdArjUv97mB5KRAQUAutURiAMVxkMpkI4hfnpNJ2mkTFr2Ye9z6cpBb8874SlBmQxe0BDpTRIMROXuTvzMu2RRdE+U2/6NrdpMrHTikSYmPmXlxdjCSsaZmVyISutPOAe6V1bMIra7XWSTJvV2r5Gc2NfJmm06mUB845H4uZWtXMGMqPogjp6ju7e2+88cZwODx16lS3293b25MYD631dDotqjLmBMqfkw7TOS6rajgcBq2a95PJxCFE5aQwTeRdRe8cXyvcIjmWmQMf1dbG2hiyiGKXKX/XStI9MEWJFrPwiabTqWe21rdarXa3o7VGZRbuF4aMJ7Gklrskl9Q5R038Dec8HcfBojZNU1+f0VVVLS0tRRtSL4IC7xHnQuiDEdnyuQR98I1whUaty/u0FfyP2kD2k+TempLzJkDiPruXb7/pmjckh7BImoY6C4XHwYYQIur4T/DwhEgJi00JsYI4Qou2jSr8S60OCFoEgLdWZksBRndAWLcjMNcaSVfX2BGUUkyEqDAYmoiGMDQX0VUv0AvF3AgQAFyM9RCIrO47590iggKKQSDyM5pL2sLVk/c0b/kQCTBLEnlvJlGGojEpN3i6XkEIqIgNF97cd7Txw0UkGvbje/N7zwfKDp7zMIkbg5Da2YUXWr4gmWvShYkbUKGAzh7rrIj5GwyJf3JNfGwMvY+GzbVUDhHF4kZaO6rjaJFBKGqBWudkRFoBkwOMW78ct0UVRrle+RBiBs55X1WucjIPc6W1Sl6WQQEwOw+B3hAQAyQgUIgOPDvviU3QBYsOEiSmL3p1aq0F0IOYSUAIiB4d1kxEImYdZgRYX2HvnGUBP9kVTin0HgvrjKLl5eXEqOFwuLe9UzgLaQomBefZe60tecdKoTGoFRIBEYICRPbeARCTMUaMSYYTM51O0c88A5JBIAcaQFngKM9rbGlyMJjY7GGdxUe1+7NWIXtXrrk1GpE1gSIAz64sJ3le5FVZ2rysqqL0lbVVUeUF20oh77ocAHxZucIuDwYrKyudTqc/WElaWZZliTJaG0L0lbVlpagdDVSstd6B9z5uUk3cLD4ysUSIHIFotU9E3W53dXV1dXU1ln1iOl8TTgpohORGikH0Us+ybDAYSHiugH7Xr1+X8W2s7dI0FQujWFRF57RDuZ03a/kOffxjNFEgtNeZG57AOYvBeAhLduVssjcdp1r3u91uu9Puddq9ri3KIs+rogTni7LKbZVorbUWxoFYLpR5UfswMQInpFmZyrMbTZ9+4smvPfF3K2urZ++558477zz77nfcfvvtqttRaKC07J0idB4BAQgde0DSqB1gCW44GQPQyZMn+3DsjetX2+32jWvX9/ZGu6PtN8a7T7z4zPHB6l3rt9yxcuyB2+6+tbV2pE4OvBnTtfnzWKGGKtaY/yw0zn9s+1cUhZSDMd5dlq5gmDdu3Hj99ddXV1c/+tGPnjt3LkmSly+98txzz125cmU4HLqyOnLkiOQNnLxloyhnly5d+o3f+I3/5//+zMc+9rFjx4596UtfeuWVV9544w1hNlZVtba2dt99933gAx84c+ZMt5shdsqyzLJsfX1da/1ffeITF15//cr1a8987etXnnlu65ln3nb7HY8/+bf5bHzlxth1uqbTGQy63Y5ZbnfctNI64TQpLbRbXadoWOWYJqrbeeLJr776yqU/+qM/Orm+AUZtXnjFqKTVaq2trUnZ/d3svbEuHKrKX7lyZTKZQHSi9rYu/Z1APeLlyEAuqA/QpElE+WzlbYNfEPcZQgxgkYO5Zq9xr2OkQXODIiJGJNIJohAIBTOXrca6MIlsKqkiAU/IhO12W2jqMreSjS4wEkvXVBdLYS2txb5tTRiYWSuRwIPIdAiGNIdRFVwjzdV7T4AEAfA/uI9FrWBENYkI6lP7YClPwQdr/qQToKvp0LT4JeaT4ryV57nchTRNs6wt2Z7C6pfmrbQuXo26iOAaeKyKopSZSzQOkP9W+JlEyhhT2gqCo5XURSq+z9FkGv9buaTbO7uTyeT2228/fvx47NnkxkENYUWBQCT3tlqtdqcjAU4CYxZFkXU78YyLn10p5QGC1I3CpFJml9Y7pZQCFREt74OQgxtO3XI1ZGqpEqNIOQ4XxXIYQ0iMUJ7nJk3a7XZIVwrqpxBo4XFOOWOAqh6kpmlar/N5n8aEiuucd0UKMCpdYf7UoHR91jnLPuT3cN3Tyjh+UbQVA+KbKQDzrq8xXcXGLOPQFXgI/izdCx+iolqodRdFhm8Cyh1kADXxPSRc5HLi/h3tJq/ZtE5tSBzxcCfP79AmrDHYljRaESApjgOojHzwKgsdnL0Hrh0pazoBMAD6GpII4kBEqqEj3N/gAgAqkKBtoYoGStTcS30hRjKmydOC64kYcmLsypDlJ8EMM+xB4swJdevoKTBTkQgomLsSImZqbrwhwjFZuBx7ISRpmg7UfIfo+hapm3joCOJm2YtNFM6LG0ZwTlpgPyPMTV29rx/qxdgToV9H5mf9Vhei9kTWKdK7cLmZAT3HzmleqXvPoBC9ZKsLn4F9fd0Cik+ALi4YyWuvOfcxbqEsrUJUSOCC04+U3+JFwYTKoQTpKUCF5MEhInsQF2lnPQIhoFaKCQjYAyjkirxC8prRo1LKeUtE5EkwQPCOceEkk6+KxQWNgLWU0USka1KE0IBIGjYAZ3MO9gCgTJKmqVpaaiWpIdze3s5nM/beWaUq5bQWV7gqSYU2Q0p5kxBZJLKOEZU2xijd7Xa1Nu20NZpc48qjQgJtgZiJlQLSAYiN4DkxAChK5jyNcLYRACRZKt+4QOlx6D1UM6WRtCaCqih3dnY2Nzd398Z5aWVsDY5dVXlrNWGaJMnKklLKQbm3c21nd+eNy1eTJFleW11aWur3l7vdbq/d6mStRBMp30o7kYwUWVIHJ8EBIUE4WF2J+YGYXjrner2euGaL6EVoPILmtVotoUtFJ4ZmSENT3y9IWr/fd85tbGyMx+OdnZ3d3V1JFi7LUlJ34+sI6BTf+b43fzNa/77onuaD3GRhiRVwVJgInznuFaV3N/Z2dvZ20zTttjudVjvtdbJuh60r8ryY5YW1RZGHzpZUotuMbLQGxKqqfOUTbbTW6Nh7nymdEIxu7PzNo19+4rHHT3zp5PqJkyduOXnLbafvvveeo7edASDNjj2gIrYVaFJIFUAJ1s4Kn5lXrl/tHlkZrB3ZOHZ8tb+az2b5dDLNZ0qpva3tr1988fyFl59/5cIn/osfOoqDmxEZIlAQIb44f1G1WeK/zK4PF8X34/FYOIcxT0KKsFartb29/corr9x1110//uM//olPfKLdbo9Go6Tdev311y9evHjx4sUL51+6dOnSeDLc3pk450SmJZF6n/70p0+cOLGzO75w4YKEy8vMYjabdTqd3/qt37rnnnvOnTv3wAMP3H///SsrK1JXTTTeesdt5975wA985KPVq6+9+JdfGj333EZv6ZXx5BpiemLjsSf//sLL56t8dsfpjds6a5t7ez7JCqWS5bXl9ePL2Nkd7g0Gy+trR/e2bjz1zLNf/eo/pIquXb528vSt3W736NGjzanHP7e0T/qTEJLJIFzZ8XgsmzSD886Jxo+USlOjlCrlMW8410X6nHNOaHZaa+kD2bPWWk5tY4xJE4U68rpjoS9MuTiBigoCoWgKMCXdhXNO6TB8kTsidjLSTkwmk9CUNs5NAYhkn4kdjrW2Kuc+sUJ0bLVaTfsQ+ZLdL/q7CI4kNMU4R5tvNXEBz10EmeMhvUiNa4S20T72poh3GgzbGPUOcf1LfRKuGIQmQaNq7pzOOaW0DNpkUCJ+m4Kft9Ks2+1K2yltWExYCcGewEJMEPI/s42FhPiLxJAeRExMprWWAp8oSByhERA2GAxkbSCiSMFXV1ePHz/e6XS01tvb29E2SWu9tLTka1pKaMPm2WDkmbUWFxYvlmOeQuemlEqSNLJRkGozIaTIaR8Oh1VV1XY19fhSoLwDd2ef4UVcHpElYYwh0rJCkiQBHdiTvqZciZ1j+FuAXL/CPHeNEKS8a+Bd8vhb74TRJQf0NM9jYYlIgEBEpuYDkp+/VSQKhjrzlYOL6WX7liLvc8WsSUN06Lw1It5wE6tP2J8NBgdpnDfZ+fdbtkQ566HDTVh4dg4bFjdgvWbM8vwVItKDNz2PFvvnf1w2hIY67RnYN9oMMkkc77kFvlawMRRLFx/aPAiaYARkcOAZvDjCGqhZuYC+ziRocDKZObACiYhQgdZakyIijSS0YMGRfO0bIfsK1IaMuIjmIgPJvyIxgWbFBOAJqM4jC30sASrQSiMBBqmeCqC8Roq7pAoIr3feG2Mo8EPDdEtgLEULTdibY3377uuB1XlzfSfP4T5aII82emJZZJ59DbPiIvTnY7XNDMQYKbF1iRzmIuC9xPIyMDj5G9TUi7P3wUh0zub3zgpVHRETPectSCdJRMBagKnmEBERK+uVAq1QIrvr7btywI6BACoXroADMAol4957XznrnNPAZKuQCqrEaVUeKsfgof7lZpKbHLdQZ/tEXy/JCPHAyIoIUJECRiIxoBLjL8FZiViWhy1LEZkwc1XMtNa9Xq+VJePRaDgcIrIm5Yi81mi0V4qtY63JaK01WSusF4+E5Dx71kYp1cmydpoC56Pp1FnwTMAEyiiTMKqYQEgERimlUCEhMaFueqgILluWNnAmZ7M8z8WfYKlrskRnSaoJJpPRlSvXLr3y2tXrW0m7B6QUJVolwsBopZmmxGPSSlPV6sxGk8l0NiuGAHB960a72+n1ekvd3upy//jRo0eWB1kr8X5eykfXaZk+xvmCvElEcGyblH25TfX0NxQBIloQH0gR2YcUIKJWqyUTdKkSbOMr7lrxK57iWZYtLS0dOXKkKAoxCbx8+fLu7jbUYQPSecpm02wpYzP55gaeB3+oSYlWwcfMSaJ4CDU1GwBgvQNgD1jls0k+M6QSbRJtlpeX016ntzwA5/M8n04meZ5Pq/J6URljMkwNECAniWGkoioTkzmQVUrKkJzZV1++dP3ia18jQKPXjh69656z7/6e997/wINprwvKpKit85bAge9Rst5fcReqzdevTGyZdFrPj0bdrHVy48SVK1d2NjcfuP9cK22b3HYsvv7cS9PtEawODu3cagPA4I+/Lyis2Q02D+9/gV+iQx6NRmLGGAmrUoZOp9N2u/0zP/Mz/+7fffL551/83d/93d3d3Y1Ttzz00EPvec97PvjBD5az/MXzz7/22mvf+MY3XnzxxaeeekqGDt66druFyLPcHzt2bGVlRVh/ss6Hw+HW1tYjjzzymc98Zmlp6Qd+4Ac+8YlP3HPPPcvLy8mg7Zlf375xrNNPTm4cObkxevG5s2fPnu60Nx588NJs8tff+PturzWtZh/+V9/7sXu/9++e+cbl6eTJ8y997emv04utM2duz7IMQFHXLC2vyMZ18dkXUm0yk3Q6HbGl+W4CfdbaxCQy6JxMJleuXJlOp20duD6Bv6C1IiW4WVnlComFxVLbHlpro5FJdAmqFQBhq5Eq2frAVZM+MMbNxRi3SP4M0hUApZRrIHKWKHqueAwVraB5w+lQggSaxBZEHI/HwW6xPi4jKV2gMPFglFYnustAnYcp22NeuIhTyZsRWVo0HZ07GdZ8sCbgGePjF4pIBgIsbBXhSkH5Dk67hEsrmfByrYIk28neiyZJxMBZ2+BUGagf7Lz3rSxL07TVaskfGg6H1npmxqrywMYYSSzMS9vshBViBUFdppWSCkSuoVFKJynWO3wEbEWMBxCif9k3+iUIW728/7W1NSRFRNKAVXujLMvidNJaC4SxSycipFBUWFtU1ipljDGz2WQ2mxljLLDYjxljoC5xjTGWQfC0snICC4uGUzDDoHBGkAVpq/2jUssSX1xTasFFqyHURtYMEmmdREuedprFZt7H/qz+QwECMTpVZOoxHNR+oRJTRgDSXQOhQtWkKUpOfVVV1rpAEms0abEPRyT0YcLb8JughflpxOIWHexjyEFtVOsPtj2R29z4NYEoKJLmoqPYPngw2h/efOTHh/I/Y+e2753wIdRNaJAEF9PIayeZN6kl9kUGxr/yT2B4zqFPbFo8eR/5Bo598OoIPd78nfloRokYqIA1oEaAYoLJHDTx8lGdtSy5flKbExFqhYqYkNSCaHDun6k0oI5uv1VVOWc1hjuq56pTT4CkUCEaBOk75ONoohhRTRQimAlRa7ErDKMxEvbVgmnsgjolLkac32aqoTNcxGa5QcPbP6Gh+e/NoY9Dc9jnzis8T5Fupnkw+KaiuomURxA64nhh4CQTL6ZoiYt1BSYDDF+DgZLwc9DdnmS44j17K/TeqqokEC3M8tsZ1MltUYqBiMzEDFVVZVkmJ6UY6hSlBS6zJCHg2l/RM3qh6ZJl572SJDfEBNA7L6q+yvrSlsxISAzee2UUErALYLBXHkXYIN7EysugUTw+nZNANkVKyZABnLMpifuGT0grrVEbQNRJopQCF2aNchgYlUYuEHjr6o+bJHptbS3P83w6E/M3ZibvMUlK65zXLWpXXKG1WZaJfzZ6BivcfoNEimh1ec377Woy88oolYBKmAwo5TlEEYBnJJbJsbczbZS11lYeAPJZKXoY0cpPJpPxZFiWpUwu2xpNotpZK0l0meeXr16/emNrdzzJWGftgaakYu0c99qdUVlVhepMK2alEUrLjCCnOxHNtrZ2d3fBu0TjradO3nP2zmNH1kzWl3stE2hlEh1E6qlwlmSyG2B+t0CgithX07VMVp0gclVVyfUUx3MB/WRPFypUzOWTb/ZZ88kLSi8q+h/Ji+v3+5ubm9PpdG9vbzKZOCduAcYYMia1i19iAeFcFXONIiHq4Oy8dgP28XFWka+yKGicv0NSAOCi65LnqiinZTXJizRJOq12p9PpdLqtbi84Q+yNp3k+mowTpVNttHWaSAOxL4mIrYXgXcHgXZcMKPLMs1l5+cKl669f/sbffbXbHzz0rofP3nf/vefuS9dWNFGGVDj/zjvv+a8z+sqzX3/h0hWfmUqjMvrq5nWTJMdPnZxWxfLycmvmtl96tePVEiX78nb3kTmbRn9wwImbiN4E7vvPhQHGol++kbJvNpttbW1JbyYPlNz9vb29d73rXR//+Men0/zTn/70H/zBH2xtbSXt1vLy8r333nv//fe/84EH77n3bW9/+9s/+MEPXrly5aWXXvrqV7/6ta997bVLr166dOny5cukWu9///vb7fa1a9diFKGEWzDziRMnhsPh448//tRTT3U6nYcffvg9P/S+e+697+jyEc4MzKZ5R9/27ncs95aKdvvx8+d/9wufT9tZK00+8MEP/Pf/8b95+ZEnf+gjH35h+/qj3/x6e6ldOXzhmW8mrFup6R9dO3LL+vLRla3xeIYwqSoy5u67724yAKOA9p/1KzEJM1jvtaLRaFRfB0TCNE0nkxEi5kWxOugZY2azWSBAWm+9B1TKKCZkQmTI81yR6Xa7pJWYNJJSwCGjPKSieXjjjTeuXLki28KRI0dOnDgh8SH7qImCyMUo7SRJJpMg0suyTKSeZVkqRKn7pSD23s9mM6mhl5aWut2uoMTyr9rttmxc7XZbGJ7D4bDX6/X7fQlwG41GW1tbAg8Gcn4d/rE8WBWOKBrlrCvy6e7ubqvVkqSNaJgkkHLlyugOKqWQrWwslGuAiEpvy6oiwhq3xBjC3CxzrfXR5EZKf8nK293drZztdrvO+Xw00loniZMGJu6TCChMTqVUO8tmRTEej6uq8n6uFhPLkG63G9GnOceVg+MXAIgJtsi84/BIHknpzZxzwChtoQvghtr3dEszFsiWzgt9Os9zkfPJsgnUU6Wk/Y7tkNZ6NptlWWa8D3dfKaXUZDIxrUya9ul06hlEaJCmKWqDiJPJZDLNmbnVaomjbzQiEglVsPDh4HNm2UfOsHNud2tH0EvJ0qi3qToGiRkR2+22By6KQhVFEAIoxYhQ21mjEqcd9CFAO7x+gzQrQMuCa2vsFAKdp2a6es/WOme9ZxYXFyF2xtG/d85TPBE4OlXOoWNc2OrLsoqDEs/NYCec6+obktGmBbf3HoNnBDQpP/MKHPFQcX79SfdnBxwceDX9xps+lPGuRdrqIqK+gOAxM5I63PcxOKHgvoYQ8RDg8dvp+mLzLVCSE/PGum0I+ex1u4pzTMth3cISMIlTFNY54LyAa4l7FAPjXB7q2TMQqRi2J1kAHpnqGQMqADGfDCI6pVAjJhKrakvnnLMhz0ABKq2VUolWCsFIdyfXjQOkFbo+QKQQIYCeAb2ImhUTYLiXrhl1ACGpr2mjUv+jB8CDrf+b3I+myq7mMDexe5jL+QIUCm/iBcSL2XryBNdmLIHvKrk0DTQS9vkTxKiM0AXWOCExMgrQ5ySIMhRAEORJQIxA4BmUYu+cRSFjsHUzQDFHFmtNIWbEbpkZnZOiV+jgjASO2XrWhB6QkVDhdDYDYmMQCRSD80genPdADhEdw6woZ7OZFMppC8nH2Z9YlYg5p1NKadIKkYDZOxf30DBermQ+KsTLpN1pdToy902SLEkS0soYwx6xJtiI+WFRFKlTzfyiKJzLWkl/YEfj6d7udlEUvqySBG1RykYFlWUPxhjxdw7ERaOVUpp1cJ0hQp32lwY67eaWLSNTAkqbrF05h6hkT/eFlx14NLzBjEVRzGazIq+m06mAVPK/VVWW1UwptbS01Omk0/Hs+s62q2yWpeD8znBYseoMjvZXj5WWllbWWp1+kdvr16/n06KD6IfFeJRzlY9Gm/l46Nkyc1GJngRdVXhXApZpBqPxttYDrXWr1er1ep1OR+qJaFwuK0QmrEVRyCbeDOsLhBy3oHKJe7dM6I0xwg6S6XgS5soQQ/mk6yvLshlQG19Kapomm+v48eMrKyvS9e3s7Ozt7Un2Q1mWMpCW9SBV1Gw2m0wmSWL20Vab48Z9nU8zx87j/pnOvlFepHRz/H0EBTCtirwqJ9Op3tttZVk7a0nyXrK6lNGASzsZj/eGYyhtpk2WpJW1GsgYowAkIUNrjYVFD0oRmTRTvmKe7uxNd/Y++8JLS4M/OXbi5Jm77rj/nQ++/cF39I4fS9P2J+5+8O1HNv7mlefPX3/j0o2r27t7s92RWV2blK4aTlrKDHTmgNvLS17TPjTAN7Q98P/nr+bgdjQa7e7uyqhF+JnSE+7t7bXb7U9+8pOdTueLX/zio48+euzYsaNHj+6OR3t7e4888shf/dVfbRw7/uCDDz7w4Lnbbrvt5MmTH/3oR9/3vvc551547vk//MM/fOqpp1597cqFCxcE006SZDqdxkXV7Xb7/T4ibm1tXb169fq1a0899dSn//yzZ99275233fmedz787nvv9YopxWdefu78lWtfefbZUVm22+3veccD/9PP/nfXnz9/tNcrZ+NP/d5vz4rx6mp/Z28yOHIkH46LWf7qKxdfeP2ltN87trHuqzzt93WaHjt2TAri76aVjvNOkdKKrIPd3d2oiwPhl8kTh02lk288cQH3kAcfEU2aAIW6P8uyvCwQUYxhpH1qtTqrq6tiKzKbzfI8H4/hb+kuAAAgAElEQVTHKysrcwUgNb1DG/xtFZCfmDobOknvsU4yWF5elm/KshwOh4LFraysCOdCaz0YDGS/kp6zKArZXnz9tIq0MuKKTaKBDPXkS7oXyXKMk7XxeAwu5N1hQoJrRfBKGtcYyyENJDMnxpTORk/OSMOOH6Sq5nC9vI4MFmVnjk+6VioSUMXnRtozW1TCXi6KQnIvi6pKkkQURTEFHgCqosxaHXa+4kZeFM8da7BORIjwFOJ8Hw4/Aapp5MGpO64WY5LmyRLngzs7O8YYxxivpFzDWZE3obDKO+dcu90uS1uUJXOYcoYwKgBph7TWAiFKQ1hU1T4XVmstaXUzeoNH8DjXRjVTzvexPRFqezzm0EJXZVmWaJIsy6IDjYC34kZbm/N516CxyIPjnCtLW/mQI6/IOPYYkFISgStE1/5AXWHnBA+v46PrM10BAmBVM4vnnrK1/L4JKkgRHlM3F1wwGrzKZvMTp7pz7V/4ht7E0eUgsBYPLDgsOu7N+P/Y1DI0sMGb9AKHG3kcLPIPw/5upgX7R3V9MXGNISatzYWefgHfm7cYXsXus/Z7lPbpJtcFo9+/tHwQ4M5I0yTPXjodV0eLe+8Jwi4VcleYFVJ4gBEdOa+CxWcIVCWlNGoAjbVUDzgQ/KBhJ4XBjoXRAyBxTWwFAvaLTZFvAHTQcGX18FbJ7IdQfr8V9yHez+Se/7yG7A73e22iBzTHsnlRjLHvjRyMEMEFFwovyEbjPw9rAMWGHgFJUr1DtCt6rqwdDofS9WmtjWwOnoXqJs2ZbKmA6DyTVgzoAztfvPtL6x0rZIbcOVeUElymkB0TW4uKAMCTYlTWuVlZ0JRSpY2EbABU4BUyKQBG8qy8F9pniF1SGpTKkiRtZUIaFIGBUkpliRT6kSojR0VkpVbW1hEUBn1JRKQVQEhTLcvSMW/t7GRZdmT9BOlkc3NzNpvNyjwh9FQJTIfe27JSShFpmREyMxgvWWyGlEfklFqtljGtaVkVDioHpbNgrSEFBLNpuXXjxlyZVk2kaLDWubISn4Da0FkSgxyzy/Op0eioVXmdV9ZyBUwVJGBIJa0S0rvuv/+hd31vZWE4nm5v77zxxpXzz79gd66Ad85Oq3xsq7w2J2h7YCLQWmuVGZPu7e1NZ2P0O3J4dzqdwWAwWF4aDAbizCZDa2l06zNyv/Av1jdNxXPzS04mmRbL68hUWPr2cH+1FtMXWZNRXih/SGhUTd6m1FiiJFxaWrp+/XpZllevXt3c3JQSXA7O+E2aplVVxAyJSNpsutQsDgvn+0DsAP1NtoT6CVsw8rLAZDQxOGZblbOyGI5GSZIkxnBmOp1OJ2u1TT/rdriydlbkeTHNcwXUpXaCgeZkjNHOeeeAEBWBooSUuDOv9LpVUV149tnnnnrqkS/+xa23nbnjbXcfXT/+zve9/+2nN+588AObdvbajWuvXr28ORk+e+nlGzc2d8HOOm2/1J8Wo42VI6Ps8AbvX6xBy1t+xSDB6NIJANevX5cYhq2tLUSU5PTd3d0bN26cPXv2oYce2tra+u3f/u2dnZ17773XOTeoVieTiXCJ88n08ccff/TRR5Mkuf2OM+9+97tPnDhx+vTpI0eO/NIv/dKLL7748oVXv/nNb164cGE6nW5ubo7HY3l2ZN5hjJlMJmLR3ul2nXNuOH3uq1//+7/8yl/+8Z/dfvokuCKtxqPtbVbJqTvf1lKt9aXB//CTP3VrZ+mJFx9fO7GRAB7tdlZn2R751ZWuK3yq2rMMe9nSVjEb7Wy9OtqBkpc6yzpNzpw5E2btdZH63eHQiuF2VVVXr16VVDeZhwbGiAtsTKWUx2C7JRbCcupNptM8zwW06fqgxxMLfsGdhIJea3dNr9eTDV8asGDNUuf4HQrdh3+lCBqJf8LztNZKWCwiLi0tydBtaWmp1+tJSIOQ5cSURZZQIDZ7FCgpyzIBl3Z2dgR1bDpLNUt/gV4jwCWfdLizG11SpD0ry3I2mQnbMESu11Tqa9euybYmUmppzOqcof22W977qnJysjSD0QFA2uzALAXkWtXmfWCfBvMz52TrFoJ06MyVkhs6N2arp36ybzOzSkxNa5z7VEeXLPlXzjkijEwckOmeJ7lK7L38MHbOrm7qmqry+E52dv4/6t70x5LruhM85y6xvDWXysrK2otriSyJErVZtmQbsLyoW1DDho2x3ZgGBphuTX+0/WU++8N8GmD+hcGMBRgNbz3CjDGw7JbctiSSJiVKFJcq1r5k5f7yrRFx7z1nPpyIePEysyhZoN3jBEFUZb3MfHkj4t5zzm/b9d73ej1pa5VS3X5PjKOFJCKgX5ZlzGKlI9NMXeoOOu1Fd7wSH6szD6N47j5KJ9ELCRfuumYOYRNl4koskOVFzZBUyohslYg8YK3xM0r5agWRysRtBYrVwrCymRDYaIxr4gbQoh9JzTIFhQzgKMx1+01XoXkFrpiPmKo0+1hp3fXRurSEaajZ6C5qRuYvgw+svY+nuh//p8aIR51s3tY09MajgGF5LUqcfCFOEPCJNNF5ckN9jDZKh+brm8n1/+iurwxsmcdEBKDKF4Qb/4QlyVMdpz7++HaTuIwRaFi/aAXKoNaoFaGqf7k66LDqQVncQioXk/lFiqoZlNTl5YprAeLKzEWEyi6Cy2gH8ZkkRMUUSraVrt8YVzYtFVY2v9er1lY4x3S8RzpuVHNiE/gkrA8Wv7BpmlyOtYQc+YTwD244IpVJLIDcoPKrZopEYxnVova0aWTE7JlYuj7d2BewUZzK7aeUwkqvzD4w82Qydc6RD0qpSButtdFKax0wVGPC+iwBQqAqL9saDQpQK0QuvCNmICDNhGARiFkRG4W+KCl8zntU4IgLT0oDBvYYOAQIBEhKKR3ZKIpSa5M0bbVa7Xa70+nIuNFWM/Va3aeUCqpSBhNTqc/2Bku757q1IwKt9XA88F5OekbQjCAZCQBGgzWR0kmH9DALmQ9FaqLJcKq1TpPIFlYjWGvbBDaqrLdZAi3Bi55Eu1BoRJ0YbRWMfDabZS6bobEManf/4P69+9s7e3meF8FHkRHLb1FyW2uVMcCgVexDgQCCsxVFcXDoguZAOqCe5oHIe8LChWw64mHRXtm4FuDyU88obff2Dkz03sHhxB4GxVQU4+EgBFfWE5KEqZSykeq04tWldhojsUvt0nA4HAwGUlJ0u92lpaV2Jz1z5ky325WBtGhdkiTxvqgDGJrOmTIube7j1ZZTBWcRy2u1dllWSM9Wd+/GGK2tdHfS7zV7P2G6ltgXoszXxQ50MpkMh8ODgwOxjJe/pmmFqkWR3ELWWq3nJ6Lgik3Udy4TrUJsj28OR6TeTzqWykhcBlemVGllDfsQfJjm2TTPwNvRdGK1SZOk1+50e51Wr0uFc9PpdDgaFhlkUyCOjI2ZrFJcmuwyUYBK75pNpsaYftqGtvIU7t94//7Nm2j0f/7jP//Ff/2rP/crv7R+8dzlM5fDmcsFwONPjd+8d/PNOzfu7D4+eLg1Ho6uXX5mPV5boJefFGn4L/Gj6XLhvd/c3HTObW5u3rlzZ21t7ezZs1euXDk8PByPx1/84hfTNP3Lv/zLb3zjGy+88ILgciZJlVLtdjtJErWyGkIYj8cA8Nqrr3/n26987KVra2tra6unfv7nf/4Tn/jEi9c+/sUvfnEymezs7Lzyyiuvvvrqo0ePNjc30zQdjUa9Xm82m8njk6bpeDxOPfSSVmzY5vTqt/9hOD04c6ZrGTY2zt99+Gip3fu3v/Wvnzt76Uf/19dXAuvh8PSp5f/5q//+P/3d337nxru748kBjU0an7t0ZvfwAKeKqJiMJkBAPiz3l86ePfvPv9olzuMDEW1vbw+HQ6WUAi8FfY3tpGmstYZ5bM/8rqsZ9cKulDq+RH6MFosmQa7SNJU9U/gINYNXzAzrZ7CJAEj3W7cWdfy3DJ3r5LcAPCtytPNsD9lkBMcT0KwWKgsJIvgyeh6q3HZ5QR3j1jRyrPMJalBOOC+hcHVcoWDF0jomnTIgXph+89RygDzPRckmX2KMCY0ciMUMHqyDB5uNQW3cVYvnxe2GiMSpspzIo1IMEnRRMjxbLZFkM7MypUVNzdLXWmdZJnY4iUpsHAsABcyeglIKQQFLHJKW92Aq6T4ABC9eA1WivVRa1AhfhQVJWAjBB6rbcu/91tbW9evX5a12u90Xrr3Y7XaFTeO9V7aMbNHaamMEXith6coDtjksLj2WNdSslrkuQKvj/R4ea0sCkwu+8O64h0dTIA3VDMJEVik1c16mTnLgIrMnqucFpTWLHGTAtcJCKYUGdI0BMs67ZS5BPGliq9aoNCezAMEdNT/jkrIIzcNRXHAar+Ejdix8ErWthluPGMA0/TDL+7aK7K6hqqMuiU+UEuCT3FzwJ3D8WvBZOdoL4E80Ej3OPp0bkNY959FR1D8G65v3e9QAmkrDRqz5fpK+QHzClWj0rnPG6vxXbLaO5XSh9qJCa1h6AKiCF8p9Fks4GSRfvGyLVMOXkhAWdJyEElSASi2GmAMAi7MqVynJCECS1lAOFuY+rNXlJZGHV6Gm9X0ThAZZafboxIt37K7lH3td5s/J4mdKGOGk+w0XX79oulWJIkuMsIE2QENs03jMFAOUtjTlSpYQMDMChQBq4fPlDei9l+gDMcVJoxhJlGYMAFPniqzIEWNjrbWRteXeV0WLMgIjLK8uZ9NZMcsKcuwJAAI5z4QaFJaGK0ZrYKDA3vlKdqiUjYxC733hQ5jOcpfHkTHGWK3iJIrj2Frd6S8J6NTr9WpYT2m9kH4rEwWllTEUPIfScVSGFSEwURnwbZSmwEXmJtORc469KwqfuQJY2ThK01YaWZu0lldXtra2dh89Pjw8GA4nzrNR8bAgrU0/6XRPLS/1+kZjNhmPhoM2JmwYMSgGUlTajgGRL2SibExktQkWyPL+cBgAJ7Pi3oOHN2/fORyOrI1tHAVqeY/WWqUjDcHYSKH13isTM7HzjgiIfQgOgEaFAwDyjnzBzIiaQAUCE0d3bl7/u2/+dTHLVk6dVkq3U33l0kY6TYyiyeTg5o3JdByiKFI6ch6siRCRKTApYmOiNIlMO+kzg0RXSyt1cHCglNrf35cO8PTp0xsbG03fPGPmin8hvRyRktZDQu+PImkyi61z/OqaWGbbklVoTBRFSW2QUGf9yUeeF6PRpCjKrq92VJdKSKQmcsJJtvJ0Ok3TtNNp1RHJ8q/yBmo2aX3YlxzzxmRn/qgznMTxJIVlvA037LykOPAhlNktunx+ibkoioJy4ae14qTb7nRb7XS5F3daPsvzWeayPMuL0XDmVGSMMXEko1lkQAoYQpImXHhf5MaYyGiFKhCB834y+Os/+Ytv/91/ferqcx/9xMevfeyjG09dOWs7a8++9HPPvvSYRvce3H98/9GzF6+cqYqPWiXyL73fO24bkOf51taWdG6S5fX+++9fv359MBh8+tOf/sVf/MXRaPRnf/Zn0puV7Dtmra1zbjgcaUCZSkRRdO3atXfeeWd3Z/+N179vjbl378Ff/dVfnb9w5ZlnnnnqqaeuXbv22c9+dnd39/r16++9995rr712586d3d3dR48eCTVA3GsvrG6wZ5y5s2dWKXdJK94d7PrMYzRAf7h8dekr/+orsLeXHR6qySwL2Y29rTMvfuR/+OIv/+ovfOGb3//ene3Hj3f3bt26s2KT559/9jvf/Qc3CwDQiiwo7PV6R9bhn4HqabQRNY7W+uDgQLq+atgahIhkjBG3j8WKCBARKwlfKaVWSgLZvPdF8NWewDVRP47jhw8fRlG0sbEBVVSMCNWO9PwNGuH8Jq8L9/o1NTQnbZiU0aUtByujIwSdzUoCarvV7ff7RORd+Xr5WgmVEXVWTadsOrzXtW8dDlEq5BkEnpKyfjqdeu+TJOkknX67b+IohICAWmnnXF4USdKqNisoCk8EURSBXogcaHQppVeK7HK1DFuGaE173vmfq32gTlkMlX2xvPOyITTGE0jbXEOCzjmoAuuaLUT9yyoxZID5cE324crhk5VSoUoRCKUaZi4e1g2GZ3k0EFc0luRCb6nT6dy8eXN7e1scPtN26/nnn69FntJZFUVRFIUPQSkjZ4FkApHCmnWiYd6QhHmWPZ3getUIVGjCTZKjIHTiEIIRzqro+ioErdPplO0rkQCPWZGHELSN63FGKVOsg9kWim5Ang9YBbOt6TAKdd3BUjUKqR1QtdYhkPdBWKMyFFBKlWjK4kN6YulbR7HXyr0GsAI1nfjIn+e2FI2g3UU/8JN7yJPKdXwyf/LH73iLt+icBkh19uETfv/j74QXiaPQaG6PhAf+9Hts88JULUHJsAbhMdLCmzoRaeKmc0jjM8BYalTkC8UGUWJ5jVGRBaNDlV4lYfEEhIzSlUnXR4AocFMT2eeAyjRp2SWRWM2VMgSlPkYBUpXlICW1mPoQklj5YgXFCqRW6f2wCY2JJ2TjFwyNa/Djj8PFxPYTsD6qxJrzxlPaenWc7bngDi8qSsYF9nOtD1SIoHUTgpjvKQ3UuDliAFZE4QjTSRoe6fpqwakS4r6QvwGraHRlrGq1OgAqBM7CrGaG1FChrkZNoqp69tkrk8lkNBz4vMBKEcoIJo4CkQjAvHPsAzGD5mySy8QxEOWFL4KPjY3TqNvt9pe6y71up9tqp60kia21abtdC8CayeYz5xaaB4AqOLXijgMqVARBA3oK5EOe58M8L2ZZlmXO58ycB9LaJO1eu9tL4pYymkB5wB+8c+PRo0e7u7shlHCK1ppDSKJYJ9gKeq3VWz+9mk/G7u7tyXTY4khrUMBKJOvMHIBAIYIBw0zKmtSg7SQIIfNEPrMYFDnvssLlPOGgl5MkScH4AMyKiQt0zuUhOB8KIE+QO1cQeUQkZA5BASdWIwIToQIdt3wABHf//beGe1txlJ4/fyHP89l4EoxOIiVHzmQ6m2W5wiiKO6hMCEzOI8JkSkyZNWqss/F4PJ3OnPOiCJe6ZHd310a61WpdunRJay1yeanA6nQ+mbPKoLcZSTy//wWogvkwjAkVGmAVPHtXMLMxRZ65OI7jxIq4QtC/ukMTKpfIUWazmVDmZPbcbrflgBwMBuvr6/v7+/v7+yLzk7chfex4PB6P4zo9olSERpEQyWR83nQQBY1wkk0YnyTsE4weKmGA5EUK+6s8hgNVPSMzs/JKg1amPNr3s8HheNSKk06arPSXknYatVL2Ic9mWZaFmZt5H6Z56Q4fx1YbA5jluQEUr1FfuBCCtsZaOxtOo1Y82t555fHm9177h7Pnzp27fPHpjzx/9pkrF64+93S7+9zFF8zFFyIGKACiEyC+/1YB6x9W19dk7IzH4/39/dKNkEhImMvLy+fOnfv1X//1ixfP//mf/+dvfvObAg4XRdFutw9GY7lDer2eVXo2mz148Ojw8LDVSvb398Xc3zv32muvXbhw4Y3v/XB9fb3Vap0/f/5Tn/rU888//8ILL3ziE5/4tV/7tdu3b9+6devdd999++23b9++fXh46Jy7+eh+Rye9pHP2zLmk257a8Gi0ORkd7u8csuN337vxv/+f/8fVbmcwPuhk+VKrbQs3un2rPR2vry7/25/7/NZs+p3vvfHNP/vGL/zMS7/7S7+6NHTfeu31R9Px2unV/upSM6C8Luv/SZMbxIYBEaw14/FsMBiUsm2Acg7CwADGGHH3rfPH6isVR6nU7tKJRZGO47gIZbksfEtrtTwpIYThcPz48WNBYsU1BwCEIXli80/MRmupd4kowDy3tonh1D6ctQuomHbUhk+yY2RZJiwDIeCJcbH8Uy23azpR1T1SjRTVt2IURbGxAlGKx6w4Tq+dOrWyslI4V4bOkRdFYrnBOi96cqGqCiJkdWk2U3NElVJCIaljA+uwiizLsumUYB79JzSQummsSfsV2yLUHP7avFQpVcwK8bWufV+ISOsSbCzFC0xi9VkaaSIppcBXSXQAkt0qF5cJtdYEXJ4mpYAc5ohxoNqOqwrUUzKsmU6n2oU0Ta9cubK2tra9vX337t133nmHmU+fPt3r9aIoyr0bDAZCKSNmsUrV2ooasyYQNYVesjKll2YVva61Ljic2F7MC6aqNS3fsNKIaBAUajEpYOZWu1WCrt57HyQqN4RAuWu321EUFd5JJIxQWF1ly0FNo74qSKkWE5Z4pjFlEDyT4rmby3Q6rQ9WpZiIK/3U3DuxtNIArjMAKw9PPhLzWFNgmvF9TbrmiSnqx5/TI+nZJ5w+iMdjHvi4yOoDrcW40U/yj4Pvai7eT3gULmhCfgJ54T/ezaXxy4ohZGlkw1QvgKooeeG4BqXsUHlhbF2yQ8vyXVo+CWaQlASlFClFAIxKahrJVjiCXpWSPOTmKtcqa+KFzytUSkEg0owBuR6xEAATlYlvzBowACtARpZOToMCJFGpCRytjrAhK9SrXC15KKrOkBf1l01pXhPr43lf90QdIDeMXJud3pEAwGaI38KNUmPcFa6u6qTLxXFOLU180oM0n74QB9EvBaq7Ppm8IrH3PnjnC1c646Mi9kTkQsmgs3EkRSR4InJKKSJvqNb1cqvbWVrpdrrJympPBZ4fbNZkRe69H08mw+FwPBrlsywULni02A0hFN4750Hp5V53fX394sULq6eWe+1Wp9OJI1MFBvIs98I5yUOdJahLIisiii4ZgJh9IPYhUaYkygIFBu99cE4jOudm48nh4WGWZcaYTjtN09T0logoEOQu7BwO9/f3d/cH48lsNBp5ErPTuYG40ToMJg+3d2/evXv95q1L589123E2Hu5uPe63k1Mr/W4rjbRC4dYiMuYIxKSVUhSsMtoqs7bScQG7vXbSavWW+o+2tx9v7+7u7k9C1OmsiLjcF84H9qHwnp3zwTmGQhsANNpobZRio6yyRrcibSSPkhGVVlHiPDAWxf7jjCDbe6SUSuNkJ/NWA4J3RUFEiNpGSbvVt3HHuZDBFFFnM5qORoFyw7nUMZVgr+TuFkWhDe7t7U2n006ns7KyEkVRq5VI9IIck4LRNfMSav6nFApNfVHdU9U1UG3WIhPoLC8t2mTmWtu3iKZU/LJFhhFFUSX6KJ+gU6dOXbx40Tm3s7Ozu7u7tbUl9p7C/MyyzPuiVgMKR0s6QPlBMvKvu1aCRScu/jE6bHmEaQ4VghSj5T9pVd3dzMwi2ws+BHCEoJRigFmRZ8VsOB4lNkqiuJMkaSs9tdT3uZsV+XQ6nc1mzrs8D7EyEailVie4QL4wWmutI/EBL/L2qd44z+Ju5/zaOQ14eP/xa2+9+8Zf/W1nfXXj6cuXnnv60uXLH716bXV1DRRIgaUaobpwkuf1vzi9Xzm6BhiPx8L7FQuN4XBorV1eXr527drv/M7v7O7u/8mf/MnW1tapU6dardZwOBSkhZkFdVFJWiNC/f7yZz7zMz/4wfdv375NIWitb9682Wp3Za2uX7/+93//96urqy+++OKzzz579uzZ1dXVL33pS7/5m7+5ubn53nvvvf322/fu3XvtxuvF3lRN4NHjzWlw6frS+ctXpqNhOO3ctFBM/8v/9r8mw4OPr69+4doLq/E6F3RmqdfWUb51MNo/yLPJR5fX/sdf+tmLZy+81Dtlf+YLk8f7/897PyzIdddWmp1PvQL/1PROGREjwO7u7vb2tvQeFQOFag6nmB/y3NS6lOYmSRLFLdltiuCtjbXWGLSEAVRe+ab2vieiixcvrqysCMVAwJC6fzhOVybmYAxX/EbvPftQFfQkaac13U6ufrvdLopiMBhIAJ1sVtIjHR4eivmn4HLScnS7Xdk9oiiS1PLmLtcMgRAafG1EqRhms9nBwcFkMnHOMVGn01laWsqyzEaRcBbqKEIZ+tTZFfLrSOubuaxWajXANyeUiroVrBV6ciDKJ2XPl9KBiNAHnpMJsdZMNv3PpCEkIlWFyAkZtSiKQKVBrlBeSYyxmDUqrqLqJNdXtlxXrT8AKDTMLLUlEUk+HtOcJ0zkajtW6eF9cAAg98ksy+R06PV6SZKsrq5u7Wzfv3//7t27vV7v9OnTS6sraZoSkbWxNkaqZkH8tNYBofacD8QNs6IKXeRGT/IBIBjOOV9zfmNo3JNcAtRiFVsUhfNeuLil8rCKbnLOkRwY8TxSsnEdJHmcmuTJ8n6rxhalLwvPQQ4hKpfZDOLyIhhEQ3lIRAoVMKOam+3XuMSCIU0FtBBRFUHNtZfsgmfmCcr5o/pM+cK6aWxSFQiwySGakxFPouw9iQBSxYp+cCN6lMvDi1ENJ3Szi1aLJwKPi6H2P13XV4V4yux4Ds4BNhR+x7WXi2BRBVJV4RSyuAKYIAtoyAjaqCRhpRwyyeeVQPQKAUkrRawRNKItJwSktUaguX4TEIERDDew3WqQHoAEdCqjCRqquxIOLmP8JNuHmZEVAGPJ/JQBOlZzdGxcJKb6r1RRs0rz2IV+V7pd5AXRY7mmgMAsyZU479OO9IQsLTNWLqMcSnknlhbK8h6I57dD7QBR3eHVQIVJfJrr1NUqT4VLvJB5DjguvCkmEFdWYBBLKKYQyEsRz6qMrOfgffDe5UUho01AQAKG3EkyWVAKtVEyUSIgYHA+ELAxmgITU5omhSuUUkmaSLoQMREyU7DGRNYmadTrtmeT3mg4Go9GeZ6nup3EUafT6Xa7nW631+12uu0kiRUColxW8CS/I0lyC7L0+By4pBGK3XAIoTIQVlpCh5gVBWBCJvI+FIUr/Ch3B4PDWVaMxpO8KE6tnRoFtX8weXzrgXOucMGHADK4tLa7lPaXTw0OB1k2y7I8y6bOOyC2AHKQOO8Oh+Pbt+8aowwQeJdYvbG2cvWZy/1WajVqZFCoAjk3w0hOkQKUMiZiQGVtP4r7Z1avbKxlhXu8tf3w0aMbe9TrLVvbIo60bhMbIhXHSSC/+ejuw4fXY+PAPtUAACAASURBVOu09sCFVmiCQxQXFm0jG8UxAOSFG08myGzAs8I4TQFyBszyKQSYzTKGAlWWdiNj22tnrnzmZ7/Y7q1PZ/7WrdsP790aDnc8MZPBw8MsmxF5Y5QyxqBWGpQChERrw0xpkmw+2tze2lOABU2tjTrtzvLy8sry6lKv2263o8h004SZA3mtjHMum+XMkLui8Oy9L59rIqWRiFDrcu+qklrEfTjPAwBksxxVI5K4orXIpDGOk4Yfb1OerrQ2aQq9Xv/SpctZlknLJ74dg8FgMNgflx+T8XhSe+KJ9i+KImujJCltx7O8EJSuer6kFyal9JwTAg3NSSnXxiaGQDW6Txwg1NMfxw6VRIsqBYAKiTkQaY2zwuXej2aznQFbY6yxnaRtrY073dbSEhC7ogiF8y5sTUfoPDJE2lhtjNFWG23M1GcmttZoC6obt7rr6cby6SL4/eH41qtv3XzjHdKq1+udPnX64oWLp58+c/HSpStXLne6XTaKVen7W1o56VIgLjJHzbZWrTNVJHyZB9XsdaqaAAavFo4ebP6Bj5FPPqQORfoEqatg7sunQ/BEodNpT6fTU6dWv/rV/5CmyZ/+6Z+88sp3Abjf7zETIhAFHUgotcForVVR5JPJmJmvvfjC7//+7/f7/YPBwY3r17/73e++8cYbADibzRjAGj2dTibj0e7uzre++V+MtUmSLC8vX3vxxdPr65cvX/61X/vVXq83i3wxzA439/Y2d2/du3t368F7d24M9oeduLW8uprPZude+rguZps7O19780evvf3uaru78c6dp06tn11d6/c6p3vdpK1++9pnWJntH7x96513H956vwvQS+KNU6ea7bqswIfVqNP8CvJc/QHIAIUPRmtGeP/mza3HWwhglAocCIiAGdm5Yn1tRRtNLLnZhKACAbC2UWJ0NJ5NJfQ3NjECApFRytgIANiwHBHg5QzEU2srWmuikGV5HEXO5c65OIoR0IdQHtYiYZBRNbKjMhaPmV1RkA9KlaWB984HL8xGrXWWueHosK7XW2lqI6OU0kYR0Xg8zooZavDOM7MviCgHgHa7o5RGVMZYpXSn0ym1YVWONjOTJ0cOeE7CnEwmo8NhlmeRjdbWT8dRnOe5MSZJ4jwvJrNp7VnlvA8lJ8JIUrGNTO2GlWdZlmdKqchaq4xmLAo3Go4nk4kyOk0Sb433PsgKABBzt9eT3kDqwBAIoaIyCuKnNWpl4yhKYggcRxFKIhxx4QuBnpRS5EMoQzUUooripJD+cCE+XsviBwrSAcoeqBCBITKWxBy+7NBRgTbaMJSGZkK1KyMKlC6t+xhc4cbj8eOt7W63e/bsWW1MHKGuQgiD98aYC+fOLS8tlT12FMU27nS6zAyoRG4i5Z6n4IKn2stEqTKxgpGFvgioUNdMMiKaC3gqok8TR0EB1gIxsUKFCokDIEIAHzxVveVob098gJxzDEqpWAEShXYrnc1m00k5znB55nLXarWUVoDILMOUkh6GgFUshZZkRa10xWGeU0+YSP6Lk9j7kBcFEyitxBhRyLSqZKUGBAwhSOFdNVqqTpfGRtZZWX+XBOAmxXoO3wUfjsB3Mh2u4fFFcV39nbGpG2waAh2xm2kMecp/bTbt5RVRje92jP64yAlHqJLJS+6k2F8eof41gcdGkjsc9/ZE/WNMIhfkjghH3vq866vbkirUe94pcd0vndhc8jGuUm3uUtu+QFmJkVT9io0pEFkjLRihoEJFyArRoDIIBpUCBBS7kRrlBAWlY47CxjJhOfpGsXLhxk0kL1ONZWButHhQPV9l5Ve2OkomH4zz5o80ikiUVLnNU9WbzymVdesEDby0ki1SfW2lZVMlfij/C/LWSz9RpjLMsMEihWrAX0foAC14b8rtWL2BeTCDglKeWF014gV/iXJ2gGUKLgNoeTQZAiuNymhDnOcBlfcIHJiZAlHwClBpow2jJ/Lelc5dVHPftVbGxMaa2jofQTFiAHbBKaVsHClUwBBKY6FKMsGlJay1ttfprfb7cLZ8r7FNE1tW2BJExkTeu3J/KK87sQShSl4DETLW701rHdxc+4uMwERB9KKogkdymomddH00nWbjWZ62exHa995598bmtjFRr9fbOL9x4cKFU6dOlxTBtO2cOzg4eO/td3a2tw4HgzzPiyIrqSxaeCDoSaPWpNARe8DIJAfj4Wh0r9NudZ66As7P8qnVKmolYipjDDNqAPKK2t0O+0B+ika3kqTfjtYun716bu0FwMnYbW4eHhzm2rZM1FU6MTZptVJgfvz4znC4H0WUxjq2FkNsjUUbsVZOKc9IFAIFtArRhTBTSo9GUxeI0XjvoxAKlwEFH1zmYOaHw4k6feHhc1dPX7jyTG/51MrK6nCwoyhXEML+7cePHx8M9hBJaWB2DMQcrEalVGST02trS70VCjCbzcajw/3dw3v3HihlOq3OUq+/srLS73aWl/urp/rdbrckR3U6ypg8d8poyXcKIWSVrzSFIH7ScpqUkxpAjaVyg4MIu+FooNx8Y5kLe0UW2xTWRpE2xnY63TNnNoTkmWXZYLC/v7+/s7MjSQ+lC3leAoDyIdZBZQllWyJfFN92NnxEwVgLdbgcV2F9BogUh9XJzmNSezFzU4KMiABKGcXMnhkQfQizEMaTyoLVRoKytru9yFqDwEQuy2eT6eF0FqYzefr67U4CXLhoMBlNC5em7c5KH2bZWm9pDcTDkIbD4f337tx9+/aUxzIdv3jl0kdefOHqCx+58NTFzvIyxAYRgi9k7ocAnrxGKxWd1nLIlfM8CqFyWlagKvVjYFALzdzCX45InD8kELFGJGqY68KFC1/4whfu37+/srI8nU6ybNbrdX/lV365KPJ3333nr//6G8PhIVFgJgCezaYhBGbYevyo2+1aazGOz6yfbqXJ5ubmG2+8/u/+3X//0ksvvfzyy0tLS1/96lc3Nja2trbefffd119//datW9vb23t7e4ODfWNMt9sdHmZbjzevv/fu/v7+qVOn1tbWTp8+/exzz3384x+/dOnSpWevfBI/o7Xe29t755133nnrR3fv3NnJi53BkJzvnzqbblw6ULw9mf7XO7fXtrZPGZvm+ZX100udTpQmpt16NB7/v6+/9o6bQWp0ZM6cPi0ASPmIEX2I8GyDQsNHLhsqzQizzG9uPj7YP0AEIEKtJEFcDs/l5b7RKs9yWz7ACiAobYyKnKMykF1K1SAmEzZAKPf5Rr8JDIUr3NQJy4AZsiyTp957Ulw1+coIlu7ZsyktoHxeIGJsI4zQuZwoaKWSNCayVZYdOueTJBZ9V6U9K7kPcRz3+712q1PL2xB17e9Sa6uk/FVKy3hIiZMAAwIabcQ8RtgNrVarTIRDFLGZjSNEnGYZM7fa7RohbBq0SNNYAno+IKB33qC2xipU2TQLhQMAzdBJ0tF0cjjLQGGSJCaOpCqN4zi40tuGiLQxSnMIbEo9hYqiCLUKRCCDNIWz2azIc6WUNlpZK41KkXs0WjZPpcqJl40iwe5k1/V5rrUtaYeVEZ1SyqhyhXNXaEn3Er9HBBKCklbACARKIdaCWzGs874oZkopChRH0cry6mQ8VUYbYxAgeF+I4DvP0ySxxpas/nZLKSNbNM2rRyYmRECtCBQ0uFoVdlCrtcpUrcpBo+FHwoiAwpILwAoxBPLOSy8NABSIG3zjOnmycjEzSqHzRBTYEQAE7+LIxpGtuSfOFYeHhZCZpX4U2LYoilavL2MFpULhgxRL0+kUtRikaSKS8Am5nQrRT2rDQIVzFAAUmjiSBoAQgTGysSsyhejmTtcIJZTE8ygRKPvO4wB70xWj9pthZobQJCDM49drghvO93Bu2J/wUXTxBProvHs85tRy1GEbn6wGB4QqKxIEG2tkeDf7z6auDxc5PifK636yrRhPcJ2cd30/pbXZjxOzVXPrpgswEaEx88WSILhK0Ka1FhKwnPrY0OmdGGLOlQyPmy4JWM164ISefj5AKJvR5gsYFniVQnueg8tIzCDiv2rfXGQJH2n+F++kRrQXAyISCp5OyHW2BVUNaXljS6qLqpIxoUwLPKr3bZYpupLpggxV8McEH1c87KqqRNYVWs+s6wxD3UrnX0tMRCCWk8Laz4syxLpwzpV5cVmWeRJPWBalsqlczsSct9Vq1ZV9VeoZ2VCUUqYivkdRFFfSLGMMF6H+3YmIKYQQmDwqzUzVNlDG7yg9p1LU5PgmYeboww9I3il2kj4jSb5EYTAY7I8mrE0cxyvd1Y2NcxevXG630zhOhbUymUzu3b1///79ra2tyXA0OByE4MXOqzybyRFJN64APDNzIAU0mkys4iybPXj48MK5M5EGomCjaJoVURRBYBcc6krdoVUAtta240gYNaL4WovMaruz2u0OBsWDzcG9hz+c5dTq9rr9XjY5AJ44PyPiooDZTEX2rGWLAUCjiTQ754oMyIViGnyBzOxDUbjACMoSUeF9CCE2sYVWbJOO1Yb1u69+Z+/+/eXVUxw4ZEVqbb/bS+Nkv6UdZXsHu2JZnqZpiW1pywxZQYNRwTwyGouimExGznvPHh3v7Q+2dw7Uzbta626v/eyzT79w7YVOp4WIkVbMCFGETNKrKKXEvERIUNVAR66p7DOsdOAa8EcBkiXXBGuN9fz/cNS6Qz7qSOXaoU4MYJeX+2fPnp1Op8PhcH9/f3t7+969ezs7O7Whi4h2Dg8PhTUkhnV1/IM8K/Is1CLAKhysnijNDzNfp+seEzk8ife/EC9Wz/mi0mt36vJpnh2OR4mNrLWtNE7jJI3i7srS0spycH48HI1Go+lsNp5M2m2XuUJrG0XD9qQbRXGnpYzRACqJbBSvdbrdPM871PbeO5+//cMf/cM/vB6nyeWnLl966sr5CxeuvXTt8keeAw4QUCulWBGB1TIAFl9n0gYVKjBi886EjCVBAtCiKS3H1HycuSgIaCZhfCjisyOeNAKPXL169cqVK9vb2/v7+0VRTKfTe/fufeELX/j2t7/99a9/Pcuy5eXldrs9m822t7fX1ta2traKolhdXR0Oh7u7u0tLS2fOnOn3+/v7+wDwgx/84G/+5m+Y+erVq7/wC7/wiU984qmnnvrSl77knHvrrbfee++9999//+bNm/fu3ROacRRF4/F4MBjcvn273W6//sYb3/rWtz7ykY9cuHzp2WefPX/+fLvd/vTLn/y5n/kcMN+5dfvmzZv379zd3Nx8+ODBg73Hy0s9dfrUTPOklea++CHl+/cfMMLeaPRwbzIiGAHEsXVpdPrs2eY91hQ3/tN9MLBWyACTyWQ8HkvceZX1rNmXmQ0SM2C1QQ4lVB5IabYGjeLxbKqU0tVMoDaiFAJeeUFZiQ2IB/bBBaI8G+V5nqZpHaTunCtcUQQfxxRpE7yXeY3sAzUt0FoLzM65oJRQEysTTkKwCnVkkyROhA4nj7yNNAWazfIsy7rdbr/flSNPGJh1oGgdnlYnlReSb4ZKiofpdCqkFblMcRyLrX+tuyu9HI2RHy3ftk6KK80tK+G0q4TuYkxVQiiAtWnnWruVZdk0mxVFkbky9V4pFZm4aXOKiNaaqlbGI/vYcDgaj8fyrogIUQmMLKZ9VSSPbbXbtRivTk9pBgkwgqrkfzX/38ZRPUErcVGs3NipepyrWk52VHHzMsYQw/LyMjf6qJKtylwlUsB4PJ5Op+12u93t9PvLicRHMVelSoURNdwTTlDxLBiu81GXyOYfqpiiipGkauvUZtUn13ql26ntUgNBTXYdT2dSTc3dhri0rVZKodJyVMkdAsZKdiUAuDJCjZ1z5EJ9GwgAK01gtT2qyudF1aNMYqIQajdaIgajq0VY8BdcsNasALpmYcZNAA5Vzc3mRbPZ4+3ik8RyVCUHLmRgNDLMmkmzP7mBynEUrqSg4/y3erK9Zw04HrsNFrMiPiRd30/V8v10Sn2ZwGljfeXYUZ/bXOlHF3HWE7LpEI5Elx/zv6wAumP8Wlk+aiwl1t+z8qtsxF/W9ExmIAZV0hdrdyB1vLXjOfqGFGjeWZUvEgMlApBcAeSys0TFEmVfDRKoHHNrrcrSp0qyrn97OtZeNlSF5aNVUyPmxNuFAJAqrgEQFc+dS8vDUjMgGnEcRkSlQDghsixKKUmkBSpPDqwo+C4vxCejdrQXzGU6mdTLJZFurW43TkpVgCQuGltGmlptan28rq6Uc07zvJxV1cooVIKdUhDuMGgGJpZ33ozZFRqFMoYat04tPGaG4L0mTxTYB/KBA08mk729vd3DkYpiQhV3WrsH+8PJGBFFvZOmqfd+Z3v34OAghEDOM7C1BpERlQjVrFElxYSCCAyYvIC6oMAB7Y8O94eH7dggBRd8FEVpp23jSGodUb4lSVIvaTbLiQi1staymyCY5Sg9dX7p9Eq734Y79x8Mx/eH3hSu6HWgyO10lhs0UdrX8dnce+dyDhARzbLpbDwBmloM7GeRYmAKnqy1CkkZo6JIo0lsrLyxOlHWkIIiTNzhg3EYJDa2OiKH23vbRZ5P7GZeTKLIZkXIciBApazWNndgjLIGQLeGk9l0epgX2XhyEAIHzyEgFew9BGal1P3Hj0azadC4vr4eRZEc/6urqytpO47SUv4Roeoal7g8z+uEhtKNCRQTseIj/lry/yOOFE9K72n6m9e3R30jEfk0Tdvt9vLy8vr6+oULFzY2Nu7du7e3t7e3tyf1QR1eLLPq4XBY59eLQWidKiGHbm2WwCXTCRdJp/jjnKJOaPmOfBTeSxKlDGuKEHw+g3w2mqJVOo6iNE66rXa73V4+s9ZbW+E8H+wfHk6H40w8CW2SHCz3V6Z5ZozRyrbb7VbcSlqxjc2S7YpNzmgyaSUuMN2/fe/Geze01ucvXvjsz37uZ3/uZ89fvgQxoFc6AQBgD4GDtVor5YIPIdgoBnG0EXo5E6IGgKice4RyXqewxoyoxjw/7K7vqNcI4srKyurq6qVLl7IsOzw8fPz48de+9rWbN2/euXOn2+12u93hcNjtdp1z/X7/D//wD3u9pddee215eXkwGPzgBz949dVXd3Z2JL/Eey9osLV2f3//a1/72te//vXTp09/8pOf/OQnP/n888//7u/+rlLqxo0b3/ve9958883vfve7m5ub4ick9+R0Ntvc3Nza2ko77TNnzpw5c+bFF1/8+Ec/1m63u53Olaefunr1KgTa3d19+PDhW2+9dfvOzft379y5e2tI/vyFDfLOte37t24OXb4TIO1qq6K422+1ev3eUk2r++cTUHJZEsjEsCiKxEaSqgcAHAiII2viKCoF6oBGacHQjFIU8mJGxkTC7ikf2CqnGwBBIUiBiIyoARFDbA0WRTab5RQ4TQ2RCoG1VgxqlmXT6VQaqiiKAMlqI/K8EnMIpCNFoInKJLdahidyJucCURYCG1REZLSJbOScA4LYxDrRkY5CEUbTkbJK+q6mG6GQ92p3E7kcVeweViAhSuEu4z/5TJ1GIP1PXdo27UBrkXNZ5UuCglK1uBHEdqHaTCSrQO5bST6M4li8smpwlZrSF0QhYTafIKkKlpeXjTFZUagyZ6/EG0tJZO2TqXSdfFAmNEpAQkXAqrf98gu1qjNUdWSTJLEmVgpD9Ump66WPkl9TmjobR67waZrOZnngsqWRriYws/dSwYjucWVlpfBO2nj5TY04q1ThlgDAqE/cpatlhwWH6uoCHd/MZalrQKx5GFXQcVnN1u5B1lpA3eyIml8rYiWx4THGKG1EnCkHU70sUghJP5kkSe5kGbzMO+Ra53muBfKFkjyMoGUqTURSGcp3AA4QKBxpZk6M0TtJ8MYnedwc6QxrEv6TTsbjHp4nJkOcZAyDRz/5gSfsiSnqWGmratrnk4iax0MgPuBn/fN2fT/hHi6JCLIKgtQRUQiKGRlFSkdYyurKBMZjniXHl+D4zfETWuIoXnStLKmd82+lFu+sBWfbxsMq4N4J0YWLFN/a3QuBS4/Qau+GSq1XpggGqnDMEnCbK/2q6ELZUDRIpgWfwLglBgRVf8+GNWilWgQmBqR6R4ZG8gQiAmhJ5xAfJiF5ykavtQ4QUClQKpQ8Si4DMBBAa9DaCDsuirUvut1unbXdnMYVWa41VolqZRK6jsRkBUu7p8bTXB1gFQTKZdU+H9sE75wD4thoBvLeQyBUrFEREfkA1sxRfmaiKsAnHGGBS4NMwMjkQwgYPHkXAhNBkiRxkvBgWBSFI97bO5hlm9PpNE0S+SbOuSIvp2uVcYjYuPnajpLLcRsohbIkQB4oKKbxZArkSeEkz9JW9+zGRr/fW1laEUtJ6frqcLna40Q+BHBIdDAGIJv6PFtO2i8/f259yd64c3v7YBBcnlrqtBKF9vT6hWeeuzqD87M8Pzg42D/YLrKJiWy3nyLNKB95UmmiFQaNHEWWAI0xTiujrAWj2cYmAqDpbBzFqr8UnTu/2u8tB0eDncHj8c7g8GBqdo2OukvdLkbd7lq7tQKYgFKj0Wg2mQynB0WYuGIwHm7leYZ+BqCIJVxTK2Via3WkbdTKitnt27c2NzeVNcBKKbOxsXFhbaXf7zdj2asgY8rzvLa8kzmDhhP6pSclLzcTNZubbF0tNXVNciGYUbzo4jiN47Td7q6vb+zt7Qntc2dnZzAYSBREUUzqKyiufeLrWGe+V1PnPM9z5whAMdfmb0prVQdznbS5hRNPixPPPEYMTMFTCawLYwrQh4LIFzM/nE6293bjKOr3+/1+v5fE6+c3JpNplmXZNM+KPJu44WQc2SSK4na7vepX81Yhd2nsbafT6bZ7rXQynU4DOSdGAsHvPNj68z/+029/8+9feOGFz372s1evXqW2TvttBaBAid7BKmO18eQIQaGlkgqiqRkPVGo0qpaPy0QfqjZw+qcwlmzMaPv9/nPPPffWW29Jq9/r9d59991XX311NpuJccvKysrZs2e3t7fFkPbSpUuXLl1SSj148OBTn/qUtfa1117r9Xp3796VilPmX9JXOOfu3r371ltv/dEf/dHGxsZzzz33+c9//vOf//yXv/zl3/iN39jZ2fnhD3/4yiuv/OhHP3r77bcfPnw4y7KlpaVTp06xwr29vQcPHnz7299+6dpHz50798zTT1+5cmV1eUVya86cOfOpj7y0tbtV+PzGzes379689+De1u7W3rSYsiHbPnMufuqpp/PMjYeTDkf9pH3cMuHDwvrUySwkoEoFMZ1Ox+NxCIG1ElYIiAabKDJJpI3U+hpZfMEx9whKkXc+R0pBISOWUQA21lZpbVErhZpLJa0gQBqV1aiN0v3uUpIkWT6dzWbGKDEnjOM4z/PJdBTI2ajfbrVNUK0kFapbbdEp+IYjx4QUQKHRChBI5n2libFSECgEF4KrylPKsmmWTYX4PR6OQwji/lJtL4JphNp3rQEmcWCO00TgF1fkVcoWe+8EiklNilo553wWYhs1r2MzakKQmdrfWNxHZcJYFMU0LxAxTdNWqzWdTieTCSjsdDoxBQmdj+O4ln5JhUREWVZgOcadY0ey7N1uV/rMmjpR8VFT730URVEUaRNJO2pVXOe21w2MqHvqfNfaEFXMlurIHAustUbQgOBD1fRV8GYT0omSOIoiCrIILs+L+odCw0RE1iGKorTdUnkuZEznHAMQgSEKZu560jR7oAXzeW52fcI4xoXRZONgMlqO+JJULM6ljeFjs5crZl6uYAiBYe6n1Rwmlp0zNBJNwkxYzTJWnhZORg9xHNf3Q9MjV3KA5ZYuioKDBwBEbbUxxlAA7z1LAFjVXTc6tCcSUk78/AfP48pCqlrV5ppwI/D9g8d5zeJd7CGxIShrUvSeRJejY2yaE5ii/z/zLfupur4Tg+qfOLwrG44yJ52Iqryp5nIQVqJ9Llk9VY3ONRerdJXkBYStVoYeVXMQn9h/NyskAed57hsAc4yRuLKzKccjQuoklrj0IH1U2T/IAGYR1VdcQnrVBlDOzBSF+s2HEJp9ppI2rbx5VSmfwzkyiVxFNi92fbUYWFXsgVISyVVCPS7QVuvlRSxzK+ZCyPr5qdphVfnvlvYyqpSyyjagVfXTa0a1Qq1i8qQMYiOup6RqeA8AJWZYzcaiWNcOv02fQyGXMjMSUDniKikHJQYILJxSxeTBgAzGyCulpOvz3gNwvfU0xQwcqD5IZABWN4ToA3nP3gH54MgxAIAPxWQyYWsDgeMhEbFCMfETKQUFruUNFIjk8pEHAFQMSEUx77FL9g4HBVzkUzcbr630r33so5/73GdPr650WhEQi0VYaY4qeTuusNamSYyI5MvebzQajUYjzgvyhTYRUDGZTk0ar7T185c2YkuPtg8m42ypuxwnmCY9RXG61Nron7fWDgaD0eEwMgCUj/a2Ht6/Ph3ErQStCVqx1pwVmTGm1e8brX1epNbERs9mhcumTDSa6a19NZyNRKSX2xn0WU0DIHlPAEZh1O6vnF6/tHHmQgjh1u333/nR94ajHQhgkjQAa1ClLxzq0tkZGZGX11fa3W4cxyEwBnauOBwND3cP79iwsbFx+vTppaWl5eVlUc0ZYwBQsvWa6BngwnX/SbCyIy1fLWqqxTA1saQ2Ba1fJrqabrd7/vz5LMv29/e3trYeP368v78/GOzLW6IqiWQwGADA0tKSeMAIDVhcQOWyyrFa12cf8LafVI6f+Pk4jkt5B9P8PCtZBqy1Mqi996PZdJJne4eDThQtLy+nadprLbf7IZ8VzrnxeJr5bDSbHI4OD0dD4ay2Wq0Oxlk2jeO0ZliliTZ9Q0RihLN59+HD2/e/862/X15efvGzH33mmWeeeeaplVOraSeFKAIEYG+sAQSCQATikYCAHgIoLKURUFu4zC3S1Ies6ZsvYD1CLmvEKLpw4cKZM2eMMTs7O+KuOZvNJOFDa720tHR4eCgsxD/4gz9YW1v/yle+8rnP7qaUDwAAIABJREFUfc5ae/HixbNnz04mk62tLbFMzPP805/+9PPPP//48eN33nnn3r179RRgMBh84xvf+OY3v7mysvL8889/+tOffvnll5955pmXX365KIrr16/fuHHjW3/7t48ePZrNZpnsDGmKAAI8vvrKK+vr6+fPn7904eLGxsbZs2cvtFfXl04R0qmVtY9de2l3f2+Ujf/iL/7i5vX7BweHS90ezShmyypebfX7rU5Nq/vgO+rD8u8Uv0VE8Ayj0Whvb4/LLNWgwAb2SKAAkyiKjKUQNIhqhzgEDq7Vaa2vLSulssJ7T977wF4TQwDEAOxDQUFbpcXRRfIzPXhtEfPgZi5XyOQdeUdgQnCIrA32l7rdXltrbYw2RrMnCVCRhgcRha8onym8A6XFeIkAIeRypuS5a5i8B2NMbKzWutdvlccZcrvdlrhRrnh9UmQnSdJE++dFv1aC8EjcQqvVqg/ZZl6oPIZuMaaoOdHw5YlciimkY6yr/HpkmWWZTeIoiiQPABXGcRzEu1/Z+vVKl4W4KPeMKUPe5hWnMdLWuuC9ryyClBJViPdeGW10kJ9rOKofQOletLbK6DICHlQdOl+xar3oQXRk586cFABAawOLN7Pk9+SukIZKYC4CFvucrChk0eT7V6cMjEajaTYzxsRxqqypJowuhIBe1Q7kgZuuIKVjRINMWNXGi27tdaJgJVuDOv6n/kMzsK55Y0jQTn31a3xYgj2FnFzChiaSW3cymcyyXHo8iWnRVcqX1ppRyRQ1z/NpVtTMaiCqx1XTIvfeh8BWm6SVMgk6TSCCwqIoiiI4xxSQGK1pqNf4SUDW8biFWnzRDG2qu7vazaVpwXK868PFvxzJ4TwyFz7SFh7ZAxmO0i2Pb4zcsAngeSYhNofLTdT9pEYUjrz4v13X94/98dXal8GLzOCDGGGCQlgg7Jb+iyLFEYJlNZQrhXC1CwkQNweGTenkkyBRJOYFbieItSNxleLwAUUhz/33kUVg3aAuUBAXkLkahKnsCSsvoqoZo9qtrLJwAUTUyEiS+jInvcq7q2nczXR4zdC8p6i2yoUFZKN2czmyFOqoBFU1NIdHcZHaZCJwQEQOVLNEmBlAV6wBxsatrK0px2lAckQJY5NtKXaXHleqKGQGQpAI3jI7pMYeEZmJqQ5LJCLwHoFB8nAYEFmh4hCKLPO+4EBWa1ZK8LCsyJrnZd31NS3m5xJBZg0IzlHIwTvywQd2xIxmLrFV4JzLXEFEaRQXzgGzVkZblPkZEcXGSr1SFdg+z3MdJw3baFJAGkFpZTX+/C/90uc/95mXXryaWl3kM4UQxSafFeUw1WpA1I3hVhliC2CM6ff7aZoWOweDwSBA0W63E6PZkzZ6tdc1+qLVyeHwHueGlB7tD98evG1PD86sn3366WcvnF3LV/rWmGI6fVj4g3R5PDgsnGcGYzloKAiUse3ucmz1aLiH6BxP8jAJMDW2Nc0m00e5ZwKFAOx9URSFyYo41hDUeDbe379x5/7uC9d44+zFc2cvaGuMgcl41+jZeLS9tbVJB2OR3TMHIs/IqAIip4nZOL2cJKlWcRy1p+Ps8ebu7u7ezuHOZDK5f/9+u91eWVk5d+7chQsXxNfHWqO1kjGqcIxzP6sl7CfyZ34sqU9GM/U51EivUjKxnrvqVTNXGVeLQGhjY0PMPx8/frS1tfXo0SOJWaukGrC7uytmD/VXtdttOYMlE0x4O7Wc4ycZtMETBAPyhcJKOqpqQFBasQ/O+6CUtSaOLBIHosFsPJyOoyjqdvqddjtO4l6vk/Y67MN4PJ2OJ4fT0WAyjLRJkmTJdqIoEhFjif7FcWxsotMkjpf6/dlsNptMZ7PZ4c7e//3H/0lbu7q6eunK5edfeP5jH3/p6Wefwn4PpjnEkVJog/eBjDXiu0gLZjZUui9Xvqx4hNv5YfQmR5zBa1MTUdDdvHlTSiVBcbvdroiZjTFi7RrHca/Xe+utt1555ZVf/uVfvnbtGhF997vfFUzPGDMajb785S//3u/93srKUp6769ev37p168033/z+979/584d59z58+fjOB6Px9///ve/853vFEWxtrb28ssvf+Yzn/nkJz/527/92//Tf/yP169ff/PNN6/ffF+yHO7fvScVLSLu7u6+++671tpWkm5sbHziIx975plnzp07t7y8nLZ6l5dWtdb/5Rt/h8HGOrUmff2NHyilPvritbMXL0RJ0iwxm7Xmh/KBT/48EWzv7T548KAcr2jNoOR8NUonURwZ64tMaSWZ38EXwNRJ4431lVacSOBnlmXiWe+JfQhEfuoyCtpDaQYnvA4OMTNn4/FoNNrTSti2zs+sNcFl7NHGcZQkJZqXF5Eq4wEkUcB7n+dumuVlpeMCc16nHTAUgBAo+NwDgFFaCIZaJ5Msl6gGidFLkiQxLeHOCdpWc0bqj1Dp153zIYRWqxUq3ZQExkiJL1tHlmU1NxIWre2bRa20fE3ARGCfMqHXmMRG0pdmWYZGR1GEwWdZBlolSQKVc0zjbC3bv2rbDLWLm/zE6XRqrXXBixRGAChljHOhZqtSKOrOs976KuakiKRQEt+bMRL1OujIzrPyQmnDa4xRxjR/ZW2NMmXenbSLWZEzo/celErTtC75nHOFd0ItSdstkUfmeQ7emUonwsyKmVQdq2fmVgWyMsJrK5cCqZHcTccqtJKNXxSlTi8EqgiTdYbKkayCI9BfjSr2ev08z+VeFXK4iRKZJsjRI31yLQetIT5pSqXry/OiFrfrkmCsJaACAMTLwXiLMGeWYkOhoISQ3DC2qDl0zeAlODHS9qSogw/etI8kBh3XTNKx7IcPYH4228LFIfITjowTIgRL3l+z4YRG0PxxM5ST3wzzh3Kuafjov1lE5k5cXz7xj0/YtRutqiqVquIXUjrqKmXimKTOQCEIVhkMCAigAbX4flauBljReUoPTzGaVKVMruFKUkJ/zZ4GEXWZf8AL5iWlu2ap9T1CO+Fa7lkiaeLjEgRCVFD7agIuhjRKy1fVIo05PXlxp1QM2GAno4D8WIJyiPPbVHFl9BqIiebtXDXDwLlRRU1/IqhC+UxjziR/KDtjrC3pmhOUubRWqfkdoJo6Y6UVKkTQiErgz0CVjBGhClOSD+c9A6BWxhpT9VdcmeVorY3VKLmezMbo+hYnYqAyO7QoCmxC8KCAgQIrqNgvPjiX+7wI3rMEuzkn7FMg8qVeyjGRUkpIpVhJiXW1ddY2xOVEIwQKBXtfJuB654kz5/cGh7uDgScuvC8Jf0b7wonTtHe+phcKNpwXufcuhKCqgYJCJYtGPgB5pmC0irT6737rt77y5X919blntMJsOokjy8Cu8Gi0jeIkSRjQiaGWVkxlzGC5qgjEBMxplASiEMh5n2eFKIhd7qMoBdKbj/cODkZGx1EUxzbKisHWw9tbm/d2tx5tPXo4mww1B/Zuf2d7Z3sry6bOBwfASueko7QzGztkNR4eFvk4z/4/4t7syZLsOPNz93NORNw1l8qsrH3p6qrqHc1uNNgNNDaS4AxsbEajIU1mFKUZMxkf+T/Q+CKbv2BeJNMjbWwok4nimIEiRwKXIYBGr2j0XtVLde2V291jO8ddDx4RNzKzGgOAGCofesm6mXVv3LjnHHf/vt83Ze8N2TLzwKYsJF1ki/k8z7O8XOT5DBY8m6fT6YKFGGB/fzSdTLM8nc4ms9moLNM4orXVvgBPJ9PJ3owV3GsskK3Qz8ws0Ol2y8ITUBx3QhF87n1eFpD5UI4n48lkNB6PRqN9ER4OVtr3nsLMnLPGkrY/8WDU6SGQT/skdCQ7CNr1XiNXbtDt7S89apjWV5IkOsfb2Di2trZ27NixY8eOKcpFi3Y9gmjHXWeAukM3sfKNLvSgxAsPuhqONEfxSEOt+RGlmVITY1Q9JgRvnbPa2mfWlSMwo0E0JADzbLG7tz+eTsuyEMROtztcGXT73ThJECH3RVpkXJbzbD5dTKeLaV4UgX3py2yxqEJRQJIo0fwrADjW6zrBMsu3b9/+6RtvvvXaq59+dP3uJ5+tdLodstTpIJARQAU3sBQEDIow1IAdtf4RPhQj9qvDeDY9o4YIFcfxYrF48803vffT6fR3f/d3R6PRD3/4wzt37kwmkzZOYzabORelaTqbzdSbd+/evSiK+v1+mqanT5/+4z/+4+PHN5jBWrO1dfyxx66+/PLXX3zxxaeffvrcuXPe+52dHRFZWVlRSGOe59evX/+rv/qr73//+6+88srNO7c7ve7TX3rm29/+9pd/7bkvP/88Ik6n00cffRQAbt26labphQsX4iS5e+/eG9ffe+Odn9zb39uZjsbzaV76+SJ95dVXf/rOO0mnc+nKZQ9comyeOXXp6avf/NY3ozrU66gK+ldX9Uk7hsMzsEDh/Ztvvvm3f/034/HIWcUuWg4efGkNrA4HJ7c2azeaGEOEIsGvr/ZPbh2LLbmQR8iJsyvdeHXYWet3h724340GnaST2MRiZNGCBy6Qi8i6bDGxyMNe4pANSTdxzmBsbWQocsYRig9lkRNAJ44NYFnkGv6maXvGUJbnB1SINgKkwAKSW6vPj0UYEATYhyAgLnJkDCDM5tM0WxhLKLaaUxlDRKr4bVxnLqrWAT1560ajj9cis8lnUzWBRgV2u92qOi19Y4HTAkmXoOY5NxmDh9j3wFUhYW0FaCFDzjkgbJLcrXHLtbEyc1QcGkSKoujtd346Go3OnTt38eJF772LXJZliFhpHKxaJR0RDVaGURQ5G1lr8zzv9nrKltTawEaOyGihmOd5ukj1j4yz1jkyBq0xbumDCCGwQP2YSMunWkVfCoCqjYyxABAnifcekfKybCZIyv+0zsZx7H2Zl4U6J40xAaDT6dTPzTQhwBzYh4BoKpTNclupGvQVxr917hVoS7GWA8ksz/VNL8uSuUraUHNdvTpJUxW7KFpibKxr3tn5ItW9Rp+hjpyUA6evtxkm1xlIlXqW615PmqYuipvvY12kMSsUFYmMNdY6GwIXZRk09I+DL8vx/ohLr3T91uitChprtFfLFQbV040NzVOWmPulKa66Sw/aLpaZfssdsLWnty44CxzZ+g8kJTQ9Vj04H57j6SGczKEirf5d1BYKEVEVurgEumCDl2sfwg+0dFv0lwPztiaFDekLV9bl7v+Qxzx9bt3gM/8SmrpKyVYPaXaKNFXmL1T1NduvyBK8JhyQjLVGQU8iVCOGAFiPBwT68RAAEUJBIagUlyhVNkuQYNrDPaluF6qvZSVaqCDIraNPq0Q0lZqxxVSqml4otclQ2Ne1ol4fbvgu6qZtLhppRN7yq/pv4CWfnVrlu6nT0tUX3rzLJNDkrXM4wO7DenqKh59yFa/XIKLqF1VfnCaTZTkPbPRRVcFmADWrui5fD8yaSQBFUIG7zCBikHQoCQIqkQSp2diGjKkTBgmpztmkmrCvft/lCYClglpXHaWg+UyaDq9YQy3iQgiEjAIIWJZlmWUgQgTsfZ4uSJdyZs3PDd67yBj9+RCAWVN12Psyz31ZCAdUAoz3IEwIofTsS/He+1KRyZ6lLMP+ZPpgZy8tShtFQWrssOc6ibW6DSoIW1kyBwCRwGm6UO9ZWXjnjC8LCYEQuCwfv3L5f/o3//qlr3w5iayEQtgbIuGgdxoZQ0bJKqG6mTgo8VZEar4ohxB8COxD1EkETZqmpQ/ORYAm+IBkkWg8nt6/v10UGYpHLjoJR+iz6f6tzz/auXczJp84ybNxZMN8Pp5OJ7n3mRdGR9FgMmfOsMyFwPrC54uyXAQpKV/4xSQt5nkofJkXPstCmfusMMERYBJ1XOScc2urg34vnkz2d3Zu72zfHu3d3965O5+M0/l8MpmNxpPxbJH6gDYuxXkwRTDkekjxbFaWXnwpo73xeH80mU7SxXyaTqpXzTydze7du7f94MHK6tAYKstiNp9qES/MSRK7yKlKSlW4TVf4UFu0vcpLS4JzlPIqB2Hc7YKwfWBaujtqJl4cJ/3+4Nixjc3N4xsbm+vrx3q9fpJ0AND7UJaeWbwPyqNpMu7VOq8HO30JjYOleXrVanCwzGtXLIfn/FL14KiOxdMXZg3VnCo80C5FCcxoKISgRud5uliki93R3mIxTzrdXq/b6XX7w4FxtshTIZmli3k6L7nM8nS2WBS+yPNsOp8Ks4ussRhHcb/fW48TLrzP0ti4ro2y2fzO5zc//fDaj/7u7z589910ey8RHNgIyCndWcNATeXqazQL1EijWvmx/FC+dNvxLz8fBfso6k2v/MmTJ733165de+yxx/7gD/7g2Wef3draUjPn/v7+/fv3FbgSx/FwuDIcDnW4Nx6P8zzf3NzUpOw/+qM/unLlijGkQY5Un0vW1lavXLn84osv/eZv/uYzzzyztrY2nU71oLa6uqpT7vl8/v777//nH/zgBz/4wauvvvruu++uDIaPPvroSy+99L3vfW9ra2tlZSVN09J7ff6rq6vDU8fubm/funPr0xufv/nGm3du3/n000/ffefdNE2BsD8cZL4MIOcunX/08asvv/zVmCw8DCj3Kyv5DgZCVf1zhAfbO++8886PfvjD4L0aoKMo8mXp89QgXr70CBGiABkqirwockvoff7IhTPdyACXjnMDwUgJIeciE5+RcGSk66jfcSuDzlq/uzLoHFvpHVvpWSMr/WTQdUmMvU7UjSyBt8CWwICQBGQxALEhQwCBNXHNOUMI1pCNrHN2ZTAsfUGEnU4XEUtfagOzLHNEci4iMt4HAOx2e71eP02z2Wyu/2ttFCVdYyNnXPOZbZYX51wQbhvYFBN6CC6lFV0zBWqIoDp8zvMcD7aWVOkHNQe/WUzKsmy+U+PZliukIGhBVyE0iTSKndAsZ2uVHLE6QHsfEPGja9dms9nGxsaFCxfKotDGVnVqE9Gk3yTpiEjpvXMOkTRskKoxFzMIVEyEatDnnEuSTtxJXAtgI1jhT1qlbGVZLH0VTqA+Rp3JqJIicPXLtc9GxmhlCIRYj/cbHanGnXvvdY6pVZlSZ9I01ZmhIfL12abJGwTAEIJUl5qkvdccGNlRc8HzsuBWu7/pNmp9HkLwrfA6QVDVpV6l5p7RoMKqfeCcMSawKKU2y7LArOoSnegKko5Gy7JMs0x7EIvFYjKdNUZKqd0NiJiXJSJGUWyNLb03ZDvdLllDRLFzhDgbTyAwIQBLEF6SLVv1bSOAQkQGIdLpaMuTjy3prF9atJqX1jCQqn182aJazhuRljtjOBAG2LJT1sVSu08qcLgdTIaq/InWDtGSNtLhXeMwVRJbx4OHF2/VpBSP6CuXj8cvYHfjQ/+7edjT59btr1Yw+vAX0Pjjqhg50AM9sAhBQ6dsxr6KeEGBUFG9AEACAgGQKkMFEKpMgqPmgC90jbcGfVpUYmvoRwe0QzXaoy6ikIVJsHrKUmNS2kkMfKgiRmiiHVgO8IjqubYm1zetDxEkkYAWKRwRFzXvYfW8+KCHsN41l764wEHjfQCAD0EL62aGBL379E5CFoagCbMq3BQtmJeJJQxN6pnWbxVfGFBCVf5h9TAx1WpGROIrlqla9aoJbUtUGhoIr8JmVHxSmzOlyrEJjQMhVB91CWo+BkAmDr7qVoagdwIjAtY1ua4IWq/WW5pTUSBWRRSH4MtSgmDwEgoIvmoXsoQgjR+vLMuCK9AQBTgAEa5d2gYwcEDhNJv3ej3n3Pb2/dXeynw8UkXg2srKP/3Ob33rm1+PI0ccRDgEIWAUQRIiQygNh03dK83JVY9KzE2LgQGkJG+MiQdxUnZGo8neaGKMsZFxwnESXTi7dW/77r37u4vxHllrJjbuJKtJbJIwnY/n+7Jrxioj6fc8QL8Ipr9y/MIjjyf9lfvbew8+v7Eocj9nA710lubzhcU8tgZ9cIaspQhIMLauZzuWGeI4Ns4aY5BsABEoyHESE1B57Nhmv9u7cePGfDIVhhBhpztYWd3sJCsszphosViMRqMOWodCBSzyfDHZzxbT4LNQ+pSLJZsOUIRn8/lbP/nJ5u3bcRyLBJVWKlez2+3rbqfeuebcU72JNc28AdMd0nI0k9uHAr6Omuu+iLVVqbI13te5brerB6A8z2/evLm/v7+3t6ehf/W4T9J0MZ1O4zhWy5x6VPr9fqO28vVpXkRCKA9BSg+5PtoWAjUka0gwA1CtNWq2JzywP1Vn8cCsmgQGZoEyeGPMdDGf3vgEAq+srGxsbBhH6yc3rbX5Ip1Op0WZz2cLFEnSuJ8PnHNplu5Px904GQwGnU4nCeyQHFAoAxH0yHkOIcuLsvzorZ9ee/vdpNvZOH7i8tUrTzz91LkL583FrSRJjLUchJYLmiqRVEoAQSVghkzrDWr8Tu1l8Jf2SzRK79/7vd/7+te/XpZlHMfnz5//wz/8w9/7vd/b2dnRvPVXXnnlrbfe2tjYWF/f6PV6GxsbURStrq4ycxRF29vbly5deuKJJ6LIFoXegVQUXuEgABCChBDW1la//e1vfvOb35zP5+++++6NGzfee++9t956azQaIeLW1tb+dAIAH3zwwXvvvff//tV/Wltbe+qppzY2NtRv9uUvf/m73/3u9evXP/zww3v37o3vT3y6uHn7TljkwPD2a2+sDIedKImdy+fZ++++62K7vrnBWXZsMCD5lVokfw5fXzPFnU7m2w92Z7MZl54MGgQW3QLAOWMJCZC1O4kG0QtA4mwSURwZRxwVedXKYPSVoodAKGisrzG6cwGSkPQ2+9X0PkAIUgYJgQPDfJ6WQbwXjcdmD6BTMhM39k5ryAIKcp7OerEzUQQgXkLsEJFCkG5/TQsWQeokRoEZALC6sjmeTrMsG43TTqcT14OU9jC/KlpAmgkGM+e+1EAltCa2rn33+vqrvXw1ynbgpX+pseqFEKbTqc7xVKvcVID6Gq21BrDxiXntImF1FNbQPP2rmx80Vtk2udaoRNLMJ/M8H4/HoSiXZnUboFbcpGlaBl8pYxkBIO52gjBZDfhsJjnUiFFtZBuHvMpuc18uMxtESu+9Z+ecS2ISWjbjoYKX2shZa4WxIgYBeAbvfb/f17TD5qo2en4tt0oOXJZavoYQDDkbOa3Dtdi2SbeNnSMiJAsA3W63DFwURRCuUHbG6HCsWp2EpA5eb69XbWufPjhN08l0rvNS7701lTMz6EZez/3UYnOAVW4jZlbyjbVVSofe0qPZvMHsGV7+Xe2FtL3R6Eh2Op0bpKTb4cCz2QyMfrzwQP8U0FfoF2zi2tq64gZzwxXaYlmwQaszexTU2RaI/oz+1BfF8TUNiF+hG/yhzJhD+XttS2H7Rx7K44b/n319/4Dab4m59EF8QCdE6EWEm/tSGIQAmJtOrWBtwEPAUFc+jL/MVn0Af4LwsCqbD83QdDIEAgpQkSozqkrXq18aH0pQQGDFAWnJV5cEAgBByqOFOOkHQFs4cMg/Wvv6EEVDV1pFHzWPOKTDWapil4CYQ+LVZWtQqvNcI/8nkVC3LEJthiR122nijeq2DQh7tR3XWSpNn4X14yosoR4nal2nKrOmiSjCzbG1roebpxq0sAy6KYYqYB3BN7lGviwNiBcrwYcQAKsTLUIQ4PZnu4k/ahYLrQf090C1rQdgIS5Rj10hiGfPvsHuhBDKPC+qVwGGcYkv03iPuuo2lkJZaKxcms7jOA4+t0QhFE89/sS/+m//m6eeeDxwgRKEC5RqfyYDFqv2oTRdXr2/sEo3EmC9XzSDuHqNkQTxYCHqJVGZM6a9Tnd1dZiHwlr76CMnV9e748k0KwsQgsyStVHiUp9N51MmzyKj6eTzm7cjMv3EgO1dvPTIc1/5am+4dfPW3e0Ll9M0vXPn7mh3d+vE4/PJ9mTvtuF5TEU3pthZABCwxjiyLsjCWoOGEAXQL/Isz1MusfDRubMXjq3b+WxiQmqRGXn1xIAwWl1Zu3jxyeNblyaTYvvBqCiKd3769mQyKvNx8NNQjAlyZ4KgVwd/HJG+fcZSN05EZDqbTaZTX+Z6wuj1esePHz9z5txwOFxdXVUiWdOQbpBlanAP9dT0IeGND7NWf4Fv+yE4sua3Kaav0UpFUaT0BR3ajMfj7e3te/fu7e/vTyaT0Wi/LAt9blmWVSkmzmkR2O1219bW9LClphpuSQna46m2x+PAjlgvDAQQlolagkc6aIjIdbNDW2ZS+ZgxFIUWsXlZZDvb8yxl5n436ff7cRyvd48ZY4qsnE+mWZbdfHAztvGwPxj2B6mPptkMEbfYNqwaEXDWUpCi8IaQhECwmMxv7H9449rHf/uX/08URedffPq555778pe/0jm+CT4AVfkNgQMaArQCEAA8l4LQ4coA01Cj9MN7KLTjFx1eNW9xURRxHJ87d05E9F2bTCarq6tXrly5ePHi7//+73//+9//9//+33/yyScffXRd+z5FUeipUQmus9nsww8//PKXvxxFajfiKLKN+8MYVOEZMxDBYND70pe+9OKLX/GeP//882vXrv393//9n//5n+vV1ht7Ohp/9NFHP/zhD7/xjW9oeZmm6Ze+9KV/+Tv/qizLW7du/eBvv//ee+99+OG1n7z51mQyK7PFdja/fOnqeDy2CJfOnxuPx12ijf7KuY3NGOlnM5D+wYejL3CzACwWi52dnbIsLSIROWsq/ANJEkVa9kEA1m6mkAhHsU1iFxlB8Qgeq4QiNMJ1NK9FVagw8hIjhwAFIlggNIjGBEBhywzDzjAEKb0qfkhEch+899OiXCwW+6Px2AdjDAt675NeL4oiWJgQgnGRTlScMQZinZ8bIWQANr4Q772LkkF3pRP1JrN58CTOikjksFHrNU0KNNTkGXhh8XJoxNdM9nR50Y2sPTM8PKY4KFPXxD/Nm20ODzq/UutyTRTHEIK04q90mlTlQoFpcJHAQUSyLF+kaRRFGrSgMkiNL2q4yt77EBjQ+ymPAAAgAElEQVTqQ3yvF3eiTjVM80EIy7LMy0Il7s2WDVBVpFJ3ciutTW1i1BdYxcQxK8WViBrLWdAiTwQN1Rn3Qcl0XlhbMEm304QfRlEUQIqiyOYL3SaYVUpAtqZZlmXpOTTEl6IoIiG2lqiKMTDGGBtZa0ejkY3jOEqAsJHjoqFDGg2tY5UWUzuKpSnmddTW6XQCLyEFlaK1Zni2oM3UsD21DiRrGr9iXpR7e3uqKFasSyMVRlMJStunJmilmIqID15fdZ5mgkBo1S2DiAYajyNrAdcKdcQltkOkIeJqyl+dxcXLJkg9cRURQ+bQjLQhGB1y1rXlbIdAmod43T/bDH+U1yJL+uFSTbr8Uz6CYMGfzTx5SHJDw+k4OCR8CGzsl2hc1r6+OiUOH162ti7NL6TwrKN0SYDaElFEMIachSaKvv5hqqgsNdREnXM1CpREz/SIh8IcaylsJcKtcd5tZk/r+leDPlSkp7S+D+0odcWThCp8otJnHij5sOWmq19zaLrmBEvZWMufVo/+W1dbliNAqYeiUjdXjkBTq8W2/TubP2KdTFYmybq4kmqqqlrSVgEmOpNk7X8xM4SwhAdL0NR4YREWs8R/Ni+k2jwgMLDUCBYQCAyqgmThIKoJ8UFCZQWUEJoVW3xg7zkwB89BHxyw+kGWwBw4+DJ4r0MtFNU8BtCqzxeEqMLIwL4O2wgMEoR9WVrFiukgrtagEqAhiqwzROwDa4wDc/Beggdh4ADCEjgEDgJlgFmW7e6P51ke9BJqQSsSRF2XWCmqpdLrGoKyKKLYhRB8UfS63fFo2yL8k9/+zr/+H//78+fO+Dwl4DxLLYEIg3iFjTc0cNSlr9pmAkkDF6l4MMDC7KV6e4rgPQtHkev2uquraxubxzaOr6+vr/QHyXCld+H8qSuXH7n66IXLj5x95uqzj14498ilM49fvfj0k48+89TlRy+deuTc1tVLF86fOdGJ4sV0sb+7X+S+3+lvbWydfOT0cHXt+Nbpq489G/eGeZEz+zjBfj+yTjwXguiiJOr0k2TYTfxw0NvaGK4MYvYLi/nxjf65U+vnTm1cvXx+c23YTUwIxfaD+91OvODpZDqZTWeBzebm6cce+9Kly0+6qJsX3kVxEkeDle5wpRd3XdyxUewSN3RRjGRFEMmur60/evny1olTK8OVXq/f7fWIzGw62d3d3dvbu3d3e39/NB5PZtN58Gyts8ap4MrZKI6SOE4iFxuywhDYH52uf1H78IsmRUd5CYc0k208g1I3ut3u6uqqWv42Njb0vK5ODD3G5bly0kKapipS0jONFpBxHBNhOzNXWuip5kywbHYciOxsNA1LgHjLJo2g6Xio2U0GgYQBCIaDvotc4EAILrIsHDiw8HQxnWeLNM8K78mabrfT7Xd7g15/MHTOTmaT6XSS5mlapmmZ2yABxKOUoSi9Z/EquY+cIyRV8lskZ8gCYeBrH35w7Z33fvrqa8X+5PTmcdvtAxFUClusuLmEFi2hca3JXrvR8w93pukJWGEP+r+KrtFfu7u7qydpAHj66afX19evX/+4zWrTdyRJktFo9Mknn5RlaYzt9fpxHDVWjrIMIbAe9ZjZGM1usSGItbS2tvroo5cuXLj43nvvbe/u6CkTAHqd7tbW1ng8vnjhQn8wmEwmr7zyyg9//MpHH320t7e3ubn5G1/92tdefOkbX/va008/vX5sPekkAXhnb3cym4iE555/bm11JXbR+urK13/9pXPnL7Rxa/9VSj7ko21hAPj0s5s//vGPP7/xWWQtIjtrMYp8nkqZrwy6W8c2SLnZiETIwsC+343ObG0kTrjM3fK4IoBSkdpAs5MYpJL0A7MEDxiAGSWQACFbFAtCiM6QMxg704ldL4l6najbifrdqNvrrA17q4POyqDX70QIIZTZaHd7PtmfTUYWud9LCEKZL1A8eAMhkIj3ZZmXEoIjssb2ux1jHCFlaQpCnaSTRAlJaZCgtVBoWVItJnVhsMwD9FWvqqm4jp7Om5mhNfaLxiDtHUe3ZNWTq6IYWBQuhYg6kqpIe4RqANZYwibZPM3SxWJRll7HTXobf3jto/l8fvz48bNnz4bSNynbZU2jUYBKFEVVC8M5nV/N5vMmbq5+RdSE/zZnpKbEdVHUjOPUltbpdG3kKslQw8pTmnES62enyEtly4QQgufeoN+geowxUSepigoWBY9BhfSsVPfGGOciQvSlL+uYBG0aKwFIv6lN87IsVV7IrWTwUL+JzMonqsyRxtqW1JDaWCmVaMZJp5kKqnlMBSxIpjE3qjxS6iBlVVCp1l3HoXmeaw8UEZNub9kyQNQW1XQ6lVpERkTGWi1uQwjT+QwRrXXBh7woANA6Z6wlImtImEd7+1x6zZsPy7UXG/NXeyKqbxCSHllbXj5cQvigBUeUg0LKo6Z3nd/W7M+WMOeIaLMZLR5yAx4khdXfbEHr4YjNXtosDP212C5TDv3+h4QBLp/JQ7i7Bwrah63M+DA56EGFJ3wBbfQhZ5pfYs64LKhqN50mLXF1gyMhmdbajzW+pK5yESGIEAgjGEBBYNV8NkDFtiBXaofokST7qoVWlebSsrw9bCC5RHcuc/Nqnuiy6ms0ilg75bCey8khPs+Bc6Q8dPxYB41A5VKV5XM48LA6MpDqE9uhFj61wgWX90Q9yAAADYMHAAMCgCHUeJsq669CjzYgTUHUBIUQljmF7cahiFTzQFySVQNUXNOl5rZS0mIjxF3mH4KHWnVWQVHrj4gASOCl61c4sGYCMQCID8h1RS5tIURAgBBCEbwpcwBnjEEUVU/VKvmyKLAs80bBwszelyJAEoiDRs+zsi3AODLOGGABYEHS3hWHahRNyxUBAcBYq0l9ZVkmkWNr9vb2Tm4e+xf/4p9/7aWvDoZdkZKlYB+OrQ1n80lt49Q4P6w6AsyiRsRmOiPc0IOQw4GPNKMxxlEURUnkkopVg+x9YS0KhHQxI9TFWpyZCwRinc0GYD+MbO/Y2tmtDWH3tRfszl7+8afbn36+e+2tv06LcO6Zp7v9lYhiH8LqWjfq2L3JbkxzN7RxbJEcoSUXYeQgjtY7nSxbiA/DQXJi7fSZs8effuqJU6e3ptPpbJ7eube9Y0o+vbqx/tTa2rGUys9u3Ll1e//GR2998sH155//5m/81j9bG7orl86k2dCa886F8d7tmzev7Ty4m6Uh7vTr0MsAzIGJmYrCI2JkXRRFIjhJJvNFlhe+yPfH4/GtW7fW1tbW19eHw6GePLSvqTewWhestTaroj6ahu5DQS+txYEAjgaqHsQ5izQ95kP5yM2kXYu3fr+fJMnm5uaZM2c2Nzdv3bqlDrHJZKJ5SjoFStM8y4rJZNYGfiocpWnf6pdu8IfiCtvnnrBsBrfU40f6ksxsjSFAg8TCAGBNtLm5ub6+PhqN7t+/XxQFOaufaLLOs8wW6WQ2f7C93e12h4NBN076/X7SjeNeZ7Q/ytMsnRWIWIZpFEWdJOk6Z63V9psFTPMUEQ0aY0zsomqFYTneGUgW7l+/8Wef3Xrt73909Zknzz1y8fKTjw/WV2k4sIgWKQQWDCLiBdqYiqYA/hkKnJ8H6Nqo6XQ8Yq1Vy65iS3Waoaagfr//xBNPHD9+/Ic/fOXmzZs6F1V7HgDs7e1tbW29/fbbH3/8cb/fv3z58u/8zu88/fTTKysrnU7snAlBA+eqTIo8L+PY6SmOiKylixfPf/e73/34xmd6gMuyzGMxGAymk8l4PBaA+XweQvjoo48++ugjF0dXrly5evbct771rbPnz//Gb3/n5d/41u27d3d3d//P/+vPPvjggzu3br/zwXsG6fzZc8ZFx06cgH/McPbGeAkQPIwm49FoJNo84wCuooqIhMhZ1JRfxMCM1ujBP0li60jrN0bTJlpLlcAkrLB/skvQK4CxVOk0JECo9y/RJd4SIpBBMY0synViomhjGGkQ9iLLZ4s0iqLReHpve6coCgcFITknSUJlnlV6kTwviwKSDkYYO8jmozQvyrKEEAKW02kJAN2EnHNoDSEwh8DCZfAenXNgCEFFNsQgvvRlWWJRqzGN0RKl4vW3ThlS4a+Fj2Q/6O3d6/W0b9t8UtoJ5ipPzfO8omtyAABNjGgS55i5DGVTNDZVaL+v0lnRPJtD5/JqVgl4qFNWDTkBAGA+nzfomvbPagGjdZepkRDLWZAxOn1qVI5lWbIIocWD7EClnhIRWhO8z7JMs0+aZ6tX3nufpmmapvrjBFQxosvQ8Cd1ONbQuQIz43IHIaiMIZ5DHMdycAnSPPSlvY2rZ6iVZ4MfAxAtPjXUUVuBZFyzyrU58/q62k+pqfq89wykv0TJww2ETN/0xkBB1jV7U5qXbVKo/s4mXojIxi5yCMISQuh0Ej1eBu+JiFHlckut8jK6oqaSLk3ydV4XtO0JrcvFfEDSsjzbHxq4fYF+sgGeHP2RX2Ju9lDR5i/ngl6WM+2s4If8nl9BA84eNgv+zF2w7cb6hYSdVP9TDXsCAD5w6dEQGqMRfDUjpVqvQoWpFAAIKEYdffWpmmuzZ3WlpArZk2UpfuhVSEsw2QadNBUgHywEGz2n/iuAIAkIVu6+9lxUf51mCCz7MXVmQ1X+P+xtDtWVUSQxNZ8rZhZETdvjlvHUEHHltD5cOqpdh4ignS4duE5pP8QnFQAwdUGr5y1TC2ib7ISAOqmvuhQeDkvgiMg50xSr+XKCD6aCkTb1eHU9LVLd6Ao6bxQRMiptBWwVewBgqEryYFFsuwiDQk1qmrP33oMIQkWzEhFTbxKB2YfgC0ABdIDLAM6qpCrzorFvaftKApccjDCxB2b2ZWAJjMr7qjqggZXpGsJyjV72nKrOazAGVBuvWL/19fX/4d/8dy8893y3l4z2djtJ1O91yjybzUdS37aCxBAgYFWWl7rUhqXqGLRUYBXlar9cm8ARdIxRa4EF1o4ZMzNU+4dhZkOWyIoRwNxo37vU9osHZEsIWQi+RKST/e6p5y4999TF/fF8Ns/ffP+TT95/cOf+3urWud7KWjm/2+/y55/c8Fmvl1hjKEo6hWTE0nO0s31zbWV45uTW+XOnBl3HIX9w8/p0+/O19fW14fDK155L8/L//k9/szteuMifXBm++NjV0SR/7c0Prn+2/cm7fz3d/bS/eoxBQih7vc6gn3CRoQefhnRczHGaRHEURc4lYDnN/J27DxAhjmwcxwC8mE2m0wUzIBoQyLJ8Pl9Mp7Nr165nWXb58uVvfetbp0+frnu0isp0xtg4carVWfr1D+K8Dvfk5OdVCVaQ3PqQ1J4oaktbb1cd3Cl578yZM6PRaH9/f3d3d2dnZ2dnp0plrJ+SHiPm87m1tt9PtFmr9sUmkW8+nx+qYIlIGkY2HmI3V0KJpvALVXtcxQXQqGg6SbK2dmxtbVXlhbdu3drZ2YmiaDAYBGH1uliisiwn85mGiRmiQbe3ubl5+uyZPM8Xi0VRFOk0m5ULyKfdKO66OLYmNjY2xunsm33wHGSJKXclCoC1Loh8/tH1W5/diHtdjOy5ixeefPaZq08+cfb8OTMcaA6NWGi3xpvIL/pFipmHIrwBQMtsXajVqdWoSXu9nr6P+shz5879u3/3715//fU//dM/ffXVV0Wk0+kQ0dbW1nw+39zcnE6n4/H49ddff/vtt4fD4eXLl1988cWvfvWrp06dQnSNlMg55z07Z/V0p7LPl19++U/+9/9w55Y6WoV9YObhcLi7uztfLN5///2Sw29+4+t5WUyn0/39/b/5/NZf/+e/izvJiRMnnnjqqee//GtPPPnkv/23//NkMtnb23vt1Vf/1//lfyvYHzu5lfR7gL+kCPYfMv8jgL3pTPsdofQByACQAS8q9ICoHuYQYsHeiHhmC9DtdjtRbDADoMB2eUBasvKVdVxF/zas8uoDEg70bkQQDAF5IsJQZzcTEpHkWRApfUAk4+K+iwfrvXmanT2xfvr4al56Ywwap6fhLA1F4cuyTHNKcwNQSjma5WFvNCnKYK0DY+eLzHMQkVMnzyJiHLk2qLNS+BuqQ8Ox8SRjIU3p0hj2DmHr21FvbaHBIfVBIxNtjuA6PY6iSHwYj8cK1Ik6CSKCaEWB7VNyo69T+/RikWVZVl3Jg533TqdTBxIjoWmKFhUiquC++akmUaCZZxJBqEuaJcysrnilNVTR1+K9L70XBEJuz04RcbFYaIfduQpoWSWw1/WSEGoBrOuGHKD9UZNw2Ej3mxIUEVmoEZEiohcuyxICeu8FiVksu+ZdU+5oveAsCWHqSq3fRGkEkzqP1UVeDZl5njNWR5SG1Ko0oLys9P+NGDUI6p9GUWRdpIWx1Pn1jSZCryoRraysxIVfxkha24QVdbvdLMuYQcPflY1ZGV6g5XwBEWZytr4t4aFOhOpsVu9VR8L3sGk3tCsg+YIYhkMrebuCOpC79ov0+w61ULGVFtAOfD9UUiL+LAHRUcPhQy0kP38k7y/i6/uvjHVpZj4kIAISmEtP1oClmu1Z0VxYgRbLADlAkVCXiwJSA12a+qrpH0h7/zhqHGjb3tqGOHpYsaqlHeigqYneQ0YBFftza3yHiIAHhL9LiBwfCIxXUFszNgxQvVLmKp6hWZ29ajVbUE1mVgvsUrBaOe6Qq8qtelaEyFhNPjXW6ugHIDA3Q3ISqPQbingREJLq+009Q6Qsl+YyEyC1ALtazNUjr1YDphnWswRjNH2+1s1ClThYD8qq+Pkq5VDlHSAsLKqDAGamGietVZ92cUWrF4CAQgKNvqvpdTXL9FHIYZUSUSHsg3CJIQB7CexZglARQkPTLrO8ahYisaHGT0wAjfjEe09kAcQZmzKfOnXqO9/5zrPPPhMg5Hna63dQJM9TBFZCLFQeSPbCiB7QIGLsQwgelmGMDACOjF4bRaGKVAH3sSTVDV3zCwxZsiRCIbAENhiTWGIHQBSNmYFLEAFrEkckXmkGRWJBJIR8EspRRHB8QJsr+PTpF/Ym02s3Pr8/XWDiXEaz+9nZ46tFlu/t7Hc6naGNPaShzNjJWiRPPH7x1Mktny0++/j69Q/ft8S/9qVn5vurnsPxu6evPPHky1997rWfvD2dzrM7tzZOnrKRnF2xj7x09fqNwa3tnZ07n03TDIyJXBLbmBlDyQnGmXSmBXc7sXWJD2XwTERZ6hGlKMr5LF2ks8lkxKVXSGw6XzSn/MVisVgser3e559/3sSsK/pFu57OOnXcxXHcmPj1jHXISf9FToBDg7X245e8n3bOMuLSa0HUNv4Nh8PhcHjy5Mk8zyeTyf3793d3d2/fvj2bzabTqUo9K7uIMYvFpKkYteprzDDVNt8OSiZsuL5tJlQDEMcmC1Q7TWhF1z0ADsEY0+12nXO3bt1KkmQwGOiH4vTp08eOHbtz936Re+bgosgYp88QWbz3u/vj/fH02OracDgcrqw457zAfDIdj/Ym0/kknUZo+lHSjaKVTs8gOUMIpBjfagIg6IXBB2ctOZd7TvfHNonf+fHrb//49eGxtXMXzj/xxBNPP/PMqYuXwrGO2pMqrZQxhzb7oybMn/9LM8c01qxZWw425kEz07rdbr/f/eY3vx7H8fHjx69du/bBBx8sFovNzU0156RpqvOWxWKR5/n9+/dfe+21P/mTPzl//vyzzz770ksvXblyJY616b5kKjNznperq6vHjx//5HoVG6jPZHV19dd//dfv3b//8ccfR4bG47HnMBgMzl447wK8++67kXM//cnbP/7RK//Hf+gPB4Pf/d3fffnll7dOnPitb377P3//727fvXNsfbPT7f9j1nvtr9Fo9ODBg8lkUuEoiCxSUZ2qMY6dNl9rkk/VXu90Os4ZEwgN5WAfMshlQQxqWiBpm6gMChEIEDeSGwBhXzItB0waF8WC4AMCxYgs6PO8zDTwnQS9czFZKENhSawBMGHlWFIGzxyVvlMUvgg+L/w8DdYmWV56hjRLERedONKYlkakXc1AQqgKMEMNRbOZ56hBrjmmN2F3S2hHnb3WDutrc6qaLO92Poer09iqkEakJEn0E9RM1ZhZC9Ga67actmn1mCSwPxpZawFIRekNCmW55xJSBV4xGvdakUWJjHE6h5ynC91MG+9WCMIiaskOwTcrswJptH+tUOu6QQZBGARYPDC2q76syDUgXpdGbZw163AAEV9dN9WGtGmTRKTOTV2Kg1++/BovSVJ3c0MFqDGExMzzdDGbzY2zumjHcUzeND9IbYAkYCusFRu3p4aCVgfduri1caSrHLNqMqr3An1o7HNV7c1AVCWwW18tj6qtnedF8zI9VxpXFZU04AOp3wtEJJCqBSAAAZqZITMbUJI5t9QxDQH7wBbZ7q4eyHdo6aea/gWhWYrpWu6J9mTvkLBODn7r0AywCd97KK1No6gPryetdb4duFd90OBIRfcFC+lDK9UjnsBDSJhfQeFn4R+F4dmu/YJeX2a9uWytKgQRPXGItA2Fanmrkv8CAonUYiTBRhYJS6nl4W/Wlw5b7smfs8srTfL4MldRGltdi90ihCIHsstbb5s8hM4CcAAB3yzl0Dz/GjZFchAvWyX78YFCriU9aspQFYQ89M5AFkYIwTc0l+olcdXdUTelAZSDn6iDXQpojq31HqwyWm62nwNaZhYBoBpDwlIpdStBjdTzE1lWiVDlMVYGwkYRqlZyRNFgIF2cOYQ63VEYkaTitHHJzZNp+ppHD+XN+ZuFgRmZoarDVS5fAkVRFMXW5eTLCmyFDC24vy5eaES0FeeNkRDw3Llz3/72t//pd/8JhImo+kObmyAcvC9Lay2gCKOaCwVA0WcJUqOqrrZXlqZVgSTtNi0WVn+zc46cZhB7pSAJi7OJxTiUwGCciz3uAqEQ+RJBGAKABwsEbLAIIWQMOVBA9EzeWuI9f3p1ePrZK3PCvdyfO9F78vLZD96/du/uzv54srm1deLMiQfj3Zt3bwbOLz5ydmNz9ePrH772o7+/f/vmzU9Hp7bg4tnT/W48WF25fePT+9v3vv6b33n88UuLNC+uPxjduTVNs9UYwPlTm/G584/evLf92c1bnd4QIdrfm4/3FiCuG3W5i6dPnL74yPm1tbXJZHT//v17d2+NRvtRZJl9ni0mk/EinRmDBjDLMkOgJRwiDgaD1dVVAPjwww/39/f1k6JwxePHj29ubna6UVU/x7F2TLVpqt1c/d+DTUc5xPw8avherrPWtveq5lc1Mp6axlkFCqsgJ4QQx/HJkyfX19en0+n58+f39vbu3r27vb09Go2aUR4AawLvdDpV5adiP9UiqGAAHWCGEKi2NzXyFK4xVhVTCusPYL23ee9BlgoxPXLdu3dvfX391KlTSZKcOHFC8+j1qmrxuVgs8jTVl6OZyMDyYHdnZ38vcZFzbv30qe6gd/bYCuflYjya74/nk/l0Mh6bUT/prHT7SRyrf0j9HBiqsi1LUxO5xEbgIs/cMQ6NkUX+wes/ee/1t35w6q8vXrzYe/6xxx577OrVqzqLa5apQ2/fL1f4dbvdFmWBm9OzFoT6pyEEPSqVZXDOvPDCCy+88ML169ffeOON69ev/+QnP7lx44b3Xsd0e3t7J06caE5mo9Ho9u3bf/M3f/Onf/qnTz755IkTJ15++eUXXngBALQCJKJOJ/beDQYDPbAWReHroGp9ry9dutTp9yaTycraapZl8/m8T0k36WXpvGOTIiyy/Qlm5V/+2X/8yz/7j+PJ5NGrV6bzxdraseFgsLW1+SsKBP6Fv2azmeZb1FOgevswaNjUlTwHaX3uDKrDqmaeRdW0p00vRBEgTXUBYGzMrj60d3MWzyIMwTqjtva6c08gDAIWMIRCABhQgiAiWijLPEvncZK4pAPB52WOiKEsC0iZAYgsEcbctbGJhoFF0MwWaZaXaVFmmc/KIssyhTE2bLCD7PjK4qujb61w4jpLvTmO66ys2RH0q9kj9Dc3/Cr9K1ZWVtqoM/3rVOuo1E2LtLq6qmSXABJCKINOR4MmNzTKz9ptKM65fr8fmHVA3XxS9L3T5EBWC65xTR+2ApXVObplpXNZKlfbZwx9CQAHkgabYf6hTlzlDGRkWFIo9e4qQ/BFIYLOuU6nq3kqeg0rwbm1jcdPl77mcrVBNQ3EpSkLG9CL5xBCYITI2Srrz0XWOsEaORMCEC6jWUkOsaNqsQbpaLfh8VTtehEVauqsT28DU0e86nNuJJTVGy1LbSSS0RVSbZnNFSAiS6YJ+mvijnQq09a666VAAWOMMIYQqusMy/MVITFyE5wjAm0B59KqqtHwlXd6GckAtRC0bZFob7jtxL9DRJJ21ddaDeChj4RfZC/Agy6zpcUI5BBBTVrzzYdSW76YcgVwkEPzK/mygKY6V1YZeVp56R7JBwZlskRqHnmOvPxn6xkaXQ4QAoI3y7kaIbMIBKES0AKAAwIAsaVBREGGgKym4YAATEJIJJW2Ez0RAsSi+gFR1ShUg2IgvehNyaFDp0Z82Cj3KwOgKA+sfnAt2OOAVXeNsZKfQoAgLFT3xUUESXtyhSAGYY2T0kuHSIFZ6xhCoiYijPGIvYQb/BTCATYuVeltTb1YDwaVkXOEWcRFuQSUkwghsHgRIgpVLoOobBoBLRBWyX+Vbaj6EOmUMwBj0IlWI8lAIu0imvrONq3C0i7ZS9Jeo80yLhC9L+uiRcOilS+jYO46q0A7u4iEqElWEoDAqMZBYS6GyHtf5KWwt9Yq78ESAfsQgiVjIHjvJSuLIM4tgdQhBDKtLotQs1Kre8qGPFSVJHihwMCABWBe5tbaJEnmuQ+lZw9kbBKZ+XyuSlcfPHJpoAwhi5PEIvSSaGtr61vf+Mbzzz9vQwZcVH1jBhEpJUgAQecZEcQiWYXwVGHUUPiyelslIKBBQmu8CFYpfqiGdUKLQBxV0GqkELhkYWAhIWMIbUwAQTJ0iFgwZSpTLPAAACAASURBVFR29OOJyMi5gATyC+8JcFEVzw5DdarwiEUks8WEspmN3IqNjp3eoPOnvvHkhd390f7+vnFRp9PZ3x9vb28G4SvnBmVR3E3zX3v0sfLMOXkuu3j+LAC/88qbx0+eOLa1laXT+5/eOn76DA4oO/1EOp+9+drrGEcnTxzPri2Y/ZceOXd6dZjl/t72aBLm1hWz+dhEHdPncZhhr3vq8uNnbf/igt9+59q77747Gm2HclqU+8GK65L4OVJY6yUJxNY5ayMg55yLk651xAKjycj7gsXvjeHW3c+6nf6lS4+ePXNREwWsJWcjZyNrgtIavS9LnwdmH4oiFN6XIuIoapJT9X62pt1NkGbEjnjYe9BucDYgdWgH6dZB7foLoyhSX+KpU6cuXLigss8HDx48ePBgNBrl+bwoCj3cZFmWpqm2kHW2qeTPXq+X53mapnp8VA5DFSmhW37hQ31eBISW2VUEKxtVnCR5kXb7HcGQl/nO3s7G8fULj5xbLBaz+eTmzZv9/opAp9fr9fv9zz6d+xAGw6FaYtSLTEkCAPMQOC3zm59rI3l1uLKytr66sZmnWb5I93Z3R2XYW0xoAXEc9zrdjo2NwVU1dAkYZ1CY85QEYmOctcTAIQxMBADF7fs/+ewm/P0PP9g49sijjz757DOXn3iyd/YUdGIAJkvgLBAUwAGQAQWgV2kfanWT7oFaziERUs2uqqKmgmtF6OqSVev8O52O6hQi6/Q/ai+xMPPVq5evXr08nU4f7Gy/8cYbP/rRj955553RaDRY6Wc+JyJLVfXSHwyYeXtn53t/8RcA8L2/+IvLly+/8MILTz311NmzZ7e2tqLIarwLAAFQCOKSDiPN8+JHr72eZdnZs2eNccPhqiXnOUApMz+xjhxHWSgxjgvvL1585MatW+Px+MyZMz947Y0LFy5snoxPnjyJR6h3v+pOMB9okKMO2qAogRm27+9ICJ04CkWWdGJCMZ6zwveSQdRbYYyYPEmwvpDgnU87Blc6MQAxOCQXQ1imeCGRIdZwWBEg9bUuP2XGVGC4ajDDiCQGIjlY9TZAhiKUgrVT11RN7diY2Bhhz4upvh+I6BBCiRp6XTkJfQnZXM9Ba4gUEyYGhkYkAuinPueQlRzKMuRFkRe+8OyZrYm8BxZkQUYkIAoWgUo2CECCqkLyDCIQxR1mDkAs5AXRV6cOh2lRVkaGIDxPFwAQd3qLokySxFjDZRnQkHNZCLae9gAAExdcAINnj4iW0KARIQTTcFbKiEMIDIBQQT7yfNbt9svS6zWypuNLBI6ZI7Sl+EAGg0hWLoRiFzsvAYHR6t4YAIIYFBFLjkG03BXWwQvWUhoiMlrz6CyOmT17SxYBBThwYKVp6HKMXCfcLsXtiGjRikFjrJ5DwKhSCh2iEAJURaC+rqIonHMsmGWZEj69ZyIK7JWcSdYhABjWsFsWCMwmcp0oUiUGAHUBgjAHiGw1oi+D11a7L8pSiqaNbGyk8EIQUGEtGcOIHogMLN2MpO5BIjJIFik0kn5mJlrqfvXQRoLMTFZj5ZHrOYshxwyGCKOoQglGVgS99yZyIfjgVSQN3iv0TwTBRg5YiqJEJCEJ3ofq7wH2ASQAMDI4Y2XZG1U3gWrNDiLEBIjVxdqa76nKrB4pN+kjIqhcdx2SwsFI1abZcYDer4Lb0hORhnUHXFJZWrhEkDoF17ZMAUGWSrQgoTXOQlziOJfHAAaGlgwU2xNOXOoND4wZD626R4rDNkHgITrVAz/OB8idD5v18eEqVtqqbGkXgF/g7iM68NdUl15nPA1CR40jqITTSn8oAOCxrpixCmZQKaM6wLDi4pP2vQgxiJhWja7p6VRDV1p2SGnUSu1XUrvbWpGOsKzd8WAS11G06YEp80F8X1s9iK0xblXXyZF5rjxcT/zz+IUOPavGwdJ+5nqmbFxtzettik9Wl3Z16FwmEFR8PKSm4/LQceh/0RITBE395qKxKMuhv560jIlUTtGWowhAveAuExGaESi2WBQi4uuQdAUlewCtrFoKT0T07bfp0IXS+x2AkQMze67i/QJDEAjBS9CVEZwlEcMiyDwZT4bDITOzLzpxVOYhCK0eP544m0Tm+ObGS7/+60888YR1xL40dCA/TXsJKqppSZpB6uzRdshS28ve+g607Rn6Ri9VZ/W6/5D75Ij1uS599bhfjVWbvd9QUzYHNKU1kXElCm5tbhzf2FTDydbG5pVLj/R6PZ/d7XY7j1++1OvEEMrFZBxbM5tP7t2788777/3gBz8oAlPS+VIUnX70sqXOvZs3rz52eW9nt5d0jDGj0X5R+I2Nzbv3tokonc/n00Wnv4JkF7N9Menrr/3g42sfnz596Yknn3/xhV87d+bk/t69Ih8X2Xh/5+b9Ox97P+s4IxI6EJccysIXBRdlcBGsrh3b2FgvfZ6mi9lsskhnRVH4kj/88KNPPvnsxIkTZ8+eXV9fT6JYBZPOWRGO44hMz4eQZvPFYlFSQGzSQ5Y3rfYyG6fKoRvsqCvgi2Ih2gFEbRGyClA7nc7a2tqZM2d0KjKdTj///LO9vT2dkBRFwRzSNJ/P006nUxReQ95Vh9nrDVQWV9HGa+I5M6sbsHk5XKfpEBk9JUNNdVfrjj5sMBisra298847d+/ePXnyZBR1dGqheunhcHj69OnZbHb//v2ja0VWFlLIYrHY29tLonjQ7Q36/U6cXLh4UZh9mk8mk9lkutjdURn/6d4giqJOFJMAskTWOeeAJQ+eS25ohGDIgWOkvZ3d/f391998gyK3fnzrqeeffeyZpy5ceTQaDKETWwBjUAA8+8BgjLFkltJWAEHU2D8lGRpjkEgPjKYFvTkE6VoeKOs/CLVCtVnZBoOBi6Nz58799m//tvd+e3v79ddf/973vvfWW2+VWdmkumnHfXV11Vo7m83+9m//9o033lhdXe12u5cvX75y5Yox5oMPPlApaSMxPXny5J07dwaDgZJmrLWTyaTT6Whe4t7eXn1ipqIotCDf2Nj4yle+cv36dWPM5ubm2bNnmSsnwj/yF2I161ssFg6rCar3XhFimlpZR1Qv9YRRZBvxofKc26tiO67gQHTyUT5565iondMvSmo5dJQ8lJPZ/Ah/wZZd2xMO/Hk36VaBPAxeWPcdEUzzIjCULKXnEIIPIsISAgpzgFCddzAyDshAKImQQEpf+szrqI0BxGdNmLsAdDq94XDY7XYXedZIPU191zIgCCtEW5i8CqQRQ72XiGjKr1F9k3NojMrzVEFdstBisQBAspbIioSyzIsyC74IXM/oAEDIl5LnBTkbR0n98SERIZ1KATeAx+qKCTUfDWOkHcrivQc8cG3b4Fx9pPe+KLyOK1XLak1Ezjalkfe+Rcs8MCxq6iiuhQ8hBESzPOILLwsVZ1VwMZvNQqgEFwBAZKuubxsWxtgQm7X9py0//Vw3u0Oj9ixlqQ1RZJ2IJElXbfztKVMbENoCh7YgKHqiXkrP8OjtjYjT6dQYY8g1DUEhJCKf50VRoEBDy3TOSfBK2VgSaxCVyXzUJaGzk3YztIKgQpvgspzQcuu5SYvnCQ/jaTcfMaz66fCQTy4ucSIPPX5/UQCv/Jwr2lHppjyklvsHWvV+WYWnSHuvwtr7caTiaVWtjbtMmtqFDrTxGA9AU+qPEWmdF5h9YB/QkKqLoGo9HBCzLq3Y+tcgGkFBtCABNA+8LeFV2BdqRiRp2t7BAnhZv7aYLkfHta2e/X9BBSo1jq/14wzctqwueU3sw9Hbq1UuPsS4eQAKJAdySA7BCQ5QkrgaYLZC3qty59AHuxaUV6xbZl99DrWBQWQqSWJry2yGvO2D7AEx9OEmQhtC1CxhIkDARSgkcMV3qZdpqOkRNSWnVYczAwGDAAmEagQqiKx20eCRUX+b5jcABwlwNHOmXVNJlewEwsQMdaK7BAEvzD4IMwrHzvYTlxN6ARHpdleLonAEcb8Hwh3TTZKo102KIltfWfnN3/jmIxcuEkmRpYr5ahY1DT7UY411us+1qy9hZkfm8DGiSWFqVX3LBbEu0pqzzvL2OLhycWsnaJv+UZYdRGi3NspCEIBIggEAbwpbOs+hk/QQMQ8egIwxlojLLLYOuWKiEmCn27cGVyJ3/MSJU+fOv/fhBz9+7dVPrl07dfb01vHj9vjKY1cvvf32271OfPfu7X6/3+n0nIu3Tp4eT+ZrqzwY9Hb2RpO9bTSxI5pMd+eL4tZnN3761k8+/OD93/rtf35sba3XOZYurPgkdtlo72YxYTQOWYAiznNGG3WsIeuSmGyM1vU6iYlsgFAEzwFCCLu7u3Fi9va2b9z4ZH19fXNjQycqzrs46rCoCZ/6vWG30w8heOF8vtDaqYmyVaHdIdln4wM5CkY+9J32kfQw1+tg5a/mw8FgsLGxUZblhQvndnd37969e/fu3fv37y8Wi8aUOJlMauqS6/V6nU6n1+so96WRe2no3yGsXLOgNUS4Cg8QGT2OGGNWV1cRTZ7nm5ubyrG8efOOuiWn06lyLAeDwXw+b/fIluogPU0Sssg8XWj5Z41JonjY66+trh4/ffLk6VPpfLG/vz+dTm+PdpxzvaSz0ut3o0SAyyJDARQgosha/P+Ie7MmyZLrTOyc436XWHKtvau6qmvpxtIkVjYWgsJwRoRIyWg0kHoZvc2Y+Gf4B2TSy8gkvcnmQYvNGI0aGmdEYiPYIECCYAO9oLeqyqrKJTIztnvd/Rw9HL9+PSKyGk2OgUqDFbIzIyNu3LjX/ZzzbUSarGoKW6Dx3gugQeMb9/Dttz98970/++P/5+qLL9x9+cFnvvDFlz/3q8XWGBAs2DgGFQjOaXqyDsK9xFjqorSJ7BJCsGST9jGl2UhujZO1f6brmVNEKiJqMPdwOBSR/b39T7zyid/8zd/83ve+95/+45+/8847BwcH2pspo0yNMS5fvszMR0dHT548efjw4fe+972yLMHYK1euzGYzBaVns9lgMLhz5w50Hp5J57lYLA4ODh4/flx0X2lFunz5csoBQ0RNg/ylQn3P+2KG09PT6XTKzGD68YfeRINhpXQ1Q8jMwEwYLV50Yw0hgAAae+FCl9RuKyIc4c07cfOW7Pks1sJqGt7mQppbBcpFVnmpr8gbv3Y5jzsRGgNqj4EAVJcj7QY9S2CI2jbmWeN9CN4H74PzHFonCN6xEAljENaHxTqvsK71elENxqPRaFhYappFQQTsOd7xFLygsBb1DBJAAgdkIwSClNw4gDFqORRwaCVBJS4E54Jz3vlARFQYW2BZGWsJwDO3HNBaq2EPZEoOIGxqOwzcb2iiGmNkoFzRF9+5DgLU+jJvfpxzUFDq+pSmBIaMsdg1dXpPlVACdcxSMEJpOE+IGLqSiTkaKOSGWHoV6SWnyGG/BUt/FSUzsLR6O+eapqmqgaB2vTaZZ6rpi3azy+WybdvISEeT1J75zFfpozlTN50HzLiOyQam34ziOkwAwHrG44SrH1F17itxvK4P1lcMvkUTqdGOo3DAe0+AVVWrOCX3TXieG9bzVPH5Nyy8tiFi54p2odnmhV4peTkkmM9es4ijzkQyASEf7ZN5YXEuz3mYfOR7f16U/EfzLNYDAv6RHp6wmjinhiUd6bNr/CK+t+oGmYUX9M0UJQpHrB4xp092L8QCCOJDcL6whgQ1HjsnxQoAUk861RGU6XxhtETtDLbQgKAybeJnGHuSlTz153d98QeZXh4yS9EVp9eNKroP1XmuXvO54Y+pkUv6XXh+aGP+GpuG8qm4XMlrzp+kCymMThLOdXFeRY6IRl2fLnBGIWsi6Di3nR90R9j9xb63IsJIJFGBYBDSaFZnLWHZZDd2NLfxfceiZIL+ElVLT+mQXO4UGASoSu4O3MPAQRgVwjDGRM/QVQtpjXBN9lABiCGu94wYOHDXMRYIdUE4qIZl6TkIg6kL76uiMAgQghuPx4XBk5Pj8XD0tV//8v27LwE7FBpUJoRWcqY7gTHGkDHGaMp2ZzQecpZCzgxcmQ0r44H63jXhNrT6FU9y9q5FREJm65+XLCy5jXIak2NwMYxRmJkJBBEKMuyWuiPasiyNAWDfzOsheueQedk64EAGnBNj8ejkrKoGr776q2joL77z7b/89re2BvX9my99+0//43e+851//a/+++9869uC8MrLnwwBj46OAGB3d/uVB/d3t3cePj744OHjs7MzhwNBGldbTcvPPnzre3/xJ2VVFwUChqqE5eJ0Oj07Ojo6PcaysjujwhRFOSyEcbls52dzARKEqrLON03jmCEAAlBRlG2YuWWzWJ4fPPmQfbh378FXvvKVl166t2zm0eAOjH4sRWFrY4ZlpRt50zS6Aauj2loJuNbCffQoMZ93rsG82lgm2U+6QsqyLMu97e3tW7dunZ6eHhwcPHv27PDw8OTk5MmTJ845laao1uv8/LwsrcYM6Dh5NBptbW2p4WdKq1/FLkiyBUqb+d3d3aJ4MBqNjo6OrLXXr18VkUePHjnn6roej8cHBwc6TbfWNk1z4cJIKpgRJkAqCwTwPjjXCsCibY7OJoOq3t3a3t7evn771gtE58dH5+fnk8npybMnu6Ot7eGoLsrSWgOISGyM90HLwaooNUQeWfx8KQBDWwAiz5qHP3nzpz/4mz//93/ypd/49S9++Sv3X3l5cPOmZgOAsAWyRaFLWhC2SIyR2snQoQfWguuIvQkQw+iifME7JeyBJqWDSr8KWWMFxHt/48aN3/u93/sv/8U3fvrTn7799ts/+9nPvve977399ttENBqN2rYdjUbz+XyxWAyHw7qutax0vBwMBtF+cDBQf9Szs7P9/X2dC6ilql4Gx8fH0+k0LQLq0uG9H41Gk8lksVioKev29vb/H6kNoFXv6empHq0GyXbdkaj9qTGGW2+N7VVP4mPXx5GekSgS+ZqZdq68KlV2XDbK7nfXbuFdrR26YKTN7T6/2ftqFelCJDBX8vc/Z98VUwQAEtTNCJgVG6OCTGmQCaFAEdwa15oL571fLJtlG5j55OTUNcE7B2QKIkRsPTvnmOumaawt93b3d3Z2gNB7RmEAZHYAiFBouC4SIBoyCGyos8mP3YLm0QJ58RyU1xxEpDKl6sxjTp0XAPTeM3vHDmAoEgADi1u6uYGBKuKUW+S8Y4a6Vk2X+lrFXgSFyNAaUSJ0qrkkCFzhJqzMnYFBJfTIqhJTMjGRtlKxDRDUbCblA+fJOoioDJwoDCHSFRgR9AAidTQtjJmznars9KK1tiCiZdNE5TOqTRWnt2DLQlf1PgU+0p1W5n29O2si7alu06i4EdIYOOfv5KFtPcEyS3qArLPqsY7+E0edTzVN0yxdEn8GDsqiMsZEu3COfxjU4qVDJuNAPTBbeyGSEXjdGFN9BLOu78KQdFmhZX6k0eUa7PbxnZxzx9GP6fP5MQHA52J68g9WGP4jur7eyC3he5t2LF3jB13eEyfXkMw1M2vqopcGxV6i49vF7HTuDAMCAzOwEFEBFIRTbl3Mf5O+CTMdyhQQEDlI512pGm4UNfY0WfuWhm0fs+vr67OLGhjdWjCbiOs3hsxGp0cq5kkIngg8D75bbSnXu778Ao3PuxFJuYZfxetJZ/Y5bVVW/akJN5+Eur6L4pF0xIbVvm6NLgsbExKBFeqqglCk/08kISQ6InaeMxkVx+c4Pvb3fC8X1M2IO4qjZ0YRQmTVebIERsDAwk75q4xGOF/Qs8ZGEPuRsNc5d7JL7uy5UIRQqsIUZJg56PxV/PZwBAC2IEvm7Ow0ANy5dfP+/buf/cyngX1RFYSwWCxULpXNC/teTlvoJC2E9fzQuJjnjf2mUWToAgDyEPB+etd5u3WmrxlxhfusW2BtKoIycNY4SCSAKERAKATs25YBiMgSQdt4FScAzM9bEVHbCSADIoumQScieHq+KApz9869d9/9+fHx0cGHH1x7/+ff/85fbA1Gy8X59vbW4eHR+++/b8shM1y6tB+CFMb82he/UNf1u+++94Mf/OBHP3nz5GRSFzy+sg9Qnj57F61hkd29rTmF+WyKKHVdu2UjjDPnCzGlEsEqUxCBLWdL75nni+lidto0TbtsXNMAwHR5iIjDatC27dnZGTPv7GwtFgtrSxGxplQ/mMFgCIQhMHY8HPXP0II75+FEE0JjoiHKLxKFb+58a1tacvhMk93OFQYQzXBYjUZbV69en8/nh4eHBwcH77777sHBwXw+d855H7Qy8L713mvkQ1VVCgAaY3Z2djQRPjE/9fa01ohwIrwhmPl8Xtf11tb2YjF/9OjR/v7+YrFzenruXLh69aqmmywWi9QDa+OxiaKAweA9C5tugoElgch82SjusFguJ+dng5PBeDSqqurGzev1/s7OtSuTw6PTo5OTZ+fEsjMaWzKjsh6PRpUtBA0LNBIqRGutAfSAEhgDkCCDjMp6KIYd/Oj//c4P/+K7d+/f//SvvHrzc69evnz5yvVrMBopnxsMGmvatgVCIALCoEIP3TWTUmM13/DCjVp0vYJeAq1LLBmjXQohlrYQkeD89vb481/47GuvfREA3nr7rddff/1HP/rRW2+99cEHH5ydT0IItqCmXVR1sbU9ds6RGGOMImAp/325XB4eHo7HY+VlaQSZiJyfn6eUSF0DZ7PZYrFQJwnFFS9fvry1tRWCrJpi/BN9hRCOj49ns1kiX3UlNwNAVVWqQY8LlIgmLqgHLxEAEUrUbcWlvo/SVaUDew4r4UOAFxBqADoR0UYjB3IhTHEheUcIL7wu8tuh9/+IXMGOPSig0U4tO2BCQRATx+5CjJF1DwbY0qisNV1lZ2jaxrVt61QTwdi2beNkwTAqB3U9HAwLCMu2YQWcnW/ixBTEi8R7FhDAIImxqL7liuw5x0IojN77EDQzGETEL0PSLAQ11Cao69r7lgprDAIwkJiCBoPKwEBx6cCeQ/A+JPsQQRTATmoR01uSxZ3Om5SaoeY9PS1TcSFryGBKnIttSSBEEgEy8fTqsklEirBpjl98nuABgGzRd+O4yoXRJhNYjXPatjWm6Ldd7NPki7JI+7UxNgWoEpHoPCOE9Cq2LBLhIkUKlWU5my8Ttz/3WW1dSG6rAOBYp7027xb6PYhWLCv7sge1fKXUACSwK1VfgmpRC0oEMMOica1CkWDIWmuZrbUE2Lauc6xndYNPVNEkMoKOjruZoXeB9wmua9jWetdkvIlZy7BmsdaHcIgI99YvuFqrKjDz0VkOmy5uHwcMzFidggmwjURoyDN7/0FfEY76xy7Qdr3l+7h/SBtiwfhzzhie1EsGERCBRYC1mlSBKoTArQsFWVMSYcj6cklayZwBDMgQCFCFXaxmLjEkgaMsG8V2rat0y3RORJTVQft663chizfL5sK8A1TBRudhlXVfa+NATATxC2cGvRkR0jrKxyu3ByZLsecIBjJ3pn5sExEhlvztkzGqqIUuwp160zSVTmuXzpvcV+iaE1nhofGql5G+8xz1iHAfI0rwSYRWocnvZ60386FDrmQDAI7XRr+4hOCBRY8eNbWi86dJ0prEFUm4f6S1hLBSeRB1sYCiGU+SKdwsGUERjkVwsEUIgRBIZD6bWoMvv3z/i1/84rUrl1B1q8Bt2zJ7REGTnLXiGQscALkzcgSRcGEzEJeLbrwHWcx9r/vqVM7Jty0NQUWEuzPQTQT6+DhkSeG8SuVNK2BaXo0i8+gpzmIFgeuqaNvWEFhLIYTgHSsiWoIwN8uIkRIRC5AYRCpLdK5tmubalauuXX7w7rvjyz/+9S/92tbu3t/96Iez6VlZFm3b1vXw+Gx67dq16XR2dnp048r+3Zu3P/3gzudfffmddz/8y++//nd//7Pz6RHYwVa9VW5t3b13b2dn5/HTx2+9dVJYunrpqpYRL9z+lGs1Y7dpW8+B0XkGOT45Pzs9nk4nwIzCzjlkrMambds5LEf16MaNrfFw9OjRwcHB07oesg9kiu3t7WvXrl+9enV/f384HFa1omhWN+C6rkejkSJmvTlb9xldyOVYselbRfxyHtomiyz9lfLNjDEpugoAtra2xuPxjRs37t69+/DhwydPnjx9+vT4+Hg+n6ccv0T7nE6nWj1sbW0p8U/D6JhZCxHnQt4nOOcODw+n06kWT6enp977vb29K1eu7OzsnJ6etW07mUy0AbbWal9x4RaituDaGbIPnn2McjHEAJ6DhAABWgnTZmGQfvbhe1vj8ZX9S5euXr10+WpoWr9sT46O5svmbL6optNhPRjWdWkLtTWYnU1CCMOirstKQ6ZLJFm4InhGILGMePDmz5/8/P3Zn/6H7e3tl+7effVzn/nUpz+9feMalAVwKG0JFM0UDIBmlgowk9kMzl2XwPfcF0k1Vo/T0wXXQ1VVTkF4EBG5c+fO/fv3/+AP/kCTG19//fXvfve777zzzvHxseZ5GGNMMXDOjcfj5XKZMD0d9GxtbamubzKZaJ2dPAbrulab5el0WlXVcDh8/Pjx+fn5tWvXrl+/bowxBpl/qfISyooHyru+w8PD09PTEFxhbWGNMagqLGOoqiqBkBgQaVep69p0P8ypN7lN65qcL91WjsOFtJqUSJbYFikL+0KWzaYaCgDE86aSPBlfx50ao9MMYei2awTACD8DVQV1UdXS+0kABF5Il79uiEpjgWy9PWAZiIj36l0dRIYI5tybsiyBsGka54K1AoDOTY2QkunYORAEYUEfpJBAqqTQvV+tt21RGkS0RMYqUqVYdy11HzUMMcldhBm5LEs0ZAoLAHVd7+3tCdsQAllpmsY5L+ABzaKdDQYDBGQO0lnzBw7SjboUUDLGiMX8M9VIvcjntNaSibxEicGG0oopK5WDiqBmO3XBS4X0DCJkBASDiOxDPywIoo6UucRa1YORcSq9GFsg2pACAAafUGUV0HrvdaVFzV0MmR0LQq430SNPL5q9I7u97wAAIABJREFUVjRuMLaE1UjGni2csT0/QpyWusGPwxNUsFRfOoVbqO6uY8EgoidC3gik7Y5o3adk9bdm7d6Uzpag2+woz4jO/pbWDOTXttecUyb54gAZIS7q/TLA8Be1QZtGoB8H/cvIVutPtRkL8Ytf/T+DhW/zwjoV7s9ZnTfhMuoSwjCDCNcZnpEGgwgECIaEQa24dbgSvHgrlkFQE+HWpH2pl5AYWRZfiSOngFU5ihEPREOR9afSzyhQFs59kDt+ahoSrPM0BNdJH7iRUP+8ii2KxCDHZ5CSRmsjCAEh2xKAnzN6RFgJQsDehCR7JPfeuNGNI0b2daCr7j45ipgaqfTJUkdJFQQBISFN4suDSvv2coVm3Xd9uCK0jWMnL5JsXWIAfVQNZdl90sFNq8e2osGDwMykCc6KrvjgvbcmEVwheZ8iiUYmipg1i+qVHFuIpgvMJuGi3Gm0o9sUaaxeHG0gonCrLzqfT6uqeu21L37x859XdwHnGxA4O5tsb28Px6Ojo6MqKp5X8mp6VsXq/Z+ov8YYHUdRCtruGJsrFyyiuuTrZhNCkMBxYtqNS6FPreDeEpo3uUmRQJ9GZVFEzYTG6J2r27JvHVNAYUSsCqtdQXABEQMwghEB57wgiA8oghRc6wjt3vbO8bNiOT0/Pzl+4dat+XK2nM8mx4dlPX7p7q1l46rCzM7ODdGwLOfnp08efXh5f/fS9nD8ibsvv/jCwdOjH/7t3//ob//+2cnZjf1rV3YqNL4QZyCAC1QWdTkgosb5nd2dl+4/MKZ4+vTpO++88/jJ43YxLyw27Sx4bwlKW5RlXZAd7lba1RdFUZAxxlhbqFTPUMEhPHny5OHDR8Ph8ObNmzdu3Lh2/XJd14PBQDdC6DKFtR1KUe9JerEm81hr/NY2wjXVUHL1XEneA9BP3LXBUFGVVs3WOTCRKYv60v6VS/tXFg8Wk8nkyZMnjx49Oj4+Pj55ulgsNFo3BFksmuWyNcacnp4Ph8PxeDwcDquqsraoa1uW9WKxCKFQDaBykCYnZ1W9WCwWZVl6758+fXblytXbt2+fnZ0fHBwosXAwGAjHrm9tULq2yek78t6TxMisdtnoTMp0LqZN08yWi+HWeLZcTD94/9nR4QuXrm5vbY3Ho+H2uJ0vzyaT89Oz89Pjcl4MqrosSzMcYWVLqoisC8xLZwFLW0DguiiosALiQbz3rlmCs5PT8x89OvjJX71ejYYv3Hnxi1967VOf+8zOlUtQFlAVSIgSRKQwREiOVjZ96v7FbtC4tk2mMkJLEwJMqRipqWAfPLsYQgAoINZaBCxssbOzs7Oz88rLr/z+7//+e++999d//dff/va333rrLe/9fLZcLBY4HJaGiqKA4BeLxWJ6HkL44et/NRwOr1+/XpWltXZ/Z5vbZjqdHh8fJ0lnWZbXr19fLBaHh4fD4fDOnTuvvvqqesn88t1cstKiy7jSsL7Z7Nx0ceJKYgfxZVEofcAY49olAXvv1fo4NrE+QAgGdVKJ+X2WL30bw5T2QrHNmmFb735BBkS5vZixhrTelXX5gPRdX57ouOY10lnpdmUx5kdCbfA960XEdBeYKUrOeAWAHkFc8AYRwRgrNogabRpjKokk2NZYgIKs8Y4XrWPmwIaZtdFxLACOWSQIM6vXWogpyjiqdtEaQirUhIG6WIhgIi2c0ADprLXxgdAgWRDwntvAAZCKMrSOKZiKkKFdNj54izYs/XBUSTyjgSMlMBCWuamVVnHW2oSbUWHTmKMPZGJJ+enOOeiKInVhyekwuY0ZGKI4F/bS26RxmsLkBMu+y81CEZSqHd2GvKvruiMeSwr79V4REDSmx+4YYiIOxCjOSLgoq8Ga41rU9XVjuDg+ID0nnHM79VfWRufM1PlkCiCEjnwnsNJx9UwriqnYqgPnwGRoMBiIyNK1OlpNbzCxaJNvip5b06VbcaYxeR7ssblFpiI8NoOZanclpSPwJgJPlE1n8GI+tgjgLxDR4S/s6H4x//P50XzrpwJ+6dnpaP7lv9EwUIj52OuQlGT5cgBAYpKeKk1J4l7XcRXjMJMExQIhEmr2JCGSJiswKO+39c6zF0umLIy1zpgI76PWuYmFydqeI3S1bxfUjhHwATXHJAFrkBiIwMSrRR/Qk/oMduEKXXJD5DFmjUqB3ZWHnH6l9S5ler+4l4S2X9yTn6gAMxMAqslxh/6r6mCFVAm9kopQ1kBw4rBC/cqiMmhju6KQoQrZkUc+ulKlO7NI5EBrDE9h6i/PVYAiOu12t1M6n7nqQfrcHuzssCGLIuwougySuYkwU4a2oaqoY+fB2KOLfXtuOyen1GJ77zh4EcHMfqjjr3vvo2k1iCqwOfer0ADBbv4KYGxMzQMInkMIyoxnBmFGMgAYOObFhjC31u7t7d2/f/fll1/e29tlDiyBCAN7YzQ518WIhe51M5ZFv9RSxu3UYyskyfYk2e1Ed5DuvadSxsbUozg+8N6zD8kFF5hXROGZrg+CbqhBm+ceRM1qI8soccc11hilwBIic9B4JY5ph1rFeiQKQQBRBFnA2gIAmnZhDEhwIm4xPX7rpz959Pjhjfv3P/HJT56dzyezxaVL17AcPD54ejZdjre2Dh49rspyd2f7xpUrl/Z2B2VhrTVALABgG4bz6eK7P/jhj994c+HayfR8Ols6L4FNEBQxgDQV8o6J7PXrL3zqU5/a3d2dHB+dnU+sQeZ2Pj8/OXp2fnomApWtGiBSNjoEEa4Ke3l///Kl/dFocHp6enh4uFgscoXJaDQcjUf7+/uX9i9dunzp0v6l0WgEutQRehf7vbZtffDL5SIy1bJRaAwxX+XkPE91oB4GOYu7BzfQ5oOM3AAj9ZzMrM3e6dnR8fHxwcGBqrw0HFwPLKHESltV7Z9agIqIc412fV1IIPjglH00Go2KopjP5ovl/PLly3t7e7PZbDZdDAYDZtaXUAs7Heummw5XVSg6zTC5JVVWQ7NwbA6YUaBAQ0SjejAejXZGY/XzdG3bNI137vzosDRFSbYkMyyqrWpQm8IKFMZidFFTmjUgYoWlAtNiyHFoJVBZFMN6vLuzf/Xy3U+8/OIrL+/s7w1Hw62tcbG15Sur0AuhuoXpzDn2Lj2RXjcUE5mBWdrDSmXDzAq+I1HnBxFJR9wZHkZFdGSpMbNMp+ePHx8cHDx944033njjjSdPnqTAwK9+9atFUfzpn/7pvXv3FOw9PT0dDAZlUSjVU0Rms9nR0ZGGfAwGg1u3bt25c+cb3/jG7//+N5V6oAvVL6/yyAcBgQEM+iB/+md//j/8j//TD/7q+4OqMBLqkkpDrm1mTbM9Hr32uc9IcIXBdrk0KBxcCH57WH3hM6/ubg/At+KWhliQnleZddFwmN0sFyiCcve/NUke5t1FZhKTm99mxcAvJoNlxa7H7gJJSRIIaGK4REoO7ij9EqI8JM7mUASMtRpywJnhjAAAldxZsAV1+CBDZNXwxXeNT2AIHALXTudW3ivqFYRd8EVZExVgUAQFCIFC1HkPDJGxBRKJJp4gBQbRfDlj//d/+2/ffvvtL335y//8n/8L104ZtEkI8/mibVsBZObt7W0iqzuiNhiCSMH0vnFRpdb7sqCNCXhxoQNwmStVYPbeOxca1yJRWdRFUZiiz01lEGOMVmd6Yl1QOmUZfcKz+kalepE+ytEyNIQQeZUdMJs+0MY7Y4zOVhBJB4mRDRcVdZTeFFmTC/iTZtuHPqhA1/+oNjSFsiQyB1AQUX9RybE+IgIy6Vrg+BLUObUAAkkmxYkE4xVjKtKXUIRFkU/1M5OYYy/AwizeBxVIKgzIzi+ms5NnTylIgcQ+eKKLr/8O61sT3GYHkjFfUiENoLV8/LhBcuPEbipayApbNdksmb5vjzTR3rNXn0kQLiAj5GtFJuySFZ5//nPsO8vehjQHcsza+sO5rg83O8b09ulCI9Dnr37xqP6733igJVyMawOKUNNqmiEmhXFX+COk4HL9gTGmsElXil2uG3JkXevl6NkhC4hQCF2kNUfGntpbo257wNpyMCAhs4/CMq3jk2xXbUGBVUav+hABCIETcNJBK4AcUsHUXRysmrfe6xayiaCElfzHXErXacwysM7kurhOw48dTH2BTm9l44E8aHL9U0zzjC4KQjckTpmE+c5Ez1G1xiVANX6QHAUpEvf6P8EAQj22xphRW8OKNkmSLqLf/ICzkZhJJmkrwEVHvEy/SmK2vGCSLBdFJOAaDta/aOdsoQ0yx2XRQCKBABIEzar2bK011kInzmZmYe6otd0ATL3suyR1BnTOGVMImgDQLtvWO53MlXX12U9+6s6dOzdv3iSi+WJ6PpvVdVlVtXNN1l4Tgqx68ehHFiTXgEg2uFKPW5+CHPvxbxIlat/at5HdFpISwKGT4gOA6TqBzTxT7MBD3eOS4cuKh2ccuWAAteyOoGUUUkhU8AoAWVMgMYIxGFiYQVihVkCgtm2FPYgviuratRvMspwvpqfTvd39k8nszZ+9tXfp8vvvfvDCzRev7O5Nnh22y/no0qVRVRTIJOwXU1uMDIALLTrYrorf/i9+/Wtf+oIHfPzk6ff/+od/+Zc/fO/hhz4YAeNc4NGA0DZNe/To/cXp0b1790TE+3bOrbXULGdnk9MnT544F/b39sd7dzkE7WGBWxazbOVkMnv67JCDm06ni8XC2DhCDiEsFounT5/9/U/emEwmw+Hwa1/72le/+lVNNRgMBtZaawsRMcYWRSEQ0RU1gFFXxqqqmqbhjJq7Rktb+6SSTXkqYRM/vesHVqI+8j9RqHBra+vS5Z0HDx4oG/D8/Pzp06cPHz48PDycTCanp6dnZ2f6yLZtj46OvPcK/e3u7kYET8T7Frr0qqZpvPez6TxdKtPpNFqqVJVSRsfj8dOnT9dQyrjeZgZaBDGgNynaMZVBzAJQdkuKWvy17IGhnbrj81NdGwsyg8Fge3t7OB6+fO/zwfnFbHZ+PDk5mYSTpxWaiuxoMKxtMawHZVUCBC2e6qkvEMGgODYCJRpuWdzi7Gx+/N7Dn/3VjzxIEB6OR3fu3n3ppZcefPXXbt1+cevatbg/GvStE9LlAtBQ4nMygF3t5NcSpbJvMId54ieeFRa2V8UQGdjd2d3d2f3kJz/5m7/5dQBQw0ZVUQ6HQ2b++te/fu/evdFoVFXFbLZ44403/uOf/dmzZ88mk8njx49v376tSegaO7a/v/+Hf/iHr732mvfeGFJd3y913pxf5yJMgE3jHj58eHp6kjf8LMH7lpmrsiwLs/QNAKmIj71jH9SBxntfxA3RcJYMtPaKaTgSQz5itdB/HD30mmm/k6RCG7k+JaJr/2xnU5HPYnS4tqnOfR5u4NjkjB6MKdccvM+HIJTi6Qm66DNO/gAiTABoEIxh7KX6RqXjUWaFHIkkIZpwAmk1GUBACmtGmsYeU/gQg7DnQGQ9S+udd+yFRULw4sRP2qUgemettcZYQsNMdTlsGueWrqoGBZIRAsfcBIOWnWt8KwIWCjQUBNFg8IYRBAXBiESLyLIj4KgGT8mOArBcLkNuvdfZeNZVlRvaBY57KQdopRURy0zWEFkiguCABajHcwxiyBRx3BXtUYJV2I7uhB0HB5glmWDZolJ8T6sLtfhKJM+EBNuyOJ9Om6VTcrVilTkzuTd8XmneIQOcI60jPtgaRHROwRukVRtP2LgLFIQT7FmCWUfUk1CY2QXPEQQOIsIBuCsLVExoq0qlQ23r+rE89kdLROwc43PlcCm4bm3sIhvOums/70lJsOKvmCMR6ezl9/KGQ+/K7OZ5ON5aHkZuyrJB19yokhE/Wvi3/v3Fxr/4cTDGj6EzRCuIknfYHVUTDa3nYOg24IO2JmAMWjCm1Bl/5JXp5I5DCOC9p4AhtnwemGN4g3AIDCGABCDCwqKQIAQWYyx2nMIkD44KX220WK0bJZN4diU/iMq4owMpgkQjIO36uB8RJfpFv/HAx5FoP497+RGxG72pb0IJLuKZfDTEvKKp+xiU33yKibCuQO0D8TrlnXQCuW7cg5oigKQjxI/iFoecxg28dswZYZY7mTXjCpE2Wq0AgEAPFSbGaeKN5uRYL73NYM9NFdEoWwIM3VxAx6VYlMYKs3gAjp7QVkKkoXfjmM60Tdj7EFiY2dgSjAUDs6adz+fq0nx6ehpC+OxnP/sbv/EbN69u6/h8vpwB4mg8RpLZYl4UhgUw9k6AhGSMFVo17SDM9MrYrxScGwulRTz/xnTu+mmHCF2zFzqZuMK2MUQum09jhhlqS5n4wKpS61Hv7vHBx4ECEaFR+gsIEpJEO4TO5ElZ+iR945jkIcYYMqUEEzwwMFDJYCaTk8nJ2dVrN1958PKjp4fG1i9cc6OqNsJX9/dQ9ra3RhDYNS165uAwGGutIYMWnHfOuYKwnS9fufvijSuXL23t/Pm3vvvo4bPGCZfFJMzGo+2dq1eBCuTlhz9/03MwBoWkLMu2XXrfbm9ve89kzPFkBoGruqhKQ2hsWRflMAgXRTVtmul0NptNNRt3sVi0bUto1QnDez+dTt98883Lly/rZ7G7u3vp0qXd3d2iKFQgV5RRb6k7vQamN02jpM1e4JFzyTbESLk9b+oZkr/Upkp+zX6ps3SKiqGyNPv71c7O3osv3lkul0oB/fDDD1WV1zQNAA0GI++d6lKOj4+Hw6H2fmVZ1vVwNAJNCPTeL5fL5XJpC5zNZvP5fDAYDAeYI1RdVZ3tnRerBmCt4M44zHH44ZmTu53zHq0ha4W59cEtZsvgiunZh4dPtkfjS3v71+/eLu7R/PT86Omz88npdH4qgeuyurK/XxYFMhYQxrbW5BcBTYEWYCDEytCgLAWg8a7xPpxPP3zjp0/efudb3/rWpSuXP/Urr37htV974dVPQV1YYwABCAJAAG4hMAgBCWAZDcx6an66Gf+zjOBUG+lcURQAYA2qWUJVWp0QfOKVB0dHR0+fPN7b29vf3//85z7zxS98nlnefvvtP/qjPzo8PNzZ2dEK9fLly7/7u7/72muvxYGngDH4y05u2CzpmqY5Pz9fLpdxpCW5FWcoShsrY+lMBZiNMcPhkIhEQmfxhdFFfJWtEP+zmy+DkM4fWfyFXd8Kgybr2LmzwgLstfucLGGINLgsyqEvimO50BQNAMjginleFALESbwkl+fOpy0BLRLTJbPLyVAubhThguJQk0lExKjjLGo4AQpFR0cWYfHESwIxRqKQwRADMltTWM/iPTjPAASEABRC2ALy3jde6S9OxDsPrXMsUNraQCiAwbfiGguhWTr2HkJAUotMg4Ai4BovDEEYgNAQoS2wtiYOmtmH1jsVJbLIcDjECD2IhszmbIiseiYgPVeYHDJNKGyJeaaRbHD5ugZAs6I7+9CUhQuUbceggzwRATRKPfXeC8WDKYoCAPswBkBtCPU6r6rKWquTl5ji0OHMIpJsP/KLJ+YId19E1JksmBi91UlSO/ooZAWSrAN6XWZ176DT6Re7zl9EpKgrZo58Ph2TS4yzSKCRym3WxLQrfnQXBT5f2NIwszxn6rRZ4l5YQj/PJKaLf8h6YOjFMiu98UerIjdyd+Xj0TKTUc2F66EKedYVwtla/BFH8g/Q9XURMQhZ7HWas/aIH3YwpbonGUhJI8YYjrphUbAlhADMwIwRje1QwegRirHIVmNYFgEGJ2yEvCdDGEMkRZMburIySq3WRfORmAoMTIjSIaDSEWVIr/4sbqVHVwBzc0i5aDfKXctXaK0bST6rtYsIy4olw4Z989qHHR2ihDdhus2I59WkkedcnbLyptK1nogoBjBb7DhPHu5TxDszGWShjX36I/awNcG9AGKKT5XcGj4ai3THq+nk3K9oLJlxC3Rd34r2N+LtSAwiSAF6mSkCeu87dqQVEXbd4s4QGbjqrQJBgVAJSKZk4Ply3kzPHYdm2TZNU1Sl2iq8dOf27/zX/83nPve5qqoIlrPZefSlKI0PLTJaS6ohSHJUAmOQCPNbNMc9svEwcEIys8hvWFtDNe8o76xz8XfX0dH6yru6Aq5IorVM6Z42r5kQEYu0tIWeaYyMGGkGCR/u7Fskct0gEnYEZLlYWkvWGrFFaN1we++qwM6Va9evX/eOr73wws7ulcaFl26/NF8sqmpw6/oLVV0YwGa5IIGqtETULFphAEYCKIzF4Bnh8s4YJOwOq298/de//tWvLpbu+Pjs6OT03Sfv/e3f/N3jp8/IlPVgy1jjQhBCa+3e7rbn0YmhpmkZ6Nq1F3au/eqzJ08nk8PFbDqdz5pm0bQLg2E+OzufnJydTxDBkmndMoRQVZUpirqud3Z2xuOxBvf98Ic/1LZ5OBwOh8OrV6/evn17e3t7MBgoOKwyfTXMHI/H2j2m1KN0p19YE68TYJ6z06zdj5uthfL3EllI4bjhcKiJ6q+88srh4eGjR48ePXo0mUzU/0OvLo0NmE6nw+GwLEvNDyjLcmtryxjTNM1sNgscu9nFYuHakEqZzAshB3mee+TPc0JLFQSICCEgmqpkZp09YWERoA2+8a6q68PJydHkZFjVO1vbu1vbV1+682Jhzk/PJodHx4dH5wePtsbj7fF4aGmpJUyI8ldVdSoORsyIWBENR1tE1DTN7PiUTPHs+Pz47Q++/x/+04Nf/fQ/+51v3Lp/l/Z3IN7nZCC2fwgrbo0ddx6YWS0ueqIjfJSb2vNKCm35UmSLksoUfdre3lYbz8lk8v777yNiVQ329/dHo1FZlrPZrCxL51xVVV/+8pd/53d+BxHa1pelDUGMQTVQ+aUBfRd8vtPpdLlc6g2S3LaAg148RWHXTgURGTJ6c0mIoTIhCKB53lWUbrE0GjN23eUlp+GkXSyPVLkAk8kPqUPsc7PolWeG3Ny7P8J+e02/kQj4QgqpIukbUcakfVABP2NUaKH4xAGRPA5IhGOhHBIfp/vLnh9mwKvYjMmzskwJBcW71gAgkS3BGLK2ZABmMx4Mvfdt45fLZrFsHQtYy2SaZfBhPj2ZtNNjcuehOV1OnwkXovUhGkQkQM0htMYIGkPGM4TWewllWTp26Uy23jnnVDigbZXuXHFr1xzFEFZaPvUmkCghVf4js4tbE3UEWJEUb2AQfdKbdMHrHdei92DE7kWbxuVIsuJv2gdlqC+pdRYRIRokGgwG1pR6zMvlUtmkKRO1b1eop+7nLibeexXw6yN1MS/LWs9AHgsMWXyIXgZ914cJ5+mxPu64wTnRNG+D00+kY6yrQYMxhsiEjOScp5Kkrm+ziU117Eekoq9x3z6+uA4uct/9R7ASLgZjNpCbj+kCeiF1/CO2wo9o8P5xQ0PbCyLXDqhzBAJD/b8Aw6rMaw72nlXqEdpI+8yFZxx02CAIIggS9AEGCaxVrkJQl2ICQGHniErNcCflf3Jvo0IAGfTEpLzKlDahlYCArAb0KcnYZnP0bk7TYX3ds8jFc4iVXg4yD0xZDbhf7cSiaDD+pwA+v1ATkNWR0yrGuPaH+W60savR6ntYm6BHWxTq/tyY7PGcXk7NVBXuU3FgfK38bSZ3R6QEHEF2EXsms6pRDALAIRpmZro+7kDCzkOla1pyVzSOTMXO92xFgqzvIujKrmev0yQjotiqbVvmYA0aU3BazpA0/RYVf+4YGIvpom3b1rvlsm3b1kcDLdceNTu727/9O7/15de+dPv2rdJa51qhgCRlZauiBIiki7KyLCzAJNHzjQApxtZIfsI7mE9SqOOq5uSCycKmp/+m8UD+sOS5n9OQ8i4yhhSpc0zX9eVJj+m6Eg026o8nQZfczbYREQ2J6bwHmJm50EZ0OKyjwBrZ+UFZmVt4R6f1k8mZMFoyTsJ4NNoZb6lSXAMYK1vq5902vqoHuvdbMoRWpAADIoEhMEI1sLujCsjee/GGMcXUffb791588823P/jw8QePn85OT01Vb29vj3d2xrvj6Xx2IsE5R2g5cFEXL917cTB8eTGb/vztn37w/s+fPHlMEJbLubAvy7IsC2tt5Wt1vDSdjQQAJAlcVVVt206n08PDw8ePHz969OjSpUt7e3u7e9u7u7vb29vK59ExsIJmav2SGr9Uj25+mr1pcDbK1aXsQoYJM/cB4t32SmT1Yki7sjKRiqLY3d3d2dm5du3a3bt3j4+PHz9+fHh4+OzZEzWNjPe199PpVLMZyrK01qp5qbaOgDE1brlcehfvnDT/NiaBH3jhMFVWiawbuCV2zI34vdZTQdg7rw0tRrNiZo5F7dlsejo9f3r4bGtrazwc7W5tX7t7+9a9l548fPz04GB6sizPiznVlkxVVYO6HtgyoEho2QcNZYHA7ENwnoisMftbOwNTnM+mzM4Svf6f/vydN392/9OfuH771t71q7fuvXT1hRtmNIimH4jc4Q+GCBKr02SCJciN4/h5NcOFP2WOfXU6adoHKqlM5wuayXF2dvb06aEKqL75zW9+97vf/eCDD9q2/a3f+q1vfvObUUhcqCUsigD902X2IREEgclkotAxIobgrSE1FdHrJ6ZTALOackgkxSnVold0BJbCPOd1AAjRkNagAhCYLZQijN20W1nHiCTck+O49zsAgb6eTm0VZJ6Byq2IdyhfnMiSMtNSMjgiBvGbE+SUWoRIulEJgIH4AcVSHkRtZqlXggAziPQtUBt4s8pEDLlaKXet68irPspNRc29RIAMMKvxYbd1wsIjg/G+gmArRLSmqIHK+XzpPO+Oi69/5TOffuXF/f39oWmLsmwDtC173zIDoSEkJlw0CzKGrLVojJYO3AjJCgO8+2rblhGIjMD6PDQ3Ts9iyhPyGd2JQwi21J2Row6kY8Mul20G7Wb+3oZ0D/Uhfvo649M1UEmTKdZPc4z0tVTXp+M2EWmXjTHGDso0pTXdRCPnwMeYQeY0+k/+KEyY7/gKtOib6qIH+yqRbJHL0lJKu+YrgCAhop9/AAAgAElEQVRQD8QR2TWWMpEhopCGyR0bMwiHECRjReofeu+DXmi+S3/VfUhkrVZJ0xMf/gGAlZ7G7jbJNX4XNoHZvHtlK8l6wlX8sP/bX3REa7yATB32D2gjN/295SN7ub71QPyY3eYFTzL4V/9bzBJZ43OqjZdSN230gQDCwoeMSNbVKBxAOJEyoTNpNeqjiAidqw+wgDotABpAxpjvIYRkTChNVVVkjRAyhP79Yy+OV5ABAAyvpEdQD5gI9L6hqA+wWeqxybA+/U9lphH0eIjpPPQ1prz7FWd+LRk3I1uvKdX0LJ1dpoD0J9aSWYd0s50eYf1KMsK58ZcGYsbiZ4NqbPKYh8zNJfVUitNCFhVCsnKi+iox9ZBd42exv2Spm4ER9NYRwL5nfopBRIMrU1IJvp+eQi6RD/ktwewlcJcXv2ZYzyiAxq5xQTsmYY+WpJWLyXRp5BhCCJ5V1qEpat63gb333rlGBSSLhTs7P9eAmhCCQBhUdV2Xr37qE1/9ymsv379Xl3a5mHvfFmQGte0H7RY1dMu5tigKAS66kYoxJp7shKImUrnOCBAtEtJKHVyKyVc0ypBqA72XTjy9IazN0nSbNCYqFlLOm4hKQuKnbLVvl5BIoTFLMBt7G/G5aiWWKSEYwM2gKh2fJ2BWbY1EZDweL9tGhNGQZ4+EgtDRpKIsgZkX8+XW1pY6IfWGJRAJNrrrEBgEAyxtsxR2g2FNBAHEBR8YECmICSEMdwYgZGz93sPHr//gxz/52c/ef/RkMp2Vg0FRV0sfmtYbWyPYReunuHv1yqUXX7x59fI+Qjg9eXZ6cuzdcliXvm0mk8ns/FxHtmngRUTqmL+1tTUcDh88eDAYDA4ODk5OTubzuQosQwiDwWBnd2t3d/eFF164fv361tZWx6RdsWbR6ZlzTm2+E2abNsgVw3fmZOS9KS24kECeU7sTWynNjLW21iYtBbtPp9Nnz568995777zzzunp6Xw+11CpFBCiFak2flVVVTWqVR0zuzbo21Ews6uGsY9LoQ1FhMCaVzBkIaWkOLgmNePKRqjEv35YCRDaoAWkvjXPAVEMUWULS2ZYl3duvXhpe/fk5OTwydPjZ4e6JVVFMaoGO6Px7nA8LCpunUEqyZBAcD6EYPQCmDXVoBaAZXB2WLcGTs7PsCqoKvauXH7wyVc+/Su/cu/B/Z1rV2E4BBttxcS5IBxzyUQi1of9EAgBzXO6vufv65Tb4eil0jRNXdfOuWT6qt8YY5wL1poQ+OjoaDKZHB8fv/rqq9vb4+WyretS9YH/BPROibo1EAHlczSe/+Jb3/73f/wn/+f//X+xD8CuslAXxN4tZlMH/NlXX33h6iXwToIngBBccL4qi89/9tWtQWnYV0bYLw1IMObCcXgCUvLRiSWTp6Fs2uqu83qwr8LXTJU2STcEuIb1rTWBCZEDgJUGoxd3AzyHJrpyVST7z5VDynzLJbMJkRVIofsKqXLViVvSXOioQtMFOiKYQWuMKXQhWk6bNkRrE1sUtqoBjGdwLFU5qIeDtnWtZ2U6+GBExLvggndBgoAL4gPPFsvGhdYHBjS2JFuIgOAwuXRE8z/PLGKMYewhhgRjloLRc0X6dVViz4za0iS8lywmrw41NVHHC88rfCdO2bYUR6g+iK5m1trt7d00p1s2Th2/rLXQCRHbtgXAsiyRiJmdCy54JIqJ1jqAW22JMniK0vqfTGu891TWiUDR6apEBL33oVOJ9wu+semC6dp7QkQXfLSgyro+ayN1IhneIBoiigkZoV+vvKinixZp0U1Dx5YROQ48P59OJyfgQkkGWIIxadSYX/zaRa/p2HlFdUUZEdpm2ENGbKGVLaG7a3q7F8meUHn8sX0FxeRNppNfcXORfgYOOV0Wsko+t4pJDHO9Ay/A8VZ8GGmNUs75MoKbLR/l1kGbXZ88J9QtvdC//NoDU3zhv5XOOy5/oC1LskZHFDoe00vTL5bB+RC8ziE6R8GYggDIqFkJzBCY2Efrw9gWssYXUVCFngALBw7qLC8iCGRj1mYEyBLKlLV8JIACRlQWJR3/NInKeJUqExn2a8isNmMdt62ntKWyOLPhSdW5rPx5by/ZB25CsicR6BjYGtIrme/I6nbem5pIAsEyqTJD7r2rimy8QLcAkRfb1f0oK4TY5I6AK32RxtxD5+YP2Zvo7ECSBk/y44x7hY+dfwhBOPSEQ0F1wtQfdtMBznAMzp9OepmmRKmhRGEuZ84iIiDAniUw6/88s+fggvfMLgQX9Cf6fXCBZ433DC5I65jBmKJsHE/OptP54vR8dnp+fno2m5yenZ6fn01n0/ly2YKQsWVdD4eCVFX1zZs3fvu/+sZXv/KlBw/uIofTyZGEdlDaqqLlckEGjSH2zjun3jCW1KeCjSYdYHK3pURJzfWlcRHcMP4xsGL8g9k8iSI7t+dz5hsGZQZ8+jq0NnLuHH1SQqNyRjHWIrhGIzTiQMlBHLoRD3PwAiwqBtH/AQtEAa2CF5qIqq+1WCyca6N/EqIHaFoHLPP5QnNsAWBQViBiyHjnoh5fAAHatg1BjLG674Qg3nkOobRYlYX3CyIxKIRcEFhrCosFUXBzv1wCh9Fo+OD+/U984hNVVS2Xi8VisVgsVboGQM67pg1LoIMnD3/0o9c/eO/d3d3x/XsvXbt2ZW93a3dnx1g6nZweHh35NlhTEJoQoLCUUAidAWvkndbTivqmAnE6Oz8+Pv7ggw8++OCD5XI5Ho+3t7eLotACS0N4NSxbiUDJ3GWDl35BGPRHqMM3+b3pyXMOWAq8Svy09JNLl/avXbt2+fLl3d3dqqrSwEj98dK9r+XIdHaqDEMisqbQ7lE3kU6y0pvXiwG13NXmP9qEAXTOtut7lxALKICiMxxhYDJEACIcgvPeCbMBKIyxYtTDFACMtcZaRArBozEu+Pl8cXx4OJvN6rq+du3alZdujS/tYWGm8/nh5HgymZzPZ+pvqVoYXUgVFQ8h1NZqDHQERgSGdY0+FAJuOnvvp2/+4Fvf/fFfvj758LE9m/F4aBFNVaIxZCya6KbfL8oXRtddxFPa/NJNGLL0UTXjyZmKirISkRI49ceDweDq1cs3b96q61Jbvi6ZHZlFp22/vMYvdX1aoQlA07q//fGP//bHf/f3b7xRVzWCFJYsoXAI3oGhWzdu1FWh4BICsPdK+7x184ZBgeANCkgggLC6geYc+DwVTb833XHk7Iaew5nycpIBDEr+DPkTrsw3uygwiQxCka7gAIQOzRdFkX3wPvgQHLOGknd+19DRhHreRA/C6FApAwhglZW3shcIWFADddT2hpAMILEIkFb+6rCOGtxNhGpuDiRkEAhE2LPXACOdmiIKM7vgsHHETCgW0Ro0IhKcIQm+BW6W82m7nBryBbHFUFgeVDgamWFlBgMzqLCssK7s7t54MDDWiDGs/wq0gWvf9VSISMYURbQUloj0U/LU8RwsqFSDV00VKRdU9XSkoHIkHbcFH7zX/Cey3H+IkqxiyCbicVw8jTGIpMQNY4wIJH9j7fHWLKzULNRYzZLvRf6hC+XLt/Kc8Z3TiRW+0wsgYoB96RcjK9IFbIzhHFnKMhskmQv0eLP6BvekVu6qwdClOSTJn+eglYfeAx2kh/oxaS0RnPdtgyyWTDdCWFnKklfcBf6FK1tb/ydZPjGv6JkuCErI8tJgLfc7a8yg17kk8+RVzA1zMmpGu8satudkysvFnExcO9KVjTs/PxcIyvCCV199ged0ffFVfuX2vgVkIb4QSFW8LIBG6AbwAswUPGRuttq8qfyYUBBJNVUszCKlsZ0xlAThzn4qdBaO2qcyMEuQYAhsDAYDiRGAohLsNPrKSIy5L/HmWJSTOnFDdZaeILIB+4tvnXUJXWWdoOCssc4STjhswr+Yp7/LRc98gYZQcqwvrghp8NZxBUVEowhoQxyYIu/yf/tBo/5ttFDP+IRR35gRWSD6/BrAND73WQ5mwvoUaus4mZnbNXY/h5yutkrslpXWmlfvGEFY6WeyjTx01JSe89A9kjvbnh4nKYeBuW1dVQ6uv3Brd3f/yZMnxz998+TkxAfnvRcJAIwkqsmxdqjzi7Iabe/s3b93+9e/+pWbN65Y4LOzM/BtXZeDktj72fl8OBxqKFAcsCGrZEQ11ohWFeu6fYeuLIhwdORQXRz7u+rqoTqmzGM2O+1dVMa6/UDqq/OKJP5W1tWea65WqfXXYyg6Ci57H6J2nHLoKf/zIBG+NhhdZwAFWcigpRKJPLMXprIApOCZ0HgXDFn2fhGWdV1Pz84Hg6H33odgrSWyAMF7JyJMEgAgAILmeYFvF1VZeN8ECVRYBOPdklmALGEAAhTvFo2Yendn9Btf+8oXfu2Lh5PTb33/+3/5V3/97GTiA/oA82U4CceDwcAF9+z42bvv/5yMEHBwLQc3P58+ffr02bNny2VbF/XOzs7u7i5IJPk45+bz+fb29sHBwcOHD1WYhIjKilSkq2kXxpjT09PpdKqhdlVVqawuhwK0ktDnVJMA/aa33uZk60prjJSPFhikV+mYluvQRJp0xqJKRBvatl2Ox+MHDx7cuXPn9PT0ww8/PDg4ePbs2fHx5OTkJHnhTqdTAKhqnM/nk8lkMBgMB2PVNw4GgxDCcrmcz+feR8lHqqLSZDfZUXdxwzmfP16RAfLAFolhzAAkYIwpjNVJQdM0pdSGDFIM5RMENFRUZeucBCZE58Pjx49PT07Gw5HZ39ra2rpy++b1WzdnJ6eTp4fL0/PD05Pjw6P98fb+9s6orMuiqNSlXaT1Tj8pQQwsLrTQQm2tDxpcOWDm+dPj7/3Jn/3gz/7i7P71V1555fOf//zdB/f39/eLQR07HvwYDM6PwXdak+kqjuq9r6pqsVgMBgPt1UMIZWkTmkdEzoWiMN5zVZVJaLdpIv3L6friXpBey3s/n89PT0+Xy+V4OOpEyywSkMQYa1YRvPRmrbUgPoQQEFCYVmzoZXN1+gg5zfNMI9KeRUQsvdIv6Q8TirgGZQS/oVYS0glbDs92zx8tPSRrJvX51XJGeOV11z2fuqfqupG1q6vH7ghNDI1FMdAZ1mOW4qMu9lEVFuPpGNhaY4xV5peItC56ONWerLV1UQAaEGF2hbGBW2JnTInIbICkFQ7Be2MQxIoH71kEjTGjwgqQEy7Kamu7DgxtYB+49Txb7i8Wi9lyoWuger2InhOE1H0p0EdeUvq2CF8Uhbrywy5MC9PNo4CB915t53XWxBC7PtUKFUWhIen6EUwmE8XSR6ORMUYz9xCxdapCDESESMxcIBZFQWSNtZ6DprSrBFrzJC6y/VgRfaR2LqzVuqxiP9a9P8d7dTDU32XMqS9I/h1AqCemd5HorrH+PtKnhUifT/YsGlIJqbpQHgfIWvuRzvDmh8LMSHbTIgXgYo3387Tf8nwVXG7RL7Lh3YIrSWw9MJP5HX5MGWEnHcLngf//IEXiR7xEmpz949xcsPjX/ysziw8cggYd6o1kLeVM4p5vsyJCU6OUVeoC9g+GJgsh6Rwae6OqzWhvQ6YsBqPaVGVQn1hSHRdT38p1pESBVYZn3z8AC+BKGEAnnQIi6vP6klU9SWLNxZU0tjpiuwKLEibTUUz7J4fecIU63xFIQXwCialIncdXKq9NT9nyPaODokoqDVxSjxQL+sApsm81+g9ExCTxjBofQ58+1Flb6oLOna1fvElsb+whJguCz508Vu6rTF2AvJL0HSjTuHfhGSLCwam5DkAfj1FmECVr8owCyyq/7m7RNIFjKHKzyp7gaoo0f418Eu9Nba0pgQyYcu/S5e3dS/NF8+zo8OjZsfetW8xd24RmvpzPJPiqtIOCvV+OB/W9uy994XO/8vK9u1vDoWuXpqMEE5gEtQuuhvySdNGORN00TzEbACB2a6yhyDG2FEIAllx/n/ixvSm/RLeAdLZXzXvCWicALMysNR+wT2YDxhgLvGb1oXF9prPwXI8P4bDSePhW9ZnMjB3PMN+c8pIlN8fLwSX9lQNeK7N0wSmKFSOytBZVWKTExTyugDZMSlPgrLJOBAHBMLP3wAFGO3vf/+u/+T/+3b97/Sd/74Cq7W2hUVEUdV0LGWPMaDwuimo2mxEBITrXzM+n89l5CN6o4U19hdmPx+OytFVhh8OajLTL5WI5N8acT05ns/OyLLUwCmFHRAqDKDwYVg/u3bt/985oNFg2c7J2vD3ev3p179J+NRygoRKN5Qjketd43zrnnG+igDoqY1M2OHgOm6aXmxS13s/hIq+UTVumDq/obUhUPeK9Pzo6ms1mBwcHH3744bNnz2az2XK5bJqmLGOCll4tavpSVVVd12r9om+haRqNfIjLjqplvGf26QrP9cOpBQ05waS7tJ63X+b191r5vlbTE0tpi7qux4Phzs7O1niMAr5pJycny9l8OV9I4KoohvVALVL2nQALAZbWkmdpPbAUxiTtsValeqjnDGiNMeb6jRv3P/nKpWtXb9976dbnPgPDGiyCAWEfDAYyLYQBFBADh8FkWfB6cQNraEVPN1naGCxkun83MFJIu+xmCbN5+jgXwf0iTUv6oHty1Eatc3FRwk4ABUiIVLH97ntP/sOf/PH/8j//m6cHjw1BWVoisNYuFgvPofaz1770Zb1+CMGIB7dwy+mDl27fuXld2Ie2LTSrPQSzqn/OzFcANtC8TXFOeoN565WaOr1E082y6TSbo6ws/sKzl6wmc4JoPovZHAKuZAau2vNeoCy6CBzObupsyp8Xb90KYbIFI0SjAensKGMunAu+bVvV7g6Hw34fSRmMOTcoI61wj3Kb5OLGXbSaFnfKtGRmB5HW2Pjg2tD64AIz4LJxrWcXgudYD+pRTZcISmRAC2REMLCwGAYjggzUaS3JWhvkvKsrEgESRUTV/qxGnbbQ+d1yuSwprAC8hhBR10NbFnVdF0WhISKTyaQqt5b/H2tv+iTJkd2JvffcIyKPqqy7D6DRaHTjHszBe8klxV2TZCRNNEmrD/qif21t/wF9kkwrWxNpSy2vHa6Wc5EzHHAGQDeAPqq67qo8Itz9PX14Hh6ekVkNzJBlY7Ca6qrMjMv9vfe7FgvvfVmWtihUXggA1WiozygRhSAqJOFgah89vVT0a22J7esHkcFgNBgNU621CHWaF2hvmQRvS7EiQk3TiLH5zaYH2K2KSLoOa2HgO4ZZzFRX+x9rypbwqUhKrL4agiT4apomTmGYDZJv3PTqanp1HRpHgIQYGHqklRhr4ULOYo3rJ+c+DvqHWdYrx8qyW88zIqvG8SVacrsQGWoB2FVDUc6gM4H1To2IyBmvMmQBy0B53F8H0rSfnHoOQ9lSaXrTJcj8TmUNkmdyj4+cvbmG6SrY+0PQvL6bqCR6J/WWmzVt68rSk4Ezr/KlEcxT13oU8947cnQWgSWHFViG7nLDFVxhxrc8+9wXXDQQUfEOE2VwLXkjAXopdUS4/ZDZm3Jn+t/WxADISlhijnGCWhy3e0wihOjG0FGeWpoTgyB1/v1ZV7xUkIlamOQO1zrE8CAWVAfNCbVPJyTNUVh6jTEqh540vkA6+/52MBmWy4lYCEKyflkyQ0tIdDxkFgYW5xxJa5yV0hSzZHVBYGHPzAzKI2Rm33qt+OiI0toDFrajq6FNS14UHhMh0WLeFIUAGcfN9WxevjwpqwGR3dnZqhez4d5OqBePP/ukns+Gg5KIqtLs70y+851v/cav/8ruZNO7Rb55Z+AY56Ka3qAoXd+WQXnjgPkVz1ePv0etW0A2Wsl9yZckAQma9t4jicXOy7vfBnQc2y6d8qYWIgdRez/MH+ReG5bw2Lz+jqu8pZ42mpkhsOfoPNd7I0+Yur7cvbrXMOfVW/DexQaDRJADkC1ePH/6rY++8fDdd/73/+P//Mv/+r1iNBS72YY6GlMW9WLBIRzs725sbBhjnKvPT07Pz06Yw3g0Go/Hl3O8vLz0rr6aT2eG6nqAyFeXFxeX58458QFbLSWRLQdeRIZVtTXZK6y9np7/+KczbW6Zuajs1s723u2Dgzu3b93e353sjIuhHsjGZNN7X9dza7eury91gqwtuveso1ljTU91SctB5z2Z3No54qo8KU5SLOYXVw/q4cOHIYQHDx6cn5+fnJwcHR09e/bs+Ph4Or1qmkbTCNXYU5HP8XhMRIPBYHNzUztA7f0UCE0MrqKojIkYaSrZ08dOlLYk6F/vopy74S8Haq+ioO0oEBlktphfXV29ePFiMBjs7+3tbG2/cf8+Avi6OTs5PXpx+Pzl0en52Xg85s3tyhbj0cgYXCycRRiPh/PrqS2oMBYAXAgaRW3LogpI1tR1/eknn3z66adscHNn+7UH9z/6lW/fe/uth++/a3a3LUDMtgmACEUr06p98N6XpSUygAgEwbOh1nJQ2EZVElBO21pu+XiJA/gVVNKvtHDpJUnmF2jV5ODGObSOWhkEwAcQhKurq7Ozs6j/xOgzl+7q1v8wG5yLlGU5GAyMMQyMrWiZiGQpV7ZTsKdovrwX6hHw1s4IesebCy5gxV9x9QlaPQllWfY8MNba7a4GIK019U1rYCrbbmKAt9+s7/qQ0tSMOvG5Uf55hDSNMSJY1/XV9DqEMKhG+mh39U/6JrPoYOnOZ2ZfEZbyr1PBGWOhSUTIIBJaW1UVhDGqPEiQGNB5XjReuRCLxjvnvGdGCUEaXzduDoBA1hQlkYhnQUJAAgRhFgreGQsqRULQngxBhAWrqmp8MIhFNSSi+bz2jWNmNNrtiOJ+8bQbA2g4wGLezBeNnddERKZQdXRZloDofXDOWWuLQRVCAEAylsjqGN0YIwylMVAW1hpmDizeN+Kk8Y6ZW+9QKYqCrEHEwlhGdt7nA9AQgrBKSVB9u9rRw4oxGHRTACTU2Urs2apBGrwqdLeclq6DD0l8VCwtt/dtmtbhSnmjOp2UaL86lIQbItBStZ3PWfr/mhUwa0xZ1gL4K/OptWNQuDm/bRVty4anvxjr4ZewY4GbgU34GtR8m5l/ICxXS5FFthJkkb9br61K1F/gzk4uNsMrl0Q0k5d709nAzCawUDTg52WHOmpf2yCtAH0tNqYJNhmZkmDJJVPB6WTuItxNy2OvGDtm4cwCSEmI2AoAU1cpWR2MEWZM2TsSQAyo67Je4K4iz2JMGFgiw5gkbx4yvWKeWhHjFlLj100jmBHRx1YZAAMjal5pPBBOE5TWJ6ZLxYgfKe/3oEtSZ8jcYqjtJ00LfS7ZeDK2RO4YZ6Rh60Z5uzFHMPZ7TbaDRhloCD6oXLg9t2iIjEF1mSsQ0VCRz/uVRZYkRoqKMDMjTOczABJjBCxfTY2xtiiU7tYUhoBHgwp3turF7Or87GDn9h/90R+8+87bBsX5uiyK4OqIFbe2Kqsxhsk+MYV8EBnKYkDX7uuvLqoSuT212Wm4DusiQPpmcRQBT2NR0YbuKcs+UsvOBVy61Zf8A3pJgNCW6WsPR4uDNF3hZdFCPzpCuMdIYebOKxS5d1pyl8u8EkoA4xJfmhXrBkOg7m0cQvB8eX4x2tiEUO9vb/+v/8v/PBqP//Sv/rKstra3JvP5/Op6CnUwttzZ2Xr33XcPDg4uLs5evHhxdX5hywLYAmLdNHfuvnHr9r6IHB6+ePbsy7PTY2Y3n8+U0bq9OZlMJunkTPYMooEAk81xVYy8g/FwU8fbznvn6/l8/snPf/74s59tbk3eeuPBh+99VFUVEZZlqYBxWZY7O3sajO5caJoGai/g9OzmzV6qrtZ2OHnxf9NEc+1UIp1nY4zmsG9sbIzH4zt37qjn59nZ2eefPz46Ojo6OlIzmzSE1pJiMBgsFovBYKC0z42NjTQkVlheMcC2VaZ8iBMyT/bVb/L6uPdErHokwIpTbuMdBDDGFIUNIUwXc394eHl5+bnAeDze297ZvX3w2r3Xp9Pp4eHh6fHJj598Qoibo/Gtnb29yTaimYs3G8PgvA+OiExhCNE5N5vX1WATWAa2KIwlaxihvpx+/P0f/fynHw82xnfevPf+tz765q98597775gyuu1JEwSASjMwBqwRAB+8NRYQqYjeDwbVce8VPJ7Y8qXZoVlp6vCfWGG0hvVpbQH4euafomFxjBpLQ7BYLK6vr5umSSrOfOkoh6XphlZqDBaGw2o4HBIRh+hc6rT5WfcBWuB/vbwi3R5auWqHIyv+9SKiTle9HmxJYpeDdSS9inaVOJpTQ1dluvmv9da39Alzz6fUO/Wb+ayhzRtJynvD1PVFmwru5L8UuaPORWtr9XCqyipZU8Jy5FkmXEcW7A3+WgZga2kr4KNBpLQ/ZAD0rmnLJBUlIqh1cxCLOB7YYVUws+eIqy+C8d7XdTNfLJrG1y4w+8Y1wbOgNWTRkIIhCMY1LhW3ZAoiBLII5HzDjSdrK0NAOA8egrekO4kWQiQqCOQwtCWDLOoAEKy1nrkoTFWNQ+N1qQwhOLeo67oJfgBUFEWQII0DQ8GLLqQam6i/r5x/QRKRQQjQJc434AMGBABQzxXvfeNEhEyBxsBK6NwqLJyX9xG5bXFmFWCHJf+huOEyc3THwQ500U/byNLsoytOQHrz4jXz8eV1KH+m8s0r+0N5hc1VL5nzl/vq/OpvmI32G6rlFuufhxsvslae9zUZ6V/nFewS2paVccxRmRYVCKvN6HLL1y2R0RC2TyfhlilLvbswnyVIK/kIAYAQRUOgBXUoBckwJaZttyuEZGqy6MKzfD1y2lvcVYB1GBLUKQAQshlAbMoAGOMeQF16dcxVy7u+JYMswdDCfW18QjTJIlQMLrZblEOULTImDAawlxwaucituUv71tE0n9vONoc7uKUKIXGCXrtlGFG7xVZpKQAQEIxAENEfUS8SAKUN9oukc0LCtlldCSTktKADIiCrzgyFEHS81k06nTq+tBpJZo5aYWZGiJabxpCNQSMFWEyYEvcAACAASURBVMgScrS+VKoDd1/thymwruvAUAwGhUVmv1gsmNkilYW5vpgVFrdGI3Z2dlVPNoe/81u/+Y0PP5Dg1KFkUc8qW3QzUcjslaS79IknTK1zShfhC+vrUYUNs1Kpx2sHIlziuUEeAdR/pI2h1WBuFShqam/+JypEXKoqoMsGAOmnjEjr2KGlRqQuY4x377nSpQFkmuyuQnDdEh8S+SQkNHs5p5tzPoNnn7q+ZG+gec207CItIgV7oW4TozZ9e3NUBl9fn59O59PJ3sG/+m9++4tnnz89XexOxmZncnxydnZ5Vdez6/Oz50+fNPPZy9OTFy9eXF9fG0BbUO3c9Wy2cE8nk8nW1tbuzhahAPBiMS/LYjweX11dSQiq3LOmdM6dXX46HIyI7OZk4/4bb45GE0PF2dnFoBwgoudwdXV1ePji5OTl/Prw4uXly6PT3d3dra2t1167u7u7S8bM5jURAVA1GA1HxAx1XS8WtXOuqWc9xCDtnaspCDfdP0vhokvFZb8t1zIwnfyiKHZ2diaTyWuvvfbWW28eHx8/ffr05cuXx8fHp6en0+k0uYMqC1SZn8PhcDAY6H/1S1UudV0vFrOk/Uu05JjHtex2sJpq+Iq5ac9uMT8P1WDgnGORgKB5xN75i+m1RZou5idnp0VRbG1O9vb2Xrv/xv2Hb80uL66vr8+OTz5+/nn1/Ms3bt3d3pwQy9CWZVmKhIWrgcVaW41HzXRORGVZooibz01hx2VRenSNd2fnj8/PP/v7n/y//9f//Su/+Ru/+3u/u//gwWB7G4sCEaAJICwIYI1Bct5BFAhg7RshLE1Z8koPh0vEzhzEo7VV0Sv7xpvKi/SspV4l0W7zB3Dt/D5alJHROaYhYIC6rmezmRLeEIP+mW/X87IsVWKBiCSBWyVqYeJ9iG0SSa/tXF5RcQ2BeVkbkxaWfJHJmzF97fVL2cqbUmJPLHeYsORKDWtRwV6/t8rVTNDKKiFiFeSP1jXGEFGsGZSau+RI0f4tKk+BOpdF73Tsslgs6toRkTK3hTUOF/oGlGsjujuerai5omQTe4nHpec3ekphaFchEGYXOKOAoiFjCcCLWGEBBIKiIIASNsog4+BFofJF7Re1WkSj2m96H0QaRMss6kCBGtbLRoAIgJAtCPtFCFIvroNvrLXeWb2LggRWi3kgAWrq5vr6mgq7s7NjiwoABAxEP8sgIkAWDXPg2WKO9QLQAKIqAIFQENoMCUASgSCAIEHvcBU/e+8NABVRuuLbPN6iqDD5DLV4aVrrcnZPvvSpUmY0GiGiC6xAHwDUdV0MhnqTKKgbnTuS/21kVHZdPXsPbQxgeoIwy08n9SNC6OHqS00p93HvXrnyiuU9p7mtWdtviJhe/b89ZG/12czJdDc1gb+cym7tBv3LpfPliQ6ZQ+IrsL7esg7YyhxhOdRBcvJkf4vtGeas21E4I7quhIwzCGjXhyhoCFlEQ0qRM0UfdwrDJTJn6jU7r0ySdftXYNWWqe2sQEo5yRmoqO0gM2P0YM0MR7Dr+mJX2pLU1SIxsiuFAFlybiquynZDbhLTO20qjaWW4JncqSTlWURiBYTohybp0mi3aZmYRbWC1JI5NT+x698lhkZIZrXCCl2meZg+85SsRASQKYP4dIGgHkaECNLFnjaZl0zCmhYIzJLc6tvAZCmKIo2XMHDDQcSLCLW/GLKvXvJJd2d6McYgITs/c04NyMrSsA+WkCpbkgS/MOI/ePftX//1X/3mh48k1NbaxXxeWjsYVNOrS4VcUrOHNzyrWX3QQaXJhMMSrsVS9GkgQytG4ZLKKWbmLESLWb4OlSjt9D1ZSH6u8pxJ5zwRGewwlvhh2ii51jSsk9vhas2dGWwlN1FqF/2W/xPNzUyr5G6tzwA5aiCWx9ucmOeRf5LVmiICxkh2mPqNNcCeffteSrYkwAJNvZgPNiYsYXp+ujse/uF/+/s/+ezw2fMXh4fP5vPaApiyqBfTn//jP35mPvUchBEMgSHPwAwMdPLy8MWzLzVG5c033/z2t3+1rKzmLvzkJz/58uhYRZXb27vW2p3JmyrSODy+mC4+nUwm21ub3vHh8fMQhJ13LsyuZ74B76Cez05Of6R//ujRw9/+7d9+66236npelqXjJFaDEoe2rEQkNEPnnPZUyVO+O/mIuTzbkIEb4t1vGn9G29hWdIGIVVUpop5ra40xk8lkPB7fvn17NptdXl6+fPny+fPnp6enJycnmsGtqj/NJzw/P1fQryxL7QOHw+FoNHJupC2iJljkh5PK+lRA3CTuz1MNIXO0X4tEueDVUMGH4BfeGEOG0JD3wVrDgNeL+fVifnZ5MRwOi6IYb2+MdjZeP9gJtWsur08OXz5+8XRrtLExGG6ONzYGQ2stCXsJCxfGttQTpaaH4oMhAwwDW2lkEYvUJ1ff/ff/zw/+41/c/fCD23fuPHrn7Xfef2/7zftQFq1FnKAAa0AWYFFU/dE3rv+eXt3E/eLEohWHDMhvjxySfRXol5pDAAGYzvjs7Oz09DSEYAyqOEx1cYhoKZpkRH/LZfzNOYchiDGhBUYg17ClzQ7R2Ahm5dKSFCC9VNgpzqFEOQQWphYIAx/WSu96cFxeavfKykQ67STxXYgfrmIjPXVi+nlRFD2UT71D1vK69Z/aYhrXN6Kt2JsFiqJI+UZ6WdVWSvs9YwwQMjOC0eTPbiLTuctk4yfpM2ZFgsa7KtMIAMhEP31EA20cr20vjWFmJCFhjJajalsQggAHF+KFRopDfYMIBQ1LIhp5wcZpdIS2YrG1cFw5HzQisnah8S74JjCAMRaAROqZd85B8KWBwmLtmZBYUIsig4SWggtKuq8sGSqIrPe+abw4F7Vk1g4GRVmWLvigrFciRGPLootgRSfR81xAcp+2hoJJJj3ohUW897VUSU+byM9FC7q24prodJyi8npF+mKx0LVXsXodoGcONDH2ILo6MyYeVrTr1CcURbvQfMk1K5A1LJv5rYLtX+ll0llrxhqJ8hVNzVF7Ux5sjYh6DKPVD9Cftqyo3LPeMle80xoyqgiC+eVgxlzX12/h4J/TZMu27Th04V/r94blLUZg7ZC1Z0sqmVkQZZ5dCZ5a4ti2Z5V9YBOsQQmsgN9SP8mhT0nK3DIxxYy22FhsF1dtSltJngAQZLzgVl7WrsVE2JXIBiSkdbwlVmLsqhGAGaPQTjmMjEBCQMDCBCvUqfxbhWWk5ai2DbJKb0PbwWYGpbAM+sWTxCxRNdmCkB5YQAwjAATNs8lS43KlBGIyzukIpR2C3+b4STsu1Gy0mITadn0tipUYMtFAjGN0p+SkR+3cZiy9IlJdJ5TMlHqSRDI0PqxKHZaCbvLHm0RXRu+9gFhjCksWUQoKzcISKI3kvXcf/Yvf/PW3337b1xfe1a6ZD6qCnbu6mm6ON3xoQDekKKrTArQLgNJAoPbdObGdX0UkaEcTcUYua1gZaUNV7D1N03FFuSESejPsmNnImCLaer4dOdGIY2PpiUjpJamRRkRQ/8yEtECUV+lgDzKATkRMT4GzTsGo8XRqHRARbt05jDZ9/ajJJAHlNiV5yXNsRQMT/6r2ivi2E2vv/VwCN42fbO2Iq2vP1eZmWPD91+4cvPbWxx9//AP2n3zy2dXlRTXcqEZjCNw0NYswQGjCovFN07jgAaAQ1Ckpsx9UxdFrt7e2tq6urk6Oz44Oj6+vr0OQ6+vZfOaqqtoYv+5DMxiPmsYcHs1OL2eTy6uqtIhydX51dXEdGoZgvBe34ADN1exEX/zFi+cKc+l/wVBRFMPhcFANlQkJAFCQejamcDzlTC6pmNc5QNxI3c9LdmRa8YVTildPNUdEdT1P6N/+/r7afp6fn3/xxRfHx8ca+ufauY+ITKfT+XyuHgDa8pVlub29TQSj0SgdiGKAyUGkhyZ9ZVvS+8lqbV17VxkqjBGRIEEQ1ARIvRnUe6MoCgc8vTir6xpO7Xg83t7Y3NmY3L13d3dv7/zk5OTw6MXl2dOXh8NqcLC7t729XRYFM1vva1dXwtrUajhm0zhwgZnRUGlthYVDokY+/eHf/d1ff/fPiuKtdx598M2P7r/98M23H+4+egT1otgYAYGINL4haxGxDq7Csgf0Sa/Hy0e1Xz93/cYxcTyZmsSYQ0mqVXu1xU7/pcgyAxJcXFxo1+e9Lwxy3EeEQPMFqCxLBAwcMIoyxAPESVw7MxURY22eY9MXDpF5BWE1l8LCsu/UEj8N++tYWlp7jVkSa6x2dLnCOT2h8QFfV+/2msyenjBnMq+FLxJWk+v62pQ+zkqQ2ENapKIoytK2kbbeuVqbgbIsy3IAAErGIVTnP9ulF2ZU8O7zZH11mhgmMU1kdbK0u32AALoHYfBRVwOkiR0GEFA4AGNAIBJBQ9bEk++ENTVKZWmMwOwQwKIQARQW0eqNR0SNr7z3zg1q551zjWfn2YvMZjMk6wLPFjW7BfiAiIFr7w0ZqyZzAISGAAsRrMqiLMuiKIwxKJqlzAmCQ1NEfoQ1zCCIRMZzZ2UMiME3iUOhoYiIIMzW2F4N0ATvnBOCEMR7r4VNolYyp0yU7v73PvQK9dTJhxAMmaIoFPfz3s/qJlVlUSVLuCL4h24YjbHL9B0HLRp+qlldqiQ1kqenmG33GtMTcr96DUmUKwH5Sglx9lzITRharnl5hW1mb1BCWTLeLy3LW5u5t8og/Zot31I7hXjTx7KKl3cMwJSlDitCSWypvuuqhMxrRNaOF1sVX19VL4SwrBVMk2ki4i4YMjuczIl1WcWQCpVOZoe8jEH2iLDaZQH37rIgXfhvwC7ttBX6ISICY0T8urOR16qkr84IauWjMB1Jd/hexHQQYhcyESLIxgBx+ev8Q7oD4b4yVcBzfAiVHCjQ4XtKCCfWIMS264MYBdGeDf3ASJkEApezXxOewyzS5sW3M9QsCVq7PE66bVAvFiDU7NFWvBecc1dNF/yV6cJFFq5H3da1xi47T3RXh7ADmbOCNoSARozFAgtrLaGI+GFVNCyGYGM8vnvn1q9959sP3rw3m15adNZaQyTeVVU5HpXz+bxopQ65RFTv9sTt7JE2141FuP94R2BsyUOtG5tJV8OEEGhpRgu9GDdZUdjqThGfJlz6fQ6hJwXkwCKCJN77IEuiHRGhdtSCGYYf637mVfVXbzlLr7NK7k8EIR0ZSLRBYqNZUku/HD9z7hYdEhZEHabafXjvRARItED03tfzhfe+NHZ6fUmmMNWgnk2xqkxZbm8Mf/93/sU3P3j/+z/8wf/3t99/8vmXZy9fBAYsy9mimS8aF0KIEyxEMEH8cDh47bU7WnB8/viJgBhr64Xb3t4ejDdm00UrbCvqxeT04ngnVLYCwGo02WKg68Xi8vzs6vL86vw6NMEIsQPfhNpNxTTj8XhjY1yW5ZMnT3SDv7i4GI1GBwcHd+7c2T3YV69wBBoU0Zp1MBgws7qBa7+kpflac6DVGedNer+EIXTbRluhdloOACIqCqPvG6twY7a3tzc3N994442rq6vXX3/9448/Pjs7m06n2sVp55+KSxX1XV5ejkaj4bBSC1D9V2UApvv5ppZvlaHauydX+0BE3ByNVQHbYYOGrFGBNVCMZg4BmQo7HlQXfnZdz2eL+eHR0eHR0cPX39h97c7r9+/Pr6/Pjk9eHh19evgUnn+pwRVvbO4OqhKrspbQzKfAMq4G1WhgkVzdsPfgfVGWBZp6UW9vDkcjbII/+vTxi8dfQGlvv/7a/Xce/svf/1d7d29v3r6FVVGB1bj6Ass8PbbLNc6ifLuVUNZ1fXhD2YJfMZPWW0txgJQsooziwWDQuqdEltq6FwEQMYaUknZ1dXVxcXFxceG9L22R13+RgltVWsvmF3xjOCiKwmKwbVtVGrPI4LWe5meVYLbW9KWvjl6WvRhrsshZyRe3FT8zIdN3qkizqr68GSCaLWel+Sp4mN/wOoyAGxw+e/y0pR6sZXUiIvuQz4+jWa5RJYV47xdOjSXZGDMajfIyQG1I8iSYJZpfGzfaDf5hyd9h+aaUboIeb9fAwoYIWjldjPqASHkhINWkxKA60ZqVEdEiYoxxl9Aa6LEVYScsQRgAhagwSIYLgmFZCJUCpBPqReOD8Lxx19P5bFYsouEwI5raz9lrb0sSSGgBaKpqOBiPjC2ZgwgMrBERbtUoIBpIHbGp+XRhy5JBTOoGiVhs5LgiBQFhCYG9cEEmYXpxogpoTOE9WRQDmJ/keuFSokzO72DhfOkTEXUH1YQeXasVxTXGDIfDpLUOQdKwHrp0dzSGTJu3Xru6B0GDDkGkLyy/KTSl562SM8bX6vraswo9Ue56PdeyuqQXdtLr+rqR+g0eMK/iZP4TcLi+Ye8NUsyvScH4OppAY77zb5Z8ODpWWseRWH3tpay8vJhTXZ/OHKS1Gss9LTKYomtWOipqTGpSDTESYZTqRXon5jCXLHE7E5+TWvBLf7mT2/VOU9ulkCx3jAIaqp4R+WIPk2iW2bUmAARZVldgzGnQ9aqVEUZDkB7ix23ieVvydku4Cuk4cug6q9KkLpTltxb9KMzdXp/ElZiiAyHSViQbx8gStA1RNIn5G0uLi0ZChlphtYV5x4pt+X0BNLRbgibeMASN8UYMgi6wC2HumlldX8/mCxe82rdwTPsOLMk3hFnajPf4Q/Fu1ayiFRJHy/tMoB+pLRRvwmANjUrLrjbCO1ub3/jw3d/6jV+7c/uAvUMIhQVENgDGGA4uhFDZInvyuyeAEUCa5NXZyiByVd6yJgT6LuHCmQeMQN9GXDrdWhKUtn4q/dVTZX3ZwhpPVnJ/zQBmcXXdF0exTqBRMdx8oQwhJOuj1u4lW0Z7wcSIuIKuKJCbr2XdRJ7T0JkFu8EBaAZw7OI4bWEogYPXpHhNcBYOhpTazOmf9F8JsVa4qPE+OCX3RMmQ896HsqxCCI13ZVUGxyChsvTgjfsffPC+Nfj0y6fHxy+belEv6iBcFOV4PNqcbG3v7Ozt7d67fWc8Go1H48Gg0uBdAESi8Wjjzp3X0BCzHBwcPHjw1qNHj/YOPrh9+7V33n1/OveffPbl1cydX9THJ9Pnz8/OzmbX14t6US/qhfe1sbK3PznY35tsbu7u7Ozu7CLg1eXl1eVl49z5+fmLFy+eP39+cnw8n80IsLBmUJWpGtN5/GAwGI/HPQQg0oxNsTb2Pc/eWC6XpafgWlXbp3fx3gFAWZZawqo/Z1EUIQTNQ3/jjTdu3749Go2stRyZAnGNSbYuyrlaLOr5fJZS7K214/FYrQ50QpTqG1gXi5SDnNlQeQkbSSchcOxPlICqVHOVPOVVV5J7mbIMgUHYWusad3JyfPTyZd00VNjdWwd377022d/Fwl43i9Pry+MXR5f1vA7eoZiyqIYDIKq9m83ngOpCRByCCBsywlIYWwAiS4FoRK5OLz7/7PH3/uZvfvBf/vbFZ08KH7aKgWEEJkDS/I5uiUbIdQIoy42fgZs1MO028VW9n54QfZwVm1WUQ60+EklML1COXy2/nQggIKm34pMnT3/84x//8Affn8+vB2Up4ovCqAmQMLPw67f2NjY2QvCISAjAnoN//c6trclmYVBBWmVEN94XxvTsK5diSNf59a3Woz0/5G4N7wR+lL9LylLLp5MCnH/l62T+k8SfTOB2or1oP5luvFzXmttfKX6+Ks1Nb53jlvmulBR3bcFFxhiMG01ommbR1CJSVeVwOGy7O+yy14CWaPZZxcmSl8UZ6gg9/RJLZIEBAkpyFYxcLUrj6BRYCDHlQvReaLm4AiDWWAQUAOagyeIQo6QRCU300xZCMITBNRIaYYcQEIQwEDJAKAtjLVWl2ZqM9ne2d3cnuzvbe7tb49GoslgVVBVUFmQMGJDF7IqQq7IglODmRFBY5NCgIEsI3nnno5pGhCWIhLIoImYMzBwQwTGwxP/pc4FkCLWpDoFV4CLO+cACSK7xiRmHAp6Dc66pnXcOKUU9YSyHEHposLQent57JDNQVTOzBpBm94PJSJIdNy2neDQhCzJprUTYB0SEEFzjfONAWvtxlh5SHd1Hec1TmddCkk0r4nPXYn2dbCQzkk0h7DFvbZmEuLZF5CUIoS+jzWLTuzVB8gUkm6TkbyTYa8mwz8DPIx+ysQ1kkMuaV1j+TcxQR6D1XP/0O9+8v2vXmAJLfBJvaBzzK4Spn+58Y5BW32nt8DVZOeWtuT4L3nsdSACwYOI6dnloPayvbcnUilfaRYNJuivQw/dic68eocoCzbyv+3bnJBSNJ9T1Zqlgsriq1lMRBwMoyy6mLAADZuTRlhRBBJlJXdu0tPcWddHbwiIclLHWPUJCbXo9J9gwe8Aou3B6jO28hJdoMLooZ01CaBdrhXqoPT1B8UO9HiwhcTuzAYxHSdgdGq2fojo/BG6aRoeI3qmKj1ZIKdhVlTmQGx+xhC9BThbumW63cLFOcZQsHMqyqgwQMvjmzfv3vv3RN95+9HBjNKjruQu19rAGSO1nNMUx3zUBGNGISGDvmQcFpeozcvRTbi+gybbh1Tx01fKlJyyP5otLnvhs4qUEYm+txbiqCSCjzkZAsnwOVltZbD0P9J5SpkesUTIzhlcjIYlQoUenrM7ctBYyzVjsA41ZTcFKoqzEiYpFjwi1HjjMXAdHkquLM+eD5TYxvY6I+MZZa/W052+9aNT4Ab33npFQtLYpbQUAQJE5aaxlHxhrtETWgsCd3d3/6Y//+IP33v/hj3/ytz/8+8Ojl+Vok8rKeR6Ox0GwrutEykr3hmZJv/POO8PhOIAs5s18Phc59d7b0eS9j959/4NvfuM739j4j9uffvakLEtb0M7W/d3tUVNfXpw/I6itccL1oCgNVpr1p8uCfl9RVRiLiNdXF9dXF8cvD3/2jz8dj8d7e3tvvfXW/v6+MhJV84OIk8lEZRupHBcREEpiuYTPFEWRUMH+KDTb/HoGGHlZHEF4W8aADc8iWFXDtkvU27vY2bEbG5PXX38jhPDs2bOzs7Nnz54dHh5eXl563ySrobqu1cFFo+0V8RuNNowxo9HGeLx5fX2tla5zLoLZbUpKu+x0NLO8Fs9d5jP8IUZW+sAAYMkkHmOvBIl/7oNFQiRk1KSc0NSffPmkssVgMBgPR+PxePP2wcGb94wx85dnJ0cvPzt5IYdhUJSbg9H+9s7eZLsYV57BhQAuWGMKY0PjNoph3TgUGBUlI/gQCmuKcnB1NTs+f/zysy9+8Jff3b91sH9w8OjRo4fvvH3wqx8WwyEYAAFD4IM4VkMUAADHbA3F3i8ZM2PcOrktm3JSJrbhNAICspYoBcaYxWKhYwV1qNeUju3tbRGZzWZ6uypmi4jD4TAVi7nhpwBYi00ATYDUW11HM1VVLRZzIry+nm1vb2+MBtpnhhDIxLVoNBoVRWGR3GKhzWfTNMMsFKG3j5NZw0TIIYUek7nXXyUlHqx4zasdYrrNUofWBewsKxFyI5Z8t4IshiEtm4vF4iaGZw8M7CGE+eOrdh3ti8QkdyIqjE1SrqK0SaS3WCyaZqHGS2VZFoUhojZSxXQilBXf+a4Ulq4xVnZPj+3ZYaTJzxw4VYxoABC9JoyLgFDyjxPCAK32SevAFvXnyCgDQgrRo460qkQh9Se0bZ3N6CLnEJh5wQEEDaFhXwOSQYppyhYrawDM7tYk3N5pgm8aXze+8c4FXiwaJOsZ5nVN7DkEN50654SG7VidWICEkGxBJIj1Ygqtch5tgWCTcV67tJK2uO3NqURXRDWxYwyuFiKyRvFYDCiEqEqWOH0wegcaY4RdLtGP+KeOSJom1HVRFLpN9OwAjAaGuoaZyRhmbrxqO6POVp/l/AYwiEKEBtgHSxQbS4kzOD2a3Jy5lbeYVTlrKrpSf6Vbf3wGVbvYWaZDLmDpxnkh5JESvfpw6fdh/fPV42YLLGUkYFLOY5YjhQQ3Jcvf4K4pK2zHV+N1vcb1JlLoTXihXfeu0A5bvh62uPwhboIm03P5au+arrEUAAlxc2jnR8D9U4btOCfxHuP144CrKO0SC05SylzriLKKR8ckdBBUc+DkQ7V0xySXDozrNSMgEsUezAhwXvJ3ISQQzVcCIAuaFkcXAGk1Y9yKQ9uHRCnfnAOYDKL6P73hOr+NxOJvjz0ApwqOliMxpFVO9e5RadPZDSzfuyIoEJl4ksssBQAWyczakPYMzvnGudlsxgyOW/99bldrXCE35wyu5X9aFhQZ/YBtFxHSlqYXq7CgiMGgsACs+nTw9TtvP/i1X/nO2w/f8s3i5OVRUZrRYIgILIs2zKLTWCJimwgCIl4njjbL4uui+VqJGmAujmGANcbxkEVjcBbREV1YWw/DllEsvZHqEkWT/aqnXNdArmM3LQUo6WfQd8wGwJEa5F0iP6QBcS/YI7cUT/VxT83SI+syMyCGdmbU1lhxY0rRH8kzRkQgNHk1luQHKu/piXC8jxoJNFYZ1hxAQBr0Fq0xaI0BYxhJBAoC3ywsl6YofD0lNO8+fPDOO++8//77/+nP//qzL75wAkVZWKLJaLTx+t2N0VjLo5OTk/miRkTn/bxePH78uCzLq9lcP+T19dVsNnPF6cX154cnjwfDndfv3froW9/cmhzMZrPhsKpKfPb0Zz/+yd/Mrw9HI/TuYn5dO8eBmxBEMLi6cc4bY2azuag8rBqISD1fXF2cF0XxxedPP/n5Z7u7uw8ePLh3795kMjFUOOcAcDgYxyTcppnNZkqSTAWBFnlN00ynU93I80GsfuNDs86Mg1ZHBquFafpvVVWJKarQkIh8+OGH8/n80aNHZ2dn6vvy/PnT8/Pz1BUo+tc0zWLRIGLTeO20t7e39/f3NRhQG2OtXNNjSETJIiv9PB1UrtqKrWAbWNJR6dLobh2LxoRUNMSnUVAGw6H3/vTy4uj0RCMKNzY2yrK8d+v2/Vu7DwROE9aIqAAAIABJREFUj0+ef/Hl50dHX7x8MSyr3c2t3cnWwfbuYDL0LjTejyej+dUCCJVTiixGwDe+qa/GRcXWMDNczY6vPn/6k5/9/V/+zXhz8+5vf+fhw4fvf/jB62/ep8nYElqyuh0GBDDECILgnCeBsjCJdRM4BBFrrCHDGWOEkqm+vMrHhVacDFRWqvkc8/l8c3Nzc3Pz+Pi4KIr5fK5N2gqpGAAhBKhdoxHVRCQQ4prT3qjaeOSSQva+zJJaEJGwLcGymPJ+4wdhtRvMQpyXYLo0xesNwlajEXTIsqxTioaZOoq9KfQ4/wy56XHC91aJqTkEkVIuOreP1nujP7NDTP4x6uGZ3tHVjQ59jDGA8Qmdz2feexEuy7IcDKy1IbiUotnJOdpKIDUMyQde+7Zutc8qjUjLwDQKxLzGJVk2LWijSZQQBWqVEUS1fgI9VgJIG1InAowU28WoZhFhSSHXLGCJNUcbRZAEAVkcSBAAUiEOsACYNlmbnTNkRxaHRSGjgmHAQEAGhFQE2DRNYPDeN01zOetE5qwFqXgGOj89HAzHtqwMERQk4rlpGAbtp4o3RAYuUWYcTtEK3qjqNRqKaK1irRVGUcNPI0TWGCMAi3mdT+s0D7AbB4voiE1vvEFZdQQfVNJ+QUTzWZ0NWyE3bepUYGotEH33s5ucBdepVTsy57qWYZ1NHb5C3raW9LE8AcmYUKshQPBVXVamJ8wRSBH5hRme2Qf4Jyb1vfJNbvbwTO0QixD03SdWfwJfxQHBTCW4FEIvsDaNmtYpMTBmghGIIKbwum6hwQ46WfJ0af01eak/yS5qtzRLX+iZ/6tpoViRNAPJZg89T+qQVRUiSTTOSBgFUZgwyhDj8rRtQ8j4laH99NhO1HT7DW2uQ4tnIrDoQWIE+dIcd+l483gJzs62YAAAu7KxS0TFSfso6RV2mX9auvSefRpoJomgiHiIjgjixAs7Fx2iGuegnfxJ+ygZXFM1IhjJ4h/k5ioEW+mjRO0k5Pufgq6VNaNhVc9mbj7dv3Pr7bcefOubH002Rr5ZBN8MhmVpLSKEEHKqZDedaf8be29MzVhviQGBpINKn5i7NJSsUknrYzRHlSX7a+kEf221imuoR7kZD/RyS7uZ2ZKcNYZ9Lburx6GAfvJ13tvLxuiZX98KaSozAVtaHpLzSn6wCmB2hHuWwCwpT1lCihNs5Swu7/qScZz40JvEMzOZoYgEDuxZa52iKApr2XmwLbhqTLRoCC40AUqpCosAs/lMyJSj8QePHm1vTv7kz/78v3zvezu7+3feuFsWg539vWqw6Zw7Pz+/urpSrpM1hgwdHx+HEBjB2tIYQ1SISO1ffv708LMn/9A0tLN959d/4/f29zYmExvC4vmzZz/+yQ9/+tOfBn95cGuytVUVgxILKyLg/WAwGFQxl8IQLBazEHgxrwHAGGQGZna+ubi4OD09ffz48d7e3kcfffThhx/qBFerQ6VZbm9vTyaT6+trtWvTlklPgrU2tFLPnggkzwBcKwhcK4HoKY5My8FLb6evqR6eBwcH9+/fPzs7Ozo6Oj8//eyzz87Ozi4vL9XH3xijLet8Pi/L0lqrmkBVzVVVpQy39NXivZwYRPn9qZklPYd5yjTIPc/utcI3XBlLieDCeSKww4q4AIBFcPPz08B8dHK8u7t7e/9g49beh7dvNYv6/Pjk7OXxyfnly6cXnz1/tru9fbC9Ox6OPLvN0iKiF2HvRKSwtjQlsjAHixaQ9FEu0PjG88XV9/7kz35k/2K8NXn43jvf/tVfefTh+7feuo9VAZYMSB18IBRCU9h2kBp3FUPGAHhhF3xhC8lGhBQRFMTlK55LjlN/1ZuO652mORwisr+/H5f9phmNRtkCGHXx2sXN53OVehpjmN2gKkU4hADsBYJyC30IagehmT7jjVEbSh5UIArLwTar60/KrOuBbDflzufOLpBlMKwGN9+srBNYyUzr8Irsb5lZiQNKhs9/OYkGexiF6rLSGt4DsW8icbSEeelVZURkC6MDII72ReVgMLBlCQDeR0w4yauWhQMZ+ze1x7kpTi6GT5sdUjfOz15c1pkrqh9mV651ZocYFSe6hEu7BwsIowgwMAIFAOHORi4aIavruYAQEGm6pbAwqVM6IxCjEEPQE1WgEfQSYThg5gBIaFVmOCpkPBgaY4TRc2hC6V2ovUap+8aFxjvv+fbelinK2aLmwISFis9DvqcDWURTGJ3csbLBhJg5SLT6rMpCs46IJWUhUlFqeSki1tqyVLck7im0k25ft29mVmvlSG0wi2xoTonvqF5NStoKoZPPSAhAK4mULJI5tOvenVKd1yn9voZWrSfWXZcgsNbZ6yudQm/621cYhq3Z9b4yjXk17GD5g60/WFyVpn/1LvyVX3btucuZgV/Z+K1w4tUwZMUtYJkvQusUk/H9Uj8WuA14gYTFtX025+V4iw+yEYSe5+cN/NK1cv9sOtV+aMyZLfkl6wwwWQJBvp0QUpqXx6a6ZfiyFwGJXSVDDFSIja3EVlCg9YlBAKYUvBZETGJdSiQnhIzSmWbTOWwde6fWP0aBeMgDCJafR2kNV0C4F8Da1YIC+ewTJROiMTOzA9ahV+O62HRmNrZc4nkgMCadACTfp9ZsbNV1MKxu5ElrlwmXA3MqYakgtGTYeQTY293+xvvvfftb3xwPq3o+W/jFoKyKwqiUoixLaUEz6JJCAJZ9sRDQIBljdH6cEueSSzggY5c2u9qmLmF97cIBPa/5PGwt11/1Sq62L+rv9+1/WakQeelQ2H6MG660eqvIT4ekYd/XK3/xntdivnrmcpT4T95BYm+y6hE96DQydMGL3Xlb6fryTrhnLFmIVQ5bYMcitiDLiKwCLWeC8Y2DwAFJjLG2IEBu6gWiLcvCGM88v7qshuNbe7v/+vd+hwj+/icfX5+e7u7tPf75z6bOaFiCc3XdeEQsSinLMoTaIBqyIaj3nTjnpnLmHc9mzeXF9OL0+c5OMdkMmxvbJycnz58/Pz7+PIR6XrvDF+dXl4ON8cZkPAQEMNaxQSFji/F4A0DIFHU9bxoPwEVRNc1iNlsA2qZxV1dXJycnADCbzSeTrTt37lxfT6uqstZaW7S2K7C5uak93mw2m06nirH06D25gssW1OOnfaWl2OoWm1pKtfvLiXDKGNTA99u3bzvnHj58qKfl2bNnx8fHmvA+Go2UVQsAFxcXs9lMW76trS1rbVVVym5VbFBdB3MeUXpkeilnkQgEDP303f6eihl7Td25Ikm+NSpjEeXaR1dlRIUe5k19ePzy5Oy0MHZnsnXr4GDv9Tu3Xrt7fXl5/vLk5YvDz48Pn568vL1/cOf27cDWaj7hwBokEXA+BOcNkREXnBcfiqIojamq0hizy4bQ+PPZx//5b//hb7433tn6zr/8rT/8N/9juTEqN0aD0QAQAoBXg18mINLMVQ6BQWxRkC1lzfhPENYM5vMavQf31XWtZkIK2elNpaMHAJjP52n5CiEQgcS0WAghTKfT6+tL5+rhoOKG1W8L2lDQwbAMISQyv8bTq+k8wZKxSi8KvG/3SpIW1R7Dc3Xpy7VqS/LXzLlkVdra51mIv8lqKAsA7LronF6ResVkxrt63+YH24bI0yse0nbu1p0fzRRNCgUlVw/LSj081aonhAAQ1blrwY0cL+WMspE5bWTUEkm/zNowRK5+nAEGAOD25yHbXqOHyjKnVBCWDf2XLENSCHsKDSeKkcms3g2gxRobYwhQEAnQM+tEFlpj8458JIjS4sqABsSHBsWAIAEYgxb1RdiWKIUZM4pUQX0NQvAMjXd1404vpK5r4cAoSIwQGCEaYoqIUPAUDBFZVe4KCBEUyq1FJXRDMIRIxhBIAQC1d0RW2ZREZAqLiOw4ZaumGgzI6BOKGAMR0z0/nU41rt0Y0+aBCQAURQkAZA0iNo1bSmcEDMJLo5NsiE+dkKtvKdmTfX6dZqZnft7TuK0+awjYN335WoNLfEVb2MP/ZV278Qsgfln7l1PbXrG3fvVRfBVB1OYunUvDqq9xFLi2nc0gElmyOWHIvUWkb+YJIp3JGAtwADRCKYMvzz0Xbl8vTYbiwwEtYzMNbqU/qe2xj2DJhLOjXybV0tpSBrG78ISq3ZXclBlQWi37Uk9lomuo6CuQ1+eEM4BUNWDqrglBomW/fpBAkZjKGBPhY8+n4Yq6L8LSfRkXXexsNsOy7JMY894vc8NXi5R2rff9pqKXvBltOb0PIdRxyBULSgFAsoaAlu2zU7XfUWgyfA+JEDmxgkkAwEjb+iYoT+2YJct3EJbAPpYmGAwSsDdk791/44P3Hr314M1hVSxm06q01lbeO+c4+dEZ24bXR59Mxs5PRUkmTEhkgAwwLzEYAcCgYiMsGcNTz1Xq4jrCQIRhg/asPSJQ7hcHbRBiHMXhUoB7CMHSet+n6Nm9wi9dXUc6Txrswzu9WbKGV7XiwyWyJTOTAKohj7SZNiIgYlScqO5eLR3HBxeJPfoKrZO4Vx9I32oS0oKreQ/LHWbeneaT9VAHYwwaMigozI2fN02DRGSIKDhvikaMFWNsOQguKJsluEYCF1VZ2pIIuKlD4Ht37/zxH/7B9tbW93/wo09OjoGwLnZnsxkAFKUphyOR4Ly7PD1VR2zfNIvFwnvPAZxzzoSyLIejauPO3mAwCM3JJ//4NyA0m81ZcDSQ/b3N+Wxgy2o4HAPA4elF0zTbm5OtrfFgVBlDYAbNYjZdhNm0nl5NvW9A5OrqQhGS6XTKzIqKPHny5Lvf/e7e3p4aA966devOnTubm5uqfQrB65VS4pyIaDKeQoJ5/l7PuCVHmFfjsFP/1sM90rxglXGntM+lYURRWGvv3bt3586d99577/r6+sWLF8+ePdPQP1UWNU0zGAyU3omIFxcXVVUpZqg9xmAwAAD1mm/aq5BDIqsyqhs901Ybv0y5AQCCRpfJWL4jaISoIrFJwaIspto1z4+Pjk6OB0VZWHvn4Nbu3dtvPHwQnL86v/jyiy+++3ffvzOcjMfj3e2dyXiDBLh2JZlxOVA8gREYhJW0zBxC2Cir4NkIl0hBYHb48i///X/43ne/O9nffePhg3c/+vDdDz/YuX1gigKIIAh4D4hAGOO6Q2AQYwxn/oqdQdoKotUD8/PFRGVCqhfS85x4jyr/S06wLScivrxz7vLy8vL6KnIdl9+rsoXeJ8bYxnkCJqIAYK0ty1Lp4YaWYDpuKYSSDW8FJLSRIeuoDLD0P0Q0Jo9zknUz+7Vs0mUiw/pYkV7y+6qxZ/6ayRFn1cclZ92nkdxaQmmupkYUdS1SbqcC7865+WzmvR+PxwaiFMp73wTPzERtTs8ywxNXSHfpiGyGZ2KbEarUyjXPmlDCh7DL6hJhl0pRFoy07XYYu0q0Y/Q5m4+QIuwv6BOJF5T1LGrIjIwCRtBoamDS9CALaJRW0tEIJ3cOEhCDpHzVWLkRibD3ormaQdQORYyxIkIkhQFBocILHOxtO++dC957BpnVsXCqfXDONc47551nUXgTSWXROtQ0RNFhHkzgEJxjEBBCazQvnTkwm1ZK1yUbp28wg1gFSckUejuxRN5EC8gjFdYY4x0nbxIN91sSoAqkER4AqPgclwH3pCJZg7IgvLoyyZfoXwjjytlVAH2R3urDu0oQ/fp0yq/+5bzv/WcK31v1Rf86r2z1lpU2VSNRtl7N80RZ1/ZhImOuhTVvCCGVNtBDQHc0YRHMlHitE0aeztGljSv0lB0tStvhSPJbDEAmlxSKSMh0fasMT+zQrRQAL9wXJbalTNTysckaIa2M2w/Mq/BODKJVNxlEEtRoQeRI+Qttrg7n4wQldqdDgM4ZWSQ6F3uQJeYnpLaPJZOvpKeUO7YtrxMeJAFYlzWfo1JpK/IhaI5TCMG3kXpKyzFrAliiZbMFEONx2Y8o8uEJW4vmLqcRAe1SDibn7XzKCY+BCiR13UgIm7s7773z7gfvPbp751ZpsZ7PrEHldELgwpiiqpT5ZqzV0EXomMXI7DG76BrpER2dWqAvLWFx35LYSPcWr9U1om2f1qSpLhleAa4lr7eIWF/kkKyBoswic3numZhLpgDuhSwviWeIop+hdCwpWPGIo6xbyN8oH70nnwz0DC0ZOHjPzMhBuztmhsAxz51TxemXprnLB5LoiJ2EBZgEBcRz9OUPAISWiIJx2DRgC7QFEokY733bC4XFbC44R1MExOFo4/r6cnO08Uf//X83Ho//6q/+6no639ibANH19fXF5XVdz0GkrmfX11eIGNiLD9bawWBQjkrE0cZkzxgzGJRVQUgB2V8dv2iaRsjYYljawc725vZWMRxsHNx5/a2337Fl+eTJk5/+wz98+tnj0Wg02RwXdP3s6RdXFxeNWwQ3RxFARg6DwaAoqs1NW5bl3t7eYDAoiuLy8vrk5Ez35s3NTRXC3bt37+7du1Vlo5FDUaTI9Y2NDWXiKXqpI+G8hO2ZGSbX+J6KbxXxyL18cmddfZGEbCTUAgBGo9F0ekVE+/v7+/v777777tnZ2fHx8ZMnTw4PD4+OjjSMXs3HLy4ujDGXl5dVVQ0GAw390wQqvT2aptFD03VJ6xs9A6syj172403JFrw0+ET1HmQRQtIyOv5J4BDCoBo2TeOD12FDYJn7eoHN8cufjsfj7c3J9tbWztb2hwcH08ur42cvnj57/pPHn2yON964+9rtnT0qyxkGcE1lCiRGi2wQSPVHIN4johHQQQYZaZrgjs4PX549/Yeff//P//Pd+/fefved9z/6xqNHj8rXX4PMqxMRjOIGInECyB3yL8txWPnh5+FvueBNYT395el0qjOIGAHXRrq160B3Cqfz2dHRkV5HJaclSbOIDIfDUTUwxpAx4HzMswkxLaBpGmIvXaeDSbC0Wt7ZNsZ6fWDXMj8zhWHKDdytHqc9jczyRalozZ977hF5Mdr7p7Xs0+y8daLKdJg5TTTnU/Rwe+26RcRaUmy8KIrSFrrr1XXtg4vsXB9UK6t+Y8YYZt92Am0tBHGL6fHqITWiN0mdhJLJMwqyosooJgMMo9xOh9/YsqKSQ3zk0bQ2osKJQRrY5RsBQtA0eWljGTjqdFBEyFSpQAqt67zk1LsM50PEoMIjYRFNmUeOQcRxFWAABGpDBT0hgWAIjkMIDIyR7CqIZVmVA+stuEAAsLNdhBCCF88hBKmdb3zwjqeL2gd2npvG174OThwHESnHO2o4HAR9W2lpNG0I6mVVA6Gq9RJhONHdQ36rCPckdlkVgcwsriEiEA1tUPKnSckN0Zobkq9B5j6AaGC56wOBdaGpRPgVajrsM4YS7+JV7AxEXsJsXpn081U+Jmv6q1/o66ZkhbWz+FeCdes2JvmF4D7bX/Lkq11cUG64QizrbFm6DbJ/sQFfxbHMbo54zQAFM8/G3KMS9TmMWfAAkvlJtmgA3qgtFJTeQeUtTXYYtMwwlP4uSEyCvcFGbvsJAIg2WpJGfBxaaAgxACCnYLe2DWDItmLhmIveImOZqWlcziIOGQCMpCQGidp54BYHhV7bFvmfyNoxruGrBMn3Kp9sGJkjviHdVMlSsVa/njTEerH07HjMHEoABQK1Do6at0it/hv7fO50cSVPqEMS9aEmIuf91tbmu++98+1vf/P23i77ulk0lgwJq3BIDaxmsxkRjcfjwHWKzvA6UIgJWB1VTB2uEIGQVv2gBEJbgSz7pgj3fpNydgr0rcZTQl1yK+5ssjMQpp3jcl98pXts9LxaLltXPDaXqEr5uhk7Us79Xaj1C5UWDs5ZVcSyKkRJW0sinESVl3asgTk4DuoxISTgnAOWEIJwSExOZHHLnjf5cpETU1U8VpIRHxphBlF5BhEJoGNPREyFKZiDh+CRqBhsuLr2TdOUpc7CbVkVhWlY5rNr7wMAgbW/+q1vDsviP/zJn/7sk8fT6bRu5iGExWLuXF0UWJXleGNUluWwrJRLqYWsuAGSAIgEH5pQGFMW5WA0qqphMRiisYFpWrvLq7NpPbt1794f/8H/8Ecbg7/+i+/+u3/3b588fnx0fMreezcfFMXO5iaHBjkMR5UlqgZFSajZfVVVTSaT7e3twWAwm81evnyp+r3Hjx8/efLk008/3d/ff+edh5PJZG9vb3NzU2f82oGPx2ONek/28dEiBULPI6cXfpDvQzn0urqe87qYzdU/mU6niPGItA8fj8d379598ODB8fHx06dPP/vss+fPnyvzU29R/czqHqnl7GSy0doPFspo1SO6vr6GFRvSCAyloRF0oefZWCSfM0kWOKZ7GyczdM1Ai621td45QtRc9RZsIWvtYDT03h+dHB+dHA/L6u7du7cODt75zkd3335w/vLk+OXLL14ePv7yi81quDXeeOPOa6OSSzJoIKCQBBFvjOGm9R1xriiKEqkkcs5TVQJhfVU/++FPv/zRT//rn/yng4ODt373N9588813339vdPs2EEAIIoyGkAhbdCyXY8i6+GBd4dMyntYr/cnp6enu7i4ibmxs5Bq25PvfK1mcwOXl5YsXL87Pz6mwzDzQcI6WNrK5uTkcDomYg9eJkqbdqK2r1q9kWvAZJQikN+px3ddGP/fsptb6EuXYWq/46wm2e3LWNMHs3fYms6LpqQp7zd6aVOSMdpF+Ie0FisgtOW+lpiXee1iWtixL/QwhBNX3ikhZlcrRxcxKVD0hk7SwO7rM7HzpSe/aws6JUa3mWianSReC2+QfUAMV7JOtTAxywACgjaZYNACe27uoTZGKd6t4RsBoHBAH4sIhbcbIUQdIAAJFdumTTRq1eyWmdOpoDxNnPEZtTgTVvhIDxzSrFGMsIgRO7csBwBBaawQRCHU99c1Cm6hSZUFuaoCIoCCSkkZVKUgsJgh4ltqFpvGLulk0tWtCCOFkFnkZaA2CIUIAKiobgpgicABEJKv8T1Nn5sxtDHw8+dZaBtRxQD6waEkK0fCzzWdmNFQURVmazC8tMqqyKQmrDS9nhSUJMPIvEUPX3skrsiyBtYO51cZvdeAuIphNtFeSiuArX3YVD1xeE15BT8Wcnwg3+8D0sLtsmVoa0/8S9E4AQPjf/m2WUKcthD5enIjTed+DS61dWH7gdb/odDixVJc14rGOP5J7hGDQnyCRtcZag5SGBLFZ7zowYOx251Y53RpjKvKVKMCM/X5en+kQgkrueueJchEb5jdcYn10CF702mhXKErTjdgxYG6Q0UJXkuZYyRYRItza640l8/tsT2sLQ2akWbX2D7knUbR/wjbCNP5tInZyjhe1yFJMZklp7Mo8ZGFuo3Y0OM9HzkAI7W8s3XBCUTXeruHYKSWX7mRCDFFXrWO/9v7hyNbBbmgQLWasT+RekJw3DIIgzIFQrDVFYY0xj1679f577z58661BVQp7Q0gIzL4qiszsJ63wYAhYBDhmXxkVNQMIMAFaQ2Qo5RxJN1vViEOFcOMwQjU+6ZcpM32B1MQKBPZK4EjOLnFf59aWEJEoxrjrmEBzDtpnB9pE96WcPb3BCk0H6ih2GvbK7R0Tj9+ACktYIGGYHeZdSEz9ISJbWOomOIKZOVjs5VxQ4DeEwCGwMCpXNz3wgWezWdPUAFK42gcffGAOHGu9IMyubjTiSF9EgroDQKCuT9Bpy2phl7pTw62zrSHQ2YoIK/pMhoxBYzQcyZQlmZEtbKFJTGSMtVRWZAwDoS2ILBgrgLYsQ4DDw8M//eHn88V8ON4YTzafPX/28T9+TBYNijGIwurep9thVVY7m3eNMVgY3zTHp6eLel7Xc2NwPB6ONzYBYTavGx8a711gpmJ3/+69e/dLW33+5Mvgw8H+wf7+7mI+HY0H9WL24x//6OT4aHtr01jjnXN1UxTWNbUh2tqebG6MR6PhaDggQkN0dnp2Pb0+P7/QfIs6yGg42tgcb21t7e3s7O3tHdza39vbU8MeANTMxqblZjeLuWvcbDZT7Fvxw6K0UdGGmNaNXoRRtpZIxI6Y2w1Pb64+4JzC8VLNsEooYGZtaI+Pjy8vL1++fLlYLC4uLq6vr3Xw3IK9oONw/RqNRpoerualqmBJ8eL/P3dvFmRJmp0JnXP+393vEvfeiMiIyMi1MmvLqq7qRb1qpNYyGCPTMoaZeAODF/SOGZiBzDCYgRcMhlfgAZgxXlhsQGCDJFojaUzTWnpRN7TUVV3d1bVlVS6RS+xxN3f//3N4OO6//+73ZnVrfSCtrCwy8kbc6+6//37O+TY1MAn2QoEQr69k9hGMHIQfVSMY5MkiXbpbNecCrEns+ku0ZGftRb2vimwESJIky7JemvWzXj/NrDEkzLnjojw/PUXPPi9BZJBlg35/MBj0e72+ozRNCFBFyxbIAJIAsJACVgB5WQJzkqXHfcvMG+PRlWtXd/Yvb+3u7F3dv7R/ee/61XRjAFlaDYcqPJCqYTlS/QBWn0M+PzvbGAwTa1Ep3Cxv/Pmf/84f/cuv/NZvL8r8v/pH/+gnv/R3EKAs8l6aCsvFyelgtGGTyq3EWMPiAK0ALQv5wz/85n//P/x33/zmH/cyRPCjQY8AikWe58uiKG7fuvnCCy8Yztm50pWZNWU+7yX2s59+7dLmGMolsieqva0FhBlNEncmwpqTzcJcUxKbasAY6qj49P8xYBiPrmhlctdxcImRN2NJWFg4DAd0N6qGCAK6N2JVNEjgy2v1UC85jllT4Z15hc+5GlkRFb5VWoO11lSeHN57v5gvbB2RooULEoFzUockQzhbIa2hXs9Se3EGq/q6kGQRBGzoMqJLSEQEHEOwD9MIoIZPhdCog9qJmtVdU2ejedcUQLGTpw/YYTXK0b5F8xtAhALzBQA82jZ8oBeImnS6kLaGCAgMJFJXSlX5Qfq0bEAbLc0QCDVdsO5Gaysl570gsQiiMdaAoGNPJphUoAZFIxGgrRKb9dNWaKSIANue97zMi6IAg5ZvAAAgAElEQVQsnRfPwgKOxTkunavJMVUTu6wvlWqHALR9paIskaz3UjhHxmpfR0nKzL5iIOvsXSMQVGgvAqLrxXtNieSAK1TOQ56tMarVX05ni/mcPYPGDtcnPMZyBADJhIBGrDNdpIqYMnopQ2cu4RaoUYM6B5KCoAnDgmy5ocQ5eNRxTBGIBzrQMipvCn6QWvwidcFX/5Iory5KPpUQcdfKuovD7cx6PXwYUbV3mmj62BhuRdK4VpcYfz9kovwbX37RqolRVJKDFsAx1aPdLa2B8ur3qCw5Ip/9KJSw677UEmS2svsQFKiJ0/5W379FR2xS+CpkN7gJVW+OfhWxjCeb8myJYvun4g7RtH1EK3t5DiReroxAvABRRRxQ3qap2fiwEv5DQBAD0xVLMOqNm0FX2ylEIDZL1pK86lc4cmvgMICJK6oma1VzhkId5r3XiVzhGnIdRWngDV81ulC+Pg3VzRJmg8AGMYqFBxEwHE0NMaI7sotWduT77ysLUAFQ/ytBYOHEoOPSIhBhvlheufzcz335Z56/ulmxyPxS4/EEMM1SLQJC19fs/UyKWgs0IntEQdWPGAMUXKSrDMOKFq07iwGLpo5DZGwYulXCR7X9VHxNRELvOUzi6nPjK/lA9VbMYe4YieY1e0NZHHEIUgSvAVerBTlKhJcobSUwHDx7qAM/anVf/ZucrwQdarBZ4521epvjOoNsA/Y5XxZF4b3Hao7gRYAIU2uKJRdFUSzOG4ZwUeZ57oqSmRMyzjnvKhEa+EqMburkrlhfFGQGzThTbfc4YrbU/4Q6dhUB79R70xgDXHgsPZFPM7LWpplPEuM9kCWboGNvHBEhGF84Irq2vfVv/sorueej09MffnD3+4dPZ+cXQrx7aXPY67P38/k0oWQ4GA+HwyzrX94d53k+ywsAX+Iyh2UORYJmtpzOFhe1FRKykEFjrT9477vvfffbAOZiujw/m73yyid++Zd/8cr1KwePHr71ve++88O3zs/Ps16qcOLezg2TECU9Eb8s/PTJobE43hj2s3QymSzz/OTktMjzNE2LsqB08OTo6aOnj1Njj08OZ7PZT37xi7/6q7/a7/ettUTIIkTU7/Udc1mWk3EWIMHFYrFcLgF5uVwCB1GHhIgRk9hWZLOQZm0iUfV4gChzt2O20QYx6hVKq5qoJEknk81bt26HcOrpdPrBBx+88847BwcHs9lMbcfzvMjzInR6vV5PTU2Hw+FwONza2tYc8DzPFQjM89x5H0biIuKdI6LEJhUuUYtOjaFQWMTANazLO/JV8DLVzAQmIiRTqoMOIYsgkQA4kOLiYopTZYeSQJqmG8PhsD+4fuelQb+fkDk/Pbv/0b2PHj0s85yIbk62NzY2tje3hoMBCeRFiSWP+wPw7D2Dc4SYkiE06GE0cwAg+fnTk9nBmz8sxJfsS4K961ev3Lrx8uufePn1T+w/dxP7mVogoU0MkPNeWxMgAkDveZHnw+FQd4/z09Nf/w/+w6/81m9/+PTxl//uz7/zzjv/7r//7/2P//if3L59e5D1y7K0hrwrrd5xJGQBgD2WBJYZfIFPD45mZ1PwHpnJeKSEPYgAoTFkR8ONxBCDMVZcuUAB4HKyMeyltsznRgVaXqh2KAHdtpqk6abDiZWckUS5mnEKgP5AEBJ3s61FANF5t9rmxcOmRpVtjC4Y/UxhMs41/qljuqq+ZWUIxrcDc/QL2+CAiFRZry1TIt/4GAc4UZ/g1pK6dCizWh2PmDnN0sTYxj7Ue0Q2FVGkHtlXIFlzM2pp1pyWupGrqC9CioCphp8bMw+CKP/JgxgIQVNU7fMIXA/WEdHVniuxnyHoCaymnNgihemAgkLqXQjfptAFBxgQKxEgBclVLcapcI9aHVjzcOoBbvW+ymdkj6Lh8lhDUCAiue+0ARAFdot6KokSW6qKO5RMVJsVVjYPKOJDx1ZhEgwEgz5Kz3pA9sKA1qSMwILM4rzUvlZcJqn6LOjfvRMnwAIb/T4zOANZmjgRxecYGqMmEXHCXIIXTpJELcyrq28NA4pzxXxZh/sZYQbP4hxWmmGd8RGCC8Z2LaO42rYPQRBN5V1RszmBTFXdaRcioUcIBXPbs7Dp8J6VhheB82vo+nGLUVlyrcYsBytKXscKjbvZGNxreqNnMCk7dIC2kLj9c9iSBjYD1naIOq60l12GJzxTibeG3LJCIYO1gm+MXSJF2opG+VHmb/QMJeV6OeYaNmmzTUOo4LtvFPq6FoLY8utvllHA37qsRYzhSr3MIkzBlTMciJCSJxv3zmgy2DCOdNcJ+mGRsO3XwoUWRb7T+9VMAx2cPcN7tZZMcPMmrdQAbRuUd1ftBcwiUkZGf+vzRmIaYXz1opuM4mshFdM1/qQCjSkoMxsMhxfc/HUnlBpJqH7MGhLhzCbel2VR3Lh69fOf/cyt2zc3EtaYsizL1G1hTdYtROYoIGu83akiZBJRyN5dWdrt9AIEIjKEEaM1kuNX8aNNtG6IguhkSXW4B2b1Los88cMrrbWmrmAqFK9GAk1kQ9eRl1QBlSspVRQlCEWRaG06RB1WqQa1FhAJrG9SAXzpRMh770RMkqjvHyzL4ACk+CACENk8L7z3vqxz6pmdY+/FsiBXwAw7pyvBWtt4srEwslS9qm+IIojqXhBiKoPlNBsjno1Fj8YLk08ZxCr0ZKwRRnRkElZxpWEgAqJidsoglpd94h5yAkVRuMPHj0+tnUwmg/6o9Hw2XZwvHNH03sHbwlh6Z9PeIi8QMetZAmHvxDsQYQ+l52XuCseLxXyxmM/nBYI1lJVFMb04OTk5Ojk9vLg4K/PZpa0tAT4+PvbeG7Jn52WWZRvDwXA47PXSJB1aS57NbOGn88Oz46OzszNEtLmbz+fL8vH0/Ny5Mk3TfLHM8/yDu+9945tfu3nzptKHkiTZ2tre3rmUpX2SqgJQ5qS6geqKCtcrDsQL6FnFBDaonuOBI7eWyQ8rmbYxvW01qkRXe/DtBIDNzc3XXnvt1q1bT548uXv37sHBwdOnj1WgGCrdxWKhLqDz+fz8/Hxzc3N7e7vf729sbDhXKBVWFYNhQWZZFtuNhvpGxYHxhwwGzmulgPEr19oJNEy82lxXb9hlWZSn5dnZ2aNHj8bj8f7u3t7u7qd3f2I2mz158uT0+OTo4PHDo6f23odbk82dre3RcGOU9Q9n58O0109TFvDMBqog6jTJlHKcF4VBGKapA1mUxcmDR/c+uPuNr/7x5ZvX7rz2iRdfufPSnZd3n7+t9YOFyoYJBJx3viwTY7I00/1+Wiy/8703pr74z/7Bf/prv/Zr//V/+9/8F//lf/6//9P/7R/+g3/I3iVJwuzZIFdDT/JVMa0IGxRFqV267h4iLijJRSRNkzRNicCVTFUF5hGxpyFyLq+D3KKuD8C7Fp8tBsRiw6cwOY3D8Zqur35l0CxU7HRYE9IQp+11zJCgMZqGGEgMhi5rLBHqcLpq2qdbNHfz5QkkNnHpbMvh2PVTqSGniOiYQ++aIO7tBOEA4Wp1ythCNaVN8tKfwupFFKc7dDyBqoi/2ElBCDBSXcbvXU2fMRg91KoFqs98WxtJ2K1Kw4B6pVhVhV416MRQ5VN1+EIfYzXZnIEqOLCNc6xXjoW0W0DE2Oiwkxpd7xUN19xAC7WoI3YbhAOFi3LJQCqmS6yxSa/f7+tdpJL5vCjK0jvPTkAEz87PvRY+YCyiA2CUeVFW3CZCAEmA2EiqPb7BxFrnxZVFmS8BwBJxrWFubpkkEQEhUqCFQRxDh1+t11g6VWG37Qk8Jv3O+hzO1YAWVVJABLg9i1n6LCZn95vrfrCemz+T8/nj27E8Sy38N/cH4d/6xxDw46py4kj/xiitKQvCmr6iHbUXu+qZwPbGgNW0iafx8hcpa/fCKh1SZzRRVxYbupTPEhwGm5bQJ7iGpRlHwAXz2ZZEP7hEdmE+WS9ZIfSw4ssffqFpuxk1I4rWNyX4u3SeEJa41amuk6ViGISwiyHB1mKqARkIYWhxw8dYc+xVTNXMsONHZuzEElZIfJ5j6Uskw/ORf0vTxIU0AdPu+hqlovjoTRtLj6RW0/nGJQwQgV2eZUm/l+5duvSTf+eLr955ZbmcGzdXizljTFks9VHnnKPoGRY7gFsKxtlCRLbG+uKuL5wW/ccYg0USi6RD7iSxCurW54cbJpuOzSq7OAzrJDimighRZZtG0TPSRBNoffBrkRrXxMHns+n06nNdu3RyZ5mRqPajVM+JTi+aRLltWvsmZDp2/w0lJK6ipNGilGUu6nRZls6509PTs7Oz84f3g2+k+MpATIMK9TP70gUDQCJi8MEMMMy2V8OpYhFp3DNo48eBc1urNK21SW+gZTeZhGxqEmtsCsaQSdAkaCyRJSJDtgqRo1QAKc3YmHc/vPe9t37www/ee3R4NJ3OnZfBeHNjtEVJD02GxpA8BTKuZLSmLNW0hmfTqRF2hQaauWVe5oUvPCPIZDxgj4jJZLxp0ixL+zu722WZm8QowFWWpYhsb18aDocLTvM8n06n07PzPM/7/WwyHltrZtPz6dnp2fmJdsjqOEq4UHNFQhwO+6PRaNAb9nq90Wi0WOTe+35vMJqM9/b2b926de3qDbTeWgss1lpd+US0WCxUKeeKsixL5wr1DEiynnZN4Zyr3rdtsFF3SkY+Rq0eMtZDPRGgXX2vGNzWdwzUzel0eu/eh8fHx0dHR6enp6enp8vlMrSj6tWh8j81gNnamoQ3jZ0/g6tNEK5oD9B5BOgqir//LPFY/J1OQGIFbjgXWgWjiFDpfOkSMnpf9Pv9S1vbOzs7m6NxlmXF6dl0Oj09Pjk9PV1OZwS4v7N7+9oNi2QBCSrHQy3qs7zGo0zVhLFBNAREYskJl+wXZYGG9q9e+dyXf/q1L3x2b28vG48gS6uyLDH5Yr4oi43xSBB1JPgn3/g6Iv6rn/tpSMzx4dEv/f1feff9d/6n/+V//tmf/VmlmE4vzsfjMRqSir6PBAVCykz3Pjr6Z//sN3/jN/7pR/ff6aUs4DaGfV+Ay8uyKAaD/muvvrS9vTmfTQ2wL5cWGIFfun3z9o1r3hWK9elTLwAU3sm6jGZYHWDVNWIXbVZwuCPSq/cWv6qLDm4uscdmvDF2LE/XvhKih11s3dyBKMMnD3ELnSCNzjBCda0a6laWZZkXGu+eJImWWA31KZA1YCWCFVoDPumsf6CawwqkYG6NiwvFig+1rxOOZVpqDBa6PgRpEepQW75OIxelvbZKMkctIzQR4SoghLjx/KndpITjVKqmZ1NgVihkeNYAUVgP2MR7cj2kiToTEfGtULSKLFRJcA0BIvtmFbmWP5SpG2wKzMPw2Tge7kOlNqwwMmOZuVRJHZqQuacQoiBqPrQwetBgdCqdz51fLPPlMs+dd84tXK3dZfaa6kC2fvICMzsv9TQt6/f7S1d5OsS7XzV98JzPF/P5vMyL6r6T0E92/JNMeGqH+4ifZfFi9IRQVx8OprPZhqDINXZKEs0Qo7Nds1daWXlxWRuYnNxhkEaoWsvaWlqEzHAMK6aGK3L3Zzw+onuhiUSODyemhErrjaBheH6cwrKD8q2Mabt/7QouZb01zI/Rzq5kjq1pygUIV9C+kEiOEa9U8fP2WeaVYTPBShxc+7evGVR30KFGjCdNryWR79azDXL0IvGqWVCoA2Ijk5j2GK8MEwG+0LS+LfmTBDqcQm21GwfXomR9R03KjtDXFjzNK6mR6xdDo06s2SLC2Dl53N504xFQ7Msacf25/rp+cgMiWhQxNOhnn7hz59Ofen1391K+nIP4KuHaGK1TleUVho7VoxelQ9qpmAzNtNgHSFCEOz6FHWFxy9xCGtGIaYXiUaB5hj5FbaZjwLAzZNRisaHusI/fUS+c9iR6OaN5FUZsVVw7MCMiAPWpoRiaICISDCITPXyvSUfSkbU0v1Qfabo5WkD9YIjI1prEgoiS7qZPHxfeL4uCS6dUVUWQjDHq5sLOaYdTW41bjSYHAOe8thWr0u2qXqcW0UtfY5G0YKpdeYy1FlLwPCcikyRgHDmHztjEGZuCcYQl2UQV/MYYZxJjTNrzZAywkM3u3Ny/sjPenPT+/K0fANqnJ+cHT05OL5aYDjHpI9m97X6apmTN2dnZ4eHJYj5PDQmX5WIu7AgYjTFJOhwONrP+eNzvZRaREpulaQ+AyrI8Pz9JM5vPCmstg6RpmmX9PM9dya9/4csvv/zy7du3Hz9+/JXf/p2vfvWrH7z/YLjRX8zn0+kpMBuLvV5qe72NjY1Bmg8GgzRNCVAvwd7O7v7+1dPT09PT84uLizzPF4+ePnz46M033hoMBi+8/NxLL720t7djKm0makRErQd2zrlimc9ms+VyWacCNvMFY4yysULZ1wl6/lHOZ2syJEN9r4YE6mChVxwRJ5PJ1tbW5cu7zrn5fP7o0aO7d+8+fvw4JL9rX6c8YeWsnp2dqPZvOBymaapGoER0dnamzM/QWHae62EX+JiWbxVUx5V83uZrQ6FbdoUDAGtMmvbBc5paYPEij0+ODk+Odenub+9sTiY3L+89jzS7mJ4enzy+/+CDP/3GuD/c2b60t7Mz7A8I0JJJ0zSdFmVZMnBqre6HzjnxQIn1hRfnEkODXsbM5x8++L2D//P3f/f39vb2Xv/kJz/9+c9eu3EDxhuAYJ1sjjdFmBE8ABj62S//nACAA8nLzcnk13/91/+j/+Q/ni0WSZYRkisLa1MiW1N+UQAYKnPmo6Oj5XI5m83UKNJYQjDMpQgKYz/NrLU+GmUyc2ag3+9XExwUtbCPvJTZ2jVJ5dHF8szrTTLj2USIL+qsPf1Ct7JOcRJq1pBfEuwTwxwkYIOrHy9opMNjta5zmml3q+OqV480bm0Qb4bGGHVvc94rCO+c8551kamuPzZ4JKLadMB3IT6BtWrGGPnSWrwKDBBRUmgFs0nlhcYgimYjonCtHCdUhwVRVURTO9WNSnyi1NCHOTDCJCjGRTuCII8UYYQqEa2K6Yu7vir2XYufVqsZC6rWc9ma5cRQ58K3i0Dolq8SRGgsghKjlFUBGbRgUuEtUon8mu6COnYaoihwFRwKCIkhNkbVYgye2fmyQA1qISQwgkACDCBIxmBqaaM3BBrrJzldeF0neV5Bg8LICEXh8tlyWeQAKpcQ8EU+d2D7pFpwEK6HdCKmYv4jCGF1VWra3bqegKHu2aRjIxLdeu3St1VxBR7mOuiFVvmT8ctiDl8rAr5N0P3/0x/Ef/ufiAiyiNqjKxrGtYRRAS6MqGwtiR+vySiM3VxiNSHw2sf8WqyPjEkSY4yJ6Ivctk1rdH0obbVebezZMptuG8/UjVlAvbr+1DXW1/LojqazrarFrIslDKrVmsmNgYQQV8kBpmup+6oIB+lgpzrfgcgxNeqNBQBs3NzX/Ul3n3KexVWYXr3r1d1X/DujG0N0TOXWDSh4hY+xEoMhUXMi8SltZb7jChhbRdhXj74ouS4GnAmIyCIA+F7Pvvryy1/8wuf2L+/O51Mu3WDYzwwEQovOUyu/h9a0sglQMhhEGhCwPgXBqtUVydiMaSYuevhIlX8DgtRBjNUfS40IhGvL2aDlw1onGT6JDtuIiOLUk9rCxHsv3sWVqBay6j+pPlrhYE07ucGQdOzpEjJEJOK16+vgGCYw8mulfZheU2T0VN87rfSegAkbaGQqWhiVZZl5N5vNTk9Pz8/PL87Pz8/PLy4uXF6cnp4qlEREaZqmNtFqyVgKfCqtpZg5z/PO6EE/gNcQuchhrLp3PMctn7U2S1OwaBKb2MwkFowx1iZJZpIMyJCx1lqdnGE9RiWLaZp6JI8ENh0MR0/PL77yu//i0dOT/nibesN7B8eSbfSGWw+fPJ2dLk5OTvSQLQKIJ3YGXC+jzEB/0OsNe2mW2TQxWc8S+2KpqhjP1cAekIuicOL39/fHo0mS9JeL4uHDx0VZ5ia7cf25z33ucy+9dOf4+PgbX/vmm2++OZvNisXiuZvXti+NHz9+xOw8l8v5bGNQWYwQEYikaXrz5s1XXr6DaI6Pjw8ePjo6OlpqDi+jiBR+fvPmjZs3b1y+fHlnZ6ff7yfWRrEHVUhjWZbqoqlfOMchIEGZn03nwxgkVWufSQHci0BvCuBYcHzRr8uyjLl8dWnrAViFTM652Wx2fn6use/vv/++Uj3DK5lZnzXa7ClxVL8Ob6E+h1o6h+CKuIhXdGi9QqPtLrvWpLopRBKjdIx4762qxog6iyzas1mpcMvxaLR7aWd7ssmlO/jo/qOHDw+fPE2N3bl06dLW9mg0GmS93QKVAuC9B8+mcvDAPM/7/b6i9yXX+rdBbyY8XyzQmtFkvHf1yp3XP3HnE6/u3bg2unkdgMGSFy+GHHtGGOQI1gDBsigeHx1u71zqZWle5BZJnO/3+s2mL+LQISTOw7/8g2/88R/+yW/8H/+r8zPgpU2wn/WW80KclHlx7creCy/esAa8F/AlcAmuGKTm06+/ujkaIHtDmBiMvHYkdrDs2HLGvJVwIWLCf7zqAs+lnlxQmMqtJn/Eae8xpzQ8YTuc/LUj4ODY3KlxV1dUhzjqa1Vt+Nhq4qX0FoWsl8vlGnZc5OPdkkMjry24V8Z7jVFEkNjVw1kgMpo8Xv2GgO+haWGS2LTZseuj6LUgE+oTqfG16o7DSHRQ1yNMcT9WITlKegwKQACqYgjqzBjfIKs1lVRIJ5v1HU1h6BwARg/CvkZrqQX0AYCvo7CjyTk2ygJEpVNJxOrswFMABKaKTGjZe9TnMPLYREHI81y9RsgaIhtOpoVW2Aar6wlV58SDeM8s4gVFxA7GwsCg2ws75xwDM8zm8+Uyz/PSMzNDWZbOsYhIOvDel94557iyvQPh6twul/lyueSyIiKJq6svoFX8TeqRQUjdXHVIEhGTpGvvCC+02vVxGxVstoKouI2xvhhQa6x8YpP8COuLkTdZ0Z9D12flx8X62jYwfyNY37quT1d73PWBPEM+59dZoHD0Na62Q92NLO76wEFF/jFJYpRNFxMmMRI2YvTuLdAvYjZSE9/J0Elmb17Gq10ftTz3OY46iK5BzYjglUEvS/jk8UZvANnUEArEJi6RBXaHegcrPjSwRpBXf2yKKJZrMjGZPfgqUNtzGTbHVjg40foxfHSY1BLtydqur6HaIkccSImOotaqtc92+EFjMbq4rTzuqhiqUD4wFhOC528/97nPfubmjWviSiQY9PoivswXFXXT2jSpEmyMMRgfMkqElzZdn6bNasdLRFVjjBzKiMq1lSgCJLnq+kSQKuZkrMSonzROw0tC11czTiWKdaqnttgQF03sJ15fkWC4HJcjGJUXHVDOUFdVlZAJh4wr5CgbbStUJ5FUJYJUUsxmX671LVWzzrwa+K5vJyKZ+oJaS0RlUVxcXFxcXBSL5Ww2m81mF2fni8VCy+7ZbJbPF+yLgCOFrq8yg3EunIfqHBrSsp6g8eNCxKIoLNbcTjLaHiSDVPmfxqYmsdYmlFgyCZC11to0I91DCY1JiKjfT8EQkkGbLIoSyKbDjePz+Vd+718cnS83tq/kkjz/6qe+9OWfz/qjP/mjt77+9a/neT7ZHN24drVYXLz39vemZ4ejYZIYtokISemL3LMgZIkdZhlzZZbtnFsuF7r+syybbG9tbIy9g4vzxXS6EMalNXmeE9n9y1cv7+5rXbI1noxGG/1ecnL69E//9Ouly/v9TNgXy6n3vswL5wpLZK3d2Bhub25dunRpPJ6MRiMROTk5O3j06OTkZLlckpE8XxpDe3t7V65cuXHjxv7+/nA4rEcDTUqBghsKjuV5XhQVlVfzUVYVqjFi9jHqiHA7+CBIrgl4+kUYASgmrJ08s1OWpk4NrLXL5fL09HSxWBwcHLz//vvvvffebDbTNRBqZcXJtQPs9/shA1C7x/l8PpvNiqJQtCEsttBsrPXZjwmrqw1A3PsRUeldyLtXIq56bygwG0fe62Hmy2V1s7Mkxk42Rpd3d6/vXxXm5Wz+5NHj+x/dOz8/72fZZDK5nY7G4/GwPzCAIGKRDBKI9JIUWFxeeOcs1RtIlvjEqrd+yX6Z554gGw5eeu3Vl15/9eaLz9++8xJtjoFQ2GFigQm8LMvCpEkhPkkSJ5wilXluAZM0jXmBzggAzebud//5H3z1q1/9na/8FlJBUFgDvd5gdjFDRleUt5+7fuv2VfYFAHGZW3G+XGz0e5/99Ov91IB3htBSVUJUBjzSbb3CdtFhSNbNRhn3TrHIbS3W50GgHZ/wMb1Zp8nvcMA6xvHMbiX4ocXVbNtFVE+WWNoXf1rdUXXMpHdl7M7fEm6s0FCV4dkiqjVuYmt5s3WrHHP2rFF4P0S6a/vkAqm1ReFDhiZ/NZibNV0ft1xbXDwrrymgqi0MPVsNVFJoM6onRW2OqpxS37hPVbW+4pDKa626xOAeLs2xO2FhqALrsFEzdbq+gCMGhifo6F+aCNPI5QGjZzWFfIjG9L8yNDHasAXWlQiSNcys6VlBPMPMKTV2D5UtExIjuLK+pmgCXrpwFd8SEQENAOlhGpNoV1aWfr7Mlf4AQBeFK8tyuSzmyyXXqAahBQDnWJkUznFtURcfZmVCG7oXBmFmBFLrHTCdbs20ls2K2o4xfmSYiJJGq7QR55tx22rXp0OEMI9oJczV3Z3U/p/1kIIgslVZpZg+q+tDfMas8G+y67N/vcBh0xZG6Ac84wB+LJljRQnpdD0rPsUxBzIKJ/Ch9+Ngxy0rGk3S0AN4VnaHVAb73eCdIDxmWUdxRF3WBD4A0D6ibUh7bFblqJD4legeaPn5dPPKqgeb6DPJd2DPqC/0AeurZpBU8U+7lOIw0WpTbQ3COoZn9CHbibQddWV4wESwXvj9q9yJZxKlovGYACAJo0EU2bl06ad/6if3L+8uZ1NjKSO7WMwMIsSucC0AACAASURBVDP3er0qdlZ8iJdxkSUDoayGj3U4G9H1lUCVbHmrNiH2QEQaNIeAq7yCRkFBZIwpyxygCjdov1H4qegyxg/+GgPRC9rr9ZS4pdWwgg8hoic0RbgSyK57PBEZ09QQVDvaee+DY2FNHOIgLCGopryhDhZ2muDYmUzH2qeyDrUXBGSkuuLJBv3+xtBamyapK0vN1/bOKYJUluXi4lzpecvl8uLiYjqdzudzfZm+IIj3dM6d53lRFOwqVyK9VcvCeSJL5D179OoVipYdWe99knjLmXhG54RyQwmnCTCTtVi7swLZZe6EEQwlacYsZL1f4NYg+9Vf+aXHh2cPjs6PLvKjR/e+92ff/uJP/vSXf+anhhv97e3tQS9zxfLP/+xbSLy1PeqlIn7pvM5RC7AmGw6u7O1vDidFUYxGo/F4fO/eR++++64IeC4Bk+PDJyeHJ66UZcGDwcg7WZazXq9XlsVHH717cO8jAEpstrW19ZNf+uL5xfHb3//+99960/m838+2tibDwXaWDbMeiPfOla7Mp/OS/eliWdonT3Z2dm7cuLF7eSf3xenF6aJYsPjEWma4e/fuD37wg83NzRs3bvzCL/xCr9fr9XrWpkp+DniXMabXGyiLUi1SKq1m+67+GIOTTvsUbxSh2Qs1nCJvKvnTlHB969i0UD+Akj83Nzf39vbu3Llz7969t99+++Dg4OzsTPPKatqwExGdMihaooGBw+FwMBgMBgMRyfNFnuc6j1h9XjyLEvYszmenB1a1lYYQ6l22MRhyFZITZ0hIURRgiJkNGZMaZj48Ozk+P31yeDja2NgcT/auX71849p8Njs6Ojo5OXnv8QN6ejDo9Tcnk83ReNQfJAYNQ5kvDBICkzVkrM5/0TGxA2aD2M+yjUFauNLl/off+rMf/Nl3x9tbN164vXvtyuXrV195/bXJziXI+pCahAwZIqSSnXjPSYIgBqtkjMrIjoUNI9B8tlwsFhcXF96XKCUarmsgRCBEtAlZQ7n3EtHhDEFiiITJkEHBiqAXCmhslEX1Nzsc7065GAuYdYGtdmsNrwdbWrvQrsf4XnBqiTHhuEvsNGmB/tBJaQ9C0w7oUc9g/SpmqCifGmgtl0tdQkREidWnQJDr60MwfFRqVSNdrI8I105nmo60jiZiZg3zrmL/Gk8NqrmrFZ4mzI0Ar27bfKvd1bWili0c+JwAVFv7aAkWnTJuRlGMNR20Jgoxa5RdtSRK56T1XNVmDBBMVTBWKvUaK6t8vqtbVZmS1aVH6tzv1tgwS1L37EbP1h5mrRkV1aWEsl7j7AqtfNhXXShDo6NZFgtEJLJoiGr7bkEQz8obJzKMpM05iSSpcknYqy83AAAMsyEHE1v1ldBoCl+qX5o1Zms8JBoxsyt5G8k5V5TlfLmcL/OyLEsWVzIziyuRS3G5uLo+FgvQHAiFCxiSyQCkcjOUKEsc6oworXa4binaQ0PToYxqzAoDeABa7TuelcL38f/UPKo+tnWBlk/ps1x+1pOHVz2Q/mbcXIKPCwswV1hfff83bi4iH4f1NYCPj74T456y1rimhfVxGSxNjDHWkjHGcxmjhbF4iFauR+34H4koqwvQ6tkAGVuQYFSOg9fRaWjPw+7GzEgSYLrwfQurmeY+hhNbc760EXbX07UKHep0XzXj2AWUOTzGgv9Y5y0CjUELXGa3ZtzIrJtg8IvrWNdoRnynNwsPvBUCbdfNpRmRhjOMjf1m8K0JwUQiYnW604qCABIgU2vWnW+SYZg9u8FgMJ/OEOXS1iRfzEfD/q/88i9evbJnQAiBSCWObeQHkSJMDyP1sKUmRrZ2WFGzTKEa92Nm0R2Hmq4PICIR6ZjZgEXy3qMIoISJLCKyKxtfNYkxKB/2QqWV1oVFXShEiWEmKkrie0c1TsGfE+tmUX+bxZYXiy6qGGpQhqeCeKtYH3kJBobGYnBYDcxYAFABnveeMAR+rGE9xe3u6oKvHG5DLQI1+Ye5wnDyOUSJydrKqkPjbDZbLBYAsLm5OZlMrLXIMpvNNNf78OnT+Xw+v5hOzy+SJLFknHMokmWZ8txMKmgSrZmICBXis0mSpYQWrSGyZCtgkGwKhowxaA2SsdZSYllA0Ey2diHpF2JOl/6N77//zocPKOk9mRMAXLt27ca1q4eHT9763p9/9zvfTslvbQ2vX9szVsoyL9k7lHm+/MSdT2/0JsonnE6nR0dP88UcgEuXZ1liTOJKFiFDmTA5x7Rh8jxfLov5bAFip9P58eHxYDD4tV/7d3qp/eE7b/3gB98/PHp0enrc62Vo9zY3Nzcno8lknFjyvrQEzB5R+r1UWcCCMpvNLi4utB6bzWbz+dw5t5zNyzK31v7yL//yZz/72fF4HChw49FIa82wovQ0FkWh3dFsNlNeJSKWZa6zl4A8aA2qFzS4+a02irFph96tSZJ06HABDAwFbsyIy/M8lNeLxULboTff/O7R0ZGG2odxSfjBJEm03wuZ75PJSD/kfD4/PT0tiiJmeMaAs7Rs+jle8DGRVf9Vwb3Vuj9WgsW1ODOLpQbGl5oYDyCeDWC/19vc3Nza2hpvjLIscydnjx8/fnj/wcXZmXieDDeuX76yv7uXAPVsYgWldMBijbFIKIgMeoYrGxv1KiQUg7l3TIi9hAlHk/H+1atf+IV/5fYLz492LoE1kFkQyctC1bkEQGQ0jUGvhEMAgPfee/j7v/8Hv/mb/9cbb34nsX7QN/0sdQW73IkH8O4zn32t38MkxcXcG2B0uUF/48rei7duJsgkTvfAgFwhIhobvhPjV0G2Fz9DYxle6KjjfalD4wQANhI8k2PgIoze2rWj6ZjBhMvdcWdBROeKmKscSxlXNeeNAKQtOAzH6OrdOHR9Ed8nmBxjh4JR7/zrjRti3+YWw8iEe7BqfpxwWXg0eiymqaAAXFUfRhUXBucVvYXrAyQyIXox1DAUBGAY3/UMosTC+kYjxmaCjFTd0U6iGzDi9FYDVkMx0AdtU/TScXzGOCoCJcp/q1aX7XWNvqkyTWDdVaUZpPq2A2IAqUSkJnOKBCtBwhr51DiNZmIdql6uTqn6f4oOKxlr3o0ih7UIUuKTaQxEAkjWwGbQi1ghV2raVvFLa1anB1CHOq+sQYa8KObz5dnZ2dnZ2XQ6L/OCTKpXxwlLuIFMoxeoumMiInJsW+67UHFzgFBjxmKQWUSEXNhc67sgZFNh5472DB03F2xpo1puLhR7gUYMT4mxIzLrh3o1N7gFhoVvrjA8Y9eptVMqgdATRs7ArdSDyKhmJQ1BRNZhfVV+hvx1dJS4Pt3vY/4QNYq02kQIMaj7sDMQ4VrX2eqsWGJnl9iSvt1tNqRTke5Uj7iWKEM7BZWrqige1QTqUbQ9qTFwqymq4MfSt5gYSFBrueIZW2PLKQ3Yq3lpVc/W3n/jJ0T110inF88ECVFtXwTW2/NQtYKbAO6al+if5eaC6+IEVDe8fkZYaymDKKL58capC7VYAgAWRmlUaoPBYDmf9ftZP0sWs+l4svG5n/iJvb0dA6L7NgGI+DDEXTtugHaI7TowTTruXsGFNVZaxniFiHjPSgDTDEBmWSs7qV2tInOIqmCNFXfSif0FALQ2Pledp35ccZpI36IT0ZAqZk0b6Gv7u+AKOG9qugWLR1etVXauinYXjFVSBplqKb0H6TKr22/koWKX6JLmyjsVvHcodQMszMLE4rykxtZLAhAJbZIQ9a0djic7de1Vc/wYBXZG40t7l19+9RPi/MXFxQ/e+v6bb775/jvvpkkyHo97aZbneem8tVZYFJavkAER9t4Beu/JGlMmaI1xhm0qIsZ7Ngkl1oqG7kpS0Y3c/PQ46Q2TwXh/c9T/9J1hL3nr7Xfn05Pz8/N33/nmpz71qZvXb2xuJXuXR08O7j09PHt0cHeyObp2/brJeqlN0v7k/Q/uS/lgPp8rNdG5IkvtbD7t91NNSSpLz4zC3pXinDt89LgsnXMuX/qEEgBEKQiSh/c/2JyMCHlvd0JUbAzT8Xhc4rXlcvno6dnxycWgn/R62Xg0TBLTy1I0XLgiz/OLi/PZbJb7fD6fc155Wur1GgwGk/Hkgw8+PD09NcYsl8s0Tbe3t/f392/dujUejTQWT+Vw2vMMh8OiKHq93nw+Pzs7ISKAJFDvQqsTiGexb34AT+Km6FnMuo4/Slz0h5/q9/tQR1xubGz0er2dnZ3bt587PT198ODB3bt3Hz58eHp6qihNlmWKIRdFcX5+rkYvvV5vNrtQ6xdlgU6nUx06BAObWO8XAJ9w44dGN+4fquNl7swrsf6P16FPq9JIQXBFqQ+Qi8V8ulw8PTzUz3lt//Lu8zdvvPLi7GL66MHDRw8efu+j97/3/jtXdvcmg42dre3N4Si1tnTsBQxDilXii5Y+CRIIiAZAezCpTSSZzZcXJwfzB0/feON7125cv3H71guv3rnzqdfGe7tZmgKil5IURUECBMfes3OIlszFfLZYzKfTKQAjSVmWg14fURCNZ29qsyvRhEO9oMK9NCEUffhTlWgd0reBmdtOAc2eE3zR4hMYATK8Ki5djdkQC51ohNDbr2o1iWwsS1tLAW0upQ5htddut4XB56yJOQYIxteBmazoot56wedWpxhOuDVrNhhMkltwOgCIJKlpzakVCIwMSzpwaO0DhzVEJt6z+ulJjY/55lgixmz0Cgaw2MgTqgADju9oDI6goUuRqoyhKrZHqmqYq3cXBCM1HYmRQJoBATdcnprbKUxovXfc4JNxwmj8oIztWw1gNCcVkvptYs7Ox5Dagv1PJZIUIUQRTQqhqPCrWpGKzOx9DEXWPLfqOY0ADAwAHg1I5SrHIazcEHgvNZWxAl4BrCpXA1+2gtkYBAQIQpJqJd4E4EIxO02l9JXNImFCg95gc9Tf39kK89/Dk3lZlrpVKkMnd565KB0DmrqpM5VLoXhEG09qqm3TmqAgje/BklsTcJ1BGGtjxlZdRNFfvbmRv2iLhO3+5UdCee2kg7/eP3Y9F+Uv8X4hiC9O5Iv6lR/vd2Bb7A51lSzP6htjl8mq7Gav9aJE3EsR7qpK6ptW3Wu6RA5pq/SakAaUOlctYHrgml5LVpIhQr9W0cFdlNJOlbtITKOniG4arZTIYDq2IIOWXlwYg6lGK0eBm3wIiVoFkpiTi5FITDBy4Fy9iNjOvnzWH505UVSRSDD5gOYJ1irdMBI9komSwrUYRxFhVwLyoJdaS4Z6r73yyqc++VovMSieCAySVDzZNWVfvHSChB2hmcTrFhxd0GcytZhZfT1CCxe67piZ2WGNVvUEdeMfg1tAAyyHTx4Pm2PsAropIJ1kqmakLdAuR1bI7rKezFC7v1SzUmHNsRaq7h1BISfiufRllaju4ha6PhcCxAhxnVRZ1AIbQCOVLCSmGQfYWRAEgUGEPcZYClRGNUW+VN0mGRLhwjt15RbnS/VxZ0572e5wkPZ7125c/8bk62+//fbZ+Xly6ZJNE48IVFnDVToNQVPHxgIAMYth9FYqAq2z1kpaSTcILTsRVvsQ64t5khrjMyhwf7IJL91wi/NTd5pPF0fnj8+OHoxfff7OS8/1E7i7ufHR3bvZaOvo6Ojw6J3dK9dNkg43NjdG47SXmHTonXOuELQsmPWGeb7wviyKwuVFnrvFPF/MiqIoIF0CUJIkCZlelo5Gkyzr9/v9+x++9yS1zhfWmtGgv7M93tvbyzY/ubW1lSZ2Oj1//90f3v3gndnsIkvt1vbYueLi7OTi4uzR08fLfD4cDvM8H9jBcDjc2tzOsgwR0ywZDocl+8PDY2vtYrFI0/TiYvbOO++98cYbt597fmdn58qVK9uXNkPYHTOrca66pIj46XRaFEWeK/WyDM46HZ+MOEUtcPZii45OdR6DJ7EaKobg6uvbZHv0ej2iwWg02d29fPv2C0+fPj04OLh///7h4eHTp09V06n19Hy+zPMySRbGiHaA/X5/MpmMx+PNzU3lEs/nc8U2A5M80KQ7gE9sux8+M9a13WruH35sNYCR2xpao9i+9750rizLZVlYa+8fHoyHGzs7O7s7O7dff+X2J+6cHR2fPj16eO/+4ZOHdx8/3NwYXdra3h5NhsPh0FrOS3EszJlNemlmAIuisGSM7l5lCcx95h5ZYxLr5Pjdu/e+//a3//CPrt66ef32c8+/8vILd17Z2tuFjQGIMHtv0IOQsQkAABSFm+fLw8MnzD5Ns6SOKhQW732aGmMQSRAYwIiwKvlD347iqvFrKNxFWFjl0x32Y6dRCdu7TSjYpmnxoBb/Ky1HXTWWDaomRPpfII9U+WL1tM4ACgAhsXC8v6KmAgrrv+pUrmNVv9oZrgQUY+xAEzilIXEk3FbGGO9l1b1QS7UwmW1KL8Zo50YkQiQkZO+xmfNGnTBXf9VmpQK/CLUncY2GsHm+BzplRYsVLYGk6TW6juUUmchXT08GCal6jJUuUFsaqqR9AnX75wE7Usm4Hg8HzwoUV+4s0qmO4rG+jx7TcSxz41zQOHsjRHl9pJ6ckfsIxvlDzZ2PYAi5/tgmGk5z/UqsIMG1JYoBI7UrfaPkJCAwtSM9C5BEKjLvy6YpqnpIQkEGj6AUumCtoevWg69QMCEmUNELIaOCmwiYGABDiLi7sxU02MuiVOn+Ii8Ul17mZZ7ny7zwzoH3ZjAR8c65iB9k66UuqCY9IM4V7D0wQ4IYAfW69ovSr2wCWAefw2r6dwz8RvjDX7nl63wG+IsF+v0VQ/xWXaMt/E3+adZilHAvPzKlXaC+MDXVLXLyjImIHSYvhTstPCIrDAEi/9ZuJkTlWsq+VYLzKsmBlQAX1xzVWomwvkbOi9K2hKl3DU2s7pggq0GIrFM/xpl1LLACWsbrk6NzQigrzw+s5yj1Frd+PXVbvsDq/Pjn6DNyOlCgcTiKdkXQvRulgbM7vp0iviJo1+l5SrsFlo1+D4AH/f5Lz7/6ydc/0e+l5XKeJkZ75o7h+6qgSBv4Tk8YdGurSXSKc9aDSlgvSRKIwlVbtUKLi6J1HjQ9doRwVwBjx0IAIqGdRDFfHf5Sx7MuwClhFB2Bn75F7NHM2tqcJqZc1sNOX/VwnkU8AXgQZmYHJbJGLHhfBhQu3GbtM2/QmAqNDQqucAtG4cjxgtKrH9FsXP2DNZHJOTXbEABrrdQu56RZ6ko6FchnBbCkaXrrhed7w8GdV195751333vvvfOT0/F4bAAJjZ6/svTMhTHGmsRaVCa7sni898iVIRABiWfyHsgjYlmaXmot9oUZvWM3z5czX+SbveHnXnvp4OJ4cXJir+zlFxfv/uAHZLPDw1Njslu3X8nny7S/feu5F/ev3PzOd986Pjo/OTtOe7C7e9lStiz8+dnF6dlhmpAvF3m+KPIlshhjs6S3uTnOsozSIkmS4WCUJAmiSdMUsUq3K8ucAHcubS2X/el0+tHdD814uDkZf+Yzn/rFX/rXkf1X/u/f+t3f/cr777394UdCwst8Phz2N0djmmxuX9o0xhAmxpgsSZMkUd9I9nLlytWtra1ePzt68vT4+LgoChEpS/+1r31tY2NjZ2dnd3d3d3d3b29vd3d3YzRQlZrifkSUJJkWpsvlUrmjcTJe7P7apbuv23melfC+ymGD4GgfnOJqvRwRZVl2+fLlq1evvvrqq4eHh0+ePDk9PT04OLh3797p6al2rfqZjakYdBcXF6enp5PJpN/va+pDkiQbGxuqIlZXm2ATEuz+Y4ebDmMTcY0dyOqxRClga2fK6ISFxQAqP1NL5GzQn5X5+b0P7z64NxpuXNrcmozHl65f2X/uxvz84uTw6OTw6J0HHwHzaLjx3O7+9Ut7/eFAPC/zYp7PLFJCxotPyBprhRk8G0QyxjKC8MAmQ0rKgp+8/cH9H773na99c3tv97k7L37p53/u8s3rva2J2ocyuMIhoVG7IO+9DhTKskhtUl0RJ3aQGmMMOhEvQsobI0uDXkbCCOy9F4zDhKpzF1c5rfgZoiC6ayrjaMbXmaC1GCgrm3mwlo2T3zv0UWboAICrHp7N1Yfuxh4auc6DuIZ5W4JAvYP0Tgz86mBsi8EbA7omSRV8FOEnTjhMZE37kGuoqHVOrLUepC4vSEQwYQ2a8yJYnUZsnnAIGEK2PIhUc3f9nFoKBScYRFPVTtRkOJBmXTFBO1vCCxJqRkGt/gUB1S2hdBSYLUd+qliPAFCzYameTcMKcgAi7BtSq6+M2SHILwQwJn+1PCFXkZ+a4Fr1qNVCUqaQOh5TVQTpK/N6hERIAAIYUDhV+lFs1iA1Fu1BEIDAqA8Icy2nizLJAj1NwzYqlmxVu2oIGWmvCOBFhNhXLFMgkIr1ai0BiNJWEaSGTMWgB/EiQsYM+slwsCW7l3R9Lgu3WCyWRaHifGZ+cjTVnVnjRpQYJCLeF2qIQuSJyBgyxgIAk29z37z3Hsm2C2Ra03H8qJ6qtZ+A/BUbopUb/y8A94nIXy5FotMv2BZYF4JK/nK97Fq476+Kojb5Tp3Gwot02iRGJAZDVmdTrXuPg0EzITYRdpWGxHO9y/uaVNmNVAIwwiIr8dYiYld2ZKh1qatsk46qO8xxBaSdzRj6z0qCFUv4Av6J7ZPCImvGv12r6AAWreFEoXSA6EbeHXfC0rQWzyLrxvabGPBYvUUrjR9FT+xmBhnLNRunUxUx6ptmSWotjTY2Xn7hhddfe3U8Grp8mSQqxfNYB7KtXEEIqnWoU9GDtWOsFuvcqEGQHcaU8SO8CdtlHXIKKWtXN8naeSJIUMK4V3seeEYcZYuJHpQPzNQuTeIaN3A/ViG1mIlERLwSL9ZpYjt/qhR4AWYP7BVJ08KLnWd2FUZRNYemczgcDVyMGMCK+QkARKwpFlW1BAjSoKbh8R/FzVOtX8UgZE2STPkwSZIGXMU5r8HixposSdWiIy9dWc5G4829n9i/8dzt7Z3dN9544/jwaDgcVgRmRAHwjtmLsrmqEGSbEDEgkiOfeCJKBJxJrLVIRpCMMcAJe6f1ViZikpTLJRvc2ui9duul6eH5qL/MSzl5enoxnZeC/f4wL8v+cMvD/MUXX//7/9qvvnTnzT/8o6+9d+/do7ODD+5+xzknnlncsJfMuCyLeT+zW5vbk83xsNdPbWpMYoxB00go1cBGCa5F4Zl52B/sX746GAyOj4/v379///Tpcnn++797///51p88d/PGZLzx+c/9xHiYPn36OEttmqbXr18djUZHx4d5nmdZVjpR78plURokIlD9nnZ3N67fvLi4eHxwcHJycnp62u8PmOXRo8cPHjwgoslkcuXKld3d3VdffXW40U+SRLFBa22apt77Xq83mUzyPFfOj3ZfmvsXK6zCRGDVB+VZ09BV03n9TpqmgZOvTOBwiX0da5Zl2fXr1/f395WPdHh4+OGHH969e/fJkyeLxYKIvM81L0REtK/Lsuzw8LDf749GI8UAASCkWbjajiiOie/I/1Zbu1bXt+J3is+ShaiurxI6KaBTnYr5+VTNaYwx09ni9OwisXbY6483Rjtb27fu3Hnl9XQ+mz199Pj+R/e+/fZb7/Xu7u7u7u/ujYYbKWUeEAG9Y8cOPCNLApRYy8yKJYqwcscSMjlLfnL+5Gx2cPejr//hH1+6cvnTX/riJz//2f1rV3ubY0rhYurOz8+Pjo6cL4xF70uoiRK6Ryo+rEbxAIlu0WmaZlmmO7A1Kp32LfkKai6YKjykGoMKsGBCCYtjYawjZIhwVWIXXKw6A8GqYIrcaNemwMeXKdAsO8SKTj8ZPyMDfTD8lyVpp9tcRe08c17k+nZxBoMgegUeg9nFug/dGETrc0lce0GtY8rEq5Gw9lOo3MiNsQDkg81Ak5ne+FVW/SGwBzHS0BdBKIBjYVjfcuys8tRIQyOjXOJmIt/4Z2LDMl0JnIgAn7qQ+pg2YHXwpCYJ0XXp3rn16mo0YMaYEFfa4pLFOhFCACTBKs2i6lhFi96uXgabNMXK4yY+UqnKFUZ1R6HaTQeJRDtzbFKj1B20sT9t1ZbVbIKrLdmDiFhTES704e0BdTIb2b8ZAF+v9aQy7PEFANT2pMYzG5ThRn8DBwKk/OT96zfUMlQng9OL+Xw+L4qil/Scc0Xu2BWsxOjaQbr22zf1+g+oGv6Y6Nwz8vr+GgC3v1U26Y/p5lIFkdXJDSH17i/g5tKMQaLkhiCRFOVp/Ag3l8r2o4LmK1PBdrhThLNh3TzEUzRp7FZbgjfvOr2W2vCH3MwgKanaKvarOsDgodIZvNmqAF35kdppqANLxu4yoeVYSygFAGqhjhwTwev4uGj6aMyzrk6UDCErYRiNGcmKYyo3b9Q+qFX0FWN6QsRXIYiNc7jdGFY826a7C00pgDGNc652FFqoJW62t7f3yksvvfDi7dFwAOIJJCGsJkk1sSpWsgWvztVD0MXQ0EE5/BRrc6gJwvpJ1K8lwg8jn4Y6r89W2KQIcNDcq5tL5YtjjLGkURCacFDpV5jVvzuUdOooIt6pYo2ZB71eeEJYWpNeHTwJMMb0IzcXIhIuu60jK+EtZDO09jhTdYmqsPOsnk8AvnTOFeArl6NK+8FSx+C0SlLn1TizmkCrrZzUkSqxP6Gelo4eUv9q0XbAdl0S6lYX12RlWSqnVAPQKpE3iy9LIlLtU2LswcHB1772tbsffNC3SESJsRVq6nw9BUBjjEnU4oXQGlXRJGTAkElSsikgobG9LBNxGxsbSZpSYgfDDUxTAUqy/sl8+M0//fbbH3zQ35zkjA8eP7FZ5gkQjDEGKE2SNEk3Nkabz99+uT/ZECu/989/fz6fj0ej8XBw88bV99753vnZMZFDKcU7qHjshogKV+jaGA6HxpjFYgHAwSulLN2lS5e2Ni8BwGw2e3C8EPG+dGlmxTO7YjgcDPrZaDAcDvt7e3ubm5tPnj761re+de/eveFweOny8TeHJwAAIABJREFUfpZlOnPN89yXzhijhpZZljz33HOTyWQ6nV5cXDx69Ojw0eMGlK66KVQY7Qtf+MIXvvi5PM+169DCOvzRF6uCbj6fB5loLM9bJeSsVsDPQmbiwUdtS4vBtcU5p5hYnfVXvYUKFPX1Gvnw7rvv3rt379Gj+/pKPRD9WgMetC3R9k/RPz2u+Xw+n88V2uqY04RPFXCnTssX8glXBzQo1GqAscGgKuMr70Mn0O9n2oKqTag2CdaYcpknSTLsDy5tbl3Z398cT7h0Tx4+vHf37snhkS/dYDDY3dq+cnl/d2sbS28Fe2SNABTOImVkRQS8FwQvzIBkDSXWMxdFgUkiiT2enZcGx7vb124/9/Irr9z5e39vNlt8+9v/72/+5m/+yZ981RqfJjIZDVBoOXPl0rPzN65dfuGFKywXAjnIGFxOPt/dHH7m9U9YKQk4IQF2tXUn1SIlQnAdQDisorCigvYyAICdZIXYAnQtTBebhMWdVNxGerfS2j1jPIGIDn3nEuv/1a9odbXr/CKkZWpOSa/XiwkszTFy8/mr7XfFqjQ8m+Jg3uYRKS1GTOxyBzZReLZ2BCFEQiTfsF4CDAXBaK9CZKB5Xy9VL1FVBSAUWZ5oR8n16z03QRr6a/XX1QdoQp+p1NOu4ZMIkWl8pIMkr4qyiv02Koqp0rbD4Uh1i9UdnVC8DBzEESBN16d+p4HhWb84SjWrgxNE0NXKPTWnXXHmqyPsGXWL4CB3jNxKvEqdwioV4trDXqpf3jSTSK1Yc5aaPcsoovAdQYgFE0kw0RpRdXjaH1hrORRISrXVXRRrJj8YjQQsnPfeZ1lfT4i2u64ivpvmflHnGC/MfDGdO+dypYMul3leqKc3UMrMio8RWm07va/hhupGsKHYiVVINYX449xc6ou+Pq/vR7u5RN4Q0qqL6NmuKOvUdgh/UTeXqB1DeFZyA/5VkLrYrGZNP/MXwkL1YV/vs1VImm3i2glXBWxBTRdvviuUziCBq7d16U7B6vQVv2bSI4TILd62/jibarPqXviGVhE9WqgxEMKOLbLRX4JrHFxNOHwClCr/DbCKBe8wmujHQXIq18rVUxka8ig+phGGNQeIa7u+ON5HZweBK07R140lSe3Z2P6Q9bQaAAVDjtZ2f/OFF154+cXnB71+WSxTQ4m13uWm3QW1+JzVoy4m8UYaPIp4Vt5D21gyJLriCku5FetEGAZ+2sSp0mGt1UT1g5WglInIrHh5d65d4GfG5j0dR/KOtK/5K0iLaLQSwmsAPy5myvvKVZuZvav8HFiYHXgW8MK6dgQRvYvrWmok+MxenUs1Np0FK2+Ixu4cqI48VvgdOXa/QGPKdo6WnkMUUHvV0heaU2+tJcAFl6Gad86pEIEBiMgLu9JJIvtXr/zMz/3s4dFhcXHW2igYgkFr2G0II+KOL4BJBAQMGBDxjkoRds4BIrBnAbQJ2qTHPEr3Xrz5/OnJRU7YH6Ri908vzk8uzm1mnUeXs3EpT58+fCzvffS9z3z+p17/9Jc+/8Uv9XvD/cuXU2uK5fTh/Y+Ojw7TxCSWhBCY2PmiyPM8N1nf2nQwSG7euNHv9+7du3d0dFQUSyKyNiG0jx89PTo8MyZJkiRNyTnvitw7n1kDZIp8Nj09OnAuSZLPf/7zg37/9PhsMVsupkW55PsHT69cubK3t9frDXq9nogYrPoc7+2DBwd37340nZ4vFov5fD4eDLVz02WpIN5yuTg5OTHG3Lr13MZoqM2G1qyBbBla9/l8PhgMtIpdLBYBLdEucS1VuwOUyUpOaee5EtskahughbX2XeoZo/2S5j1oSbqxsfHCCy9cv349z/N79z44ODi4e/fu48eP5/O5hkYo6KeZItoGq+1nv99P03Q0Gk0mk6IoptPpdDrVYPTgcxA9p6X1gEe1kkfBWMfebJsoEVZTS63ixjV+GhbzhRFIklQU46o3wGzQF+fPpxdnZ2cPHz7c3NzcuXRpd2/ns9evzKfTR48eHTx4ePfw0YPjpxtZ/8aVqxtpb29ze9zre2ZXupI9eFYz0dpZt7Qs1hgScvM86Zu9ZAipXZwu3vvGdx5+7513SjfsD2azxcnJibWWUJhLImKnrrxijNUcGnbVU0bPS5IkzOzZE7IXQeHo0VY9bePGrNNExc1zV9iMjV1w4N+Gsxfap7X5e6sYbMfWBVaU84F7GX65kMC6dB+dZ8WfNoijAgUuoHzh4bKScA0dFxavPEXmeBpS3ReEq9G7Me8UGr5mC4CKBGbC3BglVvhSpUYzrZsxrliqqOAaa4oiK+pCqHq9Y69OYCAQd5I66pIa/4pxsBZBoN30Sv3uVRspEGeD1WKwgAqEJrZqosM91ur/2zzzdmhhU9XVH6AiVmJtdiA1rVNXNWOLB1YH3NWFZfVGpvpZhogoTgBO+y4BZNJgPNXfCdSMQYOo9gtc//6QucaoTuRqz2Oq3rVpQSsCqqp0tNZd1nk2CAaRg8sogfiyKIpKv0/GpDbBXpovCwZhBi+i9kNIaC0E8kU9iDZIsLm1ofW5Lv58WWo40CKvXl8URZG7PM/FedsbKHdg1V4BusZyf5vAncDfJnIYG3Oomd/f0vsB/DiE1GD1Edt36GO4kXvVUFXhytWOjgGQOyU1iAghdAuCWkPVKfHr9arlZnX/E7SMNDrMScVJKk4jm1WiZn2RZcUrjBDXQqDanrTahrjxCwTjTpPQ6Pqq1NNVIUFDOKy66RWLqfrFHLiW/x9vb9Zk2XKdh+VamXs4Q52aq3q83X0H4uIOIEgCVNCG7JDsCDsYoQg/WLakF7/4Wf/Htp71ZkfwxaKlEHQpBkFSBAgBuPPU81Bd1TWcOtPeO3MtP6zM3Ln3qQYgRYhNBqJvd/U5e8xc3/q+9X3rQbHYApgEciS/d5yOT8gq6x8D7Ocsqlj8SSJ5/JAia/8cgaV42tjY+PDtWwe7e1mu69XSaABUEjkdk/Ta9RrFUyokMiWWqn2TtC5eSujB4IciZHiSbCFwpb04XuXiM/rIOgUtFCciE/PTI38VUB97yQWntyBKVlBx6g2YOM30B1diIUtEkFyKntBI8RWydURkdj2qwZ9mvfInKynSnuirhToWjXT0MKCmw2Yw6vYhJCZIO9YIZJmIrWM5YAXMxDI4l5TmrTO+a5vxERCuVqs0a0uFbGtnQBq0ucmMMU3TUGOZmWpqnAOlZos5AGxvb//ghz/8yUcfkSNnrUXSiKigU5m1U/v+4hjlxEacAMEZB8BMxujpdFoOBoPxyFpLzmpRDcwvtje3bt+6+cXD+3pQvHnnjU++/iyrVGXnw/HAQe2oBmNGZT6dn/30Z3/1819+PRwOx4PRjWvXtzYnTx59+9U39x/e/2JjlE/Gg9EwHw2KQVkKvmVdNE0znc7OLi5JqUW1skzlcEDEq8VyPJoYkzNDXTWgcFFdaq2Vsq5ppvNmuZyTtdVyVdf1/HJ2/fDa/u7eztbue+++n+n86OionIxXq9X9+/dldG0wLAZFKc/MYDC4vLycz+da67q2TePOzi6qqpI4O4F/EvaV5/n9+/c/+ujPhqNS7shkMrl58+bh4eHOzo7cL7nF4/FYrrlQixKLV1VVdMLsGdlfCfCu9EuMfHiKHmNKe1qfRTAmkoEo1ROSczAYXLv2w8vLy9PT05OTky+//PKbb76ZzWZRtlDXtXNOZLEy6ReVn8aYyWSysbGhlJpOp3KJUv9J1x3GRlZpMvtvuevmee4zVBBNnrXiVUv+HXQuplRLrU+gsizDAtnRq1evTk9Pnz1/trO7PZlMDm7duPHG7XpVnR2fXLw6/fLBt9rx7sbm9a3dcV5OBqONwRC0tuxk2DXTBhmUYnAExOO8tJZc0yjHuaIxZHujTaXUsqpXq9XR0ZFzLi+Ns3XTNIrAWssEogHWWjtC1GgbrzP0FCVZRK5t3Wo0dJDBJ9t06uaVPjaRXk7FwzJ12QvJ6D05PWF/ZyXvdiJ8owrMuqyy95uItYR/7ugzE1/ungA1fq/I4ZxzklAazyvaI/mTVf20QG8YnZxXfCOYkYEVcQ8YY1JyQDcDA8EopDglKKJkSIi+NlIlwGmh7+L8YtXUQn9h4paHqeWJ/J903xjI+3RKteQdTTAIFFM+UoLROy0hv63EYkm2b69WUYmyNLZNUqsPf1+Szq9jYmotUsXWIdlDo/bYR/ApApUUV6yBEm42wCQO5Fw7dxOTHuKIZRBpAQhkJmHXZB7S7/Wtik1Mt5UCJkfxXJPYCcf9EUQOkeWCSaHttzpmIM3A0eMHAQlUrj1PHvnPcMUsKkSFsbflXANEgEoz6gwMg0T9KqcUkiSlIUTWhJm5aeqUFhqNB6PxQClFPJBdo67r1VLWVV4sK+dc0zjhA4lYZlVQ6/9sT5T/TJMVVh2w9xvnCf9LengC/LN/0YrTOAzYylrD3Nf79aYZfUOAIIayByV3QFbpiBZdNXGmuCNEdApAwFY+GJSjISM45Oj/DsRIDKyAFXHdLr7sItJTwc86acszuissHCMKWve/tiJt96Jnlaoc19kYSRRE7g/CiXe8gq5rM7krueDEwwDSNq02PukurD4x6zw50wCJ6TWcktYa1yITdRc39pwcAVTPCgUYFPT8FSg+A2uSFbfemE9nUVLyKle1ZYVgTJ4rRjEcM8YUGpmaDChHZZDGg/z2retv3LqxPRn39jANHN04008GALPmFCrLpHgnGMAoHg6PULuzSu5f2G6V2Jb4xUgW96YJnxm/xYXPd+xsRGvM7Jo6WhRCEvuRIcreL8RU3Iy1MT6iVxICE6ZRKzDGACYxxGDkSYh8KbBvSGSoY9PBV7GOvDebvyvEzMg+jRBYEVlJahVpBtWVXCRpLJN1RGRCv9c/hDECOMk/EOAtZZmUoRJzJ2pJpZTBLHXtjzaGzjlYG3CKRXBqVCA/LCxNbx6ydoJLvZcGKrDW1nWjlFrMV9ZaNJkxhgl0nv/8b/7mb/7mr8/Ozna2tuUzh2WJqMg6RMy1Qa1EAiqlp5xFlol3ZoaIWVmaPGfQJs/yosTMeHNw1KPxzrJpLOT/5s9/4vTgjd/57vPjkwePn0yn0yzLMoPW1qPhwHs/6my5qgBAsMR/9fd/NJlsPX369G9//ovnz18sF1UxHA0H442NjZ2d3eFwSHDunANQ88sL59ygyK21RZYxK/KuezrLisWqXi6Xy+XKJ9pXq7quJSXMGMyybLI92d3d3d3dXdWVRNtZa7W+c+fNe/PVEoy+uLh4+O03F2fnNw73JuPR9uZoMZ++Oj06PT89Pz9VQMotgsorCzkHwyzLNoaj8Xhs6wbFdqKpi6LQ5VhC4W/deuNw/2C8MUREa2tEJHJoxJKmAVRVVb06f8VVJrSGcy7W0zIg10kxDX2mhANMiC/lksTXoOeH/GrDDN3HkOuJEYvF4quvvnrx4sX9+/dPT0+n06ngrtitAHByKYrwS34/Ho9jzqQEaltrs2yQ9J64J0wNpWcbRpdaffSErH0taDJOJg0U1xU19NUBzilirXWZF9uTzd3d3d2dnc3hWAb/nj5+cnJy0lT1xmh0eHi4v7+/Vw6zLANLdlUh8Tgrc4WqtkhKGVMTO2Mow+mqeveD99z7f29jMvzyq1/9y3/5LxQvM0NINBlPmlWzWlS2qkfj4g9+/8MsV4vlRTkw3BRuNct59Tv3bt842MuAqtUiEEkaADTGOFPmrrazd9d6vaR1VBa7eLD2S4Uwhp7+oonkRtI6RESF0PvhqG1Onbciuovq01TB4YhknZdEVrHGbZrGNh7ytUmqWttgdpV64TJz481HuDeOHrMx4+EppRruRE1g0jtGBYF4gSieZ23iwZMM6ikFCC6J6WMOn2C09FAEUQjk1loTYDsrwVHULYOdiYG50vGqMgN1QTgFo3+4Cub11ODktLSnO6NArRMERPI8jC+20aBCfPm7Bi1KDKJWZaG7dLCHOgAQTWJjIZTUwIk/jVIas4Tkb8kEQXQ++TCishB16E+BYpufUz9kRoAweM8QZuaDZNR2OV75Ad8IU21Nlebd+TkkxT7SkxNiE3R6zS1jr+FOCZvC0J0HUWk0olexypAqh6tNkMgmU9oWNCtQSjfkyDEzOKZq1SwWi0W1stYul5V3MfX/H7niLC1Qw+XV65Gb6+r6+E+ajON9SeIMdGgYd0r/uJH5XgOs+ZeASulxZJDJ2Pgaqh6TlFh4oLoC3P6TKxWe/3mkXpgIjTOAaw6H/0ky0c515IQrb4fTr561BdWTqq83g1Mj7E6M5muU97FhlZJd7eMLrfK+8y+IY9hIN0UBr1R9YAg5TeWpzKyROg9ABMCq87QhKwUEqNuBTF/Mc5z48p4oHHIXqLW7bHc+oPSypwBXHslEvwDprCZAN1wIXUrpRKif2kzHn8+0zr1vB7DCLMOQA24z1EZjpmFzo7hxbf/GtcPNzQmHwYO2DQmcjmR0Fv3X2C61yQox4zTYKKepRKrdlTlez6iNWY8ZTC3OegbBHb8+ZsnCcs5pjakNfWomFF0Hes5p2PWVWXeA8J0C5TKMa1bHIDFNHCRRb0pHU2y8yAUfGidiMNkcKYSneY+WMCTRzqQzO3Zp1cJ+XQ59jWiJI7ZcgZmM/xtF2j2ptqBBL7WFlogTRCd4QISCcppN0wAw+QlaSmZTQWR4TdNkGVFOGrNcqR/84AfGmJ/+9KfHx0dlXoxGo9rapqrKMkeFq6ZWKyqKgjMGgCzLHJFzRAyOlNaktXYKDBGaXCEANtI+A0RjeLmc58Wwapq97Z2fffL5y7OpA904QgXVakGZFsWj1HOXZxevTs9Wq9V8Ph+NRtPp9ObN2++++64C/fnnX5y+Ol9U9cmrlxcXF/P5wjl3+85uUWSAOB5tDgalYjedTjns35eXl9OL2WpV184W+eD09DTTuizzwWAwGg20hqIoBsNiNBpJyXh5edk0TaTfq3r27Nmj3//DH/7hH/6hMeajjz76t//mX9+//w0CG1BMzfTyVKHa3NwgtqPhlqCarBxIoLlGo5QqiuL64eGN69eOXhw9efxwxQ6MXi6XT548ef78+SeffHL9+vV7d+++8catzc1N8XxHUIBieumGg9FwMKpXHH1fhBFan0pSa2Huqtv0Sd5BdaXVZ3cykNXVxmvtcOBoNPrggw/eeeed733ve8+fP79///7Tp0/FnVKeTKWwrm1VTcVJpSiK4XBYluXFxaXo1be3SyKSwb/pdJZ0TFoyqq5rIXNi4pmQil4Ic5Um/HXeNj3hWe+ftOoYYxQzWTdbzJfL5enp6aM8z0327ju/c+P2rXtvvzW7mD559Pj502ePnjz59sGDAasb1669cev27mRLs7K1ZWfzTJPlxllGTaBqcnlZbO3sTDOzWi3INVpr2zAiqnA95cbleS741hgDrGyQVMTOjuytEfVh247k1h+YOeXuUnDVg0Dr16pn4xz3FJl8bjfzRCHZexpjI2vN/4PW423XNfwRlBKzUPrxr8Qetqk7jkQpiKVgIRbvuzRHenAohka2o3TOiZ1zvDg6+fm6rjUYFbxG29ndNC9eKWaFGjlVzwbUFxd8lWT3hQ2RIuqTRcO5YAcDvd5HG+bUa3bU3Uj3Xsek96Xe+Qywk7QMiohAaUYm1bl3GFL1ggFowGzJBHtiFkBdgxCMBRu0g3O4/rClgfQUtKt+zCIJSfaen4nIMybRUbem9ewotkgJIR55mvqAVzrWJgxwWsxDv4ZIqyxsn+lfP9SquC9zbW9o6nMbPgqT0bX1EWjVOs8TK/CWeeIog1AWw9FoVDurlGocEZFtXF3X1XJVVVVdW3IuRFI7pXQ4ftZGK0LvIJcgGuvqSGZGZgAAlLLr021JXAP05r9eY7gS962OFo9b5jMyiJwOVf3GhHQWhWcaMZ/+Xg6KfxtlZifkk6/edeC3MNKJfNNVa2K7WMjilU6UJZc01XC2dNBVe1uK+noANSRA+DToFPWlcz4QQN3aA41KewVCSs0ppXQH3Pu2zfoMd1v12qYda0zT/LhDm3oNanqA/t1wvSnwFoG2rhjULX0oaO67+qjkecV2IXay+kbxbQB+tB7/HVut2LUt1igx2SDLX5ZprcA1tihKDS4zuLu5ceP6/s3D/fGwjEY4nXZsPGZslX4RovXb3snAq6SXRpSLiOxUry8YunEAV7UPOit1fBuIZUhxvX/c3tm0n5rouFJVUlD7dDRLiWtRV7cJhCokAcoxxOFjcmkrWgy8wpERMytnLbN8ArNj3xrkqG/EEPPaKRHkAxwFk9KOzNjnRihgZgyGuuD8yopSkzmXAjwgjloXlSR0R0YxVgapq14UMqVaULHJ8XjSWdG8GWPKvBQ87JxTqlFKkVaIOBgM/usf/eja9et//Vd/9eTJk4vLmSI3Go1mi9WgKBAxM5pATWcLIppMJuErnLaZ+LtoR5klnfsJfwXAiFKTGahrpdjB3Ts3v3rw6Jeffwz5YDAaocmVIuCcnH3y+GQ+nzfWVlXDCoqiED3hixcvqqpihtl8vrk52dzcfPbi5Wg0+uEPfzjZ2PrJT37y+Wff7O5uF5kZjUbG5E1VzS6X9Wo5nU5l3j3Pc5OXyIrYvv3WLZlDy/NMniVjTJHli9XSOZtlGTuLShnEg4ODze1tNDsPnzz66N/9q6+/+fTDDz/c3Rn/4Q++vzMZkWuq5QKYUN+9efvm3t7el998OSmzuq4Xq1XTNOIvKkJNAD1bLExevP/hB2+++ebL4xdHR0ePnzzP8xyQL6Znp2cn397/em9nR2w/33777b39HVs5BWDC0F2eZ2VZbmxsSF5CUzupgNclGDJatk7gBMo+NmJ0aBVe4c4XW2Cv2aa8GlB45sFgMB6P9/f37927d3p6+uLFCwG0FxcXy+U8ltfiR3d5eVmWpVi/eN3sYCBDgBsbm1VVSYSxc030Mh0Oh5Ios1qtlCKBAak+sKdOV7/Jlbd3FuoqZ1RmBo2AoFhVZG1Fy9Xq3//lX2xvbh3u7e/u7t55+82777w1u5ienZ2dPnl6dPbq8fNnW+ONG/uHu1vb28OxzjQpVzektFYZOkUqgwb5/OK0aZZnZ68UWWanlISMKxcQUVEUYiuitSZqiAgUiy2Q1loFHx0RraXrPyQO5BH4JZFf2BvGTrPOegquXuJOuM52PRAIOw9V8s+hv01EyNf78NYrOEiOIzpSPjE1E8ZPXqi6rsUIqiiKGKmyfuQpOk1RXzpS2NkX5LwCLtYAnAScxNI8bR+IGUhstlomJtBKozapuiTOVqXRKYox9TyPx6bRhCyKGBIPUV5G8bqB5IvT+n7dFzEFZabQfq00V/F6iiMiMoFC0N3tnjpRWwGxQM/0gVO/vVTkiYnQKXJr4SClMRGexkBZJc8PdItDiq42Uoh5U+2YtcCs2iiOLuHDKNpRUm2FrPrp0P26mkFj90IlrwCGDLzeaor9wOf1Mau0EnsN3eIfS4ye/H0N0BoYgeg86RwxKQCW5BJp1wJAjok7tOPGWbGKWS6X5Px8YNOIKt4661EcAyhAcX9XANrkMT/bO1AKeteqN7zqUR93LjD0/GBCOc9wFfBLcYc8wMlsVu9DuONKswbWQJmO//WVe8NvB/x6++XrJumvmPdb61J2lsVQLMYj7B1nWsenD9aVy/eVTc3XcX2ipIEuzOuYlOAVu2aH8kocKdtcNbz64RZB3fom3dSr+AJ1FZ6UKDyDGmQNLaPK0sW/c9Fc94WPMlGiFAdq5YWdruv2CT5OXUWDGW/HIp9DV5RiHZPPjiMRsELwhoagARBYZzgqTJHlO9ubN28c7G1vZSYoWNbYsyut/NZ5gPU+QuuOEHFsGA5ETMfNW3oqGAt1TAWpdal2ArlBAaP3xlwXBsdF1odThxj0OOVIzvUe4xSs4vqZAvW3OiSltEAyDv/Ea3IilPXZ0N6WMxQCHkNhmFRk9lyfc052nLTNQ8qPiMjAdT+2gfwWa/KMkza4L5UoYSEoQcJJY17QoPMDe3Wvm8uciSxQ5pesreNYixRPcg5N0zRVTVmmARG19N6IrHPIDDWAZSaAm2+88T9dv/7y5cu//uu//uTjjy8uZ2VZzpdL2cgzPy2DF5czk5dyzFqT1lagVO0oczLH1Ihhmcoy5ywqPZvNsnK0v3P4ux++9/lXX19Mz1zdOMWD0bBaLojo9PRUARpjDq/tjDfGeZ6XZUlEdb16+PBh0zSj8aRpmjwvNzZGg8Ho1q0bBwfXWLmdnd2mqZ8+fvji+QNyDZED5MXldDgq9/Z2jckAYDAa5XlpjMkzF8s4rZVB7RzNF5dlWSpig7quawQ0qPd2dm/durVo6NmRKwt+/PiLb77+JMuKYVFOJhujYmtjNB5vDLe3N/cO9l+8eP6rTz/58snT7e3tra0tUHq1WlVNrSArSj1frBarZ6enZ3fuvHGwt7uzu3947dq9N98+Ozs7Ojo6Pz8nUlW1ePp88eTpoy++/OznP/+55D28++67bPVqtRqNRtZ5b/qNjY3JZLJarapVM51OU0OLK/2r1vNL0q0qxuvAWnSvWotKj/0OIe5k5E++ummaLMv29/cPDw/feeed6XR6dHR0enr69Onjo6Ojly9fVlXlK2NrZ7OZMDBR9jkajcqyHI02jDHD4ZCImqYSS5u6ruPgWZZlACzPdi/NYl3Vsu4m0kvj7EXPdUZWwKseYu1GxE5xNigvF/PTb87V118Oh8P93b3d3d3J/u69N25fXFycHp+8Oj756tmjz779entjcrC9uz3ZOtg/YG1qcgtrN4ajbDSYzy808vHxkbV1ZtA1dV6UWuuVXRIxsyvLUq6zMVA3/jSjvpGIoD9QAFc24/oT+AG/9djOX7+JpB4q1lJ0f133y1Fd71CMYp+rMhh7op6I4SNThxEFas3MtnbSunKOFCMxibjUhbjgXps1LXIcdSy+Iurr3Xefvye+punomGfWdGo6GoUlAAAgAElEQVQk06vXo0keEbFVOlgLICIpTG2xWmFL0kfWyVCGlFZaa5ka7/jogJiiS3zb2hZvTO/J7776ndmZYF2ZZCwr9gAbOnN08pvaclv4RWllYs/uUhNBTItYZKbAWMZgs1YOY4yJ5YNTjIEe9DVnIPowjnoqb5ctEC6Y1qTRwX2rAi9PYFBB4s6AUrlx4B7EpqF9jAET3JtkmSjPW4orpgrWwf5QQVE3mSJqYrn7S/WSxl4DEaNaMiiE0ve6/7ImzQixFEDyvgnAzOSUaEQJ2vqWtEI0YJgJTJ6L+4sl55wTBGjr1jPJOUfOsbOKlON0m5CK7wodH7CKuSmdAvg1GKgH/HoDcQpbC0mGbnQb/JpP7fx6rcIT1X9CHiGkXknqN1GMv43LTZDQaI3E1I4I+2e9/8nt5od+XuvKjle3hr6at0kow35jgyKPjaDk3UdUALL9d7s+dIU0CKhPOnWGJKm396Bfx0w0DQzGayRZb51aP9K8a/rY9ku5Cwj9zaf26QRQ4kuoOuOCfm2SpSH8IULLfUFIV1d+EQGMvkme4Uz4xi4Q0ogaNDMBqww1Ait2GUJmzLjM9na3b12/tr29qZiaVaUNlGXpapeqbtITF2Ry5c7XkxAHsUe/wxXn6aPCipl9tmEIYO1t3j1uufusdiI+gXpI2+9ySqNOlCcdMUp0MU23YE648Y6kk1ULQyk+V5D4QzhmkcgCgMzyETOTlfxojTJAS54mlmaqbfylkFqTlafvIt0dS09QCJgGBq7bErAlCoLPiPqAutcziepWjlyw+AdF/bSrYG2vkxrLBe91n8wGQNZZa9k5RQQSCiQabBLZv67quhwMhKC7+9Zbt+/efePevT/78Y9PT0+dc+PRCBScz+Z5no/H47quDdf+MJpGzrZ0tuRStocmz8TJg5nRIjhyRDrLuVndPtj77tt3P/7iq1Uz1ybXbJeLCoy+ee369v6+Ap0XmVIssXuWiJmzTJdlycCbm5uTySTLitq6b7756uuvv16tVr/zznt7O1vM7vGTR//xb392dn587WBfaxiPB1luxuPxdDYTM7SmaZbLuWAGrfXm5tbBwTUNOJstjo6OrKvl8ct0tpjNP/7lr371i1+qAhTgoqqyvBxuDpxl2yxPjmevCMajEQDfuHFjvlz86tOPHzx4UM2W04v52WS6vb29sTkph8NlVa1WK1OURHRydjFbfP5L1wzLwY0bN7Z3tk4vzi8vL8VuFAAbWzVVbUz+9OnH879ZPnv2fDLZvnfvXqZVvXJZqUX4J71Y4crGG8OqqhbzlZi+tPoxZNGXhGcpBsma0AgOghHulG6d9ROxt3r0Mlf9WHKex4VCHBe11oJ+rbU//OEPnz17dv/+/SdPnhwdHYn4U0xuEI21VFUza89Ho9HBwcFsthA+czgcIg7F1FTYP8lukSU2CptVN4oz1RCu11J9J8OrAsSTmk9R0KLJ5iMNFKVUrk0+GrCj2Wp5/vD+42dPh8Ph7ni8s7Nz4627b3/43nI2f/rkybOHjz9/+iB/kR+ev9ra3h1ubjjAca5rZQ/2D1DTYnbhnB0O8+V8BSUHU0rSWg+Hg9iaZmatiAHyPDPGkK2dtQitJE/2sCDyp9eh39ifTTHbOnSMCtIeSE4knbJIRA0wO2e79IWfyexl88Y1MO7paT5EL7cjGtvqoGWQcdzogSyFrLUkXQD0Sv5UrKTiYymvvDztYjwmNhla6aiy82J7oJWrYuBHamcaWaNeAiFqk/B4GJ3x2xZfUA8iYnR4FtDSwiqTJTtpuBHteIJKPz+cF/SuoaOOuXrMhYHubI6nPVH3HpXX9Q7CRhZmurCNeUiGHzsqLfebOlDx71MhbitNojiNfEVtDtCxWglu9phSSNwV/kWTz0QMGc4dMBrUEV1tPOsZRX8pOkJ6CjyEU4zek8LP6UFyDOATjK8gisJcn1ofKQwwoiW9mH+dkCGKHMV7hpPGhEdKctYYp1MC5Sv1qkYFCBoM59FWENikqM9K48W51WolvskiGPOTl4lLbVsAM4mnoFyHzqwjXA38XjPxpkip/kzRlf/5a//QpN/xOt7vt6f71gYJrsbx8BuNa6KZOxEDJzmhCepLaTdu63dEFJPgbu+WXyek7B1nLBrSibDOewsta4ZKMSgssiuJ1BT+sdBmwSzHky3JPQbu5CJ45xbmTAeGhA349GjWqKP6KKK14PPbD9BrgUG409pvlXJSJsV4SmnT+5AA8xy3QmQZCgREJodKdhMA5PZGaKOYYxgjIOpWjOlSsYfR2iA551Cp3KBWjEzDwozK4tr+3vbWZGNjDM45avLCyD6UullCV+Dfs3G/MtC5N+If/jV1JwPDJk1EZMXX2CcWcOKUk6RvBcVGEBEJ8Q9Kt8ZuTGuEmKhSveAe8cphkhhrkY4O9uPXU21nZ6KAJX2WiLQSzozYehmr87usE0NRooYJkNn52FXF/q+oA3SJ42RpOy2goqQkufIIkRh0jU2pcnFrkeksZEVpozTupcF/zLfZiEBRT1AgV0BIYKmTgjqIsiyTRAcnOxZzY23TNJnJRb/kGQBW5Oxwsr1YrMTXZDafF0Xx/d/7vTt37vzpn/7pZ5999uriYnt7W5tsVVXS6KlcOBKf/8msFKI2htrEWGAAZgLLNByOmmZVL2aZKf/w9393Op1++c23oJhWCMoVphSbx1XVzOaLIjdEBFqzc+KEaa2999abd+++mef5q5Oz5bJaVKuTk5Pzs4vj59PRaLS3t7O9vfmjH/1oNB5sTzbqpvr8809++rO/3t/fH47HWZYJ8LNMzOAck2KdFdtbu5IowAoRjmezuXOWNQcLfotYK62L3LBqzs8ubUOj0QYonM0uXx49e/78+Ycffnjz9s27d+8aY7785PPlsnr58uT5i5dZlo03J3t7e9vb242zRVFonVlbK9bTRbV8+EQ/eCCPNbFq5vPFciawbTab5aaYz5Yff/zxwd7hYrZEMMvl0qnl9vb2/v7+aDSSKF5jDLHVWpdl2TQjyXuQiU1BVr3RlHVC7DcOHaSUflw9RFOXuhDFYTzRYdZ1LXN9Qt3cuHHj7t27dV0/f/78iy+++Prrr4+Pjy8vL6MxqTFmsVg8ePBgMpkYY6bTaVmWg4HP/dvZ2WmaZj6fS+SDtbX35wzMBiUhNL9e1Rmr3pQKSMFJmi5A4FVtqBRozIwGVpJRUdlGa50NS7C2IZpVy7qqnrx8qb/6Ynd/787tN25/5+3r9+7Mzi++/fKbT7/5hh/e39zeGo4nZjxYktXgyDWXswtna4BMaxnNrVmRo2ZQFoPBQNZJZqt1pqxipjLPENFWlolEb+51cH66IOaSXQ35ehA3YpIr28dxbvB1Li/p5YpEYqq2BWkKd0uO3taTGq6kNjDxl88OJYqYPx6AYLD0qNJzSRWY8iKnssz0S/u9ZkTlVJps6S8mASGnB9z+XsWZCxMVL4i+sgalY0g6IkJqXkBtG6Kp6yQ8KWBmpDS4VSkF6JN4bWKbKc3j6J7dc0z1oiTsi1Cge3cCe+Hz6FQyXk4eTBifpxCZiaSqdEk/SPm89zDRh1EshmGPa+0q0llT67OyUBg1tr7MjTypp/owurO1zKgcZzTcjALjEDKuLbUN/WjTEuL7YsM1PB6AEl4EAOQLUsEwmBIJkR2K3fBo5QCdUTTsoZcwQpVod9XrCKNeul3s+V4py9dp14NIFJ5x3jeq96BFggAydcWA4rDKBAQU2wq+5NAqM0UWkaryNYZz3IRf7Kwiik4+ipWPQFfESjlSCoAAvEGGeq2PKK/HZq8XdbDurHL16F3vuisFBsI982kb3P7+t9d5xmNYm6BLV0z+bcBiLKClTsVuivlv4woTq2TmK7btq0Wn6/pPokinpMuoXw6izE4nlQQkG0wbLap9+xE6UpP4ybg+ARvnYxUpZh0aaT5QSoBHq5vuiHzgqg6TxtQgNHEvCA2exH1UZqllRegHD0qnKLhiIETbzGj9r1qDZwOmI/sEFsoFEVVwMdWIiEprDewQMVOA4HKEUZlNRuXGcHBtb89kqMiJUUduMlJcVZXO1iTEoK7sbf+aW99etGT1D9px17aUEksARd5Jq0V93aGC1AXH5/UhKo0h6FP76X9EVMFmIMyfRLTKzvWn+xIvQV+xKRAr0Z4+p4W7yIoB2ZdBfkBORavxAFZDDJFwfcoRIjilwlyf/1vkzhvqfeHYeR2vn4Bmmf2LPdFeHKpzLsp7UkVQbHD4zS+6krKyobD2RQ8xcdMdKlBN0/oTSikcSb+4uAGxIxv4ckIvTjHISpG1hIh4fjnN8zwzhVNQ1Y1TMB4Mr12/+T//43/84x//+M///M+PXr6UGPR5VTXMpAwRYWDaDSq0drFcZlmWZ845ZymL4zomZ7INM9hqoZjvXL/2R7//fWT69uGji9NZMRo5nZ+fvVpZu7m1t7FR7u9tN85prY+Pj5fLpTZIjsuyPDp6fnz86vj4WNrkBGo4KlVTLpeXDx6cP3mMo9FgvFHu7WzfvHl9uVxenF++OrvY2ppsbe2UZTnamGg9AYC6rufzxeMnR0cvzwxqa63WmasbRyrPS+ecNggsDpkVAM9nl8u60Sav6+bli6Omqsiy1rpuVtPL8+n0PMt0UWT7+/ur1YpBDQdjpXE2mx2fnD599mJzc9MYs7OzMxhsKKDlcvnq1St01WKxmM8vra0BFQCLImA0GhX5YLKxNRyOHj9+/OTJs2rVZFmmsqYsy729vQ8//PDtt98uisLWLt70LM+ZeTAcCuqbz6ahWZD414l8Jwm07Us8+hq/zjIS/zyGfcfwg7hERIpGokeMMbahuq6Xi0ut9Y3rt64d3vjd7/3e2dnZ48ePX758KdYvVVUphVrr6XRqwq8s03HqTyLgt7e3icjauq5r4TYFf/aSJ9Z91NZ1jCqJMVBX5csFby8PjOLfVvMZKtBaK3m7ZeQGgCxjnjnFT49ePDk+mkwm+zu7k42N7/7+9+58553T0/Pz8/MnT59e/Ie/+vzbr994/3cR+PzsBFE1q0ocmBrvx2uLYqMc5MwOEa1TBtCBAuaiKAyomjkz3uf5dXKidapzfY7u18x9rPtqro/n9Ty60uSYiNyiBLFv+h16hSlKjJ8pdz/UIVA1tVeqKxXcVUCkxSl5JUcbo9t7d7P1xEpAbzojnSZGiIxWOonRAYCxhY69CUay8iEa0ZLsUNJ3E4VnaFe2escIwCCxMaMURfcj7yNtIlWHtCSYoE9nmawXV+uNvdtRTLFI9SrMVNFNoJDRi8U6c3C+rGJiUgwRDRJTMuXgenR6yE/vPpMQ07DXb71TzG1+s/IGcj54EFL5XfhS75ITBA3huGPIOMc5N3CdFQy95ydBdHFjZgBU0VozJahTvRhi9wq3N8iFQUdE5KDVEReB8BVrgvNEeRttdSLbcPU/aS2Yuy84CTxOTXTAGON5h6jaUByLbCctCmKnHLNcIgw2iT5nGBSS87aoknwoF80SGZMprTFXeZFlSc+6XlSKuH2/nNcrhWR35aSKlBrMmHWkC1E5yK8BcuqqaIc1iMe9n2xX/n/yf7Woz9f0Dtu+VDcHSV2d3BAsfMTRIQ3Cht7c0TqDuZ7cAABsrULMhgNT5A7bjwFizX4yklWTSCWdUgkmkVmm1K3Ykroiry8cM625PLfuIJ0U7OBIC1prnRmZKXeYcERBnk4QKT7fB4oBl90OBqXmKz3mSrBWcsVYgQISHRElc3EdLis9U0TUMVITOkbVbTa9SpvEpKNFErTp6nGYIX6yBhVMXALeAzC+3GfZn8JOAtFoBv1O4K1fDCAAOFsXRZ6BUtyUBne3xvtbW5NR6Zoag5M1+QLa6MwoV/U4MROh9Jq2NoO+xZ+GNrKgl9zQ016LFbiMTwCAQKM010tRf5pOt/eCmFx0lVRKif92GrOriAEgLzLX2BgiLEVDrk3EeF79yYn4RwpWoBjK5BrbEg7hfiArIgdK1XXt6iqWJhQuYIR8MRhdXJJkGcck6qd9XZ0LSYNO1nxIQm+JKNfYfhFcBcUhcRdQussihj+n7vRLINbqZtnrqccKO71rYniIYpLmyDknNp6xe22MJC5oX0jpLNvcbppGKSXx0HLHJWLbGPOTn/zkT/7kT54/fy71tzFGm9LrtVBnGjJt8kwrdmVe5HmOGmQMqSxzY8wgM2D0aLxFYDgrhpOtre39T7/86l//+MdffPNtVo5UXlYMu9dufPh7P8iybDQaENmmae7fv395eZnlhojqpsmyPLpAydEW+cA2kGUZItqmsrY5OTkxqH7wgx+89da9n/3sZz//5S+WyyUiNs4OB+NiONra2trZ3i2KQrxMnXMK2Fa1BJ8M8mI+v0SAqlpaa7Wqnh4dOdDn0wsGPR5vWGt3t3ZdYw8PDweDwXK5LAZlVhSr1Wpcjqq61jqbTCaD0Xgy2bpx8/atW7d+/NGfffTv/sxaOx6Pq9WqaZrz83PDjTE4GJSDYZFlOsv0YJjLxS+zXCk1KIYHB4e5KS4uLi+n83l9IXdYa339+vU7d+4cHh5+5zvfSaWPIvRFRGdrIdyWy2VdW8lFcM5FeiGusjGid13mR2zV6z08I2ryL2yer1arGOkRNXJN7fI8F6QtHJ285lrr5XJ5dnYm+s/PPvvs4uJCmzQz0GZZNhwOB4NBWZbi/JllWZ4bCZ9cLpdCGEa//p6ZZI9lSlMuU2uTdCYtIXAUIPTsEONWJZKnqDJtmiZjcOxn06WPKJvsZLjxzp03R6PR3t7B5WJ+fPzqwcOHD14cjTdGeW5QWeuqwaAYFGW1WtmqXsyWN64dfPDed7UGBGqqpTHorHXV8jt3b7z9xo1qcTnI/esZ7oqO/mG90freCUZgFte03qZ25e1W3SC+qBvvJjpguxSHtp1jdaXkpPfP5TMFsEkCjcZMZMzW2qqp5QmPLa2ew3MMk4wq1h4oVcH6uOd+nD4bqd1lQ00YJ5Tvwh4b6R9+5fM/SLWgsZHdAfxgjozqM7bNiKqp2w0RTNwKMctb7YYK4nxsEwidx6g+DUiS7FicxyJ2zfJYfIckJwTfdMVe/eySbY0Cy9cDORS6uGL8mD4GLsn+ttTvujroa1NVUDtZR8y+XPRKFqbUkTjQdygrPKVBAsGmTYXQiGjiH3hC6Nl4uD5w0sGJUKuQ6xAXjJr6pLTjNABDp35IMvsXBke9fpNBIRpKRhDbhQj67BYlVgWcoD5mZp1zah8gs4VxwIN9ozn+pY+x8PjfG8YTKD+zrVEeYynLRQksHCn5yg+ISKF3zJd0DQF7TTtJGCtF5ZQEEkJoZLfuqbkp5CWRyUCWhrsl5UiazmRJWadEMG86yQ1RSteZ61OtcbDT4FFcYh/qOhMKqTIW12aa1D/90dug/pf/o0OWEEN4EuL3v5Zha1GfVIouor50CnMd9amOwJc6PxOBKZHKzGBjzAZcKAuRVUR9ClrTKgzp21LYBQqiVeCopjO5m3BvV6M+xcmEdDAmQvQSRpbGrDHGaNRaGYzUpo+W1wgAWZEzoOTgKEGAHJhvMQRKjJLEm6d1mIyoL30QvAs+I6BzztnaWe+wnypPwPO9HKfd4ty2ZD/Ib5nkGNoNHfxe0gYYygLbzhl2JqO9lW2gPNPZQi8hCKkifvBZMWkExawBjBYzD4cIBjHP9HBQTEaD8bAYZJgBIDsEFkjJHguDLBw6xEIkA+gqzetL77VR3JN8GNQBJLBWcd4ySlkSU29oxftEjsl1u8LsDcaSIR8EDnavrLHdnrXW1tYQbmLCuKos01GS3nECjssbUFR4+oAjFaPjOU5LRgoXERCRiVxjiRwCGK1RsVQSzjmjE6WmnJRfKUM3hDgN/WFuQ4050J5EFridl4/TBhjXoOB4FCFZvCkxxWGxqJgItQalYvHKRD4a0REnU3xKKUd1Wn/0/PSi9FcehhxMW5lxZDXJOQeIAvwAtTQFbT40xujMRG7HGJNlmVxlrfX0cvr06bPz8/OTVyePHz/++NMvlVJG6yLL8yzPDebGGESjEUFpbYoi10YbrfMiH2QaTZ7lhcnLrBgUg1E5HGVluWzsT3/+i19+/sXJdLkkaDDbu/7G5tZmVS3imRljAJRzFvxMiw8xb5qmqmrJpa3rVVPVjbVlUbClPM/f/+D9w4PrZ9OLs7Pz5XJV1U1VVRsbkztvfvjo0eNXr15dzi7H43ExKPI8zw2uVsvZ7GJ6ccZkM4TG1qvFrCiKoS7yshhONkxR6MwYnRmDGnWR5+PBwOTZcDQ8fnU8nc8BgBqx1ckY0DlGkx8eXLt1664CfPL46WrVLOZLIh4ORrs7uzcPtj7+5JPZ7KIoMkt1bZfONVr7Nl69qg4PD28cXr97564sY6/Ozuq6fnn88uXLl9Y2zFwU+fb29sbG5PDw4ODg4NatW+LxaK3VGF03oGmshB8sl0vb0Gq1qqoq+jZLZ7pX/voZOaDeRFwvGHD9b3tOidL6lOdfghb8uKa13qLD2izLiOjFixfHx8ePHj84OTkhot3d3f393Z2dnaIolsvly5cvp9PpycnJfD5HVNJ6AADBgQAg+LaqKjE1lXpRegERY0RBqVrLH+ok9XFszMXA6HYrpDjN23cIQMsSZRI6grKMWKec0oBFUY7HG5PNzcFw2BA9fvxwNptqgwCqyDNjTF2t6qpyTXPvjTvfefstZ2ujwTYVKNU0Vcb2e+++tVFqw1axGxSZApRVijhqtdYqijWRZ7/0l0DUNbvpHmsX0VQ6PMxdE+ZoHcxJfnd6YXtq0nQ0VGutszx8F5JjH6rZNC60wmLvNdVz9pyKZMS0Z96jUjnJmtlBzIhvKWskBAT07hTRUitMHgKC7kTAQZvG5JkVrcXcQgY7whQ3IOKqXsUDJtcqVAna9jqGnDfqmdRLKa98nBLLgHlK5yKuyX6kBxB7ghDBQR1eB3nPw44f6Swlfm5tNiYlPHAo9OXAiCGiTfLGMJgS7ERMcpoCUdsnTWZ5OpAvSZsBYkVtfkxbEUTPGKm4STEgxvqRE1qocRRMGEQEBKy8eJNbN1E/c+RUN4NEAXFscqGC1hJJSn7r/ENIClpphAxVK8kva1dFVtifs03vL3TUzoRZn8QCFBhGzPI6RDqOFZPjwLKAUuCImMGFEALyCkgg6JrkK8XxOgAqAE/OBaobEKvgkkJEHLACMSKCJQ73E5kVMTliCoHMSgEq9PWeaCtZKQY5ARkCwsa152zZT9NI8EQs/D2MYsWCE0ABSENCRd+hMKmeEqLEV2Rm/NO//45HfZCAscibeQUM/N2ivvi0Eqk8K8cj0pFgVcgKidF7hnRQX2toIXRqcGTx27ClvoNQN6W9r/dIyMPOntFaTLVJBVkR1muj5W+JmUCZPAOtjcmzsjDGyDPqj01eROB0+g4VdbhQkGPD6LkSBwF1GEWTk5V2rx/xDy066SqkZbGOdCKKLzOmji8BjToT1l9MmqZagQrY2AM59tg12pAobofcHMtQk3f1RAWoCIW7ZgesJFfXgCrLcntrczAYjAaF0azIKWs1OKNbJCMKmjDDiYC255bWQ33pQ6qZupEqaFDHPC4MUeYR9ZFNR/VcJJ3avhhzq6mPtQKFNipyiGrkzMQIAQh99vZtitcNsDXaiehOUF+8X8kcpr8dRETcco/GD747FfEnK+cse9mkhWS3AGX9+bZ5t9EJuvOfAezZ2OZNXjQXDTZTFxy1pg1um1LOyYMaCxFrKSZNSwVmACOdGAwenAoJKKRcqvyJlVCbVp/keRRoYmBx7AHJ+8Io0cZGbkyel5SXkiYvwh1JYNd5Jnon/xWgNjc3y3K4XC5/8fHnv/jFL37+s5+dnJwUWT4ejsoiK/KcrJPRL6m5pWWeac6yzJgcdFYUxWi0UQ4GWuvBZGKK4cl09osvv/nJ3/5qxcj56Nr164cHB4vFwhijgJqmUkqdnb0CjYvFYjabyaRfpGUGA9ja2trY2CjygWsaULooivl8qbUhkaFrLTLWw8PDe2/+wDEtFossy6bz2dOnjx8+fPji6Nn29oYGtbu3mRv98ujZ5saoLHNQrFdZPiws00qyEAwYQFA0mUy+98F7h4eH5XD46Mmjo5Pjp0+f1qvZarUiUqC0U0pjAdqQg6Z2AGZQjnd393Z393e3dwBgfnbyF3/xF98+/LYsi/3Dve297SzTgGo4LJWi1WKxWi2W8wUw53m+tbX1ne9+iIjD4ZDI/uxnP3v58mVRFFq3HNrGxsbe/u6NGzf+4A/+YHM0lIcn3gKvtgVDRKvV6uzsbLlcyutTVVWMuhZELbyKo078Q8qJXenT0Cu4QztVL5dL+eeC0LTWdV0XRSFoLcTVZE3TbO9sVlUlUj1EJSSPgEOl1HK5PDo6evjw/osXL6bTaV3X8jmj0Wg8Hkt2HxFdXl4KCBRCLJqXtEaIVzlv92SQOmw36XTTr5kYREYnCwcopVH4IUWsGmd0BsTWWifp2xoRHCmO2Zvj8RhAnb06VUC5xnfu3X3j9i1bNxrYuQZYuWZVGPi9997OlNVsFTsNnGWZ0CCOQi8M5T21KQ7vmXD2ANuVli2iILjSCKCHllMH1J5mLzJs1O1bpZKclMEzecHMzrKAPbnjANqSa9X+roXoqew/VXL2mhE+vH6N0lx394k/lpKlrf2jJzcwsprxoSIF0dWTpe5EQK0pmLIQKGbfibPUtL0/l7BGqJOJG0jxpEr6EYhGafQxFaB7OBaMViECIbx9ibkid8bmHXeMN1NjdiJ2CfIPxR6mIzyxMSJaU070XEophVk6VkOkZLzChxB2kxsa5xID+5AOz+hzz4PQkbssXEzrjqyUUE8tMSWu17QWOcYhyjLe32hIA51OkOPkeU7UxSoY4XitMgdRD4JSyCHpLAbEh4DfPotOSfJejIz39KnSKQyW8o9AOefiTBuBEtsERHkk0pRzAMDIf8bzImF9HRG0Y7z2DAQAACAASURBVI1CiwVIKRRi65e3CGwGpehUiEfHjklIxcg8O6362MdTmSpNrpZfBUFkGvxzK6VX1DY7YgbybjGsHAXkkqTAIwaXm9ZSM7LxvVXin/zobVD/6/+pYiIC93kzpVpd798F6lNO4pz9+WQmHw3ZQE/hGVFfu+zGEU/ysQEBrgZBgqVUqZ8IZFvU17k63r+QU4ljb2mIAk5jPOTTmOnMKI2gUQE05NBoNMYUZZ7nWmswWjmC1P8q4ofg+C/nidy1nI6jd+Bvk8yjidKvLQ5CelWwtWDnnHIk8yfRO0SeLI/BEhdLZkYm9LJ6Sub9vMJQZlsjJgHFEhyH0KYIhqWwiVpKVKRIWDsyCAhgQGW5KbJ8WJTjjeF4OPBzjIo0KGACZK1AsYtBETHSVFpIvS3ZRE0jtHuwZ/YU9+AHtrqCDurzK46LDsUukRo6WeaFuk/LiFhMoPLzegKwEcEYDYmeSutOSw8RvcCVLPBaCgWrILlsUV+s9X3HSbm2m6taVOYvlHNEZCTAoKkhUfY2dt4WAdwS6bFvwooSuKuca+K71FoIJMJM/xgE4H2lh54Ur8JFyIkTkdImRq6xdfKWWesxqkA+ay3FHFvsd6yFlIud+NTZtcA8Tp/6Z5ooeht4pKplhirDYhwKFG6lVpmR0mEwHhVFIXYjg8GgKAqdDxaLxYsXL7756utPPvnkwbf3q6oZD4aJMkrpvJANaVDooiiMMaB0nmWj0Wg4LLXORuOxGY5UPlg49eO//OnffPLFyqnNnYPbt98A5Ol0enZ2OptNxTJBA4qZZ1mWeZ5LtEOe57W9jJorshbBZFlW1xZRF4MRIjaWrl+/fuvWLQL16a+enZ6fbW1tfefddz/44IMbt2998eVnx8dHk8l4YzQcDLNPP/7Vv/+zH+9sTUajwXIxd1Ne2WZeL02eZWXB7JpVhcDOuclofHC4N55M3n3vu1mWPXj86Ma13ePj4wcPHp0cn1bWNrWzVgFqrbOyGLqGJYNrc7zBzODsy5cv56vFarW6nM8IqBwMtrYne3t74/FwYzwC4GqxPHn1sl5VeZ7PLleTyeTatWvjjeHjx4/n83mWebpMsrMvLi4Ezf7Df/gP/4f//h+UZSk4R6pqIboRPJcrXMpsNru8vBT/FUFlAvy89g8opfhifb9O2rxuliziTNHTNk0jK7NS6vT0tKqqyWRyeHi4Wq0knmG5mk8mExF/MrvIB+Z5Lu0SWUbm8/mLFy9evnz58OHD09PT8/NzrfXGxsZoNBL5sbwRkg0oMHIdjsZq7EqVIyR7Xxv/Da+FjgH1KQZib1vvQFq0jgRTM4IgNHKVCKebplGgNyYjADg/PbWunoyG77z95uHurq0rVIqdVUqRrcYD8/3vvoOuQmoMOOdcRH0cLSKBEbFpqgjAUq+diH5fd+/ShlE6PJxCxF464jqISjsCsRuV9l57sNPLxbV2rKy1dWUjYYuIiMYjrWC6Fr/RZFfYxEdebl0KceUxp8rPaIXlXJOau8RF1aXOkOlwI2qpQCJ7w4rzfEDBxMWpVghNqk2TF2AjP2OTHZBcDCrXac6EWH0ioh+4UJhaE4nGKjyuGAzuAbX2dp1tAIBWSjUJw+/LQoSYXuDWCFsV7HM42YrCKB1KNdju4AH1+TcpgDRnWcKOY2y9yGJDIFyS0cdoOVq/KErTp3U8cfSNXmZnKYGdmCo8E9I+Ed2EuoWSP08DDDkB1Y4S8iPRxguqiqyMXKIQbIjxXIL8E69UeProEcD08a6S2GQOGlcBWvFjHafBHm0Ao/cPRB0HHSOECXmGXoXRokEPXIH89WxnhpfKxVNuFxxQIgp17MGnUsoxMbPF9WwGiF7DvQB3bJK2lNLBCKMDlCIaVEpR3XiDJcm6FG5QhrRa4Be/1qwvdP+0h/rkcz3jRK2w8O8U9QnLJ0tnZrJBGVGfVL9aCPXA9fnNuAXLiWSbqYV5jVub3GunCq9Eff6FZ5X6asZnOronCdL2FaTRmBmTZZjlaDQxM4JCUNqYPJf1Pc+y5FBJuqpR0psyfl6Nnvo6hjaTeO53O8qC07Cu66qqiGw6BhBNtyWDTt5DYaLaph0rZgeJoX9nyA2SUQHfHWCBWoHE89BUhtAMhtJfCgtgg6ARh0Ve5NloUJRlWWQmM0ZrACd9TRUqZhYiS6s2UgKSNAunbK+/bjCKQzqdVwDI1trT2HaYrkB98ZRT1Of7x4kvURLwkLhoBh7VAEbU1zqeISvqoD6Z0KMY8dftN+tAOkXUJ8Cm1TCnpmqB1guQj5yzMQTSgJeXuMY65wBdeHec6iI3SC2NwwZgbZWivvBsUI/0ECwXOyYdI3L2xIXIzOJIA2a5qNHECUb+sK5r6Rf4sYemiZYVStG6O4Wc2jrXl2EW+HhA6CjxoqJJZyYzOQCYchTnOmINhCYfDAaruvJJ2XmmOFSQ2rtukHOX0/nD+w8++ujf379/v2mcMSYzufJ0onbOmUyXZZmbDAAy1GWRDfLMGGOKPBuMVVE2WP7qm/ufP3y+eXD96/tPXrx4KZBmMCwGg1IpunHjxqDMlVJahyk+66PnixKttcaYZtUYY7TOFovFxsaGAnzr7d8Zj8fLapVlmSV6/Pjx5ZmdzWayeedlcefuXWPMweH+1tbW7u720Ysnf/qv/t/PP//05vX9yXhjb38X60xpmM7nq3rpN1FHCmhQlPVyRUSrpt7Z2Zlsbe4dHLz/3tubm5unr84fPnx4Np0ev3z16tWZMTmCVkrZxg2KsqlrmXNrVpVSKisGzKxQO+aT01evzk4Xi8XOzs7+/u7W5kaZZ8vVQr6Ig5pI5JHEdrVaZVl2eXmxWCzERc25pq7r73//+//df/vfIqKIOYui2N3dvX379s2bN+eLy6jEk1wN59zF+eV8Pl8ul3Fqa53rS80SoxvHOuOX/qE8Y0VRSJyDhGsT0fHx8Ww2WywWH3zwwQcffHDz5k0ievr06atXr0T8KUWtMZI/aWPSRtjOXJybPTs7Oz4+fvTo0ZMnT46PjxeLhbQkJNIwjv+J+FMoxxQMpP63fV+ormfSlaYmnX9FQUmFnnkQAV+G2jUWQCstAipyrAZGaTQEylrSWpeDATMv5tO6We3vbn7nrbc2RkPXWEVWnNDILg92xt/7zpvgGs3WQJAjerd6HXdtIpJ0+zhid2WQXTqs3jPPjGOZPbzkV2wN6qorkw7Sr6OXuC71dJ6yyHgTCOuapqlWjXjtiiVmJGeS0cEohKMUaqaBhL1pTEiSrHr+KMaYZCw2mBVxnT7wUkVordHkveSSCANieqT8XqzDPF5F5CSAIbZR42Cen/ezKaXp/zBCwYj6lDZ+BwSIukq5kmKmkDidRD9EDG79HB1xlFIOVDrNyMGTUzIw3LrBD0RHEM/UqRDx5z8cISEScR31ISI5pY1GrTlR33VG2gKMDJaeCTaLJB5QRH1KKQ8Ow1hfPLbI9YU3Fzi5d5QW49BBfR2EEyb6rpRiCssXCEP/vaF+bYkmD15fM9cXub60YKhc0j4LcNEphgAmZT4umaX0VFtEfQDekUW4Pn8knnLJOl41jJ5TFRSqICp1lcLGtEQuExCEuUqlLCnP9QX2mJktrvmvtPNk0DHLUkpZ18nkSK1LW9KlJX6Mgoj6VOBRSahvQXDsdcOK+cpkPo/6ULojPhGBvUaOOnN9Vxt4/pdDfVorAMyMKXJReEa3yRT1tctukOdFhWfK9UXUd1V6BEWWo+sgJEb2HvXhVUoPjvIJYHloABGN1nlmsgxMZvJMSX8CFJjMGINaT0bjZIX1HifApLVG8UGJYj/2QXgtVgE/Kh/9NhPa0JfdUm3UdS28n+wr0e1AmC7PZhiMWFoyuyGZJIROGBLEajgIGknYN2yHoFkeag+6qA6HTRowz82gzMs82xgNc2Nyo40WKxdmIs1OMHMaNM/gnxPtQ9w5vgmM1GNfYx5gVKXGX0b1DQkijyQXUzxRQzode1lp2Jw84GpRH/ViFVpTaQANnuvLUAMoY3RklSGYHCjqHKFW4I02k2wGbxPC4NWh2k/uRf1DRH3tU+1sx+Q6oD4f8BjTJqwjtj5+MD7zxKwccmjkx0jf2OpzdQ/1+WhH1Q0MlLMg1+sro4+1a2JxIHWVcw5MZq3VqkVuRNRUdRu6GKjsWJH3LBZSK8LYIollFsb7pVsXnxjJwaC01pnJidnkRTsQjWhMjsYrA8vhMM9LCSIUkR4zYxihQTSDwSDXxfHxyV/+5X/49LPPHz16ZC0xKKPzPM8tE5Etsqwsy0xjjmg0lJnJjDFZNpxsqnI0t/zodLqC4u/9N//gxfHFv/23H2kN165du3v3jbpZffbZp6PRQCM2TRUvoxRtEtvtnMvzvMzze/fu5Xn+y1/+cj6fA2qTGdAobvvLuqrremxGRVE05ADNalXV1oI2ADAcDre3NzcnG5988qv733zlmlqR29ra2pns7h8e6EGxWK0iPHBN01S1VqB1lud57ayMKuzubf7RH/3R9evXV6uaiE7Pz+/ff3h+fn56fCL3qCwyAXvGGA2GQTnHq7rZv37rvfc/nGxuMcOX33z97NmzTz/9dHp2ure7c+/enc3JWGvdLBcvX76cz+fOufPzM4FSp2cnw+GwKAoiK1pHZj48PNTsUtYOEff3999666333n93PB6Px2MiqqrKc3qMIpKXZLzlcinAr7HVlYDhyjjQ9Uw8eWKNMaenpycnJ69evZrNZsvl8smTJ0qpP/7jP/5H/+gfjcfjo6Oj4XAo1f/R0ZGwcwBAZIUAjI9cbHxEsXS0JxHa+f79+1988YWn040Zj8ebm5uSguCcOz8/l3OsKp93H9/E3vBb7KH0sE06TtZnmayvehmo3d1YsXVGawXaKSZJr0bIyclUOCNkpjDGNLaq65V11c3r+9956y2DQK5RjoAVWyZa3Lp+8N5bt40iw7Ws9tZab3SBJgommayg4ngLIlezFpjmqbYYVZf28tYNP0OIDsfhunVqtz8sZ6lVQHS5vggvpcllra0aaxuSPk5AkuCJHfKOLFqb+L3O2XQDaqf6ExwYaTrVTQhIYWcrzmwn2GvvnMyUTLoa5xwFpCqfLP8rSM8bHga/DWu9HlTrTGlsNVbYsnOgWqbRpU3PQCpW1vV8SjnM5FOyQfk2IqbvKapkNC6ivgg8AKBhSo2yA26RET7qgXmxA0ks1YIkEv2EYeLnKVgi0rw6hBayjDJqo1FnnWcmoOIU8jEzGB1tQsIPC6xyQQ6KEpQnqIu6DVvRr4aBXKSORFlFC5DULaZFRwkrGFFfy+XG40mkngyBQwtEXy/paX3ZpITYoG4SQ4v6Ekaui/qU65xRh+sT9pKgDzg81xeGBik0CCSyz/+t1w74L3IJYgwuL0isGJT1VQRyAjsJYc0ZWI4P+9IApWVipRVtrjnTS3OkHZ+m1lomqPMUdYK1gjMFMzStEX0MOlxDfR5NUcc08u8Q9YE4vhJhlmljlEadZ6mHZ4r6AF0P9UWRKluX5onJXN+VXN9rPTwxENvEHdRHHk2mG4mGkCOPWoCf9DWzcgBGQ/hPhRoRR4Oh1I65Nr4bQszscmNai0vl7XgBfOJd2JKVDjZl3ZT5oMaMTS8imQ3wOzorRNUz1WhjKAEgNmi4RZ4qVBieYTMhmSBIAU0YSEO5+8SSuo6Iuaple8g0GmPKIhsUeW50mRsNqNixbRQTIhqAIhPeXDnvAq0gtPTkmqCcAnBEfb06LCo844m0sIr7DnXQmjK1XF9cWsk6mYmLiEXQckhxUD0VUA/1yZMjIhJBfRxwDoXIjVTPGVFfMDtt68VM+ZZzRH2RiNC+HWUTp1aOtoGS1RCDEIgsNTaMJwsBbjvFCkVfVlDK9zvSDYSoSa1cInaKBjNxI9daI7nOPh2QcwpXIuHmFDjnZLou5tXauqmqKgpWe13qdZP9FP/HgjUKurR4haMKqC/WcxDqEu3YE5WMoLVv0EhJjSYrioKUcs7lZTEeT/wAVZgAYWaDWVkMsyxHk3/8q08++eSzBw8fvzh+SaQQcblaCTeFCgaZyTRmAGWORZ5neZ4PRwvrGjM4r+hXXz+6fu/tf/a//e9np5dZbsbjIQD8x//4t//fv/5Xl5fTw4O98Xi8sTECgPl8Xtf1eDze2tra3NzOskw5Wi6XWZbN5/PHjx8712RFPl/MQONwOFhUK2JbFMWAlEKwllghaFM1lkGvVquTk9OiKP74j//HMjdffv7F/W++evXqZDa91FqPtybXb96cbG+ZPCNLdV0rp5qqzjAjoqpqdJZlRTGfz42Bzc1NkZ7evn37zp07WZbN5tMnT54sl/NHDx4s55d5npNrtNZNzY45z0pLWDk22eDa9Vu/8933fviDv3f79u3T09OP/uzHf/L//N+PHz8Exbu7uwMDs9lssZjN5/M8zweDkog2NjYGw0JILbFLlUelNFrG55TiwWAges6iKPb2dyaTyc2bN99///2Dgz2vL2Ljh46slcQ/mRWsm5ULv3r0co8Z642QpQVTlJIeHx8LIzebzd5///1//s//+ZtvvlnX9cXF/8/cm/1Ykp13Yt93loi75561spaubvZOkaJl2MIYxmiBPPDDDDSwgNGMHgSMHwz7DxLgmfGjAcOPhhdZ1oi0hlq4SSS7m93V3dW1Z1XldvdYzvk+P3wnTpy4mUVyvADOB6KYnXnz3ogTEef3/bapUurs7ExcAIIBlsvl2dmJKIqLooiMkHCA0X8oE72oWC7L8vnz5x999NH5+bkUQkiZoaSAjsdjkbmWZSkfU+CfbeQnG26uDZh0kQ/solxMZEEUZBeA7LxWihgdk2MSzckIEZVmRlBGiN+yLGu3BvS3v3bt7Xv3fF0xOUF9VBPR6u6tG2/cOOgpQqqBnLXWOceyice2MgHYp4nW6TYr2hw2PlHqxEsh02b0VKii8RdRn9yTNw5dyJfpNsXFRM3IKIqe03tfe2LCdMIV7r7QFvR1BxCX+BLTLKsUbXrnLknAT1ooI8I3xnhfNv3mAfhFROKS4pPE8KKjic6HrH7d7w8EVyhlWLWknGfXzmISBVpN6b6xIUW1STdmvmGTGsIN0xDOLomtU9QHrcepPWsV+c6MBtowDJcEnMaoTK3tBuqLFbsR9bV7yNbXp9oXAU1EgIDKdMSlqC6iPh8qLnQbJcKxFkIerKCUFjqLScJUAzKMqrSmFAyZQ3BlA7EiWRdorjhq59gJGI8MJw1YKdGX/F/5FDHNjxMrnQSrXOqSlRibDdQXElMjdmisd/HnW3Db6SbpvH+5J7go4m1eXD6sV7YBsdygNQ7Nu9AUNjZLJXHeBaIvRIMq9AQekIARdFzkvJFbzvFiUd2RkwIWPANtFjGGsJZkj9q18FUOmyUXOZuOHpATE6yDi9Luf/YfvWHiHOj/R1+NsV4K3Twkk8huT8dGKtcv+CzpTfzSLK9Ltf58GcpFDjFJbRGn2Ku00oKTnGfvPYIHNlmeYa6NJkS5dBeLhbUWiU1PaaM1KkZuXpkYQEk5onB6AL6TH92ZATR3ao8U8mhkNyC75yzLrLXkvHOurstY9dN6w9pIEpbMNYFASiSQzIAsWTJS/+2YQkyjsHAy+lSILKpgjaodYW71+1mWhYBAjRpQK9TIriqVJh3CTLWRP+Xq0DGqbS+zjEiAjgm1UgySBIMMKDtthrrT9rFR3sIbohe+AOmZkgAnwBT1XVRqbQz6N5q7Np67ClXI4FFKxUXbaG+8a/LikpwlRpSmm5CXkGReUTODDBc2hb5dY4yRxyGxdNYrpbDRM8ediMg7O9YdT6EMHZPeobaDsTEPUBgPEXHMdooOwPSoB2lsMy0OzIPf5Po2rrY4gyeidVmBJ9fM12Wn0nb0OXdpwvjGCUp98zHDQ/LBw+JWSmnk8BwkIpK4Tc+hCZAAJWZda42GPSaqNvKNftsgw2oxR62yrOcxjL2NMpLQCIB1Ub355ps3vnbrk48//fFPfrpYLhHVfD4vXbVeLMuiYOetYgPga0XeF8WqPDsf7e07qL/48sHzo1fPTqfvfPCt3d0r59Oz9XqNyM+fP5Wd+oMHDxBxNBocHBzs7Oxsb28DwHw+n8+Kuq4Xs6mMk4QpknQQY0zWywDAZrrXG1ZVAb48P5v3eoOXr048QVG707Pz2nOe9xHx+OXRlYPDWzevA7lhv79areaLae39/c8/rbwbjiY3bty4fvW6BsxM/vzJ80BHoDo5Odne2gX0x8encuQfPnz48ccfX7lyRRv8+tffzKwBqj762U9V7au6sNYSKQBVu5LA5HmfQd2/f/+jT+7/u+/97e///u//+q//+u/+zj/Ks/6nn3z093//47PT49PpCRH1+/179+5duXJFa71YzIuiUBq01lmWZZlZrVZZlkley+7u7tbW1vb29ltvvTkajR49evTo0aPnR0+Pjo4ePXr06NHDt9/++p07d65cuUIeInbK83wwGMjyWxfLoihWq5VkrkRdZQoCN/DSxS/pohgMBjdv3nznnXeePn36/Pnzb3zjG2VZfv7554LbxZV3dHRUVZV8hL29vfF4KKqN8/Pz8/Pz2JpdVaEcQgxOsR4QAIbD4b17927dujWbzV6+fPnkyZOHDx++evVqOp32+/2Tk5NerydU59bWlnTZV1V1dna2IWMJN/koDozUR6uP2dS/NQGPHagVuivqGhC1zZQyjsl5jwACBaHJaWhiq5TWGg1y7TdQmVJY17VWRHXh67Lf7xORJEcwpNGjjNiRpG5sNy+aG+P7TwdJUYJ+MfAGmsLGdCCVdipcDOrc0H/GuDXB3lFICawijJfYD0Ssah+zPdO35Fx9afQopJ3mzTtX3Tyz+CXLJnU8bozMmmqE8ClMmibSxN8710Y9Nx19uF6vHfmYv9IOXg3G6V5HZwyYZC6EtAJWKm7YYrBAslbbj+/Jpx7OsHMWCWLI3OQYXBdOh+7Eh0geZmB6k2aLjbCcNvSSibBp/iBkvHzrGM3/3Li/iIlBXcr1BfzQ9AY7R4g+KcWLpsE2kZAaM1NUqKaDaUT0XhhOjhrgTgmEB0py//k1Zq5EBNfZe6fMf2uAan4ursZAUSZXU9rSHtomu6iP02jKKJ2FtOGwRX2RBW23a9hWkgmY70y1sM3EbMRlTQFdOMzqoiSzOfYy8BYbp5gOEZqO7piEf8Ha10j1sPOGnaHIwqXRq521l9rIFbLCEPIJwAikOhdUGOwjAjdas+4Jstai+uf/WnLtgGI4DOv2aFJkt+S/aoLXiDMjF0zxhw3hJesGWt/qpujCemjMzUmbOcfhRMdExFVqt2v5wyAq544/Id07ghfp5ob7SCUfx8cI05ZOpBRhdCJhpOSDxc+mtNYalYQpMaK2Jh/27aCvjAaAgnO5EqwyWZb1sjzP89xY52sgz+ABHCqQqx0VVzAEAI2sABFYB7TGigEVQ6OmE8SFXmFqT2+uvbquHflwizdGFPCmqRyFhkMTokxDoHyVjMiay1sHlh/kTysgzQzsrVLWKGuUMapns7yXWWuHVrcxJI1CtYkBl1dIAnxdHUFs+N/GdRnTXNJxJpNLntBi7AzKgvCRk79rk1iq4OdmMQggc6OlCMwesaiOMKaUhx5LaZOXVElAErbHey/BDM30F3Uz+lIaNDQyJ9yML1PJzQ4RNbYDV/YUuQUCb5TWqIAce9JaZ8ZIxKh4nCSBUraGnPg8ZQbgfFXXtVIKGbwPwiETOEWCLhgmoniHizV98QLRKgBRhehdDcSoQgasYuml8dKqrJQyumjurIoIvEPviTxobYmxruvS1SLC9t779bqqKqk748Sb570vytJ7X3tXVZXJsyzLqqoyyjMjglIqQ1Z15ZTwzzp02bvGpqKUkeA4RLbaZNY6V1HtYltUMsaTTLyVVjbLstzkWmtErZTRWhNgnucms0yIWllr0WhmzpVpK8LzXpZlqDMHaLPeYrUuKvfs5fHHH398fHK2Xq9peMM59+rly3K19FVZFYtenilFWW56g55HPD6fPj06ma/K/nDra3fvDccjCerMMpNlWV371Wr16OGTsnZameliORxt373zRn80HI0mOpuvV2VRVIg608Y5x56y3FhNVhtmPj8/d5Vjxul0XlGxXC7XTcJHf9AbjkbGmOFwOB6PjdZ15eT49LJsOByeLTygQdS9fHR6Nr1//4ssM/v7+4dXdpXmPANPxXI1Ozt/tbu9ZeqR93VAm5kpy7J25WAwODw8XK9Xi8VyvV4PBgNRnFbk5SKqijKI3MqyLOv5fPmP/rP//N3331+uy4ODKwzq7Hxa17UrDQA7t+z14G++95eDYW9nslNX7vx8tioL7yuboYcS0W9tjz549z/Z29mt68pa+/U337h79/b5+flf/9W/+973vlcUa1AhdXD/yuF777135/rVm7e+1u/3q6qSnZO1tvZehAuurObzuUSnyv5XaS3/lulkzFnp9N0lFQgp/xzhhFBww+FwMBgMh8Pd3d3BYEBUzedzoenyPO/3+8wsVu3ZbDadTiWaJeqZ6wYSpI9RgYJKKUF0jx8/fvjw4fHx8atXL6y1kgMkLz4YDORWdn5+LsmfcseIwj/JNBLGUj5jGhzSXGgqLSi/SBtutMM3SI+895m1vV7GTKv1wlel0fjBe+9uT8Z5nru6VEyurokIi/kH77x5uDPODdVloTE0LjAqqUGTm1rcZQpqSlG65LLGU5CkE1MEOZJZdQmAT8a/RtvY1xf30OLDTNsRwn/SGF9fDpe1tt8fxMyq9Xotlzki5tk47YGMGoqN+JzoSebmIAhQDO7o5IfTKvbOTU+yvpuIo2Bvbs6gUsrqLIJwpZTISkXKGNSnwd3atMP7WuBQUGowaK2d94Lnm8la45QLbUMqng7QCriT1B3Vp7ULcJoRnKMm9qNF7J6bhMMYlNjF9lGRKCOGlHetHKXFG0op1FoOhfc+kl1R/yyJzCQ7qAAAIABJREFUJm37ttLyi957R5vqbtZmI8kMlG6WAXHSYkdEqG1rFk0GSY4SMWRSDrERfOJTXkjpDU7eNVC21Y6GjTfKRtd7Uk2qufCfja0jCFNjuV8zPNhMW/XAwkTGAxsusSbdNFRVK51usBu+TlhKCFJYiB/RtLig+UXpbEh0m4n+XGUp8StTq8bmp1L8xsyMtvX4hfcZAkLFRkvQ7H8Uam0BwMWgF+kOkeR1Rk/kASXkkFDcmIkqpN1ltRULKZtE/JpUZLr8+yjMZ3u6k/p14k2C6lJf32/cNv+fknadT9QtjQ8msGCHa46Iaeto2siI1zOCHPCxD8ZSbuNDoMs16C6AlrmRTA4Sir9VAKguUMcg86SLbwLSwWYkW5CRUBkt3ymLkhF1ZpXRqH1jkKjLkrx3zrnKGqu1McqaDMFIKZlS2hjlvQT9AgaBMSiQPgnGUM3HYYyQ1Iur7uCk1+vVdY0MtXexR5glMVWqF5T0uGjFZJRh8MiKubUdKmAkQsUKlZZMMYUaYNgbZVZnmbFGGVTinlJKkQQhQDqoa49oWxdxYUMQDdPtgABws3e4+2yOwysMFSadNqnOmJbbRkTmX9hF2X1l5sQ2lpgoBPVdfJHOvDvRcoQHTPNwIiIN6LHRUyWlTCGrILY1NN3NTEmuoGNhxjoZbs7XRBI/KEg13YiEhEzVGZQEv147GYFNUSV3a38REBQzvWa2HUZsTMAeGlYPiErvufbO1TUgMDJ5Dwo9k699YmKWGQ1UzpdlKbW/NVdl5ZjZWq/QWGWoCQ3wzEojVVXIj1cKUTumuvZWa+89AElUtvc1EiulhA0TPWeQXgBYpYGhdoBIQrNrDUYEP46YnSeSo62dZmYPFTSN8PLcNZnSeU+0qcaYncl4NBo9+OpRXdeL+mxve+fGjRvVujg5fvlqvVytC6W5JHe2nFe1n6+LoipZaUZcLZc2z5qUf1RK5bnRWt+4cWO+XBltR1vVclV88eXnq6Lc2tq5eWfn2rUbWzu5K11Z1uOxqaqqrtbn0/liPl0sFsVqLd2ZRGRzo5Ta29vb2dmRtjdtddMn6ciRdMERkauqxWKhVD/LzfXrt//hP/yt6zduf+c73/nB93/00cc/fX70+OBwd293Mp70Dg+v7Gxtn09PmVl67SV9Pl4gjx8/RoQ874nvbrVaVVU1X6/ER1es1jKQMsYYk12/fv3k5OSnP/3pbLGazRa9/nB7e3s4Gg97u1ev7Y+GO1999dmDh18iq8lkcvXqjcn27rXhcDo/Pz17VVZrBo+L8uXLl1mWjUYj8v5vf/iDP//zP1+vlyenr2rvCICbsoTnz5+/ePFilJnbd99477333n//fbHI1+yFoBAufXt7e3d31zk3n82m02nVNCLI7EZCfUKuYLdMckMOkF5Ti8ViuVzOZrN+v9/v9+fz+dbW1mg02NraOTy8ulwuX716NZ8vGxoT9/d7u7v7RVHM5/PZbCbwL1JDEXpVVdXr9cSmaIy5cuXK3t7evXv3FovF48cPHz58+OzZM8mtWa/X0+k0yzIpftjb2yuKYjqdCgEoqUsCn9L0/5j/IcQyAEj8TCoTvWBr4Q2VBBHFmKVULNCmnnjZ4oe7UM/qUFEoxgGFSikPrEBBY/QKGWMMEdK0KnqtrbWpfXEDRzW3OxcV8p3AT7w887NNjbL20joExvbRE3QBxgqokBlHhGoxImhDHiy/uIGcmxsqpxFWgveyLItUYRpuuRG7JfLgkLrZsWqDZCBFSYpAM7FIRf08Ni+olGmHHWHkoYJxw+bhRJNH1IgeN7oNAEKxZI2+hbtt7ovWWmkrF2D0jGmtoaEoQxpaIpxztNmQEdme9KEfKc1OHbkPpUepj7O7krETAtRAr5CL3t1ORNF1qyxT1FDE0OTThbPskyJNSFVpyiQyN9W+YaVTno251fjwBeequC4blVMrQQyeQGYixuSzpElFkoImZGbMF+3k+oasS7706hC9QDxyr7s5NCHwmAZVUHIXvcjbN8cEXyfc614yeHGz1/YltwKHQMnKmw7jOQyw3wNKeVcTGQJKm4uNLJu5vhd05psxm4C/IFX4Mkz1C8WJG1L81/wwqn/+rxsDGzWev8D1BQkcBeIYmDdw6kWuL6RfNjwYXvhIjXCZ02Mf7/U+24jbirGWm48QAFDsYrJF1PSH5eg7VEbIwbpY8xDXbvjhpGdsw6PP0Q24yWgrBkIXydnQUNdUpnIg5gCNMZlV1qh+T3L2ZBMGrIzJtNaZsTbTeW6t0gweZIIgGspAxLFi1grF5yi1LulZSEdlirux2s39wjE555z3zJxr1dQGYggFZQCUABux0oW9vkZElDYCkGlxLzO5tZlR7J01KjdWaYxR/hoZgse1vVEK1xfCPKAzG4siutYslyywpGghrmbfkYaEn5c+S9wwkeokoDmEoYmHWLdFAFHkKVOW5p1QxP9EzlqrMXQ3x2lx1xITnGMAgOxb81uzyD27GPUpI1tJc4FIgSbXi1JKyDAR0LInJYeIg8fPey/NDc1VEKbCdV07XwX3SOi+a+yd1MQbqE4rSXACUDLD7tZbSqu7UkorRd4J06hk3xawlyQQiIPOhdQpYiIg570PMS3SRuWpVkrJQKT2OJ/P67rOrQ3zZtTiSpV86qKq1+v1uiy01v3hIMM6yzKrM/LK+1C+pxQqDUoBKwzeGAYmYFdK3KUCJqKqXCuGXq8XnTnUbCZQqawX6vUkaAQRJQI/UgHhWjBGJibkw5Vlre31er3BMO8PtbGl86AzR8CA97988J3vfOfk9NyPb25vb/dsppUqV+uTk1fHr56/ePmckdfV2nkPJlPa6qzf64/G27tb21t5nsdwYLHja63XRVXXvqzp3ptfv3v33icf//yv/vZvnh8/6WV5vzc8PLyqta7K9enpMZAjKr0vJ8PR9va2KI5Ho5GYx7S1sgJlR1UUa6WUtZlROlrgtsbjPM+dsleuXH385BmCvXv33ltvff2DD3/t5OTkv/s3/+qjj352fHKUZWYyHkiluCUlu8aiKIxRWZYRO9naVlW5WCzW60ISTZi5ZgAga+1oMByPx71ez2qt0Chr5Bbe7w+W6zLL+6KZII+9fpbnpijmL58/nc+XRVFmdqCUGQwGg9Ho4HBna3d8fn58dn7iCpPneWaUtdZV1bpYivfV2OCVdc7l/X7INamK49OTmzdv/vEf//GNmzfzvC9zAdBKyktlu6abfxM7qXyQRBnZYWdZ1vECXZhMbewM5FIVzCCc4WQyOTjYE957PB5vbW1Za9frdcwXjft47/1qtVqtVtPpVM6X3IsEIcj72dj0I2JRrAQxnp+fP378+MGDB/P53BgjnSKDwUAQu0hkpRE+jcHccLhtdANcaqW7QPFhQ4558Zlbo4wxdV1VxYrZ93vZB++9Ox4OEMiVldYoY9Gc1v/Bt74x6Vnwa3K1Fe0BgkItWUQCFEXHg0anKR1pzO+lAv6WvYE2DavDsGG7lxJtTfpgTUXmcTMTVKlGxXRQrU2s7xNqrq7rSLMAAHkV/X5py1nk6DYAoZTKpIstJl1d3q/QLRSJp2+jW0JrXa6rOGqM+2YAEI2DPMzSwBiSvFOlxPnmJbaEMWWiZKoeFV7xCUhEzDEXXaeFIrEWvKGndAwULaoq8ay18J5gU9PrGjVy5IXi5tjzhZXQaWYO7GiUc0MiRY68YlQnbhQzsjbpkRf2KojDAYm6NvUE3XEiJwZl4oqCCx+zxasMkX/eSMIUkmojaEMYMFl4gvoi1+cgHc1AajXcqIVoYGTkpVq9paSGimsucn2I6D2lyEHmrQTRgqjSEFFPkHJ9Te24lEq1jQ7tz0CLwaTAPMnOTCoNw5rUKZ1GwLFykDE4CWO/n9zzPCqKgS6xZbnL9Un4ZyeUs20HgEu5PkD9Ok7vdRxgy/U1elFIQgoBkrZB1r8a19eE/CZMy6Ww7TUwlRMG7KIvLqUDFIaAkcaigCjVvp3XUgBp1HEnup07eYapbxIviFm5ExzUWjXD6lEbATMxh8anDAxQ/D0vORxhzoGqCUvFEIgIjApk5yoDMPa+KgjLCsFZa/O8b4yRERFxxU57X5e1quus18v6Wa6N9r72letl7ScyCAZYKxmjyISGIjDpMEyYYD9m8KQQQSuLhrSq6tp7b0TELDZjJAgMDgCQRmWUQlQaldbaWKW1nvTysF3WYFApZAXMShmlmGpPwKHKjykZ3nRnBM0dEDqTHuwGcsTYXETeGFjEn98cn2yO5fhiuloTx4Kp2ezSIVD6lG3WiW7BM/BFR7v8ZLsHikEm2PFLyAw77sm01toYkgTaRkqdbCDCwSImuaDiOmxqT1u2TRrtULHSoFgRETlP4GOXuhJlszyZqJPPHgUXlETSd4Cfai5EoQXDNSXaWH9hYqpaL7InFosiMRCRr5lqjq3rRI5U5XxRVo7YGIOgPNTOOUbVt1lV17OiWizXy9UKjd7W+diwMkoZ4+V4Ke3ROfZc+0YxopQyjTsCqfbeV8jeaqNNhpJzTWxlx4PgfVD0VdRDRguaQBkErVgGK2iQG3MjIDKTl2E5S7yqDWtSG21sWdWgjUbvawfKXD3Yv3v37mz298dnZ1pru7uX2yzb6dl+zyEfz2Yvjl8QOW1N3+ZZf2BsvzcIjdtETsJgmmewyCazPNd9BqOR2b/19Tev3ri2LIonT5588cWDrx4+qcuK2E0m4/29/cHAbG8NmMhaned9IiqLKs+y9XrtiPr9vuR/MIIxYXghDMDW1tbdu3d3t7fn8zkpOJ+frVfzoqhevnr2wx9+//p3/+1wOL5z5/Y/+Af/8auXL589e/Lpp5/8/JPPJ6MXN64c7O7u7u3tKQXL5fL07DiKEquqPD4+kY8g1rJsMOz3+/08ExGjc06Fvlm+ffvW3t7BZGtnOl88fPjwxavjLMuyfr4ul1VNiHTz9q2qcghqe+vw6OjF8+cvTp48f/Ls2bUb13Z2xzduvFUXbr1ez2fn8+XaKNDaIlDtCQicZ2NwVRQnZ2eCu6rl8vjkhDx88vGnq3WJiKvVCgAGg8HOzu7u7q4AIWAxEOa1K3Z3d7e3t6uqms1ms9lMuLWLcS+yz7u0MyCK7gSQCPPz6tWL4XA4mUzm8/l0OpUDtbu7K4JSYeck3GV7e/vg4EAAtrwHCfgJ+ahaB8K2eWNScJ9l2WQyuX79+rvvvjudTr/66qsnT548ffp0Op2enp4Oh0PJfRkOhwcHBwcHB6vV6vT0dD6fRwlrlHTGXXuKcy6a7TesRDHeE0BdRDK2Gf3IKCkSbgJNtUZEg1oZhXVdE/kWerGKs7Ook9zo60sVpynIiRJHAErcUH4zs+QCbxnVkumMP3psZLOktW6KDzQzS46Oc67xp6UOl07Ve/xoaU1I+jZMMswNeRhd6i89sBvq04TepI28h41D18qdUDGFRhNMErya+b4WNbQIKBCVF908asYORYC6k33NDLEMMEbjeO+JAuwMb8OTPEpFTZ38GDGqWJHKqDbwPAOmXF/n+X7hO5Cc8QjhWizXjUglpg10ndaExEHhxmVgrQVURBwLMwR/tqemo1ELZKxSCjDhuxrFYxjopJ9io/UXMTKBMQ1SvpNMa5Kzn6C+JkwosTVdGGNR6yvBePTiZasQJf/hUhmj/JYKBr8OE7QhDYTXRygnzGR33tE+r7krMftF8q4Q9kDUttUDyB6w2aaCwsAHRntzWFwXX5b5/3Zkymt/ky9sq5PT+EvzTcLttL1HX/jRy/8w/uIIlORfzKF1/ZI/C6AQdZIs3MjK0i27SghrbK6IRLka4jc33qVilXIg8qYadXLbt0YXOyNfA7gZNrNDNOhWphrinJvbX+iyA/DgybECrbXJMwQFDEzk1gt2BlxNeU+ZDCWFiQEYlAeuPABpwDwzGo3OjIUqBISIvUaDBjAKAaREWGOSgesv8LEhY1OC8l3NAEphzyIb7YpSrjcFoFAZBUopoyDP+xqV0iCQz+owjc4krygUezggIva5zSCIN4LvSyEgAhFvBIW1jfDJVXtxP9QxTEIH9SWPbbjsGcyJtPO1qC86MLuRrRiXbxrS2WgPWlt2Clk3dD7qQrZk+k5Cxm5XA6CbDMwNaloWPGqllFYA3hNLiRxKjnN4wEASjgzsQDqSPEnIbUMnhiXhmmSUjfh1hZfrXRk706PwBAynGNu7GmPs/mFGAPI1hgsWCck36lCqXVm72nnHzBDSpqEiKL2viFj4QvDec1HXWtm1W53PFrPFnAFBZ0abtSNwziufNyXyWmk2xlpdVdVqvXI1GZOZzABgXfncZLUrF7OFK4t+vz8aDiR11pggT42MKyKWRWlQkWVrGJT2CETAmjA4JlkBgmJHzTO+CXDzyLVSqlgbYwiUsVwTkefal3mWv/3mvVdHz7/8+dHpKWit9e7e7s7+9v5B6f2L07NlXVe+QkSVZ2gzZYVdRBGbhflT2A0q56raUZb1lNJfffXlp599tru7f/fu3fe/8a1/8k//INf5d7/73aOjoyw3t29dt1b92Z/9T/1cGWOms7PlamW0BmQiGg6Hjmg+nyulDg8Pd/Z2mfn+/ft1XQth4r1fLperxeLp06en81NjLCg9HEz6Oi+K6tnzR8zInp4/u/Hhhx/+4R/+i8V09id/8ic/+clPfvryp9ba7e3t7e2Jc+707HixWAhc2d3dPTg42N7elnSTzPa8Al+7xWKFyJPJZG9nx1pbVdWrV6+898aoa9euvPfeO7t7OxJz8ur4xLmVtdp7v14vq4rGo+3RZPyt61/7B8PxbL786KOPTqYnXz54rvXRm2/cHU22Dg4Oqqqaz87n82ld1QC0nq2XyzkRLRZz50LK8TDvXb16bTgc/uhHP/7k009jjKe19saNG2+99dadO3euHBwOh0PJ2Tc2FIiJ+FP089PpNKYQbeCZi7cL2b92zFTWEhGiXixWi8XKWjsYDKR4vdfrTSaT0Wi0u7u/vb0rATPL5XKxmAqhenh4uLu7K53s0+k0FmMKbSg7fmluGA6HeZ4L13pwcHB4ePjNb37zyZMnjx8/fvLkydnZmbxCnuej0WhnZ2c4HA6HQ+n6m8/ny+VS9JxRNmkb0rjjy+gGYGwgkI1OiPS3hHVMLZGMqAGt0pIhppQySitg771VGrXS2oYoSGlI8xQT/Deblrq5o2nVgexT03rkNPAzbrgRUatLQk0pVd0nHzDlWuWMyMoSJnmDxNMJwLtYOHGJgtSHrY8CFLmIAszyvIH6obdJa220oe4za8Pjl0I+ItJoIqSn5Ig1qZKYUpHMrEAjEjcoiBUqNKiVCDvjKNMREbEyUY8KcYJgjEk2/RoRlGj1m2SvyJVFy1/KPLcKT+82zjKjurjYmpIndangUK4XSZe5VL8XHYPx6HnunDLZbm3kkDGmSTOq28Oc9J4nQxOCtK+bW0Ov6daHcrLJAX5d0F0kDzamMCIDiZ99A0eF8i5Kd2Kbmytuq5S7M/1mWy/2sw5agw70jv+jEgTeUqnd+QvDJRktl4KVdAQDnXwdHRmuxhmEiFDXNSe5KqkekMImvTXV4YWtbLSMRUiFv8xD9Lr/ir8EaP0/+tLqG/+4PT8Jn9fxJeEFXBeInNfAwsj4dfCHlM0hIEITjB4vyDBbkiBDoSAa0NLkQjV0ciRt2viZ9g2qRGmJqYOyOZNty3ZKhiYYQ4XfUskyFUElbx4DSW1E1cwDUJI9I1QIqjkmBLRaB2GE9qIMcEE5gApRIaNWWurrXF0VhatqxWAV5sprZKvQKMwUGkSNpAEUkgJQQAiM4JEJ2SuFWqFSYBA0gsbwj2DMA1ZCRwIBU650ZkyeqX5m+3k27PWGg3zY7w96WT+3vcz2rMmMjuk6vlqR98xOaniNAq2RgZC8UigA5dJsy1aLIXc9BQrSliFuzHjQLZ2HqPPdqBVW2IFVcQyTDPSSB3MHz2CkFqPgPLYwhfCrNvAMogJWaxVvd3Gm1tnJcRtNCURaq2jrSJQ2lNpXmrgXcK7mxA6uUWmltNYs0dIA5ByHak4QG0Bj2+D4dFFM5MnVdUR3UlgcHgYNx3hRZsbdhK40AIybJL8G1yGTl+sWEZkairLxRcvLuYqZmB0xOe+dVEcwUVmuZSOBoD1xXZMnPq/dsihqD4TKEVbOF45LT6R0UdOyqoqaSoKiplXllmUNnmoPpaPC+cpxzVwDT5fLiphQe7AVQ1mrdenXpZ+tloUDR+BYeYbaESid9/okB5JArIGKQSF6MBy00wjSUSEZdMhA1PDhaVWRaqurwoMcURnnfOUcoqrKgoh6/b737qujk7PT0/Ozs+Vq7YkJ+Gw2ny6Web+vbMYIgCrLev1+v98fKKNBgVY6TuhjsAKx986jVoP+sD/oVWV1dPTi+dHx9PzcOZ/n+dtvv331ymFZre/f/+yHP/ib2WI6Hg7zPLM2M9YykatdXde1c5PJ5MMPP/zGN76BCr/44gsBOYN+3xhTFMXJycnZ6WlRFHluhsM+AtRVVdYlg9MKFYKx5uz05Cc//rvPP/v81q07b91769bXbm1vD4WwOj09XSwWztdygfzar/3anTt39vf3m+vXhLD+urbWXrt2/cMPP3j/gw9u3rixvb09Xy6Pjp4/ffpsMZ95csjwxt07165e+fq7b3pfT89PVqul0RYA8n5/Z3t/sViVdf31t97+p3/wX/zLf/lf7h3sP3jw8OeffvLi5cuiKDy5qirPz86fPnt6cnw8m8/OpzNXV7XzO7u7u3t7o/Hkyv7+zs6OMaYsS09UlqUoHsV99/jx4/v37z998rQsS3HBxbDiiHwkHyXP8zjjjym1mzeKLpsUSRX5Rdc4fJxzguIkQdQ5J6DLey+1hJIBU5aFvJMsywaDgXCD4uiLjrsmEJLH41FMOkkjYfb29u7cufPWW2/t7+8bY+S9TafT6XQ6m82qqophP9vb24iY57nwkzF3avPu3dV8phAonaAhorbaaOWc865GhP293Z3t7RBFT6wUgidmypQ/3NsBcijFWt7X5FWrAEyaDLpskm6+ou9xIxis62rjlBzbmKS3nMZlCeFpOTs2IeT9QV/wiXOuKKrVar1arYXWbnSezjtikgxGaCqX27MWz1SKsi7VpGwc2I3yBk90kWmJDkbT/dJKaR1CXIz8S76U7FEgrRzUWsseIQYtclMxF5qDROzhOShNgL33LkSL16EXRaJdWYYm1E4nE/ymlQ6JAojeOWq8f0ZbbRoFfrc+HoNgRg5sh9gkIt+VWQrIbMvuATfKPHgzZLI1OnJySEMMNbTEYIOMGkq8ieSRU+ycg0SWyWkUDXcyLVvA3xXr+mbSxNwJEQjQfYPLa85IwmUlTHiHKky3+BgVv5y0W4eAdISk5Zc5Jm0ykY8b+0vEWeL7af5vmm6OaQpoLJGPpGKzP1MbUslGMYtxC9h+kCSNk7h7GBu4HPso4h+JG39uwj8jJpTNEQexJ3KjF+T0DpPcN7qepM1F9Sv69zDFg4KnLjBuiULzEmLrwxvbqP/FvwkEevT1MSUIJwjP2qFBh8Ogi8UGIs2NKrFLWVoVndaqIzePFL1KMo6wWWQK6JIsUG7/kArJviCF4+1shtgnPCGy3/x1CdtJ3m1g+eJNNjH+XTyQPtR8swqMl1cdKM+g0Fgb4rZ7BIigFAGwMdpkxubKGmOsUsqgAmLNnBk76PX6eW/U8xpQIhNRZhRATfYmxajJkB+d2da3loS7pLNY573gmlGvHx6NqCQ0wiiFTTe6inKX5kT3bFJlnhS4a4n70p3xjzijksw3ip43QNbtMqKYoth5knHb+yROtvSxqjAd4gJIk7tcldzKE8NiI58Kd+MLytFTwajQCkpVmAOJzh9jQaLkvsYfTme6zXLlaIPUGr33Ym5MFm3YadlkQw8AAT6FvgeM24iqKmSo4H3N3gNxE8jZ9OqCj8SCAYr7sGgpDOedOFIQjTg8fLMzgQtZlqnfrzmb3Mh+fG20FuUpee99DZ7Eu9judAu5a3hmyaQNWndRqREgMK5LKoqKmJ/MFqvVihmV0fKEIFQM6v1v/NpsPi+qqnI0nc/OpnOJ+uyxk21KpsVxB1rxYNhHRE9cV0wea8KycOtVTViVxcr7ephn/SwjXw4yu78zsYo1sGZGIGCvAbVW0BtqQK21kTwiZKu0MSZrwk6icCUcXqOlJD3sJpXJskwZ6wgAFWhTSwSb0mVZ/s9//ZMf//jvj0+n2vSU7WW9PihlMosGK1dXVcnM/V5vNBrlWY8RUCtjDCaQQPbxBICgTd4DVnXtlNFGZ6ua2QMi9no9Zp7NZmWxzHuaqDg9eTGbTfMsu3379v7eQVVVVuvVapX1ejs7O9778/PZcr1CREmQB2KlAtGhALIsW1cL57zN8xDj4dgDFEVxfjxzjmazeWZ7v/Nbv/vNb/46Ii4XL09OTmazc4nx3NoeS1feX/7lX/b7famaqCu/Xq9Xq1U+GDoXkjCHw+HVq1ffeOPO9evXf/7zn+/v7ws39ejRo+cvjnZ3dweDkTHq+Ph4sZhrrVFnZVkD68MrN05Pz58+OeoNhr/5m7/5X/03//V4PP7ss8/+h//xv//5x588+OrLs+MTAOr3MqvVeDLq2ayuy62tLZm7yKY8b4ouUCvRTw4GA22tbVR56/WanO/3+5PJpJ/33n737evXr9+6dUt4sKhFlDTd9EvMt6nL7mKYRCpYUGhSm1YMohS56dbW1mg06vV6EfiNJ/2yLCUYRuJzrLVFUQgnuVwu5/O5lM5HkCMEoER9yutH7i7LMmPMbDb7u7/7uz/90z+VCkFBkr1eTwDhwcGB4MnVarVYLFarVQNf/UUZ1UbVykXaKsuNRlyv13W51hrfevON61evkKs1E/laKUV1TURXxtl7b79poNaKNILSyMzOE4AKdXYMcuNSDKDVL0BEFyNnYsJhQrBDen+O3bnR17ehjEg2M50lAAAgAElEQVT5ybQePe8PZLThnKuqSiJSW68XddIXYvHD63yh6esn5HCS0Ngwq3KmOjoX7Nj709dMKyvCD/gOcqBEfyilZM3f1UH0yNJ2IA+m4EyLBBRj2HHLqwYfV2KBkxmQUNOEqpvmopOTqGLqe13X1OJtg4jh0ZEEbIQNj9Lpp0gXp0+cfmGDobW8E4lSo6TgTqwwnQWsdER9lECU8OLY8tvhea20iLqpiYePolBHCdmY/AnPyXlJC/S6+XbCNIY1oDbTdCkGYBKliZpSU8Eis1TBUekuKjyb4IVEqNliVPLcnNn2nXMDwAhYNl9pamjr9mkEwOL5bBreoanigIsZntzIjeJ8IRlem1afrJAZyDc12lIlmmS3RF9fvDqAgx/VMzGFyX/z0VDskRwYv5DhKYnvxEyoGMEze5kU6DaRSHWookt8ff51YZWvz/DkBIl3UF8S5for+/ouE4NeUs/OlwNTGZQpjsRYK6WLIJWwVZ2GDhVKGNsQBCuiyrZDTHi0pgyccLMBQ+CWDFFITHUis1VNJT0nyStRFycoW3FS2v6raXAv0bHwhjFMS65McxslIqqLUjK2M1ThdqbAVa6uyJlaWwN5rrXWxg562TDr93KbGWsUagljFJJMRoLsUakGzHjhmYgJgNAnlQYtkIEs2AvBOaeAhv1hr9fLlEpnDoIisGkOFAmEFmAU7MKuE4uslNE2WJ4SI7VkiqYmhyBPF6GcaiYJTVzKparhVIGJsNmP183/7Hzz0kSjX/m0cmoAuKjuAA5G1PhgVk07TnzSWK1FjMckFjhKHIksbemsfHwwI4N4S9iLE6/VvQCRZ0alNSIpJe64ujE2AEiUiZMdgyO36WVlIAKt0QN58ukoCBC8pC0ldlYGNqja+24y09HNs0TkmsRAJGV6HjwxswifwobAMQJ49sSO2TOTBC55BsdIjI7VrKwXi9oxP3l5UhQFM2tla/LycESttp69ePjk6XxdDIZDz1wUBSs0qH3toSbE2ihSGoCd0ehOz1erVeVpf+/KO29/eO/Nd/q9cVGUp4vZz372068efJFn/XxvyxWr5XJG0+Vk2DPgNbABMsAeWTnoWSvjOkdKA5ICMAbYSIW3McZR6AcJNhLqBjZyXddItbPWapsvlws0Vmm7Xi62trb+09/8D18dPZ+dnyF4BL9eLir2/cFIWWVzOxqNAEn0D8gEjQJQ8oFCUh3ScrHuDweo2FelB9TKKoVVXbDnwWBQlrXRsFqtd7cGUyi1QYTszq3bztdnx6eff3r/K/3w+vXrV64ejEYjAnjx4sVstgAAbY2EbVpr67KKDZAh6FLlpofz+XSxWCzXK4FATLharXd29gb9fDwaP3v+yFM9P597Wkgt+GAw2NvfuXXrllLq6OhoPp8/efJkMBhcv3ZTdINVVU0XS9m2aW1ms9mrV68+//zz3d3dfj+/evXqq1evHjx4cHZ2Rs6/eH4kzhYhIrzz1XpRV945evDgQb8/nM4W00dfvjh6PNnqv/P2u2VZ/tZv/dZv/MZvrFfLo6Oj6emJ0djrZQd7+8+Pnj199JjIVVV1cnJSV95aW1RrZXRZV5q0MeZb3/721tbWi5dH+/v7ZVnOzs6Pj4/n01ldV6enJwjw/MXzyWRy7dq1O3fuvP/+++PxuCxLuWyljEFAl+zyZ/PztN4t7hR1CJgFSYAsyzJtFIikQbzRSXODmO4k9rPX6/UHdjKZbG9v7+3tlWW5XC6Xy6W8AcGoBwcHy+VyOp0uFgvZWAv1FH10xhjpviuK4tGjR5999tkXX3zx+PHjV69eyfa6LMuzszNjjMC/9XotpX9bW1u7u7sS+7lcLlerxcZd99KW86juieMzIiJ2AKSV7dlMAVJMtpckT2ZrNSIwsXOOETTLBhqIMTx8g9mCUwHYxp++iAMDtGh8ifJeUvFnbE5rx/QXIN8GgIz8PyKu12vhaWOUaMSToUOoEZlHruZiLk5aLZiuDeEMBXPKe4sNpfH8xs9rMruBKl/nY5cXTO1qROTIx1ZoMknPkKwlyT/TchhRUiiVsYHGIx+egRIi0rQvts8ZVtB0vSpQDhJWM3FXpiAk2EqDOpcimpW8kHRG3HbAcmdlhoCo5CuyNKH3GFR6OoiIoSsWbdy5grvijwV6Vuk0otZ7L0WFdV0jKqWD19MYQ0TgEptlcuEobduPD0kGT7cWApsD0qkpTpfvRjBmInjmZGkRkXQYdtZGAEskQs0NARe27y0Say1duQEo0lXH2FJJcvQ3UB8zXpq2oBQmHQzpbhz5Mjle+p9eFzL8utjhVOna8QRhanuBi3HxG995bSDnvxfK+GUZnpf8XXh9hie04TiS9OCTzExGBoJuwUS8MYEPxZmIGuIy8hFFbOS5MF5yo4kcDAAwUtTLxY+oN4I6iLuaXeqwQ4E2kQkCJ4kUCU8YYiqbOJamhRaotd2TODjT+29CGanusSZsLK1NVSAANT1v2FBt4RZvtFZK2Swz/Ry0qsnXVIPC0WgwHo72drYn42FmrMRgKgZUTp58SoEBhUgqCMobQzm3GhuDSjfRUhI+q7h7sTGDQptlWutMYYgF1wYRiRw5L51CKqaWEaOEuiglVirhdjae3+lNVm4EqjmYkTQLDkOd8pAUkc+mBCjYgkPr4IYyZyPDszn73GqKsZXUCzyOGVYxZJVDJA8kvYLin9QpFA5NHgkFLdmkYRRUu5jxSCRBf03XHxETp6EomVYbKh2Nyhgj04oNR4dBVbuSiYw2QM7XDhEzY2V4TM5prXWmRWrFzPV6mQytO38l9iyloqRU4mWVDsuJEvlQ0ulnovaJPAKzJ+9dXVVEDoJos11jtgJEds5VrvRAkkNqsqyqqWIuSleTOT6dM9rPP//i1WoWT2TWG6xWK2tzpS1o5TxleV9ndrkuhsNh5RwA9IwlIqplI0XT87OiXCyX8+VyOV+6d95+65/84z842L+KOv/6199599vffvn82f/2v/4vX7t5dWc8/Ou//M73v/fdUW5yzYbd0OpMQ89ozUyunozzZkcV1oc8la21BKy11lZ6/BSo0A8mPxCT5cSIqYyVTDbiMKRkZhxtP3r89H//P777yf0vtR2g7dUMHqE36Js8q6piPB4PBoNytc6ynsl7aCSdnHObSZlknucffPDBeLRVOffo0aPHT5/Xtc9szxjDyimlkJXky4gil33tXFm7qtfr9bK8LOvjV6fn57N1Ndvf379y7dp4PHaO1ut15WrxRPX6WVWUo9GoKFZlWfq6rqpqtSwWy8XT50+z3BqjhuOR5IL0e8PxaNTL+0TgHFllsywry6XsY+q61gYFJxhjHjx48MUXXzjnFJrxeHz9+vV+vz/e3pEKclG15XleFIX3oWuurkvZUfUHvbBt8iyb3dliMZ8tZ8uFc7RYLsfjsfdcuvrO7bvf/va3t7a2Tk7OThbrne2tK1eubI2GWZZtTUZZZpbzxb/9iz//8v7nxqg333xTUmTmqyWXK9lECgp67/13nXMSKzqZTMrV+tNPP33+/Gks3vSOpavTOfetb33rww8/vHnzppgSRfAZ2/wE0tR1LQAgqvti15/sEaVXwDlnTb6xdUjzSGJeqPB1eZ5PtkbCTG5tbU0mE0noOT8/F12o1lrUmKKmm07PhKATCasoWufz+bNnz7z36/VaOgnLsnzy5MlHH30k2k65ucU8kvF4LL8rwTDb29tZljnn6rqUpsGiKETy6r2XP3SxmEc++HDUZ+aqKGpX+qqcjIff/MaHVhujUCPXVcHOa4V1Xb95befqwW5uWSEb1YR+axMJgXBnBkIK7dsXK8ujpDY+sNL7pNY61smmHeVEJPr/UHDnKHVwtY4y52RcIpE5wvoWVV1VFSL2+/0oaQ519qwi1ZM2LsryiHhAaNhLQ+HTjWwUEm8ITdMhgqztlDCMuuL4zUYKa2Onnxy3uhn4KjQRGLTeHI+xaU3GYkpJCiJSU/AOjA1FI9xXeIZKnqRwUI2KFZm5ljLPTjKqYWZHbSMFB2Cf7CqNiSWHskrFDai1jqgvol9lsg2JshRISGUlJx0S8lW7NuxUKRWTYyTKKwaThg+idHpaJXWmOcUeVaeggho8SUScqGa0zVt6ito14KhTguKIZc3IO0lttABQc2ICBB0r+JTS3ntHBDJnkfQHTCfmKp4+BJ14X1oGKWZ4+kZDLME8TdYoS0Ngwtu1kYpCkDDGKMLmV5qj3X7GJk8FEL0navqNUSWcdtJN5xuU6sO2v6WamyVq5TuJpQ0JIRwcVhGqeCGzmIXrk74+oWDJ+eAPUxq1IgAnYQrdDM/EXYmbAsMk6vZXz/DkSwx3bYYnp9Eer+H6QnNDp+mOvErUiVJs15I8lIJXusBjQloFRuQuhXmMlwA/RKy4TuxeGDPuOQnfVxcSF6VCvZm4+xYDJJ8iHAtqcGnoC22eqaEtILmlxssy0TTGDu60/iFte2yYE5KHEDf3Sq1DVphzzqAhIkDUVpk86w3ywXjUH/Z2d3dspnNrZKwJ3gVLFQYkqbVW0IAK8g0uoXSqZ5rEFMnWN6HRoDPb4+bZoJlaa4o2NtNaaxUNstyGO4s4kw1spHXH26UON+F2PZq2Z5GiXQ2aYjoZ8iZ6Ttg0AXax1qYfA1LBffz5tqU9RX3o3UZycSQ2BfUJixonCBrj7YOkqygCwigNjTfWuqySmzth+1QAcl7q2uPQOg4zUiWnMaYqi9YPQMQu9Fi4umRmDUjsyHnBIVVVcSvjbNceuOoScjId40UiOjUkNHugtlM+ZVYx8JkROZP3CCSorypL2dPK+mya7iF3QERFuUKl0GhHviKuGSpPDtTJ+cqjfnWy/PyrR2VRQc/Ilmi1WvXyvjSel2VprK2JASDvDUpX2zxzNckj09eOiObz+cnpMVC9Xi+YfZ7nztHO3sG3vvUbVw5vnp/Np7PF+OrNg/1dck6jzzQ8evDZ/Y9+Ou7pYab2J+NJP6tWiwxoMhoM88yoipxDxDy3WmsiJ2dHKUMIWlmTWa2lwE/IPqmkb40x0uGjjFVKEShxI4hmqULc27ty/8uHf/YX/+fHn31ZOe6NttBm09ViPJlog6DUeLw1HgwRdc1gbOZJ8hiUrx0gDQaD3/md3xmPtvJ+b7Vav3p58vzli5OTs8ViUaxPELTW1hgLrELNgFKI7L2ra8cejMkk9GK2Pjk6erFcrw8ODm7evDUajaT/V3SAs+lZWZar1aIoiuV8Pp/PhoPdwaA3GA/y3BqrB6O+uNeEnWZG0UV5x3Vdi3QQAIxVw+Ewy7LVajWbzba2to6Ojp4+eVZVtUwbEHH/8Or169e3d3eIaLFYeO+9r4UlQ8XGGLl/enJSclAv11VVTc9n67KyWSbXS9bPEDHvZaPxpNfrSd+XQkPZuKoq8M57rxXs7e0c7O0bq3/29z85OjpaLBbj8fiNt97c2dmpqgp9IWCpqMqiKEajkffu3r17ADCbTmezmWJg9lop55y14SBLw6H3fm9v73d/93fff//9yL1EP5V0Y8rlJvmNRVFIXURVVTGUQn7YGNOkUfAGKyWvnBKGgaTSkGWZaD6Fgtvf3x+Px3LEJPdFeh3kLmWtXa1Wktsp2S0S0CKs4NbWVr/f11qfnZ396Ec/+tGPfvTixYv1OrQpipi5KArhcrMsk3YiSXzp9TJBmMvl8uzsTCyIqYPxYtRnf5A754rVqihXGvjwYO+D997VCApZMbi6BB+O+Tu39g52to3yCBTiVBCyrMegSDRtyBqVEu+AVpfCpCjE3eB85HgaYxB5o+ioeYn2caNQp88++RLxeYsHmEXfC0pfiDRr34yrSQSf8ezH3J20WjDSgJcGikbjXyqu2TBEyDqMr58WwadvOwpTsfHIGZPJ0iWS0nJsTGsqRcVaZRxKzLjJzVeOJDs6xEXHXgS5apoPopqmdZbGneZpFR5bvhPnFiaVnls+ltrEAEREUmqjsySiPmgefHENKJNtSK8j4pLPuJHIkmKM2NYgHgpQeiOvKKK+tKU9yLaJo6JSzn7tE11lp5wjb3mIRGdbOZ8OHVwsZGpQX3r2XcPHRNTX6B4htN0qzY2JpnB1srpaMB+gTNA9tpIELfJaYCL2zRVR+4Yow7Djom7of6zxENVu5PqiAFhQbiuRhTTiBSLqkzaLhn+z7alBIGLgUGIeUV+q8Ey7HH4p6oOkpT02N8jjj8Uvo5VnFtSXanTxMoUnJBiKQf17KTz/30F9+If/KnJ9kS5Lub7W15fUJCT5y4lIMjgVO8lFF7R5G2e9832PvvtNei2JKY1w2KJn2XQisWQcAlMzsqd2FsjRY4Zpr2tUL4epjCfW3fi11ufo08eJagikNiS6gfoILE4YZg/EUvaAiIqM995Yu3+we+Xq1cnuxBjlyOU9EXcxeMfkQNrYEVlKWhmUAo1KIyoV4UcDO6PBIMQNtgQsdqs40uwczS7eB4XTyIzVjaGoQ74JhjdtcrdUoKU93c0UKNx/TWhT9BHnaFSowjNMdX8RiDfzWgASo90vQn2iy/gFfX2qcc3JhLUJIAk2TuH6VHjfgu3jQJQR0QRKMySXRK4v7Oqq+lLUx+x97SRjWQOmcZpyKNoAd63LspAXNBie+uGJRU7yOkUwLH16mOSnSS4aK1RKGaDNZxg3U8NUlxtd1BIGShT3NDpE7IRjGICiuB+da3x9HkH6/7yrKyKiuvLekxM9JxORdVxV1dlsaqzV1pS1B2vLmgrnHdpV5UuP3/3e9x8ePd8a7Y53J7JxBIAsy5wjoSZ6vR6DqqpKZ3ZdFOv1er5cFEXhHciOGQCM1szOZlp2nFmWIWpU1pq+d7BaFUvMs8xYha4uDnYnBujk1TO3nE/62WSQ7U1Gfa0Hme4ZoxGHttYajTHWiNyLhdAIp8Nooy0ai4gSU54nBp44R9daK2NlfJu6XZ2G7a1d1tmTZ6+++1ff/6vv/6iofH97O+vly7JCrfr9/miy3e8PtTLKZh4YPAGSMRoZlIY8z0Nj+M7eG2/cu337dt4frlbFfD7/7Od/e3p6Oj1fImqjMwhaAOCGbjI6NyarK79crvIRKqUr52azxcnJyXK5VloLPJvP58AsEDrP7d7Ozv7+nq8tse+P+oicZab29WKx6PWzaHMFUELda62B9fb2dt6zxpjr168fHh4+efLkhz/8oRycqqzr2r18+bLfH7733nt/9f0fLpfLPM9Fi3jtxo2Dw/2iKM5PTqfTs6IozqenVbFeLpeIWLtKV97aDJQajbd3dnaVQW2w18sJyRhlrfWeq6qyyvb7g/MSmNkoLfMXQFZKUe0Qm474+fLk/CzP88lkMuzb27dvZ1lWluV0OnVEs/l5pgXJMwIPh8NqXQhDpVEZY4W+W6/XZVmenp5++OGHf/RHfzSZCPJsy8GNMUpzjPQIcXBE3vvj42Nhw0ReG2gfNBfjOtInTjrjJyJPdaTjEHEwGBweHooEdDAY5HkuhaKiy5X27bOzs4cPH56cnASc6f3e3l4ami8VlxLaeXp6+tVXX/3sZz97/PixaFCttWJllCsuso6jUU9AoBC8WmtxFZ6dnUV3Ypqam+Umy7KyLNbL1XI1H+TZndtfe+veG0Ae2KMj9rVQCcjwzbeuTyZDTTUCiV2ZUWljABSF2SAhB7ioM5vq3NqxOpEg1VT4EPs2hOu7WCYheyBoC7UDqRIeZM0dQM5CmsXinFNG53ku8l3vOf5MpHaJWCsTukO5BfappTON4Er/IecuZnelbsBLlWYxMDaljuWcat2BKDL3lHQTgNBXBgpjLg61ifkYPHONlEc2ykTc6w+Cda3ZjXCSYxTJSeH9BFpI8ldSn6hcMzuW/WljouMk5TKUKslnrLrK1cjCaa1RmVRyTESo7UaTBzRrRri+jcI9bbJOVhNEHX7bGBHPgvj6Oum1GGU4oLRJJbux4E5CwuLSjb4+SStp99XNi4c13DB10fLXGVkYGyll2f8I6RIaMVggaFOkydRhqqIPs2PPa3192FThEXHK9SUcWvsiSmnoxDmAoL7U1xdRXyTBmNlxWsCGvjW26VZwq7KLqK/RFqsNGCW+votcX1hdhNTQJ6mvzxOlqA8lU5KZUIHCiPogTWf9lVHfhqSTPfyqqA87dsFfCfXBP/tv2/dxGerbUHhGI1Dbat3pBgmqyuCoU+qXFTwkbxqRkaDbnRJV5qy5u21FCBpuaKNNKLBzRB7ktoINV06pMjMoPJGDklBQh6TFUNJEExOLmL1k30d/8iU4tql5jQBA2CqllHcVVRUYk2XZ/taeVDBNJiOTiTDWI7LzFQAjUHN7ZAUISDUF3Z1S0FR1sk5Dh5OeIhvbETjs41OdamtJJyIiAz51x0Vpm4xsbcNgCGfrvWdt4o1MYkUiwk/wHqeor5MYhm17lWLqZrfAhhxfN9gphq+kp/5S1Ce3joj6WtowodyZMBBTTRaOpLmkqE/SXOSyFq5P5K+RQRWuLwhcfTI3hZYIdVUpi8goSKJf2k8a7/g6VuF5Sv2BSimuKwCoqwqRjegxqirQLOEx36I+HeYRmGY9J9PuZhqKIWU5csJNCQQjYqaNnMGGyQlHyXIIDYqozzlH3nnvqa6cC9pgTzURsWNx+2S9AWtdVLXOe+uK0GQn00XhaFm4H3/08+Fk9+Hjx6V3w/7g8PDQWjsej4f9PgCs1+vZbMbMZ9NpVVVlXYnqhog8qvF4XBTV7Ztf++3f/u2Tk+P7n31S1evlaiV0hPdQe0bUCNrrgfP1erkYjQeafVmshrlxxSpTXK6Wlv2wlx/u7kyGw8zY7YHoNhkVG4XGasVEFOL1mzOu4/LsW2N1u2ESJZsoPLXWLAWPOoyHbT9brtb9wWTv8MZXT57/2V9895PPH5wvljVz1h/oLEdlQJvJ1u7uzr4DRoUAhOy11ojAPuzvvfdGZ5PtrcPDKwf7V3b29yaTyeOHP3vx4uWLo1frdakwizexQb/nvdPaGm2do9OT2cnJyY07hwDAqMTWslyuT05Pp9M5InpfH+zv57k9PDzMMlOuV1VVGT1ExMNrh1tbW9evXz09P/nss8+EtQLmICBs3ICHB9citSV0h+xKZW9dVw4AmfH999//vd/7vU/uf/GDH/zg8ePHr05OlsslAGxtbYkP6nx65soKgLSCPM8Hg55Sans4HPSH1ubG9rTVAKANsyKlgNj5qiYihRkzeu9XtbbW2sxIFl7Y7kq5nNbMvLOzlw/6z549e3H08uWrF9ba0Wh0+/bt7e0JIi6Xy8Vi5pyzWldVlRm9WCxyG8CelJsXRTGfz4Ucu3HjxrvvvptlmZjosiy7cuXKvXv37t69u7+3nWaxRtWcNLBPp1Mh09brdUz42KgWiNEv7cStkXrGVqH4X40x165dEwVHv9/f2toaDAZ1XS+Xy88++0yUnKvVSrSIWmspeZeZy/9F3LsF2XWdZ2Lrtm/n2n36hu4GARCAeJXE0ZW2EkqRbFn2OBNHskVbqfKTNbYnqZqqPEycx1TlJZWKH+NEzvgyVRmPRVNOUmOnIo9lWWYkWZRFiiIlkuAFBAgQQAPoPn2ue++11v/n4V9r7XV2g4qdpCp6YEFA9zn77L3PXuv7v1uwhDHvWSLOcD6fHxwcvPTSSy+++OKdO3fCoDCgVillmopu11VN0iLS6/W63a4x5s6dO7PZjMSKTmaiOJXal+VyMZsvy/n6oP+ei+fv29+zuhZgrakFNWcZmyTJRx65r1tkHIwUrtERubDQ5EYwAAZWcBQMSGHYyusPjrU4t/NEJGYTMSJ9JAMZHCJrNw+MXBBnErQL3euNskbwLMsQkRyeHvW5hkZCPk0cFOdBGOy0wQDx0bbwPw2k6HqFZX0lET36dOFFWkZH6qts979zFfv9/cdUBPwCQIosHop+MtbjCSlJHWhdcw+nR6JKHIfGmQwTEOpadrc0NNDUYET4QLOHodf0ILCx2dcRjRm0l/SlYFEFPGFyCttaCdcN4k8hgDXfOM8mSbq3fYazbMpUGW9dnRpWuisDSvRhFyLmRQw0FSAYeWdq0+xzMMJa2kLIpGWr3fTIRTsrmItGxerL1qkznVBf2PifRH2s6TyTbLWlPVZ4Es5/tzSXANSlVPdEfbHCM9pby3ACTRgcMEYKzzgt1jOxaSN45gwsIDLjOcpgIvNHmMTsX0B9oVn+nqiPuL6Q5kKozwLEqM9ay6R8N4UnnmhWCy3t7SJEg++m/Fwx3Ik2r/j3Rn0+i/Tvg/pEHNvK4aSj0NEsTefBKroje2h0XqLkVsY4uPBceqZ4UgVX72PHNUPIKkTpHg2WSD8O4NCgB3HCeJ2bBWs1YUEOaIxh4FCfEg0VFlIi/a/YUBsYlGy8sfCuSBm5L6jhgn5dc866ve76+nq/398cbWVZkiQJR6jrGoyWkqtEWK0djxTwk9/HN/pStAyRavRiIjSIKxRz0fOEygT6U7VqBPdmrRP6W2RxD2+eprQmeb0jj4sKqC6Fg8eoqxdIgI7HUdRXHh6CMeo7yfXdU1e5WgKBrQgW6dJcMIgwm88VixYoNs3V/9CR+OBKD1kZBPDZ+Pqc5cPDxbCrAGMbOBp9KKtrX9dumqdwlJjs1B2OLxKgTaD4wlcJPOoTnjfWVUV/8CodN9ninKPWzSLkJZ00OvS9ClEblUfXZOb0tB4qlzzmjxOQzoyi1CW0YC1aAKuJ7LPWgjbG1IQDrbWAxvBkPB7P58tOt89lUtbaMjlflsez5bwyNTCN7L773/Of/fN//sKLL/3X/81vX37jDcbYaDS6b3+Pc373zp27d28HTVpoBuv1u1wImWXz+TxJsk9+/JMf/OAH//RPv7KYT9I04QLny9l0OgXLLONgUQgFqKiEZ31tcPv2LY62k+ecgeRoy7Iqy2o+63d7W+ujNEnXex2lRJElaZpwZjiDXIk8VQBGcBT+K+YYUSa6eUIMOV3Z4PEj1Ee7HCkl0d5DZ2wAACAASURBVH0ql8RDqqwPQs2X+rXLV779ve9dfecGTzKVF8ON7YM7R7fvHp86tT/aWFtfH3DOQdeAJk0TJSQhaiklZ1Jbg8gSlWVZJhI1nx1ILjiXiNz1QislBDe2XiwWVVUt5uV4fDydznVtH3r0ojFGpVmed8qy1Nrunz7z0EMPLRaLra0tJfm3v/3Ng4OD4bDf73aMMYu5rrXu9ntra2uPvve9g2FvMpncuHHj7t27t2/fKhdL+sSkmBBCUhYoIYqyLKuqRGQEDoWQDLnWjqD4yL/3xPve99iFCxfu3r37ne8++/TTT7/++usk9x2tDXd3d/d3T925c8AQjamllIqbNMkZk8YyYBzQCAFSsbouhWSdTqebd6VIlEjTNO8M1xDx+Pj49sHBYjGjKyWEKMuyKLp1XVvAzZ2dne1Tp06dyjvd27dvf+c73/nRj37U7RY7Ozubm5tplnDO59PZjRvXTVVPjo+11mQKsFBRXEqe5wQXR6PRcrmkjTgBYGLwer3exQvnzp49e/HixdFoRGCY4EdVVfRj5AEbj8cEKeMoedF8TyHmJU6SOeHvKZmTEj4DvUZIL471DztgRKRwnVB+7bKLyDksZVVV1lr6aMfHx5cuXbpy5coPf/jDW7duMcZIx2utresFYRjqeAiZn4PBgK5+sA6WZZkXKWNsPp/PZtNysURmT++eunD+3GhtCHUtGFhTS8YZgq7qXq/3wQd200RyMIkSSgnOuVBJrS2XiftQiIKhFEwJtijr5kkYZ0UK0ZIgAcBq3KUNkIk40oD6wgqiVgkieiNychLxG/S6iCiUjInZVbsdjyMigw4zROy0ev/uEd5gm3LIRrW4Ggwbe2qCjTAGhC1zoK9Ej/YJUbAQchY8Xeg1xowxpdIQr885Z1JwLiBsFFf+3vF7zSWwLDB4K7XwKIQQljXMNqG+2A14EvWhbE546HB3+hehYlmsMcbiie7vyF5kPbXYxAJxSXeLOwypomjldlCtxrb3suE8I5RFP0zozul1o+8yRP1hIa+SyL14rkFIz4nAI47RbVGEbOrjPXjjnBMGs4gAGADJUtfRFKlBfeQO8PvMBn8qmfjM1ybDE/yh/j1Rn6+XcFyf+5oI1ZwH7pN1vK/Pe/niPkPZnGq6l8BxjHTTBtTHOadgtpNcH6E+sA58kniVfj1keAJSciYHYwFYC/XR9/yeqM8jKo+2Iq7vHkEn78L1/X+N+nwOB0f4MQpPEU01Gh1dVGvHODIp6PuDzBf0rRRx+CfdiY8qRHh0NLQRhhSl1aefRIgqzhoSjwsUnAmv+nNeI4hmYMSQWIf6wFqtNRqLaBGANq+ZEDzKAQvSTRdnuSqo4M0DLuQtobtukqVpuj4c7O7u9ge9NE25ZFYbrbVgkKokSyRaMHXtprnB3unGZixlzXYTACjIJAlpvBGphYjKt2FKLihM37E6UUoHxW0xxgSWHFkcEu1Ou0+TDW1USZIkUjIh4u0FVTuEYBXJVkK6EUyrj5GzIPcFGZexMBTRre+GwbGEmHHW7lfF1tAgRn1B4el+xZq4uSEINX3bh0N9JG48ifro6KXk8S82j1TjNMkCm4BvxpiuSimpYF3TPkBKid61E6K36O+tNWis0wcSo2WMtVZxxmkci0CRnmTRoVtUCLcBciMr05zwppuIgDqKRr/OGGMs9T4El1dOKUQcqbwuzC/cyecgrWO8A+ozxiBYClaxVjuuz1oAmMv88uXL46NJkmUqyQRPK2vnpZ7OFirPATlP0u29/S/++m+oLP3j//Wr3//ec9euXXv76lVdLRhjiVRZlgz6/cVitr6+3unkSZLQuF1rrTKlta1rjZYtF9Xx+Kjf74w21jc2hshhPp8j4rKqF4uF4AoNGmPSNM2yhDF27ty5a9euHh0dISIHLjgvy9JWVgqxvblV5D1kNlOq20k7mVTMcGYVs0UqJWeCAUPLkaWSzH4iUTJVognQEy7vgXx9LdTHBRS9PheJNoyrrDPYWGr9yhtv/dXfPHPt4PbGqf2ffOITx7P6O89+72i6KFK1MeoOBoNekdOdyQCqqsqLVIqExudKJUqmZVnOZrPBsMiyTKkUAHVtg/bv9u1bN29dXy4qa61S6dra+vraxubWujGGuD5jIM/z9zzw0MMPP0y39NUrl7/61a++9dabm5ujM6f3i6JgjCPnAGyxWPQHa9vb24PBYGdnp9PplGV55a23rl59a7FYMAa0t6VAEeLuOp1CSlnX2v0NCmvRGEOJnQ++7wOf//znH3roobzo9vv9Z5555hvP/E2n0zl35uzp+/Y2RxuI9i//4qu3bx1U9bLX680mtxkTda2NlUIliMCdmUIXRbE2GHa7/dw1j3bm5TRJktnx5MbN63RXUO1EnucGwVqUKpnM51KonZ2df/zzn33iiSdu3rz53/8Pv/PSSz+4e/cuAHQ7OW3pDu/cRmuzLOPIer2eELzbS8qy7Ha76+vrJEiuqqrb7ZK0j4gaSnYZDoeL6bjb7e7u7p4/f/7MmTPr6+tFUTjaVqkgL6ScFaI667oOlFEcqxjWnZbEJqataG2lYyAESI9xAgZkJAtiP+4rK4hLD+GNsekoJgCttb1eryzLa9euvfLKK2+99dbdu3cPDw+Pj48Hg054AgSpZ6fTIVRcFM4OSkd7cOdWXVXj8Xg2m+qq7vaKBy9e2N87lacJap1IrutScYFgTa23N0fv2R9KwRlUiVRSci6FUqmxyKWPpgTgCEpyJYjq5yfjOgNHFyd8rmYe2jDqjelZ3+bKg7SGdK1hHkosHzHbAQlYaw2YkCwihAynNAJdTcYDiS0Drgjrb3y5Y6hJWoxWu0A8EVixAkoR6yrfDe85BbLBldJ5f7qEq8XzRXbNXSRjex2Z3FSShXYuRxVKwTnXuqIPFBe+uzQXhlQnEK4XMBVVw/Gg7TTetUFIpiF/opxSdzcyp8VFJmL3o7XWIm/xvXivXodwvQBXZMPc6ziosT22RxLD1kp4DHULGKWnOOsdRGmucQZbhEtj1BeWmLg3wh1n9L7uIgoZbpIY9VHuFzBG/CKdFh2lHgbyDRGVTKNQlsZhKIUKqI+tClODWjJsPDhvtnkQrIOcEe3a4voCHGqhvri5IahAOechzeUk6gsKz8YmvYr6gCFnbjhOzQ0BfAL3umUuwPX5yuDri1FfSHO5J+qLpk9/L4Xnj2tu4FHEaEyr/T9ReEaoLyq2PpHmEvuSSZBJuE56t69kRNZxzkGpENzSCmlsgW83OWCujIK+40Gwhk1aZhQh47m+IG0liaYQTDAmnePTTapy4LESz8VI0iNbG1tray1YTc9urXVibKuVLqhbG8wHviCbbgs3f7LBEobMjkaj7e3NjY2NTqfQWpfLpVU6T9JUJQgWteGAHBnlAYZbELkrlmOcS1N7Po2DtczSKHEFxYXhh1QudVNReCBAiCptUjp89bjA0n0WC61ipfjWXOlvpbhh4YyLrsec4HdDdfI4xtovHtB0n7dQHwcZ5S8FheePQX1xYmSM+hBbTYZ0U0XZTdDYFOMMT7ppfXhjcEJDIMDdSuR9fc2WwsNpgU1lqGC8qpZCCLL3NTnX1qycZ5/KUNdV44xiDLxuJ5MuGpuTDTJIUzzqI7kNfSavzY8MBhHF57pEQ8zmappuAH7IgAMCmMaTAIjMCtP09aEFa2pjDKcsaWPDr9PG4o1J+fLLLy+XFWcyUXmnPwCUXEjLuFSpZTgYrhuETr+3trZWp5u7u7tbm6Nv/s0zL7zwfKcodre3sjSpq+V3v/vdVIoklVmWSSlo8Z6WE611mnRSlWptAWA+Pa6qRZInRSdbWxuMRiMDdjweL5fL6vCYc9HtdpGzrFNs7+y88cblO4fjXm9QlrWSiRCqro3W+n2PvO8zP/e5qlxefuPVF3/w/PToYGvU314fSNSmmiUCE84FaCVkJ0/zPFdCColCCBIIOKKPM6mSMAKPUR8ImySZVFmadS2TFiVLs0Vtf3jpta9/81sy737ip3/245/6mdHW/re+/eyffPlfX7/yel6k9923v7O51et3UqUQcbFYULJfbbQQstvt5llHCMEkWyzK4+Pp8fHxbLpYLBZVvTSmBqz7/c5oNOr3+1lWSJkIIajn0NIAl0vOeVWb5XI5Go2Gw6EUbDKZvPrqy2+/fYWB7XQ6aZGePXtuZ3vXIptO5loTH8LOnz+/u3tquVy+c/1t8m4JwYosoRgP2uXXdTWdTpfLsizLyWSia1uWNeFwpdL7LrznwQcfXCyr2Ww2GAwMoDHmwoULp0+f7nUKALj29pU//7f/22QyWRsMtra2RpsZY6Jc6sm0LGtDjzttlkUn7WQ555yDRJSmtFWltZ3keU6iaKqhoyVrMpt2ih4KWVa1QZzPFvP5fFHyT3/60z/1Uz9lrc6y7PXXX//e97539e0r48OjXq+DAP1+//zZM4vFoshzxtjtO1ep5o5Ui6Tio3SW/f39s2fPWmvffvvto6MjxhjokmAb3SSj0ejhhx9+8MEHKf2SvuAuH9JaQg5x4x8hSXqLVuZ+KxU9QIU4pzGmPpIkoQdLkO4T6ZrnOREFgesLRkSX7Bd8QYwR70cohSJAL1++/NZbb7300vdDAWAcbknVggH10UeYLaZVWc7nc2M0WL29vf3ehx8aDnpKcGZMlsi6WiqvPz9zeu++jUxxDlBKLmizJ1VqkCmZ+mAhi9ZIwRLJuUzCqQiDsFZMS9xhEDbQzPv3AsnTJESHvTi4NZGCi+jEkjrXiwRl+JiVrui8eaMEUGwG8b0nImEMgfNgMaGDJw1tjF3pgIssP7lfbFlOotRHS1cz9I7G7QttRaiL4gsqYhbFljSxmRBVIERRH8zpRjij4EcuRTAXMCZc8y3n0vO0DpNwRVttIUQT+8GTeGIbYiyNMeHtCPW5cwhw0k3nRqvg7vZwcy4rHQfhhE9EPxM8dY2XL0KJQbHpSS0ef+OEEAH1RRyGv/eEJCdk8/GFCh0PEEl5iQOMwx5jri9GfZE1MfYjkFWPNb2OXAVfX11rsmgisoD6UIoY9TVVGSIJ9rzYRUJA0CAw1rgigzi2hfpYxIgGrg988XerucFYvKevj1Cfu4i+XYNzTgrPgJioJzsoPOPMxXfr63N7Q4ZgG8oRBbcWW3196DahSKgPhSTUZ8mv9S4ZniHCNM7w/IemufAoaWZFEPv/EvX93/j6HEIlhR8Q2BOJUkkihGDSbZ2JeawjVj1OeWoTmgH+heCNyEQI/N6dbhx0BFScPNhxfYwRESE4c3ClNBGP5M6LQKaUAwWSCyUa9r86HANArSvwbu8mEtNnyQTJhGsaZ+iqJiT5fuWpU9tra2tFJysXS87dvLYWS8E4R4sWFOOZUEpKqt4mqEcVbxaRCQ6cdR36QsE5GMvCaoQWozXAneCEUeqjlJK7FhVUXIS1bSWmmVUrInj/1WpqvqMib5puJkmSJUmSSEEqN8EFqfZ9ZA4XfobHmkAzimiSTZksiLiqYRX1ubeL4nzeDfWFlnbvA2Qx6os54aiylAe+2oIOGZ7U1+zatpmMZQitXJk2kei/aYT6wl+SD5AjUvOvm8LaRlKL/uahIOQmhQwAfE4Ap5hwYqHRqZVDLAQlhYYBSipVPO8nDjCULGEECIPXMfIOWdJ5csEcisNoXQEjrRe6GI0A1tRaawaIjIZdhvkYMQD4xqUrb775VrfTT9NMqXQ42GBcdPqDIu9yqRZlacByJSpbCyGwc9pae999p5fzxXI+zVI16HZ63e6br7/+J09/mVnT6eb9fq8oCquNSsTSLhOZWotaWyWzbl6kmbp16x0LldaVBpNlGQEYJni6WC7K5eHhYVmbNM8qCxaQSWWBWcOVSgClMWC13dzY/s//xX/1cz/7s71O+q9+/3f/1e9/6eCdK71Mcqg2BkUmeSZQcsik7He73SJPkkR56KwEo69G8ORQya9PEZD0+O0UXYsMmZJJLpKiQnZwePR3L7z0/A9/NNzcTbvD3bMXfvYf/8J95y4UifiTP/qDr//112az2bDX3dre2N/dXV9fJzVpECPVlRmPx8fHx3fHx8vlsio1CRGUkoPBYLjW7Q+KLHPDGso9B2DOSYy0q0OwTCgppULEJFFWm+Fa/86dg2vXrs6nEwCobSmlyrLOmbPn1oabaZqXZWWtJVYqSRIKvOcC0zRlUFPz23Q6nc1mVVVWVaVJ2iCE4Go02iSyS8qEpbnWGpkoimK+LIMxMk3Tfrc3GPRm0+Pn/+57x5MjJQQAdIe4s7O/ubHDZTE5ni7KJeM2zYTVWpuKGSZ5IkWWiJRzKcScdszWWiqvr+uac6Gt0bVdVOV0upiXNX1ZpnP28MMP/+Iv/mJZLg4PDxlj6+vr1CDf7RRKqUQqXS3//M//HC3s7e31BlxrfXBwQEkzBISEEFrrixcvPv74471e75133jk4OCjL8ub1q/P5nFoQAgfY6/VOnTr16KOPPvTQQ/1+3zWperhFy1BVVYvFgjS6cZxgKxMyMEhNI6sQTednJKgLFB9hv1aoJr01VQsEfWN42tAHpAr7EMhBOS5lWY7H48Vi8vLLLz///PPXrl0LHrbGKiYlCRfpb5bVwhoDAEpJzmB/f//9jz6SKEGoL09VuZwrHzd18fy5vTWVCG5tKRgHMMBQyMQyrmQqVILWoLVgNKE+8GGPIackgBzSmsaIbrXFwQbKhY7ZnbEoKNtoS5E2BIaDczXY82IiUSgRG+m9T2Slgi8AOfL7BTYyZMMEDNkwNgQYAGOEE0a0rfF62NeGvFCxGnS5kjxJQmLrZ3zgVvGwLyII50IR/VFZIleFJ9kQrQWZKCcpFDzo7lqhqVIm4SRQZwl3xcK+e02kjZiWKxbF5oVNI1hmvc5oqXUL8wQ8ZiyGAB73TQEW4lI9GMAQ9Bqa05syJCZi1Bf6EihFsxVvzlQSB+eEI2GMSakAm2+xtRZYM52B6P5pKTzD1SxrHWRBQdXpcDtfiZ8lrq9J/eUqqCilVIT67sn1hYwAh/Sg2ah7c7tDmSdRn/VkoGs8X83wPMn1SSmtF5QGaWX4vNZa55djDBCthRbX532PzZ2PwrVVt1raA7yP01yCr4/ApEUIqI9GFTTjIF8fKTxDcwNlRFCGJzAGlEl7L9RHSsiTvr7/f1Cf+vy/jEyQ0E6GoR500VSiYELZ5ZyCSmjHyijslwigKOWleVe+2jIYT6eigwesVzNfwN8pyIGxlZwXVKaBDRCTk5xx5o4oAMYkMqR5+ss12kV+PEeWIMOUMXqm11VljUHruAwR6s8jKKG480Lked7pFJ1OJ08zpZSxtUdTEJCs5CvxmII5AQmhNdc168sk6HAalhK9LpE1zRk8dv9HC0MA0lEzrF0ZDZq6nZzJm+VfIERMHXLOEUyQMSilsizLsizi99xNwzkXXAivtFw5r+56uU8afzf4Cq4D4U4z4wI5rlj4VlN2CIxRKjEjDZ7/bjsCH3xIDwJ6Uy3jq1Wekgvlp8JCQlyRzCKESV0OYaHinKecx2uDtZZKNQAArYFQsAGIAJy7Zkh3wqyz9oViyRCQ4w5V8NDu5dca23qmhxVOxAHNcdSq4PGoxTlM6AEBgO6GIaQK9Ad3qyCLxD8WARgYbg2zNWgN1iJj2gKg0JZZJkWajY9nV69efeXWWCUJ3R5pmtMfpFKdTldSMyTDqq7rWiMyIY21gCCSpJOmHakyY7k2WFb1wcHtNy9fXlYLRDiejtFqnshhkVDJpAULYHdObVtj63qptZ7PppyxcrkQnFtr0iQpil5R5FmWI0MKzaeAESmVEFJKCQydsR+Ai8He/v7e/n1CKpVm6+uj97///brWz3zjr956/dXp0V3FTC9PBkUqGCrBBxKzLEuVAKvzPC2yhCMoJSgLGVEKIRmTyAUiE9JKpbgQFgVKWRl76/Dwxu3DazdvgZAglMzzotcv+v2Nza2HH37fAw88cnh49OIPXjo6PgbAo6OjyeQ4UTJJJEdYzie6Lsty0S3yJJFM4WAwzLI0SbIszaVMpJQMOWNc1zrPiqquEL2FSTjg8cgjj5w+fXq5XGqtORM3b968du1aWZZ53qFubrqNj2ewtb09Gq1funRpMptaMEWRk3dLKbmYzSaTyXw+r8rSaMNwkiSpMdYYmyapStIsK3q9nuBKKNUpOlxwwd18NxF18JIPBgMwdm04LEs3iprP51VVIfDDw8O7d+8i4tJy0iv2+71Tp3Y6nQ5HpnXNEKUUANYYgwBGG8ZZVVda15S5Mp/PKbakLJcYpRNTyqWUMssHaZqmaco5s9bE8fdZkY9Go6LTOzw8fOONN44Ox1JKJlmWpv3+YLS+ppSYjo+TRFZliWAF51mquBDbm1vlcnl8fDw3bmvIOU+ktNYQMNNVpZTM8zzP80888fEPf/hD2tSCJ1KKmAVCREBDCFBrrXVNn4JQh+BpHO8ZW9diNb5bAljced3s+HnsLfHiGs4A0TDGBBe+OdpzYt4hHD+MmGBKyKoqj4/Hh3fvvPHG66+88vLdO7eNMRi153EpCMkIjgwg4UxyfPDihUcffbQql4Jxa22aSDClrqsiEZyZBy5e2MhZTMrFj9y24Z+xuJCAgoXjNTFWciIi6fljSjB+hVjR55hD6ZA2BbQERi68QnPVABjeO1sllKyuQMRV22Fc8N0SrMZQrRXTspJNEvc3CBabG+nt4pbdpp+Ac2Z8RQIiRYU5j5OhSyBC3x5Rgi7cH0C79jvkQgSTnqvIZQ76Nh3KEAZYTQUc8MZ/jojQNBB4rC6FFEFC7xjGZjfPvd+eM+aayJyFwxhTVhUAJElG85co58w7ktDFxoTqgkYWiNxQohsGfMXotAohLENjIF5kuQjdvK6o0OdCrKSYBAgUJVZEbJvvDGx72BhfgQYOhEPwsMVfzJgJdGl2gsbxlIuDAEgIkLDNiVZwEVOagQulGYeJ81Q4hwiahoDNKNf0xIvzZjcV14EgIvDGcOu0bOAif1BwopFdK7cj0VQcAWpd44pTeEYBMHSOUwi/yDlJi8HB1+gjcycHpTeiAE9KV0TuNMDuI0QHr132ySryIV7NsQLix6A+f1uKH9PjFzefB6U4azyxIT0mfZfmhl/5vegaQAC4TuLvZJtOQkreUBZv2DlwzoFBk4vFIyti+Hj8HuXzIUuT/h0RGTMNPuYQwWKMT4MzXFGjpFjp3nEwgzEehVdwZJI3aFhg830JXeFxahpJ4DjniVKulKmujTFVWQKA1TXxfrRRSJJkNOzSc19KSXmMVhtrrUqEDyMJmTUcrWYrMUmugCFTpEtppKh+gw5NnQ7zUfCeAKTTEp7vcjVIisBbkyW1ivpSwVp+d1JpkpVcIMRGc0oijSu/KXK91+uFAE//8wIRpVhRBVPtRGibEE1RZ0N5i2bR8oUN/uJ6uo/F+TlRrwZ4eMxCsThvChUhRkohhFb4l6N8jmblFnY1yTo6gR71scCXRis0sYhElJEsM/RMuhgYFlCWCKiPs6Y+hAECuiRuUlaTaCoeAcX/t3XbxpPFZtWXotUThYhgrHvatlBfaLZEHzFvDAAIV6lkBFowtbUWja2tAeS1BssVE8nh8eTqtXeOjidiuBmGArTEJkkinPDJiaC4FOQELBfHxtjaUPNbykUCTCEyN5oV/Kc/8zMf+9hPvPXW5X/3tb985plnLv3oRa01VUV3Op2qXlZVSYGEui6FEEpIrXVVLYf9/mKxCC3Y3W43z3NgjPISvR6VAXNbKyULxvlotJkV3ctXrgzWRk8++eQv/dIvPfrQwz944fl/99X/4/vfe/bK5TduXbueJnJ7a6MDJWMsTVWaJHmSAJosUUSS0HkFixbBtf2gRsRam6qqFlrX2pa1qazlKknyrszy/mC4ub3VG6wJmSzL+nvPPf/x/+ATTzzxiV6v9+ADD6+vrx8eHv71N/7qzddfe88DFwXC33zj63dv30oSNRqtZVlGcjt6XmutjbH0dNre3kLEoijqujw8PFwsFpSXRaCOHm60hlCAhxCCMdecQS+rskGe51/89X/a6XRu3rw5Ho9fePH7r7zyyks/eHGxWFCfxN6p3b29vdlsViiDgltrBZfUz15VOmyOta2zLDNGE+uCAIeHh3meX7hw4UMf+tD169cvXrzIkP/opZfKsrxx48bR0ZGSqYM3QkxqXCxmH/3oR4fD4e/+j1/K85wOe3tni7oHpuNjaoqr67quprS31lp3Op1Op8M57/W7lL9CrGnY6JclUAyj1hqZDXSW04YZ1FpzLqkIgTG2f/+56fHk2rVrb7zxBqB98D0PdDr5qa3txWJx4+b1RCoaJWRZYq1VSbFcLklDvpjNqZZwMpl08pxzPpkcz2azM6fv+6e//sWLFy9wJuMALUfN2ZrOc+hins0m4/G4ruvlQreiQalTgZ4bsbYQAFTSlnsEGso9vVcsgs6JTbfESg9T8An7pQYRsyIzpp7NZmBtr9dJkuR4fHh0dPR7v/cvl8tF2EmrNKmqKkkSBig4JJwVWfLhD35gc2OjqkpmAQAERwY1gkVdbm+tnz93NrdzpzBc1bKexEJxFxEFwgW0E4rvMOrgtRri0oJ4vQtDtOBuEEIwbuu6LssyEJhkjAxMaRibWmuzNG/Req2jpesVolxasDawvm3V4okaj9A2HojBdhKspytXlEE8yuT0UDBN0zixz7KVYBjidqxF5Exw5bb+0KA+r01NyCtFxAs9bI0x1rqwusZ6sOoWM+Sq8ptJHQIwfZSLUFJKqWRKCJCxpuEQAESaRXYsRoGrXHAhE8aY8UJlivmN0rA5NpNrBgwFV+7HWIOrtTE0V/e2RiGlpKOnzI/4ukDDakoUzUhCump4F20aIEocZhEBNtEKe/Q+QDyJ+gLC8UUIGENER+wDtT/TF5kLIQj1Ba6vstAqeaL3JZxssW31slzG0yWSxTr7aAj+8adFRzetu5992Z4JhAAAIABJREFUh2EATuHO19A4S8PHRO4wtgt65dGAg6fBhYiIBl1zA42rrB9M4GrgZ0g1pzPq+yFFHJEITMWozzKMUR+4e6bBxkbco64gbDsb5IZ4T9QX0p5+fHt7PDWI4eIK4wfJu6C+X/3DJiGTkgNCdm1cjRggawRqCZghYuiiWCH6ThziiqB3FQzSg4YzI3Dlx4KtL2AD3khlBVvNMkFiezjntGIhW/FchUQTsM37slXnt7dsZdJNcRRpPIyhHbAxhkL50zTtFZ1ut5tlWSobeRuFT3mEA95Q16A+Hul+ffQIRvJRINtdKGANXJ9rYuBAiRdN0nS0nKhoUY/TMkPjfPx9TgVrD4ZZNDi0Jl5siAlsJZIppfqdLhUE07LazIHayATpnFhwwJ7HiSwYCzuxldriBySRNjhCfdxnDQuGjTIZbaSAaia73A8gA+YXuOLHEEIICTHqa44HXHpnnJPOjAn7Kga0olhjDFpLitNgmyTUBI3xoEF9TTSuBVd+QGqiiOiLZvbspIuDbrN4IY9uad7y7sePBmstA6D5CwCQG5a5gtzmrhYI1FTJwVhjwFpjrTGWCzVd1iAkoLj05pVbt++MNrcg65DvhTRdQihXQ5wkTUc9YySO0mahta5rXVemtu4skuKF+voGa8PHH3/8l375yfvv333uuR+99cbrzzzzzFNPPXX78O76+nqv1+WcTSaTPM+V4GmaJlJVVVW6QMWKuqpJYUi7dtrK13VNwrmmzypJBVcqTZIkrbStawOIW1s7APCZz3zmlz//5Ecf//APnv/+b/93/+3Xvva1+Xy+XXDO+XA44Mjquu518k5R1FXtdXGgrQEAmrVWtgRXc4jagkxUp9PrdPtZp7uxuT1YWxdKLpfV3cPxeDyel8vxbH7x4sXH3v+Pzt5/LkmS5bIaDodbG6MsyxIpOIPFYvZ3z/7t00//SZakp/b2tra2ut3udDol1xx1aezt7b7/sfc+//zzZbnodovFYjEej5kqOp0OmZEoeS2IypIkSdOU/DzEg9V1XWv2w5df/tjHPvbEE08M19ceffTRc+f237524+tf//rR0dHpvf29vb2NjY1XXnnl6S8/lStXATefz8uydFpxgch5URS1LpWSaaomk4mUkotUcF5VVb/fX1tbq+s6z4rJZEKXxtS1kqlSihKMer3e4UILIYbD4ZNPPmmM+cY3vvH221cuXbo0Ho+p94+CMWnikPBKKdXv9zudTsiZJC+WS0Wv6yBlT5MiFBioNFFKeGEkD7sl2rMmRGL3Bx/+8Icff/xxa+2X//iPnv3Os5PJpN/vXzh/P80j6rqeTCbz+bSqqlSqu3fvUlaH0bquS1dlAcZaS3KA03v7n3/yF++77z6wTEpJVXgEXQh+Mw5EV9L1DVLMyfFssViUZRki6Vsd4isPK24afi/61xByeBJXxJnPJExgKE4+TwiaJklCD36rjbE15zzLki996UuXLl3iQtGsIclSutlSlaSJ5FYnkj/+kQ8XeS4Et7VmTrKhObN6OTt//9n93VO5nQcCFlaCEdqRNqGNPaC+INyILJHNJoSSS1qJOLFulq54CFkxtnIN7KsQkcYBrorQtwLGle4x6Ar0Xctk+GNQX6vJI7xaXOMRF060BIeAtglyDFSkr5trWfHzJI0Kshsa2S2ILtqxQW4hUdNaNG6Bk9LNvwCBmWjwauNuABQe0DlzoENZ6HZfxt+fNKEjrMU5lyIJSxt4oSYAoFRxaZs7Ws6F57JCMo21GC/lEb7iTHCP+lBD80WwvkjD8ZlSkKTCWgucZhAiiEjj2iTL2qgvLnKIUR/dmu4HAJDLH4P6gqXfMblOSevEtxGRGNlHmXRF5IzRJQ2+PudEtdA2iDJBNwaJWmOCmlBf7GakAw7xOa3mQHNiVE2ozx+niNGLZbI1eiCuL6C+UDfv9V9JDDSs69l0SLgJbqEXh0bZTspPdJa8FdTnT3zmSgU5I64PGQeGLdQXPqbmcbkdX9V5kpYqgkPA2uLHfzjqW3kexsj83VCf+OK/jrfmGAXdQITuvEB2pUa2qWuLvHjhL0OOyLuLVEHgSpWh9LkgK7pYHqM+iMr9IoqcNxVlgcprzjU62aTwFtNAl4U9dIjvd8o9KegLRIuH8sJCpIRo32VHSfcc6miGwQPqI+dYzPUxxhLJ74n6CH6444mUG0EYSQ/vgPr82gRxPBCP3Mzuvwghui3kbdLZSFa1po09j+z7RgdZC609iWrHDXFApRQ1Aq9EXQunvA7AKWhrkWAtNhk5rVAjGSM9Bi3U55EzRjwhBJ0nb+h+G8FCs7IQYlRcy5rJq/RsrVA8oD4X7In+MeenDM1j1FpnX7Ehn81aa8EYR7Tb2FVogjcjsLIuQgm8RQea1t24TThsRAKgboU+SZ9z1SqqCv6HlbAy5zMEay0DQ6cFABIpXFOfBWoocUNLqOkP1mrKF7UIwASgrAHHs8WN24eLZSlVLhIFMiHUR8BP+AhmFm0vqkpTTRnAwhhTa1tVVV1rTUpShtagBkzTtKp1Xdeb21uf/unPfOELXzi1v5dl7C/+4hu/9Vu/9eIPXlBZtr29vbW1NRkfuxx2QAvaajOdTjnTwdoUylcoqp7KlIP9iZzhVaWTJDEGhJRCqEqb5WzB0wQ1PPze93/2s5997/sf293drev6m9/85p/+z196+ZWXGWNFmgOwbl5UdUUNIMAIMLs2ReecBEjTdLg+Itthp+ipLJ/NZro28/l8Op3PFvP5bImI/fXB2sb6YG00GAzSNHdLprbdXueBCxeLItvcWC+y5Pnnn/vzf/tn8/ncWlYUxe7u7tbW1nA4ZIxNp1MpeZ5n66Ph669fEoJleUI7PCa7y+XSWptlWZbmIbs/eJPKsp5MJrPZbDabTafT+aKUUn70J3/igx/84Hg8Lsty+9TO5uZ2ItXm5ma/30dEW+tnn332qaeeKqTc2NjY3N7Ksmy5XJblggpsrLX9fu++M/ujrTXO+XPP/d1kMmGsICTDGKuqutvtVsuSdngkvGTM0SyUlTbVLMuy2WwmpfziF7+4v7+/ublprf3GM3/zl3/5l+PxmHSn+/v7o9HoxpVXyKFHAIz5J3mILYlRjTWQJMmZM2fOnTs3n89/+MMf3r17t9vtOtKeyyzLhFB1XVuDQggSoZ47d+5Tn/rUz//8z7311tWvfvWrv//7vz8ZH29sbAyHfVogFovF4eHhcjql7gQAkIJGOSbP80RyIcTW1lav193e3Nra3hiPxwwF9UAURUEt8L1eb2tr68zZ0zs7O71eL1iv67rmnCuZUvgn5b7QfxvndpTbwTm3UDUQjrNWj3nrkQLIAbnrKeFNin3sqY5/VylBMxtAKqFByg36gz/8wx+89KIQQsikqiqV0jLBsyxJpWCmLrLkIx/6IGcsy1JT1WQlEMwItFYvH7p4YbSxXsDiJE8VLuUJcVQjdqU5XYgw8UtSs8m2GlrF97GClCAfMcNu5FuXwRUJPvGbSD/CCY4uiyJwWixirKiMfAQsBGw2fBGA9evLyTQE93WO1DcrxT+tzaJgrYgaVyu3Cl9da4UILI21rl+bPKKumFQKxfzPcCZJTkLPWA0WgRMpR5SatdYANFsY1qSGxrH+tEw48xUKmilDFDZD6JB4KqPBS0M5i8Ita7AhYTJEvABQMrwM03cPesVJyMEY51I4/xuAQdaYIZsWB0bGQuIXWqjPLcFRhYZlPNoze1geFevZSHZusQmMMHDv2A/0dX8nuT50UCSCQzKqeqKORIbU1yeEQEf6OYpY4wkG6d1RHyJqXM3IjWAqMtG6Y+1qwGxwIToOf1WsazAqn/AKT3fz+PL3WOhoNDuJ+kLBYEvhaUHE5X5egIka7EnUZ1G6yBmP+ojrEyptVK8R16d5XHTXbtlpoT5Efs9AJnwXyNT8ruD3QH2+FqLtsGuhPvnPvhy9om1qGXmcvXMP+i5GdzzCgTGb6Woe+GqAbQvzROXpClZ/ICL6xEqARyOGjsJg/PEgCjK1IEMPLAMPyWPaEG0sKVyJNmEQDGyJkITlfOgiT0MlF6K1tpuIaLdNSAwZY0HhyXzQS6jtjrx5jIsA+YQQjLOVBzRa07Bt6JInveKxidH1xj9smRw42FjhuVJ3bnXb9o2W+oIAAI0OjnZ6DCm5ogwhxWmQhdBMOtTgCt5ogz1Bh+j1q4HRDf8ULJpRhzhEbDDe64ZxRJ87CWB5W9vZoL7QWR6mCXFst+/Nk1JKmYgY9QWuFQAabtkfsBeXxtYI6/wEACyacVKbRcgNl9H43FobFCF0CegGoA1xrBEKNX0tN0srnCB2Y4bs1niubMA61Aea2hpoRCTcMVoHYsOX0VRuom+M1lqDBaAsYzGezQ8Oj+fLWqaZygvBpUxUCG8IWxaX9+3DJAIXtJhPQlSAAUs7Aca4VGoymVnk1mK326/qej5fPPjgg5978pcfeOCB3d3d577//HPPPfcnT33l6ptv9tfXi6IQQiBAURTzybSu6zzP63pCCaWBgg6MqLs3qBEUGQBUUFPLBW2nlssqy7Ki0yvLujYIyMFC2u19+jM/+0/+w19YW1ur57f+9m//9vXX3rh29eobr1+uqjpLcmOsj85BzpEJNwYqiizLssFgMBisKaWW88V4PJ7PF367JvM873d7dN46g/761vpisQBgeZ4v5iUAdLtdpdR8Nut2i/Pnz+tqWVXlcr54/vnnj8eLsiwJaWxtbW1ubiKzRVHkeTKZjhmDTq9b16XWVafTWZaCBLHEThBmoD/P5/Ojo6PxeFKWpRAi9NENhsP+oJ+m6aIspZT9fv/4eEq0287m1mg0Yoxdeeutl1566fbNW5zztTVX8JBlGWOgta51eXw8Vpnc2BgNhr3r19+WUgrRG4/HeZ4T+0G76o2NDauNEAoAqP2MMUbxMKhyADg8PFRK/eqv/qq1uL6+/sh7H71z584777wzGAz29/cHg0GRdxeLxe9/6bdv3brV6XSGwyE9vmaz2Xg8JiUnPdjDd3M+W4w21h955JGzZ88eHh6+8MILBwcHRVEYY9CFOtDDIXESjCSnUVqapp/5zGc+97nPSSm//e1vf/Ob33zppZd+9KMfkZPQGmSMpRz29vaGw0GSJFmSGlvXdZ1lCWhT63J7e7vTKUytr169UusqzzrL5VIptbOzs7Gx4cT2QiRJsrk12tzcHA6HGxsblP8ZjDr0AYnWnk6nVVWFzobwQAYATvHaHOJlNOaaVgPbhAW/KmEQKLrFPBqfuUcEmdip4ojA0mKxuHVw8ytP/+nb71wHAC4oMSjRlkKPuEDgaE5tbjz2vvcarRMhiMAEqwUzzOoiFRfPnx32e0rP4sKJRmvK7jHwjjvWXFBzFOYZr0qkvGnRnrGLLxRyhjoNyvihf4pDVuKqg/DuoZkjVt3TACKAtPCEDCguFt+2UF+r1RabPBUbG1ZPSr8kb9yJ8bvQjCAcjK99t2G5ibk+a60DqlySGc85I1xITwy3BGfkhnLzglBIkOZ5EHy6N2hkYgJ99AtDIaU0ERx1i0hI5I5iLYItsG587w0ZQBxRUD9iYJNsFKTJfZcvY4LMTRhyStzuDhBlUzTt3t1aS/GPfvvHg8IziqBsECauIBbhiwQakxFE92Gs8IzTXLhPbnMkKsWNOE2TQ31NtAkXNJtwiTh+Q24ps8dHMbhDZSu+0PC+LmcIWauOwnIZT6gxIiTjJjp6NXNiOoP8nsCbMcZqy2LUh4hgMaA+8vXFbXUMVRwYaRDRd86hz+cM+z9A2WTsEWOMjDF2EvUhorb8ngrPgPpaXB+TIu4vvxcLJ+6B4v6eqA+42xOfRH2IceEBQ8a4eheF5z/749i25Lrm+CrtSA0NK7TdqlATMc4aafbWDN8FsCLjPr4/5JkyJtqfFb0x0ra5S+5cquiFlBG8BoaM07t7l1f4Gbe7Rca4z3tkK/WpTHDGALypQ3EhpaTOApdYzEAJ6dVrgjGmfJpoVBreKDwJ9YXzJ07mUgomsKHFxOqABKKS8YD6fK05hmTGeyo8Q80gEXEt1MdM3foSBkMm1UTE40Nnt4jLFaRMhAzakiSVndxtE1vrU3PmmetBEg3f7gvovUc0ooh/HOqLiV+PsiyLAlGapg3QTfVQ89ZucyCjdiBXTeFRH+1MfLVkA5tXojIj2Yyb1/pzCMYgNuNbtECePQC68/2L0BzdV6UL4ZhevwCvjNbCYCw2owa3faz5aew6jJ808xDqY+iq1QPqA6PRAuV5imgSJMBtDrSxldbGogFWGbOo6oPD47K2WbeHXDGpBoOBFCvBEqHRgVQ6tH+aLxaUSF4upt7DYIN0gXNeGyOEkioZj2cWea830LVBRM25MWZn99SnPvWpj/3kv7+syi8/9dRXvvIVDkhlwUWWE6/CGCvyxr4rhFu6yNPogBlguIEXpu51uvPFVClF319EbjRwqRiXyAXjiQGuF0vGxGD31Afed/5XfuVX/uNf+Nz47vipp55++umvvPTiy1IqyuiWUkjJVeIyjTt5QftykpUm0pnEOp1Ot+jkeZ7nHZfOb8Fya9D2ej2j7Xw+73R6WZbN53NSQi6ms8VyJoSQUmyONgDg2vWDW7duzefz4+NjchylaXrhwoXd3Z28SLWuq6pKEikkq7QeDjaJKbpz5w7Bg4ODAwqKpEjGbrff6/Wo5rvT6SSpYOjS7ciPN19WRVEsZjNXZg3c+ODHNy69dnR0VNc10by94eDUqVNra2tCsLou54u51qUQwqIRQoCVQog8z5fLZVQoZ6WU0+m0LitrLYFSulU0CgDY2tpK0/SRRx7RtTk6Hmute70eAFvfGO3s7AyHw16vNx6Pv/a//y83b94UQmxvb+/s7KytrdG34M6dO1SFF3gwxlheZFVVhf50pZx5iersGHKtNegwJBI2Samjb7lczueLj3/8Ex/72Mf2Tu/3+30AeO211966fPXSpUtHR0dSylG/Q1CNTto777xz5+6BtVaXS2NrCmhBC1mect4s9vT1V0qtr6+PRqPTp08TBlZKdbvd7Z3NU6dO9Xq9LKWqRhVuY0QkQSn9/IpcU7UfBTFQ4asICqP8Q1cVy0CGgKtmsBtmpiiEUIkEY6mv/ObNm2+++ebzL3z/1s0DgyBkQnn9Fol/42h0Ktj5c2fec/7+uq4k49ZaKZi1WoC1ptrZHJw5vd/rFKKaBE9jHDp6T19fHHACaFjcM+6gUbPiS65ae9NQvB5IThp1+SxTFXe+0XuFdJA4L5QK7uMsmYAGYzdd/BFo3Ynha6zSjANm6Ahb5GQMkNryVz/8jY8wEJItro+s6THqw5WOYqc6AgAyRtiVvgRBJJuSKRMhTEiEMb2I0LJr6mvcWZJMgO6eZLKKkmwC6nOX3tdVh500IoYISjoS0osiND63WO7jR6iysS+i8EDIbT+DMpAqkKPrJWnbbYwRXKKIZ68iKptvoz5tDUPRajyP01zizsCQ7UlcXwssea7UqfQD6ot355xziyxUPRHqsw0XyMHBPwdaLBetbVvg+uh920lRMgmrfAgdDfWG8Q8T19eaX1D6aPCOxU8ngw0gdK48i4Fz81cq6vq+l6/v3VCfsX5DJQK45U5HSvg/+nn8sb4+d054o0dFwU+iPo7xIObHoT4P4d4127P5DcHbAztcdfexd2tu+I0/YlF2oo9jaaE1YM1fnsSgyJFJxgM2a2KvIq4TTpCBjnBbsfbFqA9bOCf2DfokXFi5QSlvg1EvdXPWCf3ENr8G8oFZeayIVWDjjbBJotIkcY8wsIHKoN9K0ETPU2iucZO3iV7z6KrSVpYZ1qjtA8cYns4BOSMi87o7tBD65USc2bXKJgshqDzdLQwe9dHSIiNTe3DukepDKaU4CxoVdzC+eD1IJRWFfKIhaojUnuR1jFcXXy7Am+A1r2F0k0jRnBNf5YfvBvkYY9xGY1G3GhnHv3mVb/OUBx0Hrq5MQCPXos+Sdq0blAvSnOQo2jsIMjnnDIGmaC7vVBtklmK1jdEAll4gDJ4DunMfyvv4rbXMkjHDu/ytJRW++1rxldLYBhW3oHU4krAVADwpMQJmqT3CGAPaKTw5YK0rBuiJvhBzhxw1PRO1scvKGLAWcF6Z67cOLPC009XIi06vOxgaYzLJ4s6oUDBIRj7aj5K804XWuBwmIseQnuZCKItoLRNcMSGNdo8fLSXta7kU+/v7Tz75hV/5T77w13/917/3e39w650bROmcP3f/mTNnn3322dsHl5tCag+VA/Cj9g40nt9O0+V8Phj0PvDYP3rxB98/vH3Y63WMMQAMmGA8WZZlkvfSTnc+XTAAxpfrmzuf/ORP/eZv/qc/8fiH/+zPvvZf/Iv/8vr167QQCAFJqiRtFThIaPZqa4PecDgkjosxRqkkuqqbcAXJZ8tZv9+n5IAszRlj25ub73vf+/b29l577bVvfetbiAjG0I6/MxiRB+/VV19F4KPR6Nq1a9euXev1els7m4899lin05kvpsfHx8fHx+PDu5Rlenx8TGmKxphut0vOwKIosqwgQozYFTBVbQ1jLE3TsqryvCCL2t7e3u7uvq7qt99+ezKZCCE44GQ+Ozw8rGuDiMfHx4vlMsuKPM8Hg8H995/tdrvHk6PFYlF0u7P5pMi7UkqrdZqmADCfz5fL5XQ6DUY1jozIn8Fg0O/3+/0+UbhJmhOkyTpdYkGn0ykyLqUsimJ7e1trffudq7du3bpz505Zlnmed7vdtbW1M2fOdLtdUq5WlQ5WMWR1kMaFviXiYP08Tmitq1KTqnC6rImBXC6XtTU/8+nPfOITn7h+4535fJ4k2Wg06vS6VOpw/fr12eHh4eEhneHjo6M333zzeHJE87g8zy3oNE1MrZNEaVMHQ1GI7ycilDHW7/fPnTu3s7NDSk4K/yRqd2NjgyyLYR9PvN9yuaTkT2ILaz9AbNnJ/AyRZNg+bVII2lxK94i1wtuzndY9ShTjnCeKU++8Mebo7t2Dg4N3bt68cePGwe27r732OgqeprmxljGRJIlFk6qEocmkeOD8/buntpm1ISYarUbQUC/Pn9k/tbPZ6xainp/M8AyGtxaTFuMowCZ3mh44Yd3xwngVqyRCo32o43MuU6/qtFaHgoQg1yebaBgl0A6bdggtMtAFRynlpMVeeke1H/TWrVZGHulQ4s8Y471wKcnz2dqa+xRpbBkjYwd4/HZVtWwa2zlzngUIVZCCUB8ZX6WUsDr3DCEonMlgwxFCKJUGq96KZpWHtneOQsbWhtq2N8TAIrI3Ypbov0ttVhuJUANaayO6L4w8JEQeTlJyEoNEiY6eKGt8klKlxvd4Cf/toEEMchGSDugqJ2kevTiE82YRIiI0tCm2tXChKT5GfZEPkL1bhmcA2PHenQYWAfWRpkZKQoBojGV+iwJCtlhiAm8hfKWVGFyalZZmorwcUYkr4eGcc4gcwh7WxoEfYrXNO4m25TykufjIAR76A92LW3FS4enJwLbCM3B91PkBjKbO6LyC0UABOBM8vafC0zhDajvDM3auIrTuOh6ukT8tsiWVX2mWvmejg+At1Mfa+otQSf1uqO83/8095ZcMwL06j0L2ERm/N+oLUGqVA4zzBnH1nwLkAw6rJgGOK1v8xqMFUYh/+9kRUCsDYIhipS4DgDdcWUjypP2ZO0F8JWIrPHYTSaFRDvko4ZJK6JtQpFmSJIpb1vR7MiklOaaEZIiYqgTAEo1UlmWuZMuRJdhKfkmbKAPrGsAABDJ6TY+BbSyvRWxkvGGpI9QXqwfDeUs4tjBzeHcA4GBbDnLhDZbOYCZEqhIu3B46JGLladbr9br9njFNsLUbazTotMlSY8xR4iE6LJQ3kL5FCO4zMN0PJLwBdc7LR02PgBTV3djkEGWU0x0b5QnLhR1DUHXKRBRFQYWHRL4JIaST05igXqbXUVLQ0JeDP8/MUpintQajsBBE5GijdBbXnRAm9P7j24iZ5LTr5ZxT2zudyXA/MMakcppJypIJMQY0hrTWJt7gvhL75jl5Y4ytNUk6BTJjNUdXjswDYgdn7zPGlNrWxkwXy9l8OZ7NZVaoJEOphFJCpUIliJgL5hPbLI3JCe9RqkqYmjvBMyackygIBWEkgWFN5UwBE4wJBElRgUs01hdJaa1Vkv7ET/zkY489NhqNjIGqqmaT6XA4XCwWv/u7/9OlV5+TUpIbSte1UopCUHVVN5NvAEJ9yWBNcD7odqaT8fjobiI4AqCxSilgAhi3yAEFMgFccCaBV6YsRZpvb+2dPn3fhfMPrq9vAMDR0dGrr768WE6KIh+udRmDl19+mdWwubmZ5/lw2KeIxSRJLILWOstSogsoYUUppRJFqXKgTVF077///uFweOfOXVLGUqUBYyzLHFjqDNaqqup2u+trG1tbW5/97C8aY3/nd37n//zWt8uyor2glHI6Pa6qikNFrss8z4fD4XA4LIpCKdXr9XzLNgZWRAgBpqJUJWOg3+/3+v3j4+Pz5y984AMf+Ltnv7tYLKRMrl69CtoURaGZWS6XWVbcvHnTGtzY3kmS5OqVt2/evJll2X333XfmzJlerzedzwBgPjtaLBZo7eHh4Ww2U0rNZjPayg8Gg06nk0hVFIXT7iImkmutKVkUmCiKgpSoy7KmDyiEsIwvl8s0TQfdzuHh4eXLl+kbRCkvjLG9vdOnT59eX18/ODjgnJN3jrNaKZWkqixLirqhvk0hhKkcz7NclvP5vCo1bePof0mSrK2tn9rd29ramk7nGqwxBixmWdYb9IUQ8/l8MZneuXOnrutTp06dO3Om1+sty/l8Pr9z62Zd14yD1loJQTzqsipj91pwhWmt6S87nc7e3t7u7m63202SZDGbk4pVCLGxsUEkrave0nq5XBLC971e7USQIHVs0tDQjecsAuOolOLumW9CqHIipJfDcPKwGWPqclaW5WQyGY/Hs9lsG4ZYAAAgAElEQVRssVjM5/OyrN++/s6rr70mVCJlYqxVKrXWqlQytEoIW5VP/ORHB/3ecjanVUByrJaLRHGSd64PuqYqha3iaFMnypAy1Bi2/MzN2iqdJ40eF96UoRtYBc1egqaWwacQ472wSlqrW4FeFA0Vn9XALgYO8GRITKuhgf4yFKm75Z4iZL0hOUSOuW665TIuUgpji9DkFoYatMdozT2D1jQOcY17C91dBJaWHkSe53nw1xkLgesTciWtkWq16bNA0Fb6ddbEzdp0OSBqklBJuI4AUGoI+wcfcNJUIFpY7bkFCL6+hozySlQLGK87hOKCK1KHamImkdP2jwshQn86IjLejLwRkfrQXYOu//Um88ZXVQdbWuijUzIRQtpAjzFmY6NXtDnUFltKS4e1amf9aGJOEK0Le1fk1mv2OV4O6phVD5bIy2ddmRQL5X7hC9X4e8NNy0WrzRKEWikg8SHSdAZiuyy1dsYKIIq0adRkbCWhl1BfC9y6HgFf77HCk6GKERdyjsi0paGPDFG0XAjOuTaeiAhGNj+qcBJczkK2EIJs/q9Pc2GCI5chlSeQnCEsx1N2/ATkW+H3hFDvquS859/bJtMkcretOOaa6AqfiBNxjvwLHznL+W+0UZ/vzoOQO9mSUJ6EfEG4GHN7UdU7tOdJJyCfI+UYrlCJ4Jm91WjQkFjIVtsXnPoELBWyCWyCYULFXlPeEL0mxsrGVUjpkIBowv2l5IqvSJYlM6G8zlpjraXpqVTcGCMYeXs4PYsVW3nWSx8A4zWQjRLDRcJYHfgKam6gTvmAmni82CDeE/X5O8nEz33ZEnx6zOnapaK2SV9sAiyy80oupGScuuPd67tBZpqm/cEgBJ0HiBXioSVbqU5SbJWijEKQlFfmBH1sMOmJBoJajgwBqabFQ0oEsAhAUtWVOUqIemsiW3hQASWZyrJM+kssJVeePYtfirn2YcEBV5RU/iyBtQxhZRhjdeTBYHFIZgT8Ylwqqe/YB9BBK51vRZaDJuInG8uH5CvRWIIFz4LTN1LeIwBwQCSViAWKIQ2SfaFUpWuScBzcPTo8npRad3oDlWQiSVEIqtdlQgKAWcwI3bmUTo/0KLGQzgBjjAoSFcucQ1UQ6iMNHRnlBbrMQMVQAG1/OQolyWPDpaxrQycnTXMKPJwczxIplVLf/e53VeK2aERBSCEoJIMgfcg8VEohwAK4rcu8UzBrQNdFliAYDkidxYxLFJIxwYViUggus24+nU4RWZH3DbCy1A+856Ff+7Vfe/jhh1UiqmqR5Umeq1cvvfL0009/62vf2NnZGY1GnU6HnilJktSmVkoV3c7DDz88HPaPJsfT6fTGjRsESIo0U0rVtaE96GwyFUISWrMIRLjRqEWj7fcHeZ4DsPmy+uQnf+rjT3zi9dffrGpz+fKV73znO6+88goA7O7uXrx4cTSQr776KjmvqqqibSVRDZ7uppQil3+TKk6ZNABsbW1ttLFRlqUxdnt7+/VLr81mszzPEyl1bY0xkLKyLLvdnuBqPl++973v/4/+yS/kneLpp//0By+89NxzzxdFZzQaEb619TFlxmxtbY1Go+VyORgMev0OUX/MD27C3lqio5LI0WGMG4eVdf2BD3woy7IrV67s7e0VRfHd73631pZ6I+gOn0wmAFAUxcHB7aqqTp06debMmU6nQzGhR8c3jald73ZVUvcDIi6XS9DO0KW1Iao2y7IOeZjTlNprkEvK7STigp4GSinGxKIqU5ncvXuHlKWdvNjcGu3s7KyvD4e9fl3X09nxwcHBbDKhS5kVeTj5AdjQtSZFnzEmSZJer7+2tra2tjY9Pi6KYmtri+S4QogzZ86E/Qd99ZrOAEo+bB5fq/WtvuPHiTs4IPOKGA5CiERIKblSyhr3smj1YrGgwsblfEJ8Ps0OjDF1bSpd3zq488NXXmXImVQWHMwQggnJmDFb64OL5+/vpKk1tVIiS5LZbJKlSb2YZpJ96IOPdTMlBbfVIsYJziGWpiv+7Shnsqn2lmxlUulQU9QhpkH6/1ENAz08yXUcp6T4jYENOLzVIdGy+bXCcmKWNVYXh1eO14K4cDXkDK/ElSMGwEaoL3xqWi9CB6A7Jwgt75DDYMbESLUZrweUy7AVQuM0hF7hGVZnjI7NIrNE+FjmMYZDa3plh+LmCwiO0LYMAxPCOSfBoYjkc+QnDO/II7qPMRcWCp5Yc8cshFIJIhprrYVwpYSSQUdnggmMkeaGue4+d3KEL+hz326CB9yzlD4JM7LtSBH27qH0j3NJKUqCK+RxuYK4J+oz0M7SdJ43Y919ToJYi6GPwR1S9DWBKHQgBksx6guyKsN4q/rLwooNrxXLiTKJw4fAV3oSOdnKBMbIUxpH2oSuv5V/FUnTbOGa4lmM+gJ89U6ZNPwNKVcZI2bVqY5DOx8pPGNUBQwJ9bkOQH85PKhuUJ8FZskCJxwPHKO+1oinVaG3Al/u/ecVc9s/APXFjr4YhYXozeizf+EjZ9W9skHpFXxN9v9F25v9Wnadd2LrW8MeznTnulV1q4oszhI1UbKpGLANyHEsdUsOAieIbQR+agRx+z9IB+kAee48+cGPDSeQ7G4bjtF2Oh7QSrvVEiWyKVKiRJEixbHGO557pn323mt9Xx6+tdZe59xL2Y6R+0BUFc89Z589rPX9vu83rIM8cfmvXLBswcvIoOtCMrZdiUtGUCpGmOEJYIBy5bQhCqE64i8mc0g/B/M+H3GCBEHs14kDO11fvDgUrzhFeTcRICkAgExpax0pEMGmgq9x3Sy4SV8URZaZrt2jBBG51gLItrXcG25sm1qKpelAIgUn6MezMRbTD10kEBF4Hrnshl3Bw3OdEUGdofNF2ehaEFCIRcBoWLq2aaGgOLITwAlvgdeBvu1a1/VyuWyt3draioQHRsyJqhNSkw8QLobUSSkRPLRTSqGnuYYEEc90dSKJIg2pLsiusBggKG/CdMHqLS5S0WaHrXr8Su/JLaFuAEA//CRkmJ2O7BHT/Z45uv5frI2x8oEtiWnkukiqhABTKXWpFaIjesVUy7Q3vOLaAtKzU5L3TK3h2O7V+YpBdsoK9pF2iIxUY/0Rzi0RzduG43rG5+M7Dx4urdVZjstaWZKtBQDvYswb0HLJAjYGexHvBUpC2JAYXgglBAJIBUKA8N7ggoMdiXOmWBGghBJCLG1rtDJSWiJFlGnJqXGL6URrLZx1bYWNzEejzz33mTfffs0XZ4iZMawT8438tiHHAhvVNBYA+v1RJSUIJg7JprEKRG50THPxbFSJEoSUYjo+29jYsBYX1WLQH20OhvfuvPe//M//41NPPXXz1o2bNw96vWI2HY/PT+2y6hXlydHxclENh8PBaLi5ueHQspVCjnj//v2zyfnHP/7xrZ3NN95448b5zfff+2AxnTlHbP+YadPv97lkqeuaSwd2WyGillxRFIvF4uj09N7dB7PZwuhM6+yZj33iK1/58he+8Es/eeedLMu2trZ2d6+cHb599+7dqqp4xKeUms/n7C/KoILPRlwW6rrNsizL86qqTk9Px+fn0+m03x/cvXuXeebL5VJkWdM2eZ5P6kWWZULQcNRXSr322mvLuvnyl3/1v/zV/+rJJz72qU995vvff+3VV1+tqqrIe5sj88wzzzCb7ubNm7PZrKqqk5OTTOdaqtHmaDQa8QLCZpjL+Vyqgg/MWgtE/bJ86pmniejpp59RSmkplFJt2xgFJHJOruPG0+bm5uOPP/GFL3zh/v37f/EXf/Ha93/4yne/t7Ozc+3atevXrw8HG4eHhyenD3gy1jRL27TLuvKJIyDzPN/c3BwOR8wCMBp8ze2EVsqic63LtEJEIUkoxfo0Y1RZDEjosix2drbOzs5OT07efffdt956U0p58/rBE0888ejtWwcHB/fv3huPxycnx37YqzXj26ZpWPoopTTBT58HvOfn53fu3Jmen1+5coXBJ9MRT05OUt/ItKD3vUW/L7jOrFP6RgR7GiNadBbRSsUqR8XG3YjOtthUs7Ozs7Ozs7pa8FLvJ1SSYl9ZSZBGCyIilRkNJFprJchuDiOJHKJrr1y5QuhaWwOha13V1OSwWVbkcGtvu8hN2yylUaxLj94n0b0mxYEpV7/bNJNYvKS1l5hjUWfUGRNlePlK4VBcUVOmTyedSpbNOJeLC+9FwMZnLJ0WppnpcZYSmR1xXJkGvsdBU5JD6C1kohNMJI0bJdd6hWsZEnFDFEI4Z9MxSwqnOeYWhBTB5iQxwIu5CCCIpFLoBIJHI1JKRmjYdZPjL4IAP0iM6Is/kYMEkFysO1lp5QMnpBRiBURqpVMIymiNJ/PJmuYfIkfIs2sQim1L+f5UIuJwasJ4EEBaJCFICslwmryzOIUda8VPVYGOYfTYCRd9zjgI5AiKmNyQIKukag6TtGhC48duSqdWTP7GEZ0Ca40xuE6LS4xAfH81AQzpPDOWauw/5CiJ5mN31gSLdj7dnvR0iaYmbWqsHR4JutTXpMvZkkCwYlqB1KEsAhctXjvcC13iX0riI2liFUcMGiD1/AwDRlrzgEE2GCcBRF5DGFAfrTHnL34Fuszi5e/7Ewzt43AuzMkuQr5k1E4JlAMS+u/yGX/roG/toy68TK79I8HKbyTDjZXQP0ji2i++fyCq0Sqxlfxs0LdoBEc/kPQMOuS6PGBjz0GNfRHwhkj+mQ5gEpEAoEVOUSNnrY8jUwoAGqeWyyXLUcqyyPOceaHE9TrHYltf5KnQUmXeKBf3Hj4B8DoixSVz4bCmoBDC+ZFgt6NHD89LfyCe2RUVn1yLKsKQzS3Deto1TaV0jo2zHEQ8SWgd8oST4sKK1DTtFM+1kUqzHYJM7X3TJSD8FynwTEi4KIRDdCwniW4B3oMx9f91NmI/IETvDERp/sGlu+96XFXqW0UkQjHBl96DIrYJ7SxsKSY/dvCJPWn8F2LDVWGJEi0Gsp1puoUnDTZMrH0gEZ1DoCGt1BMXD96RHzamVDEK63RojMnoRsDn0/HRu5i85OfVJMCRQKVagvH5+J33P5wuljorjMLFdA5q6QmooovKFa3jmiy8v/+OUUUpJS8IyEmq3LhxAiQJdEJKEIDkE4Rc1woABIBeZkCQ0koVeeMskNzd3nbOKQAhwLa10TLTRlBb5Oqx27fv3LnDfLOyLAFgsVjkWWmMAaGk7914+W61mCEic7h1WQCzYUAoTStqKGElaSIqMg1ISlA/N5kBJbFXZnk+PDl++N57Py7LfGdnezjo7e7uHly7+v7w3Q8++GC5rObV3JydnE02t7a2tra3pZRnZ2fHZ6dEdHp6+tTTTztLs+l8MpnYuinL0hjDFGOtDWdxZVlW9Eqtdevc+fn58fHxZD6uqmo6mbetzbLirHf047feHA5G33rh20XR39vbu337tirLBw8eHB0dzcf3Xn/9jbOzs0cffXRjY8hOm+xVGMRg89gRsNbmxtR10zrkUjXLi42NTRYy9YoueoHZcZiJne296XT61ltvEcLp6fill16SQj333HObG6N/+k9/+/79h9/85jeNMXt7e1f3hnmev/HGG1/96lc/+OCDg4OD0XC4ubFxcnKitc7zkrVwN27ckFLev3P37p337969e35+zvZUxpjpfHbv3j2l1Pn5OY/mJpNJVVVCCJMPFotaCGFtA6CstcfHR8fHR7/+67/+/PPPf+973/uzf/N/vfrqq3fu3MnzHDQ4tHVdt8uq3++3ti7LfDgY5Xm+sTkajUZGqjhUkVLZdhk2IOewJSekVkKQtaygy0gKaxtrGyJCUlmW9fv9/qC8dvXKbDY7OTkZj8f37t07On74/ddevXnz5u72zhNPPHHlypWTs5PxeFxVVVEUDOT4yyIS6/QAgFmIw+GwLMuPPf309vb29vY2A/her8fk4dT2o+vuJUR5KSEyHdq2Fs7aFq0QSoNR2mTaaKOkJ4HXTTWbzWaTaVXNz8/P27Z1rmWCunNOKZllmWtr8PsXozJPtZAByYAm8A6HCsjWTTMozaBXKkAtQSA0y8qh7Ze9s5OHV3d3Hr/9qJHQCiRHNqhMo9XNpZhqzXfEb/eJlD2k4Hbzqzz3ATMMe/gRiHkG0ZAzMdNSqbEWQ7JEMbjivxIdm9eOLc3r8xAiwLxo3ZxKBy9ajK5BXOYuRof9OC6OX2FZt2l7N3W4SUPqo19R3HNBdpDP2zR2eiSHiBK0iBFQHvhJ4cc+yE0TqVVksiGmhnPMKJbeFwNA+UAIf+umRruEIqDqQONky6EEfK64qvh5AAgkDDQZPwIIrwjTBSd8JcyjChSCR4hiRTIaxR3YOWEyUg5iPL9ZR/zMEdAgEs0wKOecEA6oI+U6SkdzqUOJ6sZH0M2TlfICUSeILVV9xlQEWxfa++nIKZx8/4CEkpn8sGf1gVKyazcIkGuz4sxkqXkSM1I9JzkBhOm8a01UvMImTfi3bLQSllnhkbWEOPqOklpanXT5so1LQhHM1GWX7YaIYOQKGOmKPey0f3CJ3G519NS9mNKpI4l1bmoEfkR0uTfKP+Dnb8OQl817/oc/+KmALbFggQ7UrgU2cCp6aqZ/8fM6dxNKshP8Xz2QCE8Hrth1rsSaY6LDvlxhSIiCnKTkgwAp2ITGN5cJpAyflT4vsJqvkGijJflEB2OyLNNaA7URwCA65xxT1fLCDAYDlnghOlaYsK4vcDi9pkL4MHcfXZAa/qSp5VwMxxewh6dKKn65av/FRE1aTbHr6gC0a/6QkDhD6rTl5IuD1mvyuOlBCIJca4UgVnwrpXKtuOWMCoqiGA6HbO4SfU2llESwZq9iyPFARoQERbaucWjjgsv6Oq9GSNtRa6gv+nnGe7q1H9XC6JZXKbmOVEopTcYYFdyl/DlBSj1OI4m0c+l0kamO4a8O0aUAFahDepFJwQK85JK5KDLMVMb1R5TdE5GU4qLTg+QEwDTgIbblmNOCiMFxDgAMJG7LCdEUCCJgi/YD1tqFzo6Pjz/48M7h0bHOSwGqbVsZiksN0pNMHZ9/saohCYxizyBysXlMRJks/U0oKS0+OAMq9U/j/5tlBd+HKjNCiLqxCD51im/RTGmt9Wy2aNvWSXv37t08Lzc3N09PT+fzeZ6VVVUxWTtm9XKEd15mRNQ0tUDSRhqlhUByztrGW6HKlWqpyAdVVSulTJZVTWtbN9wYzWYznr1ICZlRxpjhcDgc9snCyy+/fHx2qqTmm80RKqWu3zgYjUZ52W+apqoqqZXWum1ao3VuPMFPgR/rZVk2mUzOzsdnZ2fjySS645CwQsidnZ2y6G1t7RhjsrxkZYo2eV3X/eGA0/yuXr365g9e/fa3v/3++++zmnF726csFEXBgzVrmzindc5JkiBBGWWtbZ1l/aFSinvzrrUsMGuWy/Pz80Vd3bt3r1rWbdsSMTtXfuUrv/qxj33s8OHxeDLpD4a7u7tPPvlknudoK9u0r7/++te+9rW6rre3t/eu7GxtbRVFMR6Pm2qZZfrg4OATn/jExsbG0dHR+Pz06Ojo/PycfV/4GVkulwB++OOcM8b4oYHPWlB1XWemEEKMx2Nj8r29vU9+8pOf//x/9vjjj9+/f/+rX/3qn/7pn5b9oZTSGDUYDJ79xMcf3L3jkI1PUIEUQM45Tq5jYKAVJIaQIi+K0WhTKXVycrJYLLpKWispJQmIvG6O/Fkul7PZrK6q6XQ6mUyMMUDixo0bTz75ZNErJpMJe7FGtiQ/BByL2uv12GuHzTy1lIPBgOeZvV5vd3f3onnyuoiLLDeevAmft6BAFSZhAhARbb1czqdVVfHZXlSzqqr4eIzRkQnJJAgB2AZFIhdSiMK2WNv2+HT8yvdfn80XOi8ESVASQBFWrq0fu3Xz4Pq+IuxlBm1bLysAkAJtUz/z1GPPPPm4a+ZakFZQhwc8ZULyeUjZg+kULk1uiAO+cE48gNdal3kvqv7ibR/6nut5CanSckUmvepRkYjNbGrEldI60sIx4r1oBhP5HUyTWcsSXPs6fE92Ab9hiJdacLe2Samkazt7auuilBIOo9ZdJENCv9cAW54Ax6lzozbslSqaH1qM8FLHuRYRWZGWKB19rG1c59sRyYGJKJ25O8GJxPidht8/jD0RuqAFiN+XXZmIpYBds0AFE1SeqnXkoyQJbtVuBFL2XSATcgKeoHS8FRw1U48Tf89E23Po9nQITpixZxDsN6E7QlAJSgwrXor6tPIVX3KBg+thWAQozSTwY8ZU12cFrDUpQHbdBwK5trDYJCwxor4Ah+TaNA+lXONAchRE6FavTCltgvr8pI5ASHDOkYQ1XR+7uaT+Lk4Inkv4cxJmfVymkcrW2IuYhMwxXu0AG+lU1+cECZDs4RlZr5hCXJfCKLjEozIJ4ZCXGa78FOZnPKyPSHFfdT1EsUb6EEL8xs8+2rm5rFjhX0B9F385xZiSKHwartBELybArnp4dlnqGJsuuBbiF43+hM88+KgJpEeSKeoTIdYcfRy2dxmNgRBAF7qEwFhxrefRyfy07Dpt3GHNcr+FKKWEoLZtq/miqqqizIbDYZkXAEJrf3XzEGkqOgEAdEBOkhSw+gU7nQAgsTydS3kGhCphk8vV0B6fYxFS2kGsSA44ry/tuLCuz/+ZcK2n2BmBeF8spyQ0yzp4AZD2WaXCWquKjKUXg8GAuWRS+LICEZlV3eUXuTZ0ZzHFVNa1YezpQpQCrPR4Aq2UJ2ce9aFbUSQ7/ClzbH6I2ASFPSGMokybQAMiEk7SSnJDdJ3hQVY0zA39MATiLGYn0K30n2zbrf7QNYfSvN0U9UmSKcBLYovcmqcRi0hTnk+07mTVJSfLdpcynHAfKdENXUVMjOArxXYXb5+Oj4+PT07HQipHYK1Drq4YtPMMVjhPrk502F34i6cZe1dYo7T0VZQmGQJ3kw1PZ2aVhCyklEKCcNrXZBI4FHixWFT1MrJrtFQsyxFCzOtlWZZN0wCoql5+6Yv/+Nd+7de+/vWv//7v/+913ZIQvV7PGE8FnE2OOKw8hNg6KSUl2le2BuCKS0pJjRBC5nkuAFp0/X7fotvY3HTOSYBer1eWJYcfSinyYjiZTZmfydClbRyLwbb3rhRFsbOzs7u7K8F7RxVFDkDL+WI+n9fLZVVVdV2dnp5aaz2ZBKAs+0WvVErtjobOudFoZBGzLFPS1HWtstw5B1JmWVbX9XxZ5Xl+7do1iUREH3744VtvvTWZTJRS3OvY2tra2tra398fDvsshJvP523bZipr0TE2Nnk2GAyklHVdE7mjo6P5dKa15lT38ekpALDysFcOpJSjre3NzU3mB/LyyAzGja1NKeWN6wdZlp2dnb333nsPHz784IMPBoOBNnJve2c4HO7s7ADA2dlJNGJ57vmfOTg4yLLs8OHDl1586f79+xsbQ26uM+GTcWyWZVW10MEilaMsEMV0Ol0ulyfHZ5///Oe/9KUv3bjh/Tzv3r0rVG80GvR6vXq5OD09/j//9E+I3KO3bjjn5tPJ+fl5tVxIKQuTxUI8cgiJqCiKra2tg4ODew8fnJycNE0TezFcZ/BImUkckaPYL8vz8/PZbDYcDvtl7+TkFECW/ZxdfyaTyXQ6DfRCYhpzpPwZnQ8Gg42Nja3NYVmWWZb1ej0et7Iv66VNLqmCHZr0yEEJEILjN9A527ZtUy3ni+lsNptPzuvFvG1ba9uIdnhp4hz2SCD08weZaJhJElHrsHV0dHL26ms/OhufS5OxI56UWtKiyPKPP/NEphS4xigAQWgdkJtPJx9/5qnHbt8qjZRoMwOCHBKksQ2pmk50GeId0z42lTiPdE1oJ6Xg1d4Yk5uCV+BoexO/5sUeecRRqXYu3gZrMeiQ2OCtUd3igr+W9bcW6Z5OAuP0Mvp5smUo/1/mo3aSqgvaAZBiLdwinVimA2FGfakTSfxqeZ4L4gVQo/B1sZQSybL7ZRLyDCHGXa4mP4sG3Wo/QgoJUkrbYkxQ4CsgpbSJ/M9TfzxdUzGEC0+ZDCjI+S5hAH5CCIuRacM3v8fMMUMilK2ewupzkFmzwHTWBPX5uoIkCkqjF8L/ihF83caBIHzGApEIdiksPgxoSqWoL258rUuZlireHo5WqhcGN6FPKv0wFFaAayCYyigG8w7fQiBSvB1ausALjScT/DVN9ai1I0xFLknSehow6N8tndwmKe3hEqzgHCe6z0pzFxExJjekmXXs5hJRnyVCh15dST6Uz+dnEaHsYDb/ivPfVXKbgC99sNP0KR1rqM8fsJdHJovtBdS3BvwwdXP5/xP1yZU4eH8hfvP52/qnCPaALimU6VJS6oWXBj5p8rbM6iQZMST4aTpJ8pxP5VmOqz6kJEIIxN91MCojjTbG9MVCH2nFEkbQ+pQUScRRZJfaEdYXREweCTbFblrWP2hjTFkWRVFwZhEnTfUK7tR7hYkLNPeOAq6klsH+2HPj07jVNP9gxY+EaB3PyITQctHJGlaiFFb05QGK+CABhotrxmjRmoXCXhX2jJAbGY4n9d2qqoqIyrLMtOk0CQhr9qExYS9oo0nACtNVRieS9CfAFYEkaMUws6M+Xmw9BOe2eK46tUcAD75flqA+6OIo009xqWEu/4tPhA+raffioDCMs74oqFhroa2hwehRHquWtAgITjNAq7kdfpTHZiSpj5MQwoX+XsLzFEK0rQ2dSHDWss7q7OzsneOzpmmcAAlQ1y2C0DqTAqxtBCfwSgGEkgduq6ykzns6ZSwTgfRKHwDBhkZRuB+90aNQgIQjcgKFAoXk0LllVc/ncySq6xq0Ys4hETVCCB8DrdiPsW1bY2RdLT/88MPRaPTP/tn/tL9/9T9+84UXXvjOfD7Pc5Hn+XQ6F652rWxbZ/I8y/OmYV8dmZVlZxlFxO0ZIWWeGz5RWmtCWjbVcDRy2Ja9st/v812UF7lSCq1rgEbbW4x89q8dsG86wzUAACAASURBVOvGwcHNl19++W/+/TcePjiaz6rpZPHE7cf29nan8+n5+fnDhw+PHx5W1RwDNbff70spB4P+aLhZDvq9Qd/79bcNEUlQOYBFR2gJUTjbLiuV6UVbDUeDp5762KKq3nv/HbJmY2Nje3v78ccfb9t2sVg8ePBACHrnnXfyPH/w4MH161e3t7ezLGN7xsWiGWjNHNO2bTlZYTwen56ezmYTa61RerlcbmxsXDs4yKTp9XpFUWxvb5dlOZ9VPNXMsmy5XAK1g74movnk2Bjz/e+fZplhnMZ3RbNcTs+rs+MTdig5ODjY29sjovF4PB6Pv/PSywf3HvCwKy96oGRVN1LKIsuJXJZn7Oq5bBoUsFxWTLl3zp2dnZ2fT0JXTp6cHr319puvvPLKgwcPiqLI8/zg1jP9fq8sS63l6z987c03fuzQnh2fPPb4o1meXb16ta7r88l4NptJElmWLeolvxtISYjns+l8Wb1/50P2XmJebuykRIIc0xkaNpcX8uzsbLFYNE3T6/U+//zPsUHr+fSMr3JRFJwxuFwup9PZxsYGF/pCiLLoD4c+U3F7a8RvXpYlMwOLorCJknmVuF6Dn3EZpZT0FsJwPj7hazqbjBeLBc94MxAZCCFIK1Y3x+LbonMgMDfacw2IFAhJXpVPRJZaQnAOsUWjlFEgPHfDx9n2er3dnS2ttbONImrrVoIg1yql9vf3b9y43i97rp07bEHoerkQKo9Tr3RJWSMoxoZg+oL0f7HszRjFkI+9Utgvh4M018xgLjV/TvfW2KGLXYD0Qzn4LpX8pR4qEVuuobs0R5F1hhcNV3je3tmAhdEfzz/TBD+fN8iM3FCsS6XS4IeOCUUEREWWc0MzBYeI6Gz8CsjWjiHvzgEkjt8ghJDGcPBd6C1CZy662q/0BEiHbfROZBWbc47kSv+CKaD8xWOAHkM1xqttyJX1iU4MJyw6L7CX6ZCRn5fgkBmLQBfonXyQiOgu9eaBTgMpk0x2f0qlkpfqu0j4tEYXLCxjHMWluqpucJ3E37GuT0pvUuKCMCdlpf0UoVZUKl6UEcnVOGJGybEC4TOUzuvA5Bc5hGuk6LWqZiUpDWQsOKOVRupZGutSNrPwIxlYkS+GkTFGpmUqVfS0NhBp8BWE1hsKkmkinQSkzl0kZaV6XR8BcgK6hACtga9Op5yilSHkxSHZyuX4e2r8pPCRlV7al9i0XIB8l1A9w2DrI5IbUoAHSappMj2m7t076R1+FKM0yhAZjHEwNASJlA/RAMevSL1Afa5DEgZ4kWuaRroRWrbolBQ4jV55mbyDv0q4xu3sePO42hgT3t6dJy1rpmECLBcu1lqtVa/XAxJ1XZ+cHjVNU+bFcDgoipwTukqjfUUlBBNmpAQTVMg8KUphG5f4ft1xKAC5joxnO2W6wurGE0d20QAoffB0RxvxfUElRTQNkz5LV6WW0D731ifjkSAkh8ww4GD3iLWcFLGrnef5aDTqFWUXOkcyzX/POAqc/DbpD1J0OnUglzqVhW+DPKjy2CYa/KKLSEbSSpWw6qQsEl9WFf+gwEW0yUiPUR/PjUOCvA9ed+RiH6FLbnAopXS2RWdT8Z7ATnZPyZPC6C6YoXnOj1KKz9La0hm8edxKTiCij/RImhd8EtjDUwJQss0rZ0USoR7pQE3TIqINkV+np6cffvjhgwcPpr2BBI2Iy9YKkNxq1Vq7piZEJYSSAggVkFKqRi27Bg0FOOcJyTEGUxsmpyhu6yrl/+5vzsxE8jOS5dg/RKRazWYzBKGUap0lotZah63Wmndx786qVNu2lRPsA8FWn3VjjTEf+9jHn3jiqc/9zM9cvXr9tdde+8Y3vnl4fLyzs/vzP/vk22+//a0XvnM2Oe/1h9xb5YgeplX75QiAY+gLZwSPBI3sDwdElJfFcGOjrusyz9mNQ0tPhLPacKQeOoHW7u/v/+Zv/Hdf+cp/Phnb3/u93/u3//b/fuuNN6uqZriIAqvlAslmSpdlWeSm1+sNh0M26M+LQmXGWsskIuecaa3WerlcFr0e+39kRZ7n+bXr11rbWtvsXNl78snH79279//8+3+Xm+35fM5TzaIonHPT6fTxx2/funXre9/73ne/+93T0+N+v3/16tXr16/v7OwQmul08vDwwbKu5/P5dDqdTMdKqcVisb29mWVZv+yx2YmUcqMc8vM+n8+zrCBuPYhoBN8SUX/Y49eAHN6/f78o8rquP/zwQ4HIwXrHx4dN08xmMyHEtWv7N2/e3NrcNMbcOT3j6pwcai211rk2AtAYs1wuyWHTLNlc5Pj4uHHLqqo4144Q8jzf3993Dnd2dpxzxuTGGAl6uVxqrUkOtra29vZ2b968+dpr3/veq//pfDJeLGZGwWg0unH92sHBQX/Qq6rq7OxsOV9whcurd5YZCJU3jzR5Fsp0U6WUI99JAaFACEbadV2TRWttVVV7e3tf/kdfGY1GTdMQtNbicrnkmBMhRJ7neV4IIZgqr6RhXZ9/c1tz4qIxhqnLfAwr+u0AQno91oC1TdNU8/lkMplOz5eLar6YcvYMUx85blQLUqsmw0xyyMuS8ww4G5PNUYui2N/bloFoThIIwZGwLU7mi1df++H9h8cgtSMApY0x164M96/sgrVGkpaA7VIKaOtqc3P0uec+2y8NtvWgNPV8ujHqLWYTacq4diXGKioG1aRQbUWzIFdAGl+Ussy5o4GIddVEbudaakK6jcb6MgVaKeDsOBdJuILWMl1jIyz0ZiRhB4yWrTEgl6V6/B07VVV0yHTOOccdn4sRhfGi8x3CqG/ZLOPeEaUBcWNK0y+klFrECYyPsQ6Rpzyb4iGqCKpFtUqI8KhPKUXQJceCkkZnxpjK1vECcUAC8xO9RFDJUBWItm1RqtSeh1DEFwMo0Z15fxUa18Qo+YhmiQRoHY4EMFZ6IAJ/COKsDwDqxrL3DCI2znJDTWttsZtxRRNO/nRM/NiCt2VnxBKTBlh1r5ThaHuMBERl0qljPJN16+INZh0lfFQlEu0Zz/piNt2aJQyBTCdF4eV+LImi88HgUML4oPmBeXCn5FD16KXkq4u8THV9mFinWkdrrGO7epcKIUDpGDHKlOD4KzYxg0iTG7ylp3chT2OZVWTmAoBnrnovIo3B1sVPfcOsL4II7ybqpc8hEoOvrjAxJ9ChsITs4enne1Kx22rXYrOYZCqEmjNpuuO6acylTDT1EbRLmRzzBWeYVdQnV+Lg/c9vPH8b5G//68vefMVBOP0vUvN3VxRqbC/pXqShC6u/Z6ENpyqgOEBAkgK44E6r5xhVkTrKSBKeKJhw4YQQzBWI86hgmIlSeI1ZOikC9F0i7jklJ8V2z4NKvpSM9mJMuZRKKW1kVVV8bMaoPM99MqugGDdU5lme50Rkm7a1NdtWsFAqbBwQs195UWEIxiKT0D+2XVBMGukuvJY6DuW0UkTEOiUAUIRxqMU9KiZhIln+CEgq9RT8M/mSBGqtGOEo7mytuImuhGEYY/r9fq/Xi9rCtHmmY4cGvWqbg8IhcW9XGuKWrJK9yqO7biTYqdG8Ft+1a9qPeB8qJbXW0n9VitgvKOz4nZPADy76oQNjtm3S2CXnHJ92v4Kvzvq8BUK6ywpM3djSwJ/U3BVAqDAc1lr7iSgi394MuQlBKYXe34z4W7S2ZuAnUZJ1Qkh+QEg3gORc61rLlxsRrSPQZr5sGyeqhh4cn7535/54NpfKiHbhR6DORcWgSNSZUqRN7vXOn0wt6gJFih0UYoV0cTrN+BOjWNY5RLSuicPY0B1Q0bNuzUHLSkNhBIogncW6bdrWmay4cuXqr3zpS88++4k7d+6Nz8+vXz+Ynt1/4YUXXnnlFWttv1/y8mwyza2TpmmUUkWZcdxflmUtOCllwXYQSud5mWmTZYW1VgDkeY4gnXNSKa21kHI6nW5sbDA6RcSsKJ566qmnn376k5/8tDL67PT8L//yr//kT/6kqpZZpm/eOHjsscfefPPN4XBojC+eNEht5HK5zPM8GkXwyTw/P1dKCSnZirNt21u3bv3CL/zC97732r0H97nKJKLFYmHbZa/sLxYLIURZ9sfj8Whj6+d//uf/yT/57621X/vDf/Uv/+XvHx8fs3vncDi0CK1tmmU1X0z7/RIE9XrFxmC4uTXKTSal6Jfe04WIuHtlrS9RMlPwdquUcoR7u/ufeu4zu7u7zKu8ubf93e++cnh8pLVmVY8TMB6PT47PTJ4/9thj81n1+ptvWIuj0ej69evXb2xsbGycHh2zEatzblktptMpk5AR7ex84tNKlHIC8jwfDAbD4bDX60WHxvh0R5qccw6o5Y4Sy0vquj46Ojk+Ommd5cpsNNy8cuXK3t7+xvYWAEyOHkbta103LLqz1mvPQJJF9H6/ACA0w7ymaepFFYMNJACzMQ8ODj757CeeffZZRFT5igiN002CmFmtxLIJAIBlYMV3sm3hNAAJFOiklCZTuTaItmma48Ojqqqm0+l8PrdtE72dmD4QMw34yTLkwDZSq5bQoWhQDDd2TsYTR+rhw8PTk/HDw/uTybkCKst8f3/vmcdv7+3tsd5SZ9lsNmPK2fl0+s5779+9e2+5bKWS/f5wa2trG1ye5yZTGkACIdoi04Ne+bFnni4ynZvMKD/iZ+2oUDbq3JhFHLo5DUdupGeGhGMkzKeXryw7SAHA9vY2C4D5KlTzBb9yJe4oeLTwvdQ1KxOnk3j2oulIZCjEOR7vnmsZZR0PRYpoIeOcizLFUJ/4dYwtfOIWRsEtmdvBqcCbT07akl6LoYoH6WlHzsVkP35s2QqIFWKI6JxNd7cL8+OOgxfzzYP60M+j2POQIagHDN00j+m+XLcoBJEmQ4jV47eU+JZJHzYjpRSrIdds8e/9OYWfwTq2AfFh3BC3kjgWZkav39MRGmfjV3NJNd8GuWOANipJQpYRNsbgu1gAeKsBCEHwHAUGnaV5/BQpNXYUStXRRIVPnPO7YcyWiGxeRz71mKWJiQ+FkLH0l5jYEXiNHAezRIuBSIUjmQZOyEB4BlBCegMhl5q9+veP7W9w1JnN8u1hLwAbCvoa/riI2IOZC9dUnQMnobAY47ulS4NbtIm/7gQJ8lQuJ7wpW7w5ORFkxc1F8JdVIhm9MlZHRCs7iq+3h+GPiKcUV5CIXCFkJrBOwsVUBrdSLMk4o1sdzyYOiPC3RDukjEiFl1i5/Mbzj34k6lsze010UO1PsZJZH0q4dqX4+6n0USGEk7b72gH4IVklAMj3GqPoa22uCOTfFNAnEaXoWkWzRYE+vCHEvnt0ESLmAwXRN9UEpKJtZCMTbmDHhXi0OWQ1S5YZFrBBkH9F2xV+O0S0Tc0bmF/rje73+2VeWGsdtmidX5dlEp4eARKhUjKBZJ2Yym8J6FJRAQAYqTrWfsio9ctKon/jpcOPGVXidiOwc5QOinC2WgEQSrPphaehUkIsES51KCGlVJ7nRVEM+uWaGJ3xZ7yIxHV6QH0drlBCh46dXG1SrhgLUUdr8WSSYAmzqrjwqE8pFVFfbN+G5gIhojcT4pRR3sUFJMv9io92YF169kisDMIG4CI47PAJ2rW9NJYv0cFMKR8Tb63l/lt8Q8+UBgaG0hGn4aG3WsbWOQckhCU/vkZ0lixUmdJE1DRLnhs7QmuxQUShT8aTd+7cPzodW5QtibpuM+nC7uIHoYF1GarG0IaQUrLDTfrjZYoJIyt26NMIk5QT0ratS4aTnd+MpHX2CMk11U3XnM57wd2HM1iFbZ1Fl2XF+WRmTN4fDoUArbXSBlz14MGD8XhsjOJkcC2VyXRVVcNhX5Ivv/LCePapkUqpPMtAKIGY5/nGcOQcFUXhENu2zcpCSr2s6yzLdJZdv36dfSZv3bo1n89ffuUVfiK0zvb393/li/9of//aT37yEwDY3t7q98of//jHf/AHf5Dneb9fco0yO5/w5JPb/Dyj+MIXvnB8fHx4eMgBiYylx5NJWZaDwWA2W7DEkZ9BRCRh8zxvGwsAGxsbWmcORZ7nxuQ/93M/NxptVHW9tbXz4MGDP//zP3/ppZdImjzLnv34x8pevlzMpYIs09PxednLyeFyuVAAnJzGwY98cXu93mQ25dIchTTGnJ2d/Rdf/JUi7+V5vlwu/+Zv/mZ/e3R0dIyCsixrGwcAQunFYiFBf/LTn/6d3/mdsuj/H1/76l/91V+9994Hh4eHGyO9ubnZ7/etbWezadu2k/G5EMK61lrby4uyLIfDYZZprXVW9uLgJeVvp+ln8UlX4J33BUnQSgixXDbVYklEVd1UVXV6Mj4/Px8ON/b398tB/+aVXdY3TiaTtrVCwGKxyLKMqQeNs8611tqmreu6ns+WDPkQsV+UV65cYeqmbdvNzc3d3d2tra3Nzc3tzS0ppcwoMFGjAYO34+dHbMV7CQky7s270NeDzKjM6LZeLhaLaj6tqmq5XPAPey5xuRbqXVJRyB3MlnhDUYQSkSRYdKRU07qqxTd//JN337+7qJZCyKZpuZLZ3Cpv337ksatX9/b2OGXeGLNYLAQP09rmww/vPnh4iIhaZ1zkjaQdlD1jtNIw7Pd2tjZ2t7c2tzYyrYC7uhzDI/wVVFpE8/04bTDGsF1KhHY+Sc/W6f7Ck0mtdb9fcvORjTrZuMV716x6YwbfVEywFoV1TKeaiLUQhYShw1madkWWFlrJWmsSmDL82ZvXhSaX965ITERXxX4iRX0psGQ6aLqbpBpIvvqR5xZjHlJuV5ZlWZGHzmnLt0oqX6SuKpUxOVBKqaQR0p/M1jrr2BFHcpkeN9aWMDXw9Oo4kkop9HBPsSSPtcT+sCnZTKGzn6HETaSz/RAioj6WeDHqo1DHX0I+7MaJYAm70j0ZuViMZqIUhX++i4SQDAtBCAEmS24SPyni3Qokezmozrs+JDRIqV0nTpFSx5RteVEYRuS973gK2oY+u08XiFTh7s6BFPWZPAvGch1DlVFfDJwIRwjUba+axW/+XpUr0XPUkZMBE3NEEIpLyVWFjkenzjmG/R0aDKjPHzbE+la4OLYJqC/MBruuAaM+4TG/R30EXcwVqURhCB028z4u0YKF75agbHLBFJSEjJxhFJQCMKCgHw12NR0Wg1U3ILhosCnjmO4i6ksljv9A1HdpcgP+lMyGj85ygIsTvxV6K62gNAmXAkeAoFeUId6BSCKQAKGYp8avEhB8ljCwTL12EFn5Sii65VJ1iBM4zptHfMAsWb+WxMTDME4EAEpSzmNAECippOSUpDzPd/e2U9c0b81PxHaXcTSBiMCS6LAHVFW1XKC1lgZYFIVURgSqp3Meu0a2CRHJIHtU7B8tfAba5ZkeAClN5SLHN+V1BI9P9E241bFvqjSIAXSriBQv5XbHz+L5hrU2M4rZNVFKfjHkJNU0pnOwOEATq4EHKcInpDWBnFpZmEQyuuzUjmu22hHmISIbb3owSeinnxhghkhcwuOGnRzqKjUIIziM2znb0q44RKdNFv9KAQDU8ekjdoVYgAjhle7Otd4qnUkQXr5nlQBA6Zxz1kIGVVODJy/Ssm0IhdRqubQPj++//+G9w9PzFlHqAgmcszaOvqkzKaYLdG5IKsiLPxxzsqbDSU3P0+Gtcw7TFKN4rWnFm0EQEIloX7HGuSIluQPqWS4kSYIQslrW16/tWUeIQmUaANBZJcVw2HeO0wsqrbVT0jrV7/fb1gFQbzhgqMx9mXxQIGKmTZ7nRZYZY+pljUhIxJMoRKzrucmzT3zy41f2rwdxpuj3+8fHxztbm2fnk8VisbW19ZOf/OR/+xf/otfrHdy49dhjjx0dPiyK/I033nj33Xfn8+n+/v7169eLohiNRkQ0mUxYL9fvDzJTFHmv3+/v7+8j4uHh4Xg85i60FOLs5EQplRvF6iAltNFG5XmWZXpomqZZLpdKuclkcufu/QcPHmxtbX3mM59plstekX3xi1985plnvvWtb5W90aOP3rp+cPXOBx/+0R/9q+OTo1G/N7h27ej44XJRZVlGQkznlRKQ57ky0lq7WCym0+nnPve5w8PD0/GZc201n+7tbL/47Rf29vbm8+rw8DDLspOTU76ii8XCtuxDAxyq8frrP/yzP/s3H//4s88//zPPPvvs/fv3f/CDH/ynl77x2muvVVXF88x+2eOktbIs+2WZ5/lg0I/kxjjEYGtZZ1eoB37ZsY57YUyuQ8fsfWS02O/3i6KYLSpjzMH1m08//fR4PPnmN7957969hx+8d+XKlYODg52dHaXMyckJAJxNztm+uK6ruq7btuaQ9Dwvd3Z2dnZ2er3eaDR69Oat/f19rfXp6enGaDQc9nkM4mvYTK2kfimplGDXH36W02m5EKJpliZTRVEaYwBd0zSL2eyDo4fNcjGZTObTSdu2UgUrlLbxT6KJqJKARNu2ILzZLwSSCAlCAERqEI3OwKij+3dff+PHrRUOBQoHAhRvwqDyvOSHzksV0GkJoMASScRCK+HcfDpVShdFofJ8a2uwu7u7ORqWZTka9AaDXp4ZLQFtg2QFkJQCkayzDq0mrXTms460jk5LnhYDHe0lciyjpwsfFbvdFEWmlGqahuWUgQreDb46ioG1/LTGnTeOhnimnXIvV4IiAjRiGicmDcf03jPGIPFKbGNtkO4LbFtGHt2tABvuKqZE1shpj0SVi3VaSn+NUX78zinphn+dfWi5k5vaR9d1LWLiFc882AKkbaWUKAVPd0OmQrguQsYYifQ8CAFRPYjYJhVtDE/uNlBLqWlqN6bD1cIDLwgypUxC/dKNYzUnIE3M01ozogMAkDpu31qrFPVdzMlKbe9c0OSvFeLkUQWu9MR1NPl0rmslIKNotiRnFBTqhCBejeZ2QEaZ8JUhkUcK231NSDwL06CR7rpk4Ttyn7S7wWhFlr9WfUWJJlLi0w5ixcc7hUbRcz7I+AXJpAxzQsgk3QRiIMda8SOTIlMHWymeNCP6Z1Z0c5fu3nNptAYIkF7KZ10XUcjRHlJIF7UwHKjMzOE4lBEkhOtaz5eV4rRaVePfwZ9ktZzuqqBOO/MPCv1bm/UBfgS6wwumL3jJ10tMq4QQgO2auHCFBE8XZ30RwiFE8qrf7Wgt50KueplAPB6HAqLBhn+6THLcQC5Ww0yxWwl25ycHqYuMC3e2wzbP80HZy/Nca8mt+jzPBWBcu0M9TETUtEuPFdBFXKSl8EloRE3TtHUtBGmtN0cbeWGKLGf+ibUWkFiNFVderfxsRAmIcRqyS8ZEuYIckDVUF1Lgg80AuuQJZFtRL6FMqKEuFuIq8QGTJAQQgMhNFlczSOXOuDLmip3afq8YDAZFUaRJdJHhyTAfwhVhN6Q45IlASCVQKi5ifuNHSq2ueUB3cZjG582biAQb2RXc1aE+Fx82KTA5Ts4aWkmIiu1hHqh2rjBCRIfStaxSIhJo1+yz0x2a12UpJYTd3cdnIDLlOLwySMOZ8ct1HSstiZy14EAJcM651spCcknKXHnnqKrburEPDg/f//Duw5NTpbMs79XWtc5qlTm7jK0suLBW8OA0Ii4+q+mYhf/daL3WcYipFWuuQmle4oXMH5eiyugjt4LnwW+ijqPupPGsLW201qDMcrksyr5zzlrHZqHoKM/MfD4/PT05OTmZzWbOOR1IgByexjqZPM+LItNaMz1pZ2fn8duPXbt2TTh88cUX5/M5TyFIgjGmsW1Zls8991yvHLz99tts63Tvwf3pdMoDB60NCmFMrpRiQVeR95568vEbB9defvnll156iRViWuvRaHT95o3t7W0+adPpnCd7xphMSWste5kwKHLO2bbNc1PXNUMjliUrpRy52Ww2m83OzsaHx8fOOSl1Xde93uBnn3/+059+Ls/z09OzyWQyGo1u3bq1f+0mAE2n59Pp9I/++F+//867e3s7t27dKsosz/NqvmCcyXF/jz9yq9/v9/v95XL5qU996sUXX3z//festVmWNbbl10QeWpEVQojGtswFzbLMErat297ePjw6Wi4bpdQv/dIvfeLTn3r6qWdu3rz6nRe+87Wvfe273/3u5PzcGNXv94fDoda6lxdSSusaYwyz9Zxza9tXEgm7Iv2KrhudbT33cQXLh4QQolo2jzzyyG//9m8/+uhjv//7v//Xf/3X77371tnZWV3XGxtbV69eRcR62c5mM+saBiRKqaLINjc3NzY2rl+/sb+/v7+/rxRYa/M8L0zWtu1wOIxtwYg3UHTGjKGAdhHAKJAqbAFcSW8MirZtq2oxm83Oz8+n52fn52O0jW+AeQgBHAzr2qareiEI9lySUrDauCOA1jmLLit6DuD1N9761guv6kzbFpGEVlJpcK7d3Nx45qknbu9sbm9ve0QhvbUJ3+QcUVgt6rIseba5PZSbw1FRZJKz3CTTU1GSQGellNxeaZslr3ic/RMfc78GJsOu1IKChGPaJOMrHhn1+31E27btfD5fLpdSSn5PgRQCS2xsFjC8iR+0YnxCkCb1RYieIooYhRrh2Zr3DFf5/Isx1zTSIlJ7GGcxBXJpnnvEn6lp0FrJ2JUu4QjX4iUiQZS/vneIkdH6rUOzzrler5e2HSN06DLQhQr+kNRYjGg8KuKklLWzaWA6m5EwsElJnkRkeSHt1HHdIs/00dT2w5MwU4PQEHWAwZKEX9xloyfQ13VuAkplhvMPUiPKOAJKRhaSJwGcy5so64QQgs0wwx0r46wPHWMMSIEXhAGylJJAxaWJEsY1JgmLGEMOZGf+KXUnDoQkxj0diKHobgBm4RMRSEWxU58Q8tI0gtRLJhpvstFNeg9QMPzslHLJnm5pvf9OkEbVQ6rra1ziRgsJV/kjjhB0Z8vpuKEgQEppSax9BQBo0HXjXAkiAMvW+nFNdH9AJ1wQBVhCDANqDI6vIfu7C3pJDSNTgeWlY7pLZ30XvFgu8d35u8z60gC8FYZnPJV3XQAAIABJREFUh/oAP2Kmh5eO79YGgyuznS6/AdengZdVcvEbonIJXROjRb4UImHxeXPFaATahT2wrwwvMatYWCc5LQJdVIJJD9K4zdlNkHKleeegYGUpBeSFt1XIskyITkfU1lWCKwQRofUaJE9SRedc4NUQAVCR5VyK1XXt2pYIjdJ5npe9PNMmkgOZrcprPUjy4e9EMjntaZSFCvtiaJl05zbpwPkXqISdyF5bIZi7yyeIXF8i0iqx0uLRLpDy9m7d7eY3SGfTgVXnOi3FaDQaDoe8v3pdRBioMuqTIckj6vpiDh7/1SSptSG5IQyjkNIGbXB/XdeYBaASG2e+w+3Hbkk2Q+wRRNQXexbxcscDi7cEX3oeZCWetHhx3yUicm3ag4wHmZBqGHUnkj/PNG7jbsqoL3BwXHB0CUbHrXPWetUrkQU0OmtsW1W1I0CCw+Pj9+/eu3v/oRASSThC5niweoE1SxCcrf1TqVLydtqJFLHxvAKzk+llOgW9OKP25qmXTmh1lLCq9Tzc4EsWB6dMlmN/XaGkVpnWGpTMsqKq65aNsT03R3EcrXNuMpk8ePDg+Ph4WddcBvEnGmNYJ8YTfqWBK6Eb1w8eeeSR/f19bO23v/3t8Xi8bBuGOsroxWIBALs7V9iwoa7r+XzOcn9jDM9wlNKCZJ7nSpnJfJYbMxz0hRDT6fTVV18dj8dbW1tVVes8K8vyypUrnLA3m83QiXm10ILatmX5HwuEQIimacoy11oPBgMF8ujo6Pj4eDKZNNhybD2Ar1yL3mA4HI5Gm4PBIM9zdH7CoIxWSudZ+clPPbu1tXV4+PDrX//6m2/+SEpZ9vIsy27cuHFwcIBOTCcTrn42+gU7ixRFsVgs5vN52zYJUVlJ5b2LtNYs8WGHz8FggE6cz6Z1XT948KCu29l8vrGx8Zu/+ZsHBweIWJZlZswbb7zxwQcf3L17l5WNGryLcvTDYDlW27ZZrtaoa2tthXTPcv4B9Hb8XKQyDieiXm8wn883Njc/97mfvXHjxs7Ozu7Oxttvv/31r3/9P/yH/zg+Ox+NNpqm0VoXRXHt2rXbt2/v7G4ppYwxLCnUWnPuApHTWhuprLUgSWutQMaGIAC0zoY1wRt3sTyMV2allNIgSbANTF3Xpw/vNk2zWPgwPUFOa+VV55JVzbZjFgjfwpOUZt85leZkhqXPCSWkcWQtos5y6/C1H7758is/IBAkfBSHEEho9/a2b9++/fT+9mAw4N5o3PqbpnHWWmsHPmuwVxRFlhXUnrElFVuIETkNMstNbrK2rSEk16F1fOpotc0XMtDbaH+ikh/2duIrWBRF9LrkMX5d12wmxBNjtC6mDYkQaRjzP+NmwROtFJ5dbI6nDQXeC9ZgWJdTKvCiVQyrECMVszMkk5JwPVo9Oj/HF6eknosJgakKMZ3VxFWa342H3hDUOIkQ0cauogju17EYNXnWaROCIq6x3V5JgR4EAMumEXJlZsXOfN5oxM+dPIdQJgMclyAWkF2cACYR59Ggn6GUB88kIFCmU9SXXkqKW79Q0mgR/GyQ0hwF7I6WbT668Z1Pp4i3qBWdFJMrI0Z9hEDealKm6QjdQxpOIFuSdNQ+0V1cF6lGqvO3I5Cdd6vsJrSURnlJlQK5yPCMBM7GdpOANEqhtWnufJKpkHDOYwRF9Odcmwoi6HUPdpCR8JV+QQCwJGLDxYlufusSTOW6iRu5pFvODQIu0GyYNpGQ8Yo3XhzIjbYuucGfWBBCeEqtcyhUFt1cmGKKgjiZsEO2Hwnk4JLhXho2iJejPljhrMlLohNWZ6d/P9S36uG5hvrwsnwzumQGCABSrg8liSTQ2om4mOO3Cim74j7EuGMsc+MIGLosh1TU1wnz5MphepVCgmRC3DYn1aY2jL7pQyrkY2qj8jwvs9wYk3NwMnuiuAZtVGcxj2jFGcWbKJJ1reXMLq4+e0XBcmqjpOfZI3rwgCSEMFqyOIcZIBClegH1CYHaoztfcHcjuGRDQrQ+Qjeug75f6PtbWqTFNyJiVCSyco+xULf5URf8qkF606PgHBsn+kFz0jE6IsFDKSXIMXLmVqvny63O+lLU17VahYuQ6VLUF5qEnRLD1wer2fQRX8kYISkpxbdaqkSuFgyB+CEEjFLDEB+/ErgULWRY+Rn/einqS2sCKXA9ZgOgRadAghDO+eBgE0wLgBlCAfUppZwjJp/yQIzD69nRFACEddbajrQhwaKzKCzSfFHfOzx6/8O7xyfjZVObvORpc9c/dtgJu6ljFEsl1mZ9KS93zZYmmimvsZXW8F5Qq4q1Sxb77mvU8CRyqmuFxn45h2LzNCF4EykAcIRt2xZFYfKSNVcAUFU1TwCYULdYLB2i1np3dxcR33nnnR/96A1r7dbONqvLRoOBb1sIkef5zZs3P/vZz5Zlfnp6enh4eHJycnp6umxqPuzz8XQwGHBBmReGW/Ve5q74dhVKmtDCR62kEMKYfFnXbDB4dHQyX1YcNG+tvX7jYG9vTym1u7u7rOYx4hmQeBxERHfvfHh4+HC5qFrbLBYLv+oqyVmCo9FoY2OTl4Ky6BORzjOOP+b4X257WWu3trauXr1qXTObz99///0fv/VGVVVlWZZlmWfl5ubmtWvXhsMNa+38/HQ+nzdNk2WZ0uB1fYjG+1Fhlhsm3Od53qLgwAA2O5lOp/NZZclz88qy3N7dee6559irZjqdoqU8z5VSrmmVUtY2bJQaVYvz+bwsirCVuAsEpNX04VUmWHJHhaGN1JwX3+sNnHP37t1rmuYzn/7sl7/8ZW3EM888MxwOf/jDH337he8URcmeqOyiubm5ybl5JBwPWlmOy0CFiIyKESygICrLMM0BZ3qL9/0Ccs4tl4vZbDabTmez6WKxYIdSbZfRuDtSPJSUvPiH1Yl4x2lcy0uxpM4zRiTUg6hYRkRHUujcF+JKNq397qs/+OGP3hJSStAWCREFOa3FU089efPmzUd3hpot/sgKXnMI27Z1zVIrfXXvSr/flwKcI2st4oRBqVIq1wrJCSGKzPCYWnblsjDKx6imkxlrrbUNj8F5AUz7O3zaeR0oy5JbLW3bLpeLqGTz2eVty/sF46LUVDMd6Hl5mLVR4hF1TalANHqEpOGBK7b4/Iaqozul7xBWbx89lzp7eSaRW+2VyxUAE8HeRwXHpzFr6VBlbdNxzi2XS6kg6q615nJDWIvdCMN/iiSiZVOnae9IZC1KKX1XLRh78nTLxePxDVPvKsmWHrw3sSDQOUerxJCo6pZSimT+4zCcgUhQJGKeE4fQQqCZROdPsZpWTzHDCXSLLjq1MOrzsRAOI6kpor7AogoOkPFHqqSJmWbrAZsBrLh+gIr9Yva/9d0owhgSgWG4mgbCgZIy5MszJok5GdTNA+WavWrYvhVbVQkADPCgc6wJGYahyve2mSmGF0KghJBRhVEL56kKF1Afq+kEJW245K0crRmIJB5IIKK/DnajZsKgB2O/n67gFMRhXgBsuyKZDetJu1I2nZu6vw95kBtRH4C3F3LOOaH9xeXrS8IROgIpedAXTkskKMvUQgkuM72UK0FxH5HRJ1cC0S/6X34E6iP4aKboT9P1rbTa16me68xP+Kh3FwAIFImdyR0jQH5EBGF3E3Tu+uzSgtIF6V7I0IjnC5CEkKQIBAgkJCQpu9El+GgL8K64QggpOvsmti4JmWzKR0RYVErmWhdlXmQ5bzzMt7R1ba1Fsp5xoWRbN9400j+6QkqpgJctFBIylfV6PTaMLrKs67PalpuLAlEpyfiQBKATUpHfzISKHoZcW/NcritkMUQ+APBYdBU/JLT+tXC8lcS87iI6a1NG7poJSkdlAYpSrlj+RiSmhFg30Q5s/rqu+eBZ4khESCnUJ0oDNuI7JORmh7hGHoDVFJ00sEisRhTGrbHjUfjVH8NSm4wFREct9oauq/slrSYjrRBpLjyTkLSsUiGct4YTmG7YHtAC6WT5694f1ru2rCHxZ80hk9Y487CzlJaCgZ8jquq2sW5Z27sPD3/y3p2z8ZSkynubdV0715pMGWUQLVkHkmSQNwhIedp4aTG9flfEW+gyg6i1P0spRZBapdTNiOgSMXd8Z1+cceWX1mphEA1Ryg8kUFC/7NWyJiEE2jI3uVFN2w4GO3Vd83inLMt+v8+b6rVr137rt37r1qOP/uVf/uUf//Efv/jiix+8fyfP853tzdFotLOzw8kB77777uHh4SOPPHL16tWtra3R5kZv0H/77berqmLbfcYnZS/3qdbe99LmsnTWOueEIaWUVkoI2bZNURRCoG3roiiuXLnS6w1Mkd+6+eju7u4Pf/T6Cy98+/DwyBhz48aNg4Prxpi2ra216NxsPDs+PpycjeeL2Xw6BYCiyPv9PqORot/jXO9oqMBKIWcFttbWDSKyXIoQpcD9q3tN07z54x8NBr3RaLSzvXn7kUeVUqfjs5Pjs9OT8d27d99++52bN2/evn27N9rY3N2r6/re3buj/mg6PTfG9Mu8ruuyLHKTgSS2+3fOPTw8YUoqc9XyPO8P+nlZFkWRZRk3ho6PD5ngKgQWxgChrVulVFXNeYbD66c2cn9///xs3Ov15vP5bDbDj8i/SsU88dZqWxsJe14chWCtPX54qDJzfHzMCe91XX945/3Xf/SDnb1tth4FoW498oizrmmafr9flqUQgsnArBaTSjCf0BhuFzq0DaJkVj+6tnaOTZ58Iwoh03meG+68LKvZ2WxWVYvTo+O6qdiahdtz0rOX0xxnYLsp17YAYBToPPeMA4eNq51ii3bhWAGFGBZ5yaUo+kRqAJDQxVUTsNhJOMFlpWgEyEJrrc0jj9z83Gc/s729LebnTdMIgZIkE6bQCj6e3c2N4aAHRIguVypXunWaGQSuqS3xYyuEEIvFQkspEocnDtNjbmHC8AQAE5eINFuIQ+QjRdZa2zQNT9T50vOIL519raXbXeRGxqla9KK8qJNnrmYMj1kbBnbBsCom9Pj9ItqH8qx+BbQkyaWISIrFUn7NTLnxl0aiXSRQpH/g1TKSP/3q6pyUsijz1XrdsbeGMSoCj2A2IwCgKDKilU9USiqlEbwJpfCxfY6IlM6ScZBfgiSR0trzJP1zQInAIcxIkymTSLZFIZBPl4tT4pCLcMFiALt8wsRZTQRJJPqA9QBWRaIWAbm6bcm1rXxFn5/2RH1f3pe+zotfKNouICXaUQkijEA52jn40/A2zhYyH+mG4PXMhETIaCddCZNYQr79/LqBIVl7rVEbL6tSklFfzJsQ4cxE1By+IyRqrxVk4rpEwSA7SuCcIEJc95u9OHZSUgZZKefmecitVeeJyl/fcYAWYcju7lCfDc433j8kPh2SvN0OdAI6ZGApvKV8WB8jqy7xpBXrziUXErX/Hj8IHfD7yKT0/2+6vguzPhQpDkiTGySJJDzxYr7fRXdOhNV3i1W4UvJyD09cfQ9MGZ4dhuOzYG36JhBsXRARwqwvMiEFgzQBFxmkQILIySRJjIgyCSwnyIyOq49aCVd0wnkwpqAL0kFr27a1tkVEo7Qxpuzlg36/LEpeZ9u6ir63TBxtmmVVVUYp3/oNnbxMG5OpXCvnXNM0bdtqBXmeSylc26qQbOOTxH2HWCYadBfDDwJnXcTxHQBkMpWDO591LkTdVFJKI1XcjD3rNdOxjjdSCUEOrfK8AozQy3fjgpFjtHLxWnyB7KjGAxMPe9ClqE+uoj6P4kQXrSGCVLpbc+MATaxwSpVS7OGZZgekn8UTvIj6GBmFP/Ay6n1uRPCH5SlooNfGomFF1+ctSbBNoWaXwBEcsbvOJW+W0G1FiEjS/xYk3mvRzB0RsW1SazuKnjzoUZ+SXhxo64YfHR5ITqum6JXzRf3mT955+90P54saTEFSkRcrgpRCCiRnpUApvOcVn32Z+scms741D570VPszf6FFHTMwu9d04sBVCyLZpSGnOxz391OKV0CYHac07seUDJ+zsvAAVUlORauqOtFRgPefkaZt28cff+Izn33uF3/xFzdGwz/8wz/+3d/93TfeeAOEMMaMRqOtrY3hcNjv951zVbW4ffv28fHxfDFlFmJZls45ditB6vIbPVVbSmOMbVm9I3hYZIx21goAIlEURV231jlr8frNG//Nf/3ffukf/5K14p//8//1W9/61oPD49PTU6R2f39fCHF+fj6fT23dKKUyo3q9slfkw+Fwa2uzzAtuslh0jKOklLwvMsDwPSzQ8Q7kmM3d3d3Nzc1vfOMbHO5nCVnJNp6cn4+nUsosK46Pj+/evVdV1aOPPXb9+vXt7W2Qom1bQLK2Qeeca6tqPp9O7969s1xUXjrl9W9Fnuf8WYPBQGutswwAHFpWPrOhIhFJghgRQUQM8PjK3rhx45d/+ZcZ+b/0nRdffvllXO2hXAwli/Q5PvNMr+DZZl3X08l8MplIKZfL5Xw+526rMeb27duPPfbYZz//HNs5CiREkWclX+uYKGCtjRSDrMyapolWvRxyY9uadV9aKp71af3/0vauP5Yk153YOSciMu+znv2e6eE8JHE4fJsiKS21kID1N2Hlb5IXNlaAYdj/jBewjYU/2QvDa8CCvGuvYKxlm/LKEgWJsCQuSc2IM+N5aKYf1d3VXVW37jMzI87xhxMRGfdWDaVdy/1h0NNdfetW3syI+J3fi0ajUVht9C6azWaz2Wwxn61Wq6ZZiwgCY8qyM+nY4xCuWrmMQU3uzeNFvUqb7IBKX2wwnSeYywoWRAyCZJ33bRC2VWUr9/3v/99/8faHk8mAbD0cDo+Ojg4PD956682vfu3LAPzej364WCyAA5IgC4KErgX2JHzv9q3JeNyuNyEEjXthaaqqEgjaa2+tgcCBu/wI6+A8f3x1ZftiUgIF1aolzq10gbss6tYfWW/y5XKpj1VVWY3K1M1U/y37UCYq5w1ON6mo2pDeNZDFnyrZTUWII0V9MXSnSEzZ4twSltAamLSMeyj6Hq+0s1IZkVX2E0JS6PU1bin7rVS7wPYYtB/LGpNJVH3E8u/VoZOqICTrTjWlIwdZ5rRGV1tFvCGkpFNjtMPGC8f4ex1sATDtZnpxL2jUuLS4+Afh0uSGRRB/Mt1h+VwDQBNYfxAf610ZiTQ/MZkGMWcBGGv7rtq8fYABE/s5iEgdd3E7zuQV5nCUyPWVGZ6JBDOF0CByfXpj+xBYuJDrkpYfxo4uQ/39H8sYIurr836oSq7c3mvqhfNdEaQ/onDheyzfeSJCEaiP6AzF9U+eNIJcjp1a8vILtltUVe+F20k6jclthUY3lQb2oZ3cc9hqq+tJ6RyYmaNWcixqf4LFaPrQSx2CBGEQ9GlKz/G2ISJiKnKYItsc42NBKH6OulIxi7HCqZVEXXuEDMAMmcFOJHZ/fXJzw3W/rpGDavHcNV8qW80NfytcH+J/+j9cNe9tvRvaSVOQLbpv6/e736Ck9OSzhq/lC1xpJsw5LlcdPhBaLNg+3RdT5YAglBcIDGzlyqCONzUWBYBAENEkiQIR1Sa65zGf5kWqyoYQNOhS4qoYAEDatl8lReU01hgzGY2tta4ylXOSWrO99wAMBW/j265tN5iUlpBcJbqBTQa9rJSDD8GLBBsFFbr6F15wtFs9E4U1Lh+Cc6eqKzxpUZ6pQhLuisqHPowLpDcPIEsIXlGfiHBKDckfbmVoZ8uJJEza+VTENR6PAYDblLUtoN0u2ppgkXpCr+gJAO93NX5XIoJ6PSfwVd9FRn09lutHDFG6mVSpaIxRhbTEiVuslCjzIdIBK2SLUb8bIV95YlXQG8rTSU8/SkjSgggIIZ1LjDGSzhPGGBK1nsZr67tON+kQgkhI4aWCSMvlsrZORNbrRkQC2Bfn5x9/8uDTx08Xq4bqGk0dUpAdASKIwaDF6yjRm559fWnaWlB5UgRzEe6WsUZSmkvkFnOJyEb1pqF8stnqp8I8P9anQDVUNoNDPYElUsL05SIABCaDf2NMVoc65zQMOn8vY4xxVm93ZtYTAwAg2eFwqOjo5u1bb37+rel0+s4773z/+99/8fy51ovr6fPGjaP9/f3hcNi2jTJXxpj1ZhlCGAwGztYxQd5ReW/kS2HQaniDEqrWGokfBzrnjK0AyNYVgvnGN3/+a1/7uj5WZxeXP/7xj//VH/6ff/mXf1k5Nx6P9/enb7z2OgC8eHHqDFXWjkajzrdN0xxM94wx4/FkOBy+ePHi4uIijyH0JlSm4vVXX1Pgure398orr37wwQcXF2cffPShWtfUbTIYjKy11tVvvfXW3//7/954PP7t3/4ff+d3fueTk5PNZnPrxs3Dw0PnTFVV69Xy/Px8Nb9smmazXg4GFQEMh8OqckdHxwqTbPrlvd9sNlXlJE0rSh7GptTsUrepn6w6Euu6Zubnz5/PZrPIAVrbZ9n5fvqToz6rqrq8vFyvNwpEz87OujZkGKwy4P39/ePj49u3b9+5c+f4+Hg8Ho+mo9Q+YnOSZJLE51SYeCI3NqnUAqsiwxg0GEOkjEES6Hy7XC5fvHixOjvfbFYa9mOMAdS0FSQDoYs9nPrcqbsPNcCWTMr8jM5GKkLS87rn3aBtW2ds13WbZj07v3j27JkxZjwYfuELXwjeKwKxaYytSn39+Tab9unpi9PTFzdu3Dw4vHl0dKQK38GgQoKuaz74f94buIqIOHTMwaAgB/HdoLI3j45QAALrxIqZATwRmWI/IsIdZ5oWvscpnugqF8Wcscoi9+BJtORpeX0mxzSlVldja6065HdiWvJqVkZxljUwtK1L0rU3D211Qx8Oh+Uka8vMrIsMbSkVN5tNyhyS/PrXcnfpO5pyyrkz4cqBpWXuS/7zyGa3Pk86cvpohnklSSUiPnS5PiSErkSSem5O2Qi677iQGl8TbWhDKnPXZTYjAcTew1PQkpjDKiXBraizzdPGvIlQz0/qQSx/RswcsNQ6URrlAnNGCLgt5MEyw1MP+0KYSScyLt+TXYh9SKkNz+g19N5r8wSavvywSwWDWjySWyUQTOAgAGXdH0t/MgmasCAF1gIsRLW6Hbqs8MxNHrHvLvR0XNxljIMycC9dmcS8kfTfCAQKxixrIOPHgrGAoShp85CJQSVjERF9x9nlCMVy3ckWHNIgn4xaU+pMvNNKxSYXb5tzZnkC0vEUHfvYKGFwFMSE+jgfvvQsz4X/kyF/dwRCRX1ZTszMgEYIY+MfAosAkSAimnSdwff7FJUVfL1kEgB7XSR+VpoLXs/nUU/6yfVy0J+SvLLzjf79b72K+J/8959VvndtR4MS+9e+6jWhnJQDV8o3c7XjIV0OWwaz7mbe7qA+B4yAgAICqJdDorKaUqQ+9kJabTaL5sCYbImSUy4NxtmLWtuzgVpZA5WKNc0q+JDEhiEr+ymIMcZaQ4TW2rqq6qqKc1ntmeVOlHUvgJD3HQIQgve+a1rvOxBWiCnMlDaMoXNV5TTKeTQYIMFmsxbvyaAa9wki64KIBKZwQsWftNfdwRaDaqGUeoK+lOL8fFkA+qGRsC+oPNDnxZLJSae4Fd8ayhqoolO7z7au63o8Htd1ra7LpHIWk/p5M/UavWpZmxrCTjwDbZNOW3hDwtX4PojoRQ/ZvJVLxGKoN1eoDRK4xIfQB6KylArYNBcMGduUQgUsZis54RqEd7Nts0swtGmHZuD4Ha21nDQ5zN63nURIDyEE9QEF75kDIbFotyR4z4GFAy/Xq9Vy/fjZ2cmTJ2cXl2idccPGB89gjAsgGg+LIkaYUFAYQXzf2FGCOe6PaFAqga+RbqrCM8uKsnIJyZTtDvmkZUxss4Wii7z8sv5bx3kwwHY3MQAgON0urbWUhusYE8agfE3nXD2sFHuQtUQ2yaql814rHUMIAOScq+raGvPFL37x1Vdf7bruz/78z//5P/tnb7/zzmazvnnrxng8nkwmGlhqjQWIXHf82YHzWDNNPWOgTBR0GecqyxBVzyyyaZr5fLFaruer1dnZ+Rtv/Mzf+3v/7v1XXjHGTqfT6XSvw3B5eXl0dFTXNZKEzv/BH/zBv/yX/8vL914aDmrm0LWttfb46OjmzZv3bt+9e+fu5eXls2fPnp0+PT091Zu2aRpVPoUQptNptNGHGIfIHMgYFlYUSsa4amCMDSyj4fjLX/nKm29+YbPZwGA0n8//4oc/+t73vnd+8WIyHg/rajyZHB7sX17O2s3aOcMhVFXFIbhiMBSLy4mcs9kNy9qgq+SDAErIwrBY5poUFooERASJoiJUejJBD/3qy1L6brPZzGaztm2Xy+W9e/fu3nnp4cOH1tp79+4dHR0aawyZvb290XCon+ZgMMhw0Vq76dap/xQ5sMbWBg5ZopIe5wAirjKqyNYzhA9t13aha+fz+exy1jbr4P1ms16v14hAbcvCasMTZg7KwaoKndN+qOdCcc6uW4lnyj7mxCCRsRYEmq7t2tB27Xq1Xq1WL5ab2eVsuVyuV2uQEEJoNn5Qm/396S995zvT6QRFfNfpdMagkAQBCexFODqIBG/dvmfIeh+Wq1XTbrK2kZwLIXrUUQKwJ4TK0P5kXBkjIZB+JHHnNSAAwoiABDmZsgdOoO1IqWPddHm1z6jPWhvYMwf9Q50gRN4v6S1zVaxKoMti7rjGtt1OyVAWi151Qyiizm63TJ1llWaJG3MmytXmdGutxnpnVlBvGx8pKkkxbTvbVraNyU4zk1wpudlRlmZxQb6AuRNiN0aLOeNDBaU7Ve9EhsgIS8ial8RxcXo1HxiRouMeoaArDcTDtHAcpCo6QgGIJyRGTbkkIh+z9Ayl2BLN9shjbknHxRQeGy1YUkSMBpaYx2co6xI1I7QIk0Qoeur6VgboN6DWh6gNjmdF20/u9Nam3jaiqC9tZyZDF0POBx+YFfUlFIc5r1BRn8pVshBRC9n706+aBqVvXWcGU7msCxXs81pjioxobIbxhDdtAAAgAElEQVT0ZXd5wJGDKAF89PURIoVeItFXQQhHI1wuoy+9LKpOstbmL0vIBxUibumNU8u8bqzcxxDqF6eCe4YA+ZntqwX11uoNNVlSK6RKYYnK2Ai0pHicuyLjMGa3xIvcZ7owZnisFTfAiiFFIGXDxmY/oJLN8lvmuMIBl/LPfwrqyxU+n8UNGv43QH3XikJ/45uvIv3H//RaheeuNPw6ECpFqOa1PX4pUAh3viBu6nil+MGElKe0pe8SvIbrM9JFo1gS4eYQF2RWri+e7wVSOG3UdqZebrCOEt0XYVJUhWXNYYo8QRYWr0QfEWFRZD+uBs45raFT759EvX4Keyx8raq9ydYCA+hD23Vd6LxI0IyOSI4BIkJtrB4CrLWT0bAeuBACBJ+4L7FkdAAsIgZtsdxLDrDpMQaABl5nXWU6ZJOJB23yodXmBo2E6Zd73CoIBhQiTBdZ8mE8puAglF72kH6uyvXZ01FDW1UVYa9WFaaUPmSKZ0aRbeqX563aBkRTYLmdkAZLuwkiJerL2tEchWKk30Xyzmd1ncVdP6EBLIeRhURHdoAcEQn7HSNcJv1KfVE5w8695yEE7rzOlTWWUz8dRRSZudX3qccdHax679ebjYBpg18u149OTj755JPLZeNsTa5ikNZDYCZrralCCCkVSRA4PVBlT2PvDi0zPDPXFxtECgd5meGpyEc/etXUKeor/XjRlWdNCeF6MUwIWxdQ6DpzYMz1Jlf1IQrF6D3+PsU/qNipHsQECGsqjHHycftfLdeahqIOzKToYCI6PDx85XOfGw6Hy+Xy937/X/3Wb/3Wer0eVvXNmzdv3LhxsL+vARWCmvTDmhWkEf+IqGkTzjlnqqiD8jxfXj58/PDi4qJpOk0j0J9iPN2vqmo63b958+Z4NNU8j3o4YCPT6fRnf/Znb926NRwOm6b5oz/83ne/+11j8MaNG3fu3Hnp7l3n3PPnz0Tk9s073vuLi4ufff2NL33pS3t7e1VVzS7P/+RP/uT9999n5ul4goir1cp7f3h4MJtdDocDZearQS0iIXDTNE3TnM/mz5+fPX369Ctf/tqv//qvT6fTjtz9+/cHw2o+n09G49FowMz7e9OnT5/+9m//1nt/+ZPXXv/c5eWlGqEXlxd6BtU7IYG9LUFa+SxblyRGBddX13UbWES0jF7hWVVVlRu2bUxSXS6XJycn8/lcf3Cl+JTBe/XVV3/t137tF775rR/84AePTx4qYpyOJ7qYV1WlKgaVPec9aNMu44CALIfAgQGgto4lEjiWjJK6ANC2aw2tubi4mC9m68VSrYx17WLxOrBKH9u2nQxq7XNXst8YU1nL7EMIhJBrDJi9996SYTvp+2Bjej49PzsLQVar1enzs6dPn85msy4khRUIANTW1LVjZt+1xphbN47+7nf+zng85tB574k0kaOzBERABjNvyazkvAkMGkNqDBKhdsikpqXAPhiDk/FwfzrmrkVmZ4kEtByIiJwbZhU6orhIuXOM6+yD/uNyYV0oUZ9eGWMj+tLNMTufF4vF1V5QAKgqWy5KeUq4Uz6WZZMlwVUu45mU6yPKCrhVbkzjyWinKSQmInZNqUtM6VOQnYT6ytZaa6sMKUsrIDNr8FIp3eyDxIq6vLQkQpYYUJppKv4swWHk+rzaMWKGTfZAFlyiyREoxhgfunSOj/CAmcm4ojyd8rtSzWQ6G5isXSQyGcOoVI8MdWUdH/Y4HFNLgeYg5CU9cH8+zNEv6sng2HRUHKWN6XeNHBYaIKM+ZtacmJQnZnNWiupv8rwpeAkhMEjWpCw2TVG2YTRiBBGdrVmRQyG8hGJqrMrGyHcFKZi3/r71yfmSY2zyz5uO60XUTRGIIGUuSKqGlyK+32+ludBO2GZOHO3fCWyHCxQDFBbcCdPyYHaBAGDmzyUR2il232Y1si+UiL7INArFOSoUdBGnsvUyVKasHPTYp25m1JfFxjqGzQSjDmFSlAuGiKCx9Z6Tcrh/tfJgVGZNFJVXIp9V2PfXp7wUgZR/fXPDVodEz/W9Zo1c379XOPG2XZVYSCB26cFdmSgSljGfcQmIswsweXCb2E/PknjQgBFG52hHEtwCjXJtOETcLTA7L2OdA0RmBlATUYrEywL3Y5pXkRRV1BxFfZDCCSvrjO0nbXXKuui6TkTderrIBsh5Q5Da24T0o4tnxyKGiBkC56VPvOY9tYGoq2o/GAyWSxEZjsYDNBRC6HzDLKw+PSAOQdVE6RJJ9lvv5LtEgcdW1uJukRoX7YWpB7Hv7lNhNUPeobEcdjIzWlOa43c2p/yyGp9onU32y15+UZa2/fRffRWo4q3trMiwLd3pHWXGJtTHZV8fFBEyV0YYciV6GLct24lNTvO7pFrQfAO4vhzlSuXu1bj5Mq6t/Mr+r1hAJEjQ+1Dv7iC8WbebtrO1eXp6/lefPDg7O1ttNmAHYGsWaLwHIOcq9XNaa1GKMYuQIAMQJJMSbAloi9Fygc+v5e70BJdRn57ViChzfWW5HxGp4PPq5dL7Kva6Fkex9AW73zdvw/qC+vu6rlFFnc4p3VdVlVCvLyXRMMxoETnYm07HY40e8d7rsj0Yj0VkNpv92Z/92XA4fO1n3viN3/iNo6Ojjz766O2333784OHTp0+PDg9v3bo1Ho+H40EOtETC8XBvUDtr7Wq10ra3ebucX16en59fzubrZtWFjojqeqgMxnA4GgwGw/F4Ot0nohDEh5YM1AM3HFRMePb8xZ+enR8eHt69dXs4HA6r+itf/NJP3n3n6cnJ2fPnDz/99Pj4+ODg4KWXXvrog48Hg8Fms3nvgw9Pnj0djUb3bt9xzm3WrZ5gmq5lH+q6NoY2m83R0REibjbr5XL57Pnp2dnZfD5fLJZd161XTVVV1larxeVPfvKTuq7Xwf/B//V7XdOOx+PXX3/97r07IQTxnff+5OGj999/d355cevWjb29PWau3bFKOtfrtTb+5TaXvHVheXzxHcTugd4dsJ4vRsPx/t7+3jQKxNbr9Wq9efDpY0SczWaaKWqtvXnzZl3XX/7yl4+Pj4fD4WQyOTo6Ojg4MMb88R//8XqzPD4+Vm3naDAkorZt1J6NcSREeaQ1Gir67bqmBRGdZBlig2ANkYj33cXZ5cXFxWJxuVzOm6ZZrVbtpuGkrrcGuevQIJIlERAmYAndch2MMbZyAMao/lDT7cgSARkQkbbzKABifICG21R0DU3TzGbzx0+enDx9tl5vmrY/HyFgVVXsk8wPTQgSgk8ObSXsGuEgIgYJtBRWEW+aiGlKByEBoCEkp8f00LZqYndaPogio2E9GQ6cpdB1JKLDxH5HJuKtJgMtThUSozQ4JcEKpSPA1QYO7711VTanqZ6zbVuFTNnrW07iskOvFIHn3O8SJsXagKLVIHNurrJdR4lyC5oqEm/aOKWXqDsSbpqmRFPFCbjP51R+r+s63A48Tz3vitNsOSlL4FDKWJq+2C1Bu+28aLhaFp9FoXk3SSPdqEdLU+P4zlzU9XAK69Y8LB8KqkCKfuCiyivkb9q1Plq6ShITQA2TukqnOE2yJhaxeO9LRDd0Vc5K7XxIgxLJgCRrQVWwRcZGaK2NtWqi64M9y1sLkCjTqiU3yD4k+EelIDZFcEGpq9S4rGT8gxCCqhkRjBSETsrk7BO8S9QH2JsDuc+qA2NdFBYVhwHdGcvbLE8nr2RIqvsu5HO/QPYa2B0rVsJRmEv5tJq3xBVX49nKI0GRME+7DTqFvjpH+iVJcCgezFLeXEQYlCCTS1FV/HZbqC9sBx0hxxkigIhXvi4Rqhr7Cak0K6pGU4BMPAhaazPq09jV2Fi9fWKVmHSIO+JJlJ+ix/z/9xfa/+i//ekn6itAkq8chT8zp6bPpkfYyWa4mjHFAB2F8k+ypYcLZ3P+50Y66r1bMQkDBQxgn+YiyX1UWkGUB1N3n571JWHLvqReNBxfK+lSV0HsTbJkUk0oRraHpYjDimy9MaR2DpURxvM6q4rQh87H873XELg2OstDVy7flcQggbquQXg4rPcPpuPBUAsDfWhRokKGmZ0tH9q+rCJGR+Q4w0hqcaHf6NvqyUDm+tTql6RovoeUHLe3eBkpSvjy9NEilB3lvdsBtxI1rbXD4XBgIx64luvLLrIe56svvPD80BW3a15cDEqJZvPfWjISRbehRH0YuBwSx/1SoOT6dkzkJfYovrXsxJmA765S4qlegvO5JK+bXWgxtuimpt3AW2ArFY2IyIAouh1C6LqQa3aarmOgp8+fv/v+h4vVyjMws6kn2iBZZnn3l7cobomJR+B7JWd+jiwW178cLUNZn5B/k/1bJeqzrtpRbGo9Q2mn2TpAlMKYpMXK5Q75xBDBm9Ug3CorORMzUEXZZ0ShMa4gz4whpEAXokgsIOW0rtVqNZ/PN8xENBgOjTHrtmma5tbt2weHB9/4+s9XVfXd7373X/zz/+mdd95hH0aj0Z17t196+e6tW7dEZLlcrNfri4uL2fnFfDHbrFvtXvPeSxAicgN3dOv4+Ph4NJrED3cwGA3HzXptjPEdK4ypqkoH841vptOptdVqtdLWhPF4PBgM3n777dPTUzURqe2tqqq33nprMpl0XTebzRaLBRENh7X40HWdsTgajaqqQsSDvf3NZn1xcTGbXb44e7FYLph5tVptNhtjDABOJpPRaHTr5p3hcAhAdV13XVePJ/P53DmjEHd/b+/VV1/5mZ/5mR/96Ec//OEPPvzgg2azMYYODw9v3bp1//59TWdZLpdN00DKYcon0Z246hAtnamAkQjRHB0dLZfLy8X8+fPnq+VG6xY3m00W+73xxhu/8Au/8NZbb43H4ydPnpyenh4cHNR1PRqN9CZZLpcDhyIynU4BoN2oxziegwklV2Zn5t+3G73NnHN1VVlLiHh2ejqfz88vXiwuZ+v1uuuarusC+9VqoW879e4Ai4fAg8GgaRpFWb3/SmJ0jWKYpmmcMSq4dYZUp9o0jV6BrmmezTfn57Nnz55dXFysNq3qAwWoC4KIVTUAwrbxQWUdINZa71tnjDEYfEcEzuDx4cF3vvOLk/FIRNi3uuKRaOY1iwTmgMDGGOfq1XId1RWkx6qgz3tYN3VdW0dE5AxVtTUgwXeVsyRCFEOm9KI1nU8wMm+mYABDCGTAYEHIKwB1gFFiDZrjAsh7e3splCho/4pexkFq79jh6Igglzr2R8/QC0ZKNaMuU1BUnKcyQF+K+XeSBncSmG3CFeWoLnv5SnSksS76KyvP9X+TOMLlhTSVkVZb5/Lk4svbbo7+BgCRLnN9+fnawWZ9WKWPFSM5XEBPL+rX0hU1PRQCAB37rQuIpLWoyoBlnaGipVxykLAWFbyAAgzJvediKXObiEgmDum0wlvF5yEEjMlzlJGhTgBVLekDi2QzpIMUg5cVnnrcj884K6sT2zuU9tFLquHe2mKvYU4ZCKnhrdRVirHF3gox2EZz/UkBABWF6WGbmkvHD+wxeVBBJCIA2KrOktpMvpR9hoAICVBtlcWl6FEVdub6Qc7go0hSCCCY2LntMkBEiG8s0BbpxLn1M3Fr5cw6YK+UibeoSP7cPZcxE9gVKmUp3nZuqM/+vVJXmbsNlczNMS1a79HnymAfThOxOpAepxL1SpzaFwNTLoQIDCFJ5kRln3pOLhSt+R0m1W5f73w1y2Qb9W2dea618P1bc31bCk/zm//ksyHhNfkrWfq40+p+LWGYu0R2/iL3bu0AvC5lePa0HvbQkXNMkoIW6PA61EfCmjmhkC8d2aFEfQCxm06/JvrZpIcWivpEhAw61ViS0Uz8qHMjSckx+eCePzAFb0EFQrFxwcSv9F1S8/v2WtTHvs2mGhFxrFl/4JxDkLp24/F4fzoeDCrnnA+tb7ucAmyIdsJOTVF7lkRKKfpFuNilAjPrrWkdFXGmIe9YRe6RaJ8GEeoALEq+yyrY4HdqkZN1g7cjnk1d10MXVTqqusyoD0uGukyM3GYOtx4Llp3674z6thoX4kMlxStzCo3ouaMMkiWGWxWKiwL1lb7/osCAS5c8AFxFfQVq2oWmzNz6JnPXGWynXVxdET3qG8YQF/E+1gYGhqZpm65tPf/oL9998ux0OJ6isW3bBnB9xpfeokQutZ+V3qT403GHpZEiKmSKPOXioKYt7fnEkHPnXJJTKuJSdKFjy6t+4Gvhsbb6lBqtItWgT97vmcMaEqEXTfnOuaoa5ImDNVXxCdoefDKWMa3Zm6oYFlm89yvxq9Vqvlx0bRhOxlqxTWjv3Lnz1a985fOf//zDTz79x//4v/qd//lftG0byB8cHOztTSxR27ZNs9FzatfoSZ3rulaT3t5kWo8Httb+sarsChvVw9VqpW3g61XTNI0Ky521ChI0Qma1XjtXHx0dqWT0/Pz8008/1bqUFy9euOHoxo0br7322t50HHuoui6EblQPRGS1XojI2dnZarWanZ9fXFwA0Xw+BxDtexiNRvv7+4eHh3pJDTmVrOjlXS7nxhjN2d9sNtozPplMjo+Pnz598u5P3n308OF4PNYp2N7+4Z07d+7du1fX9Xq9XiyWaprKFXzpIY1PUFXXKSgFvLD3nhlOT09nl5er1Wq12uT27clkcnR0sL+/f+/evW9/+9s3btw4OzvT46Oe5jNBxMyDwcBi0H6FtAYCM1dV5VNgWJRlKNIzZjSq9E+992dnZ48fPLi8vNw0q9D5tt2E0IFwHq5VdV/mVi5olXPKBVlrda9h5hfLZrlcnp6eqqK4bdsbR8df+MIXVME4cJXWqWkH4KNHj/7kX/+4bb33eswDEfDaAE0WwQiCMdY5h8YgmgEEEZkvZohYO4skA+cIZX9/+u1v/fxoNCRg79skRLcghogJOASfkI91ruYQ4YF6EwDYGKqBhsPheFAruAIJxqCzxpC67uNqqdhl5QP1cdxiKKIyAtBc0xT9lRPVI9FKRArqkESTwBTyaXefriqap5oBT6ly1BugTDy2PSO01WWXBRdqEezDXQzmV8gnk6Zpyl0gr+S6rpbrlXpAUuWg39oCTOzJzASmrjn65OpwqvTs6ehqx9qn98lOtAwRNc0yg71852vAabkdx3fu+74K55xO93LEiALOZIKIhUBbqSoimrYVuIe7HQd9kLWVVFP71TOmW6z3Xq9fYhIRAMCZLZ1O4r7atmUkDU1lZusqXZ18KNE7RVUeZ2gvAAQm7g5cXCjuE7DVFZbyUaXgilMCNkebWa/sDT6iQSVjRWTjQ54/KtenHkVUViJlP6aSg/76hxRJrlUHuXYvpHKF3JOuItX8NkLqjotqrsRxbYWLlBCCYlIop7Y6bbQvNJNbMsj8rrBocRBLJQJh7MVtXAR4Zjlozncp0WnGVMKYP2u/Cypy4msi1rRKNJUz+cLKxBqWoyGcuZasUNUF6h0iJerzMRsWMuoDAGGjeMQLB+agVD6iRlnkNhHJP9dWKCXuxPhh0exXBPZcY9X7a4Jb/gaoz/BnZHjaf/jf/E2Ivn4d4faqiy/XpF05vZmrB1wupPA7lr/W8FUQnOJryzgXAwAkMUNZLXkmETKOULukSx4vJyhQQkSK9ByZiENYckgjcmzwM8a4yqpxzgB2vokBm0gqtqECwesss08uLRrbFfVF/USItjEfWsWQzMyd19r3KKNPdbrMzGufEt7NoK6Hw4FzZlDZ/f398XgYuNMkdNL50xbV3oeyZGNVmeGZ+xK0eiEzNsr1mTh693lcV6UlWH9wIiSDzXqjqC+EwGkmaq0NbVMCJN1CjIlXe5tMo73RMBojAQEEJXkyA38W6tuxxu2gvi2VQmwy4B3xA+VUocjgxdevaFtfXrLBJFcLcEvXWVkDyMxZyZMoSn8VxvTCCQ47OFmz0QhTeAUiSdTEpgq+PtWmjlPeGIwhIp3n1Wo9u1w8Ozv/9PEJurr1YdO2dT3sAsVHk5M2ljmEYAxum/tTHoa013J9+VBlU3UCEWnIULbMJQfUlsJTTzbJ979VY7izJuwwexn1lSXCJdGXo1+MMRn1JWRIepvpQCpViZikyRnl+8QUJoryXJjJZ2beoFhrW9/N5/MguFqtBqOhhoguF4v9vcO33nxzvV5/7w/+8O23356tLl68eLFYLESCb9vlcoGI2qHnjJ1MJgcHB9Pp1FrHPoiBelSLyGbT5gYwrS5QqkTz7u/fv09oP/zwQ+78eDxu27YLPl7VjkMIzrnBKOaRvPHGGzdv3vzoo4/+yX/3T09OTkaj0Z07d+6/fO/w8HC9XhuDs9msWa0fPPxE6bIQQmUtETHA4eHh/v7edDpVF6KeLEXAkum6oN9I89nRci4Tc8YiYtM0VeUURO3tTT/59K9OTk4eP37snCPjuq4bDof3799/5ZVXxuNJ0zTr9Xo+n8cDE251cqhsznt/cTl/dnqqnN561Ywm47t3745GI2apqureyy9//vOfn4zqvb09LUtUBe/h4aF6/3TStFqtRqPR5eXldDrtNgu9Z9R0LcJd19V1DRJS8hCp008N281mMZvNnj9/fn5+vpjPfduyeGAxBo3mPuuaI15EkEN57s86oDieANxsNqvVajabPXr06Ol8tVw2mw1UFRwejleL5WQy+frXv/7SSy+tlyvljtq2HVb18+fPf/CDHzx4MdfsZN0kAwCiNdYh2RCCZxkOx0rtXl5eHg7joPDm8Y07d25NRoPhcMChe/+9d7761a/UMTIs7lIGqiDI7I3B1C7BWgqoqE+V5I1vANk5d2e8B8DGmLqyuqcZAucsSjAYK8hdKkUMNgnnfKcae0tIRIPKRhqxNB4AcHKjOeem0ykZyPk9XddpCbvGgynky/GJuciBmdt2o8gwU3DlfpGXr9R+YXKSpDY9JFqmy6eX0k+YqMv+FYowD8p5RRqJmQ1yyuvGcO+wiaCRMSeylnIJRJNnl4i42bTlWp2naWWdQ952q6rvjld2VK+Y6gVKEWwIAcI2ABbfOx45As6EZgkR1+2mLIvzIYAGrpDV5TeemEMQwWYT+zky6tOf2jP3QEXiN2KDxY+PLDE91RjDSKoPb5pGIDrGrauLvvhctM1Zd5pP81H6mVSa3FuEjFA8YWZfX2SfQsy5CdFtWBTWCWkJkH5B13Wd9HE7zJK5Pg6xQFr/XXaY99LiwjtVZtIw9mdi7gvr+uCZnD5CREiEqQMMitAsKUxlWmCrZFfm+rA4/IQCX3kO/YsbUq6PmTNpdhX1KWQtJ+NNPM4V2ScF6hPCbNsWESbK93AobJAK3uJNjkCpCMRLYS/UsZexyeADJUXJzDuoD1JHvKKk6OjKUTFslMdT1OejkB1BJxeaTlTGwxaoTz+FnDASMxH+ZqivAH7/9qjv+gxP+If/9TXpndfEv8QXMLLV2aCyt6JtY+uXw+vTRIWKAIyi9zm3fuWk0JgdhFi+TryNJHbKqnIxHRYFBSyiMgg2R0yJ7xXt0MMhjFaEWO5XBAPG4Z/N438AvcljxVzKsCENtNpGGnEN7bq86/SnefY99RQ44kyBpmkkdFHF3nbed1Gy77u2bQeDwf379+/evb1Zr5umadvN/v5+bR0z64asp0NXpHI50h2IRcTFg1rIP7iIEPJOf3HWcCKiLUxnqbmhBzkQ4qjSd01xmunVUCR9lLMlzN1HipbjrgzRQTcaDvsQNtUYqCVSGb/YYtzrWCj9QywjyNJjnysKU4RXu+O2j4919DhyKUgmIva5oEkMZplflzkfgcCp4NgLl6mSu8e7otQBAAxu11GmAX/btpE0pi3znjdeM6RRWJEwAXdtcNaCUNM0XQiESTYW5ojYed74gGQ9wPOz88fPXjx49JgZ9AU0FhURQ04lzrNw4CKtbtdSaHp3qGQqT2XAcZdNyQpE5Kr+pJ7zUTL2y36MROaYct5Z1hvmjWTLckMmn662Aj+L3+cyAExewVzgnl9nh5stOYFdFLr9V/3UQMhaC0Bd1226tm3b9WrDzKoXRUzlh0TGmKPjPY3hefTo0ccff3x6enpxcXF+fn7nzp3xeJyzJfVA87Wvff3l+684505PT997771PPvlkOp3q1+QYhsPDw5dffrlt248//rhr1/m46Tlw77XArvV1XbtB/eabb/7qr/7q8fHx//q7v/fgwaff//73NbtFCyeHo7rrus1yZa2ta2eMmYzH0+kUESeT0XA41P5xlaGORj08LjG5Pmv6pOf4xBjZCqZt22pQTyYTNbl1XTefXZ6enp6dnakk9datW4eHh3v7k/39ffVPhmTW0l/r1er8/Hyz2bDAcrka703v3X3p537u5/b3D7WAvq7r8WCsB9/KqQ+q1syGkHaTmD7PgsCGSAIzByAxxiCAMleVM9ZaEh5PRu1mvVqt2s2qbTer1Wp2fnF5eblYzghwuZojC6LUSbrZdZ1xNZH1QUJarKzF1AStTXTgWUTkcrG6uLg4n12uV5tVs7m4uFyvG0Fwg4GEjkO4c/uIOAB33/zGz9+9fWu1Wum3cK621l5cXHzve3900VW68nMM56BsXtL6EGeMFh40TXP39uTll1++cePG3nhP2STv/ezi4u23337zzc8fTPfW67U6F5h95aqs3SiRjISwXC71Eyx59aExzrmqcpVzlaHKoTVoEY0BR2iMYfbqUwghxOohAbXGERFkxYGJT7c1mPmuWFojMhgMJpOJlh/orqcayBj1qYds2X14y1CxEpsBAEhXsnxlFEpfmJTWSb1iOSC0XHP6kLDCTzh0ZidaLIaOhLCjPjXGpKzLkPBh6NOz9S0ZyD5DZs7jqrxlZC9i7l3odTpEuZsuG/90PSnr2iO5ByZ/3IG7/M5jOGobcu+ZMQaR0FI5V2WRENh7j4a0/1MFm9GtE6iY7hWJmixZlZ0pO3BOr4Yu2ZnwVA9b8Oy997H0fEu12Mc+u5iSxdJHeaXchCTI5Kgp015y7hW/FpK9XBEgIirjl36EHiv/pYoAACAASURBVCOVykNNiUzELzCzV6AoSijlQXo8OOYpQOipjbh9xHPiVtw6AtrkX8twi7TrBRFZQPUj0VWYCFLo3XEEiGl4l0r29KYit1NzKkVrSCna1DcTqBQeJvLG54O0ScHupBL9Uguq2zkAdMHnjJPc6pGYOsmizZLrK2obMF+oFK9qRaQLTKTfXSXEWHZXhIIDUvQd2TyOtwMIJb1uim8RDCDK9QUQRhD9DYiqKvSLRYSYrnSofiZU++mo7+q/QqFrOvo+o6APr0N9/+Bbr9ld6Weve5OdnryY+H8FUYpgfi/8We9g27koPuQDbrqPobwv81wDBWLodTrZR1CaA71RbZkAIT7y6oCXGB4V+0dK11AaL+B2yE40m+b0+etxdN5CyjqRLdX+lvysPBLF+V/5ABNJyvkcDocSrNa8JtlklP3dvn377t27x8fHxqA1ZjweX15ezOfzxtjRaEQmDrPzPHK7JU9Dw5QxYCIyZK5SKNmlnQeEgFu5z3mSF3dBjjJCKk0FIHlfsUhlW1QBurLFWdkq0dNkzqIk6/rGIQVg24Xs5SYNhWgzmxkoTVbS5wKynUyTEnoVmMEOwwbb6L3/kXMHRsoUBgAytPMDlpPXUmaz9URENAtFPKzENYCwkHpyLBsCQGEUQEBjTGBu203TdABoLUgIHCAEb5ztBNoutKFdNe2jk9MHDx8xEvdNqRQACPtgzPIBxB4M70Id8FmqBMoqR+kmUv5d/4cOM9GX2lBc4b4r/HuxyANla2nsk9MRUYoiL709yv/dgZc7ylIpjmU7lQ9l1NBOrN9O9PlPzxNCFOccOTsajaYTPjs706WfWYPWIjunP35VVffu3bt16xYAnJ+fP3jw4Hd/93dfffXVw8NDZtaDrLX2o48+Or5x8/79+9Pp9Pj4+Itf/OLz589/+MMf6r6u6r6Tk5OnT59WVcXMzvYawiAM0M+Y9btPp9P333//5OTkG9/4xr17d+/ff/k3f/M3T05O/sv//L/4oz/6o8Gw0jyVu3fv7u/v7+9PVUSKiJVzXdfoApIPUiUSKI1MIQRjTfI2R6mb75SdCLZyXdedn58Ph8O9vT0ReeXl+03TPHz48P33318sFsvl8vHjx8aY/f394ag21ir1pz3p6/V6WI900nTj1s1f/MW/c/ell/f394+OjgaDkRJxBvrzrvhGEBBBy9z0DGaIvG+1idWSi749QWtjpMR4VA2Hw8rQZrNZLuY/eeejzWo1m53P57N20wT2etyvKltZZ8gZI9ag+EguOec4da95keFwuGm6rutUmRW6brlYPXt++uzZ84vLRdd1rQ9dx8zAAEQ4HNYeSaV3lTMq5x64Sp1so9Ho/Pz87Oxsf//w6OgoFjkGEKMHOKuYnFDcYIBevPehawgckVNWZLXA0WB4dHDovT87f4FAw8EAANq2gcDW2sEwJaNsvNd3BqCAynu/XC43q1UE5AlgGASvTAhRbV1dV76q2FkO6CwxkTHAhio1ARGlf+tID2zF/AsRa+cycFXJSb7H8lgwB2xuNpvsPev1FIh9/dmV57pcDdLoc0ufX6Yol0t6Ds/U91AyiqnFrswQ7iv4dozfeZkqQV1crEiTXYQIBwObc6RLEyAgZ/EqbYcbl+ximUFdzm1jgFaKkFH5qMJmU9JNoY9XyO0OmnwLAMOBjgAw+Qb7xOb8TWP+rdYPK2hPX9Ox7JxNiSiI2FTRqR1DBh0idr7l3ZNrUFItCaCcoyqvQm0X8kg9qqXarswJK+N5dgPhcoBouaEzF+92y42pbrc+3RqpDHHNSUrxKUGjUS4hBAM2n+9DIm9zgF/6XyxWUczp6Qkr+mQ+yGmWoioPRX35nkTELly/f8X4HDSl8S9rkovGrD6+FaHn3+LxstakVikdeoWSS7WsyRZkaIeREu5fPMpB87Dee/00svmwqCjcEiJyCpiNZT9IWYWHuVgivTDHxxm2awlTe5KNP84W6mPFfZkQIi1hEF2/4vEs5g/udKhsJf0VRQ7XpWb+m/3acRT/tamH5Rdb3E2c2Qo+uUodYu5pSLE2pQtoFyz1qbI7oYWxPTwd/eIUNrI0lFJylJaVskIwwteCM0UBgSCM8Z2zpqxib9wTEihbDvH6i8IopseAsrPul1jx6hUvT4pFXc+u5E+PGcU2ELEninYkUJ7VaeqLiOwfHty4cePw8JCIQvB5Zzo/P6+Mdc5ZID0LElG32fQC/Rg0XwZ4boUrcmh3YjyuqZjbZjl6hQnH7hp9kCMFkfJLOHULXAWWGSYVaAokLWfOudiR0Isk8cq6LHqc3XkGUr1LFKf3gC2a37YWekqdPymxoM/tLLsfvAjFfT1AUpBr5qdg4ay98uBdRXplmpzeAhzi0lm46QAZQ56yoeHgRRhZ4rWVfl6rRYQdew7iva/qar5qQgge8PRs9vEnD17MZkhWAIQB0RBQ8jKi8NVMJikYftkZlFCPmiBBqnjYqoxKa/rUlhL1IaKOe3eC7EQkthiJIFzT7xfrsAh3AjkV9eVfueC7fEu9w9CY0vpSfoud6ftV6P5TxmkR2FMe8Ecfi7VwcHCgaTpd17W+Yw6Boevw9PQ0l0frwXE2m52cnJyenq7Xa33ANUNyuVw+Pjn53ve+9+d//ue3bt361re+9cYbb5yenhpjnj179uTJk8ViMRgM9vb2snMpnwZUZWRSYN3+/j4HUOngRx99VNf1W2+9dXkx67ruYG//zq3b/8F/+A++8fNff/jw4bvvvru/vz+qK81Bcc4x8+XlZVVVw0Glp4EMqvPgf6dfwVprDLWhZWZjVKjGgmCczZ1mIYSLi5me4C1ZRPzWt779S7/0d7/5zW/+o3/0n/3pn/7pcDh8+PDhYDCwlcv0y+Hh/htvvHHj6NZwOByPxzdv33r99dddXbet77P7MSXCx3FMnCYQUBAmiWEUigrUxOyMtcZUztYOETF4P5/Pnzz8dDabXV6cLRaXzXqjEnfWuEtnhnU1GtSbTRsn9KFTEZSyQES26zqySSJozGYzXy7ns9ns+dmL8/Pz5XLddYrxoOti8WDlqB4NjXFN0yCLMyZ0oe06mUzyPeM9h9A1q0a8LJfL6XSvbdv1qjG2qoauqirvPWGw1jZNd3m5qEzUHzpntQKxrh37br1crBZzraJRQSeEUFsHAG23Wa/XBknDafQhaprm8vJyPp9vVqsu4UCVb1RVJSA+P1CZQvG+c2bg7KA27OyQHDOrsjGyLsxGfL8+gLJYlUFUntmSUQd1fDYFND9D5YiaTqSYKraeJCi48/zuhBnuFH6Wo5+dQY9Gueb1IafLioi67DJfVHbSljoF/TUaDkqxZd7ydL6TNahx9mdN/o7WWhXbZwquRHfa+xK87Ixd9BncneRCXwhRUnz6Dg8ODrbUSSFsNhsDpj++U79a6pxX7WlEuuLZTD/0DSIiRCYI5zeZZSwiUlVGNZwZlkSSJwtTYwAHi2jAM8QUgtIK1LZp0ExkTRmK04dApp9RA3IAe0otxYy79L+x6DkbtHqVY+hPRPrnWV2Zq9vjkLfIsCi3mKj+FWAEAa8hkERb2W/56w3kP6ecFCGCBrYaQTqv7wczzEBh75PIVrZqHjGPJHo7axp5EAFQ4BBynmf2m/TJKIUlB81utidzIZelq5HaDCWevhK9Lr1rV4qmB85yX+z9/PE3IQ7xd7i+eH20Cie+YYJeztNn7GWhYq/JTOg0Hq40p5PS1+Tkdv0UImMpYAzFVsAkBrze+Aa5WvYajLf1J7Kdu/PXA7+f/reEdO0X25x1uf0S/Se0+1EVsShbJkXsdavp8+gl0ShbP4gkfxT0qYySChr6RCdOPh7dHRUMECEUGlnob504DhBgJuJ4llQpdv/TZ89nSndN0HGb9unLxLcsRrt4L3oAij2gLJbAbf4npgVsKVpjNDAKWFsBs07ZpegPPd7v1TjGoLE2rq3Mm26zWCwGw6qqKj36KOrjlBWrOAgRbWROZLvDh8rlSYNNdXfM8suSV8kDQm2xjz4H7/PDb6jXzpHsbrpX79dSvqKTVO+9uEpXsZSfEQdapatb1/EktS1s6D0o7aduivrSCVVyQouaKhPTtdvmFydYfWSL6FBApM8zYQRInbafFc5Z/lWAQiHBosyqRoMoGU9EWrWjw6QQAAIKK45lQCGBtm2UxPaiVGj8dbFkRJwv24cnJ6fPzzatJ1MHBiALOtAGU4C93VrOaHWPW47sLF62imjKElnbk2m68VfGKtcX5ZSu19LkPr0dhWR+fHcgWdm7IOXtVCg8y4IHfSdKpmV2sQdmzl1L5e1OZz5zsb7mee/js4vQ8xR6hJPpOPhIC6ybVkfpnW+MwXj4AMhj/vF4fPfu3adPn3744YeDweCll146PDy8efPmeDxZLFcnJydPnjw5Pz/f39//3Oc+961vfevy8vLtt99+9913NfRSnw5rbQjx+FtVla0cUZR+vfPOO+fn52cvLlbNBgBu3br17rvvvvbaGyLyv/3vHzx79kxfJ4Rw8+ax5nzevn17NBp570+ePHKVcZVZrJbOOVs5DZBUCfpgMND9L4/e9DldbdaIaKxBohC4i8lDoCSPOgwVPBhjnj59qoj3l3/5l4noS1/6ctt26/V6MpkIxvt8NBrplfnCF74wqEbGGJuaURmgqqqqqiAwd76FiPeMMZVz88Ws534NsvaahGCdISJn6spZDr7dNM26XWzmFxcXT548fvHihfpmdbyCCNba2qKo3CiEzrciQqbWiULL4DmkHGPbeo9oghdylox9/PjJhx9++NGDT0MAZp0bAiAQIhAeHk9iPIM1dT1U6x0jDaq6DcEQjkYjbpuu2aCgMeb0ydOu6w4ODufz+Xq9VhXLZrW5detwf39fY06Oj48/+eSTx48fa9yoD42AJyPjyejuvVs/+7nbVVU17bq2de2ciHSbZrVa6fjAGDOsB3ozbzab5XK1Wq3X6+V8Pl8vl5qUMxgMjDEoDIA58CNGVgAx86ZrrcfgCYIzVFlDiDrfyZ00QEQogKIRUPGf184Zgwr5omceYlcBEYU404v167rp1HWtu17WYUYTpjNwXS1qCeryrmSIrnbk5M0atsvQ9SLsxP3vhFT3+w6zprxcbUJXij5jEu9927Y+RWqXzYTKwGX9SNK+VtYAW4aiJj6LYLPKNBfW6+O2YzrYQap5+TXGkFD/OrYf+OpT3MUu4pCWZYrNwmn2umV6dDGhJOtLq9oGZgzAnE9NKdNFBAgMmExXMmcI51XaF9+nNZLkXiGItqsopV9eK2ZGyMyelOmm+lfFpK+/K0Iy4gKUlF2iDoS5sJB1KU2UKJSRm1zs/lHHEyvKTOAA6DXpMJXL9zdhOjzHRgel4wiAU5BVTpVjZimSUbS2dKf5ZjvgYMtplVJqSbZUSLvD2RCxVohE2xW9TKbpyPRQsOdOykTJgjiNBKN+iPEDovI+jHr4SAliTxmm3xClI3556oayGn4XZWUHobWUc2W0ckHRqeeC/5AEUHBL+cWAHJEhCCYSMrrAEGQrkqAf5l+hl69Dd38LNQ5Xv8vVP7E55gWvfgUKXYWmKNd/rzKnfrusDKTHeCkiT/q/TGpMASBCZtjy+VCM6eFIt3Eud1c1LQAQco6lEO2YZmHyCMSCHsCmvKZ030vmhTF1g6Oy6AkAY+Hxu54KwP4+zgGM1+4HO+rEqwUm+kAag5QiLkwuGUM0wlnApg/LcDjsuubg4ODixdn5+fkeT3RsMxwOdUifZeP9MD6VEGTN507gZ3rmMQc6Y5LL52dYt9so2IBU0rAtbsnHbu78tTUeJbQmREp9A9nvHkX8UiofdgnVLYxdTnqy3YgLh3pZM5i6kkqbYvyRgXO2Z5K19IuMviFMK/JV1LrziecIuG2NTb9dqKFbJStlB2YWPAEAeoV8wBzUSuoBOpYQfKcIHNVpwMx8cRlWq9Xpi7PnZ2eepaqHgBA6b8nFBQ5JAJGDXIE6vdYoij+5PBwQUa0tC9Zaa1whoeyxlgFVe6qqIr5+jEzq9X7pOhTre8EE5ltIaLdXqv+CyKrZUtupR8PMRO0c4Hbw/E5UTEZimcW6OpvYORvFjxtZXY6E2f4RNz9jXV3Xrq7atlLNtnr29Pil/z06OhqNRq+88spf/MVfvPfeeycnJ5988snDhw9v3Lhx+86dGzdvDIbVbDZ78vTx45OHT5+dPHr8oG3b8/Pzttuw+Kqq6nqkR95BVXVdp0rIy6fz2exyNptph7u1th7U+0eHe3t7e3t7jx49evr4aVZ9x8QX5wAgsNSj+qv/zldfeukla+3777//4MGDTz75RMfq6qxbrVZKreQisnyhlAeoqlonOJtNo/MjDbU7ODgQkcVi8ezZM+/9er1eLpeh44uLCyJ7eHh8eHj41a9+/QtffGuxWDRNMxqNNptN27aHh4d7e3tK6g6qYUgwI4RQGaN1EWJQT8fA4r0X9t3GH+5PFaB2ndc7ZFBXRFTXdbdZLxaLp49fnD55en5+vlgspF1kYsQ5Z61BQmby3lsEEBAOIGKJiCpEXLVsUVjroQHYdyGIMabpuuF4OLuYEzsy/JP33v3o4xNbExJULs4mACC6WdpOH4q2aZfLtTFmMBg0rW/bzf7e3uHedDqebBCGdTUYDBxZRLLWjUajrusMubrmw8PDn7l38+WXX1arm3NuOBxu1vPHjx40GyECY8A4AxIk8HQ8uXf7jvf+8vKybTfqynPOjcdjpQq1lmOz2awWy9ns/PJy3nVxNdaCCmXAsjIlgyJrLUZZDxsiQBQGlI4wIEhlwAyrlDFBmrFJLjVwxE1BiMAgEegpHSSwIBIBojUGuYOQZLS1q2pXqWtxx1CdVHOwM9OJ2sKu2ymqYYjzvp3tMgKGdIfnISP2bqhYyCZFWVEOmM0Ix8f4rngYEmbxsX4dkJDQJNoNEaFrdmoYFGjlEp0d+ahOXvL+pYd47QLR1Uyntxn4la62jNgzdVlSN4yJ8xE2ZYIxABC5ga2Uxokqyjh97JNS9YrFngGz68voh31qX8AAovPuwAC9SJUknv6SdFAEKa63gggQ9OCWw3istUqCbXlq0qYjZfy9ylwLUqssjlP/XhTNQi9zVYFiXuf1WrmkIQwh5MY5EQlQHv1jzXcpBM36OE0T7Y8raQBbJA31NrbULZXfdk81V8YWVcjlGansxCuqFFJzBhpyxqXLtVuYpHgolzGU7LGIaMhqjEpIN5Xv+zNMYokwVd1JEb+JhAYRfRyD9hUaPehKtsDQg730YybUB8m5WlKLzIVAl6GI8KHYUFgMuzO0i+FMqmNMXJ+6UknQIgEBCmpfqo8VkT3LFVVmhCWPF+1gqU1k91Qs8lnNDdejQflbQIBW2ax80NwqQEtXftv3J1fFThKVrVLY3mTrzfY/vwCARQzFdc9/LiJIWArMNONJIBBiobjWR5dBgKPEUy8YJ6gtqDGQMRJKDItARDwiTKmZuy96lhjsobMNm4pEpbjazDFbEhHLEnMtt716xKRt9UV6Hnt2tP8nOjWPyyZqkHU6OkdTjbVWUZ9mozPzar64vLw0FvPssK7rvqUncIYuIRXCZGJqp+Y+vXPaCd4s8VXwXl9Zf/yoUaEeD5eK8K3bqRiylgWA+UnMQ7i2bZ2xzjmDus1gEZMl5SaXB5BBhHLRUDHu0reYGYmdWvW4tUjPyAGAgI9LfBzxpVBWAOaglGCOL8onnquUZumIKPUbukBpDlCOzUoLlqorAiBm67YRAxwgMDAIh0YYgDexjdir8NKzV0/U+QJPT0/Xm3Y4HtXWLVarIDAcDoOXVDCvG4gi3lCC1axGJnXUFM3pEVYlgGetUa7P0rackvr6Y6MpQUKAUEYj5IG06iH1pzaFfTwnM+1YVnJvOwA4V5e5oKVbY6eU+eoKefWe30GDn8X17Zwsd6hCMpGw17VF00SNodpU1pq6rgBgOBwqsaZQRFsWBoPBaDT6lV/5lW9+85sffPDBj3/84/fee+/Bgwezy9n5xfnrr79+eHgYQlitVi9evHj27JnCobquJ5PJZDLRFvLz8/PTp0/X67XeBl3wmFo07t27d3x8PB6PbVWpJQkRfePb1ldVNRgMuq7rfBO40w3v5OTkD//wDzVU8/bt29/+9rd/7ud+blBVv//7v//xxx9Pp9PpdBpCWC6Xg8GAk7M3y8aIaL1q9HOpq+FgMNAMmK7rPv3kYQhhsVhcXFwouxhzPp3bNM1f/uQn3/nOd2aXl8xsyN042ptMRvpkReF614nIpmnyUEmJx8vLS0DW1hCDqjnTitQwn13WdT2djofDIaKsVqvZ5cVyuXzy+NFyuby8uJhfzjhNxya1cZXVb9Q067aBuq4Hg8oglKtTEfHqvA9NsxoOarRaX6H+EPTen569qAfD8Xi6Xq/rCoZ7+6XWo23brtvEAaP4EAKyEJGp0BmzaFfDofvcyy/VlWvWy/sv3Ts+PBq4qm3bGzeO27YjosPDQ1O5+XwOAK997uXj42Mli5p1N59dEMjh3nThVnVdj0YTbcVYr9er9eL09HQymQwGA++9dnxv1u18Pm+a5tGjR59+GpRFZNGYRGuNI+OslvsJdq2PbUZEBkld4vlsbShJ8AywhKYJ7DvfbWp34BxBPHmHwAjoKlsRkSGwllIUBgIyEpLq6CgqUxRwZH9EfvB3nvS8UukRQrZ/7diJy2kdp+jmPOKMTaddVzJm+Q7XTJ0c45mxWWnnLkKz65L6y2KZ0iWbF5OqGuS3Wte4zePlUpm+yFfzabPuIEstSsNhnh0r4s0pnTllStsvynI/ZjamLP2DsuiCiIxxxeZggufAaR/J6FFiRihI4LQL6DvsgkfqQykCCDIygzGGu1bdGIgoyMYSRz2OpMwHJV2h6Vrv01wYY9wFEYXQ7oCWDEBkW2H0WSdkZg4c1ICXKKl0ZCpSN/MxziBw6rJD6GviNQ4yudEEAJGFETiKPDUzPH4xp+OZFkcxQREiqikKLIFD9tuTS7eBL9FsgKIpIcFLslW+2w1gAI4oVDN5AQyidm8wc46HybgXCPMZScKuqBjj2AK02SPpiDI85oidYrgn7WzNArsl79zPX6D4cENyk1GOmOLUXig9Wxs/FkS01vTcXc8iJU61SDNhnYl/BmrSt2EAmQhALBILEoIAUAhBhEEMUEziSYfSq1xZDsP7/0jl/bVevt0IiWsVnumjwgTckohOdtoi5FptWDxIxaFDAn4i17ti8pHLgCmsdgUrKsDathFfhAAQg/5bxReR9kPMUbUq1uSY3aW5uJHOY9LwnZgKlQBPTx9Rhl5IgIWgGUv1aA69Zew101uBx1cpBc2uxeI+yJ60pDEs5pQC1lqTUR/0BLoO8nXbMCY2oWc9TwhhvV6pT2az2QyrWD+NiIE1HwU0nm5nrVMSbDciP3242jfYR03lUJR0+lGqb4fuL93Msm3J611ABQ3H3FfP6W+6rutsZ63V50eVD3GEVrjAs9I6vmzu0mXZQqqKe4tPSu/BPMflbQ1AnA+ZwEUTiaTQcE2cIsGyQ2LnGLGj5s3T0zSQE2QJqUMyZrrkPIBUvsd5w4q5yYE5dGmuuli1GlzGIJ47zXyfLxdnl76u6/G0bj13TVcNhiDkOx9PQgAAbECUzOv7TbOwp5RoxhbawqrXt2ObgmYzOdc0d1oo3kOkbN3O+32B0XqhCCYPSRLAQOniM8aQNRngIaJzdfnGMnq8NnUzXNnmr61ULg3oVxsjyr/aUkMV3y6EwNwRGZvs4InMjnMBay0iVJXT6m0R8T6ewwaDwXg8+tKXvnjv3t2vf/1rXdet1uv/47vfff78+b179+7cuXN4eKgJLkoSLhYLTYKZzWaz2azrunazyf3L0+l0b29/f39fLXDqfdJLpNpFZDYEbbPu2o1KtnRatFgsgOjx48cs4dMHn7z22mtvvvnm3bt3j49u/OJ3vlMPh48ePTo9PR2NRoPRqOyT0IQf7buf7u9pbnDXdfPV8tGTk9lstl4stVQtnx4mk8nh4eFLL72kOVU3b95crVZHR0d1VRXGTmOt7bpuvV5ba6fTKZFHxCBeIBhjHZEhY0wFIt63XevZmOFgUA0rABhPDlar1cXF+cMHfzWbzWaz8+V8vtmslsulhNSFY6MwjIBD572IMWY0Gih1OZ93cRxDSCbmHEY2bNl57y8uzu7duXt0fJCStFhx73K5NNZ5Ds65g6OjTcCYzOw1rIFz6qNCPmVE9RKNh/bu3Ts3jg9Wi8VkNPzcKy+Px+Pl5WUIfjwaOWubtq2quuPQdpvVerFcXI4Gw/V6rcyqQXj9tddu3rg1n8+Zed12WgsZ8zms8Qxtq7Twej6fz+eLs7Oz5XKtaCWBAXJ1pRGF1lgA6JShMsZU5BmMBLRImqaY5X8m5jcQoEgQCZDIMSIEYDLELJvNCiCGMDvnCNBYjN4ZJgEWg8agc86mq5SSVDQeVrxvdWUoDUgiJqNQ64Y75Tpl/tDOKuGSuSsDS/3KrOQsK/tK2UJ+BPI/3HHNZT2RojLNgCnjwfS/OcYsBmbE0zbtzFLTDqLlvVuYNvZGBZ86IZSgAM1x1H+uY5qM93RF0g6YvEOpJlP7FXJoUx+rIKIWxBCkbVuRrvf8pAhA6YkgTlcbc5nw1oEVglZvY4yeEjREgciUrcz5wJZT9YNuZcY5nZsYYxSWKDu4o04sF3mB3YuGhUVcAKLPnBkYczeAxMiVqCbtDeopBNsYw0m/h4iEjGh1T1IqczukEUIICColYJVtXk0DQsKs/yQRHdDEBkjoCz9SyGrvyQzF2YYI9GcuHSg7cjPKZfGe46w5yY6ual4KqU6R8lCQzyx526OCEdFrT1nMWKK+eAQ1dO1kdje+EhGRutRyybiD+oSI0s1AgIBoiDjJCfuZf4HGU9EExHwNjhpOASFFhpw1n9tq1binZ8kAgIEYxdcEvkboF1/oCme2lU8h9jVP1QAAIABJREFUf0PUJ1cQllzHxm37BIs0F+5jNgvlYsGB7iRzYi8NLj8bfd5iwGHv2btODioAIfC176YP8oy0IQMAhtzmEQAT3yeiljyVdAqh0QM8xkI8QQYWYPx/KXuXZ0m267xvPfbOzKo6p08/b1/gAhRCIERKIsMygwxOGOEwxxopPLAiPPf/ZIUnmvjf8MAhRQhhUYRDpkheXoAA7u3uc7v7POqZmXuv5cHae+fOrOom3QOg0ThdXZWVj/X4vt+npBGxTndm0DiFg+UaHafzq75B1VEn9tWXxqNceH4W6l2ZXDOAq5yUiKgyAKAq1cI/1HJnx/Jt2YvsdjtTVRlQO6+zwXv/6tWrEMIvf3VnnpxhGHS1Mh1RoT+bWQKzpqLcYogI5nEbpeubbHLzX1AL5LSo43QBDk13q1k3KMWLWPsENIQ0gqoQajVArO6tCWpAfKyftZJLcFHR6m3bls8GMzqjzsIkVQfAORvGMFYBgPOQMtYfcEY9SeKfGg+wTKecKSIERW24QDBdk2UneXbKjUb3DCqGew6KY5Ax6nEYj4d+u9/t98dj34tI4zsEGkJGsOp0ThIigDgk5Uimo2ZXslJS6l2FY2GuIrMq+1wz7/pm3F+UyS+Kla+vWtk55897p5g3+DSPCXHOIZdW002CZ/YzuAuRne3L/VviFcVzAVht8ql3Bef30/MV34zQS1Bau6wyolKXqKqizV5tEEbr9dpyC7bbrRVbtk+w3deTJ09evHhh0M7/7l/9K0D8j//xP37zzTfffvvt06dPX716hYj7/f7+/v7NmzeHw8EcVqY0sx7PdnHtqjNfX7EVAcDhlKLAxnH0GS8sIqdT37YtOT4ej4iw6trd8bBarXa73ddff/327dvf+/3f75rOUJmHw8Fy/OxlbVtou7h6/3A4HCyU4v7+PsZ4fb15fvP06dOndmnf3Nx89dVXX3311c3NzfX1tX1N6/X6y9evzTlsTWOFLML1eo2Ip8NRIHW2gHo8HAHAOWJ1Teuu1muT5UOU0+Fxv9//4r/8dr/fPzze7ff7cew1iqrl64LjbBbO3/UYovFhg6iEEQBc47t1czz04zge+tMwDKdTv91uLaPv+uoGVXe73Wq1ev7imRL2YbRWYRiP3jfr9drAGI+7wylWFtZ8pyigY99558i8Xd67f/KTH756+VIhAoSvvvrRer3a3t/7hpnc4bDz3ivE0+koCF3XIkJ/GBiJkaJERgoi++2eAK+urpxr7u/vQz+EUcIoEuHu/nG3e3t7e3s4HI6H0+kkTUPOuW61ysbspCsbQyRkiRLGwQIDPLGoDmNsPEdFTKIsRUS2/LQIABAdgmMm8J7X6+5qs2oa1zib17gY49hHCTHKiIgkoMIgLh+QEII0TdO41pJeENF8ZMfj6XQ6XV9f2/DC5hSLdX15YJ363UIZXqq0cx3K4nGzUFHWDt4yuk263GGw+rskM02leVFUEs58/gUYlquCOnXGCL32luz+UDK+VaWoscocyqfOJ93xbCpU2Ko1L60EOJUtZZF9lt9Mw+IYZ4lqoAtKeb7BZvOkYpBgt/3y5HXFbAkJcmKHJYSgCHFmh2F7qnq0SxurRS6u1l3qMQQE0itMJiCNBmEthNWuu6o/VGlUiBLIOlazbBSpv3FmthrBgYqIBa/biqkktlcPAA3lLFITkmle/IogjlIxzNOQkwFggEBECGStnPnmdInVgEAyL64zOLSaUU563arxG6LMZ5GygPpIjMWlRUSYV3keCREHgXMuUdUlnhPLp6p1qtCQp8yJqsgs11pBxdqEG4WSfZFIy3lrNXBZxacDWJA8iAh112f9syLEaNDNKBKBMHu6NCUfQ23SKVflTPprpMqSEpfQFSqKEEFF0STQZlcWVftmgdIMsdZ/5TOk+PrwsyJMvdgWXez9PiVQOveRXfhz+F/+9+Xf0dS5KUTIpySUol8X5BlBnSlPUZM2AwCMMLuwMqfu5ZK5CGjxk/m6Ksly9uekpg2r8VC2pNU0RKlCFAzpUx69OpdWglRPiOQ0AwDWNH5zZfZv+eb5c3PV0DrQiw03Vg+YAjQHHacSNivhbWfCKQ8NqQJvOqhDsVI3ZRRsBjwej2/efnt7e4uIT548ebLZtG1rYcr94Xg6nbzn9XodzSyHascjCyxjzbMuoW1pYJOFkeWOj/k+YgzPVNBjFcJOWLB7nuquoMIfo9R5fXbxr1erQvlbtd1ms+kaX94OWqZTLVXPS8LpvZW3GqV2NhYBfblOKF/bJtqclk6F8oRph0lQr7vlfCNaey0WcsFCqKuflw7REm+tp8qbyahmAgkhxhEAgMmOBodIzIfjKYgK0DDGw+n0cL/dn/rt7rA/9eMQokpKFsqxSNXZQnaekAJSSrkgRKIULVqy1D0730yZVxbw5ZxrnE+XQyFkchVBOquToIiSvXflOVof+aZp67bKHlphhLpES5cG0yKMYXqp+QFfTAcWd5VzoLlWjLLFfxYWAs4qDy0e+qW7T2OJeIqXuMclLMhMyPYwMDed/WYcx+12W4qD0nmu1usnNzdv3rz5zW9+8xd/8Rd/+Zd/WVRnIvLq1asf/ehHt7e3T5486bpus9kY9tYqtqgyrdBLaQszdQfMgwcVp2NluVJFKjYMw6pbD8NQeIld1xk7qtwKxnF8eHi4v78/HA6qvN1umfnJkyc//elPf/azn11fb65W65cvXxp68erqar3pbMlT0Iu1IC1Nc0KEPKJKaWZiEc22mWy6rrVds4icDvvT6XT/8cObb7+9u7vrjycLoogxqkZbECFMAg3OzKphCDYvExFCl4pCUFU9Hk/7w+H+/n63O9zf32/3u2EA1TSufvXspuu63eP97//+P/vdn/40hNE5srnb8TR8+/bt1fW1b7uf//zn3769V0b7J4ZhWK/XCLDfH9rWxSF47+wb3KzXXdcR0Zc/eDqOYxiGzWr96sVz51wYBgIEkBCCbzsAGGP03r99+/b//ov/8gf/4l/+6Ec/MrSPc64fxqZp+374cPfx/v5xu90+Pj4OfSDviCgMuxycw7kdonO1c5JWItmskCBtUTgn2Zo/HDWmfTuC9x7C0TnXtb5p/Kr1667drLtV2zzZrLxjAPHOWYo6M7vMMMw4omhzhHXXNU1DlUTTQtijQtM0xV9gfYhNQhcgKCIS5XOAU+m+6puSqhLP9Dhl8jU9WS6BoCZZfoXHXAhKF6DgOi7CtO4Ldot9gzQjw2kdAV+TbKwKMj+zCUeL8LXudYtos3FTXFN51NaTu/pX03T2D+WVkdaSP5MB2V0jWbMqRWiSFWRhArmmDjMEgD7OoghLyEEm7HHpS8cYFCa4iAWIp1KKXGlWgbiKK+zqslhELCiCiKLAYvs3xGmRmN2GbAogk5LFGKeobtVyXqXQRU1fmX2EIuJNeX1C9YOgJNqTdypAxEDV+DvnFpapN7Cb+nbFRRvWxzQ7sKvJmC4pkhGwZqSr6iiTPTXzMFOmiPncanCRVCTSTHOZktZ1km6mX72EtEnJkAwDSRdYaArcs/j1ateXAlRTbDsWJ16R50SlGnYimNIsYmrmqUQpajo53cIHmP51gfzPUaENaeoYLUVQVfMyixJg1rq+6aMBREUBjaBRwLo+W4GpapByh0FVHc/w8lV7RJ/p+ur09klEWf8tRFT6VF93/osFz9ny//Of/MS5tist1nI5nn4fZx6tYUxvJeNTkt9TKrGcAibckp4DrGpuDVbMHCwJ8Rnckm3QMW9qcmiEfZGUW0dRRUBByY+llPeoBg8p8RBQgyUXAuWSB8DVTtyA1LPZxvQRq0P5qR69UjzW6v9auZHKZcALG96EsKFFPPSkOlNomubVq1fe+48fP97d3RmYwZ6gmcAeBitYspOQJyZRrOOGSj+TnscK9ZwSchDwIseshAItliEEM61FOalCHKZbWG7Oy1OzMF0ip76o8DxrpovRTUrKeWn80khmbkesVSIpY2TCSOIycgMnrJHghC6KmWxkbSSd9QALd59NXheA7wBpAKnm29S8Gs0kN5OEWFojIgcc4jiOIBFgCMPj4/7uYfv23Yc+xDFE484gekJSIMQREV0i05YJt1OwXbkaAjtB85pVGmpk7qV3VDwzkE8Dw0Iys0ahkqsMavnsdfPGPCWnc5WwV+l8oLRVdYnfNG4mAXVT+F6dcKWItufnM37DQr256PqKDrm4/upB/iLLAS5ltV9Uh1Y3cfzkiK6CUsUQa/indVAxRhMxWl6lMRgsiOzU91dXV3/+53/+e7/3e69fv3737h0APH369Kc//env/u7v7na7//yf/7Mh4MdxjJmctMBjT1UFTm9MIJpiYOozVQU0hW4bJKFKVTEL4mazWa/Xm81GRPb7/fv374/H43a7tcBuKzqbplHln/3sZ3/yJ3/y05/+9Pnzp865w3Znl8PmanV9ddXmzh8R+/6UG/sUuiAx5H9XvPMMGEQ1hhhDjNGvsGu5bVvv/Xb7eHd3tz9sf/Orv394uNttt+M4Mqgjtj1M161tGWgVBTF6JpFgpZfpbNt2lTLlBYPIMAzb7fbDh7v3Hz9st9txjKdhhLQM9+3a2Xp2HJNqS9O0JR3b3W7nGs/MIYzDMGw218+fP+/7fjtKjGHVdauusdaXCDzx+rp79vzpT37nn7x+/fpwOPzqV79qmN+8/fbV8xc//OGX15srEB1OBwDtupVRNwDEam5mI+OPznkbsNi4VRWHYfybv/n69v33jw+7Mn6SMR7G42rt0+IAmJPwxFKqFSlN1UqRYVPF/BhCBmCHjCQSPBMiIZjW0W7dsWt41TarVbtqG++oaVzrqfEocQSWrNwRA7ekBG1OaU+M1LBbr9fWyNlTwGYNVtr2YygXTjnVyw+nLccw5FstVfelaWCUBUgRACU/O0pWU2layr7uPIB3IT8p78QiJWonfOFYlqFGvYOqqSq1Ldb6unmU/DTjsptG9fSMNVi7LHYW8YB2G5ds8rfc8EzJX2JLy/2nSECJoGbViAgzFNyIFqXNTO+NDTXmg8Oc8W17GFW1CPjcsJmfhUzmF0IIY5K8jhJTEk0R8+dgHkQ8DcHeDABg1q2oaoxcx9A75xxS7nJ1YdX2njFLHCWVVQkkV8w4pQ5P81lY9NWZNwagmZ1jr38KUVUlQonsEAkA6BHFVGt5m7Qo4tNTUkEgPapIUGBWSnWNF5EgJrXVGGOU6ZbOTVvzpR2xJSJOQDXF6QeUgCaFqlzGTGbAKdBFSGE698vcnFw+qThXr5Q1urnWMp9e0vvYioVK2FtJHdCpjkZdOHUKMA8IEcaxt3MMgQHMpGNaTTTHI0AsomsBXeiz7PfBoNMZ4TnNJnCSADKTpcsbCkdVS+hAOpcWwJtcu9ZLxX/kBg8q6CDUGt38ip9P7dNPRIs5cFwQmklvXTdvAKCMqSuTstQr5qxUl0tQ67Jk8miZg3VRUeVqrCSyzN04mvfZ6S1PLkHAWIU9zFCt6esgoFkqXwLuzwaZ855Tq5cqfa+qkqpLsmGUKtu9dH14drg/03kvs4CmitzGkzMBLlaZ2TgDoS62KxMo8smTJxYaawKkp0+fWqXeeqOu9SUdqLQ82UMcqkwXsUZkcjHl9XcZBS2giLX9vfbHZzfzjGw509PPH6S1rt1eMIQQHZtCr6wKyy7OisJy+k0P2tLsRZk/lXFRmkcAnrl19dyhZ/cV2zFWW/DM2LxIQK2u87qPrRBYZs3WiNPlY9rxqADETCQxDKdTCufVOI4hRD0N4f5h9+79h4f7/RhElBC9cx6oTLVZ4ohpoFaNulFAjJAAzMSMzjliINeVoLNsoyLvXGYYUk05LxqO/FmAclL7lNLOlepyGfJe/93pzDeOS2IDuNlmrxifUir8J4x5tXTqYspCjUtepFCeX7YX+73zv1L9hj+VBnH+izhvuTUmGwkTIK43XYy+7bwhXkzpF0XX66v9fv/NN98Q0Z/92Z91XXc8HjebzfX1dQjhF7/4xZs3b54/f75ardbr9f3Hu5hw6iY4hbIVsU5eaVoUbNqGXX4eoIhg8TnkmmDW8AOgoWge7u7efPvt4+Pj4+OjVRtWkX/5xRcvXrz44osvnj59urm+ubq6evHiRdO4w3ZnX+V60xGRZ0eEfX8KIdgSqV01Sf4dYhWRIp5JRDWOEREJ1m13dXXlvR/i4fHx8fbtt99+++1333338HB3Op2cJxAdhgFVXNMgASFdtSuIDCgWfBqGEckjJn1Xk9yDJAAP2/12u7292z4+Pj48PPR9PwxBBMhh0zTdamOJYOkEC0FGDTCk7trg0XmI1nWdc+4og6qOw+Ac/fjHP3758uX/+R/+U4zwwy+f3lxfv3//npm/+uqr16++iHF8//79hw/fH/dbZn7x7ObHP/7xqy+uDodDGEeFaGIEVd1u90Q0xohRDBxnTph21fVD6IegiqJ43B3evHn322+/Hcd4OBxUwTk2wTUzrRwDjMVJK/kemOTNpJRudUnkwgiObLzIaA0bAOroUAkBFZDUO2jYm2PtqtNV263Xq9Z7AEEQh+AQ1qumbZsCL2EmZoIYQdCmX84xMZmprO5byqoKANiRqhT2Sb7wBZEWcBcACBHq/LfSvxVI7yJVr6aVlB9eBBvUP3PeCubAa6xbgqINW8hA6v1hkcmUaLj0GKA0I8tS57LJrF/fE1HbQNeurfGzecfUfAooICCBUtO48qQurEKbDi/61SJkzYPIOLUTbNLxtFpJhzeIb/3s0Z/9nMZbKa0gVvwbEQEysVE29REROqIQVADJEQKQZbQgYgwSVbKXMuWwJZ1FjAu/Wa3bJOI0YQ9SP5SrO7kA1F+QzjfDk/ckLaMEioIXiItd2ZrP8uKTh7NYBBEs74RS12CZNlgSCyFXZiISowSVrP6YLSfK1k4VKMtDkND+cBzHssMsyc/1N2u3vgIatDjyaTgOyycaVkQ9PcPRm3vfou3hUkBXUmrmDVtVg02Mzjz9n3U+uc8sfI0cglX+EbuEq9m8tZEzWkz5LV7YelUwf1LR2gJaSzET/1MkqiwVnilqcrZDWjRvn0IJXPyTxQ/nxhgvR/xVn/f/F8zTBRCYsWWsA5ElNRQRgAmAm8KWn5YvEFklQuIN1XLQdK7g0uyU/g3W5YfMh2weLIYZIlKL7ggneIxhlezuCZmKS+mS1pSlCAt2Zb1eW+z9bFdpHs2F0P9cHkafiGqgCkZfamimukaUMjNDqnSyKJ/S6WY3eUxkGxFVaJrm+fPniPj927fGc7MpV8rRbprT8Tj1n4CLfqyMOY0nE1PKlpS+bpZvbodCMxBlZoSYBC0FC2Tvc8pRhUpgM02YdGGdj96VcRRWNJf8ZmQW2T6D9SbszKUlexWdp5VNGOb3AqzUy5kbXaft2cpUL8Vy1J1erfbJolmwNrV2Tk6uCSCJGgQEaNSoIYLKbt9vd/v7x/3d/eNufwxBfbsCRSAHzGh9HihCxASFt/WTtWqKSuSJCL13viFv+d0OFVtLPbZCSlWtIdREyZuF9qS7LQISNtw4l3Z6xoQkIod5eFEuzLPd74KSwuSYHSKyb2o6S/lNGbh8Ztt2sSU7376erd514dupRjB08b78+Y6u/sY/9ZNFu7gwzVp5ZDsBS1/o+/546o/HYwjB5JQFGX88Hk+n0263+6u/+qu//uu/Xq1WL1++/OEPf5jzuH0IoR8HkcjMq9VqGIZUJ7HdOsB7rmMDDS3QNE3XtoX2bhuGPI7Rvj+9efPm9vbWTH2Wuff69eurq6tXr1798Ic/fPXq1WazsU/Xra+YuW3b1nnnE/eCsmpkHAdCXa8ScL8f9tVFB4j2NpEZW990qwYRj8fjYXf//va7w+Hwy19/s9vtHrf3h8MhithD4XgYNpt103hURdRhOCHiarVC0hBM3mwgxIGx0ShlWRQEvvv1b7/55a8+fPgwoh+GUQS8J79alSQrItIYx6leRCD2vhXIfCRQUVEUAD4ej8aWuLm6Rscq4pma6yf/4//wZ1//zd+yStfyz373J13XDcPw97/+u9Z57/3rVy8sk/D502evXr162H04nYaxHwBAQvTMzjXGiCZ03vuGaQjj4XS6f9yeTsN2fzj9/a8/fvz4+PjY933f9wgEgMy8XrdE1PdDCMG1jXfeggQQlUsONQoBECrZABYTE40VHIJDJFRERQUkYFRi6GwcQOAcb1am2Wy7rtl4TYmRCCKiElSFEL1Dx2WZjwiiErrsyjMgbbGoicg4Rpt5NavGtS5v3rR2K9kFtUBGV1c32w2tnjFWtbIiphV9iRGqpSs1eu1cFmSy5FqPXfrJhZujWMQXd5V6pLWwBsyQxZUxr4hC59pRWUCMjZNUd3GVOT+lYGc3VLokhyEsjI6I0HVd4QKUcYx1FOWZBhDKrk9mmBNQa1rSG0gxbyjVN4WJyFnfQsOYoupbMoRBeZgXFF31CjkmTkRCRVBX9fX3ZfrWOrq9/ppGiVUBQNP6oPwkKRBXlB1UVYwxxMwCVAkxE4BiNH1gipaZbc0ymTr9Awh5zZ5tC1TBCFJJQJJAsoQuiZgqY2cSN5UuV6UAe2KMQaYJe4gTpTbvMCRnHiooIFU+FOSLm4wsSpJlAjNxaVdL9HxReBa7Y/ofVOH9EGqFZx7i4Cfw74xl85mJqUoISgJJyVK2kZU8+lOdDyHK/NYh+X6OM3oHAICaFCVaBSSS6JGqUQUFi6/SXllEQo08mO9IPu/KO2/fymZkVqpOmzD8DLTzsog0JRTQWZlCmOeAZ9nTmY5p+j9ziJGCMmEkYbFHbM4MABxjlYlRrSbzKytaiFipjLXOhyjLOhsYIOi8dYy5KAeoqvMUEE6S97ImB9X51lQXUNUibCv5CjWkaBogTV9k/aXCAh5VzxvqVfLEw11swCTFxV6qa/XSro/KVNCQkk+ePLm+vr5er01zNY6jrEPXdYY/LBdC/RLlCinXvO0hi69v8UD1eapqHzkpVbBKp5VYYzwvpx1W4UiQ9S11k2b+3cFaC4UpMU+nntz8b/W6ryz1ZneZ5TRldjClDhqpP+i0P9bZavhS6LyctZd1s1TERfn/Hs13NUPGKZnCYZShH0ZVBSYB7Idhvz/efv/+/Yf7w+HUj4Gcb7omqI1vRRW5qmuYOBtF0RSYafPGYH6btm0S2geR866voAgQ1bo9wypYvWK+kQqr6LqubZuUCWnFcTmbyhVW31FKCESt+bSg4XRweIp/mJicRDFGvDhhmTdsiJN29NzXdz5UOxd5LkKcymT3orjr4l738/3e4ofr47kI+TQyxHq9vhG9f3jc74NIPBz2JebByo62bb788vVut3379u0vf/nN99/ffvHyi+vra0N9HvvT4+ODhd3lytiijSZ4WsqwYiZm55q2bRvnDVoYowzDsN/vHx4ettvt6XQ6nI7DMKxWq9evX3/xxRc/+MEPXrx48U//6T8tLWvXdbbmKjfSSuQcUwKk0chBPSNoHE6nYRiaVforDaeulRgJMIRwf3//5tuPt7e31m0aOZNdSgUkx0Rptd91HQCcTicQ6bqOyMU4DsPA6OMwYvZK4QTc0+1224+R2H/73Zs37z7ECM2Vv9lcee9tnxBGCWG0eIP8xRFWC6VgEnMEkRAkOXgs3f50Op36A5xotVpdbTZt171um3XDd3d3h8NhN/Qo1+v1+unv/PhqvTGZhnXyu93j6XQ4DscQQusbe6sxgIqEEL33u93x2D8OYXx8fHzYPt49Pjzuwl/+P3/lPYZg6yBABBvZhBh1HJxz6MghI8I4Dp6L3CoPaJAAoPVsK3rVaLgpImACRkFURmXHbeO6rukav153q7bpWt+27aptTAHIzB1b6W8PBUJsi/XdMzaNo/z4KGJF59xqtbIMkuPQhxAscDuoxGF04tq2tVCi8TSKUbajaBLAEzOBgoaoCyfSPN2uxCB1TVt2iVWPeIHtuSBt1mWobbnr3D9b854PiRAxRHXOIPJQ+VcpObUAiX0Fm8HSXMGUtO6ZIcZxMYYzOnehsxbVRrm9lFzBFHLYNIs7pP1fxvWtR64i0o+DnRxMziEX24XzruDvE0GdCJHGcZiOkth+NUG8Mf/16TbrHaTCjLWaQ8egMfmtGEuygIBkm71jg82oxZpD9sKBpDm1TY0WZVgoBXzaJ1bZVLFGSk5Fms80jtqwZ1bGgtwrN3w7P9M4Dyd6mUhVKlQgH4M26HxGyc6VvW7ucZmIJFjXZ4uBaUs8ntEQzd5ZZogR0uqv3p3XoEHIKdMIDIJTSzk3YZ7N+peI1N4CPNEEg1S3iOUjMrOx5WSWkjfhQEpIve2R7d+yz6jFp5CL9ik1scjWaAIZzPGVWqXiacl7ABBkqErRvN3LCw8pdHUARBhOMQX3GReQ2MCz6VBk4eZkFKwdH4vf6QX2R/VV0udTGaYi5FJL+Q+GOlQgkoWKdHp/tpbRRdMXK9Ln9FmFgICERISFhCQdCA0lMnuuSdVyyDS9gk0scmQCFpzMciFrMlQAcOCzE7COB7RmT8mE07ktllkHWyeVLdd3ueubRe3lLJrLaq5PRXUv7ODLNS5KyQ+ZF4xSZu0Ly7Xt30TE7iEIaHmvBRXz+vVrM9vYnwzDoMomNkiMWQDBTCw8q2KLzbqawyyv/PRxYo4DoklNJ/P14MVVTMyypU9NKVS0eNApSdCk7vrqJ3ed4gCzvdmMOKqzy7Jc/zbhrr+11PVlNYoiooCSpiOPs8T2HB37CXpnmtjVJYXEfIQ5y2NUIIzjSN5HkZPFEKkej8eH7ePdx8PH+/t+DISO2waRI07QrZRjheqS22Vqnxxx2dsws3PUrbqm8XkjJw139aTZzqh040E0InZFjk3aKuv6nOMYwlmkQZrYmWwwyUjmo+sSwMAp/4+LK6OWRWmmgH5Kgfl5WXV9KzyP11tcvOevVsVswMWfrIJfKJuXk/jlM43f+Z3hXP1fRAEhxJsZndjtAAAgAElEQVSbm7Ztt9ut4UaYDbOJzrnNZvOnf/qnf/RHf/TLX/7yF7/4xddff/3rX/+amW9ubr788stnL54/f/7ctoLDMNjnsEdm2rwh2Jq367q2XSUaxDC+e/fucDg+Pj5agJt96d77zWr9L//5v/jJT37y8uVLS5a32BhzDqfXzL9OQ59PeyRCVHKeRESCACOojKM6R96zc13TJn8jEQzD8OH9u9vb2/v7+29/8xuLmI/jMMm3IDJ6RRIVjYJa5gkWUJZCk2yAHYJI7K2LRkTPzoRqRBTGcRhCiHHVroC4XXXr9fokqgC7/fFwONjO07YN1flDJkkw2ktUTsofzDBnlMNhZ13KarVSwavVmptmHIa7+/dM+vLFU3z57MmTJ+v1ehwTB+jUH3f7rd2rY4zH02G13oBiDKICoDzGOO5Ph8Ph7u7uw/3ddrvvh+Fw6kcFx+C968cwRkUC5sy3JnXM5qAzLot9nBCUMTkqbC7j0Jgt6AkQwZjYkKL1aOVh1fqu65rWt77xntvGtY6b1nsmdugJ2w5RU5yed4R2kFUckyMmYkD13vumte9CyYKEmABW69Y4tFHGIQSTJvb92DRNTsLQYoEzP1vxa5W71jTzqlZ/fc5EsYeJxGhRO6vVSjRqmvOahSExQhZGAxMynPv0yr5rAQyzEL9ijSuChWGM2R1HdbJlyPfPYvCzPgopbSGKTy8jAe12JPWdzTQXEyUOQFULtnehfehPQz2mLP/oarWu3PIywhhjNORYlsVivU40OWJ9y7JkjvxUVoN7MzOkT+dSylP+skaRYuIxTxcopPyetBvMOVhEPktRcnAcWsQlIde5uwVYza4tFUJJqFt0faWZT5HcKVBKS0uDc1FuWdKVGwLRhM2E2WhAytbOkYtVnWmRSYqQsJ2Y1JWJ05OWqNO2wDJXW+twLK4jSzERcQh9+uygkLF5klcsiEgqFbJ+WioywBgjwGzNVdKnF/CIz4fFpeo07QYtrJMW2qlKMbrUxFGK5sLitSurzvzwpWo1B7AI61JV4bSrFyNxQG1LTC1oajgmwCylL0hmeJGyiRVdUD1VdQxBDQCdrLHJE0fO6XxHl8dMSwlYUWPCZ5sx/VTiXfUD9v4/yxr4hFK0+nNnD64S0zFbh6HpbmeL16R/0+SPgpRgiKRoDwxARUrHn7PDNScZJFU4TPGVqY4WAAR0844JSYuc1P5JgpLsBUDVh9cJT2KQDlAgmI6y4mVAKswMtXoRhFr9kqIjFa1FmJd5qXipbLXDlmcVJSP7HwjoWLgCEpE5nQFTz8YABnAfx3E4nsZxtGo+28pnnAY9w5RZKGjyP+BS2zYruydduC5wmnmEWg0+z9SPcyZYnHm0qleLWW1bs1uK0Hc6IKmfFKge0viJslsrAbPOl3V5s6o6HwFYIkjGPWsJhip54hfVhjVLJr3PmBCjACqgIYRxiFGlD4H6PkTdHQ+H4/Fw6ne73eNudzhQFHB+7RpPREFijJHQOioDMqhlnxIp+47ZM3OTwg5S4oFzxMy+ceyoiKUdujmGO3E7AcAxO9fUqccl862AxaVqjfIrVJ1bjPaS5W/VPBVCVzZ7dddXDzzqbnk6qjTZXBcG0VpPWxPSzxu/8zvgOWvq8+7BT0lM7VzQs1nJAgKx2BUv7EN2OSCxI9xsNl3XnU4na+FKxWaQzJubmz/8wz/82c9+dnt7+x/+r//w7t2729vbu7u7V6+/eP36i6dPnz579uzh4b7vT8OQNJ/Wk9zc3GiIwzAcj8eHh9vtdrvdbvvjaRiGcQz2XV9vrl69evXVVz9++fLlatN99dVXT58+LUbQlIrmnNWvhTunqpY5GkI0bFBEUcU4BiLb+gIzr7tV27ZIujs83t/fvX379v3728eHh5Qyf+qtlmU0d1Pa1IDC2A9lWhxCwIiR1RhsZjEdh9DLEEIY+yH2wxdffOEcj8PgPZdkQiJqV6sWCNkJ0Bjl2A+j4DAMwzCIqJ2bMcYQpBTThRLOWRxrPIBC1bLLPDH3Q4wqMcYGYAR9enMdc4SP904lnA6HYRgMSlnUv4zgu/Zw7BFx7Ifd7rB9ePz48X57/zAMw7EfAgACOCbvHWN6griWjGaZwEWadKcm5EYEkQAizjl2yLnaNkyLY/AWfBIGJvREzN4xOkfe++uVf3pzvd50q6Z1jpiQyJx+ABrHoQcRCuA8ISMze6YUR0TWTyb6ZwowUAlBAJAbIObr9bWxW2KMY8Lxm58QnaOm6dbrdU3et8e3bTN8JpbZRy4CyKlwxNnqvlzdlmpY0z7/wZJrkdgJOSqtbvkWKQjG5s1bIVf3rgukcwlhz0/MjC1BR25pSswCH6nli9YTGhy4HIHFx7Ef9uwXalj7n9vttua4mEYXWIqvzx52ZrnMCk/Ig/FUh+SUv7KnwihaLGel10qHaxStegxRQeBMLccy7zbQfjmSqgrKmAfW/VipFnU25itsWK2Y84hYtItVf3WW5Ju+lMicE2JVi63XjJcZHTAZFBe5xHlnpfWGyho8W2UWSEw51YIslivJNE4AEVKscV2MrVarUgvF3FG3jQ9Ri8Fbs1lxwt5Mj7l0lCJIyTE87/oyOENrX99ya5QMoiQ5xQEs9j0f0aKgXPj69EJ5VuEzZr4+mob78yiImnVr3yZcHgGTZi6rvYf4ie4rnagImvmcqsmiGdQcbBKtZ0YIIShOvr4SY6aOP++xu1iX/iOFmosS+mJZUr3CZZmSS6Y+panxqyseLDSLi/tAQIWoytaRoVj2HIra/tiDr/czCkVaYMHqxf437f1mZ0UF1bC8xjrocDpZJ4amAAAjKUlSNU1qPv4HaSt573jZyZOU9NPgZLowSpLjgvuHlXdrqlAlnD9aiPB8RHdREFzuoZaRbYHp02gqRivNzdjTdV0IwziOhnsJAUIIEPMcMWehVFD7aYulZ/rMBScjPZBKtrgI6NRSWrzvhc4ZZCGkCSHUQyDUyfNdGJ5FyZmfmnH2bMt/BSoLIsLZ/nb+ZRrYCqovqLgTceEBECO/Qen6plZ5spVr7Sav4dRTxZ9U91FVg2jf90MfxhgiwDCOu+Npu9tt94fT6WTka3LPHZGABlECJXLIHlAcom+4cUysBuBxCEhXRbTpnLPeLzVvnMBTMftImbjOkLQSqDRjTAvMZlMKl9LHcq42Cp9p+uvOF/d/7dPLaBc3q8bYzXwvZ+1Qevbkshsvbf8+RVk413zWX/RCPloJoZeyzM9P4IoQvQh7zuQdFzq9BdGh9vkAYMzh3eWXDfKJaL/fM3Pf90Zy+vLLL//1v/7X7969++abb371q1/dvv/+3bu3T58+ff78+Q9+8OWLFy8QcYjBMKHjOH799dfjOO52u+39dr/fI+LV1dX15ur16y/X6/Xz589fPn9xc3NzfX3z9OnT6+tr9qSqq9UKAGwHWI6V/b4shMdxFJDESlGIOorIer1edy0ROYIQwmG3/+7ug6X53b7/br/f73a7cRw5RZMpouYUb1W1TCfRxGL1VNQ6EonIsRslmqA9DuPj4+PxeNzv94+Ph69ePVutVqqboe/X665tvX0Lu/0BmYF4GMI4xqEfh34MGRXgHKtq349ESbtVfcVUnmVBEUAAER0jQ67x1GTPz58/t+slxghRhGUY+qZpVPF0OqXZiieFWPxgMcb9fn93d/ewG2KM9x/vttstKpnKlACIXEdkaxONQN4BYYyRGy6Fpjk2G2bmCV1bwjatC53Mt4Ce2DfsiP26aZjbxjVNs2p82/lV212tm1XHzJwWgwTes3fECKIxOAKNbeuZGXPKUbW0n24sIuIcIXIUIWJLqvDkEfHY99ZIWLNkDIwY4+l08L6tByLsuBzegjmpI9Frq8Ii1mUxLa1XW1ZN1Puf87C+unssL1hoKKV4iPmXVClwhaxYW/5KQsMCFrruNnWmggWoOudqR1/WsNk1iHWsZQrCuWD/U4tXyTqCUEOtC+Gm/rBjHE0OwMwWsmWnfSaUzPZUiFQQAKWXHsOYvfoRaOInF8VBKS8Z2OaAEZSFSxWbCsbi+gsSNX804ModjQpT2WZd4mwbHLP8slZU2vZbp0c/IGDeomj1Qep+yYq04o4pJ16scnfHbPMz+0yEGSlHk29IU8DSJHmjmkhUqtwQQlDbLyARYc4qGMI4WTmyR9QY4EUwApqpM4WPMAUXce5wQBRq66bOXVSqepYwN3sUlnlfngMYPb+gj6hw2st8Hyu9QSnSKEt2YWIyxUwGqqyMhIYgK9noqdSb4zHzEnZa9uh8EZNPeDI30IXVXD3xV42TzTC9J1vbwhJYKKk4rdaIs37v07u+OX77E3w4XX47i0zFy3LQC6q3//X/OPth+czXnKat893gdMhxRv7wIRb0Iia4YkRRiRHFgjHExiYgApLQZHUI2FwPCTTbHdfRzBNu0Qr0XFrlmwjxrCjMajQxW2d9o0RAxM42oVkDk6MIIsMUe10W6IKT1MTRlE9uLaJosHnU9C9Mn1BTep6o4RjT6xPQ/KGVK2bgVBcKVRCqsoF0wNUgUJJiUrXvj6oahtPhcBjH3h6cvkaTJeRmLFm9BdRRCvdxOM0uD41owS+k5Q3YqKweaeTExOkOKxrq3S8zNuiLKh1QJETn3Lrt0hMi3d8nv+goQourQtUSPixIajYXcRkWb4PSROZMEawmh5jiXFEVMypALetzNnZl5iROQCWiNg/SUgkC0+40iix2hmNsyjy474fD4bA7HIYhHA6Hvh8Px2MIJunxaTBMedJMwMyGYC6tXYltNJa9Ay2yzJo0UHqzunBhB/XrAIDDqv+paFRlypDXtoAwUQSQ0sbDzhOTcGJVKpWFoYgUMEndoYnWqa/TZF1mQweuWAgXZloLwt5C51k+SHnsWRO16B75zNJwAWJUA59omUljUpyL3kKBTwCfLrIBNSnkTYlSnOLjOJ6G/nA49KfRql6LClAF68pub2//7u/+7ptvvnnz5s12u+0265ubJ13XWaSeCb/dKDYSurq6Wq/XT58+/eqrr37wgx+8fP2FnTwpwjFj8cUBQ5GcpbfpnIvBSLIt5CBBIgryvSfvvV+1XecbAgzjUUJ/2G8/3t1+883fvXv3rh/GJPGq4olEJMRUv0awx0Ly0jjngLDve9+unHMiQMwPD493d3dEtN097re7Dx8+aoTNKmWuXl1t/vvXm5evXgG77+/ujsPYbp741Zq4GRXa1SaE2J/C3/7t1+/evRuGeHLtlNciQVUtwdJS8uIoqsAMq5U3qOCrJ5sY49XV1Y9+8MPnz5/HGIlBRBhNvDAWAnuMsWnWqR/QhMQUIFV1vt3t9o+77fHQP+z233333Xa7VQilWqifS1WlPg2YiGgkZ2kKCNJ6hyokoSFESJY8ROQsUWswQZsaR97zqvNXV+tV1zjHBOIdtW3b5Eeww9h46LrOdmsxxoSFbxpN98ikIU/rJpwy6KYEV04wDKNc2vm22WwO/WkCd1W0Cdsp1ZMRu6epTIMG058zs7naSt1p5+cs2Wh+c6ilfXZ6xxipAlSUTLD6bomQqm37tzrn67tK7mRSxHn54CkWzywVMXFHMv1fBEbnnGocR3HcIlKMinRKOljFsgFeAEFm4+DAddvJXOWRkhZiU2rtlGvpY7nnGAKqsEYtkFNiSv9LNJep9YolyT0NjskW4L7KpnfMHNSiYyGvntJDJIj4jiojCZn4i5nbdmWHK4WYxziMI3oOWf2bbrATgIehSioPQUIITJ31WvUdO2b0S9CZ4dN6JyJCYIsHLE5FzV2KwTvKwtbOfOccuiR7YfZxOqpYTO1R7Sjld2LOasFxHJXSVRwnbmryn1b1Hlv0tMSkLMgXFyFinCj0U0x5EqCmznAaZIxhCtzKOEo0xex0S88nVcxxcGYtTH42kbwcI0PDTlsjv0rnhsSMU0BJ7H0CAGAyP4tFCVoDlv23almNXPyiqW42Md0U+hfLv6gYJgYPSdWbRJ3FGwQFiZqSFYDSjGI6f6I127b3s6dzVMUq0EJzbFxkFpwWy+lGYWhTTe6J0oIKQBS82HqVvJPPoL4/0RHSYpJs3NHcZmCGUWQl6Wehnv/2T35y3vXppUVuFr+h9S/zF1bIyQNaZf4AADRRytFKna5EULXyHSWmnI+81YHK9Vv2aVZHYs5RrESGcfYOQSCrDixV1t4zIYCCFBB86Z8AE9Y4q2WwOvsbBER0xExV6DUo5Qh1RKkeyloJnbHM/i08ysLuy9SCqGprMQkaDZJWuj4Eubh1tK7Pvuh6kzm586X8fArnyfMkGYahP+6Px2PfH+2V2yo31to2G2SX6VFu2DLVOgyzMQOkiDwkJcD5TiMp9HOku5bzipm1xNZFG81ig648nxSihGiPH4fzri8vh0eJfE6zzV0f2Io+n8YWPGobYxWBquujPHBL7Z/FuWosXrQ0i40S4igSDY7H1RDa20Axd0fpWFHGq9oCVCQklzz1Q388HPf7/fF4Op76YRijSDYlOyQk01IRIZJLFbhDyuZ+pILjtzdishxmbubr4oWbruRWpXKKpCg2k38jt0hkUrx511dekIkcc9Fzsst4GLBnUiLrXqy6aJ7BkJU89U5vWsjPAZ5ULxU/r8ta7Mk/tb0/X2J/KqSh1vDM1AE0WwMaO/FMS5Mcx4oXlBsXDYfJ3qy1ogbTPhshQb3HOI5jPwzDOIzjKFGaxhNxBtvIhw8fb29v3757059OMVei6/V6tV7fbJ7c3Nw8f/H8+uraeefYOeeIiSl1B3bllqyOImVPQD1J/gR2bDg1QJOZMQCMp/fDGPrD6XQ4HXb77ePD9vH+dNwN/SHKmOZBNiRE0rEqKgGs6zPQQ/bmpjDcEOMwDPvD6Xg8DmM49b1FN/bHU9/37Khxrmu8Y3TMP/rRV//sZz/70vXb3V4ANtc32+Px//2br9+8+963K9+uRAGIX7/+8q/+63/77W9/S8Qn4zzpxP52jG3T3tw8aRpu29aOzartNpvNatVtHLHjVbfyjT+dTiGMbduO44hQDGOTdz0oxRBCCP0wHvt+vzvs94djPxwPp1M/nPo+x3kBMysGwMuwaAQ85xsJaOOdaUwdIaOuWr5edatVs2pbAB37IcTAzN5xw9g0zbpr265pPDsmdsgI3pGqECoTOZsxIXkG0KSozCOAysOJk4s4lb9OCyx+RmaylI623Ww2CTPb9+jYtnx2CypTg5rbXusDEXgugkqGq4XMMm8XZ+CKKdu678vrl3ce+qGKtmO7dWdzF83MhJTyxOrN2JkiSxNmBiBGKwVRszfFZoUKEjVkrSYhsAqLChh5JOW5IpMrjUFlj7YnBGHejVcyN2uSSXRqm4uOwDt/Ub9Qc9dM1amqqeuzYL7iflEt48gEv6C8lKuiMhQJyfo61OlW6YjI5jjAMSMfGarQ7THEMQbVNI5EJFERzEu/bNowOWewNDxVe7IZtRUAYiDIwYATIjstnUBghpoz+KfRpG1ia/gxyTeB1MZgxeJCToU3U4qfSGkWSSqZ2wwAcqoTgiXbEyiKIFvAJsjkiyGt5Kb2ejHrJ0VQ5/lyYdpEYYX9BE1bKa2HBFEUZ1nnKTM9N28E2dFKRKaczahFqDo9mMAwVOHuweWxpuYQSFNBYPpX0hIVYoxk9QZO4Q32JnKrnLo4q5V1Yo6Q4MRoKY2ZKsY6a8Su1mmCYysjSj+ZdphWQibIf+n6zI0ped9VYgztkI2IBYdm23vr+ohIFCPkaiB7hxRJRc88RgUoiP+Yrm9GoVe6tL4jqMxWOGFTPouVA/i3f/IT96kt3zy6etpanG356uIkj951CZxBRhBFVSBLO6P0YWKKQUmX6ABzBJMtZ0zzq3OL7TwcWUvHpwvhn1o+rGjeBUMxeRbVcgL4VOsOawgimrk6H1ZUVRRE1pSnh2ANpi6UY+er1dIiMtdR5lLeP3HCmVY8nYkynx6BRcyw/OzLyDK7E5dblhEa/dVV0zT39xLC2DQNVbI9ginnlKniocVJlOgYL7qVQEmz+bPa/k42PEz3nTIEzcGWeUYVMGoGtEQZbfEYQoB0nqSuz+6O5ZZBS81mVlgDaPpecIqgqPiiZkmlgiZKx1MRESTaLUfGoJYcGIvXERGVQV2F5zpGyL58hCT8lizflxDCaRwMxz+O4/3+WGLTbCxqGbpN1xa3W9msApMHznP0xEssMYwV7TL9kqE/t9ItyJlTUcW64Ik7zDtkIledo/YXy5qOKSUYFcqL81TboG1EWGqOBX3h/NKYcw4mIRBe6ouWusk5V/p8kVhLthZbuHMv38VQlk8tEo2dW9FZ6RwxmpvYBC242JqeN675zjbRzXP4LIQQENg713gU0E3mdMs4HA4HW6cMYx9jfHK1fvHin/3BH/xzO23q+KZhAAOx1NJWYjjs9s7iNBzW1nlG0mBTfPAN+64x81WMMYxD3x/7U/9x9/D9999//PjxsLuLYwhBNAoicbrXhm7VQMQxDmNIfR6jwb8UJNruK0qMQSNAiJHZ74+HDx/utvv9OMZxHG0SH0JYrVbPn71o1ysTL718+XIYewmRGVHjMIy//e13Dw8Pv/Psyjl36Pv7h/92OPX7fjichvB4iArjGLuue/XqS0UcI3SMHYnxJM1L2TSWaeLW63Xbtm3r7YjlWAtgCSlf8Zjgio+Pj43vRKJdfTFKYSl//3Df9+NutzscDsOgNtgUAO9BFYiIPTNgCAHR7j6YpzA4PVIBVe3/JHZIhCYSYRk8RlQAlta5rvXPn1x9+fI5oFKaZK1tNMPM5m8kQvuS064eFAlICUAQwQaOSMrOtTlVpUAFS1NnJCpr5+xeLTrURJP61mGm0LK0IaLdfm9NmskICymk5CIscItWRNZTcxEVMXmIL2vAPKChBSTJbhH24nbvLX/ufTOTg0pCUZtKotwzY4xGnI7pGT1jotRad0SBOF07NVfZFjWE6tmNyaPYxKgxICMSYIxRYJJrlm42TXFjmoVFK1C5n9247I43TNIG66iTmV+G2qpdOkmTRC6YZy5vd0szUJIhFJMqjwirG0jS7CGAnSfO+8PhlB5MmGAtntl7LxhLxWWVvi1Fu3Xjg9heq3jVxqzjBcyJeRnsYQNwi5mZwBEpAgbr4pOQVMEg1zNzI0IMucQixFztpOJS0fq+zGvSEKJ3BKCCQAJ1kq21nVoFQUflkgtiBS4C23JOzSRS7Z/JcY4VTvfqkEL2SlNHM7TsBOahqmCG6T+qPHTMLXE57HYe5lUnz/QsseLP5ZeqJNN10IKmWscULloREqZMN3vzknbdVWpf6p0Eci9dYR6t2yqGTIhK097bSHLz4XaJgMcFhyPEUO/6yruPto6isuYqNJ6K4mLvQFAQdcboSGFkWrCBBUk6W8kpzL2M1T7mUxu/2luHF/+8GpdPolU9d/J9liXuPiPsTOcNymX83aU1Is2Vq2nCjUZIMqc3AiOg5oh2QkKIkpxdTmoWfxX4AOU8tlWZ0VrsTVTOQ8qfwnTcMFGYpu9CC7zGcmsKnoSzzrjwVS2mg2vAJAIpRAQqfkq8DA6ZFaD2Oau6MD8EaOr6CKduGWZQimrcO/WQ1RmB1SyKyldZosatfUNER9A0TdetdrtxGIamcrrrHEAycVOinMuCp9q34p59KrCuTpsoGhjrEidVlYqCFjGw/XeMkaiMXkq3pqRLx9T0M1nIbavY1NjHsODNZEmAEpzH+kGQxAkIIUhIQ1mTSRARRRhpeqvGMgUG1jQrLUS+YRwOx6NB5/u+jzGesurJNa1zznFD3hVC3TQpz4F4G9flBHQorHONUi/DyyO5aXzd3ZWvwBq2hcibSCcDgEU14mTI8XPGeh0wxUnynI65vTtrmyss0OUe7GI0gn5G5l65zyv+gS53IPNQ9cWf1Om9cCkx+VN00E+d9tWLlNsuX7rX0oX5yHzNuIjNnN/lJ61L/gnyLiX/Sl6b27yf2sYqWvuuDYAJAOv1irKppvxqVl1mAJJhXVSVGFzjAWAch7Ihseeai9St2qurDRGEMAynw/Fwun/4+PHj+9vbt7v9NoTBVJEpt1yBCQkhFWsAqHLYbomBiBhQQDSZSbIlWENKOlIV0RDCGOX9+4+//u13QeJmsyFiBHiyuUpeHSaLIvTe744HDZEdrZr2ar1mxhDCcOr/7je/HfqwOx6GMUbQMcSoQN4hcAih324ftg+bq9UXr59dXV2tW2eLUFO1Oedubm5ubm42m02McRh7ExOOQ0w7pRjqqRz7dt10wzDsjkdT0u52u4eHh/1uGCOEAtoGIALXQLFgWVU3Jvo5OudkDDi14khElKaTkdQBCBEy2vEAVdgQNQ075tbxqmvWXXu97tZeARUVnEPnnEvUk5FBQEBi1IDK6BvXGuzXLGTEM2CjAuWKvwSvmVazdH12v7KxwtObp9bUWWh7/ltyfX1t7XpKEgthHMfWefSNUZ8BxDEr4TiOyI4S6AxQsiNOFV3G1xtZJ2+/QgghK1BKKnd+JGmOZUoFQdO4cRy9Z0RXbexd1SGksR0DcA6tKTei3IMFRBLROt3heDya0rV2Z2XNTkwCHcu1IIt/GEMckYjIWeoesw/jEQncJC4S0+s572OMEqcJVDIH5iMslQeu7FvqVi3G6FizPITqvjovDGfyEGYqGs5JGYsgoowTS6bcwYYgs/teEfoiGPjcahC2DN4ptpsQER2QkheIMSKTY1LFcRxVo3XVZiDIt+soyVKY6V9T96QigvmY1Ld0SVPfWG+nE8SfE9oXmUrS42kYEDlng2dlVwTz6FWMFqqTybOCLG2K6mF92qopAUDjnV0KNY7ydDiUr4CZETiCFvGLwdsQU3+lqjKBW6co874fq/cwpcLS3OG57AlL7Fi1Yy/X3QIdBLAIZihJlWQhbNbFcW7SJE4qfhEYxnE6GnNIRN2BpLZwMgeCQv3ErHEdFYqP7XnDqY1XFVGXw/2kbDsl5BjdeGYAACAASURBVODKKc+91JfVhHeihWiVTV4UnpC8Y9MxLELsONNBCsK5IiB+ovHTT9DFzwIg/iHa5yf5Lqpg+9myhzk3NRZE5EXH4bzGkXm7KzWuxmShQKiApKBkDS8pKkRRJtuFU6QU+wkIcWmDMSanTIT01PIpnR0CxaI1zWfwhUOYkC/pgyNMEPo0mxcRZtL81dqyy2Zaaio+u69VrrbcqFrZxJ+rR6vbZF01Wr9aA0LqP0+bV4KKZKOL1Aedpx3afSPGOAZ1ntbr9el0OhwOyBgz/YWgMk6IFutdyj60oV2cOuYk+AH9VMsn8fwMpsr3e6EaVgTUWV0+AcfqDNwZ66dSreg0aMjbxQmrVUs7psYPZtCqPEgjiKH2nNDkOZYaShZjRJlGZeM4nsbBlEs22D6dTqaZQUSiZrPppsA6x865pmnIce1gqTx7et2sc2rIhPlm73HapWv585V3l7g10/GcIUyywnNCPiBlDhC66s/Th5Wk9+UcH1TR5DIJvZzec13lxejz2nUNl1L4cNaM1QOzBRH3cvtXm3P+QTddvai/6OpezMJnezmlT+Cz9FOA0AWH5gKJC+eTJKUaWoh2t5y/1evra4MZjOO4Wq2ur6+JyHIXRWZea/BNCEafdygaxUxo3uTWCpEQnHe27AKAp+16HMft4939/cd3796+fffdw8MdQgxhABRmBFSJIxF5zzIGBEIgJFIdY9AYxxhj17WAAqBRBaIIgGgAiSJR1SbBY4wSgkRRADqdhruHh9MwPHv67Pmrl8MQttsteffll1+GEL7//j0Rq0oIYb1eM6BvHCOdhgFETqfTbvcYj8fj0MeoznsgPA0RmZ+uru4fH1BhHMM4jq9evbpab66u1uF0sLnJixcvnj17xsyGTr19tzUVZczJosV0ysyOWQQeHh4+3r0ZhuH29na/P+52fchzZGZomoQoK9+3iIxDFInOAYEhQzmfXdI2zXTmgLIKopKqkbEdkfPknGty8t6rzaZt265xXddtVp131DC1DqncIyRmvznFBMFKa2rUAAoqEbVhZNMQMLnsalaNNqXyJTjBNnUL9rLpM3e7nfnlzJtnTxa7p1mzZ42fKR1sl2oEoFI7po6rIn/Ueqd6SmJDqywzp3n40Fjv+jJuLb2fWs2o2Z5QXdBcXs17H9WCHyRV8Uik6FtjF00fv4JbahHI5McEgxHKJQKigIAAkopG2+OEMKpYzioXOyhAev3KjRysysS0X1IRIWJVWIBeolgBMEnTi5XRanc7/hNCZr1O8BjnJh2gSP2HIhKT+1HqtjYvtWb3LtEkTot5X1N0cc5okGW2qwHYmhwC1KhCam0zIDOoOtekMeOk2nBxSrtVKQsmJQRw7Mg65IrQZu80qFiQoE0qrdYLYw5Yd8yYQos0zw7szwHA8GP2FxFxlAgiZLYRAClBCGgJOTYRkBIaCVTFVIBafLLRBZ1z1oG4RuopuUSVPKxXmKGJopkIyrYAZzjN4uurfKRqKsdc+UjZT2Xb3vR9iAizr/xEpBWZs/IyTMmBeTmmCEhZHS1QKgGoWDvqwVvXlzhGkLSdRUqaAeua+/lStsWyM69hoZYEM1Gd7WjnP0lDartZlRFtunfZtU8wX5RNe07BnCNAjkjKElHmasT8bkv3IKqA9JnQpqpQ/5zH75Nd39nLnU+lU7ukUOf01us4RyBpIV6VKnU7DTKnueCF9pSWKlYpa8oC8QeyiAhUWx8y5vo/tXwoald7CulE1Fivjc+oxHaKpISv0iaRnU4616NipEl7iiCF8hKkKIlTy44KABFLV00R0fRvwRjDAGqxlJdwq1KFQCQHH1nuxOUdbBUqohfVa8U5aBW2DfqnSBCdQU1rf125KZTpjsRo4Limafq+H8e+BP6ksXIiYdoAPqaYnJJHme6waf078ZFsx6YzCWUVDlp/cTIVslgFb1TbaquB7DgHFZrIwstyPKbdch0FiXmcAZpdvzqPlFgANhYcbREJEaxGqXaD2jSNQTBV1QKFrJII44zZXXznVgcAIRJZd8fMimyD8KZ1RFTe1vX1Nedhew2ga9GnMqWKErZ9TiJdV3IgoszAnA/t6q5mavNQCmCzTnVPEHzGZeOENCU05BYuiYUEFCX7+qy95PNuqvbYzDZpNRitSkCph9DzhAP9VOjCYl9X1NHnYK7zlPbzVvlTNrzqpOVzBzTWI6RP5K9cNBPOYaE4GxDiBEwr/sA6skwExjHarMHAEiJyOp28d8XCVA7FEINnMweRxgjKokHGQSQ459att4AH1difTqfT6b/+7d98//729vbt2B9jHFUFIBJj1xAxA4jEkVK9A+xARGQMUQCNROg7IgxxiFFiHA2ZxkjE3IdeJ7itDMPYj1EUHnd7ZM/smfhxv9uf+n4YAOjZs2f/5t/8T3/8x3/87//9v//5z3/etq1I2O/3/RjgqHEM+/1+HHsRGU5D64mcQ5QhRBvVtG2LTM+ePQPR7XbLBE+uNo3Druu++J0fFPribvdoSdDFoEuAmpReJn0QQrp/3N7f3z8+bL//8H67PcQIMQIzEJPFZaciO0i0wASZMp59tnab7FxCIJr0hDhJJJQJmJGRVKNj9N613ohN7NkRw/M1N03TON961zTIpA6DRRpRXqgikWPHDK1vDblkEp481kFVLdkPJl0FAEeOiREBMRS4iHPO9njLpRZijGMZfhm6ab1eX19fW17CMAwGgLVrubBMrbdJ4cg5F3SBRSmXwGxRIxK1r/+wlPvnWVV2bz8cDhZMYv9Kui6U58rq6u7BCAkLLVP5qxEAQWUKEUPYrFf1OIlyCcgppQlAQcBoYioKjFYVyTD0MRCRi1EVRlCIWiW4oOXa4AQqrBK3hyHkuzo5x5hIQpGIrOjPNzoqaNApVylv/I7HY2nwaOJRp8OYMJ4wUXBqSFiq7rIG1UpsiCXah5I8NcNLbAA6xqCqpmAkTKmtUcX7ImRI6pMKRUaIKdWdc5mUlZOz8ECo1pspnAGZyMjb0+bN2h6LTokqZhSMcTBsCbNPDXPyd6VJsfdeEFzkec+D011aK6NpVjOipkRBkRBULB4mY0JduoJ4ljKiDTZA6VKCHEVi8d8i82XbVK6XRrQMkdNAn93kfbWvUtBsjemFcPa4X0ijU9Re+nOoedcXQwIAIMbR3ozElLidgbGubETSPklnXR+mSD17FaxSbaspgwjmakQBLX8aAEIM+UwRE0EBYJSQRYZU7wrzmVCJ/0RmppJJD1o0KyCZz2cGwyxZhZp9KglEUhtV9FKzlgYj86mxfkLUOfNzWZ9ZjF2z4XWuoGr3U/qZKi3QfbrblH/M5pD0PH5DJv0npva3NH6WdysgRgWwPHVVQAELrEmxkSmbhhhRRGi+2MFJcFv2YKQCaIWvYFYF22VnXUr6O6kPLHszE3lq0lQhJEbL5MqFGqQWC/S/LryiSC2VrFNf8xlSbf8tTXi2PsUkjoWzeDFNfeakVhWVnG6ZW8zq8sNl/qb9j3HsU3hTEOLAzF3X7U8n63Uq8QxO61wl1ZDg6eZzIM5vmBHVrocksEka9Ck/fWJg5G1kniBORXOdflF6AC4lUYplL6F8F+YZsVogngF3sW5Wq71hOmeHYRDFuiEcRUTkcDgN/VBG+/Z3D6cRSSFKsYUkOhnTTAajafnmVm1ROhVDRdtscoxVcdp4c93kKiq9VPorQKjk2TnPRY05OWcUbPGZ93KXW5SahlfaPEdZTZobPJtr2Pt3xDWMt8Tg1gIDEfCec3oHWV+aZ4EC1Tiw7rVqMPoiMLCeZFlxXE3roYLaXRgDFQHqQiBaipta4LoIU/n8sO1iDudnR3S8WPQt8i0/E6tah45cMjTmhb9OZoHUZjMpABK1XZcuNMJuvQJViaGWoomIUcI1hCGORLRu27btmNk7Op2Ou4fHj9+nQIXtw/1+vw+nY386xWiZe4QgAJGQCQnCGMIAAN4xIsYQBQJAailBWSSOY1KQ5m/EyCMa44iZVKmm6kz56TZDGfpxiKAMNIaAyKvV6te/+c3/9u/+3X/6+c+vNpsnT568e/fm48ePnW+2261odM6hgvd+vfa60eF0AoAggT09vb7ebDal+x2G4bB71Bg3665r3Xq9PpxOeQGCE8lAkZljSpeRYRj2+/2H+7vtdrvf701iKqJ9DwjQNBwlErESxagi0TnHriFORUxWKwiZekjUNueIajoLIlARjCElrRN7z13jvHeOsWmcd+Q9N84xU1nItxQadgAqsY/9oAzEjjyjonPON97zxJZsWp9rQYkRUnhP5hYQsU3cEqwFkSsgpzVyBvAsDMbSKpsr8ng8muz25uZmtVoZZnMcx77v/z/W3nRZkuQ6EzuLe0Rk5r2194JudGNpAARIDQWjmcZMxr+SjI+gF9Cb6TFkMhuOSTKKI85ghjPkkAS6gV6qu6runktEuPs5+nHcPTzz3mo0IJXhR6Erb97ISA/3c863WctXobmafGD4m83IWkpC685iHk7m82F7yDGCLZq4vptzztqhk8et5iVUHn6mV1C1OTkyhyPvHDrvmQjK5QEilOhFK165HlwplVhwZuMuEhHNBwBQjYqElRumMKcZEZNqSiDKjjsAiBSrz4R17EQE4urWZ24ootFuY4rCzMUDDFUTKJq9f1Y4iQE/qIRR4ERwUW9LDZCooQ6GolvTxcypHOvO+XpXLYfdvqa+XyFnK1dJEEJQBAWynoqZkblGGjKzILiklSOapSQpWdNV8/EqxXG57CJhMS9cqOoykWQIAS4pEanYvSqCpsKcYjISoKhMYTa9gNHgmVkAELm0fAiypAOo6pwSLtNPsnm7uViJHsGkIuI7v2SBoMvQVjKqlhS9Zd6cSXmJL9bFjoUco2ZIypqb/Bo5cr3W4mFb/UsRuW53bfwM2jjVHjRnxzdCY+ojLT2qJVKVZC9r7+uHza2m6jJ+F2gKp9SCRq1+5+hIxWPkEnOPvYh1j/mu1c/JTH1UZ7NELnTNZGBBvTYjdhpaKEdmGSV/KA90tLVKbtMpagxcAYcs8pAUyHLF5OG+7qF27g/lZB7/uA098nz/LXl992uYk8bPwXGgTVOCADyUXJzNQo87/ApkoRbcBo8RMAAuV5CMsGfB7mUWZ6xOTVKSC+xHVFComL5hrY2k+hdJDQXCCvqV8rEJAcsL1VBhUJFWNimFUWawp4UStBQy0WSUGFKpXbwCAIQYAaBvZUsPRTm3wIs1sanqsiBzALJ1njaLX6HO/GqQl62AXG3n3rYJCCpxwNmyssD3x5xJrFydet8AcyByCMEVM0BSQgOxj/WzeW6kgJXwfQzH3Y+SrEc+NVLgJLEFkPMx7MjsAWwuC8tZtWwcbZWPpcGvB3k2z6whqpIUqXrSWIySHT9BsnohhHA4HA7jHELYHabMiLrHZlFN0EwNVRVSLCIcdt63fioWqNCqXHq/zm1VnuvnxtIzlhMi54QUFqgvM2mkBjRb0hQgGy/aDtvOC6vkZlHuuSUenfGYqUjZPaKc+krIRBkQKISHvDXarM4SwGpoMqoZfpAlW7Rz+soXOqHXNhh2bVAX0XbV8RtfpZJFT0wyf29SzX0w7Wjx3HNVeTC5ob2xJ1Z494CF01D4yhi/v6efBEUusU5NFktbTNiX3ozkVVRBIarldGOMUZMwM6Gz+gGZLJ+zrgGUue/6YVgxs0iK03x382a32736+uV2u727vT4cDiHMkKSUmzOxskNSFQnlgmI1JcfinguaK1swlXL+xiClSOiizK0apNUD267Vdd0cJYwTM8eQl1YISVT7fmVAwWefffab3/zm+bNn03QIIaCohCiWX+K7m5tbIlqvnz5+/Pjq6qIu+BjjbrdT1bOzs7ubq+fPn3eOzzbrw2HvGXd3N6lI880j0RQjSfTy+nJ72F9f3d7c3JhfzhwlJfNhzv/zHWUuG0EyirojEpcKj8h5MncW1QTAZhfMqL13KSWVCKAe1VJQei/r9apzPqXgPD0+O1+tekLtOm8J6YSKCJ6difFQkh06ROAZGQk0OWabJVkEhxEvmTmFWIRbjAwWTJ/bKkUUVdO2KxE779g7bpMYWspfbRiqjHm/33rvN5vN+fm58Qat2QOAvu9Xq1WMcRzH4ox1FJVeu7iFUm4ZOeVf53l2zhmB+UhRydlA30BIg0csaLFKp7Ipd9fZjxhXwtj7iKgSCo4hLYQV4xzjnPmf2QlbANAzEqGICYytkeCUQMhMUyDNwQiinXfUuRijiHmfcJCkMSYVIgoSNuvz7X5c95vdbkKWBAyYU+AP40jke+cPISCqeYeoaghJk3pPwzD4fk4hhtCMtwjah519voEoALI0/7YPWPdbQ+frPxlqZLcrt/TICVHEcKqluc3gsMg8R4FyrqEzSGScg/fe911pkut2jQjoPXnvC6LLdkzlXq40HpT1qFKJPNnPBTG3c3nPXDSKqQzlV8PGciMW3LzYHtbhgqPOet3663KShLVkKsd+pyySVGPDDebK7KgvrrkLFlKfF6EuKSYxJrP9jLEAkqqKYAvbOYc5ukPyJqk5DrGEB5w6dRdaL+T7mTJ9twZaVqyvOGougYcGCyssKX9zEes2EQt2fi02oVWYZwPs/JEBzQYQmZJKNS+lBj4pCpo2iqz1lUFz9zBv1VTSRJirL46FTrnaO2Jz2wsj1ohq5rAf2Tu0gFcAMa570QPXOI0jmVyNTJRCrQVkytERNjTNkKmC9z5Jyh+nWuW9JeO3ujS+Rcn/B3SDZpKSzb4Q7kvAKvXSPCDwCDtEfAvW920onxXZegpHVrrf70EITbtlV2XOKFqchRYLV7VZq8UZkABokuwdpSeFHVf+eqkQMTt/IsFD6FCpcqtWtQKRcoyqltUsUJtTsDtOeuIZKE1xWZO+K2+4mYWYeR3KUTSFmXOWdCYowQ8KJwCF+SJgQRTp2A6eYMlwxLblbn3A8llIlfFf1RcIoFrnbW22BDY+UdJ0QWQ4GSI33M4FizeaWTHgYeQSCJO0SsKIvEGvjEtkLYBQUSPYk168WFvbnsZpKZMadYmKzn0R2xqIogBJIctCY0xzSiGEcRxDCHPIDg0xxjna2BFJMSRFkdZJHMw22B1JNJVSq3+rwrzVauWd87nuysYAPQ1tdlyOoCRCNAtQG2Yj1pJo+WXQ5uo2BEU0EikAOMDGcA9rHF81Tz+ij6q0LnmtPWyLNVUSI1HjYVWNZ4utix0kmbHwFrbk/capxt2eCF+z+sz7RslzCtm9xd7zNJKhnTucBDm8jTf+4PV/xz1aFU8orMtP0alR3rdt/QrtQHR5xtnWutRMXOeJiJzvzSTW7hugpBRijMwoMVnjUdfhCruUwri9vrm5ubq4vLh8fXFxsb258d7HNGuSGrHNqISiEOyUAcyRCohI5rvVYAd1LuOcV0ERnOap6/qUEgDGGDU70JAkUUkSBRlQNPNcwAR+STSlIKqoSRiQ+r5KwircfTgcAGQzrAB1mqbOeQDY7XY//OEPENGSvlfr3ntvyAOI9N6nlMI0gejubns4HAC0cxk4ItdZBzPOYb/fX9/d3t5s9/v99fV1jBJSzppiBiZmgjklWOghOa6h73ut3AEQk50xM0SzSVSP5plJAIIgcTwQYeeIAYlh6P1q6D949/Fq1Q++s4nY0HnvmVDH8cCIAKISEdU56bzrHCYYyByYcuS66Si0c1R9VhboTKmEMXLXdalPcwwVSrKcyLSA9MuDVjcT773x4hYDhkUplzabzXq9zpaexQB5GAb7QVORGTA4TVObx92aYJk+p51wee8ZgWjJeas8tJSS0eoqgzHGiBjvmzy1nLRWs+1Iks3tfc4kMBGi1dAxZSSTmFNKMaXdbm+zPCJKKRgZ2DZYm/AZi8R03Y82zkhDURIREvt1v0LHUUKX0jRH1698v+nUxZCud6bCnU1n4ImZo4hYZOJq6Jx36CTGqIiTkMekTABwCPEwzl3nhr4n71JKUvxCXJEYOd+nYmdi9G+bS9bawD5mdaxpU38WxunA1eWljuR6gCkkUhXQEAJoAoCY0hRiCIGnCZnMoTpjrVZ7LNHnBECF3KdQAtBsMRAVrm8medosiYtiDattSbba9n2W1XFYUA7Ctr1ZMBwRGwdYNEiC7OHJ7KWOxkXM918lmd+pGCKJQGRFFOjRIM+eoEhz4VbYx81CXHLOWRaeNoaWNtSwFjrFUq0Rdn6wPrNNkrSGs0gYsPYq1frbvD0XHuOpo2bJfMsz+uOwNfL3kB5sggTujUqhPIkqTcaHVjZdhmLsrSQjeaXYy3rRmK2PzSQDrecMSUpdUcziqkcSGGqF3PoyILcxGyEpABkqAzVfoayBAvw6W4qKdEJw1SWaAtB7qvNlXerzlJJojlDTplZ8EHyr9+TkZX9U69e8Z1uc6Hdx8TSGZ4NdgOpiqqdLIXPcDeJ9yPI7tnwP9Je1ps/eFGgLEwkJSJGBlKI1m2rj5wyQybIUDAtEEFm+0RrzJfRQXdi04+YVBkjawrqW0YgttRIRRLVwPFpLej2iFuoD6V6N3ZAcPVRZawvV/vieSPeIjo9asJ3lJarQWgFmHWH9wXbqmZqkVsGKGVoiYk1MOrLFbT8XPCCiuwd95K7WsauMETIMBLXMiVuIg0RjPYwtdJdz/15mugpvk0K1ETd2xcU8G0Sl5M9iaXiTlRdzSCGE29vtPM9TWJzKSqfroWg2FBTLxsroF7AS0aBR7qAamrvS5tlEeQHWCufEoWudsuxbYiTH5s5XHMZqTOXiBtTMOUojVwM5ctGmUqmklQXadn1HGXqSTrzRc5RKhmLhwRarxoXXIM1KizJt4MkOcAJ53TeutFFag7w1sQdNKOIRu/stXd+D0r63Zff93r7xbZK8b+0GCeBBugW1G+aJ1PDBcwIJCbmlJNvLDofJETvnmLjWZ1F1v9/XEs1chDy7zWqlkPyQ8wZCCIf9bprHT7/87Xa7vbi4uLx6M46jZ9f3fr3ycR49AnXmp5D7hCSBfFIVzLlMutQMsNAI6jCBwEtSAVZAIEbuQwp970OcENkqQs2Jwq1VlR61/ZL6rneOFMRmSwjady4mLRTNadV1jx6fE2AIoe/73e5OddV1nQnJQgi99975KU1hOgBkcGMeJ4Ps7HrHOaYU4jzfjDeHw+Hm5ubu7s5eEAVEgCh7i9vRkBQEBMBkVMUApOy+EiKVLLVm+UnfERg0RNGhjZiJFNBj57jrfe+73vMwDMPQPVqhc9B56LizDYVAVXUznEGKSUIKkFJUiRo0KgIPUrI3zGCGCc10PArEObZPX08upWRky67v+8EvyZ+Z3OByeQoEmiTFarVaZnbp7u6uQj0NxYA3m0fr9do5Vy1kbV/d7XbWEVWM2nw+28dhsY0tHaP9ZZomY3xElZbiXhJifIvmVVwoxlBFTcvksflSTNluf5nm3amGEICYU2Gu2khWFVPSaQqGKFryeO1bmHxKaZ5imI1rk+Nv9vPonKfO3oQAKQJoUkUfkSKRc8Ov/uEf37y+nmPax84oJyEE06qgGscSh2F48ujRkydPzs/Pz87WZ2ebVbfKJ2aIquicmwUOtzvPLJJsA2eCuU5px9lQVkvasK9yHEfD+lpRYjkH8jJuWUIo6og9uyVoOyVVXa1WS9IDGqIV18RSomXMv9W6Jvau0jqa8TeTsx0vYjZ2wOpf1doEKILBR5LtO492zgwaI2BqxnxIWjCR9shrnOfAGJ35Ecj+AmTTxgTqAZaPGSWEYFnhuf8sHyHnn7c2JKlkaOX1RSKChUpdjVqKexBSQVyZGZDHcUREQYIm/7N15mhoZxktVFqMLgs5k1ojliwtLYr6Er6mJ0OcJmIBTw7oo6jo0nWbK7/N70p8Ii7obh5YZ9Vr4VWqxWmZvDmlHN9lWCI5r6qAyRo/bbqx1gWjkVYhEWlTwasquR4Rreuzib6VerZB5bS3LKKHqpg8SmkHDSGkGv6sxZR1aYBPmTtmGn9i84ZHmUytceYf2DLZc1FdLYt8bnH4k9//lu5Bj4GH8hv0QYoqPtTs0ZFc8a2kVcTT+kkL1mciPVJSVXAASUgoWw9pcQM5oUsJyuIrWL96ynfCKGq0rJgjURlK/SawafOO/SYXYxIRqZHWRtCvtayUpVCZMKbrqyENegSRqqkTcyOn2UIKm2Doo+JS1ATDTIuxLLU2FQX5XMQ81kjZfKUwCgwQqzO8lBIU47Ia0v2gz0RbpDb3ObPcWwC2yDPxhMlmJ6zVClbtpaRC0agpqkoE6Fzm2ce03DHNvkMnxXfT+Gk7mFyKgJRt1iw+IUrJriWHrMZibbs+QDoqEbKcV096qjz87tTMWmqbV1yS+L7f4+KpnTG8TOB0hCfsJqugkfg+1udLCLIxoWvXByUrrI3aO8pkeyi27kSQbaOH+yzl1igPKy6dv+va2CsA1yfrpMej40XVtjgnY8XWFel+L3fyBvdT8u57db6ti7v/4m8B9L49Y/2kkmiuuRIJ0knDecKrb78O07k0BoZ501sPK9tsUwpZaUNETD37eZ5THJWo8/5s2Fg1P8/Tq29eXl9fb29v7+5udrvdNE1xd01Ejqgj6jeDPapxPuTAABSEyje2EVK0s7xg/lkHr3hMhVUEhEQYozrv9vvDOM7bu2/GcXz+4unZ2brzLswpp50AElGU0AxBQIEspSRoRESJcR5n3/vq7GH8C++cJgXU9bByjqZpApH1MLiu225vV6veCH5v3rw2TOlwmAxrskQHq7/ZdZ9/8dU4HmxbOKRMKY8xz0+xWJGiq5vYsvuppKr5R9LSJotD4OwJWWfDwJaa48F7P3R+GIbV0HedW/WekXzH674bhqHzTkR0vk0pgczARCpp0sM8phhTCszcd77ruvWqM9649x78SlXR2ulCVm8tGTIGZaEvUdl5JGfOPaA0T3GeoveeKDrnuMPOsXcdEYEmLQbFFqPajjXNLdMq7DTLegAAIABJREFU1MEa1q4zDqdVVObSaQ1A5XFUDMeYn5ly3DwUtpFW6mbtAKcYDKTKk7uoMcaIuVtrN15mzwxtNqk0qvuqCaxsxtV6XcErg26Qcs/ZdR2xr9fQkWPXSZitqq4Z7ikKIilBiiJJUpqrSWZC8d4zO8IO2fu+Q/ZmpPH46Yvpbvu//Zv/43Y7MfuryxsY3gGgceKUwCGFOMUYu44lzqrj77667txXzGRwa9d1P/j+6p133nnx4sUw+BiDQ/TDWlMQDaoCMc6QQOx8j6vVmplDCNvttn47rXN1SyY/GgiWpsu+waoMz18ooGZQrigLiIymkZJiiZZRyUagFWGT7DWqUrfKmYzaZwMIw+iwyMuRwKh6tv0wuxpAX2JRkYgmE1zgMt8slpsM92TehGjWB6KSCmmOiMdpKm8rSkv6X0pixUE39F2hfcaUapMhTZ67UQGj7StZbgPWEapFuuNSHwsQ2z4cY2GigqrxbxEqj1EaS/zmxEnZaECLm2lpeoxc5vyiU7BO2L7c8kpsjq0Y3tL15YSG0zErcTYJBlw8+cooBwpUUFsTaLF3QgBnFqZ2hZSydEi0NotGcFiaOakRMm3jgYiiEZErp6b4KlGNELAZHAFXiUH280PMGeutNMmspRFFRRCPU/eM45TNI60pSHoU8VLMd+j3MobwW3P5HrZ2OUpYwEVU+p2pSacp7aoPVmb6ey7kXr/3Hf97Hk4UvNEcPUUWs2vSnAMvQApgvofZkEVzhnqmuqpKgmJNhiLCgKWHqzNlOk2Zx/umlwW/K9ZM+qCXDhSnEMQkC/URc0AtQo0ZKW4u96Pbj5iKkjtZEaEGdT+qXLUkXyOdNGMVwa/T02rhkFJC1JSSplQlc7XJyS3EPZXR/aoU4YGIM9vWEY7wNxFpwzSzY/KiQNNqHFqFjgoNWeyY7yeg3DCE4dS3ZYH72kz52vpu95NpEkIIUZaZlut6ZMcFCI2tIoK5bZaMWe7rXLwB95jVuHM19jobfzvXSrDyuwG1XpoA4JmZFys8puN4dMeV176krhfClXV99a2waFzf5j/ZEh1PMv3qK4iahNR7+oECONuA7MjB74QPdgRpHgeQ3CMzPmx3edx5tgjhA3vRSdf3XYC7tzVs36KN/tadlP7Abe8UjTy+wkzgNNVcfYzGcU/14QBAtMkOYho3w7BanTnnUkq73d2bb15dX1++/Oqry4s3u/02BYuE9sx8th5URQ3DKRuvY45xBkCRMrvNWBwlIFGbt6CijXdoQf/BwtVALe9FEX0vSJ/97quLi8svv3jtHLz73ouf/eyTd54/1SbdiIgkGk1LctSyRgIBEOeN7ywE4Nl5hmma4jxR11vFjggSk0js3Pqw2x0Ou0ePngDA08ePb25uVPXNm0uQmSjTDZxzKVrXgV3XAUCM+pvPvpyDFPMxIAJm7Pts+CHJzO4El9GJAtYlnVE+RCSGHGKmZJuQHWeOwdJZzrzz3g+d7RK8GobVqh86T0Z5JXBOB04ICUHOHq1FhPJTryml9crb5lPY3XmMSYCkMI77IlIqYWueK5fP/jjnnOuIWQvIpqq27VRiZAJNMZCYDeyoApIiE5ihKxEBsm2Pjx49MkGgSDTsaL1er1arHFsfYyW6G+WhMjPb7mK2cXhJVa0VvHV3VXzonCN2IrJarRx3dZyXJ5WZq5I3hxijkZ+ZUTUtNmBlVyZizI2GLW9F1BhtvmSaLk1Js00r+SQUU0xZ4GqNEJu1fUoJS9SNTyAirkghWuekfUqEDpEUKCqMox6m3RwDEN0GvLnd/u//5999/PEnf/KzT56953/z5VVKKRFEidR1RJ3qFIHRQA+AgBAEdvuouwCw++rVb/v+07PV+vGT85/8+Icff/i+Z/Zd7ySpRIKsQk8SNKZx3K5Wq2wDU85HRJznuT2US+ovHOclkGNWIsNEWmqMbSn7w4SAUrVPJpeYYz46mUzkhoKGdDUdRc5qkkKLtWQao1wyc2Qp4aLOejldaFzLCLDkf+pJQGszp6D7cSA2JbZlJiUFPrsJlK27gjwqYOOwGs6mihnH02zDlqobH7BzVEcS3HjAKoCJQqWpX2JhqFpEPKKIakrqva9h39lN2CYXZaQussBTVExfTg4yaSCEI4OWcvLKMVR132QFlry+nIfeAABUWRtY8sfLymk8KiAX7wvSWG4jEZWwyQzGmskKEDfH7tLEJnlYgY959FY+KZb3aXzc8zAd2EYeFi5mDE/7Fly1/E2QijmEEskiXsrySIMWbQczbKim/x1VI0rtMLeB+/4//anO/9/uPPe2iqVO2gTgLSrD7P6Cv480KvSAPhBPah/UIyTtFDVCVC05fqJiSexECsDIZXtXQUGxIRQTKOCp75CIki5Rncd34aQjf8Bbr+4N93xRy3qtSXY5GUNPGJ41Jij/FDGh3u/0clhZvezqNQ96/6FlQF0i1CuYeRpZXlugevxUALOK403+DpJ3be89FEFzYczKfSxFkxzDt7iY4OuysvMwNakJhBZdYjTTL2nmYdJI+rOlUhvcvQBfeQCPmbrdWEG09UTNq0WiGGW/3+92u1mKF7Zik9Bi41rm4rEuGvJbEQJTjbCz6+s6X/P0XKmlmFlRMhSoWNKTqPDRlTAzwTg3e3YzM9UhWz0TGYhMWQTOJ/zM7ObSUDRrirrxQu0TOXYnUNLD+XI2Eb+HazXz3fuNGJQNrf5LZjPaD1UmcOn64JQydGwJfXQm6emsqyQKHr2+8RyHBxjUx2973yb0bXYvAKcjugc9Wr61G6S3tJTUkojMfuzeOPDhNyckorYnF7OuOluvY4wpBUQDjnqbNUjagejt5euXL798+fLlzc3NeNibxsYxrjyh68zSQTXtd2NdYMW6EAGwNUhsGFMK7EClqjsSAGFx6MkJBcuGQ/1GFL/88ut/+fVn4zjPAvMMX3z55tGTR+fn550jm1/YmOVBVYCZVDHzqu/ueDcdDohA7AbnErGKiERGVJA4z8HzkyePHOHFxWsAePbshaZ0eX1tjm3JKn327Jzdb+/cPBujG6Yow6ozzRCXEySFWH28mNB1PSKRtix3REAz7rNRC6j5RwuBEpH3xEyO0XvvHDHz87Oh7/th6BjJXPtYJ41hWPWYOTpzGA/OU9/34+HQdV3XDzY66Tq/Wa/X67WxM9pHm5m7zrkppJRyiFFKMc5J9PHjMys9BatpCjCR6/viAmWumNraclaEKs8EQVWxciyzI6j34zhO05RS6Pv+7OxsGAazRa0Ntq3J2v7N83xsdIGIuF6vT9LP7ZirQQ4VMMzCS3TMYxWbGd5VPfqqbqEIDo9OmZPn+iQdZwyLyS0zO9d5RusiYtAESuSZWVTnSUJIw8YDgBKLQhmRAJGvoBN7IqzkUh7nabebdrvDzd3u+vbu9m47htl5T975frjawc0/fTHB5pMf//Tpe+8dDocZ4LDdzuOEiJpdJdFsXwkJUJKiVckJVjHQdhx/9/XVP/3zF9//4J0njx998qMfDh1t1sP5Zr0aOkKVEGOcN+vOvqD1es1NvHs7AVxyLyT7bme3ai6mO9l1g2ohL7S4djOiedgCgGPGnmvBL3C6ANr4crRGsGscvzJoJqmMpwGASEBRoM4QCQtWbHuPxaxj40hJRAxZetdaeZfxMRfFEFYjLlUlLo4y1cNfkbgoYrBu73JsJ14+IDAg1AkyMHX5BGREnObZGsYm5AFtBFMN3phZgQAkxtimVuezvvERrUSgag5f2lSqd1uOUItFgpRqEXV0hvI9y7EjaqlRQxcaV+tZWLrxJiH5yAYyu6cuzii5+485ZItSo3Vkbp0mc15f6RFK1dd0UHoi+QFBJCoTkwanI0QIcyyd4XL+mrtpHW2TxaSZ0x7UQLIMrmoOTiwuO7g8FHASyK73c4B1ocu+xavzbRagTf3wlnSo70AZde3J+wBEQPD7KKDylrG2fKdZ97HWzmYyiopi1sOS5fImUkdUUkw2oBXK2V1ZWlCZx1Y3CGrLc0slZMJyjO59QfXLKLhWK2usoB/qfYLWyQSlbDe4sDltiS8Y2hKwXi8yIzBgMRUopCdVqWWA5BjAcjqekOIe7PpOzryU0n6/Tymt12tfGgxs1MCtr/1Jk1/8P1MTSV/NC8yPQY81ckeGOqbaLxbbHkAIWmgVlABSufjFS+Y4FjP/Om0nKOXz5u/CLOD3+/3t7e12u+XhjJs/rdCrruqMWNpRhFDhO++9J7YE5wrx1X6MyjKhYwGbAYTma2w23Llnc+koSEeh+mVhY7NZ38R+dbZ4WUzMqWaPHo1jEB/kZC4g4aIGRGgyQtqX3cfxm7fFRfhXEhRqTYlllFUv7UTDdrKe8eEkg4WIJUf427eBY28lpX/7qOxbZXv33+GErqyNv/YfhPK1wokWg22rIlWJaYmBxZJQm1Jwjtfr86HriehwOHz9zVc3NzfffPHr/X5/d3c3TQcqektMidmypgBQIOW9aBi6elcrxkJEcwy182+3haikgCcjgjxYXeYBSSWJCKPfbe/+4R//+ep26j0NvQPQmOLV5bX8SJC5yputyomLq3he/845kegdn52djeO8Hw+q6BynlKYYmTmlgIDEdDjsQpi2t3fOuXEc33nvXeeIef31q1chRO8dIosoQFQF45ip6BxTZmSwV+72444ZbZTgKJtOZXWEqgRL/iWCHGOQF2cKBGKOUY65YyKWzruuc+tVv+47S2QhQAAdOPV93/c9EYFEi6wgAtS51GtJUR06T8JdZ3Bc40pFqlrlWJXKYckvZ2tvd9I7MocKdgt0k4dv+dvM253lhZopToyzQPLOmUFY1asTOYlxnkZzPbEr6Qff97294Ozs7Pz83JRO5iTUkCSlPYCyVWbjio6IaZpOkjOpMXJARAOmbJtV1f1urExRc3rMSmnnqiNoWTwCjdCjHQnZRVaGp/1lfXYOQGUS6r33MchuPDB3KSZz4zD1EbM/O1tvw64OsFANo1aHLCIpZJpJCGG73e92u53429vb65vtdru/2x0O4wzMXd+HFNfnj5CCutU3F7e3/+G/fvrF1S/+1c9Wq9Xj58/8ari+vpQYmb2mCEiSEmiKZsuPasmu0+wlRJHo/CNw8LuX17/74tV//E//5Wy9eufF0++//94H77/77NmT9Wpwfr3peZomM+GsG/UJESPbX6u6Zo9NKUG0NEqNIdnocxkfz0kk2+GU95TEiZk1aWnqkAg9szoHAOM8ta6DWnbUzrnE2Z0/fzugoFxXUf7itPY/ZGaY1XqayFUP81yHkDFRRY51azk5XcsvQiP4eGYGxHmetcZsGA+AyHxfTZVrn8g5hxk4teJNC3UN68dsTqvcI2XmzkJYyhniy5g+wRyiuSV73x2zmQAIUASgFloL7TzfGoRKl4J7obW5UFELD9OCWC6Jxk12dDXOWFxDoOo37nk8ouKRDcZDueGAJ4dv/qXZMlRzpa0l723ZScoBYdwKlWI+39QMKVtIGAqTwb1YGGepRgELAoAkqPFsUno5gZLynXPF0NZD730q2WOmY0ygChhjFC1KqxakOf3sYjf8Xqn2R4F+uuA9SqelCzWTedS3NoDuQfPzb5f5PXwV3+H6UX8v2Qk0L00FFSW0YmXRNmm2t8v8QFzmCnUClDRYU26DkzqxsCEulYCBI6PLh+KWH4IC2p57qf/iUu8SNPkEbomrbuPL27lJIyeDKnvNTtHQhP4ZAlAtPuub6L2Lb+GvxrUsGgF0mqbb21vz2FxtBptIxRglJdvNC7CW9wdswbTmbbPMGss/iWoDA2J5/toOpI1gyj3hwrdMZcxv9BtUopJudBydUFKdi2upto1fEpmm6ebm7vr6+nA42Kfb7w7Fuc47l7cYUcsDBC7hBPVrC5J9wFerVd/3Phs0LL1Tbcxqt8b33CnNAs45xyXklJmVQ6WGVs/Pjl09hn2Jys1vQlxVT2+JI2+iXVN80DrlhP1YkhjkxOmkOSGwZUHXm4PY6s8RQBZvaAIob2gH/7cwKh+kXOp9Fd+RQUtLW5W39ZDt7lSbme+4sz1owHU/gKF9kwej2EtTdwrimU7vlJF/XJu2eX2UpZ7gXN913dB1zHw47C4vL3/zL7++uroap/08z/v9fpoml7bZY50RRFOY2eFm1ccw5/wGUNuvsLiZt0GOFgzV86KJbTYrAXSVP6NwGu1jS0VFBUEQwjxtd/tvvrlmhJTE6HPDimOMyIRIKQasO+o9YrD3fui6s7Ozvl85352dnVlFfn1799VXX41TXK96LWPtw+EQ58DMNzfbzWa4ubq+uroKIa1WK4CDar6HKYkqIHBSkBStdu6YFMkawGG9gWnfdgiZumlFBiw0+Drc8cTMXe9d3/ePHm0ebVbOoyPsHHWd6zwzE2P+mGuv5vykqpJCjI5AEKFzXiGBJGb2HVvsHnVr873QqI6zTcjddjuHYOVR1/XZ3jCJKAxDX2iijgGFo8mMl1CEqDWfhrveepIkIaV0OBwQteu67X6nSUrCipEa2A89nZ/ZPj9N0ziOSUKMcRiG1Wq12azMK9XAwLqqba5HRdxlxi1mld5OTGII7TqsnZudEdUNyxDIagZTK11oU+OaDlkEQgjOQXWsbff2kwlOVglqztGx6LYwp4vrq2++ef3P//Trw+EwjnMI2Ujze+9/+MEHHwSXdrvdy5cvQwjPn794//33nzx5cn11e3d3d3V1YwEhiBhCGsdxj6sU1bnOd8Nw5gXHpOC6ftX3d7v9xdWbn/zsz+I/ffr661e78esvXn32Z3/2Z7/85S+fPHtMDm9vrlQ1IsR5ztBrAUkCCAsxPwlxMuhPo678qt9sMMUUxs+/ePnl777sO7deD2frwXv/o/f7jz/++IMPPjClZb0hltLejp+Mrdp6gBW7DuXe3bfjIqIkS28PoBBBO59ia/Ff8CVVdCbDyUgOKiRNABhCUETnsE5mQaHwEZZCAqEONcIcwqIfYfbez4I1ldGkZSlpCEGPd3g7x+z6ENE5dq7Ln1R1GNbZ6NVyzEvBaQ60IcV5jiFMzEzM0xSqMaG5gOQ7w8W7qJgOQKnwpNjCNw6ZS0ivJGDJCfUiC/lTpHWgqanI+WsgohgFEYGPzMPMzq9t2JrCIPNUkwgUV15qDNWKOylWFmjuNptzz2eF40kZr+ZbczJ2SRJOaghrTMoGQtKUYRaAKWUwWWlfNohpm9QqWilwC+VcazFuBkNJQasXn+24quGQTRZUkY8AavteQyaiZ8/SWpP0fZ8Egs2ESvTfW2hBDxcV8EcE+YG+rXQ5bdDe3lQi/y//a8NJWg7y9ne03ZoeNUvyAEkJvzX4QZvMrnuvxEKxNxhVNWEBdlASNqYmAEDNMw/aKJKlNBjZMgQQsbPp4JHpJiikbFRFFcQARBQEtqaiNR7Ek2H38ofjIS8FJsaSGoBoydeE6oCoNFLk7DMWl6pyk7P/B2khbyMDnrhNWDiv2TlUkilxw+jTOszL26UJWkB1PEzG4//1rz8dhuHdd999NLhilXZAxKHriUGiKbMtX1Ey8bQ0V0tzi6JJuIyRUogiUm+jNELH8lXmANLOiIio9ZsCAMAYQtCYzD2FmR2XRisb8WjLQnGARgEi4jmEKSYmnwAvrq8vL67vdvsYzCuZof0Aqsw8dM6MEDRFEQGJjbgxEw9s6twN67Ozs81mMwyDzfnum9MQSCkaEhRHFlX13gaybNMp55wnpq6vdup5aAooIuYLx/e6lyVVDxeExC+jhCMQTCW2WkSs6rsk950tIR6DzFrSI48yJ6VB3gQs0JYhG80QiFpCtMQUAKBzrKohTgi+7/txHIl4vV5P0xRi3Gw2wexSCWOMzvkUpczmj5rVogI9sQ6u+w/f33NOLDGXKgF7zYOhZgCRWzKxo3phvaYH8twF6iSyadiAAcDpnP3iyspENEI6SSFm28/GGBNvREQh2W00PryqMHMMEyI6R3EOhuFserdyVgrLPM+7u5urq8vd/u7rr748jLvdbjuPe1Wbu5tspMOF95IqiN1a+NRF69xc0sxs8MwiEoOYk7XZYrUEkuAYFCSl9XqQEOd57ryvQdKSWYHKSEQu+LNf/epXn37263mOIQEBEML5ufvZz37y0YffW69XcxhNksfMU9zbolNBAFKhGCWEBIrITkRCRqtkHMfD4fDV65vtdnsYp87zsOqWkjRlfWNm1SZTcaVaGBmNohYHRhIj5qRZ1NWVEZV1vgSCCoDJMzEaigm9A3bgiLuu27jovbf+Z7XqNutV1/ned6LROVp1vUIyXIUZV8S2zs3DcBgGk19ajCeXXK9MpEQw1w3bcAzisLCEyk5snYEtu2NhH5R6t4Jg1v9Ya5RSGIYBm1wcQ3hilOpZ0gCJCJCv2VigiLjZbMwIBEmrgtpSCriZGhBxV0DL+uvsqSkO+66CG/aY2Eeo0KINzmoFX6N9jsVaWaFgj5jVjoYCmZ9h3uerwzPQSXYuACTYIfWuP3tzM/3602/+/d//19cX19+8fnN7ewsggmDh2IDkupX3ftUP9rYhRWZ+9OjR+ePHV1dXt9s7u1Hm3pGDZ8BVuDIruEoGyTzP0xTOzs4uLy+/+OKLly+/cexU9eOPP/6Lv/iLd999d7vdXl1d2TG33+/tmfXeHw4H+9QEUVXtnwx0Xa1WKmI9tnXCdlsQsffSd/7p06ff//C9H37/w/ffff7kfL3uXDhsJc0SDiSBEDoCRPHuHVWNGpEUMc1hSin43qWURCJQ/kRhTgBAvktjMpCq1kjWAtmHzT1GkaKN4BfdRyGMMHNSk606VS2NBVVgtuXjAYDrentGDH6pS1GAWlV8joVAjJJUcoW2lG0ui05rVh6ws9lKSibnhHoDnXPjbG5zLolY59x1Q0ixcL8JeFEPChpNwLXttChYcoPCkSp+jkvvSuiM9JhSYnZE2ePEYgkz+squfuSUkiAtKZoKbRlARHNs1DrFgLxls0kTwafAVTSr+cqx0jJzu9V6eJYSBQkBDJiFUGxLC1kXqySvYsJJGykpLUYAqViGBrKWu5k+lLeyo6FeR6kxMy+fiEDJTDuhRFyIiUixBi0c2dXEvMiyUVnueA0zBA0LpXkBZhUQKEfdSFVIFmXvA8NueRj6Ola43GdMav3v+RYtgOXCKa1uGC3ZFBHTQ6kK//N/90P3x6sJvyPA9y0/fjL116JnW4buC8uwJRwajlRZeVnKJZVHXI0QtNr+WrLNMZ8TagRg29KY5UtFRx+2LtV73XaxOhHMASgLhJI1W1gQtGSYZmU9H8chaPsbW15ZRrlEyhxIoIxD7iVNYwn1ykWPNSQhhN1uZ0fCdrtdu7M2CHUGZIci4sEVk8ZWyrVIs6x+1SSwcO6X5tn+bzvcfRDn0QrDqyrYE55vl6UwMWud+bXIqqqGMq2MSVTVe5+iXlxeXl7fHQ4HVbX9t7qttkMRu7AYoyNkZvI9QbaGa0eeIQSRrR0JwzBsNpsmaH7Ri3PZVpzzzuWA8pQSkWPHnVXlzL4zLWBX67xcqEHmKWmJ+oIlmRSpOtzQ/VSWh31Bjhu8HPB6fzLkuFqM5rXK1XEo+94uls2I2LHPo1aClKImSUmc8wnE8m6gBOywGxg5xtR1vXPu9vbWd92zZy9ev35tKh2HJETzFIy09hZ335MRi548eap6NLu9hx82zm9mUV3mamik8ULN1SWcxhRuDWta8+RFtPXvrVs4WoSj4tJjEpvPfUUhKqVZZUZTUTtCBFXSJAIyjZMj7HzHDjf9ZhgGRJ0P+7vb24uLizdvXl3fXO5ubw+HQ4jT0HnjUQ/DYCeR1XWY5dmnypm6ObQ7zG43FqIyJQFJwszDehVCiEFExDmPjq1Ic86lmA6Hw+XVmxjjo836yZMnRBTCXMkkZL7iqAJJND599vg//0MEgKfn/f4wMcM7z57/6Ac/8J7neZLcvXgiWK1WKWpNTiO0ToZjSAoLG9BG/gb+eM8pEXP19SyTINuKNFnOsmp1CQbz5cZFDAMg1hxHRGAmZh6cw5xPYPs3EIFnhyq+c57IMQ5D13nvPQ/DsHZ5CNL1br1e994jKWrSGGLC2eTKoN67rut6Imuuzs/PrRA3YdsSbENkTpjMPB/2ZpGyWq2y0VyRW5/wonMlVLyCm7zTo42uGlxN0+Q918FK0/yQ99kdyjVcgxCmeR6z7UFK1kTlHhIX36w88vc+pXgCrFXDleqnV0PSjU7c2mzaBdsntW5hmqaaLz/F1Oqc7S+GUy2eGYWCsd+PRymFC4PRZRy1eUzIEbO7uTv827/+v/7+n353fXs4BGHy54+f1sgKARQlIgeUcymG1TCsVsy8H8e50Z6JyJziYu4d08XFRQjh2bNnL168sGbPbogIhJAA4Ozs7MMPP1yv17/77RfM/Nlnn7169ernP//5T3/60+fPn4cQXr58OQyD2c1bY2mU2p/8+Ici8vw5mJaBiK6vb8/Pz6f9dDgcbIjQ9323GmKMwCFE/ebV65cvX/7q7371/NmjH3304YcfvPv+i2ePN8P52RNUkTiCxJhiintVFYne87Dq2UFIbYwqW93sVvbooeudwVw1gFsARTS5pMchrohYY+UBIOniKyMpGTonkhOyTVCw0JWbdO/sBmcdtSW2qyJilCNeXcavDEMr3KrKNBYNdQKbO4didBdCCFFaK4QQQhScpqlGvTvnQggLaqcopY0RkZS9fEOjYC8nFzHxEmshIq5bL08xpJZw2yjWoKFMH20I2LiOp2Y2kjvDhhVVRYmVEmm+lzWlY3ERw2yFKHIUYo6IAk1BVR3+FqlTodggFelmqV6O+UpVWaNIjY12lTgKEangsdcGtq88kqjoYkxaM+Kx+hcssX64mGXgkeFnPiPsUMPcGQroVEpZA9tTSRJQxbLmqWR6J/u7NiEDLYUHSmJ52za3kNvpILskIi/q1oqoH0V5gBbM7ChYgx9Ur8Af2fWK32QkAAAgAElEQVT9kc2efqd/avm6VKqZ4hqSsxRyv6aKAJxQAc3ixeYR+YtsKp5c/TQVkd2gbBGqqA3T78i6pkbHABq4Vi+vEXpQy34EBlRS1aBCCkygolUDy67ak2BraVOqQ6kPXou2L6ThfOpTpVyKxoZcx6qCNWG0kC5TFNPc393t7Fg9HA7xbChZ2CwSLIo4D/kQoMGLsPFmrIzZNlQn028hHaueyn5RMPFmCWaLvHzTIJ0YRVohaZtyuT9LbrtjDiHMJsRHUpG73e7i4mI/BsmkR5MHFI1To56KMZXxpytFzAOWleYokFKSOM9jN8/zMAwmhW8LL+/IqrdM+jXrF+au67rO9X1vAWtZsMfUZj+YQ6Ot7ZOuLy9CSQ+pdR82/0V8MG9DT3iex5PXZaPn/FUuutZjKTaaD6r19ozE3GVqCqBzgx0xgMjOqagKTjE63z96/NRu+3q99r6f51kVzlZnE03SiNzue5zcC2hYts632a7cp0/QEpJZ+S5qftxHP6uLtrq2mIV0vfguNQJHBIAgauz6dp0bgcpGwiISY6araYoljELt2yUSAHj26JFlMaWUwri/uL24vr7+3WefXV9eHg6HaT6QAjM5Txs/hDipCheL7PyYmKwW8Fvki6W5F1E9O386z3NMycwMRDEGCCkiOCAlgoSUQhrHw263Gw/znOKnn3766vXufA2/+MVPz87OpnH03rk8I8gOnqaPcKyPzldPHvkn54++//0Pf/vb377/vXf/9E//1HuepomJEJyIBQwkgQBAqoDsGBmUQkghpBBTjDLP82GaDofD7rC3zJVJaJ5nUUEFSNIgw9aZZ3FwcV2p3q82JRQCUVUCNhUfMSUVVYEkkkYrMTt25MCzGzrnvTvbrNarvutc77nrOs9skQkDJ5udQbb1jhqFBxRUgoSKBECIjqhn7ryvUWm2sdjYro6ZKtxBROsnT2rPYH8xuPjEdLfiftvD2ELTdWBk7WX9Qdvn53m0nsfI56Y6Vg2VxXc4HGqagvU81Z3YOWdx4aoaYggh1H2vXGSrIMJqD1N3vNrX1Y/W+ohUrR0zr9fr2rMZkJhCrOhl45/Mta9rY3XOzs5OuMr2Z5rCCQyOiIcxYph+9Z/++e/+w98fotucP3vSrYDcPM8xzSHMSVQEBFCAECkkmUOcw04E/dB7j6opqRA57z05B+Qqt817DiF8+eWXX3311YcffvjBBx8Mw2AfzXufK37nnj59ulqtQOnNmzf2LfzqV7+6uLj4+c9//uLFi+9973u3t7cXFxf2kbfb7atXr0Tko48/PD8//+iDDw+Hw7/8y788efJkt9ttt9soKUoax7HyHgEgRuq867wnkHncffn15dcvX3WOPnjvnR989L0fffT9R+froffnm7VzBGnrnFOlmObt/i4ZlaPrjEOUoqSQELnrho59ghRkRETN8QMqCCCIjEx50tWS31aOKiEoSqw+AqvVKrMfVa3rs7q9NmlJF9ex1PTtoovyQkI60bAhstE97GxJbTYjqq1heyiISJDsmBPJympbVLYO+9WZ9z4EQ+HYWKbsC5taMUGzqj01/nZ5catqSqoSIUZCh8jeOUGIRcZdUt3RgErE9tRezvfY5FtC468CJYXvCBKHxjgG9MSbPXOwqj1giRRukspBRGoiwklk7iLBSTkXDY/tARCoiAtQUpNk2IgF4C2ij8I6KUNebCsEXjrZIoCq/kB6HDj87Yr9WnFJvuBTzZsnrpkcokQAgqQAMSYBgxyTwYAIkDTWdrfta6TxyTmC9/QINdX77d+xblANGSvvjScHfdNLESyi2SOyEuj/D1iffregwbe1fA/+9xwAYpNZEJTSKDfVjVYsEBkUGa3VUpnFWkIsCS1ZegeIchQWDQAqOcsBcxirnqBnpJKRblCCSg8rx3DdP5puBxETZWKaKsQkjKJIXD9C5sjlLNRMsE7Zx7xmZAvCPfFV3j1zxdDMdYoQv5h2CFo2jNEgEyQRmaYwTVPtf8wm2w7yaUqqJh3XmCIRgogZhS8Sl8brJUfYVeFZpk0fecncW9mt882R4t/Mf3OXWTTbqnTk9yXZ6gUUFHgOMaWkxNN0uNvud7tDtAoDqYlPISBUyTEbWcshhgnABDDPcxbXdV3nso48hFAF61kGk9I0TdMwpDCdnZ31fe+YrdpF5x1nn3EGJMqRU865zjvvXePDeeST0UzIiiPiMYPUpBT3XU++RXOL92ZpiEx4FK5QGB5wIjSHDPdl8LuG79itM0a+zd2LkNIAZy620p4XQFuQVGN89c3l69evP//8cyL6V3/+Z1bcWPiy4Y2qGlI60Yo81PXZRUoOBrpnUvz2qAZpqeOgpZfVe05FUM1jZZnSlY4uW5Yf39ukuXmoYIUApiSARvOGgoOlGOeeFbLmlw3wNaLu629evnnz5vr6ehr39meep3ma7V72lmaGIjGMIsOqq9iNmIoDEIHhnj7zCJzPw2PLa5D9JCGoCDgHfd97cvM8T9PknY8xXt5cv3r1+ubmxgKj9/spzQAImx6eP3/65MmTs80GAA6HvaA4s26FpKBiT/Q4vvv8+X//r//1OI6bs9W77/zFT37yk3HcX15eTtNEhHOYiuiL1HUiInOa57ifx3Ec7253u91+HOdgT11KU5jHCcRmuA4MWzLhqKXDi1SPrUw3sBlsiUpXu9OqQMBIKjEhKiExoStI+Majc37ou9Vq1XvXD37dd33fd56HzjMjI7BDEEUEz6l3MHivg5MQAaTvezNTiTFY58/MqskMmTSrbmIIoes6M0Q5HA7VoMV2b9s0Hp9tjFRpnEwTGNeBy0nhpaovXryoRll2z4hovc7iQBtv1ak/s0ckEfOfwJM0hZbMBgAxzimFs7Oz1WpldE2DqgCl2rdU2vxyXJZki5yXfRQvBBVqI5dtkE/kdjULrna2uYl1qVVxV5i0cJW13WOZfU6bsHl3cSkj0tYALIsGu9VhjP/u//mPN7eHj378c+7O+9Xm5na78t04jklAIQFl/x1A7s9cCGEcx9vd1s/TZrNZbdZ205DZNrfD4WC36Obmdr/fHw4HEXnz5s1ms7FPHaN4z2aImoMBid5555133nnn66+/fvnyZUrpyy+/vLm5ee+9937xi1+8//77m83m4uLicDjY5PHy8vKv//qvnXPvv/++sXadcxcXF69evbI22LxbXOfXZxvXeaBVjDGOgZnZb1Z+kBhA0levb75+ffXv/v1/efxo88OPv/+LP/mT9Wb1dD2T2Q6Jeu+7oUcFZp6mINGStZGB0AzsJVvYL6ISUKWS2W1GAYJQBgTYbtTUpAUWXZZR5RHRhGpWJjnnbL+1bzPK0tInWaaHxoHKJUpheM4xtKHeS+IU0IkHuF3tPM82Dq6utlV0OgwD4jTNSyqVlRBZklq0Ic65MIdy1pP3rAC+BHxLKucFgiiWdLqiKUhZCVW7vqLda7xnG0itKZBkqUibThsagKF0c0vuhSomXepIbMy9Nb/JUqho45NfJolvU59Rxdba7NClPgQ8IbKdeOxVEuxSWiOdzL+Oy1Hzk1XjhSphy6w2R5jKrStgZiktWqtwOPajQfAdmwN8TWJUKm6lAJQgZaNDylYuhCeCPruBNQWE9MQdHdoyTxBONXdNyyqlfsHS62fPoWoXgpmdJC258YhOCO4E+2t8RfFbmrQHYhyaBMeWnPVHtHxN9Ya4UCiLB20ZMEjjAQOKAASqDKAseWbSjBOqM2VrNmuOFJidgy2RijSBgtok3r5dy4jJEiDzNKacc2AxVvdZaiICBASYLMdalTADDm1YyhIE31RsKkX6fKQrLIOV0r0sKg5dniUyNhMgYlVXZyR9nuM4jqZcNeR/mibvfYedcy5GjjGadSqYUnJx5bK4YqoH+UluOCJqkxJx8qxWKW3RiVHe1RptSSn0a1CiCgCppqQZ6Fe1+BR7/SFOCRDYzdN0cXl9e3urQMweGEQgCmiW2Gp5T0Rt7G2QGQunvChJpOuYGUuQQ51J1+vcbreHw2G/3z99+vT8/NyoStW6wIo2IuzYmaFCyZvKUe8PGyPpwx4npyHjR7e6zQE/dew94XlWwPCk6zP6xrE3po1RgPQBtiQCSAKBmP20jCqHzijBEpNVaFb0fPPNl7/59NdW3j179qzrhr/927/9m7/527/8y7/88z//b9577z1bLeb2zn3XuBmlk1Hi8Q3jEyuXbw1UyASHCh1njkAR9dlvrN7cWBC8trtu4EQtntZasT5Ah0RmS95QVpAAU0rjGAwqMYBi06vJYVNKu93V5eXl5eXl7vb27u7u5vZq3B9ERKQYVyApABETqhkhCLAjSFb6ozhkuxtFMZVJ49bWlnY9k6bqAY8KqJASdX6thCml/ZhCGO/u7u7u7l6+fBnmtN1ub3fBVpgj8B68h6ePH/3whz/4yU8/OT/f3N5e395dbzZrAEn2exHz6FYBYpqnw4vnT3e7OyJ6+vSpavr6669tMXddZ0P6EGW3248pTGPYbre7u/04jvMcxsM8zykkGzwAlzXpGbqOpgSWsbb076poTKJmEpL5hI5TSqjAaG7SwkieUQrLwCt0nbPH9tlZ770fhm4Yht47ZvZM3jOCdA5V7X0QGCBFJwlidS1MjnnVO+fco83aQkFpyflEZp6SiEgIYKkb0yRF/AbeeyJGBGbsOjcMg9XG3ndWOtoeYg3bInBa6Fvy9ddf1/apqoWrM0QbZNqqfWxlVi2QScXa0FFrqzhzFjpD/4z+oJAqKbdlqWmM1UiTiI0xzoxhDhrNKsxV5EJFoYTqHbkU6ingb0vcgKYTJk7rGtoGD4QwWjRR1UrZa4ZhDffcttWfX2+vr+52QH3Xn0fwISKSV0iATM4DMSEDmHc4MSt5T97v9/s5hHS3Haf56dOnSSFN8+FwuL29vbi6vLq6GscxBVivu48++ui9995brVbWr9p9tq+1cG1QRJ48ebLf7z/66KOnT59+9tlnd3d34zj+5je/ubm5+eUvf/nee++99957FxcX4zhaRqKI7Pf73/z6M6N9fvnFy91uZ1zQzjnDYlNSAGKmwyyIjlyHBElTTIro0XWSgoIqyDdXh5dv/vHXn7/+8Y9+8NHzdH5+vtlsus55jbJPCtKx8+wEhJEG7xE5hXlOEwBop4A5ytMSxgEhxSQIKAyg9tDZtDHG1Hi2L/bRJhAwXbSW4OIjpTos/OGhyy1ZVVvZi3v2i8LT2fcOLAIey+RuGSiMU6i+3FktJovSp1b/VT43zqnv+xijCBQENZomzZ7NEFNlFE8SzbbblGZt8kvX9V0GNvP8wp7ZjDdaJ4ygqvM8iUgBNhdNL/muBSeq0KkMRY/szVOjf5OWmZLHImTmYa3MrIY/14LNwuhNmquNX1q1kTzq3whP/GPKzszLc9dWPtqWPTX4Go9UwU0V9OCw+4hltiTryclsC7R5/X2GUXEpwwqvYY64QM0GnoqAwoJqdjsJpVbgaAgwUe2NlhaalkgsvTeXVmymz7rUXantG8sXoOWmKWFtB7Tt/bB+lwgnGQXW9f3BDjIPQQ3fbpWOf7hPTeW/lrwaRQVBMB2ULUYtkKhoNrjM8bidl5gQzJL3gcs7Qo2z/COTrnLHU6luCgR5tTEASsr4myJ+qxhpMZxVEFSHJKDc4ivFUyhVTe8DZM77TozLSm1DBStDBlwNbcvBCWUc68fxxiaLMUZVs9umGGMCZSJmb6Yv7YyihBEpLBE6lYKYoZEckSSn/kWtXzDIEpJR7FuOrOrzQMg22TKAl7KvSSZ+a/WSClFEZJ7jdrubwtwPawAc59Ay3Os86YR0WrTHuW8HIpE0jqNBfN57zwT3yYeSjCh7d3szT+M0Hl68ePHo0SM3DJVe0nXGAmNVdX3n8EgEWLK5jvU5cIRItwzP+ktPBjHHEZQNzeOYHbr8TqQanNja4ZYAxNNkAmmq54VsIGh5mVbSWSh0mBMAz9N4c3N3eXn55vXl559//vLly5C2f/VXf/U//Q//ox1jn3322aeffnZzc/M3f/N///a3v/3ln/+3P/7xj8/PzxzSs+cvbnbb8jiYe2IpCx8WMNKDAtG37UWG/OR1jFDF7K3TseVrGzcQmkDR77AHSmUpWxdMSPM4d73rHK/6dd/3XedUdZqm/dU3d3d3r9988+bV65ubG0s8AwCQyMxn6w4RVMQWz2GakZxKMkOFfJGWEmpnJC7CyzrlPWmGH9Q9EhH1w36/v7q8uby83O12+/3++vr6dhew5KuuV+Zq6B4/fvz8+fMXjx69++47m7OV936/387z/Pjx42jjc0Ug48tlw5vOddvtdr1eP3v2jJn3+/1nn/3O972VTZdXtzc3t/M83+13t7e328MhxjjPYs0so8l3ofNcJSjJNkqEKPW5kBy7Ws9lNE6NmoFdbuxtHKcRBNHYIpSIYLPqANURrlf9etWbM8fGZy6c9+wQFSKpQsC+cwyCKMTUdd4x2yjfDJBsx+26zhFKmBHWkkKYRxQ1jM65zrPr1r1haOZWMo5j1fVVa8rat4Q5GL+gpukY8mYBd+3pUGw5fXXYNzLkbrezJPoW1rCW2xo5q4Hqr14WRlEPZofnVb9eD5vNxsioOTAQJYbYOtBWJR42LE0TIGTaS0p5vsO+nmWunFPVrqO+uCbL2/+1z1XvRqWc1LlnO5srb7740y44vIglB1ZQMYsDga9vd12/8SER95vV+d12363W+/0WmBl6T4RISWA2h40028HSDwMxxxjHMF/f3Rpe55xbbdb9fgcAKcGHH7734sWLDz74wCSdRlSOUZzLRN+zszMr/VNK9uDYiPaTTz75/PPPr66uhmF4+fXLu3979/HHH3/yySePHj1yzj158sR7/83rV+uzTRaSpTRN0zAMZjxmBqm+713X2b3anD+28VwIIUaRJM45dITexZiQtOvOVOWby/3Xl//5h+/Qs2fP3n/33XfefX6+XoGCivQuMSVNARU8OwJIKTFS13XzaJLvJQoC2AEoCgpGBK5xZ6mQko6CAo6kqtlhu031aDdeWxKksMhieaEKt2PyghsLMzM5c3Op/ScRdR2eYFCV5SEiIUrNWDLY3Dk3TZOI+L6zTSDGaIJ3Oxm1QPQxxmj+nWhpkDbxSUmEyA3DMGwm77KZk2M2Kk2+ZvPhaAT5raNyfk5Fj4IWGzeXI7ZnSXJvkacGXZAKJOjbD9P2HD4JKmsVdMsc2zhW+U4SHmd36XGoQxuaXVXcrcV0RVmzb6EVZpqrcs72BCZTXAA6EwHU1q/NeNDmxCz4CrZVKN5LNdAksiRaECgIiKDlcgECOgSBahujrUFLHZqf3soWGNPTxifzjPCB1gmJoGSK5AqyRmLkLAfMEwtGVGhB1IoS/DEMz7bJ0YeiOb5rVIM+7J9urvynRUyVQlYGMhedmAGaJrRTUCLLSiICLfCUaMUhsdQNBQDIw+Bj+/iMMoOqolVDZFREyFUiWi4HVoFpLZq1JDTn+TqqTUQUH0pUryDvsviOXlBP1uqcu/g0FAVWlUakJK0nu1HSLWr1cDhYmIEZQ2XJsrGAKNsGoFpgM9Xat5nN6LGPv6oZ+NlwS4+SYepFHtMALCkl3XeegIaQ0HK1oQz2NRkVQVMyho+M8zSO4zRHxx15l5JoCIhsyeiFcSEAZGCXHi8nRSIqbhB295KoziKCXQnNy6Gm2ZzG6qQQwt3dnWm3YozvfO97q9VgUcVEZIYHRUQKSqiUzYUUgP9f7t7s6bLkuA/LzKo659zlW3ub7pmengEwA4AETIIEQiS1MGgpZEsvtuxghPhq/0l+kO0XOySH6bDFCCnEcISEF8rabFOUCIIkIAwamKWn+5tevu2u51RVph+yqk7d+/UA3PyinoiJma/vvd+5Z6nKzN8GVPfGe0U5wo0GbJxCjbdEMWLZTwiosL7apy4H3exyIKVaYqSImHdbBTBZGy2EYgzpcOvy8nq5WA/D4H08P7/45ONPnz49WyzXiKjJqpPJ3FD7w8cfWWv/k699/Rd/8U7bTkj4D//wD/+P//1/+w/f+w/f/OY3f/Wv/JXbt28vF2uyNl9x3h358E/ouOp5/09A/zin6kE1C6mEAcBlcpaXWy7cTmTI3sqvD7dJvRZYQqOG48xHp4cgotK19fXlpxcXZ589PT8/P3/2IaavKeo0ZiwhQgyECMJaKQRrrTWogmPU2WBFoTBEqrYajU8FCSneCFytb609gdNHTx6fnZ2dnZ2tVlzIDwbg9PaBMWY2mx0eHs5ms4ODg9u3b9+6dYtCWG/Wm816vV4yByQJIQgmD2sAwbzLCMgQfDedAOHV4rrvPTMvFgvXTvq+Xy5Xnzx5cn29ZgZmQIRAuW1TjiqStn0eJPFmRQCQDDCAz4lYiAQS1SpZOe4GduJJkoEyCoEY69rGNZYIpHWmtXQwm1iDnbPz+bRxVqN2GkwsQZty7RCBiUAkWLKIYBEcsSE0xjQNMUMJG5i0nfZF2+2afVCZUcGXhmFwTaOvLMAvEU0mE4V6amAthKBGjroyl0LQObder+uwvnJ9Z7NZvRHrXymno5DTilP/pJuSwXpV15VKGaHFmsUY03Vd2zprSQlv2rkNfrszk8raPP2c1toSqVfnQJZmsrjCWKue1ju5gvpibW61QSonrVgoF4Z5ASRvyh11xKnrc0FBMySYWKzlmwKAPTp48ep8uR5MMwVjBWgzeAwRjSUJCUQmRGEkQUZAE2JMkF2XFq++75mBjJlOp6cnc2fbSTcLIdy+dTKbzQDgxYsX6rRpbaOECNXv6TFMp9PJZLKKG70c+mXff//9q6urH/3oRwfzg9Vq9aMf/eji4uKtt95666233nnnnefPn7eT6Xq91la2pGsovhejWNscHBx03TQKsuBymcNdyDRNI+KY2QuHPhCRQUIhEYRmag1+enb+5NmnP/zxq7cfvvnuOw9Pj6dt0zVkN8OGAEH8EAaQaBCaprEIwk7NRmLJKzaRrBNhFEIrFpHJlrK1jtIut2Jg9edDZTvpjaEPSAqLl6pz8KEwe5GqHEiJZW2siYW1AUnp8bquK/Sl0qzqrRJC8IHrhI8Yo6DdbrfqQGtNkyyIOJZA9qL5T7e/lGkmGGPIOKuWM5Evzq/0/lQsHUlKVG8MY8BAErJm16VR4sg7Nn6Mo3mvgOzVAFj5VFOa3WPVvI0dpogA0t7QUOvbbKtBBQCod1hmzsy8lAs1ytUqdHEnch5qbNDc8CO82VZQ1Z/X5WhBOynHmykoIzuEqII6wD6Zs+COmRGkgEEK4RAARDGZAoXJBESVWMnXRZSqrBIDed1IWtmk+Lr2p3a7kJ3x/eghJ5Wur5rLl+6yvDjp/TBNtKVCiaCSW/7FYH1/2j/0ORag+2MABBSQnPat8jkpQXB6g4oIpQKBNW8gChKiNRiFESVGZJaclzKmfIxQL+qCVQ8YdL6ouy4nn/Iq8EQEGKPJeQ8wwiypBxPBnD6JwlBZRChxuziJw434jj19zr7v5e5/1zqxss3Xe7MumDpj1nlt03STyWQYhqEPQzt47yPFWEQdYKxLVTADYAqB4EzHyIcnogySjCqO60ut6KhD1RMntwpIrPw/LQsDhD0TwtEHGRJPyXvvOQ7rMAwDANq22W632/WGiJqmjVGi1uuSDXiEyzXdUxuWmXFSZSAyc+9DGLaz2ayQLso9r/7OJYvv1atX5+fn1+vVw4cP33zzza7rar/EvTllqUj2tNQ1VYmqcmovwhixcpqCepJXd31VyMgOw7Os3TyG24BVsG98ChFz9Z3Vw2izYAyE/fVidX5+/vHHnzx58ulqtfFD6PteGUTWNAcHh8ygLtaL5eU/+se/HX34ylff7/vhGz/387/wjW9KjLdv3+03w3w+vb68/If/8Lf+6l/+K1/5ylec6/KtTiVQYdQe3LAeru/w8pObU+HkQ8g5kl7bV06NPJGRKoMl709V4CShMjpRXXPxNbMtI9Eaq5Wls4aIhn777MlHL59/dnZ2tlwuYxh0qiIiE1OMjpJnk55oa2kYBhENKEOOUYScIQbey95BxO12W/RLCTlOTlejFrKAHkXrq/BC8d740QcfXFwsth4aA11Hrmtv3bp19+7dk5OT4+NjFV7qUhCFn509mSINMThnQhiMMY1rNtutc2mN4Dzm1Eep3w7X19cKZl5cXDHz9WLpPYQAaIAZnKUQOQBMOzeEdNsLCYsYSL4wMUY1cYrAiELGgAjH2OTiILMgVKpXGWpl1gQRCkRrTNc1x4fzo9l00rlJ18xaawlR2BpsnXHGaNeHMUT2eXHQCAc9ydJap8CVQZAYWFgsMqdcAREZcvQcEWHbNZNp5xpF25TwuVqtyspT0APV9anRov5c9X4WrXoDeu81sE7JigqCJSJZjqdTfVdprooKTlvB7NRqRo2f1iXAGvxT6mmtZUvegzFoDDaNQ9Qk99A0jbEYtylGYleOmDDDadsVM30F8PQYhmHI50rzrwURN5tNrUcq9+r19XWJM00QIqLy7VVqVRhfxQ50r+vTuUBGF00ZEhGRZrLV+KqIBIblavP85Ys33voiGbPabtquE8IYPTGFKBwjRAgszCAozlrP+lMxOKZo9MOwXC6994eHh86527dvTyYTa7BcSiIahtD3SbS53W6fP3/+4sULQ+6999576623nG213yir2WQyuX///g9+8AO9fM/Onl1eXl5eXn79619/+PDhq8ur7WajxmwXFxez2WxUckZ2zmnMRjpdWNg3PAxRtb7GGNs4LVc2PiUYbbbD8eQuc1gNw/d/+Oz7H3zcOnj48N6Xvvjwi++8Oe1sa0FiH4NH8SLSRx8D1vLR0o1EEDLOOZcYiSAgZK2rKExjd0EgdRZLMXgc48sr2wXjmlFfnYsQY0xxdtkBoyqHj1qYvV6voQqIUw/PcZiIpnwpRJxMJkOQ+XxePFGMOOdcYoxLqhUBwDnfNA6GyCiHftEAACAASURBVNUfBKO1uH4bvSsAwLnGOde0uf3LXZ8av6UxSionxnLIuaaUWOVsj/kQFYAPACU9okpuKDM1HaKNY2CuzBQot68jTFV1fUUwl2MDI6Z4MoxBIOXT8sgRE5KKvVZ7gvDuvDLBwpUdsUpMMsWFRJilyIUyeoJGIRPV+KVIw0pZk3BIGP3zsi934rKKvldgFFNpcZs6yUwrAFLH6CBa73EmtBU3R/MnJDPekKhUHUEmcO2dqyg8esrlSDkJoUIyUb9CrIIg9sbin6vr2zHiuGGwmaYOJJ/nvf4TDOXgJ2Sj7yY0lN5AW770D49iU2DhrJrThoxTxrnSy3PquAiDT8tH8VRNJqCSWyPRUjDNLxkAQTDP8wUZ2WgmEaYLQwLKQCdTWfnrvVXZUoMIK2FTUtN6gwuqjWJSGOJoZrEj89XfkPEfVgl1PfolojD4MvVRUmo5q+pMZa1tWzeZtN73ipUXDzQR9H5wk2nNvMi/zhAlwDQ/Y0wZUqvgqTEDqt7RJXJBG7DytddJETML+BgjCSlYFEE99I1+dhRhlhDiEIJmLvfBA5XhsS73uviyQSOGhITY1m7mNSMCJap7Tpn81eNzjrxer4tpOMLIpih56MwJinpx9pmECJHfeOON2eFBphyMOKfedTo+Fz/U/BbKKvg9KXMBeDnEvXFdWYPKCd9LEq9wsBzkGqOmSFlr1ejfOUcZ5EcwlYtgytdardaTSdc0zcXFxdOnT3/0+MPt6rpt21/+5V9+9uz3njx5Op3MvPcxymQyWy035IwGIXn21rqpm2td+4ff/f7Zs+ff+9b3f+VXfulL735hPj989Ojd733vjz795KNXLy9++7f/zw8++OAbv/Sthw8fTibdMAy6z3nvu65hpWjzjhWNzkf33Fb3AMD6hjSmybwXxfGiCBIZQdzzBo0xRgklmLseuxhrQogahKXvapqm67qD1mgJvlqtXp29evHixZNPPr68vIAcP43ABNBZIiKJ49t1Q9InK3hP2YtcJGHCyhtJU/NMdKitHcfxAQiIGCLN31PtR0FONptNjMnBf7lcTjRdzpmDeXP/8OD+/fvz+fzg4OD4+LgQ/4btesj25UTkjGFhRB68J4MMkQMY49A6DV3wPq4211eX1xcXF8vletuvQgjDIMGr2w0YA0QgBpAQCQcGReMHz4JWgAAJoHoeDTln00hLCAA4AiIZa6QCo2yhckvMiBPXZtmtw6ZpppN22tjGUWexNUIcDg9mzpBBQInW6BriAWIYesWamjY7OQU/mUzI6MQ9ERtYYpZJD33fa7eGZPUqqEEREGmqpHFtO5mBieV86oX23keRzWrR5x6eiPqNdc41bqomLrPZrJgHluBy7QratlWLl81m47q2pIN479frtYanFyFlnQ6KQMYYJCjInq5OwzDY5EYTrLXT6dRaO/R98EOM0RiMvgfmWTfB7FnPzH2/9cPgt9sU2TedatvZNI1mNGcLGZMXYdqb6BfrizEzPQRtXYo1S80fWa1WxQCm+L4Um9Mq02gkxBbXlhijtbHOkdeD2Ww3V8sFIKI1UZis9T76YSsQg/fDsNXG6dWrV8417733XuOm0+n0ww8/PD8/N+T0+w7DsFxtFovV5eX19fVSLXAA+salEWHfe124dAvWju7tt99eLTevXr36gz/4gxcvXpycnNy9e3c6nV5dXV1dXWnbZox5+PDhbDZ78eLFZ88/22w3T548WS6Xjx49+sJ776+cCyHM53MloZycnBhjtIen3CPlBSF479GQtTYJxxBi1BaU6k6paRovDZBlZ0ECSr9m/8MPn/3www9vH8/fevPee196+8H9u/PpAYEIB4yRejHGICciQwghctistygSOWw3Q1ytmDmkCZrV3ts5ZzOtRgv0EEIi92Rgp5QNY5yaEmIlKeuGYQhxdNosaa46tFLTUTImCoPsUWCw62ydFLKnWFNf5dRMMm+3WyCXjGQJUz6hCCfrWv3t6UHz3psWY4whR5wEz977wBERYxj1un0/rNfr6azVu1REDDn1d12v103Tlq+sCRQlSSL5OBBZa6VQH7Pz+g5cJlJMSoEwZ55TCpbWgLtcaYchVmNQ2El7IEoCNtgxmUM0RFA4a1XWK404hdCe/wokRgbu1S4WUU87A1e1kClRHFqxmJRYQ2URSzJFzNbWu+tMaft1tdVrl21s0KT22Ox4EFZDefX7L92aICCSsORcrdRSF9uIelpRzIqQ6GaLpBZAkPSsVBcesmdBVwe7Z7gz4YAp+iuffPwp6e+I/+3f33eMqbhViK+nYuY0jNexYCV+nteCRqDfdNgb5TTVb6JR6qjfIir/sJI/ZaYKiwBTMmtQCBaMgEDE7DnELMwx+MCR09SJeYz2SEDWKI+xpM0JYQ5QEBBjcrg6Zb8yIkQg1MwUvT9T5kIaUiKiDgURtXEn9hU4hibf+Tq1JpP+I0G0+9hXlYOKaJMzykgBjz7UKS6FZb5ZbZ48ebLZbCaTyXQ6nc1mq9WqXy3UJnt+MCWiYbON0Ttr9ZYurDgqByAV/oBMiBqemygiiPWRVLHRXKe0k1SwdmngMzGDskClhEelaiByiDEoigjCIT1UIYGUIXX0qV7PKkF13kGqnUV3bZ2gxtZSX5HcbLjiZZFT2DaNJKQ05eRIJ3bHx0d37967d++N09OTrps4Z42xImCsQUj5Qo2zNdant0FlPXIjdy4fA1WSUBK42fUlxRfAbuMnIlwaSy1VRWQymUAEY6ywbIfe+xBC3Pb9ZtNfX12v15vr6+vFYjkM/urqummbn//5b/ylb/580zR+2L58+XK1Wj5+/CMReXD/raHvP/7wk2fPzrbbAYSca0KIAn3eKyTGAMxN46Zd2/fbfrNhYQm+bVuOXkQmh9PDg8NH7z764pe+ePfu3cmk0zqgD32mkIGIhBhAiXPyuZzz1xmJWR23KHWwICR1StiIjRthFoWvDZGx1hgkRG3YBDgEHyP7Ybi+vr6+vFpfnPV9v16vNpu1H7wwE4oxhmNU4BVQIE8Wwv4Ryg4hJ5MzUp44COxgfVS0W/C6hHpNJkgzAQQt6RDN4nrhQzBkrLVqAjGZTJkkRm4a17Zd7VVQhuFpD2AOQZ9K7oehHwZ19Vws15tN9N4Pg9/2w9APMUrW9gqQ7ohpSlfFbaKIBuCOMwsuTkVKJQBFJLAQ8MpwGgRFpK3dnXO4EhFYopRYTgpwGTI0a8UY0zrTONs11DnbOWONtNa0jXWWJEREcc45Y8BYFrHWpoZTxJhky6SoSK6l0hqCaZqACn4iqtoEXdPoboGURCPOOeegCncZH3CFgPaMKGOA0biSWZ0elHdQgxIjZcs5rszoy9Ct3CoFHEvUyqLEBmgap4kL2+12Op0oTR0xBYUN/ZZj6v9fx4LZ35tq4B1xlNuV7FZEU+YRPu4SlfMilpJLM0V2J2LUWh2f1W7+e/Ni/Ylz7WtHyURWC8oyCiSip1vzD3/rH333jx+/9ej9+w+/EMVsh8DMXsPrQk+Eq9Xqo48+6Ydw7437k+7g+Ph4uVwCwO3bt5n58vLy4uJiuVquVisRaNum6zrnGiI6Pj4oGKy2KMvlcrlchhD6ftistzpYPD09tdaqQ5hea2XVlvHoer1W4Z9ifZvtxpA5vXP3wYMHb775Zte2y+VSXUONMZvNhmM0GRhXwrBzMXMcZBg8YqIjqkxIu6zKEKkFAZEAwsARIRIwQfTDxqK0zh7MJqcnx/fu3nnj3t3j46PTmW27Djn6oScEIpDohVn30JhLEQ03D2ALJFgq+xSKqCksAEjWGNM0Xc02FBzpxCr0z3F2NWU0NYq6dGiHI4kVkeqnchOy7GjgiUgDuJO5i+zbNPjIxlgis4df5QfERhkbRS+Vt3POukpW5BzVdyPmksZYHMse0xCRj2EYhuLhqe1rGXlwxcNERMbRiUCqOXL6pra5eU6UJjpm1ubmS60wRsO3oh7PXqwxxuJjr7lZVauQmr3e+/TJuqyPVgFYX+7xIHO7hYjqPUNEQzahLPEVnAVtiChUbLmlBHiMhFLGoKPV4k9ROKUJ8TFVjgVxVv0okbjg0vr6IFGSI6G6lqmlGApQchVRL1t9o0g0bi88I5/h3V4pAyrVo0ck+zKNwnsqPpostW3Sjn13Opry4teVRX/3W+/8lK4v6WP/rF3fPrYoRWm40/XRmFkhu0zeWuoT9yo8A7UqmEtHoT5ERq3ex8MQZpYQ0xar/45s9EpwgqHKVzMgmZCjlQeUfr54ACIiGCIigxKzeXSaBpkkA4VEC8YipbUwMjwpaVAAABrrShhaKkMFbtiKcC7uc4S09sOlKYy86z0IOj3drjevXr0KIUwmE3UA895fnr9aLZaTyeT27duuMWpBFcKgyTs0+vinhqTu+pBEu77kmp3sVuKeVq0wPLXr005VRFhiWfNzuqVGx8SiadE1LgYZYoh6zVIGoYStr2Gx4lM3OmWx7FEBb/LFtQXaMx0dlb55LqV9hrXWGlKqEpF6wTAzWwfWNhmrka7rTk9Pj46O3n706MGDt9T9WUuWpmlqPQmMD26islDF19XjsZQqPGMrLc1u17drEfyaIkzNS4loPp8r5rNarS7Ol69evXr27DM1hUvpfUgAlB8FmUxmigPcvn378uLFF7/4xV/91b/atu37X3r36Ojon/7Tf3rx6vxv/+2/PZtM/pd/8L9+97t/uFpt+r53xvZ+a1LiNrJEiQzAFimEIBxEBFg17hFY3DSR0EIIp3dOfu7nfu7LX/7yfD4jZ3VMoDbhWomGECy9hj5RENS91EcBm3JZcq2sPnI+bUtQFjFE5NCrCYfmqg3DsFktt9vt+fn5y+fPz86eLhYLBcwNgrW2haG+XmrFofYt47rHorC8R/rJdI+d2aREAkE0dWW8J2HaYV7ADliNkNqGzWZbTU/yiaJEV1YcBhOikhw7hmEYhmG7Hdbr9dVisV6vr5er7VbdCZTrC1Eg8Qzy7IIhJWQK+X12egZrtaSrrw4jG0AkICKTJl/7zPbaxrpBl+FuJFRwDxDFGdu0zjnjjOrurHOuxR5ZBBiFDbEz1DhsDB0dztvGdc5SHoUQkbFN8Xt0zmF55K1tWpty9qR0cY7IFiClYDgK/WW7LCmOI11j68apfDs9/9qJlV899EmwtDfXpzFGWWr3C00YK3igHowaPNa6uxvqjNpWiqfTqWbxRU5WICEEPwwm19kpDI3Ze28MFVa87i96tGpVkjyxydS5pvmHdgRbaoPoCgTQRXKPh69AVml99ZyU3k9X/hwHoiMDqseO5UPadqJ02fJeY8z3ny//p//5Hzx7fnnr7sP7b3+paedD4GEYfNhIDMFv9Du+eP7q2WfPt9utxsU3TVPcZeru3Tl3586d09PTYRjOz8/JABEdHx+fnJwAwGq1Ojs7+/TTT5fLNQAcHR594xvfODo6mkwm6/Var6NkYUi5pqrq1BvPe399ff3s2bNnz571OcPwwYMH3/zmN7fbrUZEhCG5Uus2miKdjK8JEepWrXdsJcJM2XrR5H2UU/CdFgONsVE9VFjUGMZaO5lMjmf9e++99+X3vnTr9LghjH4LHCxK2SU1gC5ZEJEtDkP6Cr3lXNtppp1q6pSXXkAt7frK5T44Os4MSUe5yEZE49py/0hii0CIMXAEQZX6j7Oz7IpZVhvPUtBpAaLqLiUinzNCpXJM0dyIjC5i6fqC/hBMhPEmRGO99wCoTgrlSDzH4jGDYDQfzxijOX4+gdVVpUKmNrPV/03oN+w8UMys0FM+AMrWhGCsTQROgBxpKFA5fUTJWdYiyuIVRn3HuJQZW21gqXXhPKmUPFAoThwjPiHjQaIZ8zYC5/6zSocu/qJlBYu7gh3t4Uepm1By586fzAUY1OZNr0oaXVHi/pCJMSYicWlWCcWm76LhDdp8cirPkUEYygtARIYb0r4CWb7GL4drhRch76MmegmodvsorSDdyCTc7fpe++c3vvXOT9f1pYRi3A9rQO3ibvI0ZYe6OrLtZUfgVF5KcqN0/Zyy6HWJhDuTPqq4wbzbTyZU2hoSUjIAIkaMHJkAhQBZaaF5lB4BgIMEXdvJGMWOkZXTSSJJ7ocsYMAolFfSSGWnGGWFYjJZT2HPWm67796ZLiTUQ9Z9pGCMIh41YEXJU2aZZc8rWQLF0q1tW90nmBnRojU6XtYWjhGSeSeiKIrPtSMI7FHvRFJmV11hZxKd7DmqCcgeYTg9NpWfm4hoy+e9L5EygYWz1WF55tOmlbIr00M7hgfG199VZcPbs/fkFH85/haJHgCYqQykiQjIEBmIfeQ+54Ri6LfnL55fvjpfLpfC/PDhw65tQaiQr/ZHIXXcQsUjHY2YXxdEvpdtsGc9vMfhjiEq6evf//t//9FHHy0WC2Y+Ory72WwuLy+vr68RTNd1xtgQJYTQdVNdsoc+AICxzceffHp6cnR1vf7n/9e/Xq8X89nkF7/xc/fu3Xtw/97Hn3x4enT6y7/yl/7mf/Y3Pnv2/J/9s3/2wQ9+OO0myn/LI0JQ5Vsiv0kkaiBGpTRHGAoCuVluv/3tb3/nO9/5hV/4xvtf/cpk0lprfQzCXGo1oD8RaT4vEVz40ixRWDhGz8E5pyMnAiSVuLO8/db97XZ7fX397PmzV69evXz+2atXr5bLpR96ncI2jZ3Y1D5Zo3ZOiTyjcNB02oUQbnD3iathV53JU4/M9pj2tZELg4Y3iEn5e/sLpg9KDjdlzRtiYBbTOEKrtZQqzdS0yFpjLKoLgvdxsVr1ff/y5flms1kul+v1xnsfI3gPUcC6Yp8GmgcPAM4ZjfaNLMIBwRBJLS/JDTYVWiMZAsDS5IiIpZgoADHkeabmDwIRGGM5nS4FS0xMQzRABFJdRxpKBokcAdkLogTvmsY6R8Zg60zn2rZxrcO2UfAWkKP30jhX+F2SZwUAaG2qn3TE000aZTzGGH2uvCatq3j1qeDrugN1UkEcC3dmds7UplylRkQUIsyGCAmlQ82rAUEi6wgRMUiMsWlsAamKB2aMMXDyOyl9pubF1U1p2YZMFqJVPRUY47quMxYj+77v+36rh22NVXKjz9k2pWEoQkTteXRBVppxQhUgFegCEkLQGoI5Qk7MMy6hFpRK1dSJAjOK0K6HA1WmL6XHrhzOdsjtRBSj7GU068XKZmYjp91au1qtlD63XK6vLy9P70xVV6nWucIo0TvjTk9PRfDi4nI9+GEYWEKMsR9i27aTaRdC8H4QkYlrm9a6xrhmgnSy2Wy2260uuSrcevDgweHh4Yc//piZ33nnnaOjI0S8urpSbm3ZDQuhVzHhMScA4OTk5PDw8M6dOz/+6MPLy8u+H37848dt637pl35ps2qvrq5QmAhiHANvQ4jZqJAqWUSdbkdayahKAylo4LGgYHL+IAT0ETfbABG6rmvnbRPBe78ZuPfbZ//Pd37397/37tsPfvar77/5xr3DycT3G2sskFBqKQ0QCKbARt0d0GDJs5VcqDjnGlZaY7I4UuRTy/ESn1sM1QCHMoaQ3o8iHUJEdM6SMcQRgbJILa1OISYPldECPZ8TDaRNJUdIikc0toRyjaWLYCm6gKyOA0ryUyJ8sAThGEWviiCh6NqVvzQU+1krjN57XRSSMURKYRkLra0Phb2sSjdF1DFbmtbtvXZ9heA0uiilygeBEDIjwDUGqsTgOvpV/cCJxminRBTOPULt1FpnNI/PKdQP7FivYmUwrpPen+QJspcavZuFdpOcyWPGYO2t8PmJx9kxG8tum75U0VagOksDYoIEMUGFmAlrdfR8aQF2I6ylyqNKx7rj2lJ5zaDslNClMkDZCYFAGX9epybeFBT+Sd1c/lwmLiyf57ROP5F+mhuP/cYvXx7ZMzDUD2SFDCXTpDJsKDmTC4nIQAhCBEHbM5axJx+pwITMETRyL5JQKkxAIErGyjWjHLP7jmAKwa0uhpKBaAeUp10dVjHeRRCU4gXyGiVk0fVVEKzUZkF7rMXsMcNkUCmQSrYy1kyn0+12G30YhkGf9vG+lKQLKN0dV9rQsZPOD1LMYev1eKauMNJwH1HHV3pjEuDO4pW39uzhSyGEEEMIIQojECPUzuB1/gHlQMUKCk6pX4Jy095Q48gYIADt+qagMcrRV0sobXwbRQ8Hn40Ws+qPRBPngYjUAYJj9N6fv3j+A8Dtav3g4VsnJydt5xwbFtiLnMIqo9NUi3WqrlJU6+g6W1IN6xy5PdLXXqM4mcxE4mKx+OM//uPHjx/PZrM333wTEe/cuXN4ePjkk6cXFxfeB7LWGHN0dLJer4fBT6bzwa+Hwd++fXs6nW02myefnj359Jk18uD+nd7H+Xw+mbS3b90aNtvf//1/1zXtr/3aX79//95v/uZv/pt//f9Op9PZdFrOJ8Rkm+6ciwFDGPq+b60T4QDx8PCw7zfL5bLruul0ulqtvvOd79x/603nXNdZQfC+L1vva7eE15lBAwC0TlFEL5ERxVlLrQEwFtGYxjUK7GAIw+J68X//q3+xXC7Pz88vL8+363UaxAo7Y2bzxgCGEISjVa5L7JPRuC2+bdIPvnKCTt4Jhey6Z8yLmMaJUokn1Koq/TB7X5fnvJ5Q1OMzLQpFFOhQFqslEiU8ioj3Ub00vPcRoe9Xq9VKyWbL1Xq5XK5W3hgIASInqzcySBYJoPecnPRJQMQYAYD1NhgD1lrntIbGfGyJw1ATkgGiM2VUF9P4D6S1AKiCaZ2kQeca63K9K5RVXhEgCETKFg5UzNOEVTskA7AaERJYExG6aTNRXd9k0nUNGQICARQSDnFQeMgYg4lQL9PJVI9ZM6+Nwfl8TtbUqIutNGZ1ep4yL5yxACjOWEoZdwqaFc1kDfRpOVv3JHq69I3JtDCjFiWgtW4aaxfNElunj9ieI1RJBquwODIGrXVd17Wdi9GHXkJIls6p6mXWU1Pqcq2htc0rJislQ8IaUwBAhLEa0+pcZav1M1tMg/bSFwq0WGsEdsXt1QpZPe/6i0TEubYcds3yiLGiveWGf7sd2nZi7RBCuL5aHhzH2XSKLS7DAGgb0/QxMvOkmdy77Q4mhwu/XS6X19fXio7qr9BlpLXu9q3bh7O5hGiMuXN6a7lZX19fr1ar8/Nz1WrO5/OT41vuvbbv+zt37hRktes6zfsu3V3KD/B+Pp/PZjNtddTPaTKZnJycAOFisfj0008Xi8WPHj8Gli9/+cuHh4fb7VYj2tPpEokig4/OuW4yVQroMAzMSnZVlclYaCEigUk1pA4zk4UG+DA415rOGGOUgGOcaV237Wch+O26X3z/Rz/++OmDe7f+6l/65ht3TtASCg9xiDFaBc+dw8zs4CqsEQAGPxRrZQWIFFPVrVYRIZ3Xe++HEEtMSHGGZOZN348oXNb1GWeNtemezGYPdW82wm6Z/69uLuX2zkagJdQuQhZxsVTbMUmJ/lMJWtkahJnZRxBDjiWKIUQDIgCRY+wm05SMkm/+GHzf903TFiPfIosVEdO05YlW6E/llOUx2euTXmuVv92qJa9BQyWcfdAUnYz1jYafVT5znSB3o7CnGzKGGooZyxjBsQfjGOswmLJClu+ScaPRrhOBd4hRjJxFiLXJpw++sAp1H9WXjb4GiKVLStUyYu1tziACFIsHPBpkJjScDiNREDk78DOM4nJNHUtlW1KZVFnqycToNdXLOM3fNf8rtcHYlCW/S/xTxeP9KTw8b17mP9G4XT63aaQ/fY6f7FiAVu4vmLcZBBTM/SEijZegorCqIMKJev4KQGRmkEQ15x0HHVbnDmIOxpAkgQejYGaUJu+RelfmvFWbtHDiDbON+vgrBSczQcJ5CGnP5EMkZsBTKBk/7LR5tI/5pjNRB3qWdXYymcxms+vra03pVXL5eKErSn16e52sIMIAOjtW5Z7SPvfcJmofzvQF0kRqPMgiekkrbHVPe05CfFaUKC9qQxw/JD8byZcpRS5mUGJPHLLHkiIiC6zqxDLLYTSYBYoMxRPMKC8xsDAPhb41t6BSTg2lCBx12ibMZ2dPl8vlxcXFgwcPNNxPyOzBdDUtk3ZXPX12MgZRJw3S5z2Gr73BNBru+Pj4r/21v/bo0aOPPvro6dOn89nmzp17R0dHbz966+DgYLlcrjabfutFsGma+cFEBCeTydHRMSIuFotueshA067xw+attx8y87e//e3T0+O/8dd/DSKfnh6vV6vnL57eOr39rW/+wpv3H56fn5+dnb148WK9XjNHm2QkNAzDdrNxzh0eHllrNpsNB4+It27dmc+np6enRyfHp7eOT09Pg8RxFFL5+Omd9pOzZEacc7vVQQwhtq1r25YIJbIPfb9dXl1u1+vlark8Pz9/+vTT9fVFSflzSI0jAFGsDKOPkYP3SGKbpiErCGsfd6IX8woQk6gvW1yyuqPG3W5ttFzdeVhYME39EiCoqR97StRRbaJbzhDK52h+RtIR9WGxWMYo6i6o/351vVwul97HEGCIYAiahgDRByGixhIRsc7FFdfqDmMMzBGY9VFAkvncZQZRyPMdZQ41NekiXQ4GYygr/Lg0Khb71rZt56y1zlDTNF3r1HkIWUIIfYh93/dbr6N9ppLabFGhWrHGEIglgq511pKxNGlc27YnXeucmzRN01prBDiyRGRuWuuiVuqts21K6MRYWJFt26rxljGGkLz3vR+KzbpzzhiMfqhCtFC5apt1UGvTHF0GxhCiLSK3PSBU0dcbw2moyZwlb3273RbNnuq+MmjWFOldsRoq7VDp+rQiZE5szLZ1+l2sS1aBMQZd0No2+WT226Hve625K4cwKBaye9JozSGsQ1CK9YsegH61tKAhFAuNeppTYMmdneiGiqSsbGOEdz6xhchzM4dQ/xRni0I9PT4+vlr6Ppjlcrm8XljTOOca24Z+a4zp3CSEAAyN65rj6WGDRPTy5cvlcqlozKybJnOU3gAAIABJREFUtG2r5+rw8FAvlh68SvW6rluv1yEETdSYdEF33hIFFELQTytYn774+vpaf35ycjKbzRTl0+0yhHB8fNy27Xw+v3h1/tHHH33yyScvX7781re+1bbtyckJMGvOu/I8jemQjHWq3mwAVokl64fEYMTR/teKHf08IBH+ddCsbQ4DoBFrkDn03ntquvkBQQj9djmsfvjR02HzL3/ll37x9HB2OJ/pNqpHLSJkeDSmwnEuoHHnOibjTNUa2VLMIqGIXSeTSTlRIY6DMNt0o20ma28pfvA+hKTiyl6mzCxAGpJRdvOS3KCdlN48I/mIS7zBjqCpgPcCoHdXupRpDFbozGREIjCHCGLQjIFb20UsRG5nWz0GFT4QEd/Y4GzTjkaUABGwqHZZ9q0Khhz+qfnpNVquJTIrE77ayOpyQivnwDHFGaSo+bEJeY2ANr8L0XC969V2D1JVpCC1ru8mmyl1p1ApsOpSCoxQQhdzaB9mk8+d5Ia6C71pjF8p90Cw4IN5TqktHwAYSpJHQojq4YmCnP1vklm67HtjogGsaWdSuXPX61tNZpTPJTGNf4Wy/78/vSn7qbq+vQ+iHfeen67r2/8y1YeT3LBl35tKIJOUGyXuVbemenuddCghFnXX6HEPSWuRZFGKeCmtJDJEjjFyyNlBzI4NYJaKZb2gcy5Hf2UhlFUPox1SgQ67wZBNBCcxFer1WjeX0TkQuUCjauGhnIG88MVs0xGJyGYPlWpKl+pI3cjLTb9cLNSDu9QuzrnONVdXVy9evJDIR0dHrjFx8HqyDabMw/q5MFJZEiFj1fWp26TKz0ZFXFGt6OnlAEqET9FcqLb4wzAUY54YIyb/QwMAm6FP3vegCcwQY/QxEPNOelWsnBIqv9BMcQzl+dobq9QUoKIMHMCRNge6GZSOq8jMKqLCUQeEdsdPH1ICgHNOgJxzBwcH9+7du3///puP3tnLbddFWgsjW/m+Zmv+mNZoCWWub6CmfdZTnx3+52jtkHDR9Pazs7Pvfe97H/zgwxjjwcHRm2++eTA/WqyWz5+/WFyvttsBEaezA2O0RzLr9Xo2m602Xi1Ao98Yipv1YjJtf/2/+jtd6/7Nv/qXX//613/mK1999uws+rBer0Har33ta4j47W9/+3d+53dWq+W07fIgn4e+10Tj+/fvHx8f37l7OJlM3njjjdu3T40xDKLPHRitFANQykPXro9D/MkhfrUONrkKGmMNAkDfb6+urq6uL54++WS5XF4vLjebtT5oLKEhqQaUiSysT2WIA4nW0xhDSPxwM9nD1SVL3svNGWNUfiZF/1ouro4Dd7W7ULtc1BU2S6gN1io3Z1DkWcugofdKLbu6Wnz66acxymoVRGAI4AyAg80WGgdN4/reI6Bzbuu9Sko01kx5lVnNZZkjoCh2IhBFojEowKrUJaKcnAq2Io/kJS4tszoSanJElXPuaAZt204mE2d1cqRcWWhdU5jXzDB4v9n0wzC82mwTD8o4Q4np6ywBcNvY6bRrWmdAyIBz5oCNMeQa4wwZiwY1BV44puS3pukIbdu2Tde1Rpqm0aJc7R+32y05W7mkRFWzJJJ8Fp8IJa8BJa3NZjMN4B7tghFZqJAta++Wrut2LBmyPu0mealgg/rfGviWg+86LTS1G9Qqth6cF3vDYRi0o2saO5/PlRQ6+MTn9H4IIRCB8lqZ2ZAloKKgizEignOu7/sqU3s8SFv5NsfANaSm9atIUUVSyOO8Ub+dDT8rdy4u5y2K6O1dmN51O1e+YK5lRy1ijfgR2eJolVI3huEHL7f/9vd+/4c/frru4Wox3Ln38Nbtu4eHh4ZgdX0hHJyz3oe+98JI1khLRHR1daUrs0U6PDxUVV5JI9SDVJWEivEUXlsul8GzWukquDebzRTwVKCvqA1DCJeXl5999tnFxUXpTB49evTOO+/oi/u+76YTY4xB6vv+xz/+8dOnT/U8f+lLX/ra1752+/R0tVpphor3fhVlu906MpPJRPdckKhGAOksCcQYdYUx0ADtTJODBBHxvndt0zQWUGG0RDBbx6axjiBiHAwHCBvxG/Sb97/w6Ge++uX799+YT6dEFKMfhoGwypcy49QsJOMrq4q7Ql4oI4xYRS/0PpTuRSDJWTVTrygJFfZR9wAG4ShlNU5AGcOetY+OZZOw1jZavegNowzPKv/AZF0fiyQOehD2QxLlIinih6pny8sIgKG+7wmtcclaKcYoptGj8t7HIPoWIlIOkaSJxngnS+qQk7I0VoWNAO6NQQPDuOygPpIYY8yGpRBijJIeqFgJqWsPT034UF1fjZcWNxdOIBcBgI8FCyWuyF/G2VFwWLfONIpLY87e8HvzUDQyTleNJmCnoiKDcmOWoFAEVQlKllyK4q8pPyNCFTxIScGIFIKeLayxvmiLdpFKj80CZA1H8BzjGE5IlUnMXuNXydSrKtTg6PAHQhV7Ueqf71FDSwrxXriiiGDdib+O4fkb33qE9r/5+5/Hr/yc5m1HNvMa3u3nvLH+2Npc/ie2iPW549c6YZTxfN123kyGaGJ91ri0uDEM2lyBSIxeOUUcohFN7o7FDEcgquFK6uUEyn7MOKAtAuVc1RnMEbHjfBQRKTdjatuf64NctbNgVhzp57TWVf6TY9enR7KXn0G5YdBmSQ+g7/v1arXZaKhdo/8OIRx2h5eXl8+ePUOSk5OTrmtJYPBb5pC+YZUDzhwMjU4SprA50wac7GfKxm9snmpn0YaqwHUPqwugIQYzrgU6u9JpEGiabQmNKXxI5Ii7Ay397cU5ZpQyi5A1tZVL7YwUq2AMkcxSIz9qbfLkzCLdtIpBRIHgjG2apm2dtTZZTEo0hlCiQRCIADDtJrPZ7K033n3r7bfv3X9gbBMBg1JKXONjNBYdERmQGISDQSACyrEKOAYYvCYJND0opsYJeRxxRc46lvEFZ588/+DxDz/4weO+7+/cuXfnzr3GtZ7js2efbdb9er3tJrP5PHnKMcNANoTB971wMIQoLByODubPz578nf/yv/iN3/i7/+Kf/84/+Sf/+PnZZyJyMj/99V//r//W3/pPf+u3fvt/+B//XozeOiMSiWAybY+ODk9OTt555+Gbbz1QY6E9MWrmY2Dtnzb6OkATo09OSwjeDxxD27oQBhDRsrW1zjXWWjsFWS6X5+cvX758cf7q1eXl+WJx1fc9mfT411TbPSRt7J932ssR7gbXCsRdKyBhH7Q1p13pdojrwlseh5ei+1bZs6m4swCNhcJ4J+eeSo0xys+Xnvu+V+LZYrFaLpebvg8hbLcxXfRagsthNGdOlUjJJhrTq0aLXWsKUyA1EjmyhYga60TEDzERTeM6N4EMHBDYEFiCSUfzSXd6PJ+05JyZtF3bNRg2ZWBf6ng9Pzmfra3dLP1Wc6iDGhGXtC71EdEvqCU1IlojtbklZnWgEiC18VMgq2maaWOLF0gIoe+9j0H7k7rxjjEGH5kZm6Y4bZZxTEruzu8qh00EhY5V3CmLpX6JnsvaPKg5pYWSUM8FatZG/bKaOFoaoTR+EvHeg5HJZDKfzzVOoDaeKR3LiBNG5kwHHYPUmHdJ+2NKXgxhj5k5GqlVtpwpUpxTODgJcIy6vhFgY7PYkqOWaGWPaNu2Mcn+MTuN7RBbRq7sZFaWCz1aH0O2MdRoXin98OOPXv7ed757tRwef/x0iNZODtrJ/NG7X+y6CfugvDuO4L0fIuecD6iJf/WTWJ+ulPKrEeTCIfB26NUtp5zk2Xw6mXR6Yww+FqtS/ZrT6fTJkydXV1fPnj1j5ul02rbtvXv37t69G0Jomq5oFIdh+OSTT87OzpS2c/v27bfffvvevXvapfd9v1xe12Fu9V20ZxbFzNY2sutQsMec11F3hdWYqrZmlggQOGyZt0ezyRe/8PZX33/33t3TxhBLPLyOACLgWXxAH42IJTFkbBe8RA/IRNiAocgw8wMaEkIWYUAvHCpzTczOiUa1b0jLiWWGJMuDwrbQWXMO/crbt2SJePYUTUV5jFEYdTCRHxBhZte2ZYiAiIVxCqVLq7Qb8UZSnDIIEAwZI5Ce9NRUww7AxcyRx1pLkPZF4JDEh5CaH2Bm0zhNVTDGkDUFw9ROjEdnTlBnvKIDjyDqJioiIYwDozhqnkTtN3f6Kz02Y0taQ5qCgYESZZ4NYNIHEhfanR5qFkZh5q3oCSQR8eJ1+q/0mXS6VFuuRakUOxO1wUxdX3LQAQkgULIQsl962kpqihyQOrVkX7Qc35fzMFhMunyK2iBwohDrZEFP1LgW9cJ1p4RCO0tiGXkIlc4lE/3wJmWpNvEGAGLiET7c7ccAsNj+ZyHjzQ7wN7716M+S0v5a55Y/f3T7/39/NNA3tQ0KNAsIIQmgIT1FJEhoXA4jkt4zcySCWDTAKfkKkIwxpStTRyWozHMV8auUezuaBGdKpMyO5cmYlZ3tXkrpUHEUoY7mTGh1NVco1Vg9iN1TfGnpo5p1LZgskfceERpjFWAxxmRUE+rcJMhENR4rUdx3l6ld5jOyKiJpLLZr35Id32WP96hpDRVql6M98xnVR2EveB0RwaDWEMWKUzSFdDdSAhFjDCliJa06EXMaKOyy1c1OecFYLeiaC6Ryc2updUbdPmOMKNFYY00DyEPw4eoqbH98tbx+8erl3Tfu37l3/2B20HPww9C2jRZhhsEYtK5FLU0SnRglBWkUD+t9ZyMdE/2EAUpt+CkiDx+9fXRyfO/evQ9+8Pjp06eXl5cPHrx19437X/nK+5999uLli/PNpr+8emVNc3h4eHp66tebSeumjfPDJoYQQ4jBPz972vf948eP/92//d3JpP1b//nf1HDku7fvvXz58r/7e//97/7u71pL99643zT26Ojg0aNHs/nk6OhwNptNJq2ABgAMI+tjlxJc7uFSH8cYrRMUDCH44JmgaZyb2BDCtHFt27ZdIyLr5eL52Yv1ev3yycfr9fr6+nq9WnrfJwkWiYFsf/u6FWyHN5+p+WkCNap/dc6brIMp2fqLc65MYcaMShQEM2LGertxTJ6WCCimgp0FySBRjJE5BxCTSw74ZESk98Nms1lcr66urtbr9aIfvPfb7bbv0xJFBMaAteO6MgovyADwPiAMoOhH/ZgYaxBx4GgJjdkRozpnFbpHCMwRUTl13JhoLTpnnXXOTlprmtY0znQNTdr26KDrnLHOTBrXNI3EiS6qqm7SIa5GeGcPkuh9oSd09nBeGsIS263AhRbKxbSQmREiEllUpNcpRldwGP187Ta3261EmsDE2gaQXNu5tith4kSE1hiyAIAxCnqI0VbauSLAqydZNdY0DNvXhovU/HmF77TrqzGfwsUqViV7RH3NdpfsL6res6Xx02sKmXpgGqr4lqMuqHxy3fVFCJKXUMWj9Jj7vi/UhhFvEdHeMkWAVPVB6RLHBVmk7bq0cUQmAFZGvYhpnep8mEWjkMEQIjTWGKsXk0j5h7IrZk6wDmK1uYy0ICQw+nMpkar6lWezWde0CzMcHhycLzZ+6I3rNstV23Y6Ie37HgEZwfrIzCEM5WvejB/cF1wULkxlNEq26fveWrLWEppCHrZOlsvlZrPR2/v8/Pzi4gIALi8vFXTSmKXpdKr+PVrs6pzCOffw4cPT09NPPvnk/Pz82bNn5+fn9+/fv337tpru1B6/sBN/teMKW9q/CmeAeq2oTSZ25u85bC1kNEoECZurxfq73/2jVy8++9rP/Mx7X/rCyeFxywEkhth7vzGIZIEJA0r0AcE4MohkLZFxm34bKeV5CULEUm8Q5wI6gkiUEKMELyJgZ3ojFJ8FVjsoa4EhmYbnuCOupNHZXgEAYD6fg1AULtoTEWDmbd6qSgpxya5k2c+VpabdZeSlR77f9mSKYNYUB4e9m8cIloJTkPYTnnP8XQqOpiqgRZ8LqaWwpu76gMoGxOVyW2u1CWxbc1PXpx6ekOSdO7ROn8GPTM0oNSkqrJrCHvTucvjark+DgiGfQxWHg+ylF9S8U9jNNlAVtM9wXGAEAYmgKijINnLjgwljmDbVRikaXqiFagSpLWEiSGTWrk8STd2oBSTrDLccGe+SHyEK5zC2nYKDi8FSbc1wsw55rSzzz9MQWfiP7s/N/hMRGUX7PZKkNc8LVzFdFUAEaxDA5bARNROhEGP0xBSZgYWRnao+Mt4FIhg5lrGZkOoBwQchYpNInnnWYuqeuYgQrKFi16ElvtmN8E5TEOZapUCU4uj2pr97zVUST+f9WzE0v/KXl5eb7WqCkxCCc7ZsUUVmVlGVSNLciIteVsMxc0ReVI+nzLsYu75EXs2D7cLeqRamvTzNxMeoruaOPBIKubdCt0fWIwFybaAaE2cv23Ll8BSN7c6LeFnMpOaUS1Jb1RcCdiyqmDlKRO+tpRhd1zBbapwDgcACEI0xAnGIIYbL1Xbx2Yuz2589e/SFL7z54OHh8cl81m23AxlCMgSJNmGoQRQl4UAJE89nslDkQX76zGUcK2C9avDp6cnBwfzOnduffPLk7Nnzq6urP/rjF/fu3p9Op++9/+7Tp2fPnz8PkS8u+8Gvb9+5PwzDer0e+rVB9KEfNmtD2Dj67nd+78PH3+u67nA+13KkHzaKqDx658Gv/OVvHR8fI+KtWyfqta0g+nKz1eQV0zidi4CIRal1pMUhcxyiG1gvLpummXbO2qYxlgiCH4hgubw++/Ty+vpysVhcX18urxfb7daOEKJakpCxSpGVkuuY7q3i2ZW2BE5ORZBHEjKOV/TNhhl1CAzZ5Bs4KFVy1LJGje/k/NSLjDR5BlRjutotDYQ4RiNgrSOj0dub1eqi7/v1ej30YblZr9frvh9UGCUCPhQufglG13ozTSUrFzVd/Ewih4w3Du9uNkxAmtjUWQMAKak0cdEZwFsjhIKI1KAxrQ6SpiY451otmVvbWtM2xlmaNM412DlrkBHFWHKGCJp8uaFe0xBulVWoWFBq4KquSJNJp9AcAFjbMrelzS5dH+Xlsfh2JFsRDurHYK3mPThrrYSo4GEfvCTjxBB8RDJRBHyMRqy1rm266UTX4b1FDLKkp3T72mGmUJbcgNWdW0F16nYoRq57wgL7aG9QMz+Laq62a9ZXqvfmnjjQOYcWym/kah/hijBfrYeiLSJWYJ0xZrFY1Dzq8hZrjDbeOWwmBXAXk5Uaq9wstknbmRjYTve7AMLCgWPgmNjphEBICUeKWHSukPJ5dTHUuhsS69LWoaz77cruaOng4ODWrdN1Hw4PcbENHDCE4dWrV5PJtD08VFIMAxCIlsF6wutAiJ3R7a5YN8ShGPoLgrMOiABoNpuVeYeqE5u2R7LW2uVy+dFHH+nfqsP2ycnJ6empNnvz+Vwvrn65xPk3RiNnuq5rmmY2mz1//lwRY23RR0jqhg24MeY1LlPVT2qX6brMQKzVBIICqE5UlMQfxjgUY5CAw7Ozy9X17z/+4ce3To9/4YvvHx8eTKfTpnU+bgUCQDTCyWQPkT1LHBDZUuTGFNwph/mBICcPLUZTmcAJc9j2JUYvVT7CAMQ6nogSK7mXAO1QGEyyhwghIGhBX8XkEk3zXCyHDeKoRGUp0xl9zZC8UkqZliwhuq6T1D/U0gAj+ylSlcncDSvE8SakMT+6L84lzFKJcYyhVN9mjVYOw9bgk4RwZirm+FzXbi4jKoE7FEIDxVaqxIarQc6OQfnOHVXSzMsFlZCxPilYX+0Lg2MYICiMuze8UP425Cy70gtnSADVL2Of8MWouYwVX1f2Exck40AcBbKDZA7wEOEqmx5qAHZ3LMIgiK8zDt3r3/acAl47KxSQP2eL9B9h17dXBI9Z44U8ps4u6aE1KgaTJC1WhiEo/ELGRGOiGSAARI4hRIgcWYm8YlK1CsovYkQSLrcLUaRIRBTJWIJRQV4Le6qhO6GOHRAIcCfqoKoVEk86bTawb19RxpBF/1B28UJtaprGe79YLK5fXi+WV5q6Mwz9dDpxjYH1jjbs5v2nll/IubesFqrC+E3R2Lk3kl33oSLgLgOugpGCiFdTlPwtpKYZZOKlyZuQap2xDEvy5EkIhMcdq37aK+c9RAZhweT1yZlftwMJkqR00eKwUpxLc4uY3DsS7BAGRJzNJl3bIHBgEYyk1biFKKFfXW6368Xy6uXzZw8fvfvw4duz+WEIzBwRjAq0QgiDD01Luc2Mha8ihIXhWa+/tDMowj3DmL0/kfvY9yB0586te/fuXFxcff/73//ggx8+f/F0Pp8fHh4vVxfGwBtv3D04ODg9Pb1z542nT59++OGHly8vANgZcpai76eT1vu4Wa2sgcjtUTe5e/d0ctQ+uP+WxlS0bTv0/Waz6Ydtdu2nGkPu/XacLquHiYzmQ0iCAIgjeebO6UFrHSAPwzBs1tdXl69ePn/8+HG/3Ww2mxAGAFBedWMkejYGm6ZVz3pAlhCYo7GFNy/AaWLKucfTW1knBfQ6gpNKt5EjZTda0CDX/GDe9DRjsKWYzumUICJN2+pEBUo4Esgw9KvrxXa7Xa1Wi8VqsVis1+thAGbg3IZiBvSQ0FrBrLUoSbhpvJHbn3EvryrU7NCXpyoESjyvmkBpiHQGg4iNVeoQCgfnTNM6Z6hp3XTaTSaTxtjORudc17Rt6xrNN0EwIJG9JXA2WlJ7EjQG2mZamjotpBJ/D0mtDbSWNcYwQ4yxbZ0+vAWwijFuN5uSbiciZIw1Dgwy6yOH1qr5pGF2GZcbF9UEWBkDhgCoUQdRo0Arq9nGMAwxCgBGQd28tXclGtk6WgLlxsnUvNA93mPpr/Y8afcCAOuXFTytTprRgy+io0RAzaz+0fwpdwXW2j5s60T40ubVXpolQVvrpLqx0V9xcHBQyNgVWJGSxGMe7WE+w7rdlE4pgW+U1JD6OYr1FX6jgnJExLlQYoEYufZMyvEPiCqnFypMEPJU97RZ7qJcU67VsyIymRzcu3fv5cVi4uVofrDysN4MF5evptOpqu+MMQARBZk5cDQlAa/S6ifn0qrl0w/Xn8cYSn6TBgU756Kwj0E3G2YOngNvyjpzfX2tUoh79+69++678/lcz0wt/PY+1hY1m81Gt/Jbt25pNGuRdNbRcHtYwR6ItOcvdZMLugMDlk9Aztb/6mWPIES2Yz8QOTIxDv3zV8uXL5fd5Ozph2c/+9WvfO1nv3x0OGcP0W+RTGORQ7TWWrTRRo4eIE4bWlFD2RodA2DyOc+QFwoQgiGDDkVIxK587lOoAFbqB6cqE4nCOSYh3sxGwsSvRowCtOtfKFZDbEqJnxmDMUaKUsOkzLzJ4QraIZeeOmo8lbACXHs2s3vzkTRD3y3zdgKZcaQ6J2A/xxLWVre6l1UbEMMY9h3rro/IjUhJtYXF1JQRVHuG0iB3PeRSkDoRltCvcs8EjMUeJhMU92YKWDd4Y9GIdVME9fxa+8Ayh0rjEARAI1RAQpH0fSn9VqGxIJRynCn9ArBEBRIR7kYlpkG/ah1FQFV9o/aelQt2I5At+UHQXsuGlXti+ncytqjMcuQvGO77C+v6Ks7xn532yfga9WDRoNz4jZ/T8hHukBmSpL7ypDFEeZJPhpAFTM4yKdeWE0ZlyJBp0JDkjE4vPgoDCwsykWFCk2sIxZQL+zF3b8CZToYwSKjShUQHXCKiY3sCZERAsUicK+Cb2UREFUSA43hGc7h0r9fKgZljZD+EZPEUBQTXq835q4vV9bW19uDgQNmewzDwpK0cz1JhXNokrSeLskgfMa4eCYREkFR33WIwoxQy1rSJCBKhBGQAIKDhGNAk147gYwhhxylYpzXVykiWZPQpwWKZpRkZWIj7qPXxPlt6HPaASCmkqzVo19wI9je5PZEDUHF0EI59FJTofX90eNh1LRECoO49LOycaxoHIIvr8+1msbi6fPXZ2Ve++rMHB4eT2QGi8T72IRJR00wA+lpGjJo9ohmh1aGSwB6/qKZDwMhEGh8Kncypf1FjmtNbh1//+s8+fPjmd//4e4vFwlj+mZ95/+HDhw8fPmzb9vT0FKJ9+vTe/Tsn3/te+/GHPwaIs0k7v3M8n09vnZ7evn165/RW2zmNOPewEZH15pKItj3FGLuuM8ZtNhtEtJSkOzGwelpUmIYfkyAzgu0Ii5EgIpq4WS2unz//7Ozs7PLycnl9dXl50TQWBYyBtrOICGodJIA6EgYvEZPmGnUYYFWsnhxgE2Em3lB+Qnydd3FyDGZRgCJbrTAgUGWfqCGTwJCsOREBkIyrQBXYDpo6xVq3rTbr1Wp1fXW1uF70Aw8DCAAhWAvGoh+EDFiDxpgkHE/FJYpIyGKWHIKd22aFRLL2BtBk5Dg5HCNK2qY0gxQBwOgPRcTEgQgJwVpsO9taQ0a6tmsaO2mtc6Zt7GTStm1rLE6QjTHOWefIkiGDBqk8+ghCIGrjiRCVg5rsPcGosFbxoqZtACCEuO3X6mjVTVprybk2Red5b50jatVII3uZhBBD5IGZSUyNUKW0Fdtis1Oaxxh6P/R55+66Tl1blDDJCJYask09M1J9da3rqwGx2jqyhvJq7VkZjZWqcTQhtFb/3hiDKJqGUMK48jg5ZrkO6UmrGkg2BrfbdeZqojGargHDsOUYOEZgNqqp01xWEdWH6/8qmssl6bLqE3RU17btaJhRIbQ65amhwhJBVmdXJJmDNCrXqYAFFuEYNHnVGEdVbwbMESuVb8Gv0ub4/3H3bs2SJMeZmF8iMrOqzrUvM93ADAYAQZASqNUDZSYaXvkok15k+7ck/Qf+Cb5wjVwzmcxIo3FJ7oDggliAGMz0/dzrkhnh7nrwyKio6h4QIKmV7Z6Hse6ec+pUZUZGuPt3owPXQc0tHabimVbysJoIXA+ndYuXjsPTp0/odn3/sFWDm5ubs7OzGINPSyGrez9MKb2PiR1VQfsIIkaBA1my29Rsx13BZk3zlHwriH1nZk+OFSPmAAAgAElEQVSefLRYrF69erXdbruu++STT1arlRaci3a7cW4mi72NH9xVn+nRDr6ptsb3R5k3R/jkMdBkzQU0OGr5alnVvE7psr2wVs9yVgy8yDKNu0zYrVZLQpym6R++en2b9MX11Xe+/em3P3325OIJWRq3W4CUMxhLF8lCzGk0SdAvnGvDSkYEJSoPppwVwExFzWt4RTCCYQ5OqDLpABA5KKCCiUhScTwHEWen0L2iW7/ecP6I5wx7RIkQ0Xuftuvjfmh2DHOKoJnllERVVIi0sql1Vhi2uZN7lUpzm1rtQLPkzMy44J/g8uiGMcilfvIdz4qS3Gaz+vIRyqVo45cb/mTxPzE4HDbrwWAdFB1As6rrq/3V0UdoV6OPJDzlb+53TMl3GJ0lkXWhHofaveeByd45zo6N/inoqASa744PXsRwjkgqnE9qtr7y/EJJOtm/bb+Y0NDv6+D1OLi8XD056FuMDoG7mX7sXrkf7LA8AbLyj/A4LuGDfzjwErX/xrE+O9A1tS2lAyYekks442jQsK2kLDRiQ4yIykpuLYSgWdT5XWZGRrDXuBcfT8/5APKAvVxAAGnPoZmfKcU1SIjRY6NREYEKJI18QOmhMl51Dre2evp29bcMnzrn8wrj4eHh7du3Nzc3J8Pi0aNHJycnIvn+/t5JUCGElKRxEtd9dGygr9sTy64PiMjlvc3I2KHNsaloy2dzBxc1J0eDh7D7j7e8FMdUrNkmfBZVyvg6TSmgjbWMFATyxw6LH28Zkb5PeplJC1QYgM3mUs4/KlKHyvGcSepaPZ0REIhM7WG9VtW+77DrAAEZKWRDcLUMI+Zpevvm5cP97fr+7tNPP/vsO989O3/kXSIxM1PKh0GXOOdpGIPtHYx8VhI+RGw+3BwP/sUzu1TVZZynZ6vlanjy9NGrN29EZBiWz549ffzkouu61WqABKeL7vx08ck3P744XXjKwuNHFyGEs7OTUNhlGQA2m3U8Qcl5WPZd1223WwAE0O12vVwuRWxmrLn3I+92m1pbEGKMbiinrpaPHIhomna3t1dXV1f39/cvf/bjcRzX6/VutyOG5bA4XUQv+hEUPIpdFf2R1L03tF8uZy26h3izJzqQ0ka+Hg/V3u/9KqWnLmMELDJVAEQOzEZ1cB79D2MSkcLsGtN0d3vvkrzNbrvb7Xa7aRwBAZiACEJXFn9WSGKxj2aWRaecHaF0lpypuFHcfruj43dLUNq/GjqKCIzmPqWIaCoECqYlMhjRm4FFx4vFsBxiP3TD0EUmsLxYxj5y14W+Y2bkgMwcEHvXO2AikIDsJXVkjHGAMnOSBuRX0FwI2EAeiBeIT5ZDLW72wBRyCBQ8lI8xUPRbsOiji9ZqG+DT+i4ujrLRVUE01SwEJAxUMMOz1XJOGycA8z8L2JGHClMo8evTLswMxtbNpdVX17XhZNRW81a89ZoIymo332hB0b+hNjkt88JhHMfxvOiv/a3zBqt/WE1u2G63zuE/cmepIX5HXVz7nVW/52rAtu2pBM6KKx65hkzT1PobF3tnAQMISMDEzH7GCZjTHT3oxcwkZVQwA1M/K9GzlRCAiYrGXG1/BKDP9sMcdlUGOtUQ1g4zXR0sfffu3d3dXehPTk5PHnY5BuqoWz/cXb1918duWC4quOo38aDCa3aJeq5VSPZh2olIzuLtkCGrqhiY2dAvXdc1nC7Pz84uLy/v13dXV1ebzWa5XH722Wd+6aqNZFWi+sjD7Uy963Pm/BHGi4eVqJOof8X4sr7zeqjtOeENEN0M05sxNIiW3NpG/GuQzAhiiAwmWVFV1UI8e/Tq5v7Fu7c//eLL3/ud3/q973/v4yeXfVj0vMx5yponFfa4Nkm+dQY3SzEiAnbEDIOAJdAMltAS6Gyc2B55nk1PZiq2B76QDAAVbHBLSYHDdnd/ZLRh5WaGTK2JgLXpxLgfAM2D6dhAcy6UNTOLAdUsS65uLm3yZ4OdpD3p+lDX58DG+/3A/LMlBepInd4s13IGVDcXH5rY4arwuMFqi1MaVD1mGB2SIUFKhGoJf3cRSl0888fUPROlXOGiscLm8bTiyQDzeIhmaygoOY+K1YQTAJjiIULUfmSqLevhmKNIOcBQvZxELjlgNq8omyF9LIkUVe+X5H06qDcE+KF4CHC7QTzoeMXtag4SE7B8+uMkhSZeAv5lJir/DXZ97cn6fu5HLX9nbc2+ZcKZueHBd1ZxICJFZFMjEi728XlKKaVChlaPbVHy7Lay1ZpINiILhnNWESAoSYvgI5V7aMQKRoCMxIgJ0cHggLE5kksIRFWyFWyxauQOx1c19bUEHwMAwMPDw3q9Hobh4uLi8vJysRh8fDhOW1VlxpQOEsArH69Sa6DIs0rwet0cy7S40J3NZxLFyqyehX70zpJIgQM5X7n++KE2HqGhm+5zjRXKqV9h8eICWkcyBdFTBVMwmL1YcH7GDPVommJ2cCiSZ0BideM48OpX1QogIhIyoBFGSyk/rNdTSkOf+76PMQRGM5vyhGAYYiBAyXm3efnlL+5url68+PKbn377k0+/dfn4qRmsN+vY4Qcx81K7/FP07tYz6ugVYoyVpjXXf8lJdJ9+8/k0Tev1+s2rL69v3hSSyaYQbv+73/3+MMQyRMglCOjh4d5ff7lcDsOwSw9evHo5slh4/Z28WCFAJDTz1gt7ptmZg2OMTJhSmqbd/e3tw8Pd27dvr99d3d/fevRwzvm0c4ovrBYdEallFYEC7FhJSplRaHFvwOJu6jWuzlq72vTNoBnh1+gh8b2TtXhVK3hCJhpS2dhdtiqFBqNJ3U13s3twNG+z2Wx3u81ms9tNHgSXM+Rc0j6YIERAR3R9j0dCwhD8QRYkCjHirBIsQcBjbrNDyscBCSHMyvLGyhLMPzqh+pCG2NDUZS2BOQTq3JQoUCA668NqtVws+kUfh6FjAtAcAjJB14Wh7xBNLTMYMzOkevVCaRgIEVVGv8vVWIWIXMLmVaxb1xgiAEUOakpEi37wjcsHUpePL9reyZtkp8sihhi57+NexWTBzTNijABYdX3+mHprRGyBiDgYam1X5jejZupeKbJ3aJy8swJwMx5ti6qK/s3/OEcLzhtOG8TX8va1+ar9nn/MOTIBq8Su/ama4Ff/6l+LxaI2pd4zuK7bX6TV71XPGGicsfY++CJzescerqwvss8mURWR7TQyHCNgs2/WgXmpmQ0YCpdeFMycAilgsRydRTeJIlRM83k/yRX0Z9vvjq/wmt2qqjDfyoMy+oDAsidPrbeb16/fjOMoEHlIXdddXFysN7vtVq9v3i0Wi8cxqLpZDo+JvYevn6UiaS35tkU7oYp+kQ05hC723XJxcnJycnp6+tFHH7nnypMnT9Tyn/7pn/7xH//xer1m5pubm6urq77vf/d3f9dPbRfpVVHoZrOp2s6GxNHY/TUR5EUI1/Y3jdLhqP2rB1q11mhFku9vjOjcEffuRUZAEWAmNyiKMYLAbpoYaVgMD5pwcULav7nf/N9/+R9+9p9//nvf++3vfvbJk0cXceix61LeZskDcRd6Tsnn4KTAYpiBfP5ryoG7GDVQZphAdyZi2q0iKra33sx2Y0rTCMRG6HrnYh3ks0JUPz48k8mLfbcBMds3cq1rXIt2+tq290x9smgTJukJW2BmY0ohhtgtqv+HmY2i7ejHzOre6MTUo3sXIrUY0nwcNJ4F3Aw7rEANUBOtERrEmwT2z0nX9fVe02FKexFMzkbr1V+0PRPJXSlmD0+Hs8olMqssvKMvN4LiGZ7135gstVSrw3O5zHC0KYFyGp1PgoiODSr5IzCv/EIPZufeVevsxiWxjPsV0KcBYKSa/YNI6QZRsRzWQMGV8Vq82exoZEwtTj47A5R4vTogOXCmsa+p4tr5tB6L/PA9WO9fvev7r9HDs8VAsYTBFfaCP99ONIS5FXReciF9qikKIYEiM7OwhqA+hQVTSQCmJS8OTDPM8n0iKhZ8Uh9w3Ptw1IupWAwBZ4JwCW7E0mfAHDeHiMwI5fzTVnBdV9vcdVIb++ZZUlXd9/DwME3TkydPlssFIqSU+r4/Oz95eACQ2k2pb1WIe+q5y4JnqyirerqjmthqEGL9jI37vMHeFizPUx/GPRMGmQJQNT3bP0G2Ry9b9ZSqGkHxyD7kvisYASQpe4Tb7pSZXwmAgRkMLIT0QsmrAThWUjCxcdYp6bWuBVQrXiTt9NRAkhoYGe120ziObpg+jtL3McYeQQlRNZsoaE67cZp2u932/uH29vb6s29/96Pnz8/Ol7vd9CFOqR5xON9vSA7ZBZUEu39UpykTUQgdInpgiVPaqtHc5eWl68oohBDC8mLl6c8i4l0TgFFgySllM8LFcjmO4zhuRYSXEYDcX9FE3W1/tVq5altVwIAQ+xhCCEM/lLBvTeu7h+vrd69evHz37s3bN29yTiKJikAF+mA9EWCqn05UTDVw8JC04jA0w9pmwqGfr0HBBYgAwCfuRkRoext6OqSUN8kN3NBe9jkHZoZK6lURBqeUqNiYdBzTNE27adxut+7Lt1mP0zTtdsmdV4hdRFdCWkJHsQZMmYEBE7d1mJSUy3Io+hkD4Mp5dD6kmqkpGxJR7BgxgA8YD8f//QwRMwKiMrmm2JZ9Fzte9P1q0Q9D540fIi5CXgxDF0MINPQ9I4imPgRA7QL3QySDlBAAQqSccunuQihdaLlWsdpwq0A2nc1ZKTIHihW/OhIapXGqp+bV1U3Xdf6uACCEbrFgJ3z6L4U5e0BEpjFXJMoDyWIcmMMwDB5pMI6pok/bMVFHObOn0hFSzmqa15sphBC4izVEwVmVs/ysfejGcez73gmBLQWLiNvZGRyGkbQ2mLWq9s7T33+labRUvVat7WEV3ta6js6rqGot4xfBBcMVNmw32MoV9DFNwdlmALBVhflfvb89SgU8PT0tPep+CGaqGmP0IERVjSEQERLlKbd7WZnHAXCMDiOpG41mIaJASF3XXKXsXBvNUg4sguCpze6wf8qlcGuan8pbkSJKKNdzs5vW2w1y3E6jPjx0i9OLi4u7+y/9bW+2DxdyiUghEkMYk8y+yjCPBqxtpNuoWGfDdl3X9cPp6enq7Hy1PL18/OTy8vKTb35rebI6P794/vGzk5MTX6JT2j48PPzJn/zJX/zFX9SlslwuX716dXl56QvABXvr9boiq7VFn60UtX2ImsfqWH3U5pq8V+A1Ho/vdfIfqvS82kfCAFQsrlTzsOxLIg7zaliJyC4lYwIACj2GILvNFy/eXb+++ev/8B//zf/wg0++863Hzx6JoozjkmwhuYvAgEEJkmASmLImAcXNbhsWfX+66hYL7pgJGSkrWM9mhkagxTldRChyT4OAuUFeuU1qDUytZScFILKGA6QtVSnPlVgpqxpJpwG1HGYi8r6tZcwK2Ps2qnMX1x3JT5zf57dVrGZLlCfR4zp1xq495JC7qKpgPhWCukS9+pTakBAS7SNeENmtZqG4WO1zZbUBDx1ddByvCTY/wCcdja+hr6U51P18at67auhXMSOYP6bN7auvECreZgVOKJI+5kBgIqIIRUPhvaIvZsK5egdDyFl9j9E5PcOtNJS5NcafMQWENiQQuNidYXtr9mDIOE1ASBR0fs9ziS/lnbcjJ6uwxEEnRS37wKCVrR5odQ6FgDMGXxx0D9hJ9i/o+vBrjeDp2I/2COWED0BtRya274sR58Bi/fW7x3Y23+IeVeXlQ6EiByqGtrNfg8Nk1cQOCxexmjeUfZzA1FgAHA/JAoZoyIw4RCKYJnQ6TSEjAZpqIEVmI2PybDcPiwFnKgPrexzuhitR3pdjEwUvrjPd+t4Kpce7uyaWgHCvdjjaXPxIcKt3V4dP0+SlvFouYWhT6roQQiiSY7MQuI7Pj0an82tKJVa1U0DVXM1XKg+zHkvFmMQdEAnFEKr/J9R+lRufz+xWE/6ParIv1r3+UEMF0L0tRJUaZJ8iIZUnRV1TpkRsUN45NRUMMuy9ywo1HEpYYiOebndwZobGqENddGGgYIwEALvdtNtdnZ+eMWHoAqLmlNCMiye+qubN+nZKu920u7l7942333j2zU+effypSy6bUSK20/3WlAIO5DQH+QfwflLIPKf3J5rLaBCq5aBjdMvlsmiyBRUBRAw8CdcI0CmdpsrMKY1E3mCyZkQIUlAfYkSKOI2jmfQhhiEiYh8jM4nIzdsXd3d3b968uXr37v7+zu1wVBVUECCSi45kJoroPhG8OISTmokd3A5RBUTmTswQ7YMTK2+fRJ3exiFEzVKHu8QMUBjcOecSEnloGA00+NTUAJLKOI4P68319fVmt3142KzX6+00luJ/FhUjYIy4N+apQCuUacjs9GWH2+N+vu4nKwDOFWfhtHjx4VRzf14CBTVxqbFP+smZkGmjqgQaOAx9XCz65dD3MSxXXSAautB1oe+6UOjcsuwCEXUd9TEyOwEhguZhGPquRImGrmdGRLRYuHlmxhBMTIpXvmUxRHM3/Nnh+gAiqxqwNkFub9Bn5pY87UTciZ21kPXdzOcXtZhQy3nMc1wenZ6eztvpXmAZ5ySGZmAEjpL5hlMTBb2xACroioOW+7iI1r8xZ39UvZB6n44VY3RRogOSFRv3V/O3VO2sHDHzu7zdbv3Hc87M7Oau/us898+TwR1ar2dHTarwnICKGfrh5e1iTXogosVyKHrVw4memaU07cbcmARyCEETkDe4s4UdAhATop6sFq1fqIjATMc1rMF6cwOJxVSGACkEN1m9T2OMkSNx7HroHKr1b2YE7wC9FQSA+/v7thKtptm+PEII/TAkKbY3+e32+uZut8vd6ux+s3m8PDs5OXn69OmbN28eP368Wq2++OU/9t1CALp+MUkOCOM4+ut4HGLXddtxIqIQw2I1LBaL09PTy8vLs7OzZx9/tDo5vby8PD09j0PfxWGxOhn65en5mQ9VzWy73rx69er169fjtPnxj3/sd8e5nX3fLxYLL9C9ma8mZ35fbm9vLy4uHj16dHd3515iDkVO09T3/W638xvqozr/X/6kOPzrv+tDzM89PAtq9Ts9ZadYs2oRrIYQnFw3pWQkli2rIvPFxdmjJ49jjOv1OqVJVTfr9f39BADqVnoqSmHoWBWv78Z////85bffXP/Ov/mdT7/1jdXpY3m4A8FlEkIkyTBlGJNOailbFtxt5W67uX6g1UCrgRdDCMQID7zfDYw88CYAF/p+GWdkizGumEcncvshCAUua9A2h9m5CnR9pF5Rcef3la0DDqxc3f6/yZLhqj4tE8k5Rs+/2S9sywM3KBQYVbUCNe8po6KFbOxBlG4pOuZUI+RrLvweMDywBU7TNPFMHxCnbUP19WwVneWaFAgRuB2jAIBkqb0TEQmYg16IzE7pbLDoXHrPuXwirFilFVV9yaN3+4wi7SmEVWxouCUso8KVrb1N9dsWleAaCQBxltlsuyoHxQB+kDO5DybFIt4hADPMpj7ijzG6/yfMxqTV1fCALlTi4o79k2jf6M28Uz2QFH2dgwkW3u+HXUC/FqLbl+5f3/V9/Wv9KqyvdZP/mhex3/w3/ksFfsWJcU7qKyZrNuNqNrfq1vTKWIzQq6U7AQRiy0kZVQBUA4AhUGAbU5sMLopQ5Cuh1ABlZ3GM5CChnsqTZjo7Uoqph+X5BK2e+i2ud4jxQvukvj+9q/uUk81qpdV1HTGoZVV0v3WZRldWHOfDzDCdHfFjSmfsHPrD2U/F+GZjFbI9/RIKZeIg488a5rLOOlxq8gxnB5x9+mSB/qyQHisXYv9cIYI6LVsbdRwWXZw5wcmqLYqBWGr5oW5QU9q5I+YSFrAGCs0X7IDcrwBoeea4mtnt7TqE7aKPy6Ef+hCYVabNbhqGLjCIakrbm+v0sL65f7i6un5zfXX76aefnp2dOScNEX1Y3gZbh+JJLfzrhb3s71q7G2DVL7GnUdQxkjNhq1OXFj29AULAMLMUVGWPe/RhyDlLTh5RHZlD6BDt7PQEQEUkjduXX/3jF7/8xe3t7fr6uihV8myTQNYRStEQKICWMhJMQcXC0aaBRVaHdWfT2RArBBaRnKeWUIeIOSdmV8gGZlMBMByGPidJKUkWUavfjBi8Y6aKLSuY2dX9XSVtrtfrzW67Xm9302RWSMXVWEURopVO7/2hVh01tqwPPIzkrmAFl2JBjapWEwCUUcDdZVCdu0yYF0PIOZmOqEyEIYRlR4/OVkQUI3cxdl3oAjNjYOyYkIxRCARzZgqrxaLrBqANoVvIGHNx/mCKIYTIJd6tpCQzJ5hCMVQo/gciwhzdcgYQcxbLEkLouq6L4QCUIAZDyaomlXzoFYN/TZIrMlbZhjlnMCIkU5zGDJBryEcFQzxlO6UEgOv1ukq6QgiEARG7nmpxNj8FAAC6WBiir885RARrPFcrt6stWctU9/e/3e6OEpxrVeEf5D1vBjhCEY9Q/dqzeRvgW7dfMW+D/bLPGfF0GCVSrD7bRFPHPysRq9Z6bi1wFEhARDUksPYP/nVkO+6SBmbmnj3HwJ+3rgt8EsvQSvf5PSbOoVC3g3YJaMoqmojZ0BQL/9+cZgKYKxuRMYTOf2PE44CKbGqK6/V6TrYY3PKEmV+/ud6OgrHbjtPLl1cC3cfPni+Xy5OTk8vL808//ez29vbLr16KyM3NTb9cpDRV5vDp6enFxcXFxcVHH320Wq0uLy/Pz89PTk7Ozs4eP358fn4+DAN3XdlHFdfb3Waz2e6mFy9eTtN0d3f3k5/85G//9m+/+uqrm6vr65u3Dw8Pt7e3TomPMX700Ucff/zxarXytecDDqdO+B+cQunNoYh4Y1ZTKKvs0wWrVSWrqtvt1vmil5eX8F4wg6pVWFhtHwTVBki2Y2X/XSKC7rllut2uv/Pdb//Wb33n9Pzs7u4upTHn/MUXX9zeX+WdhCEAUAYI3BERCBBGNftPP/vyF1fvPvv2N/7H7//W9z96esHQ37wFM0iiuwxJAmDASKH/+PJskrwRGXcieYu7HPoeA9+wu/iyEhuCoaqAmM60Q88UKSZz1ZeoRrcV6V1UAEr7NEsuG85sUDe7YrajRjzivvqLz7WTB6+bqjLFnMX3+701S8PsmIFEqo4M7bE+z+I7HwkFixU926WpEJx8Zj9PgWPs9z7qiDp7Q86tJldd31Ecgs6mnG6wtJfkNRpRRdqbrJSU88JvL8q8Jnl8dq+Zf8scq6haCzyqo+0ygfKhHs6ZynMxzMzgW8FcjXZOB4DZSZE4OPYAxbNqDnonEbE2sAStSWeCObwJDWSeBcw789dbJxz8i/0K4OpXhzfgP1m5VaeMyu08wOGbHyUD+S/m4fkbgHWHePe/Okf0QNbciCLJ9o72+5bv8JLt80nICP1BcaSusyxC5IMgYGLVJIiGNOvWwJzkrozevJW0FJrdE2cZoZWgE6cXGuS5lSdCAeDDh/AIuKsN9uHH/IDMtwowvOurM3Wv9Rv7aXJkqfamR+FpxXgTPxQ3DGxz9l2dEBVdUmOHWAYnvhs20Q4+Ht5HOzSOI1juBe0bWtM2+YTq6m941WR7/Le6Qc4CJ0AwnJ2FGa3Q7sE3SjDeD1f2JpmOxFitxqquXSol8OjJRERnkhYlHpiIyZimaZqmabUYFkMMkQL1ScSLaQxsprvd5u2babt5ePvmeru++973fvvi4mLRh5zVJKWkTNGbFoBD6uER3P0bPL3eGJuP2P3OHzmXzKiLdDN/b9xtyvGv5cL6sF/TFIgWi2XsOBAayDRNMk1//Vd/uV0/3N/fbnebh7vb9eY+57yYAQdGcD0eCigozXkVOJ9SqMbF6attmYoAQ8tDjdXy1AxlmvyeEgWivRVhjL1CsQ5y31dmdvgCiJmKaCeJiQgzS5bdmDabjTd4Xnjd7zTnPE3TLk2lbkdwGVsglxbYPijJNS8fstGrrHKrIyp3mK5DjrKolKKvOqsTEl9cDjiJKKgUohtZJELdXp4sl6uz1WIZAvmg5yJMzNxx8Oe970LXxRgoEJgJqBmo57KECESqZB1j11EIMYQQiBFZRED3boqmIKKIFLphdqv3iLkISI7vqarHs9WKvKPQCMysBuvNkwgAQtP9AcFcftwr0jkY/UAsN9dJ3tg78hTciNtLimEY/JwXUc9/dl7TTLakNqoq5wxlfUbHBv3NpGzt8MUL5XEmozbKLnDY5JDgZK0bUPV6qZX9+x4MBfuau8Qq2PPq02mEdVG5X1fdih0ra1vB+uK1ta4q30oIdOF2S0Nre9G5rqqySWioyOK/yGcQfiRpyrXVLKhjGgHAzXsiucMG1hhVRDSiEBvn6lAUQzUuq7xJtUnF1cIZLBogYuDgeZXtISgevZCzc978NNztdld397tp4i5spvTm3dVOcLE8PT8/v7u7e/To0b/9t/87AP0f/9f/+cuvXn708bPf+e9/8Nkn3zw/P3/+/PnZ2dlisTg7O/PwvWEYlsslzNWkgxR5TNdvr16+fPnFly9ev3797vrm+ur29v7u7u7+/v7+9vb29vb27u6u6C80+exguVx6VvvTp0+//e1vO9PecWDfjrx6Hsfx4eHBO7dnz549evSo67of/ehHd3d3vh5Wq5X3h48ePRqGbr1e393decCDc27rsKCdFaqqiFWWr83POMwxcUUQTvsOJ4aOiMzG0mmLSEp/93efv3v36vz8HJmYcRzHFy9e3N5eL8PFEJYSUCeDgKaYRRi7OITt+HB9v9n+p5+uX73ZfevT//mTz86m0U3O3ViXlTycqYOQiAaUUW00kdEsT8jOBibjkN2cihCZxN0XtcZwE6glzRi6IztWAK40ECpyBqssmCR6mCoMe0pCg/UV3lPcc9HNKZqzO0iWLKqz1kxVlbq+mv2WvA0Vv9eIiBza3Je2P58fBAIAimHf9VkjERT7IEe3UErMB7amZqradYsjpscO1ZAAACAASURBVJ7j93Nyw37/+hXNyYGUCd+nyFLt+rTwdaowFSv4dhSbcVDbFG4Azz0empkzS6VEs+xlGsV+wUvvvRyxyVWayVsAOus81FdChQq+7mPa10NN+6IdAT7kgaP43mVsD/XDV2w9JvTXgMrIPtym/v/p5nJkdry/TPjPfJH3IcQjPxKXcVc6554f2BTseFC42x7uIK3qVESEwAExe2yXzx77mZadJ8efRXz5JU+iBZcJ6z4ga/b+aBTSDlsjihmo7B9ma/N2D9BnPOxuXUVTRX31lVvHNp8H+7HhDM9Zglg0ISIyjtvqSONcsla+bIoGiof+xUd3xEo4SWWyzxa/3lrN/V5xfUYgq/aJoHAgxT52r1LTeZ14QoPUJKssdX7cuom5XU617kSEgBFKUmIxe/RPau4yTODFgTTOSS5DqtMmM/W/Ng++IZKHvxnY+2IJBYiBzchMtuOY8zSm/vRkuVhGNFI0MyGErg9Bycxy2r1981IlpWn32WefPX78pO/7wN2kaiCgRdRFRMU69L2n470spg/8exNVpLNY2NrFNT9dioR97BjRVEwlTbnvo4mbHYrDGl2IzNz3vUmapml7f397e/Pm9ctXr17c3FzFEHa7bZ52iIagHcFyOWC1U2rszmp6T5sue7RtVgl7azxwSIZHBCYkJHTkx8ymnMXNPkvwd1F0GIcsue6ZIrIbx+12O03p9vZ2zGm73W7Wu+24G8csAmoAXNI6/bRiLr4XRgjOMK+czHkv8vFwnV+0essW9UIor0F766mSHUQVmLU9UVynRBEIgAi7GGLgGHnR930X+j4MXVguF5HZQaEnyzkIzjxyDbvAHCggqKLfyhiXjCSaRYSHIYTIFEw1TynZZIbL5VLMPCIGgbJmRARVUrJcKEeVUDAMAyJ7ARqcUZaSpmRY+hbNBkhADGZAUnuYysB0JwDVoqQlIjM0Q5ESojVfSXVGVgghZyQiU0ya6uAbkUvcKDBhUbwQkdrksTuexlduFBjQ7GKFdTLirkVdVd8VfmOTr+PdhRMs3RW5dkRtT1jJci2eWYV8R8HfTr/0hsoVsz6/4/m21nbLaYc1At7bG+9sHfqumr3aizpk5H9uvEkVcB990dq3VM6ttoSwWbgYOVT3r0jsWeGM1MeizRMRQAEAE1AkBUIDywKii37Yf2oOHtnnw36fFGIgRWCjHHjK2Rp7GwBIoKYGGVp/nPqnbliGEIhCVUCklMakijFPOiXJgG/evV18+cvlyemjR4/evXv3+eefn5ycrNfr1Wr1wx/+8H/53/7X733nu13fAxGoeh0JIsAs03R9fb1er9fr9dXV1bt37+7v7//xH7+4urr58sWLq6urzW5MkyTJOcs0TevtNqXUx1gjMXLaOQd1sVg8ffrUYbqrq6uTk5NhGJxQ6ozBqr+apunVq1fjOD579uwP//APf/CDH9zd3f31X//1OI6ffPLJD3/4w5TS3/zN39zf3+92u81mc39/v16vx3H0rrLG4RyBPE1GiKJBXRK+tGbe7H6mnHOKFOvkJeVx3G2/evHFL37xc0eGQxenadpu12bWXQwRT5lpQkSirICKTDwm6xer0yGMm5sXX/zyi+34Py0u+ogxhBACAhfCh0JSle0WOQxMHfPCzTyzSJLzFJBJRCeARCARjVBE8zy/UAyRA6qllLA/QrLR530i4uzz0nSVz8Us0IaseEkzEzJbL5xS4zT2TsV1z1kSLEFUKmVRVY350CdM3ey6NHVNa+rPYMoziti4ucyKJzw8d9y2GusIB2c/TC50XxCV+rYPdH0z/ccRwnIuzRxSPC78indoZTK2yqPZBBUP8K5Z5ebbiDZWlk0FqPOxCS3RDGe93f4Q1EwugKDg24WoFnMBBw0bD2Hbj8vJcB+gIKagSEhlbI9IbPNAuWFjvsdqPKJjvKdiK+Yd77WJ9JvyFv/JhPbWeuBrdX1f1yz+lzFned+c8Ndv/A5+9ogF27xOsd1Ad301b1l4RkqtxF9ApV6itSCPh9CU+O/qJmkBEBGFKYOZeZniLECxyXnHBlAOZgRixrojYKPUUZu9RB19gqwavDXUWUn9Aa+O5hWaZTA3sSUV1D83ETIToLnRYCBm5hAZsPCj58I6eImWUtpudSaWH4RGNDMempOm7RAv2otAiuWl4dEqFAVEAsI5WRfswA3ZX0f2TqT1QCpZnKaqgHbgkS1a+73WH4mwjngAMSIZI7k6CMl4ZieSzcEbqGaWprDb7aZpMhGVMvZH9HdFjXTncILg14bmJlelZgz6RQQz0cTsojtOmvJ2O0nutuHJowvy9CERmNxpw8iQUNYPtz/9hx/fXL97/vz5J9/81scfP1sMnWTLWVUTUSiAo2q1GThq/KpLbfvvjdPbAUSPdGDc2n6/mVrWZIVviaBsSAFi6GKMHbOI7Ha79Wb85T++vr29ffPm1fX19bjbmlkgQMTt9l5ViaxjFgGT7PRGVTvy3S2ya7MZtfPcOTyc/ynsOSHNrthMkepGL2IC1RUpIBIScmBn70i2aUwCMI7j/fy1ftiut5tpmlRBDFTB1Q1EQAEDkRX6hzZ6pwQAqEUUXq4e0zHpejYHmk01D/4vcVktjhS7S0VABlSTTIUl6m7eVtZyB33fRQ7EEGPsmLrIw9A/ujiNAQNhiEwGABrDFBBjiCEEgEAGxIBoaAkBmTz8HREE0CJhQO4XC8IC3ykWZ/OUkhlSJHAwvrj37b1JasniRX/XdYimKtv1vTeEQxdNoCaSzzCXIsY9hYwcf/cYD86T1E6jvdHVfLJdsd1igDllS4pamMBMkjPWBIBMBQzRBw/q/jpG1GxHHLXa34E1HpvbquWu7qnV8sThNVdMNVmU0toqVmRyHEf3ZoBivo+HNuvljVxfX3kIW1XtMlOMARE8bUIkj+NupoxmZhdz+pNVtL6+qPxs2itzms4NzCRnybmYw9FB7VIveHVzaQ0hA7FvuXU6Ux22AjH2ITRqZCIFVcyKalGB1VAJFHibiicnEwYmZu8uiCibGhNazsw9UELaIQhoDgwziFNKXj36spqK4dVh9ZZMKa13KS5ONtvddkzEYfuw/uVXLz/66Nknn3zj5Vcv/uiP/sjMxpTPLy8NdNH1jsu5y7GIOMH7q6++ev369Zdffvn27du7u7u7u7ubm5v1eo0YHzabacrMTBxFJImY2XYci+ZTBFQRIYQQaElEm/WOiJbLk2ma1g9beEo5qWRTAabYd8V+1rSkmG6321evXr19+xYRf/GLX/z93//9z372s9PTU5cGbLfb29vbH//4xzlP/oM+HXDhn2tK20QNv8U+SSms+MOAOF/qZpYke+XT93132pnZZrOZLTI6AJBszJCmtN2OJfTCFBGn+3U6OwXqFQEJDQ2JOEZTyZKmSSPho7PzTy8fnWVZckcZaG+UQkCAGAAgG2gSQGFiRAiKYjjcjhjZujB0LBxHgG3KCEqR1Ue2JKoEoppl0m1L+yciw30qpgEd+eIQYUueYivzHa/jcH/WiIjkgySPYlGLiAjZSwTfsUpf11jCVjV8OydqqZ6tXZ+CtW6xrblGQzXndohLc3qPzHtmmVuVN0xHPrSzEXo1wJwjGVyqd2j243l9pUCabT/3rQgdlBxHPaHMeuoG+iu431wFH2iOwA7cXOq5ACAzgc+tNZ3GKS40fn+eaAj+qR3rMZzfM9UZLM5le+k0sPDzwT6ENmntbGsdYnCQIXHU8nyI//krQDyyghMekTwbU/LjPxz9jn8drO+fx8/8/9T2swU33AcJmtZOC5yPDsChU2BxH5oYCx71oQadjGaCX3Y3i0ixuu0CZBuLE4JbEyEwAlFAbbxqPCiCjgpZ8LRlNnQkgayyWgo6MZdTB6uk9lotraXNya2xS1XKj4h97MzEW9OiCXGkCvZ+mERkpi1PdibBY2n8GsdwK11qI1NxkmezCc0uUgQey95SJuZxCiLXxq9CirZnXVvxEZnVIHUq2XqKNQM8f//GHIgocrHLYae0AZFb9CA6vp86ZMYQaJqmlARFsmL1hsSiFsS537AP2hQ5S7bd8gCAKLvO2PsVNdvuxu24m3I6WS2WfdfFDhFBsiGgUWQjyJv7u7Tbru9u729u3759+/z589XqZLU8JQpTLl5/dFgHv7+o3uNR6wceR6swt831U2li0R3IAAJTF0MkRMS+i2k3btZ315vter2+vb7y5Ksx3cx+HhiIEExEskgforkK1ITBOHYhhKRmcKBr8kBHZjKk2RpqTid0X62DD1CxPmhtkUzRVIU8FpBLNM889stiOcs0bcZdGsdxvdut15uXr14nydM0zcp23ytITQ0BmYjBH1gBEEOQKmTaW/mVGoLgYM2LQOADVmehcxoXC6dmy0YiZrBc3oIaMfgVc8QyEAcCIoghxMghhJMehmHouo5DkecRWB9DYFkt+77vhtiJJs1CBARS4mYNkCBwJEIAjhy6LhTCYZaqhEw+wEBiDjGWTWS73TpIFZzg5zOTWfzp4IBz/+r82HOluy7W9EiKYe5gKnsQmcM0jTX+aWaKsoLU0btvZTUvoTWT3BMKktMlkIgRqdiHapleE5EbNRX6H1J9ArKa4RzcXDbbMFOtwOFNVof4zIEjp76r7qmP8/uheVhvTV9HbYFYjQFnQ6wDelVdQufn59Vpc7PZTNPkDeezZ8983ODsfbe0qZeoesz4X6VJFGw3hxrGgI2FXT1GZiOc8r9qCJC/Ye892CeLtV7MIjmP5pRtG/q+mvQQUR/iUlU1g2ZKymKdIAuSkk0zYxYFWZRchmTRQNCsCxqYGNXpyhQm1GSqQAZIxsCEiA/jQ0sVcdI1EXUUOMaizFR1rO/q5o44GMaH3fUkqgD39/dfvnhxdnZ2dnYWQliv10DjOI5/9Vd/dX19vRiWwzDknG9ubhxA22w2Dw8Pu91uu936fdn7D9FiV9IUWW10oM8PZn9gF4vF6dkJiG6325PlylmjT548CSF8/vnnr169cv2hTyF9XOIb/mKxCJEuLi78Fq/X6z//8z//8z//82pR+2d/9mc/+tGPQghXV1c55/v72xY9jjEul8vVasX7SIy9YG8Or6JqizrLyYLDkgDAMZyenj59+vTy8vLx48tXr1799Kc/vb+/919xcrLabDaiICI9kgKkJGQ2DEPPEUVNfdUxssaIFHiguB2zpm0kebIaPl4shvU6p4ljpBiJgyH6MBxQDdlUTJ0PDOz/pHi6yUqao+SOYcixjxMph3LiAjmqnPw0E8mH+hiv1+e5zGwzVB+ZrFjVlRUAL+MPoKY4EVXtODQtyj6kahozlEnQftZpokd0j7qZHul+50KsO+BSWpvU6sPoPVSQs7aKuPe0QlQ5cUTkzMZW1+dA4pQTzHl9CvvYj2T7modZFUHFJXklRAEbxePMpqnK4dK1upvLgSNEnaNrceBsgxa0mrrsxUDWZmaqAy37TGYscuE6ogU4UBjWA7+gBTCn+SocI5vYQK/H7egHxXuOlDruRL9hc/TP8DrZo0Ff/7PhX7XLwl//7dar9s+2cvlVWN8HZgng0jLvXQrEh/s+sEA0FSEUbUNYm99YMsSxRoGIsJKxcgxlbYqqTvNOKprnQOViJmw4w1wE1Fjx0Jw95RYQWr6tuTAigmU84+q/FnraY1/t3Ki4lvW9b1h+SBe/YD6uACrro7LMK8hexZGzbLRMke0waWoemejBYKYJCCq6EVfmmCsgGVqfw0LWCv5pXNrnoF9rSFAB2Ha3mE2GsS3BO85z3YOB2MENLj0CYcmo8FcDtUy0RMQQqZu6lFJKkrQYwbfZDyW7T/E9jvFsHUQHzk6qysFUNRf0kAv3wuD29iFnzUtdDt1q6CIHAgQjgNGUmAhM7u5uNpvNy5cv3756/eTjj7/x/JPz88sSAenerf+U/+3hpq8fZCZYY6/DgDTX1mAaY9d1HSHs1uvrm7vtdnt/e31/e3f97u39/b2ksdCh0cIwqqmqZDcfoxiIIlOedoGZmEwJyVRkTCnBgSsGmBESBJCSD1sowPVdUWODVPI8FEEUwj4ntxjMWCYN89mhDjptx11K6f5+PY7j+mH7sN2O4ziNeZwAYp2/Fh62j2CIEAjd9sMJmi5YH8iVsXupKyLmlP3xJQLPAvfXGUFcozczO8vzVHwU/dFSb+CBCZGimTKgx7VHRiZc9F0XKEYOjJEpxjgMXR+7AOsYY2QMIQxDHwMxQhco5wlkgrRRGwmtY3a2VVXQlZBDTzIEy7mwuWgI1aDlYTeVFojQgVnVfHFxCWDAB2oWM7O816qFwBWayzkZCFLXd72nb0vOseOcp73WK2cAI+LVauV5g2ZGDNUZRQGQEBUdIgA3i4/ExGQHIeAAkFKu68q9Z1Q9xkARPRoQEdl3jkxQA4Vn4dJez1ySxGdAkpnPur2Hp3dfiOgyqkIOr69ixoxHxnct8d459s7tVNVx3B1lQzekLyffRmZerVZVNZRmK8K6D5+cnFRQsZXzBeYj7qjfoGrEUoeGqpolu5PH+1GQXk55hxNCcNfQPKW9CrqkXBRc0t+zZclqBEhEizHrKDImHDNPErJxVhJbxA4Uits6WUbNItm0F81gEkmYjcECcxd50TmEmX1MYeKn6upkUdO3Z5Rvtl20EEJ0HxenUIraZpy24zTupjQJhZhzfv369XIYnn/80fe//31E/PzvfhT7xc3N1b/7d//5/OzCm59qe6aqDw8PFZNx2XbBJ3VypQaSnZ6ePnry5PT0lEK4uLh48uTJo0ePnn709PLy4u2r1z//+c+Xw8KZnET09u1bEXn79u1ms/n93//9x48fL5fLq6uryrvxo/zRo0fDMHhwn3u6juPoKs1pmn7yk5/Utn+5HGqjHmPsum61WrmgoxlSlICQNoTA9113EK0KkdVqdfHo8unTp8+ePbu8vJymjWq+vn4HoLvdLiXp+/6Tb34rpTxO2ZH47ejZrcsnhMIhuxRlHsKoak4joRFij9ab0uahM9pNKfYdDMpROXZiqgBZtRwDXKJYzQAVUOEpDoKwTbJRcUv+xRAFbW02S6LN7bgYsSvOvbBnL89hniJiKACxzTbMun9wmNktztqrVCsuZra566tyNe/6hh5EVVTqkMjMNlN6z+JLq+GTNrYxs0G9HNYcaGY+03EkzvAgabmVFgOhb+fVW0VVKv7vFOLys005UaxKFWflYA2G2VNd/BBRKUYMJVWi6XRm/21qnU+qm8uxS+BMyZ1DLyrdrGnVGlyniJFnGpiqaNHgYFHfHNBBZ2+/EvWuVjV+x2ib/CbNmjelxy0gAvv8WvEAtQPYVxofLtVwtrT7EIm0djtI9DXuX79h1/ebengeqel+tYfn+7kO72c5/Cv2ojXFq1aRXAw2XFRWmkBr+vTWUqk9quuD2hIDHPUugx8Rcn3IrK136TNZUEFFjUVhWLZjsGPrpBkrR37vs3j+M8z5GbMXMBw9KkeyWiJaLBZ1P/JKRVXNcnGCmv2dOw6LxeL29rbmNMx0AQWAWsK6o6m6IrlxizJon15tQcjGUSriDFZW6K8KVA8K96pycfdh56POk9Q2pHxeTtC2fLVSYcxF4EXg7ZQrprgM4v0/imqqokpZlZkQO2YJITBPISsCFzKpiNrxWqW5EW4Z7RUJrNcxpZJVbYZZ97z5xemJiF7d3K6ZprPl+XLVRQYAjkjkdkAmMknOZvaLL35+dXV9/fbd829++o1vfHJ+fukCj9/ouRAwsq979BQR4+xAWC0xpmm6vbl6/erVyxdf3V7f7DYPmhOooQkR9V1ERHAxfx4RMTBSZHbyviRV9L4MRFWEKUYOAqJz+StgddZATfarIaFz70pv3w4UxCnbZsbuembOgCzP6Xa3dV97d2FZr9cPm/U45pxBslNtvJcBJsiVAIJYaMEGiArA5hRBQwBUQPfkA801P63ijauhV1W13C4IM5nf/zF7DxEZoQwd9uU4AFgkjh33sVv0ceiDh6f3gfsuRCZm7EJcLPrFMAy4MbNx2ooIakJBBROgs+WAGNGUCNDEzGLQ3bTzWLm+jyGELvQOFo3juNvt7u/v3YDOC1AGXJ4+8QBACjzPlXJ2uUW1bo9kRjlnMPYUkDaiOkTqKaKBqmzXD45HLRbDOBURWt/3RCWE0C+paKoKN2d+OnYC7wVUtu6s7Qyosu4bwlLJmkspTWNarzfb7W4cx5yzxr7u5wIF3ZKs1YCk6zoKXHV0r6atN7d+oZbLpRvl17LYp2z+psdxW5vGNgnd27x2lx6GoZvDMNqur3ZZ/v5903aGXqXt1W7NXWGqA6p/FbbtXNJBky1e8dJ6qLVxgrWZqSfCbrfzTrV2jH4NneGJ2ihx59U+jmM3O1I4Jrl7d68iOOaoEBQXxtG9eUc3DERiAoUApmpZrRNQgwywy5JROSqqZTMKMXSO3GpSNVEB22ySKw7qwvAD7uTkZDemKYmq9n3v965fru5fvrlfb7KBC01F5P5+/fOf//x0tTw5WS6Xy5MvTs4uHo2//KXPI2ZLGJymyTeWOkj1i3l2drZcLheLRezPLy4uzs7OVicn3/jGN7/3/d9+8uSJ7y2Xl5dE9PrN64eHe0WYpt27N2/dXdNtV169emVmDw8Pn3/++R/8wR88fvx4HEcROT099ZW23Wnf916RP336VERcUrjdbrfb7enpqZs0+qLNeaqOLIvFwrs4r/KP+Loe6b7P+yUkotVqdXp6enp6GmM8OTm5vLw8uzjv+95X5s3tVez4O9/97JNPPrm5uXnx4tX9/UOa9PLycpryze2aiC4fnwDQOI5LkHuZUkoaaPbTAFVlRiBWNSYciChnuV/35+eaJY3TlDNmCV2kruMYkP0xAVUFEa+mA1E3qjBaoKw2JtGdKRgQE5K61EU0gwIqU9zNHlx7EElVFfx5UTCmPVruSFDdTFQVSOsW13Kh/ZqPTbifcywdNCUMM412vydg7I6e+iz7X6R2oNNr8ZVZXYk+06kEFWucQkoa09yRgiO4qnMNhh6pVybmTYOT9x6kViPXS4Ezf0VqKf3k+UP1Rxw+berbPcJW3mqxWQmVemr7/AZsK9DWxWLfRMwR7o6m+JV2H3I1yzrVqAk7NLNpyGhqB37mc99oalWhw9Wn/UAvh4h27LryIYtOLxfea250tpg8MnD+51tX/tovEj5kQ9PY3+MxeabotRooszry+xL0kUYxLQGtxoxkszlKsXiFap1Tz4cwM+asYTDOMK6HVOgHGbHapghiBFBEx5iNPaoBqiknoFJBYsCY2J3rEJGR60pTYpfcFJGgK2KzOEuArNiTkCEg525CEjAxS+AhoRZLhiwEBLOMyQN/Q4DgdOfC8CSlEnIQoOqHfeGNklFLViQbYelPUCyjsKoqKVfpO0GNnS87EajbVsRAAaEPHAriqIQKDCAQQmAwVImB2QQMFkM/9N1uuwkhmGkac9d1akhEWVPbuxtolTtydTVRw9l5vkyYCCv93T3fcGaWexS1O/g17pdYeduRooiIZlQQ0VonMSwMTDWbmYKgQwDBAhlRgUdwrrwpOB8DgougvCoVFbESEDkrtBEZgE8CiKiiKqkEyYApwEAgmXLSBKQKKmAGpphit5cVNUR2pMJ09cFg0S7Sqe63HmN/KNQkJQYkIBO4u91M2+QK/pMQTQFI0CSSIgLJlLPd7d7u7l/cvP3i9vW3vvXpdz9+/vxsebpDGMdRBLquI+xyzqZGHMvo3ObgElMzw0DFSBUARZEs8uzPiBQCdTESwTiO65urzWbz8uXP7+/vb95drdcPZIBqomnoemD3NRURQDJiooA2LcoWSTRzhtDM3ExV0YwomY2aDKyDjIaoSAARSErrRuT8WJ+EyewADZCgcud8c0AkhqCTakqWUtrtRi/FxnF8c7OZpmkcR6+Y582xUyiiPET06B4hizVz0sCz+RTB/R9BHZPXlshgaBV0ch0rImZTQECKZTGb1wQROMy6U0NAIiBQUAlkpgIqnvvjaZEd0qKjruv6Dk6WvFx2q8XQM3WR0AQsE0EXwxAxRgycV8teRHB1GkJAtJRS2o1Zpt04rlaLvu+rYAwAbL3NKW83W2YehmGkEuB2fnHiHEKvKYlI1Mac0927GOPSlp11IYTl0Md4oqX5Kzl4jl8zkkzb7HhK38UQvaVmDmNOQMhxYOh8oJDUFmHqkFWVIEfql4vFJDpN0+ZuXcTDCFhGVcwc04DJgJizmiggBSfPZgUR240ppSzG45hvb29DGKaUpmlKIpItqYxTzlmzwW47brfju7c3b968zVlijEF3ZcaBxMxdH1eL5TB0XQhEZCYm6iIAJxg/YO9OgKB6fnp2eX7BaOdnp2erYVh0y0U3DB2SxBhOTk4sJh4G1RyQgmoep4jAYJEQgTQ76AqRIu4m4y17fo8IMoU+AoWsghqwIzMk5I7ZkLaiZhYnYmMCypAMlXsETIKZiCJ3gJCTalJGDtwRKzNzF71YL85DtJfbzdNjQ0JNhdTHM6bhqAMSkiGIRSD2ck0MTaeFMFJA5IwoilrwEAAdDOI4hl2KY+pS5mz9OIIiSGRlhohIxqhBqEPFbJRBDTNQIhSLgiMDgQXVE7UTVdvmDDuLnAKPA6fVkE/7cRm2bNkEYQGqTsiDpJpFLQPIg+w2eRqWJwHJEEyJsH/SxS+ncTuNutsxBuMYsNuN6e1DfnGz/ep683vf+GyTYXd1rRRcfD+NY86p7+PZ6fLsbBA5d+js8uLx2dnZanV6cXH59OnTR48eLRcXJycnnqkYYry8vBzH9Isvf/nu3bv/eH//5s2bX3755ctXL7fbLTOfni1CCIvVYswoMG2nB8U0TuM//Ozdenf3/Pnz8/Pzx48fP3/+3DMn375+9+rVK3fjXCwWjx49evHihXt7+iPc970/2jHGs7OTzWaz3W6LvUqJV1Ei8ja+6zrXenjap2f0MYecMyJ8MHQXUAAAIABJREFU/PzJD37wA39GDGS3211dv6zy1IA9M58uL/rL/qOPnvX96vPPP+dIYxrVbFgQEIUoDnp9yUYQ2LSTHQMqUiYagUBoSctTHE6miRR2FH/RybPtu8ghpNiFvtdFRCRFQYQAEAISI5G6nF4tqz4M2cu2BfIglNeaHqYx0HbB28jbDnd9gNhNDFuE8ymKagZIZIlA0cT1h2Myt7FBpAr0GHLHrdWNW0D7RQOUvXscESI6V8wQVA1RnRbBzEhMYFnFQMBAzAChi4M3TrVk74Cqr6/CsfualRm0FrGMz4Ubh88K7wMAckTmbr7jlr2aoxnywo6D4uyy1xjYWJn1NBoih4KbWXY2CCEQohG5CF3Rfbap+jvsR/+j1tbA1TIoBABZ/XQm8wkUgprK5G8SpJyYaC7MlmyETstyzwIiCoHGSVUMxGYshPrQxxileASaFra4qVmEUD6wgQEWi3X32fdXN2NPeDZIM5ENARSQnC1ojjd75rejxJpLCcGtbs8sv9cT0l6kYtQ0tM3P6Yd5W4JibY80D5Zb4HevQfyaDInwG0Xq/VfxNUPqVoYBBscaJ9jP3Q9QMk9Q+JokiWbEQpXEUljUWiZqEAKoGIOxgFI+9BiYuZDQeHLuex7Ke+MHHx0ROqVKqgGUwR4uKNwbB7fI3PllxgKPBw8+lvPRtWmuxgNH/l3+1c8yjA85NR3iilpSULD5RLNTdvZGyBGqwhzb28PsnS31IOES9tnuzfQLjuzFJNfeyW0+qt6aCdh91mOMjMxsOsU5XxVwniEBmgkicRmhKc7pc5qmGo6sqjFqB9j3mpNOU5rGnERFTLIaGRCLVfusUhjV4gkOOV1K87UyKjGDXkVxJANVUZGUsmZJKcUYp7E/PV2erAakLJK8y3WocBzHfH21207X19fP3nz6+PHjjz751nK5JKLNZredpq4bYowAqua6Tb+Ewsyx45yTgTFzHznGyO6tAwAq6/X69aurm5ubzf3DZrsuYpW80ZSzJAIMITKaGYMWorzTE9EQ1YyglhTlvzCfiLI33qjDS1Iws1Q4RW6rSGCEhDX2zS+pT0xj4OpCMU35/v5hu93d3N2No0fnbXe73ZSSiKkCcSx0uwIFU6FXzi5BVQoYYL+KmlsGB9vnfsrofJUmbm4ef4RZGOPOQFCMaqxz8SiBmTK6A6ciGcgUEGIXhy6EwEwEoP8vdW/2ZMtxpPn5EhGZeZba7gqAIAAS3RK7NaM2yWQ2ZtLfrYeWaUwjG2ubbutpGbspksMmSKwXuEutZ8vMCHfXg2fmyap7QbB7KDMJD7CLi6pz6lRmRoS7f9/vqwItah/EMSOASsldwAgYCKGu6uWiaVJkZr/bi3QTz11VQgjLR8tlU/V9P/VTpsfL072me3KaV3gj3w0//qiGMRzSoX+73W6aIDlZxBe9yegFALxoRi2dtn03DOKYXdoAxIjkzS8RkYLIkRkQWZkAmRGrkEpWI6aBHedhG9YXvdy3YgpGm+32+nrT5tJ3ebPbZ3FyoJYifV8ur65evnyJUDm1opj6dRCxLKAKpYDDpkyAGUKgMhsgB4QYQ92klFJT1U3TLBb1YrFomiUjXt3cXF5e3uwP6DpzUTALSACqRQxk1TR1E1arxaPH5+fnZ8vl0gWQpmXV1Kcnq1Vdn54sFlViglgxJdXSiYh/UrZgQApWzFRAsiFLUe26brVaVVUzBg+qltJ1nSojmjm9DsHMsigRmkE2IUIcBGxMAYnDdJR8cKtPA5+5pstth1PcvK/h8yzBaUakqqUXv76AZIAGSkURSwJEyCwWuhzawn0hNRNhYAIjZnJ8KxkRm2Xz5Ek1J4GhIRqyyNApHJS/xmB97jQRWSL3SpcQUyDGfVBAoEBoZGyUVDUKqkhu6gVTLCpapJVD37dPH589fnK273vNGdByLr1iirFt25ubq8s3b0rXB6Q3r9+sVqtVszg7PX38+PHFxfn5+enz589PT0+R7MmTJ3W1WC6XMVZd111f31xfX7dt+/XXX/d9v9lsXr565Qqa/X7/5vrmzZs3HEJVVYvFomrq9Xrtl9WfNdeLAoAXb8z8zTffvHjxYrFYnJ2dPXv27KOPPnr//fc/+eSTn/zkJ8z8+vXrX/3qVzc3N8zs+XvTQNKJyjFGIlgul94Cc1va9GW+ODgg1J/N0YgLPpjt+/6bb77JOftLMXOf27Zt/ahQVRUIT3LlkGJVVX/2Z392dX273W53u51Hq5VSVHszizEhKMrAikTPvyYyILHSCRwkb9WuDmWpuJBS1/WiIdMieshqsWowRlQC77MBMuFAkkMUDxECwPHo5QZ7LYKE0YICIRCqZmes0DAcoOPhGZtmYcXbujSnjrsw4WiDBJxIfnP5zyT5ccbmcKgp455CYarW3qYwHF/c0IVR0xs9+Oce1wRG/DaMMqOZr8/hTPcAEGDHdQB58kgjYtF5OrRN7CidVRoKx6oyxTj1jAYbk+uT4EhZO0qiZvHi03l7rnIc0Os0amhnaH3/UEM78r6c0FekGCekok2uopyzDoDye8bIAUY6/MZoSooGGjw7jo32nR1dCgc2sjsGWVvgoMMsCsiO2leR2Y+nP2B5+/7RHP6R1c6/okT6YV/fzK/1A28z2fRnH8Z++Gu+hz/xL/3476j97N2/XzWl4zG9zBwOMlkNbehT3M85ecdbHJlOEIARGZWgmOqQxDA6T0UmpC8jQghARJIVyEZA5kCJJPJM6GEVEFPP4RtFOIiAcyKcj7wnGMAfGgF77TEuHHHm2aApNo15vV67HM5ZxpNXUOYlpTd+1FxsqUP/YzgCmJmAEJKrGpjZe//jcoUTP2ry5R4F9KNb0MykZNd9kd1b4IgnsO5wjie0wBQCMmFACoxDzg8qhziQx4bfvwGCMYj4r01hPMcMYRWWbaC3e28bgkG9TFKsy5wrybmULEVUVA9FAUxFbUD/yLROMXmSqw+CLDDqpLRGHcLpnFwS3HRAHJCUAKwolC7vD/vN5nB+ul4sqzpGhGBYRMBMmQGsbHfXd5vL715+tVwuV2dPnz9/9sH7Pzo7Pz9dLVNKhKhqcbnwNTAEAjBRFZGqwrbt2l17KKXr++3m9u7mdrfb9u2hFJGcRTLOGh+IGREDE6hJ6T3pjJkQDEGHLMMhlgBFOk+8xiHh8KjqGJ1sw24qKsBs3jgb9Lbo/hsrQ8yRsyG6vm/bLud86Nqu6/b7Q9v2XZcPXZdz8SapHWMSx7h2yQCABHHaTAekx0jfGYyYE856tAoc8aw2rRUTwRfhiG/1f5N7OFVS8JGgc739YyEjEfcDTomiJytUHn5HvgUZIQQiDhSZEYxAU5WqFBDRSiG0yBIMVEqnHUmXIxNYCKGuqmrRuOQvhDDGTlouEmOc3GTT498d2qZpJibBer2evB+TYtAtfzHGuq6rqiKi9XrtRaD/HpxkOAkLJ7ZBAQqBYgiBU1A1FTeaAABgCCHlIqBWipSioEzMyGwKfadFBJEppM3u0JWubcvucNjtDnfb/W67bbv+5iA5FzMroiHVy8WKYwRoilgR6drc9VYK78vKkt7cHkQwZ1QRA3MmpWuPmIwMCJAYQEV6tZp08JGCALVZbrq96iHwXYjsPJiqSiHGnMtut6shezIrGriSy73JfYam2ZQCYtcnJ2+aZnFysl6tnp+fnwdGgwPYG5UuMJjlpg7LZTpdr1aLarFM52cnTVNfhDpyjIEhGoGqG3xJKwgAnPtecm85gymqVaAZZTTPMBgjQKIwLNpFxRwfJYiGmQIcJZ1zlWaeKT/n1oZBnHIfGOaF3yQBdYNoKYWRDS2j9n5eRowIlULd5bjtQ1tS0VqsQiZAZQIgYjI/ZZEqiJoymDuN0JtFRggEiFxsiElRAxVUC2AgEoVLFm4J7/ahYqgrSgkeI4dohL1qAdXIiAwmKEhg0ufIgZAQedU0HPTRxWrfty+vL3ObkQhFc5ZA0B8OX/7uM+u6u5ubRdX8u//p333wwQdPnj3+0Y9+tFwubm9vS+mvr69fffvq//qHn9/d3V1dXW+3u7Z1LGtfsuSspRQeffVqisQGsFw2IYbnz9+vqurm7raUst1u2m7n9Fd/Er3V4s+VL6POC/3qyy//4R/+YbFYXJw9Oj8/f/z4cUrp5ubGAUvTlsrMq9VquVyOnZ2t15CTj3S1Wl1cXCyXS3+ju7u77XY7xja6mx7MBrnjZrO7vf1tjPH999977733Tk6e1nW9PllVqVJTK3A4tG4RjFVqmkUpcnl1/eWXX7148aLvewXIeRD7GBKqofEY0D1sDMhcxDqzEOhSOtvlUjAZ1QWqTlPoqxTrXuoiFCMFDlXFIRIHRgJkP35QINPxFDGu6MkoF1UpWJQLaBUWhIJ4m8CzXJzZJaqe1QKSVUDBkEAQC4H7rSPGOSvYcW5jeAk9VHG7GgUnGt3whyFoSobFUwecUv12p37y2SLgPVSJKtpQtGcp04/EgUcKJsxNzjzKj+cmYb9DRETHiNRhFDFmqN7HvUxIFqZjNrqZWdYj4P04FbwP/n3AGpwVYPfkfg7EcD+U4xmOZS0TIqoN3uaRkQ82S2o1yTPpnysWsJRio6/y3tzLD5xgb3v5pk8xJbf7DFbHiL/x8/o5AAEekjxpLpOd+REepLHDzKv1Dr2l/KGT/NsDmO8pHP+/lNf3p/Lsfc90cty9vielcH4MUrWji32cKs2vy1TazUvZY27eGAA4NCfG2L0gES2bhgKA+V6TpjdhZgBkNodxjI+oB7iAMSgiqkPbXXUKNkVPmEOcv49tM2vVDIghmxs5EBGYfS8POMAbmJkIp/LPe5C73U5VfRMaXxPnT42q63X9BG8yhFyMuRmkzn2qqqpKzSCtxnurwL3WlQ6KzWlCMoIZcZwlHuecIP2o1kMmdLZNiux4yRS5CjGEMOJzyjxpyrT4iQ3InC3uRQuhefGbs4n0k25WTA1MBQAsBYjEEkGEu5JFqNIBpS3Fq1aYztAA6FYiER2v2+Q/dmWgc32AZq5SHITyYmYIabPp2/3VYlmvl4v1sk4xQXDjspaSES0ENNttdru7u5uvfv+rn6f67Ozs7OxsvT65uLh49OhR4ERorvM5HPbX19d3d3cvX33rZxNUl7+iX/uAQGaIxjjkn/uOPKgzzQCEENllXkfrkd3DaWohIAJC5GJHIHhKqYjr2eTITQuNihTnX+RSirpN6O5227bt3W673++7ru/73sOfDcArdyLwVG01cx6rqZmCDEP+Iyrzfq7kaB8fVgodn19S4jm0aXhkZlWfM/wnfi+OMnQa+aeEAaT4+1IgJpiMVU0qY6QhxRhT4KqqYiAAG8atBIjocFQ1MVMiqhytVHoRIdCcO0PjQHViZgRADsakd3d3foaoqmq1WjVNBQB9kcAJhws3gEBSSuenF03T+FlwynMzs8Vi5cuC/+cU03zoWhEpahVgCIMGfbk+gfu5Xn5U7Yt1nWDbg0ogYKTAg7GKkEOVYoxArGA5S6bkLLtD7q/vNm8ub67uNl2vl9c3vUBfQNSAAyADBMPQA1twnkqomiYtFiGkqmq6nNu272mTZaMITfUoreXRByXnfDgcDvvtfr/NXZu71kQiwmq5PF0vH61PlouKiFBNaNA+cAwILCKHvuv7fHV9fTh0u/bQtWW33xeFlGBZp4umWSwWdV37kGR/OLRtVxTEoCgUzTHwrtPb3V1baN+/rFfVIi5ERNSI68LUdW0u1cvvdv0XN6X0JgVBVovFR0/XJycnTx8/evz44ux0vV42VeKEaNprbruus1I0ZysZESPjDrIJQkYyV1iFQEnBraJIxBwAmZ0wVtoyFWxd103OZ7eHzTMkp5yDB4fRaUAx/1++iSRKYtqbKAgCRoJasFFLm27dQiUcLXh3RQD6kLx7Z8hEQISMzIhYCg+lHYKhASgqMFIHAAoiYDbI69UCIOQSsyWEmkD2bKFDoh12YbGAumGmA1JvWsaRNyHXVUwUcxYFravq2fOLl29ePn58+uz2/LPPL0svKWERBbPusJO+b3f7jz/88Waz++U//eL69fV3r78ppdxtN13fTVVW0zQ+K/PeRohViKmqWRW8oh5O2K72U825BE6PHl9cXFw82l0cDocXTP/4j1+o6rNnz1ar1Xa7DcQnq7WnetRV7c+pzzoYqW+777578e233/jT6k/uZPNzw55v367m7brOLXyLxcK//ic/+cnTp0//zb/5N65Bvbq6+vzzz3/5y1/e3NzEWE3DHEQa6XVsBq9evfnuu1c558Vi8fHHH//Zn/306dOnUgqgEQZm3reHly+/+/rrb7786uvz8/NPP/20qqq73fbVq1dXV1dtd2A8ATUEZYpkWszDo1SxGCIwhsB3ObRttzuUhqpK8lJgnXBlmKWVIinFEALkAilBjBgDYRBil8642cwQTTxzy4LBwiii9aKlb40JYkSi/iIhonNiM5gMnnAajgRmAqqKMrTwwQpMZyEicmn0mCZKD3JZxCMQcEQKTVZkzwidTIAzuMgc1Olf5qu63PeSeUD58HbsfRz2iszMPGXYh05+13V9Pye6T3SZ8dB7D2O678sDgLBImVI3HuT1ISJzGIimIYySLJTRCGg2hN2N6Be5v3RMCQfj53IBBcL0xSMbfiTEmOWcBUZe/Ay64VKg6UDixwFngAHcs4IfyfNDh3f4BvVZ31gC+Oz0iCYerqNTosyrPh2gcqj+SyFExCJ2vzYZCoqZaXLmJPye6u5e6XhfMDga1fAHh4TvLB3tj6z67t2O/6oUh4nr/0NoQfuvj3MYkiiP48QHHFU7mlHJZhrYIWb3Qb0xpzBN4c9TRjkOgIkj+XUMSFBglSCkIGT+4E7hLeNrMIASkNPwRMrICEViQyJUHADjY0uJcOq5km/MNEaZjdl+Nv/31BiYq3dMh4c/8r1EmiMbE9E7gt7yn6gJxwjEUXNZbAjpg1l8g4slipkoMHOIVRgRBR4fNz5js+8Rn7nZMfVBzUD8kUMVGG3TTmAJMY2ncPT4wUDIhAQCBlq0mIEVr8mX64UTqEcmQRTJViRnMBAQ0KKqklVH5R6o6HEKCkPFCAiEDATETCJIpKp9ITSGIQPIxjBGcz6YyzxEXN+iWQoY6THcGw2PvbT7DSGvbokD5lJub3btvjscFssmrZZVVXMIAZwaMqzaZgAxMGHe3L25u30dMNR1PQD9HaM/Et5FJAQCgIqJUyAwkVJ6ATWL0V1M0wkvMiNCQe/BmxmoFl8BqxDfOc9njsPQ08bXwQCEXZ89M4eDMxtFRC6vbl1k6BAC75TnUrbbrZ9vfZ5ENABWgAB5VBQj9llFwAW5DrPiKT4BUUvrK+QU4D4gfwjvc4BGxu4AswEPTPL3C0NAoQ3gTRpVIkUnlg+CMVEISCkkDqkKVQwumKw8KkS3ROSYzRBCDBQCRiJiSCGGwN50iDEyD3QN12PHGKu4GBwOpeTc9X3vcQ5+WWOMoUYXYonIZrNxfAgAMGFT+wPOIta2fd+XA7Zu75kUev6HKQD6AR/l9PR0Ink49GU6fEx0KJ8KIiKLgZqWXnJvktFgMP6JqULVymJ9wSkUse2uv+nbzd3u8ub69nZze7e9vN1stvsuW2yWaiiKwAEJkNF3SV8wYoxkmg99q4B4ML3r+76UImIKGFIIIfjjmepYL+LqtJZ8IqUHLWh2drI4Pzt5/+nTH7337GTVeAzGksoQpsXew4I+51LK1c2tE26+e/XmxYsX+/3+yZMnH3744yfn5+v1umkqMysiueRD33V96bJeXd/u9n0WuN1sv33x8vr65oPHq9MFEZViCoENSQysaMaCEKp6tSQE1cNuk3v79e++I/ouprBs6kfnp8+fPXrvyZOLk2WTwmqRIqWu9JohhcTEoiVW7JFDaMRArITAUgq4CUa1gJmoSO6lYAc+5eMRaz4nwRwByzMW9Nt+gUl59QAbxogAVKEBEJtiltB22AkdcslkBjkkrCtKEVMwjjbThqAUzH0UaRBhCHcZVBIFQUwbUh+eqxUDA1DnY0wyjcgURUsPigBvOlx0fGa4XkJiYASwAprNyNTMDlJUIVQ1ktV103VdDOlHH/z4ble+/va2FEMwDhHV+rY77HcqJRD+9re//eyzzxarppSSUkwx9lKclEZETbNYLNAARMwJNwAUAjlIzgMbmFkRStHtdns4HH7zm19776Drus8++6378ZwEQ0T+78ln6yAW36PdSzaJKufj93mapV+s6Tzgs/oBX6T685///Fe/+tVf//VfP3v27L333ru4uEgprdfruq7v7raTsmZ6TWY2A+eFugr05cuXJycn6/Vp7tuu69pDf3t7+/L1q81mwxw++uijZ8+ePXv2rKqaNvc3Nzdff/31t99+e7MtYgAi5GuuGgIwDEUJEIlhb6YcscAXXbdI8SKkIpqlK1isL1gJpsgiYyaCYRxIKyDsxYk7zTyDHMAYmYEiUlaVotp3QFgHAEJh7BmAzAgVQUkVSUnHOARjJPLNJdB07J5avMP5JQvMwvQQETnNT/DTOKjI4GI5dujnXvEpX2HkhHk1YvcdLjK6JAzvxdVMX0CzRj9QmLfaJ+bnOJa8R/uc054mM46qEvkgEScLzvgtPDYIhp/Z/2a66/Athae+xS+x2eyGiHwYSHgPyzzm0aOq0rhJw4wgOE9gcEOUl9Y4RVDYTAs3BHV4UCtOp/vpDDcpPHXyI41jBhotQmNaIKio5xkOY5GZr+97pnD2g7O+P8xkOZYkf3jW965iyl2x/5p4hndXhnM95Lv8YBMX/vvyxGayzz+xr2+ygU0RIvM9zFyONYsWQZCHCSr3q745Nmf+f5GNhJjRYqAxCm9OrIFB+ysTlMIMrAiAGYGTiMxg4oabopgAGjMTBU9/OioNRD3FywH490v045+ZjhkP04E+BH6g//QfzE+fPuWbRvPHkff9Md1UuuHIbtLBsCceVTx5P97K0pgy4s103F1Mx/tkCpkRDzohOLoZl3UY/+yFJQWXepj5WRMRHbqjqrfXNzjM8SiEkDhgqDWVkAltyEYvpUjOR4gWHhNppqVwnDcCIvMwgzVGjagZWdV5rX7hgBmIiDn6b9VFUPs+jx5plWJK3gIYFpEHlw8AJJcJtdf1xTa7/tC2bVo0cbWuqyowBbUsogSgpQ0pRWZvSxGBac69meZAlNthWa9iDE3KDohXBROPpElp0Per4jiz9ZDr3swyqCsVGRGZYbwlHoS8T773uezBk3G1GHOUUg5917X59vb28vLycDjctsO4KY9mvAHsOtZ4fLQ62H0CGHi6cUosIjZLw1MzKUVVm4anNehIv52qPqN7PGH24oIHn+foF2XyCw2Awy8BEZCUA8wqTKgiL5v67GTFjDEw8zgR9WxM0om3Hn26zoAGMXIKAdFEhNCqhDFGGJO+J0Zo27btYbdcLlMKy+XSbOCtayl93y/X55PWbhzRKADs9gct6umK0/a5Wq3ccec0FyKiwBNmyb0obsxj4pDifr/3ISHMEr285ZRzdq/LZPqCVKUQONZYR1CvNzwFAXrRAvHV9W7bXl3dbK6ub3/38vry8vLNm6vN7tDn0ouqoSH1xQBZgYAIKbjLH4BSRV71eZ1ZVRVhWCwWIYTVarVcNhP4t5Q+MjJxQl5go1rABEHINAYSkzfXb3K/Oz9dnZ2crtfrBR6GEjrEMcGsUkvPz5cppRDCfr9/+fLlfr8/Ozt7/vy55OLpiKX0OfcKBoAcoxpv9z0A99m6Pr96efU3f/uffv/VVTlkQ6qaRaoXip7pwQAQUwBQKb1JruoAVtLqmea+67rd9eHl5e1/+e0XVcDA9tOPPnz++PzZ44uTZbVIkTCKat9lStFH8p76paageVnV7qIVc8QhCggqNk09lQ1+a/mvcTovTgE80w0zJwfOGaQPDOEA0JGRASNFhKBIvdleYN8HSrCoINWyXISTNZ+tU1OzVUOfse/Kfl+2G9nclcOhmCZxBpwCqKJ/BGerq1gR0OF/k1opLiwjAzBUBAfGLzYmbbGiCBbWawroi0oVIoloMVXlVAHi5eXl3//D//2rf/7dev2oPjl79vz9231/e3NQg67PZ+sqJjaTX//6l1VVhchTOOG4qYENhecAZph8XCEkZu77PY6+KRFRf7I039xe3d7efvbZZxyDj9pev349wPE944eH75pCF+fnfl9G5hW7/42qepagl4Ve5vma4LkOExe3rmvnhfZ9//r161/84heI+OjRo08++eRnP/tZjJXHD/rAcHprLzsduiii19e3n332+93uED16oRQPkPz0008Xi0WqGj9CbLd3sa6eP3/qGqJf/fNX7WGftfeDekACsuL1AAGCKZIyQ70yzdd9uxPdH7o9948oCBKUglksZUtJRDgJ1ok1QVDz2Q/ymO06pGmbKoghI4IyUAFQUSu6vGuFMQeGRJbIEmSEAlBAFRzVzAzIpuRlSJWma+FDMldGDL6Q8enwR6b03q0ct3WapuXhXjTL0F+Dd05KxmPew5C9YzYAHR9DHc61NIEV/VpXVZpebfgJR0T2UPqMbyQibqSfoI4TKDVWaZqtPYDGj2sC2rBiDDv126OncX41HQUHLeg4ET02vFUVB6/yQM731Iyj2Q/xgcux5HxvNx+/cV5jGbybFX9fAPs9Qy8cP8IwIcQYkriYayTFeL2q96Lj3hlNZ/819rW3b5X7f/PDLxn+cLjC/1+BLjNf35gDprO+/sjjgUF64Tyle1j1t9LPXFg8v+mnIhaB0ExxlFQzUGBS9aiet6Yhx6JOlYhMBbyoQ6cWmlkBZFMTIEPXNLt3CIcEcxqTA20E1/pwed7vmc/9prOaKzxpRlaco8Mf7DoPlMR2/171ty6iHrvjOYY6+foQqhRTUxtAL8XDynxNnD1pMnr53Lgvo+zBtRlKRM7RCORCIIrDeEERkQMyc+QwpBeaGGgIFJitHoBeAAAgAElEQVQDYXCphmrCNKrhhdDUihSRXBABvQ4MQQKVMFibchZSEhEtKiDAOtDoveZAV99iIDazKsZSWCpRGY5TPhgppTBBlcj3cpEgIqkLItIXyb0UKqVIATQDAeQhbgbvwRICiQgxMlceqnboc9/32y0cDvX5xbppkhuJiShQ1pKzaYxViEwGBIURQdWAfPBkZipd1x+mqakjClVFs1k5ZpM4Cdp5QQBoQEP2uKhIGe2sfE9OgNNOxKNywrJK37ddm3POPjnZbrfbfdu2bd9nESj3Vl6Hvw6r9mhLH1uib3Ui7xn1jlP6ISgcAGR0HeBgvRvz8VzyMWv80RBvO2x2hMdEeAIDVBqxwYzDvr5eRO84MHMkrJvqdL0GK5GQAwXyKTQlDkQUQkKDqfuANMihiaBKHOMAT/LBYF+KgRQZzhBVVdVN4lFdqaoA7BHPRJRzdm3V0bk6iJnzEKpWLAT2YomI+knwk9gUxQNLBA77bireCEmKmGoIYdGsAMA1uACQUkixHrLg4hBP59dJBfL+zlJKHLxHk2JsmiVS6LMWiNf7/vMvv/rdl19//vU3r169uWpxs9nsdmYAIYAimJqhmlNzkBXULOsoqb3btAAQY5gbzOqYHEY/idxWq1VKiSiF4N0rJzYFRAYyNdsf+v1uf3W1+f3n3zjb5jHtm6ZZr9dO6q9iYmYO2KQq55xSiIHff+/ZENuVD9od+uLDE4C8JxMKQQ8QOK5IA9ebvn10evJk+eT3v+T/8PkLJBKDZr2OVVNMlyfrk7PTrLJeL6s6KIgxVJH6TkVJMVEKKdZSeum7be6wlX/85e9/U3396HT1o/eevv/82bNHZ+v1ul6fKB4UjEyLFDYDEzY5tP0w5EFA5BQCc4wsqEey3+Tog/tZglMm4TRAmNRcYwZAucdFGMdBpoUAKwAEjorUq2YVAVssqqfvVRcXfHZGZ2ter7FOkBdAACacc9rclqur/uq13W12b16BUQIELWBKpqTilAQX2Yl7rUHQAElZJ8TvZMyFs8K7tm2zGjEaYQxAYAGLJwQoAhOCXV6++cdf/NP//n/83YtvD88+6B89ReR4sr7YH153XV9X2Lbddnv34w/f235z02/3MVRd7p88f+bzt5xLkyoMg0oWjDzbAwBKGQTPjhIZ1DBa1BzTzaenpzc3N4d2jz1dX186a63rurOzM2++TDRdGOP1poBN/199388T1b2MdzfgdAVttGyllHxPn65X27a+SDrq0+8Ejwdk5r/6q/9hv99fX19vNhu/Q6Z4xgFQKeL3w/X19dXV1clq+cknn3z88cfL5TKkmHPebDYvX71xIE3f94v16smTJ8y8WNR1XUvJpeOiOTpFjChykFLQzIwEIECgRAy1LOubm7ub3f5goFXDKbGIiRSNlUoCiaIEFsBIDAjrGD2TbybnAiMCBSni/10hqpGAnXRQyHLS1sG4SMDYkSFBUQI1NEAFUFNRNOln44opj2E4OCHPcH163A6nTWVWhiGiC/gHiQlRKTAPXp624Il8MZde+y0xfA3hPCtvdMOBj6EGMETRebDNfCclItJ77js0fBuhBwAuDyEMLiudj0OG2oxIdagAvfienxXn80w6ysXRp2PI5EGnMJTThoimCkT3xxKzYMkxFM10KLKYgt1DRRioPUzDsyk84Dg/1HH8KGohDVPjo/TVhrnigG1Q9UtpgF3ufW9SsEnhOa/pHiTm2X2449DZt+8rYfiPrwD/RbM+mLiFf4Ae89A4qDq7cvMhFgr8ofee2Wrekdf3YOj3YBj4Ax/j3dX5PV/fAxzltNUNHlNkt9geSyCcq6hhyk9HxImMOntUjr7S8cuMAmNgFiEinTCGo9VV1QCEiHzCDmgDbEp1yO5WQoajtpMYjEopFDAEtpmQY4h99+D1ET7pIJbpa3yZHpJbMIzGJJ12DqZ7jVufM8xHcyGEonIvSGoSgSCYqZ9ip7Dg04szZh4kj0Zqg0oMs0ymZNUyuU4JhhO6u/sQLXDQkpH8AE0O5AwhMGNTTTx3Jp4ANRgMmRhNUaFA710X9vbMCDh20GKokogAKugg1GNm1z3GOLDLxhMt5CwhBJHRVsE8HaxXzcKthPODVM656wAANHdZcowxEkXiqooiLpPL+7Zv2x5FEVk9LNWfLRwFCYgqZWg1eJY8kWE0k1L6m9td3/frk2a9XtRVNKURsqCl9KAEzGimAn4aRhi5CYRAbEWYmBDMm+mjzmM65E0Ts+FW948MNuRbIKANbDGXRnvPoIiIyLZru647HLrD4eBAjs1mczgcZLxMOoXCEnoYEdqkVJ8k+Mee3Q9qzpnZJiTPfDoBOIJZkAnnjcbhGcHjBkZYyIMWEMDAUfsO/ECCQO7KCykN/f6KStNUTdN4ygUzBUQAI1Ni9a8iGrJZ1HKIsarqamALDV383LfjKCCLSCnmNzlymOLXvFUfOAVvuI4btiEbUkjsr+n3pO9lZiaSzHS5HE6E7nQFgPV6PXfiDXvPaPCbUO++ArjocYyMYgAoptvD3k+fRISBIx1j31PJdQiHw0FEYkjbskdKITVGVayr33z+5V//h7/94tvvru8OXQcHFx1UjACen4EBEbnkHEJAZB+FB8JJpj7OfA3B/MHt2kMHsNtu7h1BEAOunHBT1ymlFKtQxRQTh0B1TFW9CswEpmbbVno12O7pch+IQ6RF3ZydrNbL5XLVROIqhiqFlFIKwwSGco7IKCZqnhCv2kWiGKjfb7nRdUIod9KVBbbIWor2Cv3ttfGdAry6vrSvcLVeV1WVqlDXVV3FFGnR1Mg0CPlyQWDGiFxp6XPJudf9q7vvLjer33/73rOnH334wePHj99/smYCYoshoxaynkQYreSDAYUQATl3RQ2IAodhKnsPsTvO7ae0zOmuc6WGV/uTQ4xmspFpL0BEqlC6vhQEwtxq3raQLVTN4sOPTj/5FB+dw3KpdY1NA1UFuwBEgAIq8OgiPHkSLi/K5RuNaX95edjcNYgpROpLLBLNUS8CoGSgJqpqUhwDhaIiQoDMIKZSrCmlQiia+5udAcf1oopsgqGuMlgRKSV3otv97p9+8cu7bQ4VfPPN7b7n9fnjEOuTs/OrN6/N1BRyaXNuP/jg+YsXL+52V6vVanu3efr8GQA0DcaY9l3rD4lNCTYwcNGKaqAwxsMYBgYRkQxg6/X6448/9ng9R7x2XZdSODs7q6rKSyzPBtxut9PVmQ+apt7WdKWcwOll+XRR/KmZzPnT/j4mdJtPq6Y5TNu2f/d3f3dzc/eXf/mXXqdtNpsJB3psDSh6uFEIIYZwOBy++OKLUspyudwd9pvNZrc71E2zWCycGRPrKufctm0p5ZOffrLbbrd319ub69y1fd/2bRcbrkM8tD0xJQogaoZKnCPLQqzIXZ+571S1T7ELvMndCrRBqAySQa0QAxLRIezqumZmQ8QwfkaPWTVvaI4x6wCrwlltb5pFsIjVRDWHyB7G400Ej1HFkXt0bzSk5k/E1HOfcLgAwI7A1THocoR2DsDMwes33TM8H+VN+5pfuFzKpDma41i8S0pEY6yAHaGs8/jykKZMiDEheXg1/4GmW0VE/CQ8fL6hjh1mfTqqH3VWmpZ+AEFZmeQ29yo0nZWRc7DYuJAPYQruKvJ39JI157mkDUC0wCyRXG1qeaiqTFXJMffLRuuLkYHMZaUIzrqfqj4bMrRRRDy90MaLykgwRBZPFsQBAQeCQxA8DPhOdSsphXcXLMfSBuGHUvUe6Of/MBHz7dpvgtK886X/xTSXtydg/4qgh/kY6vte/E84bMRxFDBiTgDp6OWcphTjO+rM2X4v1WDMHnxHaT19HBlvLPDQMUL3/SAgqJ+Sp+tER4H0SKkGP/+S14WE5OJjEBMXmxUoiMwDCFGnp3uEqv2w2HdW2dKDO2baS9zifzgcZkq/AshgznGxUdkCvvYBYBYppTBgSgPfebKIjNmXYKAqMj8umBkhgpbxyA5MAUAZKTKFRYUGgMpgzJxirKoUY0RtEcFZ5agwJOOBusQTHd1JzIGmJNO5ItUXjuWqMS9TRFSLqpRcRKSIDx0tUKAw2CHMTLUSyeMqk93W27f7+XLPzKHiOlFTcd+VUa4gCEpEggRkEIgpMmMg2Le9iA6hMWYENslFAIxQAQ2YPN4CJm07R9Wy3XWHrt1u9uuT5WKxOFmAC4CJWAFQgMgMp/nq8ZwHAD4InXPbZ1bvo7FnCmQ1IFVnmhrTQHp2J4nDbBwEt9lvuq7b7bIjwnPOYkM6tplL2FEBAIOa+r0ESGb3VCM24yT9oMt5XIqNmN66w4cB3rG9OoqQGclQaLALOgCASndAMgYOyEhGMcTAKVBVVYHQp3YhUORBo0m2raqqruKAw2EmUG+pRKYYI7FnmXp3djWKdUVVBssoQ6orRrfYHQf1ChhTirFaHHPbJ//9uIJ5y3Y2n59ODMSMo4o75+yiHXHKOXPO3gCKKdXTgbKUklI9OfrM0Ls3nkCYUhrOUjOZkDcyR+yHW4BsVVd1XVUxdX1WoaapBcPl7U5R/vY//p//67//m69e73sBCMR1Kp0yMXMYjiDsI32q65oZaVQuTAcdR7V6dVpKMS2TFXlYSQCQjAiJEFT7rj1sd64OGqAjIdRN8rNXnZx80yQOXKUQKXFKRChwe1e+vb0hvFzWFSFExjrF1bI5Pzk9OV01TSObu7pOy6Z2f2ZAA8MEXGSomrygNpVnTy/+5//lL27uNm8ur2/u9odWOgECMeSr15dAkGLt2tJl3SDi8mzhZ+WUEqBkQ2NCrnLZhkBA0JtcH3T/4urVpl8vXj1bh/eePfnRB09PVxVqNslni8rKIXGUYlmETEKoCJMaHtqrY2LKaOyctuMJ0zL1EKeDpteB/rBPa/t0T/o/W93VVarqaJ1t886QTh5fnD157/wv/hI/+DE0DVAw5ExRFaq0ckWY6AGYOFWwXoX3nq9OTjZffnn46mvbbaDvQpcpZ0AAARIjUDBDMFQDBRBlIjMw0V4EkIfWfq+IiKJqOzVCgHrVWKBihyylAxNFFWu7XNSIG6Q+S3dzu+/tNtZVSnVd1317ELW+bw/tLqbV+qRR63f7WymhbtJisRQ1EYnEsWpyznZszlNRVRFX6MDAMT7KEMwspfD48eMf//jHzji5uLhYLBZvLq9DCGUMOlosFn7u32w27lydvHn+Ouv1mpn3+/1+v08pnZycnJyceLD7fr8fQL45t22bc/4+OMQ7k5l+85vffP7558+fP//oo488VcIbRl3XqUApxdOkfOq42+2aOl1eXt/dbYnIsR/vvffeX/3VX3kcfN/3m/2u6zpEbJpmUa+fPX1cxU/b/fbm+urbr7/5/Ksv95ttappImEJgYC2qAgq4P3QBY1idWNdu+1607PryuteLulkbnCgtelwIWEZMkEIslWUkjWPPmtAQiFiN3GHpBy2vAZKhAiYFUbSi1FMw7YuVwMqoiIJQ0BRMA5kZ6j0lzuDz9nqplPnoW0S80Y9MPrydqo5Z7Pg9R9LDk/3sSDlXXY0BVDytw1O+Ed437NxnajyIfMAJ9OpIhql8UrqXOuh7gdNcvOqb8gn8WxBw7CHqSCuxkjPiOJYAmveG5h/WcBAE6fi/9D5DeGDFTwMVpJmrCNSOx3QmmmQ96t/r4Ga1twWPaFDcB0Hj6eF+iTUmTNDE8HSNric3yBCi5o3kYaA16ubuKTzfOZQbBoAjJPLdsQVTwfb2KG90z80b328f9R+YM/+UDM+HS8ZssGZ/dOFn7/pZ/+Ty0rfLZa/eaDZPQBxmevOT1hwEP4ujwHeWfA8LdHJ/8jA9mDCb81G+wx6ZyERtEIQM7zecUAdPHaoqjoXi+BQdV5LRh/YQDTInsx0ttmNtMV+qpr93PO40PThKq8dZ37xP7Irr6SAYUqoXi7quFcQDKyZCzBzU7JXEBFgc4sLR2JWcwJGJGWMgIkpMgSmEEHjY9qDIuDjKmN+tYCqqzgcriIkDMDBgGIJcZl1SAyTrus6rPkQbMsSYSynJgh8rffbizTMiCoxx2HSNaOFX1ko3LfRmw9avqs1yuYOdX4WuyyqGwKZFTAGIkesYQA1NB8EnDAU04Bg4o2qoPOAlhpkvIFjxeWMUgNznTWn7XjfpQM+WIYSUYjBA8FKPCIPOlo+ppNdcjlcQ7/kJCcchz2DPIxwClUxBc5+3u23fdi7j6fv+cDi0A4OlzzmXAsVVx0fWlA09joFjNCQk6OjEfqj+vy8EePCHqV04YFQQAM29CkQ0cHiHwyhKcdELErtDEN04WkUWEVMvGApIAaM6CBGlxFUVq5hSFRZVnVJQKSGEKoYQKRIzD9BCEx+VK6E31IHIzQhUheBVn/tdEbGql1PtPc3Dcw9EhMG/vZqalwYYYpqMPd5MAMT5Nn9vtDWMx4/G12kF88HdfLJXnDKqkjBV0T+JschRNTQ6j1GdpYQ+fJj4Rr4yvN2hQ8QQ4O5ua4DN4iQT9Bg5LijR//bv/+Pf/P3Pv/huH5cLVjBi4PjBk0cxxkVTN01T1/WiSlVVpcir1crZNqgyeptVRHphL/k8B6z0rQeg+Y/njQY/H5eiwfaIyEyBEZCLqUjucrs/DCs4M6cwaAZoWYcQmkW1XiybKlWRU+SKY39QBiMEhDZc7wJfJuYQwuOzuFw1Zye6WjRNxXVkBNZ9RwSEbEoYIiLWi/Tf/tu/uvjv8m53uL65u7nevr68efnq+uWrq7ttJ+twtz10XZe7NgN0d5WaXW5gvV4/efzs4uIixooZzBgAjGtlFgQDIYOM1Fki429fbb57ffe7z7/+4P2Ljz989vhidbO/jaRViLEOpCTFR+sFgJzfOEV06Fvj8WkjmBP/pjJjmE7n/AAZMtxyNWWzbV+sE0rV6cXF4x//5OL9D/H5B7A66ZREkTAESgmCWCRGpVIMjYuQkVXcVfhpalKV1Q5ffYFttzT2xHpQQlFSRTMFdTwiKoDjmD2G0XJWUdX9XUt1LVU0MXdxRGZa1m3RgxYjEgMRE4NY1av1QmkfOt0durbcnD96dHZ+AmdnV5cdmaSIJj1oPl0vAKV9uTscdm/evHnvvRhTbVaISMcU5qE3YWXqRBwP+fflcMxDcOVyuayq6uzsTEROi3oJ537LCdayWq1cXzfvkntzRMYWaillu932fR9j3O12Dmh1s647XacIvre1Em//mZnbtv3iiy9ubm4++uijn/3sZ4vF4sWLF2bWdd3kIfTXrKpKVQbJdylFhYiePn16dnaWUuq67s2bN7/9/e/evHnjWtPl2ePHjx//+MMPHj9+/PTxk/V63eb+22+/HQ7gWkTFilpAgKDZMDKlBhA7hCy4yR3n/q7gCaRHAGeMp8U0A2bAqL3DLaUQEatSYGAiFz0RktnAlFZHcrJ7u5MRCHAnsVDfAyTqyUqwnokYekZBVQTGMJ3KJp3kYBHSY4LX8PLk8rERDzFGMQ+Zyfc1aKoPiQmAMGvl0/0oBdRh5xpmjEPlOYOszIOCbUQDPKAqjO9EU6aCmYkdsTQ20ygO/lKByTQ4iMuIB58w6QjPn0Yj9mAwOCeIeko7jDF3U8E2nQWO1Khp2gc4cPUGgdt9JoXeO7EjgPP2Bq7rw63KHlQuNoFl7k/MTIcsV7WRvj5Fos+q9zlEx/Qdwsn76sWZ7cu+p0L5A1CXqQz5nqLueyvJP21yg5n9qeqxtw8T9q8YJuJAcxkTU+67He/VpDrdhYj60Hw5QyGNgX4P8TNznI4PGETNUWQT0Am862A2Y0joQJA3IQjmI61xLEOKADrEXc5cT/PEFRwyo3EO1ZyD12xmZbxnYDV4O4n+OCigYRUYelQqk9qzDJhNm6vPnWLnhWJT103TzF3pKi7mG58RHSCKaP4hhwYkx2EnGxkYEAkDIxkwYQyc0hBh7eydGOPAIreJu0hjWTe8WS8lqBaEog/5WhwQkZqmUVWQMnV3hsFf1hh5Sig2DxgrWTF4rKIDdQgITSsHd8xusXH+gKDVYJ4G7fseQMBbUCbeHEqRCKtKYY9tUcm9eVo0msmgNgciDwFFBXXpp/GQSMsxeZJy1+f9oTvsb1frxaNHj05Pqzo2SKYGnZsZiiKpTMhTZgzj6QE4OBbM1OzY7/cZ6vRL2OwPfnRo94fN3d1+u3NnyBCEXVRHmDAimBESegjhUWQ/C7ykY58NgHTqwL3d7CEDvC/PHpz6k1TE1IdjRK5CHUICEYEIiGXwYQKwxxH5zScdq4co+piuaqp4ujhDxKGocxNp5CqEIhaZY6TI6ErOGCAEDKGZZl+IWjE7I4EYQgiBaJ6YEgemKzDbgzhspgEiMhVsnkUxM3gggIxx52xmU/N3OEfKw2OlV4c0PFM8YZmmPAa/stOox5/feQEw/ZCuIvM+yDyqe8IjzTFR+8OuWqz6Anf7XjFRjC+/ufrP//TLv/35r97cduvz07g6Xa3PL54+q6qqqurIISUXB8QqxBg5hgCgLnPmccNWVZFC8WTolJVS+oG95GpSD2nY7XabzWa/3/d9v9+8KqW0ufc5jFf/jkUe2dnS5o31hohl6wsQphDrKi7qtFo0TZ0iU53isqmaKlnAopaLQCff3VymlOoY6iqenyw/ePp4tayaqgmIAbk9FAAlIqZcL07fr1EvVN7XkvXQ9Zu7w+1mc9jnL7/+9sW3rze7Lvd6c7u73Wy3236faXu3iRyqqjo9TSEkFzTWzWpYUIUUlCgJhqx8urrYbm4/f/Hmm9evv/7uu59+/N6nHz9bNEk0AyBzYLTcq4EEonmrbqrWppPoQxO7at/3k+rb78+B2TMbLx9dghBVoBhVi9Xp6aPHzz9snrynJ+faLA9CgAGNUdEKIEPRwkhAZISCQUAVzZLWuIgffLDosxwO7e5Q933AAJI9FhRFwYzBcDAIRSlFigIAcTQt+7bdt4fu6rZqmrRa0cJnJVuOXKWITdgRdYbIZMWIwrJZLZcoYv2y2O7QlWySI2F1su62V1TTxdlpnWLJXUph3aTDqr7b0N3dzXq9Wp+Sz+ZLzjTWA6WUrDK1Splpzvqf5blBKZ2LNr2m+uqrr+42u6qqHjytEwvNdbnT7A4Arq+vJ7NfCGG324mI12NzHOt8ivv2Oe0dqrABemdment7++tf/3q73X766afn5+cistvttttt7mWQ5KmKSNe2E+QGkHPOl2+u27Z3YnNdL05Pz3OWUkoIgVARxPda4hBDSrFiClmyiAbiKkZKDApd7itiNCiiisiLBSJo6frD7tuct33XKeTIQqiWTUAUhHoFCxKQOQEwGBgxEjENkEkcAhXILKsZOZjbaqEgVopURFpKJOwSQhCNTArEIDQPLBiuLt7ThMG9+JMZV3PUMA5Y/4nCgoNgCc3owTFsOonNgZ/TiWsETKAXtN5IFSnvPpDjO8AkD3R207lx3tCZ8rM8BcyGGM57IjhFmviuOvyErt6h8ZuPuRQPaKUCw8tOJFKb/eqOO/5YAgUgV23oeN6VWRj98aw7bpk6VLM+9TOdTbtDmCX4GcpYqE1Jj0fWqJr7+gZZHQzR2eB8Jv8BRleOfT9P5fucawjfU6HdZ+bAHw/6nPdx3vXiZv9v5vUNw9z79969qA7Ed3Df/0Rl6DsGu/dyQo5sz7enCn9MTTtnnb2jUqdhwoGIRm5EefD95LNxRE8FwGELVhslb8MzL8UAFXDI6/SzDhNMNe1RJ63iE7vjcPwI2KXJswHHEIUZ4WZcYibHTlVVMcbc5WM5NA7VPNjcc+d9/UspppSqqiIOopBLMchO9ZwKVDQTVQAdH2uD4SyOKaXhwE1MjAzGBA7JAFNCU8lqGZmHsnhkGdORyI9APHTU7OhQVrPDYT/6tXC0AgKNzEyepRo6ok1CjxgBSIsMWXwi3m1l9P3bRReqKopGAMwD+mQAK4vHj+PIT+MQKOesSGHAH6MoIFoKESgwQZ+loy7nXFyjrgoqZozm2RymAEiGwCFQKaWI0KhthxANqeuz3rWlXO/23XK5WDTVYlHHGAEMKCInGvXoajgOi9iD0Q1BPYyoSM7S5j734vzxw+HQdd2ha/u+b9u2azsVwXv9BcQYeOR9mZqA4QAEcxaa1x7He9JhyGEqyKYlCofz+HTW9KeV7o345lWfekclxQAAjNO+4ppYSZEIxigkUzQLHu3IRAghhDqFGGMVw2LZLCNPiCAAQBUf8AIkImTyR9oCaojALHEoa2lUy1CVhjjmY9jJiNebZizOI3Ey5Cj3SjFGxYdujTmmzAcsdV2rHBW5QySpweTbmdkn/KSDUjw1QcEwhlhVVdd1DsFgZqZgCn2fc84qRrN/JgW4RyHHVE2TxlwEAIsozsNOnZ9poQ6NOZWK629e3fznn//y73/+q07io/c/fPbBx6FeNqtls1h1Xbeqm8no4pWeFDNP1/TgFqIwUY4By4hH5xA5DEyXZrWcW2o9hVJEdptvcs67/X632+27tuvy/nBo27aolFJUi28RnldKyubBJKXdd/vtTbliTkyAVsWwbJqmqZY+k6yqGKOE1AO2BbjNr69ef/nNVZViZDxdrx4/Oq9TaJo6paTa15n4uk8cUhVjrE6a5rRev//0iZn993/x53fbrZh1fXnx6vVvP/v8l//l1y/3i+xJxCIiMsaphtF0p+MJHrou932vxMSEzcnd7vbmt99+d3nTK/yP//a/CSwIYJoJITWBiMigGxEgc83YXE9l9600094x/3vvNM0hYSM6NWKIVVOfnD45f/rBybP30/Ks5/Dtd9ffvroEJQKMQouqPlmuFo8ummXdhAoQtKiQGjNQdQCgZt28/yPYH/a73abdG2idEvTFxl4tKoIpGgD5goNAaICCaDGQVf2i3hfBu7tF0VAKq1kgDkbxjFCzWjbsM5SigRPYHkkWTSLCfXswzVa6k9NVf3oSUC5O1ss6tG0rpiHG08Vqu+v6vuqZ77QAACAASURBVOu6tu4aQI4xjYk+aGbABKXMOiY0Wb/mv+xJ7+PPlGf9aZE6VZAqD1eYCnJQI0BQy32/3+93u51X6VmKt6i8T5hSRIzempnOA3MG9fcdY97+s1f7fuf1ffvZZ//88uXLn/70p48fPz4/P1+v11dXV5u7nd8AOWeHzQwp8FVFRF9++eVyvVqtVufn58vl8s///M9/+tOfjulz/WKxqlOz3dzdXN++evP66ubaEGJMiHmopgByyXVq0MQABMyAgJgSU0oUKznstl3WUsyysPXAndkBqW6LAnj3CAgDGAkBIlhAJi+SBMETuwraQCrzvGWDoKACRZQISdEigKJG8HylHO5Nbm2cik8Al/nJUFT/H9retUuS4zjTtIu7R0RmXfoKNIgLbyKJI41W2p39E/q5+rwf9uzunJmjkWYkiAJASmxeQKC70V1dl6y8Rbib2X4wj8jI6gYJgrt9SByguzorKzLC3c3sfZ93aooBQNZKevMjwJSlbrXF1rw5thjHepNYBz0HWFWJ43yLGV+uHrmP3qRT0EfbXhV8qc4ZEEf8ytGT5j/TVPXVVHTflI/AoTaSAg3rgM5XBBozueDOhqgwM/i4gY4rD7z+qITTXOTOuE8PqWt4Z2w534ZoHJ/iDK8/P6HX1tVY9Y01rV9JtOMEraPau9INQE2AcFb12fSCOEtueEuS+Df90Ru6zbd/odlbfveoyJ/pDQ/l32zeCH+6r+9N+6DZt6bHfHN9eJTu8OelOJgZ/qFZ4uFuOG546LxhwCONpxpDZ39q32JuWQUATJ5+DYAuh777ZqxiG6EQBCVDJaB5IwCsLi40XR8n0HD19QDOos/tSJ+Dh8H95DaeKz/pG4bCvjpMO/rMzINTvF7NnDVLKXm9N0HD6l2h5YgLN9054xLGSDM0BTAiE8cUAhKBEUMkjIHBBEA9PA3NJOcC4n7ZN2+P8SAScHzLoOolJdmdZBvcbDZ1ujhmQrjOkwMEIkQWBq+JRDDyYiquQwghkmeRkZYJmOZMFAAkQCTjFBAUQdERcqCb7d7ZzUCByRDcaRUIuj7nGGgYeCg555zBEIy1ETADmbUYTFEoIjGrookKGBJGiqF7OOR+dbtb3e5Sc3V6sjg7O10u2q5r2pQNsEYIigJoG71Nq6UfRGSfyzAMJevV1dV+6He73oltRc2HPDGGCv5WJ5oScphofiM7C8ZEn0OaM4x1CI2zu8lYwHV3mLLO9Ui9CfMxtdd+CHBAbU6INiQLgTxrYRoG+hoQbCCiSOjg11TLPF50DQH4PcYERJASB1QiijE0MXkoHzNHHltEs0VgBODKtK/Xwo8oJbfO4zSRq3QWRAt1mBYqK4VgFnKdVazuehiZU4xToUjVxAsmil4TAiJw/epxVZmRHmqSnhSZZ2pPdIfDTjYb48zbWPO+7JwWOO3cDo0oMzeLX4HYnm0G2PaqFK6uVp989vSri/WTD/8idSfGsVmcFr9/0FJkGXZGhCH4McJqAUkePO3fJY/+ECIKoWK45zrzuaiJEy/SYnG6QMR33j2dGDP7od/tdqvVar1er9a3/c4RsoOPrCUXD/4+0AjIxbmGgLt93m73ZkCEE7if2qbr2vPTs7OTky4lERgyAMrt5vb3z672/ZqZFotF08TFYvH+/UeLxeJ0AU2rMTCTAqiZhkgPHt9fLJeD2sP3H7/3w/fvv3f/v/zTcxExpBhjGbIqMMUQmNEdoep3OI/d8evd1o2m1J4pp8t1/3//t8/Wm/KTH334ow/fTaxWekRBkJIHZ0VOnakpvdNlHW8cFm3S9M7vrtEIfbAD+QumdNIuT88fPr73zpP29P4q44v/+N3Ly9X/+Od/e/7iJZnnUoazk8X5+fmjD955/8l73//wo0cP7nVNo8ailA2QW7UBlmfdBx/C7dXl1cvSrx8E4pJFXV1liEbO0StiZkqUQXcimTGdnnZtah6/+/riYv36qmx3rUqHgBEHLrHB0nIvkjUOA5S+QDEpW9O+iRxijMmz1/ZNOv/euw8t98u2iRyMSUwZcNG0J0u+0bLbbc/O7jVNYuZ9zjQ+6Rg4hFDK4HjBQ+TaIfsOPDy9ZnmL/OY3v3EzHmH9Td9Dp3Hr9Bj6DaymCBhCaJo4nV99ujjlpPlHM5Ucd4F8M7DHW0vBEELbtv6MeA7ner365JNPHj169OTJkw8//NBrudvVZr/ft23rYxEhlw+EGCnn/PnnvwghLBbd2dnZ4vTEyUBEBLpXhTzI5c1qu9n1uay3Ww5IiGf3752fny+aduj7i1evNeselJEcZadm/SCBKIV2cdb1t7f73fZaRQw2KBuCE+TH+11BSyZBg18WIkoImACNkSv3xLcho5pyDACggkBswICkQABY/BAvADyoNYRX4dAcmfL65kvr1Kkkonq8maQTo7UYKTjlZR5HNO2kh7UXD1678kZzbbqvJrTI0Up4XMPf+f0ZH9u9ejhvF86g1yBjVJJrs3zWNxHX63UYkYEianXC7HEq+qYPv34XqPc2Q2UujCTS8Z7UqmKFu4F+NFV94N3AmcCSRqOKDwP9bUyoxbfP2aoWFJm4qjUNYWzjVuyFH78OIWXT8ugqxPr2dJbXd+ShtbfWdfbtCS7fnJb39py8b6PH/I6zvsnh9uc48O7MfI9Nd/b/ibfvaOz7lqdC72Qdzgf4R7iRY//eN45ccR6EMH+x6kk9+hSNPMu6PgxEipXbQTzezYaKns/OU/qHbwxeTBLS/B46VHRjrggeAyEmnqejX6bNe1ZqwkSCmsMeVFVkFs+iVQVac6JDmA4E41/0o/6UZIrV8wTsY9BAB8cwgyBiiJw4EAGhBQQO5HmrnsuAZqIZnJRgAkc/l/87eUmvWmG8/vN3XTdVCOPdJQBwVpWoPuDKfpQREaZe2BV3ISaKqSPPxkCXsw5oQAQiopYD8cQ2mDe/d7vdnIfp9WSer/aOFQM1LUTQRI6MMYaU8zAMOQQR6YcOyqA1Uc9qbSRCRBSIFAW9ijNDHLKZEscWCRR0dbu7Wa0J9eRkkWJcdm2K8ZAwqaIKfckeuTb0ZSjZ3ShZqucHgKbVJMu+LqxMppZVVMWjIOqKiECuHUXs++2486ERiYiJimkTosM/nYKLR4KOQ2OO3OzHOEWwzB19AWlO03VoOlYdD/FxgHhDu+QawhRS5JRi28TERGhImtz0BeozHx8rcRj3VzUiZea2S6iH5Y6nNd3GbxTHaBBgMvJoJq80vchHxAmfOBVdIiJqk7TY5vMT9mgH9A+eR2WdqlY9G7pFsKKjRHCiLE74bHdi+kl2WvcmMMMhu2nM9XLkA49It+my53EpuLNET5NM16R5J3sjfWy769X2y+e///Lrq5t1v7z3CGM3CPqQGRFFM2VJIYAaoaGJE9ZKPZFhCAnAe1qMyO6eR+Y+bw9ms1Dbd2UWGnoksiqNKqpqFgyhuX//wYMH3xMRFen7vpQhEt+uVhcXF7c3q/X21i1VOecyinZVIaVkKMWKARKSGuWMkFW3N9dw8zW9akJcdIuH5/eWizal2LSxa1K7fABg+5w3/fbr1ze/++rrJsQmhSZS2/Cya5ddCiEQQ9MtieN6v98Mw+12//zlpusan8CLn4FUAEmV2rYFs1KGUoqWXEx8Fe1Oz8zF7oJKJBhyv/uv//3Ty6vbfp+///6Dk47YJMvOtJja3KfnFeydD3TaAvwzndCp013kq/2cy+fPWlrcv/fg0fk772Fa/P7Z65//4umnn/3y2VevQCnFpus6QRErX6/2r7Y3n33x6TsPH/34g49+9v0f/fCjHzx8/ITbZQJSBVGF0MG9+937HywuX+6kf73fnHGN1EUwLIqmoIZqiljQCmAJqCm2Zyfd6UkIAU8WnJrtq6ucJe4HbPe6tuEmZFqKqgCVYpK1DEVlzyhGCobLRZNzBhkCyvL0VEtMTGwaOZAIqSHS6enpUPJ+v+v7XdO1quhzeEB2Bfnh2TItVuaDjsmjMSUYuZk2D5JiO30K807NHL1TSvHDpa8hpWQRQ8wxVtntMAyeq3l0jvdNbZwO/YFib1olRMp6vfbf8XvA0yOurq4uLi6++uqrn/70px999NGjxw9uV5vtdrtdb/12clXCCE60/X6/2WwuLl4DUUyhbduu67ogOUsR6wdFDn6K4BiaNn7w0Yfvv//ecrnc73aL3/z+6dNfK0JRYYDEjAUsFwDDSO1iISELl95ETbYiKywnxbrdTsCaUmIIZubgYkZCAwxMysg0shkrlFjBxoA5G90iTGZBoSl1aBUJlOBqAUfcSJtFGetdLj1imBcKxLUIV/OUqbrMSsWo2h27HRzl0cGdxONDg29qfpqJytE+elx44FFuO8/UpPhmrWhjrNY0ufJma534Hb3Pqa9ho6jV5Y40NuV5zsjA0XtFRAijBo6wBjD5c4Mw8wfOCz+ziUBB46qFRwCqw6xvdrKv1kSoTJ2p6WmVfg92nK1XXxDrMSAw+3HIbZCeoaU1BKImN9QIRHxDG2h/Uj31lunaN9dB+A1JB0fy0bcND/HPmvVNHNK5C+5PepG72e7fqsb9M52Ho6LvzZL6ePbo9/LR/ao2xyu9Wb4eTS9rFgtO1r6apTuD8x4F3QooVWFnvZwGhuCnsdGia0KEaFKEmc0IiYnhjq9sUnm9KUCdD/QND7JPPkSRVw3PgfwxWv/VaK4TcLKff8F+vz+KFxehsR6bvp8/noSEaOzzPZdFAsbAXvVFDkSAoKH6nw1MVMU8eQKRYwyBZBCn9FYhHJKZeMTWOAEgIPWI7ClcCIjGiV+13vr7EoSJaMfMo1zRAJQousysLvcgZWAzIUZVDZlRygT5rFxjZ/AwqyozIUbfvJumabq27/t+n4dhEDFSKCIAogrotBq2EClEyplFRDWpapbi3QHvHYRA0ydCwECuc1fE5DZJBFXLosAIBnh5ee2nEZ4t/XIYyeJoM2BEzOLDn+i34XQO9BQ9XxeNIFCYX1hFICNVzUX9iOA4kMF7CoBVqkcOT0KC4DiXOmGfOWxpvFWnRsR8N2XAKToRyTzCHREANXHw04/b6pqmSSG+e/bY8/SIkNAzFYARll0itBCIyQPSMxFqcTeghyYAGTITM7cxgsl4usWpz1ryCJnUKugmpBgjgRFyCMEDecfGCs5PDH6zxei+xUoJY6g2j5IziAe1U/0Oqma2XC4rSwMIRJ37yoBZxMdQIQQR3e/3PsmZejEOXp96/1Mgu8/reo8ZeRtgeZq5TQDPac5T6U0hTAHQIvLy6nJ1u319s97sZbvT2J003dlqu+dmYUCi2jSRiVUVQRGN0HgqsQEMGZlUFTxcj9h1l14ApTimCoPpeKKqucRmOAHN1cyswRNARDLSAqYIkZAMc2qYqW1T/OiDD7qmub6+vr293eyvr66uXr58eXm92mw22+12vd31fT9kEbWsDNV7wr6PLn2FVBuGYdjn7WoTYzxZdszYNOn+g/O2DSHycrlMja3yVlG3/dY2PZpGRnJnGgUAKsAKPCiuNj3GpiFyqKmnzSCwGapkFWbmJsRAMGjORdwvvdtvwXxZI6IYYhADKfb5L55eXb783//mJ//pZ98/P2VCosi2PXCnvFz3boJXcTIjb/k8ai5NnKq7aT48zYpDCCmlrjtr0nK3HX79qy//4V9+/vPP/mO3L4v2ZJG6k3ahZGoGgSBSJj09Pbm5vfzkX15efvFl/1erv/5LOHv8ngWyEJgDkAEnuHfv/kcflM3Vxe+uWzJFc4k1oYEpmSFSMS0KEhBj4iZiEyGljLB4cJ8ErM/by5thGGiIZTDZsZ4lUVBUMNAiUsxMCL0xpU0IRlDKoDnzok0xERqIgCiqCYgjUk4Wy6ubm5ubG0Nqm0Vtd6qMmWlGRH6Y6MvgbawRAV536mEYHNGZh6JqJkJEZVxt/SL7AzXZ7KvSl8OhfZMYUb3M84fdUx+mp3WO7+r7/IcPmvNlNoQwDMW5xMNQ/OPebDaIyByur68/+eSTq6urn/70p+fn5ymlrlk67ltVtWS/MYZh8BgYr20QKIbUtYsff/gQiEPsimCfy3q7u9msY4zf++C9h48epBRyPwDi6YN7jzfvfn11MfQ9FOHQNcyoxGIknHdFswogEe2krMueBdZQPsrqSTMi0TdsNMiUzYw1WDSG4KpxI2TEokDmeWs2n2EgAKoRAhcIJoQkZFN8xUT4841eRCZB5l2JxBjnKKOsEccwj1FFX/vvh+GbV3TI0w57OESNn+nklBshBgeXWp1QzT7WnGV+8KtYgoP098DpJSKcKzyPjbuHYyTOzrGjM4gDmdW9BsfbbyqEJhzUMSgRnOzga74qgHPOwBAx51l5dtzRm/84XvW9GWpyaHAjVsne21SDquobk1fuUtOtCGchEDZX8CGh16gGRcXxijjD0vxBF569rRa0b19tHZ/kj6SFsxf/RqXoJB4Ob53gvZWhN1PHjZFifmRBGyXF6qJ1V6VN8q2qDMHqA/H+AR7mnAdyzzRyqoMqq3RX72+79rGqjXEKNoNjNIt76iY0J7lKzx8cNFAFQyBAY2AIBoDu2BzHx2SgCn4WuTOTxTfMirXh7bwFAFOY5PgO53SmhAEoAvuxfdJqjjpmb1xkI1RjM2Jh4MqUB1z4NVQBA1VUhFJdamYWBaqXDwiIKE2VnpkZqXqM2GHnUBFnp6hq3w+jspFc5zVrJhkSE7eDhZyzaBhKZuDq1iVCBgUu4g1YHW1yOp1QDWyW5wuG4ENLDt7GNwYMbIEgEgUcEJFMA1gkH5Kopx0wVoKFaWWjARIvorftfVAW3Z8GZmL+vBqKmQ9EDNTUWVrMFImIULH2xzWDGiNi8Cc8F80pNI7lAC2MFt2bkXvCwEShTYGQiEopPRJRM11bhJpzZWamkiIOw4Cam4BERrZHsEXbBqIUazjSbrdjDvv9HtS1kBaAUyRMbEYAm9gPvM1FXNkXFKgmI4IJiZkJFCUAMNZc9QYutaAAoISY0sJM3VIJYztQSDxZGBjGHr+zOkfVoNOHsIZP0EQSMqWxhUFo3ioNerSAMFRBCLtBbfSJ+TaCAK7jR/Y5KY4zcvJUdDRwR2ggArUAFELw/TCEQKHHiroRROsaXjTctSkFWrShicH3tBRz23LDN95LruHjY8HWtiFxGMWrMTad9yr8VOfGA7felVKapnF7Zy6qxo4t8Lts/prBn3bCxMGPR949UUVm9s7CHN5b6i3JVVYc6pFaVYHZdZpeJpZSHBC12/f1EODGpsi+5i7bk8lHzSNUxr/LUDIiUmBA39IwotWgKEDkwBwMCYGHkiElQDJVsULgm2XhSGpa9vtAEGOMBCUDciMYFOJaedjiej9c3uTVun96QaW0qgkAoAUz6wfhpq2PM5oUA2ZEUkOOqahmscndZ6pSSgjBTFV6sExEsY5eYb8p7oGsNafX3qVM8h4Cmg4rg12PRzSrhmkDMxmyiQhyWpydLJfLsGjvy2MzKKXsdrv1+na9Xt/e3t7c3Gy3232/vbm5uby89LjqUgZXRQ45EAUjt2RDsQJDudpvPPPz969fN02zXC7Pz88Xi0XTdE3TUKBBd4gIMeY8iIpmnavi2/YEEfNgOZvX45NugoiK5nHC43N4NjBVbQoBaCD1ibehUQDg0/WN/PZ5zvpive/+t//0k3cfn8mwgXiZAhGglkFVidRA9ll0yBgCICqSWEEVJOMmMC/GZA5KKQYk05L3fdM0wzAoBcAgGOjknqVmeP/Hn7149el//8dPP/389cVVSt3y/D5RwKbZRQwhEgEBQdEAVDImvJ9t+PXz1fX+kxd9+au//et3v/du27RghVVSZDh5CO/8jG7T9VV6d/XLRS5xNyDJHoZNGIBD2ecFNItM0uuQsCxP8nK5Ok0XqeOiHAK7/W+9jdvcmSrQKqbTh+cvdjvlbku2hjLgUkkNhVD3252ZnZ0shr7fbmPXpGHIufRt1yFj3/dksogxLsL6Rtb9jvIix0DIZMYGqcrg0ICEOZtmkxBCGR923ylSSmdnJ64bKft9v98vFovSD8yHE7Y3pwQhqwAWTtSepC43W9mWQYAptgn3EimIGDJR2xbXQO97BESFEDiEYAjFShEZ4t4MUNAAUSLY6D5iUhAwBbSAFAzRrIDz0kzkwH8aK0kNgXLuf/Wrf//66+c//OEPP/roowfv3Ntswnq9VoolW9/3hhZDLCKG2LYLUxlybhfLn/zs4+9//3Hpi/Rixfr1bk/N988edMvFyfnpPufbq+v1dsMcHi0ePvrZ49+++PXvfve71Wo1UFHUAQeK2MagItCZhqAiIXXULVTkdc4Z9AE073B7X+neWi0OsTFR1UUgboKiFg4CjBwx9HHPRMosBAqkQJ6AQGCIFNSCQGMIisVARB7DlpdtCWEgywSFENjrSlQzQjePoohk0QYBEEV1MBGwYmqoaEAWQMZxGAUKLv1weVR93KFOaM07qmgGo7nGs+zcL2pqNUqcwLNOzUysmB5RYQIHbzmkMG7UVmFdxOznUQyMlbcwiVSBD9l9CnXi5y9LUzUihzwSQASKwfu/iKRgppVi6ovYUA6tB8VDxBlHN+xgINJRExtiGBH39YsdJOGP0kQBxeMa1ZvXHrluhCXX/AxyTxCYh0+EMFIzTFERDYsZggZX2Lg+VQkAkICtOG60oImJSlXqBaoEDjUktEKgAgqGM3NKrWN0qq3ojUpPjh2/b/l90wMZzmhEwfG8LJwXezZhTY79pjRVmX9WXh8eZbX/8dnlnzq7u4tAUZtMb2h/xO/3FjXzKFKef413Pt6aceGT9aPa7y5kfnrZ+ZDwbVfpW/zgns/unYJpOICIlUOoSIRWgUg1Me3I4IRuNbIpwGSetjS5Xb0pMu8CTg6sSfk5cXunNDaXjdFhAqqAkEumOr+z6jsyvaMhmbouk8KyKlgQasoZMSG1TXsnL/6AgcFJllCboK6Gd2Fl9QSCr5KlSHHsEpIhos/o5nqk2otSA9CUEhua6CTHrS3VcQiJNtUs1KblDHOKM4S9ToczJna/tZk1MQFA3/e53/lJUVWVooAYqI8H/QTgKUautPRuIhDmQXLOTWTTKAmoWC6eVyYya+wZCFqlNh3uUnKejc2INn5f6R0cbuWZ1b/uzc56DxODGaCx03eIRmOwjmBZNLI6T3Zz3VtNBfPe28SXm7vjav434mzNMwJo20QIVsTFwEYIRiFQ0SGm1LZtChQDnp10986XXZPQcg3yMiGiRdssl0uC7fSNpuITERnQzahOvfMHwbVusUn+Ifobdtp4VTCOcXZTsOch67YiWyBw9L8+tr/G2XgMUzN4qhUn5aQ3C6ZWqL/U/Cr5V05Duele9TfgRrj5b06jGP8R5pEtUrKpxxiZgvkhw0EYTMCMrKRKAMCIAGnQjMxNWKhIn8XMDJgxADVDsZv19vmrq5evb6/Xm1xEmnfnD/70TWOM/ia9Ap84on7xvfLxJhEi7vf7OSZkuqO87Jk7+qa7906WgJnFGKaPYN4m92/q+MHJQOXFf9M0Z2dnE6jZl8T1ZnVzc7NarTabzWq1ur6+XK/XL19e9H3vNEVP+5xkdaWAj09Xq9WLFy8Q8f79+23bnp6eLhaLtksOu2dmF4E7VgEAHekx9Hog386617e3t5PFzt9/SomIVP1BRIQyRsGCmi3PTnXov3r+bH3z8vb6xX/+m796//3HZ8sTLbnkLGKgPgHGEILo2Bv1xnv1WapoAaii35yzAjLB6enp69evHzx+pwjcbod7Dx5SaENs/q//8t8+/fTT3/3ui5Tak5PzItr3fdve5Rv7upRLEaIYQ0C6vrn913/9113pf/qXP/v+Dz9qUoigCQGQoW1OH9x78sGH9vWvVQRDMCmAwIC51PBGNXOzXBkGKQNaS4GZuD07iYPAeptFzBSRS86WCwO2IQ7IEbHhEAiyiPmgIwTJ2W8/f3DW69VqtTo7O3n06FHTNJvNJuEQOKYUd7tht9shhZQSc0D39oy5ql4/cFGQjGZhFM22i8WDs3tPnjy5vLzs+/6kW3zxxRf7zZaZix0gnz4GAkBG4pAAIDJ03elil1d5DUUFlBsWt0WZWS5IpAYsBipZdSBDIoiMREbIAGpg6veKAbFjDkWyt9mcLu075zch2f3wMLEDbm5uPvvss6dPn/7kpx9//PHH77///vPnX3998apt28164xu9qm63W9c9bTab3/72t4D9owcPl4vl7fXt5e2NZju/d9qcLF5dX17frm7WN8zxwcNH3UnHHN8tTzbXm7IrVkzAUAwBimmgemw3JEYKSGrCHLblWtdSdv0QoqUEyL0OrVBjbSwSk6YgxonIAIuyekO5nlAAyaAGtBt4px7MVXwGALrN19stny7D2VIDFZWcpU1MFJKpiJXSC5oSGaPLcAyNyb0MdW3X7M+pmWFRgUEQGAOPaxreZSwhTICTKStPpCYSzbOP6gAQ7M64S+bzujoUsuNh0yxL8GjvfrtL0OaJ5zAPX0N/lTr8rCc3nMuVZ4fzg0yxJssbzrU/GA4nVR9I+ESUagNlYpEeMhcOxFSzUtQIx3NphajeMT0BABPbKDf1as8tw4ajDAqh5gPCnTHYXD1X55/MhGBodMdyNZtS0jchlL6NG+5IfzVXr35DhMM3/fouvr43qin89nLVwwaAgN8p3v07Mz+PALuOVwGcP2d3pE3TH81mffitK+H6NP7hQvcOxsbf0ngv1zk+mY5sXBeDgZlpX1xawOxTQWJmEkrjAXHuThQAnHVc/MRZZW/T4Wp2ipo+1vE0VuVtvpVVUaipIoJqjJEqbwNrBvrxge9gcXTMhkqN+EOPTnUv72gRCRTID6y1QVKV3ujcGpvnokBVKUykG2ZC9xyaZ6TCm7RcZ3XyFBV5B8Q6LTGjmm+U1hBO1V3kw+XNua9iSyKPE5x8j3XwhcbMNUZM0aHbIZCZcECiJCIAxVkRfgREprH5YQAAIABJREFURMZCaKltu6a0Ke/6st97SJ4QoBESkIeDFFAEQ2Kf6KqqCw3qzBaAXLVOQLVFpwc9syOsR2X7lGY+mpxdfc0Gwjg6AcgIxgG1eq3o5QFO036wMJOY6PFDUb++9gJMWUdYCyIRBiQmQDQtAwNgwMCUEgUCFxWfn7wfAsUYAyExtJEWLXNAECK0QAyoASml2EQKoaNZ+6PWVEhN0zRN48f6inUlykNvZk3TeLKwG1TC+CumdAfc7dOmSdCLWGv1UZSFLnBy4+suD3OjztxMNQvlOxionEhZw53GG7XrDlkRcy/WNCScVGGTy3QC+k0ivd7dvKrerTy8HweplX4qq9y2y7zUIljHZaKGIbaD4suL669eXH59ubrZ7PcZkAOHZpII3vnlci93MU21q0enTIkLLkydGgRehvnHMaEg5qw2P0Y7P/COMt9H8ZMwYYqaYOacc4wxNWG/33vVZ2Z9P0zBhqri81LvyCxPukePHnmB0fe9R2Df3t66x+n29na1Wl1fX+/3W3/Gs9dUMMVUwsXFJSKm9MqpyOf3Th8+fHhyspwCEs0OTdk79J3Jftl1HRxjbGrxz1TdLkaeKWXI+2GfQkiLNia4vX39Pz75t91+/Z//17/+8ffumRbTQiCMEAhVVXIGYlBwwTASIhC7AtWPqxxLKaUfBJGJ+74/f/Bwu9uHdtksT0XjIPjJP//P/+O/fb7b7RAZkPdDX7I0Tde27Qi0UAAykJrLDJb7vjA3FLLK169ey+e/XO93sUkffPikbVIuJRLAYpHuP3jwvZ39+8kw9B2RCaFCQN7nngzNRAwMyTMboc9JxIAgUWi6lth2m9V+W9abBABZZD/AUEiRSALYSduo9B6FoyV7e6Lv+9Xq5Xa7PTk52W03Fxc3t7e3y+XSU9GHYZ866trmZpf3mzUiEpw2nfdWyMgEyYDACEDPuBNVF3/u+kGkdKfNe4+fnC3P1tc321ICMYgqQEppP2KMDUnNzwFkaik0vuwv0iJ3edgOWXKEsC87GMXwETkooLl1CRVIDQTQhw8GEBRIQKVmvzKgmTO5hWrEFKJ7zUHvnPLfdPO6DmKKTvn5z39+e3v78ccfP3jwKDTp6upKRG5Xa6cHlaIu/Lm+vt7v95e3Fz/64Q9/8MEPUtc9ePfJfrfb9v3Vsy8vrl6LldS1Dx/ff/joEQV+/eri6S9+/erVxXa99+0YkZEIC1o9IRAaIRIQkAIb9BSGLFn7glYK3AKeEJ0jn+6hFW2LWRKMQkGUWUskdGt1DVxXRNW5/0jHWxcBoMkw7Pu+SGQM8QxSxFKyWjRAQGIkgkFFUVRNLICiEfrswFcDdJYbethk5VsKGB1woHUdk/qYB89KOPBMwF/Ta3fwo5Efcw5lo70d++GYk+kU7ZlaiFwVOxX7R2+GCkwmtznx5e13yAx14g++wUHecpScNzKoZ69w1LazcXH20rca8A7r/12GJ9Z5BvnVY57lAdZc4sPIy32YNTjRSBGcD2NjKaljGp7rOan+1AcY6AGlaSMIxiZY6BsmNXxL8fwdMShvy4CvXYQ/FvTw3au+oyPyn2JSnIWhj2rdP6Xw+w42v3lbAuktQeqzCZ7NDg13qvQZxOVNHfw3SHPf/OLp0X1LmPt82GgHjeUIQ68DSUe8IKJqCSEYTXHt5Pe6t9aqd2j8s6P3Oat9iYhrakxV7ukI0R+Gwdkoc5gbUZxCZ+oEaeQHMkzmWrlzrj2SWR8BjtwjZIzk3sU66CDPVABmRsdSaxERVWEkGo+weVwRfEDqo0RmrlBhg8q9dJvPaD9DT+uuPr2qzgrRT9szCg6MuXYEEwwtck3OZWaT4nT4um4ckgBnPyyBDzf8NN+2rZnt+rzdOukk5Jz9uCZliIHSaIUvpeTi+BwRHaxoYFw2MQVOKZSi293OEMGwmBUBtjH1w6dzY64GjmVnBZtPa5JP1LRAbUqpj/jACMxxyTav0MYW4aFmHrlnlToAqAfNssfkTFjOsUHmuwwaEAIRuXHJeXZtSlArmUKqhgZMxLhYxCZwTNym1HVd9MSFFE6a6O8tRU4pNJGZBEHJOISQIhMRiCIZEUy4oXqYHmnOI2x6VjupgSETx5CYAqEgiClIUUJFrm6ruSXDlbz+7yEEphhDmWAGPiSZplIT+WbuTIBZZprXtOPMn3SGA59WIgf63bHm+8R4qoJ0HEhOP+D0CpUuww1gqQ8IGZLxqKsQFe9ygqmKZFMEA2AzIk7AWEpebfv99e2Li6sXr28urm+zcmg6XiQFLghg8OazP9UzbhWbCt3tdrtarS4uLq6urjabzURUmh46n8d2XbdYLJqmOT09darEYrFYLBZTA2uemDKZ00aYqjETIsmYKeray6Zpchm8x6yqIcwhlocPqO97dBksMxG5aFNEmOLt7e319fVut1Mrq9VqtVq9fv16vV5dXl6uVivnH/rj7DfYdlu8rPW/tVgszs7OPJ7ep7UIjKBtG6fLNcG0vKSZbpgw5jkwsyP4DMzEm+UIhO1iKZIH1S6m2C1uL1/+x69/H2Lz+N7fLrs2NY2WvakCgZj1+31sWpfEwxgZks0ABMkPqYUBIQSHQueipIDcrNdDd362HuS//sM/fvJvn972cblctu3CDE1hsThpmi6LxcZ1J6M8obLkSZCsqJFw4Ibb9W779OnTbtl2XbN4/4nT/SBGWC7S2Rk+fnh5ebl0gllRZGOrYCdAJAIzkb6noY9iwGQcShNCOuHtfXz92nY9I0VT2O7LdisUjCESPjo7P+8utvudyMCIISQzVICicHm9KgpoMmS4vs4XF5fegxi2m1JKirxs03rXD5tdF1oJkTkgk9ohhJqJMWsAZqJ9Gcogw36332x3m+2rr1+st5vb21szcSi0SEYK5LYhJ10ZiCqKsYD2g5XSIorhtihZiQOWAJ5KGhwWXszUjJAMCFHQZ0z1+Q9GhuZ7lFkFQKEZgjIg0YQbdXPN24kv83jPOcxpt+ufPn16cXHxwQcf/ODHf/H+++9fX18TsgtYzAyJ3eoGAFfPrvf7Yb3Z//CjHz1+8LhZnry+fLXd38aufXB+8vDR/ZOTkzzI8+fPPv/8F6++uiqlRGJCFlccMRazKqw0RQMlCEoecWTdUhvZq94Q9CZdn+83DUDAImAZDVAKSLFUQnDfBRKCcaghWGAIqK7SnRchAABwRu0qyGpze6XSmS0e3g+xsSxFhNQCATM3ich0sIzZJYUjaMqqOT4wg6IRKZgHSLCZh5mrKh0OdeMUS0y85tGZoo+Do0hxDtg8lF4KhvMvfkM+QDYGhtXK5xhF8xb6xjHOcP7P+bHZl6IKnT5ublqNVp/yDGcqOTxMj3DG4axrhcgoIqsckIMd8TiMwRHQLtsRMSPMQ3HDtxmqi57qdGWcBBDCWBC690vHqg+BJ6StIoiCM4S1dsfoeP4JqqYjqf+NKfkBfXL3sbI/raJ5Y+QI32F4GN6mwMQ/ddb3nSdwdjw+q3kX9ocGfTQGebytCMQ7ddS3uo52aFIcOgr4NqjONwf6vc00ebc8nt7Ym4Xf+ApvVJwAWi+vmJGxL7XTVL84AN/MEKNbBQ+vMDv/4RsY0nniyfRlo0ipIBKPqSM4KxRnuSvoC5qqgtTEmzdVtf5cGfp0zib+GKH5VMfPapGqmtRAlWRKyp7r2fCND3zmCUZnmpmK6+JreCkYgBNTxuM12bHqFe8ApogIQcfBgkw8A8k2edPhyPJqhzxcOLThD0Wp2aQhbLra4AeAvr/rP3aZZf0fEBNo4QIUTC1CKhBDLGJqvSkWFStV1+9rtpmMQ2lFNKM6AlVVGc16M/04TsDnWrJ7n0unxNF51KbNc125Elc4sLPayKv9sYFAarUa9C+rCY+AgJ4bDogSQIHM0BpiRAwciBIzpQAxcmBsE4dAgTEmamJV/DVNaEwRMTDFSDHiouUUEzObZAB1XrYyAEAgtkgxhiaEQ4TJHKtrimA8spYCBq8x/Mf0RnUeaT0HdJuIVwuNuwHr4JQn6snoticHY/rXuKRwKgKnvdBHVfOsglkIMM99gwDgWSNzHLyfurbbrb9Jf3uTgfAuvWmCfSMDqROpQarLhAxo/BGKgYeG7fsh99C0y6GHza6/vFk/e3nx8vXNdtC+APBJXCyMYi6SBYko0d1e5rR0THHSTrjd7/dffvnFer32km9CF05sm6lI9ucuhNB1yxhj13X3799/+PCh17o+lHO547yu9uPmFAY43b3L5bLrOs+xnJ790Sw3taXMhxj+lZV1iTrpfjkkjqFddKp6//59M7m+vnYMjMtBb25uXr9+/fry1Wq12m/73W5nJvfu3dvtds+ePfvdb79cLJuu6+7du3fv3r22Wbjwte/7GGmuU3pzalqlByGM5o8xQRknGzwJQmq6POxX21sUpW6x2g2f/uLpO/dPfvzDHz5554FqkbwJsWlSQDI1Q0DxHdijqxVKyUaGmP17xhgJgjfs+0GN2Ti9uLz57N9/94+ffH677duzczMeiqbUpLZhihRCCNF1/LWrblMrU2OKbKBFigIjlSJ93nzyyc/Pzs5S5Hfu3U8x4pCBKN075+896X/72yGXBGyGWDQhTwovQDQ1kwz7DLt903SUIiQuYHTvLNw/p+3QKlDeU1+oaEggoF1Ij++f/eRHH3z55bOX/R4oMGEullK7WJ5vt1uOkZFOz2W/3d/c3C6Xy/v3zlJkKZk5nZ8uc5ac97nfZWJq0FIkRhHzMQchClaVI0ZsuiRWbm9vfvX0F7vdbtm2VopqWaYQQhiGfSg1bhbV2KsvNQQYSh9yD2aRQ8doCFsAhnwuYH4YNYEGC6MiqFWLCCEAcWACQkO2QQABAoKAZOehCoJ5qJTbxnw/EJvide6eIHUmcZ+OCiLiGX3r9frzzz//+uL1j3/84w8++OC9995br9evX7/e7XZMPMU8stHN1c2vdk8vX908efLk8ePH3XLx/gcf5bLvli0APH/29bNnz16/unz54iViB4GVuagOZQCARIAGXCs0YEQFKGCEgISKDWjJaLdm67wPItt+YCSMEVXQzDJJKaYlpYQYGYwNQYvrmt3L7MdIRZha8E6GSBDOYnuTh9vV5rIv293QnZ4sl0syA7AshpbRgAN3IaqyIhAwgxHMuuGlBog7yaXmxBDPdgd0oZdVcemUzoB3s/Xe0N/OEfhH+I4ZA2Y6SIcQANF7s9OXF9HZyZNmOX74VhUoBz7C/84mDX8g1+1wa43/mFeYtUc5krHrKnfMMvVuu+JsgxvFuvNKipkN3cSINCo9ASB7or0PNnSKdgdVPSg8TQ0BFUdH612F5/SemQm9T6Nv1jR3igC6y6c5uj5vkYZ+V2jl/z+zvj8/UOFN9fDb7XxwAFp++3iKt7Jo75bZUxvmKPwARnk0/HHx6pgY902Xe8qSmo/pv6nwe5OpA9MQH6bDn2NaBiLigkTiudJmyGwNz86U6NHS6ISbucL4YJQ8ph752ctbNRPkzcydFEgzAVXNZhvbPGNKwSxD040i5FOkejcz+LjciJiJ3SxWpIgPCRlFUYnZCZmMwzAQ+FtCAFQFA1FVnPmp5lmGI8r+UMqOfevDaMWnVXX8AjIOVQ5HTMLxsDUS4VW1lDz52qnKRP2cPWd4lmkNGvq+qt1mD3BgaFPwQ22gRoqZWeLgjj5RjYSxSdBUhSHEZhiGQVxuZ0gQSLWLRWCfC5qhEaqZGqgUy4cfE6f+WcV/mh7db2R0p1tBRmamIJP4sv41RES3luKIXPJ4HAe3OMmpFuWjzRXrp10xTH7NVSQzEYCaCYPFGBGhBUwpLZrUdp6vEGLEwCg6BATAQgghGJEwc9fogsakEDTNA4iG2JwsWlVmpFgnt5WSshvyVFHPK66maXCEuPqZHhFVMKUUgjuvOKToxUMt9cdhmog4bS9w8lf2o8+EypxseFMFyMzGNPXI5/EqflPNxb2u7ZyqoPnb7rpuOnJN7fY5Ld1vm+mD9sK19llmss/68ZGgKoLy7BKpqiIZIIdGgE0hprPNUL56/uzV1c3Ner/aDpt9aZfnGIJiEExZrCgQB44RZTe/2v7TzQtaPwi+fPnSPXLzazKdKaeSZnpLu90OAK6vV/4FKSWf+xGR++VOTk4Wi8WUHeqT1flHMK1mzi8d54GEGIgopTidMPz9932fc/Y4spOTk67rYkgxTOS6mpg8flIcQjo/T2dnZ++++67fEuv1+vr6er1ebzeb9Xrdtu3f/M3f7Habv//7v/+3f/tXM7u6vFnfbi9eXS6XywcPHjx+/O7Z2T2/Gnei0pl5uVzOV7CJvwohmg/X6ngCDVDVhI1jMGhlp6L7oddh2P6f/88/Xd/2f/vXP3twtoiUFAgIm6YZckYkNgQjRCL3sjAjq2hd21VArAxDVoV2udjs9Wrb/9O//uJfPvtVXJw1y6VhoBDbtmuabmyCxKZrqT4RCjPjDQUuoioWKSCqiagCIF2+vvrss1+kyN3/8tft+VnJmUDT8gTee5fOzva3WwIERUIISMWt2iAGpiAoaPu93K6TUUyNNFhA8LRtzk/weh33BYeBsgSAromqiACLrvmL779/vuyWXfrq+cvtbkuxadtODZdnZyICZsvlaQqhSLm93Sza7qSLfc5Aulx0+31a3+7zbrc3JmJKDQADqamYAANCtKH0+34vmlMI3SJs15urr1dnJ4sGQkOKZpj7CMrMLIKAIAKqBNhyjE2ICANFSBwDd6kZhtPVaeeCEez7fcm3pd+ZXmm+LGVfICsYADIgWyREJFFQdYwjmaoU51HYAbRmAGKCBg6JGpPi3jzM+M41CbD9EfDfLKX4CPrVq69fvnz5l3/5lx9//PHDhw890n293bgyopQSkQjCfr357dXqxYuXT548efDofkrBQIhws7l9+fXXV5c3ZsDAW92pKkkNO2BmIc05B2JQY2RGAhAClwgRASkGQ0UEDMkEhmEIso8NQkQttmAt5q1SEBiiWoxGzBiYo2N1p2n/YRowGnysBX6yvIfEX95e32xfrk+32/unadl1XcORUASGQjkH4uwOLg/19vAtA0LyBioaGoh5xWXGVXCpo/YK2ZujIoh82MpHy2UWnZz503HZt51DhF2tGFHHksOtMrWYJBwFnySz5Jtpu/Rz1FyQ+U0n9iPAJjiawrxkmhSVFdAyGtdnnrz5mPKIBzGvUQHfUjg4MveOIhRAvTwuaoDIFGppN1kkqZLkDnAErYkOhlCyTApPf281twzBgIrzEkZh2zFVA4GADMXUE//+cOX2purwm2qHu2WC2DeUTd9iXvedq74/J1BhPhf+jo6+kfqgf+K7nez+336E+u2r3LkV8M0L/01S2LdIPQHfVGV79LeZqRYiBGBj8YORt4VUkMdlWsQJEzpNwac0FbARiE9U65Ox2z2Fn4wNkjBrY7CqIbCOhfBhIHxM0b3Tk57UmCNoX3ESsBqgmmLBkWik5gMKYuYxi0wFRqKWHUg6AERIdvz5V5UdE0B0mosn8nk16DOB6tALyMxkYEZN04hmqwvorCQ2mYIcfIbgkA/f9oZh8MTV0VYU5ivmpIE5BFvrIcl6Op2PmTNqqqkJ3aJSIsuQfR8lNATN+13Og5kiUyIKjKLEIQ4FYo9D4FJgKFKKOsT6SGgBNJ/Tej18+IiPERfeUyC1EQNEgK57nPLWp4/S2IH47ixQqvzNSoIBV/xW0gwigSFZpQZBiokDIRIEwiYlYlhSG0JoKhjTkICwINr9sy4EdJZdiOyC0raJsC0xcoiISBYTEsSAu816zB9raktV1EDcDXWn9VODKkZYyyTcJWhEJA+CTIgERkQcAzLVwANkx9/WX/v9vvofAzPw3LYnIgaO21VRMcJIYY5DuKN+9OLE53593yPqVKrNo7emvdCDQObKRq8bpzLS9ypP9ZyDrUUEgg+T/f4wGofVpZQRP6HIATAIhWxlv5NnL179+otnt5uhAFtIYXnWGxmyQQwYYqIIVEopw8Bkb42K8Xe+Xq+//PLLly9fusMHxqG6W5SnJOu7AG6scSwjV1B8qjZtJT4AXMx+NU3jw0Cv8RCxaZp2/DW/RA5O7HudeE444qOc4OqZNKWUruum6Is8lGEYXLHpg18R8dJ0UmAuFicptQ8elH63F5F33n30d3/3dymlvu93u93FxcUw7Debzc3NarPZ7XY9c3zy5MkUonDIniLyu2JSxs6nmiC5SqsNEMjHfW3bupqOMAwGuRhSwzFc397+6jfPTk/P2p/+4OG9xZA3ud+FAPXRQzZDH8ubYaCAQVlRAcFIREWkKKnhy8ub3YD/8M+ffvr0C4un20KnZ+dNU0m5SKFpmpRaX/H8I5hkOLW5hiFbFlEmjRwQGGAYijKG3//uCwK7tzwNP/5Bg5hCyEjx/ll8/Gj37GtWbJDRlEQIwQ96MhrgbRhktbXNPp2eSIq9ZezadH5Gy1UqfYoFt2vIQmBmms2K5pOUuvcep8gA8PzlVbFQzPo+c2zMcNASkFK7KMPWM+1xwSHwoBoIzhad9tL3Wfp9HyM0TYgEAGwAeVApRsVUg/TRoA1gpE0AM3zv7OSsaTTnBlD3fRND13XLUCUzqBaQmsApxoCEKskz5COTwSQbDjvY5XK931z1u1+vLp5evL7cbW/2/U5hEFAtBEwBI5IiFQv+/o2MiKuUyTJU2RqgT/zxLeOIuYhuRGWUeVuKZr2Vk5MTAHr69KmqfvjBRw8fPjw/P+cYNptN7f7kQqCOhc77/tmzZ8+fPy+aQyBCE5HSD2aYYoscQ5O9x0uEqgZmg+YsA3AiAjNVIlDzwwUDJ4hGBEAKCtRApEHpKpcWci7WBz5P4QRMQXoxlp0vkiHGqBEAOLrwQ2Gs2cZZn9dc0iK1HFJLnOHFdnt9vbnYD/HeYvngdLnsEhFjsFJMcwnBB6peUQQkI1J0TrU3qsnlUmpYrD7y7uKrFq2RvEIe7esl1RuTg0lBNmJaJrtFzRWwWcKtLx2IjFyJZXfog4F5NlGcz/pmgPeZfNRDfsebYQw4U52jDw++PpgrPI8O2/Ps8qq/EJlhHG0u5ZvN997MMzjoaBwP4NdScZQjAdd6j2atj8l9x+7wcRHnCHI5DDmrhnMCQ9oYFmCANv6njHfOyAaaT4nsjvEO/1jJd4ec8mYx8R3qqfCdi7c3aDx/9K3bt5j1/bEB5YjxpD9NEHuwXf5RvMo3ve7BkPOm9PltNs2jD+ONWd83XCv//1Gnrfrtali8PzyULU+GIGZEM4KEihR0oujOA7Ar06VOGLDU5LURj4mmovMui4igHgmf4A8l/Bzqh+kkyk7nr0+rkiGCJzcQue9OUMkCM4eYqGIziKiC5Sfq5kRBnMUWuUtTqp4NiEMIASc/DKOP+0HUzE5PT6ejZM02VHNWu4ESYoyR6LCQpVjhv46q90N8GfoJNhVSbJrGI4l8A/afmgmmjfD8/NzPapL7GWBQiLAUF2ESgGrJISVQSYED4YAwDHV1bttWG9zvt/th5wkNpkIKy7aNWSJhE3Uo1uTQ9zmXmsNbxzUyxbvWiI+J6wNjQo6pOjAAp5UUjbQaEce6uv4nTgGSJuxGStAYIoKZCbptz9X6CAHzJMMgNCIIBER4drrsumbZNSFwDJhSREQeKpHIB1BE6Al7WnJqQkoxBfKIQtUSY6AOfbgRY4ixA9Cc8+npqUh2IJvbw2rDoh88ucElgpPOkwAnuKUX6iEEwLjZbHIpAYNzHacOdw1ePwaBejdhMpJNFNxxWzrgOqdq4WjaNlrv5spPr2F83jNNdeaZXT5XnCAu/ol7yed/18EnPgtybor/dT/fqCpFjp4JgYZq6DlUFPdZkaIxI0XjpMa7vFtt+t9+8eWLV6/2xUJ3jhj6YoP488WgljWTUCBCKSjFoaB3Aov9zaxWq9/85jfPnz/3WjTGKJInxum8zIPjmOmpdKwRWOP196/xa3J9fX19fe1WQB8FhxBOT0/Pzs4Wi8X5+fl77713ero8Pz8PIU1olmmVHoZ+Ch+fF6seRegAT/fg+d1SVBwG46AmVfWFYhr8TsnaUxh6ySoiDx8+/Ku/+usvv/zy4uLi6dOnl5eXRDc559Vq9cUXX6bUPnhwb16lT2eOSSCHx0IvFaXqh2EA80ik/WarCInJDBGoXZzp0K9uVmcnJ7//6oL5P+6dLZfdeyAqebdog7oqGNSsgLECgxoFNRSmGGNU4DyIMacQb3dDX+wf/ucn//6b56k7h3Qq1AzGyVDEQuCUWuYgIjHGk5OTcfU7anHKkFMIgWLJufQDEZmAiaDo5cW1FvneO++enS4/fO89bNJ2uz1vF/zg/i1zAEscsQioIiGiiQ8lCBgQxGy/x9WmffTAOBkANULLJXSLZmdcCtyUod8VaXqxIWs/DBhUFR6cnXz8F3/RdC9+88WL7X7fNMv9UEKKqCxSKDAiq1guYiIc2GRQLW0Tll3MfVHJknMpxRG6LBmHrPt+Qftltzg5P21TEwCG7SYjNrD44N79+8tlg3Saku52jLRo28AluWMTgQGD/wsiI4XAgaqQnpldq6JbzqDFYI/6fL361dcvLtabXz376vV292J1czUM2oV0dtKcn3DTvny53u73u92uqNXoTlM02W3X7hwFA0YGYAU2Hd56RPHu0rTs+KIUY+yHMo3+hl1h5hibX/7yl69fv/7ee++7hnNU0AXeDX3OaNi2bTbYDwMQppS0FDFhxBQXAGQGpWBIDiQDK6o5C1gkbmMgJAOrmcAz90EBpxajZSsiBExpsbX9i1x2VvYIvfCA2KqEXk4xNwoG5H1AZgYWJDYv/EbsBI7aO+SywJT3/blRu7jXQLTN/0vcmz1Jkl1nfme515eIjFxq70Jj0CRFwiizEcf0pAfJxvS/8kH/gowyPgqjGQqYAUQCbKKx9FZVXZV7RLj7Xc7Rw7l+w3PpBghwyHxo667OyozPMitCAAAgAElEQVQI387yfb/vKuzDDmTIeYjpZHN00raevKZMJQuqtmQCAkgQUmJii4oSgoLV0vKREtCc0YDz0yoDMCoI6j3wyXyPLUHl1o8L4L0Vk+jB45MrOHqZw4k8t5mY5ZGE8YqBgXsB3Xdi/ZB5WSfPOkeFQ9BrXpiJ6ODrmyUApo/Ee2CIe2QNWaj2lssGK/kU5ngkFEBMuby8VE0oIECY9TB4VeSDuczuKdYoElpkhHMug2YBBEGRbJsLwdLc2p6BUCyYA0EegDqX8YH3F6dZvmMZ+HAleG8P/4et0Nw/9+88mtywfEt4x8S4aJPUxNeFgLE4Ne86QB7vxB5hgeq3dFEiFuF6H+uyFOOKqvVWtc3Hx3o8gjvCS7HzEuSQyIGL6cLdfo+Zl/mYIlIWAvgALLkY1cBCOz1/hlThN6KQkhTvNWcAdgiqkFQQo4jwXBIBkBm9ZvNeZmZAyDkTgyefc7ZcY7FvW/TDpYgkYvLMLoagmoAY5mGziBj4QR+0/bXSBRDPzqx0kEU1Wz67Uf4JiKjslaxhsFqW5gzR6h+rEY46T5UAwMoUKp6crMkyqRlNe0nMDutHbVjFktjGUCMkSjs6Y5nsWUhEkqM9XD0fVK/V/GMfjlHXbfNYQREWBmrslhSTFXyOYLHbaewbiuQMDyKxwkZzzi2v6p6myY2hEUkxp2ka9+OUwp6UGkfeuTZT4ESQHGFil1LKoECshDEn0wZLNvgpKZoHrzozLdqyXKHzHfAQrsqMltIjmjw0ChkQmB0TgmZVIE2MREwEgmiGeBCR3hUaR9s2q65pW982jpm8I2OJN43rWm8g5n52bRl7k5lFcoyRuJ85qAKijfPsGmbmpuQcKELMSSRZwp5rWkQUAWbuvS8xaFni/GW/paAy6WDoCiEU4xZg36/tKNdcE0vXtRm8AeLtdK0Mfe9b5tL/I5YkdOdAxPLWRFVizL7plvyV+mUnZx2iz+0cee/r0nhpml/2rrY6tjdivUfdadsPN4VnVY3a/jCniVDJQqVNsuWAGJHbKWsImED2cX9xdfvuw+XNzc1uRFES8jFhAlM3sulguMQZR8lAmj2oAtVuzfoxo1yen5/v9/uLi4saUBFjLMg0vJ8qW6We9x5sRAfVRpU71na3+FJSsnFMzvny8tL6pdPT0/fv35+fn5+enr548aqiYmpPDnNhVG/mtsSrzbYdqRl9TAJqDfa9tt+u7qaciqXxtofIMAw/++nff/jw4fz8/Ic//KHFAOScx3E0zuHt7e1nn3223798/fr1er22O0z9NKxVXuZVlM9kvnUzMACJyBSDIjBj0TuQC0NMEbp2HQXZ0zfn1//vf/uZxOGT7z1pvRMBydGCM8mCHRFFZZoC5ayeYwpCjrjNGa5u9xdXu1/802++ePOemx58PwqS9+ujU4/RHId2UBvv7axGRGtXlsWKI6asCurZAUAKcQpTjDHn6NDtb3f/6f/+0apvXz57nnNmdoPz/YtXN5uTYbvrESkDO6cSTcYipdoDmWKYwu3nXz1/8dSfduCp7ddbeB9DWLVd3A9gERQivvVBozhYNzyGmFJGjZ5hs+6VKGRghzFGEGXHoipASfT8/HztTlYnG+e9SFq1K1yv86Tnt9uImDy7hltwFIPud22If3nSfvzq5enxCYG27BwCpuRBT7pVz65n7hDd5tg+c99VmL3MNmzjUQsWB7ep7ssOJPi2tyKF3Mvm2f+wOR2zfP7y47fb7afv3/z8zde/vPzm/P3Xl1cuou6nDpkUOUreh6nv+/VR3xJxw5ByCjGEEINmRdusPZSoLYcRy4GOjTyKjgAA54v05ORkv9//8pe/fP/+/YtXL8/OzozZS4iY3JRSEBEB8iXHhQhRWEV906hCEiDyHSr5Ek4zjMM4jrlpNpsTRhaVkjGrIijFfOAwpMlz07YtAccYM6H2K2hTiGEC3YZpK/pi1WPIPA7SmCqqJUrlgmoBwCURNWMCWS1lRYLoNHTgOwQn9KzpqHkBu6uLFK9v9iGEsJvCenXUr9ZNIzkhATCRGHSHSIsUy4INkEkVQXKWDHqY6SwhKPqg+p8tNn6Z7AK44D/DQQ9if5Iy3BvDmSXHtmGIIGoz6JnX8MArWGkX85qOlm3/LEixQPO6OsMZnCKLjCK9k3ZQfX13GZ5leEr+njm8vubabtWIdhumCpR4QBsE6Wy4yKB+1sEa/qp+OJaaWSMxgPjA7keuk1ZgYnZATKpSODSW0QUikrImrYmBxS64yHvTYj1aNNvLa2p5oT3mw3p85fY7BaLf0RD+Ibu+P/7rOxId5LHG757B7/eUr9Z8kkdQqo/RXJYvo5xJB/+o1kWzLoYrFZl6JxUCDoX+nX/+QcibxZyjpiOai4wERbD0SZIBAZJkxYPx2gjATsR2KQnRIcy7Q1uCa0nSXiiqYkzGObL9QN314z1Ig+GPRKgKNxeUXkcFl8uCiMpERMBgqaRIhFSYyCoiSrV5zjJzzDNq13WLNIii/BQR9mTXmF1KODv/ymYmS0yCiBb4rgs4RF32Hnx9yaCCUO1YZrcDAMZDJFrf9wbkABuwz6uYaRoObD3GGrlmVdphOVn6z2kBmwL75J3nlJSd68DXcrMsrDQzQ9c6BddB7ju/WnUxZlN1xgSC6ti3Dang1X5IgEIkAhmFgNAhkYvZpH2aBRUUCQFItGR92t0Oy7ktxb5JthYmcPOW0rZGDA6YwRjxufPO4jRAlB30Tdt1nXPuqEnWt3RN07bee248F9Yco7E3G++Kdzon50ryEBF6z4hOxDMzLa6dA45IxUp8REw5jhNkgd1+tM/Z+6Zvu77vVTGEYIH25d6aixXKOrpIsVynovaBr9b+TqeEICKYcwXwlMUgYkppCsExWze1tIQtBh+FbF6kO/cEt3fJLksq+rwOpOXW6zvmf/WxV22HBnSpNbd9Q9u29uva+SwVgaSigEkoCkyjDAluh/351e6by5ub230QJHLATpQESJAkqwKCgnemyYyo4giY7C3lBKW1DiFcX19fXl6en5/f3t4Ow1AVp4um5Q73qNaRD58OszPQPyxG63bde398fLzZbEx8a5JIu47MX/fpp5/aVX98fPzs2YsXL148f/785cuXT548YUdqkTJVTEvYdn7erKrIQVfpnMt6EFvWA2q5bbX8qr1rnEKMuW3br776are/VdWbm+2XX375xRdfbLdbi5ewn7zb7c7Pz7uue/r06b2ED76jvFqI7ggkG5ADVBQVGudCDqAAQipJDOqbAYGjSO+bpOn9+fUXX745O24+enFSdkhKRqMCyQAZBHNKIUWMCNy4tlGi6+345u3lP3z62Yer7TAJto3zXe96cJ3iAXFc7m8Lk/eysLOPsVEulKjDrJQMjp5CTnnc3t787L/+7HuvPvrTP/2E2KW2d6dP2qdP4+VVGAcmkpxFQNDkb1orLibk6+341dvVyap/vpn2A06xZadBCk9SzErKQMhtQ5BRU5jC9vZmGvaOte9atfgSFJm1NkQOVQTgervjtqOVlxwhp947PVoPIW5zCuMujV6db1I4ad2To/X//vL5i+fP1v0KAByBgUMcKGZtiBoCV2emhDBlG0Qe6oTCZjPNIZiQsf7PiSZQYGHO2GVYZ8yir19/fBmnH3708i9ev/5Pn/3ix7/51RdXacpA7TTGlACEHTg3xTBdBpkGUG2IPTsm1zQYIiTJktM9QuAyXPThPTlLXMwQbceVy2aeabvdjp9PV1dXz549Oz097U5WGLOEmGOMMUkSVGCmOEyrrnGK3jGQC1GiAAYkz6o63k7762EMU2okBjg6Our7NTNP05QSONcg0RQTNBEYUw55CiCAyII0oaTGu4ZE8jjFkCLkrnOun/Yxzw5kXDXNfCNVc9xZ5ipW5AbFiYERkNA1rEfIAvRxv+k0tmm8GcIQbuN+Go7TbrU69tC0beebBMkolErE5EAzoiZNIChASNg651yTUpLC1MTZrkbz1S6qhAYfm8ukO4R5EIAySrbZzfIp0zTtkvBndZOURAQ0MMpyZXJvg1LKZnaH/3ysRmXGAn4vk2WSmZ5Sb1xJ8qEdWpxdc+dzZwWy1L9oGc1bwK9NQg+I/oJixmzWyPIr2AEh2/OxBuUBGGNiimE2PRZVGiGoasxSwuVLjhoAGQyXADUT5JnhCXqQ8DhEBBN4kiLErPcMDnNestz77LSyTKvWbzFP+f2SEfBeb3x/pfQv5et7uPHTfxYzE+6TS2tDhI81fjWDpAJdSp/2e6S0z81PgU/UicWcr3EHs1l5FYgoku3curOZPVi/7nzzMiPhsE6UQ85B/YtV5/rwaH3bsVzeZ22kUqn6BCAES2X2NCXHThstAOg5habiLqFouwVAiXGhq84W32JDRiYfswzDEEIAJVXJKm5GwsylJB/wKYtCZy5DFY0Cj+SJHRMzMSIgMIJjJkZrG1NKji0+EWaVICpkAhrHEUUBhZnL5tBMUxavPL/rrJCSYT+s6GBdlMtuUUCXaCydoyqo2roOdXbTNIZeXMq9JEXvfdd1RARSFnQA0DTuIE6DQ8FqkPqcM86cUtv8FP1kmdgBg/Pgcs6oIGVpIMyE6FU4DIP3SGKFsms8d20bY0xZUpKcJYvmrDlhFu1XJ7Y5DFOawjSFKFmUckMkipk1Jcg2WYRsdJw5XaH8ByGbpp0JEOxYlbfWNmQPDEJpPHrnHTdd67um6bvGOXJMzrRHiEc+Ou+8984xIzIjETJh1zWM6BwxITEyOyJEENvMqgASOvaIKJaiVH0FemiZkqSWyDmm+Wxs2jZLRiIViVFUNWR0zrd9IxIrHSSl5IzByFwgHIjec004uN1tHbsylphrepPampY4xhhTsv9lyJAy4FSluSYPMZbznxZDOwQmXroOllDch5hNe2vLZq+897llrULHmkFXsQpL1qitpq0PsZNQRGxzJ4BJFKhRaibR7RDfX9xc3Awfrm+3+xCVADslZ4qXbIQ0o7CW6xsIUQXN9QVZEIUJ9jGa2PL6+vr29tbyGOq7sD15vUssn+v3HMKPzgQrTGL5ADKZZaW8HB8fd12XUmpbH2OMMcWYbKV2e3trcQvn5+eff/65KrZte3Z2dnp6qpratjs7O3v+/PlmszEPYD3Ezrm2K4hU0QRIc5QD1kgMU3gy81Kda/eBvu1evnypasmE27/5m7/5yU9+stvdjuM427OLXjfGeHl5aWfsyclJnQJULusDOJmKWDApaSnyFMCEYzkL5JyzLcaVQDEx7ELMlCROn/3m86enqyfHR+iRyVb2bBy6nEQKC5IVSMFtR7naXf368ze/+s2Xlzc7xUbbDXCbgbqm8/0auGm9zN5pcpbNguZIzwcZ2CyyINUamSxY1lgZYRqjpAyCOaaf/8M/bo6PfdO8evXKr/366GTzyZ9e3lzffPV1i9SBLBASrJJUxMAZzeXV9c//sXV6kj7W/Y5vth4gTuMYQ0gRFY77dbPq8jimMeSQoOzChxwHBmUAlESgDKAqmkSIESEDxpgvzgchf+JPGCGkqSc8WrfP4TTfXN+O2+EmHferF6774ZOzP3vy/K8QuiRuGi3JwUjLiKisKEmzgoLtakEAczdDsA7SOluuFy6g8oxbVEVorBPURCWNlRgRdHrp8PT46KN1/xdPTv/XT/7k//vVZ5/++qu/2w57gYQQUPZxCikAsj0AJEPMMamh0R0zEbrlCGYZuLWsqQ6XJ5OlLpUgIzzcvuygxyFN03R5eemcO3150q/Wq82xX3cSkg4j5dyinPT+6eYoDuM0bIl9C5iQxiFilJjScLML231MMQwReB/GdPaMT07O2s7F3e7mdp8lA2A8//rF2fN12xvBNKSoxJvT40HCNx+udBhPkKJvnaQV+9U4tBxFhZlXXX/olBCERIHVbM9KJgPtBJVQGAPGDNwon4Fbe/9C9DJM76b9+2l3OQ4XY7hsb1Pft13Xr3vftdQ0BCIqWRJYsGbWlGK1mIvgvOsjMn0NKIBaHJOWW4ShW0qU+Zw8XmdMCQBnwEmu4xURkRgP8sh7mkMsYS2HFHg9HFzUA+LrYZE/F8B32pvKj1g6DOuv83yo63NZ8xk29jAzrWq1kGExD32olrTffmgOFZCIsqiIZJUcYlbJSYCQmEuMFCKRK0+vIgTFQ7+J6JyzZlXmlZ8gaMpqO0aAbKsSVSjdpgXnkCBkAkA27OedZPF6rwN8yKG8Z6H6ndLLOQPkcIeo5sw7KXnwKGPkX3HXd2iHvs3w9kBJfK/xw/un2gGq+6CFLE6zAnKct8YKdzCy9c+XU+d72+T6bfgtmtJ7UXt4l95i1dGisy160O+mucCDVtCCPknvNLQHIedhY6mgGkNSB4hELBYybuvyKgFXZmt5lzlsaLnfM9gjpYyAIYT9fp9SctzMk6dDLAERlvQ2IiNhLodPAKA5ErNnx4yO0EKBHQIzc4mFBbXVnmZVOhBQ7DaERIBWpIomEQk5LMrfQEQ8i7IQi5vI9gkRsCg52d2rmy2YngER1TknmqQov8m4ZMyskgrNBQ/1aCYUEeM3MEJViKUUquMLNB88V57mOx0WZ2BKwOWgZ6O2lLhTQ+xg68r6K6WUU8o5Oy6CkBQPeyHvvCnHIiRGERQhUdUVQlaU3MjaiXQhSQgpxDRNMSvGKAmzCJrofLRZ15xfZ502IVoR6eyUgBJvSAQ95qZ1fX90tFp1jSMCJiCArnHeM6ESiOWSI+K6dY6KXNYuAuccO+x8swjt1MZ7k/kiGkL8cBUQ2XJjPr+to7SvuStTVVMJGZaxbVuLUojh0P+IpkMYCQMhoYIo9Ksj66Dmg5hijE1nDacYv7HMthH3w2CmL6v7684qpXxnCYkwK0Xt8ZmWFBaYdVlL99pSNLVkM4Yw1Utp+ZXmnrPIlefGzyYXd8wPUnoPa/zsTZUkg2YjqvsxXW33u3G83ceLm93lzbAdoyk5ATsFzIIExOwFRDSD2mAa7NcCaEwpp8DMntwUh6urq5ubm/Pr7e3t7Xa7tUalXhq2Ea1vc74Y3b01wnfjqukxEUjtJPf7/W63+/LLL017iahd1xncxbmmmpHatpCTiHiaprdv37579y6lMWdFhKYpAY9HR0dHR8ebzcYasKdPnx4dHbVtb17BpmkQPJtmHZWwmJ1yTAbbEDkQL/7iL/78r/7qfwKAv/3bv/3rv/7rH/3oR5vN2u4Spsut676qfbWpRJ2g1Xv4Q2heyglNCz8rQUSzazAJxDjlJCnHpAKCoIDsQggeNSNMIU1TmqYUx0Aod2ItC8eTGB3166D+/bvLf/rtm8/ffPhwObDrkR373jcttyvniBEcCTskQma0WQ9RPckJLNvVoiWQbToOAFYtAYFkFEbNmEAz6jiNomnahv/8X/6La5v/+B//tyf9i8Z3Rx9/HC4/fLi80DC05ChYLJeCFpiEiGiWdR7D5fThZ39/++7r7mjdZNBxGqf9dhpSzF7x6eZEzk78MOymMFxehrxH0vWqPYkJbscpTGncipAIiJDp2cBGJ8SQm4uLrXb84vmZhBimveduvW7OYC3bTGHoGD7erP983f07j90waJ4wNtS2oARkrD+1dBmrzWEe8bR67/yWWlQXbCAt1PgAbY4lU4cgoxRYsyB53xP5QMfr4z/rj/7nk+dvXr/9P375T7/5+uvf7uJ1kBYgdn4C3Ic8/zzTjmLSoIJt42rbVpfzi2yA+yKmJHm+rotXZmaxlTWOKNgTEBHP//GbZnP09Mnzp0+fHq1Wm673MfUpffL8+b979pRjDNMIALtpvNrtLlf9NE3DmI6P+i3J9W4/jGOIIlfTzXAzvn+bFWOMMSfrXnocyO8wZs8NQIL96Nvu483rKY10jtT4lycnx867lPfTNjNC49u+X6033apvmoadE1YFFON0gyIQZDUdtdcmICbCiCCQAdQrcJRO8Yj92Wrzsl+/S+O78fbqene1U3KT6/bdpl9vVu1R771n36JmBnApeclV0BgXkRhUGjkTidAiKaHgxx82bwigKmzruALCo2UUzbIDqYNIy+sDUJmTHipUsyY31IeULo5+8X2IqKojrvnS1mfMaejL4DJcOqQW3csdhSc+QLMcsnzmeWD19dWCun6PZAEA59i+PyVByaAZmAxzmMpglEyiT0SzU99ZEWKeH8VasZMSsq2vyTx7ynVDVSjoVsQeNh86R20/qmd8hJB0x6eHvxN9oovEiMXHrI/hPL/NA/dvp/AshNqHe7/fhVrR30Peech200dWn8tfVALN8TCDl5nyd1feIIgzKtMG4MuRs34L+mWRS/v7YDwB7iBYlsAim+osP7RHu+KZuFj4+TXmkpBqGZER3Oyou2dKXIjK8jiO4ziKCPBBK3sHxKrwQAeyVIOAZ2oa55ktO9NaPpUkUhJrSlTQTCYsvv9ivENrRAmBlDJGSfkAxF8keIqkjOS9R+/sqFkxVk0+1iLPkBJLAuT6RqhsQkpvoKptU5IYUHOt2hvX27bHeJWVkFFv3KrK1t6YlDymglWEg8iQXKnsoSnYRpNH2uuMxaYi9mkz81xN+uwKxQdFiSjlkPo2ximllKKFQYcomYvKhgFZ1Qq7uGNISfYSRYQYjNJpnbzmedmiamM3ZHCkzLabReccMxLR8+OmaZq2823TeEYiYNQUptaj9+iYHDvvnSFPGcKSZuGQnHNE2LZNhelb5228mHrizMsrT0R6d+FWfxpSQ0SAJlv1MU4zUw5izN57x01tvdqZsXGAA+VsuEXNxS5Vz9gYo7V2bdvasdOFxasu1hbhCsuM2kVsox3rufUqDRjD8o1U8efy2bxwskE9Y2tOQ1GKzi+1wmbq9s+UqDX1wbZP9sqtHbWVVMCzq9vth+tv3ry/uLwZb8e0HeMQhFxD3LBvASBn5SyM3Dg/yWhv0UxGqnmWLiNiO47jh9vLDxfnFxcX2+12GsaKMKn7/4oYrVij5Xu5J+xcpq7fE5jdQYQvZGbWFNX3a9dpSmG/35+fn8+aard0wtQe3mop54mdnX4QY9zv95eX18xfqyqRs2D3vu8tKvD09PT09Iklth8dHRkX1Lu2LoFVdZr2zM4Qsn3fT9P0/v37v/m//s+f/OQnhvE0N2k9WIgloceO1/I2W0cYj+pB0DMpai5UOtv3gMsQgmiKOcWccxLIBAJTBE8EDDll5Ga9OT4+Ps3TjtC6SjU/pB0QUmBqIPP1uP/y62++fntxu4/crDISIiMROm8rT0faOJ6LKLs9WqAWVNjdciRhmTgAkDGLYsp5kjDmGGMgxzGCidKJ8MPF5S9+8YtPPvmkOTs58p6O1v3TZ+5oHW6uQ47tYpZcZ7KK0EjUTDcfPgzj7fGTp9T2sp9ymMYYAFFzzsMEffCKm37lQaPCMIXVSoFc266Jb0Tk6naMMUsOQA2atNh8PkRD2N3uxzPJLRGApBQQsGl43TdpN7GkNscujHQlW4lEpCgtgwqz98BORbKi5aIajENERcA051z1R7rUOqHiPIMmc68jRAVCq+AEUUgZUAlSHB15R4ykKPrq+Pj5eh2fP/3pp//0//z8F/94vX8PIGPwTE25hZWfnEGsjUwJ6jhpySi6gzxYcJUc+npzU0QRkxUcxNtzPB0iovd93qeL8F73wT15enp88qxpj33z55vNJ+ujntSBMnPM4WYc3wfaDcPtbjfFsN0P59dX17v9mPJ+HKhpsuQgqVn3q9XplOL19e3abVwQr7nrFB2Aqux38s3758dHJ2dPT9arV0+eskoapziNzzWtmvZ0tT5u+pVzjmewJIOx1gCoYsxIIajLimKIFgRUAcxMAGK3DucZGnE94oXSF4FS1imFfUi3Q+jHcHKyPtqsGRlRSdCM/UWdTlSrNcsS4Kz5Icmw2vIPOyJBdAhgGOS7jRDaU2YKw8FCVo8a4RyBhhVLKSIKB82F3EVuHorwhdHgsNGd+ztirqKMpR+hFsSPqtgWgND5ZwIv29oyPzqYArE2f3dVxzPihxQztU1XEtilhHRZ4RxSrOSY6ieUZdIhYhWdOqRHIf/MbNoxm2fVbKzaJiylnHOYxf2CX1DuFfKP2Pb0Xk+A3yaK+Q5N5R/V9T1KDv0DBKLy6IvGRzqo36lS/e5Xu/wQ8a7fb7Fq1IcH9dC33T0eVZC63PUdRjKo93gzs8ITH9VzPmTVfJtidvmNNdflbqcs9VIkcvVHiYixa4q+kQ95DSJiChyQw5rUOR9DNtmYnfoiGZn0bmcIpkwRMd2XFYLV12GCTBNPOmKLZSfUkJVUEIgsh4aZCCAfnMEIdwzNBSZNJlbHAuSwse7M8LQYQBUho/cRK+ScM8pdFCoiCuacqRx/ZYfO5IUqNXO2bUpsWp7BHsxMXDx+3nsCrWRCqyLsCsyoVkoyc5imGfhItQjejbvDHdA7hySaM2RDBaYY6n7A3mZOExcQH6gqZFDUEAIStL7p2wbJlIeTpLDdp5lrKqqQLX0LmKhNSRCBxjB/nko2piLUbHd/sWpjveqJyDOxw9axc843TEQtTwYDkjQQu75p27Zx1Hom7xhRGXUeW0fr2JjIUIoVo1J7J2ufZlR0v5T5MTMwVHtk6YUI63wzRbN0y9xdNBalaFyWGKP3kckXwXMq9T0DMTERqdOcc+O7Uo6U9kNSElPc2a+2gBOel2m2fjnkjLPBzw+BxfZlfePMxQXD9sxDH76nY6x/pRri68PSmudaVz2c2t4zttWEhntX6PJVGXFhv9+/2cq79x++fvP+/Ho7JYxAGVvXsoCLKnHKTOTQ2CmS4mQZHUgKolmyiOZs+0kcpvHDxdX79+cXl5fTFLJKo3IvWf4wt5rhMbAIz1w6wZbv995ntQRaLntgs/PNKbowayxzCMF7vvtR53uG8WqARPQ2hK6vkB064LqJnaah0psszaVt26Ojo7Ozs7Ozpy9evHj9+vXR0VHju77vN5uNqrZt+73vfe/p00KgM9YAACAASURBVGc3Nzfv3r0TkZ/+9Kc/+clPpmlqGrfd7iyxfflcq4kRljyxtHQuF6H3fI+KkFURoYRigmnmY0jTFEKMIScjrSMTZY0Gl8oiRjAnoqZfNx7tPpayLSqTiGiUnHV7ff35+5svv3p/dbuP0Ag59g2Sc95TSd1A78g7QAIiYDwcxwq2VVXrAWiekYuKwckyYNCcJAeNUTOIxpzYe0mKqCml3375xX/92U+PX7169vErcb45Pu5OT3cX78NtYD0c0QOPAcCBxhQagrCfdnohTc9Z0zjFnACRsmKSHEQkioembTebTcoKuBWYiBWIkZ3AZZJhChEwWyCQ5dMmBSXej8N2v/NNjwQ5ZIDgGt+3TZyYc9Rxn8lFcKNzzjnfNjHGDKlFZOdVgAkRSAlBGBBEUNUligSYykgXTUxzkNXAnJ8msz4OCeZ46aIGQnDsQkwpJedAUBRFEBX0f3zxYoO46bvjz37746++epMBRNC5jCSWpKQKCMiMTJrJHrVGxLV7SAihep6XVCpENP1FkduIpCR2K05JiseYCADtFn3crZKKTGm6vNlFUKGnH736k+PjH/SrV4hHAB0jM0DTyVF/HjmEME7H+ziNU9yOz7fTMMS4HSffNhkpxMyN79p+N+zPz8+3EwqAb5u27xRx79sUwmrYP+n6tumf9EfP2i7lmIn8Zr1p24Zwha4lIhGQcksRM3VToRTU+iqjS6AARCoCYgxux2TtiNO8AmZ2je9OOjh3HFMacxiHuE9pN03jNO2GcdW1m7Z1xk9mYEDS+f5/YKETETFwSeoqG6SDARgWsCuZ5Y/MSOTkoKZhu6GZ+8A6wBSj/RwB7boO5uIXDwASXO5OHi3yC2xzMYmbteh0D0Vz2AOYMdsdzMlUrE/L59pd+uhiZSJwfxlYQIx4n0EISsZaJEJn8AnTMTPNrQ4BgJemCmWrBRHnrq+mVeRvR3HUqOo5V6xsSXW2fT1keN4Pw3jEv6e/u9+hBWASDryfO0jKKu78N9z1zc/vf+2NIt5pz77VlHif4akHuAIdok5oUUPInOeB1izR3aiQh8yl2vz9AZ3rYeGOgPoIogcXqzaZI4/txlzbzmowU1Vx+JAAXmtuRPa+yWla/grbFhLog63pjK+YqSUlsgkRIKuq5iSEaimWAKra+QZspmjnsBZxw0ILN3+SVnyrzQik/gQRARtaMbdtSwQ046IM6ZJzFk0A4J1rmobucC/uLH5FNIPd6wsUm5nHcTROuqRQqYlWnZcPbc4zYGaAw8ZGi4ggI6Ln8jnYwtB+e9/3y4RuUghxEhFXql7wKd9xc/HMPRWtt9e+71WSSFIQzEIgnlGQ12tW1ZRkmqZkohQkZs/MWSzcgkPKOYmIdG1v91ma757W4Xgmg5c6R96Z6tUxc9c0XGZmkQoiW51vmBQwMYLjkpDOiOvVZgkaWYR58LKQtf7K+3bpoxOs3BScb/dSlduIuF6vc84xTfOShBDBAJV+3owVxOvCNRdVAMBraTXnDLGSteCYQwimgTT5X4G4zpo351zbtoWUAmroIxWte7ba1QzDMA9T9d5QfJlIvvx8TLFZ7xVz13SnOawJckvVaP3rJjo1PKZ1QXU/aTJC+79G0fz51/ny6uZqOwg6328cNyqcgBGZRFGBi389owiAZogI6IiVdIbT5GEMl9c3b7/5cHl1M4QAAEIMSqRiO3ZrRAsHdcYp1XxnGwRYTWnR6vYv9uKXKtD6wVrLans8y+uzsdR+v6+L9/rzrcJZimNNg1T1rgflkqpIQip5OQsqj4hgJaw6x/XFxBiHYbi9vX3//j0RbTYn3//+909PT1+8eLE5Onn27BkzHx8fP3v27KOPXlvVfn19/eMf//ibb76x20PXdbvdbon2UVUiVlXLmViv1zXVw2ZGsZRr97u+mCMikdpMjMBCKWIIIYQ4piSqhIBEnoC89yBFO5pzvr6+vry4Pt10w34ot25nOZBtVtGQYoDL3fbq6uby5jZlUs8xS4bc913TdE3TOEdt4xyxZnGNJyqzlQXA7FDGMeKs/ioeDkVQVAICJiQCppRCzIkIpxRFUha5urr67LPP/vI/vM/fewWI3arvN8exW8F+yDlaFhEC2oMPy8MIIOfOt4797XafaWycT+MUchDJjG7drlLb7SdRgDEks4OOY5DtDpG6rt2sc5jyfojb/eHGK6qK5LIyu5im7Xa7OfYtuiyxzGocgWcapjQOCRxSO/mcVXwIFnavgh1QzuK7dgY8iSXmIIBSloIxRynkiYpFp0cm7NQAooKoZsj23iFOAyGSJwXIqNh5BJAsfgzff/pkffa0e/aSPv30799+880YdznF+eFNjsy0BkyQS7ho27aWC2oNm0Fr7zV+pvCsdfAUYwjJGsVyS59nNvbEzGPyzjnXU07xZpe79fHr5gdPX7zwfAK6FukQJU1AKA6eYwety42bgo9HIIRBZIgpaCb21vVNKYaY4qoLJ5stHGdQbjw6HvOkKaNCr/DR0UZT7JzrV22MEUjX6/UUI6sYBknEVjW5GoJKM72ACAo7QIG5zBBJIJoREVgVQQWyNkBHgA370/Xpbtin4TZmzZqnkMLV9fXtzfNnT/wJrLyHrAUmppqRASBrkeUzEzOD2CMMASAXnC/U2VOthWrXZ1aXPAtrmf28XF1wxcpNFRFsfEyIrAgzXB9VHw08U8DDIA/u9lqzUOuw0FsmNxyQM3fhk7pMYcYDy2TR0hzu/1LeFC7UEFi3jgsz2wF86pwDRMkKd0GDOqtMpSIb5+AKMSA81njAkuiHC0ZM3Q0i0CKuDG2EjpbckB4qPHXZrN6hGS8e/YXf88/slO7Jd+9uCP8IhueyTbrbewjMWdiICMD3VpZ0Z69FpFAywyx9TvM9W7ClU0PZOi+9ibVPF9DamC0oZ7gwA5pHmrjAKhAVgIBtHGKeopppO2PZCRTsmofDEAEFpBx5LZs0AGVF1YxaXhgiZpW6oFJAzUZ5VDHJdsoIyhbK+UDEasY9uJuMsrz83BylYuNRs8ijZkCaF30yU2SoDkhSShnYs8U9QxYwXQ4A5qBAyM6xqCMF8Ipa6X/MlCQJZKuxUHRKEzMjoKIr/FIVQCAVImCGxnHr2XnyhL5Bz2TpebVyI4pIbK1yggOFxdaVKCoCzKVG1FwuOgFlk1IQOPJc4GApS1yzPxx6u91IZqLGW9geqh6wv5oL4F5FRRSZsWm895KjZz9r5A4ZRNOU7PZow7YU8zQO3pFVsUSkoCllZmZ2qsL1xYh112rijZSiqjD5Q/NfhW0ICpJUQcCTZ0RuGmjaGGOOqdb6jo/sU3KuCFAhA2gkhwRONElSVbaX5VKoKsEicgvRxHVmd5mmdhxHsxJl9rUBtrwEJkJUSXkYhhTGxjer1ar1TJQBMsPAxE3TmIMjpUiOwn4XZiSpeR1Xq9Vq1Vf4xD3XVm1vqm2JmdGVjAQRyZAJ58GngqkIa9Ffdy8A0Piu/vyuXRv+3n6I0RSdczFGP+ujDPccQqi7u7pfAoCUMxL1q5V1gzaorikCSxBrTT8XEWCdpxTCVJbB2+1UoziKItQxEXVcqVKlQq37KyGQVCYOCKBZc4xd45LqFJMQA7GiI8/KDKoO0TESiOakqg4AeE2YhSaQKGFUSGZTHxON0k5pswtwcT2+eTe8P59uiERW2vaIGIBYGQkJJOdoArKskBZP9xSBCFPKRCRCN7fDxcXF5eXlfr83369fODjCnMpdCTq2uhSRrutOT0+NtmJEXMOlGPe1kirr2Oge77T2KnY+WNb5OI4fPnwIIdi/24GbA/TaGKOh0q37MPnlycnJarVyzt3c3IzjaN8foxmds7nOJJfRspmPJWea5QEI4BiZvYjkHHOGm5uLX/1qaJru9PS07/sXL15sNpsf/OAHF5f/brVusozOwz/8/Kc//sl/vr6+NHh9FbQveVEA2nXt97//g+PjU2P65azONUQUQioGknnAdMjnCB0oICozedaUwjTs8zDEYdCUSTXnCMhKKYi47RpBAQO3enK6evW9Z5una8lBhYAoxpxVAFRJXYtb6q6g++XlzWffjLehA25R275rkck5RgZy6DyRQ3LKTK4s2FEVCxPe9GYMOWdFSRaiVQoDLjFXqk5Tm5PkhDmhJHA8TRMzq2ZEQqDf/PqLX/+3n/6HP/nEnx1ljeHP/3x7deNuQj8ADfvY5huOkXUlbn0dNoG+Xgk4R4IpB8g5iUAWiuqzU9Vx3XzweYg3UYSBIA+I2HJ+dtqumuPdMO32Q8fOYXuzleubnIEUcgyYAT25q3zRsMMot+93G1w1x53a4mbcHTWNp8aPe1LKXf9hyGdh10u/I0c+MTNOg9PUOML9BEQT43a1et8216jJuXZYN4Q9UpNyl1KP2AE4UARj/4NAsRxYjdRSgAyowACMjWbOBlAE0ayg2QNwHEEUQCAgKLxgfvX8yV+1f/npq6efvvvmi9vd22HaNV3uVrFZBWpyuwpZO9YYIwNaMC6qoENpBBmj5AiiKAk0ogIiOU4jMLOAiig0TBBdCitPOURAQPZZScHFpEOITRrV5ewz0tCn/D1tfyiXf7FfrUAZMzIHx9A0if3YeJ+EyfSjzotm1Y5ow62IMFhaCbNrwAOoQpatr2C5rMoCbGobhaQNCCbIqXTQu6ujeb6cQRUoEQIwEFIGRGAhU70KYCQBgixbyECIqsiIWZyIAJMCKDKCMopq7kk7r/9LmAbHX3n/WRze5zQ0LqgnaMbLGHP8/tmqbRpFiRoEMqTJnLAmMQGAKDlnrUEFZTCE6BhVIc3h4K5pDiExIRGpI0LCDFjNwLObTsmmK0qG2ZxXECiqIFWFUQRKgDAvzwkAosUbCKgq0KFuTxLLrAeKgs7SjrRk3ZGwFIS1FtU3Ftgl6UwlzUmqpplqeTz75pBK9W5CAe+cHDifhx4pSzQsBSEqgukZbKupWvqxyph1vimODwHEjIgCB3MjliR6tQpbuOozwRGBUlIR1ayiCgIl85gQJQOICi2xjvf2b1LbFZgDV2uPU0Gl95vGh6bue5vAuzl19Q9J7vmEizn4X2zXt1w7Pv5q/sVXeb93hMMdiXx5eONhB/dgnf17CUcfc9+V7YR8C6zlX27deXeMrUvJ9SPRFIA5Z0dcNioVjJtyaWXp0Jkvy6xSXhx+pvW9UmXN3qFz1Dg0QL8nZoeOTBG5oFaQNuzmhsQumZIXb2lOAlkEU0rLAAljNNWTaA56ZJv3lKjZmtxleCgUxEPVaL2MRl7oo8oYUkQMvjL7fA6zfJwNgQxaE71CGKtnjxdWsTrFqRwaW/KEEIiwbVtPXMVjGvMCvncIo/dNY805IgotXq2GmbVTf2OO41RgjHM9HWOcpqlxS04GOeew6w+2wyynp6cWHD9NU65qCpTyshFRRUSOVp2qNo6bpkHzG2nJw2Vm8OyMCeF941pbzogkzUXaF0KIU6r6n7p7qcLF5Z/YaWASRKOemuytaZq276pmr6axqWqe16F1f0hER0dHVc2YczWecc3LrkyC6u5bFtzzTPSQ0ND3vf1nob3Pb98m3yXgJARbDKaUqi12vV7XBIUoknKWKYhI9qkGQtrzzC5cyaIIiphVc0lJAVTBCFFyTBlIgRSUMmXEBkSlBGeqcfZjBrCenVyOogoEThFElJzf3cQv371988311c00Zc2K1PVLLeiyM6+z5HtNOzPbduvm5ubi4uL29naapqpGXtrwuq6zA2rjBiNhdl335MmT1Wr15MmTo6OjuidfGh0fKA6WmJyylDOxmb2eauH7/ve/b3CjYRh2u912u91ut9M0jeM4DEN9nZWCc3Z2tl6vV6vVixcvLODBQibGcdzv93a4qYJKZ5HSfWXEDKop+40ppiTDMKjqF1980TTNmzdvXr9+/fTp05ubmy+++OLv/u7vvv7666VPbylztfa4aZqPPvrIUDFLUdB8M05VE3uIqEJs+lbUFsg5xjRN434/DONgc4my+ir6eIGYnUNQ7bvme69f21oSlFbrPmdNIZpYJKUowMM0fvnVxVdfvtmPE5EHIhub80Hap8vH0PII3iOyLn1996JKLDB26epcJprUW+Wnv/zl+cX5k7OVbzp/vJGnT3a/+VyIkavrSFWzEirPvpcsioeTPErOKWfI8wOufraACDmX86pt2yyqkI6BTjab9x9ub4ZIwM63JKw5Nq6pVohxTPsmNI6mmEhFnOvXq2PFTjjGKcQ8pVERMig3rXMORVEhCSERdt0E9NX1zVcqW8LE3iXsvds4f0S8Rg4EE6AH7ZyHnEByCWYsSjIVV2pJUqOKCynpIW/aSn4HlmV35EEhg7Tknz99Cqu+PT5+crvt3ry9zLglnhwMmEedGu+MJEqERJizGEBi0uTZZwBQNGs9pqQETpCICThJJgUi9g21BLjqc0rX19fjEJp2LcTs8GSz9rvtBEkhOueOV+uzszPv2t2wF5WG1B4EGEWTWIwhASGomJ3eehadRbKCCpBVmREEFMgAbDIb7+38qzRDc3wIAnxnHtrvU1be+7aH+xlH2DhaY3Oq/T5PQxZIUQCGgJdZfU6bo37de984IlfUiGCNFt3jeCwg8gdSw3yVlQErM3edW0DjoV5HRIssmUVfUPMSqML95i3iYuFZ3LmmnyxTa7wjUBQRRLXk3u9AOT5waN+5vVcOBc4mOlmiQWfIpyoQMS40dAfJaDHVG04WDWZ6cGbpnaN2MJYjL1Wjh5JAS4KKVj9heWCrqOgShXgwXBX49l0i4135pXUB9Z+/Z8zBXV/fH98+/PdVeH5HLt8fbNX7tr5uGTpSkQjf8pLmiMi563vYKT32Vwm+M3GvLqNh9jHXrJKlpU//iE+yvrA7aL87ltd7r6du1WGJuC1aMiojH7qLCpTinDHgLzGgIopkkzOgApA6QGJ0jvq28Z671reO2SHXigRSdenQorJk8rVpMc5lFG3bdo7kXtiFVQzbRyWuZRFynVN5PJQ6PhOQc+w8e+IFyUcBsOu6KqOaLUmac7aghfn6d3Wx0xViu0BOS/yDFZoismR7zkYAdM55dksSQ+kZ6KBYq3YdK0pERI1lUj4QWDL3RQTJlDNaccbMzvU0Z0IoI6lqCCGEgDNmoyIxHDEzhzCqQgiRCNq2bZp137emySndEZJCNrMzAWZJkKWauA1DgtiqqqEivPPTNFnz0rYtM4egokWdH0LoGr4nz6tjgro3s/WOiKTZzLZ0wdkyp6JKTGlpP82ahWXtuJRN1l9XVqOLvs48mVVFCXdpK9YP25KwTk9rB1LPmfp0sQcMEjuP7EpTGlPKKjNXVdzsQBMR1AQmHVG6k1CHCqj2KKnXBaPLJUgXEAQVTa94u98BiGf2TL6IgpWZh7Brmo6IFCknSMSqnIW++uby11+fv3l/cbWbkhL7xmKXsKiSLJioHh2PWBQ7c+/nbAN/e3v77t27i4sL645SSvYpVdLDwa0tYp1t13XHx8dHR0fWYj179sx7b6STCgCowfGmo54nCGJJXzXlslYG9YDWaART3vZ9f3x8bK/EhhoppZubm/1+b+kRu91uGAY7fG/fvm2apuu6zWazXq9PT0+dc6enp9fX1x8+fLi+vo4x2rtJqfLKhe4Q6VDvRh5bl9s0jY0trPk8OzuzCL6f//znP/7xj3e7nUVKzA22LJeZzrmnT5++evWqabp6vtUbMjMi8j1hsH2tOh8jTFMK4zCO4zQN4zSlZBag4ghFLVUOqUgSTcN69fzls6eN4zDsW8dVT87kBBJkTRmubna//s1Xb9+/B2jRswH6mdG54t9e8jzsdHogqZV7yIElhKBeuVnSoyGNFdWjql989fW7b97/yScfN4R+vT5+8Xy36qfb29aKTQVJWREzYxA1mJZWdryo1GabyT78GCUmIVGL9LQFvgkfvHPJY690erI5PT4ap9uYo2OvlEIS59wUInrIAtvdvms6vzkihpzCMI1H3jedd0FyCkWnGkBUOSdvnCQkApdZ4zRdiXx2u30DODiONlQi1xH1iGvHJ645bvya+Qi1BejItwBOhAQwC4hmtvWE1RQyK0FNSTL/MUrBIzvNOces6PjYt92qPVr3Hw3Tad9/dXX79fb2KsWLaYeA0HXbDKoC3iF7bh0SAZFEQETM3CI13oNgHCcQdeSCE1UNoorkmgZARlACbtv+5PSJgA5TVkDXrZ1zuy+/2cbtbrzOUakrfuOb7S6TNoit54ad40xRSFG9iuisgjDmKwsUU2rWLKSgkBHA1Eg2CkRSk23ijFkslJIFBm9RHzKg3A2Rq4gJUpCFnWyeFf6OmGxEdJCAeNO4J9jtA+z3+ymKgmTAq91+GHZH1/7kdPPk7Hi97jskJJqB/wqIfOi/QETAuHQHNXhRzudc2yFl1ywmL1SfpzTbnokIFxl6AnrvvahqXtCkFBdDnFllc6/raxwXWM+ddFl89DOplcBd3j4UxWzBJczenzlv9tGVTL0PHyBhuNitIRJhljwjC5dBzXfcdKSl25TSXs5+OTmE682yw9mgrrgIoweEg+jP/oUVHtqgFhVLeQP6r+95+7dleNYO6I9s/BbN3qOZhmIqwm8j0BT72CMtHz6Kl1kcJ1IU1DtDkXKdZBQts0Q5xP4S6HeRWh6lcn/3beXRTs/yFeDgo4V5zu0q3w+IxZKay/fC8kmsqsiFUC+aCDwAomZSVBQEJEbb6XWNazy3rfeOGiZ2aMl4xEBQpqe0KM0BQLP4piz9eP5sDf2yiC3LqKSggAYAKMZdAKECR4TG29ptVmhYSI0kzEAKc0Ey5wXPnj0AcI70EOkrtZEzLE1FRNTut94dHBfFmqo6OhAXiQ4lmpEMdM4Lzjlb8mq1KjlPdXGhZcPGiJgL0gNVNVMxZVlHVB2D9XD7BUkypVidhBWQVTcDwA7A1b2oFdlmo2IJqsqAZiFg8ia9RlERLzma/uoQRc2gIMbs984SDlFSsqPgvQd2tgtV1b51S8xUhVvacmYcx6qVBYAkbG25rVm6rrOzZb/fL1vB2h6YYra2HLMsme17rG2r+5DaEN5NksR7u5Qqb7a/XmIP5y1frdSrrG5OiaT6BgsDRnEahiyx7pDrb2RXLmdT5aoqlciKYgQXlQxZQBAQkAEoq4qKA1DNIBkQJY2okKJmxIjgnGsbh+DQ+SEMIWZQ37TrrO7dh5s3b8+/Pr95d3kzCVBz1LSdIsScSA5T4/nU5XuPZOsx7HYRwvjll1++ffvWYkvMFblcty5JKkS0Xq83m83JyYlt1ex8qzEStf6w9rK230vCysOV0b3bnR2yqumtAwUL2Fiv1wDw8uVL24GP47jdbq0JTCldX1+HECxewryFbduuVitb+tkpSveCcea5k0LxS8Ohdz3cjUMIdh42TXN7e/ujH/0opdT3/S9+8YvLy8vVaoWI0zQZEqOiSu2NnJ6evn79uuu6ymCY3+nh3KvEXWJyxL5hZs4yhjgOu912u7WGXEQQSn0HUowoBTIsCTGfnW3+7AcfP31yksK4zxMfrcKYEDmlBOSM/JJS+nB++/7iOmVs+kYAkuSOse08knlZ52QtYAKmqtx4XGwCS0eiqhplvjR+Koe95MLVufwJu2H47Zdf/ft//5fYIgC0pyft07Pp8gJH6ABYmSUqqRCNXM/MhRXJ/oHonMO2QUQyjwkczLeogApI6hw3AjHm083RR6+eZcXL2yHnmDWSAkFLmlExSZ7GPIypaXPbd0A4Dre3MTxvO8u7Z+KExmYGn7MqIrkIU5I8Of/u5ubtMH0pMqw3CV0CRIcOgHPCnLsRVm5aO1ojHjfuabt60fdnzJ0gpeQEAFgwYzGesBEEDTuPiAJkgav1MTumHRrdWRRDbIGeuWaz9s9+sHp7dvv25ubDuP9mGM7DuM9yhT7mLM6pZ4s3SMxTylNMKYkn1zUdJsEkGpMDPlqvVGEf4hiDKgnC2emzlMdh2L14/VHf97/6zW+TwHrTffP+PKcooAicc05TiFMax2kvCqSJKSVOmBqKzMEl0ZWgS+AdMjEQOkYWa/4MVIOImaUYLFBIeKk3w+IGQkaoWMW8zO+aGRuL+gny/Yrq0Pg9LBG/DaWIMrjcdEzHjXsCzXaKYwxBAIiFeZ/Cfru/TXkf5fgkna28997UOvYcQap1oAVTlbyE2f4wP4PSQT2kM1GciIDdt/BCDoliWtyYdGCSAFhG1H2n3EGgVFMN7oQrqGJZglW2yYJMsjDwLUvcw+bfLM34oJFeaL5wcRvJ97qsIuQpRmitXSLV9JgqG3uEHVq2IOXFA1YulMytRU4ya+p0ERuBkkURZW6PdZ4wPMa/ucde/hYu5oI++IjOc7Zd/P5f8vCbFfTfquv777HlO/zLcp34u9b1d/Ak+Pt+lFQSJot21FImFe+QYOAOnB0fAXE+1vLh74J5flu/d3d1rmVNoARzNAIiiFhXUuyxWfJcmsOyTG+8O6RzkgAoIiNpYwJO57xnz65r3f9P3bs1SY4c54J+iQDyVtXV1d3Tc6NIilzZ2V3JtGdt/7je9B9kepOZVkstl0POTF/rllmZCSDC3ffBAwFkVvdIpHQknXoY65mprsoEkIB//t3a6OV7QO66A0EkNALUQMRTKJ+hgYkKAAmSjambVlbRNYSQxrgU56BcQuk1NYhT8HcIVBFZ6fgrQwPRbOdkIKhIYnPBZ80RITQHFTlnVakVbap6PB5zzpZLx3cI4Xg8ztbbUCFHjOGsN9lfcBoGZ05q7K+q9n2azl3J/bdZ7zYSEcSmYpWUQ+GsbBqFeS6OwnmClp/HEk9ah2MiWi6XlxcbkVzzFVGoZLSagCkBxyZGDin1iEzYlPuyjmRdZJfOmmrgYCYxxjDW8Y317AX/pP44v5z8APrrH01xlrMgKiJmtb7vffat9jkPEpirByu9U6NW5p1182+Y9z1ArSY/zfKdSxP9N5Zij/Gqqi0IZT+ujAAAIABJREFUNWNzbjYbfzh5iMqQU21SappGhDNmETGQqTpldIETEhJW3Ot7BFU1ssDjjAoMwKYyBu1m04xEl6uVxzf4XkBE+gFS1tyaAavxvpP97f3Dbnjz4eH9zfaQKIcLCyiEg/gjheL0WEJ3XvvbGTNsPXTBUkoPDw/b7fbu7ub29tYtkWdymnpHqtsEd7U5jeZg3r/Z3+a8gaOa0yrgrLvkeZrL3NQ3FzeelYlVbD9XhDqo82CV6vdzE6ALVm9vb52a2++Pfd933ZCSzOVPTub7h7rOMETAfFJFML9de9pn0zS3t7f/8A//cHV19fbtW79incOsewQ/km41fP369eXlpcNgZxfnGDjQTBDLJT/A3/L97ZthGA6H7nA4pCRgGDiaGlEA0wAYOWYZvFsy4PDi+vIv/7f/5a//6i+uLxeaDgbQ7Q8pJaIw9Dl7s03T9Gl48+H+2BtwQ6EVMWKkGJAoREKGUsM+En1gdNa3AbPm27mya/7w+kycGJ7pPBHx2Pf//P/+9u5hu/jiuXFoNuv1V1/efP9994jBLCJFQzRIJJl0zPcjVUMtrRZlZ9fEtmmQORAQEmYV8nt+ZmZfc8RgTaNmiByYY9u27z5ub++2u30vmkkuI5IvZZLY/tAPatf8rIkBQsxDly0jslrqhw4JSE3F8wHRayoOKdzD8Z/v794Mw/7iShSJAlA0TMFrhRT2mreqnHKQvOnxZZ+2efiyXb5Afk68RK+dltKkplrIPRBCUvBJxuEv+e6VjJmYkcEMsoBpA7RA2jBdXV398ur5TvN2GG6H44e7u993uRvS49DdHw73fbc32Wd9GPpDn7ucxTBwa4a5z6AWQli2i8ur56v1puGw74f90BnAMBzevXv7+HhYLJof376jGNrF6ocfftzkBhsg1CVwA0zZ8jEdhkHY+sgx0AK4AWq5abK5rjvGSIGZmTRiYCPFEv8NwIhABpRNDV2M4qO6+z1OEg6dvQkwVsx5lH5l0Y2mVmeDKg+GUQVop5cuzAvKwc6mtUg5GbDiiptnsb1q5DGJGCQzbBfUNJKHY87vbrc320N3tVytVpuL9aKJgclALau5ExbHn0zoQlABG47JH1jtDN0Z0GQXn6mj5zkcYzf6ZIpB5ClFxCyODrpRbmpzoayOrrT6ME05lUAUVYNx2Zr1Keqb3FXzpEOA6jw0mBTviJhmyYt+cY8VIPwTpQVj9YUSBiZSnZIO7dz1dg4p5+6ts9dZHgTorwFtTApQDy10XTGW9gZD+iTq+/R24DNo4HRz9keAvn8Ng/ifxvX9O2K/kqRZgJ+WrnM0L1z5lBlv0hoTIX6KkJ2dEo/UciyO/uexBmJKTxqX5+USU1UQsBH1IfzL0s7PtDWcF7vPTR2fo7/9QzGv3BQRQIuOLtBj4o2pbkQ+cWmOfjlAKMMZB40cYoyx4cjcNjEGJDQuKzU1Q1AxKkE3k0IJy/3UW9cn86EW4V9OqWijR48HoxlRjIFGSX6NHkFEkTxuRCAEl7yN86uBlWoW0aSq2lKoE2SBKKfwABFFsEKU2ptZE1BTSlq90ao4FlQws9eaz5dqnuYSY/SrYc6KnIfHzqKH62oAbTL8rFarwvtl8SNQIvRVSvQFs5l4/qSkY8WiRUJmYGaxYQMxQyeyxkRWIYoAMYzFcmhqJu2icaktqgEgNeA6U+PgQEtyJiSz0LZtIPL2thgjAYoIoMLYnPaU66skz7zND5Q8hMM5EMf/TdMsl4s631cVviO1KWGf2SGlj2v+bU79uQ/BRYOVV6zaxVnZo9bXOT9TMDYo+MwxJSSNzCoRQTjxX/n/W61W5VODY1VgyiLSpWFOFc7+Gc4eDx7EKgoEqChmYCqowgAEFjhQLGk3KpZUksihkyyyfRzef9x9+Pj4cNBBgsDKYsQYQHWQQUQwYNM0MNTerbMWeG6a4Brdu/HrcDjsdg8uQYTR71oLEvzPbdteXFw8f/784uLi+vraLZFzrtW/52x5WS2d82CbKqOao/rTYneqWt/qbzlr8/PvGYZhfsN0BSnOohFU1QlAj5hPKT0+Pt7d3e12u+Px6KpppmiKANMt109iysfTFFCtPsa+72sX/M3NzfF49IZ6N6y6xlVEfK3QNM3Lly+//fbby8tL55bz+JPrnbOsJELZnjBgzrk7dv4iH3bvVDUnFfGOUzQFEECw0ltjkochD8Ni2bx+fvHrP//F//7ffvX8cjX0+4ASA8kwlJtJG8hAMAxJPtw9fvh4n5SYechK7IUNpJaBGuKZtcC8jZXPmJCzlsU5wT4P1z17/M0rOqrQHQBE4fsffvx4c/f61XVsF5r75tU1Xl0Mt7c5S0vUGIqZIAhZ9Eia2b0UEA0hqygEIxSVJEoUVBQ51I2PXx7RrFFAxMWgLku+WG/erhbv33/cPu73h2NWKdZZg/2xt+7IbfPsatlwVDgOWSQQoqmJAQUoC1bELP1wVHvg/Lu++/+227sQJcSs2BpHighJARQJGIxiD4ZgUbVLwz4Njw/DbpH69UYX4RmFxqw1hpN5fs4gqCGOQXugYI22IMWcDxgBAVQpq5kuAy9D2BC9DPFn681DWHx57B4P+7sdv+3Tuz59PBzwsO8eD9msG6RTSAAGIADEHEK46fv1zcXq8lmzuhDE3eH47t2bnIehO358974YxppIvA0GoGLJxDKaNBEaARi0Pw7K0mcOgXrCBcSeZQHIYBKjNg3HEELQRjgGQFJCDEqBDAmIBIEARRStYjyz0pw1I6Yc79V8DZxK51325MyBV/XhJJ+1k+KuaZjEM8XyfBALREAWDBvTNYYLDkvgg0jTtHtVQSSOTCGJDkP6/v395iJdZ7u8WK+X7vIHxJCkd0FTSWgHUPzErqTy57N1MFUvg+h5tvyIcm2CFE/oNSIaM0ec/oLKFsyrBccbI5mB2GytgycExyclbPXz7+NcrWeovU2zGbiu2Mxh6hOXIJw71RGqusRO2EasKH384YpY2qGrGJiKjdkro0d4McroSg/76IcsxT8Ibt8ooMOmGno8vTzwX2sc/R9Flf1H+PqeevkQf7JO4o/DfApPzK9Ws/ueHLKS+lo+6kA0ou0nR5nsqWDUPCp6pPvIRhJGVUdieJR3upVOit5PEVD/zYrWKS55+nyCfdIweWaoAIPJUVNVc7ON7ElMoi93QiC3VHnzdYxKhNG1fAFjwBhoDNh3Ma0aoFpGQMIw5hJbZfN5xtQTTFNnjNGrR8thrzkBBkje6B141CYgokqusK1Mh1iCKyMXB9cUkSpz7kudBKjEzlkpFjM3MRZNYAzV8uEGNudD8hhCTUQ5pzr3FxoqoJlFDjnLMPRkUM1sVarv1JBXeSMiF8hhZ9ieeXyiIAEWLgukRBGMfFHj7iaTtvJ7pVRXDVA92T+lpCpalO7gyLCNMUb2QV+zqGrDETzQFTIiBgrlSBZVJ+eUEYAZ27a1cebOOWMJnlURWS+W8xG/Lh39VZVUmOl6DhWs+re59s/1crXIztk5M/N++TP8duYLr1f+vOF6TiZUEAhTn5h6qIyfZf+PXifg4/jZSGpmkns/JiUamxTJUn+stngOgYitIVUFm7CuqZk4oaP+YZ7Kl8zz4ZVQKJAqIwApAHFpEwFjjsgNhWgR87E7puPDAG/fv//+h4+7YwJaIl9YCEkZeJFUAYFC9HVHIFKQ2QjO49kpV69Dvg8fPtzd3bm1sqqj68fEMZVzyJvNxsWc19fXFxcXLt+dGyDr6fbzOI/oHIbBOxhcXVklteWeE0Izfjl6XywWFcPXI+ZXS23wqzNQ0zTznsB6t6xXYIzxxYsXz58/V9XXX3zj8sv7+/vb8etht/WuhUlu7cJLxLYJIwcINVj/eOz9mvFL3YGxHxBfZ3hMS+2sjzFeX19/9dVXV1dXdekwcctITMQLnkhmNRlSl9LIT+6GYTDsqzaCMYIRCCgqqEnOnt4vuVss+PUXz//7X3zzyz//s9cvn4F0mnsjI+JmsRC1wItIwbg5dvn+7u7jx+12nylcigEINE1AIgMBjEWhYPpJZ8HTosXiujm9s+UhzT9NNVn+7CTWjzkz398+/P7333/91RdfvXymsaHLy+b59a75MaVhYUBKAqIEwhi1WFZn8RWlI0wZ1azPaRAhUkuCWTRmItKcQRTBvYYWEIVt2TAjts3Vsm1WbXh4ePj+x7w/dp0MgGRACpZVb+/umfHZihVCGiQZITKTdaCIGIhR0QSySaewj/D+cfd+6B4Dj4577YZuGZKqDlkNAbjsKQBBmpiOxyHnfjgmoj3hi6ZdUPiZIgFGBC7p5b43VARgZAUxVNCx9UHqyEngslzUTCmExg9WMGC1TROfrS5eXDwbhuHQDw/7w91+v+27m2P3Ybv9/cePd333YX+47Q571Uw4mGbped0M+XDzdoexDatNBhxSJqLNap1yyEPiGFRA1dbLNZElHWAwVmMx6BVIIGk2zSakNBAOKK00PUDU1MYmpeTi7ZBijNGIKAYQBmVjskBIjL6eP6VyKhibtwGcpQpBTYfEqoB4yrqM/PFpz5dneHxSJmaoiIEMSYwJGqBgqNkQURR6UEaICDEEZu72j7YfRHf7rr9ctZfr1XrZNIGIo0MOsWwCBjoWM4x+E6TKjXOYqalxMhcATqDI/7qNyTE4uhknn/k4oakqlkQ+KuxZbQ2dIU+OoSBDmDq3CmL0iCGwfxHnzE/KE58e2FhyUjRdQHq6MBqjSstjd6ruHGtdKgr1kM95h5rX9Hk5fQH8c8c2GiIz+A8EBhQERJ/7DamUiZVlwajtwc/LO/+Dvz7ZFGf474T6Tt7kf1SGJ8FIvVX73YQArWo7aUbeTePO9E+YJQJNCwCaS0PNb6lQEmBdM1lcZy4xIgQoWWTuXihxPk6bTO5Y+rfxorP1/Az1VV8pzunicdIFqiIBd5ohIc9adMfFaq7xFRR4lnpHzNFL25ZthZ0QiUKgGNkkO7Xq9jkDQZcRxAAjEPYXQERgo9HRQEtKAapqYFQFVAMzCsjc+FhXFvaEAYmoGvbI2OY1aK7iGX9RDQYsBt2maSvqmGvAwKSOGjS1lEI1QEZCf9h44Kfjn5SSSVJVr3er0nFVlZRVlQVVddDecxrnDjSb7UEC8ejpneJAQwi+3S+8EJf0fxMthkkqWlo/X94jzxyaZgE6jyp1c7/WYJI8lAr4Mo4jqmqfUtUgcmDP1OHIsW0AllQciWBmHJvSeUDJUV+MkZuGiHIehmFAAI/oFBGXDtZZvyK6xWI1xwN+jQ0p+RDsQ78f5GEY0vEwb8yrskwVOOPrnB50MF9pveqYOuv4Lsdz5ser14D/lQp1qh61YlT/gy8XRKRdrRgAQUGVAJhx2a5TSipZRMBXIUX1gp7lULNjquh0dF1WVlOdKmyYBIIIkqlaAIamaQwpKw4GoAQUsthDBw+P6Z//cLN7PBx6yrQCbEVNCTCGQVKIERFFQFIeC3zIrO5oJ29k3/eeaHJ/f++a23H7AxV1V+C0XC7X6/WLFy9evHixXq+dCdzv9zWkZ46956ZKM/OKhcooutHOFxP1Aih23xg9ecVpau978Cb09XrtULC2LxTPbQj+mfUDOwf5pYL1tAve/9dms1kul+4p7YZ+t9vd3Nzc3z/c3t72fe+5oNvtdrfbubkxp64etyrWbZompcQcAFQk119aqwuJyA/scrnsus4PoMPOvu9dBxsYq2aZSicLoZqK9sNwPO6Ph4OzfOWkeGS6EQIBAgOKVwFpVhkIMhK1jb64vvzVL776y7/89ZdfvIpMqTdsMQ+dal4t1wqWBFNWybrv0u3D8eExCQRqFqAKwICsqmgUmzA1JJ0+a3ScC8/y/bRUjel8BTwneM+w3yddDAT4uH/8/e/+8Otf/fz1yyuNLa/W9GyTm2bY7wGIDUQMCJVNM4D7F6aaLMtawnItkC/mIzOIHfpe1G3S2V3lItKnlJIYEJgS4qLB8GwVw8tnmxase3tzk7cPopwNwAIg3tzctYvmon3WxJZSkgyioEqJgIBNERTNVEwyQIew7fvtMGxDwOG4apaqOQ9DiAPEJkTFGNFzfLMm0BiY24XioJK7bv8A+RVcXLTtc2wIsSGLBhFzAJ/vxU1Mbger9i3AFoiAEFSyqYJhIICmR7AsTBAooCgkIbElpCXj8/X669UqvbgWwH0/fNjtH/rjbXf8/u72h7vbD/vdQ9/dHx4fD8OHbggAbQBjMR32SYIxGvSPO0SMzO78IMDj/kCABtoGbKAJFEnN7cyaLZuKSSIcUHuyALqSnFRa0EZyjLExFRFgDqqsAVQhsilBLCjDE2vRs/tPI2KnUgB/KFT1lfn1UKPuPu0Pwj+SohhEnaTyfD80QiMQ7Q89rRcNB0lDzpmRmLlZbsTk4bHbbffbRXjx7OL6arNetU0sbhKCQMEzTH3hOO7uESpz3vf9lJMEMwk98Uwq6XY4p7AmdqM+UgOH6ksqV47LPwskQ5h6Bwqyct0lITJxnaMr6nO5E55meJ4Cc2jaxsxkugFM/qNRsDoOfoRzR/o8P0pyntLsVNSHSWIYc3ywvGGaYkAmz4J6quFI3GFFMVY60uCknc+m+Lp5OSF+JsbmTI3yx6KiM/7mfyzXN2dp5vmKn8pE+SRE+cS7e9pd+BNy1k+SwhOH4we9VMhN8ZjO5mJdU5w+h/xc1xtAFcLhjHQWEaZT4hi0wiqcGRJytVTVCL7R2pdT6rquJBaMyuZ5HtTMCnyuYD5bD8yTIYrqCW1G6E1r7FLW62MNllYoX82EUyNTSomhcFBghkCMoYzCSCp5uViQL8VD6xv6tjVmdo2lgTAiI6SS5Q0EwaWVlSOt+fh1W808GvpEx+hKZWZUYMC6f6kbp81mA6gBffqZVArtYjERQZq9mYAImePYM6FzngHGzllVnkJ7x4wZInKq00dGGU2GppJS7fpTxwNmRrNYyBB4XijnNVNd1zUhMhMzoRZloPsMnbhwP9v8yDz98ivcx9lCDGKxE4QQQmibpoEZ8mljU7NBy5NA0LnoGGMTQr1Ics4mPEnmAH2CHbIWCyX5wswry5gQCRkAEGiz2TBRzjnnYdm2AACwUM2ScrUhVWHruGtEQmxC8McSMeNorQSAdlmac9q23vWJOQxJ1KmKMEkozTJimmvtRsY1O+CsDrF5LH4FeI73pgtgZksLIQgYWQjW1AWB65fm9YOqaoTcRIaIqsjcNrGa4hBs0TYiXJTM1aJt5vcTN/+Zqmk2583cCIvGTMCsjDlnlUzMbdsMw9D3OTSxbZdiwGFBQEOXHo95vz28+XDzw5t3x244pqVZEIhKoECCpKaWewHwMBwycHEgKOTx1dZbqEOat2/fPj4+Hg4H/+9zlqam6Ti/t16vX79+7eGc9QiP4UZU0dfEec46hYdhuL29fffu3cPDw263O+usd8BfUaLfP+cyWv+EegnE8+fPN5sNEe33+77vY4xVXOrqXI8vcnGpM4e+wfEMUv9wtW17eXlZdw0hhMViiUjL5ernP/+FazUNseuG/X7vzewfP3487h480XS/39/e3qY0FHH4WBbiGwQn92r6aNd1boAchmG5XH7zzTdffPFFzTHy72nG1+8rD0RM3bHrut1u13fdVJhh4GMWUPAEAzIgJQCT3Oc0EEhDGhteL8OLly9/+cuff/PtV5tFs3+8DwiBsYm02Ww88b7vc2xW62XbZx62w9uP9z+8uwVaDkmY2SNqOTYhUM65acIYnBOJOKA7roKAnGW6TqTBbJd/VldYY6iqGLjeTuea54abnPM//dP/89d//Vf3D/vXly2tN8tXr5rrq/ywTVlJgTk0DQ8ymImBEcwbn8EQkikEUjBRjTHKkFHV9z5+vobUFUokpRCCiJEZWLZsOSnpsGz5F7/48up6+Zvv7Ie3d0yMHIaUAODm5qY1ubi6pNBC6TZDQBIFcUSqGSIlld3+eOiHQ85HSdAdAEN63LUUjrHPsW0Wi6hLjoYMBgGZ3AuvIRhhFnk8dO+7oY1hs3q+CHzRtOsQ1oytJjZBQAZDK71945snAK+kREMABgMUUDUjJGBTEzFjBDMhAlJBRNQBEBkIDNZN8+JlO6j1qPv07V13vD083u33H+5vbx7u/6l/fDgc7h67x14e+yNmzdwmkAhoREg8qKSkaoBM1rBk6SRljBz9OYvMPOQERACWRNQ0QQ6mypnyELtjDCGGpvUoMuamaYgZm4BE2ITYNhQCMymblto18KQhROCSbYRmlktoh5miZS0haiOacs1nztnGDbudhybMBX6TrsSepvGFdhAYwJRiynbsehGl0IQQjiLZMoMGx0mSlZdgxIEQpM/53c3d/nh4tl48v7poF7EJLCqeRTeKAoouyTOZxzjo2ZZkRHqImHKeti0INZVlTMFgmOnvbD41EdaOvnHQRS0QukDKPudxZW3Esbg5Su2BzdWwc1uvH+s6RZe8bo83g/LU0Jk6VG00eBuUdoQZNCjKtXHhKCJiCkZYXHZwilxq6CY4xzfGSaBN8RZTW8YoG4QxObzkd9bIKQKQOqKb25w+G8nxBP7h6dU1Rc2dZPDY6YrtCaH9ycyYMzx1Ug0P/+W/Pmt4m0kxvaUd54wjVMhncxL5J5Slc8FkfV6MHwbCMSbUCsE7VxVbXbqAGSr6ogL8cWwy/kKalar/Oxggz9xiTwIGzqomygNVRqRYjCKeH5DALI0P6ZKM4tv0GNm5vkXEMUuACAKihbJWq0CaIXgUtiGyko6f3VqSZiGyjc3Z1fE7DImZiYEIi1fLp0kyVdfqZMTqJlHmMLl9KDAzmsdpiqSUczaTavqSJE8kvnC2earEEQDklKrtquIKsDAVTjDWWPkQ2IkLV1R6wSkRdV23WLSIYHnq1kMyHzfnZXEOI/1+V+yIIwthEER0YnaBEI3KDcf/XOZLZg6lkjN69J+IiGXRMorVTZhzhn1yAT25XYh4QtQOrp1FFJCkamYL1npAYgiLxQJgIUNydt03CU53IGIITZ3eRicYEVHTTKdApCCrpsEKoSsUVFUfeetxHhF1GY7LlDZG/Ne0mLmM8yz+8azjAc+t+TXzGetCwc++/8azpBAAYFOVtN/39enVNKVwnAGRCQBURm8vDjMn6iQnFhEiJdKS5QMUY0zJjvv9Y84CRsgY4yDUi6UhZePdIX3//vbHdx/f39wPGdrlQmCt5GYef+AaoCBIAMxpIODITYMk2STngbJjp5TSbre7u7vzCj5PvHSFoX9gAcwT3hyBMPN6vX716tXLly/nt44zb2RduM7dev7n7Xb7+9//3t1uZ+6UeRvHOcweT6KzrMfj8eHh4ebmxkveqwTX4ahTdm3b+gfN36OZffnll69evQohbDYb5+t837Rer6+vrysU6cbEFxeavnj1ar2+WC6X9Z0ej8fD4XDcPXz48OHm5ubm5ua3v/3tmzdv7u7uHvdbpysRkYgdI/nPqbDZ3x0zP3v2bLPZuGq3/q16t/FPk+W0PxxK+qjXQqoGRJ5RaiZGgN52nDVpFgRtA5rZehW/+vLVN9+++vL1y6urzWq16oc9AwpaQugJPDPQzJCjUVbB7VHefry9vd8fB9NIyFiGQiyYHwEQGU+C5dxkSmfFffNW0rPsFjNzPXnZnEqu1OU8/PaE7lNR0dvb2++++8Mvf/b11TKyKl9c8tXVsHg3PB5bZAIZUjaVz+masgoE5rbhJlpgzRmyKsj5OEEQAgGRmQAqiGTJkrNKAslg+806fP3V891+e9iL5h6B2LQ/9tv7hy1Sv1pjaIkQRMAy1IT8OsKCZRUnt6E/CoUITDFII2jIypTJqVseK9nM0JAygiAgam8Wxf7+47t1s7i+WL9YLr5omgvCRjEaRdCoyKasNsnrOBcyQhHFGIHUc+kKX0GeXsJmiOS1F0VQN9YboC3BlhguGr5u+c+erVLO++HV4XD4v3N3t3t8d7t9c7d9u92/3+4/Hvq9QjLICqqRiUIgRQLiHjqlzKbCJozC2IPQkI1AiyUVVc3AdMgapLBhqlE1q6ScmTmLUIicMjJzEs0WohKRrRlAiiUWEQldjOVxciVlEUhNAR0XgEGZ03xZ6VeAb6AVTpyBZ1TVT2d4ZkExVORscEj5kPMACkQOStkAzdVqFgCPHrFLFJAMQBQeu0FEksrFerVZLYkBVHL2B4eCjayaTMMkUpjn5Z6ZaWdhgidJKiXGvX545zPSLFJrDGP3G/VJ1W3Z7apBvWMrmBcoGhUFLOBZUPys6A5HnD4dUhGBWXHxaZLl5N+2URfhS+GJyoPzEJdZZIvVd22GNtWyO3tXPHm+B/Cr3++3ajgmZWBZl5RWeDKroyzWF1tx109kzzy9qP4tctB5aep/3TSXf2MAzGlH32ciMbGkvXhYLZxyhvZEkfr0wzw/jp98gNUfO+a3lsddYbqkKn3xj32bn8ux/dfHjZZ3YZNVVUSUyOGCO3nOTBRm1oQIY0Odj9QuqlftSmOfCSARQhILgUblmE82AdzlZDONn+TingLjiTQu9j0AEBAzC1o7iJECU0kVNjFhj0wv4ATms2CRgJbwN62wyrc2OWc2enrjVlXCk6VRUULm3MRYvDQl2riMO5U+irHAjNJ9U/EzEiKqZS++CyEQodEEaUKcMgwZKYTAjGZ23O/dHub1MvWm5gkQzGhQ5mmk8eZExOzBZiUrpTseKgRqmgWAQmtmlnIvInk8lQCg2gZOs3iMMZBQLTY8u/YUABw/gpqI5jyklPou+q8F0VGJ6k8jqvROrWqo0q8aWVmyQwEcIqYk87Ti+gEPM4LoDCFUZFgvWmdv5vLOeVzk0yu85klWsHFWDTf/sxcPzKNf/P82AEnOO6m7rsORQkdk9dgVQLG+muKQjLxwmdEyIJqRePK6fy5CE3CIABSJgIJAOCY49Lrd79/dPLz98HC/Px4TGCys4f1gzC0iGmYAM8pgqSSZA8aGQQzlT5HdAAAgAElEQVRyL9gQIHFIDDnn3W7nIZa3t7f7/T6lRFQ2Pv7u54e9aZrr6+tnz55dXl66uvIMP9fTdybnq5fB7e3t4XB4//69ayYrzThXYcyCvCfx9hl0rz/Z41XnI44LO53ca5rm4uIixjgMw83Njf9ML0Dvuq6+r+Vy6VrQ8pkjVC1U8Hq9vry6Yp4chshEGC4ur8ys292/fv2liOz3+++++92PP/74ww8/PDw8LJYNIv7mN7/57rvvVC3G6EWCu93OEaBfSDHG9Xq92Wzatj0ej3O817acUur7nHMejp1DPskZEbxFE5gJcEZoF/ECI6AZaBIZVut2s958/dXLP/v511+9vl5v2hgYUUJJL0MwNUPJhughBJpgGEDf3Wy//+HdzcNjUva4WWSonxQC5DLsTHt6b5NE1DEzC+eRqmc5PXUZX+zu4wGpCzWXRZwBP49EAoT7h91vf/vb/+v/+CuV69gs+eJy8eLFsFl3h2NAIlPISt5Sh1DFPwagYJ71ogRDTvveNDElYLWmiaM1IKgFv98mlZqzqpY1Jc3JTBFtEXRQfX7Z/vzb1w/b4/ahu304IoAOcLCuXxxtuWYOoNb3R1uwj6Fmgr5KIVQE8cMikrtekJUjYtO7zEz6UUEH0YAAwRK5/zmgQlK1LJoEfpO6pea19M+Pi5+t1z9bLS8CL5FWAAbQiELOlLXEz9EAAKgEZuzsn39si/AbgMn8YiBCDeOAZQAK6H4wUCvrmEjWElETXyxCXi2exdAPcnvo3j08vnl4/P729jdv3v/+7nabhm2fDjkBEQfG0ABYaMGfvRk1BUgNCVCfjQBFFclr2QHNJGuPSEVEBEktZQ1BAvGgxlxs2CGFRtWyEFGmWZslR6KxVaQ4QYyRsykSmlkYk7SsWIHQzGQkhxTsSeC+nTRuzyf1J/OYKBqRInZqh5wfcx4AIESnlAiUARgwIBKNJiAwI/aUoCxDlpysMySOzTo0yOhuGmYyKksoGXEXEQ1JJoIdZ3AUp/lHwFGZ73pousFWbeSMoBs5QF/tF3mkqqdbTFPKaLcyhaeob5KDPg2lr2iUiFW1Znie1vpNVGEdvfVT0r+Ksjwu2xTttHjd4GmtggsFJ6YORu4ObTrL5T0qKEDwfAUARRJVKq4wHJknZAA9ebThmV7vkzq+k2Sdn253e4KAz5fXs6MxD6qsQjq0Px71naWk/CeDwPGqIlM9bWlHd/HadP5qJOsTWPjTUTT1O8ljWkdMr5/4/tL9IqPLa1w4/EmGvpF7tM/1NEx7zBN+D35iuzBXhNZ4hhoYIJp9PeLDUw299NRn9xBX/aT3fIkYjv86NuggApfGBc+4m/mJMRBP14+WKnAMtXNTJDP739KA7itzoaBXD1uNZJiPmzVDrjrBxs2xNCHOytlgXho+kx5NXJBrSHQ8eWUeLTHKk/Gv8sZ1aPOWdrWcc47LVbFVc6gzkMiUW+Cw0B8lteLCUd+09gbXaqJa0doRkEGtcSebdQw2ceGfTRXwfadfc01caMiBOASOY1BN07TzJ5l4H71qTljjUscgGUCmZds4cTf0fSdd4VGRpqgM53uJanFZze2oG8GzP4xX3aS5nYOBM89PvX48LWOe7w9jE+D8HVUt9FxhOMf8TxUXRnh2c6gzeoWC8weSeyJHbjCYWT8k4gYABNl5NwBWRCNTGMY4KK2v34C4bcqUYFNpEELkZtNuGuS4e+w+3NzdbR8fu/zD248P+77PoMhJkJo2NgtSEOHywML5xEyShiYQEBqCmQgQGhz6g+e1uEttGAYA9VCfuYXS01mZab2+uLi4+Oabb1wJ6YKcs8iWeY9CPZu+VzocDi6D3O129/f3FRW4uvKMEZrj5zPsPZe++JRToUJ10Hl+ptsLP3z4UHNEmfnjx4/Pnz93ktMNqADw7Nmz9Xptxf4xip8NHOYtl8vN5pKZgXDISXsQKR2STOSYzQWxL1++/Prrrx8eHv77//nXX3/99d/+7d/+zd/8zdu3b3MevAxQVXe7XY2rqWpVJ1GdCawKWE+4kSENw3DsDibKzAzoQxXaWBsFggAqZh5dS4AqCPly0/7s29fPry6+ev3ixfWzJrIOQxaMTQkcRkADNLFMRIy+shODYz+8v7l9+/FmyBbaTUL2GzuhESIBIxKCD+RYVzwACmSG6tPhWY5LBX5TFITfUWefr5rVOc/tnBPIBUYy9jn98OObDx9uvv7iZdwEWi7i9ZVdrg83N4vAUQ1yDiGIZTjdoCuCgiETNVEJk4gasAKIgaBIQvS8XGNmYCRw0+Z0u/aaVqCQSTUNgeDr19fXF/KhfUDE2+0hHaEX2G7vj+0ihzYbmhiX4deD7DWjCYx90AomYCkP2EfOyWQfKbE1AhJM2RpWaHyf1VBgCn6AWTECqqAe16t9zg95uB36x2HYDv3z0F4GvmC+bJo1ckSMJBEhGCoOaMCIDEjmsABADUIEU3etIKJ7LUDGRzQBkGYwcWeieeK5gSjKwFJKzJ6nAKG9vlx+tXr2q1dye+x+9dXHf3rzw8fd/seHu/e7x22Wg0mX+kE7MMxgBoKhySg92d5kAUaoQIZigTAq+nAnagagaAI6mEWyoEYkyYCZm1ASpLNajJ5cLY70QgjEEkLgGIADE2mpKEeeZW/abD9V0PHol5uTAS7bq1ayz82Kc7aKkARADZPqwfLBckIURkAmADQkVCYgMERsQii3TZeSMQMuALXL8thLO8hiQcsYjdBp/Tw+9MWgRpjUZ1OduOZJ9KPfz6qVsRCbI0tRnownBAM+MZWd36ULmwIINLfoVITzaV7Lf/iZ0LHmNNeh9qylfeRUEE/zC8YWU54Nt2aAUhAZnOkqT9HX3KU8uQr9J0xJjWb1jlf9Y4RuBSyMjo4qYpnvBXA0hNpcrjl5mcorqYGnNaHjc8DvSffbJ79zJCo/6Rf7k7i+T/YU/RcAflMpIU75PBMfOCujtEnG+RkQ+5QqfSrdnjYljCYqIqiGVkYf1+3MpKLl80B/EvY7U7x8Uhk8/rnUNkBRHVdCf1xHILrrofruqnzOF1xewuMx7tP+lozHLhczU1E0dFcbIHnSVFbDcRwvJFg9EUxUPGNjW9fs6g8cJ0ke1/JlhdFZCkzqMRQF5oVa31cezOBZL8HnjbnwLxjOOgBmAZKgk9sQrM6RT4+/i+OrpC3nNPsV7INLzlkohxAqanLTlm/oi1wwFKFaWZyKuKEuMqeUyOuPZwr4SbgIJX2emSPjvO94ajUI7SjMA1MEMlED0JwzkofKzXSP3sBO5BZnJVJWMyOG+nb8FIzEHREhM4agUKSPGEqhvIhkBAghtG0Y86MhZ1+K1XpDMIMQmrZdOjxIKeWcl8t2JgSdmtNTznP/3jx9pKKCWkRR3Vz1zj3n9Kpic1KxnmbHj7/05HM9z5aYqxan/8hxXPSiAULgltuUyzLScaSZiWJSaRebMteqirr9lQTY0okG24+Sqg0iIUmy9Pb97Xffv7m92z92Q59BgJrFJnKT+iFl37oaoQIouOcCSqUsIYnRsU8BmUPMSZ3fe3d3s91uHx8fRaSqzWfQq8zons+5XC5fvXrt6Kgi/BqHMzk9Zsfcz0jf9x41eXt7e39/X4OU6qPaDZPz4r6az+l5ufPCBv9Xv07S6df8xc+rGp0B9p+sqvf39z/88MMwDKvVar1eX15evn79+vr6GgAcxNag8xjjYrFcX1z4t2kRKxiQuoEciNA4pbTf39/efnz37p1ffl9//fWf//LX/+1//Yv9fn9zc/OP//iPb9784G/Qk0hzyV5il576PaSm13iHRHfcHY/H1HelwQJJCYio1Huaz+wG7rYByJJdfYdoxLZar/7sZ69ff/EisqkM+92DDNw0sW0CSABKUZSI/BohfwygGpKIPuz3H25vd497iBfULHXoGZRgnpjAo86c5o+ksfb506NCPe9nJpaaijS/4cy/5usDJBNTMf1we/O77/7w9RcvNu0XTWzC9XO6uurb930+OFdDRhmsqMZsVCqDCZgRrjbr5vmVsWUF6zJ0qctDSkk9btAfNtlSSllKIDtY3TgwAKS+B82RAqliw6+ur5btgr5/Y3rs9vC4g7tw89gsrN3ENqACGSCAgBqYkAqgACZVFVMByTZAQhhQ8ta4CXEVURuwgBJB1SiomTEEQ2Ad3WcAptgFghAzsQi8G2TXbReqGw6bGK8WzUVs14xr5hU3MdDCmBAjUEAMRoxGZqi6QO8496eriiEqRVFAAEI1U0BFVBotmH6mOYOyN5eB2SIDeAoowLJdvFitX11e/PmXL28P+zd3Dz/e377bPb7f7j88PNw/7nc99KQJoSUwk16Gnhkikiffe9KCIiEKlsscsWgBMhqjImISZeZAzEghpEXMvu2lHJiZYrAQOGRrWjOj6Jp7j/mcBio1sHHXPN3zS1f22CIzXxTO6kn+RUdSAMuGyVKv0mkeQDtEQVNGMh+EpAArRCZAQFHPQ0eDgIyKNvQH2yfEXSQOl8uGA0qSrK6nJiKzn/IBVd5iVrs3fWwVzlec9RvKM1GnNHjXT9Y0l7NH5zxJfoxVsKcZnnOTdqENZ9EsOnOPA4DCJKKpeksDQ2SpCoLThpgZvVlLFMcEDzinfM563H7C+jUlvoz5qICoBswMBhX1Yb1c7bMgYvzXiQy0qu6yIhf8RN7LHG3JCejDn9aF0qcjQv5Ehef8qQ//aYhvTu7hCfCbBXL+hCAbTj2mldd7EjBTA/ShXHrjvXe87nUKL1K10dFERjr7IT8t8J27Cn/av/dHef8muAuzqDRUNBTIJLkRmYbgUnY4XaxEZCCmpoYyAS1TD/ysUfj+qbZsYGJKWCynyXvVZoZaP1aIKAA0HpA69rkpztWVqiiqhC7Gq25aGMvBnUeachqxxiiRzYu5RU92E5N5THSucvRZdnacCmI/S/6oK+pSpJ6GKa24lKIqABz7YbVaEpWU4SIBDVjnUZOiFFDV1Pe1boGRKlARKbkIBBhCefLpvFnOENDqTDweyREdQVYFZ96ayABTmoKKVKxLRIQOL+ePAXG962j2q5GwIDm5Bd+57HLibKJ6ag91FW3OJ/g6mtcchTPHnf9eGWmceWPbPKClpnGeRcDPT5Y7xFxcN785LpfLp4ShwJyB/EQHd206GT1gafR8kgFYsiwZiFQd6TOiT3gpZxiO5DyzKuRsIs6i4/F4rO9xQixAt/fb+4e3d7v9ze324fGYjAw4LtZDkmMyNguxDUA552EY2gWPdUdWOmMJwSiEZc65S6l7PG6329vb2+328e7uzi9/V8JM9qo81Gq71Wp1dXX14uXzi4uLtlk7qnliEcG5JrOSriml/X5/f3/vYSdd1/nF4G+wGur83HnpyHK5XK1Wq9VqsVjEGJ89e1YlwXPY7xdG3/dd1zlL6VJVL173X1RaFkbFr7+kWkjjWtbD4QAA3377rb/3GCMCGwIaucahbRf+8rqu86g7UwSmSLFucPq+PxwOx2PvKNejYn73u98du/1+v3/9+vW7d+9+/PHHh4f7WpMzL4XzjkoHhI489/v9MAxDvx+GQWcrD7fWuWYKuZSxVSUkoxFBE+J6s37+bH11eXH1bA3WSYYM1FtmaAmQBIRUwpA4R4oA5AFRhqCoFOSQ9P3H29v77WAWIAxZ1RSRANU5fAJkJAJgjwAe4wyIgWgKw/tMqACcMbpeI1SrGqo0Y96mWP9cdCimStj16fvvv3/4i1/pn32VgWmzii+v+s1yOB44GRhi1tFMNCWoiapYAdkUGNkiMmNEihHbIXVZi7wCiAxE1JUgbJYpGpsJlNR8x95ZctclgNBw82yz/PqrF6v1bn+/bZI1LRkktUFNGAjBDMQQBDWDZYAMZkCGBMBgUVQHNQJNShgsLTIrc6MISmhMyQSZISpmRA8xRPQoEUIApKAIB9VeEwoGlZh10fcLfGwJViGsmrgI8UWwQNxwaDg0CJGIATnSwsO6DANjIEbQwJwWkyyojKM6zqVgbkkuSrRilAv+YgISg5oiMz57dtlvNr++frHtvv6w37+73X7//v2Hu+2bbX/b7z92264bDrq9SbhYP7uKLZIiGgOZooIygiBwTYYb978ZzZcmUZUgMwJnHnJqUiSihYXADccAMVoUEwBRVkM2YEIKoykWFYj5pNJNTA3Jxgol+7zX5pNE1tkXiyIogGXVBLk3GZCksIZkBqSsPG7icyres3JPBtdJZmMZkm1zJFpGai9WIYD7WMpvmTFmIdDcNTfnweaamdncXj+MYPUZOmVX2ligxzNyD05MgPMHrhoQV9BFiAbOBFqFbfMZoAT/mk6b6wIm9ZNM0vyJfJbRUNRDp5aBedO1n6ynRrvC94Ii0qfCMYsd0RfZ3hihqkU+qCYgaqBgOoLhsov7TEv7T3vw7CyN3+yn5/yfRhNjkseJr6yA+v8pfH0n7+2ToOgcAc5oQDhbSExc33Ti/yXB6vQCjADEsZ/NVLPqeV3+MRCR4lz601WdTx+cnwR+Z/9r1txAo5J5poGECbE4tCAP32Sal2gDWpeO0xOaDLUoxIhDTaEAF4WXbZMpAgESBphk3DLBaUaum5vTAnevImh4LE+nmtGrjqB8dzKP+nDAdqYTQERVA9DAgSn4X/TZKAKV0H9VH3Zr3uD8TlSHV50ZS+o/3eU4z+ocEyZ0TLQL7J92F+uVMEO3qJeZxlsKikLVvGQ8IuJmtco555xEJA+pFglwwLGz3jezioiZyLHuuPsHJyjCeBJFPIbWabhUuiUMc86+9hMRAgNTG00fUMD2dIja2EDTpFQyAxdx7WhWskhpgJA8DCE0IZCjviJMzcph0npVLFo1gY61PMu0OsHmHdwecRFHX83ZP+f5LlXvV2WuZ1ax+gLOguBntQRT8Xc2ndd51/97kjc48oQiEpuFj/KiICKS9dD3x+PQpTz0WQHASEyHYRiGfOhkznKckWbVQOtfRvju5vbj7f12d9j3mbiJyw1xc+gTcgNGoj5GJwBYL1e97KnYqoDEjzyroojsD8Pd3d2H25uHh7uu64acQHN9y7P3qG6HWy6Xm4vVxcXF5eXler1u23boS3dibUTwf53rfPyzdjwed7vdfr/3fE5P4KwZP/Vdl+qtEF6+fOkCSI8DXS6XnsLiEuv6EauQuJ7liu48gNQBmAsjD4fD8Xh0EFXnEr+ofMvgI+PNzc1vfvObq6srR5ubzWWIsWnapmn8NTivnmRoeBFCECuRq67u7vZ7/6UiEkIEsMvLy9evvxiG4ePHj4+Pjznnx8fH4/HoLQv19lXLP7y4wk2S/tac6wMTrwkqolkY95Fk5p0lOjYQqiHAat0u2rher68uV8+fX23WS0kHGTRGbmNoYgwYGJjRuY8OhFSFy+NDRSRp4ra52e3ev3/fdUOIrajJkDm6RWVkBYlcHMAUmL0+nqpP1e+EZwNZPX2fC3eZ9ZicI736ES40sgkwqamCvX//4eHhoRv6poG4WDRXz/Bi2X/EaNoAm4qSuVRvtr4rtx1RORyPB1IOTSPEqmFBgE2AkoSsAADBgFRVDDm2FFIIiSmmlERsE8Lj4djvD6CKlhFQxK42m7aNw3oV++658WLREKBYjtAYCCCYiaIJmiAqoiGDiRoaIWDMMCQzSgwGApBM0ZIrbwJEsxygaaAEaAeKPi+3yAZoLk+hoG1jZj0ooIFklIw5x5xi6gLxFxBcSRhCiEwNh4AQANeRG4AWcaGwYF4itIYhGgEGQFeHkgEbsXoAyXRmpWw5oTfzBWIgUgPT3EqOKiumqxCGzfrb5Xq7eX57df3w2P1wM/xhe/PP92/ePt53/eHh4Z77flhumjYwc8MkyJEwGBjhKrunCwHHnTuaumpWjAAJgLKomGRFRMgYQoptYzFTCBxlGEJoMzctBCZWH13KKgcRCInYn600PhG8YwlPFVWIKHY2Zf1UwgKpMAISGmoGSyQZUcDAFNUzDQDdXIeKQ28IQBEDBW6AQZPk1AOyWu6HtHvc71btZtU2kYjDZE3G6cNVE5UcQNYtudp8VhwlmHPMMPtzZe3n0hh/Pk1PYYOzqMkiKZ2K4OcyxslVdDrEYhUxFcedb/u1Gj3mU/88gcY+yeKMT7SR6zs3vJ13d9spuGJEKVKX0feh5c2fFQJbqYVEj2V/ivqksBwnQXEnGM8mOx+dFol/hsXBzwHgn5DgnsGl/8kyPD8JfD+H1ugz2PAM9c2SZP/0lzFpR7UMT1L0cSPg8UvbAJ5ktv7bj8nsUzT9l2oAO2NlmWKx186+PNk8pcSn8l+a2cxCIDRQzUW7PNZ2EUcvCchlrMdA7NCoPOAFZpwMEpFvYJkDTnW94CYZ9uZom7wcFEIE5IAjLVbGfe8/sGyz8l/ybfTchAmGBqPXSE7S42ZkEZ9lDM5nlPm4ycxg7LMmAMQxNURVF4t2uo/opDGDELvumNIQqfRk5JybNtRmcCz34kBESQQR27YFAIm5ZvqplcoHQnKVi1/hqsW3rVnUxIFKpAAwhWEQgeebuDnTNZN+gzazFkhRLYtjvKKGDdi27TBI6vs8dPVAed6jH5AYQ9uMFRGluQE80naa1MeT5SIuP25zaqg2Ip4Z5Z1pcecVpzSfFM8CHqtkd04inVU8z0Pkz2Ja/LfXAuhCwJpWvndOQdd5tGpKndEaUqdgaZC+7wdRyXro03Z3eNwft9vdsRtEbJDcd6nve6KLekXVX/0UffmptIBdToII3IRFAxiTYe4HUyamYiBgEBHNQmAKCQGImCyo7xkUDXH7sP/x7Y/vbz5uHx9ExDF+G0JN0XAVMaLlbA6Brq6urp5fehveKJIMFatU2mp+P/Rv2+/3rufcbreOuBzVu9rTj1vTNFVguV6vr66uYoy1ju/JJDFrT51l81QI51fUcrmsryGNDeb+z67rPHLTabTb21s/145md7vdarUa6Ue4uLx88eKVF0Ks1+uLZ1cAsFgtY2zd/+PE+zAMh8MB+75q+Nu2vbjY/PKXv7y+fr7dbn//h9999913f/d3f/f3f//3+/1+sWhCCDXBqF4/IvL+/furq6u2befsn0rJSirCAe/w1jzPVSqZUoFDCBeb5vr66tnVRSQCk757JLRlG03y8XhMw2CtBIrUBObYLtaIjEZk5PLjTINk6Lpuu3182D2KatMs9wNI1mYZkPJE6p0Q9edmS0M1+3T82DR9zjj5aucT8TTfPCf6zjLG/GMPkUwhqXz8+PHm5ubm5u7VFxsKGFYLWiwygY15Qk8X7e6mE1PnE7KIWpJe7TjkQ0ZEL5vOqswcmsgxdGlgI1VgDsyBMBAFv/8v1LKopIMb4iLRoEJgIVIQDkYxMhO3EnHw8ENTdK62FNiKaVITMRFAV/cZkDICqkky05RzzkEDSzSG1lQJojXGwa15iEAJxmALMuCMmNEM2VCBCSEQam8awAgw75OCQd/XJ28Aiwgs2pitCS8CX1BYEy2ZeCkRqCFeU1xiWGFYAkfDBQW//JDIg33IT3wTRURNWRFMQbRlAk1kYDk3gEvky9X69fJieCm/fr36fn/3ze7b7x4//Pj+3d2796nr7o/7kKlpmmUMRnEBnAGBeDkaYnweB0RVqJMzgoAaT2If5KwSkohIzBwDpByamEUwC4dAUYgZAyMyEBqH8cZygu50sgKdREllsU8Yf04pl2mIUqFAgYkAjFTAWzUoibIiunyMAFSMkC2bEYAwRArcUDQcxDT1AoCa9XDoHh8fu81igS2YhRjmQZf+e7s+TZPhLBetiMNPmhuwlNfbCYFH5BT0yGTMnY3lq6roxky1GoQFsxHXlb9QzXFQkxRmO1wXDNDkfsKTFLFquKgRiX4ZMBNMnfLwJDTYRg1qGYbt84RbDXGxebSpzRS/Zog45B4RiQIUxR+N8tIC1AKQO4fnrRL1uE6RHzPy6amosNbK/zTqe5qIA+c9cP+CcvAc9bkR8ZRG80yseWufWk34Mde5eqdh+ZU884Aq6hPwimVf82kZKk6k2kTeGWBZWcxlrBV0aenb8LdJgC74xMnmZxbHSxuqXdR3EuhKTVMo20GYvhENgKhsWseQWSZUJ0rMyjOGmFUEsgRDAxRvOx13BUZgmlkJFBAgF4VB7dzQmU114qGntBifsaAoGKnY9dDNQ1h+KpiphwOq69UBsUSZISO5gZ7AUBFoFOaExkeQgajhQMUwJgAq2gNm4gBqYtkH6IabCvzcEQ0qRMjuPAFT6atqzkbTjkvICYGRKDh0zCBGzAGJEUzFDSMcmilaBtxbjLFtqS6DzQzIjEOT5tdVGCOtEDGpmOSRRWQAy5jMS1IZEFgRkLCUG5d7k85RgQ+gAWeuZc02wgPGaQdWRWieXKzVBaCGiDE2HizGzE3j9qdsakTUjpEzIt5xqE6rOjoOIfpUFJvYti2i1Wr7kiAlAKJmym1EbPzT3efOrMCeMAI5p3JzzqKJZrxoDmNml2HD/z9tb9YlSXZd6Z3hXjPz8JgyMjKrEoUqFAiIraUnsp+ar/yz0tIfkJaGpdVis7WoblCgQKDRzQEsILNyijk83N3M7jlHD+fatesekYVB6HjKisqMcDe34Qx7fztQ0xjCdkxiCYCQ2zzryhIIIsqYnL7fGjg8LYRKHqmW5oVzSjgx05AoNk1RcdBksVNVm/ZdadoCAeIwjiVfKGuuINM1/Gd6tk+l4EWXVAMQYpgEJo5TxWWzNUVVTWqSH0FkrjRGVRCT0QyaiIR4ZFsVQ4gRFxTiqDSMksyo6RQaNUpio1o/pIeHYb3evNuG0l30fT8Moxf3Zo6CdB8ajCOIBNG+rvtL+1SavWkIIjFSiJHDAXNAwMyCFmWApFsbkIiYAhgwGUUYU89hGTCgoZfOKaXV6u7u7s4TBQAgIoIIA8QYRx13rLyIx8cnx8fHL168WC6XXddN5zwjRAQxkIKxqSGrXqm7nvPq6ur6+nqz2ShISheG/VEAACAASURBVAnIiMlQ1dRQkcFQPZT8888/91YHALpmUZafvhIsfy6Xc/mNJQS86IHLAtnria7ruq7z3+IvzwPc+773DWTf955358fE7aBd163X67urjz7XaNtF13Wnp6c/+MEPvvzyy6+++tojH3z9G7iJAEtLDyjtIo4Su4MGzH749dc//vGPzs/P/sNP/vY//fK//Pf/w//4T//yKxEBpPWoLVggFnP1weCjNJFxs3l4/frXZnJ6ciJpSzqyJUYCNaccMhKiJpFxTA4BArOQd/uha9oY49Gi1UHuLm/zZI0xBGwiRcbIAYweRhlXdw9j38bmRJdtG5mMCMxG5NDS4Xq17WXx5uPNzfowAQ/bRIEWS2sjx3jgkSzIgKzICYiSjoECY4DpYePcR2bYVVsXbF6Jx/TS3e/kCckwz833v6ae0EO3p3joXlsQQHn38f3rb9/96OPN+eFJ2xyP3Tm+fHX35h0MQ7sdDpMOQAow5lCcEEbjZGgRDlo4XBoHHAYC6RZxJDWMKaVtP4gIulp+HKZyRcDMJBFAE40QUgIl5tCBJRAZxByiqMOwhIT90Gl6pjFsBmEQpBA0ISRfXCiQRlYzUQWDBkJDCMqKijgwBHhQA1GCEYOFiLGBJiQJTQRImnqNil2XgilRjFGZppwdE+lddulM+enGiAYsREZ0dxhKLUsVpcQXh1NxhahACucbZMQYoGHpAhxEXEZYMp923AEcEh4gN2aUUkALSGerPlf+BEAoRCOAdgdi6vl45PxUhEVE6a7/9Fh/9Pxks+luXjx//71Xrz9evL1ffVitLu4fPpotFgdds1iGxVIXLfZZqwIKlDFyCsrMotmQokBilhQQYd00CMhpjJYawTZyq6GTGMdIIVBoOTbMOZPEuui1i4XgQYdKrMym4E8NEwNRVPSPj5Hdw4UGYoWRkF083jmUmnOMjTAaUzBsNSzGIaEASXAaDphOAC9D2HJgQEZkALbEYNxC2zQPIfX9OCLdbvv0/jby4eLVs46j6n1uTlKJiqFIZkia91o6lYpQGN2qqghE5GLIpF4tECGW2ztMf/byRkSyNrKWasvsBqfA/qekUnahHKKXK4hgrqj0QzWK+AEkUvQyHWetqQEQUuRRVUy5hGd4cCCBKZKZiKthSUvkX74GOENYJkMVGRgqAXqqIWbJVTIzrRoMBXRDa1HJTZMs9IFCjGH6fFWBnPMqoOPoUyRQACsBfoyNkuXeKE9litzIGxvC2a0nGcDh/0l1uAQ8JXF0fAwglK3mox7P6zF7ZA/k0tT9EXZ9T+FTdyKw/oAfVaFGf3v6xHezXj5pR5zlv0/RMudtte0BAJ942V6UF0WK6CdJtb9lfffp/wX4WOS5t/B8Um/Au98Ss2CqqomAdrMyp02blaQ1yLmTyZ/EDFwcMt7kZwAdzXDbUhqGriu6nUk8kPUDHgbom6gctCDjHo3DLwzvNBhm/EYm9Y9ahjhEJFbePj5hXZ16M9B56wc0dw4lVTOvhsIklpuqTF9k5dYLdhDznm/GzFQ+ICB3u5WBUFlTFDoLl58MVipaF0tBlSqe/FnO2VFGgIBaGiSAHTEVIE/PfU8K8UbLxfbIzM6PmZmfE6rU/UW+P6l5+sVp4z2te6VsMvIxMz5BcN4Z6dU6QAAYhqHW4tcru3KI6pV4OdkK68Vf5zzCnzYGBcZV9kJ+AyaIwJ6nYyxzcpZXeMSoGMD8kMJDnxAIWfuxh2CGUYBGtXG73mzH+82w3vR9PzxsetcQXgxhGIYpOHsGirheqCbX7zV7ZYXox8SppzvXO1GI/tUU2adjTsrlWUtD/ST01nEc+7u7u48fP3okw/SShMiP2OjrXwDzuPOTk2eeylAW9eWw++9yYlM5qr5SQ8S+71erlZM5V6uVAypdZ+oR7X41xRjbtj08PHz+/Pn3vvc9X6+Vs6LkrIjIdjuvl+udT7E7+s5w6pCzzrZpmkIEqU8bdyf678rJ5kRmdnFxsdlsVqvVzc2NK0JXq9X0Zs0dg9fX12/evDk4ODg/f/n8+fNXr16dn5+fnp6eP3/54sWLk5OTrmtU9WDRLpfLEMLh0UG3aP7LP/yXX/z8Z//nv/0/Xr/+taUxNjGf0unpfMhxHO/u7rquI0TVlLevLuQL7B21Sq7q0pij/xZt9EvVc8zW63URUzBjbELXBi92hFIiRMSBaRiGLYfIaNbGwBCcn0wGqgp3t6vNZpNSUnqCHLa76puttrXhts5hh93Alb2HYI3uLF/VgH+H5lL+HCkgmqi5E/r69sZjGIEoxth0B8iZlzlKggCFUglgExMMKIb2YEHHR6lnAWNDTTIk8zBVn7rWOfKVnDjHw6RRIZpL8UuCkII1TQNAmKA1ajVEjARTSLQr+TxqmnaSn7R2kLub0OdZvHsTNq1hFSgZShy4e3xS2ST22WukCazWtmXwYqD8FGVEm733K0kASiPgaGwaQFqkBuCkjS3icQiHbbMkXnDoQmybgF1+rnkgDRogGhoQUIMEuVwuadrEgY1j2y4ODo9Pzp6/ePnZ15v+1x8+fnt1+e7y5vZhfXe7eYjh9PSMIpFiIIjEUSEgsSko4CiZK8RkSIIw4ggAXZ+ISIkSggUCUUkmYiFoCBYjRFUO6rcFHoGEILCBGofMcNacbeDbolqKUmd8eU7xpD2t0XolmhkJMBi2FLomtE3YGo0AiCZzPoIzUYHynsdMVJOUUjTGKDKiyEjDIOlhs37Y9HxAVeSd1Ut4zcwSX3i4yGwnRXOC2cx2OG8NdDqLyvO0IAlgVwiG81rCdmp+hClJGCvmWRGrz/5kP26Kc6A51fEG6Ekb5LFdhRpiUwPpgfW7EfDOnqkzJ3Jhn0wBQEUwCzin8gOp+ihpMo5CXhVOF9skK50ZNtMEi7TUeM6GxelDERMtK9D5VVaQ/4ne8rST8LekNRTN4m/rJ77rK/zugJDfhdVpuwkSf5SvkpboG2qy7/r55bLD3Q5opw1DeNyJlVSQxy7M8ml9yto72S3AJibHY61LjYidF307zZs+YvfAIzH0Ex1s2Rr/1sNe++bNPARu+kKd5oYZPWJmzAhqCJzVbsTVul+mgHTGKZpyYgG7jRDKKiM/UjSjPohgz/e1140TERPuuA3rxx5ipLYI7LPLzkDE8Ubsa9JcQeoEZ6sCExEdgy7lUqu7+gktaNVmA2HmndreVv3xyaCoAQIRlbC+ebtcfUy+WVVESSmEQEZaYf2LWglxglgaADCRTaNcqD0wXCnyYaqrEA3jpNplKLo7F6flpq4mWVdsrtxqEpmZZ4gXI2UWbU7raMeTlo9JRWqpRnkmuZit4Fv2FjsFvOH/1o1VpS0sa5++72vAY4zB6/7pOFS2BEjZie5Rvaw4Ha6DgwNf8HrTm1JCNGxPxDSJpQRgqAD36+1qvd4mu19tbu8fNtuh78fNdnCB6L1xSklkBk4QkSoUhGeWD3lcJIfSmRSwh6+b6kIwYyqHYSjTBCLmfCgODg52uS84NbqqmsZRnPvvjrJxHD2SwevqcisbxzGE4ALLZ8+eudiyaTr/X/6JlJlFOf4lVMN3aN4v3d3duX/PaZnBAa8ZA25EvFwe+K84ODg4OTk5Ojqefiz7GKLccPxs93Xc3sShTBm6rqvjPcqJ6jDP+i+7urjAWur5whdffGFmDw8PHle42Wzato2ot7e3FxdXd3d3/na8n7++vv3mm2+Oj4+fPXt2dnb24sWLL7//g1evXgnpcrk8OTlB0+9///vb9cPP/u6nr1+//tnf/fTnP/+Zyti10S2dNKXK1FKXomd+eHi4uLiIIXRdU2sapdjMJBWRuUtbveXzcPOUkslQqCohUGdNjMRGYKxgDlU2ITNLnK6ubg4OurbhrmuIIQQxsofN9vL6ar3dpGTGJE6SrUnqj772+sAnpVbloq55ueUk3xsvZoCTyH4Q7izxcnCpErOY5uDHcdB2EWJcLA+4bROgIA1JJKLkQTuaqUyMPVEj5tDEhjpRJTUT6QJlJ3Z+PRkMW0n9PT0oQ8VGPy3V8nNtMo4iADPGGIMwKpqaiHopWkDzYOYDytnBiHPXN9tGpqOUb5WmtZg2aLBoRES48/2pjaC6yp9N7wZ10GIyC0iQ05DyQ5AyoQQ3izb/c0mmxsZsGsDePtw1AAvmw01YMHchLGLTNM1zDk3gZWgWIS6AouFCrTFgzXRZ/yXkUKJBwKMfCds2xrY76BYvRv38+NmH69u3Z5e/+Xj564uPl+vVu+sP6+Plou2OwmLJbAKarFVsKJgmH8wqorIJgCAoyCIRKAKRAquCCgbRpMacQoCQJCaJUUIg530TEQTmGIzVAiEZsAY3TAIAk+9fVEFRLUMDZ3TEzs4AdyV2ZqTGCA3AYWgPG1kPwyA9cCfo4wsCU5C8wHHvvaFKSqAIgRSViQIzMCtzGsfb1f3tw33bxbB7iUxqT6wy5e27mR82D7LRpuyHWvFUpN3+iJkewT7c2WHzll6k6jDnVlkrwDIiedfnRsDS9Tkd19SAsjHHG78yFp8Uf84RztWuVYRLRExjdcJTph1j3cXt9q5V+uIc6uaPoXzLKksILJE5QAYyIfEzWCmnQaLWERG4H+YxN227mW+/lVoymxInyehTzcUfqet78mdNJrUnEbH2e+FlvjuG4Xf9yz5jsOqg4bTfm44VVi/p8QvzqneKeVD4RDzDzmn9uNFVBANTSSk5jeMxmTPLygyosvl5Q0JPyHbtEcHF6rzBIouBafnuHRdOda/tfoiu8ERTRNTSTuSRqoqIzARHKyPYjHVEYCacBL07CngvB0scn0pZ9cw9gKoTOInJHV9EEMnXQf5boG1i8ThlXZ9VXHjYN9SCQIl2KbZGXwJUcer5Y2WsXCWSSlURJxCWt0mFFFKGvVRvICUb2zCEUJ0BrjzMn5SWpzt6HYyBfVE5tQRT8u90RuWyPv+dsm21UvJ6CoITpP1Tb1qP0FURNJvdcZrl+5TTFCf1/DAM08cEzFTv9Lzgbjh47+EBVSWHjSvCrR+ScRyRoIjXA80jQ9HK8FABVGoRbNnXlcqvJKqV91va/oK2rxX8hXm4C+1U55EC7PsrUr4Y/OEjpurXar9xNikQu2kNzewBjwBpm4bru7ubu+v79fb2fr162GyGtO3HMYkaillKwhSapouNS1lyVefg0fzGifOtaDbAQ4gxxFgyP/IBr5Ik5v1GZWhU1ZTGlEYAWK8f5gjiCnLdtAcI4APStgnnz09PjpdJZLvdbjebfuj7fut9PhGdnJy0besAlaZpCNnAhmE7BRA5x8JyYwbgh9dpmXd3d9fX177Zcx9aWV2WB2TbtEvP+Ds6Ojw8PDhYxBg9H3IcBgAMgU1NLCFkEe8wDKvVyvMkvPEr2556Leznkq8o3YXoBJryT3JsZowub/bZQYns67rOLXYewt627RdffPGjH/3ohz/8YQy0Xq+vr6+vr6/9Pb5///76+nr9sH14eLi7u7u+vb28vv6nX/3qP/zkJ8x8dLSIIZ6fn3/+2Wd/+Zd/uVwuLy8uPl5c/Pt/92+vPrznyIBBhoEA0Gavv1/ZdcqoH1UmOjk5CiH0fW9q49hbylMMQmc+hUXb+DHxy1lVXUDFTBn4TcZpwlZ1MbFERi8tBVGEmXHsx+12EwIeLNq2a2PbjtZfXK6urm77PgkGh1gCgZmC6d7dvh5g7WGW6pnRrCSszuraAuoqEs2Ljdz1jeMoc66paNmeu0pKRSxXqAb47dt337x+89/d3B603IXYHR7Hg4NEmJiAYTQ1AAUQU1ETsxEwEVDXUIzjxF4zAI4NKIqQaHKHM2KsnbfMoWl8kmXjmMZxHCQlTijAlLYh0TD2kkwSqBJAJArGqKoCKioJgAyBkBhMFcEUxVQm6ZeZkeUM9ALNL0+rfK/QbMT1xjiEEFNENRUqA5Hqgau1G3ZnNEzZbSWipqqo7J7CPAbHyRgCaws50iowYgOWPYnYtKjKYMEARXHc8naIHBqwyNRSOCA65HAa28/bgzMOC4MOsAWMCuTcUsMjimqQQEcyw0RMbcSG+Lg5/uzw8F9973t3Q//t3e3rq8tfvnn9j5cX97c3H9LlIjTH3XLZtB2FKNLGQIaE7qhRIEXDAJB8L2AAqKCEBqjASQMBk0SGhrEJHJiY0doFuQ8iNBRDiAE5IjOFaAiIk2Y6o2TyUkhnHSGIKSLXuz6a4O7BSMQiwFHg5w1ufZufxh7HAQNGImMTs3whCwIGZDLEBAKjDKYIwKCiYMgcR9herx4Obq6aw8XLhfPGZEoTMFExnbkGbr2yXey/KzxrvMVUXczRK1TxJycMfo0M9EwFm6sCsIq4YlUEURF1z/BP34z4/q7u+ohcT6vOKXYTLOUU6MrP5fNTwiebn5nB7m00oFmmx+cGckeAroXQ5m95msLQHrM9Z74jKhhZFki4dHVMCRDdmGtAnhJoYERch1t8h5cPHsnTvmNjA98d0vDH2vXVC9O9gLjv7hL/4F2fZ3MqPtEB2tTOadXm4eTqxVL07WZZzH/zKcZJxQWCpzIbnu68S5sxHxMANBhFpaRF5++jTkmRTHnpvuPog5JBqeAe7dK9TnqJx8DWEh5Rv2QfwKABaP5B6KM8gp39ft2s5nPfey+keeRRVDploiI1UpaInFfpbd48Dwab8SfTc2tO0yIus6iyOJpcW6E2pHoMQ52KXgPiEVGNgIjn4G9wFWJZ909PQe/uKnUoUdF5KmCYtKmqCqp7tw8zRJvD2TCXBaiAYGlCSs4LSQwUIFTbKipij6kkwlpmw0TMGEKgjkBU3HAVkUrEgtXHyv2bMA4CmC2EALPxqbwSRCbkGLDMFFSTiJioJBXZuqrQwSGuNPP9DzMHjmXUx7UPcMiiJsqZcubHoRR2OjEVEVEn9EsJan8M5AgTEWevLiyNn3d3NWWn5nyUZqNAR4oot15BCEYRMUnGwNAiGEjyXlemeDsxHEFu7u7frvD+YX1xcXF5db3eDkltSDaMQhSSgBlpvo6oDS00XdNADWgZhmG77XMm43QOzIkUlLGQj2MPSpZ9yZpXE0m6V1VXja55p1R+eEqX3vN0XbdYLLquOzo6bNt2uTxwS6SqrtfrDNXkPEzpt+M4jslG5kBEKVnTNDFyGtHZQq6N7Ee5v7+/vLy8ubnxVVhBOvm02JcSEwzz8OTk5OzszNGU5drfrNcFzqmqQ9+rqiMu7+7uPObBE8/LIvTxQ642jRXMZtd1vq31Pzstxj1+Dgvdbrf39/dt23711VevXr0qL0lE/vzP//xf/+t/3bbt/d0NIn799dd+TqaUnAV6fXW72Ww+fvz48eNHN3BeXFx8/Pjx7ubi4uOHX3/zL6b69ts3/+bf/JuDg4O//cl//E+/+DkROHUKwNhthxQ8p7EU5TkCdBy9I729vTWTs5NTIhJV5oCYMzkIcLEIR0dHjODuXEt5Ugbm9FqbyMEgKqJqpkSHFoiMkTFj1PNivPGRjduIk9imH29W65v7h2QIxGoWAscYsZLK1FCr+g97EZp73L9yo0sTjLeWZPtH5rvlouXde85qFejCFH3znJKC2c39/a9+/Zurm9vvfXZugeNy0Z2c3MZm248tBdXBkMRMFMQgqYrLvTlQbIxDE1lEDIQp9ENCRNJ8EP1mAuDeV55K4WBmMaZxHDmNliQiBx7CkChQGIOqwpACSIMYECCZiTsY0cDIU0EoGAZTybUy5k4s/wqDPVdIsba6wtPPcO/6/OjFFmrwr99RK0L9joBFAc1yRi4iIdPeqpZs7u0X0GTsByoCmouAQBQMCYDIMNvRHeQKY8IEAEowovUtbY7p7kXTnjCfx+55bE44HnJYAEcEWI/e3YAKkAIIoCIBcWSSTrnpDs6ODv/b73//z7/84d99/Pj+w4dv3rx5e33xz3d3GkJzsDg4ODjtjlvkJfMSaaEYVcOQSO2+M8pDdHabIqsFVEVgU88oFEImIyJZCmEIIcQ4UAwxxhAaYsYQkcnbPyUhImcBEHDWHOaNjZV6Zqc89gPOSIqNoSmcEVvTgiYe6cOw3ZIYB2JSMwRiYMEtgoPQyEl4SVUsGYKAmAkCEIfNdv3x7q65OThqj3OajnPszBAg+MMFWVVNHUQKtSO6XsxXMitUM54u5Cls2fKeALE2AeXSlLDCBJKvPbBomcyQuI5nmLSsCKJYW9EqddWkDTBFyN4/02pY5nI4RkQMXF52PrfxkcJzRgzILviwiHV5rqz8WTZhWqGKv5g3K9kraeCZM4AGEJBcRq6urioXHPP+XnG+uWHte7NHHrSnoJVe7n+qGcE/YMcWfsfQgifRMY8fzPjHFXc+SSMFMPKs2p0jUae0+8arHNAn3X15Ao+/x2byO46y3xUdqF1Eg1M+tWH1MvJ3Juk+wdMCTrJPCWhtT05QKzz3SKE73gxfR0P2yLqlY1rjoKL6TMRdRj7IJ8o+b2YG1C52s6Ig80V0ThKvOq7C28j7t4x+MTN/ppJA5sWXwO5yEeZ6AvbfyB7yGwBGy55cVSQCz0KoOcEurkkTHST/ZJubQKLZkKYAOJFXyyqMrIopMylPYrNMMy+6svzzoUbPMU4Ob97VTlTIpqckuG4YmLjG061KobIZwE6MQf6zzxN9JucJ6QZCSACuxKXSP2/7ddml+GLB1YaUN1UYQihdn7+v/G/RUhqngCOYSao4P2O8YSuh27XOc8/eU4rCPTfR4yKyZt/X5h+3k3n7umdoAQAIBCoGEpACE4MpoYgMosTBKI4Cg9h20I+3239+t7q5ubm+ut0MPXEIoVE0QRQXb4B/1kREajiM4sqrTHjNQ9P5zVZJ0/mB6DVuHUBSWz2LAdXMANmiFthaCSroum66TKh0iSLi8QDeCgIYM52enjx/fvb555/nBiygwyf7vi86lu12u7pfe9O1Wj14/5yRM9z6Vdn3/e393fv37z9+/Oj9nnfa6/W6lh0uFgtXcp6cnHRdV7iU5WMtMB5XTjpn5cOHDx4c75d/wXiW9Pa9tdJeBoCbIfsp67LIkr0CXix8x9g42PP4+NjXjyXH78WLF3/yJ3+yXC5Xq9X9ajUl9bXMbABN2yLRs7NzVf16s/EXOY7jzc3N1dXVzcX71Wr19u3b9+/fP6zX//AP/6Cqv/nNb0KMwzgCZD+JIVBgV/WVYXm96yvTgXEc/UyebnQ4XSCYFdQ4Vd4ZkGY7NIUsc1EAUsO+HzURNmaBEhoLKDEzttQYkQcvD0ks2Wrd36/W/TgodUhIhhPSNtVTmPrOXA9WZufz7mxi/zlbluGTktP7ltLUPfb17d008nfZJCVUMbXr25vru9teUiBrOcTFATD3quQdN5kZKqi4hg3RgEQl+SIb0PPAGSnGOXbMIGs0VFlEANKkkshAo3EcXQ9WIisYKbAqsKAggJmo4qQYNURSc+wwTM/e+X9qEdM+8k/Wh7He8s1TNtUhQclTKdJfPx+eavzQJksDlQq4ss/olFiMCDSmqX4Hh8MYghgycX4b3kiC+r7ZHxHIAAHM9EHGh7G/exgOiT+E/izEU+7OYnvctovYHEcKxIGADQmVQAxcQ9ELABKAKRt3FLvlAcUvro9Pv3d29k8f3v3juze/ub653Kwvdbg2WXA4brrT0JwAHxp2QGQ2AqAhI/vajd3jMTVpScHQEhgDoGnaDkQpSGhSiinqqBKEmblJxJFicI8lcQQmCpyj3eoVhScNVDq1osdLBoJmBizSAR8bDKExxCGNW7WNjmKoSj7t91ZSzVgBgAzNEExRTcA8p0oR2YA2Q3+/Wm9OOwULzKZGLPPNlgjBBIog8QnQaKmPJskkic6ZK1pddOUqr0Q6sJNhYAa+poMd4kttTtnp+ixzE7P3s5QEZRngWVTo8aRV3nruwRQRXRNbKzxtAodW7xTriOp8O93tJsps0ardeN5STlacafyU3xcbyBTe4ORI/y1F/OkjPfm9ctrstyFOHnVYU/k3Q0H/yF3f7xsn8CgTw/6QBs9A8QlRbI0uUZzHCDhpu0rjR5+gufwBGtQJ0fFd21UyyM8pySwNMkhmWW5q2Vw6M0cxg2unPrBON7HS8j2lJ92RC5fczT2d7W5DOI1wpq7PL5Ji5/LHqaKWU9BJGOzhNirF4tX3/fzI95I31/STImUy1CFiZK5AfG79YmIPzp43PxVdY7ZvwUSQzCsFqqiwFQ8jT6eq1NDyz6nOidpNbDMgMCmsToQ5C9hLeB3Hqr4knsK7Rch0JlUyR2Ye+w0ilWJO/bmfieRhWr/lcVTIoWo4o/NBC1IZdsZMj6HJ6pvV5XJpZqBpr00yFTMUMQCtDi0OMqgqEWLVYCy65SRA19KYpZTGfsh1c0wMM84Lc+oGh8iO8KFqa1p0JLltmGgutV6rGgFgzWasjudOBJz/lklpDOUT9w6hvjy5jhLaq3Vk6xJQCwGYjFjUkqIoGDe92O3D9u5hc3X78J//6Zt31x4oG2LHIrZNRkTdwr2InJxXWOnWzDJGfHpqMNE8K/WqqNyKYtt6Z1LO2/J0rFeXk98vZbmXUZEB1yZA3/H6uBcRT06OS+o3ER0eHp6fn3/22WdffvnlZ5+/6LrOr19PMwfQpmnaduHzncuL69evX79///7DB19njUSklsbt6BEIl9dXV1dX2+22vGBVPTg48CtosVgcHR2dnp6enp4ul8sySMq9CnPJTPdAv+12e3d3d3l5eX9/v16vC2elPiZS4X/rK0Kr6qRGiZaGuTZqbjYbP+XKNvLy8jKEcHJyslgsPC1wuVz6mhER/F/5vrHQgx4eNp4qcXZ25oW12xpN083Nzc3NjYj85l++8cj4z1998f0vf/Dv/q9///DwkEQRySSbpfbUDXsCSEIcx9FhNggwjqMMY0pJVSKHHBFBOI7jmAZL4hg6rLQP0xieEcFRWY6AIkIiYARCQMTtdttCDIFSSgI2iK7W/Wr9MIo7OKloB1xguafteQTvxwAAIABJREFUfPw8egxyexxQtGfh89lHTWop85EShlGGU+XHShI1BcaUEiMRwib3q6kJxoDctMZhNGiQ0MB8cmbOachvJIY2L1HFTBWGRBQEs029vp+4/znfuwRKNCtzWG0estrBpIzhEPzHJBMApakUcyhjElNVNNeIIBiSQMZCzNpKe2JxNN3YZ/f7RH4WVYWUlfC+RXdHbpgYQnsTNApxNq77OxV9zH/352YXQk4tz7NJADMCDDXrawLEGBASiKMdDY0AKXAbtuMoqg/9cLEZlrg57g5O9eDQ9CVZx3pIYSHWKbSGbBZQBxViomCiKpIa5Bjo8+7wqG2OjxavXn32g6+//uXb3/zjt28/3N1dfbyIsV03zaY9WLfdSegWgSMxChJDXkmCKSQvzAc/kQgJyQAJyADi4B0+aABVEDFNQoGjAgXPNlFTQhWGaKgUAqA6GD2vZ3fVZXUu3MCuC7QAxIqEDGRENEbZpmQGI8hg+bUIgZMh1YzIMn4T0aZwTgClfBLadnTLBgKSQnIZlpomcXyaKoJ7/utI2xp3t2vh2/FQSJrF2IazYGq6z2CB5+eVYMbJzA/y3dFPcdNlJoE65bTgCf1zmUlCQJntYmhZTVoFa+fUJb+4itdMwAAg5Cx1LxFB1dSAYpjFHXXvRPs3KHvUvOD0VCJFm8P3kADYUMCS7I9scmo30Lyi/B1IKE/SXHa/j5+Uff5BW7bwqQ3e7u+279h37Y2mdl4s/d4Qz/ptEKBhtU/4dNs2Q5FsjkT0UdTjlPOZ2mKz/2+iZezCY2Yun1XudSzzSH9WtRRSGoftKL4XUDPAgEFBsvAM0EN1nzwJam/PNCzZD4SpKaMebVdfYBX91rG0WBdMGdEOfhsBRQQvkkyKxcsLI/+tvjowEHeJlQG8l1YTrtO7wZ1bBiHtVWPTczQ/3AxmmIf/80lSJXUjl0dDWIjDhnUmD3PgUN+8soWMA00+4zSx3ZlZxqE2DbohrSgPcdetWRY1s7oJ5vQ2A6qHK77XKmOwXD1oPuYIQOQ3nWwmjLRPw8PqM4pNzvLyohOqhLRJZcrFqkGTDLWUwhUGJjQhxph5IYOmaSfTOpag1MF5h1YFz5rk86rfDpqSF0NEJGPyNqODFnFnh5zLWdQC2MSpk8k0i0k15z4rqELPPZ2vEB3KHqY0ezUdNEtKmjjpoxVENCXZ5dAQEYd8rw+AIuAIPsdWG3ACWPV92m5W2/Tu8uY3bz9+uLzdDClpzCrW0DRd7EIkZJf3qGoEYkay2Yw3+scKID6eYDYRzDkrsDPVAPC90+Oy+EkyEDGZzneDnKY4/7V94TcieOp9+eZ6vb66uuq6Ti2dnp4eHh461KTrOkQ7Pj49OztzbeT587vPPvtsvV6/efPt+/fvv/323c3NzTAMSQZfQIVAx8eHToXxDdswDERwcHBwfHx8dnbmHdE03Il933vRXD704hO+ubl59+7d9fX1er0ud/Xaj7E7Y54HN77r6LquXgSVbrlm/9azIZ8y+Mnf9/2bN2+urq48ju/4+PjP/uzPVqvV9fW1y1Mfb5mYWWQQGTNQN8WUIjO3bQRovzg8/vzVFwDw3/z4X93d3bVtS0S/+MUvNmP667/+61F7DsHTDlGVmTFPgObN1YwgQvRmcrFYZCTsmOqJ2Ha7DYSqKipQiZxFZHGwLONtVzhPN43g10JA4ECRiZkjUtMEv1YIUcRu7x+2QxLLbCgOjQoMwxB4B4dbH5PaUlsOfknRKMqxcmcoXXQx9PqjQSbyWZ20Wb1+K88dESFFQPD7iakBwmboV6vVpu9PF0t5AO4aatoEaMwwomvwRZKPXVLSkWwRuOsWiUJAM9AYgyUxBuKgCfp+O8GlpMwpRMxDSkOIwSyIhDbqmNbwoKOIWDQF4EQ2qqIqIhPRtM+DURISqWiIaIZpHAVwysnkbRaGjRRYQLw1n8vcAsc3BDXHRKdhlDHP+0K3LCKIWUcw9GUJXxcPBWux38ZX+hGdnjrAo3rXSugaVAU00z6NITSToQuQUU1TSgEDZGGNgSeRKzDH0XQk2oDdI17KGDcPPGw/b+2Iwot28TI0zwFNbAEUgTpAVVRBA8DAAwkgqWy7ls7axRKXJ8eH5yfH33/24tvrm3/69ev319cPt6tt7C9DaNv26Ojo4ODg1RgXodvKYONw2HBAHKX3zS4gGyEwusIHiBfjlkSTaUhppNgEGYMwc0pKITSm2ARj4hgMkRGSDkUuBNNWg4hwQjuCJ4EhAkBPFgwDIKmyAoCdIIcQUtQ1bh82vSA33BqA6IhsZgpUFIPJEClwADYZiaDfbHsZ0EhEttthO4yLw6UBxtgOwxYBmSNVKHjPGyv21CrJ1kfqbsV33ht7IVs0ILXBviwScNdTtfcgY2YFT9WyjA7Kpx/Mue1mkG/p5hkNWMpcMQciAnqVNSsaS5iwgnOZjHE/db08I6oKHZCQAYdxRMTs1qvaHP/L9SQrq/OmnUHpA0ttlMvRKaIdYfJUm9OSfEQ+p8n/jl3f78ZVeaSs3I10L/Xqd7WU84Tuj7Tr+2S7aL/3zykkPnsye34iYu3tAL/jK4sA6/nZDuBoR0Fbg332Ax72ZgPVh2qqLpMjq2IWplFG4eVOmeKTx9qjjkAR5wAPM+CJUwNZzMN7vWh5qXtxBWaGk3uwaop2DAM+jigGsGqySNP4Ulw3Yi7bMDCbgJCVL8s7kCYGIioLK7RqRlupg1xIWcInHFLnvzTnXyPs0QJwUi366qM0P168Is6KIAFgRJ96glphbFrpl9jDGm1XUFfqRSJI9RyBOIBVBJEpFAkAkAKa7EwfPNRxuj0xMyKgwXq9trkSZT+dFcUFMfOIBA10vhp50tb7cWC3WUKugbjsQa0wRKx2M5eecLq/S6ZeYa6AVW0cU0pDgdBMd6ic1Um1qjOESfCP/iJFZLPeqDmIlbpqrkw8r+Pqy6Tuct2IVUaPPvh3SZU/b0rtUnLY9lgRRGS0Fxg9k0VLr+ilu6ohZ+yhKQDxoDCMuh705kE+3Fy9eXf54Xq12g6j4iCMqsAUuWnblmPIYDEkLgY8VyHQNJCSnVYTAPygPlo8+gKcd+1Pn3wqmJmq7BnbiqNv7/vFOjU7MFOGEPoG4OjoaLlcdovGz3wHmbx48eJHP/rRj3/845cvPj8/P++6brVaEfH5+fmrV68uLq5ub2+dcunBBq7D9FhC76aY+ejo6OTkxJEqhSI7TO1KqTO8aen7/vb29u3bt/f39zXbY28pUTq3ImPLwoFJq1lrIx9nf+/JEV3y6hEOBwcHi8WCma+urlyl+dOf/rTv++Vy+erVq5xbMFU8IQSfR3Rds1qtttutH8ztdptjrJSaJoeLLpaHi+Vh27Zd18W2+7u///n/+7OfDzfXCoAch832oELXPsnELl7NlJKKD/SyztM3pcMwaFZSCc4PeHXyVjVsprKqqop7ZBclogXCwMgcKBCFgIOklIZhRGgMadpd294duPKMmc/+/EZXoj72PHs1LNpn83Xz75+Xy2XrjV9JlKk/0HlCZCQqhmXzZKq6HfphSEktgBmyERpCAg1moKQqBuQTGGdIEAUvB/y4cB5D6jQjiNO8j0Jo3MFrllR9slQ5kNXQ4yWJQxOTwjAMQQyEmoQ8AKJmzQ6yMWaUM/iqhBRBFJTMECYnv4JO6IlHpBzAWYNaj0XSdlssl3maGYIhFMtr3eClcdwjr5aFPABQdWNh5q31iGiQnEDnTcJUIfRZxw6Gxv7SU376T4EQhmCQBM0o+e4TkYndgL9a33WAF9vN3eJw0y5ehHCitjAgUfaINURhEoIRpGUDtYBEBk1oDo5Oz7j78bPPPm8O/+nt219dfLhYP9yM/ZC2AVJMa5GjE8KDJjIooEWQiIYBTN0VH1VRwJk60iC6btKVLqoaVIloSCk0MaEFixCYTdksqHJgcIkrGxoZIQGkKUfarCRYGwAYkRiQASOSaHQhIPCL2KzA7nC8FhlsSBTQIAEpGqgYsaK404yATRMaETQaEoImAxFTge12K0kxOn4r+DWbVTBMruF9rP0r1fXuuJwyTDxfm1gDL+Zn1hRnl3W/ex4i26G5VAsM51talnrajlPJ9pwdmG865cKv7Ig5p8PMJsoU6Swgd0vgrhLBcl527bfcwXmU/yQom0C/zHOKQ+G9G84Z9EizUppILe9gIefqGiKSkdbZeX70fp/2r6S6/+7Akd+9dUSc4BN1gfK7U1v+a3zl2XWld93vuGo35O5rqeWde9rOQkR0tVp199w9F3dbqfmkeSRoqdtrf6oVSQwRki/oIad21l1fbnAMjB5Fjpj6oAMRDWS3uZ+vlu+I0Jgvdc1O8blq9A4QoXJrYBVnkJ+vScZxSD71LCtEmgyvhRrvCs868aL40KYXoFUFllNZMgJGFWx2q6eUYqB9RaszGF0U58+zqg6IIajqjDJFzKR5dZFDhgGYiKr6QrJXDQQl78tUHWqCiDDb4ZCIOERARtgJb5wZ2dO6r555j6o8ycn8ve/52UrT4reA2rRZBLQAWicxzGStaZoeiIkmhUOV3OI/PHBAxNwiejTq1O9lZqaU7UrcOZnn8YjuxO5Vjs3lYjEVZ6l0fcXg513fbPTaEZ7NhsZi3Cr9QInYLlVj2TDUhw4e+UV3l2PoO8lihCtyZkmKTAAkhia4TXp5u766vf/Ntxe3q/7ibnW76nsxpADcHrRu1aSk0q+Tl6Xzwnz2FyUCZOZecG8ZW/FZbR/hVT3M9jiHT42TtD67nLJb7mC7d2O38VgtH61idtkply5T9Nrdd0q/+Pkvv/766x//+MdfffXV8+fPj46Om6ZV1fPz89PTDzc3N9vt4B68vt/c3t56SIOvAT05sG3b6dQay8e3ODgu+RD+koZhuL+/f/fu3WazWa/XJfx3T0ZRH5OyPiq9vX8dHR2VgUj5y8609AmCVhBIzzZ0WayvAhaLhSNMvQv927/923/+538+Ojp6/vz5y/MXHirofy3GKGMa4/D8/Nmi66hAkv2SNHO5u1+Ji8WCEB8eHtbr9cXl5Zs3bx62G+9h2kVnCOwKCNxHz9UOLlUbx5GZ1eWAk/5eVDP0BSc9tk+FGPARUjrv2cxSIib05ZMRmnluFgcCZgqBOQbkoNiLSD8M1LbZ0mOmaqx5Cl9zmGq+bhm41ALO2p5XWr7d03huC4uv70k731NQUBFNU0sBZgCiHpuZUiJ0RnQckUQSe2CDOT8VFUzBBFABR5FR2IDQEIACIpOp9lOkDfpc4zFPKGssFZOoqlhOOvA7at6CAjMpIKCRwxLz5+6lZX5ATZGAOdZ5crB/anRenPyl3pjDGNJsePYKxFfKbvMrwpy8DBQt/1n/8Do5ZqrXcdShbi+hPPIUmQghHxxGQSCGPDG0STuak2WRFAEseonhOxdICEDblLb9+m47XrTrz2P3smnPKBxTOEBiBHNFkqEQgAkCoigLtggLjieHzfYAT9qDZ0cnJyfH/3j5/p+vL98/3N5vVjBuoulStssYlg2fLLplsBZhAcBApOSVCgkZGAGNbAiWEAlwNHU/a3Cfh1kEDSocQxCJficRxqbx5paIfFrLSIqGZgmsTodSzGDCEojokXMnkV9Au+pSGMaV2lr7UU1TE1QFyQg89l19aJuTedDFFBPc28SXZa5pRyBDn4xPxe1OgzehznfUqJVKIjM0qwzAvTPQsUNUGoTdDYrbcRxQxFObNLMGbb93eCJ1YFK6aQ16mZYH+7pCzvPTKiYR5hDC/V9WYcPLHanEUTyWqatpiVbX+T3mv5yj+XxWtJslCAZGk1tx6nVdvT81HTs0l722+XE9jztSIfyE8vO/GsPzd+z9HuvRd5mRv/e67zE+dP9Uw/1+b8ZyVMzPJyAuWItxAb9L2gqP7Qqm+0hrS6KFtW2TW3oXblNEzOz3UJxD/EpvUblbZY5JwN0ACfzEGtfsUWCrVZ0yKJRhIuiu46KA11NKSdJ2uzWTGCMZ2YQ8cVFQefwXwm8xpyEi1ZmhOyauna6PCChHgdk0nJ5fTDFS1k6/Evy9u4DlKVgl408p5taobvIzF9hsFEDMNkUkLoZAwxhoR5U0vceqA6r+PJky/KnJpV4pO4pZIVzRsWoRmkKJnTQDCDNaCqiq5KbJG/vWtx7FZUwZ2t6tE4DUssrUD1HTeAo2maSqzdDqbc4uOzSt8Vzl5K+q7eDcMCLSNM6hxjgXJV6n1nXDno2z7GocXu//pNY513SfejinqhRpsjBhcbj5UTIyzhNAnIAfCYGGlO4f+rv15n61eX9x9+Hm9vpuPRqPCRIEAzMIXdPFgOM4Pjw8PGy27kDrx7QzYp/SFF0hrNiJyJj60mXBzAGSvVVe4QHu339DeGqOlo9r4V7U+thK/pwPTtu2vjmZXkau8Jz7V7bQMQZmfvbsLKXVer15+/bdz37292dnZ+fn50dHR3/6p3/q6EtPXBART0RIQ79er13tuVqtHh4exnFcrVZlm+clpicf9P0my5vRUho8E+/y8tJJMGXL50HkqjPEtYi3ne/aNM1isTg4OPCX5F2rt21laelf6/XaX6p/ZN6puk2uNMBuJvS9n0thj4+PQwjDMHzzzTc//elPV3f3TdMcHh4+e/bs/Pz85cuXL1++PDk5OT45PDs7Ozo68ldY2ubQHHiAhJlJSttxBIDVavVXf/VXP/nJT9b3K44hpaRJQgh+rzOc51xPPm4yPVJRVamMlVQlmQQBBJfc466TZH8njICKKaWIKAyGqsAWwIxRHRnHrmBCBDNJrvLKLASqJ8uEvBeUWu7DT3I798YZezzP0pn79V5jKute8VNu9lxamk/TwDSbkB1iVN9SkmoEUEAxSQAGMBqMpmqWwB4221VI1AQCJAxiQDEGbpRc7sE+kqieHTQv2I1cbGIUk5JpH0bwltLveF4Zi9WIGjJziLwpmJbBHu5ULHvmiO9gOdRHVS1X86WdJqLYNv7nErzp5E+fKZuRKtrOukPr4i3fgWHHNE5W7OlqGAx8FOvBBkBEouJlmyAZgpIqkoExIJjnbSOoHwhtQqckPeh7Ga7X4zvafNYtXzbdq7Z7RnzKoUE3uSkboiAA8CTvI1SPPj8/XFj47Ohs+fzu5fHrX//Du7cf7q7vh+E9bni9jYjHXXNq/XHTLJlPQzzkEIWCQDBjUAZCtb4RR1X7FJ7dCohGYDxYAgtinKRpRExjjKws5dQnBWIFoBD98ezaZ4Q8eWRXlSIomjGagsNQg+gp86vFwSKm6zTc9cNaehtH9YmOkRCOOXEEI5bovBDJNDQi5o8SogBIvmkQMDFwkI+ng9ZrOqwKSJ26d8jBQnmHV57Okip+HlS5LPXZiLDPVVY0zEa4/Y6xdjHY0wX/3NohEPoCjeqq302GfmCBaU8so+DEUapvIB4+6RWp7qTS77+Sx56Lva5seouAmlsKNTWAZOJqTzBUmFB5hL4/fgLu+ojhWS2U5pamzmObAf1Qgf//f+3//qCu78l+D/4ANeeTP9zg9+8Td26gtRD0U6+/GJN2ISvfYbLcnbQ9ekRJQTI8SpBn8LntzvHBRyDXGnf2e5FvchRg3d5VYk4Fe/wArZtDVTVjv4h0jvbGKa1rusNV9vrSjTNz5qzAE5dQPURUNfLODzFDQbAIby3GWDSi9bNneuiqaklIz3Wh4/umClj37EB+AEqKUQxcgryp6nawXklV6IIqjbh6Y5KeBPEV8aTlSXn+OWkYit2lfLK1HCu7s1ABYMiYkGzemxdc075Lp50PAMTIdfs0139aHJ5YHNgZYxBj27YmmtLg/UPTzHs8rsb5aeitLgdKPToMk6zLOf/ko9tqOZXmsq+6WIqwszB76iVeqUjKSy0DiFqMsVMaMkznRpgq0YDAzEAUnGLtO8mUFJqDJHa7Hl6/u/r2w+XV3ep2NTz0I3G7HoZ+UACKbdt1C2Z6eFg/bNZ3t/er1Wrdb1PSEqUwkUISqiEiB2JmDFK8SdPHscsRBanCXXjPt+Z/GFN6TChxnYtUX55zNI6OOdG9LWg/+A+xIsMrzRWM4i+jnNiXH65cjug5DW+7N65+/I9/838vl8uXL19+73vfOzs7Ozw8XC6XZyenB8tF6ZoKk2Ny95EvEhHx6urq9evX9w/b29tbV0Xe3t5eXV3d399vN5sQAjBb9krlGbZUOmo/RReLRdM0z54980TB5XK5WCxcbOkLjZL5Uc4if7Pe5vkSzwGh19fXziD1//SwwXxDiHGxWJycnDx79syV4R4g8e3bb/31LLrFycnJcrn88qsvvvrqq6+++sq1rO4dQkSBTWCMoTGzcUgHXdu27Xa7/sXPf/bu7RuOoQkUKPTjEDESR+/6Sv5vubM9bvy86wMDpP1iq9jQSzllZkl6nEtDMCIklJQSYkogzExmxmRAjASGpmgCRqKzhVjVOYKAyATAblbZf2jiYznu3uX8pPy45riUDTAWNdW0yy7STZjedZY55f/UiVPqo8bMAgVRE4+xwZkdBZjAkuf1AQwqI4ASWqB16lfr0UZmhZFjA2Sa2V2iHj45B2lOq49cKHvZoIaGVrGmGSDFGE1ME5KMZknFJOloyMj+NhQAgWByDsxHzGW0hZ75iH36ZK28N4kuxCwiEtNCMCpC3JLpNw9Vp9/l/artzosjT4NUf/qAeONnaooJfYoBqGq+3XHoogEBgiJIJqSKGjEBC6ARK6AamI2iSKyRlZp7HVeWbobN+zRcpOFVd/D9xfIZxhYgKAYVmvalkzNLCTEAItuzZegOz05PT04X7Xl38I9vXn+4+PifAUcdR6RxHO5uUxv4uO0+Ozw+D+EA8AC5RUABUgVNLgBOkE0vAhqMBDQYigmNNkrixCnFVkxGxZYAwKThGMyZpZRFVVObYWDoGq7GLfEAHjynubRFFFugnYemC+Eg0aHZrY6gPKoMBj0mH68jErBvpKfTgGMEEtXYNEBk6FpCYwiA+4hsfbw7qvTkZvvaEtyV5xQnVL39szkH8Cnt6E5VTNM3sf4OfIJqYTZrGqeNwhTEhk/YsuZ/8mhZV/9tM5imVFQMEnlQotVwCqm8KaDZtwzzjc50WlK6fM8JouJ8WEQ09M7Th25AdU+6V/Y/Qd2slpn4+GDCrjT2D1ik/fEZnrXp848iBK33od/thdTf7Tc4R+/pZtV+y8soJxlV6iN8pMHwsLfH2YD1UxIRXT5fwUe1LPJ8vsBZEi8zS7NiBe9PXB7pgHFSc++5Ez+1St0JAZvMe2VUz8xI5rf4EEhVGffBJ9mtC1rYJE+yp/13EqGZdz6uPq8ousR70J29wqi2+njUUkm8yCYFgDCVvEWtCqDMbLqDikGTvVPXzEQBLfckPPH3FeZTBHcg5oFzD4vDsK1Dt2ne4US3Dha2h59Hld/UKcU0de756ZZ8AzING3LvigFZIMeJ5sEqIvq6Ly92hnEPiuTncBqVWJkZDYhC01BZ95bb0hy1p66HNwBIlWoLyqIJDSkjoNLQz+cDQo1hfJy0UXaA/pm67cor+GLk89VWvW7dfVYZIvZDP2013ZDNzlUPoQmhYWZCQiBTkKTvbu6u7+7fvvvw7uLqdrXdJhgVBw1pTGIcmrZt2y42anJ/e3N1ddf3vbd8ktzqkckTeekh6shTMsBkOPZuiKjSGtAHGbu2HAUAFf30vOzxKEfBxAvZJ5+sMwjNeXFpnOS106MBsJ4y+D8SEESNGFT7vs/UB999hUDL5ZKIXr9+/ctf/rJpY9u2z58/Pz8///zliz/5kz959dlLN15ut9v1eu2X2OHh4fHxsTd+2+328vLHH65ufv3rX79+/fry8nIYtgcHHREcHx86rjOlhMhEICLDsBUld9C1bes91fHxsSewl4K1npsUgKFUVN5i9/derljFvvjii77v1+u1BxV6NqA3rpvN5urq6urq6s2bN67VtEEJqIs5XiINw+XHj1cXF7/55ld/23W+AHz27NmzZ8+eP392cnLy4vNXh4eHp6enx8fHL87PGen6+vp//9/+l//0i79HsCZwGnoiCgSLNqLMeLf6AbJ7c4Oi5puCUtHZjsUhXh6IaskECz08SwgNJCuMVQCEQUcQMqNAAYmRkZpIIQIFQzS/1sqAoDyY5qloRXCpozXr6JH6VN/b9dUD09rFV+Zf/lWALkX1/WSQA844akVVb/Yg23e1ZELk+4ypgIlpAkwqo4kwY2Ru2tFsm0YDwaQJhg653yQ/zUTHikI0MnPWDFVAPyIaBgXL+AkfDCVJvo1BVsSURaiEqFjUX09iCPYqOJ045I8o3E8Mxx0QXx/5Eu7n60rfwIcQ9pioez28T1Kcfz1/fCHMKQ5QREmOlrFJ1CoIyAZsgBi1cLfd6Q6GagxKYrnSYgACMlBoR5UxGUS00BnIOI4P4/gwprWBEA0tPEM6AmyUlRgBDcXZ20REoAGQKMUxEWAX48HzF+eh+aJdfHtw+HBzdXN/t+6HEXADRoz3oveyve3otInPIp0wLyNEETYTF9nmOEMAc3GNYmAFIFGcaChooEFYEdU0Gouwx8QHNhFTQGKrSeMInZBPMhQgTTY3NOBIjcLSNKC1ISza9ggMhrCWcTUOoMlIJERjZG+tDUpYCBA20IWmjbElCoAYOHjtsp+sVjFFd0h1/nA3AoCkkk0wZjhrEKjCWs7clOmSxDKLmtiwXPL6SuWJs7eolFgKHqKBYI9IlXPXV21HSl0xuydgJnaWdGszyxFTRtXc2VNujGJ4hBWdWbg7Zq6yhahcFnngP70oL44UQT3I0n1FWTo35zeqiFWBE3kL9YnL+ekL/JGHpUBcsOob/2C1529heP4essw/ht50PnXA4ClINOInX2e5mT7OPdRPv7X6IWWqTy7EHj3M6sTkbIbLdlLIsIk8Ac03Av+BOoe37y36yolR4V6myBV7rIeuO7c9nOljcPZ3rQp3N/UpeUOlXPgrZMihf3gbAAAgAElEQVTgRaF3fXvCUb/KSgtEj8zi8Ikctj0uK+IT2p6ilqzbKv/igFaA17nJmfwfYGhQfFCIKhMgNO+IYFobxkhQkc0M64jSCSVarW2zvsgftLZ3+8h7qjKjDaHcbHBeaOyQ6Mnywj7LX9Gms2nqSyvrFzESO1SdAJT2o0StjkGHvXUumIh4nmGMHGMcx35Pl1Vq6DkebRclkrF7MoqknC9Hs7IUJx+jozz2Koy6gCsrAh/8d11XKnWp/mHtJspHgMjMutBV5wkhEmHwojGllEYxs2FI7rP6f765vF+t7x/W21EH5cFgKyZGSbRpmq7rAmM/bO9v724uP9ytNaW06ce+Tx6aJwIpgSF4cKWauxCBQMxMbKxGFVqdt/KkFOJJ1dbO42eW09g8Kqp+CBFlo/CuXHSxWFZL0bR3Tyaimlklmi8NESPSgki5ubnxzLqmjX69ZAhK23z55ZevXr1aLpfPnj17/vz50dGRLxJfvHjx/Pnzghj97LPPXlzfvnz58oc//OHNzY0Hmt/c3PhnsVqtLi4uHh4eCtERqem67vDw0PeKHrDuWX97T75yhs+JgtMC2VeOvrUoGBvvABeLhUtVy64ppXR3d5dSyu39eu15CcA5ttRQ61zNGONms1k9rN+9e9e2bdOE5XJ5eHj4/OWL56fPXr169eWXX/7FX/xFv93+zd/8zf/6P/9Pq9ubZddQoO12UEMOTGiAVM9698yc+w8jRVVl2IeHYdX2u3RCzQAUqdk5qUQVkWIgyIAl34620UWyFjkQs5IPxlJ1B6Op5AGa9v+4i2LfE22WlqNICvfiVevAhtKS+VfJb6g3+Xut407XZ2qmnrrmuNEcE767fM6LXxUBGE0ToBiMBkAYQsAYjMgCAJOoiuhgMMpYcNOA6gRaM29up/deCUSQAwAwRQhZrqkIKaWMZrEymqF5SQKARurAEJsA4FRUdurfBo6TTeu36aEKD6O6h+clRj9/HCW93W/7ezK2GvJZHGL+tR5mTz7vSk+z9tdyah+BMQJQAAP06GsxRkNTmqxQiNmNioiJELHpxyGNaqLsz1UDA7vRRJstiG7Dehsba7qOYgLGXCIpmrIpmZpZAG41qREgdjGcnJ695Pbq+GR9c/Or37z+9uPlXbKVQo/8oPF+LXdpfdLwWRPOWj4JcEjYMC7HOI1UvI3wyQeOpmyoAOxZ8mMa1ESEBFQ1pkRjwzHExuj/4+7NmiQ5kjQxPczcPa7MrKxCoQB0A+iePmZ7dlZkheSuCB/4w1eEQj7wYZayD+TIDofs2Z6ZRuOoM6+43N1MVfmg5kdEJoDuOfjAkhYIUB0ZGeFubqaq3xUDsSkjsQETICOWHboyU6TeCcAMBghmZBohsFktQoSRoAq0wipX613fVhxI+qKS8Biw0ncReMtrBJQR8Xg87vf7po6LpvLZwWPuwLjhnCo5cez6JseRU084eBQf9bjghJm1+0h+nmug4Dw+V60EUziwUfIJB5obj12f13xiZfY9H5EMBpHneQkFkzSaRDSEqoZTwjudccjnX3P+/86xknHR+zDVdx6lSU9oJy3GPMXAJmXjDK0bP+TJD84yEOGJ7gaH5nn4vfov0G2Ff5EGb34YzMsUNf1+z5bva0Xw+5qZR0idwffYutgo7YPvkfYNxirz5Y0/2COdZ0XMoCe3nZ1jcQSjYyUgTvnscGK8/ojjO3hwz/ElsXNl4OnXeVrj98OBhI+/C0wCLQsxFIYk6oC68zjtmz85oXAbijIYZ1YWNBS1rt8j8g6ryPnmZw8iqsqZrYWnNThZBYY6deR3ORtnpl4rs2kXM1AJ3isaIRjIhwXJxCnumXEqUBhtfgSeLTwRcZvm8rOaB4/Byb3TUxD8p5qmATXnpuKpj7nO+MC+hQ3x7udUVRx6Ld8xXUgRYzQTHL6O3zdErEJ8ZDk7dIMMMx9OM+vjkGPjxtNTZ66GGHzmRUMRBgBVsQDVlPuxH9OcJneWWdMSic4afim2OjzGVPhAuoQEJudWUalMzUbxz5j/NgEFQdF4JAAzB6bIDDlr27aH/XG/P3rLcX+/vQ3Pqmb58pNrwXDzsHt7cw8iVV2tN03O+Xg8HPbb43Z73G/74/6giwE3UFElMjeELTeOFJRx2Hj11DHSjDyocURCzphUIk9TIR4vNjMjdFdoOHPLmIgmp+8/N60OwfMhZPRAG6x6HAA3UCNC4slPn9kdVpKZ7XY74uKZ6ZTIRV1988037tW5Wq2ur68vLi5cGvcXf/EXv/nNbzwEwj0tlxdXl5eXL168eHh4eHh48H7Pc/+6rru5uXn9+vXNzU1R2cXSmC2Xy8Gb9zyfepSEqep+v/dl4LacVVWN1LWUkrdwrrxy0rW3f74JxBjX6zUzv3jxwlWId3d3Ln3s+3578+B4YNsduq7r+37IEM8hhHoYOR2P6XA4vHnz5u//4Xfr9bqu60Xd/P3v/tvV1dVf/dVfvXv7JjC1XY99z7FsCJISEz9pYHAWgFSaAS2H4JzwoqohsHrzcaLyAMdqmAhmHOlFVceAMXKsQlVVdV01TVPXEeVAjMzkPIoxSXWaEw0eYKfpkTJmbEx50Dhl8Ix562c+zOP5OGpTRwXa+Dg/9qp9EkgUyQo2Qhg4uS/kE8Wgy5xMM4CAKYAYiCeNBzZCIOJAHEMGZDRSaGLju40T6fu+9w1qvz9M096ZcTBXNSGyIQ4Zm9FjzdAgG1DyoBcREJ0oLSMc5w7v2dRs/oCD3/gRmf/hqu5JIs+YOeSH4Pz6M7MneTwGE/CUvwOExNxmQwRi8eSP8ZVG6Ony7FFUZgDGBog1mRKAKQYFNmSnPaAqgQQCREEDJiPs3TS/DtEYTc3p6xiN4SH1etj1gNAsm9XFs9WmJWZQAgyBGJBASc0kI1iDSMzZoM99gFCvlpuq+h8//uyjavPb5ps/3G6/eth2yTRUPdmHlPa5fTjKXdDrhi9rXjB9bs/LdLu4EpA/XX0WRmAfxhqAmqpqyqEuUZaYNWgUBdYYInjGnts2EZWePRgKGoEaFedZ/3vXnQYENGAFplARPa82TWpC34XckfSaxVQziAkWdYxZoZEoiuHbt2/M7PJiHfga0QIxMT7B/xpKl4mVXbC+SSyjA+d4GPmEaeAyoGqztYZz5QgA9Kkv1gOEk/JlegFSyZQa5HmAQB5ifRK/MyOPkoJ/zqmwL6NQHSxVCih+0k2cjNI8QbmEAxbjTZ6xpu1Rum8pCD3071TKiORNqXqFW3i8UAZRhU06TsFwFgo3gK0Tu9Ue5ZCfMTln9mazF9jsZfgnNWtPNF2I4QmtIc723yeAs0kKxzOzVhciAICiju3+nA2CsxH4HGbC2ZhcGXywBuOszEBREZ9owk6aTKOZTQkBaNGuDztaNJvhSlyEUGCIbFg+m8K0mo+SiIiRzDKaiafdmRISgQtXrUJW0dRJ3/dUcG0UGhPDJwGmBQQMpU8AG1M+BoXDoBJ1yb7aoOoyUKtKrYxmAmDuFDxlCdhgGVpGKGEcIJgBMZARiB/whkamggGJDUBE0Y3RzIKZJMloRoRJMjOSZUKigAoiYkjGUNQMiBhodJ6RaSqsU0lazeRnoF5PwDh5UjSiklrOzH6sTtMPMwHnxdkowOMBUARA9FAD/w0m444WmHwKbpoHPlhiIubRAULHfxCB61nKI48sBjkrWx53kDn/MBvgkE1r5nYAWGAfKcZZ/WClRX3vZEOfv4MpWvFN8cBczSKWvXeQXjg4hYNRQZ3YC1DFErrlTEL/cXE6BZS4Q+cQIiIyjbN6NUAwx5pdRoWIGGjUnuWss/zDKU2eq4AuLxoyD70x7lI/WIEPoz7TyWURi9eWqpmqYFOIPgZmopYAgJiIwcwoEgEw43qzBADrjqrFFEGl9H+e814Ya1LM7IHJVCsgM9WURcGsRa4pAMZFb3jbybcftt++ffhwvw/x+vInf/bLFx95e9C1/ebmw6JavH9/87A75NTvD8ftdr/fHw9t2/eaUkj5YSxey75lFoayAACMJv/0wKhlxoEzQo34lXaVmvuIOAClMGXmej/mxMgxlnokuXFgRg40BBuaFmsqO4HHfYQ/UJpnkKwPMhRNgJhGKruZETAiLdypWwyQ3WPaBPosJQ2SUBRSZ8c+MSsz99s+Bt2GVNcxhO3r6v1isViumkXdtPfHTbW++stL4bTbtUTU00NTyYvruF6urq+4bRd9n73u79p0v314ePjiYXfwZAi46/fHY5+zqqW2FQ4cg4MhSBaIJff98dAej7v7+7u7u4e2FPdVXW0uLlarVdM0l5eXfd/f3t5ut1uOYbVaFcNSh3dmbeRyuby8vIx1DKG6qOLVs+fX1y98cP5wd9+2rWv/vEfd7/ft8di27TxQrngIISxo3+8e2h3eAv+n//Q//+zLn717/ZYESGwdo4hIUhNSRq6rLP0IHLn2w7d6MS1DH/BgXxNAJiFEA80mqBZCoIgUeLTIU5dQFTd1BlIjS5bBRSwoFZORhsiLKlwt6s2y2SyaZcUMiFWsqtiL9qqLWNUxqopBjtEO3Ra1b6BG48BNrQG7VHEXmQIwquRkYBZDXQWkYIQGmpKkrEnBhCXTUt0CEQBUEU0ZO5GeTBhzQjGQBCgYlDrzMO7B1XM22sCSqGwegerI3j5CTBQ7rJFzzgJ9IDRKgEfJd6Ct9vvj8Rg4HBJSkJyzAStxJ/0elWuWZdOsmmOfyAiTNswUfMiFHluvqgChGsZhdRWKMWxhXhQNi6UjAETkwGimSVMvCkxmapG0ghwsRBNFQcqprTJVAhWGhJSaRcd62+0OpBAATYUEiM3Kzg6zSOFSnQ+OeBOSM/QPBqm8gmwoNg0JzSRnUyWiMAvCiSPbZdzEiOhxNhViRmIichJbnvlvjUQSy5mYAzMZkJqm7cBxZWU6EiqSeeQjAwGyQhSlbAygUV3eNNjioREqYraqZT5StTW4If7a8Kt6+T/lvVcWhGSIGRgxKNcIYfT505CdEt9E+w/3h18+3/xl88n/8Rr+81fv/++7u/tMqV51QEaxt/hun+OBLpfr5XL5oW6XIV6GamncZGuSLYAr79xQFaAlACZjMgJEbDAvgIJaVK01VZKqFELdIwWKAWOFTMaBmAxxx344hgohKIqAqoqhmrWI4D6oBqxAxr883PVkR4Q7sg9g7y1/0PSQZSfWIyWJgiwCBhyqlagpXrz+0D0cqU1hs14umxAiBgqaEwBwIEIsWWKEGYZsdUSCYGB+vJoqIjADaMbiwqrCVQlV8EyDEdMbdLPMbDixQGOoT6q28iNju6i+Ppn8ZgVFgCEYG8BjPcwDBhFJwbIJEBCBiyxUdAJ1hgSRGao0sfAyntjRW0mQLJXhmWeyZ6uU66LoGJwiaU6GNAycwM0LyjTNXY0InRMCYCUHEFE8VHNMl9VsOFLYaIYLFh8HmCl9TtAXHTaZJ8iJ+ANN3alWEJ9Gy0YfGLTwA/aVPwoT/TCgdPZW9AgJHAG3uX70n08TfTzzOCPKD2Yn8Fgv99go8pRhxf4KVUWnRIuMYVnziMJRVTUx7k6najibAeBJQAQaTXMMo1PrlyJzVbUxWs3mbuDgZLOnsqHmLC+fHI1p9aNjCpkBeEGJoZh2mPMPiQGSPL6wjxfDPIxrvmDPJH+jBm/OEXV0fuKruLXM8ITPxv957rQ552kMjKCJOMQDP9CpbkRUNmRXRJsjWpM6IqV+dD4c2z9HHc/IkEQUoCiORs7ACFDAo4yNkdHk12sErJCDw3EuJhQRH/efsmSJJgbmqek/KjzK+x4VicxMJTLOVV8yXpNZvJ6OJDqYAZ5E5L6vU8UwyAjRdBwinhn9QdGiupG0jpmuRHiyaRgBAMeKzLIWoy7LOZuaQc7ZbTwIQZxgAwoAhzaFEADdrNwk5WT7/eH+fnd8e3O/azPHxec//fLFy4+ff/RxqOLz588XzfLt+3dt333zzXf7/X6/Pzw8PHR98nCClKRLKWf19TBekzmmMVeRTYZDj3JcAjMTbTYbzxg4Ho9uU2E25LAYMFKMwcG0GGPkcDwecxZfCiIimkPFI4PRl7HTF8ffPjdn997SYZ+cs6oU8T+P6HFR1Q41I9o0GB6fNciWCz4ybNjONG5NgzFmCB15S17XdYj88uXLl+3Lt9v3r+/fXtiFf9JYUdnSIFaRmOrV0qtGTpJfHNrd8Xg4tPv9vuu6w40HAW7vd7v7h13btqlT1XaxWvZ92rXbh4e7m9v3u93ueDwcDodIi9KAbe3m9tbZa8vlMoTQdd1+vxdTVypWVXW5WXs2vaq6p8t6vQaAi6tLf4JjXS8Wi9VqhYjdy5eIKCm3betBhbe3tw5XHo/H7XZ72O8dAPTb0WcwAwrMHB62u3cfbo5dClVMqXdPOQGrYlCgPkvgpx1aH0c7PtI6zF5vML+bOHhKmZU4UAD1Yi8wNlVY1nG1WqxXzXrZrJrYBPb4gKqKoEbAGbkKMTAjcs45hCbWiyY2BGiAnWZEzLmPiRiUY6xig0RIlnOvSmgg5uCaAiGAptyhQSaPEcxEpGB9f/TezkE51QymMID5g58l2GSX54rWc2nfoCEH8UkIGhCGSIPlb/HsoSyj7U0ZwziriogCG1LZZsQLUjDRYaY2nWXjyTXu6ie0hT4hgKpkIwUBVTDr+943KReDG2FG61XYDQYNMmg2zCLZCtmeJgdxAFQsDhZ/gq/bifbERrrmHF0sgOpcGTsrfM+097P2j054zjCL64CnwmaGjKiczUgJmYzcFJaK5slOKGtjCUsGBiBGPrg0QhMQsDbLvm1vt9st5yrGyMQig8KQvSku0ZJoc7YX1nUT+HkTfh7iA5G+ef3393dd2weuyaMOIqHSIXX7uxb4uK7r/XJ9XS8uqTImNUjgPFI3HiU0JS1xIaLaGwiSIElwSMoEiYISaEBEYwJjiO7v4sUYmutKAIgMzGPoDQQmz0lL7GnCUANvbKHMHOuV2e2hPRocxFrRhL1wNFQAImY1O7THNx/yvj1ulotFU61XSz9TJWWEQuQhA1Qxcpt0MMliCCJuNTlcumGCjmWOXHyn4FyKVsyopjg+CGGgSpbwpPmEwkba8BD1wU+aaZRMBT0pxGehfyddnz1ldXv21I/Vz+ibcPbIjNKuM7ua00hDnL1mAO70HDDXYTceLfR46BVdd23zPe6Hu5Wn//XUCRLwaebjnyLTC//ktuoH1Mbwrx/r90+2HsWn5IKPv8h4AHiAKbkVp8/JRvG06hg69Lj5ntWLzvLEOQ1yxFBp1oIaFXSSbA49e6ckZmQOA3pLqTbp/eYJJwXUBp1RXCeN/uS6UZa0lK+TRcSo4Gc4Q0YJStJ6qHhm/DjoYmeqFQQ8o2jSPNidim3j+KUITjw/5haco8cjIhIPRpan9jBP8FpnW8bIchn9XcaL4FlJseKiX54R3xHRk3vGPqcQR/FpbowNAr+BueS58Z6qZ3NlmpnOtfUO9roajhDHqMyh1YwAOiG65ZLruEuWZJjyGdBA5CSF0leJe35Gn5sNiT1smlNOJ6HqGBjmWRd0oqeCkU06s1y3+fFvc0PRMqovZHc1PxyLoxehgjj0iTJOUpCAsJigRtceIFrOyX8vCBp42bjeXOec2z6LBEC6ezh89d27h+3ROMbF+qeff/7JT7549vzFYrVZLJZX11fM/P7dh6+//vqv//qv/+7vfrfbHcRsu92n7AAODixWneuLfP3E4Y8OT/r4GvcKmpVQEGNcDX9cD5Zzn1KXUq+qzNHPNpecuYwtxrjdbnNKqe/daC+XSbwaCDF7TJOIwFHVMoCpz0EYOCAH9AbSs+n6vj8O8NRcpHHGNe1oyDrHUHyvzQCsTFuGwA/D4kGqmMxIpRAuAhIibC6fv/j0xceff7y6XlllVhkA5iSUaaA3kAHg8BxVVWNmq5VdJP+6Ked8t31/OByO+3Z3v3v35u2HDzfb2+1+vz/cPeyPh/3xuDtsb7e7w/GYQXIVYi7EJDUbvGFwu92GEMp/MjGzpwLefnjvSQ++XPu+f/ny5SeffOJr3hmqfgt8+dch+mN7lZ95m+3J8l3X7be7/X7v3eButzsej7m93R+OOStQaNu+z7raXPR9n3XruW2W1ZCRg2QtcVbTBBDOmI1l+nZito4Tf8U8D8BJIl5e6BjxYuZsBUNkAgsIFWFT02oZL1bVelWtmhgjMQEiuKtgIO+BQlVVdagI+tQLVihiKUBTVQKqChRsuajW19eXl5cXFxer1bqJFRmRQd92HuGY2n1WUTBRdUDGo6V9QkEEbHDsupw6TUmziibLMgzaTvzXp/Nu1ulNj6SoKZqRmmZNRuYaVERUkdR1h92u6zrOORplcYgcM4qYKWNV11zFrCoCvSkKZkz+MXxPPpO62cyN+SzVAEMAM1Q/+DAgGat0KkOViXXEXnJKOafI5ElOAUjMBEoANCOiDYTCcrOnaf4/wcp7rqGal92+e5TgpfmGf6qiP/uXUd06V+mPVfiYATi2kRwDmrsnmBGhEgQQU2QCZgNFQAVEQDVAc2h7GvMzophjUQhMOec25zvJvKN3C94wX8aKRC1nIiNGI8gmYOQUCBpaC0WUSFjFC2q+XCyhWaw2V6tvvs1ff/NeRCULWjYTsl7NRN6l/i7JXZtu6uNVVV/WzWVVr5grwIowEgWwAEBJCZEBe7ZOkjvJxRh7tcosmAYNQUNUCyEECcpGRFYDeYPkwhwCNAyACQeTLtQR82lZAFERAtIKIFCzMu2NrjTsst5DejDZAbSWekVFcglRn7XLx2OXdm23rKtnok3FdRW4bB6OmguquI8vFIRKjRCNhw7GsdjzxuhMXwA0YwWeGDfgGNI277vO+pV54zT8z2V8c0/RAU8fxM+jSKHwPBURUc4JknZunzaZg+AAIeBpyzd+kcKL8SLcDTVwYrSeky3P8gzP/q+R1UnEY5D9oOey8q4//GjPZWtPenjOqKRz2f+f2nOFx83bk2DXj0Jqf4x+7P/jhvCEuf74A9jTo7WZ7w6YeMqOC6RQtaB8JaFhTJr6HhOeYU5WsL7Ro2WUZQ8RbTT7+4LGn9KWtfR+aKA2NJAuM6dp/RWQHc+nBPPMQBzXa0GNVNVcOKE6zySYhiLDW3kNOjB6y7iacLqMNBs0ztHNAckr+Jiqlpg1G89a/SFDV79uOl2RGOPMem6MT8QxbIFgQtK4quD0UXGzBPeBoMG9aezz66qac1pK/TE0NvODE04jPU6i3pmdkuegzSibmwxLzI/Pch3MqKSf4wQbFo8JnSxSRystdeO4mbceMp6JEqdPhTTnVwPy6Dw5+eUEZuaUEiCdRY3LLHMZbLpQYagKFIhgFmJJ5Ynw+6oF1yRVlxUUtNoJJD1lGqHFcUCAFhiLyi6loj9ERMTX7+5irDlUvejdw/bb1x92XV5dfnT5/OWnn33+2U+/ePnxJ7FpEDiEUC+qruv6nNq2dVLrsT8eDy7c0iRuY2aqYIQOjlnBi8JqtdpsNu4v4nFwh8PBs+AGg5DJ5LCqqtVqdXV1dX197TkHzhUcHCagiUgh+ss2m03TNH5wtvud9J2mlHKSAjuAzxj8bZ2mOC6JMdd+pBgw88Xl2hsb4uJI4V16nzLieVxEYnEVKAUCAMsmWUE8gghwjBUZDr8sEIMtV42HmF9dXT17dvnJJ598/vnnv/rVrz775NPlcjkEEhAqjSkmjjSAqhG12nvHEilQzSFEVWg2nHNGQenTw839u+/efff1N+/evX/z7gPkpDnBamWBqvbY5r7te7hrB3eiaeIwojFEFKvKydi+bvf7fd9nIogx5pwPh4NTN1WhaZpnV8/9xY5AIVEVY6Aq1OWai8iLj1+WPJs+jRTQw+HQHu5uPtzdb3dZ5HBoP375YlE3fd/e3t6qSoi1UcoGTAwB54pochHesA2e4S1P2HwTjpathiUkeHB3dpEFAxCaBbSKQhVh3YTLZdws42rBdY3EAqhuCNtbp2KEAZHMmJEiBwZKCoysAl2XACgEWq8Wn//sJ1/+4mcvX768urrabDbrxZKRLCkBSp/2+8N2u7293769/fDd69cfbm/6415V6xBDCJb7XhUAsqn0vaYsOYs681VxYrmWImaKPFU5S2qZXGEUydSMkkoIVFWhriOCaupz2+23O8k5ZwWAnNTMlDWrJQNjwhigqpJJUpBh6ooAIDrnKcw9HubeGPNIScdteFCUEgKBIpGIZerBmCCAcM77XvIxa3GsZjBFwcH1wYiB/cxHNPvBAfr3/fHVe1ZT6aMKePT5mKaopyDe43rJoymmc2fw055DhaN/mLPg/IhnQDBQRbBszslnM/IwXHV2DTtlz5z9xm5+iMBqGYnUkBiSGYg+pO5rpJfVokIkwGhIhpMgCE+KYwUy0K4iFSPAFYcvN882YXEZll2b/s+3b3aSLAAwZkeAYmwFOpNDktu0X4bu2aJ7tlhdVOGiqpeAK+Slz1PUAhCiElKSlCQrGOW+Qa1RI0S2XFmsDaJKFImkTKRgFFzcq4bsii1AjgxZcSC3Fr5f4jKsZ9PGsDbYKGWgq9gcGO5Dvsn5Vvt7k51Jp7nTQEQhxKyUVOXQtV1qs6xXi82qrqtYMcVAYGI5Iyio4BD2SQXZU1Hz7tuAFAcfhrna9iTfXL8PNZmb258mNBQTzon1pjiBFvNjSYdeD+dYx+x34SQ+PLP1nvWT9hgdK9uIm5+fAAzz/fb7yJNecsPIiRsDtzyHXUTtJErH5vDD3B6mOI3gaV/3CNJ0t1abKQB/uO16wp7jj2uyAvz/7s+j4AR8fGNHYKrsX09tu5Os89R/sqBD7oWXRXKOc5e2M3W0kySJbOzN9CQMwKcLo9nG6GZjCD7E9aHWNMxDKdkPDKQT2943EROaUTJmk4lRZws0Y/PPrNIGY8bzlvWUmTpfZ8MEcYpsGi0xR/3YYJs5xeOdPrHlyRx1ZedAvZ8xXo+qzbc80BcAACAASURBVD1RJj+Yoe9FcCkBiogN+rozrKMwPAtl0rzjGn0XR0G8/3OuSp2vnLlvp80+0nAdxmDi4pA+LaHBAwYRA7k3PTEzasn/PrMxEJXHTuhjAz3tmaqPA7XGfcMTz3mGBBJRvViMXUSh0Q6+kO6Yd/Y0+UTcZxQ8qMVM5dyLwuOeKph1v2O/H0QEjMbqziMt3J3NFEwzeGwXGgMSUSDiEBkwZzVCQkbEUDcP293d/e12f9wdO65XP//Vb1795IvnL15+9OrV1eV11dQi5hZ2Yj0Fvr6+/vWvf80cP/3006+++fr9u5vb29u+749d77Q9M4uhcpfnGGPTNN6bORyEiH3fuyuJh8L5T0XiseXzMPG6rkUktR0ZrBfLVbPwNyeiuqrquvaog6Zp+r5/eHjYbrer5XLRNO4pUjg57p+5WnlGuQNZboviaekecemLMAauA19cXPiyX61WbmqSUnIcY85VLhS1Sjwvoalqn33krs9ZV4sll4lD4Rp4h2LSN02zXK89usB9O9fr9cXVpcf6EZC2qqoMbCoDMI3IrMxEwU1T/PDlGAKiIKlqUy1yzhE4ID1brK+Wy3VTX603TVU3VeBbrlPf1MvNst+1x+1hz7T0rhsQaBi+dF3nM6CUUpI8fnEHqBHBiaDOr354eFislilJ3/c3NzfM0RMCY1MXPXCh44q7Mrg4U1Wllnq5WF1sPnr1sZm1+13btvv9se3TbrvdrFdMECMfDoebm/dGyKFyywuKkcfBULmk7Nl9/lHx1EvMwEO6Bv75KKEpeo/JLdbJFCgIYIwQGBeRFwu6WtfPLhbrJq4WoamISWfPvpkl8UdXU+F4G5CRP3ECgGgXm9WXX37+H//Dv//5z7+4urpaLBZ1jE3TVMQmRgaq0CU5tv3D8fD6/Yd/+Or3X3/7+u3v/+H29na/OzZNw8xO7MyaU99LTiKOrYuWnpzsqT9wyu2c/l7NiZlmWUE4cLNqmroiUOklH9rjYQeiIKpAnq+VRXsAQbMYhTmZppwyse9zzMwGiGxl1OIk/9FnddzMgQhVs6o4icMACK3hMPLtCXGxWKhC5mCYgKNhdGHz4X6XTNXUICihACaDLKMXAnjMQdHl/TNKnbkv92yIMJ0mDoyPO8wPI35APGPojINaGNOPzgxdFcxNEMZZhiggBysonCKSAZZUSCpa1tkJ7nWR61tdLRUS5B3oH7qsXbeMiwgQPOpdTAgMzNBTJQsW5HQFrYP1AkkqoQi0XKya5/jh5e3bu/s/HHYWyELsPeMEVTQgRQqQVFrTXdd9UFke4PlycRnDddVcx2qNBIxmEADNoM9y6PusCSV0ANHyAhdROSuogrEaKzIgcWJkVWPlGIjMkMscrcjbUceJDyowoJm75ZABO/HZKAMtyVZcr2JYW1zn/jYdjyA3ymogpoykgAIgAv2u7VI+HLu6otWiXi3rOjIABVRVBZnbdIuBj2ZRIQiaAgOQoVWoj1EfItLv023RGMHloxzyvWlm/TK9VWF4IhC4x9KA0oqO5KDSGf3pUq+nRG5Y7NAJz0zFC/8LbC7xEhtDPCbO+cmlwLFzmAywcEyXeATHTdjgaeT6GUvzPHWjFPP4tKhP9Y9xdXls6Dq/feGHSaI/cpV/bDr1dMTCj6kB//ld3xOGot/fB09iidN2As0NMYah8oAU4dCrjL5kkenxG87DwOFkY7UzMWFZBISoQ8Dl7GKN8iEyMFMAnkBxRs/Tg8IuZkCatW0Dw5CeIKCOPe2gp9dx0gmniZxD1lw5OYb3HCaFJtPUZnaQENpZ14dD7IyDiqc7CD65SOZRtrPrSTBDluaJGj5IHwWiRYp2ko0+BY+GGAaczUaQ08wgp7Nf57R1m12uGQGGHf87nX4JFBz11K9f3FbY3JoVERGjWR66vlxskYZTObBXq3kQ+xa6zthDj4PYKc4F55QDhAmShXlUNzh9X9LY9fWIiMOb24mCHwCgsPbNzAKPsrcwmqDmDKD9YMsuZxPl6UMaIboWpuzww+qSKZTZtdgMKWUFJOR6sTSg3fFwOByPGr99c/v23XsI9ebZi1/8+b/9xb/5i+vnH6826+ViXVAa7VRT3/fIioir1eqnP/3pcrn+yU9+cvtw71aQXZuOXeuGjapaVVVWcJ3Y2G7NHVPc2qHv+9HjcbNcM7MTLL2vaNv2w4cPx+PRzJxe6HzLEEIMXHqtpnHJ3/39/Xa7dVmamXmrNlir8WK5dKBvblB5OBzGIUK5F+5OeXkxZtn5jjQCksXaZBZ8J9j7J6mqCgFSSn2bRCQSRw7MkQdmizeBWfoYq0WzdLPN9Xq9vthsNpsSAE0hm5oYAjOzpD1gsS5kxjDR2n1KCoEMEQhMwXKXOBsyUqBY8cXFharGqnJOUpuTPhgANNX6olkeFxeHw86/XYghVtVcceRtc1bxXD5V7dvjmEXmV8Oj2w3BDGOMXZvev79xEWa9WlZVNUZHTPZUp+opv91EVNf1c44i0vd927bPLi+Y4OX15d3N2647ZtMqVsgxGQFhkGIqM/q+Dok+0+M6P6HMJ8ljEN/Q9aGBDbISHLNeVZhCZFjEsGpo3cTLVXWxiE1FFRlCKm70RIgYOZqCkQGojzqHok2647Fq7Pn1i59+9smXP/vpr3/5i3/361+8un62Wi1ijMwEIbhdASADoKa8X8T15Wp9dbF5fvnpF5999+LZb3/729///vfH46EMwgDBMKcsKdvYy7lBn5z0dYM82cOTbZ4DMXhH+ctYQQwtVLxaLZqmQrGUjv1+d9ztVVXEEooCqVkGSwASA1ZVZjQTTUnZEJnRQ1cZDSxMcSDzFujsA4wW0D69ZctOVPFQ8kjow1tlhEC0qEgWSJa6VpJYBkQxoBYxmVtnTG0uIArII2u/H6/EHjPxzizQzeBMOzqOMsd1NQguTmvcU7npfPDtx/foxlyKS3XSMANMdtGEhINmTBEIUUgBB+BxMBt7NEtVJcZgCdhM35iFnC5St+Z6aUhoqGboznDntCYFyKYIWhEFQlZcAsV68W9fffrVzc3xdfs25SwGROowrdVEbGRK1EtuQY+StoD3D/fXVd0uNQHmuslEtVEAi50mMzHr1TTlhMfKxIACsUazLBAVgrERknWdjnmJFJjKTNrAuBSHs/sd3MjHBI1YzVmhCAJZkZkZY+TGeEF2QXBMPYe6z2l3TC0AcbBABmCIbS+HdhsZ9ov6Mi8vVqu6CoTBStM9nr0qlgmDojvPsiJ6C5QsTbTeGeUHZuTnkzyr+WoEMNMfIAPOGZ7zlIKZUNBVTE+ANI/6onOAWuc/hHAaSPFD7clsOIKqWkLbR2yIEE4cMcaYDzCiWZgbDkQMkBNn/Sm87UTd+kjUPcorfvRD/4DNyh/L8PxnTpjmhPI/VVP4r/THZtTNHwJJH0EoT0SjDmEJo3qnQLlqlkVTNlU+a9yHCcesc3hicIEleNJHZQVS8/HVvFM9VXoo6RCnpgJjTDkBY3j0YNgE05HNV4tjUKqKaoOPmiCZT0EHMAqwWElOwSNjie9+Y8N3m1ogODk/Ztb2hcmJZ0AZGczxsTkq622h95muMiyzbUQiGtOHrOSgetT7BMTTAG64x8bs1hdNnTPiRm1hSaVHBIAqhLPJEBGNsZt4QnsocUtOZpwKa5EYIzOfneSSShkK7htllnMmKrMuVQVUAnT2kF/qEMIYwABgZEMon/FYFM7mbb6OZb6GJwocTk+rG0varLsbSHq+CweCkyRTnG36iLOfGhxriMg4BhLfEgGA3cC0DBdATWzGhvVR4GgYj4BlWOzW0i7LEe1yVjPttE9yv9tvH/Z/ePNVvVi9+vznH7367MWrzz75/OcfffKT5WrNHL2yRwA1RSYi6ro9M9f14qOP6s3m8qNXH4/EyBLzlZJDLjFGVXBrzbqux2ZvTiMZk9+8Wo1czV1VvDc7Ho/OQF4ulwBwPB59DYdAZ7PGvu9TSk6P9KVewB9ENeCZm4vny4359WNZPKpAR7PK8b6M7d8Qwh7G50ukK7ErIZiZ5CwiIBBjLApeDPPxTZtb957x5jbGGOvFYEwKWZNp2VzUjCONmYHDiKc8d/5PkbLyzcxSMarZ5dyl3ghxXV0tntsyhMsVNNF+/4ebtzeSUkUxhLj66CMiappmtV7HKo7bSM65bVuvrvq+3+12fd+nrj0cDt6VbbdbvxT7/f5++4DIIYSmXjbN0mP9jKmqquvr688+++z58+fe2sUQqqoaV+xc5lTF2lmjRHSx2bx6+TywSbf79JNXb9+8vt8+QCDgkEWg+DjQ2EPi+Py43//3KCB8w5y8E61w5LCYwRIiBsS6grrhReTVIl6s6lXDq5ojKkKhChRjH0QF4ACqBqhAJAqAGggRhNQ4ymcvr3/z57/+N7/8s59//tOfvPro44uLJQAcWzjsARzLMACDuobFkharzabZhHihq9VFdfVs9dnm4uJivVotfv+Hrz98+NClhEhmlnIW39/G+L2yDRfevrmHp6QxX6cMImd7BSEJiKEagpFVVVgtm2UVUSQfj+1u3273IWsSYSuZbj1YDgyx4kWNdRTEDAqqpE61d/fjydByvCdjhz8n7U/WSghoIMMWqggG0KUekE00dQlF0UAC5JrhYpUPnRx6QAOwjqw3zIDqWJWij3AV3ZoQ/9Sx+GwoaY+ZSmZw5rN/9lNndBg49bEYy575QTAK/OaYoSCysZlBcaouvtLEjAgKxkhGxoqKCpw8+QINEM0jEtzfwEOPgQyQkS0J3DLELNdt/6IOl8ymBiSEIEUoRQA6ZKCRIWgWzAIYIiGRgtoq4JfXz/6HP/t5XNR/++7tPz48iAozJ9Sag4C5f4w/konIEFIS61O2/VFsm/Jl3ayrqubwggxiQ4iUWTWpQkpyOLSB0GK2UFnKEjVHjcRZyDdLEQkSkDNLNEIiAWIgJCNPwjCzmE8McqQQAsUCIlgwRWFGazB0gRNF4tj14UbhPuceqRfoEZi5F82CIirQZ7Gu10VdbVZNYA4hREYwdToGYXEaUVQwv6IIQKIynTI2r4KmJt901mlMdlOe6o4zaui5K4mI6GA2r+WeO6AyIGglkb5EX86EplPDM7cIpBOtzaySh5kQFwevzUdcbh0IFGMu4jQ3GcEPNQTyOBb/r+JP44EQc2xuiNymwdnl+3ma8NgYZd7K/iim9WTjN29if6Tre4zn/vE2LT+6N53uJnqGC49t0oyMa/+qreDZXz2i/+FZ531GILai6wNQG08m9s1obp/4aDJxdnfHLztCvYoQaQpnn2JPShKaFmYwI6kZKJJHh+lJmHVBYHTsmhDR6XiDheIQXjBEKYoVBxLCp1WdQ4K5kaGojJTCEamMgR5j625zcgKcznThhQ8wB9NmnpxD3zsLr6MR6iw/NUZLeynrPVLgWd7XLCIpzKabMOOglpJOi/f9KLPps4591CjkG+3LxvOy2KMNgeNmxoyeIUZU59QNdfbU0Ia6HhPGTPOku4B+cP4EAx1LjdT1LgArEBAjM1sxZcCRmHrW+5kRFvcUMyMmHJzccL5Ey6cKwXE8LGbG09WHmaFCFXjKW7ci5hQRG/q08p4UiaiOPNpoqapImi0P9y4zAI+1VRI3lURC8kGA14UpZaoWSLq937/5cPewOyY1ovCzX/755vLZi49ePf/41fOPP7m4/rg33LWpaTgEDhgYLKe+b/uce0R2iVkIYbVaVYvGOZyT8QyAd0dEBFDm0CMy5q/xCC8dBiRTxWPk4M8Iknt7NpfQyODxa6jzB2F8t8Vi4f2bD9FHd6h5gze+eCRZ+cvGU83DD/0HHZ/0t+r73rG+uU1FxBMxqlva+KxhpoKeYH+sxd8NmXPOnbY+vGCKZoaqyICBASDnxEiWVcQUjJBo8OwREI97ljFEHlSyHdrDw2777ub9/WHXrJbPXz5fbS4uPr2WCo/S3e8f7h7u+n0mEETyJnm1Wl1dXeKg33M4dL1ee9cnIi9evCCi9rDf7Xalq9zt/Cvc398nyX1fUtqPx+7u7s7NA7fbrapeXV29fPnyxYsXr169evHixccvPhrFk973+gPuM6++76sQLtbLVR1UUnfYNgFXi7jdSc5g7vMYgxfKJexujGR0W4sT82Y806IPY3FEUCQgIEQL3kYyeJD65TIsmmrZxFUTN4vYRFxEIBASVHeORVYB1+1Q24kphYYDZQBUQRSmRAAfP3vx3/3mz/7jv//LLz5++XyzetZw3N/DzV172LWpVTBEw8AUQ1wsm4sLvLiExRKWy3q5+nhRXVYXh2Z1cbF88dH1xd/81//6N3/75s27tutT35vieIi5vkHVAhTAUQuBIo3n6Qnhcxhs4ZjVh4ZkHKiK1ARmy3Ls07Hru45Us2oyz+uzhJbIQh2hqbGuNDLHAMHdiNCndWSQ7YmYVh/cjACg7/lu45w0gZkl7UcwEKDLCSmoakpZszCwmmRUXlYpp3y0BAktJIWD6dFECMTLWjNFt3s2Mv5jZtZnVP9R6TqYdZ2aZ5id6ffO+JnjdzypVfQkUHfcPeZRKPM3z4EKM0hBiQkBiUAEwAiNgY3MdYE8RD8gMhIgeE0CiEDAnnpc+M0UAGQLVIne9LIN2gJHM/ZAIJDijjic50iECDWyuSsYmoC4n8om8G8+/XS1WS8WC/v9P3693x8NOkMUKWAkgSAbA5hllSpUh5z7Y79r013TXa3zFW0aok0MREgSQuoos6qCqEiPxL0gBtBgIpYkB2K2emQoOzqqbtMdAxoSspGBmU+FFhAUQcEEIeMQBAcQKIAZirEKAdTe2RJrCB3hBvBdl+9Tesg+KDFAY4zImHN+6I+Hrq+qKikummrZ1EgBwdCZ9kCTdRmoUwdG9dGwDCYt6zCwUTMD4nPF3bQgfZPXuQfmCTg0YX043OsSLIQjjIGPoqzdSdHgrOs7qajVntS+etenqvAUq/EMz2dmBZzxzW3qaYe8zbHrK4SukmxhY3fqDgFzEdMPJILjKfnzj7FNwacs+ufl94+CfmGE+L8nL9X+yO7uSZPME1XxrPw9bYrgyddP/8L/hAbP8BSciXM85NwXZ0qjPmmgR7bD4LxqZoxEAFmTioAal6gEe9JCZhJKDZ5Xo4lLAWHUt+wT7fXc6wURDdVtn4bBGzI6v0LQTqRciooBAZhPGmmFgZjhThXDzMZttwCYGLHsx7NvwewY3eCgqepCoGHmcWJ1XUrhWUdBA1qiqo4hGJyIwidcjggpzH13zgIhZmYt47idZ99cB5JhVpxCV+fDnrnriR/2MMS1EGKMcQ42Qk4jjXNk9zHhWfs6jq9mvwjmKj7vJUKYkgCcyeB/P/flH/9TRGBq2MztVbzFKOjZuE+dDm69E3jMRJ+8W0/JlniSBU9z14QJuwN7nLFRRmUEbnE5diPjtRIRVAwhcCQ0YNIYKm/lzDoRydqrqpgxMAUOFPpeOJbwOjEFDL3mpLzbt29v7t/f7nZtT9Xi1aef/fTzLz/5+JPlerPaXC4vrqrFUjloNiSMddX3reR+2TRAli1HRm/kVNUIicgfHO+XHOAloiqyBBQRU2X2hdTDkI5AhHUdnSKoml3nQ4QAJjmpZjMZbSFDoLaV0ePAtUwAxky5tNDz+lIRrW0Pc7qEf7yUMhGPNda4OzlA53XY/HbP07fGE3rEK84WhsCkNUVkF2oys3eNbjLkj4P5KCS1vhi649FBUULyiNrxt0FGBA4ArbpxXwBVt7H3Ez2L1jEEguJ1qFlE2r5/8/b1t6+/27V7YDDsj/vQLMKzq5eRqU/d3f3N119/fbw/1pvLlMTEUkr39/fNoqmbpuu6sSd3zDN1XsNb27Ymslqt/O9fvnw5grSH9ti2/X6/N0UAOh6Pfd/v9/tFVe/3+zfffvfd199UVeXMz5998aWn/D179sxNTUo6fAxqtqgr0/zR9eWXn7367f/zN//4u9/+43/77e7+dhHCMec2C4qKCXI8G3f6DfJr/sjweaASQGbggERoqrmKTKaMEAIHAh8wNVX94gKaOjZV1USsIzaRqwAqXTYiK4C9ATFRNoBkIVRk3LUdVMgEmo8B8mcvn//3/+7Xf/nlp19sml9eL4Npfv3V/TevYdcKqKECqJIBoSIcY9xWddhsmstn1dWzcHmFm4tFU8f1ctG8RAJk2Fxe/Of//b/8zd/+lozATMUN+1AFRCyECDqi6GKzNK3JOZOcNTMI74HMQEEQLQS+vFherVbRjPq+b4/vvvvWREWEEJNIB6oEwkRNjXXMBALqzQCosNPdyB9kBklhxq2wLDAjRDoqRyNTBbFTAgALgmoi0nWd+0WZdVl8n0SAZALiPlZ11EXOx0xsQvDQ95lImMX1aAhACOyWxfYDopjH5VaeByAPBd88MAkehbCPy8//3adFT6AHcJ42NL87o8BhVAunbBkkEgMTCiBCwDh4D40Dc0MTY3YkRMxQGAMyGUJRAzKG4pVOJZatAzya3Uu+6boXDa0iB1Q1weIBM9qVAwKwAuaSmJosUwBlMLWAsFH8tFmlV5+JaPX6uzft8agii3jou4wWmdoiZmEAtqyAmEH3Iv0x7XR/p9g0+aOq/ujZdVThvrKcLfW5PaJ51FLu1VQ1Sa5Uqqpq8jQnJaIQqhiRQ9CUqSIABlEnBQMBY/RCUyELWEb3byIxIUAmQjVSBBUzrACvQ+5N6xgix2VumtTfi9wcjiFGI0yS1AAgiFDb5dc3D+vl8nJDa6OKKUAIZEgImAIgAHQpm2YmYo7dzGZlblx34toy28TGnC0FQ/OBCg4mQ+eStoH4NvfzLIvD/w9RL4BATMMjVwWvkbqcJrB6+FQ+jT+jPQ90uuKPMBetiGj5zKNry0DncWDQZu4foool7xA9grn4WRfHGFOwYQbhafJgeKpdMjuFt56maM67UPw+Xd/USk60wKfcKEsT8USz9sMMz5kV/49TzJ/8hE86nH5fdsK/FCkUT4DgM0HXOdZ39pHPDLXPLrwnihSkTFVEcJDjPzIOsScb4POvSVi0+zNvzHM0crjHqGamRASIZOKHUVmIhWBM84aKPCNbDacgCmfDg5vsZc2up2IYDDdCqAKP+CE5rfQp/Tc9UkI6FDpNAecGLY9owPNHQlVdBDhaAE8zCSdbgg5fZxTY0ExASKOtC9OkQ5vK5Uche361RPJoyjSHFh2POyNzqsrZTSzd52wVeYhjMWtB8iZogGwLn2manjL7qnTvYIcEiQjHXD0zgoGAK5Bzdrl8CAGLZ7XfRj3X4AEYsvu0O099VHmiloF6NdixIiJSwMk2hiaTNGJUKYUCjHZcvvKBMDum5JkSc3BME6qCZPdb811M1QSRQ0DGYGaduAhQNGMgNrPDoW27xByBYN/Zu9vtm/e3bz7cU7X47Ke/+PTzLz/6+LNnz559+vI5xwo5AjNQAMIQMOd8PO5j5GrRAKhIitGhtmJ/yKfjfG8VRuFryVG0k8Cu0Q3yDACfr/lxOjDib6P21Y8l/0sA4CaomqiamiZ1MmpKafJ3Hdq2QoIDnHfaftfGDmcERkaXjuGnTra7Wc7lODQBA/YJu3NSnHIjaEol/dtXChCoiqHV4H65EokNicDzExWYkVyF4vWrENFBPRgQvVYp+5amwJWIoVrNQU0Ox36/3z68fbu7u6N2/6KKl1ebi4v1crNskJbtsQLsl/X79cWyim817fvWFCNXIuIBerGqRMRdUr0Xret6VO3nnG0wufXa1B8cAGiWi5Tk+fPny8V6tdo4Lzd1/X6/9zSC+/v73W7XHtvj/vCH33/V1PV6vXYbm5cvX7qTzXK9WCwWq8VyuWyayB/efvf73/3d7/6vv2n39xfLWgFx32bpkwojRmKbuT3BbPgyJ8b7NEoJivDWbxcZmBIaowbGyuOgOdR1XC3quq6frXLdxDqGKnDFUAWKxT6MwMhXPQCZsZmiBTJCg4CEZhXausKP1vUXn7748vrii6vlp0sOdx+2r7/t7+6qJJCNyaD4yhROCvYh7w/5/n735i2tN6sX14sXH8PFhq8/Xcb6k8s1wqsQeLvd3j3svvnm24CRSFNKOQsgIWLXdQ16caTnbi6lHNSzomJoZtBMA+HFYvHy2VVDKMf2eHfXbfe560mNgIw5+aoOAWLEKnIdMAaKgao4r4TMLNuJh+e8QZpP5ebwOzufkA1REUmV3RxBwAAyAKu7spGCodWcclImiAGRjiJ7lcTk4DUCePKPmCoYQ/hjWr7JrQHP1X0/UBHN8yFHTHVeF50cH3BSrY2szrOIi/EFMgxjSQTRXPbBAobEooiG5oJ7IsDUHWOsQwhAKKZi6EZd7sI5pJ15PAklwk71YPZgtgXZFLIhFoMOhMkdQQ0JKwFBEDJFyOSbnJLQAulFVdnmsnvRocHq7sP7/e4d2SZEQejBIIu6WDApihEwAQOyIB4zdruOO3mzVlp266paLJeVqradAJFazr160KomCtqDRY+cVamsYmXC4CxmVmVmJgZAn6EM+hESMCU1DGZqA0iGgVEcEyMAA2T3q1vmvgIEsByZIsVFvTBsluu9pG3X55zRGH3cbHZsJeVjl6xt+82qaWKIaAmlrmKWDJoJrAksYGCJuZqzrkasQqHYHZ+kmCAC0pxdBXDe9alORS9pgTTHc6eAen70lsSm0mzNUWibeFowlwjNEYJRojKmWEOREBVC1tlR/r35AognmPiUtP6oQRhqXCqpVEOR9D2I3B+D4z2Gvs4QKvxBmd8/V9f3fQF3f6qby5Oaziff9k91Lv7ju74nPW1wfgvhKYzx9ISYELzxJFBFLVF+f5ILzny4a4QEs5Id594tNv+cioJGQ4/HXJ6BycfyjMgBACgn+/VURLo2iQbG4+BLEkKIscBujizxxPHQ+a8gGKkj86i9M3rSGXaKc5HAyd4B9uRDWF6MxUD58Ql3ks45bQVFHzyzKj7BD2GIuj4LzPA/bqoxx6XdLhJPAQAAIABJREFUNfGM2VKgFTlPySsTqKEAHXZAMzMONFnClE3NnNful9F3KD+gVTUEOquHipvLQEAeyhGY247P4uvlrFc3YpA8rxWGFMXS+I1ThkF9xGQ6C+Iz9+abyyn99o19CBEhVohUNnMYXIUMRTNzhQxiphmTZACom3Xf91ksm3aC2/uH1+9v37y7MYoXz17+6i/+7PnLTz765CdXzz/aXD7bbDbrmoFQxRKU8IuKkRlzSpIVDVN7NBBGyjktlxsnOqaUXIXl32X0TRlAY8g58cAQLoY8Obumd2i85fwhEpgDwqPPgZs8nVGkDuk4PzJHWNXFpWN/MrdJmJdl4yTyLJhrOmhm0WfjgpwvWvcdIqIMaFQEDGamoO6Bp2gGJlDiQxBQUNUUNIIZImPwU1SyGmNAQEIGMpEMooBgass6iA2IjW9rqqiAZqCZTLu0a/eH/e6h67ru9VdrxBer+vnlxYury2WzIDTtkuVdZ3DYttVuz21rbd9jR7GqEH2Z3d8/LFcrM+u67uuvv95utznnGCMFdgcFRNyslmNi+9yRX0wB6Orq6tWrV59++hNm3u/3Jno4HB4eHna73W632263+93OMUAP7bi7u/vw4cNvf/tbv0eXl6v1en317OJnn39x2fDN62/+t//1f9lvb5vIIVbHlI9dioGyhqppGNkpQGPnMPYV3oiWeXcWU0W0ECiE4H03gREZIwawRRWaKkbGugoXq8V6s6rr+qrpqqqqqxACMUF07oNEj/LTQooiAAxAIUREDBwZjJnZ9OPV8orCrz579etXz1/V0T68udvv081NlXMgRg7oJY8BjIkLlhWsV0gG+vDQ3d3y23fVan34WVo9f7Zabz6/frZsajTouo4NvvrHb8s8LCVkZgq9ZgEZmSC+3Ee7F5/xnST4DRkPvqktm/rq8uL6YtMQdvf3D+/fd/ud5CyZehMC7hGNEGLQgMaoBIGAAAKhiqgZA4KCEYqIWDIjM5lnqwIADQ69ImWq4jJL4jCw6GFkBMTYi2nf5TblPiX16TAqhgZCtpjBsO/1oe93uesRIERC33zIUMwl13+Ej+dpKNn8PKLHwWWjymO+a40A1GNWyPhPndmnPS6fxu1r0rETEWJ2ShEqgrFZJAQQM0JQ5uA2n2RGmg0JvMlhBkMg9SwB7+WczWtIhMoQMqSd2r2kOwmXFUfE2ud1AIpFV4n2/7L2bj+SI1l657mYGUl3j3teqqv6Or3qnoFGLUha7NNiX/Zv1tM+LjDYCzSrBkYLYUdT3V2VnZWZcfdwd5Jmds7ZByPpdI/IqmrNBBKNrsjIcDqdpNk55/t+HxAoCjlFIBAAIUgEhTwSFCpUTxU2zl694eCrwItPsDMBQmXXi7qcAcmUe+nRmzMqoZjJVE1izprSN9K1Zm/Ozt+sTsgF37BnjyKc+tzHpElNJWuyHFVMICSpxJxznqRw/7z3RM4rcNDS2kHHZtaBAqGOmlc2BQRUZC2jNDIw2bdfDTUbkmO3rIKrmsZX5776qm4e+/5m/Xj7uH5qt2kkermq1pye1rvU9bGNy0VY1HXtUTVhGR2AjgxzNedn2xuau5qf590N3szSUxgsJ3P2z7MaRvWo6ht67qKISDBoXicC5/fQKY+yJcxMjQ5ItuUIxgHd0T5qTJyyA5OZwZHCEwZZ+hArJWgEpGYwgIiGtr2CsaHSpMPCY6vaMc7l5bkX/IgOzvN673vqjs/8Fbof+aD5wUDAz9FcPjfom109P8T8/AvNfnvsyks4VzuMQZweoM8G2SN39dChV3CLlmWizR6lAT63Rz+bheKzjIR9zMJB/vh4q+BYApW3RuPuFWei2RkkaSqUBi7ooQLE+q6XlADB1b7kkYzLroqIMh0NjgaRIBxIHHk/BD6gtkyuJ5oFvAxcSoLZLlaI9m5mpueLk027c3qWRGcH4FAdq7uZvHY2tadDM9s0sxrKM7U9Q7I4OhDmWQhlO17kZPOPuPyMnzEe5lfXKOvF+cZ9vmufEmhGZDxCSfMb9/qqmmi/ss7hIlAiuma5SfP8hqlgqPxQReiIjCAiQ4+IktMBLKGMgcZH3xS+VwrCUuQPfV/bC3SZZi5WybNGcjYQ0mJPNsIy/yk+fTJFQ3Peg1cReVhL16dt29/er9+9/3i33q7OLt787Le/+eu/ffX2i1evv2iWJ6FuSpqAAj5ud0SETENrgq1IpAMDkZlo17Y3N9c559VqVYyHR7db2a+MXXxlYlVLMUeIc9XuTA0i0ymdPvoS2uKY2bmu6x4fHlLOi6YpysMYy9bOB++L8c+KQ338ZMGAAJnd3hRffE6Ts6X0NyeQrhWZavmOEhIx6WAn3qtx5hO/51OUQaA1tJZm3gVVLaubKaMREwMhojMz1ZYWTOiJCZFMTTOKqGQ1YDACM1DRbGBMdLHbiYpktVKRI+WUcp/6dtfvtrnvnKm1W3t6hK7/eXw4W63O65Nl+0jbBxRV0aS0EWsV1/dPt//0p/zpfmEsAgKQMRdzUdd119fXp6eny+XSe9+27c3NTc65DMhKjecIJzNeVVV7pA0Tsy8OvXLvLBYLU6ub5vziYijnsxRMa06p7boSm9G2bbvblZT2p6f727vr9++++e7bb6x7ipvHh9vrRVWpZkDOOdfBd0kiZiaHI3diSHkZ6fbleJxz5dbTnFVUJA4BnyZoQgiVp4BYBz5Z1qsmMFlgXi3cogLHUjEwCBk5IAIUNTBwxOWCojIaGEFajBWC1j44s0AIzr2+uqw5/OL1q1eS6cN3ouaTrJI03imT8ti/M6US8awGYGzgC7AvJk1reXxswTb3j3p+sfzqS3/1+m2zWP7qpyvHX5xd/Mf/+L/96Y/fMnuP1OcERR88dk6PchrE5Cgrb3CUoc+aAKSq3OvLiy8vL85C4C6uP3xaf/dJdz1DScNDM+uDA4dQsfMsDAwqKsFIRSxnMDNkpam2MTWBUUdDRGXZj6mnwWuM7MjBGGaQ0RCyaiGwsZWccA9qDogRPGJSEaFMHIHqpklC2/j02LUPXb8TjYYZoeBbnFpZSvElMdaLW8CZlW0GFZvvdw8hcM/jiI+gA8/zjWyWRHXUAD0KbR+24OQLjkY4GRJgNvPICGCeCNURCQESEBOu6kYVcs4RBNmDRwU0UCycHGACAwRVU6DaiIB2Fj9JPhFcGdXoK0BSMQAxEAQDYwNWYMtqfsz/BgMrpYUSMCFbqoGuKu8uzxesl2Tr9eO27zvNlfdN5RS9GUqoLBlm0yxmlgEyajIV049pe39zfb3dflwsLxeL16vVRd2wkKtctWw45RT7mHpRlaSb2DqX6pxDCI7YkQteQlDE6FPyUhExOWZxRJR9KshzLGA/IK9gZihDXzojCaEQKJMBMVXGBFVdLZbVYkHLE6gaq6oI8FXf3949fLq5vrt/LEk/mxxFTFWyyEMbHx+gCr6qfeV50VSrZe2ZTSITFKv2frHAvbe87ADmEt8jmst4kdCMuIsTKf6IYD9tVYd+f1mRTRVMERRQC/Vir13a74d11r6AmcPIZrWM7dWXRV4xpx7sjw0P0SJEe4bnfj6JWGavL5gGDbSMG+cI+2JCnOX7vVCnwQtEFhiX++8f4r3o6PsLaCYAAPYXMzx/ZB78i87Cz5Bg7F+26oMXchhfEtECfs+DdRTu2ryiKqK9FGOOUUVQbVgLiZ49Iu1ZODw8V0jvnVdEpnqQqG6ztz9gLAERkIcg71Ju7QmiqCX8em8/LVtAUTPzzolI6mPf97Hrg/dl01Os7URUguN4hr48GNmZvdh5md7iVPVNinDa92zG0D+aL0I034lOGu7J1Hso77GpkPvcdTINDOe9lGFIdbCADbe3mfngxySoodc1vFzsp6FQUeiVHcrcOrX39WUDlGd+P0U1N4FbpidpPpaJEnEBC+whcvMCUrLBTFZhAACFF0Jo03Ro+MhoKMWnAWMiIprCAw+atcFXeJh+oc9Ys/PG2DSDMps2kiQ57tVQ45tFRAUp88jh8kMsU0D2DoGzltYi7vq0bfub6/769uaf/vDtp7v7k/PLv/rN3/z1v/7dz3/56y9++rOLi4umaVJKXdf17a5MXIErBdCcTQRR6spXBVDmfYzx7vHu//2Hf/i7v/s/cs7/9t/9u9/89q9CCOWjDKFeLpf7lAsr9SeIqSkw+yz9/NOZaEDPd1HTJxJT0r5fr9c3NzcppYuLizrGKTwghNA0TV3X3nuaO2Fmy54nnu+fCMrYFydC7+CH0rIeoKmpWDnTMC19eKBhng64NE2ObplQdvAIqgYqBAAqaGKFr4bmlDwPjRsze+wffbH+qppmUkFTiS2bEpgD05xSH00zEZ10mwJ1EBHJFruuXz/tNtunx/vNw/3j9acT78/PTl6vlk0VLnDnHm7xHnIWUEBk4yBcJfBPCW5v1tfv3+22G3SNmAMOzDSE5ag+Pj6mlOq6Pj8/f3p62mw2u90uz+JVhNDMNpvNfOgKAKGu6npR1/X1l9cx5uVyWdd1lDw32YYQTprTyQQ1PalijG3bpj6un+66XdvH9vL05Bc/efOP//CfK++SiRH4UBu5p+5JFcDIStAkMxEpviQVnvguSC64XdtniSrIKMG7ZROWlQ8OKoaTxp8uQvBUMVWBvAdHQhksSxLQpENPAY2ZCBQRg3cekajkgiJUiwpgGUIjskQ8AeLm5KxqlhSqNrFBRYGAkAOwQ5i1cZHHkSGAAkiELGBCTIRWohHPvv22e/9u9/G75uc/55/9/PTVm7/58s2C6fH65uM379pu5xwrQi/JQC2LqZqI2Jzgomj7nPGD6VOSgoetnPvi6vKr128u6ybe3a4/ftre3VvfoyEgg2MD6h2AI/IojARKJs0gTCjw/NI7GYCcnqwgvUpX0kDVDAxCCHNTwOQJr7wryDQBI0JwDGBkYKhoBOIIyGVspZcsplJSIkSkz1nMFCmqJTUzYTUEZAN05pDge9VP82tmYi5MK8UhCfCFDdVhGPRn54eToO5FHPy88XrAPu3LAgSmoKiIKACYwCEgM6khgAOqnavJn4JD78X7neYnyV1KCEjO2TB/VUMUMwUzhCqjASWwe4ifFK/UX5pfKjbmBABAilCBAVjVK7Q0eK5QkQ0JB8iHMDAQmQbVM0d4ulqa3Lvl+5tP19tNRIvIPaqg48DkCdWKtFJQkkpUSSrSnOQY7yStH+8+bdeftsur5eJqsTytqlUVXBU4Bh/rFDvL0mo2U81JECuyjJIk55ydC6qgCsjM3jmnzCwTN640rRAKsRvYKVhUEzVhpLquVouwqJ/qM2Ji77XyHCoKFTjfS3aqS/Pu4vx80bSv2+223e12H24/Pm02265XA2AShT5an7Pzuult28vZyWJRNYCWVQB1PjHbW1zH+KtJJHIsBtaZbmroUx94xAAAMgEWUUhJdQE02kM8DacevJqCzdqX83jpYf3EOYxg8jNMF3BZMMsoFaa+/r5Rzs+NbGUnrDDdU8NGGpBxHxAPe9Q8DnrHaXM6oadotkmY3YY4Y9O8oNkBsx8UbX4/a/Ofq/D8MdDOH9Q0vnhwnyuHpoSQF+yH/6IwzyO73fe9i9mQmmYxfSKCs1LEfug9HjxSD5UYn33lcQ9OYxhkCVxhJprHXw6MIIGDKfH+figkxli+uj7GCOMEv8hsgImZyfHEoJ/KGy7Xp5Wmz1FKx4FT/MW42BdP/gHKxfaugxeZQOMyM5FH90ammTVy0peaje44m4WS42GLYbrRBs3erOobwD/eT3VOOQDnXNfKfloyTtUAwAOB4RGhEUAZ0BQGfuN45Dy+nfnA0Ez88Ayi4rqc2xptIF7CyO2cHnNwJBdkcgqINowRJk3gcNiH8gZXmtiwJ7gQEY+ZfmpEqPZMMThZOqfxI8zO24RBd5UVc5cJAAMYEZCVprhzZJBivnvcvvvuw8PDw3/9+jpm3Wx3YXH+y9/87e/+w//0q//ht1dv3p6enQHAetvFvh1AUCYoMUFdXFpExsyVZyY0le16d/+w/vjx4+Pj08XFxWp5+vbV2/V67UcHY9MsS82w3W5vru9OT0/fvHlzeXkZQi0iqr1DN3PEHYDL5gFis6tU+tjGGEVTs6hqC86TWh7/aMqGvalln/3V6WXOOcZuQo+UMx9CwDIR1kGtzM4BkRzqmadx7pG7ZihmUOfTyPnC8DwVzRU5jamKoCmXsGMxyYlUUIWKUdPAVEz1LWQyM82Qk0lGyWQ57XaWE1kuVR93veSEiG3claIrxty33Xbbru8f2qd133bLKvymqZdBFrBbJAnmmyZKGsmNxAkoQuggbdS9u998fXP/3fauRU6eo+NQ16CxCGjNNKVc2gFllBpC6LrOJBf/HjP3bVfQOxOToJyEnPN6vf7973//h6//dHn56vXr1xcXF83JqmmaEtVYVVVxD6pqCRwfLiEkX1clze8nX75u21Ylvbm8+MUXb7v13dP9TYpeRIjdehd3u50pVs2SfXCo5RMXGIW745ONmWl8DqTUxxhFUtn/hOCXTX12tjxd1oHBaW4C1pWrPHpCR8gghCgRzAySZqfIpAhIqKCgwg5IjYgJFNAhIXgmIu+4IliRuyRfOz1xDSVY+ABiklVVfV1BXWPfshXe4piAOlDNMiKbQwBCMgWJWbKlVZfJtBN5MnGS65z96cXb87O//qtf/eLnX/7hj9+0KQEjI4hNGQ5aRF9Hes4XdyAE6Jw7XZ28efX6dLXMqb+/uX66f8hdxwpDVhihkCkRMBqSgWUTp5hVvGUQJsBS9wmUDLnB3T2/8acifw4sme5Bj6iIGWRCOhcfpYkxEqPzOfdIKaUMmlNSsdT2oOicQ1VJOpd+sAJYid0F+rwR6DNbJpvyb8ex/0DaOCJz/vjt43Pp03MqwXOkGRkpADKDgRKWYAAtokQDQyVg72jpq5OmPvW1MLcqXVYUdW6gyiEZlqQ6xNILEYRaTMASQa+2kbjJucMkxoTOUMHIEBS1mGxILDsd5Coji9AUTVXMjMCQ0IzAFo50Uf1aT3xUZ3yv6cmghCVHNWQkQ/QF0ciqxsP0MIBzllLOeaeq3WYX2zbF81BdLhYnPizYVVUViCVlhaxZyIrFE00BzJKJjqm2QORExAszOxFjEmZ0Tp0SkRAhaUn1QkIiEEJ0HEKo6/r+8goRgckIezPNCXIyQhATzUy6qqtF8CdV0y+XjuXe8+3juksaVQXUFI0wZYiakkgWjcvKOyKCwHu7uM1gB3M5scKxCXZGLSm5YnpEc8ExngteGuEM/WLDAYqCRkgI+yTJMU6dACDpXjClM9SZ2sy5CmVnBzNw+6Cxh1k2ydjdMJvlW9IY87D37M06sIikZqNkdFY0Hsz6fmBS9dmI9h/hEfsxiM4fFAv8kK/vRzvW5oEEP9iy+otKx38Rm99R3fW8lvz+s0kD5wAn3wGVPCV74ejxMxf3Uan5F8XyAAASAurIB8xlmK7jGHAyXh8Osod/27VtjDH10cw8uxG9V7r7aLSfbyhCkR4NOXslY34WLj+Vw8+jGktcw8CtYjw+/zZ3zQ3V6rhuyeymwTl5crZ/nfv98LnVlWj/7YPRFsBETh/YZUW6MDwHdOqDlheOXTvVexMIcbFYzMc++3UvKzz7sEs1rqqmB6z/UQcOReh1tO6OaOC9wlMJmcl5Hg2lBmBlV6oiE4xkSG+jsjeySeRmZqpDcsBAIhgPPsZI43B2+viKsW06/vnl2vf9PiOE9sakwvgez9VwxrJEslyyqLBUkaVnYkDIpTh8eFj/6U/vPn36lPD0cbPbtv0vfvLzX//mb37569+cXFwCu+0uEoOVhHoVSb2kqEwS3MDQd94zgmbJqZiyPn64/nj9iQD/zd/+24uLC1XlBrz3aFDqvffv33/zzTfffPPN48PTL3/5y9/97ner1WlVoarGtssQafwqnqup8JvH9E2Ncx142VrX9Wq1cs6V4LjFYlEi2ss/L9nut9c3U5pfiR8YSEWipdVSfhUzm1f23gDndJbnIqspNYuZAfdF6XSpT+O+uYGKiLjvGEkATBIrwIBHFOg6zQklq1pSAc3lDdbb6yRZUoKcNXeQE0iCnCAn0kxMqOJSZFVESFyi17LEKF2CXcubjd+1K6bTEF4v3FkTqlBIBFHihgCcd0iuN+li9xS3W6rfPcX/+u2n/3a7e+yBT974xbLLrM5p13nvAUDimDKK2Pd9yeKrqiqrwBirOEV6zgO4y897X6WUPnz4cHNz9/XXX4cQXF1VVVVwna9fv3779u3FxUVVVW3XNXVdKr3ye6qqCuzqqj49PV0tlhdny6VjVdhsdk3tS0MwxhhjZle7EESJHY44Vj3ydhKR876ggPpd27at8yUeE733y+Xy/OzsbNlUTj0ag1SMnhQl5dRLL0QA2UmJxPaOHBuiCw6JDMaHOo5pomCdJk/eTEDVkQXCCrky8N5Dn8CQF0sGlJw4iwGNpDEuzaEsJYSBBhAflhQ/NTYjAtWAkPv+5sPHGFNjdvZz11y8+tmXP/nrf/Wbu7uH9uYahAAVTCbM7LCe4oE94WhXoACe2UCdo7Ozs6urq6aqdk8P6/uHdvOkKXvnDVAA1FQS8EkFjsyxEdpM8ZhzduwKkAgBjICg2LeK9hbKn/GJ13rviYDIjbmmiEgWB2qTjiJ7FeGiZHHOoYr3zLH0NB+2XWx76VNp4VEe8GnDopAhigRALXR5X33/JuR4t2Dw3EV/1Ip9kZr+OQPO86rvqFF6FG6xd3AVIqKNExtCU5SsSCSAgAQEgapF8KeL5VlYbrp2veu6HM075qBEWYUGXXmZxQ6GPZBcIg0TaG/Ya05qogYOwQ6apIXhITSs+GjAg0vdFFBAhw4GgFMAzyur3uJZijGJxvap1yyOkSmnbGilf6qmAmJoSMoIoh6YkRk1F9XBJvX5vu9DLX1ni6VrViFUjh2K1cHFGE20DItN9AgvB0Qi4kyZGSUDEzsnJmbBHAMYIJnlwi0jGzxHIqJZOhcQEchEUpKcUiyzOEfskNAQTRl4EXztGOnVatGcnp5uuvSwbe/WT20UHaw/mEQet22SfrVo6uAd6hFBfR7ENWDPAGcbqglDiAqDvzSmBGN4mM1CR+kzQ6ZxewMISEVwYnpk0hkFoVO7k8sB7VsPSEfMjvJcLQePiPrcHDiJy2g/3LMpbX1keKrOB5v7qPZp1FCS+iZ1Ic5Svg/HeHagKP3e6uPzDM/p53/E1Opzsz4dVNBg+xFE2RPP6vV5OMZ8UrEHOc4adc9ELOPUdYoxPNi1y8EjZpztHDzzp9fW+Vit5Ns8/zEcYksBRv747Af2U6Iyn+Eh5EZVrbhdyoWMxWYwFuCluNKUIWZI4gCJPdqYPlae24ME04rIAcCQ7YAug6XlAEMrClVACRABRZPbP1IH680IJiYbrzBCLslJA0Xbxr6YoampKZGNMAlCZFPOKeWk221WMRFCROe9sTPiwNE555mdIyJDSQYoSggZhFTQM5OREYDS8+nlEWR2MOVPBacfxIflzmdmhD2jgsbp/0DCwPnvkQlcOvZTucz0Zouczph4hICqogoOiRiICNjNLhWFPdLaEDETsO2jw3gGKVVVF/yhfdhyzjLYgnGeDAEARoV+4Ybn1rhwFr4wz0SeIlIS7Q3ARlXnMK4ZkaRE4eCCz0lE1aSUjNNNT4jk3HQpOyTnCA7Up2MffXRaMtLhqErL43vWHk4y4kkY94q4ofZQ4SE7y5JOBbYagIGI5DIyHSCo8Vw1O1YmA+sQwShHQ6F603dtcrcP8ff/9PjnT9zF1xvrW3EJ7eTy9as3b1bLeuEx9xsjSpYHB93IR3HgFo2GYMC51y5nZLSY212/edzcRHl883Z5enpa1TUiqkLbd4931+/fv398XDsOAHR399Bunt6+vvr1L3756uxq6Svr8sP17X/++7+/WMJqtTo9P1udnLnlIlAFjjFQF60gIEv9PCxmZpq0scUKrKkDGcQYb3dd3/fsq7Pzi9h27W7zcHvDhJpTdK6LqWt7ZIfsYoK+jbvN9mSxXK6apqnRITkLTUgSK+WKqkyWHVoI6BgNUNSbcykTamCrGraAUVPW1Ow4pqQm6J1bVOA5Se5TJlEH5MF5ZM5GnUruDXqIOyexkd6lrZNsKfZtx1ldCQFPHce1dY+cd6QJlHPOJEoGCIBZwSz3XSD0jhkJ0UCyqYJqa9u+TybAytbm+NStlK6Wl977ZbO4WC08G1gCUGDmXANi7NwT+wdubjl8UPjQwd9/881tenXncr8EpNpbOPXOUiQG0QSD8CpDzu1TZGYwQVDTTENEZFZVIjf2dGGc9xMieiZQQ4AqOGZkBrDUbzf9hp7u8Po9ffNPYblcnp6eNs2ypDVcXl6en18OSl0VUslVfXXxqmY9P1lsb7/7L//lP10/XF+9eg2hvrlff9h0uV4gBQRzgS1USVQlE2LgAKw2HCEjYhZr+37Xx52RhEWVWod5FeBVE98utxchrrjy5LyvCD2zI/IAXsVl6SznKDkTqBllIWBEpNQtq4rBqLBY0GPwRk6cP3FY5dxEvYTqMvsT49MQwFWg2SpS55QSAKJHUwVPNmTIC5gBKmMJVRdQI82kMuyCkmqO7Qq1ixzlYp3am4+h3SwZBFNY+stffnXx7sv3Dw9m2rUdME36CyOcOu0KVuqHqdM6dKMAtrU1ki48/faUfh3ixeZT93CX7j6AWXShR69GSRCNfRW26JpQhYqct1CR8+gJKjQw6cVQBkPE4NplYqQhN5w9F76OKnOJO4LUx7Fnh2qWJA22TIUc49BtGfOQzIwAncMqIJi7OPU7lzcUga2uwlVVMW7D064R7csfg5iRgMk8Yh6UwKpiiohKw8ixgJHKThd0FGiMADAwKjsNAMhaWm1sI2t8MOTboXNvXrY9TwybdTYPW7c63VBT4wkR1RIRZdSkaoQM3Bg2yq6LJ16WztcErxfN64Ul/czqAAAgAElEQVSvSLbbp4/t5qO2u6VLjQdKXqHSKmRHwEDFnykexKGl2hkCa4DMXYRbwBvCk4rINg2JB2FB5MogJGNhz7krhee4tyz5DkZEJiBoCIQGqObJ/1yfwsJE8N7kIfbBLZGc9MDkBTChZlQCrSAvYoaYb5YpiyIiukq5MsyAdZtk19uDpDvpr9RfgVuEEBbVq9QLoUg0MdMMoEYYAZKYQ19lZKIgiFmJcNskRs8GJgoo3gUGbyIhBAQpcYwMBH3ss8an7WrbIhMuTmK97IEAOJJTwl6oJ2QEBAXJZOqYl/58cXp6tZQ2to9P60+Vu3163Ka+lxxRs4IZty2bYA5sIYUQqtqzc9k0a0qmojpegI4EKatP5BI7wG0TR/Y8EpKqSs6kYIQIgExAbuKmCBWd+JhibqUWNinxvzZTDpuh91OBpOPMQM08cRFNwCxLE8at/FhXIxEakDfU0Z2IM1EoOiptp/ElBhN9SW4oW/AxJxrHjCLm8lpGagWNL6VoAKKyoSrEtL3vkbBYmWyeQGimOK8FGY5HGDRJ4eb5eaVQMyotq2mOCTZazEZr2GyXrvJZhefR3Om/e/i2h+9/Jvr8RTXgv/jXGA9Y4nKOcuvnbSwjmzks7UiIOCY/lmmnTlLAH8aW4oQX/l5x6fCi+HwianMG0JR2aAMdiHTf4lKzA01n13UAgDhQp2Of+7aNfRaRkXJrAMYT0Bxe8KodlXaqZmgHmcKIQ26mKtPsXR8QRA8C7ouQZ8+AhsOJGcKLdvM57XCu/qXZi47pc3TkyEI7/uHZO1IrDvJZlN/0EGHvjz8jgJLcQM/cDvwsVab8Qu/9HDb1XCpjs/OZht7YpIMYzkhd16paYtnHOvfF4BM8OBt7VUa55Nw+/upQMfi86Tue/IFduY/uQVO10jnDQf4EbkaOxdEwjYhgBMORqBiVxpcapqxtLzePm2/f317f3UbJCtZ1XdHprVarxWIhIrvdEGGnlue5BcMktlXImVkQ0SGaY6RFl7b18nJ19maxWLjgu65br9ebtts8rjebto3IYeVDENF6sXz11v32t7/95S9+dnVxqtDvttvb+/eb7W2mRefc+sH46WmxWp2enjbLRVVVwwUjSkS1D0QkKccUT88u66oFLe6hTOQuz93ZGQEQkEtdr4apnDSwQC4E9KEyw10X282jpOyY+26L2kvnnEMfmJIPTeV9w8EFYALMqgjEyAWpVteLwOQck8NoGmPede36IZHjqqoq59lQeglIjW+63LbtlhXAO154U9NMzfVju9l0m/t29wi7jbfMYJZlsVgRs0fAnKDL1AtlYVMAdaq2p70blNGxgWZF0MKttgyqsNul3a5r++R8CKE+Pz8v5pW6roPzTCCpNREmQBOgEIF2QDv0W8Xbtvv65uGP95vHTjohQyQaOlKlr6iyJ38MBj+Rkjk2ye2mNdL0s5KT6ZacVmhCN3Wgdrtd13UPDw/MPqVUVdXJycn5+fn5+eWrV6/evHlzfn5+kuV8tbi4OjWTDx+/e/fuG+fo/v4uAz08dX3fMwckQOLgOedERMF7k6yS0MB555zbbrc557br2phSVmJi75ySI2pqf3Z2enGxOFs4RzoPIC6wO3LOUVDm4DiLCNiUWlGqGiq+Ie9DCC54csRIbOAAHZEH9sgMJW7WgAiQJ4s5GiHj57zcR+cUxiFA3+a0bbFLuU1bUbe8t9s7OjkPZ28uTs9Wq1Vg1/cd6BBjMea+liXV9jOQeXArDX5mEvVEFyer87Ozqqq6rr29f3xYb1JSQShOsKSqpjmBGauqiA3dwsnRGgIigfE0ZxzUY2SqedpslUSdEMJkWJorR8pIP6VUaB/TdH0CQZXkwPIu6roe41uiZHMMy2VDoXLr3bZP1secsllhKCbJhuDMRoHZkEtdcPYCxgSChSQAQIRyDD8oDUGQFy97e1n99D2svhdjxI5oisPIGlBMYch9LYohtdES6b0/XTar1apM2u/a3OceESgKQw/oiMiTgcmg2DQztEympmXAVRyrWaxNedP3G9RVRTr+LBiCHNC8v99sMu05lKFpmks8f5XTw4M85kTsQnAGLAZkwEWrAkwOidhJwmK8KUIkFxCz84Fyjjnfb7cppS72Z8tFU1XLghxDr1lE0rAhISQiFe00OiRjMDaAoDFNrnk2VBBzAIAZeEiIxVJYFeOkpc0GfQhhUROxD5WrsnOxzKwQQVUkgzkCdAhQeQRDtUqbUFdEwMyb7fah3USViJYAVbXtu5iTmnjVWi1U6r33HFyJ9inB8SXuiNnQRPOEzSwb0SLRLENI2+/lMhpPFJajJ7DBDLICP2AlmwkhccCxHIBnZ6T92bBqVobsf9UAa4CRD6xlHoMTGlf368g+EE9kUCxNmRPDbqkYf2ZQ9P1+cr9Zx1ljBSe9HLwQ0KBTVsTxoP5lJCd+Lof8c04695fSPz/3n7PSEV8u8D7jATvaYQ/x9nuOyj4z4HDQBwb2GZTo/mf2/J9nv+H4X70UlDGrFYdAkoMLaw6WnvNCivrz86TTOZxj/4ZseptHs969gbAkbI2Vv0z31sx/NFzfIhL7nPq+7/ucdErWLhlQiOUP0v5r0FQ+t3FOMXoHA+txCoQvgT2JqLzcAT5x5k+Yb7wmfuQ8/uE5gnWetCGi86wCM4MyNSU8ggMhopngeG/M2AyGZMxcQjbHVg0SkeeDYrQM2UTwAJU2/i/Pg4wAn3swcHY7QNaZmHN/BlD1qBIbKpwYAUpUM5ErYiRIKR6ZRQWMDPKQ506TSwUGUd+QjXoYsvR8Z2D7InZsEe1FhlTW+GEuSkQiSlR+AMuOcdZ7AwaHXGw1CEiGLGC7mG/ut396d/3Hd7frp51AiGmY5jnnqqpyzhU5ZVGxgpFZPrKxxW1MmOZRB0R0fvXVQKxFTFmTIda8qs7Pz78ogWztbrNerx8f7y9eNxdnJz//6U9PzlcC6frjd9vN+nHz8KvffLV8/bPFYvH09PTw8NAbbFPc3PelYM45x67rdjtGPDs5ffPq9dnZWeSaF54LdSznHBMp91msMNlPzhaLVR0qk8TMCNK2rRq4KqyS3If7ftd6wn79pOYIXDDvslgH6nmLHsLCnSx4tfRN48w7x+zcSbPwZeaNKqo5tk/r9u7hntTnnCvnLwWvLi4aptTHuNs93tyQo+bsdHGyAMQuxZzt9SfDLH2fLItnbth5xJwFDR2QLygiMU2GUjbcLe53vcNFOLhF1bKqCaSU+r6PMT+ttzlnQ1gszNW+WTYuMAA4J6Y5G4RAgAyiYHYfzqLIY9IP6/b90+Ofntpv19tPrWzZZQ7oq9p5dG5ozGnpv+LE1ShVX0opm05420miM6lonvur53GL45ql02R+fv+GEFT14eHh/v4e4A8F/llV1dn5+e/+zd/8r//L/wxp9//8n//7clEDQNvFvt11bUeAXGo1zTCgVURVHAF6D2oiKca4Xq+HLE4zJgAzzQKSQ+VOV8tXV2evLldNMFIBM8lG5MYQPyQgMweGkNlciUZzhXPAgKu6YqQquLquvXdYGCaIXsQbBaDAZarloDTt2CEjDI0FwIFChxPa4SiiiSZxFCqoao4557bb9k9b3fWWtFWDuwe4e6iutriSs9XyfHniiNosJdElD5YcAVU79PUNvujSp8KBbV2ZLJjfXr26PL9AtbvH9Yfr23XXA5CBE5UuS8qGRAwQ1IsiZixJAYM3Z2zmEiMZmZUUSsggc4IWqAKXqE8hwDI3Lg/GYfCIPMlTp6Z+eYINMQaWS6lDRByoch4ATTfQpT5bHZi9UzDasYL0E8VUIElfXF7DMqyT1ocACHBwHRBhSf18gUDwrEjDcf/zYyLCfrA1/2IKV7EkF6dwaUwXIZWNi5H3frk8QcdPT0+73e7GiBwHz05Z+hIqqQaRXKWoOuQxqAIkMgcgomLowCVLmz7fUzxnOgneA/pi3hqBH4bPhcIHvdGjtHpxFBCv/Oqnqk/JdNfuEMG5KIZKpcVeWqEJAAiaTCmLAgoqkTNEYK9m6FEI25xTjrttvk9tcB7rJjhufPAODRizIKDHMc7RJIKWxEiWHAQ0m2YDx5pUgxZNuDAwe2Mg50nVCnIdUSRTFvFbYw+1uoa958DOfFCwmBOAMQ2WVKtqEKGslHlpYCmS2tJXCxdakW3qn/q4lSyakopg5j4GF5dVWDaLRV0VcKAjVFWBDIjoyg7TVHPRVY7oaN1veofiydBQi97czJCOvbu432booXc0z1otOowQUEuGxH5H+XJLYqKnPE/nGxOSFZ6B7+eN+D2BD4zGSf7QW0AuA7c9F3Q0GQ6HQWx7ISjuyxl7yXoG+HwCNP+vfcmALwMV/+VpLi/VePZiyXckQn2u8IQfMegbf/vnfHFDBUj2WTTLi5a8fUn5uZLPXpjJlE+NZuSQvUBxXI1GNMcIUCdChjmI8cVPZ5QpD2+n5KQDTnUpzWV+XIh+U3gClOx1na7pqeYzM2YvIn0X+74v+hMAcJ5AiwWogKMG7Z7ngplkdjQiNu3Iqz3PNscZ22bqUcxDDuacEkc8j1ugMWZuXiBNpvZxTl4O4wX86RGU5YAKM3wow703Rtvv6wSbgYYHN5QBuqLPnT533eNPFGel8PARTjjQo6k4jh7i+UZzPk+j2TcJeV7MT9gAhy83SoaMVBuce0UPgTg+SwagXmGGoqnNkB7DZTS5iRipXLZjF0OP40OOHKSHIJB5f2PUVGBRPBZHn4LsLWdYbPkIZgKOkAQxqt2tn7797uMf3n26ud8YLdRgF7titGT2fd9vt9uzs7Mixx81w5PUfHyYAOi4WU8AZkjMu11EZudCUed6t2zqM++9h4SIImmz2dze3ZwuV01TffHFF1XtUuxu7m/ef/eOmavV4td/9SuAi6qqtg+7j+9v1PLZ2dnq5OTs/CSp5pRu7++//vrr2+tPV1dX/+O//w//+vyUiD0Hj8Cm6FKi6BSWtVeglNUTG2HlA4DWdZ367ePj467vQl3VpmL9o3TSbt++PoXdNmh/znRS+9y1Tx+vewqrr37aABACgzGid96T81CQ/KQCXYy7thOBulo6qpfL5aJuLKW76/vd9in1rYkiWSsdMtQnVbNaBayz5frTfdcFrLzzi4U/WQYWkbjbEbqMrKDAYJjMUozGmmpLKglE0MAVkY4Rm2U1zdL3qevTpu22uy7G2FjdLM9XJ/ViUVUL5z0DG6ACFSI/9sYqqgqS4c9V/dS3Hx423949/PlxexvlCbkLlaCzUDtfMbMB2aj5mfI2VPZfOWfFsXc79nQG9Aji58AV0603Impxln45zQwlRplTHGPsum6HiNef3v/hH//h5s9/+OVXb+8//fnVxXk25U236aKZMPsSTmAqmZFhaiMxqMUYt7unrutKVCMReueIIOespouKLk7qN6/OX52fLWp21pPjynmzAtwu+wwpISgAQMAKBqUFxo6IKh9WzYIJArtQeSKaYmlC1AapZleVqg/dQIslAkYkttEaDDbQw56XfGVMMjzrRUvhnfrYdbu43UGXyAiQJEbtWs4ZszQuLJrKMSOARy5A/GerthbuEyLw+KSa1s/G7LTyX1xeLuvm6Wn78dPd9eMmoxOjmGXb9zFlI/ShDmQskjMCoPNkVpTwWGZuk9B3gi2bIo/DuoE+vZfT614hkqWsL11Ok0V2uoTKk7A4dQsDdsoQq2t1npiJH7fQdV2fKduyYjNOGqLIrktZDRCyKqmCc8wMTEhko0XNTGACgxdk1yjP34/y8Ac66T+S7/J8JTq6cV66m8bGoRmIgYGSiogxlukoM7dtv76/j33Xn5/XhLWRzwX+XPdIWzMppxjYAJRUyBIYqJbvKlJC3lq6Fz3Pcq6+JiY10rHSYDo0+u3dWc/fZqlVqGKXdWHubb3craIBf8g5qnDwJgiCTA4BxHJWFdMmRwSLagCopkgMTEmTEZNnNh9T7CQ/dC3jTnfb5WJxvlic+jogOQZvA9e6XGIC0IOS9IgImVGUVSkzeWdi5oyI0DMwoENVLGoPJgPkGsxSlvW67XsNNS6X1CzD2akjNXbZFEERuaQWC2iSlNtO2wixF7GmWlQ+nKzO2tSvdy0+3Ku2OWcDeBJD1S5q7FUiSLRF8MzIwRePUUlfQlChcd81XIEKhAhMCKrIYFkNDBTLEK/8cDgOuDpImDzUyul8xmDjhnn6WO05T+F4lghHwkM84scMxaSOujwbYksOgwmnhhToABxWgzE0Yoha2kd5TVOisgYZWAmWHPQaz7EmL3djlIEADwggR/Fv/xzKpYPPB6a/PGb9PF3z+V/hZxSe389N0eNx38FL0V/ILB02o/YMJjkexAvn3YZeWikUaQh/GYLCxwfHLCqAbE/0or3WaHrVaZYCh+nwU8lnYIjHR0LPyyqTfY1qE91yX/VJxhhT13W5jyU5ukyKAA3R2GEI1NS19w5Ag3Ol5OPBLlyAb+hcUX4OzbN9CTSftcJ0HugZdqWUT8f3oeHBsjH/V6Iy4Q1ght8U2e+6Jg0hADC7I0XxIDnTwQReqr7B0jYLGS83fKG5DBaSwmLF/RI+J+IUlU35/bOQvVlAX5aDvI5D3MvcUGdmfj5JQJs+NQI7ks2M53ask3FwgZc1Yy4Gnt5aieSengk4BpDnMV/huQb7gMw5W8vLZzoBSw+sm3OY16xURgDVPHLkhBhkDC11yL3AtovvP979+cPt9f06KbvAfcwZrI89Eorpp5vb7z5+Oj0/a5omqxQM6XQyiQaAUKhQdbQyK+YspLbbPCGi4xKPVznn0DmLXrRzzhHhSfCrt1+kV6+Qqa5DNt1tuizUrK6urq5Wq9Xy7NSu04c/v/v93/1f/99/+8cvvvrJl+dvfnL++vzqnBx3qUN217c3D+vHZLaVuJV4CkgAkAUsk2bdbfrHNVeLUNVEbIRJcuUZgEHzcnnCwZ+ZGkHO0XldeLS2rlWQQoh5oQkftvnxETdP9dlFA9agOUJ23vvgq8q5kLpczn8f43q9We+2XLu3ry8vz9+Qwd3dzZ/+9M39zc2iqb548/bs7KTrd/Z46xgdmHZd2+22u11O3ZaSLqvGVVw5rLyZdV2rAmZomilXFAOeLCDuIPfcn6Rda+3WpwyqXsZbTGLs+s12t+66LksmhEVY0Onp6ersfBkCAkSADKZQlkvnM/vHnbQJFB2y+/1te7d++nB3f7drd+S70LRIHSDVC2Rm8gBgls0UVEodV2qMGGNKqfB1phXhoFX0IwwLR4m90/+fK969r+Y67QmaSqYm9u7bP54EXFZBcuuRVXNKMeWejYySCSA7AsupDyEwcU79dtPudjsRAVTnnJlyUcpm8QzVsnq7ai7OVlfnJ3XlSJNqRjRFCKEubPTB9EJMYIgUfF0kH8gESMxcVZUPjAZU0JBqo94KloYLckt2NTlPTEMUgwGjEgGhAY2KeCrwJXimm5s1QYvyWVIfu66L2zZ3kZIwO09katZHSimoBaImVIEdAzK7lHso3EWykuits2YxD6PXsvgObp6G8qvl8u3VJQHe3N1f3z/usgD5PuVNn3ddn0y99+AQHarlkog5JJscKKEGuk/pNw6tuDI8LcArJEIC0BACGUwkpL2WxsYmJuyHDKVLNYav7HudoXJOCmELgqOw4fWua7vIWnIwSnGofRRRLVIzU1EERjB8psMfEtyggCgZncznG3udlL2wszxEvHxPl/xFQ8qLwe5HFoNBDlvamWoK2RiZg/NeVHfb7a7vPHHlXUBaGi3J176xqnkA7ZN0poI6xpSWsQ5a4fsDAjkla5EeBa6zXAiumCoMbImVBM1IlRQFvl/kOWH3icg5ULNG8NyFN/WyFUg5iUrn/C5miMLlXgc2ydlkmZQNCFTL2yxMI+cEUdAE2NgbIlDOZu9TWvTdDnGb5YR9g9Qgehtii8tuTweLl0Uhyqom7BFBRIxlmOyqqgCyKZknIgKHKAHRzKJGSynhTtst1I1DATC/WBgaERmSiKSssev7rottl7uIkh1RtWpCCAqwyKnetgro5K6HJCn3DtTEsnQxWZTcS19XwfumQXIGPLSRR8hNQUsUVIoVpgYoEhUTgJoCIBCg4jGNdr7RerkQmEuTRuDIQOD4TNV3lA1esoXtJbLjuD8fSLhjXDsNYrkZPIYQRHVALg+ItcE7IyJSkmb2YYBDFDBMzfVSKOIRkcVm1NO/zEBH8JcwPF8E6Zeq78WJ2Q+GNDwnVT7fU/5z0JuzXz6ffR3MwT7ffNoH2rx4YZEdfQr2XEaIaiPnB0qKeam4cHZOBxEK6nxCNodqwD41/gWVERlCYQsMqBodDw+Hl58fYZEFqs3338VxNNUPu92uhKTNRCkGaszIjirv6qZaLhvnyMw82cRiGqs+YiTnCW2IX6fZMP355A0RHeOLRtKpApoNSGGS6tGhm5HnWeez62cqPJgZ6YWh7nEuXzn/NjWHhtCCo6MqlbmN+pCRz4blri4xCvsJns34QjO14aFgEmdqcpjgikSEJs+J5GMdPjxfHL5w9Za+MpiVtQepbFD40I9B8/nqfHQ5DVrnxzY9Z0XlqHwFtH1mINgRoZv3Ia2oMoaJ416WXFLazAQRU06IWISyRC6Drbfdp9unP727vr7b9BnR+140q7kqpByZWUQ+fPjw9ddfX1xcvHnz5vR0tW/IDfIRghL/AF0xgxfVU0AE0fOzOkeR1OduZ70T5gyIiD5ACFUZYXvvG+8VwARy1OAXb16t3n7BzWLlnEN2XD1oTChycXLy07c/+eLV60UVpI8mnGPvgb76yU9fXV6dnJx8+eWXla9QBEFREoNC7J5ubz68e/fmy68cnGbA7Wb7sNlcvnl9fn4OhG1MzlcOVVEqjwt3kYKTXbW7uWEGkNRuN2n9pH3XuKCA3WZTLxcN+1BXHDwaSsoouWtjjDmbgtmybsKyWTSrtNlsNpvr608S49sv37569SpULnVtG3dvXl+dLRdBsH16bNfr1HbftL0P9enVRVhWxtAhqmqMue0LeNCcmofkJWLqQWK3i/HxAR4frO84RY0tpwSxzdB3sd9125gz+7A8XdWL1SpxqBiwt2yIEQBAFBCUOGbYMD/yap31dtttuvb/fmx3fb/ptLeQ0Yuv1Lki/1IgQwXREuFsBiAas+Sc+75PfZyQqvNB9JRVSPbZcKBnGUpl/da53H3v/NE8hAtMNwIzEcVtd3l+enF2fnZ+4iGD8u3943a77fteBYAURQC5BLU5RImxz7Lru75LWYWoOChLbJWCJlNlpoWH85NwsmBPYqlT0MCAZppjBlVw5b50hAzIxERQMQMAkQMuZlpX13UIwUSLLhBNTAdX9gn4BYcTCjV7X3jwe18fKvHAHhgisRBstJPPeGlFLj6GD2jOMcbYd11qOxAxUSBDA0sx77q03bIIoRV2jkhiIhOdHn/lGUUlT6sk4JX2js0qTLLGwReX501d7Xa7m9vH+00rQn1Mu5jaPmUzZGbnhNE8IxoRMhdwEjLvH9eqokPrVgcTtXJRn414Z5iMyDCpRQY0/ICNnSJ/5rbw6ftTw1FVm7JRQw2eT1a191jVvO2r7a73nr0fpjFb7FNK0ZwWKFlZQZSUBxn7kS992skWNUe24+ZyGXq9sGo/+85kmX6+lfpxYcsHg7UBVAZgKt6FEqkCANvtdr15Usnee+hSHdz5YnFRL12odmAPfdumNnmfAcCU0TkjU3Oi5pC5qJ1AkBRpDVrHdJfl3PEJ+4DTNCaLmR8mE/Zj9tCKxgTOCD31dR2JATUgPBg89XHX5dJxypqBEY21MMsQTLGMsEQNmQa5MyCzI3KqGVS3gBG067ptn0+dP/fVSQhLjw6QzcgEDEojm4iyDncBSyZTYCIVZlZGNs8mxN45YfYOrKTwGmLlC+FHUurFND84NGVTDjWDxZxTkj6JxgQ5U06OgFxwVfBN7ZpaFdjML5eEtDLePT61u90OUYgSQhbts4j0XRYX/BLUefIeueRlkJSNms3axiUUHdAQGcAckLpBwUgABvsJ/378o3tUAb2EtZ8cf8Ms+Rg2O/tAR7bQUTzD85HYqEn+ccEEs/182VbpgN1AESk9Dti/oqmqjf1uG+22CIUwNJYBI7R4Ntx5Pp+X53/1LFP5nzHr+1zt9EMlH3zO7PvfhxP90V8vFH7PFaFoL7sf6VDMOe/YzUu+AnoxM1IzNc2Ce9vIrA05PD7+f+be7EeSJEnzk0vVDnePI4+q7jlJEBwSIEBwuXwgwP8fGJAgdmd3FkvuQXZvH1WVVZlx+WGmqiLCBzUzN/eIrOoh5qHzKSsyKtzD3ExVReT7ft/5hd7spfmFNhLQHC9H1UsaOp37GJOtguYRktWqT+eJUJUaqy4EeTPLQ5qPLzUojYSRCGIjUbhpY9vGphUiRHOaUY3klWlGzCx1j4R6JJimYLWCJVyLFfFNDtC5oei6nJ8m5dVkQ6/tq6s+4oXU8Ep//3qWOLVp/Vw4mTnDlM11VXpeWiAc1DLVJpDSKi5zNTG4xBE5vFpNYNks+a2ddS1AveiwFjt3uXDNLVg/feffIEijql5UVatJD8yrfOjMJSSua6+uc1TrAzLZBeEqqP3C+HFZ9c2dKl/jYYgI3RGNiOYuCNUQkaq4XKGKCRGLDVN4oqMBaCmfv+x/+19++OHT42EogAEpuoGIiAjOMc3H4/G3v/1t27ZPT09/+7d/u9vtQmBmXuclIGLOY22CqmYAqPd5ziMCUECOLIRgk/bvdPKoIxG5IQUhYhEJsQXHLjZN05LEYUg5J0J7yc+bb3b/0//2L19eXhDxZXge9NQ0zTRTcv/V7bvNZnOz3cUYcfDB9wVArAAblZwOzzoeIuqwf/7DDz/8w7//97/9wx//x//5X/yLf/m/bG927z98VNWiCUCZjLTNgpnxxvTh96en5xcu5d37D7u2Z4dHd9zdNE1HRF58OJ3GdCUbqUwAACAASURBVBjGrGolaVElkth3237LTagmvCB+d7vZbprQSBPJLLvlX3/42AsN+8OnL1/2zy9kLiKbD79qm3B7u+3bWEoayjiM6chjuHu/6NrRDEFZM5mdRh+7L9j+iOnEw95OT+G0Ly9umrCNrXViGptmc7Nt+z6guxYyXclCBIAMmqPidwP/vth3+/S7n55/fHr+fdg6gknrLApQiCW0oenUzc1cDZfOVsqllOM4VJBGzqPVEGSzehB3VyIIQo41UtUQrj0kVzO9dYNyKfSmEJT5ZmvbFsCWo/8EeXPf7Xb7/f75+bnrulbwsH/KxfbHU1GTGJxZawiHe0rJkcdxHIahuCPJIv+rKzqj0eTHMwFr2LuIfUORIBL0MRCBFTVwBq3rTeVEMCMTSqiLdqwSLECOTWyb3qy4GamjMoCCKwPeIHYsW44NMtdYcCJAdEJn8RrFPkGba2KsLVveheLGASfipmkuJecyjppN5kLC2VyLjoOdBswpMHZdUzkoKFSTXAh8YpRVKIwtq6VVQgwCICEDAtDtpn3//u50On367vsfPn85nEY1eDmlMZXixkGCsFF1PXlgikJN4DaERjgQM1Ng0mLuUzRrdZ4zizuSQ80GZ67SEJrI0rMleuIXgggxEE5uTPOlr1+FCTWmxReTk5nm7K5VcRcEEQMxxpgjUxiSEAAyITfC45ifkuecoZjW/pkqujBPKXwLRgvmgvXqPDQzYObK8AJcvmzir/RcyzEUz/MI/cpY7+fG5vN5yRe086wSSintj4dxHKIENeiz7Tq57bouxsH0cdh/GY5HVQ1YwMkF3SqUlAomLFXn7u6GRCIntwctn4f0gcM9QOsV9V8A3dCvLEvTJjnXgWtWUB0nAgITNE67pnnPPGg5aBrcUmTk4MTFEHNB1wYA+AkCQclg7uqqqupWrDZiavAHuLKxOw0NuXrJOZc8pJyiJffBQi8c0CMAoQsQuqN5ofrxmdSLmAsyCUhJQJQ5iLiKsYiKCxFF5Br/GwkAQdzUtexfRlUdkzedcUyA6kjgDVJhhtCTMAi7EAgrEgQEgEB0/+5db/zC8SBxzPukNmI6YB40Z7exZDQ9gYpQ20jXcAwUmJCAwI3gjLBYTshEKwsMLsbdK3bfIqFaCAgXtjo4U+Lt7LxbTmj0OuTzKsXBHL9WjEyKqsnJMh/m8Q2lqL+mVNbMz0luCuAOtET84TWKYklB8JpK/xYQ65VUcv6rvlkT/jNUfW9elNe8h38uuuYvVoOGvzDuMwRy+oVX8be1o/5KrOLgbxaHi4lokVDWaKIJ0brcYTTNtxzPOZWvZ6fVbAxLnbmeVtU9tpYKvnIxze/L5gOH1bKvjqfm+V4pxVQr2MDMIkeaMbLuTugxhqYNUTg2oWlCjEJYQywdkRgQ12zMhaTCxHwO/qoGElo5pfHc7dULks18YFo/w+fsiiXbbd4al5bPUmAInXvANZ5r8t7Qqtl5lpPPz6RqmZ+Yq1ihpVfq7liFNFVYu8qjR9NF32VWLsAq0+6F5zthvWuu3hXARZbauYl1CVm5ilJERCv5TaH09BsyyeSvdABwtfWIby78EKCsFr7JClXVR7WKX89FFxDOqiid+BbVrXMFBa2TPcSaBDbPM6fVfPLBnH/lGf5pSmqUxvL0uP/h0+f9YUguFARBYmREzDkLBwCQwKWUh4eHf/fv/t3333///Pz8d3/3d3VqUavWGGN9zwIdIxc3t2zgQJIhIzOAMaCDZtfaTUUB5D6DuXuIHIQ1l8PhiPunJkRyGJG3/QaKdm1r5noDkPB9d3Nb+pJyzkoOUQJzG6Xpm7ZrOhHx4jV578tpb5phHPpALfvh8LLd9f1mkx04yHE4/fTl83E4IQMQDcPgVtxNCMiMzFuKfbd9ejpuNrf4wQPQ3e5mu92SAxQ9cUgKx4cXezmCBHUo6inlbb/p2jjmdNo/5nRERlWVnhnp9rbZtHeMVFequLs5PD/tvzw8Pz7lYWxD3N3turblj39rpkTghoChiR03KKlkrWkyQGZOpcZcOdgxtGNuyAXLHsZWDpwjaDkF6iN720dWDcyBBYqmODiaMwIIOGu2XLBg85D8meJvjvAPPz19d8xPhrl5d3Q1cKIQm0ZCJMeCnrK6u1p2NTIFN0spD2MahkMaahNkWe6W5osguQgzO0738FR4XmIhf+bwuu6DVPplDWdf8Z9szsWGw+n4/t09Mv3+D999+/H+85enh5f9y3FMVsl+bG4IZGZDSsfTWDuDwrXRv+D6yLWYFQQnAxZogzeit9vm/rYXNIYchUKUBUdefXeMk02aiDhOCuAQAgAZOAnVniUBMQAjECIrC1JXbAPSMsVKdycEZiBwYkeaOOPgFR35aksldL3a16Z+W5lCQSex/9wrJFM0BdUose1bjmxoFZrjlhfl4Up+aXhpUiOH6sLb7bb9tn94fvrjpx8enp9KBnU4Zh1KRuQWaYp6N62nb2YUoeoom5FPhEKqNnN/FEAqdrAqKx25yhVqJz6EMAEkzdcxRcyyGLaXGMwFDAgACmWdQlSJeYZQyNhNWINY34t50QIOTMgCdhDIzAMRwOimAGjzfWuO5DgbTcBda4DQuvV9drTZxXCjFnv2lZLvtQjlDTXNn3AQdJx9K3XeQw5gpRQrYmaDpdMwBuDYNgD4TbfbNj0zP+fhx5fHT6fDkTB0vWpBREd1QDBCAAE8WSJgcnQ3ADLCjHgq/pDHF21PAltAwerFVaELE9SVrWfNw5isB4yq4K6OIIwhm+1fjo8Pn8fhFBvbbGRzY8IOzC6ByBjG01FygVI8m6WESdkJzF0tm5qbEDGyMI0NQVEAGWwsRfNwOmnpJbzf9RsRYGqADBzNik9Z9ZMQqY4lUE2NQFFY0A1BgV3BXYkohM7dLQ9ozIwowuCgJec8nEaPjccWQiuxDU2UNpgZEFMQYMluY7FSEjHX0RUH6W53lS/88QBZy0FEUqIiB03JPJmNx1NkKiUAtEIBeYo8K6ah3o2LAgAcvdSwA3dehdxNCVXr+4qZlgeHkK5W7HNjetV0ml7Lr6fTlwpkrIqlNX33rTkeXvlZVyM1vxatzQqyCRuPXJvgZ3ej2RR652d76coWd3E7rlIZFmIWvbbLIV7zPF8nAb56QvEXB5jyJqX353PGz//LV+y/1wdYPHNU/fU4Ed+oe19rUtcbkeE0snvTqYlvpCBOi6hf6uDPKJfLMhHNHb1WegG5jnFLLgQOiEL89szzVQzDoghdENXrvC+cE0gArWYT1QENXlinfCkhaqejbkLpNE7C4hnyQcRBQjX+MTMTilDThLar7O4aToWMjjSJP7HYbOlajv4Osy1hYRtMW1pV/Cx/5grHNJ/RpuBLZcMIC1hvrX2dEuHo4gn3eW6JiIpnYNqFl2aKjEERMc0r0Y4tMk5VdfPrlhLgmitzrkvR1zGgr/FN64+pQnsX3/+ZG/HKLzrtKCJLy+q8rtmqlKLzfUIrv5/72UaC86dQPxRhIqLFFVwXmhWH0Fd1Gi0MzxhlSnkCWywojhfUzaWbPL3uKqxPVZkZztZmxFVE6VI9gnm9T80mSpAZFDeGOEAehnI4jOOghZgYGIg5kBuHSEQ5Z3UPTQtEz/v9mPPj8/PD01MF5d/c3MQYD6dRwqHv+w1trNIOUNxNgSRGADMv6gaATOYApsXMSzoJkjC6arEkqoKKVvD4zO5kOj4amo5EImLvtw1zz4zC2LUIDCyEgsghRCRBZEIZKT9+efnjd3/8T//vb8bj4X63+a//6tc90/PxdHOzM5GiDjG+nIbN/f23f/nX7fYmdJ3UKkrNiqEAZDs9H4+Pjw+ffmpRtvfftm3b9L1sthikS8XG8ZRzKXocxlSO5uiEt9td7TBGEWoE0UvJJY37dNxuNjFA69xSA+7ldBpPaf/j54fnJydsN9vt7U2/2zZdm7Mx1jxqRvSkxUwRhBlNgRkDg+V0Oh3LMIL7XqJwt7v7KKXVvbufiLY27rOPlDCE0EqAqkFQ5Q6RAjgVFy00Ep0kHj3+CPq7h/Effnz+bcEXkCNyRiQkEaYgKBEIcepvlRr6ZLmgKVjJY8rjYEVzzrXbNU3L/TxsqaVazcuZnnShUsqcXV9XmLLmBrtfx6isj8JLJvtEVFrQSnUBabrjaSS33333/X7/8vz89PjyDNKEwA5kIIxlHFNJ2cyaEMxqahSZT21mEcrpFGur2yEIvLsJv/7Vx7/41WbbBQYVdCGMQdqmZUYgDKGZOssIVd8hSNI1VSLiCCEwEBZ1Ba1FlJphNioeEKPwXdsLcQCZNA4O4AYYgAQIa94PUm0u2SuPjYOv1PLmYOpaSjmHROdiDZMjqGUA0ZzsdBJTjhRC2N5trf6IFep5Tu2yCkZAmZqtBKhaHLFpm81ms7nbjFr+029+8/T4OCY9DQkoFHMJHaIbOKhLkCaIgBMBTSMyJwIWquteXR2bpqnnr8nQDvRatA/gNglxmVdZfABQJQY+yS2cqA4qdQJuudYSrW4mDFS/UVCCU9JScw2IwL1xd31JSnCzCW3DJVI4IaH7cMqqAFT3dxYn4bpiExMCAUAxB5v2tnoZefrMEKcUxHPZxm/FlvwMDw8XE8cltpq+Qs6bjvXL8EQNiKr1o5QypiTMpsUcSaSRQERPp8MP+y+Pw2AxsEhJObATsSJiQBK0ooIcmNHATas7zIGSGam9oP04DO+JdhIEzHV0QGRc0rfP2I/a2b/qyBMCgDg7TRpDJuixuTnK1vz7//s//MSkNzfx43vpbiR2N5ubrunGxtvAsaiq55zjkPOYhsORiACNtPYLHJEMUBUZAwYihwL5qGXM+VDKi6Vvt1vA1gg6InT2YsZGgIyualYdKEbFC5qh15GVeRGD3IQQWA6OzHWIDegUXN1RiwGB60lzEcVWujZECc2BnessOud0GlKx7KpIJzMOQiIu4i3DbRfE71GPY+IYQtfyOODAp5JILSXLpXhRVPPiYxO6vokxEmQgNgAHJ/L5MEaI6AsTbjoU0Zqrtz4/T4eNS+pypaqsuyoAF+pNuIybunIM1oNiKQVwceLAuuc+IUbnSXp9A0tRg2/R9C9aIYsqtT78Zg5AhERUbB5LnOmgl8Y38zcwj1NBQuta6KzbWngmvnYG4j9p5Lb8ReDP6Y8jLT632Sm2sFimZW3B7aB9xQ647M2vZZ94ZnLU7uI1QMVhtXIiLInMkxvgnKR3AQCAiau45NXU97wGS+Ic/zD/AD+Tag2sbgbTrexrIaWVWclZ2XWWQa2e3Zc58tLPDByCcAhBhEQoRI5RhMldkZQnhmS9k3DBlNcNUmj6IbV5sfAnr0qjtemucpnPiWoroKXNu+PSR7hwkbmtZVdMtP7UlgteBX71bFdW2Emmi2cpENckHEL02UdXHY/u7mEuF3GKp5hKfZpNepcpIOvu0cLOmWSfsw/4K86H8420RDZdnJ8cV7PQC6brBSFmOWTM3rl612hxo0JEU0yRu7nXynAWudG85J3VO6VoneLO7DoEAMtpHe63JElMpT5cVM5r5bpNXQx19zbGJbJpSlwGQHSmGi+EhKLmw2nc7/f7l+NYFHhKZiUHZkYAQ1iBfCqxw4Zh+Md//Me7u7v379/f39/f3d3V4Gw3hNCKIDMagAIKIBOWUhBM0JiA1U1zGQcr4z31BC4EDI6asYxQEpUUXEGT52QlW05uXsDT73sRwbblppWm464L3YaaNgGhRpcmIWaH/TA8DA8HO9zd3Fu/3XYRkIeiyqFwPBb4w48//eaPn5Tir//qm2/+4q+bbueAlgciYEId88vj8fTynPaHMoxdd9e1bdv1se/CZuNtLMQ+pjgm0MJZJachZZ1N4WPJyQYEY4JAhACRbdeELnAPFtJg6Xh6Ph6e9qfjeBrT7mbX3tzIdst94xKOCA17yimnYgjOpIAKroiO0MQO3J+en8bDkabgMiUrmy7Q6dk1BSFAGo8nzAUNCQUcXB1VwQCIGLfJLCkVjEniHumnkz0k/4/fP34a7XfFv6AMhMrsLA3makhDMFOsXTZzs6JWSknZSsk5p+FkuYpspx7H0uXBtbN3pl+U2rQqvqSorY8F6xTKr9lIFqLSZZDmNGxHxBA6dE9mP31+/PL5yxTXy65W1NlAp2AJN3DnQJagjtyZGRlUi2UNaIGAGDYNfbjf/dVffPjVxw8bPnSttEECWeDQtU0ISzU7JU4LM4SADpGlBKKFV1zxk4xq5ma1r8HuAhCBW6CILBi4OvqIARFEgHhKAJ8CpiqxHr8q91mdnmxqthioTRovqjmojGCo6jmRKqKHNrSbPrahJEMrc301hWxNRpk6WZ1dlHWi1Tftu9u7zW3/x0+fvv/pc87qhopUrwgyCTGhCltgjEydSGy4aULTRBECrAW8EYmZUeUKn8NLUSgA4SpkyGFubi67alXVqGrNf1771ZeB86JCX28DjGsfBwZCC0xESBxjqb3Z5/14OhU3vdv1MRCTE/swplRADbR2GBUQuU5DZji4E0xoh9eCKKz8OXwLbPhqyvcGIfAr+qyvfc95nDg9WbYwulU151Ljq1FYmujED8PhKQ8P6XCwTKk02nZMpRRo2iKUTLMRISQtZEtfHsipgDp6YX4p+THhYwg3QkIQUZBq9yr+E9ARBuRkAcwBjVrw913/Vzc3/9W796eHz7/76YfhuIem59DedLfbttt8c9OEGGMUiaA2tmMei293pprHUsZUUvaiud4Yo0EdyHOktha9au7J1Y6HUuy+jRC6DoiQatvJHblmLBmaqbo5E5i6OwQEAgFUI2YcfWTmFkTciAiVkS2wsDsZFDAfR4PHlHMRPnRU4ytV3Q2QBSSgSGCuj3JyBQKNjNje2k3MpbNyzAWPwkFO4zgMabTaRCvlqPt8PDZhn3JomruOmaHKxZGEUCvaxCY335RYUDtKvrKZzFpgW7o/BheZXjYfZlaVjk00F4S11mldW67nT9PU4VwFXKSIXZz06k+YU47fgEHWTwewHoFUtf5YQzoXnOcyAdfgj1W7ZK441ipQv5xyocHbSka7hDz+c/j6/owKvyXP4BWLBn+BUfxzvJY3x5+0SnNY6r1zlFwFG6qBmauB2ptAkTMLaOoFLsVbFTUvi6y9arPZOVQYzNVslufBGoY5V33zZE/rmXsVWYbCXPOCWqEQQtvGEIIEoiqPQDc3QakHF0SUWnhMG7vjPE+bACRzgNU6daAWA+fd8RJftlQv529gXGZiV3FME9xoxWDAtYsMfBFWXcZIrAK7AS83qulpXWic090i9cqWKuJX0HVjhWUiuPhMXn1NObsUeztcuvvWKtOrDXIhQFysceZrqOy5BpvhK1e1HyG6y6LXRXMHrX33ZQB4FTU5v+5ZF7H4ntcoZL4IasTl/lz/nPVHFiiAAzFMaWEQKsJvLcOeyz/mSe2BQqzFhmHYvxxejoeUDAIHjaUUEREWZhasYipcRotmllJm5s+fP//4449E1Pf9dru9v7+/v7//5uNfd13X930ILCKbNrSRGnSywpbFs1ghM9RiVsLT9wgGVkAzWIEyUsngWb1AzqbZNZtpvcDt0BARxmghjk3DXZ82PTRtvLsvXQ99i01HQRqzDzdx137INw26WilaBs3WdxuS8NPD48PLQULz3/y3/9233/7619/8upHgatG1jOV0Oh1e9sfnlzKmwNJvbt6//xiaJna9x5DIj2b7PFpKQc0dlckxMDKBImIXI7gSGJiiak5DHk4pJfq8zwBHJKGg2Q6H4+E4pKwf//Kv+/fvpOuxay2wIWbTPDwdx2EYRwWgIEZsCAZe1Ce3EnoU4RAaCSIbNM3PT0GHtqT8+cvh978fPn33LiBl08KDwlAUDEVEJBz3aMSF4kDyJfvvHo//+aeHP7wcP2c/Ih8o5kBeW9TiwWXKUzcHA5t1m6WUUmxidY4ppaHejQp5RXCZz7cVtowUmKs/z9Hd2ecZ4LoZXNe3K1znusWzjHSWxQ1pHSozjYOYAjGwu+k4jqkyAcuYs7nOncllgzczB2V0BANTcgAvCBYI7nbt3a5/f7f59uP9h/ubvg0BShtClBAYI0kThAgUXKv60LxChxlFiCUEDDStZoDVk8bMKRcEJ3dGEvAOoCPugYXCtKRXUx9LDWcHnO3QvgADDBDMcTZA2FXVV6PtTNW0eFErSlwZOtX2bgAOJZdxtJwEod00t/e3Td8d0zMh1gHapRKk4tqnlhAQEFEXm91ud3d3N+rwm9//4cvzgYhq4MSSMkQEgSgyNEJ95G0X+1Y2fde2kcWZyCe9upk68GLlcQd3KkANwUpbRrheihcot5nMZ9NpFGwrUYZfRo2trpUhOfiyVVHkaALTWXcjQoGZo+A4JuG2idgGbyMdTvE45tOYc4Hi6goFEpBMKphqBEVaupbqFwj0JRDYlsXZV3SB1Tq/HFivFJsXlu+vC76u6G4w+f+JJi2JqWrKucZZsEQJzUMZHo/7h7RPbMwsjhvkjTSOwWL7DJA1FQRjKmhc6vjF0OmcqY1w0vKQ8FMYN4INxy2ROMKFs/2XrUZW3ACMycEMLTDddPHXdvs//M3fHFwffvpUSkk4lqRfDuMziP3wu0390++6rosxxhi5Y1CzTSUseEppHMec81ZhvjmKOxpCKQbuATilVOMgUrBdbHuRoOaEUjkpXqtAcvec1YoWdS1oIo7smI1sJGNnB28AhIjMvFiIRKJCgMWzuZZcjidHHFosRdUAWGK35V6kayFEa4IyKk5d446pb9ouhsaxuG3G3OyPt8Nw2h8PL8cDnBKmwzicNI+llFJcC+eCY2BmEQqBYzCk+RQ0nXeWG59+BuD/Zj9ivRr7ZfqOz6TG9Y86N6AREcnM6rFqdQZbSRovxmbTAKYyP98EyZwjqerOsxR4dNHsn05NdI6FWLyI6yfFzzQmvHhCzzoK+uocz39ujveKgLIO3D4faP/MZn2Xhd80dZ3L2zoJXAo1n0QU+Pq3f9PXh68u2pkL7298c71hdD6JLt2xq0iJyoQ8v4TX1G+gOtP2qaZbKQ5wcizAWVk6TTRrJoiZ2vl8o2Wl9gRnoSoJnEo+mVqSgYWIAlqIHIKEQDylzTmgRWJAm8PYXuUvVUH+LBdknhkldQucrzCvQ97mylbnYIAKhamjuTpe91mCdXY2fqXXWMuhiedGFxCUtaZ01ZX0tRx3ilk3MyJEZ2aejkCEiK64kgpMj5WdPxlfOA1zpoIt1e8q88NXXR//RcPq6m2vz50X9vf1/GFNBD3fV9MwVpaYSncBNCd3taWFNJ9Yy2uh6XQ/Tp/Y+SfHGF6RSM9E4wVtumz8OWdEJCNmBDq75Fe/ta+POrP8nRwt5zykMeecVRED5MySmZmpCvPCnM9ecs6VwjJ5ESeplY3jOI7jly9fQghN/x/7vt9tN5vN5nbTf/vu7uOm3zJxyTwOomPIidXECgHsxkcz85JNC3omdEITBC1pDr2Eqh0GgD4BIEAaCmBGVAolSgkxdX1pAvVb2vZhs+m67qbrQxPT+xsCTymdTpwSF4eXYRiybSTcf3MT2+7u5vaGAA8HVx0Pj/v9/uV5n1JiDtvt9ubmbtPvun4DQUBkVHsej4/H/fN4hHFsy2wbXmVX3N/fNyJBgN2glHQ8vDyjF4Ufn4dxzA6hiR5jcbdGqO/lw11pZYRCaSSIAJCLHvc/pZSKurMwirPUQbqIxEZArRSVgJtNi4jjOLbBQsj+/PL4x+/2v/tteHm+pd5Po6ok9aHQUT3N8ZBN7hTpCPBpGP7wvP/d4fjjmJ9dXsiKRIyxeoVpUiifZ2tT3nopqppSKrnWfqV+pV6BMi+FCNd4gHnYxQBAZkQkQuvZ3ToDZvI2VJjQKva9ttVW4u1prrM+UtR3cjgNjBCEhJA4pHHIVpCkqOusIF3iT1UHRkRC06zFCKAPEAPe7Lq//Pbjt9/c3my6TRcaIUbdtDGE0JAwUY2tM0SYyFiucO4EG7gbqPusDp/wW4QYhBAETSNjb9AB7pA7YvJaMMyF3xQJdV7kaGI1+dfPF0tGVTUNLxYDBbtoAJEDlAzj6DkRUdvG3W7Xtu3BnwILINkUlWxn3Z07EpHXXiG0IW63265pwfy//OH7T1+egRgcshlzwJn8XE00LNgG6RppG+76tuuaGIUYKq6v7kpV+j7vblYboKplhWitMe9nSbAZEAkyMU9q1KUdOav1sfYp4K2caJ0r5Cq3hznrKGlCxyDUd9HBmSw1bGNhwAAcpe/acjim5+N4GvIpF3UzNax4B5pZAiuXFCHq6tFYM67nr17svK+DrX/pYPlzYL+1ZY4mHvh0ppoeQARDUPDi9ul4eBkOp5wkciu8k3DftLvYNZubveM4nOpOjowoZKZEXEWt4DX6DBFZkQ5gn/K4Ve5cAhIZoZJ/DeL31kHZHB2rr5PQFAE6ll2If3V7993d/U/HE2p+cR/BzcqQExd8Oo0vXx5jjG3bN10bQnj34QMzh6Zt+5aIxpLxeMRxjIlr36oYu6uBoASzMpaRPbwY5tPwMqb3vd9tdzvzCA7I7sBu6mgA2Wk0K+DomkBbJ0WMaIWgFCIzcEAiIwiEwFZyJvPq2WIzw2LuBtiOkB2MmDYcG4k3W9purGtGJEP3pGk4SbaAxIhJgog0zNTmEIKN22PYH4yfi2WUPeBzkRfPB4TsmIo9DUdmDoH7NjqEComqMrx5LXEDYqj8vOsHZPHywSU05VoSiecjxxXD01cImatEq6tT2YW442fsrJcHPPc6jpmwTgsnnplU1c9YGqrHT5/P/2uDz5UA9Zetd7Xw+1lzHsAv56987Z/kNbpzJXV427kL+LOmQbwGaf4T/uBiypsiPupHZKvR5nruB7/0FtDfvgDViQ5nsfAls/jsQHVV1VxADRcTIJzlE/X90Nns4FNAdv0JZnO2Xg2eqSNEXjUSfMkPMCt1B6z9oWl3Ma8J9/fi/wAAIABJREFUIoROTMwcgiBBpVzUQd+ctI5EJNP2hoRW0WjT1UA/oy9hOrgHJJoQHedEu6oPXO5RIrLZA+bm1yrZGbgCSzzJPG7Kc+Pt3DRFqAHcWNUq8ylqOdzW01XW85Rp+eELQneuqXA1mvMlrV5Vsebg4XluJgSrZv85eHDSa03XvKyPerAOgvfrce6KQEXg9ifxf+G1DHtV3V3o0Vd781yWzLM7vLImLlpRdzdFv/yzaE3rJ8BMV6PIK6DLUgEuEORlGJg1zxUvLIFXUdZBiOdXB69kZEMUM0takuZiWdUdkxWBzHVaQYTIwiJN26qqAyFnZEKm2f+JRBRCUC05Z012KC/Pe/rhR2THNsZf3d59u+1vRHrwLdGOsEds0RsABmfYcx2MgxEoI0wZHwiwpCQauYMpAA5VCSsO4gSWy0iWJR2fk5MKY9tabCA21DUS2/L+b5o2bNt22wToWnB47kUxKkqMMUpsmwj5mF72aTj99PnHVAwIN/1md3Pb7e5i17OE7GjgVtIx5f3xcDqdShnJ62ZPoEtfiQA4lxJj4BBQCyL2uxsCJGCMD+whIcSbDW82RTgRZeEDA2kBoAgkOddh42n/YmY+6aEFzRkpIJVhVBgl0CZGJs+nY2ybm22f9fnL88Pv/s2/zd9/6k9pp3Y0Oz0/m9lQ8mManzUdwROiMd6kDbCcHB5S/jSentTGJljXZTOvyxQSTmDkoi5mbjqV+ppySqlmM5RSkk4nafUpumPpH9FqJl+fi6XOWvbXEOTMjlolsC9Dv6ZpYoz17l0C36/+cg7svT4oe1HVYoyGXlzVHKYuBgAh1SXeTLHmjaChOZq3BJsO7m76Xdf8xbcfPr6/221bAmUqXQh9FyVA4BiYsVIibDKQhTYCg7i7YQiBgcEAmaqXFadAWUN3UyNEUxOH4Ngg9QgblB5k6rgjOhJiHclTpZ2uU/jA9RzYQDX0jyag3Exfx7nPBmqVL7JgG7BuL+BuCjmRaiCMEjabrmmiF4UoszNwSh9cJ50KEQEyc9f1m64vpfz444/fffqSxtK3rRclZBFRVUZyV1dDgSChaaXin5omiNSSD5jZQdEQAUOIZi4izIQ4rfOgtJiZZVqS8AxuRTBwmiv5RfQ7NRaJqgdh3TuAC1AkTn1prxexBnmRSJzPtarK6DEwJLeIKuZCGFmiIDNGYTycxuzJHGr1VMEmRK4GK5bYcmjBeSB5nmPbVJW9eQp844tvSTpf61nWxS2e3RmT67xaKpZiGwBTycX04XisRNlGoVO879r72Me24xh9HIomdGMkdUUkcHbDWt8ioHs9a6FLOLh+1tLntFHpOUaU9uvhZzONDC4UOhQQnBwIjIHqsb4Tvu/6v717/3l/OH1+GIcRI2psELGRUPHjOaWc0ssLAuHT0xOH0G36zc1us9lIZSgHaRKqRtW2MlnHnFNKqYxMbJiOpQxeTmq5lMM4fuO5i802SiAgI1dT92Q2mCVXNxZPfeCOuWFoQLxkRgJDdDJxD0gOpoUDEDiSECMBA6O6RaUCkBEAueJ/gcEIU8kZfEz58Lynw9gABqDx/aYHaiViwNgShxLM+DjgEBWtZYpljBaC6x5szJqV1NzcRDwqMTEFUs21/VQv1xL0Ym7XrW04t/u/cmTC17XGKpUBr1TK87n60p8yK7XgMsDdL2bVQEiXwrSr+dAESnKYoFXMPFMXcdapTgiMeUpQcVG+lKFL+32l+/4nVkh/Sm/myrAG1wzLPzOFJ8JKE2xXNZ7V4+789WkGtcrBw1e/3tfWOFyLHWY2xtX/NQk5Zm47XoB3VvNGP5sza+sPVkGBlWhlbhP/x6GsWC3VrDIVPDPIsZ7RA53rLsQpdEgCi9TNBpGcmWvtRzSJl+L5chlgXenqFLq2GwEdkKgmeNczxTLUmi2FDrDud9rqeq4l/pOAingNPro4il2JXqbocGZEFLwYSdHK+7r+aGrrfZID4fqDnq4MA877GeCUAmhXQZY5l1Wzx2huouNcnF8UPAAGim+uGnNa6FoIWg3BcE5l9Evu01R4z6dVXhexr+gyuGBaZuXntF5OPeV6UsOzxnXZyRBxTrU+F7E47cA+pQ/zai83hcvkBpr71gAVCeQLf/yyxYvLO3SrKTSLWXVuLUwwSHTTseRUctaSNSUHK0hERkTMUQTQhUMd6cyPxATsCSGo6jAMyz8BILM0PJWyKac0DMPTy/cA28AbphvhXQx3sblpwjY2rTDgiRECU8MUiAWcVdlVeI7dcUfQ2tBzGWsXr8IMwZAduWCMjRuYuh9HO6GCA1BCfPrhu67r+ptd6DoQ9tDs7t9jy9AIoEE5wONnf3oeHr7kNGC4udn0m9u77vaWN1tqW0Up5sXc3EopYx61DGhjRA9BhKvyujJXkISZWSQSizpaMT0NlsbxcDzsT13bU9dv26673YWbTRE+mY6up2IV4a6qlstxfzgcDjmd1BGIMQGzIomIBKFdty2azAyyl6Lq+vSy12I/fPr9v/r7v//+//oPO4AtEByHfDhAUQfIiIPriTwTmYgitQUNQZkzwICcRBQ4pxK71onZsWoR0Ysqpil4xnJOmktJQ0qplKkINFWrXXi3bOoOBIvN46J/YmZg6Cu/Gc7sR5rxS2fbFUBFdC5VX/16HTbWl57EpWWsoR0rFZ9PKjaHGnjjpqbKTI0ELS4EUJOMtbhmnLWFbsAAfQvvb7e/+vjuw/1204SbTei7ELgQQoy87WPXtSYsFBgQDK3Mzz4TM2Hl/AFFCeRk5oTCrOJ1KWMwN3fVQgSohgZi1Jh3IL1jB2hEiAxMSOIIdReoPaVp21hKvivf8pzRN2UsXE6N5oAfnFIQAAgMKhc5FdIShZog2+122/eT3ZrPaahYf2RdJ4tCIBFpQogxqtpx//z8/Jzd3aVkQIcQOBBXJyGCMWMI1PZNu2ljL7GJdVtclDk4o2vMijua6Vz8VuSELB0BiUFE6lYQQnC8TDS9BDPUG6zKNKY4oonlf14wkcPaHF6DCQEgmFWbBhh0rbB40xJKHgYXzDR6QBASAmyiqCpi9jHX6W7VYRhhqa+yhkgjLK7X9Xb5VpTx24O7WQyGr4kvZyXIW//7wjZbEiAuBFSI5p7GXEo55LGjsCG+cX6Hzftms+lajfLj/uFLzseUnVBAvBgIes00n8fRWK8hgCKfwBGsLek2hVviLXFPUd+S4Sw0l6uvFyAwpdreNCNCQw9EN333Nx8+jApa0L48PCKNwuo4prLkLS27+NPTAwDgI8efmqbf9H0f20ZEAogQx9j20jCHrJpzTiUnLYfDIZ+Obn4yHc2+HJ5Hzdu+vwPchCYSIVJyzQZPw5jMshdR7dS3sd8AtWTdmIUZATOUuiwxM7IbOIM7KRqhMCIxODvX+MlSBj1FjxEleDVaAhrWHIiK8QWzkE3YSYg5AhaQyKENURCRhZEZgoXoKvl0SHoE1qLuPoxKNEYPjbEEJgKo4LbiZgaE1Ud0dUAytzXo8qviz5kCOuXs4Rs8GHuVWjnpPGEx/q28NjiZgt7wdb+unaYx/7lecMI6KELAS0w0Tcac6nGuWGKap4v+CqyyynK4ql5+edz3/09NWTtrf26+PsPXV2E6XE61H75dwv6JBJvVIXVtzTqXfOf0EPOcSynFzfBVYptfSFJ9pTZcIWdcySFbdUBN31N0NR2q1vnp3pLpgM4cll4izWJOmZrzRPOQCh0RkBzRkAhJAW0mg9iS5FYBoUS80GKImFkWpORsFcVr4MorwaFfTEqnxzWvDGy0jhNAek1AWokk7fW+Mp3SVgVhHQzCRWYLVELJBOK7ALuejbrrtOV13aVqVtTqP6nTuUz15X+AubO79JmuhAHrzAla/RbrYMBz52lliVm8y1fd00sNwHlznV7okqnrhjg1lc40+XVshrsTSdWcu7vIxBlfhFkLYvS1bXL+Oy+01WlOUs7SdpsRNURnCg46rLyXzsyAqO41FFlBs2kxU0AfSQGJiAmjilhNCU+L1aeqz3LORNS2LRFVGFdVmfqpMDNxCE1X65n9OIwFHnP5wQcxi+g9Y9/ERsLf9BhFuijbwNsgLUOH1rj2TtFVEARAABFMGLQBBJqRBAbq6G4KoAmRGdkByJxgIp1ubcQ9pUc+IAxqWULz7kN3+3GzvSFgS+P48rL//NnGUyfx/r//X7e3t+H+DprOiNRt0DyWknQ2nVph1wAawQILxcAozEzEVP8iHEIws+N4yqfTsH8ZXg46DmAu7+85htC21PUQAxE25qwaw9RtUrWUEgnHtsnUe7GiVrJ7KojKXALjy/747v7WAZ8en6Vpuu3m+z9++df/9h//4e//j0/ffdcQRGYdBtccJeScY4xBIjI5C0lAFgBImy6NZRzH4laP0VEkTosPoaMVVwBV9MwDlJJTShXRmayo5tFM3d28aC1iHMqUV0OrpttFl/d1PAMzO/DyxbVNq9L8azDDMtups6MFFZNzHscx5WEYhqrfyzmrluVJz2MiBoZq1XMFJXdHAqOKskCwatsmohC8DXG7ad7fbX/98f2v3t3dbGJgQ01t5CAQA3VdE4K0baMidTQIhsDoFQkh6GjI7GiILCGAESkQYBsjqJE5GRDVBcHInQDJXQACUuMQgcDQpJJEyBEdqMZuLpM5uJBH2WI9huut03Hx69jkGCEiMqqkRfeCzlSru5ItZQKMEu5ub29vb4MwmBva9fnKac6irUdOzmM6HY7D8TSOIzYNAplBACafwK2EzsxNpL6Pm03Xb2LbtyGSSHWOVgM8LnoKncGYZgXJRUSEwK3uucwsIfC6iYkXCWP1PV9Zg2q9JyKLkdtXVnZinnEvxIRVnevuRGpG7upkSMICBsKAjbiQCedTcsqAWNMd8fkwMg9j1mKeiqlq7UxNAM8lRqkGiFeaCJ4H3V9DEf6JxL9FGrd0AF+flS/DaX3dN68UaDNLJaeU1AHRew/3of2m2e6kyaoPp8Mfn76cQhjdzQRzoToUCbIEIhEAEntNM0RUxAPao8JP4/gB8L20igz8+gT/1ZgWA3SHaE7opubkwMSCscD7zSa/x9OQTwUsDV/AATFseiup6vpoBoPv4lZVs5Z0PI3H43MlNpFA4Ca0267f9rtt17dtv93uOMjzfk8SjjGaqZulNOQxPZRhSOMAvtXch0ZEDGEgeHAdTMeS0XNDusm2a3Sj/q2fQgjslBgr6qEuayRKYIhAwghIzgCgzgCs7ppZj0cEZmAsENpGmANI6LcUWnIgd2t2NWJdXZMpaTYrBQoKklskxxAiU+feZXnm8QeXnLNaHoakZYyjDJE2m05EAlabsc+0On5jxfZz1eRfvwN99gFZ1WsAuNu1JXs1HrR54nf5iq9mNovXBtdoKVzfOSs7Iq5nlUsJ8cYLrQi6Nd4K5qdiVtLjeoB0Lj2uzWr+C1rKt9s3b4cirF/uz9HX99Vp78LexNmB8PbzfPXhrkx9l9OkiXP4FsxtmXRNiPC3QjxWxeJU8vl5tFsnEmVyKZjN9iowX9LPkaawXKzTmFp7yHQ0mdkDqFPeENXjTiWSUTXsTeHtVuoeUJyZYIF0TAbricnpcEkrqfXAVcb663hxuE5NedvMtnRupnajlfWscl2WXH3SRGSrZOS1V23hfFRA6JXZt0LVzuCc6S05Aa5RJVFkKaLMFH2qCdWynQ1sZ0gpyRvPVd3XfRXetWhZ3rx/V3io81VarINEZwh29ZYszdSzR/TcNKWVafQaXeWzZVmtrLEIq+Jz0aOepcW07rFVTv2c+bGEXC1McFW1bHA9xHRVXcJ/57x7rLq2Ks2c7PVUIW/qDtkVPHkiYSGALBINU0rVGV99VjTNbC+GCfXiMHPfxOKmBtlMERQwScymJCLYkGWy8uwmRUXtu8d9w9wFuu3CXSv3TbgLvCG/FezBOoIGKYIzuACcuEx9ByJBQkY3RIJSMpFPJD+qSzah2a4c3dGBClEkHtxOXz6d9i8v0pSxkHmw4sdh28jtNu4radYBNI2uSctBy34YD6eBEQNzw4RgLREDxS6y9EQUKExXFbmqXp+fnw8v+zye0vFoQ9p17f27O9u1IgIOx1LsdHJ3Aq7FT9e1FMTMhjGFttmYSdqMQz6lDKmU7Kqq5uYuTH/84acQuNtuDsPwv/+bf/w//9W//n9+8xv4aaC48UYG9hzbrKmUErfbrm272KATaYXgobv/MA7ohhEFgxADERAJoDoEQ1XIoxZ3U1DVE4ya8ngacxpdM5ia61RS+zReU7fiFYp9Rv6vDwS1WYDV5DwLwgHAgRdD4Lx+0hL8uDbuUvXIrPhYk+J98n1pSqnu70sUTWzEi7pV6gTVf0IEJ0cQdAU3QBBiEdpturv7m199fPfNu7v7Xb9rJWJBG7f9pokUBUUoNkIEm749QVZVL7VvRlMyn6AzYEUxI4fQgMHUiBECNFQjBHKoQy4iYPUAHoFiYUHkmheLtU4lnI87tnDNrwq/q/13dVAzszlA9ryZMiAS2fSoLvWhetGcMrqLyGbT7TbbRgLlr1QdTjN1Fdz9NJwOh4MVDSHkYgEpEFcqppWpOcyMTRO6vmnbJjQxBI4xVL8DAOtsFlgpKeZQognsGbXk6X6QekssqkVbzxQM7SqJF19dpWkmsGaYTQEatYqWeWEDpmhUzMBKMTAAQ/cmIEOs6GOk4qAGiMwf391LOCLLachDKu5D5fkXK/UVYTll+hmwWvOo8OvCzp+r995Kd3g963vznLZkCNVbpZiXUpbgX1WV2LBhdLoN7U1osdjj4fmP6fDoBcOtBs4pS66pjlAQARdqeg0QIjdzAQV0wMH9WMoBymClEAv/U06biERC7jytMQAMRNQ2DOj3HXyzu3v/cvh8xIO4Co5KAMxMU6qeqVqp264wCTXnw59bMjyNx2EYHh+eWwmbze725q7bbkBC229cqCrYWbtQCj9C1vJc8qh2Um1j4wij64h08DwUU83i+ZRzMhjUb3wAtYzB1AilsIlYiMwm6IaMCEVAqkMApUWuSeKqQ1I9oCGeMm923gQMUZCpoepraUObLauaqeaUPZ10OOU8ABqgIUED1MTYizSl6eJ49DCO4zDuc9IxZbNiHogoRq3dtNpHJZKla7DSPzvhOa/v1Wl/ZfOD122LSslaAfYXkAIsLlavviL4yhTRL7eTJW/wZ+7wmp85NcbMrJ76p6M5TPsWXktYr71zvvqvyzC5i4nfa54n/knCzrfVjr6iufgry9FSjl7RdRbc09nWh7+kL6WLhI1XGJ+1X2+6HktoOK44J8vau7yeAyDYeeiH01ZEXkUdFX2hK9okraaG5u4Ehg5AVqN9KpJwSWLgYjlnHDPPthKYFZ7T91SCVo1x80kvV6YY7yn5YNIWYnUoTQsSy1R1TO0ZXtMjfTGVO4LWbF93QzXICEgIiMCTsqPa8Wm+CIaANSRnGmoZIjoDOmDdwugMR6m/c6wmruobXI3scJF50FRrnT21k4fB50yN+oDVTmfNfJt8jNXHV13vvhg25/DZMynUAcikLsNuqLPacOLB+KwVqXFSy2x86a/AJJUxN/fFVlFWgMqwqJyREJkmL6zTjKuZbq2pn5Sh5FoAQK0BEHHOP6jLyHpTXNfGNJ115oYCYaUmzHc+W8UwmCl79cJUTAsuxnvXSTzgk5ysHia0SmaQZpu8ucGEh5ksoFMvABYDJ8ESioBESw4HOLhwmDVviA7mxWyqE5bH0h1A61PDRM913yVj9DDp11WtWPHirsCArBW+ctdg0RGwoRApRKAGMLoFy6Xa1RnVxpQd0H3EExEVTbmECthY1u4ltrGeG2pb/cC6UPTZXdUCMhiZmamZi4EUgKKIiAfp0YEywGji1pFvA2yFP242t4E+9P37vtkIBc34/zH3rk2SG9mZ5rm4O4CIyMzKqiIpdnNG06vR2pqNzf//C/oqyWQSqVFrm2K32GRd8hYRANzPOfvhOByIzKoWpdWsbZmMqibzEhkJwM/lfZ+35D87/+BUpEr892kiYqxUOyBCI6+3szGY7D34LhXpAK5MVCbCo5oJLIorJtZg91P4+Vs4H+DpFeyvh65LyCZQxM7TfMwyI6dhCP3AcUch3Mb+i6sDM/uu23k282m8v7+/v79/eHggot2+T/sB93u8vRrSQVXfv3///fffPz4+DsNwOBwQ8fb2dsfQUx9jZOpSoJzzqz7xLc/znHM+n8/n8/T4+Pivf/ijqn748EEVROR3v/vdDz/8cD6PlAvuqOic59nbp5476PquG0IIhKymZyiVL2k2ZCBq0dh1yjCbIfFJsmjOmKd5mudZVWXO/meLUXHrbyM8IXIANjPNalCwUSKXYyXnQp7OTrw7HGLoshQn7W+pttsIUNdtbocY0zSmlIi4aH1uCtIsmJXERBSKaBFtPts4nbMUQAKOk5gAxBgDAloxmYoUNth3cHMdDlf7/3aTb2/xy7fc9xngHg1jCLGP3EE/9MMwMJPv87MxQ2ACi89ftqpCAcIAAKqZiLxvDZjdqWMcMoCoKsh+nG/HcjvDtVDCHlI3d52EEKhyIgCQ2K19GQDBqYFgBsV7OUM1C4gBfYQnAuYeNw0EkgtIVitA/lRFQegkWOCJtVCPaB3GjoMcx3B+KuPj/tXtsO9fffl6uLo6fXjsOIjIOI0hhKI2TVMMXckFmA3xdM73x9F/TcyhIHVwRuIMVgAZiJkToYKmmK523XWf9ol3iNFjywjO57mepOJTNkD2bVVZHi/EFJmSdURERqggYmBWj63AqCpuvSckp1SoGnBYlRtWGJGBmVlERIAYTLAUUS0iJfHOTRwAamiiICKlzD5cCCGkFGG2oqimGRkSdKEDygBHk8I6F+A5n98MPFD3EODjY7YMzCyATzZlBVAgYDMGYwQGID+GlkMZfIOK+KeILMuZaoCARLI52rZFoYhiizRb+IAAQFhlSgYIpk7kzTnH1IsacihqJjpJMeNDedpTutod4tXVXeAfx+OP8/kesgWKp8cd8BehSx08Qn5kUUlk0EElxChCDihJJ1RF5SKPWf6YrRsGG4Z3/f6/y/uBYxJAKUA0k50JCsVgoSuURMykoM6sErDLjwaUCSYmC9FhHcGgqAayboDXb4evZf/z794/3d13Ifx89VWZKRAzkauZA1vRYlAzTwVAKKghAKWVR6LnPB/v3/90/x4Rb25uu6E/HA6HkIAQYmdmTMm15U9iD1qjnQHCacwiQQqoRlV9UPgAc1I49uGa49dA12pdnLsQjCZQxJn6EpgjUpAIcxcs8pAVFYgLEgdWkQyPZ32k7nFngYkj9L2mTgmNMJxnKKWUDGXG+TSfTjKNXCwQIUUNhF0Hu73tuggW5/w/7j5+hHJf9CGFD5OcBE4zPQGEDH3WQ6d94AQYyCLjU2RdUBfkDA+FRYNWp3AC4FNIZWnJPC5BJyaX+FIFIZpzOkF93AGi2oR0bggwQy/8CRkbZg5RoPiYaREVkm7gkea3jXlZxbqIHyoKl5gADEjA0FmrQLV/JURPwqiVsb9gXN2urooC2/RkCxwBV4oktPw6XBaGKyqv9TyyuaXDJ3cPQp9YEhph+IWqyD+hDfh39p9w0cL9+8SZ9jmrItqnF8QvzX6fWAyuy1BckCzQ8HHbXlzBwJ6lL7oMzKd5tf72rs8pFEibEbJ3a6GeR3WdwtunsD6TWLb2skFf4TKkEpeuDxd54uUuaMseVV+CMfOqv28pmbj5LN2+s/AMS101VMQIwEiOKIONhWy7FFp+BespssBpKnS7vhWBLslOa0Q7GVQn2yZfcdXVQ0MIuGtCF77f+k6ez+fqfAPP7a2KR14YaM3YuUVIeefsgkVPw2sbrUpw96nSZlNaVwSwjK9eOCsC4wv2IPmWuMkjbfspqHWau5l38PI++GR6EZ0b2Poaake3eUuf2fM2u8pa5XiN3pSfG7qpCx5ow5ptNHsyE9Ul3pQB0FQ1l6kGxmoZpzxnAeQu9cfxWFQ1C0luhinL2RV3OeftmtHbfn9VTYLlY4Z1SrJsckop3sGv1TwAAU7m6CBAAlUTK/NcHie5Oz12oHuGqxSuYjikdDWke84xwi5RF0NEjEgRgQl8y0bunwBF0OBLj3wG5noVeFocm//6Caj4QkG0aEHEd//yrxgTpH+V2Gs/2O5g/T7HRKlPRhwIJ9H5pMjdbuDU57lkKE6HPx6Pd3d34zi+f/+zy8k8yTCl5LfGOI5PT08//vjj3d0dMx8Oh8Ph4L3ifr8vpYzjeD6fRSSldPXqZr/fe3M1Tfl0OhHRT3989+233/72t799//6jIysW2iEWU0CMSzfu2l3/TyIyiz8k694sprSFAG3jEEqZ3S/nZHO3GpYlraEBhOFF3MtLff729g8h4Bq2tt6JbWO/zVDZNnv+hF+YTDbPamYi1UenpUjO83hS1ZwnKUVdi4toWhQQOaCRmjH7E11NhaAwWurw0MfXt1dfffH65vrw1W4ahm43DL7KjjH2KaaUUhf6mFJKRNhC6p4xytvb+MxmvHmqGLiha1HAJ2BWIEDGmlQOaOQpKwq+kGyWdKzGdF1FKsuYz8DQfJouaIJqsPwfXurtl8NJnTdPoGCKQCaKLDplEEXQ3dC/vr29vr4e745iAqBmUgoU9Vgt8blo1deoMiATE5KfyKpqJgSIDJGYTPuu6yJH4gWmYqpgik7U3Lq13aLh6s3VSuAJ7LhG84Ww9QXIQswiJ/L4maLaFp61GmjbsLrRAgRIywQNiZ47HbZ5IS09XFUX33tcJrPhic9zNiRDYSVRIiVGjsdxnOeSLAiIe/VVTKSAKXA9kc3EMw+2t8wnaRmbI7tuJ+oS4kWjaJcV1wbfbM9RztbiYS9kL/VldVFieCrTdD7ejaczzBCR1a66/kCxhxA58pBmKyffhDakAiKoIRoSVAQtUJbyOJ7uuGMMOUIAQDQC45VxUAcZimAAiks/yc0bAAAgAElEQVSSIfqsl57tbcmADHqOV7vdlzevf/3F+ajy7vFxPh0RSFTBgvMUgCAymgU0JVNQREAh/xWUZZlDLl/2Z+T79+9DDA/3j+4rjjEy81UMMXDsencX++PRtB7BQEhIrhaecy4iHwrmnLteKEUBFsiEEBEKohJGqhNyJTDAjJkkYABjAyNDd9PG0/GIxEpcjufCBCEA0Zh2y3JHgJj7PoSARSXngCF2XRh2dDjY0EfCVLKYlhCs6/Q0jhgoz8WgjLNghjnbFHIKfSTtOmEkQ1yMtrVmZWBgb66aS9tH3jPqM03ZUrWuXAUHqHhXlq3UtZFDmyu5QOvRBLRo8MjMOHKDjRusuVVaFxUOQqxlFQW+BM4vhFJcVutgqraSkJt+zGr3t/KfL/oUuxAhXgZsLsyYqiJsvd/m0YHwH/3zv1fheRFm/4tk5fa8ObXPdomfwOUvi91P2XcvPpFe7HnxmbZzycfDDTNA1W9EfeZVIxVvuKwus2vsT+piLYaYnaCIiEYXInhYWKJOAti8XQ0puUGm1pMGVHUR/m07QKTLrtGMcAmT3V61iGymuJxJW5jsdp/e1BrPai/3PHh0Wy216xfRT2KXlkROa0wXqHdsTXrY7oEXZeNq08MFMdqGrIjbsDuXUleqS3NUtu++4hwMWqguAFBu2tq1/7wEB8OzjD7xz8VNlhGHbSXh6+3aEgEQPrvyZWsCbGbgVL/IVpyw+vpaQJ+/Jy5bcmINrvAogxdCJtp8kc3yBFfhe/110GaLK8smlnHF9hgwL6n2PuZk9IsQjdg9lQoGYECm3XADc84GWYPoLAZFYRbNojlrkUIkxFwvyxB8Ut5Edwu+iN151TpA/3vYCDlccLNo/OAlkbzmUKCimhjNSmMpANoRkBSaS5o1IkSyhPhnPfcxXA27XadXMR5SvE7hEDjqnJB6tMQcwCIKgIGKJa0DGTUPKxdRNVAkAyqARSWLiqkCPZ5H5akongEnpBz6HGPhLhyuChH3u/2rV7v9PvZDwpLD+anUpcTpdPrDH/7wx59+nOd5v9/f3t6+eXN7fX2dUhrH8XQ8m52Ik4j4mnSe53EcPdceAKZpenp6Op/P3t1dX18rAiI7LMdRSYTBzH788cfTaVzef2pbVu+sUuqaSACWQO1Zin8AMzKFNjVodW1r50opOXsAx+RrRjOTOTcRZpPTP2vwnqGXq9Drhepm/Z9kAbi55NeEz2UiME3TtiWoyelSlpkdMjMq5WmazqfxfDaoXE8TBQ+jNswGbo0G9RpSLWcG7SJe7dLNYXhze/jq7au3r18frnZ7PDLX6zbG2Pd9n2Jd9QRqWNG2xtzq6JomiF5ExS4FEPv8U33JIhrNklny0g7R6ykDCKrVHq8AxKDmIeKLiEiX+gfNBJ3pVL90cVAnqqCJSYEl4hKhImH84cEV8KT+6YhqUvJ4jJIDwM1+9/WXX3zxxdt3f/ixmLiBO8vc1OLea2UV70I9emeTeUM+AGcENiWk6KhCk3nSk2TL8zyHGCh19QGy4Dpb68VLVbY+YCnw5s1fz08wJseFraxpvLASqbU4nIWT7GphI6qUzgXtDi1mEhGJgkhuEO8VF7REnHsSaUwcujRO8+NxIjGggB5wF4Ef7XgSyalAmU1MYRlaKkmQhQ9XnfV+J8inIS6f1Gy6R/fiQIG1+kBAwsqQqbf5xjqFSH4t4SVoV5eTqATWlOaA7+fTw9PT0zyXQAnCLoW31N/0u5476PtHRpqeFvu6twWoy0Q3EJgxIRLBaPJxGhMfJYZHVOvMEDpiXAK00EnAyLIonH0/pEvj5/9s7wQBsmni8Krrv755lQ1ylvHhiaaJYiyABY2RwVDVYvCoAiTgQCBIYGhELG48I0DQtU+mGElEjo9Px+Ox6cnvOOx2O482oRAohJyLiBzC9TzP81xHY85mVbAP43jOBWex3f5ql3YYAmMC1wpLh0Ch9uJkoMDGBqoUwJSAAxAQihqYqGLJNmdGCJECW7+PKVEMZj5kActiuVAuIaSQUhh67HvtkogKRbqaDl3P+z08HIGfHo/HcZ7HMouVnEsJmEvIfSqB+xgGASQCXN72BmvEsOBnAQ2ZDADzReEE4I5pqOWK6doC8CKw9KVCPVCgSp4u3CKLTKxyyLWVjGskw1bW7s/YirVbNrCLkIeMcKHw+1avRv0AXsAdVui9/VuN0mZ8gnjRKXnR5j++XVAV7ZOt0JZ6+O/o+l4W+p/80v8Ro97nF32Izzphe7af/IS1rD2PthZzg3WeufgMLhdXm89duFUL6UtUVZaJy8bOt0Rgb1drHv1UkWiw0FewOgSWpVXVN6IZeBfXfhjdLl6fsVKeqY4bGpM2m0DYpNhtz6RtD+NqUucCbdgGgWxFHWwCvvECjL5RMErJFzsqRABjxu3geUsH2cStYNvNVndfVfnr2sdtVgSuOG2nKV/ux1wL+aw/pOU7Luf2Cu5LIa73hsnGSVzLjVncA11fQEPI1MitDUO1/lC4HmkXjNP6erSqE83AdOsw5GXuu6Yg4obaAtrkteuqsxbQ60+6UoisTpgWXMH2/r/IMF0CRjc/O9XxlYgYqIGnmV348m1jYCFMTc7tE1cEJBQiQgiLPMwjH/HupLlgVns6n/747uO//vxwnix2e6PZtXJZCon65DJ03bY+aL1fk3p6rex2LDOLHLxTrTGVRIDIROhoVqrsRv9q113IPr9xXQUGV1ec5lmDgCojEIKZmJTfHwcmCE+WbOzwtA/0qgtXAb7Y9weGq0DXiXaBOmQGQ8PC2eXZVe+qOBc9zUUBZ9Up62nOp3nORUX1nGc1nEXPuZyKTQaTwWQ4I41FBDH0w+H6+vr21e3r12+++mJ3sxfRDx/ef//97z5+/PjrX3/zP//n//iv//XP37x5c3V1RUwlF7VpnPJ4Hq9vXu12+67rEennn38+n8f7+wcA7PseAK+vb968eZtzHseRmQOlMpdpnJ4en37/+z/882//7+/+8bt/+IdvpYiqEpKJSSl1YUaBuso+2YDXLOd5Sd8lB64uhgoDA3X/m1qRUnIRkWk+l1zGcZzmqeQiKv5hizgZqhvKrRpatbW2zCo2HPzqMmthM24urZJgJGZ2RpPk2nC2kBLnsrTGsn0FIiKZPVQCgaxIVjkdT+fjUynFtSyhZa4bEEIhVjNf/5LOQ4BuwNurw+317qsvbt/c7q92fYoYAzCOzJxSGrrY933f9zFGrKRNEjVvAIgoxoBE7cTzZ0LbddNmn2kX2QB+cKCakQjl0me5nmEQSNXWbQDCUsBAAy8cHEVH/yPVWnpZG2ILGfKG1gxVTBRdkSzFSrYiqoXUJYFAxERCaEwGLuY3C2asBaXY8SlOk87T1bD/1ddf/ub/+PM//MsPP3/4qYgYqhdmyJR1rg9grMICqmUVAGDAiIABLRJ3kXYppsDX+64P3AUm0FLKSeZxdHyOICKHkJzZE2OKMcaQcwkhmAtVkMxIDUGrMKSGsOuCgga35NURpQeeKyhTaMBML1i9MGiedtxMVzfFBm5pQLqOYq0K1cxSF5vKH8xipOt96jtOkZ/OMxxHMAkDpRSHzsaR3j/QeRrH81xEi0BAUsMsyqBSYWtgWHU4dHl2tCf7xlG1CY/WsvHprcPfFaygdUxYR63UdtSVayiqWSwFAG3c27raKEajwYc8T+fxPJ4Q4MC7A4a3YXjD3W3ax2H3gPDT0/0kuXgmARABKpCD2xmAlFXF4VvC8GBaZHzM4SuTt4G/iD2yJVWTzKgJSUhFm0dk+UmoYTZcM4hkSgbMiAKsZmavibtXb7pi6XH8+Hj3lKcp8Iw8ioAgEkUhMsXWT5CnkWqg4LNXhRYShq45AaS6iDTQIgrySPmYp/eP934HpJj6vo8xcYwpRu51QUxlV78f2WYFmaanrFe5u97v9n26imEPfGWkgCEDqiACigQMyEQSVAw5YgBkRoKIAQnVgMASIAcMMTwd9v3Qc0oCVszMIOdcphwpIjGGKMyCMBedRLKKdbs48LXY0J9uu8eH9HB8fDxO4yT5WKZJZJryaPpoGub5C+5iiKmLHCMhqJmYGvjMCqrrhnxcBQS0EvbRxZdYB/yN4GKqpi51FFz9Yob1yUnL+NIUlmmI8y/kkpVgK6z40su63i+LuWm5erCILFkOlaxbkeYEuDIjXYrxKQhJ/ZErRv6COfLM8HfZAMIzbMmnGr/tV3v5ff9zdn34y3Ezf1Lb+clXSYu48vlX2FqrdekRdaHIf/Kb26eWkFvgj1ldso+jP4tbccAb9/92KUFEgevDnqqIc8VUbpa9i5JgXfRpm6m7InQDCMFnKdut16xxBYum6llyJVF0tcxmTbSlgEATt7jicavP2TRvG4bnpwgl9e31DYfo9hf9DOe1LAZX3SYtHNuLIqYdDG2rBuLbJADQzW6t6ks3aenbKY5zHZ4F0Jnotv9sALqUoslSCIIErIO3ZjHyIO+FNFNbNXKH3EoLDM/kr/6gaeHQXnTWfnLZQLb0iO1dvqhSN/Nm/MSdUldb9pyugmtYUu3fYHORM7FbjZcbk1rSjIq6vdDZm5760MJGq44OB7enep/vfWjdogB7gqmITJNMU/6Q7ePdw7sPdx8fnh6eTo/n+TipQoxxmPK5WDazQCF1fUoxpOTrqXmet0KplFJ78c7ZrxpU4jbI8GaDDJo0tHE7/C+dWAQL6uhbBGQBU4O+67PWHhjVRMRQxzD44xp1Vsk4TvHxzCYJ7we0nm0X6SrFQ0pdCilQ13WIKGY5lynP05gfz/PTJAJQlCbRsegkWtTMLNKHUnTKMhdRQE4dx0GJpiJGDIFBZzneld//czG1IqTWVIhXV/t+2D08Hj/ePYjC0/HscXPM6fb2rb2yUooZEPEXX3x5e/van2Cn0/l4PL19+9bzCZhD1/WlFFP+53/63d///d//0z/9029/+9t3797FGIk45+wZMIghpNhM9t2Q3FHTdnE1zXrpyV3z6S1WRPLNnnMvF7VSnue5RSP4/VUfbe3vzZ7angOb2hRbQY3wYo1AWwzVs1Qxf81tlNAmHe17+T93DCYlZ/UXXIpOeXZmLLVioxnFAZFQcjYofaCbgX/19ubt7eFXX7253sebq10XUK2ACLGGALvhuu/7Ydd1XeezDFXlUl9PKQWqvMhvwNjwudVJS9SWqJt2wtZJJroJ1qhYB3CT9SpLVyx4+4UKWsAARIm6Sm1RA1K/besQ7ZKf7e2fG9JABEVBCoigFMvFJKOouoHJzxMMQG6lg4AEpmwQxBRFzucwjjZnG+DN1dVf/uVf/PTHd8e/fnz37l0RQUIx4MDuPnO0bxu504KqQpUh8T51fcf7Lh36NMTQdzExcaiRgs1kwTT7Y3syyUV4znNc/igUMaLMzNM8I+JutyOiEMwUIKIXRJv6yRYLZVxyEZomTLfPZFVU9bSkGtn8YllNAFXrEWOnWuXN7uIOIRCCyxk83AIIIUEnthu67nhmkqeT5JL7AEOg0oc+7o9jOB3Hcc7HscxZxfwgRzEUMwVTh+tsFEMXu3R4HlhVx+Yb6saGVi0LUG5z2Pm/QQXx08s/wIpaUcmlWJUOLI53wqA8n+fRpjHPqHboukMIN8xf7Q+vhr0h/PTx3U/z/B7lHDlRMEAjNUKpK0O3fymIyzURKJQOCtFR8j9N4zl2EBIgXSNFRDYgNUMFNCHyzTYisxmAbFOXseGOtBBZ8Oww5n0I4fp2919/84cf/te3P/0RucMQipogEVFRIwEypeoHy6akjCSEqETU9seEwWM2VC1Lm8ASIiqqmDksTFTHkj88PIJqXy/O5FdUAVUCRMoUspgCTKJ3x6mbZZfi7dC/ovgmxlccejQ2YCSywGpAiEGQM3LhGIiZORBlpEBEwaVOM5KajucCqqYQAoRgGJWSUpkpIMAEIKo551mKgRBzGHpGToCD0T7Lbp7PIiPRSfJT4UcpTyZPOZ/KKDgqpZTSMAy7XZ9Sihw6NkBUK7WmRxWruHvSUIsQPwuW+cKCSEAwI3OIuk9ddf1VAtbE70U5ZesCgxAxuLXNaPEfVcBV0ecWKlXbWnVeyKSr9PSCF3spf8e1Zv5kd3MR3b5JKX+27Xvew1xEsLTZEuJ29oSfacp+adf3by76Ptn4PesBfD3/C3eGBPbphhB1+8yibSOn2wCGi/y0z77pVh2WS6y6esnShsFr1xeIKz5lJZHUxi8sXWkFsaBWX2g9umCzQFsGC7IxdC0cl08pl7AqlKDGnV5SX9smugno/eR1e+pStbR+gLYQxgqkeRaIeSkyfBaNcmFLq9elbkRW+JkrZ71Mq0BxUS7h6kb0f/sJIZPn5F5c6JsWUT2Gu77BttRz64XHSJ/cPZdSfMnIzH6we6psxXW26Pa6O62ybK05HMvLi3bhJiKyJX4D6IIkbWYlr5GM265vUXiu+aGfiJFxgk7D59jLX5y9RE694FQ1JtPWpen0WXVxzhZSt6laPG1VFEyaaZKDAJiCKpUs4zg/PZ2Ox+P3H8YPd/cf7x9FgVPq9zd7SOfZHk5ziNopENFu1+2GXUrRlobBCR9tJOH4Vi+L3Q/mFXPk4B/Tllcu5Yq0ghlbB4itReEIXNHwaKhWAiJTYmZiVFZUO87iPiiMg1lS7XwzaQiTFZSCc6FzZsiMSGCRa7tbTEVUFKaikxpgNA6CbETC5JuLFN6pQs5ZxGn8DMiGFPa7ueS5qKkakzKWYkRAujRdXTfP5a//+m+/++5//eY3v/nVr371zTffvH379tWrV7vdruu6rus4phAjM8cldaAoAOnV4RBSD0S5lBhjyfndh7vv/v67v/3bv/2bv/mb0+kUQmQOOZeHhw/7/V4FMoj3GL6h6vv+KKMuyZlt/+zuo22qpLdzYFJKmefZZZzzPJcyL2J5aSsOXWrnFpD9rET+JGu+Uo4QtrGZTXS6HhOIiJhiVb22H8fn5Y+Pj77h34JSpjLXQK15LqVUr7L6fljd1apalthYYdIYLVG43nfffHHz5796/Wo3vL4ZUqQ++oxSgNV9O717Y6BC/KuLDAmxyitKKWim6nOJmq5Tj3Ai8B3U5gmmm1udkdRMVFEURYKUYZZutgiAKMC0/CAGJiClafgWFgBeWrVc86kNNg0mUAREQNQkaxFS/7visuKov4vKCqvZxETgaWuSZz0fKU+90fVu/+tf//o3//0v/uWHf/7w4YOXxZoVA4UQVZUBiZDrZFMRiLwpirjv082+3/fx0HeHPg4xms5EgCg1pojJS+cYaNMYO+4PRMwJr2ZWir/bfkSe/ZkfQlgGH05wXR/pbYrU2jlHtDTFfuvxFlNQSzhYTzHmde7W5lZ17lApx+b4O8/U9f8qQUUMwJCsi2Gc8+iKv8BAoU/9wHCeiBGeMAsgIBTgIm5yMQRCVYPnZVArnLZn/stDZHs/iq2HGfsEmbQBTr1ZpUX4aWxiKIDky2Vf7IARIGXQImIKYoQWDDsOu66PXTjr/Hg6/3g83qOdUwKmXtAQBCEbGGqB6pFb0t/AMyqUUImK2Yci3Tj1GFIMKQRGIhNUocVuh22+CrjlYeAGlqgIRKhaGGkIYVY8BP769uYvpjcfjw9/LKomMUQF1yMQkaIimRqAmAEqKhQDBEQ1argOUmcOqm3jZBgRZywOIyvi9N6QUvASxQzHcd4IEwIRe4skRGKYVacio2ouWmKKvcYEFCCqg2g1iyETmKISiLFpCMHEQghARoGJGI20TKKzPj3m6UxTz/0eh51FRCNkMkQBFJFc5jnPKjmEEJiiez1KofkM5xPnuVdNIXQEHVNv2pukPB9LmU3GUopaFi2lDF0/pC4mJoLArOh5iaCIAipgUcj5eKoKRkigywIQqnZpHfqLoT/qbQkMc36h+7ThxaqttWHL1HDxs8hmoEZV+lmWcOMtqV5NkWpA31IJ2+dam21Q4Z9GpdBS18mLEu7fBKz8clrvv5vmQvhZy9wvwLp8ZsuHG/KOXTR5uExYF6Okgn26i2t2NNR1cffJls91/Ys/+CLFoRlR0gZrYWbEuIF9b6CghOA9XkvwXQCECt6FqnlaGjq8CJB9roAL5Nc74Vq+4Kdq95pMsPREdcrWguYW1z4iSlkiEIAqucT8yHFOLjaLovMHNs3txg0o+iK3D55TXtaF4CYuYGOsIqRPKn2bF7Z1zrCJhbUFNVl3SLq5Gl7QHS67PmOmBmXZSoUV1sEkEmIgrnNNxVDfH78CiymIRuKFIbleRV6i+fLPNp46HxBsrX1OQy2lIBhfPgJijKv+djOtWPADXtSua+SY+GX7V5er9eR4GaixYWev/p8LgxORI503wANrAw69YBctzzLW5tvQUtTQg4BEFaTANOs0lqfH8d3Hu4eHh3cnLaVQ3BFxEZumMs0igP2wB6xuvc69TczjPDnhY5omRPSdnpv6fO/aDO7+iUrS+JBeu3ttPS/t4pYEU4CQXQsqtLSFnnuOBh4KIOqgHb66SmqmVoqpqKmhCAmFWQ3QlY6IBmFhPjEU/zWKmJEpgigWA0A2YgPKZkVMFQQsY1TUQuaUMXY7ltp0HpE5pGgI2e1jbiRHpkAiIgYiYlmy2F//7d/9/bf/GGM8HA5/9mdffvPNN7/+9a9fv359c3MzDMN+v/dtkisJAcAJLs7Cvbu7+8d//Me/+qu/+oe/+/Z0Ok3T5NtUr3T3uytegj38zQeAUvR8nixaa9U28OFQDycR2/RyZc7e9TmyJeepwVrWQtzBOs7dvWR5v3T0NZNbC6F+ltK7/ldpe0gkor7r/UnuE4QW+egRfDUWYvmTZSqlzHMppeiFTH05L0zQAKrrFXssXYpX++7N9f4333z551+9SgFNJgY0dViUofcPvLE4CsECcAZu1tz52XJyE3WDW/zSy/Hc8rwupmo501zSVMKUUwEGBCYjW2bRAoawPKzqbY6XAO31mak1xcGfIVJABIpYEZCMSCQGBhvdkzucCZiY3f1rVJCJlAhyofNEc0HCXehev3771Z99/fb1F/+SfhA5IbDqGC0QkcsGPYKCyBiR/Yww2PW0H/h6n/ZdOAxhn2IXUTMtmctGAYgpAGQFj0p4JjlpGgt3+rXurpSMy+CplNJmGf5s2Q6S/CoKkTcKC3fNi4eLXiSfVpzW6vdzKiNAaZdlu7a3aUlqIou6xGlZKQTmIcW467rjOJ5Op3HKpRRE7RACUgwkAmo2C4BiNn+4oAI6BdXMiuLLOex2Yr6dzDZX/EXEma0fLz55Marobn9iaVXtVNls1d6wtZhsH9SLKICBkRoRIEAIIQ79ycrT6fjh8ekIWvodIgwcDgqFYBJQtGwg7pEBixQCMJqPxgyBfKt5BL4X25dyhXjF3CEmIBQFNxui98VMrslD8AOPFuudWyyCkaoWEwLkSFwkMB6G4c9fv/qXn3bH42k2SIRiVERXDAkQQI1Eto1KR5d4KKeZAxOSC1ZNTZ0RRYEZkYlX7alnTTp/Ya2vsO4khroXskCqJCBiBiX3TKOlGbQYoCkYueEQ1WdlhiB+SQKAFWUKbEYJVNQMrJjefSzEcRjoWgmRtVMKgYIAFCuqYiYIGon6LuyHXopZnnWe9HSU05NNZ5I5ECEYEUWkaBgUOsVZ8B0aiGWZTkVsFu1LVzoOOAxdNaggA6k7UqviWoCQFHXJUUG9NH5LXQWqfSpEy1tBBUOxl4IpsMYbE611fljDopaNW2V6Ay6RfzVzwuFA1XRk9jk6Ln62wbNLkzZ8hlV50fgp/qlu8D+B5vJZwq8tNWXtc/HZSm1jSWy7R3lJy7jo915gOdsxRES4BW22ho2WbealA3CNRIMLMGN7B7dDgtr5XA6biSiumJP18xxfcSkocv3EsmRjUlxzfgwX8AaY77Hamm79yoRtGgRLvFsdAaotIzSCNRQSbGnSvH6okYBmAMCbBPBl0IjP3paGeXy5WLtQWK1sTLighjShkXlc6kpqaU8oIqpevW3Q+XLC+d+3eDpYFuullNrP8AWErZUn7Tj1s9M96wBQpJRiIfAifNU1emvpWJYkFWOoIhzfuRER8fq+0bpGu+j6mB03ZQsURlWVNkT46iNafH3g3LxNP1yyrvSRpW1j5kVqq20zWSWmFbpdQ+QXbhXCZebkMpigTcDdhSJ3W0E2byTWy0Cx1tb1BFwS2FtsHphZLywiAsIhKeJcZM5SFE/n/HgcHx7Pd3dPHz4+jOdiZmcjpgiIaqhISEAh9cN+mgvHUEqPpl2XxvPpw4cPD49Hl3eGEIZ+6Pt+GIau6w6HAxFN0/Tx48fTcSylzFyY2b2prvl0eEkpZQ36W8yB3gpOvvYLBYtTWzmEEFzjwRyJBbRKrxHUcu1/CdGQjAk4IFkRVXdzE6kVNRNQ1RjrWypL5LSRgV8AaIgckTmAFFM1w1ikmKIzB0GBAUMM8zyDgmZFgoQUOJaCisUrAF9ptnTEtKhhn56efv7553/4h+92u91ut3vz5s3bt2+//vrrr7/++u3bt7vdru/7/X6fUl9Kubv7+ccff/zuu+/+7u/+7vvvvxdRQ0hDj8BmxpFUlSLxAs4hIqCK81GzOQsTeRu+bkLQVGWL36zqzVl82dj6vfZPf2KY6TNY0Ta09+Ic2Vyx1cKniuSmM2xaZi8mY5f6ofO5T991XdflYs7H8xfgLd/5fHZjTLtbfScJsrReTJGWG1AVQF0ATQREzuc2Zn5zzdf7w5vX11/c3nx50yWUiBC7yIzEoADICZkpsMeCtytTVed5XuiR/twj5vjSPO9iwk17sEVY4SJq0ESIolyMRVORMGU+z8ECMyuBuExXlY3AEKRULyVy7e10jVTd0KSVAF3UDmYgCrl4BCsBgmjDnakqI0UOEEzUxVpkhAGQHV9NRKrT/cN+nvE87W72V/vDN99883/95f/57bffPj4+9n1nXedP2kAMAIxAzmA0C4hd13Ux7HawG9IuwRhZ/fwAACAASURBVK6jXcIQipay0KsxUsDgngMiwrLo9ukS7upHQMOqLTKBfo38MisLXLjWi5upxJK0tHwu0vZo2jLDbdmNtyCybR3iz/9mg9+cv1SKb9SXLlEqrYcRKERm7rvuarebpinn8nSWWWSe0jhJ38Vw93QedYw4FpyzsmAxYyTflGzVX9ZeM7R/eREz3QwKy7XBW2zgYrZd/XrBf2RCMQ2BQwhioIZFhAGJWJfvkEspEChwmedAPKRu1/Wh784gP7//eNZ8tiwQrEyJ0wC8U1CigFhERhVhBA5EYS4CFf5B7tIsalnlqViYyo7KNYWrUjokRooGEar6VMxQa5KWeX1mzgg1RaiyXQIjhYhqVnQG5K6LZvhlHv7bl1/e/fD7x/PYh0iRzyZoQJVyoLAsywlAQZdqgpYxgAgQiiHWzOZ1WAyL+mYZeStCcPKkh5+Z774raltUESEAKhgwe/c65zyWfCrznFAoEBjoDGBkSdFQMxqRsUsDiCiGICSsTCaW2Hd6u5KRVc6oAjLOuD/QbofdQCEgQiHggB3FxBQYqcwh2zye8+k4P9zRdCIVJlAtPXFETIhReQj0ZDzZnAlzzlmKzWUyELAMGjVKoJCYMZiKGrBHC5ZKKBAwIEe2kK153JXtQqsnyBrnc4tUebkqMKsqBWy8wGVDWCkvF7UTLUW1s9NbVCC5KxLqhhHanbO5qT+LtNzQO+ElpHqLAv1F3Zn953V9v8jRZ/Ay1hDtl8UzoP4Jex82s9O20bUX38XgeWPgv0tr8tiLppTck9+Uio0g485Q99ADLoiBpf5YqKme1w6IirohyG5R/OtPhYvXE5c9aKNFba3R0K7URchDFWmkW7jlM+WerTPFC/jKWuUDAS62ayRvxptF+7PWx09pei8gH88rswYLMUTaknIuAiiWbsqxZnS5SKQNpdM2DJ5iirZIH+uzta7dV/ZdjREAVa8sre0zvWZyxaZ3Wbjkmgcz/3ghCqo+CvICqwtx+3pwcyW7d05NmtSntYibxlJhG8JwUdeunpw60VAkIlwUnriJrGgJ7HAZSR+Amhx8q2F+VmE0O+VLrY6ZbdFt7SMR/YeiJRJtDeDwyhWQztM0FSmAgOHdx8d37+9+evdwPE1zwSII2BEzqQiCCigoIisQEDLHrt8hWSllOo/v3r2/f/g4nUc1dLakB7X3fX84HNxs4+RJX1iZmQvwqiuBawa3xxIAQEix6zrXhWYp4zwBgFFy+1+IRESR2BfqHKh+mWWzmjDQpEbIfogigzOb3RlrFc2JHkcuqqrFyoqDQq3UVgIz0Y18SBGETanvyPOFlAyIqzypW4IT/fBRsIKQqbGdsLI1EA3wPE6LLzcA4pxLfnh8fDr++OOPwzA4Be729vbm5ub29vb29vbLL7989+7dDz/88P33379//973eyrYEsm3V0vjJdrmDnLpNDtAdYMy9tV325X5cq+U4ljOSh7fSCfanfcnZJwvHy9bS33jXbncsW11YwzNfR1qLI3N8wyAcxYfCvhneXxFLeVNTaXkueRZSqElB8VvtMrxC2ROlgRDEzLr+vjq6uZw2H99a33qDrt06CmSEBVvfjgRhUSBkSMFRmJF2HFs6ax1Fihefy7vttp2R/3Sv9e29Fvj4vK5wEoBJAh0c0lzCWpcZXYIxVRVcqGiWPRYijgSHkANq+B2Y/aOxC6V9obZma2gZiIgBbVtfUV9i+2/T7f3YTQEcFjZ8gBBRFKRp2P++BCuT+Hq1aHv3r5585vf/Oa//OrXd+8/WJFQy1YwKcxMaAGAERNBl8J+SH3fD0PZdV0K1gWMwWLwzcgyN2WiENykZEg58zOP6JLNgDGGvu/9R1v2eOb77ZeK+mfRI35VV1mmmm5d7ivArB58dU+IAZZE2WXDTDVTocqFZIPqCYjVVg0rZQKy5vYtAjEmDMyqymksReaJp1yILQQ6Tfb4NJ2zjJONWecic4GSxcwcEV5/LuDl3oesaxw9InoghQKuBvLFvKQIm2znGgDimweq4xtQ1SI1o7eoIIATv2iZbSPRCMDkak8DIghhBpjL9H4+ziqGwDEOFHqFtxxfX98+lfx+PkVRRpupCn8RQVrYtBr4mEAhAx+LvB+n3myA1KUuuiBy4R96nAkZoFVTH2EtswAMkQ3VAw9Uq9miBpoY3Pb9r26u3z0dj3b3vjiaGs1zf/0reYhuNVJSo7u52bKafQwUlxO26aXU2jjHr2Fery5u20IGW8TnQl4vABuqJ2kiozrQl1ARjOpcv9T8FTBQMmXTABaUVNUvJDIzVGIGxY7IinBQFSlSJBcdJ01PfNhzjIEBEDAAm9isKrkcZ5nmcjrK6RFyJnC5o4IBKwEiG0fghJa5KymNOB2ncdJ5zmVWOVumEiKUXtNgXWRKxKGgKsx+dSGS/ySAzeSCWLPyXjZRDXHpvzNf2ZHRAo03qRWyrlYmrEfdpUVuzdACe95YtTyGWvcCEtIm+MEuUggQPunQU4RnhIv/z/78B7u+bUuAvt9/QRj7pF50w9XQT/evS7uGz5E12mx7z/ns9iJW7rNq1cXmaI2Uj7hMdktRESEDqyw1QtSGrFzitOsqaRvPva7gK8yqdeDscEg0Pzzt+b528z/blcGABqZWnnVlLc7hhczStYtG5JMk3IhGiLDlm9UDyYV8W5Hh9it/MuHwky3f5y6MyuTYEGZbCh8iQo1nqXrC6m7nsC1lfFv1nELpShv/ImvcXJW2MqAZe0r7s8Kx5YCReayVv6q6dlBVQ22rRacCLp2zbZO+lg63DuRq3KJdSCiJmloEwBgvX4lKXt8iq15hd7M0iDbi8zCltvBEtWcxGNvBBG3a6EVKt2LH7Vnjd6mFWL4pqpY2/bX1RoMsZkUVbBZ8OM53T+fjef54f/zw8PTweC5CyB1xBCQFYgQ1lRrlV4pKzpJzdj3h+Xx+vH/4+eefc5kihxRT13W73c6bvZSceC53d3ePj4/39/fjOLa2hJm7LnVd1/e9Q0oeHx8fnh7NjGeepqmRP5vaVrhozBojBZyrsM04Rg64Rb8ECb1VXijF4IULMzAGIEAj8KrFPB4GAZh0AACRYigLidKYUdVApc1jiCAAZEwUCdQ0FxeUglrOU2pVPjV+rwtxrBWshOzX2zAMF5gia7qDjpjHaT6P7z58vPOPPBwOnu5wPp/neQaArh+IaJ5Lq4O3Tl3fcoiILqQBZ1UzxxBCYG4raBEhgrYoyzmXqRr52qqk3cjNuWdwEczwIpXh33AZmBkwCRjbpenXN41SXEEdUlp2j+Xp6enx8XGeayi2N6guXl2YeHUhiVABKssjWgkNzVSzgUWGFGjou5vrwxdfvHl98+rtcGbGGAIjRLKAEBhj4hC70CUOCWPkGIACACTTtQ3YIGdyznUFQu02pCK2wUIRbvM2fTqzmngNEVA0IJFimAufJzzPlM2I0bBYng1yzvM45vFsc3k8j1LbvjpTagf3gkfilFLfdV0XU9d1KVXulD+xVMBMcvFN32ZFJvVAdJACMrjEyxDBApicjvPdx/j2q070uk/66vb4q6//yze/+u7bb8dxjKH3vktAAlkgYKJE1gfeDel6P+yGIfVTH1MgC6ghYiQAII8/RWBXcdfeD9GF9Ms+uV7tfg04TCKEdWutdrmOs9Wt0J7q2wBJH2GoKsIyZ1T1YVMrh4jIm+elhw9Qs3L8HasPw5fmVc/rW4eMiIy2SFoWlb6aWw73PUnBOWAqzCEMwy4Xu3+YTnM5nfN5zKexjHOeJytmUeqnFzEAJWRFUIHAqFyDywBMyBYtMW5EPS6QAW1T3ZUJ6h4qrcA6XwKaBeKZChoUJGaNLg4jNINzkA5YA7IBEArSWcpxPt7Pk6pGDjfB9sg3HL5Ku5i6c550zqaCDJ6vjQoE3Io59xYTABsYx9nkoZSB4JDwYHGAEBvCzRmgaLj26mAGDOh59t5mGJoZKVWuLaDreGGf4pdXN7++nT+e8/nhqUimrs9mhqABUc2wRvWZYqgx5MseuGqmWFV5k4loCKuH1tcJFf7n6/fKntlGE3vBwOrnkRGgc22IKhTQt2Kb1sJMTaCmDbgjVZACkqqyvx5vrZiCZkBS0yJqRTQXnUYJAWSGmKiLRECApkVyKXkq92cts84Z80zeyUNVZRsCGxMYUYiRLVgOaTLsEB8LPeo8ac7zLDIHK732YrCLXWQmADaa4kX4sNc8WPF+SItqz3+3Lqrfbq3xkoXueX0CxtVa5VsWV9JqE2a3Qf925O3OJkPabrwR0f7kFm5LC/sTJ53iZRVn/z/u+tooalM72qWk07Ze4een+Ge2fLox1RrCNsBgm2/48q15/rYudJbPZbV7s75leC64ATeUt90t+dOqUoE2iytoaa4+hF6Wi1u0xpLk7SJ43uq920B9efgsn2JgYIQVio2fIqSY2YX1w3sf9ot7ndwvNPNtyEH7u2Ntt7rczUbx+fwSn/FCaqbkghhdCc7bWf4SnouIYNri5rcdYBvMNNHLJgihLaxgG8zp7eA2NsO7vorYhIZW063PsA7LibDpyghhOQiNjDeKUy8TW9e3qH/FC6BFEgIrC+UZs7S9k6Z4udYwWjvbuqyj1bSjC8mvfakQCV7EUm8Vnqqy2Qxso5x16ydx1dA2par9QpdAE11WDSs509a4UVSweS7jPD0cz398//DTh4/3D8exmBpB3Mc+maFP/6EGHBoAFNWc8zhPruH03d3xeJymycwO++thGHy/NwyDQy9E5OHh4f7+/u7urqrvFnlV13XDMOx3/X6/v7q68g8uKh/v73zpV+VwC9+FmQ+YtGieZwvZUWXmum8pxe0V7F0VERHbgEwWLUbzwspigNDkeVY/ZVnJBjuYGWhWKqDFQE1FcbG6VExlewN9iW3mQ3ciCMoUNw+ues4QMCvACoSoUXjM7G69pgcjIheyhkDe7jaZtK8mEHGeZ0T0dtF/BTF2zeFUgYFWleQXaZbtARIjtdnB2suZzDmP0ziO3uxtyLfP/7Ta+qXS5pf2e5u/ZFOG9YlRSuXHnE4nfxmx61T1+Pj49PR0PB7NzPGNFbYkxR1czowlAGZCII8wIUB2SoSIagkIEWFI+Ppm9+b29vWr65ubq93QHbgQoRuAI6PbKTmkEAJRcOBzoEiBDTlobg/k1vi9nJT5b6GW+A1U89zdfeGSMDNGYtOYjceZn0Y8jyZBQsylTKJjLud5ms7H8XQueZpGE5FSRQG0ZFWvu98UQozsU5XdbtjvhpRC5MCIJFYnObqZl21U6OLYyU3krC/SIqrmMzw90PmJ55lDHoiGLr65ue5iyBMwqYgEpshMZjHQEKlj3HW8H/qrXew6poAp1Kx0UFPGgB7eDotRQdHIRAAxxLBJjAzLjKN681IKKaV2v5RlEudDgVbpVzjEpmh7PrNQbYaRts32rgwRObN/ixUJwwvuy7jhwc0jvIkAQGRrasANMDwvVe8qqHZ9AZiiaUTYJQ5EYrTr+2mW0zRPo5zHfBp9Ca+PcxaxUspUshQzk6JSTDlEFSgIlTkAYATSotURVFEcYYuAYka41F+LqRJs6fqoxbEAmXAQEwnBOS413sJsHoABsIAJikKWkke7O5+yqgeJJ8UrCq/73Y7p54f7+6eHcTpJQKLIgmoIrMQB0AwJRddLzgAoFsQR5QHgg9heSofYG3fIAIqeUVlPZ1Gs6JyX9A1FqUe0F4qISBYUDzF+tb/6cDg9HUfNZZJiCELsY0BSA/U5sCfFrYUdLymjSrhIglWBXGRkixlnaUe8K6QAoe4ZMDj3YZPYBCS4uJ38M6wlTBIwqhiZ17G6uIu85AEBAwWkejmhEQGZoVGpl50yat0jmhQN5S5rCBi5StX8RRSRpyOaBQAEZHIUlCGyAarnv4ABqqtwd8qBEzOHFElnKOOjzAaWcwGYUMGihNjH2AckWwf0oBuXSv1ZLv/TluLhYG3YLHmqzGqtJatnbxl21MWgL+s2TcpGjAef0ItaTYsztZp+45+ujFsDThvBf5J2uO2YbDHU0v+rDPb//QrPT7aCWwzgZz7uc//aZCtotcv0+s3G408pTi+1dcv/s2qg3Agz2uN7tWlZvVkXGpU+D45HBKrre6LagChS879toc8Lk8TQFlynoZFu/Gm4WU6af3cmcluar7CWjVPtKFqbdxF7sDlot12fNwyrGPKyRblAhgK+3Ow9kxXBVgBWhZiw5mVctoXujK8Nhqthq5oOK4WJaPvxz8rEZybD7eBkzeWso5j1prJqNVzjrVpFu4x8tP1dL2tQWVYcZE1SZRvcqDKzo1Zswbe+rMmqTxPADYrP3lIOYZMWCGtyQ82WeA779lfUxJ/V/oeMm1lX++6eALbt+poMtbUU6+shalzAJhbGzQCsDVd8JzBLGCf7+HD+/vc//vHdx3NWNSjKFCIg+wxOakCq5pw9wnuapnEcz6dpyrOqtn6v6+LhsBuGoUtp2O1SSs3CdzwePVXci7DW2KSU9vv9fr8/7PfeIqrq6XSSYqboHgBkDBzcu1c3sYB5POeckYxD4IAUOYQgGduVhFXIhok87KuEkKsQNHIIAcPCz2eigHWrQGTFr+qIkRiSV255zmQKAKGVxeqnPjnjkgIgYjZBROqjiFTiny2XOiMK8qW/a5GoVaQEQL2z/Cf10JF2tYcgZuYmwJT6Vs7G2IWQzvMEAEhYs7Stuo+MasAoXgRF1t6j4TddxumcznEcXdhpS7+nl+yWNSt1Gx9U/eCfVf9/rt+ztuEHbA0qc31585xFZJqmGKOYnY/HLcoFNpHxrkH1RIeWBAOu+kGFImaF0UKEXQpdotc3uy9f37x+9er60A99DIGG2IUQ+pSYufpFkTBEI3Lck8AMRsFD55ieWcu2cgzcdNSwCeiDjZ52a7p+5rsmQM5K84zHM5+nmBVBztM4Fj2ep9N5Gudpms5zHudSsISiolInlfVM2LSaJxoDcYxTSufd6XTeD7th6FPXRQ7u4HaejZdLZmprBh03XCNRQEL0MlTRlMaTPT3Y4z0cH5kTIXeJuxQjA4EkgtksovlQ7dCHq123S7Trw65LuxSYCSCQ9xtt8O+umnUCSKq1iKMQcInq4uXGWXatmGKIgWOsjwgxv36gXRXrwNpweyM01lGzfbZJhzNF/LEvWraO1rXhD+vvuon51wxYgIVFBc07joieHlS7R1xyd9FjhRCBA6GYARuhicGQQu7waqAsVopOc/aM7/tTVtUpl3mec5Y5y5RLnstURBjk/+HtTZcsuZH0UF+AiLPkVtXN7rlqyUzv/yJ6C12zq7HW9JBVuZ0lIgB31w8HEDhLVVNjnJtGI4tZuZwlAsDn3yYmfnJVAIDZLwwjRQBGL/Yxw+wRBgbuj/d0FqoJ4orF3+zH35QzMYScpbxDKuZaYTQMhMiAqjotWUTOc2KmgemRNg8Un+JmN8TDdPi3z+Nhms+WDQdSi4AASgxgSujGN9CSoULgs3rEmfDdMqUcQTbj7sswjIZgpKTeqWZoSOARAqRFN4ml09xd3mtufn1TaCDex/iXh8fzF5lmyd9/+/dpCgMrqQEBeWo3ofr5I1X2jmt5AICRmhqAAlpRbBoAZOL+0Kjg6kTNmqBkt4uCodUvYyL/EX7edq4PkAEJkEpcDZZ0yQpsPTDJzERFDaymGxAYGlBQZDpCIgqRAnMEA2KLSVnVEgCzIKhzhoBohmqhC6IrlwOYAQmiAgj6yxKIAxGFzKo4IO2AVcgCUuIZ5JwWmHVZJuNMo9E+buKquNbuRNTLoFrJ2C1n3nd5tUO+0drkfBVJ2Hx9CNhp573ZuGVqlDMzQt/jh/fEbu04WkUcdg/31LIQ6EokazwV+NV4t3Tg9+Opu3Qk2h/J9d0SffgDtaf+06BP+qfhn6jQeMEbKq8T5d49QBTnmDk9dTnk7pO4fLRwkY+y8lTuVad+/+6D7/3HUxmdKHIpoZI2xbdWngZFo0gufQREppZkU3Ly60pM3hq3djWWR44uCInNUNRcofesoj95d67iQzvcYnd8fXAJF9dDjHTZ2aiIKOAAzBM+HZhZYxWwC5nEWll4yYJYTwL2oL31VpR0ArjIl7s8v2Lz7EWiJv40EJMLP563jLQrrxjcawttw1Re9tCjfRcJeRgKXVoiVdKKFdXafVlZUGrjowbe6ilEy2YAkGVZWceO02O6qWeoEri2PPZiucuGBj/6GBGqip/YRV3Fl1NK/zjo6Ti9vn/8+v1tyQA0YIlKR5PiigdP+Mgyf747lzKl7KjAKbjn50eRnb/LHjUZQwDEZVkOh8P7+/vhcPBiNxHxMM8QgjN7j4+PTgyOw+C01eFweH17+/79+zRN7hyJyDFGDzgp/X6T6MGmzzmlBHkiIi/2K9M+Q2amODAzGL6F4gIdQ+SARBSIKXiaKAITx4DMFCyEgAyYZ+ZiFET28BtyerYN/j33BQAi67KYGBCRAWRJAsaIxugmNWqSBAViRoDLlD/2jr4YI3N09NXunU0saZytKM/pLChNYgWH92EStzr5Then/dCEcDBQs+Q/ZzlP0zTN8znnLF44VtCUC0S1z8Zo6vGfVzL8buzn7g6pQUSl59qfZgATkePxWNRxBkTERGiqOfUZwr4OhyKNUNU6nSZTSbJkQtg/hJen3X4bH7fxy9PDl6fdfhvGoCPLJiKGMAzFSIrFpu1LISGgmqEocEZBNMp1Tt1jgL7utVlWgLDVZrf72h9wywq+eu9yFpwnOJyH4xyWNCgowMfxfJ7z6bScT/OSU5JlsZRVg7FkLKHkAmJYl9J1UUqoi+YlWVrSMs/zdtltx+0wbmMIxB60QAYl0crKYgEAoYhiileeCBGUERBVZE7nw/L2Nn680nbHFAJCnk8qs2lCGkZCQgkMu2F4fBhfHnb7DW0j7wYObrLHcSXTvCQQGYMHqxQTFKgni5pHQzmt6v91jOfkWwiBGUs8DyHTUK8ljpF9e2pKTgS6SpddVWfdmNJ59RJxk3LpgO3myYiYM3qPrqoS9XuT9T/5cr7c9tMasg0UgBCDmQ0WLJiqZtPCtYPlvCBqiLYdGIAkD4uQqj4/jR4stCRZlrQkmVJOWU+nKYmmDEuWnPN5TjkLKZctHAjAFDCrKRgFD0QBQ5KidQc1HDBoPRqpmXMVy7JQMEa/WaFmBSGbkuYgGi2wmCZVT9ASG0N8DONL3I5Mk8z/9vH6fcasIkgARmLBX6XS4+2euhZzr35UB+KMkkxlSaPBlzCcFXalKskMPM4FGFHQCFQAwUNXFBU9egUIyEBqPmeTPNE+DLaN+QudFvk4nV6PpxzQxCwwWCFRPLeXDYvdy/FCFYwJoRkKtBMqAUDu9H6VZHU/igKoAisYGRnWppAYvDYCDN0a6hEyhBaQApLn3KCakXlqpxG6MLe44wwIydSLO9UwExganREZQA0CGKmyGqlB0IjAFpRQvdUekNRAVAjd5+uFsYAECNlAiRRJQwAOGKPFYMyDRVgWWeaosMeBAEalReUANOWURBMuH8oSpxFt7xB3zb+FauezKwPLj6CCtzeXuUwzTxaFnrUBt+F1GCReWNiKeY9KSUMhSKhG8JQs0LLHYcuVudjLsKLGm89XTy30sLNdDLcY79b6/jN27Q/39f3ok4j344B/j2fRLlrnqyuyOCY71xnqLQd49YvuKogaGoT6LomIiWqWK3NUh1iga8OzK3NdKRtYJxDcGBu4KDNlhLZPrHOFzu1mhFR5KmBYe8ap0BJFikeEXI9SZcrSS5+LK1XX6wPR8yfddWqgV1dPYR37scDFHztP/AUHuEoZ1zaCnhhEumUju+hUW6FUddQ4HUpdDGnFeABqP7/uAXvWtPN81oyKO5cfU1gl2mI1+Z3sYlyE3chJa4bs2qRcS8PXY0Ht60NoRsD2unTnaUfF/rYWr/mKA8sx0XJd8rQ1LGVZ2je6wrOcIwN1h8XVDtR8gP2h4gpgt/clhJCzqGYVSDkdj+ePj4/j8fg/X22almmaBEIYt2qYpZ18/AwkOZey9eV0XMWZTNvt1sm6OAw+UHcciAA554/Pz96/V1x2IbjHb7vdPj4+Pj09bbdbv4bnaTqdTh8fHx8fH5+Hw+l0IqLNZkOBPQnm8fHROwyA6Xg8njBJCklnEYGcKQMzhzJ/pRCGkCHwAIanzYQGYaEhxiFEBowQEHGIkYiYIgVmZoqBYyCiDS9GBKHcpxoCMVvp1QyAyBj8PUNEsjQQizm1Z8Sum+rl08DO+NXe2QYPSpIYs2MAkcWljE2E6V7BVqlXqvMAEPF8PjtX4JQXIk45VW1euTe5uqF64X0Bb6UsXqZ5WpZlOU/n83mappRmq0ozT76u/IbeHQ5e3bA/Xpn/eSw1UfDg3QZ7KsMZnMYrkmAOfsF4COrq49K1Z3UFqDkDIgXcDgNvhs1Af3p5+vpl97wfx0D7De3HOAaNATZBNiGkGJAJCLVEVJQpzJoPxDhw8M77pcvwbE/f0TjUDtVsfoN76VdfQA9EfBUN1a3RlpfZpgmO53CccMkAeFrm14/DNOt0TMuSVEUJktdqJnP1AAHW7AmyFqZF5i25WUBNs4rKkpe0zJtlHNJmuxviECOAOuqTmmZcmdhcPFKeAEtACAzKDMAoks6vv8L3X8bdY+J4+Hx9//hGkMdIMVCMjIgPu3G/3Tzth6fduBlwZBgZA4qqBNwYorpVokBL9heIiMi02rMUCRdqfjQwWwlVdCUbXajcWwJZ64Oxmude1mrDy9ZyMjOR1BvIu34R1SiNXb8QZAIYUPsrF7CJSCv9Q1oVLoRFUODXkoqUyMIyfDQ1DTQCADOwCkMSzAYyqSE7zlRApaCMYGbbGIlIgXPSOYcsmhUUMGWTbEltSXKe0+FwOk/zIcWSyVRwqi1Zs3pgNzJg9rM/kJgxYFAUMFDLaISoSKDmcg9awCWhAUqg0Q5hyEpJA0IgnpMaAAOPVWXVDAAAIABJREFURIPxnofdMJrqt4/vfz+/HeGBiEIMIQTiEDlIa2gnNWBDk8aTAARkJRXmRRGyvsvyPc0HTs80YgBAVmwyXTVENSwNu81H4qc8kBLRYlScMY6FiEe0L5vd316+fj8evy/T35cTMJkrJk0VvDbDs4bdpoXt5I/ITFSy3cv4FcxsDqUVmOqXeuF0PfVKEqNO/ZE5sJcW+kNDCEYIwBgYAwFzSY4xUjRysyWjljjE4k4vgYEKAoiebkpzxKggaKNqIABVVPVtGT3rBoiBCZAU1LA4VRTVDJWQSJECszBDjBDIxmhDwGGEwAREZwxnw6Sj6BbDYilJ3nM4Wj7YfDQ9ST5Nx2Dpr8bD4D204UrZ3rx8/YG/oDKkuiUVGq0ozq7oOKhf1DiFblX1U7T1deftBGcG/it8n75BfQAgFQIg0RoKBWb3yLf+WVgJ1sfe9fcT4PcfLm/4AxSeK0j9XZBT/y9+MnbcKF68ZHdDR34Oi8nuanPXyTQiNfHk3aRKu/FjqAOprmi4f45YnWwl18hfcQ6V6tGmuqRuNB66S7yqzwrqIwAk6FFfUavXQA4t0MUuwglqoEvfedW0kb0t8w6mupAF9gY2q0MR7X5UV3LF1NvBmzz1MrW2fBSPTakW5JI3s0LKEuSDfXdhe8HvXQdNxnmTQbo+a5GiwXcBTvtBsRyzyoQIC2OWGxEHHWnmR+rOjggVj6miVzOuOTGxZo0AgKKoqotFRdKqqsX16zXn+vXqqLgNTWvZ15ot3iLpm4nF6mnmNhHxojBqNS7b+XzOWdIiKaXzvLy9vf3667e3t7cP/sWQMG7AOAsCMjHN8+zBOssyLfPZ/51zNskpJVMYhmGz33kTQwjDsizSrYPvb29vb2+vb2/OTbU318Ge47enpyf3+/lFMs/zb7/++vn5+fHxMc9zFin4cDNuNpvHx8fn5+eHhwdmXiTnnBeyhWSBPJOpGYgQYDQyVE9bFhHG4Pf/USc0I+ANiGeOsxIDJh4YA3P2anIOMQQhItj6awhAyDEMw8BxKLI29rxxI6qcQzYcyMwWycl0JMyaUkpJBcx7yWrDuJUbrV0q7a50k57ZGj3i5J4QtxQiHxNQTbPc7XbtzXWsyOPQEl8b9RRCcJbyNgMp5zzP8+Fw8MiWeZ6XZVEVFfEfWFYDtT5jqQN4eqsvaPKY+xOcHzgf2hXCTH08Y3niiNpZ1Fr3Wovp92fdPnkhwDMzkIDxYb99ftw/Pmy/PG4eH7ZfnjaQp4AyBNiO4zZSDMiMcberyxRKVgDISEMIIXDkwIECEnOVYXNsgLPpll1fagZepdYezBhiR2PeAclXW37O2ZbE06LLYlnU7HQ6H4/HebE0a85SaG0EBVNR9XNpSXhGQDIEKQu3kRWtvi9Nk2URkZxliZoFtxsVCYHIwD33Bq2D0cvuAA3NuwiRAhEjEshAeBY5fX7q62t+/Hrk8P312+HzI4Sw2+FmiHEzDCH8+evzEOlxNzxsYiQJkCMZAau34ZifGxmwiWC9rtQ70/ziZ0QYhnBThadmoErchRIVXGfUOPD6XWYGbgR1RU7L9/KgDHc2qmTEizhcf38CcW+RvUR90iJtVbOT503GL5rbdxXxufuHa+BTP84zs7SIp7iVpgcAVdtthpyXnMteJabepS7Z2CIRAqmRBEJDBgzI0SAogBguSQ7H6Xg6v518sU1TWrJYzsrzMmURQwUEgwAgRoYlVYWdMzel0rpGoGrEvozknBMCcfQj1pYjLQJigYAQELyG28ZxGBADhgH5vEyvh49PXBbIYxzHIcZhHOKGKGSzWXQxVWNyrSmWckkPYzRGp6QS0Unk8zwd4Jw2IUIkQi0SIq2aelAArrcXA2oJbO7OfjVA0vMZSW3g8OXx4S9/+vqXfP7f//tAThnVESiWkmZzoRgRtyB1MKjxXSTdTT3EdhYFz1qqJ16Phql7dIUgagrrCKRXKpbedwK/E4s6Ec0jacg6LZtmNXQnqmcQRFBLhKKmQIBqpEARzdCCBTUwQzIkBSFPqymqRyS2gMGQDUmBQhwpBBpYhqAx6hhwiBgZjACUTYeAQQxIZ5sXTIMFxgTEAulg6TMtYHk86bjd+PC32aGlmmDxXsi8b471RfJu9FXkdTtt7KIf7CL6rnr2yhH4wr+DDfXVnBdoEVtU/qp8pSuxzFbJ1RWKuZv+cvdr/mBfH/5AF7p27tmFQtTuxUhenPcvXtlOXljG3nSTd7weC/iyxtDhkxTNgLioVnwUjhhsRe0AQFVdaauitoZwGpBJqearIisVENGUirobEbgHECgNd/nQZmW3/C7ygnbXVMcrKF8RmoGagvr0s8SzRGh9OVTqeGq1IICuLF+R/rtTdk3iIEFzqr64/gJweQElW318ZLUF0vvjqQ8JqFAhUkfBYctEQQrkrvSitsUa56iN8fbDqac+GtSBhKhKG4tC6XQuKnlE8m1VdOUGW1GhZ93jmkXhIySXu5crsCs2cB6pi51AJe33RaJyeBKF3svXrHplRyc/mYEJ1HxQ7BKqQ8Pbvd+msQSqipLNrm27bl/UlY+tvLcJkVGJn/FobAIAiv3dpF1mDyFAQAIgUQ9LcYayZm4WtlIBYEPZDzEeuM/iSxiKgIEAI7KJKBAQES8n4gAckQY1WhRFWW2Ykrx/nt8O0+mcjqf546jz9CC4zWEsz9dLqzWbmcjiHzln71mvKfm42T65+85deeWQbaiGInY+z6+vr9+/fz+fz77VEYXm39vtdvv9/s9//rP/b9Nzvr+/n06n79+/ewM4EY3jdlc/np+fn5+fXaYoSfKc5nme3t6m14/l7ag5M3MtngI1YKYQowdXhBCWZdmeaZomw6wjTJid+WRmtoyAKAget5CKU2gjQ8vncDLNf1TfHBhCiY7IyIxETCEOPlTY0p72cDqd+qjAVa3dZWy21bLVihZxG6KqciyT9Xb0DBhKnSZCttymCUSEAYkgcECMV3GgDp86+k6LVm1ZpuNxOnz6y+5IryscW8/QUDZaV/5bzZnEW+6ufHLJq7HeXN1Ua3Swij2MXOrmAzN/xEqUnF0UMbMxDmEcVdWSIQ9mmMRGTCYzIHu8iqGHinMW9XhhhkCmIBZjfMbTOMLjE319oS9fwsvzZrcfx4AIZwgaQ9iN4zCMMcbBeYchrqeDevMyY53TY256Imp1T57D1KJBDEBFtCZ9oCOnk3hHGzJSy+wCBOjaOAkgFC+PPaf36eNdPj8pG+j2dM7vn8vhGLKCmimqKKhBJjAEDoAIBpSQzHczNQALpGCCBrkGcSmEiYgwBMSodE44gy4m27zsYmQCJiVyXUQqGVQSRcGiAuUQgkUEYtPNoEw5bAz+ZIv96/8bjt/3D9v/8X60j3//wgsPGIf56XF4fBzHjWw2PEQbBh0CM7KBapZOeSfQ6e5KVJWZ1k3JN8BY1JtU/fmKpXxkIOIqZy3HY2enEUHVF+fyXX4v9IoJZkYis0QMAUGZakoWiLQqba/Voa7GXWkNOgqoSqW7eGNmsdaKmFmazm2UswJFE8stw1C1k9soTVj7g8sxFGMWARyBKKcEACFufO3lgcr9ghqib6OCqETKnMucNMIvW8s5fD+mnGlJnHNcspxnPU84LTAlSQJzytOiaqQCSTQlWBgZick1w6TmiIxUdQIUNGXKyCPHwDwkU+RlAwnzEBKoWbYBCQDSML7txnfQ9+P5dLbIIz/IM+m/MD0pxJx4PxwG+l/T51FSxgTKweLOmCAAMiK/hwnFBqXAA0I4kfxPRojAI/035i+iMaOipQFzAJbBD0c5lPMugqG/ZUpoJghGkNFyUEOgpMFgP8CQM5P8990oL1+O76//ukz/fpznCDhGIzpDBqLBABGYjEjZFaogCECmrk/ue71DVjLwfwBAkCbNn6BzoBM4BkOCiAohIxpsYwIAxTgzKyGSmcjGbATYAHDKUK4QUgTl67O6GzUxsgEo1mB6FTTkMxKZki0MSpDIBakSLYL7EwIDU0bLhIgYbTAzAc0ImUzQlCwEg5GGcQQeMpFmQkVI9GlZlSxuZUAjEpFp4rQsy3niBJtZcMGQ7HGak6TXh0ea0iaddhvbj+M48MAhMqpbG9AUQcC0RDwBpXL4ZWf4ATy2xnSNAXRVp9boVy/qZSAxQzMFJMKs5lpYUlRVI9+GDNpEDM07S8q5HaH4DKglbiCUKVShAcHV+9hMOARrwshKsKBRK3hrH7KWPEBbW2orXc2K+wHpR4r3PIAY/lMx5U/Kly7Mb7fd5bdaQ7yv5+xkhF1YaiMD/fOrGdDgMo/u6rH1kSEtfI8qom0NxXUAhNePZBUb3plV38r3fZegWhsEZQyLDfUhIpteCCk7nqzPcenPhdUXp1evZIMlBSX2zQ2oDoZvxZBXLk1o7e21NKLjXdc5NF1U8q1iqpaV0r9QDVPV+idHtVgC4oqE43r43aLVEFG4yWLtyjmDnZcPbuKYrBCD1skj8dKVBK2F6SpMz30jPe8HtYzRzNogc60sY1zN/djm0NC3RfWMORkBqtdaMDOotWTfKpsTbcnOWg/3GF0f6HHVyV30ObvnCgiYWYzmRVQFMIMDvwxzmt8/p/eP4/ePz9M5zTmrAHKI42YRqS5TSHOJ8UBEz2tJKfn528vxdruNIzHH5/M8N2/S8Xh8e3t7f3///Pz0ZJfgx7Fh8PIGj2wZx9Ehjff1earn8Xj0n8bMPgKMMb68vPzyyy/eweWPJ6U0TdPr6+v7+/s0nTydv8c2zLzf791Y+Pj4+PLyMo7j29vb//rXyR9wuwX8XbsK2KD6Ma0REYUu84fREkT9k14izzxcZfebiRn5M+3jUqCUilwY5EqcJvMPTO16RYi1aMFL1zF4oGW7QdrT9INmYQ5r3kkpZjifp2mapqn/28s8T71djW9h3v3t4LJ5/JbXal2oQEgxQhlvLSZlIj7G6O8AA3JEiFXVLArg3QHmVVre70NoSD4LMUIYRtpu4192D08Pu69fX16+PD/sx3HkITAHY6TAOAzDJnpWagjE/mD6HaTdxf2L32kI12ytNn7qd4Ea4etEnE9tQDrhA3KJYSgvdY3XMNGcdJFsOS8JMJ3zaTmezkvOCmjq+TfFdKtAjJmMtKRWlGWEXD8Opi1ip1IWvlyKyiJGnuaX2DZDIIhMMXjQuLoOggWEwDKAc0jsjB8SsRhmyacpzyA5TfLGv05pmqYY+eHhYbsbn54e9/vtMAZmZEIi546MA3GkEIIpXV4Y3E/fej0FIobLK7wts3Lpmbw9RfQKkT6xs88Batb9JqzoGb8rwbwTg81lUFBc9QH2V4KZ7cbBL4NWd+lfXEYwIs0uWJ67at8t1G+L7STjT1lVrc4u+2SjtuZ0eaHEzF/CRgWSShYVkSXLtGjKcpjSkuw8L9MsIpYVc9YlpUO2rCJiKauqiQfsl6xFRSUQRVNQcYnhpcIcFN3QKgLmo8N5nkUTcfxls9vz8DhunoYdheGMcJqnecrICAYKms27qjKgAWQiAlM3NLivegE4TfM7TV8DbABGFSPHPYZqZTKLYCitPKeL1L9kPpBcvcOGI/Gj2leTv83/z/n92+fbh4CLHdSQCNDUAE2hlKxfpeiR44oqPyaggMToUV8oCFEyWCIDBZ3cCwJCQmieHKgA5HHRYGBioMpUpg5lSo9g6NXzcFu8fKF1rBdNseT2B2Mg8gdPiGruqgQjJPaVpA2pHfEw1PJDNRFRmzOgAQEHYhEqJ662h7qBYgjRt3ViFgIFC0jHRQwks05q4G51Dp5WDVi7kl2ARm0MDmvDZFFKY4nxaPyTESJk1dsI5R4aQItAR6gBS00AZiUrx8wAxVStlTra1ZVTT9e4GpHsHkgof3Vno4TfV5n2I7Hk3eSX/1zUdxvGeNE2rmvUTXMl3nSJted8m+F5h7S1qsqvFHBdnQ3WModutI52X/9Zlv7LA1ZDfXZZpdejvlWBU/sDeu7yNpAHqZ0mS4iL3w3N8M1dVXdDW+oZgJVgvzUYtDq+srt0wlpckzO7FEd039qqnMbuuVSHQ5+kdGGcq1446LbAUrC2pvbVJW+NsGtY66aMntZPFwayccKFwLrZmKsRVlu3W607sx85S71vt9ehuX6sR5UlpKe7BtpOb2YxrIDNnyytIgormaGXifZtSNG221TTJjzjZ5UTeCQC1gw3JqSykdfJN3A7bVgsXGyNu1AELaFzKp5V5ywS0KzBUzezQU7L6Zw+TtPpnN4+jtMs05yymRqKIYMp2RonKDpP0/l8drzXLGQxhHEc9/v9drsdx+jHF1+rHaoty/L29nY4HA6HgwNF58ecbXt4eHh6evLIFv/exu99fn76t/i43WNa3O/38PDw8vLy8PDgUG2e58+a1386naZpOh6PiOCMnb+e3hKx3+8fHh4eHh5a75/jVa+ta3LTGn0Zr66Z8nbU/oNW+jxNk5+rCkIIIcaYUmLmGDe0xgmW9rbWyl0Pf81LimrWfHpXMK/fqzrIdJEb1AIhLzwDVRPor0bJMKwd6w7Lnbl1yOcQOp3PfRGf1JTOq+jdq9/yE+P3RSAbthMAE5iIWFElVFVB/XtDGJjK4TuLmQZiItpvtw1LE5GK+SVnXmPVi0oKmMlsaJADw347Pj8+Pj09/MvOHh/3X16e9/ttiBAIiCwwjmPcjONms4nE9cRM5qT1Pfby1ijb6wl73eatgbnE94P5gR6sm2oZOden9bTj3WjgQlwFBVtEdLLpPJ2WaTH15uaaEl3XJAWXk2RQKOSnwz0j6DISfNrtsE9U1BB0lmyaEyGaRqbNQIYhAAG4ekNUMRcBvBoZEQmQEWYTMUsqE8jnlI7zcQH9MATQh4eHly9Pu912v9+PYwyRQiAEU82g3v3OHIkAc7rjBfV0xB4+1XWSryYsFY/hPy0OucJO7S3owlT1Kub6NoWl3467S0KrexcajS+aSxKNKmnofqb/qNgyqMtcRlK7nKpZSfvbqg1l+gEEEaWVjcS2a/ty19dLFHOjgJmNEFU1K2TRvVpW2J2XJcN5XqY5p0WyQVokZ9lkyDl7KOgimjKkJAaUTNUloZZNCJTRqCla3VNaNE4InnJ3mqfpeFJJZhZG/kXDw3b7NG7GcUxIn8fT6/G4mNIQPZzS3L4WTDAbQrFSq8/3CZRE9bgs7zR9bGjLgavBAlRrN1GpcnJhkx8cFfFeLqLrLdHIEHm7G7/Q038FOZq+nuc8TUvWTEkhGCGCsQ+4CVwE6wai9bQA3v8FiBAFAuHAPCB70mZkRiHIyQ8mSY3B0CyAMXAqkxpl4lIdrYIYClXApfZAUIFcAnsReNGOqVJXGaujkxLuVJd6puKIVmdAiMgUjZnA2BCLxqoIHwEFgAzykkzMsgqAICkzh8AcYYzYtGKIRhgxcu00KU0hZmY2Z9orZhVdcs56SmmZ5xBjiLTb7YrLR8uaRr6uAXVQlsxUm2Prov/bsLrRbD1/rgEicNnF19EAJfuLkJqr0N1Nqi3Hnq6Ek+0d/z3I7W7C4vVnDOCn9Q8/H7b+wc0N18VTNx0AFzkagL1Y9OdWfte0tF2wMwhaKyFrbxPaavkjU7gUpvbRW03E2B5Pf7RSsMu9fH18hrdsmF4VNnSEW9lr+B7kwFsQ2MilenMwcfemFqTn3obKkeplvzne1gn0vx3b5Emla7bw4wW0TtuKOvsjWp/m4htpa7+xtq3iZXcfXn54XnN9+tVcodcUbmne5DvnKjNjousTp1tSupTzlZHAPvnXesque7RwnfJ3dWHb9Zy4/Op8EfJWZENVnuddTOvxrj8x2Mrt9LV+1F0/ReejTVGLSFYphZomW0z/sExL9ZoalhhuFUlNc+gnEC+fmCkYWjb9PJ3f3g/v75+fx3lJumQRI0OmEP0Cyap5yYpl1L3M83yeHA+cz2ev0dtsNptxbOXpHuvvSC/n7OjrfD7/9ttvPsolorF+OAB7fn7e7/fDMHgMo8M8ZwW9YdzP3E4JerDny8vL4+NjjNHz+lNKn5+fr6+vHx8fHmFiZiHQWm8QwmazeXp6crz3+Pjo9Q8OEpzLuhqWX8Xl93Q9IoJqOyc5LeOAyn9XQ331j7N/TftkQ31E2Kq9+mNZI6gbp9GzSRdT/8sMlXb1NtKgBx6eI9KendN6cxXotrJ1B34iYp2qsyck7yomfmf3etlNA7UUDUd9Lae7zG4JvVijH6MAITAzD9tx9MjWQOwXubMox+NRchIasHD4PpIWMCXIqokQmPVpv/3Ln5++fn3505cvjyTjOG7HSKCWTQMMMQ5DiDH4pe0SDKIAALnjRm5pn1urSZU9W4+W/d28JqlCMBUAYGJataBeBtGtdV28sZgpoBimrGlZ5mVZzHLhAgg8nbSeYL16zJvZybxK+WYQ2aqlzB1hCCAKkBUwqxLQPA8hAAUM7MuJGoJyBhPTlLVdjhQNSbJSJjppPoEcRI9oZ5CEvNkOzLzf7zyYlrhNWV1myWVm6kn7aC125WI4bkXp0FcsNCfn1W3lb9/VpXsnOfPm6NINfLHPAnA8duUev6TB890T0Waz8fKRnDspjaaK4i5SuIkICTgMZqY6tLqINXLJ02UAXAzfVYCor2ktoqzrJIR++l3ix+q/QcWLF80ATfwyZUYYQgwWcRiJlkElWwp5yRAtJtGUUsqwZF2WdDglNVySl4IoG7IpmwYwK7rZeu8AGSogCpghpHk5T8dAHDlsAj8meaEYmCZJr0v+9fPjfc4wblAoGnoerQY1QosgCCyXp68QwGwyfc3pe857DoywASQFBHRVs3onMwoYGUodlPiIqCaCWL00Sy8FAGgkfIj8p83ur48P3w77Jcm7qAEradbEYNkAyYIWrxKyR30Imnm1HZr3PlsEimajwYDAWCo0BGhBTEBJEhoaMnpJDAUvyQBVL9oFUwJFUEQjLhWDimqoSkjCt0TfVVRd3w3jmQ3qFY0mZoZMRYPGbAgMKCx+jDRbiAiFMThVYYY4p9kkC5IgARLGwUsiooumiJAQ0FTVsgscvJJ32BiaoSkwBgSe0zKlJWcRzbNIUiENECIRhBAiEQGSgBogqHATQqPrK7UEu2OJxoYyCm+UWst7rwGETu5ViKd4u6H57/Syh147cJNs/2NLdqUi4bJm8Ef4rcHWVeR1vQ5efH8f/PUjSPV/jfrsB7+vB0b3FZptAbX78TV9RM+65N20RFx3dxBeBTy2MeXVI3XItx5c1LUNF3Y+/EnWaGlkv4h0udobGrSv5tpqacNr9NIQQgcq9S6Ov5QarvxXC3Xsm0mwHx7DNTXXN6Q30s9a7Z2VKKJLOFQmiI6eusdfSPCyBnborrYU6Koxw9Xyjl2PAoL1drteJ4ld5rt2nXV3d2VHfb55XDVJWBXL1dTNUojRqLnmyut4Ev3RNOV2ErxI7p81YmnryTmj7xrdiSRwB38N2/z4oqrlUhhmZm4aATVX4aKBh7ICIRRViRlAiCMCqGZQNtDK0bWTZXG1SZac5QjDsiyfh9Pb28fb+8dxmlUIkCBsvLtIgQRMAQQRAKbz2Yd/59PpfDw58+MFCf7vGELTZM7z2c/fV+JMP684xedIzyk7P1ibmXN0zu+dz2dHHV6BHevH09PTbrfzVE9E9Np3ZxE9CLQdawBgHEf/ddvt1hWkDw8Pni5DRI5wnOx6f38/fJ6WOTtOF/FSMzCDbHotqnTloIqbtHP2jJDsks61S6PW67UDqH/GP0IIiBBjbCix8RWASFXM2VjrfoR/TXRnuXu5No6uX3byvPRfmXP2WM4r1LcWjoE19NhACN70tv/+sWB7JJ5r5S+aEZEWk9u6m9pqXUBEsMxEAzENscwM4qZ5/UuxxFKenSmrgIEgIoiIJTBhEkbdBNrt4n/569Pf/vr16Wn/9LjdCBYCNiARxBg222GMAcn8DTKzFvuBiOrIpOZ/FPzQYfK2giHiyLHStkpU23ilqcqh+cfQd6ObsZQhJBXrIstVi38hJ81JcxJJ2VKe05IVlah0064SFjIDAlUgXHUfVJPGsM9ZRvdYWnVpIoOJISYDUYMliSqQGaFE9nBqECVABROvczADVWTNxIHCgvgu6dXyR4ApwMKUTcdx2GyG7XYMkfwE56+z2++tXmOllbGbgDTdzJWAtr7ypAgcAgXmGHooHkJsF3BNW76er99eyd1PhtY81La2+4fpy592/TNRYTUIhPUSiqEUvidaxzTeR1ED982DtJg85aUTLUW/nIbN2JCequIyeWByBFJVMRAR6BPsDLVSFaCmWcq0xV9wA1JRBQYAYgsWlQbCIaCI5qRntiEpGYlgJsxRk1ga4hByFpiXPLWlw8T/MTMEZhdYs0/m0TPEs2mSRUQC4RBojMMDxoh4Tss/ztP3lN6WrBaCEi1ggMSoCAkgg2jVXfvaXKIVzATkrPCa0gNNOwKOEQg2iKTgYTCEqgBkpKjoQV9Al8EWZGBkQIgQANVEBQGCwdb4eYj/5enlcJ7O05KOpyMiMGrXVJrNCIsgs4rawbzFvSZFDEwBMYAxGpsSwoAwAm4MJ7PoATFgRMCBiDBSVDLMltXA2XVRRPFWeSQwVTHJCAoQftD8dn+JLkKnQlRmZyn99IdIqi6cRVVWRkRlH1Aqaij+EpPoNV1gCKZmbBpUScXSAoQQGIjNWFWzZssepEl1PDoGHpacxjlPRkHhDGk2WcQUM6DJ6RhC2I7AsTRwghqaJUg1cxVahrz6QlliEwsUbMK+SgU1v4zdlYPVwsAqAXNxIvz4Na14BC8P8D10aymEf0huy30iEXtZJPYOr/9chefli/hP0rpbMuQ6KLV7rOVNrkzbxtDADQseWmYrGwbaCDG5aBD2BNuftUo4B4/XaLDPHuhOhAXmMbZrDbtolgu4ws1IVr6YSqTkJZfYxxv6lxVrR72uOtNaqxR3peudFLj++sBeFNoqjy4Fov1MES/qKEq2cGmc67TKfWiVgdjyAAAgAElEQVTerauwP5RTfVVbTFnj5hq1tSZnwrUB4/ZiujkcFJL9KhDPqtfCE5Z6LTH8CPYrGcjPT7TX+E3yFepL1XPIXJiNNs3t+GftQUunTTMAM9GkiaiCQ1zf2nHcUce/GgJD6/31QAGYk5zPeZqmf/08TNN0PJ6naVmyAERD8s5yAFQsFbwKKiJJ5Xw+F9XfNDGSx5Y8PDw4gGFmMHM/xrIs83w+n8+utHSWzxWYTtZtNpv9fv/161cPXxnH0f1+n5+fx+OxwQ9E3O12rrp0Zebj46PbBR1HuaTzt99++/XXX19fX1tXRMtW8Yc2DIMjTIeXLcvRScjT6eS48ddff52mqfFpPbxvQtyrEY+WLD7tqexG5jTg13v/KuoLV2iw/G+o3xJiKKP9ApL7DM9+AFHefLXbh9cLw/oldD6dW2KEf/i75lxlumT2HD816HilV7yFfD+v57mm/ambevXzkOr5QSzDZn+RBw/DY4px8MZ5ImoY1a9PDxq1LKrsQZQMpprAcmQbAu43w8N+/PK0/W//8vVPX3cD08ALaQgcx5GHYYhDCIGYsTVrAwAC1xR1IgzIcsUvtf7ufr31v+WasNpK4VuSZ3tJm5qXB/ZlWABX1SIh44rzC0Qr1yeL2JIElwwpZzFBj6IANjI0UmpqDlBDFGtm/jLXZ0BiU/QKASMDY0fcWhRfCiZmZGqmQpjBbAFDEAuBkGt2nphlKwGXoJoxeWHbzPCh+YPtiJzioAEpy8N+3D3sh2FANC5ZNdomGuCoD0PtqcOeFK27xtDGIr3qXpF66fXtvLU36N5tkuwHcBeX5WUhU5vCNF3J9dbTz09Bqv2JuovErIS7XNXjWp8Z5jdyIw+7pse2d3Dbwno2bxgGkaSqac59k0Sz8vpt3WTbVSIRWoJoPS2BIROygUUEYBBAVDA2EhWFhAKY3fsWIg1xNycbBonTtCTxB285K6JZ8LYbn//6xqaEBrDksvIzUSAeQ8AQP+fpt2P6+3Q6IgqPgSHkzBgIKRMugJpN0AjIgpXUPaxKGkMFOpu+St6kZR94ZI7EA2BksixO4hGAojrwA+cejdQjlS/OnKTgaisyhGA4Gj7GALv9+enLx+fpOOesWQDJI1hqxrrX7akBGxCRALBrIl3QQH1hWLHqEVgAiwgRgQnYu+XIhBTIOAYmAFTNJp5wrkaIbg4kIjQFL/MjBC0FAPeuzCJCvBl8myJhaRtTNDZJLe5Y1VjVRAyRQrHKc3EJKwLFEBghA5BZBoWcsxolWhamwBgDbwYcxkBgzNnAsgARUyAKcUCOQ0oJ9VAkeEIgSS1nNck6p3OMEcRwgzAiUoghoBWSwwkWxVJnKFLqGC/PomqdE89akUZJYXCJKK4kS7dctg3P4MbHjvdxzdVIqLdS/jwJ5T+Wn/ITKWn7q/BHobu7XJ/phUmv/taL7GmE+54rslbXV2DAFXasW6Ba06W4L7eEVliJK2ohKKurrzNIdCGp2HoCuzFoq1ItiyB2JNolUY4I/fkFAAkuTzV2WQUBvX7U76hrn2ffr1BNBVajwloXwrVqsYdtV1C5R4YXbjpcf3VBRB02tJaycvFOrQbG9hj70IueoV4vfV3NEi2hhwyuGDOvvSq8sF70YQCAdRmePeIyRL4cA8O9Xsembeta5jukjXekPqqCwL5z9xC6FqxjP9FZDwSXJKHaCuAZV+FQoLAeJrrXzc09SJVTRUTAEEKjPfsYj2Wa/ahqoPUkUfhmNZiTTZNO0/zxcTh8nv6/t6keNAkoIDAAZd/r0KdfJiJzTm7hS+eTQ4LI4enxcbPZtGRzAJjnWXJ2cm+apo+PN6/gm+fZOVXn1kIIXq7glQwhhJTS6XRyms75QABwKPj4+Ojf5Wev3W7nn3HEcjgcHK056utzSvyVd2z5+LhvDkCPA3U9pwtQj8ej9/4dj0dXRl0RuT8al/QKyauD4JXkr6sKgB4EtsSXEvoSqZkDmTmEYRw27Sry59WTe3fdfVdLqJ//nKbrT3WypGa5rCV7BYQ0HNgrSH0rvCU07loIfkSY9Cao9tF09YrQ2v9Krkm3h0gHqUWM2VQhpVzhRtXSrTUSXjwgBNlMiAAZIvNuG572w9en/cPD8Lwfvz7t9hEZNYKGQEPk7TiM4xgCIZWXNBIDgClWdTSbE0/+NBU9DLbP++kiTEvOcx/10SZ0/aiuHevXeZYVDUIREBIKWJfS0alkMZhhTgYpY1YB1OL4QvHbuV3FXt7gPxtBkQ1RARiBnIcw9lgXNBIwFFIApDIdB5DiJiIEtSmrYTbDyBRKfWIW77kyEDBVZZNFkgBMAQ8MJ+aFKAU0poGQiHab0UqgtKkKIoZYrEnQBgMciEg1+0TkgruLru0MVwBPr10F2J9TGvYuRtBuIHh7CLlKLfIt+Ap8XnVpNKrfab3OkHMBXAFANfubXjf6+sVVGtO0miLiZYOqdHu/u2DS90dV9RGqf+8wDL7TLTyvcRTeppCSiKQkHi3T5hGquuSEgr2YvJyEKYA31SiQGqMFUmOLoOhlc6polFHR68gD4TASpUSUc/Z65IAMZgXyoQsTi/5mSUlNnTLnQDGEd7PXz+Nv+fyBNiOOFEayUXQ/BAxBQjiSemmkZkQjDa73YTNTQUX/hw6q3yTvUtoyb4hG4miMIE292YCfoJbsw1IHsSYyqKGaAIMSuPZzRDQKGOSvD/v3ly+fKU2fH7NIZM7edm4GQBmAFLIJA3rZRgDLQEOJliIj8yjxWj4PCIBZY6AReFTz/G5BFcumAArEFGgjlDVnUyMjb7BkjoSMpOXE2ukFuqAH15qWX2gr0mvn6zXYRrXzSZlpXa9KlYKVbS6asZkRA6llb+5CF/eammE2I4usmVACM3KMwNFIEXFxJg0RiIlCYIIQ9qoxRRoi5ZmWGdN8kuQkpoJOuohYSrIdxnEYmFnp2jiFCJ6+4zpPf8qlI8368Rz2dELVTmH1lGGNabH/ACT7/SPR/ot/8l23AS13Ilvu1im0v6L/X9Jc+mfF0AoN65/u2ORqqmdZA6FvsOAKGrNlqp+3QvSVN5O66sQC/BzWK/Ys3/WEr0CL0vl4kYlX/fAEAF22/iWNiReuwxXAGHXqTw/4DtiHTKrnuAC67aLHtHB7nmtJnnWz0R5c3s7Um6m/+fr6V6Bpmq8IK7wMdm8Kzwuy89KcWSsK1vzDctbpGtv7jbapbV2IVXdEIyIDu8pG6zs/1kDXJoTBFSmRXYSyXt48NUSrPgwDuIkaIrwCzTUYwwz93b81gLVDLa98hRFeZCq6JqcOHdZqNS8waL6+1efD1KU+IABTaWLsSxTrr0gLWDBWM8uWS+MT8LTMWel0lsMxHQ/T28fx4/1wBiZi5EFVJQuChYBDHBTWM0HOeVnm03Se5zlPZ2/S+/L88vT42ASHzrFM05SWpVFn37796qcH71FgZs9Qcbz38PDgBNf5fHbc5aygmY3j6FErLsgchqE1mzlmc1QJAJ7S+f3798Ph4C++Ez7+jR4Ps9/vHx52rZvBlZzeI386nV5fX799++YOwP4IeJXe1FtorvxaCNdHvWbi6nm/Wgp3kavZuw2xOuYbawGGw7DxFJnmEXWy6LLzZgUG/f/2D7XN7xv2y/PSiv56h94tiVfAHly4HIvLv0sTvcV7d6saesFqobA8Qw+LS94faEM+2vpOqqMG1QAEgYDQSm1atbl6lSWBK40BgGAxEGILhJFxN4aX593Xp/0vXx+3m7CNuA1MppF4E8Jm3A+DV2wEInIpdZGemnnJClHonp30t7+jjnYhXaX+SKWgrxzXbSLQI4E5z2WmDgUQ5pwVTLr0LIbaZWGASGLgeSmYVLJlNPW+UyO0kjRg4H0SBsiKoEiKqMSGoKDgZhXJXhCmaFi2UJfjufPKE9EZLu8IsTAABUNFr1kqew1KWd4z4knxTLYgLowzaNZEITITEkjOUmQLShU8M7MRBaQQChFCjFQTTXvQVfUvod0m3tN0bcGt4swrnNb7Zm/FOLeDQpfprgXu7VRTdge7UpxmWe6OY9oldPVD+nWmTWSYGbFkHfd3dL8h1kaPUlnRp8X6nzebTc8cumbeUZ+7r0vuNJGIKHRKcj/5VvcgWTCvyCYKCGhMYLMKMLq4bk4ZFUUWFQI1Ygjgu169Qa5PourH8RhCPs9g1owQgcO/T/p9mg8kNgZUDZr30R4i7iPAEJYhGMIiIllEkYBOPKGyd6ZbJYgF8aQ5iLzm/Cj5IfNohEG3+JPwQ/Xwdys3GiEAMqvmApMAA6KgbhlA6E/D+LcvL6/z9G06nZaJicRQjRqNJgCmJKAg5lv/gEjAQGh+rzP5YJCAECBYDkyj6Yg4EoiAoZiCgCrIhBR5iJEYoiBaxlJmAsXjisoITACKbcjvvZb4I8zg2NuRX5EXlVbnKltDVCjxmes9ItIEMn4eRGPTBSh4JT35sMkIwEa3pBKQ5OAtJMjAxrEizkBGhBSRacMPmJPNCy4RJs4ny6agxCGIalpSWmSZ87SVjeowDGOwuhpU8FrYhsKQKF5o2doRd/VsXcbU+90ChrmI5qoulLivn16z/CvFQJcTYR/gQZ/kWd2EV+io8WE3p/0/+CP8U3EmXgGanglBuBd4gLfGv1UuZV3sSv/EfHOi669vpJOVKMGSWd1eXLoIcfFmSgRvuqxpL1h0nWWcTF4CRddpDUXCh4CISaWKc4r6ukuzrQf9RssQ9LEo/kOISMUPfGDgxUEFxXGnV6Gq7bAu93+FaghWBRutmr0bLkJLrSwP6TJlvtuKrG93KF8vef3Kmpy5fruu+eMtvuJyaNBChFuw6urlQ1hzC6i35HVIsrbT26WEpkSYe5pL4/1aQe1FbBpXITU2OqI5FtqxDNrctETyemZaqfu8jt3Lph3crXuzNjAWzAypLC4R79h2uycF/QPuKweb/lbVe5jqm6KyGrESAqoJEvmxB52Cq3Imr4Qh1xOzV04BKVgWTTm7EXsWmOb87fX07fU4T1mMp4wQKCUZYtiM25zzkpOYWk5e1D7PM4CllE7ng0+Cn5+fh2EYx3GMQxOkObsyTdPn5+fxcHD+bVmW2lGPrXxvu90Ow/D09NRXMvzjH/9wI5/DQk92cRmnh8T074v/IicSW9yLn1eYGZH2+2372O12nvXi4mH/dV4t6D7Dt7c3R7ZXIZlNarsqzTpC5ipZq47zq8faSmt1pd+dZq2QErUv/HB8WNJcGBr/UNJNKJxOZ7z58Cn+1eVqZkO4jqnQy1ij9pb16K4XuvfS6+uLWVck1siHK4Tzz7T9q+q7HZfLI1zTtdYF1smNqxeciVQycJmrABDVxu1IARhAM2LB7THGfH4bx2EzhO047LfDduSnh82fX54edyNaZhMw2sTNfrsZN0MMg38ws4KYrc7MepNCXWb9aJ7hspKhRQH1z73lZNzGQlYcolfsU4SxNPuqNe+WWBF+q6pkNyqr++5wySLmwWTsIzIg9SRgNVULVvq4AGFWM1OwYMxGLEgCRsaz5IEwcgAyD+IEBUIgLxERMfQtk4kcrmg2QDVMRS6RSRTLuqTey+lOMbWEcIQ8BZoJFrIZYFE1EzOYppMfrESTP1NmVlw1MmAExEgUGD0Tuh+OtMgW5ngRpYN9D9B6O4fAfT9T48OvEpL8C9p0pt90EJE5tIFOe+N8kez521vB541iHJoftQwEVW7z2PzJejcGdDRLCMEMr2onWtlD/9j8h7v1dx1NVqtwCOrwz5cItyVLZxs2L6TPRQ5gyKqas68nBV7FGIIBMxODIUKCLMaM4j2i5voU9O9C9BMLdxMxU83LoiGGnCYB43EIIUzz9I+zzAoJkJJuAz8CPCO8bOM4BNiNJw6f87TMc85IOASKFKai0xNAIGYCogwmzJPZu+Zv07RXHjccYAiwNDkRIUWiDKimgIZI5p0Fhlgri8SMOBqqgRiYmEViY4AISvyLwd++fD2C6Pdvf3971e2LAyciEvDLCUOISQ3ATJdMnIMNEAeEDIoOnJGQMCBxpGDAktwTsMn5kOUssoiIgoZNkqw6E0dE5BAGRpfNpiTTIuwKTUJbFDp9Y8UhxaDUS+f6sfglq7Gu/772rhoEABrqbEsEEEkJWBEZLLkMFokQzJfRDbAASladlhkOrGLDEDhoYF+yxGzJCZgphgwahs1uHGmKxoSIjGHKy5QWAASKgpDR0nw+i/AyP0fygl+qLTguDkg5lc26FGwCEUnusSu16Gyv1PJFyeq0cV0iGh9YcgNLR63zBGtg5EVMSREB+k58QRLZ77G83Ugmb3rhbrm1/zjq+91uvdupWM+edcrMK/qyEk23TlPqAGFzl5FdY1+6/BqsJI+aUZ8NY7749L0c1CdtVpZMW2m4O6auk7jxWvt3N6CFAKl1xxExltoQAgTUIgm/cggikgEyFyNFC/8EvbLtXdga15j36zeiuU5vNyFHZoVlutVfIbUtrYkB1tNqd3xpgtbSS4vXgF8lXTfDXJaZ9LHXjdK8ItyLCBOtKfcqzL404BGCXUzTL2g6057Nb6LZ8ugNfhiSW1IQBLz6wKybNId6ceQetWIVYN0liOwH7kG6wOodDAYxtdJIgau8kD2socQdFQNnMEAA984rkNJwPs+f59Pb+3HK+nFIh2NW4BiDhd244ZSSASw5tVm11zBN5/N5OokkM0PQ3WYchmGz2ZVDMIJkqeqgdDgc3t7ePj8/z6eT6zlDCJ6d7hkqnpa53+/duuYU38fHx7dv397f383Mcdp+v9/tdp6z4ja2lJJ/vXN0zfj3b//2d+ch2+FmHEd3GO73+6enp+fnZ8eNnvXiYs7m3/v4+Pj8/Fzr0f6Y1GK4vdGuz3yovfqrl1QREXHqVWdMobci3PXs9Y+Bb7QA/cO47Q65K2G1e9etT4Ju/+rWInL3Dmp/uCyogFu/cTM5rdivairW58uhXoRc21hLPgIBEjORN0xhJNrtw24cNtvh6WH/8rzfj+MQYBMDWmZTZghIjAGAwNhpvhJmjpe/tDaeVLmDX3jSn8uvAiSvNHhSMzzhB62GV7xTHQV2Mj9DrU/W/dX+/wBAISIFQzZFBSht5qvaqc6n/UFzECQlEjVB8O45RsxqUW1ACGDsUojadFWHZ0W6aShoaogAJoACuKgBQTRKACQGxWFRmpMkw8Q2kU2AC8CsOIkmNCaVDhhbB8aKkdEDIerhUsWArDrQsXl3iYg59tUdiA45Lzyo7UTbD3d64H2bet3ze/1nGrXeW3nbOOaKcu97aPsLxt+a5lm4G/qHHbdpxj5ouGQdL2amlSrkHvv1Vr324K1j1EMYWhmgS98RETm2rbFfQFQVjBz15ZxVi0MVBdUwZyEyBTKQbKZCHMDMjCkYJSLEHAJRJjMTTQCEELRjZRlQsIx41WBa5vdEABCANgqPii/MT0Q70jjiwab3RT7mNIuJMYKrlK2VShlq6W5hBIzJ8tH0zfRR0j4PgS2yMSATsToZBwZebIg/SUl0eYJqoX4YyRBGpn0c/rTf/os8fc6n6fy5gBETUBDPJ2I2AFFDQFSbAQUUFNEMtbCJRmiiaoKEA4cd88aGBXQvcpC8X+SQpuOii+lrzmZgjAbseiIqjr7AHmphgkZk6+q9GpSu/TkdtoPrp65NpQWA3mbeCtMUXcjgezQzB1ViJiFgIQpIaGyg/4e5d+uR3EjSBe3iTsYlL1Ul9WzPQy8w2MaZ//875mkeBwucg0b3aNTdUlVWZkYESXcz2wdzOp2MyFRJPQd7CoJUqsrMCDKc7mb23RjRPXIgYDVVNCm83GQcgANwRAqEBgAZFcGw7xAQRRi6PRgBBopjml7P53POlzxlH5NwEFNRuVySk1ecIuQetk5bdRkezoOM6kb2XoMzP1YK1tr+2SxdFkBmNoBiPzWbMbov8HVVsJgO/x/wK/zmlq8NH3xn6FsygeYU9XL5VZmgdiPGbi1pa1s+aOFOXUn9qFiYFFvrAltZVbQs4yud22+vLVo91cpjcU4HNrjeB8CwFXQaGjSBB1Z8RInIDTwKLkg3eLoNBrX26ixcU26MoX9xzdTA31bvBwCisuhqcPVlG0FdMzGt4w9a2rulRkHwYTM14Hdzm2glmNSbdc+tpEost8Lg6uhdLkcBr6VE3GSXXcdCtnnxK6dTuyJt2+YYRoCal4BXNpu3c0o8LhbXbYCa1qJQm7QPbmzBW12fQ6E4h6OuRsU6S5AVZtMbQKAsMkw5iY0iTy/nL19fL0lTtssEk1LoeuGopjlPNb3Np9oiMpwvl8tF1APrLEbe74+H467rupzKhaQpDZeLG2w6OfP19TWl5NNgH7b1fawQ336/dw8VM3t6evJ8hdfX12maHAl0aO54PDoPs95hh54qlliNPd0Yxj8Od3nxZs+1gv5a1eTDfWK+fv3qukGHB9sp/m/OP31fQr3BE3y62jI/V3MiIhIqgyefDaOg4XXLt7GXqC83vRHy0xI4b/Z117MJuJGqd8Px4n2Jwo28lrn8xQ2L5paQckO62xLnKBCRaBn/+eOiltlbJfHkg+6hp/v7/vH+7uH++Hh37CKbCJtGJkIMhLt+F0MfQmSOqjql5J/CvIsTGBVvBcI5S6AW3DzjpZ7BgE0SQxmWeYF0c0TYksa3A6BCQCipVqVJnru+MrRWRdNCHgvROCiBQFEGWcGdFwKSgGU0NRuIBVGAMnAy58OwN0dsFkGiYUcYDAkgwqyKgIZ6ZJ7VbIBk6umChqAWyAgLxb90fWQGgjaaTRRyCDmEzGyMnuYHBgJbW9cqiG3pxACApJ5uRoGJmQITEcfO75EhKBgTATktG1s1weYBbx1cGuq+bcA6/94NHl5Pik1KR0vobQ8Il57Op6W8NVKs2jyczcZbS4D5kQn1ECyidC+/QSvHuE6RALgwQZriwV/PUkH13WORA6MRMiGTgpE6YMvzU6DtCNivS7J7QfmnY6pKSVRhSmI4qZkIEEH0BzQyGAIha9BAqioIqiqmKkZmyOXJqjwjJHYh63kcU449Uwd0NPyA8btu92HXh767WHq6jD+N47NAgk6tN8hmihGMFIyg0F/FQ9WFSQQuas+Sf9JpTz1GPTJFDr2bietMvEfMWwLqLL5ZrD0IUYHccoiQgFV3gT8eDgPqeTgNz88/J2VkBfHMwkgsWMSNyUzVsoEZqqUU7AEUAwIGQAJFM42Beo47BEPIgI8qL2F4GfHFcII0EKmA5ayAikQECkCxVJ/kbq9maFQBhNuy1TW9s/G2uNkIld9n1XIHDEhXFAYy84UoJgjGEIELIRbAczU8r0FExZJoFuAQdnuKRB0rsaCoGRILo0NpzIxdx0gddymlQMzjaGdTTQKaTVRATAexJJbEerEYY+wCLYs4X0Hu7UFZaXor1kn1R2ScOw+dJecNs89KqJzVrg+IbpS1K1Yn/ipobmNm2X4Hwm+A+n6rrm/lY/5Lr2NLqh7eiqdYmrRcYJlbGr95iVbO52r7bIMHQEsgOwjMXgViXK1HnF7hIJuCMwCtGlACARK2s9t2FLI0exuMqPJJGsyQCAiJAJmJqVrGNj6loDbnZqrLFP3wMAXEXzbEa3qn1nBl43G6tC+O4+HMkGyRKE/ibiLCZzxtOeFwla7hR9TsK6NbZSOH0HZ9tm7gN1wy09U5WoWLjX5qJbjfEPN8Fcmstt9ADdaYoLb18nXXV552vV7PswBz3V2bmV6F9i4FhAGYXvcDrcPqHI9DN1+Pg1OtqLJMzVDVeSCEimWOpSZmJmgmw5heTpfXYThdptdhvAwpZciAHPf7+8Pd3YMBDsNweT7Xrq96mYjIMFz6rjscdt689X0fog93U/G9vFxen19eX18vl8vLy4s3V0TkaMkcuX5wiM9ROxHxr39+fnYPFQBw3Z2H9XVd52P7drTsg+fX11c3XPF+z8eD1Qxzv99/+vTJWz6PZPB4dzcCHYbB3+TXr19rDgQi9n0/TVPFna7rwl/V9W0qv+sGaV607RqY3RNxqyklQlMvp+2a4fmWd8vN0VtrLv++S9hNC5ZflJ5/yxnRIjBwFfG34P9getMRVA1ns4dmKCOq8/gPgZHVMqgYICGIpYC8C/B41//Tp4eHh4cuckBDSQQaGXd9xwgxxt1+3/edG6qKSkvIhFXiPAETMzJbvRwvqVspV8sH3szRqpr32tb/Bui6LtNbrXW7AMAjvQCEURiVKIMBYCjDTwNEI2cLWDYTMEG7QACO1nXKETiaJ4OJGFGexmnKUSURB6AAzh7XWSw9j28BUI3mBjgrqKiRgQoQkLrSr5hMKUBGHkETYiZSChgCRwLGbtaweSp9COS2+3OhbUXWiB63rG4Y04RhdvX53bAiwaiNz23N25zqv5kpOF35Wi67eejeiSfZoLsb1d/StjnNzWCtDC+zYDNoVlfDDm2cXXw1VQlDM1aHDQXdh7TtkKjwM+dvrBaybcfr2mkAyEZIVvPfN/5D1JWb5pN0EcFoKWciAOjMkiokzaSMqEHAkBFZZ6nUhJZz1mSo7rJOhIbIrqSb1xtlsZQTAjJwb3wwvufuGHvmMJn9/eX1pzQ8iyQKRgEto5pBtCTIQcmMipAKTLHkPlJCPak9qR5VSe2TyR44MIfCgYISZ2tLrLcicHOnK1nagMz9cRWJgQg7sCPG7/Fwurs7H/c/DppUUlbTErNEABYQgU3VOdzJ1DKw2klNd4HZAqICKmCSTIBuehQ4dMRdt98DHRGnFE+mGfKQbEhTkQe66ROoA8izfYYC3eRf4Dt2kbhCUhZa3qxlMERGq1AheU757M83r3Z2WSQVfU3pWAQJArjWVCQBmkFQVeBe0QCIECDESAhSGgcDB72BGZiZMTDHgESUhpjTRXNSETGgTsRUU84aY95r3/f9XEZuAXCbwzlmcbLV/1Wbi+fGsqE+j0VWTcWmy29LjYE3e3c2ehPrW7vN//+M9b0F4hmutG23YiGq+y8AACAASURBVCJgcxllh222WlypI6Gagqgpoe8GMLuvgM5WnzVco4jQTBuDxkIpKZJUNVExUxHRLBXpci1ea3wC2PwD4JK72he11Oe3ED9ogsXLxUCxn2laF5hJnr6woXD21FqTySoKao+xVcA6bnuDqqYrRI5GEd52fXjLmoyvQMKiMJzB0nrqtVgfrIPaOVDFtNt42QKRzt7AdbWQNWrD2ktn2Yx7XeJPDDXFofXwjExXxmtzTw9bK3m+4btzQz2/HGwzsXYl/0hp45Vavl6nTf+JVxrcRRmy8uxeVo5LvKrer649z5xFoiLcJwKz0HWIrAiGICqSZcw5p/RltNeX08vreUo6iU6TiCHzEbtAqvcPj99//93vvv/+Mpyfv379z/Hr0+cvp/NZVXPKItL1Xb/bHe/vuhhDDJ5XIqbnl9PlcgFF76Cen76eTydPRfdCwfP0jofDhw8fjscjEe33vV/U09NTzYKr4Q0fP3503Z1r+bxphNnO3tmYl8vFw/fO57MHOfgnEmPs+4Obvrir54cPH7wDNLPn52fX/o3j6ExOZ3i2ScrVKBKu8jbgLdYBNCSX65OxET67juPtb69C3JXVrapUtnThj7WvtMmlvNWMXTeB7/WxbTrLqpuamc/v7OdXuWTvnB2tJHgTKl2bvZbF8JaTtY9JkQghm4IWY0QsTEDQCEasHdOuY8buuN99/Pjh//4U7u6Ouy46CyAwxOAxiUyEIYS46yhEY1ai2BBQnWJW3mUWs+xBUFVbCwhhHgtyy1m1Zh2AmVeRABZjvbWL73ez5frhhuXD0XKU6BL5LabYgKVohlzmhSNBjiyRhRkgl4BmH/CBKUAGzagZAQhO3W5/POwePsTjA+16JZ5yStM0vHwdn79enuU8DDFLMIjInpSMcxtK/oGZkbE3ZAoGqApomLNRUNfzONYHgCCAE+oY8Aw25pxHUkagCMSq5r6bTHOCQiPX9+6sboMe7MwcQ+jcA6m0fDbHB5kP2FQFiAzYv5sKIUlRS7KCki3ZZX7ahVmqdL16q1VPy9tsKSdt9sMGx/a/8oS2ub+qK99jCWV2L5pHmVDU/7QdEhkxAHqwnPHC25yBQUQDyyKtgWexU212G39mAkYKC2qtUrbESISIOxFn60mWlCcV0aWS9ZAJJiQOAOBxMiCie9AkOk0yTGm/6y5j7s/5NEjKknKpsFVNRA3V+oAMCpoTmCqCEhITBmYEVA6GmFWzTCoKdgrcH+Phvuu6rh+Efn45P6XxScYz2QQYyJimgNpx1wX6giHr3PcwogGagBggKaNyGEy/KlJOl2G4l+EBQCjcAXWA0VxbhOjzuOIHWC0c0W0mXVThtiHGIGXFYiS6F+gCxe++u1c5D5efvzx9eXnNjBpwtDwZELMCCBEYkBGaialm+QwYx7FXOYZwCOHAdBDea94hRcaozCHsmfp9vN+FbEpDGlL+eh6+ZDlbFjM2sAxgHWB2F6c6CwAMAM1SmR0sa8hTW1gW7wxcpglLtF2BF7COGqo6vfgrqxY3MkLATIGZM+QSg4NACgRMwETMnTvTJDABGSe9jMrnjCSBw/EY+i7tdoSIGJQR0IBBA7PGqH2363fHw4dpOg2X1/PpMoyT5kuJbAMRmaacU552ue87IiTG+fhGJ6uXbXZ+QGROd3M/qnI2zfKBeew4P79NEWjuuFqi/ErRJ7bC3UrTWLG6jUfUG13fmyes/VLG3xvW/e0fhl+cZ+OaMleZaZvk9LdmwzfdSFeNJSwWL2Ubn0OoCtG6OLjBKr+hrN3ZVme+5WjFBVsl2ZX0bYlBZmr1G45o1bnaOlBxJXGr9VKxGy4aPJtdUlp/cwHjgv+q2Rz35oOH6ucxi/oMgIu8zRTekM00sXK2kduuDKNvsa1urCeETYtY5artmLJJd2hHiVaee11Qw9WssaG0YftXugrtmF+jBfpIdeaTo8JV9MJNNl3pTomucyzagIrySbTem2rrGwuhEV/VE527vlpjL2WrarhOcmuymHDL6aKFxmYtGpkb76LFFpnJENjm6YaqmaKAAYgoDGkah3QZh/N5GKbxv8Y4XMZpykQBeQdMAKTFJlSPx7tPHx5//7uPX55U0+vnpy9fX75OU9p5p9d1XdwxM6CKSMrZwb1pmi7DaRiG89cXj+AbLpdAHEJw6qa3Xsfj8bDf+6g45zwMF8fohqFkBHdd5zxMj3R3P7qa9+0P7DAMLt77+vWra/B8au6v5Vl/XdcdDrv7+/ua7R5C8C9OKbVkTm8y3QbTT4JK6GrxvbaN+W3gVkvmfGfOt34AYWaaV9jHm/ri/sW0jPxbrmblBN5EG76RefEPyhff0vJtes6207ZZSLzly8Ft1HHNwWt+r1X9yIiIJsHIJO/3/d1hf7eLx8P+2IfDvr+/v//drvAEutjtDz0zMlrx86Cy22cTNlADnZCZIzESEzFtvLyLbZJ3cmAmRtRaNfqVXk+R/N+piZlpOKJlNdbUNX8Qkqb5WGn2bUNo8NLiku9vaBf5uAvHXe6jnEac/QqUHEFVUc2sEggjx/sP3cPD4dP33d0d9XslpnHA4XyRLNM4nV4VcJLMIj2HPYVMGNB18N4HA/sAThzym5M9REDVuDSIbsenAAl1MkhIE8BFNKVJRyMyMgOTKvTNVBRIswcJMQfvBqu2LRA4I6C0fBiKjmsdnVfbk1ayW22Qcla4yldwx7XrRL4Wvltjd1al79eCwI2JbgixRRcr4GBmIjN5Y1FhpJbBU4k2IsJcSBM3YzPnh04rfFfOLCoECiQbx7ENEa3CZuOS71dXoJkxmAYWYZEkIlmL/W8XyPneooCoTIGILJCZRtM+hF0fp70dk+12Kb5cplGGlEVEBRIomRs776jYAIyS1FSJgMwiB1UFQKfzGlgyozhwR/0eu64bwX66nH4ahmfNU2Ai7gj3SPeR7nZd30diU348pTHpJKpGyGbBdShmWU2ZNdIo9FVhnNLv9SKETF0MHRtFdPNuE1BCsFLjOQjglqCKSAgIQAoISN5Si2REQIYOOBLG/eHw3aefYfppH//6JZySjAonlUEsUxhFs84YQkHm7CsHBOU8RIF9wofYPXTxjvgYaJextxAghRAwMBFGpD92D2OSL/3+r+P4JV1edBLxyY8gKSgYSdEKmiKE7bTO3h4gGhh6msUq+Wtr51gMzAyA55IHVMEsE5F5KodpViUydNowsBKBIiqhBhd9MpiaBmYQERcMR0ZAnJImpBAgMBq42bQ7IBFzJGLmfdcfY3+P8QSnaRz/XJ6+7M/EOE0pp5T6xZyZF0tbK46DC5hSqXAlMqdS+tANXJ2Oa61QsFaNGxCV1mf9tePGW4zMbzm78d3//d+l67vu8a6ux677zo2ur45Ft5IqXEUZWpNFsWn5ivOSXbNkixhARVY7cvtFdE3HN2zcLX2r9YnvLd8CNFp1MsFtBpCw/A2QAag0b2mx3m50s7q8N9921xFwtz7X1ZM6nz22sYh4h+Fb8xVmcLLasVo1g97QuG8uyjJMQtQkjTzSmnuC7c1vQ1TeMsOoZSJzaYDVJexqm6tRlatisXApV36hDYz5VhZTZXhu+JabbIaKN7ZyLESExmF1ZqtqK6pZE4f0mujVZvS1VX5xwytqL9/RQAWGlNQsZ72M6TxcTqfL6/l0uVy+wGMIHfcHMMxKAL7fgoOkU5q+fvkZbPzhL3/+69/+63Q6MYcPH47us0IYzMw7pZQn98ZMaTqfz66mO3354kl3jORqvRjjhw8fYoyelMBEKSXH5X766W8OsoUQvDe7u7urTM5FnlRaxCHn7PxPR+dcfeeFmjd7MUbX7x0Ohw8fHu7u7vq+98fcu8SUkjtzns/n6kVJROM4bviQqiqiIfDmU6i6rP+uvmizSVbH4GapUM1Arn9YqFzAhDfSz1vGZjtoqErFmwfMVfKk3iSj4huU8pueN5v6cvO8tJEVrV9oawQKa7up61J7I4xERBADNGQmtJlxrTHy3X7/eH94vNvfHw/HXdh3cX/Y9aSMxMx9Hw+7TjUbSNdFgBIG6II9ReAVLRML7dCWKSGas6j8MsVsmQe1V3oTfV0MmdcS/5oX2n4oIuL9bBHzNbo+u9rYC0ExBo2Rup4CC6HAOlzLTLwLIzTEw8PD8fFxfzzgbg+xFwPjIAgZMBsIoqIHkaEYioGqGpWT05M2nDim9dRGrG1HNoep2axkywhgRp0yJAZFyILmfFM2Ba2+surQHq9ulDXJ0cwcA/moqLR8rSZ2dWMZET39olUBtOfjRiaaU978kNooXtvtzNP5FfNTZ4ijjU1vJBGbJ4sBZD1sqkL6VYxKS+zcDBTq/rnEq8yrpj5o7VOp2RkiuCEYqw8medZyAAASE0VJGIJCUI2+7WfMZpZVipZV8syMCIjIAVEYoxFRYGJSFRKFIUgYU855EuWMKYEqDsCIEFRFgkn2WKuyuqT4zRROYM7EiqQCedRJJnw6Dy+aBw5i1CF1FI4cP/S7x7t9x6QmP3X94MnlaqDoqBMb5IVNwEooRsngkqYdxymmZKjICqCIAMqh2N5WiBSbvqcNzDQgDiwAasJEDAYKRrjj+PHQowEQfjmdTmLR4KIwKnDSSUTEQM3I7WPsREjAWUEsqyHmEUGAg6dxGkiHUREIxTlY99Axke76qWOdCCVkkWCZqwmT2WJNCG/iMXOwwKrWQ9tGwG3kf3TDu7GyZkxVoWisFc2IYE4uy4f+4KsTQAgBjZ06zsgA5pYLmsxwSlmEenLZ8RI1hlWz44KWjtBisBA45z7GnPM0qWryqZNlvehFVRF7MwsW3DxoE07WJjfccNwASMmH8rOHJxrMqA8gVTcXqz0e0e27/X+GlQsAhPaNtA4czco2BNN134HrdqvSfMlWsKLOznU28/3KoaS5UBqsjeEGmll8bNDkhnuubNloKxnGA1l8t1RVkazLLwCI1Y0AAABTSTAjACJAMCqhrYAIZPOuh+4q7fl5hdc12zoZooEU514AnOeRB0PUMpkr+UJkMO/U7suyeKnNGT6IWOaeCJRRUcmhckRywAoVmuTAuXwsF+VOV/C2b54joNUCuyr0Zk+2dU25jv+6ZnO10vDa+LnBZPW0tUbGpqLOxvHprwG4Q32ZbpkTVLZuaY1zjC+zWC95ldIuUwOOLUpcQBRXtwNWxx6bbTUrJc/9dLU0u834ygAAEggR4cJrVU9RREeIV1xX81gqNaOaDaW2FF1gRdmJhIi7FLN6oaPIVMhHpsTsbLFgVIblvojzGQkBu0ltTHaZ8pAtK5/H/HJKp/NlHNOUSfVodtdFrmzf2JgE+I3985//8mczl7eFEO6OH7uu2+/3zCxp8m7NzNJ4cTncNE3n0+vz8/P5fFZVFUMM+12/3+0eH+7v7+/3+/3xuPdyJ+f88vLVPTbHcfQmxDu94/FYIh/6vm2rXH0nIpfL6enpybmgNUqh76OjfA4n3t3dPTyUZi/GXlVHLyam6fPnz47vua0oUXBzDg+jY44b8VVZPrLibvlXqs1iP6MWkEHk9bdTSyDYwM4bxtdSxtlNsIx9UFLzyn3Vgqptccg5TakRstbkg7k3WI3cFpy53cqXI25rqmSmN0E8Ir4pTL1xQJpJSYdzI28T04gQ2ZlTXj1ozWvNiu3bQ7VN6Bk0JoSImPjOZzpkKapEsoD2uN99ugv/9Olwf+gDWRd0x8I6TCpd13V94J6VkELvXgfEhZrBnqhjGCAgGgGZmM6Z8NAkLoIbVvK8NlTX1g6LG8dmgOXvXWTaRhrOl5qyVKojIgYiU1RRcecPcLGDOmpd6qWSFM4KaGbhnAVAYrzs98M+BZ2OWYMkVBw0C3COMfOeu/vDw8Pz//XHdH+nj3dGNqVR0zTJMJxf0ukFp6FLaqKoFsA6tE6gy0SEQCbk1EY/9fzSAwOiASqSIQD87e4SEXcGLMBamreEcAr2RDYEMqYY4747dLFjPANRyTOdT3OXT0oSzeo9HjMjBMKogIZRIXi8L88RDm3DVvErDt2mtFU1lwxYIcyjLwbPf1RoVNbe+a8n6dpMLnoOqkDERI6SqZsKeYpEZYiUByTwRoS/aBdVUaTOccwsBGy7PlXNIiYWQpgkrwfWiACWZTNNqNXOBs8sJUDDXFVVBqZrESkCIlqM83iSMRABM4mqdgA5Z0BB8tWoTuVgi0QUwBIKoXXR7IAcwtjTZbQxQZ9gTJwSpZS/QzWjIdBL1gupKZnZNCn0KGoceicTEoBpjnCHEgD2A/DT5eVlGlMw0KFX+Uj7f+L9d0wfAuyN1DBleIbLlHOXuQOyxMY4sqXIRkqmIeeoGo2DQTD4fw/3H8PubL3inpE6VdBMYBYQzQR9vjP3I6oSQ6k/DcnXDqrm5J+HmPlTqf2+63b/4+X8Aofv9/b3GL5YfsZ8ljyppQRpsDRIUpgUxixJ5bu8FwUBMohi+pTtBPQF8JjpgPxA/IjxznA3ao/aEQ90DiEcIwewjxxep3xJAtRFgmSAITBgSMaAveG5W44rR1I8tHz2PTRFAkDPcshaR3ICRlSt7Q0VjA0UytjLF1hevG+w2hMwFKEUqqHq7HSIl6GEkSKrqiILUADCbKKERgyIAUzzABkOShg4xkiBkUjAZK5aRSRPybKYaki5NzMObOcEckG9qAwKI4YU+qQmE48GIWgMU4jkOOHUTV5RergnGTEQACmQgKlBNlVCITAzd6wpnHYAABQoQai+cfjGqDgbPusNNA5b043m8BSCazrb6rDw4OclP1PmH0k3+TJt78qmt9BCCzeH1t+cIm+3aJx2UwSyMv7+5am5F/0EqCa6wHqrr0TQOkXOLefhltXByhSLiBwunDucq65pVsxVOmUZxte+181afEttuBNzCp+1eHpbzTA1RaQtshavrEvKagMdvxXicT31b31KtvP+9lYsRaTdtJirQ453WbsFviVu5Z2NmxM2E0dRf3hUlRsp5gayWH0EBhsiTTsxZe6WCyzBKZUJhm0OGKwTaVpZKdx80sruhzdxmxv4iXO0XJ/pfSwBqKmJjyPQQBXNBBETkM5RkmSFOUClDkGCOuQvhWPAPimch2FMNiQZJh3FXl7PQ7ZhzKOnNCAAMTbIrQuOdfYx8gJiHEcVQUQnZDJjtWDBviOiL1++PD8/ay4GKpfLZRwu4zh6Kx5D52q6D48PHx4fD4dDjDHnyXMRLpfL5fzqqJ2IeACDO6xUU033xKvF2TAM3ul9+fKzi/Hq37phg5vB7Ha7h4eHDx8+3N3dMXOef/mLnk6nn3766fn5ueXLNeYNuHkQrvnb7Zpv/Pdxw9t837Pk27fNt3Y8u8Vbvv7hv21W+H5++jt7y6+6nFtunDqDq8Kr0JdGQ3LrMt+klYJ6+imCERgRRbbjYb/bd1303slcamFmDq4Wtwkr5NgrmnoxP5wNevGGcPeqsd/AwtcQSssvQESZS/ZW3FjEiWtwBhFLSjK1cwR0/Yx3ffOtLWQ8NFNiCoyBfbzkk0tg1z0yhoh95Lt99/hwuLvfH/eh35lJliRmOec0TpqzZfHeqIzBXC6HmNHIyW0t72a2BiWomnzkDETuMqNiAAoj2QA2qCbPsZylARVna4MK2/SL9vd+uTF29Wx9w6mloeXP0PdiYLbewzdhepuT6PoPV/ZdzSdbnYSvocLy0b/B9G5b1gZ5yBu+UrOb2XXeDzcpne1w5H3XmRLa1HjGXFvpOlhhioZWt27v8epG1MKMjWB1EYyFENRMDJCDBAu9pakTkcukqprVuq4TpTRB1kLM09l/YbESMAKjpKJjGlKeJCuSgRwPh32Iu67ruh12fWJ6mYaX8/kU3fGVFFA0m3i0SfEGMAMhQA9WBbVp7NROQGfDMXQTQkAy0JJNrmasngiszRDtHQ4/LsJb23cxk96xjNkUhUCj5aQ6iU6dTl1KYpNanyWL5CkktaySVZOAiKjmnG1QBSRWDqZIpEhGlMEY0enWjKELdIcUOE6S2dnpal47m85Nxe0jb5n4v28dWMRsBt/WFFT5VRWI1ci0AvxQyUFzRGlGXYCMyo4HAFOeUNAkARFQUVcqzq7jUvoCUEMTQ92FGJARBIEhS1JAUWbPzplUTDJGZY0xgJksFpI+5M2GBKpIlf6KgFRsscjntlT6rhma98avYXvaL8XY1kbuJpXv+uxD+MW7/ltkHeG2o+vbP6UwLddtFTaSrfWY7cZIGGcLk43nJJl7ds0AoxXH6HnDne0HKlpqIIUlkq+FOtsynQkW72/yrq9mM6w1NrbigjYcaDSB+XQhoqo9oIarc83cqNbnJVyr5Zca1TbYVtb8JXT+GuuzN8qyawUdrBocrULSJrqoOecaTdq3NvwOHRROmh+xtiH0llZc1OFFVQXieh20ji64bmILZwYbBorzmhrDt4KtIc+nu1ilYF95r1kxO2igjIaEg2SwIiJDNQVt4xaoDflghgXsrGItYyAzJWQAFXDhPWQw378ACNipuVRNuqsVEJub0kKGPpmMYq/T9Hq6vJ7HyyTnYRLFJKaAgExY/SdqSrJ6jeh9nX8EMUbJ2fPQqz9n13U558vptSpGfvrpp9fX15eXl3EcTYWI/Mti6O7u7h4fHx/u7w/7ndNBz+fTMAwezi55creV3W734cMHB+jcw7P4YuTsxZNjdF++fPnb3/52Pp9fX5/9bocQ5uCH3iPdHS30BD93jROR83lx5nSvl0qCcgJYK6OqbM+bPMZNbh6H4gppYLVHvWmHsvF9uanr+80cUT/2vr3t/Pbez94IePjHhX+3w+hgy/ncDgHb8dOW/T6TrqFsg+guCpAJEEED467jfaS7w37fxYBufioGPjmmbt/X6rk+nW6wMWvw2qi91YVspHpNdbsi4G0up+0Q4CoIZ9t7rwm3leagUsJ1NhxFH/DUls+NynxnFQCLEfuIXVCeLJkqEKgRCkBm1t0eHx/4u0/3333s+77rQtLEMiW4mEhOKQ+TTklzIgCGEkUKCMkpImglZ9j36poka9Qy76NQ8AgvCIKWiAayM+pTHkcOQhDD7KctqeOV3XHLsp6D13lzA1seSj3u20ZxOwC9Ss+7iVFvuilrzK43aenzDFcaGJzah7QhW1bS5psxm75ltWROsFuyQ19Ls+X4avQJqwv0Pf86I379dm4v2pt2ssTY3o3mKS7fUk8NP+SdalX0EQ2XiAAL5S8SESlqStIL6p4AM8CUhqwKOU+qywdqfnuzYR+y4CVP55SSmcN0B4p33f6wO4ZuNyKdp/Hz5fR0OY+mPi8l7FyAByqmBFzwkux7AiAR2QjnrM+X8cnoDqDvYkBgj7wsqheYx8BU9UVLuFTl+16dL0REkXrkvYUjdwpKmIPxaCaIY8xjt0uiOWtWSWLjZEnyMGGSTMmmBDnrJGJCCmg5aLYpxiPxGKlj2kkOCBGAmQMSU4gxjjAZArgpBKoyAYHecGbeSpaqt6IRNq548DYghLcr/KpQLb6pM7BhZVwCBECIpk4gQSMgQPYimxBmF1cFIIScDUAkayuuA/B17r0DAxKgESnAjkjAGAOjMauMSVXIOGsy0wwmAqpBzURDZJceYkBy9YWBzTmfS6vlSKCV0FQgH3Uh6Wy1sJx8bv9Tamz7NSc+3r7PV9X+zR7vt1lth/Un+g3Vg22xPnz7Got1R1Oj185wU7WX4lsrXlMGin4fyRoPE/8hZrkkeqXK6XzHzXwZyzk4w0RoS7j4O5AXKsFq93cJn2tDS3Fwtaf7nLsFEheBB8h110cGiL41asuT3nqulPZhOW+251zb95LVhEC6pQC9cT41I9JlWrOuZpb20wBriTO35MvMFfTmNGH+IdYeioHDTUFUTa/a3JONZgPmCq7Qr+euD9apj7OYHipPAOakRCRjYh/C2mzzeH3thNVhn6oI0MCMcXbioXlUPzMjzNjMBYpKdW7ounUfelHTWwIAJZNicq27cZTn03S6XF5Pl9fzNE4ZKBp6OhYAoCICbhMIcE0zM7Ou68J+7+CemT08PPgFeh/orM4ff/zx6fNnp0qGEAJ3fd97kl4XizYvME/T5AYql8vJVR8A4FRM53M+Pj66z4o0FCYPY3DLlmq74qHAXud56oOL95x96pYtrv2rOcI///zF4x/O53PO2YWFdQCva5J33RZacxT/3xijN5NQXL8mRHsH3b1q/G4H49gb+Pmv84bRUuFfD/j/cb+Zt1rNt2xabr74WxF/FZ1oidDXkobZJVg3x1rxsYTrvCNABLREVnRdfeBdFw+7uO9jYARTyQJgCcQDUide8FsCbB1iNiDwQuNsDBh/VZbjdeP3y6Y+1nozL7tuaesEkWqmMHiaeuleFGcU31T1nIUVMhPseuyjMgladFNcNQlB+t7ujvDhEb7/uHu4Z2ZkwqnsonlKMiVLE2VFAzIMxAGxC2SIyXyAZc5eLeE+UBm/AgsrBmJGQFCiHDAxngheZHo1fVZVswAmJZw5m6BTrK8Nujyx0zeEmnvhE59WMreRtME6FtVmysB16smbp/xVcGWLIrYbPjDNgRNln63GvGqui1xWRYixfu/KFXz9tsvltN5/LSReXtrTFFrBP24mpEswrOpmtc8GKtvMpM0Tcc2WalNDYowiyryg2fN4Eds+vKGgSxNrOTuHM4sYsXZ9AKCUMhEIqGgyReZ+oVARkgTGkAxe03SxzMwdx2ixEzpS33e7TPzlcvl5vDzn6YIQbFIBQMagMeyQUExTEqSACEpgioKWURkphpjMXiQ/TeOBcWdATDvTDgEKsMM6t3YuCGqnNldaZyxHckG0IRD1IRxV1ZO9wVw1iB0iaSfgMfeqdunylLHvcEo05jxOOEyYs6KCiJ0lC9hoNnC3J+qJ70EjaK+6E4qIRBANGbtkmk3V3OZIZxke3egW5pkcrJONN6eerb9gewo2laTBbacPAwCpCx5BwT16rXZ9RuQPFRX/OmJGg6DZEECg8FEVlV/zOwAAIABJREFUBAwQArrEzrt4L56MEUSQABiIAgRUNSDV1zR5iqjP2VQ1JRExpOhbhDCyny4EMGd6S+ln1UVvheZK1YoT2dBxnmK/NvudtlHPN8/WRkp5C2R6lwj5jdDf/y43l2+EGhcQWVfkkAoPVtImLXBwQ3nyeY+VjMwl8FqLJ0bOuW4rG6LgTFRYkveIG/G3KzRo7U1SvV1nG+V5rIEwm3mw0+f8xzDQ3NAx41ViG71V+a2Mv4zqHZgbutnG89bnb9b4na5MmecskTbju2kGuaX7Q1VRNugHLvrMDQ1yww1rXtEDKrR5LXgnScwNuTchgqVSR23WjNrc3VYm1TvU1itqjUvq14/K3PKpUiWFlkNdDVArR0VVaf1Jbfp5aMKvERHmHF5fDIqFwro14UU0swzijHl3lEanNSwRYa6Mcg6jiOnrCM+vr5+fXsYpJ1U1hNBrodkjAM3bkwBAN5PoQgiR2MymabpcLm584qb1DqP5ZbpdSkrp6cuXH3744U9/+tN//dd/EagjhF3X9V3c7/eeg7ffHRy4Gy7n15cXb7pSGh0MPBwOD/dH7w8rl8/7tEoN8lT38/n8/PzsgeleAcTIXdftdjt/rfv7+77vPX6diDyGYZombzVfX1+/fPla5zhVOBqLkttNaFIde7dlYvtd3lUeDgf3bXLAcLb/sptMmG/fA39Dq/ZOMMM/0vJtfYbecJ3ZrPZfBU6+4xxTsb71SM42DJFbg0VB50EDcLVLJwJRRg3IHdN+1x333b4LzEgGOU+kBggEmgkC8TRN/iy0M3hEZF4BfBvri7b1qgB1O4FaF+JwTfx+q8fYIELOQb1mFS6HF1hLAUWU1mo/Z3Wm02XKZADI2nWw77QPchkhRB+3SOz5/gN+9134p9/R959wvzdQUZ1UxpzGcUzDmC+jpYw5s0JAiEiBgJEULaEFLCIrLOl5DU/VWRHosbd0J5zQEuII/Ar6JPlzSi8y4aGLIcCs06vS8hZiqrfIc1wqrFepngjk/7hvpN+xbNlV9GUIqS74UAWfPgCRbSDWdjOvp1Lz0W8HlGYmUuCs+Z3MZ4lI66qyMSXy73XZW0sKvUYmbz3vzmVtGZ6rUfrcZaw4RG3c37XapV29143uegJiuHZEq58SEdeBmnsRzX+LSSQAqDp0wyGYmjADsae4AaISqJaoSwEAZgyBYowhqGrOIlREhFwOEaRgTBhHs0F1QtwRMtKe+BC6AJSzvubpb6eXv0/DEEi77iFPzn9hAEYwouxpcmJIqIyKqAgKYKQh9pLlLOmzjH3GnQCHDskIIIBr3QAJ1X3KkRtgDwHXXla4lPLOfoqRjexAEbK55EuzGsikmQhiRAsIimYB1OKORHhMPGRJuRsmvQzjmCwlkSmnrNlsSvlisEOIBhmtN7ojKS4SKGRAgVlFVA0NmBTBUAEgGi37reG1AAphNd6zdV+3ksPgtuW7OdWyK8bH/AgUK040UzAGBkN0GJndVplrDjSDIqC7YpiBzFRKT8w2MNAZmlRzsxYj71uNiTSGYEamE8BoMpr5SsjZEBElExFFlw8H19gYoZiuSB+lDwgLHFUzNAFDCM4AljneAw0VQBssFKxRVDZUllZ21aa0wJWzThsI9N/F/Akbn4Pf/INoHbiEdmMYvoEvF3rerb8q/opOhisB1QZmMlPYVfNNLxNEb0Wg5roSEQXzz9U/YKACTEkDV67Pg3Kzy3MFCKiBQrGAISiBUc4KBNvCbiunIG3hKeY22w1rVrgWkwDnNFIZ0CGCbBZiKweydj7t45L5dXVmXSKgEnGD0VX8Wq8Znptm6drCdHG2gmIp06gu21qn4UFdSfiW6ZitjLAd9fJBNbQJTrMgpAoqriSLumxNV1EKsyYfoTGDLb2BmoGs6q1tf9ua6dmGxKUE7EgCgMyqASSzZlERF1A3oYAazuRlRDD1IaAagipkkSFNY5qmMSeVLy/TabhchkkMiAgoAJKIWMOSbYQxpUnOOZ8ug+N7Dw8PzJxSur+/D8yV85nSmFJ6fX394Ycf/vS//udf//rXaZpijJon7+IOh8Nhv/P/9n2PQCml8/n89OXz+XTyW+egnLdqx8POk9a923QA0OueygL9/PmzN6Iekr7b7UII+33v8Q/7/d6BPreH8Z/jsJ5/u/M5Rcyf60oDc7qpf7H3mW2mqtOQ/FF1e5jayu52OwCob2kcpTWcXOmHf2XXd0sFat/Y+7Vf/I9Hpb+F6V13ldehL3PX8cs/GXFl522Vgt/Q3uYPpdnKajLS212uohb+D6LDVDHyrufjvt/1MQY21QxCRpmNEMKc/zbHeQdnDlcHSObZxad5lje8Qf9Nqy5rIyWu/f3beVArBZztam9TalXco35jql45/9YykBs5nzhEkFIS0SEbGxAAdgGPB7yM0+lCoyjgRGz7ffzwgb//HX76qA+PvNtLnvI0pqzDmMbLMA5DHidIgqKsEgDZ613X9QFIieYyBCRTbKhH3psqgpOf1KKADoAvZk9ZfsrTFxkvlu95H0MMgWOMITIREGuriGults7I9cffP6+Ny1f7lPkXbDiWbSveusi2bJ0NdROuPFdb1sBVUPuMzomQGZkRUXV0qYNPapq9a8T7OjJ0Uz8AgJkvNrlaUSvHwRZnbt2k9JbE6Lrpbe1kmt5P1nsCtubS6+EIiogCBfS4SEUmMGJmzLowI5o4ONNc9BqGSBY7iglVKUsu1kALHo4BGRFFbVKZWZcaie/3OxH58vL6lKcvaRrAJiNVOEzjbrfvdj1wLxizYUJUtSQGBATm+fOKnqzFhmqIQbRP4y5AF5AjByQyCAbodH8r01kyc9H/xo6/rUKrut4QyagzFmQxSYqjWAKYNBETIIEZIgUwJKJIWYGDhURThhCUmeMkw5QnDjakrHZRHUzOKbEqMu4UILrXOXSEhoaiWnwPVw5iDT652HNquSxv0hSAHfeztzQL22356iyYw8rrb2BJdyi/cl2T5FMs81RoAiMlZWDXlFbEzG0wismkIZh4lpsRoEejwapKBBcNEoIqAhLxvh9UXzNiyqNptmIpJghGoKIaVVRDAAwMCjZbpBgKrj/lEhlUmdZQvBjUwSnn3RsSQLItf+WdZLs36wK1Tf9888t/WycY3ho4/eKPK62C1p1ieYdoy0R3MyGYVVgroG9RBkJNYJ9dUEskEKLNxhSqoHaToF9DCHCO+mEuw13g0mYAIWCNgZvfJhVj0uWHEHin5w0Yu9cG0vw1Hv+NCIi+xnAriX3rY14dMICth2xleKKP7mjFtGwUL2XSdu1KUrMcoBEK4hx00fr4vj/4b6vVliXT/LmugL03Ovy2vKspjPXHvrXS2o+4dntEC1VPoD0bbpjOt4WmNYaWZSa61mqa8aqYW3Ng3JjXkbHrF0L1WZkYIhgUD0AFmmneK+sIUo8UJgWC6Ia3KpBFs9qY8mUcTuN0GYYh5Zzzy5BN0bhj9K7Sv5mtif6sdUxOo1+dH+SPj49/+MMffv/73//4449///vf3RLTzGaLzuHHH3/885///NNPPw3nk4OBfd/38d5ZnYfDYdd33siJyOV88u5rHC6m6p6cj4/3DtP1fR/D4rjoyJtjbsMwPD8/f/361bMZqhnGfr9/fHzsuu7u7jAbzJQBjVe0r6+vbYifW4n6N7Z4iw/dT6eTI6TX24I3AHH+dTwej8ejaw6dg+oThBDCMGyVLdcIwPtA3Fvg8LfQL9dzCtzsJ//ImO8tN5f3k9+/hdZxvd2J2vuSvxWc0oB/G86b2CKewdncKBIyY9+F426328UYA7M5tpPBAqFPaELoYh89kqSKQn1pMXPdDYpDQcPlqx+966k2KYjVM0NEcvPcbSqkTbV9zUNpW0dTnw4DrLXWhRW3Zph7WWHmjZ+pmoiYcBZlwNB1fNzlYTd9DWkSDEF3u/Dwof/4PT5+wuOd7PdCmDJmk0uefB+QYbKUSSUIsAIjMpiXkD5MdyZDodsYodtT+a0iEDBDNkRDOBtORC8mP6f89zR8lmlgg65TpICeu0B94BAJw6rfaw1OKsnzujXamN+0CekbPqRdUU7azu1aD3/z+a3SO98fmkWitRfdqFWvTaSuH3D/lVK6AfNeoZFFR4kznNFMJM1MnZpT//HHqUyuQLVWqqXOL8fuMhlfKp/6aDqNbbYvKLQ9m7VKGBgVwcpQHRVQgRAZ2Z8XKeHXFDRwVlaIVPA9RUEsQobAaIaWDUCZMQTO7GN63w9EldsbKJYVrJaMgVjBhml4Gs7PqhdCjV0ARuXvjPfU92GH/WGEeFF8lTyIqEvNjICMi7gXBQGQM8lg9lXzTuAgvCPoAwbDgFTswZFKWDQ2bDIoto2mjQxntROqr8OOWDDuQSbgCSyouHG7z1XMCEzMhBGUKRSslQlw1rgah5BEp6w551EURD9n20VzjCAT7CxEBERVUCWbo639odXZOKUUNlqcVJrK023nkN/qQXzBNftYkxftq7N4OtVG5XaTU+JYzEDAERcqVFRFJlYA9a7P46/BCMnRPSSPavcfrYvFYrPBKpvb4IMB+jDRYmBWJLCINKhOhllBTLVsXqCgZkksMCBya4bNgLrqCNY6LzQ0Qrd48UcP114a89P6C+r69Y3CiknYjXiMN/rFX398h9/GJsKa34BY3fOXN76hGMF2csAtt7iZpVMBo6XVELp0QG3OFZWC9TGvSfnl0PeUFJ/pYjVoU2o8u+ZBr82Wyl5hGMLsrIGK2Vu6OYlhoUcTGgByU5nVg2rD0J2PgdUo/YZf6FyeYivjmwVptCkaGmCdYUuvUs3LLKr44ggagrhkHP2kLcUNthXhFkis3dQyH10VNIuI2VHZzazUWrWMQZNwZZXtaW8gJHVXbdFDz+Stc9YNebW5q9v2T2cuyvIOrUBwAEDGW21S4xdfZSvz4HZbT2QRQkIgj2dEBx3JtDg92TwhKkpLc8KzERIikBoY4CQyZTmN9nKx01leBx1TTiqBWEBx9h2qfAucZ21m4pZ9RBT63lfRx48ff/+7f/qXf/mXP/7xj7///e//8pe//Pu///uf/vQn50m+vLz8/PPPP/74w88///z161dE7LvOcbMY43cfH72R67qOCXPOzsYcLuP5fPbQ08Px6DnpcznNRKS6+KY4Kng6ndxm02PTnbvlie0xxvv7+0+fPu12u8Nh51F+jtd5WN84jt4uvry8VGeaCt20pZW/UAWUqp9NUVQyO6hY1Ild5+LDajPjRnlV4Ldp+b4Zmrvd9f0aVRheywL/W4C+91Xg7b/fkkYD0C92vPXnuN3RzTTXa8WIIS+ZK7D4Zqkp3ApwD8EVXxw712QSgiEZghEhMBNhjCF0u27Xd/Oq3lgvGszuiDp7FbZ5sY295M0Am1Lr11Seq9aiKtDqPZmmXFNhW2SpNDACBq0Fv81/i2J5ic92s3CfeaoVV5RsJKiKimaBbBf10F12wcYcuA+HB3r8yPf3dLzT/gChG1JKktI4DsMwDOdpHNM02jSRAYIyARsEokrs8ux0nE3Z57Aul4ubqTllzru+F5AR7NX055x+Hi9PMvG+34fIFGIIuxD7GGIM1AEz2wIELWmHvjlUY8+6t7zl6bJZVBvbz7eGsJvHc+PxWzs036/qG2igvyXNfLWuGuPNljayOUM3cr4qPgQABG7asWvRWBVSlqtw+uhmiTonedPfXvOHNze/vr3aeLdTm+qJxczoqk5a8cYR2UdyWcW7PnNlHE/OBKasIAiQARhVmUlMLYmZei73xECsc3+LatnNbLMJm3vGKCMyAhOEjk/j+ZSGZxlPphmYc+wBIvD33EfsAkYIfR92aHo5qYoaEgq4/4cZGYIZJmYgArJkdjE7GbyIHlnvgDNA5+2Ri3XUjOxaiNtOr2zuAMvZzB2ZERpZBkuilswS0CVZRJCyywGAklFDToFgTMhESmQMxKzMmNU452EEm6Zs+jqqIAVkZJoQDwARKZSUebf5MTRvmUgR3SKzsBCXg2YRKGLFG3Dpt/Wd1L55BUmTF+SEzBvK1FtIgCLgbGXsshyX+ZDD5kQQgLx1LUaq4AJtUWXnIJS3Wq3aiz0YErBBNATQrNkMiEMk7AwnkSGLCF7MFEyymggYg2kAQ6Vuv3O3P7Iq00Gy8uBhIyLS0v2g+7HL3M78IjnopqFOo3VHwNtzXi+Xr1FWeFd7ebvrW/F/wN7gBTV7dGu2gfY+TnmzfiIDJDRRbTAoV1v5k4BzkWtgrgpaeRPPPopWzEAbL0oq0h0MDf0DXZjZ3OxZhL289dmr00N7ASDMs+HoQQugjkm6g5w7LviOyUg1lnABlFr6/tbXpC0rK+gHrigrg+0iC/TBM1+3+C13sT3PeB4kN+zZEs/n3aCqrqbtC81m+wNnQGzFAauzcG8/bU3QJWoOZoTWPAMRDaQmNxQeXa04cZXSXsnxrYcnwNJIEy2LSlTa8IyyVu12PnLtQr3pXSbszZfVW188yvQ2SFJWI/gYwnOc55RFMWhWCJGBkYJRQFMVBVCTbGaSJkvZTsP4ep6eXk/nKScDwSBAAhYpMFpSQSUkAjAwme+/nxWefCgGNAnu9/vvv//+X//1X//H//PH3/3ud/v9fhiGP/zhD33f/8d//Mfz16//+Z//+cMPP3z9+vVyObkkL4TQBfa+aL/fH/c9zJ6B59Pl9fX1crmIyDQmItrv9w/39x8/PO73+xACzr7eAKAi7teScz6fX19eXp6enk6nk7M9HX48HA6IuN/vaxiD6wBV9XQ6ecj75XJxJufz8/M0TRWErAnIMfaVOHq5XGoO++Zz8e9yk5jj8Xh/f+9p8nVbmAP9GBFdA5azltToZnyAuAyhNj7+RNFXSO1Fq73YL+KBW9jBYGO90LoI3kwNad0m3Svousa1WVJTVzkieo7At/g2z/fT3m/21uKfZaM2WB5/WBuAzSh6wTVXVhNXLlzM7OG/RLzr3Y5IRAhMu8CqCpENURT6vuv6brc/HI+HrqNq64qtapdn5wkDq86Z84iKFpIIt11Eqwtl5pbzV6+uFSGvQRtu0titxjm13hnOkHHZ83Ib5+gLwqDqz5e46DfnLNlUFbPHfusoCqBw7OHj3QQBw7F7+C5+96l7/BQfP8r+kBQVbJqmy3B5efl6Op3kcp7OlwAKKgGsQ2ZYBS+xmaowkHqGJGIIwcNLk5kQZCMxSCpi+jeEQfTLeP55PJ9RrO+RQ55Sd393iP0+8i7EEIk6RsYSLtoAdG2fPHNxyy8AQCYFK3mVCGKas4QQsIGzxBTshgq9XUuVtHk9Ibpu0mqTX99YEzVBbg4B1Q/Mc6lVc77hG9wup/asEdH67WbK7IHCXiKoy0gaqQiput5V/XJaOvo1Q9W3uEp093vcrlsiwjI6Ricv+psUS5uV7CMGaCJ7a5eYczZjRCSmSME7ASI2uwD1CExRcpKYc5IoIuk8qgAjMWskRvEAPDSAadJpGkPXgaKIqYGyhYCUNCKaCRN3XRh1Soifx9eXNFmMqNhD/hSO99w/dIxdT9xnpJdpfDoPz+MgwRNdjMwQyNMgFMHUsx0MiUbNX8ZpZ7AD2Akyx477DhEQuKj4FIBQTXEVXeXYcjEiQPR5CSIqoIqiKQAFivueMlGScUQcIY2mHvkIomqgQEXr4Y2baSTmnroO9mJDSkOWMFFkuLCmJAnDIGrTkElOMh1DvwscmHqmDpFMI2BEIEHNot2cP2YW3Hp+cZ3cKsA3/sNrguhKqle5Y5umsEIIcz+5eHpJ0wzOMctSFxjN2g3oQFVF0Q04kHxYjkBgpLNDoZ8lVMnm4lywWWNAqMEMgZCAjRgxGifkPaowoGkWSSqTiqRsYiICgVTVqAyLA1IJarSF82YzvavW8YSoM6ObDLVwgWeIAuF9O+63/rwVMVUscTXnamqGX6vMC9dzr28dHq9FhwY3/EfI3hOEUON2Nec0tHwJU80wD9WaVofXpIV505xxOo6ERBzraA03XNOlZ3VJvRWZGs2kS5vTUEvnM5/TgRjJQBtiCZondG+4HNp6eAJeiydn5vWcCgBvBsRV5n3L8MQVubI93qxNblhsPEuySBvksMqKKOGduthwwRWRWLf0GCRC5zSWprE1QMerwSq+x3BrtA0Kja3OTXSijYNfOFFlnWgLrF8/b6UxAxCx9mi7OQ922x9oPDy3P9MbXzHXKRgBO31ZF89kBDYCNJim7NN9VVOxMdk45mHSz08vQ7bLpJOicTAKCmBkIlnnUJRylWo554A+JIZ5fmeaJ+R+HMfj8fjP//zPLpP78OHD6XQiosPh8PLy8m//9m9PT09+l1zs5BF8h13vHVGMEU1SSt5NDZezm2d6q+YunQ/3d7u+9+onhJKm4A1GSsmpmKfTy+vrq1t0utWKe3v6rxq57oCbi/Ec3HO/ltfXV+/lQgjeXpanL4QY4zSVfi+l5KV2nXnXLsiNSb2VdXzPIwSrEX/tTNzKxUWDG8uHVt23oZH7L6e/1pq1lo9vQXrX63njnNQsquIh9T5R/BsdnNdsZ7sGFa9pb+s/p7eOqA3l7J3usfnK1s2FWmZL2ZRWT7oSgYerI2JgJ/VJzjqhOdQXCZmAgIAYEYEDMxOHEBpRdxPSQLx02gvbbQ5nr+1H6/Jy/W++AnNaSdUvnehUX66O0maDiJXRKDWqe5x5RD65U3EJnEEWz61XAmDSrrP7uywdd3f2+IEeP+LxDkMPQJYt5TRNw3gZPI1Tp0nyFESpjqtAQRWZygRVS7mBpQsBUTOEDJgQElImmP4/1t6kSZIkORfTxczdIyIza+l5Mz0ABAJyhHg8EOQBB1IoEMHjne+E34oThBSecQMGIgO8GVDeLBgMpnu6qjIWX8xUlQc19zD3iMyqwWNKSUtXVqy+mKnqtwGMaln1W5aLjM95OJsmxAYxEO5ibBFbpkDsBsjObvPZY33MeVYdLwaetV0TzR11DcWLyIqKsiZz3hFSVo6+tffJOmYJN1rBu5ZFG75o/dx6M1qQt9sImc10wH2G1rc2LdBfDUJ6TQgAPr+AeyaBC/i5XMN3hZGb23Z5umfwVtcxESKwbp5C5OYr6FxGmCmvhAhobduSKAIDp3LAUxKEXduJKREBIWYlRNWJFWMTRJJITikJGiIzR7WMaIDKpqDApAqWEJLmC0hmY7LG4AHwCeCNAoeWml0O4TRNvxuHT9M0IA4qapk5RCZwoYQaAIQIszCVMlFSOBucsvWBBuAOgYDJ1Affwa5Iaz3Y08VixIHL67Q+IouBoiKCRqPI2oI1oI1qAFMFRSukW+BiFIpoVKwSwDCroQEEQgT20a/xRHqJneSsSU4qo9qQoVHcN7GBsDNuEcGQyalF5JomX3mzKhWk3pZU0HXUAG6Avs0Spi9L1Gsl151n3duV7qmTULMgokUmKfWrlTwKNnOWHXun45Jj/z7OTBcsGJwv7xEJARiAgYQgGQuwog6ACYEVWCyZZgARVbNkAzJhMGRWhhneKHS24vUyBw6U0SGB2dzEupsJf1YP8nITWPXiG4mBLoGnFXf093Vf8/8PnxXy3ZqtuWvIHYrL555Yq/tKXtPCkr6R06iqiILmm5Idakr6MhtnQl9KiIBozhiaS3zwlMFCbF9L7BzGxTkpu6ySxoC0PqZE5PX3jCkrwjzp2R6fLzNvqPveGtit5uI3zCv77MmewwxwyQL2/KsZh5wBLbnuGYWQqbf4wyoysp5iu5k0XJMnFt9s7xv1uhlrZYludy4wWy0EehulvWloV0mDttns6xApmB146+JJNhqqDY7qdm2bg1mqBKxyF30Y4ykLTr9CIyP1iZPZfFSCIc3dmYnomMTN8y59OvdpSHoZUjbKJX4mIgYkBjPTE11tMGYSFNP8tREdkMxJRIY8eFzeu3fvXOr21VdfPTw8nE6nf/zHf/yHf/iHb7/91i1biMhxNsf39l0x9kwpjf3Zu6BhGFSy43tt2x725fFNjMvx9GrGBXXT2Hundz6fz+ejg36Lw6cTLL11XKw+PfXBW7jj8ejNngODCxHUq0A/HTnnvu/73vlpg0vyanzYy0Q/CP7VHh8f3bHTOZwrJMrMu03XK/r7bnRcS3RBXZ4uF+fiNvFlCXgr/w93E1ncTb6EPvrKLvJKZ3hv6f/Mg19R4t1G0t0oIe/UtS9u81C6iyua6su7EaPNgXkcqFTnkZFRzCPGISgBGGHgGAi4FPGzUSStwvew6gBnM2eEq9G2GdWneAOo3rbNmxyImnC4CY5bY0GLtw37KvdSZ7LhVriQW9VEVES85XMrfFADFHPFFAcgwP1BUoDDO3rzjt+8iQ+Poe2MiHKa0pjGfuwv/eU0DRdII5j4HsF4TQZCcEWNE2UYAN0tzxAyohgktASYACfVQWXIKUn+bcxTmnoTZQwxxEC7GB933aGLuy50beBILotf6VbXjd/yU/9mdl+7X8Rs4hluz93GzWWDn28g9Nsg+DUqa/WpvOVJbu642kK2vgt8UlbrEs0sBN5gntcZBOqN9WjFblmlY193PsSlWS6T65obtSr3EZZ5dyWvmD8JuyJjPsLFYtYQlICB0NLV80ZmgRcRkQEHjMrqu5mymbUtZ68HCIFyJhULYmhAppDFRFRUiDAEd2cyAuOyXLIhZoLLNI0mghABG8Q90SPzI9PUtBDonMbfXi6/S8MZUWIQUMTgUShizmZGA2I0BWRAIDClCfSU5YNOj82uRYuKSNoAMgKo4Nxsv0Th03XzowYlghzJAQZGihx2Fncmg8gEBgDZo6aU/dTRvIQWozgD4IIoRuSIIaA0SRVCniyZpqRZ82jCSiNZp5qY9xSAmZ0pCShYMqJVjQDMSXQAVgI3nc/9mebB/hvUBoqfaUhmMMYrKTTJRGRJkTOZZ2sjICODIQZkRTVkw2tHAIZGuNBzHKBwGMMbxEjAiAFMCAVpj6TMk+REOEoeNSdXjwkAk6gZKwTDEHy6/E/oAAAgAElEQVRnqbe2JQqMwP1F7fpP9kUa+Nvd9vZQ48tD3rsv+HsBieGlh96VpqxpweUBG/fO9dD6TuYjzhecVeI9miXJerXoVFMFhU1Mze1yT0QUloLM9WqGTFAu77KC1YPk5RJxT6eZVFUaPwDgEkhQlstye1heHDoUjec6EHK+f7mr3rHvwzvOLlVSH2yA8m2QQL0bvYrsIi26RWCu2acLZC/XA3vr2mRbkzpZaejVm0er7V6wbmitat5cFO3ENbtzJOzzle6aQFsHVJSecEPAq1xP7SUtU20mcXWrMqhnqI7HbvgMde+rKjlnUzXDDMrF+JrUSA1UDdSyuAkETlO+9MPxPF6GsR9zypAMkYJBICJDXrBZQ7ir8Sjdi4iZmSRJeRz7nPOkKCLffPONiLz73n8QkZ/85Cc/+clP/v7v//7HP/7xz3/+8/1uV6FeuNvtHEkjMMf3zufzcDm5YggRvXd6enra7XYxNF6EqYhKnrk909I4PX/68Pz87HTQnCci8u5uP/8403LJW3d4zfmcbvLp8QkhhP1+z8yLwmfJfvAHT1O+MhtVHUv0w+KJf/U7tm1bh1ktrCfXKLom0IWLdbb7TUGv3kz6h/ePJCKqd8KdP7v+bqq3mjxfX1QvRDjg/VfGz/i4rKtk+pJN4nb9t5cdm6rO704I25p7VvkNlpfQpSplAPTtOXAMgZmYMRTsRUxzCAQiYBhIGSyAISAjBMImchs4YNHy5qwVCXb1AUo7UbLQcZFD3zAzoVZJrTXkWM8aanLULdduofEvPjGVSwdsdJW318l8/ZeQPhWoiEUobCVVwUBE1MBC5MeWHp747Tt6eoNdB0wmKlNK/WU4ny/n43A+5aFvVBCUmSCpojEocJFXGICaMYAhZNc3MSiQEAjgYDCYjpJHs16kT9OQ5UgsYBhiGzkGapkf2vC0ax4fd4fDrmkZ0YAMAiIacbybiOhERFibbToX5jb1fqEvbvRyG8Bto99baozFDro+O7eI3G2C+V0nzFv7JV/NblMiF63m8lyfN6WU5wXHNkBo+Zq0IiPczVypCZ+3kYCb0u62Hy4MT5GZ3L4NBDbz69xuCbSFN2RaiFpmouIceI9rUBM1QYzkJi5GAAFR1BCIic0MxWAcRLLfxGrRlIzMg/MQADIiIAwq2YwBAkBLuIuha0JgPJKdL+dPw/AxjRcwiVFFOXAMQGRqOYsZAYYGiBAEr/N1EuRB4KPIYxI2YhREUsIWXEAmsAZxbJ1n6ne6rrgM6PHuBkAQQtBW7DHCCDKqEsgEikRZjX2zX7nOihNvCTAgEioGH37ETDhoYDMQ8bteDAQUcs5oWUTYVE05dBgCFUYwIho4P5KAENVm9oBP85eIxc/3affBvReAPl3/fmtBCTUDpXaRVWUkI6IATKiIpGQBmXLOXhMbzcMgw9X+aADk8PD8BdEA1GfqiMoGOw5m1lJIjE2GJsGoOZsmTwW0bMGyImhptUsEqIEUpZ/puqJ3tZoAfBZF2+6eeD/wvBZhvjSW/Wzj95K/QLhd417h89xtS9Yxg3abyISvQogL1uTrsZdlV3caV6TenWrP812PXgf2yDQjJleYW13f2Ow1tHIiKmxGp7hcZePmotIyRlgxUT2K00rWpP+5Z3pe1YKg9fpYzwixAv0WB9IK1bwa+m1k3WXvgdsGcpWPd9te1lI9YsZNSAteJ9l4c8DrusSHekpKXLucbEewi0WBmc2b1p3+d40iXm2Hvxy/XrYovImgWEdn6tIJz9RZ3KxUgXh9wOmle9idfEwwAIoU1rFeeVyYFFRAJHsYwzlJmuQyDsM0pQwZyJiQghq7VSkoqGaPqWaXpBZJ5hVDmERAvAbMMqV+OPfnyzAMH44n92tBxB/9yX/3/Pz84x//+G//9m+/+eYbZn779u0Pv/7aBXLTNC3+9SmlNA6eXtD3PWj2vqvruv2uIGYxRvcb825H5hS+cey95Tsej6fjp2EYaj7nbv5x28ymaUrKVs6e2nc8Hvu+P51OszlTSdLzSf/isem0T9f4+UToKiZU9Uc2TbOAikvO+xLuvJCs3DAmpfT8/OytpisPF5XLpvKehWHgL+5CQTMbx3Ecx2nKXq4tdaS+knLwArnlLmTxkkPmS8PCl8mZL8oCb3+WAK4Nu0HVXhkcbhu/etuDO36Jy8KIiOA3IKp7Ds7uSrBvu7aLXRNDpEiMc+BmzlMIBMamEgOiQSBkhDbgLlIb2PPaTSZJaHStgIGvIfIoVlB6DmH20vDBwe25uG1r7472btk4dQ8QAt89lWZ37HM2jcfiGlqkiFd/HXHXg0wAJmZqWVQ1Gxg1u6f3u6evmqe3uNtJaNRgmqZpHIfnY398Hk7H6XKxNIrkAAqgBmImsxgdddnHaXbaQRCkjDoBZKTe5Kz5LDIUrE+yilAEwEjYBW4ImoCHNj4+7B4ed81DEwndAaHoMGLc9CRLb7Okbqxvcy6k1+J1jfVTqpNlJRX2Xhz5JshurkKvZmCzxcWGj42zpka9wLt752529uWeqvW3lS9RuO3cqhsZl5HxRoXoJeeG0brBKms5ffWt0a4mSXjt0crmiGblDyKZ5XsrCXle34Yo7unERMgMikACPpxw40xVNRCyK56vmt36C0G9YCAGBooITQ5TyjmBSgFrxEpZCAJGaEpZUcCyEhgFhAa4QeZIErQn+bfL+bk/n6YpEQijphwh7rnpsEGkyaxXySgCqpBZ1QM3HBYVxYn0nPW7KRNgE2JAZIIAhia0LCZ4A8IgzA3HdchdkpNNC9CG2koEQlJ40maU7BxEQzUG0lg2KZvDYzwITkxMHaEIUMSuGuOQKZGR2mQpIyYxAEhZBSwjCVtim4IdAjZMUXIkZmY/l9lnJWsRk1WRLHVG3ytETftv9hpbyrb6ShO/JgF13lvJSAnJgpmRBWQzZURFIBeUei1PcO0a3EDQEJC52JmWFGxlQ0PrQAFBEBrEFuKIOAln0yHnhJhUczLIKau6nBkRgZzrByrFuxUJHQRawCS2EjS04OrLErreQ1cX0ibNHNc94Ur2v3odfEma8Qrlp0Q6f6HK8POOdjfUoFsMsFY2rOR8arOhmcx65SVnwI2jdWmEeCllgi3D21kwb34tq4PrgLokrlOE2o3ODTphwfdsDk4okLE/E8G4Qr+v1iZ8tSt6oeeuD4XVJlrrvaHmS9qt/mej1NxEKRDYlql/Bc30vlYQl4X+moG+4OsrLMtgY1vPVZeISEXRVsactFFaMq0yBl+KLFugzqpOci6KvSIimv2vYOk0K0DPNhFMdk2zKLeK1eUarGIk6s27Bgc246jqpgiI1VjiehdgMh2mnLOmJP2YxjF9dx5EJIklhyiYgIIRi4jnp6IZmaIBEbFhRkNy6855FmhWJv5Tnsb+crmcn5+fn5+Hvh8lhxB++ctf/vVf/3UboltoDsPw7t27/X7/x3/8x3/0h39IRI6Y9TOT83w+T0PRyJnZfiZh7na7XddW5pbXNiCpzgDds2Nl0zSZZgfo2rbd7VpnVzql090UvcN0yM59RJ+fn8dx9H9aOrdFLOdYnH9Cj3RfKHxeB3uj6G/x7t27JWZwt9s1TeMt3FLk+UDdcyDcHdT9Qh3imxFsdM3V8k1n6WPrke7eM4sIMajlwomeiQm3OsDPKhmqhQJeadJuNUv/vqyFL2H8vwS53xpU3Gr27iba37UTLB2O3+mqnpmJAiFQQOgidpH2XWwCM5ofYzDTQCEEEwXDwIgGTNAG3nVt1zZdEyJjQEUDk6zVYu+gQ8lsjMTMImJRweKMpdCd7MF16MLqpKxzJjYJfps1hJk26uVlCV1UW7eHtBagOqo8j9augzNVTT7M1IySVUwVuNnH/aHZP9LhgO1OGUFNLOc8DafjeD5N53NOI6kgqJm3fGoICuo+hToXHMYlJkddwqdwMR0lnyUfk5wkDWYZMBEKMQMzWSAMYAHxEONh3x0ObbOP2IAgkAIDsSEByE02/ULPXkD1unnbhCLevVPgxm9pc/v4kOg2Gv5upN5mE4G7IWbrXv0udHmrCr592Rr6qz+M5+bdhog6zEt8x/v69jO8YtmwaibXr3Nz42/ELnDrXrvkFG4SR4lIyy9LvHvOOZfYSXNnIlEiWk56MhDEiMwAyYXxRADEyK1hzJBVMFhswDqjSKwMJ8ySx98MMo5jAg0USYWyHIjeE+2JIfJFiMUuAJOpGRgkM0JF4CCGRJyUAOVZpVHaa24MGmPnj6vd7fZXf9VZA6tuzw1m4F6kSgCIFhFAsTXbAWaABJYJFJdeHchIl0wIIGQFQ1QmczOaciU8ZpgYg0IAmjARmAokzKKgqgKWDJLBiNBg/F6JfDSmmXAOIE4OXxdRX47yfTm3E1+Vo19xlPWG4biCmhqQAaGhqRkTmKERkHqkIjJ4bWRGa4tLKgRbcO67Vm6jZmBREQAioQIKQwNhQsuAAafJbFQd1ZKpJRPNOYBbgi28ACg+88CIsk54phdutJcmwl/CqYEqrA+/bIj8ShmAiOF1k4DPtnyo61yJxf7+Vfbh4lxWTCA9jEG1AKd3PJcrpTVR4VmxYN0AzV2dgoDnad6w+67Hbo4Xn/O/3TL1+iCqGpU6bL2iRL6+pFZ31Dp9a3EfWRHDDEKgK1K64g7c8XMvY07Y6sKrtbn2erFbEHk7LFxjdUV1iddgloUMs5wRZIDr0gElf2rlVlc2WrrOLxbg1G73mE1ntdl7VmOh+uIqiY6LC5+73m2cFUqvOzeNK3/ajWjHNo0fXfd1s1uHK3Qfa2L2tHfvAEStn9LxNE5ZctJ+mqYxD0oimFWA0Dg4Ou0lFwKwKaAxKZv6hi4+YkK35C75xX3f5ylNw+VyuVxO5/PlOF76aZpCG52oOQwDA6rq09PT97///a+//tqz+96/e+dd1sPDw09/+k+n08mbH1BxH4W2bR8PO+dJNk0TAy/ESCnwnk7j8Pzp0/Pzs7/9NE2ur2u7/eKb0nWNN2BL9+XmK4tli8ODKSUngvrw26s95xepqiOBThldeMWL66bXiG4Hut/vv/rqK3+6v46/qdPzPDnQ1YNuFeMoX92nzYuyQwfBgVD/Ol3XPTzsPZPQP0PK4ziF+RPZQtD67GjsblF1vz6zZXS8Ka3u8Ptf4ZPcf6MXCPkvtXmI9LoL2eq9Xn7MbXk9568oETISM7RNaCPv2mbXxl2kwB4UYAUZo8CMAkBATQwMxoF2bbfvmsgUQmgjIWJAagLrDBa5L+INsdZElLAU5SnJ5r5+xUqqnlLVeA6ss9qW/7rbUB36V72mbpCi+oKU+Wdh+hAGI3FGQQnpiYhq5G5mSVABQ9PGQ9Ptm3aHsREA1WmYpn689JfTcOnTNEqeQFU1m0iWiVzq42CQllAvr27EdDLLIEnxLNJLPqucVI5TuphmJA3BmI0wGgSilrkleGz5zcPh6aHrdhEjCCgYREAiCoashQp1tU2ec1n8Fl6AvuuRIX6Fpb9BWV+6Am8lALD1QltROu+/lNpq61+cBSrBOVR+KrcU08/eIGusUl+qxDzKaGNIUx+Z4rN1L6WwLiTgJnLmRnFKG9nktXlWBPSkBhAwAg+uN3aHZ1VEUSWArMqZyPe0oqMhRMs+pWVkUSOCEJzhAQpkle6CiICCEgsSWFClxrTD0GAMzELwLMNx7I8jecmBoA1iG5p3sfkex0NsNIRPKtk0oSZQD55ERixvZIqECCnwReEous+5RduDdkAtWqjKA6waJM+s09oozyVMIj45d4NlIyPTAAYIO6AdYkJKZEJqCN7qyZyzJ0XipxiQjP1u8aACE1PVXcCIEAQ70IFiYsmCQ5Yk2a3RR7OUU28aJB9ARbVtGmNmQCcKI6BiKcb+HWPEV4A+e9nu5e6Oo2BztFshz5fWwLJrIt0p39gIyNSMA5qpIgUwoKI6RQUKBY4B0gLczOUcLOxLRwEhakZkN01Vg4AYmTIgY5vMGrWgOppMAFnNCxXWuQ6E2nXpylu0myHIXbu1l3bqtaPHa/vsF7q4vVJghPVLvEYGfYWlebuMXvPs7wB9oG7ktQT9aen6akb7mqZf5O+1Xj/XLpGVrywS2iw+dssAqDIDbdPwUAHwXtezek+4mTKuMKaXt5lN17dqSCoZ6Eoz+Up7Vp94vCP6qsG7azO26aErYHADSFb8UnjFx4yoEK/K/EMLZLFsPyL5egOQ40Ul72jTFfu6Wb3+fQ/P1Y10vyauTeG1IgLrK/D1reFb17T13q9VvhbYlm+jhmCMhfLK7kAkYuOYTuf+eB6GKUuGMeWUEnRvFLOLCRCQib3fM5WCWJqSKZkBCKhvSgXfS0mmaUrj9Pz8PA3j+XweLpdx7DULAMTYcqC+782saZpI3DTND37wg8Ph8IMf/OAP/uAP3r9///jw4OzKf/mXf3l+fn5+fj6fz8y8765yuK4Ji3qt4i2qiHrvdHz+9PHDB2/JAJSZi/9nIPfnfHx83O87R/CWrHbnVbrD52K/6cI/Tz5wwxUPkfe4CG/MHHBb3PCctBlCcIvO/X7//v37N2/e7Pf72nnPWz43aHEO6vLjsRB1OFVVRcHMFw3ubvrw8HA4HJomOFxZErrlavK51OV3F/ovpLhsLs45weUz/I27jqC/19K/+c0tTlKb2dw1At3U2bft6K3osb7dRIQJmDkQMFPbxH0X2hj2u27XctuEgGAqJgbBQ3OIGQmMEPZtw4Eih64JXROZmQkaDsSu8IwW2qsjCNLVc38myNVxESK5du+8W/qvVv41SPISNRRKCMqq61v+afae1dvQufrqcnreQjWk4nJTQGZqCTMSAmmhOTDF/X7f7A+h2ytxSmmYxtPlfDoex35IQ5/HSVPGnESy5ZGmqQ0BUBUM1b2IARGzSJY8mYyiyXQCOKuccxqATibnrINBjoZMHBiYLGng2FI4tPywb58eD4ddFxsGgoyGpowBERncOn5rfbmENNzSPpkZXPV1E06w0a29fuXXZuhw4xx4m2X3Oja+AXhxK1EwM+MYbmil9Qxx1Y/5MuIfchM8eFtXLLL8W/xzAwDWd/ctj0CqMNtaUbnWdMCtlBERTdH1dkSoqqb+akBEyOT8TlIRMX9wUjGzCEVOqWCkDBRSNgU6nUdEijE0jZnRlMsyLsHvg8KXNIOUFdVYiYkDEiIKwlnTh/Gi8KhgJmIITde+3+3exvaJwiOHwbBXpZQMC5UcgwEYoIcBoJonZmkSHUQueeqRe+QHjEIQUO+y7gvvuipjnKYUXN2PiopI5lFUaMAhZI0dy4Q0Yc4uWMxsZmQKYgAmBgYysxWuI30zEBMziIgYCGMUwECagmYlTnnKacjZj9ckMmiOyuc0umyqbRogNjJGAnPLQyBbQ+IvaMz+f4UAq1uJ1nvfCtcSZwGiMaIRBC2q9KzGSAQ5IQfAOUnZvXaQ5qaMfLkUEFQ/B4bmVAYjQwBlP/9FyYWIZMzkfzEj95IUHWTwG5HA3CXHblVEXxyCsNHnv2iw9grShq8o574IrgvElTIBirvmho9nKyanVgTOhfZuaFaeW7+TXKULM+FTzSwSqahIrkmABCA0v3UJolZENJ4z35iQyAgyCKImAprNKLmYcDIaZBXPjVVCw+CDKlLj4Mq/Qi5iDowzGIwwf+zSIM0rIKGV2Q0YBp84GiCs2JW1GddsGbqoSBfDyVI/MfJ1g9ESNsCIRJVnq6v2nG2NW6leJVifQyuWWkHSllslYmYYAgCQU9DnJD2ukgDxtn8trGVc3ZMzIigG5DLJin9LFIpHpxktylo1t80kJKYlC1vmI1MI11eOOSyI6JK/uSwIyx5mN0wLm5Pr57O1WDII0uIvqmZmDEg8p1lQcV8xK8q8DI8Aym4N7/JdUDNZbsQMJiqepdDCQMimoEqimCQMI/YjHM/jh+d0PE9GiERA0ZowiaDbXfsQd0qEGJAAUETMIMQO0bLznAFMMWvKOadxuFwux9On4dJfLpfhfBnHkZklqZm1bTtNU/9xenjz9quvviKCt49PnoH+gx/84KuvvjocDt2uVYHLeTyfhm+/+eDp586KfPv05uFh7xBZG6NqSXkKxIAmItM05XFybPDjx4+n0wnRuq5h5v3O3WHahRcaY1TNZuYUSsfrPHv9eDwu9qf+NETctXs/rWM/XS6X49kTApNvNmKqUgzfPEcemPb7/dPhwVmX/jXRwG3/vEPNOac5kn5xFnVYEgCayCICSjibQ4oIBW7aLsa427WH/f5w2D3sD7t92zRNJMw5yzQCAIhNQ+rPwzSkc39RVd8DxJUqNyZ+1V+5cs9bUB11opahQtGYIKK6zO1eQVlFFdXC22rEVo8MTe90X3Wv+8pYZ/n/DJUF7lIOXlUHOGsMAAA1D1aM/oiUzY1+AcEIBMF9bU1NxcyayGgSUHdN2HfhcRffPO4edm0bkRgZzVnkquR+lWMO7qzDBMQYCImgaYLnlIYQmEOMMXJw1zxUBWcCBaaZ1WJihCFwCA0vDhkuUl5OgM2xjUto5zVyzSdBZDPrEutdwK0OHYeZa31gnu93uMbnLM4uszuMV3XGeVLDCUAUJoUspopmEkMAdaELun+DEhrGt9MAGDPvhtbOqJl2D9/7A3t8y20XCUEz5Gnsh+l0uXw6p/7bND5P4xlgmqbxdDlT1pbD2SgSUyBQW/RFSUkBk9hIOqQ85JwEBVkMFQxIA0NE5Axswgq7OMSY9of907vd00MbG4JGI1kUYDOiCAAi+QJAxKjkh7bs7AEZMCDFtqXqZ4nIyyrMq7h2VXV2TO1becurXLdPBqv4VgOAEKiKWffSfXE0KS+O18BYM/SgR631q0yeS+70satU3WdVNU2mlhduUgGXS24DPNaT3LrTICpRewDAsxa95LCpybWbJTOTlU6+0urLVYKk6O7ZYNcWkQhXKTJIlYsvl+MsTiCQRQQamJjQVMFyNs2EECPvDAMGM2XgnLOIIAqHIKyiYA2OIKaiexS08TKpMgle+oFCVALVKbJFSZRH0jEwjWQQY9O2OcHpAjntx3QOgbo2HKK8QXkn+n0OB3z3YWh+o/k3xs+hGSyREpON0iIFLcEM3EDgpCpGbXsiG8EuCBqZQZoJdogxoCIgKaAZkxiKAmBQIFCyEjGvgIBoUygxY+TVigprAARRIdbG4BE1kB5MMti3LSgYqIIpiZCIiYF6lwKGkE2y5QQqZEpGU4iE0CIEswZRCMXyKJgQE+UMSShnyjn3k/zaHprEO272GLtALUDLFNjYtEE0QhDPwQYAaLIBeTIeCpqBidfSpexHMkCQa3zB7KUJs+DVDaH8quKlesMrIcsqPWRNK13MV/xL6+zbOhMiMikhChpiYf8EkkxUwuckOtdNyMjtGQlYJBMCGRuwLOM8BCQWMN++cUlZBAlgDBABO9BH1AySLX8QVNEMU8qQmC0yhIgUFMgKOkEKpoD+FuySRCQBM0Qg179xQWIMUAXNOcCQvRqcmZNuJLLCm15gSkJVGMz2S3hDTlm3i1YQrFUi0GJ4+vsOrV8CvFZeILiEWpiIC31XShit8R9CJgJAoJn1zpVsGko7DogKRkAlMtDdzZgRINNVxuWD4gpogmp8IlsYbE3VWFdyFSiEWxmMzWTf6ovbXQCwirCzIkVbjv+Nl/Qr6ppi9FFF+lDFnLzLK3tBXLT6aqu0dMBX0AZcWwjWw4J6n8Mtfivz18TaFbc0u3j/Hde+MltG1mvjDfermnM7SpTHMhwFKlM55CI/yNmhewElMAHFhVQ/74WI7MtkVjDLaiiiwyT9kM/9NE56OveXYUwqYMwAhp4OB4tp0DV1Cqz2Z19qEnd1m6bhcj57At7lfPQ+CtU8WxyNYoxeLvyv//v/9hd/8Rdff/31z372s9/+629KGPq7pxACBxzH4Zt/++1vfvOb3/zmN8fj0R0v3VfzsNt76ayq0zSFULRzfd9PqUQpnJ+PjpWllJqmCYHatm2a5nA4PD4UKV2pz3KepsHxvSWCzz0zAWChjy5sLs3mcJw3h2OavFQKger75SoafDg87PYPDw/eN+52O55zjcdxdMqA44rn8/l3v/udxzx4fjpU5p8G6n50hkCBm6Zp2na/37958+bpzcOu7ZrowcomeYH0pJ/G0+nonzaN07L+Ohfg9o6vTYHuUTVA1dkoix20VT6R20V4E+Ky9ih6waL2Cwj8r08rub7vNtGXlTTdyl0fPU0OEGtTs1m6rGaKJoyIBBGsadpd1+wbPuzbt4+7h64JbKjC7lePSAhKJe6sC8286Unp1QGmaQrE4FRbTOM4BnImiDhtsFB/uVkBcYTsaQ0wN37my3LZdBiRiFJKm9AFmRkyG3+O2n7j1uxxE4+2KELhxmJRRNRQAERBDeeEBlVVKI/XWWyMYMXE06+wEAKEGGKz2xVy9ZKEOfWXcezzNHm1LZNM0zj2PWTJTBGICRkJZycJVZ1EskEWm9RGUTHLLmYn8qNFCETeb1MIoWnFp0h+gzdN48bR5t4dtuw+BKB0MxxZvFs2YJrOxtGb/PQt7rRGZW9pjctvbh2bNjzPDc1ys10uWNytQehLbK67yX4rS+p7NMu7Tez6hl2VKLcxg1+IRdS/rN+r9tfxj7Qko+I6rxLWdFYDNLu2tc7P8mcgYrbCvQdUUyqxxVXl49O9poFpEs0664iujm/l1MxhtSKSs6WURDQgBaSI1FJsm6aJDUQ+y/SdpE+mI0gCNcuAiBmVDSmDz5AQDJAYEXi2FZSJqU80IIxGiRi1lAEz0RdfMK3Qu+o4d2v0kioAJQICYyQ1ZSYyUyJSLUnlOttemKkhmrcVxmBiJooqxgyzekeNsLOYGShITkqiNDmNLUvWyRSSqKUsnANrpIYoEiI6glYSHcpRhatB/NKYeUrBbf72l3i6/Pu0ggvDuSiwqntt3WbOXAlRIyuDUZqdQ0pp6c6ti0WpKc3iMqih2hW5z5bsX4H0M4UAACAASURBVEQFS2YOjoqYooIKsbktqmMjJSag4BKIgGxFn7nIFGobU6OVQ/7vdVi+3G/l9gqEOrkBX1Di3eeh6jr7qQQWbrXOtF5zxRSrTfFefDYAExJx6fS4rLMlhwCW8v22pfRcGUVlJoeuvImHOQxkPTiHOSR9s39wiWpAqp1IZvhbbtub229RCeS2urubpb9AgsWKyGcus9B2fimBF2m0sIww5wVx6yR2G5l13bTAXrCfeVHQsq4Fvcu9Wtj5uXml490C3HXOyXz9zXdCpTJEe8XVcOGhzSX4xosFFRXAU6kQ50tfDBGQDIFM9OrbAoDko6QCxiigLqCQmgGQKgCIGprZBJomSSmPyYZhOp2HfshZcZzyJOCuy4LkGIfHsNYbZ91mzx6g6tF5KaWc9Xw+fvjw4XI+9n0/TYOItCGmlLzZMwEi+uqrr/7sz/7sr/7qr/78z/+867p//ud//tl/+S+//OUv56fw6fT8/Pz8y5//4re//a2DhG614tBcIGYuuzgHcjqlawiHYXAypzuv5JxjCI7vdV339u3bpmmaNoQQPO7CmZzTNJQciGFYHFM8Rm9p3pqmUdWUUn8ePDHPXToNSw5ezhkRKLBX7d7gdV3nn3y/3y9M1JxzCME/7TiOaZr8A59Op+PxuNCD1oFpvtSKATNxjPHx8XH/9Piw3z89Pe33XeSgliUlH/lPaRqGYRiK/403sTnL6zTLlTB4ncKzrGCod3IX7s4yXqosX1n6F/rWS4OkV6xBYc0UL4acq9cpzOk5hgHNzCU+CuJLmZqyQ/fmMbsKmgEtMoUQd1GfDruHw65twkPXPh66yAR55MhFbY3ucGTCqqq5hOmoZS0wBHrzXvrALBmAEiIBKiPz7OWTDbH0b6GJQUXBPFbab70QgqlaReKalyB2k+bN4kMItx1IYW/MG9ycI0u3YeIOGfpfl9Hn1bRtBmvntkfAbJoGnAUlYmiGnqDOzAnAFICIuQ3dQ7Pbd7sDhUZVx3Hsz6fL8flyPo79KQ1DSiKqSfIwDP3QW8qJicSWUMTyXRQmkUnNLT4zgBEDM7AzYwwJiTAQMKNToA8d7Pf7x6fDoWu7JsaGA4KIIKjbH6zk5usWbmNdu7awN1WltQ/qrUFCTbi9p5/c3kS33tSbGaJ3d7ch5jX7cfl56f7aSAfr7g7uqYBuk9NfqepUty++iYmHz/k/bTxjl6uxvmKXmNONoU5dwi1/XQsjV703USGvNk0oPXw2y9kskxG54To6xwSbJuak05jnrAjHQQAc/TKqjVvdnDmllFWayBGhMdpx3IWWQxwAjtP535I9E/ZoAopqETEgQANAbECmAqSGJsBEJK6bNR1GO0M+Mj0SdMx7hIUn5XUOIRkoGSmu0svJ7rdDVjKOmUwZoYEyFguAbljqtCQl8nCYsnMJIJCZIlgGdXtDC8iirBqdESCYomWxmCRliUkGNmKmpAqazLLkMU8D0z6GJKENfGhal8AxBDIqXC9aVNTeC10Boxoix5d7uWt+9RdLzuy2mVios2CGQLWUTmG5qF0FiYhgpCjoLjpGaIxARgbIWM6FkkuiX+ydcOENEKAiuhqciB6MMlgCHU0JNBnmpIJKGhW9JRFDUpXC9CuEN3FS2uxNCrRBbq4Ey5XZx5r5+dou/1l8CO+eHZy7vqVe/2xaA911Ani5aawpDapqptfENlqup3meysVCvWyYDAbgCgwk083XqIxLHIQRAEROvnsSGl3DGBjQYFZPzV7gakbkFI47jimv83FfBKPWwXVL67sZ924BtmvbxssQfY44v5l8vHz6b0N4Xv068LrO7Sarp65ofT3AORfQT6Eui4PK/TDAqsG5HhmCqxHtPC/RSvyom0/bhK2Hmy6Wx3NZf+XPzAUUAgYkAna8DxEVDMwvMlz+sE1cRkl5RgcXJx4SQ1PLqjknVR0Ezue+78cpS0py6ZNkMGQxNESgYISuBgREpq0fHVXemFDareQNzDAMp+fz6fT86dOnKQ2qSqYAkEw8P2Capv/5f/pf/vIv//JP/uRPfvSjH/33P/qT9+/fT9P0H//H/+Hdm8dx7H/+8/+aM/zrv/76eDx+9913Q98jwdObx/1+72AdM3vEujsgq6pImqbJ09LTNJ7PZzducYuFrutcubfbtfu28zAGQPX+zXHIcRynoaTw+UzXo969w3TUziPaP3361Pd9f56maUpp3HjZORLYtm27a5YECAcTvA+c94DCQXXPz9Px6HrFBd+zKjdyGfOXCmnOitjv92/fvn3/g//AzG1gZiYEzaYqOSd/ZRclDsMwznnuTPSSem3T2q3lxHoH+Uc3nfcjYMus6SXoYKOJv7VTX7q+TV75Ldns7qK3NVJaVqplDkPOWaH1rNSdZgHRjAwVnRLJTEjGYIiCaE0Mzgp+/4D7rn3Y75oQ24gxAIlkUxEIBACspsn9WhUBgGMxG3coMXIIgQKHEKkJkYjmnYWICAOXAAAMpfZFAkQRw8JbTjknHyTH2JrkDSHCJYKIyFjE38v1SdeThTVMt4mDm7e8bddXF1Gb48/QKJsZKALr9YwS0OzdhaFq/JxdBIyokWIbu/1u/wgUFDAlGYahPx/Pp0/j+Zj6U0pp/jBunF/ctCdTVcB5CTVCNcsG7rJqiEwBmYgjBs4qxVyDgJmbyLtds9vtng7t4353OBzahmPj50pV1H3Vih0lAlG5YjdQUunujGpA+xpdYHo9+GtQ66Xrtt68il95CLWBE9wkMd76WN711rvNdXxpTrrlAd0zwr1rHnsrybv3RnCrQV3guJoZrqrLggmfswxYsiJmyassw6MaF70l0F7FfqAzXXYxN8bqQxKSIRkzc5l0KKA1TSOKYorKLZK0cOknRFA187sJUMDI/dkJERmRFQE87ssyAAbDaNgh7jG0yNn0NA3fpPyt2WAMiIGoNesAG6TekqoJYnb2B5tCVGSHF0Ws13wC+BTiPnJssAUg9OtTUUq4pVuJkJHeY9OVmgSBEEsEjsdVIkUAQWjVEkKLpAVr0sXJa8asjAIZGKuPrGlOmzBR9oRDEVPDKauqZbGU0pQlDjSGMWfsI4pITillX101oTVqwGFSaJk6IkBkILRrTNk8kGavzwsRb26h7KYGt1vyn824ywvbypUjctc1yVuGEgF7ddZ1EyPv9/y6cgxHSxw0GhuX1pSQRL29AFATAgAgqayYNlAkFXTORX5FfsRGCphMA2pUnUyTQUZUMEEhoExoKAQuHLRstBwtxywAgG2eBKDOykBwI5+7U+Pa+nHT9Lxkl30XZaV7DwtFefUCh7B+p1o6grWLaEWu3/jXZy38taXynl105kZt/UMBZitKF4PYXBBVhdMmk835wT5RRB+FKgASuK7Tc9CcQ0VzAQYI7OEM7tbhk+j5OkRDkyusdy2PCNf8+nvKy3WjtUoHriPL55Fq0RuU6wzQ/QNrAgzSmuZbnaD5jOrtOPOV8d6t9dlLeMWcgLT1vcDKdAdnkd3iiDO/bA0jL8PXOnUKFnOCO1De9ZMYWA1gGgCkZJtt1ccrZoYV+bMI1k3MlnPvqMSsUShvgYswyQxUJ5yF1I72zb52KGpJJGUdUxrHKeX0XZ/7vp+mDMhMQdwTmFjVkMJqwE0YVDYlOM7pFzkld+Ds+/MwDOfTue/76TKmNIpkMKWrWRGJyH6//9M//dP/8z//5//jP/2nx8fH9+/fh4ApTTmnrut2u85A/uXXv/r222/6vncHlPfv33ZdOyvZdM42EJgzwaY0Tn3v8QaXy2UcehFxz8/YNF3bHh4eHh8e2rZ1ACSllKeU0phSGvrenzVNk6TJu4vHx0cPY/AWbmnLT6fTN998cz6fzYyxMTPmUpQQu5sfPzw8eI+32+26Xdd1u7ZtQnDwn8pByyWMwSmXp+PxfD6P47iAe7gIQGePMO/0XAzpBjaHw8FbWWrZVFQk5Wyi4zicz2f/Xn3fX85Dytkq3RyhAdwOWVb/X//3+k+zRoiW67R4tXpFu6ot78J9G2qZgtxWmQDgQmjcGBXaZ9jjN7/Pc2RZ9XmK41KVP3G117V5CChkRggMwoCR8dDFw7457LuHw77bde92AgAxhDYyI2gWBekiTNNE2BCiKoCoiRsIhza6i11GsBC4a0Mbm92+c7Q2EPOVB8ieCEdFulwoJgAgbt8PJEUxagCQJijFXFkllBAQKTAheao7XYMTSluJ7kBCcwZ8GWgRoRZKi48pPX9aRFPK62yAVYZ7aYGYAZEVIxkDhmJtLZozLbEziKwoZbHy4WlAjtwcmsObdv8kRnnMw+Vyfv54/Pjh8unb8fxRhzNbRqbQMGnEh65riFQJEUyZcPai8DG1SS49tLokHwn9MQBUbGMgBOqauNvtd/v2cWdt23ZNJEZGCIyEpBxVcs2bYiR23Id5WRn8MNaY0sbNKI+y2KbPXlNW0z435Mw64hxu0tvr7WyJc/gskF43aZucwBcTqm4QyOU7vsTseklee7fvW2qu5QVzzncTLxb47u4s+K6S8HYK7FO8ugRfIlhryQYRMaJcLQZWK1qVZW2E/hcFsCYEiSCaxZCMOoj7fRyes2pWMyAgYpvns+oxI2A4Y32iGkJsCPchPoS2Ac6jPOfpd2n4N5A+BCbehfho4YH5kagL4VMTElpvdpZJkTNaRgMLDgSa4Sj4bMIKRjwqPKB0HAjJ+USoBigIKKBQ+Qn6mSEtlYXXADIj/H4ggrECtgpkwIYHYEGbQCdUMEmgRSpJxTQDAYMPhn3nYHNfHLeg9D8HcJTSkmhOMk7TlBrJ8nGynGUcxmnMkvKYLalini5qLfC+iU9NtwsQCZmLkcGcPYiLlyvZwv+81mFOvKzZlvNsEBdFwG1q60tY36Z30HmOBmWnJCz1svfHqgJoglpI42WQj0RKqoFYTJkDA6rPFbwEN1AGyOvGb3Vfe+ctM8xowGqGwIgBuCFKZhkhA4hCBsgE2WAyJLQMJgBJc2n23ArQ/AyCc8sKjuEHySr3Grs3PKo6ENgkUX8ZlHo7jDCAAC+sL7iF+LZ0cqx/vywNm1jbxdXaanyvjDG81Kn5+hJsQYfKZUNrLzuXnxZNHpWVA0CxaPF1bo1wVvrN6inHW2j5rESec0Czl0jVdRiqytztXL31VqnvL1zNG7bGK3O1qhSrbH/dma0qsBjX+pA1z3azqi7Nz6YjrdMhq/1v1W7dN6e53Xg8EWsdIT8DfdfXCbVVTDnkK3IvznmJAGAq62NVXKOIyMBP3YKTFK3IZjPW2QMdb3lxWAoW8gvCLfWAbZba16N3D83J6nY67megomBmk8g45WHMl2EapuSMxzNGMzYkBBIIQABEpgjXPOGrPzuubLjNsqScC1A2d02Xy2m49MMwiAhKMQTySTmHknDgOrqvvvrqhz/84R/+0R/tdrvT6bTbPbjo7le/+tX/83/933/zN3/zq1/96uFxvyTaPewPjhDO9NGc0igikvI4jn3fj1OfhiKxI8KubZ1O2bbt05s3S4R6SmkYek88v1wux+On0uyJuITDQTnPNPcP7GWH80U/fvx4uVy8tkDEnAoe6I/s9jt3hXl6elhehJawFtEY2dQcWvTkvedPn47HoxvGLHnr166vmnm7mrFpg0fJPx4elkRBIhLUbJZSmoa+xDwcj+44KtlUFciNSYoaUFVuBz0vcaRpBZXPjDLbYIL+OrTxYV9WlRDC3f1Sge5CEPcZIPqi8uf+/Q78urgcSnXjdi4TmzBCjMzIhBAIGOHxsOva8P7t4d2bQ9vG1jWT+YLOxSFlRIwkZJpF0NCECJCpa4NBseJsA5uZGgOUEMWmaZrG/T091OuqQaKmm6GGGbJQLUJKnAtWsiWVx+dKs5mkX7i+SAoYqDiloZi7uJmbP25xB73mEBRy0AzuqZsz4Yx+FPIhu+AXr2syEYEb4SOogc5HlcBHgb4oMSIZkO9Gp1FACSGEsG8fv+refo/jbkg5T9P5+On06eP50+/G00ebztEGDoBggkoRmoeGsWM0UN3tdouLusdaKZiKQBEWqswHZzEVikxt5BAocmja0IYYG0VEJnNbMtMEzF0I4rxB5Pk2jyEEDDz75TZ+g18V+2sOfM3g2MwHfbhza6ZasxOX3D9//IIxbpRpm6S+hT66IffWrWNt03LXTXSzsW46vc37LpYMr6gEb8GQusv1Jy757zVkqrM7+iqgqOqE/aWWZXMDt9b6VaucnRextE9zVdyXvehul9yIUuvNTbiJ5TxBiWg3MSFBt8hhwhjQsgFoYGiakIPlLOZxnWBqkLXQgJaDKKrZ/IaiGLCJHJhF9NiPH6fhA+RzZA50QHrP9C6EJ27aiG2I4fCmz5OOwyWrmbrkL6syQbRIRsnsnM1UEqU+pq+B3sbQMgVhBCVzFpICkFxVb1Y7HQpc1XGLZSISsUFjSIZskg1HRXXskgiRwATM0rwogSHqVRo7ZzFf60KywmUIAAoQFXPEpiGRqKqUJCcdUzsOaZpkHGSasiY4ZxksX0YbRQ9N7GLTRG5AHUWdjRINDTycatFxFzRs/rvOncyG1KqrPef343zOe40st+FiXDS/nYEZmgCVGoly4SkQEamgRmI1U0QqJmkFpGCAqxDJsGzNy52Js4ixJLAvXo4ADEBIhBYBFCCpClJWm9SIDEEZMKMJY9VhoXn0NV3D7LSWwtstdGSrLmNDrvwcWe8VRKdwjJ3huY1NtHm2u/bqXCtWt5/Tt15YB9faJppwnV43DzuvYm6BvHyyeg4KAIrFKwU37ILyZchTU9xL3ycvjvLNC+ICiJFZdoFWcfGuTCNfn/CtebefMWpfgLIbEPVOBkMpEQzMSolwFZTDi3TNOiJr2QC27uqrd99EFcHdwcGK5bL6ys4yt5KpQmRu5TQHsF6/jq0IM0xFDLwh1dA8ItNU75q6iHA51FftdSviGTiqL7WXhBNkVMbUoKZgXloQKCjBcj2qzutKVjI1LVx6mMRShvPlMmUYptSP05QkZ03ZzAg7JuSiLshKfhYXmz5YxIpytXHwj53zwqU8HY8lMH2aJE0uhAshkBkRTOLuJmF/6LxLeXp68siE4/H461//+uuvvwaAX/zilz/96U9/8Ytf/NM//dOvfv6LlKbvf//7npZORA+Hh4fDwatfM3t+/ng+n/s+933vvqDj1OecZUoA8ObNU9d1bdM4+/FwOOBcHEzT1Pf9+XL01nSaJlcbIqJbOLRt2wX2VAaYQxQ8oO/Dhw8L+W0plZqmIyKX7e12u25f8tAfHw9eEcI6p7i/XDx/wimXx+Px+fnZKwyv8By3LKFScwJ7CCE2vLzLru38e3m/52PsfujTOLnI8Hw+Dn0/TVNOOuN15D6PnuzHSNlWOS4685fqxc6uzACtAyfJ5mwSLE+5NZ/47K5YNXj3n7sBTEqd94Ig8JbFPSvN6I6Dy3YvKHd01wIaM3MbYhM5EsVAgfHN427Xtt97//jmcUcEaGJmOjUxRkbybAMmcm7zjjtEJGQiohCdr4mIh7bzkwugbRd9IuDVvIiYCUoV7S0w8wtc/wfedM3peeKzV1+kJHsvB8WYpGmYDYGJwfPH6Lrai5n5M2fFUSlBPUBvOZjeDxCh+yt6E1Irweba2kdspb7JwL5MZAWFUmGDCqg4wkYYkJkwGIEBYdiDKGAMzb7dHbrdQTmmfkrDMA3jOFxk6jUNLCOiMmZQA8sKKRDE4J77uOuK7Z7M5mYKgMoEVD4AgBFGYjdoYYIYw66NTYhEEJiJgCM7XurMZ8tGpuQDWCAAM+QlS8PutUAwx4TcZaBs5AaLbHVZTzY6vTrnqW6xXF1WQ4s1EHfrormZJfoFtrB5bz/tJon3tp8korrBu32R22zJzy4Cdc21CQmcvzXdhRNrGeqmjbwV0te9br3VJgERgTJacQmueU/o6tMFoSWigIYYr9pjMBVQQAMyMkMytCxqCk2gKTAzeo7zlUStGZmQAhIh0WyB67u/AqEQDFnPaTrlNBEEhL3hW+N3EN5x3EUODVMMw2RDsnHIoiJMRmBc9HWhHCJMoL0aiqLK2WwPEBEN2Xf21WKIWg/GSgLKXLBa7R+hQIAGGGb/+9ZICYvdJ3mggSGWY2i6uBasmJUIgMAIoHjtqRgACy8dlVHM3sUmZx1THkIzTDJEGUfJyS6XQZOMapiTmE4GHcbHiK7wCyXUryhIy+m22dllMWjHra3LJq/PPucl5kTBe4LYsm4smgh1xzTvMwrVl9yWD4F17tTm0ZsoAheKKTojwwBQBYAw3Cjwl8IVl+9YDrKQ+mhVwQzE10oGJAqKIIAESgCMlEAzgAq466kAKoKAGJGhAc1MPZ0r5NcoNvaSO8aXZ/QVSunNa4SNLxxRsW9WVbLaUqMMiWnz9mqbJaaM5fzPihO5RKOXpZN4NZlWsCKTryuYRfuHdNv5+NRhicuc26w56seAPNHBQNelFc5BvarKTmJc40TLVnHbCt5uP1A1t0ta+kK9XawuF2++TV7fS2Yw8yJeMzMLWlQOoL0oTL/O5xw89G4QVsge3vR4dTm+pAvWN2cd67lwOlQVq9QpN6q67j2oZUi99S67GlysQYyrjzDOSa2158EyOVhRJTd3b/Wj2a5UUlAyRrLCjiIyEF/UmCIWRXXIZgqoCaYswyRTkuN5Gqfcj9OUFTxsLzQIICpYFLwBeaExi9MxQpEBABHknAHRXVJSSjJbXE7T9PHDhwV/gyvIXF4sxhhC23Xd/tB5y3c4HDyh7u/+7u++++67H/7wh03T/L8/++ef//zn33zzDaAGosPhwemRPv2NsWSOO490mgaPLP/06dNw6adpMihI3W632+93Xdftum4R4w2u9EtpHMePHz+ezs9pnLxZUs0xRn8vf/AuhiVw7HK5fPr06dOnT8MwXH1rZpUIMyOGp6cnz997enrad7sYoyf+Lf2YVD8p96fT6ePHj67f8wRVNzFaSnz3/0Q0RHY5Ytu2IVLbto+Hh8fHx4eHh5lLaSlNmnNK6dJfLqezxzzknNGMjCJjzhnEwEyRzNSkOLIiz/nIsypb654KZzoAAJgxGFll4kKzPmyej8xDn9nqq2hm11OnTXe3bJYG9wroO/4QroS86xhxm4fmP8lQVSMxoFtJ+v5FqpmKAbeBmns5tiAPj/unp6dd23nkeiAi0IdDu2vbp0PTRiIyUxRJAp3Xl20TAQBEA0IbDk4eNkLv6xQscNO2bbCgqqLJGcsLuZIoumQrJ3XLWVVNNvo11jTdQg68qeaveoECEMNs4uUqA0PzkGVDz88DQMIAoHOSXjl3ni2dc/ZorAW79mu8MBhdbs4UQuE5+ONNlagpC6+oIYj5FVf2U0lJc4qBQgjueCFoKiIqgxvHx9jsD93hKca2TypTOp9Ozx++64/P03i2NKBMTBpBxYQhcUACZVZmDhxjJCR/o0lzLgWWESEFJl/0ibAJFgIHwhBC18a2bSIjQRFA5tmOqtB/mvj/sfZuP5Ikx7mnXdwjIjOru2dIUToSCAo4WKxeF2ev2N3//w+QHnQoLPhAXaAjUTNdVXmJCHcz2wdz9/CMzOoZSioQxExPdVVmZFzM7Pvs99WKgq1EwBMzD8PIMWDNZmiwkKrTwlP8po/nikxXR3XE98VAa2DqxMVEk6xSf1c5w9VMtEVDrCl9pI33O4SPKR39FfSUoIaIWX0DtmnyyMQeQuWtPyCD11BqhPy099tmWPcRf63X2ymcH0xz9sOgeud54hFIKX+0oLizzjZvTlO862yoSTS4g6b6o8Hv6gAQMGRSVM9JAmPyWJcEGdHiwCJRNKkpAKplU/RQKGbWujEhIsyhbPcgLiZrlqtpQlTTKPB9DL+K0/c0jEbeCWTQf3u7LGm9abbAHIIq5lKVW84ZC9mTFO0msl7Or8NxSpk82V0KbkrF17TQeAM/+D1xc/Nb00RAzFxv8rmf3x6jqSgAgCAGgIEYEJpvS6vlp1TXqgrFgis1zUXBmFEf/LQBMYBlxgBDBA2kAXMgXYMys4ilZU3LrJrXZDdNkDkyRw4jhegWRzFSU+jGNIQEaIRwB2Io/8nf2HOK6a7RwjYbLdpXX9R1JwwjcvPrmHniltsuBBGRI7NxfX7VhUDwxGFz8a/mvrg7v87+kNyJ2XbWvDAtLW4ptqX0IKWtrwhIfzwgoI1AiBYQgnEGQwRRXcEARMiA2ciD0Kztt1FZH6pxYR+0du2yfeI5/6m1MuhiER72+nbyUZWWqEpS+EGH0mIYqt66cZ0eVaTuZtHfFqvB5c7btzk8tyTdnQOzTokaCrX9r2qqCFp0WX2y4UY9U6G03NW1Ws9Ae7S63rcuPzfO9aMKrJ3om2HD7iL+9hjArl+9F+v2CuTjCVSFu/vb9wfD1MfOsA7175A9ZgqCgmYmbcEC1AwUkbacdIPd7y1/t+Ojdo8QRaw8G6xPC3ToTqeL4qMhuf7Xh/RMxoAlMAXNCEFd8+PgTWJ5eApkBFTTRUcxULVlzedrer9cbvOaBEUtGwEFQAagXNrpuiTYDbnIlAxM3atV9koRbF2TLyHkZb1eL+/v7+/v7/Pt1qwygRio9EuqOlAMYzwcDtM0HA6H08thmqZf/vKXfgzXlH788cfL5fK3f/u31+vVRAFgmqYQAgG4EdTdlYfD+OnTp+PhxMySFYFctXNdS1JGsnEYh2EYQzweCzclhoCIKS055yzWYhje39/TOvuz3Ds0/2pQTUZw0ca7ypa33lctbraMMZ5OXz5//lz5nKchRET0l92Og4Go5evtcr1eL2+vt1uhxWjKqGZoO4Z+q9LGafJ0iuNpmoYSNXE8HolQRPyI+WbI+Xz+8YcfHEgjKZW7s4GKDiEKiqiRmRoaaR0DcretVx4ouwKxXUCh+PXaFas+D7m7m38QhvvHhejcDWXsA0Pmk6+e8tILAsTR80V8hYMRkFDz4jwsJGIECjQMPMXh+6N9+vTpvvmbGQAAIABJREFUy+dP0zRE4hgoMjPaONAQMEBGhYGZIkIcNEx+CLr2U8wsDqyqhlg9lsaMIdqAbhXmlFZVD0VqY36uQL9y+dgOm1zTBcdxhDYWrDIlGXbgzRLhuK5VJyGisopQqf11sJmzp8AkIt9iQuZI5H89L0vyQWeoX0SeK+Q7CQqGsewf1qtjzYaAaqAbAs2/IYuldTFckSMHAGRFTGEgDnE6xfFIMSpQzmldbmm55PUmaUaRAMIBBuYBsjKKsEr2mjywj6EXQiaGCYiZRSRJBjXCgIZEVtJWgRlgDCFGOAw4jRiJkYoB9VYivGgPWEdCJAELbsF1O2dnv+wnQT09snVcj8kH37BS947HXuzqAxj7JTfDJ97Ltu+3+2lPF+B7QtL+peq3rEN7n+d9d7T7nqeA0EcL0kd7Jduq8z3kZjf079MpHuFwT6feiGjI/eUDQEDqZBe5M0SUwXX7fJv1dMN1Y7uigQmYMUQKgqoghmIGZu4/bI/bXdea0UTtqummaTY1oCPQZ4GXBKdIwxATweu6vl/m9/lTkSYySE6ZzEKgYRTfTSYkQCDMoAqWDC5gM9gRWEA2acu3zDoXGv7U3booZl6rqSFi0OI0IzRCQ1UgMDQumRVbtB0RKQBDbEpJFalBsrru1yHyDQCCVHoIIYbAQMw2DHilOeeMGBdds2TRvJgMhpF4jIMNoBgiEjIaWjZwgd7AQAGJ0N2roQNOIu74KL3upz8V9Y64P3J3uW5IBR4GpWYTQAUFRUZFRIeAtEeqqRGVRL5mIvC9MAWFLiUPdQfY3vNNhDurG4ARkG3ART8Ag2EyAzAGMyMFcrSh+otEhq4jq7TUagGCR2IL/LFP/OeH9IPvD9+QC61lbd+v8G3FfLvvlJCmO7xUK8/bfdyoYTJ8sfKBZLWLN8CeTfewF/fwDslbBfOuAglKB9MUs0frcKG51FlF6+a03pusu1e2JvSxZerluHabxOf8oqca97Z29zDts2/Q9nYnaB9f/uxRgd82iz6JD7r7y/gULe3Tl7bEUgDQd/0h3DtkNsW1DHCcXFoiUshnMA6HNDNAMeP+zKaH2AzsztLds5C22zIVg5YX68ZmULKkSn67qurN8HKd53mZl3Rb0pLymsWMkQIRAXLBjZbR5N0lx/VBxARihjWtWUTWNC9Jl2W5nS/n8/l6vSzLsiyL5FyKBrWSc1YrnoHiy8vxu+++8y2m42kahoHqVDUCOKbPVTjGMAzDNB2PxykWdxk5P3McR+bgdY+3na+vrx7J4LyWw3F0T+bL4cjs8UroLtTiQb3cvOu7Xi45ZyJ0BKjHmh8Oh2kYGuv88v72/v7eRLPeONSqqMPh8OXLl3EcP3/+zkVIj3bwXE0v3MUT6ivnxsMYLm+vLopu/ZWVBdc2PmhKyzgdD4fD508nZ8OUP4zBrUgpJUk5peV2u/3444+vr+8u1wDAwGU3pvAblQzFHCergkAIqGpbIFBd3hOVwikH7A3SYvm5TeCZ7R5+itf8FMjUS3bfiOfCbwxfnwFCqxnbl6MN0diXe0GZLAaIMR7H0bcxf/UpvRxPLy8vwxDIgBgCYWQqc+u8UgGcBCJSjMVj35JxTAB1GAYiAKa2JuT0oIFGKMGMuCxLvasbEYfgAXtkWgQ0rdTHJrVtglsRlxCpuEOrcoPNE+hpmTmt7XTa1vYIwayH1/tJ3jzGTaDuo1lCCDH6vmCBl7hC4kbWsi+NCDH4mqFHoaiHuROuCUB8fYQAoyhky1ksH2EYpjAdh/EUeDBEzWm5vC/n83J5S/MF8kKoI9M0ECQPXFDkSAzMGEIIhECkln3CEtGciaq5Gi6QImMIgRmZACGTAhqBspqAgKcLcjwUCoRRYw9418ccCAGMkMunwCG0o9pfCG766DUrvxv0bdUHj93tD/twhT6jz2dJ/Z+4iWh3MT56Jh8Vxf3WLtHTri/ed4O7VMC9tNjJdH1HV7ujPRTg0ePz2JjtRMiPdIPHFeKna4r7tfz61YeR+s3PLSqmSKZ+IThXycwkJ+dpIXpW++puxGZa8P0oJiSCOJAqJgua1AREtLXpBS6CHltZRUgkRcgmV5GriBgMhEcMLxSPHBkpZX1L6Q/L9cf1etZAgJGRiUayYCxIBpT9gaUlcVwBkhgC/JjWz/lw4DwSRkMyMFQfc3gmmxVK98OGFX5YpntfxObEcOMCKHVxyEMLULvzvI3vG94QmyGKagVbhI0ypyNd/VfEsuDGRJaMAIYkgcOqlpabZklm9r5YJF7VVrVDtJHDgBzdh+Jxhi6vwV0RXsRkfGIvhH9XXp+ZZ7ybTwEehh2Qm+ppLqMhqXXYdkRSE49l9RGd+uK3kZB5Yiz6MM9qTBB8gLT0tfnarIEDll2sI1Moyi1E2+Y8UhYhwUDV0DfKCyXeABHZgH7eMHd3o/hjR8Afan07+Q4qRB+Lllbq5kba2coLrXqfaX+jLx48AyRQrD1ey0srR/m+DOmy5LGjXu6Ey48YNWj1H61rPEvkiI/QNn1vz3e+cy3CDm/zmLr8mKZ6lx9477lqQi3i3WLA/VgIuy4IelHu8UZ817D9VOjqN+K52hvveYOPXR+B7UgOdbTUUEp5y5ZW2Wrxe3N3dyFtz6HG3FOwDQpT7SsNawF7U3sLlbHdR9C6vrvkWd/ENas7uuWsVhFFMEVDNMMslrPkrO/p+vp+uc63nFWBkUKIUxZDRKtwM0epIwDAslXGNVcDQc3IRDJAzjnLus7L7Xa73lbHhFyv1+SgS6I4TWVdoUoQwzC4bnYcj58+n7777rsKwuRGwnRBLIQhr+kwltxzX+G7Xq+g6kqaq3+IdrtdlxsCwPl8/vHHH//5n//5crkg4svLy/Eweuj5MAyhNHs555zT4hHPKaW3t7O3i6o6juM4Rl/hC0hxYKe8+P7e7XZ7/fGH6/Xq7FAP6GtouJrAOzh3dJqml5fPzvErI3M1QBXVZV1ExAPcL2/v5/PZwSouMxb6RW2AzSwiEZHLCd5ATtP05cv34zi+vFSnqxY70LIsmmVdbq52zv5qcwKziI70wNbEmlnGTBmyNi6REWEyx9r3TgTjEiCsCPdXceEDQb/ZDM9Yu7um7idJvN+4A3zQ9eFP/q2+L1UVRuSiZQuCIMIhwBBojOEwDcfj9Pnl9Pnz59Ph+BKu4zhOh9HXcTyPm6jgUhC5iV0iAiAOcwzBvb7u1RAKIUTfgpNqtjdVZQsV3ggcUKX1bwXBwsxgVKpMQCTyUysEYo4OX/HBRxbxrX7VrJrdf+VnjotvmiWnnNYMWMrudldkdEex3799tGlgICIqYpbb5l6tQlDUTCXnjLh6txMCuebsJXtLlWSEEt6DyMyBPAAhxjU2l2AWvK2SVs1mFiYaD+P4macRiDXltCy397fb5W29nmW9BVkjamRiBPH9k1Bc0IObOwn84l3XuUVpGxBamYQxknOkmJEBOZBfxS3iz0AQSVpnst87KBFKZaufiZh3wetbw8DPDYpPT+y+1/r2NbKT8vr/JB1Rc+fP7K2bTRN7DPd7Gh3Rowt2LZM3t0+aqIdhzeNy4OOG4S4wpq8QdhuG8Cz6pa0aNoWzbXI+1RsfjxJiCW+u0jSoipgnmntlroi9sT9WcElGRBWIZBbQsjKKomX0yDpiRAukQ4igopRVSxAeo2rF9t+//aIYGyTQjEZAkXlCGmPkgWfNr+flD+vt1fIMoCymFgXGGMcwWuSFcFbJTFmNqoBXWIBKrzm/pvXEeAxhAGAwVASqCXVt5wUArdSle4ud77+UjTg0AwQytKAKYAFQDdgsIBbxz42KOyZK/2OL5WvL1RB4CEusduRgaIbRExVEcaKUIXBUjQCaEopIVlEAyTkZJLUx6BTigBw5RDRFICQuLw/UdENFNPvuf7jluz/3CKDQ8eoRIEUzRSu2WAf5kaO51J1V4LYcVFasyS+IcgdUQ3RYc5F2rHht7pBrHcSkUmSKaKEADKCVEu6oFtbNtWpGiGZ+fqiuhoZVRPafVvK5v30QqgIO/zlfrlKGneHwMd1vJ55Qy2Bok9hnMh0aIKGy0QPjrhiZOl3LqH2D3t+/vvUGFLdPh54UN/ZsPVQ7V6fCXQSldq1dv4BkH6xQd34J1b2jdeMMmX2chkzdry8HzXlE/ffbHR7GumFk64d3z7MPw9a/pfU9TzrCjYLTxXSaOUS3WHqeDhQ/uJJFtO9a/XkjBrt8CKS7RnqfFtjWBu5r2eJw33HtLSMYoGN73GhHCqYK6kgGQMm4pDzPeV7T19s5iaqSYXCaRQZUhH4C7MYMjwd1DyoAGLnyZ550u66ririgN8/z7Xr+8WtRkxx32eqJlBIiuhLQGipm/sUv/uR0OhyPR6fauDVsHEdvzIojNBgRff78+X/+q//pv/7X/4qIv/3tb//x939vZiEQIi7LDQDm+bbM8zzPX79+fX19XZYrIn7+/Hkcx2mM3rYR0bos3t2t6zrfLiXCYVlUocXonU6ncYxjiOM4EhU2vmtxX79+PZ/PaZm9KXXRw1PU/R0Nw+AZ6999992XL1+8vy3aGIBqNtW1fi3L8v7+en59O5/P8zzv6i2q2XatgnQ2oNM4XHr6xS9+EWMchhBCYEABSXnNa/Ia93o++3Lgus6qSgo1mVtjiAMXcKgR+gFZ0pqTEamZEgEbw11gsXYLP65/bxcUh3h3rtbpEj27ofdj3W83eHfDo4cxM33QMf7kTLH/1bGwtARUEPJAOAQcIn46jN99+fTd5+On0+nldDgepykOAahTxtSnQ9uEBzhQg8IboREZohIxBmR25ceKLsdgFpg5xgAAKSXTspwcOYZIfh3l1O4nRkSRwzSMBKiNHkGMBqBiRGZWzzeXlbSZNQnRz9JhGFR1MYVc5oAmvsDgFGhQMgpUKCxUlayMHMtqn5hKnX+BSuRqqDHKWUQS8RJCYI5mRjS6/SHnJedcuj4iICYiLg0tjnFQVTFIWZOKAnKEQAyn7w+fXsaXU4gHFVjXdb2eb+fX5fImy0yamHyHJINi3W809oFJ6b68hYBxHEcYASCbiggDB+LSVAccOLjNNcTiI/Bu3MwQAxGJuDZ414n5oo+1eBwmxG2ro7+iCzmzq+MbAgRqZsBTf+NHZ/i2LvsBOWY34Nh1RP2G/NPHd7/b9hip19bzH4mdfTZ6rxyayPNCrZK0dk/nxnvoqHbQBUSVMCqH1pZt+XuMXG+OeCoz7qfbj+v0907awh5SVVPJYma5Amxb3obAxndRgSL7qYAlRFJvTkDNJAUGAjFgIQ4ZRU0UwFSRHMbrT9r+jieoAgJu7CNGiggxMAWcQc4p/ev1/ceUFg4aGFAi2oj4AnA0BaCLGRhYHBaTrIpKVrw8qIgX1avoLLqSKYEhEZhubo79nFxgH37WhfhhrYDBEEkxGKhBJog1kY8IUEU8LM8sqaD/zHqdFI7mlkbWRSFDh5Qbo/9qNQRTUgQxZgpGIVgQBJiIYZkp56xoqrqIJpUl2WS2AgyUjwQZKBgFQDZgUCpd396L9x/52jm6t+fYxpHeCnW9Z9sYkHNE6tnruViG6AuXPc3RfCHQ2MiJe4TNGmhdV+DqVNDSEKKRk0SsAAwNK/4KrZBnCFBB2ZPyFAGR0QLxrLC6WlLw+ZCxLXt+eCg+Cib9o9q8b2l9Ljb42qmabRtudrc+2EOKuxFUpfOWE79EW7ff2SFbygfSmDwFW4D4GIP+EX7Uf2ombUyhctxbg1QQnmBmXq/TdovEyvP/xhpll7P+cdD58zHYnTESu3Z4M2M8OuM9UIIa5d++NZt/fOA9VmzfkAV+ztnz7WD3QlJSAzAHspV5hFL3zL5TSLfwPcDH6eOT3cvtmaT7jwANlfZ+117jvc/etZB9kwrqOFMUVEGBUracLSukLLc5zbOk1W6SAblAfo1cH/Q+jZkDklXNvxNIqVkt0EwVRfOS0vV6ub6fb7dijxTZZwT7U5+ZGSnGOI7j4VBy5KZhOH7+4k0gmHiyHtbo7XJTIBzH8Ze//OVvfvOb//P/+t/+7M/+jJl/9as/+bu//e+//e1vf/jhh2EY1nVVy+fz+esPPzr+REQ+f/5czGwB3VS5LIuqOln0drvd5st8vbm8pqohDP72D+P06Xgax7LCp6rzvJzP5/fXt/P5XH7IPWPAV/g8H8+37PzLVxD7KyKlJDnfbrfz+c3XAt+/vrpmuHFf70dIDSjnJfs0TXEap2lyuszxeAx+I5KSyrDMs/fht8u7x8RrTmUAAc54wBhCjDTGGAIRETKtKzCKbzOgAJhX5IOrNDlnkRIlFSPVkbmpVgeomWJuk5PdIgo+eGOetn8/6fP8d2wAPlsf3xMICbKZmimBxECfDvEwhZfD8P2X069+8d33X06n4zgGDowAShjdU++xc/2ZoIpmYJ5rgoCE48CKYCACnkpAIVBFX/qBAqbAFF1At4DlegloRrAS5QyQmujHyCGS2UBEqVWilt2USipo7qtE5jhNIzPFGId1WNfsJ9IwDDGO7tjMOSuJ38wa3MttQt3l65I/OW8APLmFQlvJ86gGt5qGEBBFdZaspvL+/j5NEwCNY3SI8DyvBMIckBmImTlU7KqRARIj24DRcnBnURj0eIqHEw9HQxZZc0ppua3XqyyzyhLAIlvA0noBAgESMTFSQP9FrlwChHZGkZmRxRCZgoNJmTk6hQTrA5TQsLiYHKU43uf9mBacgLZzqcgmVgbmtZxoa42P3Ve3t0nf0AR2hVEjZO56tl28e/nhD1nq33jEN/VvJ4LtdmLbf8rdK9mJfn3uuX+D3LesuyvxUfHbHajH6uKjTvhxwe+jisvum/CnImflwlgFb/gKtzt/WwG52aFbzEy7sszQFDUCiKihQvZp3iCSVEUpRs6iJIBuQ4Y1EBuQmAZVKJ4g77jEsqg/JQ0IMQAR0gVySutrWl8h34izoSYiOJ/i9IXH7wNNhEh4GIZDgHfAnE1ElYAgWKlleUG5qV5FVmZF9jGyddVkQQ94ZgM+n7VhhWn5sp2/7mAohGgaDEPZ9UJEtIABIBOKqSmKKiIrmGV1GmUBV1ppN8TaiuhGv9PAbRhOgKgIrKxgQFFtlUCERBhCSCndyCxnWdOaM6qs2UaTiKzEA/LEpkARiZDVtZOaa12zsu+Nx3/M0we/uRGJwPqkSCxg/15Z8Zw8M1UEgoColQ9CqiAg5LaVIsWZsZtEAQzNQ3ihnE/+XA5KzowUrBF/Vt4stSDowm4oXRKSoWEwQAIyjIoB4AqQwdRUiQSL3PefpuL97JYP4F7ra6BJq+gMFy4boMUarPr+PktEDiUrLd8DiaSlLBBSsarjnXvwG81Gm2nxfrWvpPK1lq/mX1nHdemHKx73aP1r66TKnX/SHjW9Xop8fOo8DOE2aAri80dUvTK1e+o8GEXub+s9ZhPs4eLCJxP9b+wEfuM5+mgi1baZXbbXPECUrLkuuXPRgGynx0Yiom8s4neTBLGtOSxQ0Kr7GTzDi3UuWdtPK2O/0w/JNAtkMVO7znleNGVbM6zJckJVwhDMUH1YRx7oUqoHtwKQ36B8l6wUZmKqoJBlTWnRlFNK7++v729vLTc8L+swDBvkFowQOQREnKYpEA/DME3T8TidTqdPp9MwDEIcBy5Z7lgodtl0RPbkhj/5xa++fPnyp3/6p3/5l3/5y19+byaq9utf/8UY+e396x/+7V/OlznnfL2e397ebperiMQYP306HQ6H0pxYdiFrXdeUVk3ZiSbLestrgSXGGAOW5L1pmg6HgzMMXcO8nN98RbChC33c67qKOy1dQnFxz//VLax+6/AiW1Vvt9u63K7X69evX9/f35frrZE/kcpFRArQQSCYeZwmt5x5MzkeDy6WDsMwhtHxDcWyuq6uXp7fvlZwS3HcmdnA6CbAsn8VfZBlqgksI+kQEIkHYM/njjT52uG6YsuuaHkVXUMoqrpa7IYR+/n6T1o6P6rJEH9iA/Dnu0MfLWd1h0QHpuM0HIfhdBy+/3x4OY2fDuOXl+G7Ly+nMcRAjOrubqnjtapzKAAhU9kK9i6hwjwwSEAGAGZkRgqITMiEyGWcRwGRzBgNmEg5oVEbQeKIGgIz56Qi4hohIhKGEAJqzlmrrm6gwRs5mAEAKLCZooeFBxxx7LAcimgEGIiV2R1SzIywrRa7idQ/WRFxAoqfqH4K9SX7Oq+9K9vXZQEgJ02clmXxc9nPFpQkQZEZOaiWQRUTmRGAEBNR5IGDCgCGMOowxeGIHDSLh1heL5e8zrrOaBoIhhAjEThfyhiJkKFOSkowM1IETKTbIyaEEMMAhZ2BREDMxFAvcG32xdKVIobek2JtKgZZhWP0rs+75mb/78/k8kRD2uFDdriRx5ZGH7NbuyHRLjgBPohD2LV830hu6HWtpy1Q33Cq4e63P3JcHmPxdl++w+w24z7n6bGieLrxW38+fSQaPLV2Px0kfWMC3lG0vQjk4HB8RU8l2bRNRABStbpAQ2aC6lu5RmRBychCsBCCSg6RooECZnAFPZf4hkp/wm45Bc1ZtGqiCBSYApKinWV9y8trSlcFw0gYwXjg5RDs80BfmE8cMcZ54BD5er2hZFOrB40MEIFWkCWnmWglXMFG4Nh8jHsnJ3mEWG808xrVK9Pi/6wI+rIdgJhM0YDUkJAAIpD6BWpkhGSW0QIiUTbDTFIyQIt+VNOMbYtnBIClrDiVAwVUmgEiIPXbQCDiGFNKAgFzzstyg3XNKSXRLDmAwIJTiKpxIqcyWTAEwh5J0UE+/0NyX78Q9NTiZ54YDQQgu6VJAxeATVQNyUwKX4iCc3JRUVWpMEPQ2NyvpWX46vY11NpPOmvHAMRjFwisZXTUTKD9DYQAAdgQTVmIq+BoYCvoiqBlgd+pM49P4u1Y2MOe5H+wS/T0xXBnIH1Mpet4XE8JAU2rKt2RPbELYt/KNLILPKxl42ZJehY4+EGVUy8kV5KopqQoVp5sL8HVBTbXySu5R79db2039w8ytZ7O3Td8RddhugG5nSVVpFb1fFV4YrMkpEffZt/19ecG0n+Czv4Y8t75f60/hoXFXyn0/cZFFnkAgVrrzZoL9KMcW9uWKJSg10bukgb7HwUfkEhpKIAQFV8HsCy6ZstZrrd0vixLAlEWYzBCjmAJmQjcJV+Odt3yUvNtJUBAZUBRrREgWbOsaZ7nOaVlvlzf31+vl8s8z77IEcZhXdZ+PBwqxc4T5F5eXl5eXg6HMcY4hEBEubAJkXz+XrDfBGohhF//+tf/+//6f/z5n/+54zo56DRNXox++fLlL/7iv/zud//f73//e1X14IRpGMcpuqKIgCKyrmvKi6Ts9eKyzG8/fi17Hail+ItxGIYpTv4P7tv0hPTL5XK9XC6X95yzC3peWBe32DiW1mscX15ejsfjy8tLw9m3YmVZluv1mlJa1tv7+/tym73ryzmjJ2oEallSzMyKzIyB/YeEEA7TdDge3dV5Op3COLSecF1XkbSu6zzPaV3neX5/f7u+n5f15jdnrKHGQ4iRc3m/gTx4w3JWEDETyaDCjCFEiqEYUyXknJdlWQOVV3I4HI/HdoXmnL2dFpEFJrfyVrj/z9Xlfo7D898H+dw/Te9F2qaNRKAvn17+5Jdfvpymz58Ov/zu0+eXaWA7DnwcCUFQMoEgAwIuwK12LKoIKlMot0FiBHa3cAiB6Oq+yhAGdhsWeo/BpiXcrcK2MYS4aN5KUjNmhkBCxKQpJVBkDogYGEUkwrAsy60lf5g1W3UxA6PlnFNeUkpMcdM2iTRvNmz0Fp9iEZFEzSxr9gvN3ct9D8Db6q812IUL5n4bISLmCKAhBKJCsWcuQy4VsZLroT2NI4RQEl/QUiYADGEIw0CHkzuY5zWt63q9Xt/fvqokT/nzPDNmZAtmioEBgBgCEqCZooA40heRfLuyMxNiI29R0byLzoktzttXU0SBMFDY7JoYEH2BBRQsDAMRtQh4RJPliUVQVVNOvX9y2xy7zw0va+HMLWhuN4PuFar2/W4T3ZUQfZDaru3ZmTD7aUjfgD29uCpnPu5mKLuur18XxIeurJnqdxt3j4DTtkfan367BaGdBQa60PlvWKv6Y7jrS7tj22TeatIDe9QGKyA0PvrFRMRsz8IpHC3CGBkwCmZR9NxbsF3DWXduAUunbYaEjMREBrpovmh6z8tVMDBPkSaePr3oAcOAMCIeAlKgJJLzCjmZiAggWaPzIYAorKIppZVIEMUVIno0YxH0yex3BAe4w6D7chMWlH9RGrTY7QDLUgcDOlJUS6AgUmAzo4yS26lISYXMVLDBUV1xSFw2X0p8IBqWNTklv0iRJgqEvIYMh0NKKS7j7Xab56usCbJk0fM8J04aR+WIZmjRkFDFYyDdAvktB93HhOo/1ndWkCP3Z3gFhWBrYdTUrMEyeM+1xjayKZ5RaytQiFZmEwCICjY45FO9p9hoa77EWMMOULE41EqrYuCcOQJUAGMcERUsg6H1Frifx/D8Zg3wFNn4CP5oJ2Gg3GcYGNmT6S/0h7jDclrFjwCC0oOdAMEfM7tpEFnLRbg3UyrksMFjAICsA/oDAdZdPp+Adm2yYZPUt7xXPwDBv3nLGmbyv6hoqK4flmU6MDDzO0piIiJGEoc/esx3jSghq7HvunmR7xsY265/0/7pYyL17q/Q0rrQVHM1SCtBfexVJkSzwfiGfaFgaf/5GDj2qI0DuSxRMnNlqLiHVneZHFvv3AaTgAbAvmy88ZrKZosBuGUAragcCB6/aO0DjRTvh5EYgBFRJLeo6Db+REj1Rr/xb0BhkxZNu7h6XbA4KhGwDV94C/PjYhhw0JayiK1ZllWXlOfM86pZ9OvrJamIEqACC5F4e5mMwYAIvPPzWBifFeWqO2VTM8sIcb2piNbIdfdGeijCeps96MzMLAsiMm0rDS1HLsb48vIyTZObHmOMxZWEGGWOGBEhA4pqAI4AzfgyAAAgAElEQVQxmpqqno7H//Inf/bl02kawsvLKcagwDlpIARRyZaSfP36dnk/n89nZn45nqbhQERmKKtmueQWEz/7xt/sPYn7o2KMwxD9RU7ThJQQAVmU7O3t7f3r6+22uL6HVsh7OWcimqYJuaSuu9Py0+nF89DHcUxpaVy+svSYZre/zvN8eT+/v7+v6+qXWBiCmaFp4ODPvxgp6ICIHEOMEQPxGI6n4zgdT6fT8XgKITAGIlKBtKY1KSDMi769vV/eXpd1TsssaSljVgQiZCZmCoFGHtsQvaJHgYhQJSLFGJg5RIpcGIxiJgzDiBCY2KYxnE54nISwrrjkpKoimDNYAqCgGpY13eZ8XpbLLd0WoTCuiiKYAQ2CIiG44y5532NmKqoIdQM2l23Yxp1EFLu1er01Gzv6X/uvIX721IqadZ2h8MSEUMgMQSLDOAwvp8M4xu9D+v67+Isv4XQYvnw6vBzHONBhGIuDi9CQs0U1Q4JgWzUcQoDaERW1FoDIKDrIEUP4bhuCABP4m0dfunCIeUleBlADgpqhioWAYqYUQiDFYv4sMGFGyhkgDMa6riLZo5tyypZSCiEYTGllBABlVLvOa314pNaBFKOgaRYhyiWe2yTnHJhNTbOCgiTxAEMw0yxoHoK3cYYgMCKIJM90DIEANCUtzgHzLGZExHEcKbIhGjLwwBQR2IQdSB0hELIqifGKUxg+weETx6OIzTnlnNfldnv9N7m9yuWHAGlgGVhHouMYmKKZ4HZ3NbWskvwzjDEGJAQyBWur75qg+lwYOVBAUFAFoLKrL0qVGgEAyoTMwWc6XvcEDiEYwBaVXrsXe+FdcoDzbCJtx03WJO30GOKj0O0f0CNxpHC3S+u8TQaZuXZOnQBoaKptYI/k5JlSIlcXKFYMGGiJewEV3V58yv12YmEDAjAyVv2ln820gW95rHt2XzdtaZdw3yuWa6qVahUJUyYOdbDaOqe74Q4Gpx7647vrzbhbwiyBYmHLedeusAHn5XbtMRf9nJr0Yeq+vwL6KCMDcY84ABBZFkIEz/jRnFAFKDJYTmgKKEqCCoSCJDGPZllFVGQAs4iovCCsa54lEZHoguKbsGawvoWREVVhEGBANlgAXilcbnldYbRhkDTIesDrAOmv/nA9fPp8eDnCNL7zONPw4yr/dl3ess0YJMBMILgIGQSKQaeZL4F+CMMwxBCHwGEkIqdJG6yoQGhGpMZA4q2aT3+cdugaHEElWwBDidhTTGQ2qQU1QVuFlmBzsJXCgpgYM6FUOxsiKxKocRgEpZ3QTitRsKQCjsIGA4Axg6dgedSOelqV90LbhoFw1ClgXK/Ctg55MlswLAzrilksr/mGmNTOpl9NRgtj5DCMv9QZALgSfeo1uO1aq+aqiqFB7IxjXlBWN3i9bEQ1ZFOFxdYGdCHnQhqqUTCsAp960+b/LSJr4aygIqxi2cR3j9mEq9mkaj2ptL3mSbl+vYVt277ltSJcYwXGmgF4BqXX02gIBiaOSm1XnkZ0uygFQ1MwAXG6xAgGGSJYRnM36WWI7oxopkUAASDfCmyw1i38nEOxXuJeBgTbu/P4ofH2/w+7Vk2xOI/34MTNHI/tU8St/bsnr1Dph/scjHoDYkPtXaB3JPFvhuDtcEAIvGmtT1RSvF8rfzZIw7pUuNdW206IdujY0udWHs0+He5xpNerlPAE/omwOeat57zfj+vuA/TcgVy4RXeGkxZ41caHbS5SRrYtX+eBsvlgK20rhf1M5W5K5f0n1SGVqratj3oK7FkyW+96P1Wtr4hrX1o7ec1uFaW2relnAklrrf2XMpoxQ32mWeUKZLO8SlZNyZaUr3M6z8v1tq5JsoEKqIIZMlrFa+Ee7d0dzHpr2kaV67q64FOCDa7X2+22ptm7mr7aboscRT2bpsPh4JF6nz598j90xmD77TGwiHgZULpBo5xXd06eTqfPnz+HEOZ5Vh0ACrHw69evv/3tb//mb/7mn/7pny7n8+l0IiLXFVU1pTUlyTK7vne73dbbvCxLFTdKRzoMw1T1uhijqEtf+Xw+//jDa1qWPhOoqRz+LoZpPBwOru8dxsnpoF6+tyl1Tul2u91ut3m+nM/n9/ezY2M8dX3gsGbp7UxIhao/4kiBh2GI08iROYThMH3+/HkYBg/q9WshZ83ruizLuq6X6/vl7XW+XVNaQLNJjkNwclLbCWTmwH4uq6oD/bMLR46dDGGIwduV6k0AJbYhBoIQIg1DeDkOMSARECCSMRzbSF4yA4CIzWu63pbrnN6vy21N86pL0lvSLCKmWct+NZi5TEZETOAc8/KcLEvghjVeFgvruxSqaORdbfO+NfsTAki6+nQPAR1nFAhjIE0amIYAIQzjQKfj9OnT6Xg8/tnp+198//0vvnwZh2GKITgRxJQUpPBxPX4ceqJ3f6MrEBFg6rK5ezGHui8AYKZe//ko5aK0xKrunGxdRHMX1+QGFhGVIs213+PKj//hvCTYktmo/ZymDfr+RxMDmyfZzHw5sOpOm87Zu2WJgCg2UygiuurepgxuEC0WUEQFMmjRBRnR0TWWNAuNggEQKQzDNCEBGOScluvtdn6/3i7z7QZoTDhwGCMMkWLkGBAgOj21qNApe6NVmL1UfAf+Ofo/0J7Iv+3FPSrDKSW/bGKMfrsprUvPa2lCXNfdtSMmImnNT7cSmsuxV5wa4mV3hojo5oG8F6nqn3euSNH+advON+qmKk8Jli2l45G62ZbrDJ/t8W6P5j1pczMBPdM2dz9E7t2kj5XDLn6wf1OPWdiPjIBW37Ujs1tf9B/IzLk8K+8XLLdH/HNuXN/KqmqS7D9Nyiq0MXMCecyK4GCUW2Q5Mm2Db+SykdHXOS0UnkB9QFO5vlOII4SQTK8pvcv6dc6XZU1ICUwU0YgCIRookOQslrN7B1hIskEmGvyI0V3cnMLdqvYdlb3D6ils9jHbkhiKDa9sLUEtcz0qgqo6RAhqXfA1uCEIzNrmlK9Dozl3pF1rQMSAqNri40pkoprFGJkVmZBDjCmmvC45Zbja1QOuRAS0BIqKyAKZiJSZar2PAO7mwG4ZB+wukMg+iLtuPYjef8NTRR22UvxpA1BL34fMyS4XfkdvKTMRa1wSf2Y2a6VjVyu5Y3u21gNoHfXQqlPMQS9Y432D6xFg6swRx5AC9TIM2Td8OvofB+eEJ37Oklj3wKX0G2jY+92NsBwrwp3EqP0WFtxRGZ++sdar1ZO1OYSpR8Ri759+3vihPXNjPlBGCbsPfdfCOXHYKo7fOjkW6zVuz4TUHhvTjueOmtVoHHWayFtSX+3HysOj+2fnhrdXQJ0XpSzE6/bAsLu1B2sbiqVPq2/pKcMTW+/30Iv2Rwg9jmSD0XePanpulC2v8/5RTRbrNzB00bbgUqOpnwntTsr1ei5iPZEBiljBzICn6JSybMmwrvl6my/zcpvznHPKkBWYo1aQrCF6MhsAIOy51a3cIQA000q5FBG93hx/Uvq9dU0pqWW/F9C9yyXGwd2YzmtxNawEeDmq7+6J64IttwHVsqS0rLfb7XicmHld18Ph8P3338/z7E7Cf/qnf/jhhx/+/u9//7vf/e6f/8c/vRwPn19OZbydxS2drqrNy9mb1WVZZE1+EoYQYiyWzmEYxmHw0tnM1iX73/XUdeysQS0cz/mcwzAcTsdpmk6HksLnREefRxS+hcjr6+vr6+v1ej2fX+d59tVHVQ+DUUVtB4SRHMJJDMMwHIdPiOgyQhyG6XQ8fXppr1OzZF0tm6uX5/fXeZ6v10teZ5OMJkxIAw+B/VytPQAimknK1pI7DUEDhxCIiUKgcRyG4N/X6t3kgNAYOQaKA01DIBBmCsxEEGMcQ02uDwgASWxNklK+Lekyp9uaLtflOq+Xeb0tKSVZk6yiIiZZJduGARQyBUJPM0AwRMW6xI+YSzIEGVpRvg3KZ9TX1p6EOVNxT6qqksE4hMMQYxhj5GmMhzEcD+PLy/Hz55eX4/G7ox3HcRxiDay0smZKzctkHuALhKTYm+t6KxrC1gnUwDrafVvtBJ5Q5ndZF3d3j8KT3FIQVJUomEU/LYu0nNVRRtWCAX2X2L0AM/OKD1RzY9LoRoEDRCipokUVH0KgnlClqgaCCIToCY69SY9KHoO2Et/JpTHGgD60RzVQUDN0yNqaNSXJhsJs8cBxitMxHl4M0VRzWq638+X6nuZbzouZMFoIrraCX0nOYtmte9URSU7kEixT3W4VRCsvFU2lAHqqz3+3Y4aIpChVf2OwbBrAVNWj+Zo10UcrAtgDJEs2JnNVR2yXEcdE/S5lTy55koAi2vrz9hy66536hgpph6a726F4qDLtodd6fLVbs7osj+S2Rw/qJt/Vi2V3Tu54KvVd6lOk3GN6e7/vsMsb3ENHa3BXc046pLBwLNUaZrVFL3SE/Sd7gERsJncHQbEBGHenEDOzQkCQXN5+jASQ6jFlf8gbZhVLybcr1A8ob61ef3/Qsj8jAprdOx2II1OMkXDIIWaz87q8putblkuyqyiGSIaIgRRITRlNDE1NybMNRERZlUjNgKj9xqoi2OMw3fd6PHBdweBeCYBAqGaqntfLaGzGhirGGZSADaBlGiJsdsqiSgE1yaEqZ5uh0dfHVNHNW4Te9WEJ43H1rxStDIVjV9JZsgROaxb1FZZVsoqUeZFw5gm1THtjJKTavLoWDzVDsfXt0IlmW0SjoQKygiCyogl+K+9hZ15+cDKXCI2eVAKPYbZotVAEw6LTZQMGNie7FZsJWk9csVpYt8YAwBAYQDalbvMfk22tHIOJ+UATEQzRRFXMAmwEoGedbSHNOPOwrjjhk0C5+vrsj+36tvq+FxBxC7cve6qtqdiEqru5lG7nuj6RkoAROz+92v0WLCiq57Kg9XEK9JwJVF6QPrOn29MNlt413kXs3dMyt3PFKmFy3/VRy0R/yNO7m/+BfRAHVCIv6+6f4rYKr50RGfp9OdxCSveIl1J5dRM2EcHSf+quoS3mlgdqS19PYUOsPjMc90pgt8lvPYTzERW9Hfy7WSZ31mMqTmMEQsF+dRGLAzkimYkbGxQYDRFQ1cUNUSAznxxLzvm8SErpOi+3Zc2ChmTISKRGBTeLSGAK25bz7vnNlYGdVc0sr4vrVCmlPJeub7nNbSAdeRRNwEX/aIyH0+nYogvc3ukdX0rJ6s47dckEIomH6J28iPl+moqsa75cLn//j//4d3/3d7/5zW+I6PX19Xe/+90//MM//PjjD+uyLMvty6fPL8fD5XJZ1ttym6/zXAXJ2bs+n/E768zFvRhjCOzLeMzsr8Q7w/f3H/0tO7vCDXPezkUO4zgeDidvZYdh+PTp1NKo69OncC9ySjnn2+32hz/84fX1x9vtlpariAFAYKZAjiHzYjrGSIyBeBzHGNkRi8MwISI5b2UaT6fTNB7XdTVUM0kppXnxlL9lnm/vP67rKnklokiIVDLKhnBXo/jOp7t2EcBj/0II4zDEyF5Ax8iM5KlsAMIAPOAw0DTFYQyRkAOOkZiAmUMgRp8oc2ACgHHymQWpMcCQFdakc8q3eb3N6TIvy5zmNd2WZV3zsuq8yLqupihgIpaTZjXVVf1hCuygsWLOAEQfMXTzZmxms45iz8xTWJhp8G4cjJkP4zCO8eV0mgY6jON0GMYYDofxeJqmaRpgAQBPbhBDBUW1YRigugH9Rm0EzIT6RB3y/JeaqsedrLdv+Rp0e7cEVQf5vKMabkJiV09Xs6uvw1GM7CWp1JLNf4UXLjlzzjxOUx/R1n5FSnLfErREgdjtKTnyp+jYgKrqhIBKgQrsiuJW1hdt7w5T7NeLlg315sAXMwIEETFAMcxKSHE8vAzHTxQP67qKpnW+Xs/v8/W6phlEyG+IFZhdCwVpje5TFUvAUBVr/R0Y+zWu1mLt2p4tX8GokHwIVbVkoppp3ahsDT8TKVL74PoO6p531fXJMfR25e5puEdQViW8Pubw2WoQdgEwTI8N20dgpL67e8rtfNgtf95Dtu27x130Ngt4BOruhEG9Lye+vf3bWKZU++dvSCj3RSXuSDnVutLT73hPEjasjLoyX2oyo7cZZbjiKb/WfDQYAkIuagEhDQMjolhyM6AZR1YRzswilnM21Zr6S0VKMBOQ9hEbCBp7QeVzqxBoCGEIwUKYAa/z8jUvX9d0VVAi42iWIoVIGiggkIopiiksBEkl55yExeJTJcpDF0DuhFMFakKfGfis35Bb0SWFhYtojKZowApBQFDZ+SMBzYPffB+3+zRVlWjb8LTqUOjOE6uq4HbGACKzry2iETpNyh3DKAymzJHA/FpWsNPLISddecW5aPpLVhQ8o4UQBgQlisx+5kRmH41S4YFtjuHa8kHtYLXAfr29QFAET9T6eXt9+PTy/FAYrFWodmojFpmEreU5m2ERJxzkI9YqVWs31BLN0Bo8eVifayIeA4pZQJRSZSKokSEjruo9kAKQVFBHCT3acg8It76spUXQBybHn9H1PdGpelfnI+EX2yvrYDPQ+qGSQ1B2RtDgSWxr8eqh7X2bWOKruDSPuAXHg7NauhVZfIAm9W+8qunV8goftH8fdH31nff+z/6VlPGJ/wy+n9y0+mDn9mz6Xjdo7JuiR3/FE/ZXvatCvwvQh5htCbZYepg2Pm8jAX8I+a2g0lC2xpWI+oDpp2wxTy9AQ3uuBPbol43M2+xbewhnmci2k0gb+RP7a6leT2wOnENFjzQFMDS1JJbFoY02r24YTF+va1mBxGhMBmiGolhh60AKAohV3a76L1oNMjEvGVNNL1+LmTOlNF9KfHmp6uCOr2iExHwYp2mahmH49N0Xh6mM4xBCCEit1tkDd8kMlagkgIGAMzPXdV1u87/+67/GyKq63C6//vWvp2n6l3/5l3/9l/9xuVxCCKfTIYQToqXEl/PbEOJNr+/nt8v56qpaSkk0bbA+4hK5XrU+t6s5PcLf6eXy7l5WZg4henvsEt/xcPA+tu0lxsg1S0/NQNU8wLpkQtxul8v7Dz/84BJl8E/O52/mLsDgBaJ3lRw5joM3gcMQiEKMcZimaTrEOCLRuq5eU+ecl+vlertcz5d5vqaUeL2QKiEMbMzEiMMQx2k4HY6NsbnmZGqm4rciIhqc4RloGriQdRjI1ExUEpgiAjEdIw9DGEeKESMTMw4DD8MwBA4hsJMPm7UMZl/WBQrMjBRELGXOn8d1yUvKOec1y7rmdV1vq55vklIyRTNLKc9rzllvt0U8EEJRFbLUE1Wwh9TvmqJ2Z/Cm6xjV0TuHcRrGEGOchjgMwxh5GMI0DsMQIiMzxkjMYqqIGJjJANREDFANvA6zNidGJAANYYRneHd0wbPr+pqfoPvX1oQ/YcfvprZPvW0bUBpLhOoW+EFlCSrn7KMxZ8CXKxehF76aQy8E7SvdrUy/D1ryq4kLWxwrdUOrYXXYbvLFsYY7xbJtqQ2BdBfXapZVclbgwTgoxhin8eW7OL1kIJVlXZb5epmv77frOc9X0eUQOLCCu4EBVUnE/PX0aFn/am/WbTt+nsQYxyE0R2hPEGn/ivdfdduUSmASAGEIIVZ1TnuTXhii+/p6ndZ7sJ2nt7R9+CRZIee8jxDwc0N0UzLvd//KN1Of44cf1Zd9M/ao9e1414+gbPeHN3XirmHT/qHZztvg50Bvpm1N4O5ssS7O+BH29ogK537RFHa4cthplXR/PPurrDtE1G/KbHl9VtJKHvGkfhEJ3ilgpgUEUoTfupa8odvAV/zVNr+6dSprWZgTNPSYlsLaVcO2oZpFBNSANRCHEoEJs/FN0mtaX9N8NlkNkGIEIIWJ8MjjQKiIapCBDGA2y5JnwnXFxEE49NwKT58he6L19TnJT2UdQQI0cpgBABmw4YCg2QRJURXJrLAzDAzuJy9+P1FV8Q9P753AkkvrVUJzNiq+ufMQCUgRg5mBaEYlDUDI6JHsTJxz1hzKYIvWnFcREVR9z8KmE4AQHwgYyXnL/mRQq6gHwyZY3WsrRfSrmD5xc6x9MEn5aCjz1Kt87+CAp8DFbdJHiLoF35azUz2aT2vUXHXg4h0ixZoBzWdn1rVF1S4XAD2+FrMBILsNBCD6Z2cgIAxU8jxqGagl/G5zPcpdjDx9e7vt464PH1kxtVF68KO7ENdzWhs1pcKc0ADwATm6EU4L5YkAtdX42x0KeomPCIqd6L7JIy1L2/KTQBtPwoNvZUI8v+kT0uZMrnZHs532CvbhOmLv6oR7HnonCdrGVinifHmE8rP05sImqq7iLQm6rcS05Jw+474ZveBhIrLLzWsPWqr76w+BFv2Jgm1lke4dJv3UoW+VnZDRkLjdk6n7/NFRxYBkqohQfcy4TT/aimCd6JGoZtMlpXXVec1rysuy3Na0rqvCIAWqRERkyEZULtymOrrMBnr/NtFFLVArfsjbvK5rWm7uk0wprevcbxmZWZJMUtD0PcFyGAaHWPpQ39dLfMc6tvUP2vItvK1almWZU0ppud3e39+v1+v7+/uXT5//4i9+86tf/ertcv7rv/7rYRiWZY6BiCAEYoSUMyCOQzidTq+vr8uynM/v5/er1O5UTZszcwwFzsnM4zh4Zbwsy7os1+v1UjCk6q/Hb5FDHFy0HMfxdDz6jmJD0Ygs20KpWetX396+Xi4Xd8POl6vPuBDF2dRlOYKoYA6Z/adxtY+Whvk4Bh5ijBwjU1DRvErOonm93S6X8/v5/JaWm4gAaNTEiCFyCDyEGCMf6rJiznldDRSSKaiYqEEiosA4xTBOMcYQOQyBQiDTrKYmGSwHJg9wP00cmYYBQyD/32EahoAxRveF9peAn3tuqyFAAmNCZjTkA5PZ4Fe/F+KrwmXJKYmaiVhKeZlTzjovScRUTbIltZzqvmiXdt3vHTn2qdqHS7t1Gg5uJjwMRUF1RA0RhMhDYA5FgGLMAFkDmkhxciNERopxA+Q6M8Ocq7TRLO4qYCuVfTV2tj7hrnmAZ+k1rZp8dK/1f2sXxt2kGLPmLfTbC7dO2DSa2TAEz1VvBBfmbe3qqYWvbEjuw2aMtgxPI4KaBgcpL0QUIhFDztZYi11nyF1DUpYaGckAip1BYU3KSBAmHk7x9CkeXozjmo00y3qdr+/z7ZKWy7rcSGU6cCRkyABqRqKp5aX5exQR0aRu3HIbZzt6iMhMwW8KXNvjrRNzoMgj0L8HBkgVGUo1T2jSEE6CiEl8fhSaD6J0yBUEuvtABWzH0mx9wuOzqRu7Fx3pAaTZPdTsuVzWxNtdxEIvBT9OaR/cnvAoQTz1drbdznbx9rsb/X7E9lseGrbH8veRHdoeVTvX6903ALdjiN1qYlsObOuvbk2yfexLH/DcX0fYqC5d04JOQRSnvTTybYnNEQBFAhAvA5QIOCCuZYe2FBWgiJiBGA0gq5mABa8ejSRnSdlAGMaS7mJKwG/Zzmt+z+kCsqImUBYNqscwfmL+FGgIQYkFcFVZTRyCoqpZxeMjFKEuYuNHdtku2xfQ0HsCF/q2cwZ97u7zHmJfmBKLiOqGdDSLaFaYhVv7WzNQrDrs2i7u9gJ8NM93oWyeVF6jB2jbRkQjJCAAZKKSzkLMKUkOygFDCHFJa1xTkpxzXkABRUTTYoyRIAJhMTuUvUSCrWJt9BiybSm8/nZuAyP7eKPv24RP+BntoruM+xUzgXJQqq7lTCIyM1OmoB1Bvokz7r8HvTf1MuB9W7L1ZlR31tjUjw0BRAGr6ApBVQAzj7FVZ7oU4ATW3b/uBMCnHjz76cYv3Hk47+6h+0DP4oZ8mK2Wtgd/XhYctri3Tp27g/tDd+yL5AOou9TvZ1rm3Y4fbmpks1DeT7Y2WdOeRCZUDFhbQiPcdsmwMxibGaLuHJ4uuZcRl2nPaJa7eJntU2q6Vp1AVmqI2hO1Wm33YZdnCXSu/ZLTArtCCmsUBBk+kmHrS60+AI84rF6mju5zZx3B++Bs+Pikawf/7sFTqFJFv2Y30OK2O4S781ip8FSJDSirJMXrou/XdLnNy6o5a1ZJqyWleBhNxBnHrjo0EBnVHWPzwQs60Vxq1mlOKaVlzTlnz2S4XJdlSXlJy1po7LBPbfKvaZoO43g4Ti6CHQ4HZg6V37Bz/CYVhkI76GuLJafL5Xq7zpfL5Xo+O9zyr/7qr/7f//v/+W//7X95eXn5h3/8/d/97X9/e3s9HA55uUaPFWNGRNFkZiml9/d3bxfzOnvXzRy4tlXDMExxaGSCnHMjaq7L/8/cmzXJsiTnYb5EZFZVd5+7zAyEwUKOGUEaxQeJIB/5TyT9XzzKRD0IhgfxAQIgYOYup7urKjMj3F0PHhEZmVl97p0RBart2LGzdGdV5RLh7t82e2frDg11To/DEJ/Pl/P57ODe+XSq7NDgZzVUP0lHQefaJH///ffz7e6YoYiE6JNwqD1JQESmyMxG1OivHILHu8chjOM4Pp0cyck5JxVJ6h6g83yf7tf5dlvSDVSQgJkjoPeK52ZMw6FeekNTN0xnRGUkhBDofB6fL+fT6RQZiYAJVMVQCdTYiHkIbpUfLmNBz4bIjpGeTzEwxBCYq26n3EsAdF5vkrJdI3sZVzQp1EHENOXqGCKwSE4pu/OQKjjcl3OWXCoqtaWvRJtKs8Frrd0CgEv4BGDMHKsWhhia7osJC1ERgwNTSpSLUZS3T0yEqnXcXrXFx5FqXQkDMfmbacOpWkTaseB+uIkU0uYjJp59IW2oKI2tmPr6zRkKLVFRwYPPA/Wh6p3H7OoS2fM/RSTG8Qj+PKx8ETFnbeRGB7gqZ502S+im8i4XSw1z1ixqHJIhhjg+vZyevgaOWTDlTMt0f3+/vr8utzeZ7yrzecAholO02RwjMAX11cBbuCI7rOPCPnpu9dXhEOKAiBz22XT9uVovNLOC7VLIASAMhTvgzrFlxZMiCfNWp3WeSra7SQqltgsq2PVdDyj4L+MAACAASURBVDRUvNpHM2wuR8sMKCJwABdZ9IDz3sB869YGj5L39pPZ+irNb+bYJ+/yDHYg4Y7L2jrhQtLxM3CY9RxNyFr131DEYzTFQ/wEgQFlp7Tv7pBQMG1ZXQywqbgUkQ062wk/jlnatO7e2ShWUlIJWyeiWG4YM8xmzGqspiqMpoTReOEcmJU9C8QfTDATZEaDrmWtQmwoV5ndDsVMs3xeptsy32ReWIUNAQaCJ8ZvxuETx6c4xDAa80yoaVoWKXnFtHGNKsZbW+uRapa4CpkamwAR3Y4cu3Rv8VwFRKMSiM1W7k0xEx8U+jgGzagox3BbttW589rylZzkyIXF4BSR6tiwugXubIrMFMlQARhBmcmH+hSBIsUY0zDEJS7LkrPMQUw153zNSWcaOTDByTQgBaRI5LmMu3LQWyaC0jK5nqt2z/blzm37+ODDb3jYHmwYyNi0CH4mudbVqtX5F8AQ2VBWoJ2JENXvICfHOkaF0Gx+YWvkY4cWpVpHmHNmBufcOWuzuMkJUbn+VvseNHNOW94U7QpGH/tZfliGhybYW7NxCpBj1uB7WLv1zYxqha11c7lwK7qr6QWH9YV2uefWXXXbSBTdBUd/qsvn3ajvCyifVTzzSHjo7TRXaxNoJswP/G/2WYKbIITN9+u+6wNcfQJom2vvygfZ3O7ldpDdmHOH2qmTAsyzPe0hCcqzb3ZdXy/Oc0i6Xc7tblda5S6TEHrLL0J6uH36Bm9bFB5UAJEUKjtB3TTX1KB3zal/EHQTYxNFBVgSTIu+T8vrdbnel2nJaqBIgGQcluQW80zsFV9vGOCSPjMTqkRlrcQnSfM8z/frbZ7nZZqX+3S/3yVnqyc/IC2EWpZXaeiZBx48PT29PBfXlpK51D0+zQl2rbawWPI05tVyv13fb58/v17f3kTkm2+++dWvfvW//E//83/4D//+06dPSPbv/u2/+Tf/6l/91V/91V//9V8zShGfMQDCksQDJNx/ZZ7nrIKIkTgEHi/nVoZGWpu0eZ6u1+v1el2WRYsrBnkMoN9gl8vTV1999Xy+jGN0rG8choYjFeOYNKuqywiLtenbu2sCl2URzQDgPBszO8Wx9pwEhDEMwzDEOGBghx9DjA4kOnCacXX5k5zut/nt9e399XNepnmeTBdEY7IQiBnO43gZCw55GsZhGLwR7Woph2iQw3g+xRDC8/lyuZyGYfB0AIeaFRAQiPg0DONY2LDj4CQuDsEFh+E8DiEgMxMWc0gXFqGZWuwtEIkKgblh11TI0khIyIwEGlrq7lAMaVPx6DYzlQ41srkvp/yqhdrftDK6JDcoVXZA3QMiDRxUxXMaqTZ+/kIZMIyBkTxv0ESl2h4CABjDShraL4+EYWvfstuqH6/nvUzl4by2VdW93GhX1PYQFqL5mWgkw3rw8g0h9KNMXgGx2vURkY9+2xCkbz+KLa0DeQd5WIwrK9KBspRSSul0OvXWGvVQocGMHvOt5jQjzDAGOg3nr07nlwVozknE0vXt/e3z7fWH6f6elhvkZRzDGHkMNAQACyYLaHNyBjcgLWwL20zudkhsowTvuFKNAdvbGvvzW0xBESMzurVpDA4sr8gVICJmlf6ebC8qIo9rPqaHcoNdO1fQSAwd+RB291INbij/Iin14NIR/jo6o+z6wOPAop0choPg7dEP9le857Ue8wzbH5zO11+4dj4f2rMdLtYDteFuYtLbzkEX7ue61gICezPj1EI/gQ3OEumehWJVUB3yTAsdNINRNVeoNgJuB22WWcWUg0VBIUxuGm4KgJFZgqmUTdW0u0yI6ihfQ70YulkG+BRbRN5nuC7zJDNEIsOR4Rn5mzh+HYYL4mAaACTyApqT3fKSLAQ0VUwii+Q5pxQ4MBe50ra30dXKcTXWr572BIi9v33tFcuSRO7ECRZUglkGC4AZGEGJQNU8wsY8Pwt3nsarsR9U+8xsCgIoHtRhO1YbgAcvmKBxtXxXQDDxqhsBhzGgGBEIGwb0X5wzRlqWJd9tXhZLc1aJSBpx5ICMVN0wpFhZWnu7WGRzVER9TSNn5uXgz7Sj/Ahq6j08H402NpEDKw5kHq3hfQEjlo5sDexGREX1kALikhFT3zxWr/yttYyaOXvUHDytiJGiGVv1oAX3e8Fi1GkO5K72ngiP+riyh/Lv5+FZsLtuyaMVvluD59clmI7WMdCDnEeXXt9fi4azgw07driuthntqFX71x2QO9j0S8LljyCmTUtW2kzDL/oFUW1o+pWa2qjFWiO+W/qtMSJ6iunOyLhL2XH2IxXfkN4ED2lDIKkFBOwC94rXWf/xrZuPSmtfa6w6EnSNLm1exU87mY8T9rtOccpx0z7/jLVU6MpB2QPChesPOWfqpAtmFqkqK93o2+8oMjdZWZHLmneXgL1eygZZ7J7kPi+v9/Q6LVPyzOAAAFlBVQNsJE+qLVsJfXRPgMTFF1Q1Fd3Lkm739+vb++12k5Tv97umLCKVEWpmHlVRaEwhnEIIA9M4jqfT6fn5+enp6fn52b3+O6+dzXTAt+uUEqpRJFV1a1BJ+X6/3m+3t9c3SfIXf/EXv/zlL1X13/3b//5f/ss/f35+BlRNIgC/+c1vVPUf/+kfptcfyVaxfkrpu++++/z5s5Mq3cseAEKMbiSzYviqqloVd++t2G0Oe/7lLi9PT0+/+MUvns8X5hLV0JC9VitDlnsNsbher29vb9N8b0UG+xjCgADP42kMWO06GZlicIgvYGDPtzidz55pUXY1K8IkzbYs6fMP311f36ZpMhG0xIyBIAQ+nYbz5fQpcBVSjoG4mUO8vb018MGr0uE0voziMYPMDKpqEnxxYMNAkT3NIp5OpyZcZOYQeYyD6wDJ9SK+d3AIhCbs9ZAoN9oTGpiCQInlNDNQEavWu6KAQLV2quc2m5lHjwJ76ca18cgGO797XwFybfx03bcQoz4Xu+hSCDYhTR23k9Xnpb6CioIgUh0RkIiUeCIFRMDOnLNukLyjvZmZK76h83zfVe21QoWj18hOrNgnUx97gFa2tt/dJ9PMPCS60t5aq9zro3I9LeBal7LugQJCHEIwNt2InfwgjuO1KO328UWsMRgb+9RPVO+k739twGCJiwA0RGMCiOP4ROMTj2elcm7zMs3X93R/V8komVTjQEPkwECQTSEgxtGx8ewxg772+rxDbENk9Wp7HIfT+TyeTjxErZRPl6gWlIepeWkWjNRMTblaLKiZR8WEEHjj6oRdrx6OJF4z8yG34ipVUPGLxTtbSweYrcSTWK86aCNXxzc2selOnuycQnEY22bp1a+vn+M4ZrWsuW+WagzsGmTvV69e3LbZUd335Yh+H9Hd/jz0OOduktsnTVv98KVi93jZzpTB3M+pWuXS1pnH6rtclqU9to3WVOe6zX0R+0Qovxawfm7QnFbECTf2pP7+PZCmxDxIySp0V7Alq0cgKphqqRpKZ5uyWul+QwhBNEsiAQVzh2TnfKas7rDpBkZUncq17P0oKTfprNYQ1GmebzkkA0BmgNHoAvQJ4wvws9HTMA7xNKHd7vfvZf4uz9ecKA6SlwRmYX0EgPmIBDyME2gQn3WBjeWsOu0FHR1UBUMwBjTiAVRMRTyRGjEgE0otEY0KYbKfHdRbxZrrT1XEBB9YV0MIbNYSxAwA3NHEUFW98oTgQ2jGtvWA6wJEBCfiGCkEvN50SYtJNpXFhEVDHAKMFIyZPXcaBDrM07PiFSwgKay2xgTcUI0d+f/IZ94sLLi5BH0Bs2PeyiOIqnep7PGPNcBGi5Pz2k8XTho21ygEkCMshIU+6wvuJnNFTBEilEQOt5kRt+ssMjJtjZJvCUcHFvzg49BDmMosHEVvTfG0/k+X26MfWIPSz2oy6YMfpweIqPt392Y+q4EqNYXhg+6/IGa27W4f2FVVxZ2W3hI7/fEhjm83Xf6oz2wkrodzwcKDN6j26s3HtLl4O0Fg1bL3FVt7LS09FR5A8C9pHXdbiAsrq8meHtv1vkNtRqBVVODjEGsZZ9QJmfpKYv34npNQnRI3k9qsrvFC8RRM5NV9uAYfoQ/AAAEXYDFJ2UQkicxJ5oQZ2CiCUzwolOuLKKpq6kJNlwuW01C15ebmzmoiIpp1Ts5IvN3fp9t9nmeTjeudWZlOYeG9o3tgOhj19HR+Op299/Mhd3MhVTQGqmRhbzlVRIZhkDRPU6GS5rxM03S9Xt9//AwAf/mX//E//af/9Jt/8S9vt1uMfLlcJKUhjPEypJQM5Bfffv2v/9Vf/B//+/96Pp+IeJqm+1Jwtvf393lKpuhuKAXci7GN8EUkpTzP8/v7++12c8CnLL41gq+lMjhb9enpaYwDojVKp7cl3rIuyzJfX9/f39+vb8V+Zp5dKYrVsMHlTJ57PgyhhkaMzrUIIcTKGj2dTuPp5C+kJmoqKmlZpmlK0zxNy/XtbZ6uDAaYkSAwhojDEJ8v4/l8upzGgAX1cvjR0zWWZXEJJTEwcRz4chk+nTkOHGMISCIqgsSACIwhhDCOcRyCX2L34oHmzhqLMInA3bcM3IVYTMEV+mbV84CqnzgBA6oVG7PGuEEfhhOQGbjDtvv6m0npUkxRkYAAlX0wadwv+Wt3RCuxc9VKWbsn211tjuFkc8M2VG3J0hiInQtrimqFckIcuU3xt2jDQ8Jz7Z1WYdIu/mu3uz8cINqhdN6hKB/RRLeuWtJsQnuR1UMSh4tl+plReSHeUTo3VIj+jVVvKu02uHLe9OC83zItC1xpqAJKwYwUAw8XGi/IQdWWvOQk8/223K7zdM/zpJIQMoOSZoSAoFQiuP2NBSIgtqYZI2ob/ao+YOYYQxkW9Dl7R3uebT8PAFmylkkUoBsAMxVaO1NA2sBWj6SbZiZZ+wqvMW9Fco8KfnnMr52lVq7DlC3ubcdMvH6HLeHj3c2z5vh1oVA7M6EjwfIYcPcQZGvKix2B9sia7ul80oFpPbLdPxTt3/t3YgfL8Z1jKlNcG+ve02EXM9hyNerBXajhiNMwcIvUa90vIobA61jEjK2cwyS59CB9lm/NxVQ1UH9FMaOy3AKaZkPISVUNAEXEaqI0raUOSrX6BCMxxWwppVnBl95oeMbwgvzCwxOEEZkU5pzeVL9P8w8mr5ZnNJVMqu3W7duJPTqtPZIG6NgZllYaFIFaNUvawRjq0j60oidSQyRWYNMAJiUBp7rjgCfxAXbD8ePNVmKyOTqRSqrXeQFwnF0JNXecyhyvxkETmgEzISoYG4gZM+asiMaMQhSSm/LkRGaiprioqJiYJtNMFkQjM1dFEXXsVLTis0UIUg36QBX0Z3lR7ixzdv4aD0nge7HdasAHACirRwc1WWpPJCkcldIvlEy/3YJfLqlR82Uxt7UzMwQxaArCgq847KnGBGbKjpeTGpCug6GS4vDB59eeWfkRbbv9NWC3Vbd7tNBsdnkMXZrZ0TBHf17vR0aKX0LqDkkd2KiihjtfVHqI+60URPzInsv2PE872E5iF/3xwa3T9p/jw4+Ax1pkz0XpMivKeFJrEUbcWBmB9vSS9bC2N8NEO6Qs9prsLYVTtZuXkO10C+34+IFvUkdqLycKcZO9vmsgfTUu399LmVvEmBvaKHAhejp/nQwIiBQQgBx5vKtltbSoi5skU0IzisrZcvEREKtoholX3NjYoipYYi3UispWc87LskjK8+3++fPnaZrSMqWUNMvqPtEreZiQeRwLn9MBtNPpdLlcTqfBdVM7h+7VtQXJieXFveM+pTznnJdpvl7f3O/k7e0tIv3617/+j3/57//yf/wf/uRP/kRVp9vtdBpUc0pICPN0O51OLy9Pf/zHf/Tbf/glEU3TtEi+Xq+vr68//vD69nqtEQuXOLATrnzO2hw10zR7/GBKyQVp3swMNU1+HEfnqTql83Q6BVyLoZwXJ305ofR2u93ff3Dnz5wzVmUtMXneNDMSxciFwHk6DQAQwjCOIxgJ2Ol0enp69nB5Dxoz0JxLQGJKs0OI0+2e5vt8u6FqHAdkiIwx8jgO59NwuZxOp9M4DJ4vtSyLKzPnec7LhIjkpUPkGON4ik9PTy+DeSa734fc6IkE59PJ2awh0BDjOI7DEA1WFlxVEVupKH1UGRhFfGpTLSWL53KRcgO73QYqgpqp1EFjaCWqO3SqZgA2E9UW4l4GGQCIMOz4jTtUoW8tGEMv1bbmiaWAIta0KkjOOyFp8mAvTImZVXtlL1dDfgLY1+Vd20k9vLyzGdyEeT6yUvxIo3AUDjSG58MKYGcMUwbkVto47Jy4zUC1uD35qW4uhYob4l8pn/SxyPCDRqX4XPYdgtvxrS2fwaKaBSZDGi7x9Ck+PbNLCnPK0325fp5u1+V2zfOEkiLCECgysOUygBBfNktBD9gcTYkZvTfrbZ+ZueJzAZEJAyFR60a08DBM1RT9V6nIAax2IT2qxszIHdm4spoFbGfTWk6v9EaX2iGK2ILsdz/V3+H+j9JVPy2aydu2CsV7TDLWMQseDScb13TX8ItusNn27B8hiJ9vR1G/n3Zyu2NY3/G/2qP00FQGttmMHxZd9aEoHF1aZSCwehaI35/Vf4R3pjXF32X1BPTyg5EgVG9YVV2SrIglYJOVetIJmHcyq20MAiMKAyCV+VQgj0dzL2UgpXrvJAMMZpW2D8XK04mTrtImNMNF8pyW2YxNI8IA8YLhmeMZw8gRkeYs78vy3bJ8J+mV7MaYA8UCHeN26djouDpbpq54NWsaGOsKRwVyjIJryr33AYgoZGiAUOC56OaNBmQgArnKIdV9PxFsOyDwh7qoBrSgVX7+sepH2uKjbpXkBZ1xn78ViMSvSAA2VrAAkNWIlBlFhOKYYw4BiWAKlOecc86LmGkWXdQSaQxhgIGIiCvD1YgAwWomVm3OoUk+f8+u78j6/qhuX6VGHRjG0HbDRkgucCq03RxxvYj+gHCAUsfVFHps9Q4YlVAKAQMEVVM/Zl2F62sJmKH3NwquqwiVpQyKhuXlqmk9Pmiz2qH2/4WPej9YK4BGn4OaOoLV7sbqjWqd5Yj3qX/A1xcaP8W1kdu6o67NbC3eV5z6Q70ffmDsWT084JDNgAc35I8W7e0Qzr7IObaHg2cspj5VxkplwrEb48E2fcWjLPz5eTgI/MOeE9impq7OvjVBcncqqkCnAIA10lC7qlMPAP3GVezhUN8A3cQGwQdQaEhS4Q01EEUzu4o4umRKjppwGAPKkE1ttpTUjS90M0NAWytv1WyqPoIRM0nZu6Blma6v1/vtlnMWSVYD9ESEYZ3yBWLX73ksw9PT0+V89n9xcMxMjHDHQ2iCohYFrqog+na7pTznJb2/v//4w3e3281JjDye//iP/rvf/OY333zzDQFcLpdPz5d5npm8osLL5RRC+OH73/34w3cUwzRNU1p88357vb6+vuacnZXlE9nAwUC8vfRQu9vtJktqnhnOCSouL+PYOr2npycH3/pJWc65Gdssy3K7vRfbmPvVDfHrzm0tIqg1eyUBjzkMJ2fHUXCeZKgh9pcCRUpywHCe55yX+/U2TdN8v8/zXdISCE4nHoIF5mEI4xDGcRyGMI4xBgLJWSSllJYlpWRZCCxGRoM4hHGM4xjjOIyneDoNF8qtMWBkl3t5YN84judziTGMgf1UIBNhn0MAKlLvavc5DBoKQyzr4i5EVW6v7vdlJqpECiJGVr31iJmiM6gc3HNhDFFA9AC35p7vs57TF2CZbSIrSHVpaoOu1UAEiKAQIH0PBLMsqVZpSkTIZEA7Bo4TXYwwIB0xut4f/6hTamVKq/8+0qAfwcAe8dvbUTjOBU4WsKO19wanw72ncZUqy6OWknp/i1XXp3K0CO80EdZsL9rj1sqdvlNqVyqpJsFFUTFyOIfTJQwXpKAiKlnm+3L9fL+9z/ebpDmABMYh0BgpoHj8jBODm2oXoXAyS2574A0ptzoW+C/yPxBZZ1Jdnfjcg7yIgop+hsgLRof4/ODA1Pu7lFpC7TiVf+jT0zRsLSCx72pkm8rQJXxshshtx1mj6rYA1w7x+4KA0GrT0zjwzdby2OcjYtcHfUi62T0jD/2NdmH0x0z2I9UZHsWXHRu/nvxGXcLn+oSidgpV7nCPtfPM2R9bae7c7qrt/Lie0UpEotDSTRxWaINIVQBnN9QZxDCcWCTljKix6AezKKRF2tZKZOjhBaqqKIZM7RKXyhYDE7HbyXoibFY1TAZARgFsABgwBgxgdEt6F/lxmb/Ly2fUKYYcomIIW6+mMkkhbvQ/fyYeVMVI2CDuCi71eX1YEyrMF10CNNeUEZkFAAUQb81KaLd57YhOJPFquSwdtqusmpNf8QdfSVhVj6O6GmX1Q7HijwpmisCGSkaGEMhD1QgRGTAQBRoCEzPNYVmWhSirgqSsqmI5KmZJZBQxVE8dcK6/qnOmaFdBt3bjy94cW5PCzY/sHpbDnb+N3nH3ilXd5yRd7I05ig2Eyxy9GRMBQyJyux33su6BK0Nwh9sG99XUntXOEBoDBalpUc1RXAAjL6/JWne2DXL46cL+0Z8DMu331Mov1DVPDvRRRIbPE780x7KPW6IvvNcDiFc7PSwSTf8r9Xo/PdjmEHwQ9bjr+sx+Qh66dX75Q74eMo52C7QLzMoAz1Yx925bgj780A4a8c3JXiUrayPcvGn2N45tyZ9WQHNVXLu+A3yH1MR+vkqsNQ0dBAy2WjXsS8bubWspw9gQBEgExEgBs5EYZDVVvJVBLGMpuzkgBnYtA884pZSSJr8BHGgvXGwsoZimCkWHlr1pcYRtWZb5emuOZ/1JNs+SQ+KAzngchiGeTy4Ga8nmvQheqZCCGiFkdQsUzbJM0yTLcrvdpvv1er2+v31+e3sTkXEcxxBDpMt5fL6cvvnqJec8z3dGEklGNE23yBRC+N1v//Fv/uZv/st/+T9dvOfDWv8sKSXkoCKBneBsYppSnqbb++fXMtatSpKGx/pHO51OBd07n10a5zTLnJMImIloKpzJ6+12e79VId+yLJiXqoxyE0VsGXxcur7CiWVmCBzjWHMjxsv5aRgGJ6KoaspLmhc3hbnf7yml98/vkpeUZjCJiE+n8PI0xkAh0CkOIRbjENC8TMmzEDwaHlUIkAMHjqp5PMXzeTydxvEUQ6AYMTZiGBEAhEDe3Q1D8DNQwhwqRdYvKzM3S1jb6M3ADMjI+6wAuC9tUckAMTo/lsr81W/r0JAxUyULQNk7I4AI23wRRAQLu66vd3XbrTPiU+OybutDXM5lHcUpsLGRTUWygikBD3ElFBACr04MX9h+djXToxAw+AiUOHaSTU3nt/2DpXL9Kdrl+e4YIi6SquvSWvbUV9nMjohQD6V8f7Z3BowG61/7XNJuBtTLurg76agGxoHCKVyeMJ6MgpjllNL9fX7/4fb5u/k+5WWRnAIDAwSCwMjICNmLKlBzxZQqgEkHDSGa+vi/A6sBpcAvVswh9Hh71AkR9UATtf2EkIhCiN4+mpqKS1asFwj0LdzRlrN3Duu5lH3XtxMs9NKyvi5syFJtUbJtuce9pu4hzvzRvKAd1odrD1LsAx/uXnzA2QFqVkPwKKF3w3Peosc7cWl7BHanpTdAOib7NV+oamvDsLE6bwpVWcWHqGvzhg8iNHav0lTfzKHNibjIQg0RVYyZmrDQgkkwYMg5GxBAFrDMEgxAjNlAMZgZk6hSQPIZr9VTh+R2dlpbSSM0IAVSMDWTYhKIgSACBebADBRmwmtaPqfl+2V5M5ljECRBAkURiR493tbwRlmwfUuxNZJYG7AmIe5rHt8dFNA/gRqAGjGunQIAGwQ1JUMAikX9ZCVOruSTVNfimtRXriD3dNwOIefu4cXC+McOtXY1kmtnya1YBKzk1rAVs1ImpIhEAehEgcMQl5hTEqAlZ7cPlkWABYM7WgEE4oDIRSRkvD4RCG64YGuC9MOC/OHTsRkAfTG9wHCvGvvprgQbDFKuqVaXWvPu+/g+awqhZxdax4+DeqS2laCKIblLoYIBoWLp7wTVPU10/VAfNX4/qyEMW+fJlRGoW+9E+MgKlLA1fvSTvd/KnyEDNXzY8vUmSNY8XdwvRhGcHWywA9Y7LZ9nTxblmTeIG7cVakpHp+hCc9Xp9phVnmdfqGO0cGPsC4DbgYTZ9TzAHm6EiM3CuM6oyvLtAoPV3AVWr7Pjnb+xxSv46Nr1VR3/nne00kE7e8k1dEfbVtE5OJtTLqzvJ9vaAgBHX+ka7c1tYto2J3HmzXpyCZEMKWeYFXKGRVGMBDApqFoGdW8BRgZiHwAQ4eVEA/ES4zzfp7ulpKaixv6MGqo5IzFl1bzMc0ppmad5npeCVyWR3GbvJU3PABFrAzCEEMZTbPF0p/O5WTWsXoXFrkBbLeUJ35hdMJK9k7nd3m7v12m632+3++1dsgAqATIHEJ2W+ZuXZ1P93W9/+93vfvfN199Q4JzT9f3693/3t3//9383zbe8LN99/93t/X0YoqAyxdvt9rd/+3/9w9//39O8IDFjialY8jJN93me7vf7NE1k2qQjkTkEh8iGENhJqm7O6V/t09WE55zneZrvKaX7/eqGN8syp7xU0AaKDxEiFZfLUP1CPAwsjMN4OZ9DCDa6P+fITMwhMKtqnpdpmlJeZpfi3W/3++0+3ZZl4USIMDLHYRgjvDwNn55Pz5cRCdFUsiaRvHijl52URgABiUMYArutYIzn0xD8ZUMgDkgE0QoPDQiZOA6hJFI4hDvEYYhFv+ffJtIsjLCkfkAzMnVhXWN7Ao3F/MQKclL9e7E68im0laH4QJQoPo0KBu586xxLNGj7MgKKphUuwHVDkd5WBMuu5eOISjUyqJmbrugrn6YM4D2uKPp+E70qrTKhttR293jhre525dbB9sTLGli3I1bgZgi9o6htKax9G+C42bbLfUyxq39l7+5rrvcXKPy2QWMMHCvr3dtFWuBT43oo4QAAIABJREFUi5XzxdB5GZuQ7hr7hJ3tqrrMT1XRNKuoQDaYlQSGcHriy7fnr34ZT89ZTPI8Xd9fv/+n9x9+N33+bV4mkzwwn0c+RTgNODCQ5bXzUWRkj+Fq3pu9LgtqgCF2rh6+v6hab+rp94WDM1sI1wCAvfUnXG8LLhdIzawmqvec2C90ff0N0xrjXSRja0LajeRvLGDoCtz1zNcsFLUe2mJoYej9W/Ih17Gg9O141/W1cL8dyKBgj5hB0Jj/zarkJ8vZo32FiHyUAHEEqL/M7fTfRaTtX03D71t8P1SyFmW20jTXkZa2SHryHmw1eyNiRE4iAsXJHDp/UaePMlMbTNPIUzYwUi1sFB0MUJiMKCxZU1YFDcZixkzFiltBtAmRgD1kz0ANMhiZZmMXoBoKOZ8j4MDBiO4it5y/n++fLb+DpcDK0YxgAUQVMQE19jT5Us9U+pUXPOjdysaeAvrks6p73C5xUajwANEEzbB8AEJABTIKVsxKSE3RSKq8kEBLQQlqop06tB1fKO5srnrp7DFQZFNUr84Tas3mAtXXAiAkzYTmXgXAMcQghtO8pKxpycsikkWS5pznLJqEESNzpDBQiMwRiEuPV8K6idz3pUCoR7fbL0xDoMWpPRoUtmd805DjSmerZTBt9V/k6VxQNgotm657qBpmU9TVE8SlEtYFeJRBQ9Ub+4VscF/y273s2QqVe0gmhljUhYxqYki2SULXEvK478q0NmoftrRhg372YQlr3t1Gbocfn/GfwLtgEx7Y+I1fVPdhs75tjd+uUdm+gkLXuDaC+W7ZpRID55tYeWK81VmLCa8xrBVLGz/Pn4T1/FDNw7OvUVB7GmQdW6oxh+Z7ycwtYKCX1YmIA+u2Xlr4kM21wfr6sWjZ9Q3oyCGBLh8CC6bdFoutGQwoWHEEPYorYCsEb2+s4EubUGa0g/OsvwUxEoVFMSlkIDEWNbfRN48SQgIjr0QJIEQcA5/HMQ3xSni/g4jMkxs/quSc0rzcp2m+pZSm6bYsyzLNS062hsNy1WD5hSgR4W7j4SK38Ty0MIZ+L1zts8t+XB1Zq0AlTWlZlvv13b+m2/s8zzktIYS8JNdwelURAsUQzPTzjz/+5//tP//2n377r//NX7y8vPzun3773Xe//bu/+7tpupmkz59/vF6vKc8e7ne/zdfrdVkSIIcYRGyeUwhhmqfX18+3+1UkiTuvCTjsdjqdTnFoRpeXS8lI8L2/91ldlsk9ZqZpcoDven1zJSTgNu/LiIicr+mwGCK6LKTAfRwul8unT5+GYQifvm5PR17S7X73O+T98+s036/X63y/pZTUSrH1dL6EEM6ncDnF04gvz+HlaRBJoHlZSievCllBRIIPrpEi0ziOT+fx6Xw5jyEOHNhCIGJDNCQlghOfnHpa4jfGgnCqahjKn9ciFWBYaV3UyHumVqk+jSvlwWvhSDj38Y07fVJf1VECXFwng+6mVoakgMg+gK3WhQ6nXr+ARdS1sDyVVTzoGLTboopqqUSh6PfQzAIxADtoj0zMCNyMRuyBPG8LobVE7Kaq2tXEOxOsrpzVY9fXvO92C8UwDB/ggbRjVTzinRabauKgqmb74zdAkjB0MioVybvRMmyH6TuFeWtMel1fTv1crF4syUlUBQRIkWkYxvPz+NXXEEfDoJZyzrfr29sP399ff5T55v6Ekfk0DCMboZpms6xYUt61uGGBGWzzvgEI3WAzRtcgu+tmX/QUXzwzAxNRaS1ipYbCzrzEqUPSJR86QRS357ZXKPRdn6e0H8Eivzl3tsO9InHrpdFf6NWupiFaPdbXQmh3v8/z/EBZ6rXe2tvDDs5qR2hy310f2z+hvi+0rbNngnwUrNf3eDuUb3d77wS9x5CGHc+zvaX6zWsf7tXmQZrR3hLZI/GtdeekKqbIKneuvnluProKhkgeANqAMa1+46zMHIA4hJTVOAlloJSBjKNxlBglqby/iqmU3DUjUwWW0oUROTPIR+NiYJaRkBiZyQgXkVvKP6bpB5FrwCVGjQGQTCACMhK1HLee4enxVlULg63iXtmHayANGBmph1uvq0fNrNNKLfeekFQErIwUi70BBIBsUIz4qn0egft7IjayXjd/PxKhd5Y/fWel9VH1hdO7HQI0T2czqHZk6otKJHD8UdVCyfRgGgYRS2I5qyx5ntI0TSmJLFM2Sykx5oh8CvHEMTAHcNyv1XUIZlzvySMC/5Guu/vQULxWPibZ9VXyQ89V6yiYWzVgBZzKFoN1INveSdmtnNBuDh8UqXw7WhkJKSk0c87ygp25fsueKcgyEeD+vX/w/gFMkXbrQyHIGHTHoaKYa58MK+LXDEN1E93Quizqdnw9cDWP7eJj85e1kz0I/7SmFUq3Vq31UxlNEYF6/pv3ye0bsoOnoIgoiIQoAFxOvbvvKSI3rqFRrnd4Hak0AosV0iPtNSRQB7euJ2kdIEPHMGHsMt4RAYhBK1uVyowKSuw9IPDm4LIhtxzImbRxzwtlDWl3pDrm736KDhyXAHo0suJviTXJzgSBAKHui2Ta9X6qPr8wcl8atxGurw4YhvJKBgQKPipSpw241z96pJ6IGZxFRAGYAzK5W6AAZjFRWVQUkEgBzReYaHVT8IBHVQMTl44xArBQCOeXM5/mec75uzzP03Jrlh7X63We5+U+lXyniH7rmTOggACUmeNwqghYcGGbi9wKh7CRUw08b9oMW46FmjGiJ7l7DTHPc57e39/fP39+m663lJIH4qFBmicuciHzR5CKi2Jaluvvfvv3abl+/v4fQyATvV6vqjov09vb248//vj6+nq733POKTwDAGhAKgWHSVKQt+ttmqbr7TWlJFBc45/PJ58xn4fCUL1cnsdxjB7fHlx5n00WUQVQypDmOU3L/f32/efPToX1xp8QCSCCsFuViVL45BJHH955NeldHzMPwzDGwWMtYow5JDCTrCmJJtWk8zQv9+nzDz/O87TMd9AcUJkgBIoxfnP63t1Ez2cKw0CE81ySAOc5LcvS1rgQKeYUMMQBh8FOo5wv+XRZTqMMQwzFagdVDY2YAgYO9RKH6jjvKsfSz1uBwSNHIgJZ3cxbxr2oAFZ0q9PJ1Fzl1ZrPr1ELsO6pdAijSiw/yyDggxJqnjG++HkTZ2blSe84Zi1IoxgidF8ZtCdJmikYg2mhI1db2m5G1h287EIQveDmw77bIs5X7p+qWvaZSNvaTU2NjB42bEd2X/NPO6qYlmU5irL6raTzrKLuyK5Eq8F9lmuHsBF+tPGx2LJhx4k2vQwhedIAIIoogHfR2lyRAlBGUEIxUisiV0IjSr5zGTo1ApMZLlkpLhBvNgg/jZdf4MsfhdOLqsr0ynmeX3+8ff7HaXqdlvskerHfhSGchhA5E6GBTSnHSAyoZFaCQDIR8cCmsbdh9FggphB4qNRrXvmQBMdsdKeJMzMyqm0yEiddMO81aevV7F1k0V0qGlhaGLa+63fXveCK/XBhp0PrbSpbNyh9etu2/C3vYTtN6FHovr/aAXq1cBEkLLkpAs1jpqDgVVGmIKbKshkL9skTTcvaaPk+YNqRV3vUsU96OJ6WA56jrXAttkz15fpC3/Mbm0yxvB+du+lMxQ0c0C1MHN+j1AxUs62rXLklRN3Ys+RPMoAn7qgquO/watVTs7OcvtWJYDmgWcKgaGpZgI0RDYOfhWwpeo26CDMGpJBMniQlTYuIgkAmDErgexAaaBYhRrRkKghfpXDi84Axc7zGsKi+ar4DvpupMQoSSG1A1ZBufBolD2LjIkNIESJaViMUDB7NqKaYFTGhsIXC/SNsvpWGRgbZ0LQYb/gJnkLzd7CgxGVEQmqlJvdBOYugKpv9YkqCMBFOEWaGFFADpdILAho5eZLr4N7Nyut6jK7LJbJS+oGJVoP0kk2LTl5Q0+xLGQagIqpSxaKCM1uIMDhPTQJyAFBDUhHACJpBctDhDCOFlOwGz6oqJDnLZDKlPACOBgNhRIrAJ2TMEgzOFO6kaOTmCBlFDJEQAvrPmxiYMWjQEIiC0YRSUkNExIzQCh+15mw3YycDCFZ9VtycokWElckl6Rq5ruoq/Y1ar3i4GAIoJtPSKHmVbWtqUTFoJVYwAylDtK54Z+/J3XmoUCCUjFANAaIBEQiSKBoTEM5U/CUKXIy9m0uB0zoLFdv7mwAiQYB/rq8v0Wz/IIGcPWLv4AH+6rWeiB96wbVNYjMRAUPAn/+WfqbCcjf2/qkj245ydPienshhR1/mL5sd9XP0nku9mwkd6ipGj0OAauJiZRC2uxxERkZFZcmgCoRYqx8CZLOcmt4EzDWaqqaAtdIgRDBFoPqu1HYgs1+5XCeghYIVFFJJFr5d79frdUlzmpd5npObYDbbPZCaxEAAFOLo8Fdhcg789PTUI1edZ01fE2jvUJpz9jhmFw1O03R7/d6dSNIixY662vOYzwvUkGoOXuDz0zNxuE0zwNs0TbGS4ub57i3f+/v7sjivkgMxoGIgM7Ocr27ROV39DeScY4zP4/nkqfGQmUvahGN9/tG4DodyXjxw3V8x3d058/757e1+vS05gajkFNgTxdnbmljc/wZmYiIgHIbhdB7K5QBg5rPnGb68jKcTESkkNRWxPOf7/T7fl+l6m6ZpmeacZpOEqIFpGMLpPJzi8PIU3etlGAbvq5NommYVQZWh2BIWrma0gQO5y8vpFM6X09M5DkNgLsVXsU4mijE+PT3FGmboLV8TL+1kM6WA2/rmtQav19J0A3LCR6PHhlf0Jd3O/qc9TTtfwfVHtpEJVWFrZbZd30y1Wd/DCH3w3Y45ue/6DtHSO/yhj5buPz600Xj3s5s07YMiaDecbg/1TqnYeG67Q7mZ0M6X/yHbExEfMTw3Bpsf2WP0x1kJhNszQ4gM6K4LnsLnICsyoxXBhhH5bp1mNU/vQMKhUMp9OpCTLfN8u92m222appwzmFT7qDAE5+YpgIqIm+UykvHay7a+osmM/Sb3SZbf8x1WrI3a1wNr7coeRWUfUX76oLl+BLxT1h2tWR5yKR8aljz0694h3i16tKeD9qCWHfgpD3lxjY7ree99Bsk2BnozYt/EtNbzfJQmPrzDd6D3Tr57FLv6BNzFI/XT8Q4z7C9l4/D3PkM7ndjawG+8apGItEM7/QezWqHCwp4ElHM+cKHNHx+EEqUIXexEm56YKYERQYeFQsUhnWErzhtXrvWmgapSB7i1c2C43g+N1dy07t1dsy7OpUIB7O/eMnQwNWsUenxoOtK7SlYSxO9XW/YMYYTyZFMtPZjIsEQ5GPUO8bAKCvfln+6onrsc8+Zp2bwtmnKyG6y0hMYeOm6uj2uizyKgqpQgo0lWMUs5A6oxKRAGWBBCVTFQvWhS3WvEFJ2aU8lFRmhsipB/wk/xwcqw4Tbaz+pONmHuh2C2VqlvHueik1cD6IIc+mOu/1LmuVUDUqecUIvKj5uR/mP+DKXiP1/X17+fj5mS9nu1QL28sHqmltWAt/HoXK0+NzIz3GCPu9DzFRTrDIKax6l3MfSHnYeDyfKH5chD9d7KI/2ywRHuRMO4v0e7YJ8qxuu4HM3DppE3CAFXa1Ny9aN6XVgtnrtOu8QSduxWK2pKAwxISMGIZcnLrXCCSMq8Q4qxC/m0tPCmpAC8dsh9VCh5gCLWV8wiklK63+9vb29vb28pJZXciw8r3kItGvF0Pp/ql9uZFM/GzsbaN0MD4E3F2TQNkPMyz/M0Tcv95nzOZVmm6+uK6hjBOrgNBkrAGIyZT2P0Fx0uTxiGe8pLeqd3t2JXbybv9/s03VLKTjBQQEZTtZw9jm6ZpmmZ7+6lCQAvL59+/etfO7yGiKcQSs0X6uDZKgZSxUqa8rKkJU0icn+73u/399v1fp9TSs74QlBCisSE4AZpQ+AQAlqgipJdnp+8YZbKDeMQxnGM45jNZJEpzyKSpnS73e7X2/1+X6ZbXhKooEmINoRwOQ3n8+np+Xweh5ezOgALAJJSzlk0iSZAiANX9/mivjsBMeMwhnGMp9NwOcVhDCHQOvfMYkTMwdWMzuYtZi21IOh7uZ2z366poK3d7hFP2KWc9XXSgWi9MVnZzzi2RWqzkethhF092iC4Xf+2U3fsWqNm0d7n/j00SXvoq9EJdannGj3Mx3sYyHt0pHhYjsMX8xIaca5VeLtebssJXJfJh86f8DCqZ3uZ+oGag0+eQWVlVo6oTmVrFPfKuQiDGqkShjGeLuP5ye1qTDXPy/36dn1/vb2/pekueQG14TyMkR2lr+oqAhFiiLzp4ho5s1cge6fnvko1OqL152tca8OI+hus/UhxSRH5ghfaboaI20djlRoevH969uPO0eR409ZEyk2gc5vUtE+9oVirHEOGdoDzlifMdZBBQLqfklR/3apysH4q0YJJHr5i70V0xBuPXOhd3GUbUTW5gSMRIml/t2+ffeiymnoO59bc6DH+uTtX3YK2T3TUdQHCbT9fouIkG5G2h64aytJqrIQGCZSAtIgptDZ7iEyGqhrd9ELATEVURRzbQWarUl8F6h2JPL/EBfcppSTFfLuosEnA2FtHUE9XA0+tbo6xTaSjZC3OsYlK4ZE6FHa2FD/bU6SwkwwzEKEGAwEIbn5OJAjFjFGtAiBASLKCU3u5tW2B4lpX0Zb6uxEDb+4c5uJNhVSzOraBlpWigsBnQFXNkSlRXiDnnCSLmEDIQAomHAZ330NqLotUok09UwJrymgRFxmAOS5mB6rhdj1/mLFhBzTs4W5yaNXMHhkX2XafWrs+rAatK9bXTE9Ii9C74OmdC4o7S6xdH9jv64z5OO3on7Xre3zHP27N8eG20X+KLkUCmyqv/31dwQuuu5sHd2x4g4fjmSOe1s1OHiBv/xVBv51p58/E+kw36UMHJHO/eRxubtvvqdZtq4aNsu7BmojYrNuQaOXnAprl6qqD2ZSBzcWISEhMFDBEjAMgJ5jstnhGuqm5b7NzVYuuGcDqtAm1C2+v9pjtVVU0ITCgN3tuBfL29uYR5IX+h8TFjENsm/vEHIcYn19enp+fXd7mXzHGNv4uPDg/F4i6SuprLoT4i6f3z5+v13dP3ptcribLKrqw1fVbs8/mOTIPQzifz09P53EceRgxxix6T0ly1pRFZJ7udUWOw2lYC3rJLeFgmqZ5vnuZ68TUP/3TP/3zf/Gby+Xic9xxKM6HOS+SsmgSEchZREwLZJHn5Xa7Xa/XZVnut/cubx0QBRDGYSBTJAgcQqBY9XuMEEMYxvF8Pn/69NXLp6/DOAAQxyAiWdVR2bun5033lOZpmu6363y7pzybZLDMaDHQ5TScL+PT+eS/D8NwigAAKUlKKc9LlkVVh2Eg9wcLoWnziOgc0IPgxzGexyFG5uBjUPGWz8+/xxK22ncXSVzzKnp8oAjc4WAwuMOjWt+4k9e2g6eU9myFOt7qq5+y2Vdh4Q7EcIek43O9Uw317eUDIe4HBhJgtBXC4bEA3eUx7NBC72ecq7ZRGyruXvphwOnObGP3vy3/YPdBjvHZO1iph1Jb17fFDDdw30dS9p16qnWYaz/PRF78GVQTTyAwk1ytMoCIxFBVBYMYKoUQx9PlaTidiYKqLvN8v73fr7dluklaQDSAGcEYOcYYOYRAYOLsJr/9/VnoDFGsNWlcv3pMe39LbHku7UL7TegHaUF8/kz+5IhzJ4E7ns/egrIPR/7Afh02zV7jpgLtsEHtppnwKD7k4RznUCV3bjRQ5MtmfcNWgZGKHTeYDrqIkSN7+Tivedg2950VHDInduSdXQvX+W3uL8QxEGWrWrRDzCb2M5l+ML2uVGsACT7sWutppzZlLB1ywQaxXzxrf2uqSmKO7AUkJeBirYRmOJhlMlUlTpCd4Q5mSqSEyHF1GxIwAQMqf1WvV8RyzgKFxqGW0YKpeUaBltRyhaKaU5OsWSwAKFZHFzHghpK1xkB7hjCuSJH93kV8k+ogI7BBABQDK34hiABS+wokXBtmqykjnhaE69gFSppD7eK2WIZZlykOxQ1j0/lrq6BbQwgukym3X10rAOAUBwd7Q+J5RpxYUtIsixN1MmSFTKyRBSGmRhtRBGDEEn9upr7hGhqCEACB0cGRC7eGH7ap/+2D1g4B4afCTvqqu2mfe3PH7nTVfymuK3jE+mCbDrEdAxSlqJFHL344HcD/P2N9P4MVaT/VJj1gjfZWXQXs66NvbAW4jxjahgW6nRNzf5APUhu03I723+Qc4s8mmh73GzND6j/gBilucu0tNaJJi4vvHKBVu9OWhqHYp6gUb0ASy05mVBAKHDmEeOI4GLEloIE1Z8BcEn8BUNmYRIstSpt4YPFtKb2WA25k/XYiYuYtgcd5f35/KzEGdb9RM0YiYmFDNS9lWtj66enp+fnZuVVEiMyeoV1E6LuKGaS6m6KpOswmS5rn+ccff7i+v0/T3elYDLgy8cwlmuvKyxzHMZac96fT5XI5xYFOJ2ZOyzxnmaZZFo+MJ3Qktka/ukHZdC+NWc45Z1GFEIZhGF5eXr7++us/+7M///bbX/jnizEuy2IqxdKGJkymKmI55UVSTmmWRTx1/Xq9znPK6e7dLBMFKtL0cYxtaNqAAjAewnB5enp5eXl+fnn59PXLy1fD+YJEIjal5X6/LylN8+12n+flnt/vnvU33685TWYSGIaITHA5xZfn0/PlfL6cTjHEGIjADJdlmed7SgnVADUQhRCIIRAzOz82uLDwKYQQPX4wxshMYCYGWjxXSvkbTnE4D6eBAxExYPNnc6auZenwnNWPEg7BA8f6qWMQ7Yvgh0FznUaIHraaO91R3dW4LYBUXNTdgoUb2I/V2cqTJHqS2MO30RCSBil8IWqsd5g4SqR6KKxvepH5MZRRNYtN/CxmCDVbFh90aEeGUmN47vDYo4W9Ow8+3J4a2LXDIY8e/V9ISzODamwIbkpEgFoCDpGIkMiIczIVmJUyMPCJx/MwXsJwMiBLSZZ5ud/ut2u63zQtBJmZAlIIGoiLLt1AABCMiAnw2Mx7kAAi+tPRpiRY30bh73kQnxG0+X2fi0XBL4q5wQSy/3dxkz9SPesAuyWGAYCKHLWgx5bs6DfYTyQfEoN34ZDHoNSHF+tIADtOLlojh+s5oZZ/vTUscAxmBZlhm5HQ59ftzCqOz9eRRN3L/3ZRKMfDNnvbHf24BZ8cqbDb8dDms/sYqNhRqPZd3+YgK067vp8yiqreTh3jG9bPpFL7EBcC9x3y5oISETMCGInW3psGRGMR4oQeHpjNUBUFLFodJQOYoimKoZh52p/rDMW0Ew+DqQIhoJgxAJhIM0Zc7VLUjAR7Nvju1jqSB7FZBMJH3UU/u9+t+Z4DlM1YAcWIEEXJXYEREEj3KXY9bQQ3Tdzh1elgp7RmkwPpfrlGqRG1IgVDVdsEWTcz4cLHNQOOGAgYkVOaQXLISxIBNc2aBEBVA+mLry9NZG7FUyuJBKRMAGCCAGSGmsHCwREQ/qAs6yPb86N5U7FV7bknX2gEWlt86PrQ2iyg5Tdaec4cT7HC1YbNuMUeMzzhn6vre+gi9QE58Uu9HdIDrG9rg2sP5YKN89oWHUDckTYPMr/2V90QJskAIKxa203Xhy3ub5V3/4E8z4dShIdaiM1G2AdPHX7qJ3PbP3rRtVVbX+vDKnPdGutVpnWhYQ+WtDZqUhQTVRAFMUtZ4zhoAAACHgFJg1BAAiJgKwpvRawK6MMW/kjMCY1v79T8ZVnmZZ6myc2jFlFFQgTVXCpOAES8XJ4ul8tlPMUY2pZ5fn4+d3kMOybblgCjhB60bSqyLMs03ebbfVmWt7fP1/f3+XZznUBAQvLqrxnlr9Xw8HRxRO5yOp/PxSk0DqxuLYgEyEwRIoXgBxEn5easLh3MOc+3V/+wPhx9fn7+9NXXX3311VdfffX09PTHv/7TX/3qV8MwVO8QcMcaRCOCGWRebinN9/ttmeb7/Z7meZnzMs/LnEXEQPzDEioTR8YQQozF7wSMxKG2OIYQvnq6vLy8fPP1L56eXi6X59PleRxHZM45X+93BMryOk/T69uP8zznz9dlmdIyiWRCHSOcRj4NPAx0Pg3PT5en0zgOgZnJTPL0Pot/ZDL1XhMRXV4YAg+BQqBhCKdhGMZ4ip6rTsxe+Ql4xCqUoEdmHjh2AfQPCIofWeR9MLODI7LhOWzHZsnMVhj5EFR9DN06QlU74dAOFelxnt0S+hFssoMmPlJMffSPXmL2nvt949qbzbggBB65tvQpcP2b7yNMW6LmMdzsoxr6SBntPT8eXkrXRj5cVPtj9rKo9ootmkIkIaJDjVjV91TMc4wIkMhrnSWnSU/EQxgv4fTE44mIspiI5DTP0216f7tfr3mZUGTgOAyRcfaWzwxVk4kgInfuwUcjxx0cDQdR1gMfne30YdeE/ByTvaMIbSWVdfY/uwa7nyZ8BLs9YGQdeMs7mP2jtIOPHopNBiYGMyPUErfcCeF6nr8VMw9pBs6wjXfftWdHW8WHjzZ0Vp/9N1dnFG1jl93d2DDe3d3bZ5D0b7X7nlXGWf5n88p7LaLvv8jW4ih257Y5BiEyNvNnYLPkATZWBfZEpMQun1RV1JWvRGjkRjFmgVkrBZGoQNBjdEwSJJcc8mzKwpnEEzUM13teDRVMTLe3VrHmAARDQUPNCdCIA6MxWiBiLNAnqBkWjSIZWiFDbTtA3BrTP1rhf06zAQDRCECTAqlxNnQulKIhaUnBg+wh6v1qBuwBA1arXVvFVlisTXDLRDOqSbRcTtnqD6RfSDXr1UOdTt3AjEvcV0BEYsxJgMmyScpu46cqQfFkQETOH+Van7sbolZlI5opofVk/i9WvGStLn1M2XiwIKwZ9x9HuOFPNEfWIvoO7Q9Vs0w9ivbU3MniJyWHm4UOttkb/18zPHdi6C9QTD+CtvH3Awa/dKgj+7ZXFBQDknorFHb0z+GlAAAgAElEQVQiug6NsLUxgIQ1W6h1Yn73thzCn3FVvtx6HS/3w93oo87wo1nRrrndiUERsQWkdgv3hhPy8Qn39XGtt7S7dtUuNvs+IZKzmAhkBVFRigQgGBQHw2DEGCAOC3HgIJ4H59aXvvw7b4ZpQzMDpJ2Siq2UTZJTznkuppkpdbINdY9PphjjOMZxGL799ttf/vKXz8/PzGxZrtfr7XYbL+ed6XYjujSnMhcBAoDk5G/aeZW32/t8uy/LdLte07LkZQGAwOj2q030SEROrXIbFYcWGxAXQtGfZNDi4TaCE0FBdZomMFKVnJPr96ZpSimR5ZyVQ/j06dPLy6dPnz59+8s/+sUvfvH09DKOo7d/RLTcp9vtNgwDokkm1ZzzYmaO7L29/jjP83y7z3PKSxJxI9s6Yow8MA7MQ+BV/BYiAmMI4+lyujyfz+dPz88vLy+fXr4+nU4xjsMwMjMY2SjMrDlNt7f79e3z97+93+94W9QEQE8Dnc7j+RTOYxgHerqMA9MQmRkIFLLOKaWU7klVlQxCDCEEJggMzDhGHgYeYhiGYRzjZTwNwxBDE+apqnigAjIwB+Y4BvewcTpoaL4Fu3J5zS6vEWH13x9YmxxpaR9VwEeBTcf8NO5wsF3295F0t9oF7xNh7AFVHqzvoI5A5b7jNfpoBXsQ+/komAERgfnYSLvAtv8sfqplCwT1aEnzXWhQ3rFs6g91kBvZMRrezAKFh3IOMw9O5KPY7CiG3Mk7m3vNOEYzk5aAWv2Qc5pbAqsZikJWUB7DeB4un4bLM4VBDSUnTcvt7fX+9ja9f87zFfKCYEwwsAEquHbMRERANZB7EeORE9uy5nZE2V4htms5jjdbf/b6oDz4wNPleIf0utOdqOyjAR9tI+M/7N57dtQjJHaXuFBK0UfuQTt/o/W5wGbu2t6wT5R0a+tlZka+pYnsBhlHeK0U5dXnA1qxSQRmKmBqq/mol8GoO/LOhgUqm9PSEgV3E4r2SX3BaX6e2zBJ6CNJ6nh99WKxbcHgz9txoFDrUK400XL1CczIQggOtomsHGmlCgXD+olqlWJErubwoYcHChAShEBmoWiiVNw+RkQWRMUQCBzNdu8TMY9tR1UVMCCyNerAmuOXIYCq2zmgQXloDRDEDMEEDc0QyYHHjuSpXmIebQhR/wCdlvvAE5kYA7BBFiA0dGN5MhNQdrtjBugWSav3OULDYFcOKha/xzVh0i8TtE6YOtFBWURLViOWXrcUzd6BN/J81+MQqoIxADAEILeJIFbkkJN675cXNREyOykycyBgIvYT7m0rEYIGLIHxDfjRD1LlYGtmQ7ZpDntb7C/z4zbWL9b3b/jlBuQnm6buUNbzI5zVZhVb3qm9/t98/bdheH70pQ9ZuR+0H2QbgV/raaxO4ejDK6K8olprj12CZ6zQRAH6yA+En7LE/K8C8T0cJ3c11l4BeGS9fimfSveDjeO0u+MvHdWY2jMYDN3itrhQlnzlVUUAZiYKIpjEkmgSFIXxFI0HCANwUIrARAPFEbiOG1NKQJhzLvaYtPbq60erjP91AmpFyyc5NdfKo20gMMUQPj09Pz8/f/PNN7/89he//NW3p9PJTf/e3t6ur2/ZQEUdVN/p++seIC4YR8Tb7eZN5v1+vd/v8+1+v99zmmH1RvcNVXLOzV80hGKbeRrPMcaXl5cY4zBGDwnwPVVEDAUROBABqySXC2pOOefc9XvuihaGcBnGT998/Se//rNvv/32/PT88vLy8vzV6XR6enoax/F+u7nQ6/T0bGky+3+Ye9MtO44jTdAW94i75YKdBEGK2qWaUVV39fSZ954HmAeYv326VaVTJZGiSBAgllzuvbG4m9n88Ii4HksmSBY1NfmDBwQyb8bmHmb2bdKAoYFKaEPdHA/VcX97ex2btm1jbINqes0pklNV58k7X3pXMBSOy6JgZlEAQF8Um93F7vLB2dlFuV6tV9vtdrvd7grniShZNSYLaAdakDG01u7D4X17PK65JFTveLstznfrVcm+QO/wfLdiBDTTKCFEjZZcasgXDMgOvfcJxCs8EWhRuFVZlKVfFa4sy9XKlylQERI3R8FUTQYyaum6FPpkaGOGA6dysjpglHNwCuMqCj9fwoM7fD7Fz4eLizPFOabBTEOTeZdDRta50WKtPPG3XJTwTeC4eX2/2PXlMGBe7eV+LXn3pUu8UO3ZQXlnO8cwhxJwYKPlINugcZoTSicoymL70Z37oELSEabU7x6nxm9iM5Of6aAIzS9j75FwKhAMgEzBpA/8ZEvxOgRIQG7jVlu/3hbllsjFtObb+rC/OR6u2+aIIZBFz+hAQAnUJCX9qmqMBsLAMdoigTCF6eW9dO4LMkGS4S5jnoxjOXqcCOEOU835NH14Tub4Xn4H58DvXW/Su3C/xU51REu+t+CbWzH1QSD9NPg0VM3d43pfHR5tHZMpxrQomWVaTv51Nqk5PX7e++FlZ4pmJio5F1QUB8Fz/jqbENGZOY1ciah3s8y5qZwtimWZYtdSEiVJBSBPrqQopNrgxFlAB9zH3AshSp5nmOkYAUR74AQJ0ZLpJ5GZIggaqEZQIwRmLhzEqBHV0NRMTE2iIQA4MTRCxZSgDSl4RbIAvUyWlS0fUAaktOpAwEwtGjCopCYH1QANWHFIOlyCw7BPqfhBRfxo0KYGZqTGiAWBAgpgDIqsSYUtSGkqDYiMDqDrsSFLLdFuIY9QrMTcgVM+UHJ5G4jxMDWnhSF2ZRCBm3POCJMLDsJpQyAUS+Kc5NUOYJ6GNHMzJ2imMUQF1ZsITtU7K4AKYkZi6jLiEBkQCdUsZdTjBHacX9tZ1PfIG3Kx3J1NS+/FpmYMx+kAEe/8ycUHYfnJuatfGB39h5sUlz9MtoB12oQ2imOfk6UWZWr/OiJqzg+JPmBmdBd9NG0dlLyYUt1j4IiGWgeHwIaMkdgZFc7OoDPc7wNc8/i7buxGXXykWeeKa32e4j1I99AzTrySvz/nePzSGoUO41iP3kfI2jwZNgucXBBOTIij/RzdJowsz4nf2lFntUf8qV9onWpWDREDYBp81TG0TQR2q/WWy5Xz60akDeZKQiCJhkR+VaYtXiSiI2ZqmqZt2z6u0hzxyNxiHNBEBmIikvb99DlS13V9OGqITRtjUEJXlEVZlpvN5tHjB88ePzk/Pz8/P788v0iGkG3bOi4I3dv37xQMFImHq9dVlg4JUQUgkUhjjLGpbm5u0p/31zdN0wCopvClKMzsmBMj0TkHBN77wq9S5ntZdg4iq806ObAT9RP05HQaAhEpSFI7q0aVENv2cDjEGFNwXzr4sizL9fqTT188efLk8eOnu90OyG2327Oz8/SalxCJXXqpE5Ev3fHYtnWlsUVVDbGuDvv9TaibpmlC26oAITI6ZmJmRwUjFYX3aLvNRiSkHvvhoyflerPZXZydX5Ir1tvddnO2Ob/cbrcFO4nRRM2EAMqCQxOAZO10xRKOV1rf7Aq3LsD7siyL9cqVK16v/GblCpfyBmNog0ZN73syKl1pDgnQe1+UyalTHcGqKJ3nlXfrVbFZleWqSGlRjJRa4l6d4pxzyQLUk++TpqmT8cLIc3/OvJos7eOxGmxjhs4kBXmJqIhmYdaYux1OqHQ5PbIvhXXCHJsAMpOvibf7sMZzLl9WcuIAoVsWuWY6OItgp16lbuKSF6mLqdPjadG0xcpVUqN8au4pW71bIHfBG9Tlrg2sP0LuU1uS+85wNfL+YUJQhFkG8SINHhH1NHZVO40NgZh6Wo4MPhYAUHTtU6c9VI3QuQunc0ydf4eoKILraqNe0KiWICZmRnJBQM0EmQpv4P16u1pvgVwX5Bfaan8bqgNKgNjEUK88btbFyjtmYkIRNYlmxgzMBapO2owkHlFVLJIxBhH0PnmEihDtBKUmoxIY8mAHaddJ+Kfat9ypZpCkulbLhWeT3nuiaiPXEQtNFTKXAh1FO/Qp8Z28sqOtTuYUvaYjMx4bA00jjIWMadLIjVDKXDKX45nD89Yv0jupRidJPCKTS9d46F56fwaZm992YXhjUejwgwMuOuB1STqY9o20ChKlAugknEuvwgTdqEBQiUHzmRT1CjkwNAPTBCSO+OHDrjX4lE6GNfGU7X66IMm6SXRKGM4HJT21d+SelUfG532yKAzHE0JMMbkiluw30ysYwCGmZQXMbMhmlZhgZq0ZJIqIGhomu8jOw1xMRbVz2IVOywfQAX1oRmhgwEiMQAYiQWMKD+jfEV0AqibuoqkpDt3fqfZNNaZD1vEcaaACLIoLJqTEzvI3drHHROYBVY0AItgpUw4xsa7y3oYIci6JmNppx+ZBZpWLNBHRFJBORJjeuHRID0LNrE3Skz5+u6FaTI4AAp0MCJGVEdtA6BBijApGEaOItGzBJKi1wIWaR1g5D+zElA1B+gjWZE6TbBImrITc4QmxS/PrgTvLXFjs+zVLH4Rn7B6iOC62nZ0Ov8OqMy+ZIU1tEBDbiW5wYnIu+GLaEoqW05Hsh2N941OyD9IsYVGH91N89SHC2OcUdWJdZu5UEz0ABZn3CY4s/zU5haCBYWfYcWLlQxfxCgtcl3EBZFOaKub8TYPFmuP7prWMmCcjRgcgfpDvqpZJO5Ymc3cFP/TBJPng8zRfBCIDkJT3ksIVACTD1oJ1YEUbDLlYrXebs/PVest+FQ3EEIhFBIgAiX1i+EOK5xFG52klBWhniUmjjBzMJ6YOCRCSXVfTNPvDrYhoiPXheHNzU9d1aFtyvNltL88vUqf3+PHjy8vLs+12t9tst1tmNtGmadKRH6pjdTgCGSL171okA1OL0CY0sq6PdV2HppXYvn//vtofEjem149Z27ZMZGqNBDMrV+uz7W69XaeCVdWIKOXOpSiFvAhgh8lGjBBiaGMQaUOK6mqr+nA4xDYQkUkEM0bYbDcXFxcfffbZ8+fPn370/KOPPtrtzhVMxToJHBGXBYJJbENopG0CVBIiSts2x6v3b998+/Ldd29ur6/atknB8Y7RJSd5R8yErkSEdVk6BGRCZUTcbde/+90//PwXv9qcnYWo+2NNzpfFGosNEalGA2BGR4wSURuHrVht8QDhUEJ7vuai8JvNqijcZrNJli2OjZkZ4Xg8ahQJ0QzICMkhoimiVyIqnHPMxFCwW5VutS5Lx0Xp1mVRlJ6ZCfoaCzSFBafu1zlXFAWz594RIPNmwEX7+Dl6MxiyDylPeVk2J3ymNmbCOZxYUC4g87MIrwnKlC1MmkN5Q681D1SYd0H3pL8str6L5NX5tTod1fjccz3exGYjByJ4bPeCwHkh/n3sKBbpDxMga55jhjhkFk/OcbCYsUX8avHa9meKGXVw8DcnVTAkSQNvx2V5VpRb5NKAVCS0bV0djofbujrEUKHF0kHhqXCAZKYtsGHPvUrtACHl0eR9sT6FT/N6mpf4tzlH936hwT1vn1G8e/7mMp0zMCfh4/mtnBCesZdwT84oH3bAkvvlBASeH20uZx0e0cyJdzD+wXzfyDu9vL4f3FwmC5Yyrsp8t5lDypOJSf9s2TSMoZeS9R/OiEykKX91ceoxhNwMcrvZ4r1LcoKLQN/kpg/eHqcprU1WKw12iMPvGkiqYGqq0vl8YuIwqwEBAiGrKSqjRezkghIF0y1S0iFKt2dhdtIqM0NQ7HmeQIA4MBs1r1DNcOA3IbMBARAAExEaAzIYgaIRqIGKdjZIaRylKU4MEUwNKP0NEZwMJO/Emu9eVqP9TTtwjdQYiFFdckxVMl6o+A27ZdfpEDF5oXSpXWAEiMi5UIsBLDmzqxgwJIElEaUNGHKb3yzKr28M5ASLJBMpI6VEorXIyNiBcsmnDY2IYleQIwaMqBZNHUA080AiskLwSAMCi4BmKb0ZR0DfYjlt/xmmi9+j8bH7aY9/h6+fkuG5EKm3eGKT81cbw30/kBSa7JPoRF9M3k+UKMdTVaN2DUp/CEmhB6iJJHx6MIaookXvUEKyHK3EewSKhAh4Suqcy2AmjfT9r9XFoMZJCtCYZqMnw8CJGdQd+RCQBb7rzEitf6mgIpgiERpRSjFSQLGuJosGEi1GFaDVar3aXZxdPlxvd+wKMWzbWDV1G4UcuGSzAUYEzD5JLVLLEZoufc66Ok96v3slIk/dwDhxLOtjVVVVW9VVVd3c3BwOB2Y+Pz8vi0dlWe52u4uLi4uLs8vzi4uLi81ms1qtNqtVwspibNPE1MwOh0No6/TIqKqZOvRiIUps2zY0ddu2x+PxeDw2TVPvr5P5vnOUlmoazBZ+papR42a1vri4ePbs2dOnT589f2Zmx+Px6uqqrlru4Z2icCMLu34IGtvQNk1dVaFpq6qqD8emacAshDjQdS4uLj759MUvfvGL3aNHjx4+efr06ccff7w9OxeR/e3h22+/NTOVaCIqDWggDSISqvd1Xd/eXL19+/bNm9fv3r073F7HNoCaR0LX5/YCOkbv0ZeFmXl2hCZiQLzd7f75n//5v/8f/+dv/+Efzs7Pqza8+e7d6zdv37x5w2VpGpPLn0MhjSqNxiNpgLi3cAPxsHLy6Gy9Xpfr3bYsy81mVZYlMYJojK2KgEkCjR0Sc9IQOgAwiszsOaFnUBa8O9ucbdbOU+md8+mNrKojM6S+2Utu9YWZWQ909BMcY8D5m3UCbQ1j7/7l14cb9lTMSYjW0BkOUV2wFDAwwRgnHITha5IHmFMqlgRpcJcOauJICXcYeE7keYul/11UwMloP2d4TuZNc9gzr7kzGa0NYaF5CsWks53XzROoYbHbXAwH7zRHs6tqZmmUtqiOyzMeu/R2097svhuP99akFKKKgSIFgaCEfrXdnhWrjXMuRpUYm+PheHtT3V6H6iBtRRYda+mdZyIG1eQ3Y0iAyC4tCjOVSH2SuIgAcZpGDYHvubnORLe2mGs/cWG56+2fIznLOoL+OyXq5NvmNMi5SHKAehaR7cm4ZM7UTf3tIpAyf8ctBk7kvZjqXZzS05/zmU6+fnM2wcncUmwuZ03PFfNEHYcJTZr4eQJqdv0JMq/gSaTehCU+NH7d9UEYGMsDvm13qJRy0dSpNR32OqBJXI0izW2r+oXcBf2llo/IQoj5kun2XuvAZbXuCUe1vnDSZDtgkAIn0ygEVZIJmliXHoyAlPb/9F/ARPg8gUHDzpB0P6BiyVsUFLvwTTHjHi3D5BRmgAQEjGaG2rXhpqq9g7edLG3v60aWDKiypro/zoQHIRqBMQIjqJJwEt4kKV7GMNR09y3p7tJDIunojBK3i7oE4kR+6ZeAIdFA/UuPaz/I0KHKJeu93FXVqEcsxhRrh8kRHR2kXQvIMBEWmFmiZw5oFqNWAhol9fxRNQIqmEZzxA7QETtESl7miXzHnWSxcwgimrtm9NEqCP+pX9NdZeFfT+Y03R3sE//+g7+0G5X+5KdxF3V1Ag6O4+QNfpTF6smfoE/HNjAiSrVcfsOxa57zEZ9OKyGYclcXjAoWuZdwH9aHmcg83yLnhc73uaSLuot7paJZPTQZH97x9M8jg7pXNWQRNJquLwF6AzRkNVVAMZTEK0EXJbZKTI6Lbbm52GwvyvUGyDkzw6aNAUOQoASAEBGROPmHU7LZcM6Fpq3rOinlVDXROVSVARm7aqBt29C0bdtUVVUdDre3tzc3N8fjsfTF84+fP3/+3BeuLMuUt77ZbM7OznabbYq4Kr1PAgZmz96K1Xod9ex8e7svUxY5A4haiE0Ioa178V7fYjZNI22DmXcoJ1tIv0pv0/Pzy08++eTzzz//7LPPnj59utmtTfR4PL558+b169c3NzfdoD0lMXQrQSxqaOsYo7RNdTwebvdJMdi2rYiU5QoAyPFut9tutx999NEf/vCHf/zHf3Sr9Xq3vbi4ePjgcbEqEfl4PALKuzdvq8Nt01ahvpXQVvvrpmma2+9ub2+v372/vr4+Ho8Qg0NSYnSMNtR8llxnvGcmbNsQTJPxyeXl5W9+85t/+q//7Ve/+92LTz89u3zgvT8c6y+//PKPf/zj9dXBzJiNWbVtpD1oe4zh6EA03Fo8sDW7td8Uu/V6vbvcdi0Zkaq2USRGjeKIzSMAeGbHvi/XOlwj1SfMvFmXu/Vqs10xJu4/gp5cIob+ITnUp/n3ZKkuLr25tcMcJZvEW+X5YDhucvI1tShSyovve0gAk2y6rHRbdnWaWMb3BwnzmPKJgmiIe16EwuBDNcriN8/BtzkU2RHGYlymkhosuibCLLl70RB10vXlCX4Td5a+vNb0fpwfIcJCA5mETJ33YKbRUuysPrqCW9RMEMBxoSpRLSK0AkF5VWxW5WZQXmlo26aqjrd1dSuxRg2E6hkdAzsgMqK+Q2YjQqauQZAk/1YCEZOkg6bkHTWwjoekvuFEaCyWXnT3SRvdXXYvNqv+Fx/Lu8Slk2nLYKmVDH4mcrjJccI4nGPyGEwSDvIjnzjZTMY98zlCR+cWyBm/2ekMwUVpHyjvUiROlvziJZr02IPOrVdjDoAMqKpKZ60PAMmbanLYix343C+XmQE1u7wnzXDqS63L+z6J/2k2n8pT2vPZjYigL7K9kYdSNut/wRSho0mnvyJvHeyTLm0E0xhV1aQnw0OKSQcFRUI0Su+vtCATQxSRDIWxt2Ts2g4EIsj1/70p/wmcT1WUaEIXEIASOUwVEFNeX0d5TMknSUlJRNg7j0qvx6Ne6Qa2uHbuIxAO4zzr877NCCDtBETABhGAFYzA+gQ7BVPoMOqOqtCFzRKASJpfDMbL0LkWnwQ+dIIEEDldy1MUyqnOpB58Pv09UvqFwyPEebHd20Ak8jYSmXNIhAgWY7TIydgPRCOqiorGCOZNGKkwLcExUsosAuqYfiethKrdJdb9gXzDzNnDfpJeac6W1HFqON4LWv6QXzZ3gAMk+/u6uQyAmOJMuZh3etZHY4EtoIPfoyHM+7HcvC7zJMhtLU+82DyFHC0nbcr9VN+RL++9jwue8uymNMuFoSPM5pcw70bvZlXN568wpTPlFdJiGTdcodywoZP/QrLYMAFgZOdXTE4RVEFMo4oCR8Mg1pqpopljXnGx9sUG/Qq5SK9wRi59oVHqug4x8LoYSnNPHYrFzH6zSWzJ0KJIAvySNKXzfQlNm0iMdV0fbm/fvn17ff1eQry8vPz0008//fTTBw8eiMmqLFMM93q9TtYmLrWYaIOM13tflqWZrQ/r9XotIrFpRKRpq/Rb6vpYHY9VdUgSgratY4yl4+QoCABlUSCiRBMQEXn27OOff/7LX/7yl5999tmTJ092ux0xJD/3s4tLBTwe67qunUMVAUjlOGiUtq2TrDE2x9vb29vrm7quzWDli92uTG6fvlwXRXF+fv7zX/ziV7/7/fPPfnZxcZb+ab3eApNz7my38hibw83xNkh7kObQ1PvDzfvqsL9593XThKapmWy3LjwixKhtQEMAY2Lnu7QDouRqJp55s9mcXTxg558/f/5P/+2//+I3v3vxs88fPnlCzABwdrZ98eJ501T/9r/+pT7utW3VQqz30h5UKgu1oqDWnuN6zZeXO4lWFMXFbtuXBaZRTJQxCcsQEV2fyzRULQ6TIw4WRVEUfrvdbDfr0vsuzUK7cLShxs04XQwjf85pZPNo5x2rl3sxsFmaKDMRk0W5K0J6/ufcc3KJUjhau7k76OIwaFK6EeGirjuJDHtw0noe2nIgxCSmeQIGTqx976naF+uYxXgJmcVMd/6WSTo1kmMlHj7l+B7MnEXyY8gDsifYY/6DEwPJXMh0jzJ+lBKUFeWT0+wwHBjbnKTBu4GyKZACinE0Mi7c+oxT0W1msfNYqqtDaGqTllG8x8KT90jc5RUnz4YO0WDobfkS5tyzJakLZPflCevLw9m7ML0U54h9PBESIs05qwbUtzT5GiHtFZoGZDBMG6eD34HYvAghDvh5DtBNevIckZ53fblH5RwEni+6D1FvpuB5/zbvrHBhlIuop2LLAAASDWT+q/MEhfvT5xedS9NP9SkLNAul4FlyXnpjjw1Xloi4g+A2g39t0AGmozZNfTUOn0+zOctpo4MRxjjYe44MQhf4C4PNjAOALkM8eXkiphQ9AJAkRGRk1hhUREijE5LEXUImNepYrqDWOXWmhiZt+L3fuEkfqjKYiyQz/TH7AByBZ3SYLCWR+8F6lvFnMNi6mIEaEXZXYQj7UDACHG49fpgpPX0AeuSn67yTm6gaJXVxAmuTJLaPehtZRmeAEvVTwKyxj6P3Gg4Ligx1tIKArTfzZFDoNs+Rrf1g+a5qhi7db+tcRUETtNvx0QAAwbOpY0ZzEAISQQjBxKQz8pBWxSMJWkQokBPoN5EkdGtneG39dBjdT9L4TdoW7dG8k6UiTvmMPy06+ffq+obpbN7+Kd7d+P2ICATqSdeEjARqCH0MpY20dDzJfMve3NjP57CPG+9MUzRL8OttVD4obLiD/wA5zoyz5Z3TgUahlvd2fVm1hPfEVSEsOu7g8EYYus3Z8306+P57PA6x4KrsvCvWzF4N2ygSm6ightEgmrUKZoRAii4atQohGpIkkXeyZDATk9C2QUSYuWBXlmWKBEBE6m9XjFpXbWdD4j2zAw1maqLJU2S/379/+92bN2+qw9FUz8/PP/3001/96ldPnjwpvAemsiw361Wy8egi5rRjZIkI9LnVqVXYbre79aatqla1aZrj4XA8Hpumapumro9N01gMKQOIDNq2ZvZpPI9IMUYxKMvy2bOPf/fb3//yN7/5+ONPHj16tNvtVuV6d7ZO46uyWKeJ6Td/+/pwuIUU8a5i2nlzVvWhbdvD1c3xeEwSwfPzs2dPP3706NGjR48eP34spjc3eyB6/tnPnr/47Oziwfmm8KuSmZks0SML4vOzzScfPbp++82b6ze377+rDofD7XXTVBargqjYrKTQum41imdX+iLt2uyd88lRW9REJTCUTwz1P0oAACAASURBVJ48+/wXP//Zz34RDYv16uPnLz797POHT576olTVuj4m5O3Rw8t3W//qpjrcvgepYzgwBMYo8ahgZK1n2axce7aLwYgoiUFFJFmuApBDBw76whTRdXNHQEWkUsvkWVeu/Gq1Wq3K1apEtBg7K1omQuSicMO9JqLkZtGvXxrFGnRoCTEsy1xzpwfoDRVSczI299NFzVgncw1hHqY36aOGwisd9XwnmdBBhwObdEF5bb0oELpfo3VPlN9dXo6LlKSJzmfy4YvfOenBpgiJ0UQnNklOX9Q03hXAOPlxmGVp9D9CCxzFJXbf0J9M2vswdk7uHjMDDTFGCMYBNKqj1doVm84sJErbttXhuL+9ro/7GCqVwA7Lwq89Ok9JT5os8npYxrooHQRgIiR03iESuYENzp6GjS7HyhYtJbvMlpkxbG7yMaGHLArSFrHBeyjBk2iNibJgNKYZo3Yws9yc/Gt69cAdXk2TZT6oNHOydM6N7CEvnQypDaTX/gETL3abeZpCZkd0p3HUZBPIIfEM9oTcUmVoyfoHW2GcQnFXZysipKfdKTl/pJ/quPHdP2HOhsydY6D3oZkX3EQUT9eQ0tWTyYTFThwNPgXcAhlF0s4FFMEUFJC6FyeDCQCwMoKpGhmaAZKlbpUEMO2uANYPC9IpRFPSJA9DIwSmRBMzUAAacIvUXNHInlBUiQGNDEZdn5qhJqMsAEy2MelFoz2wmazPM4bn9+8oEFFMT5Hf6T2mXWA8gBGhqgECO1KjPKdgsg0aYY7FDI1HJqUmxcHNaEx1MxrEWsPKTezT9M1DV3OaxPVWlmagCP0ETFI/mTBWYvCeiYDYtUSOKFnQdYz1ji4LYiIKisYGBTEiumxS2ctcrVdpnXSb/8Fm757gvg/J+mwJl/nQT2HXNOkwj/uxrM6/b9c36jps1LkO45Mu/+THcjtPbxq0npCWrHwBcdQpmRlnvw266JQU1Tw26jzZrhgNG3T23GS79umWkH14MIMwqploBrUR5Fjf9E1GmI8tP4D1wR0eBh98ndisKlr6Tla1KKIKBujRMZWAROzIxMCiNaaIVDjvfRqcK4pR1cjtoTLkdVmu1yUjJeUelWVBeKwginnioig2m00S2mk0VT0ej1XVha3HGIlcIv5A/zKrqurq7bu3b9++v3pbHavtZnNx8ejp06cvXrx4/OjReUpEWHco37pcEWPquwxOjvDpoUxTcOfcdrUuCp/2mpvr9zc3N01TNXUdYxtjtBiGaoMYTQFNgnRFdlEUjx4/ffHixeef/+KXv/7ts2cf77Zn27Pder0uy7IsOKVKOOeK9ers7Gy323315V9fv/5WQlvXVWjrtq3r5lgfq6ZpjsdaRTbrbVIG/uxnP/voo+e//OUvHz16FETev7++urk+Ozvbnp3vLi5LbFerwswSMiYiaLop+eHFmYXm1cuvrr97GdpaY0DTs02BQNGgbWIMyEiF92iY7HlSapqpqEYAJYZHlw9/86tf/+Gf/vG3//AH9Kv98fDg4eP1ZtdGRYjE4L13jLWEGEPYX1c378LhPViQsFeKwKBtpUmHYhFA2bGoGmB1PKbnJHFLCDE5rHAKLfTAjIBKhOyYGVfmmLksy7L0vRUB9EBWMuz2qXsvy5IZOzVgFi+rM5ZXkkfAvUncMLb4ox5fm6daLyIG82J0UnRONEVEOjdHWRTRLXowTP4wkOUmpS3c4cuSX4GJmPAuqmfuyD8/DFvSIeO4sx2Nae/o+nJa5pyAl3eA92xlc73f5LDHYAsu3c3TrRki44cPyZ1aVdVSLsTg5I7YIa5BW8VWLBAboy/W6Mv0OU3TVMf98fbmsL9t68okMIojLJ1zPolqNFWw5JgJODHLEzRngxeOG0JinPfOpVHOicY5T6EYP8lES1hfzp2GpczGySqYPGk21gNNXHxydmXen+ipUrf5XN9maMZckjqYssw1h5PZQc4Mnxx5Sv5MYyMkM52VcagZuVHm4fKLTkJ5Gt7EmWax8cthvNM3GPU99iD2y5/kkb/UhAQ+WS9tG4YnBEAHr5fE8OxzBVMrSCnxcGiSU++XEz1zCS4RTfaCbP524uBm7j4JlBtmOpRoiKpqziFyIA0hSJTU4HnvI0ZtYzAw64o9ZiYGUpDsqTMzUSVVFAE6yRcnMsWM3Nj7QdjpXaComgIcKRFJBAxN+yRDNWNLyyg9GSrC5EwtVXV2L5Q0eTWM7toIzCU0RTBMvuoIoN3RqlHuHj/eiqe/P/VnRDyZgOgI5s87cwEAw6nUPNFhaHgrjc6QhiQbBVNAIOxagCSPBEAgdoQEJITAjOScC963MbRR0SwGUbMopqKC4NDElDHJuqYq5R8K0txLy/yJvWB6JoiBdVLDdKkZOiDnpzB0saFhyR6hH87wXExuuL/zGXVdf/8vHPuk9ot5vPP2k4DBF/oUuQ7d7jIKpBqJyEe3br7x52Or++fl3fFYJm2/QxLZH8x4S1pKGpm8MD7gDXP3sB+XiAciEoKoGhKlaZgqOEpSSjYlRXBcMCIxi0hKN6jbwPujGTZNY3a2KrzzBGaF925VMsGxacuyTDHlzD7GKNK0bbvf76uqatsoYjEqUUyIn4P0cmrfvn379V+/urq6QrLdbnd5cfH48cPnz58/e/r07Ows9VpGXTvXgz9t52odIpxGskR9Jdf2cHHbttfX11dXVyJBYjSTbp9Pl45O6EThaHt28fjx4/Pzi48+/uTzzz9/9OjJ8xc/Ozs7L1fr9XrtXMHMQUK53qxWm7o+EtGDBw+ePHlSH6tXr142TbPf7+vq0LZ1aOvj8dg0tXNlUZYpSv7jjz959uzjJ0+ePHjwYHt2sV6vn7/49NWrV++vrqJIWZZOoyOMUQAw2YSaChF+9bcv//LnP337zdcYq9JTsS1XhdfYmCFHdUQFu9Jz23KA6NKm31nSCKD6gsvSf/TRRy9ePH/69OmTJ0+fPn+xr+pivXHlygyj6YocIsTYXl29f/3tt29ef3O4eW9SeYchNGo1OJRYG4iqhqgxQlI0mSLECEaIwOhSnYp9Thc6Q0x0MiM27533fgOF9z7F2ZuZSNQ0YDYjRM/OFZ6Znffk2LEbl1ykmVXJ6V2V0H67M/5rTs6caFcs97JfQrEGuumkgEvMz4kHjJnGuOD4N9BEZxliuthbpsUyp6EOBqSL9NS5U8scfJu/UCf+MdNIdOdgKTLhLjXgokcLZK4Yc+BubuN5D4CZ67vmjqnjOkZzc/+BZTLxmzGz1WqVt4LDV+ykSpMj6YCBJFXGwhWrteMiJXXGEJqmqaoqTbsYEvSdqiZTFVUBAGRi1k6fx8y9jLynHvR/75z3ntk7B3nnM/SlCQTLI9eJCGHE8Fy8qvlzPgxE4I7YjNH4YLa47gGg7kJrF4Moc9buPTLUfHyz+CQP0an5r1bVnq7W8WSmAPtpKWlv/f+Bym/CxswzZu8S1nZYa2ejP6C+PFj8D61UBueGOZN5xFzIBgGDelBVU++acEVmSfF6zOxc4mI4IoLeTPXUKqgMEqZhLJIeyw7A6xIOe6TJeuFf75TUPzw0LLdTQYWQHlpmBBRVRVFEZCYHJtilzGdqtRHBu++vh64GwSSPH5zorwbhD1Jve0Pk+s/sthETMHeyVT3Zv6fkEQJEVNMR79HsQ0rpu3AnAQMEgbz7H3JkhlQ9QAAGjLjYTxoRKXadrfVmWanr6x4Pw2Ee2oF2OngZ9bsB5SKtvg0lGlwJc25a4nMqgoEhcFfKpsQ+wxMojUBAbEwMRErGpIpMQCKmBGhRxETVVGIyByJ0JUE2svlw9fufSO+8/6MUgf7OZqMuYreQsGMLd9pI7NxOeifrbJg1a0m6m94jZpmZNS31ntC5ay6c2smVGHvtIYLJaTPt9zVEtKjdyEJFETkF+mhyIgLubTbTlCttHzz4N6T0gW7GhEP2AvbhTckWVwfzT0LrET8FhYkdkOakecI09UkZf12GZDd5AoBAdoIcOx55F7SHKWjBRsRUgVPuMwADyukdAAZjPTp1kcrZAM8SNS5tW26wwczJn7213AnfJ6JeqG0ZYUObJrRBghk4XzjnC+/L9f5wOFa1gvqNT5Je0OBwwyvfklZVAAvShgZrsE1bejMrodxsNn69do7WfmXvb8AMzYFyf77QNFVVHXxBZ7tCpWnDMTSRUTYrF6pQVdW333z79V+/fv/+WtVKV26357/45a+ff/xst9tt1iUzmymIOC7WRbHyTBQRY+GBCWO0YwiULmFnvx8ItCDgoF417G9uvnu5f/86VEdmdgBtCATs3CqxQUBRROJ6HZv24cMHv/v97z/5+KP1qnz84PL5Jx+dbXcPztbn52vnCmQjCmCBHIdQEWLhAAvWFV1uVvvd6qIsXn/53e3tLZo0VRVjhCiFOdJ67ba7bfHo8eXjZw/PHu4efvT44smD8/Nz59x6XZ5frL74wvb7N1dX2wfbpw42h/qq4OgUCoyxuf3zv//L//N//1/vX37B8o5LcqVjD8oAEYKGNsa2DcfQVDEEa8AbIIYQVBQxOX3B2q+3u/PV4yfrxx/tnn2yffYxbi7Ozx6EphVVDm3JnkNort+++urLf/vX//XFv/9bdftvXkVNtTWHGkXqY0yLLgYMQUMIsa4tBERszDGTc44cIiGhEkHi7SCAU3LkvHeFL0pfOOcKjs6BY2HCZCutKXreFx2TDZ1nz+hJKZpkVC4AMCZyvUf5pJwiy2iWmSaGAVVOw/NuXI1oyL2qp9uRVME57lzWwLLAM0LXpUINW6aqmho56jX0fSEimvQYcxQxM9ZbgLbmmdepmp/rbSZmEicXhyXYJ53BDE/rKs4p6cB1H5LOX4Zc6b4uzPETzcCx/CTzyHVLCcq9zyoCMI96MEcD9cf68jGdzphz2F/2JKw1VeJcP7lsoC8i2M/WR02vEWLv2EHmCwZgyWpfYkoVNSIGA1DT2GpM58tRoAp8iNioi7QCt/LurCjOQSC6WMvheHhbXb0KNy+5uqJw9IiExlgYOjVFQFARjZ6QGRnAIXIv1DGEZMlHDOSQPTlPvmDniLDoX8Mp6IiIARhUlRDZdW+KcanUtTZ0IoNhLtPqlRxyV0J9CKFHsXJ6IQ/3ZZIoS9m0fsi4E2tg5j2bk3jzD5nY0tyV2Th8VB4wOHxPaqWGD8m4nSdiZ6owugw7IkRKiTtm1qfvucWh+Sl2/MS7A02vYCQ4xRL2HlGnzDHs7DsBUBmwc8TE5FcimntBIw45i4To8+lGN44Y9jSG5A2TtrLC+S6/ijgdXvrYKA0AAYVuEZnv7gImvWhSuhEAGbiOKNuxqdLtBpFExxrFlqYsh+5uKqVL2MvtAiIicGp1Uv4dATjnVVVNPYJ5JrRAKCKEHoIiG6i0bSRLBakBCTlkohA1qKAROQYFjSrolEARzDMIBoldIYmGoJ0lIKIgRAoeoBByLZAvjbCyyMwOjFVcaEFIGdUREFL3YBMCQWI0ErIRRiNAQ1TsGLBJOzfedTv/pw5cPfXq0N8XjKpGpgmQiEoiK0XWlhHZUwTfIEUzcwRmvcyhZ7sMe5qi9DsWaLepnxifaB2FLulC6SS37qKawQb4VM0UDIyySHPsyuT+ee4EbJZM7YGBU/eoSJRqzg6PJUAIToRBU1iEGCF5BFZEg4ioCEIgoq2ltDbdgzkij7gmLAAKRTZgsIEeaWTppwwsqnRehkmiCR0oatp1PJ3PCAICdhzL/jVkqRXGoc6Gwd50FAoHY5HeYK+EkOIGtOceJr8cw6G3ssRWtM4sFQRMk56aUElnsC2cMgommkCDpWYNf2KG513w0ffvgmHeBP8HPhBn3eUdbpl2Fxb3/fHPzGvux1+EgWAwSVM42anPDOUnNyA3foU+CWAxYAqWnF0mopfc+iyEUNdtE8WQCFBV2xibsK/bkBwvMdmVEJFbIbhy5YvCA2iyuzQzIndzc3V2dlGWJXQ2GcJM5aroVQoKCqoxfQGqGdZ1fTgcAKAoiv1+//XXX4djnZDAEBrvvSKcXVz89ve//Yff/f7sfOs612BNON5utysK35fjQ8nL6/U6NrGJQVQQgIhCDNK2VVX9+c9//uKLP799+ya0QsRJsOe9V4G2bUUMjLwvyrKsTH/22Yuf//xnn7349NHjh5fnF5eX5+e7zcOHD9frtS+Kk5AGXbDGpyo/qIEMHnq3t7fH47GqKo1t27a9fyYS82azuby8fPDgweXl5dl2V/piVZRn251zrlz54vKycO7Vq1d//eLL/dnt08cPwbTR8OZ4+/a7r9+9efnFn//07t270DTr9bosCwNpmtC2R2/ctrE61k2ITR2aEEXUDGOMuXaFiEpfbNerVVF6R4XjdeEl1NYaIYa62le331W3h5v3r//2xeu/fXV99SY0Fauk+W76bwghRaWHIBpi+hVmlviZokwM7JCZuwEqGQImi87CO+99UbiyKIqicI4Kdj1TqHMkJyLnfAZt8GDcEiXmlI/BxDxnXp00CVFyz/2cpDfSQoxhorm4a9I19XQ7ysGQOZY4tSSxEXwxjb8bIypzR/gBSLzfL3Q45kloW06xmwRSLxrxLwJ3+Z9zx/ycAzlJ1J1bpNpI9b1AYciTnfNch/x2zDly8wDGOTo0v+An9NVocgEn8uz8FxXem0Tg0lzqIriJCA4DaozOkKlcrzZpr6BjW6fsmapKnr0hsRud58RuQIupbkk51L3lEnV+9Nn95exrjAnrIrK6yEZexGZz9//MVzCC0RxTTSzZE4Q4U+vNxZbj5kSHkcRdzkaTfPD7wcm7HtHJJH4eYjF0g3eBh/PLyEy5LnSGLU8m3ncy+hbJ20n9O9yOiXPsMCRK1zzRBMabGA1oZ3pvDwMXgon2WIZ8GoXRYk+oIDmXb2XJf6s/i6mY2frlOdkxel4oDrtu6utGbltGuQA4DR0Gp5nURPlCujg+s2T34kwVyEgtqiigoZmaQlQjxyCCqZ0c+L2Q1WB9uUydLTzOecXdVg1mqkaUML1ECKTuXwSBUUGxc6RJj5cO+w/CBPPth486PD+WdU5iJqpRo6QtLikqDdVUEbWLs6fUjSFNdQd0t4HQxGJjSPNTMBwtij5uRIeA8sw7KPeUXtBK4H2Lrp8r5UYbhmkXTLNgJhIiEkkJjsN2ZCmVsSGDhAH1MsxkLWWDdeMkansEwH4vb/z/j79+Wk+ak66vu9rDy3IJoPs7af+WWajZA5jHIIyYIdM98UP6uiXXynlU3Y84i+lunpm8fU/oNkPD8RSosBgYbVmFsXAkABNlYG5MCnoPHXSZE9VTPmKMTSNVXQdRcr4o1gYgYlGjiKTcVEMmSnQiAiyIMUgwBHI8kP7rqir9qubKM+F6xUQWIzM3TVXXSZPWJ/M6FJHYhrZtzaw5Vm/3+/1+H2MsmQB1d7a5vLxsJbZte3l5+cmLTx49fnB+viuKwlTqupYQnSN2BTEjc5cKyEiEDojJH/VoVdu2LQGqxsNxf3Nz/W//83989dVX7969q6qm74IUmZCcqSLDuizTcMWXxWZTfv7pJ7/91a8eP358eXn+5MmTi4sLZl6tVswsljzvAAgVFFVMxQBiCNK2bVNfvX/38uuvXr96ud/vY1v3r8Ne64+4Kla79W6zWq98gWpNfayrg+PHq9KHuoYYL8627XH38qu/trfv9lfb5nhs6v3h5t3V+zexPV6/fRubmgA9F2ikBhpCW8Wqqeu2aZoQWolqEhMJh0YzbzXPbrUqNpvNmjhU1fWb7+Jx//jp06Zpbm+v3rx++fWXf3798ut2f7W/eVfdXhFI4Rhh1PI1TZNa+raNImJRcnKRd5zSAalv+QgQ0ZzzheOy9EVRrMrSe06cq5JHacWJv1b03XXf82Be8S+Kghabh2FlDbnqQzE3b5+GfK0JBXqRLTlxSJ/3k6MGoxcDT6IIcs+MnFQ5VKITO/gh8zr/1yFgALKk5olb76T6nyTj3UW8XBSRL/ZU8+bqLklkvuGr6V1dH44Boqlt1cxpc7GLuIeDOrnmDt28+Jv7ZPRm6JraWmImIgMHlBq5AgyIi2JVrsoNEqpADKFuquqwr6tDDC0ZEDMna3YQC1EtMimBeRxFjWvK0sFTf5XUrWm2MvgxDm+VBXYr6lwyd9clmqdudD2D0sQStn810ziNfaHrm1/DU1t+L8Nzsi4mD+r9CROLgGG+7nIId3EPgZmz0biAlgGimQhxJ/dijsxPto7JImLAPLp9HqQ5tNmDMG9MwjyJM5Es9YddOESW1pC6viGbRFNFfmKTmqriLIPeIXb5KzCiEy8SXAdV9pyv288pDKCDRPoDHrY45J4IoKpIBqDEjJEQMYqRkmJUVCNO9pnRYoqAEnOgKKqUlGYdZx/zkLlRzz8bS52UbGqKSkQmKgnVRjVKchAgIEt+Lr200JDScpWuYrQc/BQYokG6B0dM8yvc9jNNxZ5MHgUAo2lEVPTqFdTusuwakMOhxJx8h+Hs+5EmWonuIcRhTKnYWxxFlXlhOaSIdXdzPvaY78PWLW0PKGnSa8ZkzmmMUcRCCNiGGBOqrIntAaJAiuRSGCAAAHJPz+l8SDF7ldjJxOYnJIT+XXq/ufjrx/Uu7ic/0fGjZj/ixHIy5w/F3+4BG/OkyyWEbQq1LQhO7I76YC6ls1MvPXLRRMh9IyYh6QmmOwlhEeZW6TgahBtO449P59h/eGaPDsuRyndVwMPYKXV9qhZjFDUqCuccs+t8vVRMg5kBoQKIGRmgadu2TVsnARuh1VUbgpRlEWPc728AdLtbsyslBoAYQtO2dUrjTL+xPlZt3aTOISF7Nzc3RO7RoyebApm5LNdFURzr+vr6erValWXhSldu1tvVChHX67JpmrQdMJD2dlIp3CyxKhwRoMYYm+q4P9x8++23r159+9d//ePr199WVRUkKiA5z8wJ4otBe4WVIuJqVf6XP/xvH3/88UdPHz58eHl+dnl+fr7dbr0vDU+1CKCJqak5Swmk8bg/vH379uXX3/zrH//nn/7lX29urjS2KWQ2YVypjidC7xwAaIixrg9gpvrW+2ePHp1vNkgY28bxqmSSpv76yz8iYlNXCEoQY9uCRrDgkArn67o+Nt3FrI6xrg4hhBAVgFLmqyqoxlPStCk4cik0AVDaprm9ff23r75+/PBi7Zrq8Obrv33x5z99+cW/v3n1FZOtHK4LI1QADW00M1GRGNO9S6fTGXcjcJe+wMyc7MBT3iolQgyhIyoK7z2vyuTq6pxzRDBMBAYXQSL23g9BZEM8cT/UpPsl3Xl7QEsDtuVF0X2DzkGDvOsbF5EKS8lLi0BfWsRzNdSCjf5SGvtwyt77eS0VY8zd7QdMYDG5Lh+WdfaSWTLhpBfKR/uwFAUxH5Pl06W8zF2sPxaSHvofnPSxi43lXS9RG0s97xFgZEYjJyULYsrN68QH4w0ZEplJQRDMkNQwiLRBmxbUF8RMvijKNRde1NoYQ13Vx8PxuG+aSlUdg0P2jGjD1EAQiRmZcGJ2YoN3RRa6nf6384adWUqeLhfZRBY6IX0sKjAnbeep/TCa4HWDpx/cEVewCKwNQp0oer/2aeLdAvdG2uY3eui1YJySNwcS76qe79le+p/VAcWCu6EPgkypMXZYXbxWDKdvGJR4E1Bx6KJnsYSaCBEDME6Uy5I5n/wTuV7uQycHkT5+bRh1jada3Yhq6PqyFkZz4auIiOYa4IWevyPEpiiCdMr9+XZ5JYhEoKqAUZUM1ciZGUYBNTZkQwF1QApSKLXQhUBAF9EOaiads+bI5uSuPOdODq6KiAqYXmoKqoBAlIxikqtuukHUG5+YmST+fm9yn0C//nIkiDJB3B2s11nOZXrYCCimQTWBh9Yxe0FUhUiITOgUMzg6EZwEg2OWbD2Kc4CUS29LvRkNMMYpNzVphJDMjLMc6xHOkL8sclQDRgyXvi3s2sTu7mJfDwMQnQaywQAgmGE0A4OYeKqCCApEmKBsHJycppnbnXYrV58ld5UshuU/pcebvEzv7JjGRozTA76jr/7BDE/FOzC6acbVj0cJR2gm/si2tLNRGsRqP7aRv7NisDuxxNmD9QNg3EQTHjEi7qlWYcb1wns/H3ARooTMKXT6MrNuWxeREFXEBG3F3hWenWdmBQRSQ0zWwcFERFtEBnaO1uv1el1uNiuJEXFPdVivV2QQ2vpwK1cFrzelSDgebm9vbwlws9mksjMZ2R2P+xDk6upqf71n5ufPX6xWK+fc2sN2u93tdlz4qqqury4BYHe+e/DgwXa7NVM0KNcrXxaqqtKXPqoGYkYda02iSGjr6v3bN9+9efXqm5d//euXr16/jMf9odqngkBVJVpUDa24dbHdrhLX0MwePXr061//+p//999eXFycXz7cbHa+LIqyZF+Q4+x9rgAgIYoGxvpYVYfb/Xfffffln//yxV/+8vXXX1+/f8tozBhjcj9TIiRC5zyDEaDEtm2qpj4iqDDtr95fvXn1+Hx3cbaxKHVdXX336tXf/vrd6y8tSghNWRTrwpvG2IbmcAwhxBBiq8d9FUSbut3v94oxtScIYIRmbGRoXWVPkEzGiAhMQlMd2v11PG4rtr/88X/U169U2rdvX7385q+H63ckBzZT00hAZlFaFRwmBW3btm3bvR0TfYiSOyelyETFE7pIjKXzzjnnqCgKn/7rPTMOjpmhpyoRcTJtG9CMZCs3Au4mUy1DU1TrAu5OFgGd98G0gxrgskX+HvPUR0REkqJteMWePo3zHx9VthmFEhZz/HL7jcUmltlNgMThAyfqpkSWG3lC9IX1xOFwsczN0yYmpqMdB+x75LlPSJUdmjompy3TTMY9Qx7xB70P/v1WLrjEI11spO83iZkALHM929hJEkjSsJ+S3bwYK1FQAuf9eles1+wLMYgaDvvb6nBbHQ+hqUgjgTlK6zHZP6RhEHCijHsiygHJE5926PfySL5kPgAAIABJREFUMx28/kfBiWR5HnqG/mn/0rTFmeDwF8N4Io+zQ6AZRHbKikxsxnuyKCc3kWjyN7YkARlatalR5yLQNHQsdz0nk6j0O7QhMN8cMtTx1HH1kzWdBZl0Rxubdt6wddOWSQfbt/cwM86Zj5zueHo149+e7ogNSjuA3AJgCqSPoVGVdkJ2jdIdjALm/jTzmVe+eQ7uL8OP9Nvv8HT3GOCppOGR2yoZkjEwgIgjILQoXiz2Xu7eWEScagATMTDj1GUBdQkIgxJMOxQ0G7gjp1RnG7q+zrmki3LVfnFpJ0JO/R4QihmiGlJSjmknriPtUaah2VNVGZiLnWqv4zlrX9ALUnK+EeifbTVVEzDpyjUyUVRDQxlTKCdRpUYJaeAT8EUnYms0pc64iHoWW3/XkhoNFpiivYka9vGkPatFdHFb1mEk2jWqNlglDQNQROgIAmrDbCvRX7tnWNhEAVVEDTpDNEZkJY8FA7pkUpEOZhaMdGpZDOH/Z4jfBxu/H+qX6bQLZT11jtPNd8CX7k6Lx159+D1xuYlmY1nBl6Xn/SBYL6UYZX3ZCTezpUEvdqQFnBNHxxyV/gRp2jVJjxUM4SQpjmUYX+H8sC1vunJXZUUbAmoStj6qS/BeyEJx8nq2gZswWLwg9S/ypTiKqb6l/7OINE3bxkDOd+8AM0RGQyJj7qYvpiZgCLjbbM52u/VmRWQhNCHGdVk+OL9smlajErqqOv7pX14CaLkqQmhC23rvyqKIEk1NVJuqORwOh8OhbeLl5YPnzz85P78sy3K9Xu9WfHl5WW7WABCjHKrj/vaQ0gbUTEUVwfcagMIRgqm0pgFBTLUNMbRtdai/+eabf//Tv3/xxRevv3t1c/0+zdcZtShYBGJUQnf+4Pzs/PzywYPtdvfg4YPLywtfFKpxt9s9e/bkk0cPHj58dH55qYBBFNmzc5qqbVCwKBJCXR2Ph6o67N/87dtvX7769tXt7e3xcKyOR5S2cKixAY0E5h2lpIEgEdExaGiOx+v3V6AQmt1u4/ThTTj85V+q999+uVmt6/p4fXX19u13L7/8q7RvVQTMqspqRAIMbYwx1FVTN+FYtYdjrYYp0y6mW5UeQgUA8M6xJ7AuGMYxM0HBiBpjUx2uX7+htrouw/7Vt18Ioao0MTYY6gICqJiYMbQqTdOElnpwWEUkmVgQ0RDV2JUQqAZWuM4KzjvvHfuiKLx3jpxzTEhM1I1IB2RpJFlyziFSGqkjyqTgXrQHHIzXZqjUncYnd+mdJm3PKbNoZhMqMzInLJkQDm7XE+3u3AgxN5kYEggnMra8FswUibCYtCYik8ZvmENNfumE0JF/Ppou1vETv9BJ7yciEzeXOdaXAjwXaH4ziCbXsC2Gbs9pKZOTGi7+nN03dESD5CyVxIMnx/CuOV0ENbW03qCNVgeshINxMObNbr07d8VagdrQ3t5c37x7fby9Ccdbi4ExEkEytTONCCoSCI3Iec+FI++caMivd1plRVF0AX0Zr290p0ChJxGDYYJ/84VipovqvsXsgb5Ad6Or2lmlZZSH0WMJc0buPJFyOGzvfI4tT8RdU9Ul8eRhm4wD8i4u6ajnIYFZjN4IA7/L83NOKFVVlTDuISEBWzg2/0xF1tAcTh7ywXF38itSDz+s63TA81bQTiU0DLvc8D3DafbaodRCDDtS78ZJvceMphYnAhBAdwBiNJmkRLGUUJ+6vpHFMdKEmkswDVMZUEeFBevdNF3qx+tsHVu462SYGVCJvAKxAXszClpHBCEyIgVEQmSRGkjBRIIJEjskTmqiXkDYpTIOs3gAOznzoqoiMcUYEQyJ+0qJTFKbF1KqhSgl0D/h3YkMJUmDl8q71DAmv9Su6VZVE+stUgCj2nA1zAywUNBoGgdmr6GBRQVhVEJ1ZF5MGUUT9JYIv91aUEXkE4gNNDRvmniVSIhk1CcRDo0gdFpF7S1JMFs4hNgZtmTDTehFp2ng2Oc0msLJ8HY06MHpPmxjNuMQ0taTxgv1Hg0wJlFJlNhBFI2II2IzD8GpeGJK4OsYAxuv5b6J6MZUCGD/WU1gDvkMf6Ycv80ViZYNw/ADMKXL+7o7gK1lsu+P4Fj+UOSrJ0kuO6pPu5TRP53GisN+d+/4GSZqBECAu+MWFnmeljx6rf9dOD6aD2oauxHaiZA9VBIjoUUKIUyb+5g2lhrIbNqXo+ianIeHM8uJqZPWeiyuOA0mgZCZ2XOXbx4jx4DsPLMj6vif/bunIAINFrFYl+tyXTFUh2NoK++4CdExqbSvXn3TVAciqNqjiaRNoWkaR957H0JQgfV6fX529ujBg8vLy4uLi6JYee8vd+vNbleWZapyLkSvN9e3t9cqAGbee+peD+i4gFBHCTHUahEt1Mfjm+9evX379uXfXn7z9cuX33xze3ubQLaS0a8KRTWlwpebze7i/NGjp88eXD5crTaPHz/+5JOPd+dnIbYAul6XRVFcbnbsHfmCyKFBctEmIrAIGmJ9e7i5fvP65Td/++rdm9fv3ryMMSblOGrwoA4EpC0dBtJaWjBinyRqvNuuPETH1rb72+s2NNfH2xXGw/n5Wdi/efllNDOLIUoAgBXHQ5CErFVVlZ6Qtm1jkBCkqqpWLASVHkaOmpxLOvYXqhCRY4ptcESe2RE4pqJwm5UrSy64WfmWQep9vSoQGE1aBhVpEQQRo2lok+EWqWoXimhGgFlUugEaoCGBJ0oYXeHNOS46s5bOhZ4QnRsqie5NnzSxvlilm94XSRCjEI0KqaEySwXTpPadh3F3dgi8YFI/wBeTGLE5Dy23+8vlkZ1XCo4IS7k5+10oRL4jncqgcfeYp5/N5Vg6A9CYeaab7iCgoSefdERpNDBc0sw7ZMEY4y4NpOuTG3KbnJGJ/Mxj5rRzZrb480aOstDwzOv4Q/KBcS86v3SLTUJe+Eyi2MYZa6Nr7pwLqhBNIjSix9ZaQ2HnNmfl7rLYnAOxxhja6urqbX17FaqDhYYhMAJDBAMwjaEhAmYsC7/dlKVPKmXJn8bEdl6tVmlj7LG+yeOa0qox77JSDF0mrcB5cv3EumbuzTPmc2acXqNxd21zWCxvDBYZpAPqnq+XxRYx9Z+L3Mu8d7o/ZhMRh0j3CVS4qMWdZC3chQEmdaeZ4QlaOR3ngMQuprPkXMfJTjIB+e/AOXWCWKYPyV1eTqegiN2OSoggqiYRAJh8b1BMACCQmkATiZOhACIln08wgCWLuNHOCaeDX4jVsQXV34nXmiyPe9qhgoRWFAyAVBNMxIRGpAkxdUzM0bETEYgcQgwhiCbDFSR0A1o9Ynz0/z1dZ+6BENWYggHpZK6DgKbJiiVRQAn6AXwQiQYiEg1yj5aE9fXx5SaqCpZygA1BgTQnyRIAQDCJlt6MA/wAAqhRUiAMiIEzVcgrw6Hv6ng9/aPYTQGCAibTnCTUS42Gdo74hhO63wCVd5iQEQCo6EAWzRW53IUBpkZXrXcDpsz6JRk/pZUmA+0TE6qoqsCOE9sV1IjIuf55KHxnJRAjxChNbP9f5t69OZLcyBP0BxCRZFV3z+hud+y+/7e5f8/uztZmJK3eGkmt7uoimZkBuPv+4QACAUSyqmfudkUrtalYZGZkPAB3/71yzqpoGCQFwAU5hrBgJCIzmepw6gmg1hFZ/9eifCdj6/Z/bGRfnsfjPmJ4lmAU2H1Fh05P8asO8ZQncyLGgHOLKmewdKQrMAAK5wqNsu/urnemZowtveSEIz64Ypqd5DLTzm8p49Pd5BN78LC7Hoelbe9U6y8ccktmzUyf4XS42F6jgxz1FnquLXRuz+HZboGEuNvGdnNN6mX9MI7w2w+3sTGzLgsYkUgyUc1J8hYQmQMiSXZKkE+l9MPzd0QUGBHk9rb99NMP9+uGiN98/BYkq8D15fPf//aXt7fXuJS8WzNBI0TUgJosIIbL8nx5+vjx48dvni+XBRFFEhFpUYxzSjlnXdf122+/NdHb2xUNvvvmA4YAJn47P6/xb9//8OnHv6XtmvNtu719/9e/ff+Xv/70ww+3zz/I/RpA1yUwIzEQEcYLh/Xjx2+//eafL5fnbz9+8+233z4/P//Lv/zLf/mX//rx40ckyHkzs2UJSBE5ZqC8JVVd1zWg3a6vmraA+dPf/vzH3/7697/779//7S/3t1dvAkwVzNjkLknyxlSC9SKREREaMl6eLnHhleyyciCVfEub2IVvb58WznBZ18ggCiiBbbtdt/ubCm53eXu756yqmvN927acs4CpgqgCA5mJmZquwUOTwPE0UAJQQo0rE8IS8LLEGCgSPz3FD0+X5ydASBQgRPBYEyZIKRFaFhRVAcwCOauIbrc7Iq5x6RenirAFy2ImdGFmjDEsEUPkZYlrjF6qhhA8i+8wq1ZDb/YouhwQYa//JBczN0BCJDAUUTNV1F14cMAlaMZ8eDc0xn7mUquT3lrQzLRN4oZOY6DV+b/makZXptH1q5V6h2IRkQC7vsjf7iFpPpuMm0TpA/Z9d/fAHJrGKlDTU0sYj8bpus2mxhmCsE+lRwf+RRcX4Wdg2zY49ers/z/tLVlD3g44YbXX7+1VTxu/HnCYCas95bU/1HNVp8gQXj80/If0sxrPo6AGARhNo8CyLk8hrkCsqjlv19eXt59+3G5vOd0YJRJF1gAEuqnmbbvFhdd1DcF/XphQrWxPPtdwDDzG2OYsc0RHfwZ6PKxobuvBD9hX5WbT3Pt1vkEHV5UdSjrud371tRiLFamWAXrqAONB2FH+IOrxMelB6fnqaJcedmiiXH9Z/5QEid4Jpo4NWpPpIR/Q8aGWrhvcrSYnM5VyJ5gMQyI/t7UQh+EywVloZN/cDr1fL8xrmS6zYPXUfqlPgukfbTPz6rymfRMjWjVMLriNZ+6JuW5NKqQ5oK8hBMbC+3B/LzOjjo7eltZmmkVMTabovlxOU2o8z4Z7lGvUXQoA2FL2usbUdxwDVQIISIIFKwsUMGAmilingd49qRqIIjAHJBf4jdpRxj2iM2upEglQwKiY0nhTo17JlMMo6JbjoiYGWUS1BO6V9/dfRzSzpKJmQJi1ZCRo5YKWNlqSm75k8KTvkgSmgIpcWKIiYEo1Z/34vAwq5f2qdWxkrYdHhWdbIzf6tBX/Xa3UoeJP0afmnEzcXIzB1hbMLhFRYXf3YUDF7r5FYOasAiXcw/oMeie7A6ISGiEDQiDZMollddIySRYBI6IlBLBDaFCRIFZNTglUm4wtz/aUHZ88FRdYpz7/EvOxYyASQr3PH6gVYC/j7bxBIztTQauF/wnd6uGN39V7vHNS3qHzNwVaP0rsZGynChE76H06Mu8es3kgeXb5lzgShAbdI3c9M9oDePAgWjzyK2kncza7pFMj6dNI9/qAiQ8Uudy65ecb2vfI3+zRvIGZA+caQ6Sat+1+85uSPYnJlCGbimoGgJfPP1wuF8Tl9nL/4cfvf/rpJyJ6fvr4KeW3t2ve0vfff3+/Xk0zWlQvjQzMhIHI1Ov/y2VZL3FhNrNULC6Jl+2fvv0GEWNcEVlEVIGR1nW9X/N2e/us8uH5aVkCMRPY28vf//rn3/3pD7+/3V8QBCTfb2+ar4waA15WDhxDCMxls6fLGsLy8fnDt99+/Oabf/6n737x3S/+tw/PH3/xi3/68OFDjDFEBriIJDElWgARgaoRooEJWb5fX//877/93a/+29//8ueXzz/odo+gSX0E6NlHySSBZjNhxiV6JilRWIhoWZa4LivREpm9H4aMlkyTyabZMpCJqomZpbxpTrdNb5te77JtSbVoAdSc9SiAwIXBDwAUjKszRKFDMxgxMtIS6OmyPC9xjXFZw4fL07pGxGuMFoMyoS+PHpAmYin5caCYqZAYhMhDFpwvQBiQmWGJRPT0dAmRY4wBjYhiiK7Qa7/YHALKdxiZORDDHueKp/4KB62IyoCPzbHm/RT/9Cl4J1N1oHe+E2KuD3aPfTzc68GqZveYvvVQ4tzMLSe9H88yoeFcDZIbODrEIGJA6tJvD/y3E6dHptPzVuMruOf79ZQ2mwCZxrTZFys7MQK1EWd7uDLDo8Zyunnmsz34ZMCZz+QeAXKsFA1I1LLoPcM92yaoFGm5cLwYLyqQcrpfb28vn7a3z5Y3NkUwBiVT06SyqebAGIiWEOLiC1Xx5PCysg0XztohO7rw96iLuqy0NTn14L1GHYN85kfp+K/n5yRLoikgaocIOllXH34wtN88makOvf2pce6jeflwF52CYMOc4tE4+zCAPr4pEZnirGiFmjnZm/LD0XDlSFilgRG986K7qcr8IsfWEYcnq7dx6k2VO9M7z9GWydnBm+cdPuqjPofOHOrgeD+Hx9FAa7dr/sfBCKomEmMTE7buqMgHBKTGiHt54KpCn7ZItqyWxFTBvTWxjOWRgJdAqCwsqpRRQAEYGbi6sHvsJbbFpeQ/d9dZwah2JgKKDqSrgWE3pyMF8SdKXHNnUI+wNQXU6B8u1VMzjwAtKRRa0x1KKJUImLYmEEAdibUCyHlqRclwUDwKocn2qpRsJ3ORdeiFFrUXG9aqEtm/X/5qLmiEQTnq5WGTqR/SvalbRXF8MiuT9mhUYaA48OfR0w/rWLDEpvbzSgoczKc8CKwkZhmS3z5oKGJ1LsojFaJAfHsc3z/YFxYd6NgxkX0tOAe9m0tLJG+9itWzrP/RrIhHtlc/iwH6Tsk1r/X1AurU9Z2uv/h+22m9gHr0z4RHOu9yS757LvCY1kBnTjA0t4SD+edcRJYfVm/PGjmhDnGPe2EnqUd4r2ZqIAyiqCEDak7pfjU1RjLeCoNLMuRNczaz13y/vTKibdvtentLKSFQut9U6e3t7eXz28unn9L9imioxMV9GdgQEZhoiXFZlo8fPl4ul8vT4nFnW7qBEWr68cefmKOTTQEg5y0Sf3x60u364w9//zHn77758N03H1X17fryw59//fvf/u77v/97ZLisTGCimUAD6Rrxw9OiuoQQkLl4l8flcnl+elo/PD99+LA+Pa9rYA4QIgcmAxWBEAJRANUkmYjWQEwhb3e53yVv6fr6x9/825//+Os//eaX29tnlWyazSRDANFKgJT7/ZrzBpoDgUWOwGGJISzA5HhXcEV13kwzA+ctpnwXiZLNFFVEJJlZvm/bdr9e8/2+dUNVUDAgBHE7R6TQJdcplTLLAAkRLQaOhDHQZV0+XNbLGi9LuCzrGiMzZ9hiAGIzEFNTUcepUpJtS0kMgKwQMyguMWAT7UjrK5hDXDgQhxDWdWXGGKNbETKzMzx7VlK7DyuUQUCM4sHBJQW73q7S/+LAbuobm5mfuVei73Aqznwm2sv2LNB+73nfP7Af1Y9cpg5GOO36xlcmPO1F+1Zk6NzmAn2gPnZFJ5w5ztsA+LRYsFn9NaefNUxpx9mmotnOvJTn9XY+87B7Wp7kmg5BC48iMU6D7PrJ3NRKWQskqDdG6RYEWTQnsSR4F9iUOa6Xp2/i5SNRVDAR2W5v15dPmt4gbYCZyWLhnKjnzcQY1nVdL3FdI6GBCJjWuhQHUsZAyOypzv5IVq+FWdPYn6v+ZrSeJAwPPK6bYUk/XlFVZPFZ6D7IQOhD0ptJ7GkWiJkRjTrVd0SbdlQAzlfzUVz7MBiaR1ezY0pv+DQXJBx9yMoPHreD+e6jucyjNaQnrre1oldLNk4sEQHmUsbYyEFti62HSU5PAZvl/bR4y7c/R677xRlLLIsz7szw0qyeAxcHQe8AJZkpEZFBC4Kzmlij4n4kUD+Ex4eYa+RUQUQlm6iVjHOk6pugzNGiLUYi6K5i5j671rhdWh+KojBDG3XFioBgogpILofVrEbePYICmeUD0CeWTf0xEbBCiYTKi8YSkadQYxIRxErEYIsYyCpe5CntEzEAUYRsCNqCxWHENo45KP5epaX1ZaEajQ7F5WB/j8A1stwGjVLHfYPp9j0fx+B+PNCcNvuFCI9jwdL91BbHDRzIOxdkN6QBVFKu9qwCaJol+20AAMLe8gkZEYYK+R2mG/CP+1UatFHHt48k3m//zrG+XkP/lWPv97u+r/mt+VbbJZZf1yY2KmZFbbHT9cFxqPCFpL4pSNSG1ggm1/XeH6kXQw7OsHSG9bUjwYcGdjBnauHJuR0FBgh6eH6O5nVw9PA8iU+tYAsRMQIwogKagopsdwbY3oyZNQREFE05JW9FNrelkmwmxPAU6X5LLy8vW8q32/b58+vr6yuAEjGAEXG5ZREYiZnWGJ8uT+sS1nVdo6NHfp4UkV5fPy9LuFyWbz98DIFVEckC4fPT5fUn/PFv3//0tz/9kel2ff306dPnv//x9e0zqnz7zTMuyJEpIyAS4BLj5XJRBWRfo01VLQsDMppqlpxeXz/lvH1n/5zSHdHc2DOlRMhLXA30fr/f3rY18hJAJX//1z/94Te//OPv//v18yfTLS5BkqZNU0pSw+49xc7z8sw8pZAxcIwxxJWIjJAIUSmlLd1uphk0pHWV7S7ylJIRQs455635ZL6+5ZyzelYQlqlWCT1H9IJwvx+yCoIZA2okDJEc2VtjeL4sl3WJCJFDjBwJDRKH2jaIm22LKuSc05ZT8iF98FuIEWJn01B13gYAS+R1cViVY2QOFGNYghuIhxLa3ohARJ6x0c+JVTWUG3VYXvybMmj25rw131xDCPP6Jl2PdMpEOGWUzRP00x5DTAeRUm840Yq2OW96RifmtbTPRRggnX5dmvMJTgjzU3P7Ttp1e8FdSJnltEH1yzowYA9hgFNLWf4VD5gmTB6AgXnAhU5j2Qfmm3UeA70FzheN/t9BFAePir0ThpBBk1l2/zmKvD6tH74J8UkBXImy3d/S9QXTXeXOCByQCdBESSIyIoUlrutyuSzBuesApkak7uPpxM4Y47Iss4NLd73y6eLfmC/vtBx9Ysc7P9kkq4OydEDUKYbhjm0I/+lzNLjXNsbvg+rlpAkZ7vPT2ccj2PBwUx1j9/qnZjZc2UEwPRROrb+lbl7jErvTMIxHD2z/Rqc2M/vC0oQhXCrl6QxwA91dwtbd4ezNmoA3H45lWYXXDu30LsyhYn85a6pngtLE2Kqj6g5uJStpFY2O3gb3jSYKVkWqikEtkZABkoNraoam2ZBAFRUAhcAYKTKKAKiAOmjGhud54q2qdrfMUmK6LyeoG/uJf6OMOUSLB4w7tbjhHKhaNgUrvVZqgFszPgVDRAVTI3WvTCysZAXwVk0ROrNByyJCAEQOZBkhEQFTf4+BC5iwqbl89mB7rYmlZ3BKpON90Inc3EGnvEKNJSMic96AnogIYIrncXh3X+fb1S8QYDmQOgqkY31bf4MOvEanJSsZGJESOFtoMVDQTAqKhCZqomaWTBEwgwUrbFFCGsK0/6HD+4643/vczq/t+h61fAA/zyEUHwzLH+UgPTqOr/3mV3yW3ZnuXYPWuTs6LQTfP/K+cfoag9N6XPvZsykJcDZjmOu/45DmS1GYnV5o3uQONC0GzVpcYqUMjS0nIRJmKNExuVI1IMa4REoqIpJzkryZyu36llLO2x1UQghIsJNF6opP4PIPH5T6J1IkQ5cTEOTt9vr50xKIQJ+fn5l9oqMrw8p2f/v0+9/95uXlp/vb9XZ7CwyR8el5EU33TdECIhoqInIIMcZ7EgVQ1VQy2WHbbiGE5foKAPF+vS5viPb3Hz48f7h89+0/U4g5iaLFuMr9BUXS/fby/U8vn3+4fv70/V//9O9//H3ebpqvJllEUpYkKoAutNu27X6/b9sm/nauD0RkjhRDCMFq7GlK6X675/sdTAJ5m6dvb28xUIHatntK6e4mLrc24VbfkImACENYmNnprtVOUkFzQEAET3Jel3C5LE9rfLrEyxKWENGU0QIxMYIQLqsP8rNZypqzaC5JqQAQkJjQLVWKSKiNnBCZiTkQwbLEdV0DExEtS2TmZXFTFqpyF61mdOhWFETEFHeNjVmbm/tgsQ16mki9R+h1H81iXwc2XU2/r6uNvdNc3E8Olji0CR5i2b2OP5IAOXsF5H8c7Ch/PKylhGhQ4QShDlFdpxO38pwqdq+8C4yJuIZS7CIB7abt74MeZdCeT36+95CYy/HhO20xyTk3LuLonvKgoTU84V4MkELPBP5KhshppT53vHPITfm+2tDGzDhP+xKFrCSqYqQUiZ+W9UNYnsVMsqXtfr++3l9ftrcXy1c0RUQCd88TQiCmEMK6xrguMUYmKEIdIkb2rs+pATEWP6SjJ8qhZprHATV18HxkcIaU7nv7cZ7S/xa1rq92WVrUOJXQ2UREcJa2N102Onrk4CEWZah4wkmo+gwlnRY5syPoOEU9UkybGuq069tvEtC+Qu2GO/sCgoFHgR8CHLMlBrEsHFIiaPBDOgyn4BDO4fiIW5j61KCgZFVNVyVm7RNRm2WrKgCe9sbt7aR6j8B0XzU0qTtX1C6Qm5a0s+Sh5o5ee3R5dSOrhskuXUAscR3ozOSQVdImaMCMwSizkoGJZlATVTvY4BBgIFAFBQExI0Jlo5Em5kAfzUHttUkhJDVQhFwnLE7VzEVpV55Acai+RhcCQG4vQwyAuYS7s/odAGZIvkTqzkwxw4LpOWmrLJXkSBd6GiEgv4NaFV33Qf2luiNrtvP+rL5plVC64noHw7HDbQhP86V7BKWR59wGee763GJDC8nzQQVL/s7UekDylyALQATISGYgLEI5Z7IsxmrFW9cPWUlNEYIa9WGzXRbCP3jzhwbvAlg/p+v7GsXXf4LwaT8XNnzU7PVDOGuBj9Dl9IF1wNmD8L3uyHqDFjg6jz18crBEuLQ+UMz4GPb6xRP4WFM3YHd2Os9+VO7YvqkP53wnVb3nKT/pvw0KYQJETHLgRckEfTRjXHMmsFrssqlZVhUCDQim2USRLIQQIlVKjloWQwxU9NJohj5LQ1TLqlEkMaIikEFK6fPnlPOmmgF+8fEz+6kcAAAgAElEQVTDh0AIJi8vf//TH3/7u9/+6s9/+P39dgXNqgpPT3FZl2UhwiySGCOxGRqCIolhVt2SJJUkOeccfblRBdCU7vHy9Kwff/jx73725P+wX/zif48xqoKIRNTt9vK3P//pN7/+1z//4bfp9hrIIN9dWp/Nbtt2v29Jspltt1uD5tznwE/VsizQ2ESgpppVROT2dk/3u+bMBJJt29LbbRMRRgIsmGFKybXyBKZas2sRKVIIcQnsWFkgRy99y4asQMQh0LKEyxKWJT5dlmUJa+QYKBAwMKExIKAighiZM1M3Kb5n0koNCzU2zGPwtpwrPuzhCrQUhwmMxaQT3Vs+xtjs7Po6tSkQENgQ6p/iHn7ajx3vW4VObvcoHHxYglrXN2BHPY9xEPPMleVsc/KIYTiYMRzeFBAMB/InnDk9lEn/WQLEqXlDL64YoMVT28BTQsHcGw98zrlP7vMheuppJ37b36XXJmmHObTFu0cL4Syi/RGftm8GeiLxqSywBzPHJlCL3Nr2EGOs0AfCnkyNZnDbNItlMVEiDrg8cbwABlPKebvdbq+fX95ePsvtzdItEHrMGJg6oywycqDL5UKB/TELSEDMTtwL0YG+4Otpfeq6a8q9C9FwzyOO/JI+Sm7O54ApsOQBpFboG8cWXX1817/LbHZyuqMRjjEPXyxLDtSbSfw5q3kfdX2zRrc/1Hl+PdzejWKgqq3X6m48bT1Vi74YjvBRP8zEcxThfDM3U82RRGrUaKJO7CxWLszt6PoJmoDvyEjIXu6XSLkx5rF8qjaAHoi1PW24nOqqrSIi1P3pc3tPVSUycW8SLKwBbg9msU1BNxNCq2kWghqQAcEgGIRACmaQUUwhg0F5uI3Q1BG/gJBUtbAAwIz7YtWX2eOHLSfI844QDMAEIKsJGrobilb7q0p3VIVs6uzs1vnocQHUkhMOzvBsdv2yXwsCRO2cAD0nHpE9SUad9QqGqoatQi7Z4zYa1O97kO4N2y7bc+6lF5OVW+or3sHKuLkY2oFPZz2zdH+pKtScuGlQqr7qotReZtKitVvc3V/Nm353cgFCYgQLqkqBkQmTZs4mQmbFJ98gmRGA5sJRWThgnQijfjkk/X9Bj9d1KoeV8OeEo4f+x72kHulDfQQc/rzg9ceWITZz97/q/J6xPfu7ym8lz+Huu77iEnlaDdjQ5wA8iDLHyYu2h0DxASHTEAjwnS66LiE2MTzPIpsfy41OSkyQLvq5cbjr0Nf2rZHQTvlsJcywUAUNVVENTNEVxioGBooGQOgOw0SBiIgBNW+aDdEWLut3Jo3Em2UCdFDE6zet60UxHOcSO0EAqpJSUjNgCmCGTEQBMOd0vdrnz/HpEmMAYdyur7/61b/927/+v3/58x9u1xc0YYLAZWNTQOLIpACY1JLKljWLJJHrbbveU5K8SRaRRaVtSLfb7XK5mYlA/vGTM6nWp6cP33z7XdlpTP7wm1/9P//3//X9v//J0m2JhGQqmwGKmohk1VuW25ZFJN+ulouhWT+XZS6p7iKSknjsQc45baYiTIREApiy3m73dAciApWcc5Lcdv0QfdBWFD6RSuqdTygZDAwYjBCQwsLBAYTL5bLEEALFBRcmQkAQAmBCAhDZnFaXhUVERLYsIkW9E2MMxJHdyUHNhAAITL3PDCEQh9jkRoSIMUZEW0JYl8hMIZBYYXXWW5G85kdgo0JrEdk95U3Qy/yGJPhHPkYdlNuYpxWlcyyYVqrJ9M8vUA8RvK/3ayYQ8MDh/bRgnddA89TEyRPvGO7cpzbjaak6eMGXOrVjf/W/1ZhvQ5Ufjhq2/iQ8crkYuk2Y5IsnlNSzdrrx4XtLrdG/vnPdeKdSn2+D5rf5CNSaRwOdI8LOFWyfpS9kd2s71S1BVhVjRaJwWZ6ew7KqQlLJOd9ut9fXz9fXz6aZzDyT0GlpiMBIMYZlCXHhtgE4Z4vRiIBj9IC+GKNPWnrLnNb1VeFWOPZp54JJMwMsrg0DEHfKmp6HIFXiiHNb5eQ1mFxAT6uF+UbqL24/HTj81nGs04vE5nHMnG85g3WPiN+9udF8E8KZHthr8xYL0Z0cyqanA5THJn7jyKNff07pVIfv7MgeTGhha307RXQF+ur2iERy+mHNLCCmlPysnev9unWgdX2N+NfdG2WwSERoqgQeCNHsH02LmYqr9rg12P4wREpZATWAGYjbjrqAjtDIUEBA9wOjmq5qhgbSzBG6k4CI3lV0/vZgxcdRVQiyH4vsGaouKHQXGoEquS/jI2ikzVK7u+7e+ZJgxXzFGmBHlVpZCnInVrmRg4ftUmVpQnkFG7ssKt7Mjfc2sL5H5ED3wOoC+pmip010tkzlaB0F2S1YOsYyNnx77yRHkANKGntve+G8vPIBVTssckptATBQAjIEj7re1y4UZgJxezstBy/VOceUEBOKu6Ey0n+UVvj/7xcj6qPG6qubs/A/4UAHFtC7P/ZVLzdfjQFhNpu7vmMu/Fy9HYEvBJzb1FMw8Ku68z4jAQ+9Zf9ae0TEJBkasIKHHBWDmTd1ANa71rZ/Kd0tp6CP7Trlb5S/0r7B+lodiJiQnVlgaGDE6LRMZzmgaQhl0fdOmIiY0ZAyFUF/jHEpxuOQcwYiEMGUjHh12j4FVBaRLBt+Nia9b69o9uPf/vK73/z69e0lEC4BtntSoHUJy2VVzff7PTIYO6UbJFdLlW273tP1vm2Ss4iIgEqMQURy2rZ0z5KACYAIw6dPMax/vawfVRA5iMh/+9f/85e//OW//+F3Knc22VJShiXQ/S0nlWvW+5a3LPct35NQSr7QNAdzavFlWLG0CgamlDh8IAox+qyKzDBnVVOkomWvJg2ufHsjAiKKMa4hevPtixeBuradzJjI0cUY4+VpvVwuMTKjMWMo2kZANCQANclJRAgw55BVRLR0lbwgSAgcCAMTgmoW9F6FaKXFvX9CLHnqPmJe1zUE4uLdEtuj0ZIAiJjqrJFD6JuE3u+h3NuKzrSrPrd9uYOul4gh7oP2Lm5uHvAP/+2jzIbIvkd+8b2SZ+bI6WQlP0NPHSdcCUfK1uzD3v6bk7zTa80iwNMgrFNFYpnvdmevt6+Y61qK4VRW1/rPHtucq/YhI3HAEhmpd7h5BKV+DZH+VMF4atp57g4K573KAILVh5RKpBYyMy/xQhSTWU6aUrpfb7fXt+12BxVGMy9DqZibR+YYw7LEzmHckIzAaVx1wVyWEIKD5M0SaaDPnbn1WN+07DcnWVF52ZjMPsNlp4OMNjYZqJV1ay6dcg8H+ekafCznp3Jmop5cuAeJi/2x9YASnEk6B95vrwY8SwikoZ/pxy59qp5fxUGq55fVF6sZsW9p7MN/N9nm23XeuGfScSvfm1CzMAqJqm9W+5glVEkRQrPnKSx+mKuUHfoDKjkrvamPt0xrbB+wOb40C1k03NPDEcV6ixoywj7hwMxUINeQSFcalqWGLGJgi5yzwsaKqkwigUDLzWZEZOJxDurMU3JXVW1u8zusZAgDv2BASjy73K1kEijnkjLvucEVOfUetfxRrES0Box35eskadv/6ifWapS1oiGgN7slaw8JEZWQiBql/xG3bt7RhpZsAHsKue1oJGu1+4Xqq9ySQrtydM82sy/BWeWJA0KERrcc/PP7Q2K3G/XAGAM0UKhyVkTzIRGVVAnM5YY0EEV1L2QwRfVpFyga2T+otM9rHbP/+CuEKOW+2TUA5c6ThvJpXxacvxuedmxWoUMDoB4MszJ1xnGJb8QP20nM9VEok8K2cqEZmAIYGGMNniVAtUqh1qIPrt2tgCEAG7iw1xA98KX8FxAAxJnJUL5jNfLuQPtsCjTr7I0Irb5Ig7PRAAfgzjpuTbVaMQQqftmQTV3dIQXpBkTwz1fsC49Tx0NKI1F55IqzEwkINcUgQreaW8tBLLuvAWHXc3r0c51HMjNQNDSgffSOBFmTFyhEwQDFUDKYaQiAiGRE1aXKKRCksmIGyszRxV3MnOBuCzFRjBwjMSPiJpItQ74bM6/rynRlXd2uAJAhZ8lbuuPL7XL7K27b9vnTp9vrq6WbmCZaZAkClAy/eb3GyIb6KlciD20yEdm27fX1+vr5bbve8y3nLasCAgiR5ZCvkuQWArKpfspMQvbG+Jb/+tNfr394+f2TqN7v6e9/+dPteg14u8t9UwU1UrqJgeK26f16SylpSpTSIrIZEAWsTBF1ay8A1dyYn1nLADUsS7QcQlgCMXOIxEhqKqC6iapQEc4Rs8VIKN9E5hACM7JH16gBZtOspogWGWOgEIiZv3miEIK7ZsYacQ7qdxcTkimYZgMW1U3knnLZpw2IgAkjwRIYUZ2USkQUS7NHnJj9IgIRxsjMjMBPT09ETXeEqprVtm3zxrUOQbikzKkTHV3IySWlNRuSCYiotNE6dTKPGtoD6LbjKgDAwEy7xQUa9jEtJS8IECDCntECKv7byhxU+3F1Ka2Kmn/vAFDEaFwe8ZGkCiq6OxNHsciWfE+VLnG7oJoi4tWY12cxUs9XnAO4+mJFdZdO9MqU1CXaN/mSmeUyHjUHSREBXawF4ieKyPl3JZ/t1NrxFGDJ920IuK+VlDQh4qFSD9AnrZXfqDK2HrFUVZmgpKFJowpEDJxPOHozzhb/Tlb0WC0DAiYwEBAUxVoEJrFstGXLim/pu6R2B8TlCT9+l58/AIBu10VT+vxX++GP/Pp9yJ+vegWSj+Y56iAKHJgXXtcQF2KU+jERwUcpARHXSwyBiYHYLZpNNdd2C7pk6eId0ktSoQviOwbfh3pFqIUQNpmAiNaicLfdr8mOjb6xv1E/NOlaKddfoRn4qK0+jLmH2aHDVa0Tf3rPEWMEGAewVh3oewfsxhzuZhnlQlq90Yccv2pBaK1/RTO3JJ7TIwZh5ABL+h43MIe7C2F1DJOPL1Ke0v6wD2cy97ObXS85jIpqDDh0/Ltu8gtW4kE9Q1yTmbntc3noqCxyTqOC6m/JETmGhtf1CJsiZRHEJrQGYqraL9hZWd4AV4kHEe0NGKKzRwjde0UUzQd+jh0mzC7qYoIAaBZyzinlJEhQ832cvclkC5PxDTciykkj5y0nEZEEITCQkBIpiCGKu6yoioEQciSqlimKKyuDGWpGVM2hYGUhE2VDM8BkbBwzXQx+wuyYmHlWXAHiDIyym/v0lVthcnqVSA7lWUUiGsq3o4v9MghA4NswIJNyyAXkQxCwTaUV4WiIaC6p8KWgDEikaAERsY5dCNFgX1ezqZohIHGnre8+Qq0OmuAJoQIJitVaHtmBGd84AEyRYDd1oNoWCgAIskOoPmUjM1VANcZQxJhdcAUCqIvY1dt4UwNAMvCce3J/IjYjBAWwRb0CNiUTM0ERATHvTBiADRgxADIE7gz/vXj2Ml7NCFiai2olxagjjZWepAjV1J+OIUXFt4LLxybfmRXJELMzjwmNWRmhutzLviXtm5r20k2j7uqcWEMa/n+F9eF5W9xbiXi2yX+e1to+A/6MX0JTm6YaJ0o//Oo4wT6T/XQePOCQsKuZ8RFSt2uKAL+Gp/TO5233BSKRteO3/l3gS7LAjq5Dqloj6dDnfYPeqQ9j7NUaXbWkzWEcAEJY1nX1HXHBQqVwERqZ+5GAT/DELCFeAVJKMcbIAZlUVXPKiHK/EaOmnNJWXBbUQFRSFlMAugfMiltOfgBIYKIicr1eb7f79e2+bVkydH26pJRyAKaASDkDob68/KT6jKAppbe3N3fy3LaNTHMuNEsR0VzIiqWH2zbbSZi2cPB9FHaDtayqr6+vxYdaFcC4VvkLBUfGiIEM1B20wQAsFN5LJIIlxhjjui4umXPVH4gYCSgpERow2hJpWZZ1XWPkS8w10JkC7oQ609wSF2CibzGURq7qvot+j4mcyRlj9Kj01qWE4EcXETz5gyttcvdRPNR5RruQvJtQ7E+c2sBDHvzK+2c8EE74xkMG4COvlH7W3gpZb3WGKfqMrXV/tUdKswFeExFqPNczudH8QTzUXo+G9X3S9Kl752kcxSxt6u0o92bS8kBqfayxhFNFYt0DoQW1tfav8eUGuSPICcTaYIT5Wsz0+If0kQfrf8+dOzR+VvfX4mWnCFbN8sgAxYrfglY6NHKI67IsS/tQt9vtdrvd7/ct3USEAY2KYYKqMQHzsixLjCEEItgRD3+svOtrQr5m3WnaU2SHS3DubgqnkBDSacxJ7gLTYbK5nl+z78l76GwWg80RGgc7xyP1dyZRDwZsp7kdp+6yj9zaho3sVEt/iv8/kuQNiFw/p7DKdJpVvm39GRYKf+p7gWJj3B0kdh4Pa3rK2ZkNdVpK+55hfdSdVICuVGGHU9TNukIIAHRcT7CVAftf95g36EFI9RoAmsRwvx8UIYRQ0tDLq1QeaZ1rONsQTYlAkcytPkgTZ9oIETNLQjRFFEwggOaFOxglVFCo10M9VwuRzCdm7ezVmD6PryitVJZCqkQ4fcoUAc42GjsqmaHWal/0gJhldT2fU61jRpSGu386vvz6wyrqZ/m0wkc4CQE67jIjmxp+jrvHAO/PRoYtTMRf2kyhizLXzpwnxKiqiKUCETQiUlbLhgamJiqKasYwxb30nhdHduEXP4hOfqTT0MoMEBR2hxsDONWmHbknP89lM7zf23wth/PR7VP7nHZDN4cc+IozdNbv2UyurLK44keEX8Kv7TDrKvfu7PbeuU7VG9dGcuhJ1I8NitXpeCcb8ffigB885/aAcIx4THg3AASykw2yBdPPB3OqXG/cIbfXt253Obfvq3T9Yz1hAOBGc+u6Xi4XZiYKgHHnmqpmUVcN+1wLEAXyXbIQaYwSAoXAnlBjaqnOQVQQjMECAYGhqUqWrG+bdWCL+k6fc962nFLKm1Rc0+2qWU1FkgipFq5gQV3MI79zSr0juVRavkjebrdbSsm5l5p2/R4x8UHPkCVn92IREckblAQ6JMIajYgLRXQQWE0su6NbCOwtX+TIofxwjLxgYObAWBzyQEwykpFZWMIl8LKEZQnPl0uMkeDqLqkVWfLZk1Hn/dDGzETU7OXKll9S4MtOxwFLwKA37WyV2EkheOUamWKbk3VxdNrKViLyYKtGiek5Lc05LGseeqF+QxoqMEY+bWzmB21updpf3VG9f0AK+dNofoRnm/J3Hue5w2l7oRwNJ9pZgskPptVhM1fNNTCnmRCn7V9fJsIUXLaXqqi7S+uxqZ6ZmYWpJfJ+N9jX/XMh3owHT3+XTjfms9LqnXHbQKc/9fDodH1FXHFYh1EB0SfqkDmrZsEkmE0VKS6Xp6enZVmSmqQNxd4+//Ty8vnt7WXbNsjiH08tqSqixBCZgANOnD0sDxezP8LtWestE3an6kNyg8y83yEEfDb1mRu2Xr5okxp2uBCndqk2+Sr1F6XNKWBy7jklIfdd2XzMp6kepxadA9361KfktEl+5Cb6SP07WzRhhzyfmzBN3kjDTevfnJMkyimVfFouD0dVH7TDXBtQ3ZH/kF64j99LhcrMWk2kPUihKbi6Cq6PzaADVtnRCMfW+vhPBobIbo8MxyEXV4NQ9K5PURCCgS0ITDlryJlJiIhzFkBV3RANwQzYkBAQ1TKieNS7ADCoIhGSumpOzBQ8Rs8IQB2CIgd0UBAUvZ6gr+9n5pL9a74zTrWItHKIipO2KlBnSeVmTlDa41rwzK3HCb/aDlNLnKks7jNYVns1PPvduevrvAYfvuMXn6wqPrQDErrz6QCOiwMDIkORKAEgADNIlcyBqpqAagG3PVAMndm2ryFqBkCK46OkAIhawuz3j62VJTn5kpStio4Dhb3ZG0XvDyxZ30lxOOn6Tk763Ojbw5f7wvftHDT74sHpV8B9p/eoGWB1uYUZyztqCDtV+9icYaUvt0Fmt+zaA8Fe3zBVg5Zmqzqd58FkDHCcZM/N5NcgkMPBuL3x6QNDNr3jI4/Ttqo2Ati0Exc66+BViHowp0ZEshCJMFwuF+/6ACCLlHJTNKW0bZtVqg8DEoOpGJE4kAQIlgMTM0M1HmC3rNeMYAjKaGhqOZnYNW0N8Sg+nJVUJEV57Qi9AJBZZjYkQzQiIIYQOQYGkz1KziAgEGHAuKU7oOfriEjyXIZKdynNTAdiJLPdezPlzV9zjZ7cwMTQCjgAiMAi2c3AwMTAGDEQMFKIFGOMTC2dGUUI1QxBs0nWnFz/w0u4xPDh+XJZAjN5b4YWmnPtDgSZhcK0NDPGmgPmDKFSE5ChgQip5pLRi96pUkBk711d1BcCM3vXF0JA8A4EBvQp8NKfogbuqWrzf3dmjAvF+yjn03Zuhunmsmk2mZxxgFNjhmG42FeEfvyDVq29DhF+sRzcK/I6s+/5h71PzKAL6qG8UWhX3WtOvT1n979mtd9L8jr4x7X4PDQJ/Y5+GGx3xwyT80SffzA0nKeaQzOdr0JvNHIqwxtW2tP2u+98AOCRH8Z+tGoK5FstoiIB1vQZBBAFMUsZtmwpmwDRGten53V9QgxoklLKt+3l9ae3t5f7/aZpI/A8sSySACCUnq76+MGOdSCq1y0l16RbLhx+7IuEiW04plbMer+eYdhfl0ZPiGVMjgOg1CP2c6c0nMx8vGPnsq9xSufL+o6ZUBl2nDhYYt9SDtaXg1Zw8DR6R8T4yIfmnbD1R4j6QQNy3EN7hudhTCN2qns8fYKMzkctbZDUN8YIcyhlRffOwjz7mXLpykquxtz89ApkEcOBpVqmJ/UuJqQ98UNRrWUP0j6yt53E1PRm2DUNhOiBv0Rtph8RcQUSU8TkdH0CAgVEA5MNREVUzRyZ1DJCUQAg1NqIan+JvXpHAzBk18e3vHI7MCFPyCD/KRJcPefvifcqsIYudfMyf/ewwGawObpg1KwGO2A87Vbf2TTQOWD3+iPCx6Gvp7yYk/9zJjv0DvZ0jIswQks9063JNEzLxFABCEFVmchEXfJmooaQVBCpecn4//odf/ehPXzMMWnQSoOp1hiYvXNyVVwUHVR5zfLY4q53oPai3uXqYMd6PMFkIwDnPxPmTm93Fe8zK+pwx76m2XvQpH0lkPiwJ6QRksbevEQ7EuODefawBTbmpxUnpA716gMSqtqHkN7ZTs67vncplDMrZoizhK+wwLHHeCbCuXH5cE90Gw/Mt0n7ed8hsJYeA8PTL8GujalqhZrWWhCDGKMXx+saQyRCFhFJ4hTHnFPatpSSmbhpndt2IbFb2iEhMYElhcBg6OkCYCYmkkCySlIVlaR5k5IxUL7MjKFZVO+W1o4iGYLzNTgYc+QAxBAJY4zrEpmACECy5STdCp7TlreUt4La9eSlCs6QZ+S5W4vrCb3fQ4PIhIHXpQSXLyEwc/MqzFtWEUJzxSgRRA5xYUYXQMYlcHPEURNEQ1QDY9IQsSY30BL5+WkNTIjmVqu9kMobEiTro72IiI9dRPH1xup0pppz9tXTr5QjfiEExeyszhACc2yFhWe712tRvFUdQC5i/eo3hthFV1nV953FRs9z62MYw0PoZm78+oatr8kOVfUhwsT6omdOrjsuQXz68Lpde7/3F3Mlk7mR81aw7/rqcpFHg02EHgcru2AdgXYn6hgSDUBMEwgQ3UEEaV8eneHsPuf1nBAAuOhrjqk439pFZ1/QodY/XFnAU2TptKObSapfMzMeLnTfGxzWbSFFrVtSqZdErTjgCyfBJJYtJJOM+GF5Xp8+QIlPNEn5+vr59nZN200lGSiYqGbTjJpijMsSnIldI8haMpG7WXGlA5QxXJWnUptOPvp0s+vMjD496BhPyMztrXdFLVpjW7dBdjUOeQg1tzWz1xn2X+5o6mbqu7EkHh7zbhwevjgexYlOOStR34EEYbKWOfUfemc4NbvRyETDbor6QXRaThcV+WL/IHs6aK07bR6ODO19Dxu2qt13yf4klzSZosacu9nD866m78y2+ssq1sel9g1gkzYqtWBGRCIS51OXgcvxqhFSLtYlbVBOnttuHrygAIUW65o/qePmYvkAYAYxkJkZSSohFGSoBqjgNuVmiALmkiXE1gagggIYMZgC6B5iAfCzk66/stkb/to/CDNM5HeFVgZsU6R771ae5aMSbLeP7ivVrnW1llIDeEoHPa7MX9ZP7e/Y3UV7w1JB5pMRnp3j/Pv60MvQCE0VGMHjxRRQkYxAyqiZyIRE1UyNVNwEfqc8w+5KcjjDlWNi2KNXVNs+h1hdylqmIYI1wbJ1ali8WMtf93kNzesY2V6rK05F/INdL2gdEfT9Yuuh54TEnwf6PZJ5PEKr7T0g297bs+2Mwfhg54NzVQ/CPurrJKc7J3Ofe30N9FwUeuXjfrF5AzzXDHxl7/eIMtrW0BP4DnCQXmC32TQ2f7+TOf/Kq84myNndnEr6qZoZknppskOLjEj09PTkXV8JVLCcJXl+Xc4eRpBzzuReO4DGgGoSNDCDlf0vMjK6dzkhgmcItjbVpKBJJsmDoSvQx1Iwfa7x2QRVQU4ISGQkgTFEdz1BDhQIY6BlCa5/KzHi/poCosn1e/f7/X6/+9t5RAFzIGIRaZF6ebtKtQkNhGGJS2RmvCwLEUYOnmYBoiJJ1ZDJPJoHCcmWEGPkZVkCYQjBgb5WEiG1gtsCBw50iSEuvIRIBIGgLCZHn/wWO4vknmZaSAq7zYZ5P6+KbrIXY/QurCT84l45FZXm4pnRkTk2v013KK1ZwNDBFNyXOODeAt6D7RJXOJled5jAwx0R35vWD653gwinl8nNQh1VRTrR4Qy0tJ4X90g4dOofCJM5JFTDtN5BoUcnhvTzUziif5GheG0w/nDGNPRmHr0EyHE/On7ehyjH8Sr7TP/8sPsat1/Pe/PR5m1TDOKPdcYwHj7l7z3C9OaxwgnOY1zDcBTZc4SrUYfRpnrPnC2IIsCCYeX1wiEaUM5ZUrrf3t5eP2/3N0l31ewtn+ZkumXNS+QQOEQfJKsqEIGaUXVFhz6nnsIAACAASURBVN00EhEYAesoXodO+B3iRm+iOEfwnQrMHoVMwhQn0J/DYrU/XdDTxm8gLrbdxIcR83DzHCuA8aj8rQeroUc6vXd229PpzzAwOh0qzUbcc7MtqkP31V+L3lPHH5lYlZzDpenxzH2dQTodaZ2rnT2ZqTpPHj4+1uC2wy8aQM/eNzNpgZaPuBgCHmFQVIIt/N1K1NyBP4/ARiZgjIDIKSXYiSGqWCO7CFhRSqyrezoqOSaFJogLAIZY7uEEGVCDamYHHksWPQZVEPboPt/5ylpnIAJBSqqUVeUYdeGGVuwBM7auSWtJrYUxe1L7/Wf6vfH+b0mzI9mum+hh5zcLpNicV867Put6LTskvrStlqtmqqMJEMOhNJ2WCDtffh8luo1UO4TTgcKj89leTUyLE6Rbmxm4y594jnMARGNCEZFsueWyGDNp9S5jbQ/REQ0S05k0Z2W7bNeo4tW2I5Y+3S/2+EM/qVh+cM+OHxuiHtnTGe7sxjjhi6K+ufE7Ww6/PEY1PBiv/jyU75gsOYD4DMVlChts3X3Cnqr+eBc8Cv6q5vWUDgrdbd++s++15dJaJ6pAfCzs6U7ROamstw99ZMECnazzOB2H44T13M2ij9RsOwfayVDTKXNE5IE5TWhelGxZWq0c4q4E6CVhrbY0s5wl53y/32/bPecsKauKr7NiQgYc0MTHdaBEoZ4oZte27RuvBwSWrqzCjGWUiM0JAAsh1IiI1DIiAQoBIkEIjmLh5QKXhdaF13WJkUMkIgDRjNlATLPkuE8rJW3b5q4MDvcRBSImYgD0lq/p93S7I2IgDMvFO8k1RmZa44Jkody6ImRCrIpMFtgtPBERl7DjexwwFHQlFaYlFUtJChSJQ6QlxBBoCQwACGqmBJ5ri2qdjUoJVAciAjKA8k+hVJYAAJql9jPI5OZ7tiyhwwOVmYPHsl88M3pp9YqIiohV3v/Oe8XQxH5DvA/C6P2EyKdD+rm16CoheMTY7Ilng3RqHva3eqv9q0dFdTO+XUu/++52x5ZSgsnir+/BhvbsNKrrBG/s6rbhIB8NPh+VDoMDU9+XzknQVGQhM5Pi0ID1KREnUqIOQx7OQKtZj7Ium8GQ2Waz9CSTp8gpJe+RF/9pB9hdAPIE5mJq5GmlyKaWBVKGlDELC7JxWD98CHHBEMFMRW7X6/Xl8/XlJd2vKd1MNtRNZdO8AeTAyEwckN23zsB55YhoZM52eweL64m1Dvv0fN1TIuIgiD32A0fe1APMsPexPE0lmQ+YsN1RZk6YNUJobANzqgy6kaGVzPfeBGVoV+xMQDHUgqeeRsMw4hGaN+ehv98lPtIMn2677zwj/VIwJrhMHXvPoB7hSjuxnNkT8448hX6+4oK+cYQEpipDEW+WiwigOKNjTVjAmamLgak4ehXkhIj8fisTDDQErlEApARmAFW7pd1MX7Ef0Hh1Zkf2BAYgJWi6rcVIEVSRQFRJIlkGMgRRBSVGIxQmNBBAdazIRBREQVSFUACzWnA335I3jNVyU2okemluq3jmgMWcFtXaKxhxR4v6wlgfBzXvVCzqntDigluwTixxf9gnVO/dHR1Iid2YDY8NzKGQNyAEe08g+KUOtvENj7m7g80Enm6LFaBGwU6fBah95kNtZNrbiQeOtXbLLXg86UrQGCwLIFCNf8BCDVQWG2ylDrmWx/VHcb9bDUvTVii2znZ2HJjKU+Cdg9abxY7Cq7EHBnh0zuldmV/4GsyNdt3Zow7wkUMafo0e7ytbyiE3b2yiapLjznB9t+Pv44xOX3bWue30SzsyiY/Tu4F4Oa7yU7c55KGfio5+9jk7r/AGxpSdjsmrj7/Nmofe3KVI40S860spSco7KsK0ux3iURlUG0WX8F2v13vKzn4EMAcMTSWbRX8kWIAXNjaP60DIWY2RTFA1ECGwGorCPZm/UhbL2mx2ZQci1KTO4wKzy2UVCdFicLgDni+4xris4bLQEkMgrDwrMFGxxlFEM/Nm736/5yyqQFRgrvv9brp3fY4BBgZX1q0xrOu6xsDMTBDQdTqGYIgBmZ3gt4lqDkt0kqQG4mUNVJzMgZwQpcWsOCAgAgdg5sghRg4hBEIAdXPMgyFeRQzY6bNuE+osrSLb3EmWAJDkVvkNrVIXrrUFM8Z4WePibi5C0BPPJFsl2PqgmhGRkOswGLvpZO33Tqofaj7mc9v20E1B5Z0iXqfh+qnIp6+k+7qzOZT0L9JY0MMoXSTPvUcveOsjE9QUj8yrU/B/1ykpVv334Q+AGVnP5kWAGHEQ0cGZt+GwmPQuqb7N9f1YL24clot3cJ4956qL8xqK4FNzqcFRsL8H9j5zAlXaBXpntPyzVlcENCNVKWM/VFVMolvmTWFTVIiG4enDR4qx0fjS9e3++ppur5LvKkk0UU5myUwC2rquy1o0sUQ+P6geKtVbvd1FRudCsu5kDoXCQyDrgVfKeTs0/Fj/UMytdW/kszM5JQ9Qau/S+ahHHe6BRxZBQ7bYF3uzd4YjQwrfI4feU4nguXivaiVmgAKP454eu+uzQ98RM49Yer+zA84WO+1xGKHaw4my6rqJA/bYMSC4VV2E7Ct4C/RrH6gsCK4nOISsAFT5otbgjfLWykbQIDQAUC2gqEdEgAjpfp5lyz1xVGskAHIpdjwH1RdbDgBoQSgSGmMWQ/T4LSOGKIiEaJbaWqLYlhdxqmfxyWMkboFnhfMMJJ20DwCk8zF6T8BWsqfLyH68vmfPoCIglKAvq6u9YKOY7tSzyu4pJm2KYAoFjLRRG/WI6XBIwMbQ3y8GXewqEjwmr31Z2ofzs49jsDYeaDhoJtgoqUBIVW1UGKo7K5ipESesdH0V+ARQQsgGoTFz96EPmYkrT6GpJ7ijZx5In7uYs1uTdO7zvaegkkjpz6qYAXEjYrZPampI09zK7Lz3O4H6AHs3l3FZN2ihE4fRAj6Wl53syti/4P4h52vvb7RL87sF/eBNN86noYoeqIyaQVW5EJZqqTgyPOFAHTvtx8AG9K9RIvuQSv/Uh5Snn4PW949BX/e0jutrur7DdtvIq9Y+ow2cnOFSnkoXegZzvyW0ah6P7CCPm3PfKyd2ppTaDzf+mKoSll7IKZEl3yCLy45EBNU85dDaWIvQs2cELJtaTkCUcqkSiAggi0hKck/pvknKek+Ss4qBglnKnhsLVrIO0cNe1AiNiDggM8YYLksIgZ6eaFniGmIMHqRuaAJImiWJeE5D+8qpUWgCBzQzyZbTvXFW+4//FG1d1xBCXMLTsrqEKhKaZkRgIi7jBHVcq/wwB2/JuJLqy9KhJpqZolNt3WaTiJwetnAJgQdDIqDCSDFygWVc/GqGwAHJExdDJNhJd7spgpkty+LUVgPtC8EYIzMjWozRj9bMOFDJz83i1NYyA6aC8THFWt7R4NLpxFwz67nBu5E8BXeRGchmQ7hCKy5FaIIvvBLVNsEhQlNjpjbSod67klk1IQdvNpvMCAgDwew+MoMn9V/9Nfd+rD5ozn9ra2jbi07cFE/d/5i598bomV2NPNkeXmdmzsDF4Ajas0adQjkVwVUNe8TTWtE+4KiDOU15QTmEd5+Cfj5haVt1HyPRN+TDx3GXoM6+3LSOfhLk/rMMXNwJAuqKVjwYGNbMRiXkesIoK6YMSSELioWwflguH+LlSVVzVjC5394+//jjy6cf8+3tfv1seUPIxAbZsgoFQnIiAxqICHJ1PvTLtywXt8N1gROIcrlbrY1OQgg+5+pvwP4899ELPR10SCno770mt3NV9tAK1r7dlajQi/qgyoYH0DQSO3lu15+Xle/oP+AFsAEZqAh2TGAz6yNn+v/W9ILDuLNNeQb7n7OiqOQlOD2kZSEgGqIZcu910Riesw3G0IPtb2pGR4NcH9kMuXxtluErYU9HL296BBxmvLfnhdqUWnk6+SqEowOs2o9QzG9FRIwHanoNdfR2hfwm6EvBfWQcY4BjVgfqodftUVmpiZNFV6JKzBzCtm3Z1AbwFjEsi6qC1PUNFQz9FEjprI0QIBADGWLO1bMgyyaKSbwuXzEw83bPKUk7mZLytm03pHvAC1IEBOQ2uK85d1QiAVq/R95s1oFUc5uffIAqL7BWpghHGgjKEenqIxn6jbIBtQqWVcp6rsUGu5kp6s4Vp4bu9nes2nsxPPNUpQ2N+33kuPPSSFruoA6DkQU9fKJ91z677d1WuiU0+OkvIZDVyYodsfOeqoHGZZ1CMPC2A4ksGCkCoZARm6pCFhXJos7oFSiYBHSZKFiRwyImLPGWJQW9BfpVBSn2gsm9nfYbwBNKsdwOu6CxYoc4Ve8IuxPMPADrzTvey+s7NQPtqaL9P6HtPesAfB1Gs4/4onhm+jllJAzjrf0Z0IKhm3mIkn1dx/QFiKxnLu2P48HaGB8BiTYZBg7OSA26NLPhYGeEDR8c6ulgHjpeK+I7/NKHg953ANJB71HLeiMiX/m4WDgW80af7DXzzJSyJ935V9G8qeyWuKih/IIAISEpkICJaZJsCTALhNDnKfnKvm3p9b693bbrbbvf05ZTzlnFIiO6x2fp1cu2zwszIjNygBj5ssZlCTGGywoxxkBM/jsKZrbd7gXPrE6e9cTEnkYoopo3VRU/LaqIyIwhMBE9P/O6rpGYGZfIAAqiCEZMhBgJiYCJiNaA4LPMEHgNoc5rtUy4C1XSGIMiKBU2IyKG3TgU2KmroAToCzKBIgZElFojuvc7ETq8oCCItVsw55h5RRirhlMrsh0Qze1biCgE4hiYWFW37KxOdz3dVUie1V6Ly5oTtTsHGOC5iUJ3E8oMa/iBDeOJvpqfvStnVpVLFmcGFBwTEXqUzI55za3iHORJ8MBMYjY53D1atHj/HoE7YCfX4jivIcqn2P6A5pUcEYa+mh/G/22c0YSaMay1jZRh8jpEXltl4p2S7k7QGxilj3PlMTN5BqR3+AjtxW+32zQyoMZRhy4d8XS49r6yq7e1KAbghgKoBhlQLAhE44hxpcuzuWeGaL7db69v2/VN7m/5/sZghoKoaComCBYIXU7cSvBWS4SwhOCTnMjMwNSTHvvT6wvUxLUEAE85s0cYVy/Sq1ubzWh2/2T1AXRm9EgS+U6XdZr0cGpZ+aBbe6jXhccJHO/dk2f013c0t/1N+Mj65Ss9h08dfb+kChlfs/fkPHPBfeiA1WxdHJCuGAIpDCdzl/Dt5Lp6y/oPqxOtyNyyookfW2xvgwe9MyGAwvMkrIkD6i0K9yafCCD1RZi4ivzLWKewf7yxL9ottD3ACnfQBRlQwTggFoOlAIQgZeQghsqA2SAylGcKAIBEHWkU0wQYXdPu2KUn1COoGWg1FaX9Ekhv8tHpdJoIWd8VN+G7JevelFcbCYWDMU57BURsIjRX9FmpEYcghxN69vywjI9GZ2E4AH0GJY194gcinKW5zj4XOzoFMCi2pvu8AjZnZ43s0Gh1LZ+1hs3MgAlAEQnB1NSQFAEJgVWlXOVNhYC9iS7vWy5A1y8raTX7AdT673u/Vy1ewH0seuOQemVJzwiY/2H9JwCEWWE89374qBPrKMj7r2snqmtp4HTS+J2MIo9OQQ83/v4Yjo2vuwZTh90V4d+jLdwerKpdm7dHlNiD03qi64MK9OOQMaj9hlH192bGOD4M72B9x0M92xLsRPw64brzLtWnOJzYNO9VbLcT+AyYmd1S1S09Qtj95cxMpbR86X7reY9VYb+T1d2T3EDMKu2NCIEFzFRyUkS8X2/HopxUNSe53e63281bPp/REpcOEhAcskO0gIhoyxKZMASKC19iWC/epVJgCy0YLYuImKgfaot8sOZ/ZYWNWYrllJN3m6qggoghUIxhWSIzP6+2LJEYCJAZQU3JnLMVEJgxMIcQFi7nU1VDrCltomYKZuw9nvrgj9zhBkDBVevoTRpWlFsd3WTGWPZmZ4ux28CEEAJxI/B0lh5G3WiAUPo+AetYjkKJj2BmRBYDUctZm2mqb/CexeexED78dA59samZ+rHTEcYsZBqIhXPOVR9w11dmfXF56lw/b0UzzdKKy3JlKrQVAn2CeJzGkb0zWnpUYs5d3HASaqkXz6xQBoP+igiJpyl67iLW14QQCuro4VmqRoQKkDR15oHITEiDiQ6eskVmA5vhiwlPkdh2pabYLpxL9ke2k8O7D7KufoA1p9j35lXDNao3gBhike4AGaChmWBWECVREgy0PMWnj+vlY2YDNcjpfnu7vb7m29VSMt1MNtMNVVSzSY5Mz5fLZYmBGFBV0fPXwEqgC1NB+YxoNufoGb+nDdIss3w/qmT4zuzpMnGAeboDxzZp8P84GF53ZCgzHfiiZicdXX91+iNvnfzpDfmO72t/9emIK/bCsdNTNLd8p86Es6HlI7i7p9K8t/s/mC7Nzeqw4uHZ11h1oONpNFKrXHnkti+TgTl6W4i7e0c9SPIYktr7UX+imLm5aKqqlKSeDkV0JYaZgAUEqyAeFF8orSg8mggisf8AGiqqFkWG1eBXAyMjQyQGVmZTMQyMIv+DtTddjiTH0UWx0COU1dPH7L7/O56e7qrUEk4C9wdAElzcpZo5mrGybKVSEeFOJwF8G4ggeao7MaPt5dZCnqV85vxB9GBIgAiMUgg89VYtZEUrSN3A5zX8gHrIxCSbap1bF/XZZCGO+RBlsTmZzCtqWDkU9ei5moDJ9oqM0PEAYvPWKiD7ycUy71t10ZeWTrWf3FSzGs/iDbM0cmAA8Pt5nAn8QLE2Gu6Boh1uIUBGEwEi1HC8Sr8JGkKmlgpi5EsQ1SKY1UhPICKAjB4toIKGKBM7bVSriE9qUwlqLVxcCVUWSCDqGdeCgMhKCLQhYF4q13ab4Xaf+d7j+EcQmQ6936RwC7EKvpoZUHA3W9UV/VtArRu1HsxR5qEZu5yWwRhzF/uuOgdpWN8G7b5+M+1yD13fFQK7eFeMZW5jnwDOssDv5tPXHe+l2mGb5RqBDqyHk+WJO6anEFiXNgLTUiUc2XLJv14ikrPnHNi/5Qo99TG/cCxfiopmLOCNxNfHRzsga244SinFKYUZRBndbIlKnuxJEjEnfDsSMZo/yvHg4+DDKHBYsII55cylFKmEWwPEoGfUaC7muGDOnLlIUS2ociRAYCZKh/FFTcJ3Eiq4OQOal6jxSA0APFJKiR7swh5A69lARITs4JFkq5FtsBgq5tJBD2rhAoBsKfGM0BiWRJRSswVnasmfzol2PpvHy3gcDSAgUiLfJNFBXSbm5m5qBj9ndiTMUyXoqPiAMRxQxBQUMChxx5V/paKJ/MOt9AsuvCu/fYnGQpyCoae+orG5Guq7zbCat1rZFGRXSQMVQbIL1EveUqbg0No+JdoOaKdkv7YdxYo8stNX40FVPc9zKUMxZwEb54/lY9Q6rqHti14btz12xHuHGwSbMnpVKNj3LWfyhsEeiXBbcGk3Jmv9g1cCoghIoCACuUApkAUzMFJKxxs/3/j5zPBpl/Hz9++P3//On+8oL5Jczk+FLPASeSHK4/H4xz/+OH51WJIUmMlzL/lRxX7sZAUl94qo/joWR7YOQdqfzVIoPjUtznHXJ9zBU7hYL0RbnZunePskTtXC7rmYl+h0Xq8jhtW8ZI123M6Ub1hkkzDkW/XgFH0JMESk/lBZunX2bgnOcG1KFC9LDpOUeE+3cGLjlKoFkfu/pc27QofCgirKJDkmRSj2rXpNBFFDGH0RwJqFXbKEjcKsXQBEbMAKJECYrBEEFY9ICVHfPnUlQTFGjIqIHTYA4uBKRWMaFIYqAIKkjJQITscbik3vK+3FwhtUBL+KfObyzuUgJBU7LpM5jzmBE2K6gDvNiFnx4gr0/V1F8RUQ1yv+oOK2sWQP24RKTnQ2KSFaieXWSaR/p3oc/6dUnAAtwHSkiV7FSlPcY6+fqV2w2OWEBaLPJeh2Q1APMvKexfwwNWZsNL4pozQrJFEkECqUEUhyFgQsni8cHi+hJrcUdBcXABX17lexa+7EA8yNxWPWDgDk91FrWF+9FAQXUQZ6oVDYY333QN8WIYWtHnH2CdXhW93LqV5oa8QbaDu+9dt8iM6oG/19ZgtLbVzeayuZbZe79X7FHUC28WuZoGdX8OK3V/hv9dtT17dxMGsSxIvw9+13IlkRdnmyU9c3z9RlUAuU8CUi5/mVc5YepaCtRfQMBuAhzKcZbasWKWfgnp1fX31CD47ntFenyim14IHED8MeE5uSjZ5HMo6lJeBxQmZOLQkatBhYldVixVG84iS3sOSsUkoRFdUsUnI+c86oBRGPRHhQYmTEIzEnZCRmQBQiQNSam6aMRA/wmANCT7hLdHT9W/WbkpMKKhEAaS52SrmnZePD0NEGgQ30Q0RGqpou6N6ZlKzTY6bUDUgERF1jg20TxP6sISCrYYNG72RvkIz4rqVIKdqUMMZGs9DCquIzqx6wXzUBO80D2Z3YMPLdvf8hoKuc8ZsHaosIrQ71N54NW0wAl8nUVf1XA6+UCAMSqBGy7hCHqQBCo7XW35FuV8powWcCB1URiKi8vZThn6V0++EqYCuxuzOeFUAxW5E6xAHVIKEUaLQv+0QT8+2ejn7Fu2ss2fnnd0jdFdXNwuVXoLh9/57PiRe4Yq1CfJosioqHKhUBKZCVpBBQ4uMtPd7S8VROcoqcX5+///r913++fv+VPz/0/IJ8ghSAU7WQChK8PY9fzzd+dn6KQei2KzyfT7OJMqB+GOf3zZnmnRN0ojqvQ4fLNEWY/Scjh3C9VqIl2PBWoX5XNAwzUhVYwaWoBd1hU9ROqPj4XN3NCRL/iVnrzd8GFTH+5HS+SoDcbkEQXDfXX3IVXymV7t4EULFXb2pPZgQA66losEi4/Phcf6wpIWs9JR0xw8tBs3dm3pQNC09EzOZt2igi17qxENXN09vVIBv9JCURyzIZVIVFpZSC1l+hogiUgoiCyNICJQQULATFID8GFlAAEtCUuKigKBCgAJISQUoJsajq16kZzg85j2zeaYjMD2YQIFQUUBULvUBgCUYgnqH+9wGVq9uEU0PTjxicMdzBq1O3Aw5EoAoxqcwyM7gFW+4b11UDNWeZQEiC0cvPu4mk1sGdpZGVxgayxafh9HEsakSX1rCzZOODyT7kM4YXIDARqMJL0BO8pOV22Clf6+FW9UBRtBYYkQNF2jm3bqBHiEBd1EGIQMH+h77t9374leA6HGO64egD130fuE1v753Y5LGONUQStfWEEPu/dVa3LDwiH7ma/0n3aNEZs1rZjzObESOObKMLA10RYv6BvUeazWpicbamtG9padthf9djqExDUGrjo+HkuME+x87ch4vD1HPl0Go0+VyFTDE2d4cSNPcFuyqG6WX/cnBPS24CaAOfUuI3HzqTdY410twDcywPQrKeOZdcRCt5wddMqbQgoS5XQ0sRYKa3xIcl1x0pMXDCx0Ep0cGuefPHTcANMYvUKyEIqEQKcDALGlcBshqXMxcpKqdoARROevBxHGyKwONICTWRYmVrAyhSYmZVQoTHkYgoET8ex/M4kpV39o7JU1MTVfQpJ0EBUAItBITI5oSpKlpEzEWGlzIXEOHg1NqD2mMTH4fTCohI7bgCJK55ofPSsEaFkZioaQEr7TRLEakhidaHO8k3pcr7QtU+P1NqTg0kKqB1rwy5JGtxaau3+xNcSoZm9+eJ17QSRO3XPp/PmAQQFXcb1cEY6DfJ/65wxW27EkEndzL0MBJ0VHhsJuNzx+bwI11QrjHSG7rGAaqjTnSZ3kxz6rtqHN0avA4xWK8GXUJzzqyvXrbR1VtMT/CSx3shDBPY55HClYRp3X6nJv/GJmekLQzLrJQTiFRQgYtiKXyeIpCUGCgdj1/HP/6Z/vFfwPx5vko5f//157//9X9//+c/r4+P8vos5xfIyViKStHMqG9H+uPXr5QSkrj8kihVefThX4/jeEi9p3VYUkZPfwRQZ5h7PUdTImW8VmuYwbbOiyjZ6urpJ9QYqbftEvuqlDndoU1/tjSTqDrrVK46rlp4mHADMkcHJrgQ/cISuQmLT8E9lWDCPye65qSNbEfnJK1ckwyHNwC40tqnNM5e56W0xc9nD3q7RCU3z7sl+UNWehQndnJMsyrpI4Bh2UTnLUUbITWarlt6KplCEFscniPbddVY9xrwHFDQIkI1PbiUUpIZcBQRQa8kQESwtHPKmcNKopgQRQELgCJkj+gzOgOgOX4p4oPySz4k6+szSz7lmR/6Bz+fQIdWTRYo1ajBXjg5cQaabOaSyb9WbqPZiSccLOJSBRWpNrA4yMPaFi0G9BECWsJnk6D3Y7eoTPjh2vTpXtrXuKARUqPtyCO0Z73rQx1MhijoD3VsWlvtJ8Ngt8f3NXBoeJVodmKds1qWl9E/FT3wx91Z28ctjPWHqQpF1UHrIlREyMNO/F1Jb1jUgS/j7li6tKFQ5IFuTLaZo/E5iRzos9sEuDc0gWuSp/mbrHl94UakLa9vYCmMfQVeLFMMcF/b0qnyNgVnvpN3Z1qVlGMHs7EMou4p3NBh6o6pVK+uVfB6RZX8drLSnqJpRjhIIGAw7Wl2lw5mqiIStrE9DoNqHQ339gTLpRVfTdunrk91yLTG2hXitRR4/XTToTtF5UZYpjE8Dcerp4V7NgLA65VrVpt9s/LEkM1SgsPXH3Da2SagUrRAOYuowimqYqE5Zn3GBkVJyZVmCGS2qUUEITEzEhE+UnoeXjA9Dws3T0dCYkisKSEnPNjz3FWVGmysdL6+5DjMlK4m1aKInKKv8zzP81XyWVzmdyAQ05E4pfT2SMfBiZEJH0yIhUGrQE4QsQg8jiMqIRnhOI5Hbcy4VdVeFhQPOUQSySJCACkl3wxQUZUr9iW80YlZz9n6vfaFSC6rI8Aa88YJWy4fgAy2v/UfMhKz6y1LzqXknLMWN0xz9ii/Wc9XZXW+APNpEATVhYSqTXhOWQAAIABJREFUyqSAm+SA8VyUlcXdKMETtQx2sa1TV9Dmyq0mtiI7LmYNK3xbQZpB608UDlp9ybeCtPj0+ZVxz3BdLeCnL3tvfBxxpi6jzUyEE4lILVkxJeh5d4BoESz+UqaVbbPj2hAqYm5mvONBUk9xmgl4aw0danOKVLQtT2/VZa0N/5onjtjNINfuetUgrEYyWxlbZ86AcdpIFEXVGAwmU4IjPR6/nr/+4F9vr4Kv1/n6+vj3v//7v//1r/zXX3C+tGTI2ZzVQQqUjAc9Ho+3t7fjOIQ81/FIR+j3niklA/3EaG+GpqhKPqeYe6KUEteVPCytVcQV5wjLQ7cJD1hXVOvZpuQ3uA0fwvFxiLODYbZYlwQRxccwDilWW86pG2zft84ntjHtKV5TWNpHW/nkawnbmtKb1JPpgt/QBOYHdqEPxKinNXNvL3mlNA2/2hO3sqY5NYkmqQymzbaoGuE2zHw1LhqEkL0oAxeRqlVpiaw4ACJf2OKlLrUGwzqQbLYaiEQplxwBwCaZY+Zidu6qqsgiInIcR5ZiQUrNC1RVjaYOQoCFyCibCEiKlLMgFUQsRQRrFKom0HzmrNlC+8zGAoQS8HGgDTjtc3WLyFEdpzDn3ek3k/vmt6n7Erwl3XmY56KECo6AXkIrIQ12mn3eN8z9hzSUQYu0o8PUSce19eCGMg1hCWkvOIlIMcRRVh9sVbWT0VM0Yoq2QJPeuMlOzyvy/7Z1Qs24WA1zaqXyDrqsSe6WpWBSGlVzTyAg1YTm8+Ncs5jc4OpUQCTwEhdaKlZss4HMrN5oDGy5Gqg4SrIUvks1j+36dmQJCKm6oYz+4KH7P3G4+6QYiJ39AnFVvqmWo34Qr80RcXFw6TMBgUmiZgEx4AH27V7KVNOmTEiVH+xlhKASIxgMgooAwoYj2CSyvYgKAfXtorOH68UhAjXzehJARu+7w3gJVP09cfE83NpkhXFCjWpsIKSzFyw6XMl2b6yp8BXY5Pagme9CGx4pgIIQUBvoxwuL2iRJdX0IFhSwjy8aZbXSJKw1JEdAqt0SiIqogESgz/0evK0ugpWCeJ6n8SG1DtVeRVDMcDlbo5uQAIUJE9Nx8GGCM1ti+GXq4uqPUZgAHwAnZEQAn8OVIuqY0ptbgaF1gwIEiSAlfCZ+PJMH7h0PZv7FJ3NOqXBIByfLRkFUmo2qmH5FPKfSUwvmrPkFeCLkA0VIgOCtqDUMx3EcD9Pjeb5fopQSIzVjAH/QWq9LRNaSHY8HADjNNRQrrIeXOBY/g2ipsISiFThrQU/Cz7bH2YsSEVczbqopfFahW8gEIjAxsFUhSkRC4oesUOxnDvK+Lx0EIOX8LJKtkcs5Axgu8Wb11uN4a/VKCw0rpVCykZ7J6/1oROKFRGcPqISSIux9Ons2WrcGu8QwsaukYTd3VaJTPBzkNO6fWLIThVhOx9mhGjGPp1czze8Fj3nwBEGdX3tRnob3ETzp5ijolnSNr1N5LzrhIfFXYT6HctCzij3eJ7SXUoqlfmkuHrjH0PAH7tdQgZBsVFdywbb4gKD4jhXfdnsz4oVyS1WpmQuMU5yPqn6WV/0x33PsuQi5vYLD/I4RkJBssxQUVbX/qVqaSx+ZHQ3SGqpxSdtDC0sCotr2o1eACqWRJY09rqqEBwAiMUD6+MIsqaTjCw49fj3f/vn4x/9Hb/8HhPXrRV8nvL+Xf/8l7/9ReT/zn2f+j8JJUCR/lXImxj8e6e1Jih9ZXpKNjp4wsRICEx2JDuKDFTVrrjirkggg0DPZ/tDbXYRsJnIc6maAhGhRGVMi38ptbvKB4VGqpX9Eh4bmXymygkKvoluq7arla6jgCuY3sRmMORNbcm9pJ7lo08ZUInKHQezsxyOpCBIaTgo+kXcadm1TejPGYYW35Wwhzwt9poYbGbtDOz+lvfM2fFFV5uOC3ReRm/4EvXLofBCLVQYNda/1f5v0TcOsdaLUrqqNsxq63u54sRhrVUvd6wE55lahChaHC6Zl0roqWgq2Nvq+S6awI0I2ftIa3uWNPaf6/swcA0EBSqbOnlBFVEv7AUhEYD2wxxFrMe5obcDidAmTAAALlFJy0VSEEBPSk9Pn60yAJ1LO+YWmSoH/SpIhFcJM+aNIVv4U+kj4XwAvlD9An5KPIocqgf5+PEELIYEogrg9DIBgFs/npsgmC2s4G3DoPttKgFa5FQXPDv4kJXORcoarCio/khwsiTKjMorhRd7TYPG0rdpvkAnIbOsMw8eIYFuPVQvL1mxYORIUzn4W2q1LCBqGIKJXkDj1/tCpk1ohO0SEox79BaNeDD0xj9SIK8MeUrukAiqg5gxvQ6ZqI+vP54vA3y6gIJGIWjFbkRpFVbchgGdup3yx5aqIwJCtn+NK4lU/QLlvDm5kgDWPoe4S0oCxYiK7ep2VGo9GGinS/9C1sXZ4mVcsNaGc1kFJawpEN74hApAG+6CQOhAJnD8xDP0fy1I3Cs7WrDcui/05xvuOw3sBdbsJdG6yPWM0pCz0sUXtmyffo7s3ht9RKedghr//2fXaW2VVG97Y/Y06w8v8WdUFUw1M15rwIovVgdsyZxBz5jQGZylFSshvrfb24FEJzKgE6TgSE6SUDleHCQAzMjqvzfRFpFpMmMaWDEiSiJVFwenn9XMpo9rQJaX06+DHM709HseDn4ktVODJbmfSbRLITw1ccAlEfKQ36y2tV8kZvXdVTIlUiSi1Y/IfWDV4zAaCVWd8SszHkey1/NwlbLFpretrF5ZRZy+1qNcaCBuyjtCY6taG/RW5cfP8xrVheVkR9SAs0WiTgIiEEqbsJUuR3P397dNXtwkiHOqM1d88fsaJydkaCWvkYlk5UJ1vzRjaK0aBEF7E41658E2A/MoZW2laTZO2shb1Gr+KoGUtVsW4nZPj7pXr4JU4baVBxg8bAYcYsD6qmPY+7xMVs332rIMJYfx0S4Ch5hC9SJXqY41fu2A8avRblEi7ufWC44qdrlzBLWTasJpcSiluWGoJmYPCqob/Do6TAqVILlIYODE/n89f/3g8Hg2PKuX8ev/4en2c5ykvz30BySJFwQZGaCDeFIrogyST+qY0OQy1u7O6cdzoCLZw+uqecq8wv7FH2mpob56+rSXDlYMOXGepw40PhO08S9hdm1NLEFNAAOLGVQQ37lA3Bryt1Zm42RFcjYSFlc5zI8BpO+e32qptmuiWWNG8rK5wy5U1HaPesTW3QAZioGsGwmThWuXbbPN6hsSFhOzG2nT6vPbeGpa7+jZZVqKCIpIle5eiQIx4EueUEp/lxayqry/7kMy1U7Ly4EX6hqiJkRKhkAi6mw2pFjKf+dq7uyfHoJq6fSJGtWSd0X8jKw1ruseJtu7MM5AltgNbfJ5611fhHiOy7biFCku4162X04Al3ttOxv2hVLXksgOsfB8v8lB1oobiknVZYaeoOA2QXaiQJ9v/8ES0dzVEE0k/vbH5uIQJaMfzWpm350f8/eSGS13fDx1cJsvNNV1EPPsDsP1554ly1aX0+TrC2J+F1qy6IChu1ocgWLEgAFRDrRBISUin0LwJQAA38RlPk4GyNSDcCtPZv9uMxr21V9Lrmo4t5dZReu05h+nmhRV1eIAZUGBx+7ySx2yd0+tvFmv5BJ0pcZ5fpeh5utmKI+9dwCmMSJQSARES4JGIiBIBkc9uANX6ISNVN04LqoogM7NAInxRIQLOKCLZu9OCAmawwoxvD/719ng+0vN5PDilw4vOBB47vvCbQL1HGng4j+chwiBWUEJ1GH8wExEeR7IRmP38W+O6kMYK3/wtTbznHR8RViZn7z8hxG2jTu+PQgBoAYBaJevkTEVMoFh5TYz15SrD0zoxRLkSlFqnn0V4LBZDd+paoyIu1DRWZ4UunX7mOeCVDzrF1sHO7I67lwzAmLgdg+PC+9zkN6xFwPRXNyLAifZ5VQxN3iqxYZukODAajTbr+W0tO2WROblFdCeg6rGEMV7PFsAV6fHKnyaKA2+oj1te5brJtL/NuUzQQbxWkRBoFK+cs6V7E/auz1oge2piEjcRoMQHra8fK7DGJm3x3N+Z9EzgUrh0Q2M87cCc2PyYBEHpQGalQ+lxvP16++MXPw4AKUXy6+vr4/33n39+fbyfr6/y+tTzBab/P78A5EjA/LSP4ErmygJoPi5Ty7ddP9vCfVM9qEz8Sbj2rYGdgRBcmBtFJzD4TlCw7TO3XpcLMnnZkQ43d+n5MdCht3JTX6tXMw7AleN6M3BZc0En0jUs12G1P713Ifa+dbdZTROZVUt8ZQ+zAq3Tdi2LRnoiKLZwYFVkJzxS4wT6OE/X2m9fkxCRhCq8ufxP+5gOhhGbB8R34+XeSUswd2MYYbYCBIzGikTGAlVnuQsQoqkDTgTRLOXzJUSURA59JkYGUEQDh8kJAgVbFf0DjGEobpUandJInu1zrNX4THWxSChFQiyqXE0ge9dnF9BL37oOBz8htvw6t3Hri4F273b/RN90fc1hUofuN57mVCAKWaErlpSmNG8p1TJtKjYqZL3VT02qsWYd9G34QSWK7qYhXsFSo8M2GRigKfzC/bL/G4b7qLtZxtWG02C52JBGs5Wfdn1rWxmnC4LfQ14FfmYzcnVpq9sndFhPYfz85rbkVhzg1A5uJLemvVRWElSqg1q//IoO6TYuFbZFSDiFQMAQSrEvfb6FBIe9Eufzskdq7nDCaDmDuFmCy1beouqDHnJeG8uTsMZpjD2wiA1Oi5tm+eNkqLMgoqIAimV5N8TpYGLmZJI7lUTkPj5UjedwOu1ElVWVWyoD6LOKBo1vaeNREEWydOP0PPjX2/E8+DgshM6hLsbU+p+R8SKNaGL4VCMCEaEikCKxzzIenI5EjwMnMQmXXJni4YKjpJQsUDn2eNb1DYd6YCtRoGm1aW48C0sF6BSYQMYtnnoZQTiws+rBvEbh+fBJYZFNS+0eu5zPHFpLlpxFjF2GVqM/mJnIa1MENpe2tY5pfaAE95FJ9NLqFVPyTH4q5tS6rY3W3vJql7za07fZfZNR7Y3tYURgNmewDkhOrFombZINZEXKlDFoVnXb2VDBDeawtbG5gU0CN2y4CC3aexix3VrP9wqvmkk2cnWUgZ1FztNNnixUM6Lx1vAcAfojqteKkZkWOaXl6tbvyGDKss3RDh+n1D7z8KEDjjYnSt1NAcicJURBlAUQ0hP5TfnBxy8+HghcSinn6/Pj919//vv997/Prw85XyWfkF9QMpQs+URSosfDOOEKkksmBUjR1QOWpMH5+V0ajC3+1vnRo3xx61kSG4BtLb7t/a5sdbYA0ZooeKWaixTTVQ63HXNwJSfPi9ms/HeRD9VFULeC2DVV4odYaIwjmlrWXct32YTfJMvHrWCbOrNG+cFFLOqqfZ17P6SduQDCqHL0IsUaBm9N4w0aaWXjyPuecDGN1TC20KMms/WubqdS+6AB7G3UOBXUjIpExACIwALMJjNEEUwCAqCPZApAZsmM8lUAJIO+RL9y+Q0vgqREByCF1DsEBlA0Q2Wz9UC9LY5po9RStf75yqJC3HjbGd2W6qkWhzsEJFDTTNURtT8WawukRD3QL24LsAlJ0N1hOhm6jG9Y10AGk2nFnmqcNHED0Ca/CkVAcdBMqZlrbFg8tsIGnkstq+d5cTMx7h1anWLs7tqou6tk9Q5pYrFGeuw2wU1duhnb/JxGqPMmjeD/CdZ31SauLZ86a7VCfAio/9Nez/pcGn+B1Xk0zw1Esu+qxjv2GRMmck4omZLJcBTDddC44UiQAIUQrW9BQ8OqQ5Stoi7gu6ZcbjfxbykoNxv6Ds2DieE574274MH/zVddgmTuU2E2BgxYIFswm4FgzKQqRAjAWqS5ziIDIh2VsXWkRASMbr7l25DpcQO5teFL9XHlUPocTYotkkVKKQVUASQhccJHSm8PZuYjMRExetfEQQFlCiKrQRvLsSYctJto1gKKpChIBHYeaAKAJ2k371FVGs3o2MtWbcq9kKCDSMc80NWAhCzOQww83BFIpRQLIhvOlX3c7mBGR0SEm6Jw4idMTVqo1EVVSimv81VKdo1fIHY2gXKU3Gw7oqkaawDaVGa1l55MNUH0CuvYYBSL3+AN04wwxtg0K2ZTx7mhFgSdIVXlmAyNKJmeZx69g26JW7Gr7I1fpaAvpfy+1zqL1BsN0aa7vrHm4G3rgaftY929eiK17i/s4uaC20J/MsPoYg/LX3mVnOU8c+Ba57YDlKIigAlVGkiYW9zzdJHrq/c4YMSNM+d1ux7Mj5oHdyfJ0zD/VM1FRKiInlm/yvNMrMjPP/7JzydSMuvh/Pr6ev/z48///vr4/fr6LPlTy6n5VD1RikJ5cnoe/HgciRlJQI0HNjtp5ZwjVzZOSSJBOrY3k3FLxwBvT6Utfrs1R72Ynuxp0tul8hM9yGrDdhUCOd1fVaMaNZaNK/1Wr6ApTR6XV7mfsm/L3KnLtv93Y+Rak4tXKBhGwM0irl3JdvRrRMNidbYFSNf4yq3TTA1okS3tfEbzKhAUr0znggItt6Dy1rQf9xHZG6ZRihPuB1Gp1V4xYH3OEKkcqsgvbeedz0o61jo3ukRAhCrIrAKMAERKAPkUVkxiJ1qu9HUQQVVLuQOix6mvcgopl6KfWqhoQjI5LlE6hFQ0ENeoJxAF4WupTOPvnwX4PtzPW0RX/9mYdUKMe9dnppVmFt25pnHxXFCsrwCPW1hsxwjtBf4QF9GGz6OHTc/QjhhjnVxrtY6EVvzoNSVytZLWACp6dQq4oTlgH59ddUrVGaOFs7e3SzoTCXEIre0fYeAp/Lydmn547+HZ8vr+xyxSxeHVxAIrMXRrf7/l6EOLtv+h+3xa/l7dM8KOgCruCW950kBWpamaMQwBhkWCFVVFGwwshNohSXO9t5FXCWa6egfufa+LuGEfqbMFXNM6qRRXOcTopVvbKTV2VDOB1W9ntG1/6k+4luIjcK02kwQAiRmNGcIkNTonNf8PRjZrTQYGrNCmoIiCucwB2RTHcs2rJAzHoaOqotRAP/L2D1VVCyMh6UGc2J0hiNDSjIkwYaL5C9i56eMQ3SYEdXvV6nGiIMxImppGzkbPzUmlFWTOzgooWdTgIfIyIOrlPuHMy0JmGAkJIclDrog95n/WRmEFNDWC+85JX/1hIFvVVIeFxgv16jOfJlLKZ2l/yUfyhPlWkmKazA9Xh5XtsXFj9z8bchZZmXtr1F5zDtgKnFa54Po4bBPhhlbNuYW6xTduuG0TU279vDpCIuFDUVQIRs8ha48nm/UVq/lJXmjkpMHO6f52v6LoF9WKXWvrStEmqFYd8SLtMY/H4WP27uc29o0AgLKL5PGuTCDkel9NHEbspQeUVTcXiLqD6N9jVIQi8MryKpQVlR50vP365z/T8w8g1lxyeX29Pj4//vr8+Ov19X5+/c7nC+Ul5QXlhVASwvHg5/FI5EgmEh2M9Hw+Ho86SekdcsSE42DlJ3c2tK+zD8qV3+YV5LIOTW7+yRYWxosZ5Y3s9irr6Lpfnd8DxfJuml9cV6vbrfVb5PxbosF2oyMiFdw2kyvAuI16v8ktvEk13AKJW3Nvexq/vRE496Jd1bS2qbVMGbJGdRTTrOF+a/sRTMBmlYRAZUwITMO4+n3/tZwAlAVApRwielCzIlMgJM0nIJsnNiup6uH4sepZ9KMUgLMQ/KJHQmIRAGBFGEVLvj5DyFeJRpS1BrDMKMDmz0k/BRJi4weg6OmLkZzZeCdG7/SZ70SYxGWcY8cvqPlaRUrksvi/eZ8lSKaiR4diH9RGMHAmBQR6p2Ig8NWuTxEISC1hto1SYilyHfgOY97DwGJFdsDNULsaLqAyAI/Tc6yAQ8yI/36qgCVuYL3dIzatfx0sNkMM0i1o51jfFWsidooYPvmq8eurTeeSFv6+xYuPWStrszV+Icm9uhEg9GmeT4sVADNyQhU02SnayCDuLLYXVPNWRpA4C/fLWksQ0HFNfbfR6wy/tSHi96cy7k/N9iBJbcc0hpnAWGGP70f1WniAg3QhrC3Rq5VjEzKbtVtGBhMXAua6NYt7eCZujg7OJefwjqx/lZaawkyeSlzBQR+wnd0J1zFdb4c0WKIB+CwAHfJ1Gxiy7o8OC4oYowuUyDDluQFAHxRkYAZ4qBaQxG6FAmz/VslMrSf3+aZta/HoY0sw52XhsNfMpZXPnKI8TNphzwxyFTalwwqQEj1jvEOjiR5Wk7iB0bl2Vt1aWiJIERGLbrPMCSI60mOoyepe3OwQVjHJyji68iWPBNdhMgcldmVTzNdcctG+B9t3ehdV1CRsm/CuG7+QLU4ydR2weHKKWHYibQls0Ox5Rx3XyvFeHVzuu9wVionF5Tbsa1fg0lUMTI9zHDFhF+ZVDWcdnUB7jiKRrFvVFyaeme1h/TgtZyvvXIvm+mAWbbBejawIQF8DNFAQRVSURRHS8/j1j/Trn8+3/xLiLCo5vz7e3//88/P3v1/vf+r5WV6fkL8IskjW8iKm9EjP45ESczLRJ6RER0qPX7/Mx6XqFTX6fERjpNVhaJqqrG6NoxJSrzq3dYx4I0m9wvSuGI/R2GmL2F+9ty22P/VR8YFdHx8Ut3m7AutwR6BtjIz7jPufGI2E3wwxCg9xSyrai/3WhnnrzrJmWqy/4Yq7/nf5X7uN7qf0rhnCvf6r2AEGk+ThDtIyBSDClJKIoAyi8bZozYkALD4bEFSIgYXZ9BqkIgwiBJBBgSDXLEH3L/16gcKpRS0k/qQM58H6UDKvYTaFoFsjF0CGkVIYKJ20LYa3twaD14gaXEre7MnYe4xPMTZCbTDzQ3WdlCfg1S4G1zGohoZtOMtCVgeO3fWGLRgfqLBaRL2lBPd91QFAC9aXEduIraaSz7as4m8Ymq8f7WheeMwsJnpgWcdhRDeRrL/ZhgidWjw+yKU621dvUlgYpOGh06HNHiJhFgRv/Fu9B/1uHti0KqSvlH6tuxs6yyYlbJ4D31kMwWyUMjCaNQ7kFoStB+JFSnFlxpCRe0UyKQIzaAEbmICr/ABUsZAyWIPeY0wQ2GQh8xXvNN9veCkTw/5/42m6EdK4QXG1d6dN5OV+6FKpYu1KwPI8X9Bv1l8rdokc7oKCgJiUGcXZD71SYRIKumJSUCgAQMAe8k4gYtFzroezwDpzL7CGjJQ9Ti6Oabrm2H6mf2Z0QdpoFJ4YiZiY0zAprze5u1nVrq9KPoCZi5nMSM42fsLqMOE6t/oevOvjFKtVWuQTU8tBMFilb58+deYyEpFAQj3b3kFaphzFyI5w13tUIaS27/iAo4udvL/swzPPiLdD0ZIJHV5HOOg4jqf1Y8fxDOYyGCX724NqMczQ7Uz9puMy4Wicf1sJ25N/p5oM4TYGcNzxLlgrK18xlrmr/mr/II/j6slI05qfDgPWM9jW2NJeUgwwjGKe6SKvqdxwHcwddXexci0lr54o0Rx12iebqAaCH499s6F5zfYWAMzz1hJiIORx+8CILUCrC+36+xACRBl8/sI9HTWxVyiTv/8i9oY0SMjapKkd+UXFWEcZIBc9iwow8uPx9uv44x9IyVjQ+fx6fX2+//73x++/8utDpYC8QF6ISihFCiV8pMfzcTwOZmYCRdLjSM/HcTwezc9my6iM7E24ULc2x8JIQ0B0g41v/VHWTmbN9d7M70f32kjV/gkMvv7D9VS9MqucbcxGDhiEVL04kA1Fp44zRB85xe+vNpg3VJ0bO9P2DEatabSvvEE+p85/EvGu9zRCW/aK2wHc2ldHX+VBCKqzcMDfuUQ/DH/1LGWyoLxZVOG1xqnccrWj/ZW640sTAA13qu5CXa4/7eGmWJYOkZGqYvZb/4CUyTkUhvUd1XpT1UqWAgCoD+UiQFmLMf9AMQtkBUIP/uaasyRGIsNWZQB6o0qw+rhU1q/qUOILOH028ket8cNxqDEawBhApK3jUhwmXN7EqgRp2eznX6rqobffAbIbWR6dZjmBYCtG0j7XRGAJFNCqu0FAYK11rIwDBq+KqedUV+Yg9oZt7Pq6UjT0fjEPEwDECFnRTEhpSDSfWZgK6n1nKCGw9nuLcDco2mJM4t9C8Eg3MOMl1reehSutYt3ROL5Aq/YWdPeqG7nkG4DeN0Jx+W+Mp601s5gpKYLY01sIBYBMXKla46l9LOIAEenWQrNtGT1qed6w1u50evPzYdOcP5oBh0jWkfOw2RNBNdjJ+DcpqJxhviaN/YWIEjwh957sVnhVXR+ECPioBDC3j5QOBPEBW70yzYQdNIfHQtQY8SqIZpGVGorlk4IqFbPThDxv0CRs5gnBSGqxCPZ4c+wT6gEuUj1+Kt8S02Cp0mLx6qah4DCkuDugT10EPGBTVQub8rMOix1NxB4fF6Vug9ljXbfomaDj2awSyh1ZJ+vBvaqptMMy0yFjemb3KQDA8UjrzF6k2JJolvEEva5CLe0r5ywiCBWESald2F6AErb7PsUox3JwCxPlfMJg243BjC0+g45bKs5GbabJhJ0SiUPTuLKz5mZGaXKP2BowbLU07YVl51YKbbMfu1lmjpbisVjXvpmrTYfHHcHGK4VU2zJo930lyMXPdZZ9m2RtZ3tMGrCmSO6XpVpKkVJEhGCwaOsOe9IUhkOlHuuw8EJd24oO+3FsKmzCUn+DePzIZPADum34rcxdsY7VjhURGdhmUrDITf3WqHF6jqIl5yyczgwCRMehlNLj7Xi8FfCohtf5+eef//7zX//38/1PhvJ6vatkKbnoS8sJWhD57XE8LN4TCVE54ePx9vbHE+hInFJlTU+rro/aK/ukZO1Sagxj99AViKgUQcT0oGkfaFt6bDInSu1c+l+wPacIFhgTySclwuJP21vHm3Hqli25+pG6IGc5CutPDv+8BBY0Ll1WNVcbOM/b9IKrudLkztV2m/ZJ+8NCsI7CEZGZJpQOYQAf2m/6RferAAAgAElEQVSbMkumOM1pLPXtFCxacMX7uEpGdzdlKJ3j9VnluHEGDWNgzMTJ7B+HqPGxJdyRFK5w/T0zvNkyeFG7ZDemjGYpKSVmpVMKFHweKVHO8vr4ZAJlLMXNcBGRDxJEUBKAXARASn4Rpf8STEQHkAWIcU1FLyo2OwcFBNam2fMGz966r2FvRQJ1THFT+hYcvGELqJMnEEUxi25vXFODA2Lz6SGM9k7Ule2KqpqsRJawHQWniTaAw4TbSbcMs4Y57qh+tCG5fqKMIqIU6cPcsBFJt8H0s4PAwo1xNsipu0BtBaliidAgrNpT9v3Qm9JRiTo9537VAuFzcKZpi61p35SEAa6JNuvTim2SizANqhA7BGJl7FU/la5brOGtUB8Va+BzuuDy5/4hV/1ehDuv9ITfWB+N+IhLPC3NHKVeDhQwR09VgIJKajMe8U65DnfxHtO7ESo0558+G1CM5dEYvzYUJbuuz0dQkf18Z0tgK7jPxRHIkvfq0pTI8Pweb1S4+nkj8B7M9jhXiMzHyQ7WhSIVW1ejfkR1PkaF4MzmEwDQ0QweDFTR+/NoATKkoalabChpp3QqQbRDUCQBc4mh0R6DgFBBEh8AYvo+/2gefSGY0N6YK7BRyD+idBIaktktjvQ0I5Pnec1rh+maO8gGawpDM04P0NJHupIhILM08aPUT+uWwe2WiTyQ8n2vrKPSopUNU+uGnklICYg9FQVaIEEQBuBAW11n5HEaPUnXtjzPbTv3E3oCXHu3XPz8t1bpG9AjNnJ+el00flu23tVbHT6soAsz53bX3TUln1dl8b3L4tbd5yoWrBu4j3Ea40fYh2pMVi7neeac08PNj4zajW6liyH4oR7FCKoQXYJ6L6TkJj/TIiFa18lkcrjVl3rRNVwxVBVQMmsrIj4hKSNCQnrQ4ziOg5FyLmc+z6/3j9+/X5/v+fws+RNyLl/vWl6gJ6igCjM+EjOj5pId5vV4T+YDat87PTg3q32rV4w7XvslrdPYcj5XIGgbmXX1RESpyEpKvLd+XRHLdapy/2wOq5p8+DhtQSIycITWPueyRIGpA5lGbNPc7erG9csi3yiBYbeFTj9m7lMTrCffSe++rcduIN+rN0lIazEjpSurh3+n+70uGmlMPd76Btbkqm+B1uhr7Y9DVmh6gWaiI8LMBv1xUkDEkgogQ3l7Pl90cpFctBRlZilaTimoqidqEsy5mH2CfCGfqoVEkFUxg1DFSsXPSR5grqhhsw3fyx5qf6dNahU5LLVDwVGKBdXp0BabiRMtyM9KXSsJIv6wPAIOgAKA2P4XbDatJKW+7UD0HPuJaZPE20p9I5Y6ZalDLOpAX+FA5MGNt7ABngCEWLQRE2YtvWw4AgOrc5BdKFhYfCfN9T6DIsC3ti5R2NREcP2XLJYfOuUBaqf1DUcSXuqo+4Z5fe3TzV2hKMQat8BG7Fxlflf0zvuc1nWQdU+QxJiHPjznli8O1ugWa38VxQPrvEdoZrWe1o1qAFFHY+J+/4O3PTWuy/24yHvoTnmAQ+jNgHIYA8okdTjGSLTxwzAQtWwYiF2bh9VGNwjEb070qVhUWFEOZEYAbla5UA1geHYuEayGnKhtQzfnFUI6LIaLuniTAAThUChKBFKGgYrGjkrdDnm8tmapYlEC1d6wD7FsckOwptgxAlbj3QLAAAVdE20lo8aR8DGU/tLpwUTYyJQ1SgRJ5qJcpU24CWaFkn3q3rH3YoJCHXOQFgAobVbaEykBFURLJ6PXf0VMlQuBkQDjQWpSLLI6Bq9Zy+fgABAUcCkgzfxzveY/b8vZLdP4e7+y0U1u9Vu/mCtvyqnmNj6+E8XooFQfmdFbBae3seWe3fRdExh1pRdqjd/aU8UOR6+Tca960cj8bCjZWoIHnQw1rGanzKSrfrLheIH/WSzdKvySUkqJWSc4uBe6Indjx6KskNdeaCUBRugpgIoai1EOZYHN2hOQtZdEFnpsbsSHEh7pOIiLZilazo/Pj98ff/7n8/ef5fwq+Sxfn7mcIIVUtJwEciQ+Dk/kowp7MjMyGeusQZQrmeXG8HmlT69I71TrTMjblWRuZVGuruhbZ6kNULmL/lvh9Mk95UpeeKVNuIL0Cygo4HVXiRuZAzRHjyuCOlzHxmz1lvejmXt/nejPdGVOe0lj/puj+TXiQpG2PILp11th4DubO38ECEJ0vjUCk3hvu+ouBZM4t/LrJcIqahinV/V4JcbxViKgVKyY2PUbh7KqImTj+wiAABIiZUWFE4rBbrmIivylciBlZSlYSB+KCNJMKJsRf7TvGvqH/TE6rg0jjgZPiqYNE5rzx4FwIjYb002xS3ms+9oWt0S9hFDA1nV0h23oZhOAMVcWVmkDjIaIRN3c0mEkrHZfGppeO5R5aOT6vcbgnhEID0oYahS07G7ajBImLR82+x/7YYNlC/Twd1t8El7QWzmdFZvUQBOE2O9tLAY2xMGROgF63x0tBt0/6Pr6M6Z7I5BmfWjIm46NH13AcRGPudllBH7U8kX6vr+d/uQbMmajks77rb5x0Fa8tlzwav4JAFoAKRQ0vf27gAZGt5+46+G4nuZ9fOqBdZPDMci9qNLw7KHTuPNuIUdSkJZKP7CQQS7vwvBxcOGyEkBp4/BmWOLUaYwfGa4IOUSkACRDO2FzL6qsS3AaEwEJu/cygxTHDK1M6donJ6RR3V8IQo4QogOIzY6rN05FAACI6+sGW6pYBvnnsrw/cg2cYNi56guk3uJ6zDqYLtF2sgkdmopa1DJX5FL2o33w6ULtGVhVOfxzCr+Eu0WtThWkv+u6lkQ1n6eqFjlFxIjsnn5BSMg14AEtG9fZ08UYIq2YltaUXmVwxY9jkrz1r3LOWx6RDpzYmZF+41Y32X6sXZCRWLZip6mS3v7P++H9lWvolA92V6UpieYVQ5hsIW6azC20uMIXk25nIt1FhHYXm6FhC++29TWLjyOUJNAbMFMllAIQ7PVsiGZWssxccotwKLAIFAkHcE8uwJYJkqrDkdkXRDoBkhAM7bdZYXE6ECNoMtdhlZw/86lyfn5+/vWf33/+6/P9r3x+Sn6V1xeqAIhKgZKR9fl8ez4eTJAOQrOuOvhIz5QeSGkLlw0S3O+kE7PVW/xojLjLB7/pCtYSfH2I1kbuihF9pYhbU/umucNKH72kC+24MAV0fbgiTHSTwBTP6tWH5ifo2U+M7O87ru2kJjJOr0yk1qu9VVHuC7adRdY2NmOQYPk3cQwh7L/TUP1hz0GIZNStzmguJ4JadUhpXx7kFoHTHHT6M44UYZOWiecCYwPPaqaOiBxFlVAZVRFElRQViFBZKWFSOpUBpKiI6LtoAngKKoEoKyhbwWlDWEP+MER49wtIYXFSL4nHYG4IsAfURDJrRaAmN3h2GePU2xgD0XiGMtaHCuH6qPS1R4TtqW+OKaPzXLNC0YiYjQBGR8VDVYxMrVlDQnSdESuomJOpEY4CkNCi7dpub1WvihrjVy44iBZseDX6HJ+7YdDYiwRzWkAowaURgUoM9NbBjK2E3zcwVxFb0oHurf4VKw3x4hHG67Zo+MsYBZe+RfBX7yDF0PuBN37b11aMpeqPKAc3Ld9NAvrG/RLR6Z3W+xn0R8pqvZz5iTSdIBYQn5koAkhzC9GO3u7JBhM0R1Or4JHBStNuu53Xti1+UDIM/DMyEvgQEQZjx/KtP/sPWR+L86g7/xZruHoCeP3p25ll6ho2ZSAgkJBv0PYaHhs/Vi0kCiTagRRP0qmYXvC/BiSai4bAdEIkBZmFc2pENmwNvrrNj58jtu+HBA9ExOSgX4EW9BXrBWa2jDsA4tqrXBkhmN6D1uCpsTjDi7ScZs/VlTlRJoH0DVtMTY+UVfU8T1VVKK0hN/AB+0PvvAWryFUD/93fxgSO4bYwhdF4YHpjk9PaDzORb+hnNzSq1QhBRKKbAIz5dSYkgeqlOTHhr6qoK9RxCkRePTymSf+KhwAAEoMOCWWDs8LISzd+9XY3iKbBwWYGf3IjtlwsCjTLCPfV5a3RQ7jhhPYx7b8MmFIiSgg14aASmSfpnSoF85UmTp5t6Gg0R/WyNRd3rguwWJtiVPYXllJMn3cimZs7UUKAcr5e53kW/Xz/668///X7r3+/Pv4sX5/59XXmr0QCUooIk749Hn/8er69PTqEkjilR3ocx/N5MEsQQN6MMKb1Mz3dQwZxeMRyLlsI9ziOq1HdDcll0bPdpcV+25itTdfqUtvMga86kHZNBOGKoarjKJN2foMTXzo2Ldv2dbUDmAKflpYs/lsZgYshUjyUIdqE3/YKzdBwO3W6mvj8JAljNxFzd73VGhRCYCn0iTLhbsebLIV8s405CqNlpcBePHnDp1hcjtpeNEO4hRpRsWJKGF+rG4+rqqAcSVQFXkAqL8iQRQBKRgUkImEgBQJFIVB9x3yAFlXRJKAK/LB2DAgBCWNMH10Z8t2Xau1Q72u1trbi/wUE59+GYBtd6rv+MiZSaLqZfm0xCjFgejBb4emTkYhJQND0Qm/so29KHL5IRdiQSMCUWO7Yj0F0F33aJLBkW6h6NzIV3TFowur1BsE+Ja0LicDhEEFFwYK+aJhYQA0BUIEWbS0wEV7QQED1/2o3lVKX4n0rKmlRFUK4dB+hQRordhxDbNo307ZU4qljHG1EW0dnKN8aI3iF630bVTewtLF7OHzbGY4WXmQuI5UtYNc6b58rHYbT/RPYnEMs/aF2fbVE00t6ZwDKWtoLBFjq2zZsN5KEAXqufMG97Ue85cDR6w8GTuyFwPKCuD/KDv2D1ecZQWWQa1c+vyUE9k/kEe1thkeEToOMEzjj9lv3ZeGqQFLZzdaNM2CoXOvGQSDYaJWw97hzp1e/mClielop91oyAoJUHC9QjlXVQm642nNwsjOsfih3fEEAAdRKvnA+dE+A6cPFyCNaiglKhEMdRuEpnOCmWGG7Trw2sS7no5jyrNGzREoxgbtv+oREhMxHOjw6rPuFYFX5USnmUUwAtitLJKisSyhSBzsUGbwrY+s11fTbkvRb5cmVt/s9TW7q0AZ4KtSdqjN0EGG3OdwPaUtUazTaG3Zif5Wxsfl2g12BGtj5+29fOhA+N2jtFWIwTejbBWkx9DhMtYP3jPajxf0CVSrYqER2obpHRV01aEZ8A9yBEjAHXblel8eQz/qh8eGdRoJoo5Oz5PNVSilfkFXxOOSNCBTy6/N8nZ+vr/e//vP511+vr4/yeuXyKnKK5KJFSyGQ4zje3p5vb2/P5wEAyETpOB6Px+NxHIfxv5l4CpaY3Eq2UwMdU0O3hiLTdDIuzisL3KsR1ZaFaMy9G3DpJ4hiVBjGv90az04AYHv1AqCiqzmw7FrNKzvxUTFx2b5uEcuA0ckWhbvBV9dtauWxb3vUNY/ke9fiW0X06i2RpRNMRgRyvoaIo+N//OwXb6Za5Q1XVYKlZzSGKRE93n2uidhpNU/0BxYRli3Pv219OPFLmfhghWTFdTolF9GCggiEymylZrJIsVNEEFUFJKNNtAQPJFQgNLd5oGB9UF+ItsjPetm6f1iMVq8tHxEpE1Hfvcc72+VhGFoDjcsGh2QvGPItd2OFoYanaW1E7Y/HH0pYvaF/axMWUSSI+zZ0E/KN3SHFCYviFGy9nqdLVQw6pV7NibI1MU1BxRWNSOb9V/1D3E1HB5IASrA8UABEaVcGgQR/skleTQBR4Ydz2Ng6pftf3QjEW4Ll1nYF9aKju8o2nd6ZNX7e8ukG7puy6HapNeOzsYELpfpelJrogKOrrFZOSOVYa1hGQpNDAOq0QQBggN2+pdAo7PL6loatmgSiW1luutX1Ca9HpGq5mfDtiul+4I2DTI+4cPsWHfYk6lepxpXQwAgi4hb/EDu0saxp4FXbCqUNSwCAKMhVPX1eAamNIHq8Iy6HMZD2WD+aroKqoo0ycBY+gmssqf/+ToPHVm4C1YgNNIab9YSVdjvtI7eWOi5HhOBQF+4CwhSfXeK7JQ2zZBHLQKPaYDNTa2NKKVpEzCiVrAnHZF81iKKPmtzk1etLihbKkbcwHk738Qk34chrBTPRR7farbXD+RakmnbJq05sNE7Yw5JXIp+bgfRU2d/7wm8v4GrFvv4en8vSpcBvSkFcnOXnEe/ajVTf36AVVUDL41xy56V4KmdvzGQkzZJ7sZdiVouRX5eY8SJHLgHKtsjuKpTbuGcfUgAAUNGCwEpFFczSNuecUUTABCaSz/PMX+f59fn58f776+NdzpdoNmUsKuTyItDHcfz6dfz69dbiLvlIfDwfb8/jOI7jIBpYbTFWfnsorxg1hNyLbRE/Tv37Z7fRw33XNw0LYl78fb1yb8sBs3yItk/lNhtzjSusTuuLQ7WRkha/mekpkCURYa0R1zBA2DkDxdi6htyulNEreHN91rZatfsdbBf68g0ZdQVyJ6brTza38cK6dmB9EqcKbYqv8M1W+2gDQx2l1bS7w/LX/W3UzsXRXimw7fqmUyZkkIBF8gKIyEsQheRQPBXD6Nj+YXqBqGguAFpQCfQESgJyIBmUQBbgPnLiZNCwUUM8ZpOP0J90kge5HTwRgVOegKodaP0nnsXnUy2c27a+/kOAeAwhbwVtnBrHbhCgz84gWOmO5MxglUzdC8OggGZuN25uNQ14bAqKE9B0ZjMqlJ9ZPw7cV5HQ/c68RXIcqKKN1PWNfjNt6jQcs5032NwoKXhy73jvuOBzmwlaYwXCjWfKqHxpM6y0SVev/No9cCcaDFcUm6gPL+yxrglXU/MWuL5/4+uHSfDhhJhmetQd/LdBt6Bd4FuxPlGFSHXAfcM8cSD/Z1+xIhF1XR8T/2wf110H+CPWHCJcF6xYT9IV6lzU+c4ujwgA2wbaONlcswSbJ4QXXdgSHHuaIgAkqhi1FssVb2+YgYZSgFTzruZYvcXcn0OGJKLxLkRhwKY9CCHaSK2C1KsgpgjZbSEyo1ZGrhotcQ7tK+dQ0wQCSSlqZBtmTHUntcwAEck5l1IsFs5ekZFiqH1dxp0n48+/EgIqCengT3tTVNGYo7AOp9fiZrX1U72sPLZt3jal7YZaPrG5lie602VtOB1LugmUGFLvsqyf8Wp+v+4kUXmiMDRjqwnHngExwilXjhTblm8l5kWIcmBTX3hRRPNSCPlpiKjm96AeCWOkjOY/jEgAWIqEYVC/F4honOS1hjb38OlGtKY9vnkRqdkwPqqqRB2o5aLbuvc8EwIRKSqKcOb8eZbX6/Xx+fH5/vvz611zllzO85TzZd6iSHgc/PZ4HsfRSlCjvKaUHo9HSulIhKj5LM3KX3dNyCyzrxb2EYtOKW0xK8B9bMlV0bDN3jzPsyV8xCZz60+7VYVNEPqOrP6NGNh+LLLR4m8r07NTE4lmaxC8hNbhIo39KgNzbcBaD3NhXroxj53sN9fgsumSEvINRifhI9/0dTc2MJP7Llx7NQ2bSftOTS1uLtx1siPz/gN0dXxEpgAG5McgcRnPkfiOd0jpoFRUVSiyLm9VZU4TIdwfKyJiKoCqJaUkBVQhqx4AJ3iUFFT+ggJJFhBFlVM0AZ5iM1VhMC4gqpLx7atDSTD5qOeR7qhtzfJOatFRQI/OLOoFf7SU8ztY9zdm0sFPENoWUbs+qisNp1Zks+BH5mesaiat5rcThz64HoYFNYtPZExwG9CjUqUYoh1n2spMLuZTA9Y34S5XtYOGXESp1o0eTiiNpdUSGqFERTGshlU4RX/fbM5woan2j3khKUrAI1hUDzyRgiH+AqpbvaZh1s7QrElhtQmRwLyN2r8wO5DYW2ZXuFrA4eDfsH7uHv8Kk7VLcasu8skfAGAW95kkIgBUFQC2YRKCOWS6UAk7nU8AgIx5DmQIVRWHxf2FS+CiWFo3GYxrMyrtRimIYCnbIY+l5o3ZNKOTSJsNoy0qRgBFUgSQ0jcsjT1PM0gwS0yLyqu/038kWll280lf6YTUMlhAtcQQNtTimFUdBBEeohmVRKWunFapcNPaNUIpAnSZULEtRolIzCezoUioAM3P05nQiAwdhS/e/5ATCz3eL4jPDPvSgjzOj4mRwEmMJhHsenRUABR82L5BgTeLiurovBhF1N5A8NWVKqBCBWElM7UixRjmEfJnpdJZ23iFPTehgqxmLKSeDFg58E6zVwCKQW0pPcJTXNrD5RQ4KKhS3ItC5ePLWr42q2NbttRy05iQBEgVS4FnevaPidbnSQvJUCW12xn0h+vmHuVGsZTZuj5MXcea5hQR6cbJaUDTFVty0puN58oIjNAgM5uqvZAjRONwHWCIG64dr+8RcUZbSY9KISHAxpSi0APNzfhORDhhRLxXjt8sBqBNFshAtBrNqGyTImAJXxACsqCHKPfz0QoLO/ZSTZJbcRVPmpuUwFDdtKDYeJr5iIVm1oL1V3GrQohKkZDlgGNrCgAgJd+R1UOlSET25AG4QB9FAYVUEJRVgQT0cQp8Cr+rnEDy9f54vB0oJX8q8Mfv3x8fHx8fH+Xrk14f5+u9nF+qnwVfIvmX/Pfb8fb2+IP4VGI8nunxIKLn29vjYVntjqiXUjw5OmRjrN1X/LBn/uooa2WsDe0QuZWUAmSNDBRzCHPxATaRldesgKpEOI0DVNVayvq/xEIi7C6IaPOLbp1hxCHDJxp0zu0JavTRVZC5prxg7ytkJHthJ3qFBtUCFe0RbebyQNyVyNQ/ZkTYSjiOuWhk0m5tb6cxIBFPDAVe0HVQOOIkV6FJzhDHn26aT9a4TU2uP8ygCoIgFgweGObGZwEFFY3/fOwqHEYS6j7GDsMUO/jYitowrFdFHxN2ZiaqwNQWNmNqqrPs3HdRwoZ82W9Gh4BIUUFZuhc6ty2bmBOxZw75YB4LqAigmEzHEwgK9Av4ONCoLp4NAyoioFqKTtgmEaqCAAMUAGKFIsIHAJG+7MezR3cjCKMqPvmZ8Xzp+aX0G/FP5Qfxk9ID6JfqH4CHagJNqKhQ9GhQvFTTfERTDoa9q5VOJVnOfAFVReGkb8frkeSZ6EA4EFGTKiqyihDPU4aWqejUpN7UZejuLOLMJuKasuCLkcLowZZBFZLIQP6kZRjBEk1w7eYKEKYmxJUKX4lVrRUIVBRQsmNFgsVHc7MoYaZFSgrC4mY/rbiVwdTQq170P5AvWnPOAEDQrCIihI/64GRRFASxVHAhwUU8Nbq5DEkrtfWJe0QuWilmVbIo6IQrABXk8UwvWnCIHxTLF/PzdAxUKHrR9S3gwwYa6lHay2BIqoAQVa4bd976Rm7y9zTaR/4UOZymIbSMOW8Nrzvvc/fzGnGMUD+O+SqL1kJGF5ThGFvez8gSmRmVuKN0T54E95ZuE8X0/ufn26c7WUj/YcXFk3SXNRmPxNEwc6EBwzjlipd9NfhuhK4aHRHjauiG5re6xvUfbuYokanW5+4wiQavxqWuFBqYwNRfyJROq0s4xu5CtiPYfrl3dmfhEfChiaqKSsQVc84RobKE+ZZ1Mf0X/r7397cs4i3cNLlx3rAZ/zfIOYz2d+Fxo+klYkm3KtbuU6Qmk/fqJQCBdgXLCH/+JfeXAjbs6+H70f3l27uzImZTUHj8XA3rW10itvzblvew8tyCPmVnp0HhWdO5mb/NDb8Mo5+A1mFFmVaTlABBgJnNrlbmxzCZqlcKvMr5er3O0/97nl+v1yu/PvP5BZbIUl2RHNM7XCtrX+3PMUp7AiSv7tScWjkak2ypCj9/eGnxZJ7A+YmcPG5cG2r0vczharWvHWMPpy4FYNMY999WF5jDL9RPDblI3oMlIwHmvBZdpy1XhNUrhHYdfn2D8F98xrg7tZZvugitN97Gyt8IdO+Ju3HLapeieWwoRP+PYeGJynb/728J8NtXbwf0/HTXWFqF7h1SSldtYTXk3HqQTln2k0Wq1GtOZNsIueEIWfySseAKKTEzqwhRQsyIClBUTgEQRUosSogCWEAzKNeYPYJqzV8rqhIi4EY5lTkjKxAKI5ApCwmYgMnK2QLaRFhXcSANM+lRT7dOP4iLwx+GUQtqJH8q4Jo9MzAq8U7FMC8ShCkafizIp5t1WTrGzgUX7ZUN8XWr12i4aG1/FSyOo3fp0I0tZIqGH8nmF0Sj8GepE1WZeeGkk4yuw6ykU5bWxVe6+gna3f4YFj7sbtfR6nWR0lrFdgowuCaKxq7Pi9qL3yk4PgQwN2Rcf8NKs5zuSeM0hvNpYDlWq1mJXV8fgi7EiaLR01av2DJXHenwnEjMDlQBIOXGfl6bND9lSQOsWlPp5vNjo7bXEiNbRsPAwNtuwAqopVux3RA0TmZl4iEOBAOI3P0eL9dRHe0UArVta3kknGc4ehhS6/qCfaXHbo3ewagCii2lSkZDf1Jtos3qx+MNZLk6uSPC0M65ujmMu9KwBWtrqr0aVlieEY2aBL9fRNMoYXkehYYKDOvwGFWLvVbLS6henYeJ91pNvLUOb48Gfucwtu2071Oerxzhp1rnKuj5mo28+ZkJH4smb1d96Xqpt7kUaxDCqCiJPoQEFzESNy3ut7EQVzXcleEEXPtSrKlrU/qFhTqMI5jLrn6XMh+ldJ3NGMM8bj71Vtg57vGw5YzNXNC2qJQQw7bZA3a10oUqfsZMlAoo5Pzx+fX+/v719fX+/vv19fHx8ft8fZbzUyUzKCckoKm7a//TxbM1ta+xFrcN7RbBHuEyXP0M4/4zAexxB1gb+En0vF3hcWEYiWMrE53cU9et42rWE4gM6Wp7WQ17WhDZ5F7jWlHD6MC4t2qOMJOoYaLX3u9XDaK8tx2+eeLiq68akyk65YrrtfJdF4ojXeHGsIytx01bBiBgNCG/iJnRradX4zdBcMOSnZNwVFpG9CIApdNvdtu8Wki4w74ZMisM5maNONp2sDHldTMRQMTiPCaxESmAIpIUIAUiQxAFEZlAFd7gIFZMCdVQx5yLqhYhKUAF8IVwIBswIasAACAASURBVBIqAVI202yNvYdbakQAordYhh6AEgETHgccB6YDE4ttIwRkx7QoDFrfuESpM+V0tzI3T1zw/bQHv7ZJ0qtCQ5kUiUgGAvn00DdwLjZguLxu89fw24SXC2/znfhES3O9BaliwvYLZY3QaJYwWL2+7ASvK7Mx6MQ9LBocEg8gCkgJro2f4HCpqbX52N8/rjRJHBqfHoOhc2e07/q0yJ7ninvCuuyb8lrR6oLmjWfu5XlsfKfa2cZN8YdpDdAb4Ysu0ccqszQW7lwfcAXi6geROPZbBqsxW2b0PBhOKVgr+Lk2amWK0Q8RSOP5BAAb4q8FDzb1y3gLasnbD5iWbTgN/9joqT5qjYdBbaEGTHiQD9FaesQXNQ+rkIjtDgpUadwxvzRu9jtAEt1gBoNPVAOZdT+FrXetzONwX/nRKT5mM14FHvYl0cdRilEwPVZy2pk8gWQ1EIEIrrndl2PaaTLd2VlFRLKhNFIsP43cWIK5RhrOl2jF+i40LXdxc1PzcGU6ctPzXIU1T5DadHRVX7j9UP8KGYNrWdGVkcxNPdoobUsHR1arqeAyCEQAvOo8b1z+rnYz3eUBbE38V6+INbS6XdiNXSTomkA4Yp5T3MLmjsu0z3QzktmY9+rU7zqQ5cvkr9d+FZ1uDVhKESfxgoogKDEdKWmBBzDloqXkj4/P9/f3j4+Pj4/3z4/fnx+/JX+CZgblR3qk9KCHoXyTVUnTza79zwziLSBzNNOfTqvJHOgGwMGdEVpft2OcXYMfp5ZgK9CdXr1lwYdHGLao1BVpYiskm724OgnKh33TV9ZBsHpTWkykzWEepJsNyjquq2fqqt+b0GaizRN3RR+AnWJ53QbjQPNqOV1RfpaDZqT11P8O8XrQgZhONICiewlizBuOljmRsYvzYdGvhugC/sOO0kaEgBQPx4la0tyM7H8eQOvMAgAURIqtZFsI5netCaEwkGCtAYCN9iwHiiak88yncFY5BbJIAclIDJCQGIARSHL11fYkQanxSFOGd20DSsMtkYkSUiI8CJmBqVAlK4OCKIHM9z1OOa8zjX5C5HFWqmrVrTUdkymBlHWwb+2HQqASyIgQUv1DbN5QG/NYt4O94SipNvASwk4EKKjvWmfW8h5IEEjJuoNG6rYMQC+HIPC30GVioEAYzAVrkIn2OQXV54jre+7jeK1dX2vYItKBSy9W5Wbth2jATTHGutPVrCrh2Df83dt/1VtfdH3f9H6kdx3dHSa6cEc7VU/hxiPLWc46B9/dmyu2+viqKh1KHxiZDBAxjX4ETrbF8Z30yO9ag4zyvJY6ugnocK4yxVHRvojvJwfeFbLRSiReK8SEEPOyEqw9fNVPjHcfL+6lwYCyO5xwCYUj1QKAOv88wwLTDfU0bCZGk5HPBH3Dzh6wKbm2v22dDiD2eah3XDJUbFOa8Nw6oniSzDy4lTZltU7D9OWlFMlFRESKiKTa8tlX5/LBppIYs1ZjFbIvbmSXPA7XEurVu+W+mdm2l1tcbspR0CXwEAZjg71pxD2hdMtT2kJM7YrVX1hrC1SVidFHutBQb176W/vEK8bdDZRxfxaszZv/WpVtnbollbXHwYYgU+r0plAguloVK+5admnaE4DTpwOoCI35SYhCVgwUkwVTUR8zY+KkqHKI6pnLeZ5fX1+fn58fHx/n6/X5+f7x8ZskH6x8MDMdif7x6x9vb2+Px6PROCOlM/YhFIBIuJg+TNf8lGkjXWjSGA97Gg6aVqacubWgLtk0XusQ8IOV0r+Z+GwT2xtu+S1Cu8ayTz/QFJjjGqar52KCqbf8vW9zXNZT75bruEfRZwuZ7zIY10cyipAn5Hx9Cq4SPlSlXq546XTpMFdnqV29FKFJRIlPfS1vROZPPR24xndoDp8YoXWdWG3fb2v3Tcp2x4g86rhNtVZh6vrYiiyL9kRQYER4Pp/MGU4iKiUbiUYBRAUVQVMii/pUBM2iKiIZ4AuUFBnEzNjfFCFaN7mDWgYADYtcYx8LkIgTIjE8mJWZmZVRyVnqWPNLYLQyan+oowqkasFwz+bdOwMDxuakShOBEE2m3pKl2wWvFpiDs2gQQDVr+nCXh9Bi6VSUixpAIQjrA1+jowildBDP/iDq2kIECcJgawjjurW8OhC13EVf9NIRNg+m7q2ZqCn9rFdHGu4n4gJLXqzcllAW+yqMfE4algnC1dQvtYlKQ6Ja3neTKg65mXjRZu2+WK+AkbX0/1994ehWando5os2bucy5LspTDEkgUC1o7RNylh/+7oqDiRUhpMAJFLYoWtAzZNKW5ZBS8mLJlro/Dqyur9NylrEMIwTkqCs1anLGp9kZ4HWKD4ZVxIsRyDW5G4BYMJKqlTotume0inuEYO+EVENY2hwny3lFgAwZN4re4lY4b5AXAwfpMP1ExfaXgunPrnFBhLOYphm+Nb8Eg1yDRY7zXRnnHALNidShcYWwy1fLkgiq1+ILrPhnTbJZ6ikk2TCzOqC3iPXkwxEpBQR12KRuQ1FrC9yZWOq6a4Z0Cl6eCu5nEqTyRl/bYfgNkj96vjZ+lzBToM0ne5T8MDE/Zs2ytic3CAS91xTIp4unWrpKZikILHwVdHSqL9ryzR5JG5fdwqVhlHQsi2Lt+7z2xo9VuGxkk6czAMmjgy2YWsxsSZe6ubtGXfTyTMjlmt752RPK10r+DatCFs1gEBGMDUdVzK8uNkwJkGSUqQ6o4OCAuWSX6/X53l+nq/X6/X19Vny63y9yvmlKE8+EtHj4Lcjvb25oq+yqTu6DmOYhI1jYEkZjYDbhKEJSgQ6FoMiXWG9dblOjdDaq387Grha+ddDh+npoMlCCb7Ts0Wx+rQDxBy/Qb2ceAUq7wa7u0cAV/RpIbUuIe84cS8vGj+9gV6vFLbbrm+7KW111Nu/hWXGt5+VA6gVIaHtJ6zQjYpWrzJGFcBd8ybYzOJBVLF5YFVUS5YiRCY7qytSYhgZDMYBcUlsYViiPbgKWjIRopKQCBCJqLO1gV5EdFIBFEDrelABVZEehIUESBSFRM5TSnX9ErBBT442I5hsgt9IrYrztIugAMBD8YlwVN0wkmcJNJ4g1lp0u+rqdkpijiDQiY44kHjjCtlZQtye14JzcT7HQsQcY+x+JMM3O2vOy15V+4cjNyG0T+2D20bRPV3M7wqaSarDfQLk4LH6Am4oX7SXn7T32PLoFXm2pyhabV0QwOBbp+HF9cyXXqYB9+u/lpCmZktwfECG1K59ZZLkLA06Rzdj6/l/bnzs/oXeDUbvY9V6iRDXldDf0BQu3Nrm8fu4M0u53JiHhzngoaX6PGGYaleDkCYMtX9QQEm70wWM05QJaK3BIdq9glRUN+CDjYsil7qdN4SyIIoulOKaUKfDZmRDBTSWIyH8/8y90ZIcOa4sCICRJaln7l3b///JPXvOdKsrk8A+gARBAIwsdbdd27KxMbVUlZUZwSDhcIc7AyALIiDNG6R8ZRZnD7vFmJ0y+w1cbeaIgOICPXy0SJiQlGUG7lMDcOsxy3gTOFk4BpkTgHO/2YDcej5c0sYgxwe75QDYvJOqD5U5TzgvjozfYN3NSlrM2d0QLLhZHWgJA9qB9feOoBG/R4hXRHt/0ZLUwtzpOYsrVFzAWzrzOqs6d+X0mBlAeu+fzycKm53d1WYN6iAfTPH5pJdLNaPvB6+gJUnyvxIq5ErF+84FeFPOMgX0aPHf5dxasC/PJiue9bJbWapqSxo2K1SDzWBJA7ofcWZRJIikYBxAWLbLZW7+vsIbWYvV5I+HSSeF2I3ZVVAJZvCwp9XHAADv7A8VaWnrxJ+m2aQR9vDczt2+x/NjGRctRsLW9OxQjBJwjOHwbIkxYsd2UVNDCuxqWy7Y5fUUeXXsiECXCD57//l6vnr/fL1+/vz584+fn59/cn/9z3//P59//M6vz+uBRNfjwt8+rn//+8fjAWriQkSPx+Pbt2/fv3/XQbUgn2ZmdCs/7xKZELvoyqgvV/DjpzqXHiFZopmNW25kDlCF5pVS8LBU/G/US/F6vXJfI9B0NhleJS+j187EZ2c3trVYMHFOSqEx5HInTSYtJ3VxXuRBTV3yzN7X9NTGOmkfMpF++n6/Rfgcv4Oo3tUtG7VrLHET6GMwDzpEhYgBGPew4yihw3jh9OlcJ6YNJQDg9IPoI71vaD8ncYNamzoYvJ76MT5iRULYymYKKAeLqdPCHnUaA4swAbHow9oaMMt1tefr9Xzx52d7Pp+99/6J1Ol1dQHqTHQ96aLrxX/8Sa/On88+B82GbE+tRUe9R2OWajV2VdYzV85FgoAdmibwXhe1i4QaIKnXPgKq9zvtnl7LId1M/mRKFwepQx51rGbEQaU8HX/VN38YRYTewWTGXB46FFnTEh8Hq/Oqb3Cm2/o3V0Ot12iQ2aQAAABH4Jn3d3Bh9OBSK0bBJLAgH0BH/+zohQNwQmScnhqz+++yNYB1xItkfG6ZpePIGeBY9ZnZd5NdwpqsIiyWOuxGfVIndKghL/UZ0yRpWVh8etXMZ9fYCfURGbJm9TkEhNmc8M5pIgLQhmMuVJp1K+9dW6Pq3/Ty4LkkpXDEn93cFABAh31l+uUzcENadiOuA6FbsD3xREijgzUC2dxowfB4K3tyoRNmPitj1GFsRuIaLWzBo7bVImIb4hxoNN2EeTC0srXto/ZGR4Rn+uR2otC6szaGxxPYE+Cajhg7NTIgkmyXF2W2hYbj7HAzGhfYIXe05S7j8hoEbZTOKgERoNas+bNfUnbqlPGkTeS/JhsHXiSrDsO8pEvfQDnadZAfjnc9gKk32Dl49EeXlqBWQPCsaWRFq0aEQ9Qc5iQPRPXVpPOytFrpJmJhHgIdZhDfzEATYWntui5S9wiasQGkVuksOqXg5OZ6os7XZ3Hdvk12Nc4G58ZBBxWiFeUGVII7SwiALpkEU4n4fu0p0qrMBDtl+gXslMvioBYrIxOCsUpguuzjzzemp8ywFiDCOT/LANxaTKFojkkjwuu6RJr35km6SnLMNgBga+35hHLiKJjjh4QDHx1mhpyBSCSi19AK2iPbTLJkVN5BWxEDyma/2UHfA9GR4ShYI0ckJolPvyur+QDg40IRFOjEyy7yBUwCL2EWEiKA9mT589mfnQGvz8/Pz8/P1+v1en4Syuv58/f/+a8m0oAvbD8+rv/97x//9//17+/fvzd4fXx8qMhTA9mV+ssfpLVGCWb7+FCf6GDpC+E6+DbKFCmYBKb7lsHBEgbKKVn7La/XyyIZ/KlnmtWgw/TQcaUL0kpCHCwPs28ESACcwtvWu69ep84FQOgLukz9GCAAXB0I9SS3rXdO941djq3NOfhklkV7DJqYfDZG6X50M0YBUDmoubm+zD6VflEZHOY0mrdCidMubT0dZu6wGl6ttZUDRzid1UhRg2ddNDSy9w4IZlNEiK21p0DIzZMV1cDe+JGZtySmiQVtcxqRSrBW+Guu6mndQb5hErrzfVrshmdQBat5Jx9rePX0BzGozH1rrT36x7fr+Xy+Xq/XZ3v21/OpYxVEj3Z9PP58vT4+vv38fLY//nyO7YdFhJsuOuQZ6zPWp+f2EbQpiESfyA+iV4MX8AvkxR16/44fChMaPPR9qvTpuSn9inmu2ebFw3xKPARluyDzRLO0sx1guxDzTXO404kwCi3AkQUydrYtU0Cp4yHOnON/nuG3ZcyTipLZ8qMVjLQi5gzv8qCgrJ0w3CBkyEm3tznAOQvNjls699F5rwKA4BgXlI0n0f9gCQpPElTMiRNdbAzHtuEf1ArLMbHYwxHxcmzYYsD1sBjYmlfhqWcmzk7A+ssR/sO4aSGAiUOC8/DWMIoPa7JYbnnjo6vnGOSqfgSB9l+mxiGm91X01SeWaEMWKAu+k2OHkOFWI4pn9fm+9YTe5OYjaqJnG0sFUcVpH3UcAyJv0hFZQqb5l7hUqdL8mJwurF0A4GS37mN6RTibkljUf0nmf5I5zc4ehE8L1LFWg4IIbAUJ9BFyOpzVhgZAps57wLxcJq5EHVO0wn7j0gG5YVGX+rbEnBhaJEKAnusIw/QLLc/Wg123iYtmFRumoQxNLYHLDiPROQBFKzZ9BfY7jgL7rvmzrqgdkeID7+lIwHVtIkadQkDURDinjOXAq+sVoDDffxu6WhICCwnvrdbMqvkD+zQek7VYQeV4snu5H+nJHKN/h8x8EoZladY+wwbe2NDvAPM1N/ATKAJKBv1BF5cpTf+5vP7tRqTq4UEOVwwlr518JhieOJZOeC+NYKGft3Fb/aoOSUpHWSjvb5dtiuNkKjtxyFCOYRMGoSlxeTEzCwO/Or6QGZoICmOXrmD7zz9/Isjr+eefv//n8+fP71f7+H79r3/9+F///u1fP761RijSruHVaZkNId8cwuTcWSdcgDGIgZNh2Xgxa7suP0ZrtzUXuKVy2O7OYSxWfvXJyj2d0HlxDz7lVT2MPWXIo7NovOz1lLtTmULun8cTnMv7Q24M5dt3r7oMjF+4vFmyVT65cZwmrbcS9WUlOUYaUEzi5Kqj6Wphb495wENhfxGY2azvt0KabZV2RDp8EEYkWA4wE35AlxmfzNZbpKZ5fbp94eIqoBSH78SsQGWWg9D0pxtgd1hMFyCRPACfQAN+fDTsuhExdyEe8xSf+EQQFPjovb+GWONlCSWTtO8gCKi4wop46wFdHx8N6aHbykW6sWgtRoAETEj6ZwFh31NXvmO0kKTw8Tq4OsNBD1JW4LAl1h6H0nmbo4q2lvFXzBlCDd7cUnywYsVtShMG8TS1fwCazTc9gWbzfkSr05httjGfYHSxfOw7LD6LHK31igCFQtzAFLCQrn3/KWxly+QvNlUeIm+zt6wNL/kFkKRcnxMb2cXiWY+6tAr0A1E2iiauguaMPefPzvwcxuPb4Q3sZTHD/t9hNfnkDUanuDviQ7Es147SAE21LO49wyE1C/E4AFCYnaRStdTfb2AgveEOgKYmBXZVYDAIhaAMihYs+UiQ2rnGfG7Wp3afzmH76Ze0BJMLUgGu0A6x3BOYgQoy2kxjvBikQaHDdIN/eSIR3a5IgDzbsgvdpQ7CwpawRCAwRhBHfgNZXCrEMwqqFvgCSDPbYKwo7z2NVJ9nflLFWfsAIpx1PqOx7SaYX6tG7xyME6/relyXVWxEbTb7J1OrN5LDVCT5NkEYRxzx3U466/eK7P3oAV7+1xu7zrd+Km/loFA5LsDZjfM0Lgi37g4n81I4ZKnv0iw2u5dsdhpSocOlM+IoECw39g+nualcaAZ3lr1Jf3yFgIpPeRvlGCEnhxL9pQ3uwG14zVfSsPn8yXSD3Cso7cTqp8Mi2AU6QOf+BHh1ZMD+eoLw5+efz59/EvKfv//n9//8d0Mh7I/28bjoQdgaPdr1+GiPRsrvKcVn/kkRnumjWjGZ9/Ee7spvEe2DJCT/U5gVtplv95nsmfS2IPXAzI8efHVb702J7iEuJO9f+8Pr9UJoAK/TgFZsJCXYnAx+OTzmc6w3PpV5zzkBv3ve72Z3ustY27fQzJDDed71Zmogb8i9dzVU01E6J3jpIiQzXX1ejfVtzIzzrNEF6ZeNKyiiWjV0ZNIR6IsV5489pkZ2KO4OdykioI7xFUEDnK+MUgvdzMYJBYeAjEjUdurViToAYWMQkUeXR8PPF3882uN6fX90Zu5dVJLz1NaY6Y7Mc3J8ZpP8DDodP4gAH40ej/Z4PK6Lrou8BRQKNBBAIsBX2tjBC09GagLcd2+Py0bLLcLdml7yKF2c2zplaB8M9mXzcRUQ3LK207Ax0bDvMKkdItkqadPKFcVKRrT6tQvo30+60J077PUmy4STnUpxDzWhgE3H4KXVXfO7pwJhojpCY+E2rSaCiNddc0FUVOkX/g8XwPJo9jSdjOb0Wg76my57u7RyMAVlLFKKUnV9X8NLc8+aEOQDO3knZw8Lzglc7bJKjq0gG54D0GTMYZ2yHYRZkY9LSYujxTUDC96H88gu4DzXkW5oEM62gYLCfbAw5PtVzqPSVY3Tit9PJoB3alk+Mduj5kOrmnKJtuL1Z1ndI9foH06mrZorGDGHpH0KdEO3Yx6cxcjJDorAVRa2+AE9T6xBAk70O90XExU4PMEYizBQydT8Agkk015lIkxBFdZOSUOJW5qzMG1o9jZOm71FKlFM/Z5yzWqF7OM3Ll5i8/Y03Ro6R5bWLh0oulw+tT8DZpy9ACJ3RgrlpojItVtve+8+dBbe4MI5yo74KbY190EKXjSlfp2otvxb7k1rs/gnB17dk4Q5xOWkUC1Hp/IskAnwMqTxLFxQw+b3nKuWmRcvubIJ5jGwO925Ini9vZDkzp2DMx5UBpsnXvGGO536Cwiw08BGJh49Bjb6sZxPs9QhkWHmNIKZRBi4M7xEPjv9Ka8nU2d69hc/X/z6BOn8ev7nf/7f55+/Pxp9fFzfHte3q10Puqi1Cy9qj9mTH535Oe6IVRAFHRx68sTjVEKKr0i8onjcSm+amrCKeYrm5zRzueEBfIsoKli1puNKKJgL7pNnz/i8wGF8LhOGvokZrDXTclrNMj+cnFXc4dEL1FzJ4pZNrhti8LQRlbvimhnZbKK/VEqV99FxfR2gMTOz9SnIOgh7Si0AdNY6WXiO0QD0l1DRXzCFGSLKCm/XI3s63O42rTqHucSKnhVU14w+9zFmNooOCBDyMPZpDNJcr0K3xfVbZYR76twdoBjNKY2IXvjCYZHduQ/N4eviR+8i+O1xvZ69A/bXGMR4kiy6crCpHviZGHJcUiZsRA+ibx+Pj4/rejQipEbchoJZywkag1oNbgMk0XXWIIVqBrFeYgK3Wbl1bXGDcPk86lvQgsszW6DdLS3/mCDQsMnc8sP92+NRBtNLJ3/GxXRFkbKgUwbKIBeQeuALjvYZigjpO3FDNyo6QEAA5jFHYLBFP3W3k7YmS+ldw0ucGnKVJbxAE64Cbzq3B08XTHfZr/YLTqlH9lQEpmviOuwrmUA1t4OaRP87Rwk83j2Ni8/zmA3krNRe7XWPsHQTJak533HvBdzUtrprkvMTy0l6x7AjgaJBftPJXn9zMIg/bfflN3vnN+9OieJriIX6Jh23N7b38PMTFbmhYiFAzq79abF5oaMNn7R509p4z/OmYCuNp2lmFsSKHKFFDmrcE0qZFg2xw40NXVYpmPJBVv1E/gzAYyaBOzmmp5n/pXlyTPzyQO9u551gxRPnFmqk0sxZf7P7IlkE0XU1nww21gYTqAavbeqd4VKIjIHb58IJcFMznuuVAPaCSOwXPbjrTrl3d8zQ8TRyk/7/CIfKt1EiyWCSWT7apSzcV9uWH7XEMMyqyw3uLHDIxYZzSgGin3/gUNAH2qfEzKV9aInnT/thddFqSR66YScSzEWb1WenSb9wC0pd7vL30k1R9d4iz+eTBV8snx3+6PLZ6Sn0ApT+/Pz87M/PRvDz9z8+f/5xEX482o9vj3/9+8e///2vf/349u3746KGKKq/8k65YZpuIzemsiAuP1+Cbe2VbnDdZHKb5Sm4ZcACajfurM9juwxRQFhYbcRW0VkFOeYQ9pvwla2/cHi48vzVjU1/1uCdtpRlmpQCSwzxhgtuI6zeZSQs+5DTq+mmHjDc8+qnozYw57keyEPLAaUX24v2SQFvqhRHBZNngw0IMS8QwmNKCn3nJYMEcVK/McaGSVoJK7YvzvDv+/mMaJJTw2j1BMeAiD4IKCD329oJEUny0Xeuda5r5D4UMgIS9CZCrzYCDISx98786MLX1Z7MwsjMvV+9y5/SV/bNlFoCANE1jPSXbSmJ2g0Dflzt43o8Hq09LmiElw5Uk+KvMrR2movCSirSrdXQtRc5o0t6/KVYPy//OsWAQa3uEalLbhdFg2HlnAq5+Ez5o1DNwwR0wHgoPHFYVCJDR7O3kQc0gJngx2NXZATsI6mvw8zyG/xT25CttCkq23f8OSFVQpi8XB2GlGkwYSzIiHMzZDTcS6DePK/TRXIzdlK9J5lPr/5BfJSguNpXPz4iAiH0CdanbyoibxBuXq8jv+eXwv444kLbuHGm+3fz4obnYc88KTIXYWy+UtO+RZUeTiqAIUru5IlXzvm87cAdZPp+kds3kMhgmEnCRJ+d+d5VySQDjvAB1cwrUPFRzj6xYEDqZUgDOumHVBWyAG0AP1wVG4yTkjQqEyX5LiK0LdGeQqLDLM/WuN2+t5CEqAzcpxnHHtrf4gqViU6Yvc3PIG3i3nnNm8Oca5YSqaz1xbwlbFTP6PEYbeTWj5nOMfOM4GMRYXn5EsHGhyweOsgFR6GJBMirO07JLXhoZTebtXvKS9KWndmD0yIvtUb+bpYd8TAHGEq3PBlYZkV4U+a3wzP3ruihZr2R5/lbM+kpHjFKRCeytIRh+dugNg9s/o54sjHcI/Pe8ArJJEwFT6nR2XH5PrdtG2fdCHCPXQu/Je/us7kyVCTMSW3BY7a7iTDCNQh+4Gd/cYefr/7Hs//xKT8ZOjTBiz9///z87K/PB7U/f/6Bwr/9+PHb98ePbx+/ffv4eLTW2kXt8Wga0+dNjJzKmk7PQpldWQqe2Wl3MY13BlNQ4NpY8kSMl/gtQ/fRaarSFEv0cuqlugwxKMWN270TKqP/AAAbgfcD38c7VzdEwIhBb8ts+4xJgqfrUqxKT0DiZnzx5hu+8rzALvo4XYFcK1t8VGa6MpjkuUplPyUnCNRzzYjl5rcdAk0tQm+nJDxkLiICjXZag6rRGHGe22HhMcIYi5WDauC6LoQx19d7F4kpyqezxhxKSjTOLJ4zJADGNg561zTX90ZCInLZmkFBImYmadSosTAAM7/0255tOWkOspQYpLXHJHmWiYCIvJAa0YPax/VorWEDIaTr4iHb0m9D4wCyYH4hZC3NMapJl2McEJynxFSfBcNLIvD8gIhC60lE5+q5DeZ5tWISC8iGdlbjVi2kGAAAIABJREFUS7DG7bIpFOfbQIuV3rcXG2UErd40ZQGaAJOOFaD6mqLmPRjCRwD97JMVXD6ogA4oEagdKJLZThgE8QSV7UjOPwqEJZTWq5kx3BkVvDTwniyi3EAHvMoz94pgLyGqOB1nijhzkiUtjud7pWLWfF74Se9N65c1gxfou+3h3CSdNX51IRa0gj58wgnZxUKwXsjYOlidVcFnia4gdWd8hB5z+hGsW6RaCMl2rPJlugMdoIJ9GANMqxsDvueP8Ozu2EyjzwgzslhfZExFy/b2xKQ1TNMa2TdgCL2rpGf8TB2hVmXrOGc/D7Yg6FgyA3LSwEKOuJ2bB08R5nS+dmgWNg3BVt0GF98vUEy4vFtlmbptwaObPHlNxHlFaG7eh/6TVKJ22Mt6ZmbpPGL4BuqzxDciupAM9XkZUl1OTREfIjJ3mvJRb659aF2/H28r49FzVnKJ+qqog6KsCW1+z3GdUgqyDqpEMrlsDXgpo4jTy77VVu0RyXhyh99J/npg70ShZBSRu1HaGPaMZe/dOxZuBpsJW4JAKczLEY5wDrX3Cj3fXoGZJnwaQQzrxH+QN4yQFx/2vuSjL3k+n7//fP7Xf/74nz8+/+go+IDWqP/xfD6v6xJ6/vz5+/fvHz++f/zvf//r44Hfv31c16W8njm4LO9Ktz63jznfLR1Gf7P6Dpz2ZgDIeXzuNv3O9lOOAYBhvFBxAiCUSQOHjky9CL1CeP1epKxRNMYefnG+KDzma2/Z+zjk18w8p/pmwszllH6JY0NkyA19lJtH/gYFd5y3H9OLwG8g3z3HeHq3JnSahNOquc1ldJ5ehnBi4ArPMri7qIa+t5k2o3UEEaGG3Pf4rzUggwmKGEzY+wK+i61pSdqMWByanAo2bxYQ1sAUk78WAhmaN7CVJvv2Qtar1TlIABIGGiUwAr2YAegDLgB4PLoSEtyXqSmDILQRZI8jgFT/+WoXATYcQh4hRMLWEAhEkAFIw0UFSX17Q5rCPtdnd9O3onCVASNGYteaFkJuIcwJ3LhFQpPTjro4PvHWQRsZGE5YRgej71a1shELkIfNn0xviMPEpSGxrFEjYw8y5WtJeqItcxFQxw29AhPJyWxLIQsQqpEICrAA7UFnHq/Oeas11CMOH9k0Dpuybyz7Pnv2kHFyfuSvCPlE9g5L0lVa+1wAERgBegfUwE5AxPGsDxtGcYWvjJxbZ68fIGW/RVBfPQNwMHEF4eYXyoBAqwewzWuxeN2d6dB3plHgnR38P/uFB4hiwfQQXRB9Xtww+kcaoVW4oz7j+jSdwtppbi7RHTwukTxPVmxJFZvzTRN5zV95ATA1WoFjPo/zzCbtD+GsGziqIEuQMCnKyBIEsajHWo4cY/ecRkVfQH0h0rTomrt5S+/7ikg3piCI2F9da7LeuzAH7mtEtlJzDAOfAoV96ab4UOXhCElG2LmqD9grLt6iPhvot7rnxIrDYQwsjxWdDE6yjYS/177ysO9s7cooyKwCrWrPpqNQhfJl4Fd+OXJDsslnKSvNyDnQLBkUlVV4GNiT3SfWhLjXdX1+fvpw9jA5Bi6gTzqXBNHJub4sWMvZP3E9qps5SWd0jmWoRpbIDkWSCDMwDOpK52Nfr9eff/75n//88V//9d//9T9//Ocpgg+8rn9/w947SmeB1/P54/v3Hx+Pb4/rt+8f//rt+8dHe1ykxEjv/ePjI0BQy6bLcMtEvCeaK99N377JLix8dtIL7ZiQuBDSVsJ19mtvjsDVCKe815RG/gKkKT1O3GnVkGIvxn7XCv2T7WOSy4cEqQVEhaLsgKxOcvd41hz2sVLXegObzycg3AO50OW8iZcon81ApHv7cftDdLURVE6bO69GUp/u3FPMsjQv641tE+zl2wvN90BWa1SziDD3DuawQlPUZQ6id9dT5I1S3fSWNyC/IQmIgDCyCKDAC1Hj24h0Nkud8JBoZAaIIDdR12CljIhIWzlCywuHO1yPDwBogFdDIgIioMY6qzQYfzXzJAC48HLLmHxe36yVTl6mMNVe06ZV4L5h97b5OHteYCNCAsEwNqa0YwVAYBMjSvWN4Mn5xNAPeSfsUJhE+iwfl8kCW8T3hAOu5BPV0+kc63o0SKttdYZG3sIyGIQO9jmJ2jbTGpznVDcZrjOjh4nN8UbsaoTWBd17IrEtBYpx3POit4UwSPPrJhvZcJnPVJUHL9Q3ZwbQjZ4x6jDw6gwMAxFAmZfNicKZLaPBdLpmDqkXfgtxeBmsQNSWi/42bsP8FAm93aKenaxOTRcizyQ9ABiBkMNNSJMOpc3fiwJMACCXWiAuYyXtnl7uyrAhssl5N5iB5ibi8boHnK7JAOi+zfgxD2DAyzgAsAPofPTMZ4GZGyeMjIIXDv4Z51sQ5DWR0l+wmGWUmTCmG9DWKvaAXhCQxygtjwdEyUqiS99Ew92FYuUr7DTRTBUXnJkTS4wpwNL5NcPucZomgKsW7RlhElL6V6CPCy9Loe/jH121vWYkR6aLD5jS5WJrRARAiJCQgBHQo6k5Yq7TB3ubGaDhtLFpcnV+2YSmdH71JyJ2fvbemUcin1IiDX40atMd3oQ9cuGDO083PxFAFnzBa+tqCzQQ5omEAffarsFmZi0zvmnlZXsVa9Z05fEeb7ARBJyeD7G1591EIOUZZNqk5BlyfMJem74g+txMI9t5N0WG/oeZWyssJUMz2+fmBS7FZzCMWFnCHCJ/I3G3/9QyN38dBKhPd6jbkIAYKdQaWXoeIoC0x/XNFBXqdaRzPjp/uNrhDN6aEtwAm14WwzlOUIfzUYuxHPPegU3SfvZXSKsvfQ7HQuqiKtmcOmjGjCuQCVCYUV4qKkBggVcX4YZ/ivz++fmfn3/+/vPn88kiPxnh+Tv+9ttvP/n153/+G/nzf3//+P6Nvl/yrw/68WiN2kXX92/fr28fCASa9zCuBImoRTC6WTNXNPcuvpw1MbYV39NHZII02gKlNCdt6wt8uJn8LUJj5lvwq79aayTmPDwdm93MnvfqDMnp6/h2tdcCBszzlHGb0txQ9LmSPawFfI6b7oQfH6/Xy+JAALjbMpvL2AzMiD9MIW8RoyLSZY4wWVy0yOMjaIOHVXVrxCbIgLEji4i8Xj6jMqfRgBup7f1lp4Zvg+4bkXnmU0nLu37r5mDUGu0viyVTOs+yBgLcYZwF6r7sOrmw2XIMuxph7Z4AYns8HjyCxHW6aewWJi12PRQQukTkojbrNrjQqI86OUZdTyxHivkJAFOi5ue+yIJtWOV43uL1esz2MlwqdETQHk4H5hkRsV9hnQxq5oUGKDqQJAIsxDzc8ulqw8lHXuA9NkVkWL8Bc5/zYH0GRmIfl41QMQLLxUD2hAs8oQECC5NARxo14MhcEsQGIMso8TEHmqghknq2sPDFTX1HZI5lspZI0udyHSM/YC83+RGZa0+44yCszPCCdzqX2GniiAiYNUGvIY4XH4CFOAaL665LDYAbqKSVAC2SbuTaDU2pzJlD7ODslkzt5fg6g+Jj7GjeViJizdUQ6TquPHZCMqgCoNHXLES9j6g/RgEhTaceUlKcBxKQmlfiHBYkIUbFoYQIT++HQitLzfcLlmp6c0Qg03wys/KdPm79CeYRszeGpt5N3Upw/g0HE775zdc/yET57aPqIYn5ZBCR5RhuG5Z3jJxyYX0yFs+CE+XSZlypkI8mh0J7UPg4lDT6EE13OzxFyCFelEAPug2CRVI/0otCZ6aF13OuMTOoYgm+0iD5pVtQutJTimNONaXoWKrFbMuYbVjCG4022Ce+jm94v/0+4ZB0GgX2hKVEaU4JK0Lu9a64hdhCJkuxE5FBadqLy9ZSsanpJHXzHwSL3qfzvKrYM7v120DFDJf357p4OvGwLlZX1YgIxXtbIxyWpLMqGjCPS0UJkAtXIJRSMFnzVALByIEOjkSlH72trszMhLet780ThnDI7jtNFuVsAP/2AnS03+6BfamQDIvBiDLY8ujqdPLWWkhZKHWYUWdR0UEBCXtC9fSamWYJNIWPSgs7TEgOHGsAGA5pN9kxPwB+e59lomDA7XZ5g32OE+C1fCvX/KEXZovoueCyuO2yoHJZj0YX0ac8n8/ODP1BKL0hSn/9eLSPj49v3z4+HpcuTh2m1ZAGCzrZxJNOGxwlhcJBchnkxBafwHusef6p4unAZe3gT7HH45EfNDtDg1A25yiMn23tXurs7yNVtvg36so+dycP3YMqewFUaOUcb8kq9/6qtcoVk39KObddN41NXuUcXeklWxYG+ZcavBRnNnZTBpwUs193yvlVJseP4WRxfvaAlWWdVijLkpuDhCiO7U555cs01hcBJ2hEH8i+fhCpnJpGQNc6BN+QWtYP1Ul00rHLDEzifZ1s8Vr7AN6gDJxhTKM22u7YZNFypL4YBpyUx0OB4tQAYbkrEsoDaI3JhU86tYjlikqWFstTMGnyiytZFtvvZiXW+jFPTi/u1apMBh4ZWJKFC7XC/TMi8De/JMOyRXoV/4BSHI48eiGy+jgCNw/wVUKHE2EadLroBLhr2pLlIIEY0Ih9nT2B2ryIJC5rYBq0dFjGMGyXQ5w34zANGRT36miQc3YZv2uoY8cT0WCCwAz5kEufUJEuEQYAopgvtgyQLuCq/9Pj5JL0tiSatxllsIdcvNVQ3etA/DTjsiR2bAwiEqqt7WA1VXqufx5pkeWp78fYCoEqAfQo2xuYHB37vrwisZDsDlGv4W2HS5fLtkd9HaHJlD5L8ehNqWfz7oLbSSno3F/hZBHJ7sWVTPaoDx3V66oNs6uyM2+kMgj31+vFzCK6+AkRiIbOyg3yBQgNAc36E2uK+NENZnCwmnBCshWvOh1uUFIDoKyNSgrLA8uyzMr4JBvDnNQ4b1OJs9ptF6KgOVuGnPF8HAZImdwaY6nq6z8DfhkhlP6T2VK8VJOW+sA8GQjnKEJ/sHmvAo/6NuZN+imfzZMh88LWZJ29bGm3YMNvQYgYrm1wvfK/KLzt2ZFkgIdAl5HaQk0EGBrSt8f17ePj+8fz9Xq9Xi8WBubPn8+G8mj07eO3j4+Pb98ej7aCGVpr0AiBvMtcmF7LRrgAwCuPF0sUZCLb02hlVahJvgvhohWjtun623gn3EZTnvCGX1etun2nzLrlRZbmNkuPEwS+0QyHN8OVFPMkU/cbnb+AdsSEt2fbZun5mfe3crS4DIO50beXu1+2DsqJoGVvqxxKt9H7Eq1m2b9flpRC2KffvYTmRbmNCBxz7f3IkLKGDvUtU9A6nAPJ/Hu2gUmGEAvqHhZyezKGrlZl36DkhMxQtuKOGyfhB/BGBhVhpCLQ3QhV7KPMmnflGCPvDDBuEsr184B7UYqucB3+dXPSTMpNJrgSBF2xR302N+hH18CJKkPg2SR78SSp9Qs4tjVhoT7YnWZlr3uDk43/cxwJrUar8lHlF8DfhodQ9koCZsGB/aaUEurN4TpAvvB90VvlK6STiLS5VgQ3l7aNnGUHlkhIZwXVPBhRkAmRUcWBi76Fmb9hgSA0eoIAQCCDCbUGCYGm+CneQ0IUkAZEg0DlZVMtk/XdpoR55Q2GQmomRtrQnazPyFM/zb/aPPMRfKceTDEeULUzT25gyR10M+B3Q6Ex6aHD1P8wcRvbzJQxAoU3rDQ1XgOasxhdO0dU6QBfCaCrC/C2pW4GzWMmRwSEh37DTGIRUWQ4wYyzk1eCIi8HHPGGb2ZIumyWxobiRKK2f8E6kgkxlJvR821DfTvCXFu8WJ8Ph8RpEHyqP+mvlx1aRIOMaq01bNkYwABemBxDwASl/PWXe5e5raYBzGTO27V9bzyQc/lKyPd2uOIUD31K0yorVBOdvp2f8aAl8CEeLAX1eyg1wuCZ/0VFm9xlAOSSMZNmmefPGWKZdK2dqKooeZDtdcoJQPeap/5gBLR+ltJDlAy8s54z5Gvna4WIeBEykhAzXETKkRJx//NJDR6Nfvv2od0WFPiTPlW3QgDfvz1++/7x8WiPdn3/eGgau7F8+U2+bUmYI4uApS5vYzbjJWlKCfjTr6IcQx9uZQiQyNXS0tBOF/nwtkPrwbv+5B7EzVBcmBbz+u2sTJb50XykZI5anU8Nv5XDuFGOu7PSQy+jfwMTVXZM5jvcZmXtsgTjXGuilRvjuY0CeBheLR+6IuzxJl+qys3ySR+AYMaPnOAr75a8/mUJY2DJtMJnIhLYmxGcgW6RqipurtShPntvgEijR5m0JyYG9sJd9zj43XKncwXvLriDSeA28ouQu/Q5b1uyvCYy2sTe5IMHKNTi5XmqP34RMmAtwjpwfer5p79yAjP7dLL11r1dozUWD7yRMwvcwv28jbZHd5E5gN3m5HAEx04QVhESsvUmrFIrWsMLHLoHH81+Xpb1HY6OeHxOqytOfxUFZoGdjCG4ZeBvSdq8wzY317fhva+YGS5w651NbrD4+OS4fuvarwGGzB6RARozzIRORh4v2qipcIhmCwIYEbv7/M3dEtLh2ZFWNArcppBR5/1wjEqoJpzABPzjfcLIE3d3aA98D3fUGdbj9HMKikKU6q/hF+di9RN5Q5qvKGryn73D/iYNmpGpZYHLiy6dS394R47xVZgGR/OOyEYOCw2Odeb1OUN2LovpcoYn7lCzycRuaR5xheNIfUhjOH13aMSuAycAG6O40SywxgeFOT8OJyg1JGcgyTeMRSbYM7tOtT1GNH5vsHxAN534t+qI0qUzJyVuOxeRewRWHVMq9MKa3LzCChL7aDlQWlOcvjn5xR1JMDiksXvI4X8qky1w66t5o0E1RWgZz31zHe5hc+7v3Lg4wDm9yof4VVTA/oRW3jZ50nKW7/0et/s6zN9KniZGX9k5M3NSsruz1GvOrowfXXrvz4s+Htf3x/X8uLg/US6GDiTX9fj3bz9+fPv2cT2GyPPj49u3b601VZ9ES8lzJsF6QvciMn+WEKjYXVKl4aJTd8BqcatrA0e96cOZoeoO2FxfLL55FYCyd4hX8K9pjxf23q7AdT3KfjlzP/nlVgcol2RaPhoQNwhyos4kmMbskC8rQkuOPTfF0hp4Y4mcekDFEsrkZ5YJnFQSso9xfnF/gMqrht0O/6XW9nzGaTeU0qNkN631PZ24ObPf98T4BpjmLoDQbJFv7TzCuv0HGJTVHvV528+8ba6zwMkXdQgO96CDykMl6va3WXMdANM5QYxcTDZvbCg6hYhTDrdgLWhUnUo+d8n9RnIUYl2RvcBT1d0itLHUC64Pi1Fn5NFglVcWFbAAtdH3TavaX2TYUOiv0XGbuQu4sMFfxHuMX1B++h9nOn0z46RYZMvfzg/7FQDc4SH/Za7vZtfAHS+aW+bw/1RmzxmrwHxOEABJzFKFwPcUxab4Rm59o3lLTYY5zyQRc6fAIFYYmGXTNeESG+KM9LDpSS5o5fXDZBsQ9zHWNZN4ZWOHfX7Bu0A/rKKoMte39VG2w2A7t/ZnGLfuBYCIqyHGmLKhW+mqLBAmIr0uyOJDO0x/T3bRSNMaSJX8zclscH8YaAwkMhbItq2hzbGhErXR4xhDtlJACLXvHJcbd8cZWctNRf7O3JVnniOHYT/nx4kImJQJE0g7cYt9q1Nlqw4VjBMeS6H33oekcx1RhCitUbvaQw8hhNkJXD9bh/96v4Qvms2mNnMGOXU+wckL7vRtpXD/EKd+t9uEEqSM0Mz84Y1MNEtZshxrRV3tFBNUFixJi4jBTvP020v84AWioYG9zAx3X5wT51/O+LUdjnrGzOsDZ30jARBGfz+3dzFLrck5tBg80jaIchpqCjJOOMSUpetMhlkI8NGoX9fj8fj2+Hx+tP665HUhdxZs7dv3j8e/f3z/7ce3Hz++/fb92+PxsJyGF8vEb3RSz5ah27gsIuJpiaN+3RYwNfGYLTPGJW4sV2DcENS86LAPlIks5ecKaR/eJipDjtKSJHA+5fLY/4lumiDhx3tyh7pXIpSLJzcl9UsNn7LL6I0p6ClE7iaa/OQVHEx3MrqD4NS/7zBTclxFm/I+FHaAyh4O5eroMJItOxFNJ67PWgZ+y90GtpWrHmNd84MABkhmFO6NVraUuCsXrriUJT3dTtwBTk1DYPZCDkRJcxLSdQeCsVNxf13rOvgRhMOagHnuRdnIdL4N5g1wMUy6D5BBjPrbRjqiHvK29Vaxx2aYCW4QCKr1ha4vhkEqxXe/+oDJp0npNImoMuf29z0QNcYokWGMKMb9QKWb+8e+MlYkGQ4QjCsBU9askE8IxAt+8Q2duL4aoPpq3tm3xO9ZA4IA0tWVSMyOZd4cQZVMmjzuuRfds+pFQQTsu6bIHiaSCwisx4fMeskQhmXM3udAHMwg2hjrUuvyAaeRbIOha6OzZs/cuSLqMyOQ9VTcZOZK7AlBxQY4jgvPBMsSPWqEw0RN7lCEPfRsymLVlWzl+434h81NlE0UQTZHhyLYQRriCe9a1DtKebwRbCMciEQiqOpcACDWbZ9P9tx+AEEj2Ud1xQjIvDCDjz3sgAtikdM6SrWp4XbCxUkJnKJzXSVWB48aiD8V9YlgsLV8tMfHx8eeGXVowfKmfgmVt/9xV39vdcY+r+LxTy0RCVirPERPvuc5ea+sLH+103RiurZcb4XQX1Cf3rfVDz/IGf94TxGvBMvVKr4T89yUpL7F8xZ1VMzSk4U3NwVwzppgYZ/iNg3wNF3u+itEIbpK+O3RnQfYNodjTffbFsORKA7oFxEFCIi37NB52S/Cx0Xfvz0A4CK6CD4/GgBcF318fHz/9vjt+/d//fjx8THwno3EDE8xQr/5C6ukEBecQ5PJQK42ynz5SCnP/7HtZnIgjkh1boIIRCisCWwjQnV1rK3Huu8P85pQKT8+xV2Wj3MY38oBDAGA+SiR0pl2G0uT9yLJEN3pAefJDesmGS98OtNzWsBd2SpKZFcrcXV4RrKZXHjc8qaRW2l5pDBLPKYPZFQealrdNrOTzG+skpa8E0L8FHLbebwZLoDkpwJ1n8KH04IXEq+kEykoX22yniQhQ0TWmjZrYofOn4buBxsCKb/moFfn9Ux1iMF6lpO+ej2ayScC0EcOJSBAFyBrGM/OeAwSXI8MiACVKjBXx8ihBSy76A3ypd5nRqA8yL7i0RLm+rxMFL+iVjUYtimit5CIjZqUzA0K+vCFhbfNFHAci+a/fOp9fEWxWQkCIayrfOX7dFo3qR4lktMu8j/p4Vlt9/tKYoFDrAaa9QwIsv+4bOzfUolME06XA4FINOamJlnPTm0MNGwkSaijzPB1bjqSi0wyWP6JSMaLX1umB7f5bBC43SoVsmFQzTtiE/nnakN9AEWY+/2GKMWvxhulSm5Jwj47a9l305XHt0Jp2qUOltPcGjvghZDbmTbjq4oK1IRHFFdgYV9M4HjyJno3NekAfpVslXTUZWSbaOYEtGHg10BE4PVMMujVMmn5CZxmLfpEI6IIsqzrwC7nUIcxpkTTCZ6rm0WUerrSrUPJ8vICNhEReTGzMPua5LoeiHit9GfLmeinHTMgPc/1lQHouRbPnl37rrqjtcqWs5zHC3VMsFu8YbfqY/gAh/LLlggnl303tFv56cB5cvqqgoh803qbcpkYzxiYHJvmDT/z+zklT6o3YzkodTqJy33j+XwaMxPcKUJNzMwEGIadvF4r3E2ilvnJ8BF0WiyQit6S5KTOtXDFcJcNLu4bLAKiOQ2LCLpQ74vw+8e31tqjXY9Gn5+f1KA1NW9pP75/fHw8WmsfHx+2rRLiqLoIgfsNdVC1SYsjVW36YeVtuMDM83MRSz1cJa/l7EFlMuTbQCc3wreOTXlk9ESOrZJ3GsbEJ5GwNBMOF3Pc9H4HGKK3zc4mBRIs75AIdQQrVv4loX+RSfv9R+gkRjjItmMTrdzS3zbL8isH1Lff99lJxGXiLRkhw5ElBiwKFa8z2t9PYvLdcebNtP0+438RLjWK77ybIRnPuYl6fLq0NQY3XzMy6PlO9eoFioQkDELg4+aR2oKgCfUNetOhRFIOWWvX4RKM82e7TFLOLxQRQehD5wnOvWBaueQeq6LHZQeKDBvFpzszFYfI6qaVQgwouT53NNet5KD8jLVulR0wokEZNkEpQGdwMfQVYjRRK8DIaMhGNRK5vk0rhzURxvilob4gcXV/wgIxsoBA15yIeefYfcM2y4RwwT8dJr6LsKMqF27dF7ommOm5vtnwgCAjrpAffeBktlXHdBci43gOefj0zkQv6NYp7L0DsP4rMyNJQ+LNPog/VoElfh3c9fwWLGHbXLTBMBvtIsJ9Bebsvk+bhYaElw22frMOg5NT8Ckl3AsUsXoU7Vm1CDrn27HKdAJsF4LLLOuCF6yEBu7DWXUV5bIUjOhNUIjEjYZqFItPAXHBBlJlwdmn8N6JfCONQM/ESs8LeGJcDlnzNh7jSxIbp5kKT4aZ2LmLLsYkxu5937xpu239s2btzIyEAKS7uzrCa8XGogGQstKX1uL0Qpe5YBzdlG0VAOTkpQ7JAo42T7aR6bF+iigUcCXL5+0rb6SbAUJkh0zY3dh8eZcrM/2lz+dzU3rMax7s78uqCHdjiRPzkLr+Icgh+t/48apcw+Xkg+yeX8YAZi3TfRBFJUVbb8aiIAww+CYFIvb+HEO2Y7psBT/oeva/sadI99Fou66QcOA/TvB7NEN/iCNbDarIEP98rTmHxzd7i0NVPtdwQ3yMs4Dw42r0/fuPjzbp+ovo+7dv379/16dS34IK13Usjpkvopw2rhfTf5xxTFRLIrdg8tymX1e+g6BfXtll2teRvJJaJPaubJjorPfe7lp4Inz2pjVxxvPeiBV/Oo292H4FSJ4SBeBXD4+SD30Jx1wHCXLWoL7eucU4gzqj9rq/7Do7bVmmYXPwXk2wZ5MkyxYG54bq1bY+ddP/6jLZxRJlvPOzBa7ulQn6CKtsnZoZwns1gWic2VC6YFafamMx3BbXAAAgAElEQVR0npVxcWa/Vj1CmAXOljPgRIfrmiCBs8lRVfa6xRsCIcAt+cbWhtnPuE6u34H9uw0uXCvUpDWKi00K2fnY3oGIaB9ooZUos/wWhi3KbAckBQearErmYIv31+gjyGFDUZXkWxYBa4E3dWtAyEN6nzahv113mxfPsOU9r8+f4IwA1rBulxOmbkNJuxF6PBYta2FMEb1jR270Mt4yowY1pgmfvYcOIohaVw2sJeDHFJeIVPbgqC9ALtntUPOfxRuDTgcXQUtsX3Jod+nGU3K9BW9/R5P6S1YlNHSYEi7NeIDmGNZaavrkw9pXeKQ1igBQM8oIAYCvqYBBBOBuYjlSB0dxu8ryBxs5pkOky0v3wh3SYTMdZXilw3OfiggGHHXA5vG4GldjyeEe9hDnQ+PdkfvZACfz82Z6N4sMoRo9gsLWArETQCfArVCYcaVdGAQaoHjsJytH3oNA/cPq5vKAmIO2XvrP8eJK4q0BHKX7UKUOyhA2w5/UWt7ucEYBA1FovZCBNIsWHMeXMRUrzmFzY3fnKy6z/uLhndIsduxu9yUpy2u2J7C1CxHxwgvpuh4jmwGakzpvuQtBhwlreBrvTNXfzcsFTngBMFioz58sb8ckyviE3HDNfOA98wBnN06oRtFg99W8scMJvysLF610y/q3MMh0Q87DeYYq8A+nAeCAKrN8rpyF29rkG6KgzNyqpYeV4NH0Pw0eWw0d3n852VV27k+wJ6SfuW/gjIhOg2Gv/ul/2Pb5lcTQ+7O1x4N7v5iH4kM//sfHR2sXUfOplXbhaYrkbzZqf5vo4H55GnC1/SdEhHvMY1WsN2LJBLi//syMIIRx5O90oAdvjJDA4W/oeEsVqXIShYYPa2C1GNseCO3KCmEFcnZBHA+MpWQg7xLzA8JpXZU9o5Mlb9a1ikD+OLkNl/tfpZYhEYZy2lvuk/1yXJt7b0vhGXW2q4kYgxMZelz/1fCVpen+ddbBDAg0dBSEiITrCczgce/Up1JyoXa/RhMNom9zNatip8Y+1z+7lnMu1yE9NxtMfgeWcCKTf//WNBfpak/lWuMvUSg4ipOXAKFltYvMJrifWOnLwg8554x//TZluWMsEqbc75futQ+NKNqIuFxD78U+sMcme4Vn9UuXcQPNPPph+ZFURQLwj7Nrpy/PJR726i8oPL9SBv1V/We0x1z5ki7ZnLHrx9Bpq6UUnVpM9rseAiMbh7v+noHVz4DcpAS/Rmsc2fxjZjLx9G9x9vRT3tnjKM5QnLJpSQewAO2zdjN3tKcaIESIIBJYDOhOJxf9+JMdXLBF/vqN2xVisMgjv55Ml8IiRBqA2WfaXgMcVLj76iDEir3Z6WYHR6QNbh9Mt24Zjxss+4JGbw2PZuNL4M6SSbq2EVXDW/7puNouL4Fkxwy9Oy1BG3EgGIJuMOT4wT7X13ufBrKYUV+pbmKWYdfJzzlssIw6EbHRdQ0E2/bDviGi8NNzxWtDzCfcQfWTT6zKBgrKTx1e8ORiV9JiX9xwAvbYZxoLu46y8PLV57YRpa58+c7f2mCaCDP0zpXXOh054dH+4pRLNl6Hg0t7qIC9ZWgmKNL/dxFe5c82XmUlnQwqm+9cc+BrbhaB/g13PBRhr9fLM2alm3/pTb/V37xieOaOzh5PEhE5LgvdkO1k+aZFTTGrQbBKGUL0Wk1yQ9AwDaSOeC9fW2YYQ3riXPVn81TRjSG3vt0FZAab6Jtlt/+fwsWYMqc/srsXoghY86xkqsOD9uSeOxT307NQecDUXk0gmbvzZrDe6ZSlbppkzs3/YWZ7UHDB8XHtefL5vnkhUj/Fpwacb7XY9GzZ+rFWb37WQsxjiGOplpwbZJqFOu4dOgNy6jEboGyXnlsJQQt2mg4ttaPHNiXCLDO0taswkspGWNYHZpcpVVEG3V0+dOYFz9TTrNBExVL+X9raWg8KT4Ycs2S/BYmwd+2eNxG2uUqlMYpzHJgHSRjt3OdP0dfr+ZuF+kug4CsAshzuMO+9UkMepG0Ls+FxCXmFZ8g5NGKQCFlmHTvgFsnOq4j9purT4a+DKqPyMM0vmyXhWxHpV+f6XHLdr9zOnQX+lZ8kyw8gmaYdM85I/2nMThKOoIVZhvfJjtsQoIBO0XaxumTqQnmkBW9TPUTU58M04t6By2mW2RWWRXpMA1BEmuOjJMwaS2N53LbXeE7PuL6M+r4C+f4ODt92E4GgcFgP0t6skZlJdSGdON7J0TaB7i00h/x89GCSuG6GrneQ5pl3hcTzLOkgU9Rht2CECWkTDcE8X4fHkR7GgqBhkgpufcZgN4GHG7dABJlzP+gSIpEcy1G5NskhRcOIPgBgfokIdO69K+TT+vJq2FprdFl5IYgklKCbmaEe5QGnllVZYsap1JyBc+ul6ef6bgz3bg7sMgM9A9a3ieQ3TujZTMUCx/KjUcmn43BOIABDBRlG8uCQUZH/84a3zPxk6PqXEsFc9ITvPyYgVxfkxNaWXqzhL4NCz0sGoJoQK5Posn5sfmdJAB5Ekunj8HCD7r4OMHFscyeFEZ5dtI4Ab4ZUJ00f/P1vd+Y7j3JI85Ch6B8IFjcOrYyY2yEBBSwNVSxHgA155ZxaFQFZnSrIENhobyZ0auy3vPor027+qffPaWcp2XLV3wYKFBHb2rQXj2orOSxpnca8SYMoacD7tmxgIANPW44+3tQMmSq8SbXZHD6n+WGQtGUmMyrbQeKzf25BCtSor5zYTJI8PfttAmL40IQN0FVfdXCOdxCBNKA432raZ4p0+2UuEkzdBHKku/ev2k0zh5Jos7FUhkHMRlyWKJEQYJviwxC1BwC0T/ol4Of+HKf7TGsq8IUJ0lBd/IXIhKA8crxOuIYrE7mgAaEw6jzFAG4WhggolmE4lxmYayqa8HJbOeuFdsurv0Blj8i5v8W9XX/hWmOQcgF+hVDSmPN3d1jVvgP4AQAp3huplExL1DcUtihOPGu0g9b1CAJ9VfDsfT4RSJBImIU6OCc0QBTirvyRKkaQ1ERSHzbvjeODue3hovEtbAN+1nGJz4Bt3LLSruNylFNpXpEkZzLB/T/kOAdIMzwuTG9aDjpi1rtTthzHOeZq9pDiiZpkTuhZgUW5NeHsYSUbxLkfL7mmo951ArkYj+OVutPvgRzqk87gnH7Wy2LeOMLD4o/h7cZp6LN2jplZUR9Ld5wbGeSbXeQGde+/Zw+9USsvvLz1n26aO2EccTHTyrizQJ72ufWxvOlT2KhYVsx+hV77O18hsPs+H/nG/CbnYmVqyxieG0uMUKyX5NuJNyhPqdIz7W1fNnuK5oEx+5jeu2X0gc4KsbDb8DT+zTgwo9OcaRGusAeH6nL0Vh651ifUSFsd1ed3dNN1XCuCBYEuPRfa4e2dHIlOgO2+7k8I8I3dl13G3vtwt8pH864VHK9PSAgebgXQFdoWr2TIhLOntm1KiouZ1EnFkID+r1RHq34mg8kb6TgarwJ+PDCQKHratVMvLL8Zfc/mCVTaw+47PHoC8PQsf9F8OA9z2nszxTXu/YgSY4e1UXaaAvfinTbmjR2EdzhNbvwYPULYvHkI3Wn+1R3+LcxwDzJqy0MG842FdkCg3GdY1lVijr4fq3vI8JUrsIDIuemJhUkVhcH7iXCW543ErTucU2LAr02AhyvzYIBD/ivkE4Rn9e+c0bk3/Q+pC/GXvtmy+PZ7ut96gZLM19Y87HkJa9w0wm3zm4dDAXz3Dyh/BTf+AurL1u2/dN23wDTe5hr3lqyxNGazORwjyWADpzJ2VKOWGD17Qj44Tnjz/yQ92IRmzLcjAEEaqRfKHEKYLqHXZUBuBRVYeIBtrYN3JGFRqai6LSGhQN8d3epy0+/vBAXgMYBx35w7qPY5p3DOxpEzQJElRr8Zh21D97oCSXfNBgNMc6HtZ3F6dholHZuCJHPCtrhQJPNT8GgTzHh0Pa1d/t6J6EcHLHkkShRpcogEwNZd03lCR31zoVKYbi4n4SKSqFgMWETk9Rpcn47zLQ4BgaghNo1kHyM303c03pHKuwLgyLKXu/NohGNqK+yzNNv/u6rHir6yB18kzyZQF6rMG91jySadCqmbHPC3EMi3pX0tWKSK7c3CTGX4T5H9XUpsHHr8bxmhmwtyzxcF+J2NQ8PnyljF+usnbJbZ0ZMbBJwzGMuH2rtiqCK698Lax2vzNuRsHUNYjQAVfneQaemgrXQZQhIh7QPhrmFbDkNzpBmmmPZUdsMXBuBPaSj3WDGySXuojOH5/AwiorB4+66T8tDem060GsLxzYKK4yrYv5Cy6F1MsgAb9mHREgv5wHHvY3SzUWT/Kj8M6X2Dskb6BKfLEdYT2/+Vorm0igkdk2x1cyObhDTe6WxOtkHNJe0GgYMh7fBjTwLyvCCXbxrAcHPBN+ms/vceLCL3Yh3q9nf4TqrMsYyOkVWDOEAIlBtq95666yNIVAyGc9zM7JYFut/uJF4lOW8agU8zwZatcJpy0Ibw2i5WMcV38/el5+qXuhv/6MxbXOcIN5fIZvNO9NXW0k2Y1C+wIwgUYfMH4Td9ga82rCfd54Hf1yH79fba3QPPNzfAWhLT4dSEdv6lcacv7RdO9nqO8w1aD4fdV8qaFF4Mcqx8X6/pSjBQ2KT9B+yzFqBubXyN4//1eg0hNiK/XgBMs2ptUxqqTpZtnFvLXmZgy7G1CwIwj28e+444aKfkcCGmIqhCTgPlVZZKWWPjk08DzkHE0cOmnTrFgsqzfyAiu+DssMEsFkk2k0wUFEz2VnqWIu/WGtMomxEa7GUHDOxky51IEbyBDjHhvIUuuI0+IsOdtrL156dZdGccvO96M85p2vt2rT1aij2Rex+f+tVV3snMyAJjObVh1In0eDz8eTkKsr0jmI/DbSUskwCXvZtKVZ8mLxAlfG05l6C1GEfpzLXqLwTEBZiUa4JcbL3Vv5UenlbnlfboWYPkR3FOhSBU7g73lXcCincbbPmCGUyy82SCyuXl7avdnMHXddVdkgqYWUCF7y4RkfSYWlE6UlAeBNpnDnNue66w/aRWUO4xs4/KyDVZGGFiSz1hd20RRY2bhlmcjO2OSNRScoq7Xi+eO54z65oPUaOWLVhPt4MIQyl/Xx8wF5t/a02xykm1C3t4t7lB7gLmbtP12+j4Pl25VlHblooXPWbiUTtXgaF13tTodyo/+J0rqlO1naFjiIUoexn2Cqb4UG/StaexBPvH+woowD/vvhMGAkO+2Y1aJ7dpgi2QF8HOXyTZ7yo7OQ9/RXZu0gg7az3mL2R2UMv4X7dZRZ4zjIlq2SCjNI7StTzmZQJRWKow968zDGadvHZAH0xEsxGuf+h8Z1wPClcnOF09kD+zWmuvfTDHDfVIcSB6fUGSGloysO/RgbSlEgNgJO7qzEIyrk9bqaHzYrq8K5gJn6gWGBLyi7NWD27OEdlc138RoclWJMlW/b8he2tzOLENXCsbiTrSMkUvXfM36lMHyJefhI5hrhG+sC8dbPN+gQ61AXEP/P4O1zeElMCwW1P4i9PY3WzN/xHDy80+pwVBFjtXQz9D7fsDg7VRC1oBPYx7079lFCCBpgapMpJk9CM3XGUEm3ub55eoiegZ6aGFXDSoQSO51K9anp+jTCYC9WFBfOJLH3Ddpl+z1GgXGw4kgQtJx3Vf0Gk+agiKNEEPMBJBQgD1AOcxmaiRA8MqTESkCQiyOqH7xtjcIwiikbRv2K+0AHSBF2blfMFCRjCCXNZON7noFoggWNsGoEI4Ga9OLsDU5IW4Yz49MuY2IhpFp44vvlAjl2jfQAMbHZmgJxAPLK3b3DVdLZGEFEMP7ePKKG+CqFB8ZKrMXqwAD/MYeQxdkA6I6iclTULRAUWg+ZirnHyxNy4eU0Q5VXIbWrvA8hiGoVx/rZbnRdf1TZmK1lprjeiazY3BVA9447p+Tovim7IPd04wAEBnYbQOY5t+7swyeOzR8ONxXVgAu2seWz9laK0BgDSaFvvoTQzvYriSkcNNfsOpXDtZeHvqiSzq0Ax4MBTNcmaN1puaLkoR451oq9Iifzf6O37GgH6Z2Y+LWCsXtVZDWGcYSLsauPxP3X+tU1ZOG+aSMXuihGjsND4ns3oYBuWzgI48J3MfQVL6DlkmZYS+JBCQLs7S05si0gohWfcRhwJQX8fDifARzKXDixTC9bdYCA9CaKZOCW2l/DW6CXYyjieNmv12MRvCyXA4nU/VYSkN4u3jdGzOW2VIG7e7Fqd2V7vTTrHnwgPoOtHqcWy9RVwGh9DE26uPVUAgvMaUZuRPf+26/QUnSHj7gGJwcOO1dHvsprsZ1VHv65kUgTk94fO4wy5B0xLjyFPNZAg1z9gaYZn4msf9WNidbQSf5gFCSH6FGKYyjB13M7xsDePU5gAA4lz/IoSEgMBg9mleQe3DV+CQrpnzHmzJ6UETYiq908yYcncCQo9pdXxjPCYsQvPcI7WU7KPspmtL7MCNU1rdh0YIgN0bipItOd5oH7vKHCXQrptW1LN9fnBcqAyocQfoGoDuUy59opjeYxJRxSPqFenO70BkaJLnqnCRNvrMNnYizOeIjhzQzE6XpgG8gMAjiU86v7wazpCQ1+9t2/r1GA11GTiDwNaP5patwv4lHjAIABKwjGAbPffUlARzjScgrPakMlL+Rj99TLmMbtkFyJrBLCxIKML6PI1BqzGWAm5jVz/+YZ8hM4cD2UyPWZpBeUO8rL4OltPhHuQVWssjOIR5U4fFI23dXxFBQRTW9wDANNG0rvixnV6AAtL18URkEU2IVqzRxlMN5Fa+2Z/OCdgp0NVdTgToIGNh/4YXuukHI74AULvtvH9H4ZmrloCt8Z22c/vLd+re7Tn/khq4Vkif5ccwA6Z67ugjImNHCr7Vo55Q2CBE4AaUx7iwFtOaDTgGageVR0RLiSjCiM3pvIUW02VhwffT8JglH2KIQ2489+eJbGPUq4uDlRLyixf/a74yrmOEkpuUpZitknks0YWX+LKadoJsYHgLFVBHFF6s705MZ2F5qaFdvhFbWbmITU+HyngG5fl8+riwYSk2paptfq1rwlJSrLmndv9MGZXnblBMwvXGSzqdhX7srbLmn5pmgpQWALvtfrkJlFxZbt6Xmplbk7fjLnRCnpbxeD/nVnbfvYoMnFu9H625GckL32CBh6XX6ulTfyUk460vqIeyN1H1XvZ5UqZ5m1BwsRCl6DQkvJ0cU0+2D9lspkx0LOWjZXRB9o+pbl8vYWe++KffaGxS2F5yvyBL476ibiqFi2EIsOS3XaoYG+rz3+89kPKbLx1i8ikWQilXX2w3PfJzxWWSUHqEIwfu70J5m8L68Ys/E85Zpu5bCZB8WboDBpj43hAOnsltC/crT9jgF1p+TxnkkAuesul2tDdMGmwOqy5Fk4/7VcjUxfUsSjPn+GiwMNw5IaE72+ZHZh6mCRgOPnegOGbGnO3C1UBsO/bGm0LU0h1tlBXmhJ5OHbNjXzfr9So6PHUoStMj3ayWl7u5rBZrHlmNbWCxEu8L8lsBpEyLFDb/9z04Ya0T93HwXplZi3QA4JYNPCUb3R8fSK4FeTsydxbv/JN5B79AAJ4+qfxDqO9QgYmcvcVOFl43Vwe/PNd5Y8ZwFqw6op+5rH6QugYuALHQRuYo8NtGtBlwEoANsOtQFkhrjQEQpSHNQWIknKL8eV/IRamNyqalmE+wXgnPlpiZbg/CV1zmj7NLwvMVlqDh3Of8IpZPzopv1gbJGnsLjeHMSkf3P4G7khcL1Mcy4QrsRqmLz5yDi4KA3Zl5MC5m4PwExalFEOmtHfHtXB7dJsV1fs+Lr8wDUFVz+nWDlGzi6KS5rSpa8I5hVdJjqld4EPUlCCeiIZHlei7lfgQo1BZl4XvC/MFpE0Mv+Qti9NzRfFs0l4l/ZRnk4U2Ok357GNwkMbzpcwGePoWf3folJwk3IFSEuecLmOfNQmBgzsqza2V9kMCMRbgu5S5UO+wbwim3kTLko7R0P9jAavIHJ3Y61qAicF+Rv+1gnuqtE+i9xU41aAlQpyTky7ft/ZA61CLSrHkOtKf/fo/YdzATlcz3E7+wz9RBlQgCB7PTTb6eOk2n57GGnd47cdvT+uoX2308bF2WT/hWgwBu5G+TKZbpZLN9U0rNbwahb5CkSX0Zi8tFAvyLUWymbHK/gsr3GSbElHayqV0zYAztoXhqbB8nHkmIu8/W7tsWPmyjJqx2j+Ikb7i2lq1hjeksj+hunzaUjJr8FWPx44tFsTAcX8D7e1PuIcYRldxL2lS+yz5nmdYoVy70vl11Khg2XcFumHq7fhBB+HDEG96env9rPG97Ds1Foda1wq+4xRQgZV7esjXmnjL3n/8EovwrHp4nGPB1jHvqjIJlGt4QiIdSY500IF+59M51o/LIXu3ntV8LT5CPyMhCUy5ooiPUGKCX/ueDRL+BCa4mM4FcjO5TLWgH1sk00tw+PQjmcJ2fiyOjVjZQxLTGumhH+tF0ZNfkZPYGfPlyylKb38l5FZrElASDKsFDJm+CcpqnOp03O9eHy01nGnHpIOhq1jquD2SkRExsOL9ty9/b/DaxromH6kk4wGWy96N40hW1HBQ48yeajXrejJYZHr2Q3GGwrFNyLUWu2xrkix5U+2dxVF1DNuau4T6kd5MaV1IH9/6TmWy5adaUb2DbiN5ZGvpa52Yu6ESjhUL85NdyH69iNWWInPb9hYy3j9mGnU/LJowPeerg5hKd0M7b7mmZMe1Nek4IxKPl0xqDJGQtw/cym+Svf3Dkh8rbMNM7YRmESPTcy7jn08I7DDONpzPuiyxf2WQJv+jEH26CF0CQnt95uLALMB8cEzxVZV8X1YVEd1Jt/2UBCSVnFS5sSGTx5GqGCj5K/ivPWhhVzbB579LGmYh5Tab5EK1eBu0LT7XKN7ZYoZlShmecHqi8zPxjFUbvym18E9JLjoLQj4/BfxtZcphBiODbBPCSQyApbGL11s3C4qPeewB+UXDhzkIfw40l15TCu4NPkogQXkJTaus+LA1JLdAhe5bBjdbjwoqnh301mw6Bujl8byVwbSxfpAhK+6j0gHw12Q93Q3DYR4HWcFwBCthLHJ0UffvVrgDgacrl7wurbNj/59ddVTymnUA3LSSEt2hoaygMM0aPAFE8c4rLW8MNmt41/iLzcOD//iLXFxm2W+HEu7PKIS4WAvwrb+bLffS4iLGo7UTmpCSFTEzb1xgRgWd8HI49hRqu8TthuK5xaDUWbjM3hi1WVUia4rw56daGI6zPK5cd9RkbM7aelqwFZ4Nn3YI16zhgAuVC1rFAtfWiu+KM9tguJNatsa2TtOUiFBvc9usQ30e6bctpk4GtnRfL7xe07QMnO2ohfoiaueeObHpb4rJvBE58LV4sMXWRDG6KD4H9yISuAZ3g84P4Ucnj3slWRCYfsFCN+TICQUqSqh4U8e2yyn4N9rGozXn1EKp2upWn8uImM71UEBwoFDx1qb9OvpVy09JUM2eg3XzG0iUlANf71nvE6okhOcTEFXWbf/9mWlDWwTdUVRablaq/E7TOG06M/KpynL2vxr5Q8WR/bzndp5qmXH7hMcmf9ATPbtx0ctDiWzhd4o0ThZXbsvfC1+2UPPPtsEs3YQ7Z+nDXQgolYi5dnZdtdg6M1QqQaM7VA/KYc4JqGNUNWYsAwAPlZFAc2gRByflLLWy/7/mEdH/lu8Bhf14iziXy3H1Tyj5IeH2o5OuGTr2xLeyDuyU5GQDtyf0lPxqG+tz3vKcNvhT3xVHPye/STewZ31HffGNUJ7hKek71+tN2KIfuklu3hF/kS9fHwbpniv4EwA2P3Qy/WAzYipfaAgnZlTXhzZgucQChxAxuwKz6UGxhdTsHsKX8CSNg0UTIp96qCvOHDaAdviTjtG8Ob9sgl0iHTWTrMwllv7y/ADreL/LzixwdyymeazfGqfjPKjxjb6lK4ruTPp/Nef8y1/d1ivIk+Nn+Bua0qfPMGBO2li0+lXYylZ8uElAYkVlJP2mtdWI9G66m0388gN9oeXBj5f1A+6A45+7a6HZAs91Lhps4IrSd4kfB3O9BktkMWsDM5qddWKqEnPE9UtxfQ9x0KfNfb8sWtlb9nkijhugZxkMoBfajzt04nhavM85h7vRGJ7LBP1aadtUiPAWf+pE6InL4KJK1H8X6AUG/B6m5hchAfeMM5pc1mInoui71bgEi5J5lSwLxdiJLVhyUqbuujhxah10sJ0ECug1jJGyDqQgQkYtalB+8U174hKhToBwk+/UTVx++f79dYnIX/4MjUHvnuyaf0MsC+o0QfZ9cuks1OPehIsNZVfl3tuDn+ckTWvglsi7fvhMPedoDQi9Av+35fJZ0jefiNr0lRKkevEu4zgNO5cI7jZmd0zJwWC/Dbgu8/F2KlutXgMS94erbb6i0kXi6uVAZ/Lg2vGC1qIL00dssZUh2j6tLmtSvLlOQCkrOb8zZevNuHhft/ToJS+KLXpond9CyNT9EQI/HAFq9c+dttGweELbIfeBEKcTNqtosWA0A1f/hLlzu0L2KwGYY4bq3ZzpMxPfZg5ifgm273ihQ4Rh+fVCR4Iyd0EpyXAEWPk9wwC7/W33ggcD3+35+Zu9V2bBVyzW3P7x8lfARM+SbyYGAhQDKob4tfTBjsAp7TPYScyW27Mp+3eFzvRQdzQesA3ROpnGolfyKYVO3ofMREOkynSEdVs/coDjgJwcu7avQzks9f0H26IHfxvv90ls4vXj9l7+M+tjrvr7MCuYGNlQJV4EOlq+lf5i8BL+c+3GvTfWNAbdiVneEYKn7EJE7j/cwab65sQ441F/S2tgTexOaPA8RGvKjNuIkOlFDZxGBK15vVRhk9muav2cAjzzEVzy5+hl2NoggcO9itqCoaMhPoQBqxr24eit1pARoZbvvVBtviJG9PtxDPkg5sGKdnp0nK90AACAASURBVHHySWyoj7A7tcCeeygD01wGvFpckVU2S/DZvVMH4xVQ3sXLdQb5rPOfJGsllAyG/Rbmzvxi6Tj6p90KREfxtZkoLYKEwiFVWW+L0DiN5uimlF2c8s0c+8Qs5nFvD7bDiQt7lPTU/Ix8Cs7OgVRxJO8g5MsZdwH+3ae3e5NDEWkNI5A+tMbhaxF/b5O1qmgyuBFqLucxf/XcMs0ZhgWx8+Uu4z0T5dnm0tz8Hg79qvfMSWYWiFM3bgp5RgsOiXAh8KakfEPpfF+9ZTOkHGBYou7sqnqapLoRGX7FzcU4nJAwCXuvLr8C78Pt+p+0co22WpDZv7c1Z8O8mnG+eN5dPXCXmBXd2wD/BiBvkKFm6B/ZN7ySy8vNhKcfTTzx9lkjEPz9y2QRbcyHyq1wZJnXtgtnSBw0qKFzUUriwzdntaf/UEH1mtfPaQ/Z9gcYzLlYcI41/Ceh4ocLbmq/BPtjxCI6wwwpREDvORaSMYNalPZTcbamtirAf9Jyn57TzZaGeYd8dy1Fr7rxq8LCYKYJKKAT067UgaRE3dqm0M3l8TRX5m+HR5tFG9eG+oZvDk22SW5GQEubj5P3B1YZyALH8EApYvom8GMTZKJ2BzQ5jUB4yWpnqLqsIIMUAbKC3TNgrEf+tLngGfvA+J1QjGvN/6pq6e9yfbVLWPWZ4caKAIsn/FwRytfxGxw8PL3bPbwzwXONzhHgS0I2ga2Dr9uuyiBK/emzpwQSdKApL0YWnjFi7YUL9RHpxgZwXRfh6G8xEbJGBgJNDCmITTQaXpoNPAC3NNFrzrqwdIyr54EgIzYBWN2oXZvRBtlZJrlfMiqw3Pyxavzsv1327gMOIo7EDleOTAK4gLKUCyQBJcpIeWeZc/9bEcYbbUgmgTA+UAOIJkSXQcOOXVpWNuDoye4ZZXOLYRBtMgkgz2E+zeQwE6Br3HocVto+pQpoBOy4omapC4LFIuyq49OqXljXWfABAGBzvd5N3afj734Xw92yyl6zsw7hREeEj8fjhhe9lzGENx9nIN8BDJijIHlQ0NeItPUFzdiAbsi9PPplM0heixUi9TL8OyVDxCI1UYhwmK7B1aktgERG0XlkN2u96t55NT4XTugyuStXCbCn9uVKt6Stsp4n5Iztv/G9uVcOFynff8UWFu/hi8dfGQFyUwbd1Ex52fivykK25uI8VeXQXb+Pfg5el2X0Ysjr85tSaR2ZS+o8KJvBYXwp4BLvnTycylvg4dAJOuaxyQj4E4E/cOnrZdW5bjt2NoZRWP9QlMmHeZPMT1ApgPeBqLmFUcLpoxzUvRceUNaP4I/6widqzs81nA58kef3KJ9JGBoT2iq9L1ZpHfBbEaklAOcRuDGmKMvwtrJ9CiVlOZO2l7u4vynw+rgMGCwUrewvayk4wDnElsp8HEo8wNMLhzdB4ztZXWnYGzcfscLe/1L2SWPCWUftXu3wEHmRqpeb+UE+PcDTQt3R21ad4gR+fRKA47bPn1hg8sCpwlc2kwLyvZMf/oWvs5LxH0J9YZD9hMJPCkyPm4t3jAGqzXbG+fi8DyMu/eu2PRFqXwoXPCltBN9dy1iFF5O+eqhj2M33Tbs7g9nNSwiiIL0sD8c2uMH+EBDRa7TNVoitNL1hw4dGt+WXJhbC1qUTZHIdpqXQQzYHyJCVPFEGe0WBPwZer9dwvDRPm610Y/QWzMi+82Y1BzN735Qx5kd17Z5Xmm/yBbdPZs1PXzvIPOxDwhW6QHPUe0qwqm1wBmgGeOaVcul8bREtslHBKAC9995fmpDV+0vJvcfjATPkurVGGFO2dVnhyiYCPzyg+5P5f9AwgraJ8Ljp8GhmF0QHJdN8fVdTwAyzFziewdgSVp7w1Wdg1fZqfU/PK/0PSn4PKgvQXPOtPyspQaS/cZg9OERxQh1zJW+1fu9cCpws9kdP0xtXTO/PEf4/tM+t73ND7IRbc+OGiihOZuXrQlgqp+Qc4IOwjd8rcXhOgS+NLkNag3+FbLJfctH6l+aDvym7mLHZbMN6kc4dEdujDfKZNWkJ80EzWhVa7M4A05EEiE2toIbjOYiAUCOYoq+1kvUf3f6g9jBekpekj1uE2tJlDCsPIVqJkd4v/r4tkmk6+57ruvwVthXL/CpFgFnWO6ITK/OS0zrJi7m8425Sa1s/RG3iT0JM3YRpqebw/LjyiBT6VgSvgJrsTuUZPH/9PC05KU0iCmhTr2rzqR43RWH2NJoZwGkPwVhoGRtpw6inYiZMuo4wWL/h732uGz/SsDB8kSBSAM4ALfT3EqHQVl+tIArw+wMZI7oLMchLfPdGAAZNoF9vLFCJU7AsCM2Tc3JmgNtFYNj9ME7uwTdVeL5TrV263wI1e4XP15L5zP0aS2PCEGs+fwoBoHPs8Y0VvimealWFCNyEDOUK2V2KHLTjU50QqJmh3Wkk1YS+expcJmYwqxV8fEgUX8xeipHoARCG65vRCgEu+lpozotOfnuEyKZrte17WKlFvR0fuh9xbVCoh4zgnbnAPf7SFsXfSm74OjH4dbUr7t6CX0lwKDVOKywlqKfeXamiT7N/75uwQZd0vxhj7SAgA2Kf+d3Qoc22zWCoAJn6zH6dccMkANyQiKh36heTGn6SxRrLaKoQ0Whvjb9dOd2T+iO5qSEY0mwVahgroPvf3mtB9KLHolsjzh4ERhg6zDHFCZLf23hWDVc/ikYzmpJ0B3CbC8E25qdjfBIDJ+f3j7qERh08bieLoT4iAmSRhcmVI2XuIiLQlypPAESIrtbadZFJsKYMhgi5koXMekIFCAi4Az9rDeNBjHFSGgSHdLP3MI/Q3j0cWuJDipWfV5TBjW7zfp72602sey7lZJdiTh++KLnRk8DBtBOcmXtO9LqhW09RgW+84CtXyZNnuuwgpPQX9e/HY/K4IBPg9EaCp7NkH6nishLNPvg3tzVwGvfZHiV0vKloAzgxYjBQ9yEIPkuXK00pZm5ZO+snjjR3tUOZC1UIYalXvJHkeWAW3uddK4EIEXLQYrl0T2rDfI/COvGXuo6lrRIR4JDNOJQyA5jDnGbwiga/bkeLL+g5swzyba+5/CnZLa9wu0fRf97+W86WB6Wm67Tl7mhNTox0Ob64+iyRPm7+ibZvePUg+ARmbthWfgOg4Nax9Zze8LMR8q4qN4/MjS5My3Sf0GBlwTxDa2VZ8BEtdbmBtRaPIgDPttVoY4ogxIYyq4Fts4LETUspYXLBPAh9ZC7L8tn2pYEH3kibld5kuiwuXvKM5ZZBd05wjYTh5Mp0xO4voQcOQGgfzCtMZVT1suojJFnw7ibTW9q0pphr0krT9o/xcV+CSPJlnPG3vv5uXt9XaMoQrZbddLYtTDbO5Jeu2kpCOaSBFYBH4PYY9s+5N+E9+Ly713PoiHGqGcz7RMYoGtgcYEM2DDghHSAit1WiXa21l26/cOE4lRX7EQEzaxTEqpYW/sSdhPTvkQPe9pkQvgm05fPOocFsmei7Fyg77JuJ5CQbKXq/os4JZqMn4Ha6Yj+a9cTiIfXZnpt4JA+VPdAwd/fOxjcT6VyAHe2LEBPmzs/RY+4vESGgNo1bruvy6Xzz3aumUmrlEsM2tj7swsjGL8MAcu5xhIJpFbVQ1KwbKg41dO9bL1A3yYEZktHcQRYC1fvMDhNv18DK1DqX+KXTYFkW3ySMwUw/M61a4ZXzDuKeQiBCmRvQM1UZykcAeTA+LctHn0j2doDnpsby9GOmPU/XE6reeZZ0Bp/M0pLeK/Gy8s1PBJXN0V34ihk65ou/ViZ/9Ui6d8DP7cibfOGbsbSbBV8qWTLUPETzre5r2YjZQ1+k1BQd4NOX3HdKsBeoqmK7O7c8yhbDady3TBO97UJGcbV4d34Hxow/HEo+1dnu4WJfCbDJvJPd0NO8aHhZ36YpGT99ZZ1HkJdkTni3dJFZBcnr9WIE9FW7fup2QZrENuHG8t12WXPb3Qcph5M90UQCjGGA6G0reZg5xBffbYEz4VaOTTqxEoZnQn1bRSybHvYEOkN34twlNtR38ynuUZ9pHDxIs4HAe2fU/JF9yXeCLqcUvl/EfvSr35+BvdWx+5gxkNJ1w2pGOkBD7AIEKDj97DGSUv8ncthdm+ofR4DX335vcoNMv2KF/JWy4ItcYvynLQBRbkjCokM/YNKw5UXxDQ3ZiCzvvhWHCaUNMCK8RSP4h2YGdrmm43BW0ef5QaiCEhJmbq0RCL7w1QBH4h/YiCATq2qUiJCEB3JUwnDM0en7RVxxTJBHqtzAczm3MLSsghJ+3Nw+3R7u8gDscDqaPoVsrrdl0PIMEBd2ALw3tHa2hPwJzeb+Ely8N5IX2UyDRHzByqaRA+beu4awA3dVdV6ttdbUrhNxEx9OMpkaxZpmvH5DGepT9LNKrF3q0GDIJbj7d5Upuio/Sln8xXzPqm3ZthLKdDzMcfk/l5zbF6GCJ9zgVuNd8iElGCj3k5uuf9hS/DDVqaC/0enBrSN/qZfbtTFYUgSSvmB6Ld5TCnfUfeW5esM86JcOMsEhZroceszl6Sg999/lP44HckTt5A+ZPy9Ry/pM/81+JEktBMZg0RiPWVuBqved/Gly6Scn7mphw61IsoQ690hyvlo593sYeLsdncizLqUw20OLEvWFgtX7dnoySqCe8Tuc/UOa4PDqiEpL5sxL9BHepKpkb0ImoQq3jNB074X5fuzyCLA7Vc9ibdkk93wjuKm5G8jn/z8E3/n1kPNUgzmqew856n1eVV8xK6G0H3arfFIFHUKSlW6fgqND28GJh92pxNMf8qCbgDnywP1uW1asXj+2Eu3NtktFJkfikaEkwYoGPVOagOWopdZ9tNMTJDtIA6zYgxlMPK/ndliTLKpF7c+xC7ztGG5/pmGKanGd4qBgWXuXHM+XgZ+vG6X0yHWGn4zTvx533xzjPE1G6we7MmNZHYvwf+LrIHH6P+3m8v+rrxut0YlpfFtvjc1lwh5dBx2Y1mxoeBNcXXQBDdR24BCqfuewi0GbJRVEJpev8ARBxBcyEbWGVxMAJqL2AsSB/YjoQY2ImPSb8aJBAzYd0NjZjmzHv4AZMmqLjuXcZu4yDW98t3dZOAXI5Cj7MRkI+BXwflNwePEEnJ0MSwrRTxuPGnHhmN52YbC5uWSSZ8q8h+UmrIGKToAK9h6X4r42HEGJvuJ/OBRZsKYXaKUOjgJCEASE5LiY2Vl4YWA8qO7p5pb54IXKaJ3kmpSTvk46KF9Y5Pf/NmwgU383z/U9mCydJMA5Ip6tKTkQJvc4qhQi1m/pcGXuSbn8FRKoR0nXxrTaydwlvqZglvN9sfVWMhLewDDLa73/x0216j+jG5nzziLZxiYuGE975iucS8PSa8eX5uGyz9f8hYyyk2DvPiY7/H/2+p9/kIyrj+a6B8VsaUmKY3IB7PqIE89LIqIx2lF6nlZRxz7ry1iiEStwV9aRQO8vqJSoQWZ8ihrOH/PUc/QC6dNDFAj5qPCUpfAsT6jlXCI1swQHWSns/rGlVjYze+FTR4yUWlpneMnTNiwC5pd2RcdP2fg6+I54kDLuZC8ciLg4MOZMF09PlpsFgDXswM6eAA8cb7wCaYWf5rKkPoBSO2QOjizKvdyf0fcfa2GCt0IZ+quVlqlUJIFq0IROaSh3xTMKCIHEOHXQsmVHaAfDuX8SC/jMZJ8gHXtk+rYdsLRTI8StT/+I/zM47+4TnkjVm4SQ/4+3t0uPZceRBM1AD537U9ld0/04+3+bLcwS5ml2MAuors6sPPdI4QTmASAJ0ulxpJuVpe98N5VSKMKdzh8AZjD7J2J9hP05EPJPQ3nr857qXvanL+DmE3WC9qY8B7xCClFN8O/VE7suB6vgJY03GEcPXhSn4lcVlWRprepnOQlIJHXmUJ4UPEsRkTeJ0702e4AKiqByEAaLiDWeyaUrRofFGa8rqra89OpqVdcFvOzF4ZCekpn8ypvAuueiLzwJkLWw+rWZzIzWqeR414JvqAS9LhTSoIzuEOmRhQxXUzOrfI5mZW06PZRCeTy+PR5vh/SUD2Ddh24UYnM8M5E5/dVDieeaJareTO8N8+o86xaVms6gWSFgytxeZn13rLYtS3PBWH5qEoUdC+uWgHBBBl4I8V1z4G3Kt6UIXhULt4XSu7e9y5Bw6Y67tujkese2kr0CXFyNGa5G1fPFb8b/dSpy/co8zNeVS6RmrftWmWkO5Oxx8YleILtrtOqNi1k5Y9YYtCzK2lO7To7dBtxbXO6Fl3q+o6bo/CrX3QJQy5Vst8pSNvjhCw16ewn5LhLcL2orL0wpOuLUP6Uzh+eyi12Rn8wxzs7jLfQ0rNa1nJWNjIRAr6jd0tKZZ3unROY/cWDw2uVYbzQ897sK7Kfo+k9jmK0G7HYpXTexPqW1qWQtT1B2Yq0ArHYIa21q1aR/Fn+YEPuJOWJjyiUmiK77c+L76Sz97Y1zmep17daTRDrKBa/sktdunH1rfSEZbbY3eLBdp1LyxEvzWZnNqyaHMw5jgK3zx71jYdpnsOUDJ5+VVgMEKlleLORNBoXMvI0azPVgCqjAyp8g9N1hblu4r0ebV6+6niVkmZxcWdhfDG2NcMCXKNI/G+biQiL4E2/zj/b1femCX6RYw6UNXJ7HT8ui27oX723vv7R7GtWJfRWLP3aKVrmkhLrNuR1IF0gyHR5aJjqgAwA665Wj5361ElAhhxAMrTQniFqc+WYi8ihFRA4ppBXH/QBvDowGsyLTgScm2OsEhNHCRaWtSebUzR40ryIZeqfLm7tTiizDzhS0ib16WAk25EK6y8N/9Z5mcv6NSpWLspDZlOJif9zfRAFU7XpxQaD1sX07Hm9vb8dx+KOJOZmEMbbt9Vevakrj6CZoOTFHUt8I5JOVlMX859qobZeUuDMqry1A1xj3qv+Bm4aixRZ5yWpe7GgZTlnkE+8SyK0P+HZi3CWQLwz6tlTknyKZd5qZWex7UefDTpf4uEANvAiOJ60zvart3+EMd6r0eNkkuUXkbvf8nWfjNm14TbTL7yYiS6/RluTZE/U+nXLW15PAa2onjj9pRya0AQU9ELH2/c8XI3Y2Fa9zuet0upLirkOnaleb7zsJGQ4J+1tu6k8dzK/YYFztDRl78CbahvC6QSM7pizFiNfx0Jbue83urkHFnXXedVR9WmSfkrRlDd/UKSvdIbHX61y6HDHLdF0lkV80HucOQBdD/rwHyVTOy7IeZmbddEHq8ialpHk7sj5Vu1QqAzCaNpbEabRNyLeGXWZGy1oyIwmiXPj/IqlNcaPLsgzAEDvA5cCaBFrYpE0iOxpucsqrl/227rOf/8jO7PtMsI12dj5Yn2duWlnVs/OtkfsUkwad/NjSFX45U/jZl/7UZyJpnBqaKB2ypK1He1SGCzIKmY0UmwLPbSLzJ/KLfSSDHXiXlMP/oSTxQnPkfwrW90nU9fNpvc0V5p/mflus76dR41XNZX8qQJkawLwhzAhmcvlP0shAWgRTRSfdZURyWq33mzkoP8fTBKy20TntlJGcGMlDioiYVOd/ioiWUkqpFBEcpTi/XUTQ2vfFJukXaaPuhXnO+e1PAYp188qoiGRy4gLBGXaEvbY5yRantlkJ41pYypikWT7OFasCeMulsgMEu6N6bBZ3Xl40HZLcaA2YTb4lneJuirDxoeotIMKrGXQ3x8g2tfn71P1lF9LjDUsQF5LhkPyftG32cV5vsr9bUzt76J/UsO+UGLcXsDU6u9aAXthF3PnFT9mRalMhv5Vov0aNXTT/p9lj71XbxvF7HtEOXenP7jVxNDH39oDGrTKebTbt8zw7unL1NMPOsfCKE25lhzA7eiFJ3i/KJXfA0RKL37kD59jdUaPF9A+pkW/VBDLd1oavDVf9MroA7GdqptfWxyx6uZgBILEN72qsvS9r8avcusOhSSUdO4T2rhs2j9UyGtfWzZU7kLo0+9Kbs24sjil3eOZnAOcZmayrevPNW71IdxfDw9GEdpOjjsFPCiJSZNEC3S6W7c7z0wbdRX/yRalxKzLcpAe4BQmrDdpqgw1vQ4U5sYy+Phc2u+7e+joXusaT9hO++iwleN1G2BmevQsmvUBmukemlK/SONPTUUsyNdPnZnPRFyFrVjedkc/UUTz1GGPfiD5tESnO2mXyGx2ylxyBffryXwiDvbZ0v8lNWgbYYl1SiP86OueWH7crMfxnfh3uOE5vcGq6gpN8pU19a9VBchkRhPu8WYrpx6lpQ1AouieBJmK5cAgjik3KrAYrgBZ4SayEJCWdhdcrE04bSOH7WeMb3s5DG+BtcpTOWVmQvrVXhwxVW2a+cBTbSAXaYzR2FammalJbiYLrQivR+ltkWIgbgNIu6mxbcizcJkrryKi6fcPTgKpQcTaoiFSBSHgGHsVEpBQpBQ9FOUBCa6UgREeyHIu6V0TAidKcpTQJhJqZO/IYQDuavxybRKeY/TEFjoFSmVDqOA0taDZ6NslSX3SuudwBYOMsteqGB+jk4qasxxbUlpQfmRzwtkz/U3e9t+5e5VPOqdvVzCBFivs+QQrEO3OsFimFAgW0qpq7oZ1e+kcRslC6cMvxeEAoReCKn6gUVjsAQBR+DARX3B7NAoGGJfHwwEA59GkOlvAYJIHid+F83hhtNfcMmfZlX6rCmGxEjSUftNHTlGYUo6H6y3uVGkCxgDKoaM6TFvZl6M2iPmEqxuEXfrg7ab+pWAiIQ+EtzpdZasJHwr0lYKvqdQYrguMlvERd+pMCtkV/efTpBZs3ZFo3ps+29iwRZD339Unp5FjtTnEUqJ07nMRynbQjf3fM5OpbhA1xiGui0g9s5yEPpH0EEvV6cptZsVqE3YnEu6dKodlpGsZuo/0mq79O/WxZRqiX7UvGVUpP9mavxf5Mqz6HAV14qE6WIu28tqq1NIVy3sV/MIMV32WsvhWg9JaPfrQ984HR/bTJIge1g8xFPBPe1fXiqlwEuCTvG+M0LcO1tQVtXJ2bu0CJOUVeVQFjadwsq7AZAm3WPqlkcPSnnvuRPj6e+SAWEYq4hBSbqdm4wlq3TBZlV8jvuQrMrBy5jzTcrh48enWvd7kNnm125qo1DtCqTg5sLtQNfCC6R04TcNOttCZsJKiUbhU7+AXJ176q1pmJYD0sRBKGYT9lVD359u89ra2CZJcHVBUT/7civeQDluij6O7t2V9nST96uu6pVG/pnDEnrTV8hjI1rE+pvDCj+dz3qNzaC8AoiqU/Ix7soYF9m0YLmVCkVKS0zSK2/gWmpurUJlHvCLXK8jgsDDeE7Ql+QCh2piqAq6Grqp/vapEuwqSFE4SQGCJPSjRTJZc+iNGrWpsK3tEu1Dtc+hIV3+9CB4tWzbqhEWEa9WceRCX8wlql+5gWCEPYhsHbDKCCYgSqhWyzr0l16lHfwCmzFioY8W6/mDg41QgvQzPRbZI9G71DdrTdRot/Zyb4S2vjMKpZMdPR25Zg7Qhem7dqg62VPX8IXytlzJMaHS4tq4+Yv1gkBzUUbSMge2tZuri1RJBd0Yv3RSxk8P3e2yqXBqVSm4v2IAbTYZuDoVCPcLwd4n4S8jaIJyWnX5wBojD1GAhCKWpUUwMrx9ELXHVxPUEKHwjhOJLPRWE1X+eSYXRPuJGV7ilLjQdGYz+TZQTc4EGr2Glb0/QFauibhVi3wLRWfJksM1Zu7j6T1Ym9xk6XtD71uIF3uTYssUX25BRn0mgTW/rOEUIyQMLMKsmVq8nyLizUO8UzBDZimUeeMWtZXaIriKUBuV6cpr23pbLesB4zTcZTL8jwXZfk1meBUw1LkedZShGSlRFClSPEYLxRsBwU8KSV5icr7mVwDH0tqgEVLFB3qPP50EoG4ZGT2GjtJ2Y18dy70Ce3uMytYRFuuV7bkHsmTo3YZP4bTU3A1qHdwDRGyU2hXcQlxKHi6JAh1ynSvIYvs8VnY69ZdAJnc5lnFoTkKKawz6Xl1jC7JHvaTNMNILYvwkZ2k3eWHkyLe/qwh2ch2iMlQfIjmhjWiO7HuKf1zl37C6XkWvKca9v5+LN2JMtcDG07MOwKAOJGiNLLKk2ClL2hohViswB0DL3BkuGqF3duBFoSRTZ/7lVuIeLOi4TDlTzT/1tspl73fz0NSN/krvrsCe6lkusKqs/TmemGQcIvUgKnSMLfybOWfdDSM18MP9dmdLv+0AdExEfvEOYuO1zcL6bqpO1bOnVY9rZKeWpU7j9sTq033CpINGsz0UEf3RZl/HehZM9I4Iqov/BlvsNj70zYti4XIhsRDjQdVKyeIivLZrnCy1SMdMymOeYnwkoNE5vIpb3hRqtOm1jCBgFEs869X0g7HWRerbGEqzbeh9fxYgMOUbIs7DxTUHVmVMYBJC6TljhD1nB3HSa9t2jtFdc9Ta+PeLBwNoUn6/4rr4kPZjYHTssGkk26deka6hQYcKi5tN0y6kAYm1hpIi7FzApKpTFwAk6gWVMnUwibsKf2Xg8Pu03MDEpqe0oR2bc9WXvOL5cKXrXurjROTFVNlk7otNjTet8Nk9kAQ/2yTcJqqUzTmwx7btaTVQwptS3EFILjIy/dRSj8My1Um5qmLiixvNID04vMvPEVIW4sw1ledxs6e77d1eEjdkaqDqdWKYvqNBQVQwGwoR4Go7aAo8RZFpdV6XlJSMa6pIS2exFaq+Q2kCUUPeMdnLfloZZnAQVhB6IpeNGhFU8V9U+xxojtAVUaDqst7JE0RhvT7Cv3cyRQNklUtCCLNzxYXpOsieHJRPLKHaiCKXS1zje1mvnO/Yf51JZJQH8+mLidQBYFgraJZnckSYPEaTH3D9SopmA4vbSsQnPdZZwT2Y0oHcOWX98gRgkk3RbKrIN7i/2dIV7fs2JZaHd9jLlwcHX2SMh2rmYth4n6qJdIGFWus2pOAjMFlGKFUoqUj1JKAfUsQlop5ZDyUYoU94GwlBD6+wAAIABJREFU41n8xSI4ZHiLF1dzcdYNRinfz6VWLLTEuW0wkIeDalm9M3drWPirZmwqqC+8+DYyH7YjolXgVm6RakszPaGdkZ8ff7dJpHklsoiQYjQxM+/i677Yqsqj+GtKKUc5kklD6N/MpOqLrMhQ7tbcyhipmDKndl1Hpq04m9ztm6ZXS2ubhINbuMKrsE2yOPYdr5S6hySDJtqPOrVecohQ2BwbImBUafUzhR/GLaofNpGtLH3lmg+BGq5KVIN8HQ5OtJhMthRF2tpu8OXCzsIqoza685f5k3CqKUe2aYRtLVgRs93FItc+Z30h4W8Y7V+em6daPkQ4NViuRN3srTSOE539pfq/PlxX79NsxZbY1wBWcfxgX5hZZyeSkQRyqNP5P2EXQrgmkF7mTgxAjl0D1064nhW15hkJrni2SeCVCZMl7zjtCZyzypz1yfjMzGq77ahBQJyzpV22AhrfY5Yk5a1wq+cSa56PFnHafOQb4APOjWzMJDnQDlOzM8+EJOtalkzVL9p2/Z+jbDEPeORRHAvzasO41DWYjtuc9Q0PsU4U8mEBEj8//jTLq/glhxve3HtjZlFDi3mIXkcLPr/NjjMxW9zGuqVDYM3ejtkTeubHhokuJBRHPI/xcETMmGs9cSPNGCCT2EehZDeMnTIq3ZA6V5ECBTJzk9dtwn81motYJ+1r4+hMqFFrVzMAokVpDXgPMTvVqIl29uZIQppiWuuLKA3mMkUcyiW2X+mQmLUmirhyTwVjUfRGILN2AFk3H+9VfDOzc+AeuYrEOvRCsoxNTICR5m0Xb4Wh0RDa2ud9bpZ82xOn/Zr19T35okd9l4NxR2rdk5bzye7py7V3o7fDBWSncwKZEkIPyjSRC+5IlcWGRI12NUSjebUmTuHBGGopXHyamACm4kvF+1riLJDGmlbQQT6R0nf94NgEblYa/GwenoqJEjSTCLKVsHh7n9IuyGFevhDA1JQwsXj2Pob+F2zZn/Vwpx1sAQLZHZNTtnla/zlTbYhuIm9LLphy8IY8ZS0cmh6RDi2t/3bPy27O3Ys+T4sa70ipulQMhhFCjsZi7Xb77EW4R5Oc10yutJQttOCBqVjZ91mZRW6HhsrOwXWcANqfZDfsXkOJBBlhCHj2D+1/vrbdJsK9DoWSDo7NcRNh6uASLk44cL8ZhfMz85uLgEqVU1VqDf1GKw3rK+U45JDyFCnEWbR4j9rBk9KQK5Z6eg9M6S09Ig9Xgmef6x050k4iG5j1hPJNkc1U5KaJJjjIMPtN2aUwpomi3uKOXoCokRG6Y0Hkn01oNda11SzoLMJCkeIU2UiyVau2ngSZi68iRymHyCp2YhZ9I9uyn0C7Zaq0Z0hSPLdSpxVpQ3FdG11L8QGP2EDGVpLAn4QcSxFDFYN1aoqZsji32MwgIVsce6JFedlf0qs5acK1RN7MUDnyNo/1FboxAGzw82YU7noBIpQhEwTTvI+SGPoEgi2gYnIdWA0/rofmtQ7FFZia7uBecfR67JVy5OQnvYbZ6VjVevC3y/oWKBLd4Xh6xdwXt4JguHRXJsspthJeX4+LpiV2DmwDwZAkust5QLKkVc4WLt59two3mnOPvRYrdlY9W63Rz5sovHjBtoN0FZ45CtacagrQU5cXDnnM0RsXMnzOS9LnDmjaDCLHfJ0dxDu3ZhidtDnbPEiS0+9Q1RZYYC6sLE/k6pdgZt6GkO407sKvfNboZy4e5YfbkOrOVIyrypTsaafZ2hK2Kd9bobJqaF+BRMfWbIEZ7/SrcKN2e5VZ6jnexGq+OLteyyg9nOwXvHhIZOky7CwWdhA0EwxRcmk1XYC0vMU3N6/GWDWNMpaz7k0KWWGWe4MFMIHQVKOgJwSLqvYn4GrX1ohqzvjy44OQar3iPUhpMcJlKrsYVOFMgZKUeM4oYidkO5IHk1wwbLt9HQ02Gf8Yc8R3t2HLpLp4U+XdadWcyx3L1lpqfWgXS/HXWhW49Pv1R2WfaC3byq70IqPOiJ8uRIAGtcaMzcbC+RBsRbsOeTFF5y1TiiKJQybaRFg4snt2dM5S2U/Q9UjZmMYBj0VVJbFeNRd8PX2gp75KE2txA1N/rsMQbPVHBDbo92DOyxVEQUOnGqIsDS97AfRrsjdlP7rLEjP2WHbdGVzu2E/g48p0kvsmyKEvP80Y3WdNVNzRRFO+t8MlkWPrXeILJqpbpNRDQah7h4+/kp9cyHW/7vwuE3TF3xxd6TbFlf7RavCgPGODywOY4rloG2wuJ0xxcaJweFtXdIHrEjD34lE1bQTpTKClyinq7BSczzqyPoFndwJ7e3srDumdcghLCS21gx8uAdro8Dgoz3bMSOOLQrPXHEx0ivy6jDg26sMGzVBM2uZ0guPG3qccCC7mF19DjZ+o+zQFFzukSAlvDI+HTWvXGPAGueDxHsUHsHXWTRLYrea3agBI8rCn7xghbWe5gB39TghRV3PqAumS4Af70UtDlVyXtYArWczLB6vYhkecrY2eXtSMu584wxJcmoFJghATkF437WrbbZxB5cJgG2yrTchVr0F2Zi51icIm1rdCgnfsplwfWKqYSyS6lBKWeur05hNB0Tp41SmOi9tB//NjOCROEEnUhhN5EjphSDkH2DneXrggdHIRFkQ8kxiXHPKi6j7PVZHs67doiLcgI37blceyKzWirH8pkJtJUv/r9pi8WZglWQI3PxXJNz6EyC16SKR5xw0mZEIU+090OTDnXOSmGyAXBZqkDlfKqpmVi5FjD8RnMRUFgLqvt5b5mGrzDSc27g53upTX6HDw3q6+Aky34fWliICmw2k4LtRLEm6Y2MXZHk18IYcQ+XgyHovzOmmXmCfpxY+2wb48LxB5JlZ0NCG2Bs3KzBharI2DggmNrnKOWdTC5dosBFwWu3UIhM3pZ5i6ZqaV/WailsMsTJoxfCPpHPvlUS4E8kQArnMRShbPjGleNd82mx9BTf7XmwkDKRClWkwVcVjkQFHT6uQ6stI7p8AiTjExlyFwCQUmdZNpwpceh9OMJrWlfD0D7AfgHFV6SBmdjZOuW+fa9fQGFSaW/Po0BRVLwmYQz0WbrkXWFZedxNREC8ijp3PAE5zzEbHwygu4w/p2RiyTuPmgEDXcA0xRZsZ2Ll6Cnut2Jr9P8rHgZFKFySlfSN8YO6NPzboAnYUQg894IIkglxbhheAdaaYtBexbqK9u6dwXgV8YCXUcr8KC+ckeYPfY0YN09cSv+stgApeftZFHGMXUFUvbgA3Cp6TwX6YwVDcPkZnBJzdR6c6vgls+p+MW5WKdYlsv++NaD1bwLvELwZtNuT4MW2YCFpvqyy7l8nT6Uo/L2pU67FwlQT3tve02gbSLvWaQgO267Vo2Cd2DmzeP5WLYkN/c2IsuU6i2T/mCg9jToQWx8OJCs4MX5q6JOzMMWuxeBNSlsEmiwh0aekmviJ2nPgUi9aBQ7DzVAQNv9itHkDzf+NEkYUoRKUXOIv4nQQGleDOhHz/0/+oqRy5XxiZvja1p05ppLVb7TH0RCF0pRjJjhiNvj8O1+KuoPeWjVfVuh6p9g/HkNn8FHAqmsrqmC2ggWzwQzTPXWs+XkIaJeFNSVchTvlFd7gbtVMNo9vbhbS1k0xE4oDcqU9dTkLtctCU+cVPHmaP8weNNJVylB/07g2nZaoJNXZ6TC7x6+zvHOdEYlbYt148eiSxnfym6XzPDEXUJrzyZJXy0C81+OdrvCgqm6wtyfHYRuzeD3RmpXQNHySUSsxHXpsI/t9tOVzMPdd8V+DQzhV5lS7M9WkYPQsx2V2Sxixv1tXERO7HNpIwvWTp/8ul6Cda9tra/go34nNz0Vh9/0Vllg16vLFDkPjoROI9AX0GOV7x62+F8J1H705pXvgutarvlsxh538la5imRGRD+TRdyzAzSxRkoX8/V/mGBhV9cyagyXDKcZFwfsd1VdTwxjle52qtL5zLgrluyTPirQCte+hxuH1Aum97taVs1mtf+FpEKqs7bZ76euuFFaEeyrZd7qkuUSDgZFm/hI62p07Fp3Jjc+UXtVfpNKUJRq2vPczE7Gzsm5z9UGJMLubI3oWgjxyTwNkWRNhVHlrpPbemNjGlgQ0v7OjM7KLayDwy7F2MRId+dSHusD7s9LetUOrBuCRZ0cF93uF/FhrB6ZzVhF31m65IAjeA6K7ezF+wyq540RZJwj5GT6om+sFPxnZ7k6RAtK5B/ooNxRjvNBorrggZLJFlDl0uWqVkYVCxnIY9UrzUOB8u0O0U0gt5LiwK5/pK6v6mWOF8jo83XASlDHKydObpsKFO0I2kChdYTQ8XBlXbG3tquUNYas9Ypc0qZYGtfYl+u/W0ImZUcdKpwMHiepICh+QewhbDS8OLJCrOz0WzZbloJ0rFlRWP2dkZ+KA15haDbxWrQw81XkNVO71zl9Mat06Kd2TmHdTEz0LxlaANzNSHF462vAmtp5QOorksKYXzfOmSEELGTWmBPVpJF8D5QLBTwQ56e4ZSDB6WUUoq8PVwyFCQfxb+vJIsHPOqkR5nOqs35NJOC4hGthSbeBNlbiC/vra0rhC4N2gGofrCQbOkrXEDb8TSa43tRgJUSMpvuzdCzvtYFhGzplAc/eljszMVvGub0aewjodqTTu2kxVeT6FGkZzsQTTt7MM2DmrZc5p7V8BsslqHu8W7SZvuw/Eo0mCDTjik7Qc+c+lUweWlAbH+akTHze3QbEoK8CbC6kN1Ev8yxDm6iuvhkkWyMu2Jfu2KQXZPBu46LK2ix8DbnFMJyT852E88MK1PbZlZbm2bc+XGpbd1QTG3oobeOa5pXs72UoR0bNb4CN5bLYxNnYLowNjNoLLbFoTuniePngYrl6WStqVsoV8OV10ZzL0KEy3D11ic//nzlI+d1/b/CuZ2PK0nSRMysCFS1qGzhuGtZYWsqkIHxu2Vyff/FdKFb5M1rdmoDu8vqN5GLbO7IaKPhrZuwrWdkFOrQugbmuLZREtJp3QiCsn2+3csuZ1+Fpevo7mw8Lxa+iyqRITfvBHJiIWumn7ANHOwGyrWacB3z8YZVr+PcbvAnn9vfJzvH9Is5uO+QNxUQjYqZSzaSdQYYLLsqgYYFw/mQ6NI1swqjKYXeHK6EUHXe3xwEjIkho54iJZo+RKHOPkluO2mIPBAfRz+phGj0a2S1swprFFCoDYClN3tbynXFWnnGzEQO7YGoN6eJpFptqpd1QJJYu9Btv0EtzJHXfmNZ7+An5ZhUCfAbHvULrDT4esE5tsyF0WLSEsXcX51riTPrYzS2wKQm3UVDYQZXEE0/aoArF/fmmLAMpDbKpncfNblOUelaA2SOeCA2diSEunoEhWLZBTHTXFkUZhBNKjY13sSnaRkVVfadP7IoT2akI3a24Gc36d+UIrW6QzBZQlTTmtRNp68qr+JgYuBRo6deW0F9RZIJU5ShqAlNuYb0tdEkcNRZZVc2EToPCNFWNHIeJulzmyIqI4ZitrFOjTah8Nr0fIJJWa1PndHIqLPVZnJAxwVKijg3cuEQ83XwNxImjtEvyKJiKAitWEOwf602EYw0hnPdnaPiTu3ASDurUtUgk8vAIfKNTQ6dv5fI8azAjOwuT4PrVKPNzBvzHPWCiAhrFGrJA6drentn31FECt/eHgKIUAQlxEGFxG9HQ8RI4UiN2EqUTaAycuTei+8iIvEM0PTfgxxgiyY1mVWfepgCy2qc6TFLzEIFrECaYAELTcTVk10y8DTV8Ee0yKykUKSIiDBS4UsXXw6qr2ZZKtAUxLpa2Fim1ii7YsAlvKutUPIQ6XwS09CrVh0LnL0IwhvRCO+bSBtsSIn0jr1QlhgdQX2vcTiXzuZorEa2Qq/5LQ2GjF3bBnqU1qpx50081PUYWsW95RbsRya7GI9FZKBj6/BocXEFGxzYJkbQXzA6r7pMnBuFTc9iHG4Fs6Wea+xmQ7acDUqx+WsCHLok4LCFyHF8JNjtzUdfXObkz1kW7vATVW19d0zf9IwuKfhZUh9ui6qpWmvzJm4ZTRxEmqoGXVs/2n58hEe2Y2qdCtUjMM/rsitd+21XAOvOEIZdZOM9yT6r0zZojTttMWLtzVUni/Ou87zlV80IG2MnHjbQYzeaIzXPxtbEu0HZvpeh7SducKDNzM037YmOPHwcdCoIRCgfo4DVVu4q7bgnHIqImYaJeL8MGDw5mQqn7GXsFVgOcXeZlbu6AK5Nr882Bj0ubegcMwuzR99z2+0oPZhSVvW4WI+umD+Em1hF191xkXbGtFQLS0T3Nrg8rYrBJkHHFn0qmtStq/G3MjUxIUoE8EwefVd5nv6Ae2BQawZmYh13/5653nGLgu647ngriz3gELQwQNUxTLcIME7LsHZlSxFxryanAZrh9G43MRfT0Nh+1YgCKqzQN99GVvCsPmheMgwOzbU4QXgZ3o3HRiE3WvoGN1mWH15SLCS3wZGwmcGYa1WP2B4SQ/90X4Ogg2o7AgJsyBLQJpkx4XNElpNiWMnvMPzPsA+u1ql5OXqCVzwfaDfTRUdIXgXu2QYt0tolLRxc6yg+5iUUD6xLLmebaw5hprY5aNtQfYeQnBZ6JhaSq0SjoESgB8IduGJzbxVp0B09eoN/0MC9ftFO+s44hVFcwm7suRTlUFpUUg1qTeylkQQ6XTU17rWEr0N6seoXT6lOwE3k0Jti45omRlA8/wktKXVnGZSRDR4tExFo3X6M5VzFusJxunKPDXV8v9az54zLkjV5PP42ZpHhTBUOol2ZTMpInARgfd9gCyhNJz3BSxG+B4aLjUI/UwWEhCudy2YqII3gaph0WUwDngzefdS+1a9RbGKDucFafo4SgiISKmhkdzmQNFZJjzIJw8x5+qNwAwuYxnkfCFO90kFDqdWahmjwzmsuAAu7F+3T99JCvL29dcFPV4Xxryej+680OuQhhWJvb2+leY+LiIAiouczXjx0ESPlA5WEZ2SZxDwQoVR0d1ue/LgT3GFQtB4OpQHFB1YKcw3VzvNp56mqjcIBAG/HI3DO5hkl9ERphi8GycoXyIRlFyR2kGjL+vChTxnieKpuj8dZftBi7p1mYsNOsyW+Vlo6XQnxTkH1FOycmjRadaG7ICaJc/X4vNpJA40bKwWq65pVaJESJj7N7iGGq6wLzvPAM3nZ+ZUIVzL5SvlL/m7dhAetnu32GA0uAEkUZuUAZQoFF8yEoSbXJbZzWJFumcyyiitvPu8lXSdwg35Ue/pe6iefpRTd0xdVZh/qi3qHpeoXF3qknTfaKg3Jn4CgZryIZrLqAeOd+/ZFkIcbE4ZBB3VMQFuYy+Y0FiOcScUlYakhEOppYXgDNsSsnSm9e2rkqDvurtvNobZMxVayHKNFg23TsKzGnoOvnS+8IfW3j6JJFq6cWwYkZe9tJV5Q0GboBzlcFIegzG4K05O1XvrbqAJoU4KnTFIiD3nY5WvhT47vzTh1HyEvhCQY0Yy5mTqKMyN06e13/Y9JXHN0EHV+YC6lsfWLXmiQV80Sdv3P2ThhkoHJzaRnkn6pmsSQRzfX0FYRkeMsSRo3VntnQKDO9PVyLkzUxs8XXIpDDveJe+MyCSDBMNRoh1RpJyZMH1HPhRzbHt9c/ekaGLsW0GIVK94eJxN7U5rj7OLc+LZzqtfhFAj/WIQiYoqT1CwlDEH7JMTUouGvF81ZOap9k2CPEGai9JJNt4DzD1VPCmM+lAZbi3I5X2Sh14YUjYy6nE6b4fAziu2OHhvCuoNZ85ZIPd7tMGrzSrU/Wm0c0UarHrgT7BUvnQva1uwur/2cE71l9UxqBcVUS9KpktLLYN4IGs4VthBC+g6Qu5h07n2N/KpVEjtJWG1IKA91caDOwGazbzONorUmQqb0GW2DWMHWEOh6Ql10lE2PHKHaYePZ+d0Z4QAJIrMhBoBJNavuYg4aUXtLftP16QNh7BVRJsHBmRdkrY4dUgueXuk9V3OSv9r3u1hXUuYsotgZnkwMp5UhlviZA8iYxWSavU1ug0+kRJ1CcPQunlnwkzG+kosEQwCTuYg7/kw5N9kEDcQGkHvbrpfeg5ufuwNn5+L2VjTudWtEHEJuNyWj3tlSPuENjCuptjRx6mzLPsrUwbSqW1ZZn5WXGuco6cWoyk5EZ1xcW+kTlY6Gs9nRSDRDKAXv70/vjSgHj5QW1YLe8Nb6AIsI3n88SR4SWaKnhY838fWkGUCLj2vu7fMZNiij6VkPa+9pi9RY5V4NLSCLIFo6Cl35Or19tYUaR2Lmcw6Awuu7bI2SFy3miYXdPfToGSN7rV+SCW+JzasxwuM1RWjiY2JmYmVpqY+t3/cpsrTGa+HhbyjtI5SQ0f4OyW0ejkl4fTXNQBZpNPOOcpRSaGKI/kPTUR2QrXKdzHzOeM2l2LSrVuYfytL2c5VSXCzR7rhVS2VUDIt7Xi695/9eYbSfftUWnlH29LO13+ZiY/iKpDfbY/RAsNbatREHCfCyml7wADH3Sf60W2yVIN81jF2JiHctYQsoCsq2jeSKZmsDFW/b4Zp34iSgd8l776rsW+/H64stlVivL1tgFp97NZzmLZtAAJBkqdftuQf6vGJ6dUcb9iSO16xv9VRoQOLO2eu+45Gt8tL+vWi5FO6JrLh5ap0qsrS6bWfaclOLaM36iMFF/2Deu6SF32HVo7Zam/yUS7ldXJsBnzVsFz/GnXODLA2324tpVQ6ZavHDG2NmT8Xpppj0YPpGNOkhd/X3kxaEU5qMgklQN2lNq8NzE7hjukffEXMLSZY5nXB1jJI3AZ+RQnoyrk3lZQhK+JYi0hp0JPq+UFTAdjtLR4kbu8Ok2QaOVMjVzmzoYxFjNDhsn4TE7ZS+0KEvKyhN7N6Vt9Wfy/NhfoFXoqXpwUyCq/n8chOrYl3LZFJayv6EbV7GH1a273Nqqq1CKZQB0AUuopyWs3YwNhntFg5+dHE7bNdPtCl+ElpzirLc7OTJh7VFMSLADtAZClgZHYBgFBSG+q0XvCXqPhIxknluoEHAKwCKS5a7oGIUNEFKDd0m8df16mS1lM6MxqYpuOpXbqFX19C7GxcFgrvIZg4qaAvImztLQR7o0NN69OqFcXUR0rCVYYHUuImkF5xTiw77di2NpbSPRbhFczt1zk+ynMJQ9QxF4HH7iou34ba9RqZF+5zCiPFZq5mEU5BHjDSScZXRqqWTvH16MMkT3pAGJPUZjupyrx51Er+4JUZDjcp6UJdJ1Yad4M48gIupmneyNUuDqMQb4NUTL005d6UocDBkU09UMbNTVUh+f6qIlKKPUkRqKeUQpdhxHAJWqY9SVFGKqgh+mIjUkVaF3pZnkIJub63XPqhBDQWlO/DEowmifkqRVZWF0rotazvSdJz9tcY0sxB48ejQmRtmmrzRC7R2K90CXjrHNEefFWwNCdF+UA3uHBhOUJhsu114rWDIDtBPNKgOaaLYKXTgnxSwkgLrdcRg9zEhnynJlcHkbC2xMWE0Goqde+sNn2FPrFVh1UA1TkUcbbeZIHWLIjInUTgzyxN7VaDaMtASxjvcyE23x+3JV3H5nFQ0RfARPw3C3VpYjYK9vU6BLoU9u+rvz/sQZ1wCu3qe7bbka68/HVds1mHS/R6qDYQ8qZUuwe642S6qlvE9Oyv3Yf1GdaARGNklWD2GP6vN8EMCP7x4kZU/DSxyBTMTX7T/REXkpmo2BrC95OpAkORAB/I3s3l32tQpiZ0mbV1FYruQb0pOSBNO9zYzga8lBpJ3VCCZm7XSWzU746EVycY4bCjZcA7R69Vg1l+Z3n/cCjLiPW9o8c3zos6SUErsEDxcnSGWck//9NbcNcb8qqw7WsEsK64Ormli3U/LpNfatmoo6+0koDT/vtbaynzWFFytIdXY6k4lujSS2l1rvqq9zUwu5TC71pr7Rig2dduKWCnRTZDM4nSjnQPBaITWdj3uY2Z+0GqCFTujLwrLdGaO6zGKeqsdcl+lick0TzhIgapqSm1KDlkVpWFx1ghp0Y9ll+C4DbswnOhqZ4G2wocoresLUCQLvigTJGMFSSvbQmhy2gfaRlqCxZ7TwsZBDaxPQRa9qB4M5L/FZgNeS0pm5hTnwTCiMa/TodmTMLSmqdPkQ0fSoebNnC79oTP3eBzZTXxZ2RWGu/FF3yvOiDFMWj/FqQyxbptXqMkj/8CUytpoETKqYmjdmClN0vAD8Y8WhbXWu44nSbvnOkSJTQgTNQPFrDaRImiSIDKKaYWb20kNgNtfqI21XvwaYt63Jm/rrsuTO8E4jEd7he2FOoHun7v+lNsezm39Wc+jsLMLNk4dCCXwQTnIovnIBeEWJmYGSz6qmLFDDWBWDF30BoD3xS5plTUdeS4VweV6u7W1JKSR9/zY5nm8AQJb+Zx95npepzXlz5rYVkPAJjs3+A2iKfFuIwb280hy4wP7dlyKNOrT0AOtzzNZTjrmpABYrw96BMQyhyNpoHpn3BXfzzSPMBKw1p9msHq2TIOWpU2eMLoFgoiIPApFpJDHcTS/eD5cEEbw29vRxDCD51Yy240iMkFAw5WI3hIoPTDwhKQgSnQj62vD6uhiaI1SJd14wnDEsywX83QmakJ+Nra5vMgxtxNlJB69dZ48nPA5plZoQDvZtmWVXngSJ1cFNxWk2GFmJl2W1onCGpWc3jFIGZARzZJyupdfZVrsFoY5XmPVvNZMQ1ahSAs9iGJWIQSKExSiN0CEIysejh1mVo6yQOVde+qa9U1uZouW/xIBkc7Sy3TQ+OhaW2VxxB8pErLJPDNwUh0Rlkgr1I3/jg6ivrvNHMg9tJjD7Tv4MYU3/FxHRwxXneQHu9BLKUNeMluJcI6su1/f6KLscrLpUuaQ05YINCcnG2SsL94UlNZqS+rYcK3oqW4dYY2Ah4pFrz9pYHRPx6A2w1ZmzBJMi0CGzv6KHc3f555dWxUM229FrlIud6y0EzdeAAAgAElEQVSNAZikPhAzYxHufNV6EYTLtqwbHdS+z6zAIORCALbt82oJiV7z0GV5plmd5HMy4jezZLOA/TUL6bTA/s6rI2IeQ5EcMA3XBRl2HZhkijdrsyi3YONoRV0559I3Dt44oY0cz459fig6ib5GiKVLo/hWljO9W+mbmEhJ8TzNVhHUMls4Yuqvarp1Fk1KgWdaP8XcUkKKlNwh3Qf2iJXI7hflkhslHkFJy0TMqsJM1Yp4u5V2yvVYerGTi3FJ77VBPSZGD7MF/URW4TxXxaI/UGbNxouQbM8fgufH2b9HzIxS5iVDE1eFKViesgk3RYqRaGPGZrUDdwNGC7vzbXFBOte6KwDFFXTOas76ijQWbksaxyCIDj0VY/iY9KCkEpQ49ZRg/B/rtZmjjUnjpoZ7lQrdBN0hsgs90MUvxJ+eJsHYboAjklAHwkQLxGmZSnXJFGPusBAMQRBW70ZzyQ8TJUrq6mQYAGkbgzhBikWWXw0His83TtCMVbCYqbFCC8SXbmV0zBjx6DF1b33j6DoeQxCnRoAKWYnKNpRC6V1CeTUtAciwBrvmaG0aF+EhduZjjJZo/enNBHpDIYiDoVVc0bD7UUft1F6mfvfWnj5hg14vWewtItBqO6xYbiDUS4rjO4FdEt1bwz7ufqK1Llu6WZXZBpBZtIb9hiz1CMXZ2PRmQjNoDvV0KXdz9tmsZ5/9w3f+26Pk+6I51ZFVP9a6r8/rUnawSU2HGXoGMlgEOvPlpDaj5GKo4UF+Vv9spXkg5SnS6cVvAVmL2HnaQZGC4zydMCgiH8Wpnnz+cZb05a6AJI/j8I7B4Y7g5sHHiDD6ASetY56pORCtucWP1UbmDJ3lxjbR0R1hCFSNA9lV1WQTHLVPV50S6txPssFwvIsv3o3JmCSYw71bqbZYUEYPnrnVOKpYiRO9eYbqKJSQxBkaXM7kFItm1K4vGlmP589+Xyn3d+XbXoiyUbiKvBPNsNabPqKmZc0ShEf0epuZPCxFP97Hzg7az7TPZqSK3KYCRsFmEdUE1larpumROtNSFlF1iE+OGMg2cB/Jiuq1vP7+GkqiAyhoNhJD0m1qBLJBTLhE+eXqj9w131fnho084x5YmBSELANf/selq0h1ALD259LyJzQjRE4ZYRxyk0LnVOnAFU6xvUGrJbCiqcKEolr868lJN8K+9BJCq12TEE8dMfDIHiMqVofDSZvRk74tGfiOq7ltlelz4zx1+1cDprNp3lpPD6xb9tnBI98LZueP/mE9sa9OIJiXiXv+jR5CjhxmpMdMYgxY1gKaxqosACyJ8zwT/3Tk28kqHV0gKhfCEpsp+aRdxioLcgC8Ejv7C87aGdcDVU6fzoyrX70u22A+pv/bEPzwxB1VmlAqXs2pZh7mUsAxOacaZYJ2kfSFfSKGGHP28YqeRu2FqjSklhieVGWCJadX+uceR8W9BuyY2K5spJPmcGcYqXFuRmhte41F07u7NM7i0lL/5scGVKqpOMJTY/uJtCeSIrO0q0ik97GcYSotF5IgOsQ+XAxQffYyToeguuB6xvoMKI01DQsRh1Yj6WZgvHCg+jKhE/lU1QimPnyiGPVaVWlNa9Wwupde+/pcar2h1uVCa++NcP12KCK6syVAAtw6LJ9W/dDwjGwsAfXMAlcIFDRnFTX3Gw8upjmNqqdhiesuozIR0aT/QR3G2N5hVz8iFG9MTW2c0hBAaXI4Xdu8XfAw/dNccqUw9Wu2NjOYnf3t2HQ4xZFJM2mRX9gPKgVWtZU2Wm7nR1jrVz+0W4YyBPcXAnBqAWtuItEMV1vASaTuwAvpUrjrOCBkLqnbkvIRoJ4HzndOSnTXvr44zJfm1AnaGvaaLcmJiT4OQlqQ0IZIwmgI101Ju5/9upiNTPns1f1cPb6fTbbsxiORnCxZxpjpR1IMrxyNbibTanLbgzIRU3X0b7b7GNdjl0Ymye3jHF2fcVVV0EQS27GmP76/r89oaeSzXXTY6zyhWFO3Z8A+sgQKn9NeprU5MZumqNoxtI/KMiT+vRXQDsrjrYj3egtC9pP47Y1dK6WUoZB5HIf7xY9f+Uc8Sv+4owmEetHEL0B5T7dTU8/67NRI97SXVxz1KqV0iThzXa7A38R5IKEMRe1aKZGOcvKicVkgJ0dSzCkKtMkbSkae2fNTa+oCoQnmOgEnrWBEtNDM5K7Ubh9E8f96UtdjDj+vlfOqodLRdHMp7KaMJ76NHv5HUhpp1gEXSKgfd9Jpy28hmI3UuwmZM+ynPMWgl560luyVFg9blnSvc1vrJf6eau3kpK06ZymYczDT1Cw6A4Fluxx0reu7dk7K4tIViqKVzHM61wg2y2rVwdletK+3xk1mZaE/9Gh+4eMh6XAsWWh3MV763GoXS0v57Y7eSTNLnh03DV2S/kqOMKa3oZ9igVzuOqM08VcbQfGs5xKGBulXyhbIgqX+hhYol1KWlGxhJ87yvHt1z9Q2xkwpPFRuG71sTOCqU7Fvoa+bXf6WoR50NfnIRNPO4XSJ4Cuovi1SOD3Ppuy3jcncajXeTZuoUktlc067TJtqujRYNAZeEkFOpuqkaCMJ9zxQW6DURZKaVF7hSjLfc00BSJ24yu6K2vqgXNy+D0Ixs1POCXNDz+E3dQE8IRLtCoN+n5LA+XnVuRexhR8Kw92y6tcmC+12mS2WSJvbzszhfaJWLxBBhwT6UdUb3tBJNRbBe8ujOvIqButKKkoxWHVc0UxRAkrSnsz0SpX06l1Cf0ODzdpdu9SZDbKY9JdpV1YZttrIfBD2nrdEz2kvE8yCRZqg7zqpPiWygInxXJdGZ2OGk/jI+jrWh5Rf5azPp8BSh9Kh5Sbp8GHKBiWFl00fZehtRnu/RzJ1OrNczp82w0eavCs0RzhnHRo5/VwMeDBZIDrZp1FKR6coYOy9KTWDfsmYLTiradNhora2tzKxGc5V78G0BuXZqb17IvraZDQoYgL9OlDZCz1ES6qj/iBibtlu4V9nXUxSG91D0ljVZmm+NAsMwoIlhqfduDi0p1nn3VuW3ro7NMvMUM/jX37/9c5vsVxDseScMzMDbWrbaz/vRYqWBwfeldvcG6aknROcKiChVy5r4XyFQLkCegt5duSf26ToeuUoFckl0Wwc3bzUs2e79pG2daWKfvisn8uJJbtFJslHHm1mwUlPHjRT1c+bYEvGR7TlJPfmyJvLA6jP3JEytU224m0nNH7gIFk4UnWKFZiUkPLzrE9Eisgbn93uvNM7e9bn6Z7rqRz+qzAJFJIPie896wtCaeOi9Ebvrlzqsqj0ZF5teDM4i1KsgC33zM+4MjFVegQCe2L1BLfc5NP9/YDRmOSjkTgYo1RotioxdKnPgHQ7qdgmIhClDn/2hISOLsQiKUEtyzTrXDdJRu0ILTaqDIdDf1/XPnGwruQzRsSS3jpmlzYy4KcRJxTZsxa39Kp5Tt7bqTVeTqVtVDexaFo0Nhbw0hJtv1Esn3gJ6Zq23l644jzPqy5Fbwp5LRSRV/12wHsTfzdPD90CpPaYDhDV2tfUZ7TCt8DjYri8aA94ftVZoMLHXTp0ffok0SLXrfvfmoqIbXvAlp9s9TO21YSfyqYvTuJ3A9Xfvxd0+zGnqg8c2Nn0XWVX8oGyNfebAlYPH6Veg1HMvo4prqViI5J0lVSxSU9jMyzXrO+sejeFlpGXJkTktxB0+9bDttxgp/0vo7SFauPriTztewKWaVd50J72oydvd58yfl7XV0ZRcufqbukouUD923ClLLsZrq3RY77Vu7l9VcY6TZeYcpi+LIUhHQIBfdo0ehuFpRVhRyHpyVBMUdUGByVPKpv1eHGkrUB7R4C2INuM6KEHWfkxwWuNBaez6byN9q/JPNmMqspo449ULZ0TwwGijkEuU7KhwevL21RcTP/zLGqflDyG6GerE7asryynT2/Gy1lfVM1aaj36SlAuTYCdWWem1JS1mpbUBjLcsOtN1gc7+ihFNXgIvcwAI100PXN945JU53KcX2SpN32MwzBcc00zERNiRrGNuZ/AljYrlSXU7p7OcP2FMSXsOVoMQsMzqhvmSR2raq93WBOBzWmqNi0Z2gw4mxV0rC+1aejtqm+R25ryff6c+u23X/l//d//z4KDabJNlLXjDd8fsk2fQtRxgd2K5msKPhtPonotQ8zRdxEtAD7kGyDj+VEBlWgzVUBgjrdIznYYDbzNV63JJ2aI74h6gi6Z1U1cJZWyPb9pay4EoOB9m0/Oqhltb5OyZZwms8iGDURt9e0zIVd7k/MSHPtheTRaE6BCEJD3t7+KCa0UFVpp/NVqEkm4mNAO6qPUByA/vv0VEJrbQ5pYlRjVw+wBHJp0JX7FA6gqHybv4LtKNcJQhG+KR/MhUPAp+Cjyq+czYpDonBCSKEd/4mJSTMSEhj9+VwDFrNCO3nsmUHd9pTilI/57PAkU1cMNXwxGVOJpqIKuznRUHqAYfvz+7wqBHS41L4YS8tL+eKXyMJRKMchD/jdA2EETWGmz3XfdXll0moAXEWM7EiigdHeHqJGotSXkw3jUf1FK7woGDDwptaGFg5BJk0dQlXzH87HtBAeGQHBbOyoykZWor3cKZtu3tL0mRaWUQPLb5e9tqQ0lKE12r01Z+sViCpf6yxzHSO9gPJOTmCVZ3V4UdW8NJZQo+qQ14N3ifVyNpzursv05DU+5uJzZbbZgRQhQjZbcJRmfjnRhNKh0NrnNXJ0osY9Cu4mZ/XgoDcVQFMUUFqXv3qvdu4ZpOOUnkP5CECqm+PRXjRZ8zXvyXB5jP7mPuJYsBYG2iCRV6xSsAKRfujdR+JpKh4VSgQqegJbzL30dabLtazNG04OGlp5EaZskmqlZwR9r3fjStb7i0/cd9v4/D/Wtj0qBidGnn0JrsyH1Crsoi5y61D13Xf1pVMvRJzKoYRKrB1W8JV9ghIqpmf31ETJ3Yipkn2/7RwmrtPaaCJ5sppcIVLQvJUkBdD98dRudnIVXLKJzgpZNSWy8+TJjhxfIEEvD3341MRQVUSnWZbRDcZ0QmkCLGGFSjwUKllynvp7UH/K9u/M19kfDcLgun4M/bydJH/3ADpW2XSfLlb70ya8J0eU+E/52qiV+mXLzt5K2hdPw+RBlYxB2/3XKJml/WXnZGHRxniR9237a+miiSqoKiFzss592fv7K72pA27s48bVnee7G9u4T75qb9mCPHp9/8ZX697r//FkCEaFOgXFD/pUGMTvMaPhf334X9ehL/GgDFahK9XO08ymo4gXe5U7YDtnUNNi64+IIru2A0Kxzszz3lVLXsdPNySg96nixcidOIexLAy76hcl27lSY/8//8a/8cXWV3v1fjtLY5ufD/mU9OYDbm/YTRHrzrtwZNt9sl3a5Bn+TndoM9IubY72/hp/qtfOTu/zuduzm7v7cl15mWR6rZ/u+zJ+yOCKVIN7gXcazlpG6+NtLNpBW4C142j3m9q6XYw+yjoyEkgxkUtYSCZsnCx8liHcy2q1gRJ3ix7ipE1rajeRhrZA68nYUf+oGO75r3DQ5PkJ7UGVkxeGJ14H3yEsj/UzyPKzNfYV5UkW4GZiwAkqRRQ83MRXL4sloeIZf6MjBourW4qQWAk6znmH619KHzMzLZ/XN5Nx4iswv1qkM8ups0LsdcP2tvV5evXPbxTtkek++XPcX0y8D2L07F1nfZevsC7W1ItwaREx89cTkVMuBBnjdAlL5uyfknQoCmTZR4KR1bQeYzp97vezbeHD/ID4RbKVI9Jji3vVcbN5E07iliTqSqA5ua/tn8IjETXFjMsuszaXgGeus/jbNV/4kFp4mFS/3PrXWCOx5mcByu/vqGecbJREC2n01b414gV7YFtvZxXnEpsVO4NGKZYDVrjxpDMEeLFpo9oISFKXHdMxnOSZNBRxJD1lvL3W76G0WRrLLyt0VYTeHpQHAs1QCBRLqCqHOqZAm32f+r8AE8rHfXi4KCe3K39NibKwX43X0jBta0KsYa7NtImSTttsjf7bnXH/Oi2PYNnfUM22hOW64uZKvJaBfMLxZ9CsXQHhbntyMbiNO59IAZhrkMIuyhbUzrtmoX7nwL4yJfWlM7uPqf/zrq3GyfPYG47KXTEFT9Vfbbu7L4L0tiRyg2vwnOaDVn+3xdrns2V/u9h14/4b6ldf/Vw74izd/AHzebEy8ufiCCb6b4yfd7WWyOVd6eNqP+SjTf8zVU53Pfgm4zwQQk3MO217d8olv+OIT/fxTPG9eKbvPsi8+qvKZ8+LyYp3fz0IxuYlimVcCKtsPxxFHrTizBYVAaIN9TvTiibY8S+b8C5GEtCu1yVuF1/zhJEZ+1dagAWe8f3yujDFszmMmUBt0eXondNviqTQ8RaRvHGkePqPsKLHXqEjnb7ccEwGTaXiDDMdOjyBYEoY0hTVTHNZ+xeuT081RPZbJB1BgAsolvOvavu1XK2dBd9OEP8+1vrDz6Bw12qtpeM0BYrsot8WTHQxhky217bLTlEgt+p95/dhUr8paU+vin7vXUvp0E5GvjWScsy9DprfvU8qssaS7kW8eXEMFViddUlq+tWk/V7uk758OvD53urf3Xk5VueyRWZt7lxvEbK9t//+2ezx5NqYs0b5tJ36K/2zeOHWaxkO4Kyeo/V3O6XH8JOqtLR4djTchV9RXROypBfazJUm75hZz8lwsNmTnG4wdo3z1IW4WmaxzcpQqZJ2xP59g/MSpZi8LK7vhjkoYY4HEUrVJRrxFEZHF/SSm0v1rVrWAT4/sZyM6ffXo/5Ev46urXTXecF8W/hNfX4mK7WvpkPKOF/dni+dLOePzV6KKf9rXFhu8zzM/xTx/HfYbPlVM4Ou/algr20GkjYSk6ZBoCcDTo0LxM9J6HDYlfryZVbyBf64rTX92j/ziav4nPvgvppRy80M+7zDZm5t6XH/u5hu2K0DYDCNxLjZzBTjoYe60sWogTeNvYmKc8lxuj/fXz5U+sXk6vI119PVzPnm8fjCf37quM6Z8hVeQcoP5nOhaVfEambJ0pplPt1vTsGeApeL9f79crN6viHNOCGW+EgAS76rAG+ZIK2I4g2pEqX4xMmcVXrJtU8JrzNTpURk+qA0q7DqwjhrSRoXJFYhllKSWB1kBtuiTpiOYl1QdlGlYkhNn++02enAxwe0w/hVWgKPdscxv21AR13Y5tsGBbqkCtB2vkjrLmciLYi5tizzsMpleepgOwk4xKF/a186m7c6BBNuSEKLpYh29zZWp+faqoxssJolcyea4LrHs2PonYPtVPfW15/uXaPXOvsgGGCUD8s644/UNuChJTRgyqDNVQD3dtUPsovh01FdowMUbVgXl89uPUuanM8Ed5ou00wV7KWSeV5N6WSy6Cijst5Th3BUvotjhLQPgNaG2PGObZPuxzlVuEOnUglVv0oBdXwDcpUoMYhClxz2d4B0joxSDlF3Wx1tQHbOoAZIDoWgCKNxv9hdt5ezUxILEydSuagDQmgGpTTtZnlFpxm5dhW97KKaWy3nQuLtT5Z7hufZQxIu910OmMiTVqM7llsb/p4nJH1/K+tQODrHC6QHZRXWv4JY++on4Tn8Srnwp+Zp1IHGbRPvG8hyiGjlPXHoO7XNFj/Wp8fNJSLBxPk03sONmTzZ7mdzyVXjdRGX0K7d5Ndj8B8oB/1jsj3/ihaxQ9OvX9pr5fMKqDNyMI2T8e6toC6wEikucqDbOepFdYvH1uvXr299jQJ8shPA/d8C/8nXcvDvfzb50NY9b3tVu5dRL1dsGU9zSQvI3/eXug3m5rEY4xA3xcgkwv22TUlyq9UnS7/Nlb+PjTz1yvTsI53f4Su2g5k+1bFY1pdoDUNV2wNhcIWEqnLdsR//1tq5yuZ0Tfwcorerc6IitX6Lnn/6vnNPJRHqZv6JqlIQmkOrRcx7L1D7tvoYciRasdEuFuGtPI2tTl2RsHxJp4dmuLo3Z2MMnEM9wrSZkOG6dns9LmUJg0tIhWQ/y44+W9cl+V7NRa6/HFwoL5TOFiM/g3faZeOVPFKRuv57zZ3dj2O37jIrJ6yIkfa4fF8C6/yqFuX3Y75nctrtsQQa0B63FZk6y/DSes889OI5c9x8CDOxPPUy7bnRryfx2ftl1Y6mAWuJrfH5f/dyauJTzubvyP3dEu67gDL4v1AaD+CZbvrg8uB3JzOblmGkFz9bjKboZf+0pn/91SeU6pio7rjP2hnUmnz8WX/YNvYB8bt/qusbp8hLWzyPxk+orE0hwfH5H5JfWEb84n782G+Xzn27/mUvrH/oqX/y8ujt6eOujen5qZOzPYH32FWI86xfTOPlnJQv6VfaorgpYL9/cpspp0iK2LPsXN/eRMIOjh6bVTkjImAtK73DRy5jQ8OcYlOuhedOKujhqXHflnbf5Czz/U4HQ10o9NwzU49D90My1Cv3ZtOCEXYx3+Wg1doGrAzaB4OXQmi1CPnXHSzeazC/kmiTun/GarP65Iop9Zans14buOi2+Hha3vpqEVjUOIVOc7ELTClBGt5ybltjRrzBaXeGtMlpSiczldxNVrQJVEiJX8W2T9zAtlY5LsLYuFKap4LkiCzJCNORSWqtMKsKmvzUTWlRarb4DYix5s1SKEESRFsCMbPcxvtcp2bCZV2c39U6ie7Qg1GJSUh5kVMclHXFklgvNU9bemtddG/eFSsG8iGybf9iyisM38mu51uv+lAvp7D8n67NXnzW1vYWjbfYtzfsWJz2PBdBz41dryItcf5urvL02YulSLFsmXM/EsbwlrIenH2qeGc3owrg52c2mks4Yk4yj21oR4OeOjc80J352I+T20FWH28eF8cQw9eix+bGWP4gpfcH87YY3LwDq3PZ+l+v6rCg2jh7jWDcabNjKhh7TgK/2MbXZtbSv0KtTzWnYOPWrDKuddJvXKRFEiCQI5Por7b00pH/cNopq6KWtaYCLaacNFMAJNt4A4DPW8nK4zFi7GZP6OprnbhLuFAW2rcBm+/ksti/rnObCWZS2laoZcWzjxBwY2OWOxKAWlot3i0uJx4vZYp+P6PZUNX5xD9+uaEs7Wx/8k/v84q4N8J/3ZTfb1B19ssgeE8Ykj9mPDue2NCuiLsY+Tlf501f+pb6+L4ed/Gc9BvnyG8vnL8lYBXZdV5ziuP7dLxHg2cS9KvJoMS3CKxQGE7lujt0U/ee5n1xKyT+NUOR2weo47y6frpdESfe1UbtJAbZ1jU+0uU6HiZ31E7X5LA9Qr7WQEHjlXBqBCH+kOR1qV+6uaKk/CW0hvwWAc6y8UM4JsX1yh8jHhm0P/Nvh+i/N+nR3G/2H375Uq1luHPfCPGNausRZ51SnU1NTuHU0ApVBFaFt2ctmgmfvAwTkA4+U7zmdCQJR04kJSQPOYi4/cIxuur65j0YRd5WDEqVBPKO7DQY8gSoQQgKCMxfQVCTB3xEhLcBOn4it00MbWqoQotikGKTNLrLgAlnf7+3P9pmBOl4fV0/yaE0OB0Ou5m6KynXXuJ0fTn86/tGD53712X/GeWefyzBfzX9LbXszLc0N5S+8tSzeM8WLCzGX2BNK7EKL72v9OROdOWN9uXLmYUidH+SOu85cC8GML/ddU65DWb464l+bBa/wjblNjPpjnGRxahRYam/bCnZ95vIMZ6n5wOwh8mp4uEyqTkJJQx0KTvmV8uXFobt+xDwr9Qbre327fcr1Laio0ZxNlXa6KJC9G6SiVE/q2nQ4ooTaD0mBwYW2ZchJWcv6aJdab8f65HNnVPni7lK/UgTlFetjJDOW1MgQ7sFlWwjYhor5CDC7aS2eUqZPhBc/023r8u+X25Qv5AO8KSHtrqRyHWq+DFC+tBruqkjbC/8yUlP3FC2SVzCT9WOUcp15Lmuhlrdb2z85u/1JPPGfgfXtp8rzi1cun3/qP4qGhkI3iGppjOVZbYBBPRtoOtv9eXh4J3Z2S9oYj7LZIbKKZi7UOkQwy//KjW7WwufPv7mRd7wn5G9WzF3uwBvaB/9xuJ0O7KSwYZ878WV4J+4i10sl/esM6mMSAmuV1KSSFv33jFsVY83i3UuurA3hKfaJlG8s8XNNsl3+27AT+133a+Wr+Kd8RRuXs5Zkqo1r0hgY+oQnvxCJlbm1QF+eLNL6aHNZmd7d1DhsYoHRKi2yRCqhBag40uQ9GBESXbBaLCNRIu3BFx7zsWGGR/hnt/KN/46j8iTr8FHNYX721t4ukHcCD7DCSov+P2ACFmOp6Bmsx+4nvIeRftk0c0cUS6UYCqQm/USaUwsCHO2pgY4EzUVNiZnfKXjoHPQvx6pk7IKpMsQFtbYmlx1d+RU4bAZWu7bnoPvWS64hY+9+2ZL3WYLQnzmM9koJt5C/zmnZ0lI48t9B6fWUr85rId/obTGeUQKX/SjopviX8UaOAopIRbtw11H0B12ua9NAUGYjnJnI4JunjIPHrCNF2qrzBA82ZRe7Jo2XDYH7p/znCKGRz8zKHxb6Ir07V+aIymnM0kd+Dbvk2c6Pskp39kdgfb1oz6bmOcHleq4FMl03TmljyN2Y2OtBahvgWHWNx/vMKbxAiNymJriK627acSvDbIqtqmXFzjEsUoyooAEPfZJSaIbHmVokzYMPV3/1NgyIiPnMZxJp4yYGjq2jjBUm06VepB5kPRnvOhjXfr+73H8nP25zosKe3jOCeoUpYKvGDYeKV9ltDulaa2+Jbwiw7bHnTcCXjgX+JNMh92e+bRsmbyVxuJTMbGnpeHGhN1pjhX8mO7sF0NT+cewpOwytG+sqUtS2g+5EGxa6krf6f2qu9+droviEitjPi7C76JTlz1/hC9sG9ijRx1stXI60s807qUE4Cj2WftXU3Q3Q3sMTTlyT6Fo+gjlBai3xm9R97MpS1HRrSr4Ifnbkf/70udjLBSsj4jNZ/+oryr13ucOh/BDv7XaXwCItF1OUAjNVlQVhKUsAACAASURBVOLOmLo1oDOroNCKQhlOlE1GkI/2BE4BK06gHpBqSnrTV3+saqiKEziJAziAagBDqSCEKC1mRQGgWoUyttkeb4n46zT9rNgPoARHoWku11rLcYjHImEC25fKca2P693TiyN5PaSbkWUUFkxdo79sg2RTo4jpSSHUQIE+XWSEUzi16SqymfJnyfBSox7SvJjtKaCpHuVodNBT8RTgvf7xS/m1eM1DOwvpxPmDDxEo7Ff88R/47QE8wUepovqQAq2APPV8P749oA8HtB6PD0BwVsiBs+I4cH7gKOBJq+fz43h7KygapgkfxgLYs/IoEJ994szCJ+yJeuI48Hzi8RsUkL8TpeBRTx7Hrz+ez7fHo0AET0CBHwC0qvBQCvgDJpCH2VEhRFE9DyGcufr8gePAh+HtFy/sQAtRwQpCf/wov/wKhViR8naeehxH8IM+3vF4sP4Nj0J9mupxlJbvmeEoeHSJdEWt9XnIrwXuLXjWWksRigA1KlJVWRgT9zxRCks1I62IfFMzNStS0noZ+5da0hscij4NMPVKp5tP1IpSrJ48DndQlnKofkh5mGo/ks1sqipZnunTnhVVDIt6quotHqeqRdpO0iptUesiYQE/GNcCfDDKrAqlFGKIuE6bkZkJm64qLD4GrE0MRJsSrNtckDj1fJODwFNrNbyVhzvBoT4BoJT68VHeHphIh7Gcl7zEUAlSROtT5OHjjFpBpzV782FTJoqqRbOvmzMI6VbqPjH6eabqdWvxfa1vfVVZilAqUFEJ+f7x47e335RBYVc7Afg+X3HmevZUUPEt05zOOHXSXg8nrqhelF5l2oFCSkTiTZwWF3oyhW9t8lYNZ0QqTFEPNytHNauFBmi1p/IkClHAR9uSzeBMbo24ltGMdkY6Ux/ofb1pI+TEvammPjg/zo+349FeSjV9sDTk1bzi6JHl83yWUgAVUnFKiy1sVBXyRKWB1aywOMR3Pj+OA9AKEueJ4whX6pgwjXnsB1I1iEz2JJYPHSON1U6wlINUs3eyReX2JAo9lj0roCzyKCagkzyfp8ohZHP4jI8wWoW5rxZRFQSeTzweftSSgBzDs8Hmuqr37pPhRUGChMWt0RYJCJuXs7T/2wVFAhloMR+3kae2oVYKTA31kALgx/uPx9svwkMVxTkbvqwMqDXWlxC1RtXNmmunEV59iWVHM1PW/nhIGKqpUpiOaavVSBYpO66YNnpp9Cb1libjQiu1yxSyvPr8ZPf8mSM1fKXBaAntROOcP5+1HCyUWqubqgtQtRoIq5TiZ1NOkpqUGRvP7WdZn11IsldLhsUqwx3GXyODdjGLWzgsWa9F28oqAuB8Po8DgEDVV5mqGt2g11q1F9fHsQv0brDTufrv/uC5c4p32pe7d8iFkkUqpkmIGXcNjDYLtvZZlGdX/7/aRZLGuWYEP54fb483AFVrkaKmQvl4fnx7HOs4+//N1lBxuOPhA22gV+QjizFhFGBaKFsQ+s44PSxulbviuvF6QgwsqAY5TBL33pQsIFSNlHU0PCgygFJrLaVEnYtb9X01W2ncLkxBA0lVFWnNe53n2Kznu2OMIUTyOOhc/kTEYGZnD4qkJR3uBS8iIGo1abUP9nPhz1B8PR8yAWh//3/jLar264739QBXbTxLEZwtiGRb+X4aVYAF5QFjlG2Ot1MOErB32mn2g2bivHoUVINqRKKsoMEqhOABvoWCBfw1zj10yMkXb0kGqYzXwAnChLFqlePNL48iBiF+RMp3nlCgHChvKA+8f6AUCMeqJWCmTaWDpMb6ZF94oWfVmz2gC7I3dmERrQPDlVIMxxZJUXOvYD2fH1afh5Qf798LWMu3UopPMlUVmaaytS9f8MUimjQzv+xyUETe39+fz/fjOL59e7iq3sfHh/DXisqiLPYQvuv3h1j9/v0hhRC8vzeBNsUD0Ar577An3ir+/u94/Ab+Be/fzlOPb4LyxC8H/v53lN9w/AvwBvv/cAJv/4L6wH/8QHmDfsB+4M3AJ375BsX3v1ezX9V+N3k/3n49Kw0PmBQR04+HvfP8/u2bohie3/254Ld/wfcfeHwH3vDr/7SPwvIXxbfvf//x/PG3/+Nff8HH386Pvx5/+QWPAqt4f4cc5/v5zsOOX/H4VsH68f7boxznRznfKYJS6n98t/I4fvkdcpy1Hm/E+39EvvB8mimON/7+3+offxQUSMGPP/DrL9ATp0IEBXh7wLR+/1GtvP3yFxy/nj9AERE/oE8egndDKXi+G5RFoCfwhCloeHuDnng+2yQkSvl4/99vv/4L9AF7qMrzebqraCnFpwRZokPP+8As2TmIjG/OsxEJ3DTxMOL79++/fPutlKIKeXyD2Xmex/EYVQhkdkQZR1rLf6pWVYi47TNLKZgZhRdYif/2v/7tOA5VPY6DtI+Pj7/8clSYqpqZKa0ZB3sMd6qJyNvbm9/icRxnC3Tcp7XqGeblBrLQQDVoFHHUyKPgEPWu0+gEsgekkKL4+OPHcRzf3t5ECkS//8ffDwqqiqGIHMcBwcd5VtMmYaduJE1SUX0j8p+YGU2e7++//fr7t99+O3/8OJzpcBwgIT8iN6kKsxaCEFbjSekZO21oani7oWPMHHsyMxBkwQN5fMOPHzjkLEW+vf3b97/L21HkIeQRhQSPymvF81cIwYr6/Y8/ns/nIUXkaOGIWDi8y9hYSrlua3sWA2mNIKSqbjLuVQ3/w2oKiAl9E9Pn71L8o54VTxPz1OZZP46HCMxwks8HPF85Txxq1Cqm30yL8BARQxWJhwA154iq4vFGOyvU3I5cqsGMKN4BGql3DwtK/etf//qXv/zl919+/99//XdV/fXXX9+///Hrr7+///Hj119///btl+fz+fb4heTz4+N4+8Xv8uP5oxSp+vz+/T8eb+UanwE4INV8cERVaWA9//Kvf8Ef/wFTHAfe/8DjgQqQqCdKiYdOQg6o4llB+qyOvDz2e5rVU2GPh7z98lHPp9aH1f/2duB8x/MdUvDLL1Crz1OON/773/DLbyjf8O33P576t+f5P/7nv/z1b9/NfnwTPUShWms10uRNqL///gvqE1WhFY83fLzHtZmOhkJny6jhgSiysjTugHkrYTWVo2gki/g4n/I4aq2qKoJSilnNMXGq0McDev/4KKV41xYbKCQivm94z6RrQsj/z9ib/sp2Xflha9h7n3NquuO77/FNfCRbHERSampoWVJL3XZ3x0grhpOOHQfIhySIYQP9JzQQwH9GAMPfggCxEzsOPKTttqOW0+qWbYlNShQpcX7zcOeqOufsYa2VD6duvctHspP68HBx676qe0/ts/f6Deu3iLKhqjASgarq5mwbANtYEL2mwmoS25rBoQCouhBjPNtNARGzZuccEIkIMjNzUUBEMyylZEBVNS3ekXcDRLJh81RVJF4nWxC5kiKtVieaGRAioimuYv3Pfni1lxl++v4iolIKIg9X5vzSymffOV/riwicS9dYf1F0sA/YsFkREZqoqmcaNaNhA8opee+H/5Jz9t6DKcQkOfOZY+Ec3Fr5IUHPBpkgPn72icL009vFp8tW1U9guRX8xv9f7sT168t5bfkxIFMwqioQAaY+9t57Dt76PpVsiouunWxu1s04FfHOy9kcH1pFhqxqvCFu+ol3FrGzj/uJX8f+gta+J+bO4+cEfg5Cy+eBeTVdy5SfhCWfGFWIxJ+nBp//NYY34mEnPXvN829RpLRtOx6Pj46OQgiIOJ1MEcpZC7R+llz/iXchqwgU1MDWSruckSzrNbNeA/3jqn5gh0XBFIjBDJwHYlAEDsBBBrlKRYpyFQBIFVaOmU/A6seZyaIyn8/RgNkTYCnFzJxzZqYDEU9GROgwFz0TnvF8+U1EICAia7pkqNIF15d0taEZyGrI5BltR+SGQ4vQRKSUQkTMrAIDHHUDfllLf4iqWkrx+PiWH3a/8yyAmX3imp8R98M2YmZN0zh2+Mt/8t8hIqqZmKqaqohIMSLy3qtClmJmMmxpzDQofsO7IhARETlfAzvHwYeRiMaYAbmu68i7jKIWUzwF6RxrIESjwCFnyTGllESyaFbNBmKuYVepoBmDsYjEks3MOR72I1E7u83YkEspMcacs4ieLXby3hcD5yt2DlbbObow8957H3RAkBy8q8iHUTPxVfChRsRyLrOCw/jsZh52t9UnCoQItKLEiIAJEW01eQCeJN4Qh8NDVRGRmeu6Hk+3P88fBqApdbc+/rhbzvtueXp0uFwuF/PT4WMeCv3zYG/AgSKy/rAdrX6xoWgmIuec85RzfvDgXil5PBpNJs3WbDafz5t6u1jhilxFzcjlsvSUu9PDj95568LmWGLMqWdPRjgajyezKZa4uTW+eGmWS+vr5uBhfHi/r6vRZFqhyxubY+99XW2k3hNWhydvfPjB3aevPH/xwo2f//S9N37y59vbGy+/+mwvJ0V7RSA3Fpu8/vpHf/rDXzS70wt7T73/0e2Do4X3lSe00v3K9b3nn93bqHVUq5TOOaqnY+f93fsPvvONVyeTXcFZlyfvfXj4T//pH92+9XBn1ly9NPnWX3olhPzmz3402xq99NIXxMoiVwcn80cnSw2THvjo8MSB7YxrWRxv1+ELN57e3d7qo9w7OLz38Pij23deeeHZgH1wstFg8HB0vD9fLp7/4hdHsw0gLEmm49H85Ci17fHRwaS5MZpOdvcu+Lp6+Ojgwf4JcTOd7bWdLpeKHNgZQPGBQnCk3d7enklkRILy8NG9rj11DBsbU3Y4n88PDg6Y/NbO9mQyc861VgjD/v6yXea+t65LMdtsulFVTV2PmLwZmhIie/IYdP2Je1+tV0tVVSklRHRuVWn1fX/z0cPbt2+/+sqXX3jhxdFoVNWjvk9N0+Qsurbam60T4UEYBhoUDM8ivInIDIkIkAEw+Np7b2bwOS6RDz96/+///b9/+/btEIJzDGDe++X8cNj1ig77p+SiIkLeOefYhdFotLmzPZ1OR6PReDy2aT3ciVlzzjnnBGDOOTQrSdq2nZ+cLk+XfdvlnGtfVaNmvDEbTyfNdFKPGu89GsRl257M47I9eLSPAH/1r/7Vp69eO13O9x88TG33i7ffOTk6JtAY43K55ODFipoBk3POEw/UeKGzO1FUS1EBUAjkvvef/u5v/eZvzSZTdg5UwbCUYthbKVIKZDEtZGCDsGlihCBSSrGctIiUUvouxigpl1KGfbmUIiKLZSciigDIxVQFkMk5FzCAYzcdbTx1aa7lBz/6s0Xqq9H4+eefv3Tp0mjSVE3jq1BQU8ny6FHbtrdu3frFL969fft213VWLGeJMQ6EnQ7oQs82GZD1hr/e3Jxz67JyfeAhYlW7oQIQyWZGgEimZwCyGKgZs/fes3fgtlxgH4i8GBdkcR4oWN04H8B5Iy7OS+UBsIimbrndd7ldlnaBJTlEZvJIxoxEA/unpqwKqkZtl3MuMVkukosm0SJkKyOZIRKzrysOnpnREyOVUkyUEVMfcx+DC0cHh7/1W7/ze7/3N5577vm1NzOlZEjBhwE5isY//Nf/4g//8P9aLE4NZMVfnFXxg+V82bUiQuhSSsFzxfSXvvraN7/+FW/iALQk51wpCsRaMgDEnGOMMaa+T6fz5XK5PD4+7VOJMUkZDurVWVOGosm72YWLbRcPDw9nDvccvfLcjVeefe65a0/7MPrgvfc/vnV3NJqMK354NP94/3CO4e1bd49ifO0bX5+3Rz/+jz9sahiPqqryhpDFksIsuO/95ncuXdj1CIHdKHhEHKq94egxQxGRKDkWKaWLi1JKSiUnyVm6PnZd7KIs+y6qkHPgGYmKStd1J+0i56wq3vsQHDOrFVXNORMRkDOzUrSUIkUHvDRuRtPxmJlpkPXNzCznHHPqYkwp9SmKiCEk8ADaVN57Ds6/+uqXZxs7wY+Xi/ju2++d7j/av3uLoVSkjqE4UdVLl/a2L+yGyoeqYofOe2YupkgOEbuU5vP5yfH8+Pj40WkspSDoxmy6MZ2Mx2PnKMU4oD5C55wj54Y7YjqeENH69yx5tTYE0MxUIKW07NqUcilFCp4Xhdb3l3OOiJj9uuJccSjen8d7w7NVVQ0FADPT2WPVWrH6UWVAJDBRlfxf/83/6tWXv+gHpliVCKQUdkFKYaZ4evr6f/zx7Y8+ZDDvKMfEq4YCWw8tMkPUjOcKYjMb6uDP1qzwsyMfReTTjLYz/DQyWVVin/VInxqnMXyRpRTTyXT66PBgY2vzN37jN6qmvnfr1j/7F//ywYMH443Nb//6d7793d8woKqpZQXCjc5G/iIioemZGXh45eFOH3DC+R1yqMoGTwoiPlGIn/+w1r9hsvxpHu2JS3Ge4nfohhdZy0TDLbl+8YFshjO57C9Gnp+UK3i98IY/ZOBi2rY1s3/4D//h/v5+SunNN9+8ePHiH/zBH1y9vLuuRe3zHZ6r6ykRRa1kKAVzxpRKjlCKI0QTAmQkIoYCIALycLBXDFUBADhAAqQQIFtGTuoXCtk1MJoaM9aURQDI+SCAo/Fke2ePGT/TjioAP//Zz//BP/gHN2/eNIEQwlBM51LUilhRVGb2latGdfDNcBFCCHVdhxAcEgAsFm2MsW3b2PWDHjOs/GXqh6vBjN57IhLNADAej+tqVNe19x6Rh/Il990A50oZlg3X9ahpGiLyrppMJs65tu1SSjnntm3Tcp5zPn/N17fDpz9QE2XmYTWmlJh5Z2fnW9/+luvf/T8H1KfFRMSKSS45y3g8Jl+pWS5FVYuIIgwHJCIaPdaynHPkA3EI1Qh83WddLlpmD+Nx4WtKmmXRLw9LOQ0OAxkoopFEjVH6vh9kKNUCaKPNK1U1SllTVFMqRWPJItk555xDJjOTssp5TUw5577vUywiYiuWg0ajEbDzdVPXtSENu4z6i74Kwdfe1+yrUI29r4B8asZVM/JVRURiCqtZX+j9GBENz0D56jYY2iyJiJjcILkQUcLx5xBSiEwDMAMA771n/Is90gQ4Pznpu3nq2th37XJxfP/WYrFo23Y4dM9EntXRO5SDQzVvZki23u71DAMQAwM+eHCv7RZoNptNrly+BACpfS+DusAY0DeE0I5r608f3vrozXYc+sWpaRmNpxTqze2dJlw7PXovRR/8TipzSTm2Xhbs3da02jw6vvtHf/rjGzee3du7sTxFx+M79390++P72N86vrPz9hvvPrx5axqePrhz96Obb2/uTKp6hG566fJL1zb7//XnP56j7l7YOVl2D/fbwyOoK5gEmMCli5PrmTvPvXOlabzKLEu59f6Hb+Gtr3z9u4qb4+bqvfff+Jf/5J8sepgS/PZ3ntMvbvOk6Pyjw0X/0+UvxMpBmuyfzB+edH5j56SXW7duj6vq6vbW0a0PZ4z3nnvmxtXr2xf2jtv44Xsf/OCHP108+uLvfPfVm++8QVe2tmbVbq17E4DF+8WarQsX7jy4c3i7jcv5zY8/1JIv7Ly6s7s7rZ7tT+jR3fsnx63heHHw6GReYnLEgRmIJVQUKtqaJdzpNSe1JJLmD3/ZLk6a2o1pO6k8unf/5q07vm4s35DNLVU9jRx7e/hw3kcEC4ABwVdolnrtewBKUTUrEXtf0dg754YqquSeiIY+hcV84OHQDE9PTw8ODu7cvvfe7Y9ns9nLL77EDsy075YxZudcSunMzK5wbi6ZlXXRb8PL6mPU5xARgRnJr47Az27eOz09/f73/+0vf/nLra0tdhRj9N7ntFDVojKcMalojDEVBcIQggt+PB5vbG5vbGxsbGzMZjO8OEVEAcs55xwVjJnrUIlI6vrF6fzk6PTk6GhxOo8x1hgms+nmhZ2Nne3N7a3xZOK9R4Dl8enhw0f9on107/7p0fFrX32tqkIX2/uP7t+/e/fnb/30vV++KyUxs5mdLk6ylKLK3oXKB+e998wsHtBIVSUXLUWSgGiF/rVf/VLKvZSq5MjAjISqaElKsZQtJxAtWlTFtBgqGqgWyTHHJDHmlKTr+sW8X7YppeH1c85ZSkollSKDQQVMDTn4qqoqbtS58d421vxv//2f/d8/+rNotnf5qWVcvJBfnG1u1KOKq1BQYk6w/+j+3XtvvvnmG2/89OOPP26XvWQpZTi0ULOWrKU8Zt5XmhOtqPzzFh4iHHab9abkax5OvpzjWdCe6ZlUqQZA4Ni7KnjvbTRzlasbDg2RL+iLr8HVNp75UGGoJVRWVeaDImWTtDi4Mj/tjw+7hw9L3zIYE9FoMnYOnV95m8VAiorYOJaUUur73MXc9aVLJWVQ0zNZwtfVeDqrR42rQqg5pYSiktVSQdFu2Z/sn1y7dnVzMt7d3Fh12JoVTSEEAzIwVUFSRPjoow//8F/985yjmanKugAaSmFTXSzanIAIYg+jCiqChtKNi7NRYEgZtDjinDORI1YVyDm3fey6bjFf7h8dHx+d3rn7YNn17bJPqWSVoUQwheJQkIzD5aefOV22tz/68PJo/OL27GmAuwenD//kP27U075N8egEq8l7OH/rvQ+PC+w+9+Kbr79x6/j4qFucLA9/9KM/9h7GI5xMxlVTF6BFH0dWnrswHn3p1ca7gpwQHJLzLCKEjIgilvqYutS3McYo2pWiMeYUS0zSdfFk3i3b7t7+QS9GwXMdnPdRy3K5PFocn5HrVFWeeHWcEa8eqhZjXi66tm1jjF1JWxubezu7VVU55nVl0/f9sm3n7XK+XLRtG1NSVXUjA6nrMJuMieijm7dmm7svf/FXR83G62/8bP/u7Q9/8ZamZc3ABKcZJjN4+eVnr169igyhcs77gcwtOujw1Hbx+Pj4waP9/f39m/dbzUoE27sbF3a2N2fTuq77vldVAGJm74Jzq2N6a2uDiFSh67pFu4wxDxTtyogEWErp+pRSKqWAuXUxty7B16hvKIHObjdHRBrCeZg0PDUsOWZe//wKXeAAEQ0HNRzRSlYpD/YfvaQCwO7MHTJcWGYGMBO99dGHb73x5w6h8Z5sBaoGLnAwbpkZfxL2DH/C5yldq2mKnwJ+a+x0/guf4dMweC1pfvoR3So7YkW7qA2wh51rY++r0OX0zW9/q1+cHOzff+Mnb7z10zfH09lLX3zlwu6uc86A+i6hW4v2K9RHgIo6WPUG2xcROUeIWEo52w/XFBgO8vW6+3IdIDpcWFsxhfZYBAseEJ5w8AJAkXKeXHsMGu2x+VnPHt779WUcoOBKTnfuLzBoPPGUqqxB6bpwBYCN2fTg8OjmzZuvv/56zvn111///d///c3NTT2THOwc6ntScVqzfuXIimjfa9fpciHLVtqFxUi5oJoTcUghm3YxxwL+aDjorUgpCUSxKKk5F3LGHnip/lh4ySG6Oioe1nJ0dDRftjGLAX73L//WX/vr/8VntuoPj/l8/v3vf//tt3/BSE3TDNewlFI0FytIFmpfjerRpAF0w3puqtFkMmmaxjmHBqWUtm3n83ls4xp9lVIWXVtKGgxNdROcc6WUlFJd15PJZMB+Ztb3fd+n5ekJwPBSvYg0TTOZzJi5qcdVVW1vbwPgw4cPB9QdY9bUtm07lP12Zj3/xGU/9yk7AEYWG6YCQVM1u7u7m7OZ2wwtAKKBOkVFE81ZNCvhqaMaAGsUBVJVMWXyKaTVqho4G0LHgXzwoWlGzjukLmtomV1TMbAQ5th3QKcZ5g4KD1xyAisExawkkOJQsBpYMvGoIsVyEkHJqlKkFE0prRy0pLIiGnscIHIZ/nYihwOBAsLEji04BsJiyky+JoAC2rFC4/y44VAFoABkgTUwAJkzMEJmRib26wh4O7OtkYAMajchkFPnyDkYOrM+sX897uYzQlBUZFNVxy74x93e6yZTWgNzEEdoUprgZ6Pt3a2N1PfzTb+/v//w4cP5fC4SHYUQwtl9BOpIFVRxOE5SyWZZigkAMyMwqiJAKbK9Od0YhZg6kNSfHm9sTJ1HBeCKCwjkiCyVYwx2aXsk8STHw8lkvLU1yupTLPuPTrSU8cihmcT+5PDw4vYzGzwaj+vLuxuTqvt//vjojv1i1kw+/uDw0YPTC5cEpe8XD7rjR9Px8q9897kLu7Obt97tTx70tL/39HPkfSMHX3/1yn/5vWf/+b97z8nB9/7KdxSrf/bP/6ip+fqlrS88vfWl55+y+HBxfNrHk9IVrdvN2eaLX9jbDHD3/Z/fedhv7L5w+8NfYoGdGq5cqJ69Mt3bwqaBi5s+acrxqGsXWl8sZe4rnExdYqkbbAJ4iuMKQrb2+N5iRBcvjC9tTR5MXDAgq773n/y1/+ntn6aTJY94FDyB1t6NRuOLs+0Jh+PDI1DBWGK3rJqudqcNn4CrtqbGVLW9mSUreVQ1AKRYvEfvDCwZnDrXbUxcxUFz6U/wBJPnPAltCEGTj23Fzs/G5Di1qS9ppgo7W7shzFwYOx6FahRCTegASET7rqRUCF0IgZvKefJ+8MYNwbxIhKoGwDnpYtEe7e+//+5777//4XFe/vbv/JWvfe0rdT1q2x6BqqrKqWd0g8eSARUBkQZrO+FZr+AZU8tnzX9mYkY0mOXwnKniSRezIqhjGjU1gmgRz6QlKyGya1zN3iFiVkmpxJTIcQg1MjvnuA5CkNAyQS7JOYeI6oBd1dShqgIjlZzZOyMEQvauapoYYyCcbsxm25uTrWkza8KoQkQtBWvEAODVV5S0v//wzvXrlzd2tn/287d+/Oc/JoOqCTkBorF3G9V2KjlrOdNRvQ/siWOgwZhvqpBFi7HYjSvXX3rppc3NGQiAKHtGBFJFQmZiBlMCUxEVK6AFUBEBUAS1YhAHophQoPRSOtSCBkpaGARpGYWsFDO1wb7pq8qFKkDlyYeN7Y2P7nz8wx/9ycHp0Whz8+j06N79u82onh3Pmmnj6ipZ7lM8vfnerZu3P3jvvePTA1/RxDUmoAI5FxOQYFJMZOjk8K/siwAAIABJREFUIQAQTOdx3Yo/PnOkPPHUaBKGC1KKVy3r00gHvxOiETvnfAje+1SxC1yP2TfEAcCZH4FvoB5BGGndYKitqsAHNSiSS1Msg/mkYWFiCOaQvWucC+z90PFKiiTFRIwWcxfIvONgviZpnOViomg0CA4u1OPZuBo1IQSu/NgAi7KB9ulk/8jB6Jkr1/7e//j3XvvSaxuzjbhYVs0I2K1bL3Aw/CsQ4WhUz2azGFsDUS1DAbGuv9u2nVA1dIO0i752UCK0p4doaVpPBRMKEJYKzDnLOQEBO+XKPBAJx5ZTRbubTWBg0ByoiA3KuAEVRkXK6Dc3piGE/fv1bDJqmJ976uKoy3/8r//14tHRU7tX62pMwD/o7rzz4a2nXnjlGy++9M7B8f77H9zd3+/SYmNnW/JCLPWxLSjEnhw50Xa+r6l1rqnY3BDz0msdgnNoZqkUlaiSa8xMikxCFsElsEwUzCxmTdR4B1gwuKqu/KiuVZmxGQdVNZCBoly1FAIADbjPm2HXdYxQcuyjeM+h8tWoGjeNoxXqE5Eh/c3IkMFXbnAGxcLee+doPBkj4uHJ4f7x/PLV5/YuPd3MZpv50uTRg7Qgz4qSnrrotnc2rz59Y2d3q1gJwQFhn5KZ5ZhTjKlo18VFSoJAoZpsVjFGsOKq2piFHTg/3Rp5Hyrn0XkEJhrgGde1Z2ZDCDH7ts05ixoAOBeAiNkDQBE7o27PWf7WEjrwoDMMEM65MGxBzKzOrbxI5xSe4WY8w86Pb0yF1ddkyoQICiVrTpPpRnBBz7z6psU5D0YiiQm996OmmU2nAYxUQG0IcNPB9cQ02LbZPjXAl+nzUJ+BPGFAXXvC11rZ+u/yn6P1yRm8fDLNbmgz008qY6rOezBtu+7b3/rmN776tY9v3Tw4Pnr04OGzN25MN7aevfHMxYsXrQh6XhnfCHl9mJ21VA7nzrDwBm1nuOBr+fE83bOKjzpnkRi+WPOq56VILekzW4T4sWP2k2iK3Bpar/An8Jkh01RtTdF+3qz48yLkJx1nugqjQ0I0JFi5EEtmtIsXdrrl/LnnnvvN7/763/k7f2fcVCarxBAm/kxV0849ICAQqpoKaDJ2qmxASlzYlKxQVlvGeDLPfcx0UvkQKs+mIaXcLtvj47RYOiM1r35s1USVFxHut3F/0f4Clnfu3DldLpvRZHfv4td/7RuEnxtfr0Xruq6qantzi5kd83Ax236ZhYoxsoUmNON6NKkN6+EOJYer2TjDIAI1F3zTNN77gWQBURFploucs1rx3o9GI+e4lDJYpkMI3gfmwZtdAYCDWdu2CDCdjEwxhBAcq8KlixfM0DvXdzHHZKIhBEZKUMzWO8b/x+wAyrmqqpyzqg4YcjQaAaBbCiAO5AERMSECiKIaMLsakIjYOwdAaUU8LB4ncRESkTFlYADH5kSpLdYVIiPMxtlEc0qpjyKlpBJhMCSqK4ljD12vORtxVZFXqgTqGK3rYdlq7FdeLwV77JxBNrNh3Qidp1SZnWdmRKeFmL1mz5UDhaIUMHCJ5F1wYTSuxtPRaNww1wJYBM2sqAymbQJSYkJawzFdJbqhoRoaGCmKmrLgqq9giC+zc7Fauop706G1cyDDTNEKWjmfMGiPk7J0NR9KSo5LlRLGIyKoAk2eemo2m21ubu7v79+/f3+gFVdWurO9/jFbFle8QlFRAfDEhEBYSnSeEdGzY8d926EBD2oBjQugoLBXFZ+LPjo80njiievRxnwuH9x8+OBR1yblUr761eul1M5hPw8zFx7dW3z0wRtXb+x94aVrz9144eatO++/e/jTn9189GB55WCck04avbAzmo354sURWZ+6Y4gw9RNX/PJ0kec39UJ67eW9u/fvIfmvv3ytz/DmBZdSGfmI/Ym1RzWlAhmgLNpFBzpqqqt7e7+y+8xP3vzF9//ox/P8Z8YbF/bg8AD2LtLp4uOjg53J1e3UHT86fOQaf/HiRcejg5NjJlZLRVJVu+Co5B4KbM3o8vbswsZ4FvwydkcP7h08gN3fvhiuPfPVr3795z/5wchJHtHR6REFf/XpZ6S47d2LhH0p6dLu0/fv3tt/9G6Wrd2L02a6yb70cbm/n4ByKjV7FsAh5UA1S44wX56cLrc2LqGlxdFCSmFAzy4u2zo0W7OduMeCfjK7UFXTupEZXmVXN812XW+IQJ8UgeSMwzOzMFIRYfIhBEBPDMOpNDT/EK/83O2yv39//+bH9z768Obbb79zcjL/yrd/7aUXXqxC6NtuaFj1xKno4ON/3NGHisO5PoRnGAEI6FkzPxEbInBRMAIc+nk+vze9qgIitu0i5cGM5EMIQMzOVXUd6oqZi1hKyefUx2zBIZGyU0JhNEZwNJDfLngAQIZhzxURAEqxDOI8M7vgVTWMnB9XfhSoYvMozlA1a46akuWTxUkv0VDfeuetb3/7mx/duXXv0cNHhwd7O7tU+Tr4FfcHJqsWZAUoQ36qskUY2ovJwIYwYBHdu3Txwt5eCEFTAXCIBGY45GGosA3ux0IqVopqIR52tIxaRCJKAYkW27g8SW07JGypmIgooEqHZiAGuNJ3Q3DB4xzL1evXW5Dv/+iHixKr6bhN8bRv5yentz78YDaeTDen9XQsJm3fnR7eOtw/ODw8TKWQJxncpaKruYdE5ICIlXWweg7121rrG7adENw5Y6etM37ath2k4HVjw0BIFymDExgRxQoYmqCJas4lOmZERqIChmSMiLTiMAlBzKgIpKxqc4PerFc1FRuaWlXVBoeTrDi2oUcksxQbtmckQiCy4lhhbdng4NzYuZFjz+xpYzpLy5iXnSQ0lZdfevG//2/+27/0ta/1fW6PT0fTzaEWIgIRG/rHHQeAIoPqnGPO2SCrqmgeagjnnAGHJrjKmZkkqRQ9Iakenzw6Orp/YeJRI2oBETIgceOACuiyxiICBUovaSn9XGInsdXUqSgqmRYTQ0QPXBALFpOCjsVKJ+mjB4/uHT96dmun2Z5+/PHHt995c0i2eXfE97NUqaXp+NKzz/zy5OikW4xn0w3dkeg0zkGTpCgg6Cs0fHDnZvnSF/2scigO0SEgI1nGUnKSvOxyjCAQgIJH533JFCC3QphzVIESJfZsCmomWcURVM5TqFxedkMEwxAdthpnSDga1USEyCVrj6gmMXZ9u8xMdd92XQcAwblhgQ0nXRdjKjmV3OeUclbVnMghxdwjwmg0iqn0pdx58PD5l8LW3kURuXDlSm7Ho4pIc7NRNU1FYdRnQBcwNIO3r0uxK9gli7GczrvFoj2dd/NlbLMrIgTQ5eK6TCEiuc1mHJrJaDz2rhpcFQiMiFy5lT8zFFeNyqowYPJuaNVTg7W5y/lqfaaf2YjcukYnGjQkZuYV6iN/HgidNRDapwHVKp0ODdUIjNEITXJWinU1VgDEwQqnqxZiAkIHIgAoIloEEEw10JDPA7LqFTNFQCP3mRDCPg9sINhnBIMN8aq2sgQMtxiqrSHi4xdVMzw7Z54AGCx5vfmsaXv0dLo4IaYvv/ziV7708qP7t63Ebn48PzlCoNsf33zuuS9cvnjJ2C27aEN+nhIMBi9gNAUEMlz3nQ5evuGNUkp07nEuweEx9W+2crkPvZzn5buztj1+oh9v0Gflk/PB1+1/UnSQfFVViwwztEMINIRjGoDZAEmHKKgzhvYTCSt6tlTWGcTD77kG3uslpKpd121vbT/99NNd1924cePv/t2/u7u7G2P0hOdh6nna4gnUBwBiE8SCWCH37Mcw6i12mCObgRQoGYpCG+vTRU4ptkeByaGRZY5RHIUU+9hayqoCQAFcBj8HobzQbh6tz/1iNmpe+uKLL7z86ssvPg8mg2H10/OEvKPgPRMhKKE7680zZjQkUySPLrCrCJzlPq0MlmbLvh3XzcpzB6Bihuo8OUfMqISA4BGI0cwF52t2zMhGlg2laLKcJQOIyODhl5RPT0/NjNnnnJP3u7t7GxvTwC7GuDiJXddpKWg2mP5VEgJ45xzzeZffZ9qDBSFDEVIxmYyCH4VFXCZJzvzUzlIqERmAgQ3ZchbAgEToPFcNAEnsSyloeej4IBqi5siEDJ3nieOxGGmxUoTUp8isueQUc5KiQ7a9iIqAiuVobWt9pKKIxKkQJRPdT1FjkthbTipiokpEgqtu72GmihmCURVoxcUgkw1xK4AOmNgpaxJLqkimhp4Uoa7qjY3N8XSrbibsajEngr4JxBWyB0dI7JyjM33/TLVDM9NB8yM2WA0nLIMkb0AGAeUTC/2sNqJVpAogYTFhEAYBW4+P+0R8H6IhM1hhQkmFERiMQ0gxN6PJLvuqHgHy3bt327YF5HXryGMHP6LDAKUYB8jZzJRYkBgdsXZ9p0UcOWREKm3fjxyKKWYRZkEmcGquj9gl3BzvXrv8VBWmP/7Ju//hJyeHp9BnuLoDok91cXt37LemPPY7y2ZJePrvfvDWL9+/+dIrzz3/4vVU6hgP3v3g5PWfnFy5AnUoOS2CO66CsOa+Kx9/CM9c3Tm4W976+S8nG+Mr148E+1ee3UFfldM7i2W+cWnaLvtZzdbPD+/evLw3ubC5sbl5RRm7XDJwzeOjg35jtnfjmWde//mHhulb33n+9PSEyvz49OiH//7ffHn54s7Ozv7R8Ttv540NKj4vl0v1k66L8/ncudDUgWKPBlvT2bQZNey74/lxG3PXX96F2SUP8e43vvty7t+FeLS3M7p49fLByXz/+M6Dk0eXL98IoWYkIf3w9kejWQKSAjFLz7VrpmPZT1m0T5ogIXtiYCgkRU3JN3cetHXT5/b04Z0HkAVLZYqPHpzGNGHfIGxX9XQ8uj7e2EauMl6uqkkIY3Z1Tur6rpSSStLUoxYiczisAXbOaT/ExigSEAz4YiCEyqP9Bz/96c9+/ta79+4+evBg/9q1a7/7u7975cqVruvAaDyedn0UEc9OhpPAhnNVAcHMHLAjD0O1fMZiDqfvKkLQPiPE4gmhD1aRLRJTF6qp90Nfn7PA3vu6aaqqAnYkYkwWAlaZiNTQCMEzODZmJapc1YSmGlUrTZ5RREwU1BgxoFdXcDQe+UanCmMbjcfNZOzrCgMrg6pEzcXEBefqMIFJ37XT6STmWI+aL7z4wmg0WhwfPXz4UEthRnJMDN7jaqQvGTGjc8jMFdMQISNaUgZQkPzUlctbW1urLn9RUkNACAH6xRCeR8NUAQNPPMTrE4gBZBWUYiVayaAZsBDr8EmoikBWAbVCxISmqC5QPapDFQBgvLddKvwPr7/+5vtv43jUpfjw6LAOzcHRg/tFA7u6Ca7yohpzsrBc+UMMQVGKChgRE5GIDvbIoXIdzIre0fmacs3Hr/9d6xIwzMlDJiKmM3+jmVipnAdyOIijtALLmM2KGoKyY0IEpuJIHSQ0JnRuCEBBVShOI1NZsGTShGV4n8AcKiaHxEPUoqKdNbFEygK5QF7l8bIhGBiqwZBXo6zKIlSIsKrHx6cnNXsA6Pv2tdde+1v/+d/49W9+W7OWmCbNBHwAQigCzuOZtCFizES46jl3nsycaLYy+KxWXLurvYiIWCmFGcHMe1jMTxYnx3jtKe/JESspwXANCwEYakZlE7ZCVtBESlJJoAUNzBREhg/DZyRvCghqIXhhPJbOnPyrP//Tp8bjLh7Pt/2plq4HBThWaTbrR6n76Ojhzo3r7v13l8tjD+yaymNtVFjdqrE2F0K9/+B2Tn3tPeRUcgYzJiLntGhJWXMkNe+8I7ICYIkJgEkJwLnipQlhFPwRIsJg2Rn4cr/uzUNCQgNTBRsm+ZaUh/M959wvl7HtSkomYp7VLJXsslNVXvsDicgxCQPTcBOJiKfxoLtIzlmKI1fVzYNH+3cePKjGs0X/cbOxNdtoNiahCjjIi+jqrOjRZ/WpZIUqiQggOWclKZakORYfC5eB5iUsQElNlJS8oHOhGU02mnqMyACkhmZAfuXPVNVKBnGGDMFxICJgN9iXBrefiKwGmJyp6KtnRc5Lf+tngfwT2uATxfcnVDJ2Q56GrfI5jAiMpaitCO+zCKnhriYa1mMciDxErLw3KQSApqusHmM2UFBUwk/ZNT8z3G6VQXUu1/HJyRxnf8iQupTPpz2fe+XHTPcn/0waDIoGnxhTYQol37jx3He+9c3j46O33vrZU1cu37t1k4ismGkZAsa62IrCeDTu4wAdH293iEhISTKiDcB7+LzMdDSqB5UPQM93Ng4G5sEkOTSuDz/W972I5JyHbw4WLTnr1DoP2tfm3iFi40wp8sw8Gk2dcyGEYZUM6C6ntG4XVFUpZTVC04cnJLgnGIFPeEfBVBUQV4mgpoOHczJqSo7P/8pzly9d/PjDDyQnAguOSe2TYaSPL9rj74DBqiTeQFaEwpjRF2gSSAZNUBKAgRYz01Sk76HIbLE0LZCWEFvOHU+bEDjXnOfzEkXYtazeSgAbT93U3JZOQC7sXrj4lde+/PwLX9y7sANShiFinxy6qEMwZrtYSi4iMq55GHKQJCEomBgUAEJSZmQG50gEc9ZSskhGE7V6UN4QmXgwSKa+lwEcWp+GdYLGJlnUUoyx6wa+ZshOyznHGFMqErPmgogiEVQ3t3euXLo4Gc+Wy2WKue/7lIpDBICu6/q2F4jr43hYWmbGZ4lr5246AwBjiyUzMyJXowYYjufHhuYMAq7oWSqKZZC0EMBzISZggiAaVLEUS2kQQ02HFHnzSk4FFKg3SsvcxzxfdLGPZv2Cu9wvisSSO7VeIGtJuYgqpF5zwZJBjMDYAA3BVAGtlNXQDgBC4IBoKgwEuMqRAERjMkQGHWKPGZQNHcCw5okZiNEFwNDUoypUo9F4dPVK1TSjZhxCDUCmgIreoQEbIAE5CEyBKYChGXYhA9jAYpsZmjHykJc8pHyyGhchQGZgS0QOmdVMoJCZUybzWSk5KCQBizMwCj3WzoaJSII4TOQ+y53W1aRo7/wyn8QS6+DRlJuRqnrnNqu6mYw3tzZOTk6Ojg77tmvbNpfCzMEHZEJAMSSiqgqOSUUBEQFzEQVCClUzIsYUOwRfLDNhEUtdNlIkNIGDktqFXbv+qxe2R7vbW10XsbqvcM85ur5Xf++3v/Wl1152Tp23nUuXaq5mFyxsNpPLk8XyaLx1dWN778///IM2+dMWwJq7d8tbzQNX7U0nejjvJC4Vwze+dbFq9vqlXrnyQrau7yXKogpVzN3JYfLV5le+9Gwznjx1cfvg4ceBe1+LCxAxNfXGc08/0yVUdVHd9gR/53euf+nV4+//yZ8V1Be+9tr+/kfY7sv8aHl696kre7/x21+9ev/eaGv70S9iKc14Zzc5L3oSggMzKfqFLzx9ZXd7fnqspws8XW5ub3/55S88c33x9NXuzX//v1l/+uyLFw4fpnsP712+cvX0/slsc+/pZ56fzLZOT5b7+0eHp8fPvvj89lMjMJ3HfJL2q2o82xjfuLFzfIQPH0TIi63Z3nQWungkkIhVC5/un57ONnc2t65dqzXHRw/v3717z4dLc7kwqrfD1mS6eXHj0vXxbBvJG22x81JAzUJAHimgiZa+X6bYDSO2pORVhwwnAEUyQxMrsU/Hp/PTk+VbP3/33Xc/fOed948Oj1XLbGvz9/7W3/zyl79aN9MiIkW7GFWHrOAyjC0wUNABzK2hW4bHpnFbhy4jmFpBJLNzlp5PDErCx5n+Aa4/9/TH9z7KOQmbcwGrUI3r0WRSj+oqVIZQtFSlTjEtFsuSxVRMzITBTE3V1EoGC45cqCryDsCkba2IpaSpoJlzDsnRmL331viqqaumcsFxcMSoLjFR7lolHU1GJ13PrtrY3C2Zi7gHD4/vPtg/eHivGo9KjgYKaDWFYpoHXs1EAQqoGiRRImQwR4yECjppml/71a9szzYkJi2lDo0hSBEr2QGZiqmoZCk9ShkIIJNshEPTug3R4aAx9rGNuWRDFMNcSk6lZI19Go0mItDUtW8m4F0kaKbj073qB2/88GfvvTO7emGxjP3hcTzsAJUzOSVk7PteYF4sK2nnukF0FRXHfrwxrevGuyBZu7bv29QvYk6ZHIORKYj1Q17r47l3hgg8ZAgAKRCwI0MjQlUQU2AcJi9kTWZiAKHy7BCQshREM1Kx4jWoSq+lSPHFucxFNCetGp86tJ5sRNiBsYgqF5Q2U5+rzI1m5xz74IInG67iMJs8K6jkoqpJk1gxKIDqSInBDdkvCiqGxEYsqqJqWZpFdAqy6K9duPhb3/ub3/3Gt57avgDZQGVcNTBM8sBgTGp25vgypoGfR0AOVQ3ZVLOJWkFTNEQVUuQqBDE1UULoTOKyZ4WHR/Hju/defvELzWAVVSMA0OKCB0TQ0kMqpeSUJYsJMDKiR5DhRjADMUVFwQLoiIfEskrRHcZ43MUHv/hgwhiQPLrq8mQ83ghV9cru7mzn4lsf3HowP3rt1VefevvS/vF+7tPFrQtUmrwIFSuCmFlMiSSezNPNO/efuXatJiQCy1mTJAMVk6JQjAREFNgx8Wg8NQVORbHP0FMSYofsiXkwNxtAysk7CiFMZ005o6nFbLDFmogxO3SICOy5asYbAKHZKAVD09T1eDwO3uPZuCYzIFVXSkjZj/tmElct/tEBgQ+uHgUKjl0I9cQs3L+/v7d7OQlwaNBVowubhIbgmcnVwQUXKkdMTpWYeFpSkrbvEpzIHLKmviz7MoyQNlVbLmLf566XRTSsNpqNWqsdnsy8D2AgqmBDjz0TrWclDKLR48mdZiZmA81Mj4eKnO/jQnVG628Q4VkfC67Kk+E/0Dn88xklvkoBUDQC0GI2pKGrCNMwGdlsNfiCgGnIEjYpJWVGcEhDPiKq2jllHwHVhuUoj98LaRj3BWcNcGczN85m8a66zuyJ7j5VPZdPDzo4GAnPTYVZo0NUOCdp2mroAq7GYKwwxkDzAHEWvXDt+re++5u37tx55+23r129vH/7Vnd0wGHr1V995fL1p6//ynPFe2RG09M4984zMqgMRf2Q3dq27Ul/uli23bJ78GD/YP/g+Oj4+OhoMV+cnh6fnpzkFMGKSNGSzVTK2WDZVeqGrjDHyshqZ1jRABBUzj44fDJ/dCWQwuMEQQAOgYiquh6NxqPxeDKZNM1oZ3d3c2vr4sWLOzu7k8m0buohOGRcV3VTMzsEkGE82FncjpkxO9MCYEysqgWYHZuBAjIjEAlSydlMUfXq1ae++Y2v/Zt/80f/xz/+R//D3/7b3gcghkEVPfuUEZ4ctYpD8DUgYw1qgKo8TAcVMFUoACogCmqqWmKOScVo1JMUi60vLUhr/Yk2XFxJmKhLHrAhroQYwYxEQ5j3N65ffflLX375y6/uXLwampHxMJX5bHDFalgfAgBTcUFDjUwWc49ASFBVLhYhRo/eBapGdT0dT6YTsSrHvFwsurbTXBDYlAlDCJVzDAA5p9j3McZ22aYYc9cOIB2Y0DtV6WK/XC4H36xIGa5WKYWcA2RfhZSKY/fU5UvXrl2vQn16Op/PF2YWY4qxF1GRklIUS0i47iBY0x9PKN6P/x0ijgmdZxd43i6WsUVPAwYBRQIgNRsSswZ9eJUNnoVSHFrMRYSdL1lLGRa1KFrJ0PWplFMpllIpRYbMFVVNeWA7NIupatHh++B9WHNIg6NjIGaQV9K4rbcDIxxsyoSGpAhCMBjgjYf2YmRiDsH7ylUBnBf2k63djd1L0+nmZLY9Hk28r3rnnKOhy7ak3Mc+pSRizOxdQ3VNDmgYEGyEQFxw2F5VVaUAgDEyo+HKZC1WVFGFDV32G4xusH8CQq1aF3CRDLkQCcSqnGCB2PdV1djY1nN6z43LYhxsyIbkXBbpYqqrCpnMEagiGgGMxs2VK5f29ra79uJ8Pj/aPzg4OFgsFn2/XLk9uRroFlNFAB5i2RGByRybmRiia3LOxeA0iRlQLszmGE0g9wmtKUVPTrFtD7d3tn7v9/76f/bX+kf3H6SUXnnlSzvbF/7n/+Uf/e//+Acvv3z1N//yr+/shOvXdr75zK/d/OiDqho5//+S9l5PlmXXmd9aa5tjrktbtqu6q33DGxIAKQIMBMxwQkMOOWIopAhJEZJCeh2F9KC/RaEHvUgRUpAhhWY4itFw6ECCAOEIoNFotHfl0153zN57raWHfW5mVnUDQ0n5VF1dVZn33nP2Web7vl/V9f2qmU8mUM5C4fnmra1bT+9tz3a69qALwZfVvdsP7t5d7mxf3b1yuSxtlPX23q233nn16PDhl37jy7PtS11MzHE6o499+pMhnN6987a39v69wztvvvnpT5b7l56CZKNHXq3f/PkrtR1//qXnvv3jN/7Vv/rLhyf9H3zt+Wef298d9c89eS1WpvXbJ7E7nEcxZQBcp2Y0dVujitreKOzsjtHDz95855234EtfNF9/6cuTajqtb9BE97enR0fxzgf36nLaxdXpgp6+9bn5fHX73YOQDl548eMvvXjr3Q9u/+THP/38b32xaecvv/KDe/ff3ZqOX3j+pXGF2tPoWn14/+DJ3b3nX7q+aorjk7ur9THa6w8f3j+896AgMsYslxGKnStP7yMV3o9dOXPlzI52ktntdWbQo62UiMqsFhEDYABjCtZQML5v1yn2Vp0BI8BILZAi6ny1PDg8Wq6bt9+7+/c/ee3ln7xxetrmUA7n3e//4T/7p//BPy1HW5tUSsOqmf2mIBtbnp49p4fh5QBNzTlOtOGwKaKqMBkryohnMFa5QBcduDwK6it/9ebVvat7h0dHQORcqWVRjqfTnVlRVa6wopxS4JiQNATi2BlRTRyYLVGP1Dmnhg2BsVYQLaEhQsDY9X3ThLbLGyzjC1/X1aiupts5pJsIyIAIJ2iAxRhTVgUkGU3GqdMf/Oin3/zq7773+s9ee/2tB/duX7t6abmcm9IZg1GYrEEVTYLMOZoSlAWUDBKgIQQWBMXuIuKrAAAgAElEQVTEVy7tff4Tn574ChJn+JYwq0EgBLGMTIiAoJpUAmoC5pwirbmjBFDVNvZd0yOjCkWApBAYYkJgGpdb7bqd7uwkAlNWOCr91sRPRn/99g/fO3xPpo4a0lVjIthOK+dLKMgAWGVKjAGRIiSECGgF1Xq3s7u7s7PjnBORGFOxLlKf5maxnC9RwQihNTGKKIsKZ7qPIDLmcxAyhccRDv2POuuJyFpjHCVNURRU0WBCzjWLAco6LuEYo6aUgkbqyAXr6sIl76P2HVsLoQq9x6JQb8RgQkipHXFI2NkKYuELcg6sSQgsoipKCpAAGTARcUY1CAARkhKRmE3pPBmN58s1h+R9FVahqgwv2tIXv/PbX/+Df/93n9i9QkksY99H44ooggRgECif/LlwGNbhKllJZavRiHpk6aFXFgFJAGRN4ay3iIgmsrBoYmUABTAIH9x/uO6iq0pUMeRAgJBEjYqmoQiC3FIiWUBHyAApN6oAlAkGAQVR2ABZQ+SUqQsoETqE3mFVGOds4ctY+cl44iu/1rhz7fLp/CS23Zc+//mj+w/u3f0gtbIzmYFzhROCYCx0XcOJTZCTZRcTjCpvhJOwpoQAElgSIJIAIWJRlpPJxBRlSimteu2YIfQCbUxtTDH/vNlqD4CIZVlai5FTZElgSBFlGFqDQbCWjCmUqGA3hbEAAHryxlpX+JyhhmYwMiWFlFIM3IV+SMJk5ugFAUjAofWmKIqyGHtb9n2ajKeTyWyxPPFF5Wf7+/vb/ToBgTFoLBprEdEgqKIFcilh0/TJl+toF43qgockf87p86y4kt74tOp0xi5hxaY21ouIYjJIiiYDAQ0MqOMch3SWu6C6ycVDMHoexHeOpEfYqAMy1poVOP8d4nS2FBrqpTO05hBtp7ARFOWiACmHAQjnYHJU5mgwa1Kzo+08T5zMwOODxGBpE+V/RiuFTVotCJ5TywYk95mvbwA8y3l2vjxeoWbYK2w0h+d9oKrFj46kP7O0ERESDaIIRD5/AOXbXwUxCO1evebHk5//1V9du3wZmd/82Ssq6de/8uXf+PJXyv19QOqzUpKwrqrYNkVZknNxtb595+4PfvTjb/3Nt19//fVX7ryRMtdV0JDzxhHgerlUZmtwXPu68jkUxxJWprqg4TzPvTc5cAFRlc8IiPKI/Y4uhqAgIufOWhDyelGka5fZ6DSoN5EAYN12iCiKzKxI3vu6rquq+tgLzzzxxBPPvfDCU089dfnKtenWTlVVxrjs+Q8pWEMIEEJQYGcmOTeDrAGCPkKUYMsqSaht0bfr/+af//Ptra1/8Sd/8o3f+UfPPPMcCj3a4eHjLrqLylJSJBVSUEQ1ACa7/VRFgUEVlR15giCJcVRSCmIMsYNIiL1J4zT3XFjoAyUwCA4sgYrx4nRU6qVLe09cvz7d2q7GY1tUivQI8QIvwHUxKTBLUmRFQ2SAVEiFwBhnnPqiKEd1OZqOt7aNH3PkerVql21q+9QnRCx8VRRFdlohGWFQXXdN27ddCHHiC3XWVJWr6xgjifKi6buWAJnZOnLeo7NFWRJWXdcJxv39yzeevJUiHz84dLYICVLimFJm8CZlRh6EzYgX18Ifub8dMpkUGJQAPHkU7ZrGWkJUi8aqIA+TGAJCZRDQlKIwMQdhUAZmzV2fVZtSipFZRBUja4yp71NMysyJ8/U9SE6VPQMCGEQDaJwZvK9nOGnccO+zNQNzStRmtJUtfcaZnAXPeVqee0KyIXbWmMJYV42quh6PpuVkZIpysr1Tz3bGW7vOl9Z6AqOqBTKKaOy6tm3Wy6ZZcUyKYIzxRcVpLFJbKcl6NBaIxrKd08uNc6YoMyskpCginDtsQmOQHBlnsHDIAJERxBLUBm3m4abkuq5b3JnffuPOu++9e9x87De+8sIf/hebi48+xG7IaCuDaLJpwVblmYxKCIHBl4X3viyK8Xg8G0+2trYOjo9Ojk9Xq1UIgTiHrWf9rWFmgEBEriiHQ0QFZYNH47O5oICgCBACAc7btuuQIC1XnQrdvHnzE5+8mYUlvtrqgs4XcHi4CIHv33/YN0e/8aXPPHnz+o9+8MOY3uJu9dKzV196/taNq1Xh9dKlajzmvZ36nTfn7ZwR4PXX++tX4drVMnfyy+XqiVuXX/z4J1hf3dqd7eyNjbMpdaeLg3v3HpQFld4543a3dyajS3uXd09OD09OlsuEELqf/PQHpHa8ff31d9978wPoGL73w/cvffnF529cB3GHdx+crtvX3v9gFaejnSrZtF7NiQDBkDS1Z5Jl5Saf/tje1f3Dq1fGezvFpZ3JerWyOK2LMY+kKdcphNKV3SpIrVuznVXT/tlf/Nu/+c7fffyTn93Z3n1w8PBf/sn/6TwcHt0JsS8LbbqT+3dPrBlfvfSiCLTpsO2365GLMl13i8C2DeZ0ueiT8d72fV9Vo739PRZUUwCV1o2sqxStgiXj1ZSKgNbmZTxwEkm5ymRsQJNRzmqpGPnh8bGv/MHBwcPDAzLuwcHx97/3kx//9NXVKoQgZTVi4Zeef/Erv/3bdT2SC1qgxw6OX6YD+XdiZH8VHxQAgLwvL126dPnKtaZt+8i2KJ1zRT0q62k1Kp0zSVMKNmIIXaeqGYYTYwTlFleZ7hWhVFW0TpC8iLEGYtLEHJPExCpknLW2LMvRaDSeTp1zmIWwwClFZYdIzhVYyfq0MWSLotjb21s2q+eee2a9PJmOq0v7Ow/v3+5DC2CRjHUFqDgS5AgJJUXJN1FiNIBKHAIwgOiVq1cvXbo08IUzpu/8ncTs5NGM2YkJkZXZEilzSkESg0hKqWvaPvQJVRRyqGSO7gCBZNRVZQCZ7O1K7VPpJ1f2fvraq2++807qE4Fp+3bdNm1oGQSNEIEhwxqBlBxZ8qgkJEikIGVVjWfT0dY02zbQGl+X3lPfpq4JGiSjOhy5pAiaM17yBZPhijJo7hnUIillQfwmNxhVlXMFQwOODBQ2VEBhVgiaYowpiNEYrU+irBpEC8tGtSUpNDj1jq0BQwIxxZAkgjUW0CmYwCwsSsAoIAyk+ekBijUSGyMKSCokYFDBAJIlu2zbajQOXdSolS+XD0+uXX7693/vd//JN39nuxytTpaV886X+ZAfanTVLDVRHGrrPLA/i08sfCUSNcZ8TqrRHI9hrWWOSTUGjjGmJGdMzZPj+XrdblVlEiAFEUGbEeLKm3CPs1vyomQu1/nwCCr6XIIrIkCWjBhnjC+ssUrISbrQV7F0pcYYU0qIOJ3Oqqryrmy6fmdW19XMUSRMzqP1BQnKukmsXWCtCjIe0AmwsoTEnATRGWudc2VZlmUpAEk0pZBC6LquWa9Xq9VyuWy7tmcBECVjjVVBUCK/ZVISCwSGAZE5P5iQ1BprjEGyBFigQzJgrDOCiGiNMcYaTzYbREFEYuQYY5VkENExCBtFAVI1YBx578tiVNj6wd2Hbdvu7u7evvP+O++9ef/g7je+8bXJZAYgQDCojnNsoOb0JSusRVFY6xUHYzOhyiauDZIAiCaGxMqikkA0Rz4qoAGMHDeF//Ch8YUgjbNPdPiUczE3aBLl8cgTygtmycHzAkB8Dk3ZqNjkrGfg4ZK96DqhlOn0qGdXFT+KQMCPtuNtXHOZZn5+4J9xFPjxfIELYZ5DlNejrLMPy1Dpo4JHzgxmtAGpn/37j90UG0p7nkgOseugoMIW6cqly4cPD7L9++WXXzbOS0K7nv/oz//vSzefevZTnylm24aVlaRNk3preXDwwx9870/+xb/82c9+tl6v1+vWeuesJ2WwZMAgoiQN7TrFblwW0/FoXJfOIhEQKiJONry1jfnm/PF69l4h4gBJusCovNjy5Y0cgwqfB36KCFOOe4XEOcpRWOHS1jSJiEASzlbwdjVvlqf/5r23jLFlWY4ns+3dnUuXrly+en17d+cLX/jCrVu39vf3gSxzUmO9q7lZW+9EIYRI6j0RKHEMErvkbF3XRVF+9Wtf92W1f+mq6CZv5iPz6DfhPSpnSEnN2t3sJjwfcCABoCqDZCK7IKGxiCQSkQVsvuhEXFJNLIk5acq+DkWjQIJFUZRlWdd1hitkc8Evr2EsQF5rWcj5XrIhahgga1xZlMWoLOuqnKArxLAySxANiSmC4rn1EfPabVDyMifrzWg0Gs+ms+2tsqpCiN4Voe1P2g4QiSwZV5aV8c4VHsV1bbh8+fKNG0+qaug6Y0zXdQCQOKSUNnCoCKLGYEryWIWGj9o1H/kFYpKAYHPYrKoacgBoJTlmFsGYrxWFFEUEUmJOmJIMm73hVAWKoyxWFkVVSQopiahRJGYGRTWUl/9IAuAMDieVIOUdfrZLnuXc5oMtC1PZdNn7wUCggIRAlAQG1bixiMY764vCWjuunLNFWRRVVdXVuB5PyvHYllUxqm1Zk3GIqJrFuBxSTLHvm3a9modmrZy8Nd6ZsvJW+pKjS621lbOFsd5aC32BSIETt2s2pECiMqlGMuxVbZ5bE5MBrOMcGCFyTH3XL4+OHyzuHDYPm/v3jpbr5Xz+gI/vvn/n/n12W09/6oWLfL7HqCYCuIlgTn3qbVd4n5vMTQg4CiuoIJAxJhuWxrPp9tb88PBwsVis1+sQAscoaBSHUAFDOe4CFIfKgEAUhDVLJVABkiKyACqoWCratkfQyOmDD44Wi1TXtaoa71Tw8Hh97cYIXe38yFtcLB6889bbz9564tmnb7777vsEzfWrezduPHXl8tIQFx6b9ZEzOB3ZOJsSjHa3H16+sj8e16eL0+Zgee/g7nMfe+bpp18s6tl6vWLm0biAoiiKndPTZDQV40nfJ05kbbFYdq+/8e6dew8ZypvX91/8+POjckTV3ivvL+avHtfT6vhE33rn8HMvPdU23eo03b93fHy3edCny7MnEqYY+7KymtrSyLWd2d7Ij73Mru1+82u//sZrv5gf37myU5J0yFtH9w+Oj4+NGlFbF2PjbFGNxtMZ4/z6E08cnyzv3L17eHQkCHduH4xGhS/HOztbk2m9WrYAMBrVq/XxognzVetLOx6PQ4ptqw9Plok9C5wuYlkigBUAmvfO11YtOSPgFD1SieQUHVNhDSrlgakisgKoMnOnws6oKnBs2/W6b9t1aA7nJw8fHHYhtH3z/R+8/N3v/f3pfF0WI+OsAk+n49/7vd979tnnRfHCbO4RIf6vbt7+oZ1eVs9nydLGwprJJVtb2zs7O/ce3O/mS1Ay5IwtrPPGlWSN4ZhIVAMn5SgpJY6JYzpjcymnUuq8rAMAiSmTTTF3SCkhIjmyjpzPuD+1jtAYEWEGIjHknC3qarRK7JwL2AvCzt7u6fxkcmlva3fr4OHd27dvO+cWy1MgqqsRDouipMhD/SQqoCxROFpbqogVAmOee/oZ5wqJiQDAbLIWEJmZ8pOOzDlzRRMyqzMgqiwgKaUQ+rZv25iiKHB2pHFKKalivh8n21vrGNzWmEdeCvPW4Z3vv/bTSIJEKfK6a9vY9dozhKihQOesYQEFRSJjUUWtdYqQFNBbWxWmtNwnRiBrLNqcrOOcY07KkgeBBkiG/YOgAaOGhc+yOQe0lSJsxnW5Bs2W4wzxzg2TiBIZRAOiICpJJamEjK0WIRFkiRQDiEUwoh6SleTAOzUGQSOzSgQCq+AyJTGCCCE4IIs5y4VUVKEwRhCZaIMeRAQDgCEKI637vsaimTe+Nh9/+qX/6j/6z3798782Lqv50emsGhXGhq731ShkhUzOMVIFRHr03M4QoWzY6AM9GjaYR/XQhl5EQ6Z/ZHc4Ciis1+tV05FxGuOZr8oSbby1Z+YofSzAMLcQmQ+eXxQo0AWJdX7nnSuc9cYZJMNISWCxXDE440Z93z98+PCZFz7+9DPPvfHGG5UzLGRdmdKaFA0YsrawRsCzmBAFTYkAiiRAMUZhVSTnnPeFc44ImVNI3HWha9v1erlczheL+Wq9aJp17GMCUCLBzhG4olBVxrEQi4KiBWNIhESGCEFj0Foii2iQHBqHxlrbnTGTiFz+BQ5rDQZKZNluGIYcYWCIOgSDxlhnC2f8zv5eH+K1a9defuWnDx8ctH2zWjXT/d0hvAplU4jSIFUjg8Ya8kSWyCoREBlmGKwlKiBZWEmadZJ4/hmInmEFTS4MEQk+nDx5njSRzNmOapgxGEAF3cgvVDal1Nk/ixkmjgQ6pAmcs3ZUL9YYqpggP+wzcQRROHEaZsqQWfNnCriPRq4hPUYU1I8y8p1HgFzYSOjFXvesm/2w//BXVurn3yg78c7+/XNe3HBvMWVb2ub11KWvfLFertq2rUfj1WpVl9XM8N985y9vHn3s5hM3vPO2qC05YXn7tTf/1//lf/4//vc/fuetN3e3t2ezmUja3d5frE4Tx7IsJbEy99yulyc7s+nWeDIdj70zOXEsV2t17sNRMkXjrOPNQaDGPAK6OG8Cs2FYz82BZzDDrGLNCVtJoqoKa8yBY0OsvWRdnLeEDlVd5MTMo2qHk3QxHDx8+P7773chRlYBvfHEk08++eT1mze+9KUvffNrX9/d3Y0iZWUBUFOwGe4REqjWzhhXLefzuq7np/NnnnnmyaeeNdYnEUO/skRAgeGmkgzByAo31MfifxBAUQlQEA2RBUIgEUAmAEgETKoQkw0xNgHaEMUkyz1yEqMMllWRL5Jj4VeOrBEsgkVwAKSKAqjCqmK8yXB2a733pXe1MZ43PJUQQt/3oe8RkQwktoAiIn3b9F0buw5EraNqMp3t7My2tmbbW3VdhxBW5apvu8XxKYpaZwtflPXElwURtauwu7t7/fqN0Wh0+OCQmZ1zzboLMUP/stYwKYsqIz4yWLk4/vjIOwUVUhJjVBU5KQJZi4hoT496Tpp5UMyaogQWToJoMiFRGHRwooKIGAFVVLTniUxgERWANiCvPAYyZIhJEQAzpE4RzLCMRjCP/HjDLYoxqXVGEPK2yjhnrS+KwlpbFJX1Pjf0ZV1573PeV466IjJonLEenOuS6nrNkhkRCizCsQvr0HfdasltayTW3k7I1epd35qEFE9pbdBZ8s6UhXVFQ+u6ridFxQKE1hiHYA0kYeDIEGMKHNrQtn0KcXn6oF00Rw+OHhzcP5jfXy5P46LjRvseF826W59SCPd7OKndMg5Lzo+6KAeRev6KMfY9MPPwQYFBVETKscmIqAKgaI2bjF3hy9Fo1DTN8cnRYrE4PT1tmy6GKCJkHToMXQdKQwC0dUPRHAaMGwCkpCCiIKJSeEqM3pSIrumhO1yDrPq+L+ti1XQMxfMvfDLGWBSTy3vbJ0dxOV8R0QvPPzsb1bPJNPRcupTiQwFFQQOxXQbnzPb2bFTvfPpzcVTvFYUJ4js2IfWHJ6fPvPji3v71t976nnXj9Sqczg/qylzZ3zo6vBtCB2pPT9av/OIXbeeOjsJiGYKBruufvLbVxLUIzLbKqgZLOJ3O3njzg79/uXzxhctR9d0PDg5PYelkhzERVeV4XFrTtyXRdlntjScQmvXydG86laduvPfeO2+/8ebe7vbi8PCZZ54+PT65e+/udDotimK6Ncve68Vqub2789zHP75YN7fv3LOlu3n5paZdifahx+Xctiu8efPFupoyu+add0ajuuvo4PhovWoAYJG0rmeOkqooFkiaFJseR8Y5UxtXI3lCb6wjssyqQIomO9sIQXP1DKKcQAJo7NvV6cnRejHnFILBhwcH5AsHxd/87bf/6lvfmy8a68s+ptL5KOETn/7Cl37zN6dbOyklZvlIM/f/h69fnuPyyB5bgdG4qqpGo3FZVIitABrn0RRoCjJFfhqoICeNMfVdSCEqs3JSgSidBFWOUXpgIbKq6MtAxloFSSG2XeoDOeuJvLGb2TBDnh/m2EZy5AFBQCSGsLWzC0ynB/M33nrjS1/4Ut+3XbO6d+/uYn4yKouMx4iRHTrJWV0Ceb0gqqAMwhxF8mxXtPTFc88+B6KsQsaDirCQMYICnPMl6XzoryqJlZOlPOdkSTF2bd+2HKOoMmaPJm943IjWuaKIpJNLu70BqNxJav/sB9952C/r/d3MFh9PQmzDer5Sqx23pXUOjSLnBUTuy4ZYbjBoUUnVkKldZcaaWCNAVEHQDOyyBJIdNoiipEKow5ia5QyQmjVeAERgvPe4KQSMcQikwEkkM7gRTA41zXmYGdxKYECUBCgidihJoWc1oAbFabKarEaPxoIhVEVhAiU1yDEl5qisBrI7yVgl0twQlKxgMBmbVBhQgARQBVSSr2qM2B+3FRZf/eJX/vD3/+BTL36MY4qrdlLVpfcgitb0oSfnRdV8KPj7ojrjLHzh7BG5iVYD0ZRS6lKfA/ozxRutkAqm1PT9crlGJDIONNEmvAEA7Mat8Qjt/QwAmC0YWZ2DRskqZgZ3FtJkGZ8RAAHlvJdNzNp3nfaJigmeHiyvP/mgGM1ef/3N2XQ79O2yjVVVaSKFpAMHyVmrIUGfiEwBAGQKMiKQ0KAF45yzhc9JEpk417bNcjk/PT09OTmdz5eZK6WqSMQiEiMEx6yqGISiIAMCGQWvBpR0yGw0ho0BckAGyCh5ImISJCRjBA0QKea9sWVloaTGAoo52x5IQoNoES3k1wJAIjAZz9aL9f7ezpUrV45PDrZ2ZoZs4g2dKYsKKZeMWSZjQC2gQTKDzhYMQsxKdgUwm7+ZOzo7SA5JE7NkwtsjAzX9UG7+2fxNMK8JzxxsOCgpMUPC8532SA6+IhJSVgEDDDGR56hu3YSJ5y9fDMP3TOBQFUlZvTX0asOPoqiPVMznjCiRPPLmC03axZez2X7ARebeRbXHRyYNXixbPwxpAM1boLOQyXyEASipKADmtBfNk3BACyanTgMIDNwCFYCf//Rnn/ncZ7/85S/3bXd8fMyiaHzXnaawrj36WQXr5Xf+9m//rz/9i6Pj01dff+31119fL+ZF6crpWB2dns7b97vLzz5/enICkkB4uTwNXTsbFTuT0WRUTkbOkrFEhXPWWgSoDJ8JAc7AiblfRYQcwHdxk/8hKB9lRedFVsRZPExMSVUTc2QWERbIKI28oQkD+1Y8IhOtEhTeWWsLG8uyZIEQuQ3966+//sHdO9NXZv/mT//0f/ujP/riF79469atzz+1f/X6E9u7++QL59B7H0OIbQuWal+ErrPWkXHOUBvYGjMAV4ZP6tFZBsrm6mE9DwjIbhLIemIGIMAkLEO0K+ZYDQDKt09CRmDNcKHA2ISwaNO6Y3B9GVtroyAnlaRMnH0oZ3fBryxsCMCC2sxhOFMfE1nGjGYlY5y1jtApMVCGY4cslCAiSZxJ4zHGZr1aL1dNuwKUuq5nO9tb29uT2XQ0nYxGI2Y2xixOFs4VIQQw1hal86Uhy6DOFbdu3SqKYjVfOedFtGka62ix7Ib1T+xTCmc8wMdmJY+BMR/fn58v9fXC/hzsvXfnw8UkoKo8nCxIRAoEYjZJxECqFiAhCZ4LDwgJVZNKtt4KgjKwDgt9SWGjXiAYwisZ0YimC7E/WdRIRLQz2S2q2jmH1jjvi6q0vqzr2nrnvS9ccQYqtUgr6EAJFAUoCihzCk3+xqIsKZJwjteRGATWsQ/SrmxIFfFITBWxAOXQS95WqiRUsoasJWu7nZvrshxPtmbbl329BS2GVTw+bdaLsDxero7b5fHy5OHp0cHRermC1Skl0I7bsGriKnGEkOl+QABTgImByzvl8d7lXWeGQPwPNX7Z+5xX8wNTJMUQ+rJ0AyFHBCF7hIwqoyFDiAoi4r2fTqfj8Xg0LpfL6Wg0ms/ny+WyaZq+6/u2Mc5vxBje5SNGdRNAjBtphIIaBNf1wRjPistVEhHvtSgqQbNYt0R+MtlzRaEsJ/PWIGo0flKvV2G1WC7XbVEUXbdkTZN6tlgs1n2czSYGcUIjjktV+eRnXiIs+qB+7OutopqWd+4+qCc7XaRlow/ud7NZcXg/3L/39pWr42Z9MKqLejTlZDlVb715/O77UBTYe7V2bq2xtJptyzO3dm89cff995vpuKYeHs5vP0Wz0f7W7pN7b58cbu1cBipiWFdFXRAg99PKl2As67ge729NCMxzz75YlaOHd+8dHiwSxsVyXtXlpcv7ZVVNJpOkeng6164VQvKuGNen9+8n0NnuDsHuatFPptt725eJYLFY1OVLVVFbU063SMUv1/ZkDk2DhhzWVeIhzQeTARBXeOdHSo7QEXpCh8ZackSkAgyQ0+4QkHJQmqhxFNahaRfrxWJ5cricn4BIWZY9x/H29snR6rvf+8nf/O33T07a0WSG2Q+KMhrX3/ydb27v7mQalTP2l7Vw//Am8P/VYnDQ/rnCGLORvZCz3vnK+ZpMgcjADGBUjSSNfZ/6CCq5bs1EYxBJGvPEFABiXxtrPVLs23a9SikVUGZvCoqKcOIQozEiUZjQemsFUVkSpVE9s2r6VTeeTu4fPHSFWy1OT46OVsv5uKr7vgVVAwaVUhIBEIazXRaSggCBJI4pkFMjMc22d25ev46IhBaM4RBYxJsBt4WqgoBgMnmZskOGkyRVhRT70PfduumbRlIkggSYFwQgCoJE1joHztqyHO9t9yPXGfj+yy+/dXh3ur8zmkyttZikqkbO2tT1oVmHZRfFWyFRFRzCeRQBDFmDTKBGewm9BOd94QtkiE3sYxtiF1Pv1Fi0OOQZowUEZ4iAiFCB0DJLVoXAgAaziCZL7wCUASkvB4RUWXjwdwxFKQsJsUiu4QgMMhpGSKpJGVQNgEEmIJOiBefQWDR+iB9EMCopSQZaDFANREUlKIyz1lryMSGRJWTNoS5GBITVY8FNEpbalf/xH/zhH/7uP3vyxs3TwwNvbV3VyLJerryxtvBtF9DBBmSSAy4+erI9DOATb2DESSSBkqqNMcrg1wIBAqMGDDELpK5Px6cnrFg4axgtibVWL45jFAZZ6kb8lrtLyuFJAwYg18QXfEOEKsex7XQAACAASURBVBmkBiEJsioKJiUy1oBSP28OmcrXXnvj23/3Q0D3xd/4ze//3XdX6/VoxEZJwShCxhBX4JpeusBAziCSL62gjSyJAUg33LzACQVTH9r1ej6fz0+Pl/NF07QcIm68apqYFTD77pJ0JFFUFBQMgWpOjEQAJEUitGmwbDmgbC8tc1IIGpJNAy6KqpTAKgiQARkS8jcp3MCiaJAUmRWUFcN6vbp29fL+/n793rgoKmt94qw3UgFEtACKaJUQhrxLFMzrT5OXeTrIO3OP/ZjrLE9WEBQFdKgeVRnB5NYNh2DJCwnhwKA4iKNAVFFVVIZWD4A2rqizRAoV5SHHUs9IcUOWiwic+98ePasTA/PGPccqwiF2XcPM+sugZo80fvDvHO5turWPeI5c7FUvKjk/nDv6kcXrh581uQu6CFEYOH6QLceoKgSirEpISG+98UZI8atf/Zpz7vD46ODh0elq3YVSke8/uAMSlOnvvv2t/+l//B9cVS1XDXmqp3Xbt73Eq9duQOHeeuut8Xxd+2K9DoQSmlUK3a1nb+1MZmXhKl94k/shZ8kAUGnjUCFvmA4XGRu5CTxLwx7eLkIi+yjDcOgVc193IRQ0qmLklJhFsrFZ27ZzhVFPwpCEU0opoYiQ9wOAPoaYOIo2ba+qe7u7bdepKpH50Y9+9OrPX/Nl8WtP733sk5/69Gc+8+TTz1y9cn1na6tw3lVFbFtXlhx7ZQkhOF8KK9rH1noXj0feLDAEAJjT4DTLyYl50nLhoz/HxOvQ0nNKCklEAifL0YQemi4u1t18HfsQnQbHLUovg9OSNfPiBVEzTfxXXasCKqh6YfNsEIxDm3N20hC7yoDgnCMGzJsSBc7Ji8yx61hV27ZZr1btesUxlt7VdTmdzSazSTWuy7os65KT9H1vnbXOxRgJrXelMY4ByNqre/vOFRz47EtENiL8c7V/tseKJlD74Zvl4j312P0y/Ng6ZM/G2KuqXc3DRlhsEAkICQ0YCwCoRIby0YaSkyw1bmx32SAMypqznLIDGA0Mab6AhgwO+VM5KoZ0KJysMcYY7733vnTee+e9t9ZOx3u+KHIAg7HWOA9EkRPRhjcqqomTxCjY+jTMqDTLK7KaSDkGBHaaLLCVpBKT9Gn10MYIMfgUS9VCootBORRZqyVJVTexDJgI08EHa6SVKdvtq/VoZ7WOR0ftL159Z37cnhysmmWEQJJQeklJVqn3AAUAATiAaQXTMY2xmPhR7XBvZGc2xd29k0vXP7NbD1ScDOF8XEaf17haehfEpNSvm3kxrh8bAiFKYiAyJtu9BCUpGiLC8XhcFEVd11tb09VqNZ8vT05OlstlFiILa5I+qw4QzCY8ecjTAkJDltCqOoXIkkTJutJY1/caAo8m3rpKIQiTtf74ZB3b6F2Ise+6UJXm6PjBycnJ6WL59K1np3U9X/SrVVgs+/3dWV35NqyOjg9feOmyId+crrqwVLLPv/jCL1576+7BA0imrnfmcwXW0xNs1+70uJ+Ox3Xt+r4Fmt64+czR8eQXr7+3WNAJ8qpZLhfLW0/Q9Seu3nr2etOu/va77+xfCg6h2qaGmqoun3jp5juro5amIgkk1b4wsbPAs6q2KlZke7aLVpIwoLl2/aZz5XvvvEsE3/3ed3Z2dj7xiU+wYtN2t+/dL0fjdrWqp9OXnnhy1fVHyzVaN9vdv/NmPF3A1s6l2ey5Zh3Wq3tvvBbKkqxNTTNqui7xyhjnfAXGsvqYFNEaBBYgMtYU3lXOlRksQwSoklLIWCaCSCKgjBoRhVPHoW/Xi9OTg9PDh22zktQZb72xRVFgC/16/d0f/P2//td/+fBgUVfTyEYklJULMf7axz7zW7/1m1VVJVEg+5FcnccaP/wlJNx/6NfjjwHMz+kUpe/7TPlFNNYVxhaGrCiqpKxhZlaOEmOkYRAKKILKCsh9CmSW1rKiL4N3LhqKbR/7dqgDbCOEjMCgyaSu6xCMKpRlTVWVCUvZApSZF5PZLAVOws/cuuUIuO9A+fVXf5H61ENnWU2Rt3ToDBoyjIYTCQoAeEuoAqyotL+3d+XSlWH/o6hD+jkCizVGFVBSLheJSIkQIYlwVJXU9327Wq5Xy75vlYe0TMQ8i6EhoN46MGa8s6Wlg9K9dvvtH772it+blXtb09lWDoOqR6VF0MSa+EG423OPQZVQgSAOjBtEzSc9A3exa8J67NH5ypFX1dCgoqjKEOinYNCoAVt659G4Ie6Hg6YkfccxiMCQwAEbKwUiiQqzQMZOiMbIAGAMqSoyclJmZgXZTGdVARgw5cIWNWHKTi9N5MBasI6oEGNyImIUZAZMIAlZVYHIblIljDHWGlAlZ/M2xChaNSmJiqbEmqA9Wf/jr/+T//o//S/Hrlo+PJlUFQGkprMIo1ENKcU+VHURBQSUzmr680nlwKw8u0cuMHMpT+gytpglGmtUsxksj7YpM2Ajw+nJglldUYB2tFEESoopBRBBhDzlNEibn0HPCqkhv2MTipY78qwWQUQBZJGQYIgLQgEyhcHATTGaTafTH//4R8s2/rf/3X+/t3vp3Xfef+/dt/tenXWSmAVKMKpsDayb0HYi4Iw1ztdATkQ1sW4SOM7EdX3XNc26a1aZQ22yDEcAIT95Mm6McuIHA7NKGqIYFdASEuVdGWpCNkiMQEaRdMAtIjKaAaI2tFigQ0eew6dEBCSlTJcRQCBEzUVwlCRWTYy9iFy7dq2q6+Oj09PFqqz2s44GQBiEwOR1BBDlTF3dpGUIUI4i0U2gi6AigCimyDFJZGHNMwgFxU3yP27CWYb13QUTGggOysqcU0mKogobuFuODDfG0HAZqoCqCObuDhVIs5VPsudNJCs8B0vbxQF/yLtmRWIFUeGuXXerpW5wPHqWuIz60faTC0a+CzqvjW3w/Df1UUff433fmf7zMRvSY4+bx4rXX/YYurgPR8SUBGBYzmcNqogKaVUVH3zwwR/98R9/4xvf+Mpvf/Vkfvru2+8IGV+UBwcHANrMTx68966uV96bpy7vHM5PmmbpLEmKTbuqx6P9q5dPT06euvkEclguTqrCbO1dunXj2u5sagitIgFlkI9BCwCO4ExtOCgPSTOMYQBvbB61gwfxUYLfua3R5E31IGfNZ0t+fqWUYkrMmk3A49GImUPMLUMScTksyPWaUupjJGEDDIiTytdVQfNFCN16saivXNna2uq72LbtT15+9ac/f+3PvvXXn/7s51564cWr+5eeuXHjE8+/6LyT9doZm2iQG6QQSmcB+dyvdLb3O69qzwNLU0qEBJhn3janxWUF82N1w/BRc76oE0rimKCP0HT9sm2XTWBJ6KJCBxAAEoAihNhnZcFH8iofr030gsoUhcgAAZqcrMGJRdrWuJUt6vF42xbny3xjDCMKS4wRkoYYV+tFu244JoPqnKuqypXOV96XzhgjG/Qb56d/HnxYg9YQUF3Ve9t7Dx48yKfEfD5PKRljVqtVJi0Lx0cgSYTM8uEol8fujvP/RDEGkRRRfWEZbBd7ALFki4Holzs7ACAHOVdzsMQaVU3AwKoA6ugsW3hzc6sQZPISEOXRbXa2lMXYWmu9L4rKe+/LwrsyM/Gstd6Z3OxZSzliM/G5g5lVQuIYerRGUo5MB5M3shnCSQSsLMNgLGveUdSrAgfol5Aip066LoZu1hyCsJHkVb0mxxFDr7ErbRYTqxgUUkWICgpQnpz4wgaxcXHQFFPhwrVys+a7J+vFctkfACcwABbAAzw1hTG6qamq0tYTO5m4raIcoXVMHvTy2FG/vg29mODiAs+f3Pjo8SoAiiDWmbKyCHa5WLSroPtXzhA9EoOwCBJap5wiCwJkNsiwD1T13hLV3vvJZLK1tTWbTebz5cHBQYwxhhyQnZAMoqiwCjBn58rwLYzJPAlitpQ9ZKuO0Nb1uOuOpY3WFGgMq+n6EPvgqD896e7eOxyPfNOuxpMtQXzv/hLFkZktTvj92yfNk+NLe26+codHXXz1Te89C8Uozk2ms93t3eZP//xPX3j2k2CLw5OTV1959xc//8WnP3XjU088s7WdQjrl5ZrVuKK6fO3Jnf3+5Z/f7zxMKjg5hu2J3Lt9h2Pz5A0/Gl3b29s9fPjB1t7Y747SiOrp7Df/0b/3d985EZGi8LNp0RzNU7tMnT0+7SeX92Iav/b665+qPyfeqmJQcOPx3dsP1NjFuntwslyumld+/ovT5ZJ89czzL9zcutpL8dOf/8JW29PZ9umKy8n2uAew0/sPu9UyKuwcHqtCayy2fUuWFNCAUURSNU6d8YW3iIqk3vvRqDLGjOoSkAyqITTIEpuIQkXl2FDuhZRZY+y7rl2+885b6+W8bZbeuu3ZpCx97EPbtus2/MW3vv1v/+xbRyeLqpwAeVAsioo1+MJ+4Utf2L+ynxKsVk1dj7lvfnVT9/9v4ycfrhsAgGNUkRhj0zTMTHlKTTYTrlRYRIAB83GTNuWkDuBcGOSGkDj0bYNkUkrR+kTEIabYq0pWtbUcK5HAqYAi5+oSOma1ZESkb/oYwmq5tKDOuZSSK2xSRk7T0bgq/dHDA45JUqSi4JjIWgQyDpFI1SQkAKQEYK0iUQIUdGAv7+ztbe+KiAqYbP01CIj5HEdE3bwnBCjDo02EJaUUu7bvuq7rMgcJgEhRNSefZA2KQbKjrW0qS1NVx83iuz/+4TJ21ybXpvt7s/Euhz7FYAxubU9RWLpucXzcHDcd59UH5QLDoBVNBFnBAaJRJCmpLYwlKqJJlXUFkQNKmDPekdACuZKK2vjS0ZCMY0LPrYtdm2JihfN0kVzrSK5OmUVUFFLKIgxQQR5Kl1wfswALCKkZ6DUIwiKKqpokJojUg/VknTpAa4FIRDRRYoQEqkbBoQFAssZYyhsQoGhACYwxKGgEScgICKu0/fpo+fkXP/Wf/4f/SYmuXzRjX/XtqvKFQSOaICYWFuEYSa276N+DC6HkFyYjutmy6MXiNT9rRdRboznK/6zkEBQBFli1bQ5Pl2RQEzMbFc7IPEm5gz3Thp3p9fDiDceiaDHH5GxKSc75fowiCTIqgFBVvXWKlFJarVZ1Xa/bRbtuxk9OLl26fPv2naikgjGCFTUGVDECaExNCAyoxhtXIZmq1syGBhRS4JzWLTKwqjQfa6hIrCFITwYwypnUzdHZliNfAKiaIZYIwPnpIygAbJDy5B5RJfd4IKjmrPrIOrHcoaEog4CwiEiKQEjOWnWgyCqxj6kPnYhwPD093tvbu3Hj5o9+9MPbt+/uX3kGs6zRAACxCmawEw5+Wz6D1QzGVpIc4QqDqZVVAqeYM07zoglzciaeaTV1c81c1EUOCUebrYQFFFVkRVFlycF2sLl1cz6LyUJzlWGtoYSQkaagzNnkRfqoXyp/SwaVBCa/zMjCcb1u1wvIrER8pFTXX+Luy4JDeUQmly97PYNzPibXvJhJc0Zo+PCfybuIDz9KfpkJ8LHlxlm0RlSxBIJk1CKAghhEJAws3nsA+Mu//tZXEL7+zW/++Z//+cnxe6Nqim2ARPfeeAvni88+dXPVNfs7M9OtDrqGFaVptOn3ru6Wxr/2+ge50z0+fLi3Pfv8Zz/9xJVLlXfKkeMmn1cg37UZd7iJcsGcI5zfojOEY37riEgHvIW5eIBoTuEYXvu5W/Is0ialdN7iiWS7bbmRgOb/wcxoKIRUeBaFPsV104XEBk1hzd7W7HS+7Jv1ZGt7uGBCBMK337/91ge3X3j651/83OeO3r/9s+9+79c/99nnPvaiG49S23IKRHZrWvctm3Jo0fLY+pzRJ3LW8p3NxYA5Px4IkwyBjpkGgqSkqoA5iQcV0BCpkkUCQAMILJokRG0DByAGG8l1RL1CImCEruti7Ico4OH2YkT7y4x9FxtDATYEgEk1D444CsvKuKIO24EKC5vFsiPDSBESi4pI1zdt28YQAcEbY71zzgGKogBI0kBMHGLOt0ocmCOL3QwCTF3XIcSUOMYoIn3f932ft/fOmK6LMcX8Nsqg7PgIQ03+8x9ZtokkclYVAMV7FzmSASK0Uo5EJGVV+EZPDAqWKDsxMSc+GaOkIoKeMmbEWmORLKJDtM6TcdYXriicK5BMBkpW5U6GS1pXEBEYOruys9NjI8RnEelZA0WJnKOiOHe11qYUB2eLwuBXIMrrewKyA8IPOUVNXDgT+8ZpoG6NfYOpk77BrtteneRoVgtikUkSpF4lgUA1cgkYChuE28jluBDQCQFRCiC9qCRO6gtfXn9i68nZ6Nm9xb27x/PjBtXU1WRUji4V6xGVIyosGXBirBpNGJgYJHHoAknkahxLtdslaBQgQnu239+UFSIcQNk5VJCysgjjk6PD1Wo1mUwQMYRAKiyQUysAaZDEw2Y6eEH76711/w9pb/prWXae973DWmsP55w7VN2aupvsbpLdpAaK1EyblihLthLHCgwbAfIhQBDkXwvyIV/ywYClWJIlyrIkWgMsC2EkmaK62eyurvFO55w9rPUO+bD2uVU9MQZSKFygTjXqos89e+/1vs/z/J4Yq+53967cunWy2w2Xl5fX19fTNIlkRAyppixM3UWKKLBySFyrQWNkABJblKFZCkhxpOLARsbAxACNZCFsAvGsbtZfTQVoFafm3Q8lxpin1u32B4/wyfPLwO3p2dvF5/Nnl8+fPw/cvvWlewoN82o7Tj94+H4em+dXF997592n5/DBhw8neWOYdcp5LLof9u8/3O+H26d3zu7cmQdXwvLaq7fv3WEm+cF7f//FL3/up376c9v9dHL/7dR3Yb2yNho7buzN1+Kf/cWffvkrX3Kbnl8/3zB87tU7t2O6c3z88PHDp1cX73zwAW5Wm83xTHw5le3o9x68GmPcjiDQj5IKbFDT8ysYvvfkaj+opW59e5js8mrbk69PzrKhDNkgSpVICAHNA2UrFJgCcAjMIXFIKTRN5ICBMKUUYyAEVWmakCKCTTKbhURoAiWSINM07sf9drfb7XbXw7gbdjsAWK+O2i5xSgK4L/r8avt7f/gn/+a3fufZkznFpqi3kRcjg9mdO3e++c1/WNWtlFLOOXzCC/4j1qj+olqXltolt5dunWi2NM193CP00ddCCBcXF0+fPt1vd1hhS2rLb0JwB0NVLVlFRHK+OT07IJLH2CAiBQyBgVBVfJomHQb1elZGAlaZJJNIrrEH6hBRBQFIcnE1ZpYyzdNIBOMwoes4T9M8q9mHHzz8+7/7L08fPvrbv/mb4+NjBBj3u3690TITBA7sboASGQhRCT0wEsdIiHDSHv/017/epBYNnVEWM7siYgrR1ZAjErkZujKzI4kUEw2RyzTuttv9fqe5qKmaGoY5azWd5Cxd1wtg7Pv1yWk4PhrQ//yv/up777x7+oXX2vWqadu+77FtxmnwUshU53J6+2RzvC7bmYEBKiDkRpUqqHATA0fyGDmlkMcZA61W3Z07Z/PVcPXkggsFJEINCVdHq6YjJDNTAvYAC3fbHTKqoRMiUTUgVRqhgQOQHTa+9XNS+QSG4IQeFByZA5vSUseu5FRDcdXrom7CBhAIKM+moiEgEqi5ktVBUFHdNGEMKRqAiIWAGT0hpFoDLp4MQUIepjjo//BPf+Nf/nf/4nNn923KbYiSS3AEVwyRPYEImDGRuoIHAJ/nuT/hQ8H0xwqOWb1U5DIRqUn12ziRmTFB08RAnlXrCJdnHcuIYsGxqO93Yz0txRh9LuAwzdM8TaUULVLmOc+zlDJNw+L5cQhE+bDSVtUKcann/YbZ3UUlBHbUUhurq3kJyAHFPACJagBom+bs7PbV1RURff6NL7z73vuPP/zg1VfuTdOUkMchNwwFUVXHoRA3QIDEkftIfLOEljKXYl6rGZhjjG3fGwTAcZgKkqcUWDxGblKTVqt2tYpNQx81yhKAG2JArk8aXGi3eKggUndGq8dEJ0dnIkIAUWU4kPHdyLRIlmmu9XGsAYmYqcYri2RXC0QXl+f3H9y7devWZnP0+PGT6+3u7r07w7CrAgwSqmoMcfn4WVl2okQVDfKCDQQECBhizlLUpimXUmoDJAIQkbmi4guGJ+AngnmARMgLi4XUyUHMZC4qmcy9Uq1SqoZbqeUpqsUUnDgAYl3mo4kuWSnQkkvOeREHHKoK3SIDGCaEAGKzaimluMxgORyIpETggAYKQObGhwNlNQGiW+3eg0/T327iefV4Wmeblx4i9mKbr4dHCXykywGxFqN/JO9n+JLEvTxuaGnz85vKu2qbRAUHQnUzVzNBsKpEmSIQIdMwT5jHv/u7/9L18ad/5mt/9x+urCTI2/zO+9//T/83b/ff/LEfo8QFbI3+QYoPzy/mYUoKa25u3z178mSXc56HYbNaf+MXfu5rP/Vjt4+PZNpP4zju9mUWMCQMaGAGGKvpINy8My+BdhWZQwg3L97grz76lWq33otzMmJY3kMFgKAWk92c3ivMUyr+S7SUUnObxVRSzFJyUSYP2M0iRYxPjvbDOAy7edz3q26VuqxC3DWrPlP68PHD//jnf/Hsgw9/4cd+/CfefOMPnj27fPbs5771ze74pKiDq4g3DReZD9Os4c0WgGq/p984WkMIgKYuriaekWIgQOTah11noOUoe8C9BiAxZyKVSjZAwLjLcl2sPz0dY7qUMsTWmoSgeZhUNedMfOP+9R+NcyGu8Qmto2kxDYFrWD+XIgDOQSQDmKtKLiZqquM4TNOIiDHGEMgnZ2ZvohbBwG3bhhQ5hJxz03cBoJR5Goar64th2O33O1cngnkeOcXNcdv3vRY9Ojq6uLjY7/fjOPZ9X0pxt5xVrdQ7zeHCWUpAbx7lN/uouhy8iY/eqMFMPks5OTk5vX0aY8xXU0rBwcOFRw4cQuAQYggcQ4xN3TGqupiqKjq8GOVtbJpmtVqt+rZ+jxRi2/YcYggpxogUnLhaOUEZKNSPhdX+FHcFL6WYgTuaGR0WGO4+8IwOVDwQhxAAvBQxBGAMFBiQDFDN1USVABndxMGEAEkN3RqzVo1lJpk9723YQpnIbDXuGGu9WHETR2cGbsEACpQCwFTaTbdqE4VUVNJwCe5SDHMGU/YMNpXt0GHzxQfdlx+8gRY12347DLvxrpakEF3QvBQxMVJHD+akBM55hOLHaz+BeaU9Gi3HIQQwrMolGgIwE3DaD1si69tWZUwN7ff7lFLXdVUuIHLnaGYItnSrOxnITU/NwhcDqnC5lBIzn52drdfTatVtNqvz8/PtdptzBtR6dRAic/0pqBae57LM6gFTYOXFUeIGYiAiAiOQxpgSR/POXBQM3dWtqBgAlTCM0jcomkxwNmZERthN3DUrKQwUpyIPn8wKT/Z7wXB8caWXF88fPXsW2vBTP/fql7/0imPKGkK629i8HfJ3/+Y/P3r6rvrtL3zldcYwDxctBXS6fXby2ub+gzdOwppttQZcAbfAydxNslpeJV43MQ9byUPL4XTVnx6dnW1Wd2+dSWguBbzdFFpP1l4Nu/cfXyGdKp6YBZBeDLm9z5aJ025sh4xF18RpGttZdJ4NgyNAYA8MiGZUoX+aAqdUG0eQKYXUhZAa5JS4aZgDJQ4xckoJA6aIgcGtqKBbiV6MzDH5lB8/f/706ZP9fj/LXP0hR8frPMvR0RHHuNsOwHh+Nf3xf/zL3/ndP3j4cGYC86XmSVXAvF+13/rWL7/++c+XoohMTEQEop95P/yE02Y55Nwg7G/sN4vKYUQfQ3LRJ6PTBlBKefb4yfNnz1SEga0ImGmRkie3oFrKPOV5LnMu87xshVWZaLmdkGPkpm0ocIjJkYuUaTf6XCIhE8UY1N1E2JRT1K4btrsauwIPVtRVY4z13xzHcd01jx+ep5Quzy+GaXpwehY5Pfrww8SUmFxKbBspI1NyMHAmMCKvXDE2FICubWWfUxvObt/+ma99PTCrAi784Wp7qgGDGsuQpYOLoLp9iEDmqZQyz/M4jqAWIiGCFAVzNclZtJIHum59crq+dcvW7V+/+72/+n/+WpFMoW/6FJrqe0whGoDFGCJVnj4HbrlBCoYgqgVEi0AAMAcDE7GSI1ObgrkQA4gSY7/pN8fr4fJaVOvDmyKmRKlhQyQHRrQltJLMQK24uBMxY3YCJybQBStiiIjOxLFGNhZLZzWnxZp3NBdEc0cXF3Iwd5GajqvaLRiagsbAB9QEIRsRObpqiU2DEcV0HMdAbEzuM63SmEVQjmKfCG0qNEOL3f/0v/4vv/j1X3zlzn0ZSqLGVAIT1+VhEQAz1drsS0C65NyrG+mzi0nM9ODLPVw1ihgOC/7qEV0Y624I7qZgBUrRomIWsNrzwGtTsdUtfimVGic5H6aOF/t+q93H1ZsIXtncIhmJxAqwV2soIAFF5EDIEBiQmKOZxcQO9OjDD/b73b17927duvXee+9db4dA0dzAABhNARSKSv0xUkxMqK4IWA8X7h7NBBHAV7AS86JmRkWsbctUTL0EVgZvm6Zbr7t+hTEwxza2phndyMk9gIE7uQN7QMKATEBo6ERuFRAgQFYfflgzu4vOieBApmBqKpqnPI8m2ZFjk0IITOimJqXMU+WjTpMNw3DnzlnXdc/OL88vz09unRwAmEt3nGheMjzm4OoqpgKioOXFNgsVHN1EtYhkkSxS3AQhgpurmJbgwQ9hoxuFtsqDB4A8U22lr3RNKZqzjEOehjxPJgXU+q5pmoaIVLXmtbIIIrZdqgdcRAzEB4+rSSnzXEUPXVyC5kYEYNQQMhTIBm4GJWcEgUPesJIWFxeqf+ZC8CU9AT/h6Pv4E+RjAaSXM0g38t2ngsE+2VbysU6IT9USK/JmWYlDhVE4hqBiknO9Rq4unl88e/r6668fH90hv3768Nn/8b/97z985939k2fHr95/6wtfGk3G/Xa/3+72zV7RJ52uBpdw//7dv/rLP0sBf/Hnv/bLv/yPDVRpvwAAIABJREFUbh2tCUTaOKYQkHIsrlDTBGZgkG/yey8US6owhRdwl5d7PV42ux5aFhGWzhB42QJKdepb2h1cX/J/qlox1WX2EzPTnFV1riU5Rcd5GucyFo1iZnL39skPHz4CKRATu602J5e77eXVljj2sX32+MkfP37y5G8ffO7+/e9/76938/5X/vt/HvuNugZi8BcgHyJ+8WNd1EirGYf6PgAGLwoIaF7nYqqO7yXCWp1u+JE2AnO2+sBhQ8yAO+chNNlhJpamsxQV0SNDAJFcx8sQCLCis+hgO7JPMy3rYiXgm0+XOjgzxxYicts1IbBIDiXmaR62u93V1X63K3OurXcA0HXdOI4icnrrtG+71LQnJ7c8BSKa5zHniYgk53kep2GvYpGwlDIOQ2w7ERmG4Siupmna7Xb7/X6aJmaOzJvV+vr6+vA5txsvySe7GeqLN8uFKnUuu9eaFig2jsPdePfWrZOr7eV22KaUwt0v/vRmszk7Ozs+PVmtVqntY5NijHrAkYlIzpJzzjmratSr+i8SQiDmQ0oZgeoapkKMBUyLRza32bV24LgeNrg3ZoAXeheag1sTWwpY1IvkLEvzb4wKICKmjmqkzoroEGaPMUZkNgjMCKJlxGlsIw9Xl5yvok46DzYPKEKeAdBBHNQP1kyPgAGcoEmMkZu+hXUPOaO5pODuYmJUEydGrrFBF/G8F6eW2xg49NLQFLYJjUyAAFGJTdmMQAuoRzPKiiV0uWlmxt3BAF2nPn4x+AGAqluZhpFQa9f9atU9u9q1bds0DTOLCBC71xMxglsNVR6QA7D4ct3qjY8IkYmMm6bpuq7rus1m1XXNs2dxHMdpHqyUykOo4GcgdjAmABdRNxcErq4VcGKiiEjEBmyAZjaqkiNCADAgVHf1KA4O0HAhQMTWKI5CVsSNZ0mEysSuMeehPC67/fMQAjb3xmFWw9XRnfXR2dtfeP3+3dOrqydOXYg85uKo2d51LO169dqbr9yOMc+3u+REg/nGWQZpUdBCZ74yTVa8WBY3NV2nk5P+rAwA1j6496X7m7XB5uLa98M1xeOzV35SY/zwqex2j8pYhumo4dPzbZRiGDJxMrxLsXBoxwnMCSlQaKYZ1Rn91lwyA1Y6N1XpmYzIOWpqEnFwC46xSesmdatgMfLipA0YYzz8saIr0A1EfZ5211cAANvnT4ZhWGJLIXSrdd/3BtQe9Q68G3I2fPL0+bd//w9/8//6t+++f4kAbRvBK/BQTKVJ6as/+eP/5Fd/7WhzoqrE0d1VJfxXEFk+9gz+SLS/Xs4HMtsnq5M+bfZzE3348OH50ydojmCgCip52I9cn4WmZc7DOI37PM3VweJu5GiIgEYpxaZJfaKQYkzmbCOIaR7HAh45SGBKAZpIbapCBCxVJehu495MJMbIAQm8zPPVPNRkPHJou2673d+/f//rX//6POwffvhBkQnE+2blWAAB2CE4BicGBnbwvQhFaNrYY/8TP/bjb7/9NrhXL4NjXd8fDlMACgLu1R61mJQYHLGomso8T+M4Jg5tl9BhLjMAimRR5xhD07abo/7WaTrefHB18cd//hff/8EPTl67n0Kjs/tkuFJkDIHEFyNWKQURu7YDwWqbZCKA6O7ZsgsSUnEpszCGNjUImLpOUShhx818ub949HwergU5gFBsORLwchxEZBdBZGTHpY7ZvJ49Klyh2vAWcJchQ8BgoC8k4eU4Q+QGTobuaurm6qKGjiJaypLOJ0cFRzCfkNmCaGwjBcZl5W8iwkixSTHESqQvLrPmTdubmBRpME0Xw1sP3vwff+Nf/fzXfrbjJoqbulpOTQPIUANZpq5Wb2VYaXKVhFMdia6An8JeRkARKVnqLvalRYkzc4jEpKwApi5FRLHSPsytgIi4HLxzquhGRJGDplSb6Jjnm9qeyoQ4mHmcHNRd0dFVFQFRNItp06b9fuIaKSKuiXp0xBDwkMtSyW3be8D33nv3yeMP3/7yj7/yyivf/e53d7vd2emxldFVIbCqueo8z1nFIVoFXSIjISCSFKRAHCMRAqhh13UiVs2JYpgVsuzcNFJMKSQmBI9IMXIT+zw7WgYMYAxIoEyc3B2VzCvvjNAIEYwQSMgJAJEUK7kRKox3sVESOngxyZqHMk1ORLDytiWI6LaIZg6BWcUvLp6fnd05Ozt79OTZs6dPP/+5VwOjg1X3DBPVEw6aBbCahopmEQ0JXGppnteidlByLKiq85DHbR420Q3JveIUlV82NN74G2/wViFGbJb6QXK1nH0ay7DbX18O11daChPwyVGENSf2UiTnacpFhZltxno8c3dmSjFUQaCUeljL/lIEaJYC5KEP1CAQhBiBmQmp0imAl2wkvGQV+0hJw4v2PPiET+TmhZezf5+aNfJDDdWnhpE+5vz81BzBZ5VTvyh+WMZQshp5BFcxd+cQQqDrcfvwg/fKvOtbblZ9CGG1Wf/ub/4mipGpsZ/cvaWMl7vtdpyyeXHYTiNcXvUFwlF6/vx5in7//v0333yTXU0mzU0MRE4Tj1KW8hEzU3xhz3z5DalH39rc8CLX95LWB4RQhaiPDtJVXl7qHyjcdBguBmtb4HxmdkB4Lr9cZjMrqqo+lzxO836cp1z241yR+B8+eqwlY9v2Tdtw3F5c7nbb9aZfNXF/fn5ZxI9PfNzvnss73/ubn3j8M8f3nENf2VDEy8VCHG+Evo+Tf+qtCEMIZamZ16JLLOvFSPviB1p7FvGAFEEmCkJxD3Th8MyAxJgitZ2FxMgRtNYHhIUltmCPPtIW/Am3cn2dDms5QMQQUgAKuI6BOMamX606B82Tjbv99dXl9dXVfrsDMKIWliJ7vH3nDgCQU9d1R5uN4+JzJA5mpqXkaZ72w7AfyYGIZM4j0IkDI+33+4urZ/M8l1KYuW1bLWXc76uWewNureg39Kpy2yc5ScuM94lfARQApqkaR6uQBjHE8Ov/4n/uuq7v19ykJZXuZrjkUJe9my1bBDPz8dGw211dXU77nRRRMAYncEJy98oxQ0J3MjPkyQGX02EtoEEDcHU5oEWXcRYQ3D0XcZEOmQVBFJFSaqZxdsAacQkYGiQOyEasGA1BVOYJpORhGK4v5mn77PEP10nONoETJSikBUwtkLgAOLUU2xQSenAFXR+vAQ1CGLbb3f66d1PVwDyJu6EYVviBqysWUUcHQTP14tvAKfah6XnICVSpIDszMgOFWvBOYF7EJ0cAE5yFhulAuaXDsXjpclAtteFitVpN47WrNTFOWlxKmWYRiTHebFYcCV19IS37QgarhBii2lsF+KLS1FyBauRvRYxtl0opl+dPh/202+2nKWdRc0AzB0opOALWDg43dzIFdWBa7jsEiLDgeJcFmxMaOpLjsrDGFIyZiNypOJuxScIxgisRoCeHJC5l68QzpdvzTDFubp3dKjIOmR89n4drEOkAaJyje3zjjZ/93BvJObbrTTdvb5+cbjbrad4p2naa7Trp7ALRnV3BBFBriD6A9ier1+eSncvZ6Z0upPPzLMMQY8gwSmBsiAJePMvBWfKp8Go3gQg4KsAMmJw6lSjFDJAwzNlVLDap61Yq06KyGxJjjBiTcwAAa5oWIUohpCZiE6ltm/nQ3gMhhJRSbCIzl1JEyjxPOedpmvfTOM+ziMCcV6vVyclJSgk5UGADSk1XxLN4Nnz07PLbf/Anv/M7//77715ywpgiOJlrIM5lTwx37t751V/91ltvvWViISYzc6v8h08PAX9qVe5Hq/iq3LdYixe0LNL/N8ATwEXPnz0ddnsCYEc015zH7RVqIQZEVC3TuJ+HsUyzlmxmiGCMhGAEMcXuaNWvEnJkSuoAFKbdkAFyztkmRGzX/XrV9V0XA+WcmULltqu66jwOuxAoxpgCuds4DH3qikrTNCm1m64pzwtTfPz48fn5s6aJimKYOQZOShE5ITNwYGJDD6rRiq36/rQ9/sY3vtHEpMWIEIixNgUDgttNZ9EiJ5i461LGReBgOedpmuqcZgr1AeauYurEbbfivm2Pj9qT40LhO3/5l//+T74zgREFgnD++FniGIhTSoxQ5mkaht122G73Jh44ySSq4oQUatgEspFlJyRELEOxsUQITWpSjIrqBVStXa1ikxRJwDkFCigHq1UlTyigqZeiBy6Og3kdmBarDiIiG1YxxylwpV8cHsbmXuW02qqBjgjqtdAOnJ0c0dENHcggAEZDz4JcAQVMhsbA4H3bCLiqBrVStMzZVdvUhBTBnJ2H3S6k1bd+9pf++a/9tz//Ez8N6vPlVtGXCAOBWy5lrrFLwkruqNRJXzonq/34xdEW8CMV2PWoXbJkgAUtWO2OTRNTSqZTfbCKiJnXEM9iqLs5wpqqiptEjCGErkLepxyQmDGEQFCLsIGWfMPSgqWqiKSIAFBEiGi12czzDhGqH6RmAZYHAUdk9opXkMIYttvL937wzhtvfvHBgwe3b99+9uRRBe6hipsrKLiM4zjPs7YBVcshBWaOVtUuJnJCdGOJTduINllm0dRKCPt6l0hNjBwkl1LUe2iahoHRwbUuR9CW5BKBqBGgQ/0KaEABDRCr24TAlu67Q8uzgxlVpJubabZSyrSnEDUGssLQOjijI5iINond/Pz82Z079x48ePDue+8//vDh9vqNk5MjdANFBwsU3RTMSVVEWJVEImhLuI5xEAFHdK1h4xCIAycUKHO+vt6FgKtVCASuLqrF6rb7RopZolYLsJFS11rXxRiBkACnacrTkHfX4/X59uoCtbQp5Jg1zMEbKXna73fDvqiGEPhw7q/u377vmqYxE1AFzWhFLd8E3rJO4G7CHJiJjLvATUxRoQBoBcsdSKGfsgg8NLR4XUEeZhg8yHdww5S/sWh+bDz75H7wYwPeyyXvL2OfPyuJ8LLo9+KvArvdVFzicux0IEITBYQ2BEa7fvp49+zJ6298vsxZbf7Od47229046zTsvvv+D9978ugHjx9djHk0MEzDfrcH7mfRrYbE8yzDMMzzvG5TSMkJTVVmUXGsCxZ3VCeGT5BFFnEe3GthH9wUNnzU4Wkfr97mQ6XdIQzEBIhABITV23AzT95EvA7OWq8UsepLVtVpzuNcsuhumPbD+Pzi+vzy+un5JZh3fcODyrBfJ7697mGeqMgG4DSFN+7ePX3tbiD/4Xt/D217+6yrz7cKHfFFM3jh6qz8yMUSf6jnZmZ0KYuao5U4TFRJkS8vE8DJgFARwAmBnVLGcOX4xPyH09yGtEFeYXQgZg7oqovQ565LchLJwT+d5Llks40YDk2JHJiblNq+abqUuoZCcGTmqFryOO+222G7m8cJTGKMTYwVUzKXHJuOiOZ5Xq839+4/iBw0WMUHTNM0jvthv99dbl2NERhJtJBD33YxNsMwXF9fl1LMFBFLKa6L0labAF9UtCz210O45qMXVCnlM5p+qEnB3S8vr4hYxNark5SacHr386q6n2Xc7ueSRUR9uSVValnFx6WUUoghhNDdW7dncTVcX11sL56P+63LjG4BXnxjtKV21mSu2X2ARak2wJvDpYPLQmZfRtUmNpgzO6ywSdigWtnraX+6zB+iNquOcx7Gcc48mpR5d3G5vTifh/20vxy3l6XIPMLP/NT6aHMK4w5UYoDAIIRmrEQcCFOgVaIEzC6JQ4jQtMlk2u7zsM9TCSFQbRQ0dmR3EK+YcKHA1AZ0FHdFmEkBdHWrs+RyrVo8KLIjeqju1qKYuRfWufTz0Oi0jn5T2YcvzX4OQMDRtTDH6+vdybpZdf08z8w2z/O0H2i9QaRDwgqdEJQctNbXLGhXW05cgHCYqV+sAQzq7Bc3m7Wqrvu434/XV7vdbj8M0zjMOWfReZqWSyjGyIEQWRTYDJTMoKiIFUAOTdPFruYcTN3AK0gQyEDQlOapVDQfmEgBUCwiq36j7g4FsCXPpWQrI86MtDaAEEGdnl7keO2r5vjpeTADhyjqq82rlCLGYODoe2PIZhZ6B5c5Tc99plzQwGdQBrFo3lCISHvxju8j5JzzfuizuI/a8Gn05nLc7VWVc9ukMvR9SKSwnUTcQ2iIwpyl4jSRCIDBUc1VFIEDxcihCadItYdSAntqMEUkBncjDG6BEQmq/VPRlZGIIEQOgZGgXuHTNA3DcHF9dXV1NY6je2U2hvtnZ5vjY07RiGJg5KgGyHx5cQkYn1/uf/u3v/2b//a3Hz0+jwnVkinW6YjJskyvvvLKN//BL3zjF37u9HhTp3jJyiHEGFXyZ+1i//+iOz/FQr+skHOexv3epDCzS9Z5mlQQA8oMhMyoqtO4H4f9NA81AEaBiVnRnDC0TX+0OTrtAEidrTixxeu9ueecTZSZWuvamNq25ZQcIDQNU6z303GUucwmroU0MQGGQEVyjFGyX11v756tt7v9s/Pn22noN33aJQwWOoLg3GJsnBJSwBCrbgYr6PKQI/CDBw++8pW3zYwx1tWuL8SWw5Vdtc26d0RDRGIERkWc53k/DtM01cXemGciErWiIgYYiNsUV6vV2Wl7cvLdH7zze3/8R+89enT6yr3dfm52IwzzZTgf89D3fdslGef91fXl8/Pt1c7UCQORo3OVQtxcwRmSWAFG5ljGsr3YlX056jd5FATQWechqzilJqaWAGOXnDGLQAxEWEMzbljEpjnn2W+SNeZgorpgC5fBz1GrlwGpnk6WGoOq0HCNjCM6mWEVrqxagzAgmYNbQErEKYb6VCKmQAxIugwgyCk6mqpJKWAeMTShCSMwuuTxc2cPfuPX/tk//Uf/+MHJbZuKzrlZH9sw5DK3q67kkZnVjQAPYziAayWMgCO6LzW0N5/mj5GXsTZMllxy7dLjgCG2fd93XRdCmPaTm7gWd+elqgqYCdl8ibRQdSC5mqKaapFS7wnDMORpvilr/pi4oarmBYyUQGqlM2PXd23fWcmqAo4UazdYwJqIRzSzQDznMYYmBnr//feut5d37t6+/+Du4w/fH6d9dEUwFTGCiDYMu2kadJ3YPavE2s90AHk6EJMDUkqtYwEKCqg3AoT7pu8hdRyomBSxEIJKoaSEQFAjSeLIZmLGaE64tBIQuuPShsmMFfBTz0AV5GKm9KLJTmuaS624ZgBFTWgFVMCNXAlNLaOFFNtpHodh8bW+++57zx89Oll3ITCaQa1SyQUBQAqUGeeJyxxNOyIIHPvOpJBTqAJsiCGkzj3kSfaXEyqM1ykQmLsWMH+51lxEKvOmqNRTcNf36806NCmEIEBlnvM0jsN2Hi51vCA05wSGdc/BOLttRbYqghhNIMaIuOiKpUyICREdlIMBKqm6L9XV1KKCcVRM7gEw0BKNxlxh9HXyqL/1U00f/mLTcaiHvhnw7CNGkB9ZAvRfQ+l86UX8KN3xRjC8GTvh8LvisRTczQ0OW5qlEMTdinDAdduQ56vn5xcfvn923Kra6dnqqz/zk3/ynT9/570fZvC/ubh4vN1fZzCucMjcDsNOoM8y5StzRYDdsBvH8ajvEAACcEgcm9galIrzqZlmezmPh+hVCKlxvhvBE8CI6LBTIzhEHhfyzVJkvfzVDZsHaxttPUQSENYCM4dD7vHluwRifHlIbla+KqYOt9T3w3j7Tu43x//63/xWjJEAy8WzDqRfb8jnJx8+bAC++vr9X/zqj9+/e6ZtGktWlW7Vx7YBBRABBkSuzGesRdz2Ud7U0jsJSxUc1QFcEVSWdybAiynFl9Z0h0JVTQIHKEgj0iXAU7eHWU6QGCMbAjiSQykyT/M8LhM04+Jt/1HlDbZoWojgwc1jil233hxtulVKXWvuU8kiNux35Xq33+/HYXAtzNzE1LZtTKlpmma1nks29dtnd06OTimkru9nzdvt9vp6P83jPE777XZ3tVMxAtSiJtDEtm17MprGHAKrihnM86xFiChEAqSc5YVQ6uA3lyF+ZjDnZr9w89OPQMjo7nm2Dx8+bvvu7oO7m81x+OEP3lWt6QLDEDkEiomRK/4LAExJRUqeJ2YiaruuSX17smlWp6uj08vnTy6fPZn3l0bKCMSECDfhXXdyQEeuztR6GSuA5PKi8c+rDREBoDW+f3onZovFGkOVPE7z/vIi57zbD/vtbn91PVxeT1fbeZzKVTEt8zjYlEHBCqBDjPDVrzZv3D5bs+fs4ELipgYQkIkJTH0SV7F+1bebJF6sZghioCbKlM2gzNIEB4BIgSm6YXFFKsBUFPOss6ojAoEjqdtJPyiAi+WdiaIDAyWwAEaZ4xRgDr71foKV+fow6b008jkAIHMCK4icYrtabdxLKcoUY4RhGBCRY6olyMTBTd3JqfZSgh2KgMQAqr/qRQYaAeAFrGchkCOAdU0biNvUHB+fDMO03W53u900TcOw01LKPM5EHJsYO6olY5yQHBnrPg2xQl4Eb64jksiRCQ3dNOmhbnphzhqa2lwyIiEyOJiTOUCIwTyFVESKagidUTOJxdiZuIgxk6hS4N0wxiYAEzVpFrm63gIQEbu7uBqjJzfIqlp14EIxYdgqeAhjsbmYFoWiJNhFVinerDDEOU/DJEGIAzcYJx1LKbHBEFANkaiJiYgQazLemsQphbalwBLjKkbm4ISGIJUdVjemaIGZOdWgLRFZSpGIAD3nPI5jLmWec855llK93eM4ImLXdavVqu/72PeYkiAHDrFbx9Co+8XV3iG88+4Pf+/bf/T7f/BH7z88BwCOhJCIsIKFi4xdzz/51S//2j/55c+9dp+Z0ckdQwiILmX+ERzOTz6GPxrkWBZPldNIREt+zeGz7Z01pABSiuRMgITuKvM0FCKmqGV2V2ZW1XEc5jzmaXRQYuYYgQkJMHGz6vrjTbtp1BELeAAgS23DzDUe3MTYdV3TNE0IsWlj2zTrdVXIp2mKjFMgtQymbhlDCBjmLPUBPI7j+uiYm/bhk6fEfPvs9L2H76RIxXLftqGF0AWOAGwUquiN6NxDSxlef/31o6OjlJJlQqxair/cxrKo364Lo7uS6N1Fyn6/n+fZwJFYzXMRYjTzYorMHij07er0uDs9uc7zb3379//iu9/FpikOOcv2arfZbK6fXut8vmq7pmnG/TBud9tnVxfPnuPsDTWOrujgRoCOROilAJh7YQR3zdfPthePL7qmK6UECPOY99fDlAtCRA5IwRHEfC5i5MBU675cqUxlnnSeFQyA2N3UUcGIyLk6XeuHhcDRwRwQCQEZwBwI3IMHRkJ0M3NSRERTYXIxQo+B2YnMAlETQxMDMhERRwIiBa2ML8kSIikAKsQYEkfJZX+1W11j6rpf++a3fuO/+Wdvv/HFW+uj6GE/XnkW1109mE3TiEzoQLEunE3EyBQRnZyAqZYsVmzh0he9BG5e/sDXKIRp/WEbM3dNu9lsuq4DgDxuD+ByRmZTIMKA6JIXqbzS8rF2ZngpZZwWflNdB9yURN60cS/fsUYBXRFDzjmTImKMoe/7cbCpZDeJBwxpRTciqgMgm4mbWdNsnj358PnTJ2+9fXb//r2/jry/vjo96shdpVhEB99db/fD1uwoMJlWKQUUDjwSYHBzMAdS9ZpFzFJqi+x6vW4MsqEhKRgjSi7jbu99QVQOJp4dHCAikdrM4OZEyA4KyIwMVJcXVGN29bO05LXqgYjrAVvNpA4wkQQJecnjZUQKBE1gdFIrCRsA3+12xye3z87O3n/vvYunT/RzrzTcIriZyjybiouCu00T5ByKNuYrRo6hi8GUwUo4BJaImb0EmXx/VSz7EAq417o00hugRbVszfOcc96NQ/XCdatep5Nu1aeUNDSqqppBB/IhhBLRAnvXdH0jXZ84elHLIjlnDEqIIWi9RyIlJDcbiQjQnJwDIAFRXAgiIYrNyO4BoDZzuYKigSgo3WggC1D1M6pcCW/yiX5okb/Bu3xMdfu0x8dnsuY/6Qj9iKf0E6vJF6jGT0h/eCgtXKaN2pPlQIBQtJQBZGrIg2uynQMe3Tn7pV/6xb/+3t+d/2fxhhHCDngMagFdHICgiOoYiXfDdc6eIozDdLXdH21W9c11ZAqRowKp1MJ0d1REhgOocwG6EvFiHKCb4zsur9w0HxyEsprgOfzf3ThvqxBDcLP+vzGSLu+Jf6wLUV4eDIgCcohgQA1giO29Vzerk9vT//mvQ0iq7rsL2F9v83XTN8cJvvLanV/5uZ/9ydffuLy8/N7ffr97/dW+TZvNagFKAiJgpSa7GWAArF0ZN4Pf4fNyaKjwA9LGVAhAKmqKK7Gt7hG0QogLg+FiLRK1ndm5+3PHC8LIcQPYKbCDe5F5Bik1q1yJJgD28qbsU4ekm4OKO7oTYiRumnbVdG1qY87Z5jyN+fr6er64mqZpGvamGjmEEOpXZgbmVVy7e9v2t+/c3Ww2eSp5P15fD8+eXU7DXjTn/TiOWbOCoYsBUNusI6V5yjKrlqKqjEToEFCkuNA0TS+M0FpzEeherXj+sUnv5g5z8/XmP4gQxI0IU2q22y2x9d3R7Vt3guSLWoPAXK0iDDKW4siBiAKn2qp8gwp5vqUUSpviquXNyZ2+7/u+e/ahba+e5Fw4OBGplqo4a6GKXlpqVWvvFVDXRSIKtGSc6t0zENzz4FfDdHF5/vDJ5YdPd+eX4zien5+PcxmGYRxHmwtkowKuYAYRoGFYJWwTxVbXKz691b/52n22ebq8QihNRCIwsSgMER1AQDUgGgMxhJj6Xuf91dVlHkadMhZYr7mJ7X7co2MAI0IiJkV2z5OhY/CGHJESUqhJxcvxefIWmqSzeTGrhjeX7AARS2N7nHKYLGTnfOhyrVLq4SJ1cActEprm6dPnq37VBB92l8ycEl5eXppZv94gUcBARLIYKuCmoAlfdOmwLYdNRHCi4K5qsOCVGc3B0RyhXhhN06SEbWra1Ky6Pudpu++naRyGYZ6zlmLFiAIABm4pBg4hhFqSK66CWOpkb27gNZ8RHF0gHk4dAAAgAElEQVTKyqwQG7E6FAUj0lJ8yFch9jE0SFgM1ZgRdb427GqzcLBISKquu7GJwUBK7QQ2ESvTMCLTFKgmtdkUFRiYsUGCeR4LFLUZDaM3RkGQCmvOOpTiiG5IyqyURYkIBNTFMRFa2zQ+S5aMfXTzuagBhRhSjF3XcsDqqRYxQkiJYzQiIZpjbGKq6bH6BhM5InGgkBJzACRVHx3KODbiVkqZpzzluZQylVzrrcwREdtu1TTNer0+Ojrqug5CxNjGGGOMRrwdx2GaL86355fb3/13f/i7/+7bl9dD37VzUTckTOCmKmpT28Lbb73+87/wtS998fWmaeqNl5xi5DGP1S38o0e+z6hwQASqnXPVwEFEWP0bL1nz/dMrf5fyUwcliOo2j0MIafSrEIKYVJj1PI91Kc6BQuSY2AIYcWqbZtWnvuOGGChEEnFmb9qGE3MIoBpCaJqmlsG0bdtv1rHvU0oHF0RDCKVUjQKaEMZxAuAyi6q2Tf/w0ZM3v/jWN/7hPxj2FxeXjzyAkvdHbVql0EVuCbk+zA4dcWaMeHJy8tZbX+q6rhaRVSG/4swWaaJKEWB0s84EcNVx2l9fX+/3+7oAVrElomMsaqrqRMS8Pjk+uXtnV8of/Nmf/oc//c7sFmI75RzHudYSoFse8zkRAQ67XR6mvJ+Hy31PHWOAap5Dxht7gQEDVXs4GE3b6ckHTxmXFqlxzPMwz6NkVQMMHCtLvoiVGlhyByFULLPN2VTUHStMqhoKF49TBZHXusHqtqo+fjJEZGAAiBbqqWnBNWO9c75QGgJRCiEANYETMdeqq0gQvDAiGwfIpCK6OKfEpnnUYpH4Kw9e//Vf//Vf+eV//Ord+xEp70suU9+tLcqw23Zdh0TjsG25nUVS22gRFyVXAgQ0clZcAC1VBrw5KBgAf+JAXI93qmouHGpxU9u2rbtzwKr5EBEguyo4hYCO+UXs3h3MRAQNpmmahjHnHJDatjUIapzLGIKglJvOrsW+UaVlJhFRhrphOjo6QjATQXsp9O9u5qVYCiRFmdmkZJpd4ft//703vvDF1165f/fu2aMP3iN0lYkDBGQHu7q+2F1dl/t3Eqeb5ih3cEKygGiqalmllGme5ixFFpBp27ZAaT/NqDiJerHaQwgAJjtk5WCojkwYAwUlckakmosmrgWQwIFIaqzAAKGOmDWTszw2q3u2VBktq7RUH7FmWrxkRUIwJghEKnk/bOfil5fnt27fvX///q3jo4vz88vz5zp39YgzDyOCaZEAaCXrOLoUdmuQKHBxc0T2lMJN3pKRPHjBeco5Czq6uoqqKsz1IHQ4jIKWYqXYPOhSZzn2LXbJiRUjpUTAFJzAQuBIJkSKPgHNzLFBa5KnZGIFUfp+ndrYNE1tAlAtU57NpGpfiL7UItfrmhQKGSsFRyZkl6yKLi61RQOdAF+cSBBeMPdv8nL+Mtrro6Pay80KN9TKlxQ/+yzd71MLY192h37UsYafqhC+cFHqgVuLSF6dZQiIgSBnG8ehCXb39Oj+2RuvnN2+1+KcrUO9d3R00q8VIMT+3ue/dP3+B/th71IADYBc3LxQYw4EDO6w3e92u932erXqmhTD4nplxgXdCm4WkdzR0F70FuICHwV3Aqr1H3hg9H2C4XmYWj+lA8kW5qfjRzU9/NSnthItEFpArHsKDMgBgVJjRydn55e7eZ73+/3m6ORzt44Cy9Pt+d17p28+uP/59VEL/t3/9BellAn+X87e5Fmy5DrzO5O733sj3pRzIqsKVRgK81gsEAQJsmkE2dYaWqJxITOpZaaFNhJX+je0l/VKZtrL2KZWS02JbLasRWuxpW6yQYAgABYKqCGrcs43RcS9193POVr4fS+zqgBqeIu0HF5mRoRFuJ/h+35fvX2w38AwgU1QIIB7vYgNc+bnHwnDcyZ2vFi8NRsdA5aWLUmEDUq4LGabjNHMlpOC3YpWV91UO692ZjYGmVAmBTWKhHkeNc9DjC+99NKtW7ca9fCiDlH88FENzzV7ruqmQIzgqBW0Yi2gFUzRbAkWHsexjFPJk9XqatTs7YgN4zmWmrrAMe0fXnn1s589WB9873vfe/+9h5vN5vT47Pj4WMcdgDEQGzGSokeJ++t9Ap6mLRgy4zwVa7Av95zzZbAHEbmaqi+YU0Rq2pmLBMhnuSAXv7yMgmxfETonrDX3w6AVOHCMw8HBkWg+RUSndswKUUCmhOJYERlxAiMFZ1j6SNXDubrZbBVqwj7S0dUrgpPqZrs5IQQWQEIAE0HgfeKGpWEgJiKRiEwxdE3m2x714lggmn704z//kz8tT8/mJ6fHd+9vj08BaJpUHUwBEXqGxJwCo0DfHzFBJIjkgjVQuX5t/86LV0V0mjZmhcUM3c3RvTdpKGvkIEwkCZFqsen0BMBmtdAlQs/b4oGN3HoGc1cHM6peci2zekUBYSOt3ChqQsJAj90Pe+lDT0ktZzVyVSjFE2MgCnnOW8fIfIp0DM+LFp63vBJISLuz4z/4gz/4/Oc++c3Xv9r3PRFuxm0b65ZSQi20vGbPkn+eP3yZw0VuH/klMxBRRMwAKthzKNjL07l1jyGE1WrV92m1Ws15anaOac7TWHe7KedsrqGN05OIiASKgV0YAUCtRY4AKBhUN83s7sLOTOYVXI3UQZEji3FCwgCOUKDoSDihWYg9qYx5ZuAYI5Bv522KlPOM5BU8pA6qAsjoITBKK2SqBkNTBAZjVZiqz00OnsmRSLkuJy9R0SpAqU8RmYRnrdU9pZTn2V0RfX9/XVFjSjlnFuy6RAQszgxMiBi0qlohmBljCFx0dnBwNld0FwxCwhQDR5EQxMynXDbjfJbruB1TKWUa55yzgYsISURgZArMItL6lq7rlk++BEMKqRORcTc9fXpyenJ+uhn/6R/+0f/+L/6Ps40jwTRlIImx07LcHCmFF1+6/s1vfuOXXvvawcFerYVjEg7VTBVUdRj6Uur/H63mRXd3eZRfjpc+qKb4+Ta/Rhazqs342NrdqSgzZ61EZKC11uZ0X7DXRIjOTCHFGCMHSX1EZDeu2SYr7X8Xkbrwmk1oGSSJSJ+6lJKZ1VxqTMIQAuaCrb9qyHszm6csQar6/uHBam/vb974qwcP3zm6cpB96rrIXZAknMiwwYOrezUztqIZbnz8xosff6lPQz6bGTpcnr5+MFrNPxTRUsq82+1OT0/HcUskbV2Zc25VWlXNVZ0xIQx7+6v9vZ/97K0//KP/9Wy3u3Hr5vtPnriWVvuM210X08n4pLmut2dbMmCTOpahHzbjruM+hEQEBqpWi1U3IfIGSCWkmuvp8amIcAyIWOeiFV2p1mpAFIQZQFi5mlW7iDADpRYH3SKiL7Ve8EE3CxK2ARMiuS0qV0cgAkRkDc3bdgm5uexnzAycgIGRGuyCABILiYTAFoyEWbxG1DJWVWRJMc5zzlO5c+v25z73hf/qt//BKx9/eRiG3fmuuqMDuuec8zSt9ta11nG367rOySPL0raZNdfc4oNTJ77EyuFHyAAf6v6aqUbVavveFhavaoG45UwSAyC1J0tEwEC+WKNavriWMk9z42y14DtOCbmWinEqMgmRPkeLQSJqywAiKlaAl+Tbvt93K1arFQUWBF60X4RuysxWakqpZNWS49C99dOfjeN448aN27dvP7r/bts3piBEBDXvdmWz2eSc+yDe5HPP1ZaNLDbXYqXUYq1YuRw5t2u9C6mMU627MmcSr0S1jIvzlQBQQwQOvLxoBEIcaCkPgBGRavELrdOCqlwc563FyrmWPE/TPM85T52bs7oWzTlzAMJq6m4Oqlp3m904m5m8+FI5PDzcG1bvvXf38cOH2xTNiyCNu40Qo1pkQrA6TTpPUAuZoltAcMJI3MdLXAe3kYCVbFZdjcDQHcHGeoaIgRljpBCIiEGNtA9YEYoqQQmkfcSh48qYAoExuVhlBtFSwRSwMqgEI6eulzhRruBuLLoaVvv7eyJibqVyKjzlphWvhkiEIiTCRFAQa0vLY3AsoD5nmiZbeL7Pn1IfCev7ULS6fQSmQh8JHvjIANE/uq/7ULvyUR/ghxYaH51FPu9hu6RHIhEDUlP4GVQALRWF0CFIuHPr8FMvfiyKv/2zN18cbhoElKFHuXXt6kpoWy2GYVgd8qSqCoCBCCwDOBZF9BixTN5iWqppzjkIOxIQkwRHdQVbOAfPYC0Li/gir+KZwnM5CpCYnqU1PPcy+rOXCz8EV0Nsoyhb/ILuImLmi/31+dfqYgvUZmYXZAHph5UTE8azs/Oc65OnT/th/coLH/vy1790UrbdEMRsd/f9h0+OecwA8I3f+NYXf/M352FoXgYzg4Ig3sp3vaCCuzu1/g8+7OFc8icvDgczQzO6kOciOQC2FDIAqC2ozUzVteqsNruPbsaxIM66nKJWFdRW/fDCZz75wgsvtK5PROS5ufbP5xPYkkoCTg5QDXIuu91EgZAp5+aW1Vrr86e+PxdHgYj7+/uAtD44fP3117/yla/94Ac/+N73/urNN948PDzc3zsklLOTp/O001yhWkpRCFM3DMOAiFZMROrsqhpjHIYBAOZ5vrwB/SLLChGZhJmBABZOF16mNVy2f8+HN7RXmDX169Vmc4ZM67WRcAyp7waReG7OABHCGqVHTqZYzSQQEhqiMRlIJjJgQO7guPH7JsNSQy5936+HG69ewQN48sDqHANKaPoeyN1VAmMwAhPQCNCRJGRAPnPV/WFLzlmvnOvhHODH73z/v/+j9bv3a4GzJ09qnslCD3wTqHMQUhQMkVaE+8ADINi2mGnESpajrq+tr94KFk63eYswo7Bh3JmAkyGVeMpRFAsKphBUs21xwI7q3Pc9F1h1q8en4x6v4xgIMPEkyFYxT1ULQGWUCIhzJTc0cCBy83bR7dfDOssGMCkF4l2Yd+z9kLjidLwbz7Y3rw3EV+/WsEVKskUIBAYgAAzNUdK4DwzO/Kf/13f/hz/8k9///d//9m/8eq11/yhcK/n9998/OTtJfdpuN/v7+27qrtzYgk64tHnuMPsFc7NRuMzqEgbbdujmCM2hw1URCWopqhXJUdQ0O7kkcgoSee2rPNdGm9jtdqfnO9Wcs82zI2IIsev6lgwhXexXq8vi1ee5748XJdLkQIQgWJyrMmv0OTkRUlEjrVTIdO0VXCkEtKIAKkx5nhGxZEZcqTsTo0nH6O48L6AkD66kaqXtm1QHKwHcRIhDwBAqeQrrYJYuNCHMSz1hZglCdAeAOPRtT7clWiu5e4oAYELecOXo0IRGIsksAAChEIQ1EOaKWkVQhFnUcauwBeAxu024G6fT0/NxN5sB4uTuTogcJAROMYRAgq6N3YdRwhDDkMIqiBBCSIDYpdX9h0/vPXw0F3v0+Pyf/i9//G//4vvHGw8hMHfNzwLOqI/W667qtLfuX3/tK7/yK798dOWaOYeUHKiYAXI1Z+lyMfwFdzD+why/ZyvpD01embnpSpqbHBdVzeVfupx0kjlnx4zEwqZVepzytmrKc4N42PLiEFMKlAL2QdkVPa1iv99Lh4RKRjEmSVHJJE+nErqhzzkDWg2YGTIrkyZyRTOhUUvROqLVxEVDRi1Oc6mRpFgdzzdsAuNud++9l3/lG3/95g/eff+dp4+fkCIoE3HW2pNMZXew2p+2IxiJr9xot5tWM89jee03X//0jS/AHAN2trCpZkJjr9gY3kVBlfgpqaIq7DbT4we746fz8WPbniawed6gQWI2QPHAKlPeHo/j4bVrcngn3Hn5Ddj+k7f/5eOPba6+uN492dww3D6e6uMyzkp73cl4sp76UgyL70HHgGZQLWzHqhDmhBEwEC9WOyVuIW/GZlwro4Uy8vHJ9sr1ayGxAOd5t5vOcxk5FEU9j2MIXZCE3k2bUdUJPPU8+1xrgYSg4hm0GqhXGZGiQA9Ezr7QLxHcKoE7ghE6U2UionFvRgdWpNlcnZRDQStcZq3ZiWi934dOAIqTQWCmJR8lBkidKDskIpsPpTOD8WxeQ/z8p776977zd7/1zV99YXXVq9azKdTqakzAzARVSedpi4i9BCrADT2NE2hWV0A3d54rFA3uEDtlroMDqVphYm7ORNYlatyJgFiJTUARWdxqyXWeixZ1qmWeinIxrAKesku2ARBgMiAC2geVUrQweSml5ulslwkwpr7viEhKKZRPC/nIlllnyNlrYJqqFDOHsDd10OO2KDNrFO577pyG7dCX0vvpcfXZB6LkGcoYQZwTGIW07rQj8QJ5p2fnM/7gx9/7ta98+yu3vvggv1XPJk+rc5iddYb5AOHu3Xd++TOfx0CGnVneE98dP+j3wg6LGUTDdeGH9bGP8372OML+nHaeHtWdCk60GafdPE9g6lbLrAQIm93ewd4Oy5xHGgYeyDmnlBCJAZHImStXZKrgBs4mimquEUjGopuZKiBQZZjRc81l2tjZWdyM3TSfry0YoxXOmeycSFgNzco0ofp8vEGU3abqi08+cePWX985evPuT58+frQXSOpZ2T7pEObZIq2gG0JC8E3KG7AZAdhkns+ZOUbuSLoQW03f1h2Li4WkJQTW6ppVRIiRABv0jsEYq2OWaCuR1UE6POK9A1jtofKxmWvlQKAUCklBUC8HV2i32kFnwLjjuQDVlGr1/VXANcOhcEroXmf0Sj65ai3F1Y0ICpnh5O6a5pK9tgQRmxFqRayQ1IGgB5BqJtIUlcIXtlsgVKSMzkAMgTA03OSib6a2ajbTFsG15Mm5OQNqMWRwwkaqQF4umou7p4kUCQDNHB2YuyV5Dh1bTg9imadLrEuDmpiBmYUQnttu2aWRBQOBe1UndWrGYlBk41BcT1994fAzN6Db/vlePn11L1N8GfrDmcL2IHSfuWY3ZDzV6rhe7cezh1oLTM41ZQgl7N5bPV5tQimdu8F8hc/XfeChy9FmSjhF2AEoE2nhvIlU8twjMiKzBFZe1lx8Ye1mJGqcEgKAyqW1H4gsyABkuqBegAkA1Kx6RQAUYGastbG43apD482iVdUKYCgYmCJBAEdEtv4eU2TqEQcO6647km5AEgwUAkaBpycPYs3be++lo/CJT32eI6QC7/7s3XGcA/LJNIvQl1//2q//Z/8JHB28e3peCRTMDGIMEwYDKFpZHDGTg7G6lWXmRwjGtrDjaFZkVOCMSd3GMo3V2LSL3QFRRx6bIsmxItZ+LlMtM/gkYdoRSS+zDZvpaNpcW4UrMSmfHhvZgPtXXrp5+068cz0eHOHeXhx6VY21Umwb6w/OoNEAIQPMriEw1jkRqqoVdPbax6r9+VxM2b1LjFcjTVi3VbViccyuZ/NYZ94LgdT3+70Yhzu3X/zOr/3OdjOPT6vtCIrn7dy5XB8Obq+PCJCZOIWu70utKaX99f7p8bFbBlUcH13pu5PtufEQh/WUUUIIaIndy1TUGYGG/QwxO0PXDz72QdDraui01NVqlaumbjDgNnkUEQbUmkMIM8tZLelg3/K4klUQCjaxzuJ1hcRIgkoVKjkyh2Vt7YxAZORIbIiEdjHGbVRrM8+Q3bHv0tHhtdVqXctUa0ZXZhKhGSO60bLXVnR1hWqETEwylpKtDuA9U3n3rb/43/54+9bdTuK77/70fK59l466fq9LyTCZBwIhi0QRLQIERzAgN+/ZoqcEw6onEYCy4KTUHV2xSRtBQb0CBnBEdSdCM92Mm9W6d9BqZZqmWutUdigDEblDRXOVRcWG3EzqqmpO6ASOhmRohtDgSOiI1cVU3QjIHAVIQozRmEXNAJA5+AdoAHQ5XUMCcCKSGNPf/OSt/+Yf/sO33333d3/3d1eDHB1d2e3GUso4Tn3fz/NMy+p/iW8A96W7Qwf/gIPcl+/Ai9wSAGwmWWd+NjDz54RVbcqx6FIoXKY+SOxrrc25UUrJec65tMlKCCHGRYtIRCklK9qmEQCgYKoqhaWwqT8fYnNp0Hd3teqlMSG91rwEH6s6EBEpe+MvM7O1WQs5uDMimrh7CCzGKsFdUTiE0GJMVl1/aYNp741LDbS7m+sHthNLErmSC4ETQzMGy+LRoxZO3bIQmTkIAUDTLtZaqmmtuUWjznMuVUuptRqhxBjdQURi34UU2yyqenW1FieQJAgThyAhcAwpxMrMIb373r0f/fjN5uj7oz/+53/5/R/uttqwadmmPg1GXso8dLzZTFevDb/0S6+99tprN2/e7rqOmVuWQHNzXmQyfdhQ8UGPvv9cr8VyxeLznoELzeLfhn6hVvcvkLEWxWtNg4RE5FWb6MXAn3MfXHwJkkBLLomx4yCt/8ZmjRIOMfR9P08jtL0fubuiOZiiLQEGdpkR7NA+H4w0TVOd5nYXI+LZ2WnXdYh4cnIyz/PHX7zz1t03DViESs7SUZ5LrZUhTnNG48Dx/Pz85vVbn/70p9f9ABVqrUSy7IX8+Y2QglZCtVx82s2nJ+PZ+bzZlpxrrd64FOiGYE0JaFpKXa/Xaehv3LldUX92963jzdntF+5UnffT3hSnUzl9cP/49PQEcuTEPlZVBa2yUHMXBqEhVBVANzIBRV9cRmbNGdVKKMgtdeDx45ACkBebc821VgBHZI7h4PAopZ4w9qvt+fl2c3pWtqWTEPeGvC3TnNtAJM/ZCKyqqpIZAyOiASMaEQG4ASMjMYAwMgETOrAjogKhYrnc+MWYhDjn7Ja7yLEPzKJqAiAiIVBFdVWqdLQ+nErNtb50+8Vf/cav/fav/9YrH/+kAO42O6/qVgUpJmEkM22xxYhOREyM0PDUxXxu0UPotZRsuQZHkACm1b3WCu7M9CHJ8gfe5UTIDGRA6ObFSs6ZCbVWR0DBkBATW0AFZYNo0LGFyMwIaC2cb55nd1jv7a1WK3TIuY7juF4rUJirTwW2U+FqjZQKau5u3C5sRmwoxSpCXZQUBwIkz2UEMRIg0FrNUCgMqeuHTnoGQB1ny6fz2YOTe5X16NbR4a2juw/exhUDuVsZogTPT57ef/DwnZduv2gIkRCqJmRSV63mYcyQs21SN4oCQw42VT2fy/vTblPr07OT+XwbgTyrjxORSEXaTAG5Q9834+AxIpEEpZRS2wY7ooFVrWiqbgKKpgZuVqcyA9aUwmazq8WLWy5T3m18t8F5xlpKAZPQRDrmMzq1pPJS6pTzLk8x9uM43n/49vXbV25ev7Hqh+PjU++4nD8KvqUugUHRLCIYCMhIkE2CNWtWumhZDAWbbbjMMxExCzhdAF3LNE0XoocLLKyrgRp6NyQOJEmGg73VwRCG4AIYCBWpZUdnB3JkRCKF5W9RA7pGSYDRuVul0EcORIKEbAigbKCoiOzVbfF0OLl79eli8eKILiwUGfv0YWbz8xwOvIjUcgc0wLZEuqAxgbm5tW0V0LKawgWsYu4sRESGzzZyv8D2vegUa80LBqX9jjsisqDbhzMMLnO/Lp/R839sAExti77cVdW1TNMLt27cuXP9aOXz+GA77pBK2G5iWDspIH7rtW/c+q9f/W//u3/8ozcfra9f6/u+5F2FWpsv0AAyOHnoQt7MZ7uzzbxV7io4eVvuEjsRIDkgZAHyfkBEAmnZV2iLoo0Fq+bFHovUrgxCNzcHVFVDF5SmhLMlCw2QnLxpnNtyVdxVJBEnMK+aVRWBg7spukK1DFqZg4hLGAiFKZHEECNHlAiSiIQBKgc+OT1RgCSAHB/N+d7b75yfb9ss4+nZ+fXr11/5zCe/8/f//v7HPwld9/LB3KX15d3WSk9prQI0Dq+35D1wc1vwok1YJqgACqCmtc7TOG2ZAlN0f+bSbGE85sYX+faXu69qS+obh0jCRDSs91eHR1du3Lxy7bod7Q/9OsbILK3S+H9iil8wURutHrGtTKtbJxLXnXX97uxcdxMudwMioKrWaeIgMXRH1661IvBTn/rUzZs33zj92aXfT0vd7TY6S2Dp+77rur7rndDVy1zmMBNRjHHajSx9cXIMtaqNGYIA+TiNEc3NIyOQmOn+KlJajaX23CVhAiHA0HXMPEgsVWMXHLkUBYAQWKQj9NCv5nmetpv1KpVxfPr40fWDve35uXjZRyKOiERALQe9miGCIAV3ImR0UgA0k4vQEWyISPdStJRdrba/v16tV+Y152wluzuSR82A1LQy1VEVszkUZUNLkusM6Oxazjc/+Tf/6nt/9qefHvsHZ/frXG8PcT91whi8oqAw9gQDc0coRABmCAMPFV0j5oAaDBNVzblObWYCLc691WDkBV3chQXR1QpjkMCzT+fbM1ezYkAuQpot1xkMKQAAejUwciMtXkp1ZVNSNbfLTFRrKajZAUxNQdXcUQAqIAFiiLFDQJhLKdUcCYAR2NuPfsGWXYK2bBozcdpb7733/sN/9I/+54cPT//Bf/T3rl+/fnT91tOnT3OFoL4bt3vrAR0MoXmX8UI3bx8gI0MjqreuqsFjmncYiMGB2Z8lCCG0z/kl6xmeU4e2c3btdJHfmJf44GqllCZHnuf5EkkHAF2ITazIzEjSYqOXQM8lVBBb7hDRjE0wAKDaWBOQcy51Tt0AAMIoUcCpmGot4C6cgjQTtBOTgqta05kAIED77DUlO9ii9V8gUxf9RQuFMXAn9CUMq7mJZHEjsaA0oRGj4BLt0ty1qlqr1gpzaT/Ppc65llJyKaV6zTkDUIjNdCEpptAlBr5oR5mJgJwhNDiGYGBeuKkUhJiNEDk+fHLyr//Nv/3p228/OT6/+979v/z+j0sGR4ghAJBVVy1ElDqBuusSfObVT3371771+c9+7mBvXyjwAkKgZxZ8hJYl8FEn/Qe0JR90VjyfTva35vb+4sYPUB3NoJgGN3cDA7sQGy9ciiYZbAoxYRJGoZA4DX3sBhYB5OIWCEJoO1/iKN3QDfPAbmaVAdEctUItXrVpJhtaxJjNuJnKDLH5i2qt42azO58R8Uc//OGrn/jE17/+9QW91BcAACAASURBVMOh65M8fvLgeLsrUwEz5DDWUdWFdLfZEcYudF3sv/i5L37yk58yA6xKyz7N7JJ35wDmUEut2aZtGSfdbuazk7zdmBYR6ft+nEdgam9Ec8+gYOaAfb/au7J/7c61N88evnX/btobXr5+ZZ6n3ZPTbbcJEHdz3j2c591EM+UsZhUBWlp9i6tCEAqyBIibOjoBoitgMFNTWwjZapprJhvzHJIshz25OUgQ4cidX719/fDg6tCvvfrTpyf33nv/wfv3Gg89dqFkxQoGVjyjLyMwUiWXy3cLIiMoI5MQCJMgMoEssygIFTMAWwFtDxitArkIE8XQNirqEAQCF60+U2RxR5v1/Ox8GIavf+W1v/vb/85XPv/lRMl2M0ooZSYAYRZCAlStNU9zLQ1oxATCiO6gVWtFWHSrqgVK9VoYiAAraHaoEsEc+ALMgM+STy41VCQoLk5eHL26muWauYK6QvA0iGmHvXhAd2U3qbYy7geJiYmgaK5Wqte91f7Bwd5qtTePUynKJN2wcgqr3Xw2ZQ47zIql6bvY0SsZkUkK5sWhVp2QvEssoRu61EventdazaE4OKcIKBw77iIFBlebHYqZ53cfvHnv+J1rR9evvnD9jXs/XtHQMfN0smLsoZw/evvs0bv9reurMNg0BfeuW82o57kYxqyg7nfHk+PT3fnT8/Mnm+Pj83uPnrz9/r3NuNs8Pr0O8NVPfvalG7fSwQEAKPhedygcVWiy6s7RE0HwCjqPhqAIzp7RMxi5FjCdsgQuqA7AwXY2HY+zMYC5ljLPuzpvTEegQskAgSgo1AK5KKmqZm2TuGmaFd0E5infffiTV/XlW7duXLt27fG773tYL5oxr67uSKSEykTGgpECi6SOEaKZmVURCR2LUEPKAEBtXj5VNQc2CiDeTvr2PaBu7R2fVl1cpX6d0l4X9pKxbn3rpYChKVe1nY6Tz8oVCScrrEDKTFTBQCygODElggAVDbwCoJE5OiXhCsaGZs1Np6BmDhWQnBWAmSmIMEmq0AeW5zISDJe0g3bUm7c0Fmj/GoBp6wptUQ4sDJIlmNsBgB2aq2aJ8vIltcsumjtD4yYaed5zZdAmgX6JA8VlCvnsDrIFFsz4i+eMagWBHUDBqQ2yHZrJ/ouf/+yd/cBn72ue0axfr71PEFIEWXPkLjyg8zztiJBFVqvVPG1gBi8gRBMhoiNBrhlQNcLT+fT9Y/34x64wtlpOeDkIWBgClDZQVAA0N3NAQDB0tFyJvE2ul4INvFZdUPntsnY3g+pGeBk9Z81Sjt6yu5qOxJa4bCIkbCFvzMRELXzUoVQ0wJUCIYUgEQVdKobKfZDoRNyldLbdOIICPz7e/Ysf/Rhytd24Yj7aW6/3hmsfu/Wlb33rpS9+GSiCx1W/AgvqHoSrG1ZlNEIgANDqWs2rLIntbdiBhIyA6ASuDsUtW53nabPbnsYwpDSYKZIpKCI6mrZQzAvsbb0wM6tqNYVWkkkMsTu6cuXWSy8fXb/RD6u8t4oxxtCRMJE0lg6Q/C2jupas2+atDmCMEJiEQ0r7+/tequWypWVm1MLQDdEunLrtX+j79Oqrr+7v70/zLkTpum49rKhVAmbFiquVOe/Gses7vDD3MtLQ9Xkq2B2Nu5GYVcs8baNQjFKhus6dpP29vVrrdpf3Utw/2DvdbKuXmEInXUBgBFVngpi6ueo0TwBgQfK4q5qJaHp8qlqGPp0e7/oo6Pr+3bf39waJuDJUUEUhYYSA5qDVWkwOQQAnBBCogA5u1RcggdHyWXT3cdo6QN/3IoG4I0rzPM/TvCZt0N+CboSVg7mTS3HXbBBEkHCent5//Fd/8d3gvFIqKQ6B1sLXuu5w6E7On/KQSHwIvCYakEgws1eGDtCIMzmgzojV6zzprBMzCgEAqFMbpQOgGqCBEKqr1dJRSn1Cs5OzTZmhC5A9hxg1zwpuqi1CyAxBAaqV4iWbIJu5KZm5ubXq3w3BXUEa3wKczKojCxADG7qCuJZZtfSq1dAEkGFJKGpEFgCAqiCBOMQ5V+I0DKsnx5t/9s//5YP7P/29//B3v/a1rx0extPTp/0QOHAuTS1lDE54sSxzML2owpf8doRlYNJE5BfBly2U3St8ZL3yoRic1jI1Bl1rCFsT2HVd+xy26UIppXHG53lueIIkIcaYUhIhCm0ZGImo64ZG9AEADhKjpS66UTN1zPNYcm4esGSBiBa/PAdHYEN1REQJwOLawHnIpeZSCmC7pYCI3NQVVA0AvGGyn2tgFvw3AJLShYXsQqXj4ggL8BpYiAEBLJe5pVa2bafmcrk8bJ1wm7dd3lqImPqwt7fHMTCF5tkjTG3VCuaGxojMyBLxQpOdYuyHYRgG4eDuT8+2f/Hd7//rP//uvQdPfvqzdx493RFC16dpyrUaeuuT3dU4RhH4whc+/e1f+5VPf/ITQ5/aPieEiMit33UwQAO0/zdt24eWfn+L0+/nhDs1s7lftJeN1Nv2WM3cIKwt7Nj5wgtuaM14789bkyFwSCm0+DXi6tZymhXJSB0BmFJKw9ChZqsgYKDFa4FaWrsFEBfvHxIQF8RirkW1VHSwUqcxM/N6ve5CnKfcgD0/+MkP9tbrw2vrk+3T093TMlm1QiTVoRYQ8M1udzRcee1rv3R0cKVOhS0IYnuaLamiDRXASs1TmSffntdxrLudzzOZESOTIHbZigBkK8WtolupZsCSOHQH16/ucHrzwc9yLJ945VOV6zRtA4sQM8p2Gre7nZ/NYFgcvPEf3cTaONyBwRsFG9Da7K2VTQDWWstnqcoITmhu1d0MxJmIGVkkxm592N26c/vOrZcOD6+EkDZn5w/v3f/RX//wvbffOT/ddKFbrftpN+tYkUFw2TQujR+hobv78h5sm1VmCkIEEAM7IKgVRAYTw0WIQVqLqwljKWVTizAEltwhBUnCZS4lz1PJuZQvfeXL3/nOd775zW91sbdt5iRkcPLw8d7eXhclSoBa8zSXeXRXIQrsiMiMCA6qrgVqJci1zkWLgwo4tej3XLJjlQhWwYpZvJgrXdSsFyM7JKcgQqKggaSKAKOSKRkhCkuPfaBEPRmDu5IpZR0UV/t97CUIZwFmTint7e13Xeeul8klUGpWy1WrejVTM3XTRtEEquLEGoOrZyYFK0h11ccuASIOMZ31dSy1QlaIkAiARCglj9HBwEaFybquw3z26N5PXvz89Rc+cav/YT9tdzf36Mi9z3UtdWXqD96th4fSHwaQ05OTHdNJzQ+mMobhvcebB49O/uz+Dx/ce/Dg3sPTk+00w6QNzQlXEX7l66//zmu/fGt9wOrtpM0xIJELzVozGMeAwlOZIGFFL66j163NG9VdrbPV7e68euUAmXxiU0ZY6XazQzDXrHlbytZ8huBEGAOCOARSNDMoXqplNVVVFUt9L5x79rE8fnzy9pWbX3vhzu2n790382tXb7Ceg+4UcikTFFNCMaXowiGGwNTFdDEqBeU2+6+FIqhq1Zo1AwAF6WJMQ9hst8zMgagtmxGAwYniXlodroeDnjqqwXKdp3lSze4AGmrxojVDBlEWL5gnN6yOzkWtOAIjERVUhAo+55pbO2RoxuoLlb7pLaERRRJGIkNgYmCJKQTyTmWIMV5w4J7t96wBZRtj27V1d+jqC5mvjfEaHNMuOjpHaPFR7rRgTFpgWxs1LtM9ZFT+iGnw0lD4THTTIr7wgoJwEQvsAIrIHw1zX8xgpoxIBIisjSVPWF07t2tXrvj0+Oz0STPdqWoF6wnHky0PWDa7P/mf/skbP/irJyXGo/2u61arFVYYT4uDJpI+sm5z1QkQdvVcpVpPjzanN65dFUpMMThqNahmNSIHC+ftWscW4IyyDI3BqKVwIvvi9CMhRnvmav5QZkazBT5beaJD5UWmhM2WGQSN3NWKAxgTc+ALQAjTobtTEE5JYqBA3FMayNGAaDfv3nrvHgRx6s429fvjST2bvvHqKx87PHp8950XX3npq998/Tf//X83XrkOnAATQAR1Duyuu3G7SpEAidGtapm0ZFXlrkNEAIWWfrq0c0yQVWers9VJa7ZanWuDEisogRKItdoUQbWaaZNiXUiFzRyZAofYr1YHV65cu3776Or19d4hCPf9iilwCITii96X8MMtn31o1eyIQGiEKAQBU9f1q2FYr1JKBVoAoTYhhrpFiRyjuqeUQghlmkoph3v7N69fL6XUXBq1ODRfNzEjUdPwuWsplmIKwWo92c1BhDn0MW0ny7NykD7BdpvVqs5FbTarfUgfu3Pn6tG1d9997+7d9+tuunr12kjSi5Rpk2utZbbqJOwgErsQwmpvvdpb4wWAIYZVzvntt36yOT8Zvc7j5rVvf+sLn/usJNkauLG7o5uACnLkEJv9qAm4qNWLbohuF8UxgRs4UPOPQtVpN7toTKkLkmIXHAPo1lSLegGrTkaMRBgkAFmpgYVRI8vJFn765v073KODIK321ldSuCJ8uAp7aQ+SqVgg71wBFQiDmDFQIRR1cNNSAaqTIhCLurp6K3YNGiieW1LzPBXqPPASuFHz1CcBqyFQzXYRdk5uXkuD4ZKpQ0WtqJWByB3bWWgKzbvePqvALhgdoYKqkwEGZwaqBlVVwTO6VjAlAG5l1ocsUyIADiwRKGx2M4V1iCv38Gf/53e3o71999E3v/kNiaunZ9vDvfVcCqMxmSEwOKE2wjheHqHPlHsX+A2ndmJeKhnNy4e4T89zYJetLj1nSm5QL3BrUlQJZMzBiMTMJAYOEud5Yc/splpzrbmlCTIvCZCr1apJ95gZiRtMGJxCCBLYnFlSYCmltMUjM8MFJxJZlsaMYwP9t8fGAIIYArV4H774at8cmC43kIuglLztwVv0wDMlqqqallKsFjNdkA6gYL7dnvviLb6Y55qZWd/3vvCGEUgIUYiAsOu6EAJJbOlixIDk2LYCgYkAW6Y9Arr1XcfMLDGl1PUDcNxM03Y7/vUbD/7iuz9448133nv/4WY3I4IaTFNt1bPWEpljJFNzKy+/cvNb33z9q1/6/P5qjYhCgVBCSODkl0TJZ5RN/P/EcfnbwpcuEnt/Xk4fXR61BgREIXX9at31vdZcM1vO4k6NtNZ0IResISICEmYhEUlRQoQW4sUEhAZeTLU1+QwpsEcproQOtXitXquXWWtHiAC8gCBamLgqmmsuZcx5ngmRkd762Vuv//rf+fEPf/DuW2/fv3///bv3Pv3qx9fS7ygMcXU2nVd3Fqi5sgtU3J3t1lcPvvCZLwoFRwUHVb1wsbdgFgRX0FzzWMZtnCacZ9JMCCSklWot6iYiFcByVjd1U0B3YA57V67u3dj/m8fvPKlPjl68cu3jtx+dPHKq66vD0EnfpfPz04cPu91m1qxOYtAiAImQCAxIWh4XIikuVgl0B3MENvMLCCS29o+RL7DsBgiE5OTMIhKu3ji89bEXXnrllf29w0BhnqYrV650XQdmPx1/6lU5CDNW8rYkbzWxGahqyzO5rOcgAOLC2gEmkSiAYFXZgJSIWBDJi5aAgYm1etYKQkIBkVno5PQUARLTqut/+avf+Pa3v/2FL31pvV6n2Hu1WkrVHCXcODiCgEEYAaoWLaNbDYFTCuaKCAjqZdI5e6lmBnXWOpsVaJtWVVcz5wzkRNx0AUvY4GXa6gd4Ccv5RpI8BscYqRm/ArNIpR5MgHpWLGaKWnmqXfGr1/ZTJ4LAjJiisANaztndpzznWvNcTs82j0/OHp+cnpxttuM85jLOZc5FEZHZhT0ABKDoMWHqGMHW6y4lZebUowx1qpo9KmRjI5dAoWMiLLWMopuUR5ylTtP5T/+GXv7cC7eu3r557Y033vjkzdu/tNrjerZKtUe7ujnf/eX3WVbj2TRWk8P9u2fnf/nu+288Pf/Rw5P3np4+1DkrLKqKyERqAGRw2A0fP7p1I60PTdhLx8KMxB0SAVFlVTdicbDZhGNUsoKeoe4wba2MWopbHtZPjh/PpPd2p8e7420EGzqDTG7gGWEmzBCqi3kgQHaqRqM5qXuFqlQNLHuJXVrv9yX7kFZ5trsP37rxsddu3775Rt+fnp6/cP1OQNBsJaBPs3stYA4WmLjvhq5Pcc0hX7AotNY6zzNk0FIcgQlSlHbDmplWiBYRUSJLZGYxUmTAiOmo74+6/mCVcR7zbtTdTkcr1RTQCFyc3KO3yqWSFaikrZMBYyIkZ1ICJa1YW5AdoSIRICBhS9llWa5+1cIlJSXiIIGIawoBLSivG8zZl0Hdz6mPF/seGLS8WncA8gW/pA7ml3IhMEIiZAAARlNHR2/IcG/jWn+e62wI7osVuuXb+JKyR8uQ0qyC0pIdDU2ltPALnu/6nhs8Il94XxrJFFDBHKzrYx9pOtkK2JXrV3e2fXr85PzJk5fT1e3pNo3aDfHla9e+8Oon/vr++enmbFj3wzBA8fPTJ2geq+3L8OIrd956+OTek5PN2ZN37r3Fsnvx5s2T3a7rRUJiCYRgDtw0EqGIRKbQFqMXYiLv0qBea61m6thYhqx1iZVHkgstoV08R20aXcElnsvdgZdAjmpaNJuZIRCaVSmmCKiOAEASkYBh5e4SKMTEkTkwS2SJitD3/dPHx0+enlQIoJ432xknrPAf/Mf/6VrzP/sf//Hrv/qr/97v/V46OILYgaxdCbSF78Bme17rLCku62FXK1VLVS3KlysEXtpWBICCWLRmrdmrBqY+JYmRmR0b/hkcDQG9hVFfcF+IiEOYEYupmaWhj8NqtXdw5fqNo+s3hr0DiokkGgeWIByREyI9B7b/xVUNAiIaADKBMDFzDP1qNQxD42eCu6k2ZWkrLGMMunDgSinl7OTpavXlYRi0Fbru69WwXq/BzNXQQS74vU4kHPtuBQATjkIciEFtngs5eJkDAddRy1wu9kA55/cfPEQML7zw0vWjm48fPTo/PtmSyV5fttsXbty4ce3q0cHhOM2Pj0+Ort/gmDh1oQ38GHLOZbRh6K4drP783/yrJw8e/85v/cZ/+V/856+8dEd2u+/FtIppn8JacSgK7gQigKRoxM6A5kpu1MbwyL6EgSugtRudEBxQa62aa80pDSn2w9CVeQWqWCtZucgZ4YicuGeu0iVEXEWbD59saf39d+6/euNjZ2dPGHR99aCPCJ6Hww7q1qkCKrgBuRJok+4JowQrea6lMKtKZSARK02f0fKh2IHMnairni1rjDIMq7DaA6yaFdQZIIWOtJAJIdTiJavniMAAqBXJyQ0RqBZwhxZ2bgbNJQRIpsWQWlI6qlStBlDcybm6FUVfYHcBnZuDGZCwFRMXMzZHKMUVvO9XEnqg4C7jbHuHN7/3g5+88+6j9+4/+Z3f/q2jg+FsM3eRDcEMBA1auCw0dNjlAOzZj4t3i/wCAIsfCnZ8npLVAFOt6yNqruKFvMTMC538YiL17LgniDE2m/ViFBz6yySrumwFS611uz1vlR8sySOtm4tBqO/7nHNKadUP0zQ1x3az5wGxu3vORE3E5rVY27O7ewyYYmpt23JMMC0+nIUc5W75oh5dJmp5uhA0orfn1R5hHictzSSty7MDUK2XZxC15k0EETlK218075za0lgyBZLYnGaI5C3YgYi44Wr/b9re7MeyLDvvW8Pe+5xzp5gzMiOzcqjKmrq7qofqkWo2RdGkwLZIgjYJk5AEE7Qh0QP8bD/4nzD05gc/2IYAw7BhkKBEiyQoo5tjd7PFruquysoacoyIjIzxDuecvfdayw/7RmT2QEkP9kUiEfkQibgnzt1nDd/3+4AYGQo/mQgwhLoZDH3VAPHR2ezBg4cPH+2+e/fJu3c+fP/DhzFaqCqDpT5WLROgqwJajn1f1bSzvfXFL7z56isvrkxG7HAQBs1g5NmD0VJjv/RmKID9e7Z5PzHA/fm7q2gyf+L/98NdYPlFKzBVdTMcrzRNlWILiFkVJWNplYuy6JxEvOwOmJ0LzH551QBBICUB7aVLMUbVDCplmuIY0VQlSY6ao0q6YNYv/xaFLJqypaxZJSVN2QRE4OTo2Dm3sb41PT59t4uvvPraoOb5yem4GaTUWzRVlSzSa+WD9DoMw7/z5a9ev3YrtpEzeGBAKsPpZ+m0mjUnlV6lpxgx9V6VmCU4ATFjzMvNcNkhm6IisGNX1ZeuX40V3Xtw32+EyeWx+lQPPGDNlCUgk126vnZ8uN6ddUe7rdbF68gheEdcCiZDSCqKyzhaM7CSorCcVygIiGQzKyxqMDA1ZPghSiTzYDje2Lq0fXmnrgeScjHugujibDo7Odt/uJ9TV/iQjjFlKwolEUFhxYyOAZbxogyufNqZGcpA2tCcyUXDT7TsnLncs1bm5SmlxXyOizQZjZu6fvOTb/zj3/xHr7x0uzyeU0p5nhBx4Orah9KQce0g5dzH2Lem2bM5MtSEVnLALcdOul5FQC3NTwwASVUlxgxZ2IBdBeQ0RZLlw+viF4vEy09AKR4IyCEDsWfgCpB9IN9U1SCEEDL2jA4DgIesrBYpMxKOwe1cveQ9oxg6dt4hk/TapXnbxbOz2Wy2mC/6k7PF6aw9nbWn0/l00c672KbcZVNij6pgwAAeq6GvBn40ahh0MKy5SujUMg88csIqSsnI4Ww+tb5rSZUkcopBrWKHgyHMprL3cLK6fePK5Ucf3t9xw69uDG3matdXbNZH2X9SQVOZd4jzmA/uPbj3/fffncUnAAlgDKSgLYAZ5F4QoPZAAHHe/eDt7zVns1sbG9urk5XJmBxW1Dq/LOfLmEw0+5TYe+954EkCTzxn4hxqISDAWK/OrduPsxsyf+90//t7D92gEhFKkTQ7NmXIDMCgKiqWJC9jvhEgIAI70WZYD1eHXZsm45U+5dP50Wx+srGxvrm5+dHhcS8yXGnE9+BTAhQzBTFvWDtu2A2crwI5OaelO1UfkkspLBaLYgwqCgtEFLGccxgEQ3XOVVVgD0bGATFQM6nDuOYBqmLKKWJMnE2KMgIJFD2zIqARMwUAb+aImBwhGhN6RDIGZSspMgboCGnJQaFiO3eeSv+JgsGzaXFaMLF4RyiVauO9t4uVP6g9CyghgKWe08zABNQIXDknzrm2S1hA0vNYwnKGI4IRO0JEgWXRTwRl8Engz58meq7kLKSFZxFqhRwBIgZqRFYc3ucoyx+X7JktqQSeAqMxUhGIlpAeVL66s7UyqvOTrJa856aqs3NY+bsffnTyYHpt88poffLqlZ0/yN/u2lkr1gxr51w9qJx3kmIgXq/GX3zplZ/5yvaf/ptvv/PhO3t7H5oe3nn3b3YuvzAabIyGa81gUlUVggbCOlQ4xBJmiUAETBiYEAD6PhGzd0EAwRiQERmgu5BYKYBKMjMDOZ8tPVsAkgEWRKypKRqi4wYrRqa+752noXdl55lElsosGACocy7UwVeBPIWqQgoEBlYdn7TTWa8pJyRGBwBf+7mv/fJv/Mb/8T//T3cP9m493u2z1X4AGcW0XM/aczefz09PJpPxRTog2HKYf04cxQvvnC5DRo1ITdQMCV0VBuQq5yvvPRIB4bkuTS/KNnZlNARo5wJSsGEz8FWoB81wvFKPRlzVXA2quonM7D25QOjU8GIv/XyF8uwOO09OK3vF4kQEJgUpITGgmmOSmGIfc84GSITMHEIo60ETzTmfnZ01TVMHX9xJkqJzbmU8VlVJJUMaEdgISzna5+SJizgu5q7rusmgGviN05MnqZuPKVaTMBgMmvGEq2FUODg4e/fOhzvb7QtXr7146yXJKZOQ9Ouj0Zc/95mXbtyUlP/m7e99fN8fT88+ePw4A6qjs9k0W44pDd3Yebp+defW1Su/9Atf+ye//Vu3X7yWuoWL8S8BV5zfIbrq3DZSlcClbOAQCQyzkJ5TEEpuUTAzgHhe2UlRfquUVPc+Rpa+08GwrmuoV5yYN/GWazNFYMAADjM0oU7M7AkU1m7cev2nv/qN//P373eLq5eunB7uvn//4Us3t9dHrqZYgqAAsgUTBnNECIwAEYCsEJozhwyUBQkViEHETJnYUMFAwTQTc6WWUB1ZgM7EeovQLQQRPFVATqIyVLFvUwekHoBUjZQUnAqImIgqsCmagZialhMX1VgyKBgKYC4ZBcgCKkkYEwI6FCTNANmd+8vw+duwILDZozMnCjFLECQkYn98djwarJ3Nu9/9F38I5H7ll7+uWRGR0ZhUUQiVQQhNQPmH8RsGUkZoSD95e3OR9YH0zNt2gTwhWp6eF6OOi3LwR5pGVRVJqll1qRodDAalTFJVgWVPlVKaz+ewdITmPsWc1MzKp8h7LyLr6+vecdst+kht24oIk3POFajL+vr61ub208Mni8WiqEbLaLx870WD6rkQbBkATLoLT3B5nS/r8vMMaD3f45lKOSi4UB+YiCgE587DFUriTQGBRtASPlLwYiCQrTyFMBA759iXJN8S8ELLjG4Gh+gDF6kAMtfNyIWqTXp4fHL/we57d+5+fP/BvYfH9+7v9tGYfRaUrFXdoEHXp5xzKEJRg0ubK5///JtfeOvN7a11H8gzEZEnX3JXicuC2pbpVlSeIvS3iTz/tsT25ezgxztDg/PGyn7Suu+5PpBcNWiG45H3bGiG2OdkXZEnITMXNO7zdxcAnatqZfkDmEovDKy9pjZJ16cYNScEJVAAUs2ao0gSERAxKDMqU9UcY+z63PXz6Sx3vYmCGhkS0Y3r1z+48/7a2trOtavXr9/cubQh3ezRw3R2ekSGbITCOStj8BCyptdvf+IXfu4XK18vFjM0NjR0jGKAyGUgrhkkm2ZGcwxsmTSbZURgRvPskbN6WbTlDeacAYjQOV8NN9ZpZfze/geH8WQw3ojUxrarKl9RaNFLpXVFBJcJXEXVPf9w9zSDFtgDu3MXvIKg4XLzAIpLRAKYlJALtXMcOCkZqaoiFZY+K2kJNmZH7KvxyYub4gAAIABJREFUyupksuo4ZJcyeRPoB4srV66sr2/uP9w3UQbHSOBcFsHzEW/OGYFLOVA2ZOXBycxMHh0uczlKvanZUNmR81QPa8zoyHt2kGU+nzvipq4GK8PXX339P/iZn/3Vr/9SzaGbL7TVqCmEUNWhFJ2IwD5ACKBzzTH2c0uREQhNU+pi9t5nUxCVvpMUMauqarsQMC2uwhwhCQGzz+qbeRbXDLc0YwmTsucCfi8S/FCB0TFBYKqQ2DkPLiDX5CpG8p4MAykriZoG4oyqK9VkZ+cKMUgUZiYf0IAtz9vFfD4/Ozs7OZ2dzbpp23e9tH2a93He9W2f+yyp1FEIilCPvAs4WBnUw2YybhgxNBXVqF5YwBPgFEzE+hxiXxmNFcfADdGQm8loNBn69bCmMDxIYb5/0Ew2X9zeeXe0Oj86aVZDWEgNEbAnAxfB54zswYFlfXlza/hGs/rh/fems48Xi0PQgDwyQUBhjKDAlLJ60LOTw4eMvp1av6G6NplMnEZf10U84qvKzGLXgepgPMa8lAnEmAUsgSoCJ6zq0DFv1oPba83l1S3u9O6T3Q5zCcVeJgEDmGShoGoi2QyZuTDGmJF51DSDZtTUw9GgGQ0Nkejo9MnlreuXr+7sPnx0cjrdvrxdNWKLyBbBlNlXA64bF6qKK0JvfuCLQvg8JU8k50HfqKrkZddXsMZmBslUMzBVVXCBgQy9sWeuHQYAR2zC4hxWlUeuqJwAjIX/IYDm2Jw3dubCktJuyKYMQECyxHSZMZH3oYwjzWQJdneIiCLiEBDQlJ0L7IlYHCOTl+Ccc+dNBf5EqguVr40AzrFn5JCQGJBJyQBAnBTECC9pUmUKREUftNxEFXMjmtOwTGYD0HNTBoCeT1WWsaZmJtkE2yUumwiXo9UL/suzH/S5R48iKJ+HvkVFpwbSXb++A7ULFo9OD0/OMqZ5PRz+4O6df/17fypP9Rd/6mc//4U314hletrNTnXilwAC70Ltk+SG/dhV6wl3Vta/+J/+4z/45h/MbLqYHjx6uPeNb3yTcUgUnCMOjGiMGEK4fevVuq4rXzM776qi/UGywWDQNM1wNPFVHXzDvnIurI7Os8uhJKAaM3pX931fpsb4LMYQsbRSpmZE7JAcoTOjlclEzvl9nDNYFJHcG8JpEdBHyKDZSd0pYWe+aY7OZh9/8FCyARgzEOnlje1/8Itfh6Z+cHpyYvA//vP//f7To//uv/3vX3rjs0xC3mcDQ4gSLUvDHtABAJgCOfYNsDNvqtmIZNnIUomsNTBTAg5MrIiBXSAk9kBeaRncWtxwoAqiZZgLoqBFcJ+T5MLz86F2dcNV40JFLqD3xg6dI3IIrIaKxOfRFz9xGE2AbIjn4HA5fxRqlr6dLwgIsJ1PZ2fTdjqLKSGiC34JCGQu/qh2sZiMV7Y2N733KaXY9eXhJiX03XsMWPpVVWXvMliMsVNtZ/P5bJb6iGpvfuLWl976Gmvfnz5N/WzYVPVgVDWTs6h/+u239x8dxra/9/GDxw92N9ZWNjfWB0HTfPaVn/2ZT7344uZkcu/jj+PR8Yqnw9nZ7ocftprCYNBLpsqllAQWi8WC0+K/+J3//Dd//T/eWB3MZ6dtnruV0Ts5Ne3pfcNrrr49Wn3d134uIQEtbwQzBrDyWUdnMjDNpgCYGYo3OwFEQAVdypRNUGbH3cLH+oXaudr54LygFssJA3nPRthL30sykLVrq7/wO//J2suXv/fP/rfZotvZ2nl0vH/w8eNXb6zfXB8N0SAaQI5mPSqYekOnAEJR0nTRdQaAIRtGRDQopGSzDCCmqJYAMXWuarwjlTZOD6JE5dqcG41dhQjW+jTrU2dkzlKNOak0aqZZi/JXpOC3ipwaVE0NsqqKqYk3TGYqIgrOwIxNAZPFXnrLmq1uMCPEuUjE4lwCyEshWFltL29KjCkqatXUxJSSEpIPk0UvgAGVf/9f/snu7sGrL7/4qU++ujKumoodqmP1TAgCYNUSRGSFm6emZkLPKB3lNhcALWkPF7svBCuTITPr+/75NMXlCUjEy5OHzJZ5LKoSQigcGpGl77Yc3zn3zEzEBYDE7J3jEHxVBWZnBn0XF12XUjaDmJLkVHYLm5trt27e3N3dHQyGT58+ffjwkao559VsZWX1zTfffO211/74j/8wpX48HsYYp9PTnLOK9F1c1rIlsOUisNJiQUaWVR2WfHmz861mcdsvdYUhUO3DcgWIQAjuPOt2iVohvvheRHTln2oKoIZWdlTIoQo+eCuMHEfeO2YmZ0xYhRC8d0zBB+8DM5OrT07mewf7D3af3n+4+/GDvQePdp8eHp+cTmMUH5qUMqIhcUoJVDwzk5rIZOxef+3FL7z1mU988vVb19arum6qyoXKDNTAcbWUWBRgcWFu6U9Wd/54hMOPJOH+W3d9f7uQApfYUAVC5pWVtdH0FBnBs8zAxTpPW1vmvC/9JUy0ZK5kgZTFYTvvkgh5JuYGrAcwMU1mUfNskWZTjRGW8rycBXtJPieXeu3aAnYCBSl26bNZO59Ln2Lb5Zhyn3ObQWl/b++nNrZi7I9OT5Pqv/rDP7p2aePl69fybA45h+zMORBz3HisxoPRL/7dv3/z2q1+2geqlqDzi/RqPVc1ihBkjwKkSAKQs/S5GOpAxDSrppSyaDfrQVANyfFgMFq9tvP2k3t/9tG380YezFOFx6vjFZeqgfdr60PjZtG2dY1VVa+url69tfNnf/7+k919U1GSDFi5SkUdIZEZgCmYmEJJpQXTVArlMtcnRCMFQDMtNEBgc94JaIbMFQ2bydpkfTgYI5CQVw7aScVVEwZs6NERkoo6cI5RqlzmLmpY1onlniEgJqay5kNiIgASiYikKmoZwIiQHJJDFxw6Gtbj2oWK/eb62luf/vTn33rr9U/c2lxfH4TKZ3KCw0mjpXp0VIjtAkpMQGi5706fxLYjhIDMZKgqKaJJ7OciWXOGnCCr9imnxH0bc99LAjA0IDVVzH2yxo7nnWcH5TqWT0FRI5f2z0xRgBScUkCogAOwB2YAr+qzOkKPoQ7gQCyCecjgGFFwc319a20DxFSQKbB3ZIrksmozSFHAXAWhTcezNs8Xab7o87zrF0nEIEPpQCH44L1rVoaD9UHT1Fvbm/28DaG2iUuhj32kbHXfX7HBKo+3GhgDrxkNUqpMA6jv8ig7OJpZoDHqO2f3/OblF69cvXXjxfe/9xcnn755pUacYZr2A+8cIoMTA088ILjkaFixW2leHIZFtf2t0zPImuet9kkBIlCftWMa+bDheMOFK+PxuvN8No+LjpvKydDAEEmkavu+62MzHEmKbIGUFFKFToGwz13bTp8eTREWqe0ox8ZVDX15eKmCxSHndmi54cRJIRY4YC+QUoKUEcn70DT1YNDUTfB1cM5VvnG+YgqOq9Hq6OTwSOnS9vXtyd3NR3v3rsnmjRvbo1yt5QWQcaCqYV85IsdYE4VsZ0jonffBE5KpishAB4Bkauf2CAYDVQVLohkBnXPkCBCQC5eYyiIREk5o0pQMNPLBBUe+2PLVlMEABUzYoffErvR457MaNhEVUVMLIQRf0XJhp2jGROwYscDGMmivulSqABidO3+gKDCXWv0lBI4KfMR4KaRQFF36G4p6lMMSNO0q57zLuAQjO1e8r3QuNi9rAYPlZBkBsYzGCoMEwM7V/UCIasVkU9J/UEQyxos8YceeuSR30gXuRU3K5vX8x0PT5EAANGVJBlHR5fal2y+CLYJ0jURJ87yYr4zHs9lCAet6eOedd69NBs3l1V/+6pevz+xffPe9xbyt69D1LVQoCwNRaHWS7PC99w4e3fnqmy9fe/3KnYcf3H/49Og4Ls7y04MnZ7MDgK6NSQQ5+I9/8FdEBgaqgEhZcvA+pkSIhgoYvK/UKOeKKPiK1jdG16/fuHxlZ2t7e31zs65riAU4XFZ8SESmioDecU9JRRbz9uDJk9lsvpgtZrPpycnp4eHRfN6mnEQM0IovTknB0HtGpLpy9aARJVcNq8Goj+Kc//IXPr21/rXN9dWV8fizL732xluf+eY3vvHu/Ucvfu5L3/3zv/z9f/XNT77yf/3WeGUwbsL6hIe1mYuLo8m4xtrn0vUVDb9jUA9gIFnx2bj3oiVXyUxIYMjCmrGgepG8c2oFTCiQI6REOaYYY9v2i3nXtg4wxb7vOgPkUIWqCVXjQgBfgQ9KLiETOjXSrFiuu6eSTf2TVUhiDEBWuJRQvA9p0aVFO316HM/maDA/PTt5ctDNZ8BcVVWog29qch7AsmRV67r+1s3N27dvm9liPi86taZpBuORiZoKKOWcu64zg0HTvHD16traKjvae/Toye7u6fFp8H7RTccr9c//9N9dddge7vVnZ9Oz+fG0O57n1S998a3XPnl//+DdO3cePHxwcrhLMlvZWPc5XRsPeHp8fHyw2N1dd3a2//TW1sbi1rW7jx7vvHB15+YLUeR777ztkP+j3/6Hv/or/+CVl16sPbanR9ovxiubrtIFa4+aYu77fmGyGKy9XA+vAU0MR70yADkfHFjuOxElNwNWR5EoInRoncECZQqYlrMbMywfe8Xcdgouc/DVwDVj8XU212cQIxUFH7Ayse5YFsObm3//t351az765//sf9hL6cbWtnbT77y3t7g8+dSNncBMGMgi9xFZES2l7KhuU5zNpXOOa46AwohAMffelKksBcGAmJnjUHrJnSTJ01lXT101YORynnpEjS2mnixL7C12Rm5JUiozCivzCi16yhKGiaImAqqgvWQwNdCM2bTItyRZyG7e92JZlbKzXAOJA5TnxlR4QfBUM0QHaAYiIinnctp6rgyQCND7mPo/+4vvfuvb37165dIX33rjs5/55Mb6JDhjMkZDNKEUQjCQnIVIHIFqzj+sn0BQMEFc7scu4FcXhOViclvGuD9nKSYiVWMmorLRFgBWlSJYN1vO7VTFzNx5UufSGrqcxaIZh+ARyUyz+mIOZyaiquwSr13duXbtKjNdunTp7l03n88NyDlniNvb2596443t7e2rV68i4tWrVw8PDy+YosGHlJJoRkRPS6seAHhX0XOvZ8YFLT5T+pHwTYdYMjTKtbpwCZauD5EvNKKmqEuwNSIgEWqJsGVkx0jIvJwKl28fjhsiqqqmDlVB1ORk00X66N6dh48O7t3fe7h7cP/Rk/2D4+msE1UAIXaqRsTLpt3EOcwpEsDVy+M3PvXal7/42ddfe2VlZRycFNMGswuhcb4CoqUXAg3OKTNwwWj7d/n3/p1Al/MsB/yJS74ff7EPKxvra90UAOaLkEX6lMBNVbUwPEB1aX1EkpSInERQEBVJsUPHznvooojmrJpUs1iXMPegAqDEZbNsmjP1UVyLMOUirhbVrLHt2vmsW8ympyeNDxazdokMVe37b7/zm3WdVID5eDa9ev367as7LnaXVjY+un88cFVK0RGTkib5ype++ss///UKK0EByUXxBKB2bgBbXq2SHWMC0mcrQKhULBbsGDLGmE6PThScCZigAVX1aGV9q/X0u9/8kxM8XBuNTg9Oh/OK46IarQw3tsaNF4gqlieOEMmjhPj64vp0cdDOOiBf9oyi4pnNDEnP8bWATEaYpSM0ESliG1uCH8hAlimfCN6xqWRQrnAyWm2qIaNnYCY29guaEbrp6Xw2XaCSI1Qi8AiK4p2oGoKQGpGAQYmsQTA1VEY1ENUsoBlYu5QhiSNCx30nYNQMVxJlUB6P11YnK29+4pO/8Wu/9tM/87XFyUluT4PzkMUbMJplAREKPmvGDBnNTJg9IGdLELu4OA3swDk1Rck59wDatgvHrJr72cJSlD62beuyZMtZFcgcc0WuchU5Plu0bdtBSkAEBsWHXNCAasZUsHqKDikYBDMWoWhkSkbEwgYeh+PRYDwy1CTOTHIfsROvtnPpSu0GqdViSTctFhBrDKNAVOoyCsSztntyfHJwcnYyW0zbHLVMqoEdOnZVcMNRM1kfYpDe+vFkdPLkiCicdPOEUXOqY75Vr/+9669tJ09PnsjJWd13dZQAAGap0wrFuWbRx5UmbNXuznvfv/m16zdv3/7XH3zvr/rFT29tbQ/C6uoqzmcxtUac1CIZIgwsTZytr4+fLtrk3c74KkfxMcG8J2B1PEXMo1GshlcuXdker4acue+cCqh4ke7gsE9RwMRUkCbrG8PBwFW1AgkQmEP03kgVk9ikrr13o+QAtB5UueJ+VL30xqUPeX6f5k94MfcZnZHl3HcxW9GVFP+zr1zTNFW9DDRm9kyOi/uKm0Wc7x7fW9248cLtW0+P9z989PjVT3/x2vZml6cKGZyWpYCZEXmmKmpepsk7V0Quqmx5GbFdYFV0TmI0nAP4c0Lm0qrkivKfSVXdIlShXkpUHHtXeeeWcUqS1bLmZKbekXOupPWURzYiRgBlNRFEDL4OzhfJiYiAKREVMbZqBtGs85jFlBWTFkibLqXexRoNz530mJdvhYl93bhBTcwEFjg451xVVVXlvCfvfBV8FaDyy2vCoXg3ANA5b+eYRIGyWAFDYFNELPRmW5YZfIESQAM6T9mRbOb1Wd7SEojifkSptDx7z0fYljpPAih9TgkoJqP2bDCuYP9BPt1vtCfNc5HYRmtxMtkgro6eHN97/+4bw1d/6uXbN1avfHjUfuu9D4IfJMu+DguciljqZO9gf7A+Ojl6evtTqw3NJ1XeXPUe3aktaqyufub2tZ0hUgZkVXTWl6EwAPV9v1gsiCjmNBgMXrr98oNH+6b85ODk0cP9d965czofnjytHt3/we7BPNR84+ZLL1x/8eoLN26/8spkvMrsUx/Lm2/n09lsduf+Dz788MOPP3j/yd5e18Kwge2t4XhYsYPNtXEITAyjUc3MarBIsLW11XazD+7eWV2drK1vxmxbl8bDyTCEyXC8fmlzZ9yMX7p1c3V1Ne4enx0//e6f/0U3jW994St/8533/ul//du/8qu/lOaHi0U8e7zAyrvh2FXj4cYN0IVSc7GbNQMzNFBynkzPa6rSn6uZEXssLk9kJF7+utFSF83MMTJC7hayWPR9KzKfn53Np2ftfAFZDvb2jo6eooFzzgXPIYBziphLvcDLOEgxYChRZSUvSp9PCcGL9DIFNiQ1BnSIasiA0van+0+7ahpC0CztfN7OZyC5Ga+Mx8OmaYpuK+WY53ORGPs4GAyvX78eY57N50XOBgCj1cnZ2dmwnhw9fRpTvPXS7e3t7Ws3b3z40d1ZO1dJ4/Go8tduXn/h2rWdXmcf7T7+q+/8m7/3xc/tXHmhDU8HcBTydC1YGK3d339yqcIbE/reKB8ePv25n/vZL33irY9+8A7OZ9P9R+NmsD4Ic88bTZUdrw2a/+wf/cOf//rX377z7u/+y9//xMu3f+ef/vZPfeVLw7ruZtMYo8Y+oEJKzuURSnnat13emx51GdLaoGYjg2HAyoDRUKVnVO8V/a5pVulUZjnPLc9VZ5bOTBZgF4smLKEZCvtZ0GiQmxVnl2i0hWGFaSTJLFOMguxdaMwg576pq899/T/8f/7yT7//zW/AqbveNKPhxrsfHaZOXr51eaUa5oU0riGSLkdDVPA55T5BRgIjI2dM5+BGBQUBK6ZMEYtR+9R33SxpC874FOh8Oz0aucFgiEaSEQQtIxjEpOeDCrNzsXHJQVA1BbSiDjNd6myQwNhK9l+pcQUtmSj2UQ2FKsvJVEp8WakK+Xz0gBciz6Vg0kRzUitLs1y0lqpasJ+S4eP7jw4PD+/evfvFL3zuE6+/1AwCmVW1b1NnDAwkiqIqqEQYHOec8MKiXYKD9AKs9czYVx4qz1P7L3ohIsrnIskfKuWZz/Uk5DwvnX52rgsttm99ls5HtNw6lqYSEVXFTApywzk3mUwAYG1tbXNz89077wOhiWVV7/1gNGlGwz6nlDVUTTMYubNZ2aeZmQueGFXds0VlCWejTD9CKAUFAB/Cs9Q+vTik7Dxg1Jb2Ml7+QSZkImQksqxlypp1KWfBohLHImPDIkmvKu+998EVbcBgMCozXecr7+u+Sw8e79679+jx7sHD3acPHz3Ze3K8//Rk0SUAR1QhZVU109J/YZFSmzmGjbXw2qsvfeGtN1995cX11bFjdM4hExA7Fxx7Jo9AZnY+dXvmpCcj/Ukkz/+vXj+kpsfnZmyIVVUNB2MBSZo5eCMEIkNGsPNdLDM6QkRAZ2QGEjMw4xKBLRpVkuaUYpdSlywlBvUMRCWwhcBUypKwjw7mhA7UJKnE3HddN5/HdqG9ROn7RWsC3lcIcPPmzS7m07OznesvXN+/Fc9OEbFyPjs/boaau+70lIfjnNOlyfbPfOWnV1c3c9+DAiJT2WUagZliKe/o/LxQtSw5urLLIjJUdi5433cpxZyStIvO0Jmhb+rR6tpwbf2dJ/vfv3t3eCXwKcl8TpuTNnita9DEkJlwFAKjq5ySc5ni0f6iGePsTAVawiabAwBmn6VfHl5IiGwlT45B1VCLi3BpzjEEBUXNhETES86QIw44Ho2YKKVkaLCEL+B0Or13797JyYmIOPDeY+qV2TFlQDRUZJeX8HTEZRizmRTwFgAIEcXYOWIESClrUibPniRiXddb61cc+Sd7+4D+//6jP2nqwcu3X6p87ZEUsevmwxCQwIUKUEFySqJkxOVzj2bGkp1kVFXLpGKaNSVG7OczCM7M2tnUYp9i7BatXyK8FY3c+XwHiNuzeYypUoULw9NPGHAoOwvBddBmbU2TNwIwRUVXVQM/GFZ17YGsMsqF4QM2aurttcsVV5oXlkuCZQnXETE0pGzQxnR8Oj08Pj05m7ZdjCllhaLUXprByVzgULOvuUuLGDugquv6tu1niymp2qLnKb68dfVTl2+F3bly12FqmNEzSAIHIQzB+dxFrXi0Nnll+8qD+09mZyc7L+zgaPSt9z9+dTBpoo7ZAzfVyEOGGDskA4mUc+1ovDKuKp+JNgbrLmmVBNvI5Hvvnqic1YPTwQiGK0eApLY6nkzq0LXzJi3CqNoIQRT6FMNg2KysiGMzy2oKRm45T0IfhqOAdc65r5zr2kWOmluZHseVl6/eWlsNw1FFs2OadxBFexT25HLOOavYMkycHTmHziGSIkYEcw5CcMHR9uXJ7v15aNyVnZ13h+P9g3sns+mVl64ymFICFMWslsyMgQgNMFwo0gEAsoGisi5npEal8inSdKWlnAwAVXVJ0iYlx0TI7JugvsgxDMFzCCHwUhImGVMCAQNT55ync4tX6XkAyBQUDJCQGInPBZBIAIqE6JAcO2BnzlgjAiU1EDTTkvVrIBfIi/Me7HmVJRijICQ0oCJCRvTONRU1DQXPwbsQfAjiCQCIfIG2FYWnsjvnhykQlTQFAGBHhTtZWmAgh8uWeAlBLigXMyWvSmUnc6H5p2WNZLQctnIpyVBV0fH5VLtHMEBvQGrSDBoAg+mxLaace0wpGOQYKYeu62fTfmja9y11rZ6cPN6d9mez2MU0qomIPZGnro0HR8cHl5rb40upi6OBZ+n7+REIOnDaz6GfbgzrjUGP0Hpfz6cxu0MV88578igtN2k2m5lEhyupA8jHt27cXp3UV7cvj0enH98bdTE2w+2rp/N3797/4MM7j/d25S//4vL2C9dvvXjl8tU6BAKczWb3Pvzo/oOPD8/u1XVtuVtfp+tXL01G1dpas7U58ayrqwMfzAdaXR1VtXfOvfPu/ou3rhvEK5vzq9cur2+tn00XMdpwgm9++o3pVE6OU0WJMdWsGtzZ3v7jj+/fvnbr1tUbG6sb49W16y/dPPzoHeimp48/2t/fs6p+/ct/B65sQDXk88yw865PAZCWc2Bd/sKgxDJZAfLYcnFsUJysog5BQSBrzDEtFrnr+tmsy2fHBwfHR6cpRsvyZG//8MnB6dnJ5SvbZQpvZikrqrCIpFR5j4hqSCRq8ON+E3w+KhKf2deXn1A1AOtm89y1vXMmGmPMKbF3vqmHk5XRaEQMANq2tJi3xZaXcw6+Xo79icl5X4U+xsl49fT0dHV9/fXXP3nz5s26ro9Ojt9+++2q9sG5q9uX2sUMJZ8eV1ZzN+vefv/up15+eWX7kkBl4GtfkUVtpxMnvD6ooZ6tj9Z9XA3STc9m09OT+XS1eREHtScKwV3euXKy6IfD4eXLlz/46MPf+73f/9Z3v/Nrv/7rX/nyF+rAZ6eHpMIiqZubmQtjB90KYWaJah1Zl9ozOcZqsNKsDxQmYN7UO8sEC6au8prknZRiitPUzzTNVBemLVtLlHAZY1eKflR22n8IUAE0OY7nccviTj1+oaq2K14PfkI9zBcdW+W4kYTTTja2Jr/x3/yX/4vDd/7oj914/eWVleEm39l/ktzBKzuXLlUrpD3EjtmDA9JKtMuCaixGhgRIWSKyM7WsOSZDk5xVNVNrfd91qVM0YsAI6ME5IA8pOHGuyDhR0cDYhb7XZyugc2fquTMMzYqP3kwLXpIQGYHLszsbWsEXZ8tKvQBEYdKcis/o+QkEPmeAWkoXyICRmJmM1MAkEXkyVhEiruuaGLrFYjpvv/XX79x78OgLb33mc59948rOVgbjlGPqnKMquBCcSR9zFEnBkZmCoZlgUaOpitHzAeUXX5TG70fWPqWYen4FVJol732J7nm+e1y61+iCwgzPd1ZL3MuPpsmbiHh2VVUtFovhcFg1A1U1IAUBM0+uauqqHkTJiz6i866qoWDoDYtp//xowZJZXKo0Jr5o+XBZjS9nos8RGi5yQvE5s+Wz1zIxJhuwXqTuqpqYXKxGAYDIiJSZEMU5ruu6CsG5pbdEBQeDlappui4/urf7ePfgweP93b2Dvd2nu3sHu/tHs3nfJyF0SGymBKimiEVdpgUTBwqXLw1ff+32Zz/9iVs3r09GwxIExL5m8sye2JMPyK6MI4rEr/BcyJbVJF3jAAAgAElEQVSG8H9Lgs2Pu/vOtcH/vmDPHyqOn/dBAZR4CrS87KIRnQs5a8HwMDMxMyAaVexiSg69kaFkAnYOU5fM3IVfvNxaqipUXO6IJZ5XAVJWyhUlgqwCOUpqu37R9YtF6vqcokZDoxCcKZho6nv2Lgyb+aLrUrx/797jRfvTn/7M9vpm382OHnzMSGSwWLRvfOWTX/jsZ2DeAjEu8QLFEF7oZudXpkgFNFtOKkk0neOvioCJUSHGjEYpZVc1rvIUBn4wCuPx97/3VyezmU6b+LDDJjW1T+Phol/MZieTQTUcDuvQVDHNfeLAwHl/9XBlNRwezGOfEWOJoztXOy+h54AKhTdFha6OxcyHAAoGkowsq3oM5BAdErKrHDtHBH3szs5OPHkihyrz+fTx48cfffTR2dmZFYwzsGompyVQ2IiYCUiLobSYXgEIRCxlQSXjTGikqgbJckyg7NkzVED+5o2XQejRg0db29cU3NHx9C/+6q9fef0TNbjUtzkJEQGj5oQpYeXAsoGQIWFBowtKlrjIfQcELjsxAVVLvRKkrrUIOefF9Ez7BKKQBWpPzM4xOax88D6YQNd383bRJx2WZeVPvtUVwFzgZuD7rsSiCXmrKhcqrhsKDXmn3okVlqxkMRCB8Wi0vrLuySVgR2ZGqqKaFzF1Mc3b7mw6f3J4uPf08Oj0dNb1vYghlSu8BEQUHcHQUUUCfYx5Ok3jcFkAjw9PaCCBVU4Wa3l0c7wRsEknh9oLmkM2yAJoQC5KXnRdGI990yRH65PRazerv959sPbpa81g9dGdh0c34mbqZtKPKgeI4CygU81ojM4hQBaIilksHk+JCY0l5RbyXPwx05mDO/PpRw8fgdGori6trVzZWh+tjt5qOYRQ+6BZXErIDtQwqxAYolG5d7WM3YBBVDILMtWuCQCLxaIWPbj7QVyMYasarQBOwoKhM/OeWUzVZxVVyJZFxEwMExAt/e2WoPA/qN7YWj06WOTcrayOV9c3Do4+ery//2LacgV+XA6jZZJcFlB0hmrPuPqohkqOz8XzYgBmDkDMtFjsgKjYikVMLmApRCXc3Dm3/J+40FyZ0HLOspwlLUtnMzQTk8LDEAMwIjiXaoMrnRSSIZoV01eprXGpQyE8R3mVpzTxMqPvIqYPf4iGCYCQQDqLM+mbyteD0JJlZ+rUWLjAhFjNmRIgopAyl6GqMXvk8xwjspJzXeIHspXQHiLyTFBmfWjE7MkADRAUVZZkeL14nFBRRJWUvxBcGV1btkLfACY1Ey2x7EBgwiiA4qiqhhB7PTuxxYJTb7F34FNW7jTGvAA2SxkNY5+Ojv/62+/e++AgKjgOCiKwcN5bi6c6f9RPR2fHrfSDprp8ef1osT6dH8+mZwQ4rHhcq/UHptOKJ23fzvsnIYTV4UblXVzMU+7a+QkR7GztxPYQ8qwKuZ0+ebJ3HOfH165uPXx0Unm/tVmfnA4eP13ENO8z7z7ZPTg6VvuOiTEzqqlkAFgdh+HIb6ytbm80VWW5P9lcZ0/7Kc+6rvKhJsLTM2kPWgBtws7i7IN6gKPBaVPTsMpNwL2Ds25++uff3Pvudz9+9faXrl15HVN3ee3L027xaHfv6f7Tz11/7WT/EJI8fHDvO3/9l6/trE0Go3G/iieH6nmQFnq4R1ubAINzZjwgWMHIqwpZSRcELMTDJRAIoWCjdZm/LiqqmjWpZjXJMVkfu9ns9Oj46cne8fFxN+/MrG+7vcePT46OTXJg571nZjUTTSKiEssWj4iK1qoQpBEUgAEUn1v3XQyjFUHA9EIEZQCiKjEL5T6eLy0wVFUYjkYrqysrYwYUTUQ0n89hgTHLycnZdDqt6wECp5T6vgdDVZgt5oj4+uuvf/azn23b9tGjR2fTs6r266ur0neaY4oLZ3h8sLd65ZIjmp61dz68txKaGtw02cnxSYqdZ/KeJhW2zjYGnnN99vjh/b6JMaLZvG0HXV1Vzc6NF87aePDhvQjw3bfffvT06N6jx5O1re2r1z1j6mNsO0dKBu18Jn03rieub4mYsoph58AqoMXi8dHenVur10UGYIoUqqCsJ7F/2nVnSb6dc5TUmbRk0VFGjg4zu2dB4aUsEzDOmc2buj7WXRz03eZ8drXyOxuDG5PVl+p6BTtrexUKbN75ps39zc+/8Rv/1T/5X9v+gz/9c8zw8uWt2tPdvT1Ct/rStcY0a+8Ggww9GItSFsxqJqYKotLFXFWekFRQAMyw71VEfE4JjFzwHtihkTpHLvB4MvTeEVEuyIjzhkeULwz7z5MKzUoGKQCgKZbZhikYoQqUKKVkqsYg6pSSWRJFNMrSxRSz/PD04XkHsxGACZRy1jGKIhbvDZhJBiTnXM7az1u1XIdBQnz0+Mnh4R+99/7dz37uM6+/8vLWqq+cGCRmHA5CU3tkMMuGBYmnZmjn7xGekzXa0oNuZbv4XFzMs66MiwYD4Nk/iRBMRTWfP5DOw2GJ3UXqmpzzYJ5pI82eXyo68iWqraqaqmoWi0UzHJXJDQAoILMjx+SCq0I7j7HPRTYpgIqEjtm8gRQfEZAh84840y7QIz8cg/NMynjRw+jS0YfFAUeIpXZWoGwqgogmollUVYGwhAKVw8zMGJAJq+CrKpS/vQ8hBO99qFey6vHR4vHu/gcfP3j4aG9v//DJ0+P9vYOj47NZGwt8mgnNCqUACx/VQFWAEIKDydh/6pOvfOHzn3n51vWtjdXg2RE2VSUUoFhGXEXsAUng4j2XVCUugY2opJj//9jyLa/h30IJvbgf7AIX5JhCRVkUsFRkZWKNamggfWRmVJW2V4bGT0BBQBWQ2FcDh80AUrbYp9wiLk9+AzZgMUAx6jtENoHUpdR2seslJkmZDMDQOdaUc7LRaLK3tzfv2sFw/IO77z54/OhkOltDYKSVyaTe92hSeT/rFoN68NUvfWV9axsWqYi4oERIgRoiIJfajy9wc0vdkUBMElMfe1WVpFBZSskEcta6GvnRWJzXUFerK9YMfnD3rikePzmz0zjc8ONhtb46mg+qiGrIlR9Uvqpdcv0CIM9DHq/6S1dXnh4cnz6BmHpkZsCu69AtW+Hlp385kSv5nGhwHuihqqhgRsXvw0TM3jlXeyNM0s0WU1Vz7B2RZjk8Ofz4wcf7B3tZUxUCKCFgRmFwBqK2FHadp78oI6lebBMTAYs3RHMNz6czzDjwQyTOHQwHk0ubL6SIjx89efX2Jy9tbt159/uL+XTYjD748P7L2+vBswteUgTLhpIluUSac1kOU1Yo8K+2y4tZXEwVUIkIFNQk9YhmKU67ruta6SNk8ezq4MEHF4pwiD2xCc4W87NZ23Ux/b+8vdmPZdl1p7eGvfcZ7hRTRuRcWVNWskaySEpkU2q5pRbktiirbUPwk92GYQOGB7gB/w2G3wz41Tb8YMBoGHAbsmW35TZaM0WJpCiyyGKxWFU5Z8xx487nnD2s5Yd9IyqLpAC33XCiHrIqspAZGTfu2Xut3+/7snns+XMDwqeKMQQAdc72Bj1PC8YItitrU9W2KGxVOTbAGFU6QEbEFHxsfep8b6calD2HlkxhUBOLD00I2vm0bJrpbHF0fPps//Do5Gy2WHVBfEwhKea5D64Zws4Z6lssUdGjRlWvLOQ4Nn53WPFqbjp+dXRlxw2gETAFlSVKgmQgxbBsm+XyvGmWEF+9ecv26unJSfvs6dW9O/bkVJrlzs7e8Q8+OJ83dtSDyRIkQmyEjRpjAArjyJYxyvF4/PDkvPUJBQdlPairEMJMZFrYaT3wW6PDoD88nyWVOsV0+Gyznb1+7+47u9t11WM2hWIV4/J80nnfG45S8NaSEEcVEY/ICphSYjZAGnxT9fsOIKmUto9hMV74mV/V3tXFYNkrZgRgiW0mNEiMMUSIJF0UlZCioiFEQkUVlQgJxdXeFTqbnm3UL+3tXn3ypHry5Fnbvtov8/E1KHikRKAKgoIg6xMOAmtO/wCgima9tCqRYc5FWc2hb7gQO6omUhaMEYCBVRkRMtxPFXBtpdH8wAFMCInyKIuyOoxU1rrwXMtLACKKoKhCKgic6xUX65eUFDJVhRSRgKIkVFBgWO/0SX9e6ym/haEklGgU+mw3euVgkGHaSDYQRUiRQYiUDaxtUBljBapqUZE4f+ZKkG+4RGtUryoJGCSnXCBaEVZdL2gQANcgYZBPC/iY78+IDBBBKUS/DulovKSLhxAjEYqSJqaEzAJM1pQlQ7Pw7VK6BflGY+b8GeyiNUW1PTobfzSZz8Jisbmxw00X5gusBmuiTErojCkIOtxfLXfaRc+as5PjG4t+VZTzyfT9H3406m9uDwUoNN3YwMJ3cTY7O5/HvT2zORwVrppNpo3EuqDRaNQ2jfcyn85P9o8X08X09FyiFtX5tV07b6ah41u3NhPBhx+tEkrTnTnXr+tBr9czxizni2XboCrJol+1w7q4drUibBazprBAxiMvjXPGdbYsYupSM1MUp3axUBWqipljnJ2fsylKa6eTxdn5UTM7f/DRB3230bNFszwPYB4+OyDjAGB8djocVL/2K79cWeMAQMQQ9xDIwOmDnywPHl1/9ZXhneH6a3UhlgAVzg09zcvdjGaR3C8HAU2aksYgMUoTvY+x9U1SSSnEEBbns4PHzw4PDg4OngCAcw4EZ5PJ44cP5tPpzs52XddFURjDWe4qElGsxEDZ8gUYVEUgpUpVaS2pvjTuPAfxRMj3wstdRQ6kSOZa5wGDMa4qB8ON4WhztDFkghgjMjdN5330PhZlmRSYTTYnZwi8c65dNb/xG7/xykuvNovl+OT04Sf3gTGs2jN/orGF0JKkwtjZ+XnNUliLCt/91l8tT8/7zvnZpJlOSgZHuFrOjKHr16/fe/nug0cPT8/HAc8ry4jFMnZXnFtKmC8WR+fTg/PxPMTjh4+5rG/ceeX+k0cPnh4+evDwxtVrhDgdn1uQ1HbdauHaxnRdxyYRRsRoECuDkkIzO5yffNLfNqMhimpK09gdtsv90J4TfoQgDsEaZVKkTHOJ6y85IhAnxZRERWwJlCJGYlwhLFTmYXHcpAcTfmBm+8PNlwb9a5aHTZKETsisetD41StfeOff+Yf/8X8f5ZNvfWf6uHnj1vVq68r+5PyvPvr49dvXtra3YlqSWhROUVOSECUEL6yK2AWvKAUiJiQ0BIzroAgU1rAhdhkloMxonAWgEDOwO0gMnx79RS85Fc8tQGCdXc7bvHV2WIFYFKKCKCSFoKCilDQlCQptNsT7uPIhrg8KBGuTNV1yDtcYWQFUMpkJAiyiIXh2iMySJHRZFkQIdrnqiLE32Gqa+Q++/8H+wcn9B4/ffvXm7du3r+xshiQirYgUjhkpRkXBNWwxqUp+g9Xnr0CX17CsTLjgZekl0jM9h8G8cDnQ5ZXpIh6p+Tyf71QXGzBag+AvNIDP/S/rZEz+6Gg0quu69d1gMFBB730UjZIANCmSYTR21XStD31XAHKI+ZsUU4YbEKEIrsOsqpBEJcZPxd+Q1hH0n+mqrauJz634KJ9cLzCnBhEBOTMhk4oAJgUic5lZzW8mbNRYqGpbVWV+hyqK0hiDwF2DTw+OHj1+sn94enI2Pj2bPH56+Gz/wCfxISGRMRmQm9aVMGBCIkwhAgE4A4M+vfPWvc9/4fV7d1/aGPVLZzkPsiQhMbIh69g6MvZy7Y6ogHIhRspGHPwXec37f6z+W1c7NF1crXMw2GQxIxKh5hE4KoCECKKsoiB11e9CiyKVcw0yIxZoDFsmSk0XmiWtMEnIpCXIolE1quh95vxK6iTGmBU6jFgWVde2pKBkNHWGuC6qmFLwXdXvbe1eqRDu7V7d2Bx20xkTOTbdYtam+LV/6Ze++IV3IUZQJMSLJMlaQ/ypt+ECkYoKgEK6zjeqjz74SDF1wXeRAJmMc7Uai2VVbl/Z2Nt7fHr28GCfDDdt0C5WvWK1DE0QrqpyODJlZdBVXFdGEKEJE0htUcnmVjkY0uxUYgTWSOxiSAYZSC9dGBlCiciAwKCKKIgQL8FvpNkpzo6sMyWzs0ll0SwXzQxAjXEg2K2a49Pj/cOnbWq5tIQMASQBMqwh8pkTqpkvLgCglCjfO0U0gQCgJiH06kmJkDUBoe33+puj3eFg++GDA8LqlVffkhh2dm9840//6J/9wR+v2vbXvvT2599569a1q8bZrl0UpWHV0DUqQkQISBHz4Ry9hxhj26YM09CECj60+VDi2yY0LSMxcWFsXVbBMRvDhWVmEfXNaraYT+dNq+iBL4ZH9FNbcV0n7rQo7WDYE9vzBGAKW2JRkrXMhEm6lBL4mCGH3XLVNQ20OqwGlSsosjXGgnYEAOpD23rtOj9fro7Pzo7PxrP5ogtJLm7j68s7AKAwgTWGelQMnS3UWIxSGItYsEXaKwc6Xl5xG29u3RiKg5TslW1oCPwAppPl+PT02fFkMo3Obty8HppoKxxxcXR4qtDbNfbZwbPrN249MeXHx6dfvnJbSwY/92lFVS+hYEKCGsh4A2fojoJdddhTaTWsTIFFObP4DOKj1eL85Gjw5pcGPNw/OGpRg7fnXWqOx+/E7u297aujLWw8J+lZk07Gi+USDVMMQimKAhJZt/bxACNSiE3n08p307NZVbjNrSF2CxaKvg5tccIpOvFJ2aAgZBNlVFFBFE1JUROhGlpXylQkhShp2e/Zw5MV1Xjt6tXhcOPo8MHJyUlvdEUz/F88YDC4fpNP8UJgm5+eIpo0avaSX742KD84c6h7PUxBQrIXT8OkCddcXbN+zuZhgkgAlCReJOaRHxHmt0URBcrvLIh51EwXZ671W8x6xHP5/Y75v18wMy/0khkLiT+3hi0A2S2tIOqQ+663Pay3Bq6uXFEoZpwMSkyAmApKJYFejpZytEo4CSOTQWQmBiFVyjItJMMimQcPyKxgJHFKGeAYNQlBIhVUSdGTXzswRASBL26z8HxLPz/NMrSmtaa0YlEMKAIEEAUyzq4WM/YZExIlJVRmtlUiIkN1fdo1p4vzbrXcvnL91sbWZm9+lmi5XLohu6KIXQwqCjBNKsRVVR0fHh4/LT3r2dl4Ml0i1b0+RorE3jltZeE1VgWQSrtcMOigV/SqK1VdbGxtzefzp/vH0TcnJ0eaUEHqwg0GYXu7XjTueNxGdGivzVePHz0LCtKFdnnW7h8cMDMTMqM1RgXevHdjZ7siOd/erjZGo9VyDOhdqQLLk/HSzqGsHRl0ZU/m48JZiX7YxxvXhmen55PpWX9wTere9/7qfYh9TGlyevK5V+4Vls5n3Q9+9HFg3D89ns/nMTTnxwdvXn/DegEiYFsURRu7k8f70fGdnSFcG8Nl8Cnz2zWhaL7bXZBYk8SQUkrSpiS+k7b1y1W3WPlF23Qheg2d923woQ2z8eTw2dHp8dlyNbXWVlXFwO2qkRirohwNhlubo7ouc7EIAJJKPgKS6KX3IyUViZ8JKOlPxz3ThQ4+/4MAiMpISVKubSkiWCwH1XBzoz8aDgYjZozJA8BqtcovyK2tnexrjXm9zgYIZ5PpV7/61Tu3Xzw7Pjkfj2OMg35fIO1e2Qltw2hHvdovNHVtOz13ZuXKOqE5mq+a2SylZEAdYd8xJd8r3N72Nplqe3ebiy3/ox8/nUxuXL3StW1zetrf3BTAB0+eHp5NJ22c+tBEee3Vz6kxT7/z19/70U9+//f/6a//6t+5cXUPFTrfQeh823RtY4IsJKo1AiIhASI6QJ+ao2cfuaruD6Tx8/nsWdfsQzplbBzNmdll07RGlYQgyJgUBRDQEBmDFDBhFFRDmJiCwWRwxdD5tNA0k+np2fignTzt3XiTt+4Yuy2Slr71FW+acjpfvfClL/yD/+wf/nf/5X/15DvfvX98+sbVnRibDw8W1Du4O7hakRbGaDIi4qOEEKQjNUDGhCRx1YK1NpEgEllCBlJkv96gESNliZumiIvVas1nUSEFYsjck5TvIRd3lOc2Qs/f/fRyRyQZjpm9eKoRFFUNche7VfKKqOJDxl7/1KJPPzNqM2gwnzMSiAoAJgkKbNAASoixKGpXVKvVytoihK6V4IpeUVST2eLP/vSbTz7eunfv7hufe+3a9d3hoEqpIUyGpS6NRTSslB8OCqiYLiw3KSXRTy18+c52QftakxuZOf3U3uyzZyAiuPxWJCJNKV8XRUQRs+Xvsgf43O3xU0YoEW1sbNR1vVgte73edLYIIRCRQUdExtmq7pdl2fhOkUzhnCsROYvZETmv2uDTVZNcmluf7/XlY/p6jPdciV1VEVk/80llwQDllwWsnzr5LJuV99kNyPkxSaBsTF3XVVXUddnr9cqiMMYBwHQyXywW9+/Pjs9Oj0/GB0cn+0enJ+PxdNE2XbowtLKipOhVgRgQwCApRBAlhbKCWze37ty+8Qtf/sLLL70wGNYEApLY5G0jIGafhM2Ver2UkGJCTQBAwBfFa/wXu9/7GXOD/OwpOf/KTFnIVcyYT0lkFBnyFZc0c19VU/TBWZNirHrlm/deG0/OzyZjZx3VtckQZbYg6M28A0DErmu8b9fygTy2S5pR2Bo1pQSqnEGomMfmYIitLVCwaRrf9/1+/3w137ly5drs+qPJpPVd0zTYdhJijDF0zc1bL3z961/fu3pFJisKRgvGi8UW5ILixftBrq3m80i++Dk2yilZKwLe+5WPoYshpKqoAzLbggfDzb0rixT/4JvfmM3mNKhq7gdoKRnDJTlXjQZuUJuyYC6MGkQokCs2laWqNoNhWdXW2C4RiKZPt9n5yJftzWQQVNDkUl+OfwqCkqLmfCMXrjKFdc4VVaGMUeDk9GAyuS6iRCZ2fjaZP35y/3x2zpYsGvGSJKJIyppeUYWkmtee678HEaV84c+7B4nZ5+yDr8sesVFPddXb2bhuoHd0OD48OHvpxbvj8Wxv58qLL70mIf75N/7kz7/xrbOHHx0eHn7hrdfffft1IAVIoWtUE2qECCqYkhA7UKLOq0QNvms7AiEFRPXerylNoozkrC3JOGOdtYlZCUQ0iPfLZjmdLedN26UAJjHJc0GPn7E2gIJYy3VdYjEUVyp74I4NMCNC9pQ2IlERDBcxdCDqrL2ytV1Yx4ICSCAMiKSxC22b2i6sVqvFatl2AZiMY0gAhiFFnyJcwC2stWXp3Kje2tt0VQscq8opDQabTfT+Rn+Tls2dqv9if9slSCJsCwAHjlZHB/cfPWoPzoxaA4UN1JyvXEwF0LBLy8lia7j9yfhsdPWVsNF//+TZw8XwSgVN9NTDzkWVzBVRQNMRh2LD93wLnVks2pgaG9GYsaYPJuNvn54csvvy7mvDzeuLObXLhbVViO3+wfSbccy3run2ZmWhr9Db3hlWvTSZtKuFTyGFpIBgrCZRZGKFVDBC5QbZV2HKARGtzlbU+ZEjcTI3oXcF43bdOl6mhhFBk6qgGkZNmAwKk2VSyxnIaZjy+2S3MdqcFtq2q42NjatXdn/88YcffvDjq9f7ZCMYzawzwYTZXgUONF1kKAg17w2zDZMIjWFizos+NMqQgIEgpxxAFCH7HuByZbjuCwijikimQcfkRb2S5u9ZRBXAnMZUVMz1YVUkYKLshUuQVOWiyJCvdZjWZTowoHipx13nPfF5ttlnnuYMCpIgqdF61BvubRb9MqioEcjdadHcHSAWxlSULlfoU0xdapZtowKudM65oi6sdUS61jwQBUgCkFQI0KoQggCogrVWAFPyIEoiKqFrW5inruu6NrN58OLksB4fG2OKwiJiCIGZy7IMzI6YbcFEZCkkRGONtav5vBcDxA5TNEAxREB1alLSQBoZG9+FrtHO721s74xmD8/nq1VbjPpFUayoybe+pe+Oj4/7O1VBO4OyVolt62fzZuEPE5nXWt7cgLLE4FO9U/aYuq45HT8KaTQYDKxzg0GfKDbeAy12divRzlhXVLFZxbNxW/fGG1s3Tbmx7Mqd3e1Fp588vF/0qCirJDbGmPepEoNCeuMuvHRnO4X56dmBKu3tDsvNKiZwlTGWmq4BJDImCRCXRdUUBSzmHSh0i4UBLLisbH//yQylKE3//kcPmzl+5Re+OpucP3u2OjydiCmO5+OHDz4J4/P/6/f+17evbPX6xc6wAOTNvb3jo6cFSpmSOT/206PL6BbkLZkmSBkbnfLUXWNIIYpISIsYpG3DctHN5qvZqlt2vhVpY1iFLoYkAslLXRV7e1ec2bsIQiMRRX8rer8xGl25cmXUHxRF4ezaSHmps1e9PFum57Y1n01q6DqjoQhCKJSRzOvl+fMdJTboyqK/Mdzc2BoORvWgbwnzNm8wGBGZrCg8Ojqqyn4GCuZUiMR07+7nPvjh++99//vXr18f9Qd1UZ6Nj08OjyB5kFhe2QnNiiTtbm997e6Vs8nsxw+fWi4Na0wwD8G3KyPRIX71i198+ZW7XReVihdffaXTwdn73+ptbLTBP3m8f3R+fvPOix3ySmC8amadN1W/U7xx/farr785XTV/8c2/tMRf+fKXdjYGzrm2Xa1WK9euTL5/5+pQ04BSJJtIZLU4axYn81IXq5PF8hnDecEzoo5TcEYtIiSJyWe1CCHniB+yqjKyUWHRmJJDFQsEugJpDQiBMSapS4uJnx6HhajzsdoDU+96hYZd1bQ7/Z5ftLe/8Pa/+5/+J//tf/5fnL7/w6cH8c7ugAr/wdNVwPuff/m2FWGivL7KYx5MBpUBoAvBkSFVERIAUAaApC0haUpRsmVVBUE1EREo5rRGAkkJUCMAMLnne074adnpubufACmkLLIRiioqollPp4CSmGxS7AIYowgpAbA16/3e5bH4wiEiAkiwFpT5QBiy2Lu0hhTyvagoTEqp895aKxohoUruCqpxhSuLk+Px2dlffvjhh2+/ee+N11+7sjOsKzvoF03TJUsVmCxSxZ/nZLt4GmDTNOf1kJQAACAASURBVPmahxe/MH/IMT8f/sxHunyde36zlz/KZHNZ/Pnm3gXNDD4lbik+/6Fer1cUhXOucFUI503n89BFEuR1Pxpumi7LyoE4qsQoqinGiJfG+0wFoQvZgKTnw5w/+1n/1I9s+Mx2Ubz446WU+NOlSbbIIpC5MIojEQKhK0xdl/1+31pbFC4nhxeL5bOnB0+fPj0+xuPT05Oz8fHZ9Pj0dNZ0AoRsmSimKKBrICgBAQgBAqYkSGAdXNnpf+71e59/+/VbN69ubW8wQEoBnTXGGOKqqhpgYEPrLfF6tKuUw0cX/w4E///9kJ/67S5NiWR43fP87NYRL6JCAOh9qF3VdW2xMbx3797h4cH8BzNScL3K2bJ0pTEGI2BMkJJITCmEwOsGyMUZPZ+I9Dk+HQMmRFUtiiKF2HULQnbOppTmy4UrnBggolXbfPO9H5zvXPnc9ZuLxaJdrsqyfPOt17/yC7+oSYgInsPhICIwAIKE9ffw8x9av0KQmLlyhQpGH1ZN06zCatUiGgTuDQfV1rarex8+evSH3/jTKIpdGG4MlyGGTsqy54qKiyIhKDICgTCkQKKlNYN+NRyF4ahfVc65LnK2JicRpaxPWCc6CREIOctPURNiWpPmwSgmY61xxpWFsdY4a4siv/YPjw9Oz08EgJFXq/bs+OTRkydNtzLmQgccO0qsCiGGdYOXENMaFgUgeXqGsi5B5RYzqtqyiDGxYF30trd2Br3R+fHq6dOjV165C2oePni6mq22NgfvfukrzvIf//Ef7dT6J9/4sw9//KPt0b91a28bNIXQGYKUgsQEQUmQDDCwhghJog+hazQJoRqklAIABAAQNcZYNtZYJlbVBKoJUupC9IvpbD6ehjYoGDG0hvReDDbgZxblqsLMRWGZ+lglNW0UA5jYKIiG4MF7zUIyA8zMDmtTb29vW2OoTRnxryCMqJpa33Vd572PQYioLEujtg0hdSljDAUDMztn6rocDAbFVm9nd4d4JtoJ9wQ2trZjd3q01R8OfXfD9ka2hEABcLpaDpwYiQcnx88Ojq4Xgxev3lk03dnx+dbW1vRo7CQ5KlnBdIGtRWd5Z/t4cv/ZavzmYGCcuAIn7ayyfcslgAEgYKcVeFsvUioDorFIZRPxYDH9eH//sfdzDD/58f2/9bVX794aHj5+fHZyaITKsvre/o+0V1HpXt+9XqDEzhtreGPUMwTLRWgbRAWIMSZBYObCbPpuBerabslM/eFmAVADzY9PZpPZcjWbziniiPtDMcouu5HRJgGDpMyMIRliZQZrmNky2DyebiUMe71eJdOT+c7Gtb29a4+e9e7fv/+lr3yu6nNpDRBFAM3xTVXk9QMb1/RiBUBj+ILwwpYckUkpgQRSRkQCYjKImFizwia7w/PGS1HyRg4VUbM7L64HyIjMOdqjiCD5GyofO9YNvbUlj4lVUUBEI+eR4Xp1ePlsfe4ZjZhltvo33PrylS9AQqZqWI+6LXQQlotValktswWihAmSaFBBzbmllFLb+NlsNp/Pu67rDXtlXQ1Sv5KaLBERMhARFTapSmImIaNITGgF0cdMXAoSPKQuhdVqPm0Ol03TrFYr70PGHeVjw3Q6zaD80WhkjIkx9vv17u5ueeNGD9aoViXId2Ug7LquJ1FTppdjjJGNsAKIgrFlvx/iIvqgwV/fvbLRPy1Xfpp8CCFJyhNnDpSkDSG0KzBIpJBSYrJt0Kbp+qMglotBxQ4CdKP+qI/NbNZ43wnO2Jmm60KajKdjAEIKrizOxvOyGvUG0HbQL6DXL6wRCrHfL9HU1pBzOdabXXQlIkr0IkrId17YHvTc+bitSnYGysqKJuuK/Cw0tgQynY9djLZg1gCQqhIY4fDw0Jq6cFsSaGu0m/zhjz44DMEM+ov5fD6bjP/6u5+cnp27Ub2Izf7xQRm6rdGQU+Kk0MWUGrZGIF27smNBTPCqPstCGHJNQABBMBIKaQJWBQUDSQEEOhQhsECsjlCLwg2TBkQobBtiAgTF2AoKqSBJymyuEAKqhs43zarf621tbdW9ni1LV5ZcFGqNAgKjRllHky/HG39zCkkudwL5J2uLyafbCAEhMMxc1fVwY9Tr9aqqYmbju843dV0TUVEUzDwej1+880pRFPlka629desWinZdV5bl1mhDVZfL5WAwKF1h2C1n48I5liBtGvUHr13feYzpve+d6WBjMZ3MgwpR13YWYbpaPNo/vHXr5ZvX7yAVzvbqwUwJD4+OnSVblZ88eLASSMjjZXN0OnHD7Xo4+v777+/cfOHtd7/8T/7P33+yOPq93/u9k8ODX/3bX7t97YqIKCRVMYUZhdD5kEBCSqIeME5qmtZkzeF5mJUW0gB9pI4smtJqgR5ENIGhoORDYGTnOKcYjCmyeF5TsgqK55JkEZHAImzaC5bjUpc88tE3q7OD5fh7ePjyjRuvb+9cX60+d9bZcx6C6w2Abr/71r/57//b//N//d988KMfT0/c3ZtvFHF8/ycHOGl+8Z03fTcmsRzJJijZEdoSeiOpwNKqXfnkF67jMqEjZBq0ZVofOyBCRm4qAImPWYIJWAgIEAISEJroY4xKxjqXTyxEJomPohcszQsUM8DSBW2WJmES13YWEhdgEsGY5LwozgMsE9x5We68eePWFaPRYs7pr0Vil0RPBUDATtIKJGnwpetJ0q4wAGBySzEEUrWIFKOmZEVUUYKoIqFDRFsMY4yHx8vzb7z3k08O7959+bW7L13bcwxQV1RX3CuYAWJMhTOhi8YSIolojKoKzEjMZNya8qkICCnl978EiKJKzGyMiHjvFRMxC2ZWPAmuAyiAmDSsx3KXN2fEjF2WXFnLXNAYVYVYFIBMMdzciERC7MqiaRqUYDRBEDLGiOxu76hX33TeR2NMYWzsvGUKIRVsREKMKTfjsqwvZ1aZ7eWFFhFBUk4+WrYESmvBL+o60IuCgki8rkMAKxvl3AYBZQVQxZBiFncVsDLEbKx1zMYUha36pSutNVUXeTpvD/bPjg7HJ2eTyfny2bP52fnpycnJvJnrOlUqIp0yoFm7QABAgQQYCUMQSxYh3Lm59cV33/j8O69dv7bTrw34GVhblCUaSoxsy45NUuNMYZxFUsBgyABQjEpqMmUkUobbxPVr7Z9nm0eX9P/1qxUBFRUVkiqtY/C4znDmeNCnEw2FdZwIxcdl5xdMRtEDJx87VEEmQYCU0ORybFLVJGa+CraqFx7+8f/2T11dmnpIzla9njHGGcdECpEL5lRg8Cl2ybNKREmYWlLPzAkMAAITWIkgSQNAAgOQVKKawhLEKKLi42r8/ns/+O3f/q3vfOdbz370UZg1HeLEmvsxnLRpvMBbV1/8D//V/2AnbIAr2zQny46akCIiCrFKgtyYxAYoAiksF2giQGJX26TQBCL2sIKBK50smmm7PNdWE5Z21A9ktvaudUX5Z9/93rJJZb/fFnEc59zHaJvz+dFrtOlkidGtoptW3JISIBhKUY3ysEd1AQyRBPoFIvViiwCMqoxKlNNsEdEoMASfRy4KmFAVcjHWWmNK64yAA3JKBpCcBVJpVx+9/8HVm3PDbjKZHBwcTsfTmNi4nrYRA2AnGNUExYDLiMYYVxi/7NiiYVRIhUEEjb5FIiqNoHrvXV2FdpdMOeht3di9PeLB/NGJm+gv7d1F0XE7mWl3ROdYXOtN3Qs3Xv7tX9/8H3//d7fG4fZS/4d//H/8R//gXy+Lvg0dx4ZDB5o0iSQAa5NS8L4JKSi07YpSZ1CYyLGNSWxRtwpExpWlhs53rWVcQlmXVTebnx+dpNar9ykJly6hqmrWbgIkpBSAAmgNkdCqAKElLJhD3Qti24hNxGQNE1lQAkwOC4AK2IQkScqCKqv4+RfuXaXtujEpaSrKQBjAx2hBjEvtKvgQghKKMZ2XRqIX8AhdSm3oRKDuEZbiqYHe4ObV/qDuWbsRZBm1cdbf6cH4R/7luO2a2JsIiQMmpmVVSJfSCtXvbO+8+6XZg2cPD5+99cKta2zm4/uLbgmupMH29Ztb18te9fDBIFy/sdN/7yn9he+u2Wtv9dyN2epGY6GyLcWuaKyhwsc+dPVw9diPy3aami6Mq5dfeHXL7nXH5+TH++rTR+/5G9dvvPpqulnsQzqTeBYWV/Cdg4+6xszqd198yaptJwYjiAcTen1TFb1FG+arAMKFqYgIzX4yUWunMc6XrVNyxSBGrXa3TOpjN+va8/jhyc4svHxt89uvIIM6BSPJSxctRCIJ7Mj2ElfRqpK3urKy5FQ3AGa8fS092T/crX95Y/tmv//O/tEH+0/kzS9sts2ZaDRcEbqkC+SQn3AZpQNJRISRmJDRMlljHKEjRSFIRkM6y2M8xIQMnOcLqsaASE4HI0QANIwo0mRRNAAwkDXlhdoX8mWQICkJ5JIUUpFNbiAMyChIlPfVKglVGFhVM9CciIDEGFLM5reCiSGRwcKYEpUvUeIEqKooxEQJU9CINeJAPQfqEXQya87zTmPVLQClLoq6rPs9S8hd0KX60+X0WXu0WEyHVG0Voy3a2jDDfjVgcqTGsENq1RBwYWggltU4w460JAH1VrvUrdrQNm2aTPVo7vfbVQNNKqTo22HFg6ZNp9Pl6dPp09PTZfKDjUFRlc7ynZs36q29XZKCSbgvda1MDlJcTGoIJXlCiZKSgPquBqPNrOgPmGSrv9P/4m9Mfvj+e3O7Z4otWr48OP3+0aMpQcs1GluykdBLYCXOPp5Pw8i+UmoZ0h/+4bf/6nsfLRv4/LtX/7XfeXd748QvD3pMCta1yMV0UIEn8Mv2YLHPbBUpJURiCIlQ+gYgzGpSqYG1qBRNOOrXbrmaoSodHW82QKKhm9Wb0ETo9SA2MJ8Biq2k7ZvxRE62BtuL5bxdLYtyCkkLtegHICjYOo6bpqBOBIHUgAKhWAembKveikhlaceT4viksaX9zX/j7w/23F++/wf/y19/EmCxHc3Z+fz8dH4T497RT+48/G5vY/uPHp38yMvXf+e3zC449U/2j1+48k5dXwdiSKrICTDGyACgSUFEEkKOYKQomlJa5qptCGs8pkilWgGoal/Tc5sABQCbQCEZBEKVGNrVUmJig/XmpnHWVDWVZd7DOwSAIK5OACJixCgYVQbgT+fO+Jk0MycoEhkhUlIkQVBCFA5r0jZrEmBjsCpsH92wHl0pC+O7pSCISEheEdi4lz73uXtvf55cMVscpOgd49/523/LlTqsqve+d6rQfv/+x+VwZ7GcbVFT4AKgSFih25Lpsm4WN8s4WlKvnezW0EnwJwev7l0j8S98/uWX7t1DW0yOF8uPH7fL+Mrbr5ykoyW8h2kpAabjxWbZ23zri4eT5emiGwebdm53db1KyW6OfvyTH77y4q1f+tK9P/ru1Hp99I3vvvfw4O9+5Rc+//JLBYwoFabrQkrJsiKRMZLTrpKUCUSkaZrWN2qSqw0zSIhAUlSltU4ketVcK0fIgSG8bIiBKBKtZTBsUFgE5SL1Zx13XRIVJNLUzabHoG44PS9u3+wVO2jUh7DyqbJ89603vvqrv2KiPv3JR+YpvnZtr097h2cHf/6db99788UFkhhLQLFLEjtQo5YTpSbGCGqiUJtMECJKkL2oCoSScgwzG8cB80oKUbPcTBRVY1IFSiLqIxEJkESfklxwuxRgzSq42G4DShY15ylCiCmSNaGZti3cfgHufe7F4voO8Vokgvpz6lU+eGa+cmVHNagYY2DlO4ZSBBIoo8YYLXJRFt570bUoYw10VgCEIIpsmMn78ODh47Ozk/1nT27d2Lv76kujQdXvuaay/coyinbRGE4KKimJKLJi8ikl313E5fGn8pyybgN+Wn7LI0xC4dxhf674x5kQSJfAGJNFQzkBnjNoF/dAkRTyYLvX6yFiWZbAFGPM+m5mRiJri2yEDyGkFPKlLlwAeJKkPNi8WNgBKlCm6a91ahefEZJe5F4EMmEK6DMBxZ87AVVBQE0KECSKRgUgpLLXd87ZwjAzMjvniF1MSEQPHjx68uT0dDyfnC/OxtPxeHJ4OMs7HoXLKDkogEYAzlh/hayXSCAx5gLKG6+//Atfeuveay/sbA/7lcttrJznJGJCp8SIzGTybAzWrffnKKmQEJg0Iz3/X8Y4L3/2qZX159Nc4G+iueSdfAhBWGOK6+NIdnsgpMwxXLc8czZV83ABOhSCyrEjQkRnjLWWEFXAGBMuhBz5nUdAOeHzddPP7HWJEFBiSCkguEymTSmxNdbahw8fFkW1tbXVrJZ3Xri1mkwePnk8OTrZ2tn5e7/59ZdffQWs6VZLIHK9OiznAsTGsDFJszAqc2JE2xaRQRWqHiwXEa3rjaRZWkOhW51NT9ugRW/QRE9cKNNgc1MYP/j4Jz/64IM2eI2oTtFijN6vltOpTCaTxWI0GvQWujBSmrpQwK5dNU0HgG0T2yb6TiSCI1uWvVa16zrIGCVcd+xxXXdaY4fWAG1QuuBc63Mul4u/LkwRT05OJ9MFEfkurFatb4OEpAmkk9D5GCNFhagxSelK732buqSqyFFUUsC6iiECkGXbdYLOkC2MqQf9ret7t/rVQD3H1isTDysYlU1sFZgTR98ePnsWFt2Vjd3+aPj13/x7f/5nf7J/cPDPJkcv7A5//Vd+catnuwAaAbyP3hNgBWCZJbTRhxRCjAIhCiSwxiIpsgAWRYVkfIisICmumrYttVsulpPZcrGwQGyL0qI452wVkdlaAIAQwDkCMGsHFehlk52AUZFZCQEJkfKkCdWIRAUSJEVw7EBtbdxgMChLd5HDXT+G1i9Rw5dfgnUmRVJKkpNFqpneycYY51xd15vbQ1c7ULJQgCqQ6ZX9g9nibP/w81e2/f6Zn0647POo7CRWYH3y2sXpeHJ9Z/d2WUFdHD/56KPHH1FpX3vjDTKuPTvfemFrU6Dt5IWrtx71t48Px7Pta1hUkjriElIiNj4kSYGoh+pTG41AE6nppGlW1fmZqep+r7yaeuLDUbN4+vGHtterr+xcu3J1cXRAqxU6H7H5yf0Pv2k698pLATozG9colTXOGbXGFbxRFc1s6dtzYodqHbIEJiVnnVUsoFjNphATGRzVAzsoK5gHQF34IpYxekV1xqEBZAHUEhGVAFmQlFQzcXtN/BNmHI56TbMcjUaDXp+Inzx59uIrPVswgna+cRZjio4vOCPAeeqnxKTAbAmZjTFZWJVQNOa3L81tDRACVtWocplEgHUWPYfTiEAQ4fLhi6hEDABJ4vM1+PwLiCijXTLFPrsi1hQKXdtoMyUREVXz0Ysu9ofMzKhGjPlMuV0vWJ4AiMD5bstsC+dKlwy4rkCmtm29b0UcGKjrqtevnAVkRwaTcNW0Zemms0SGrbXOGWMMGbZsEa0Bo4ZEEISs4bJ0pSsMFijGsYOQgsdQYNdBaMhQ2AD0q447qLHXM31Hvdbr9ryDumpJm+ODlJKzPOzVGxujnc3NqqqqquLCcemUjUKSWDF1Ev3ldSLvchCojR0yvP7Wvf3j2f7jj2Zhfjw7M5ujvd1r95SffHg/LWM1qNnZ4Bi9DaBl1Xv8ZLp/cPriSy98/3s/ns/BEuxsbV+/cpXN4uTpvB5yxVW7mpTGgCJhYgZVBmLQzATwxAqqG5tDBJpOl8YE1U00c8FY9rfK3s1vf+v0YH+2uQ3l0KEzUbqrPfLBq4PbuzvtnB89PnrjnaquB2276g+s6EpFywJYDURVFcEkFJEUCbP0iJlc4ZDa1UpimpGZTqdpsVqejWH3aiyLWsX89fc+aMadEV0tlm3bvvrCCzvz01vD7TBdHE6Xv/dP/uA75/O5n/57f//vNufTXmkgdoAEZAlBAC1b4kSoEkKWQq/ZsyycFFmNRjKWjGXriosvBwBIrvp/VgzmBEEToTJoit7XtSYhgqKqyRhTlqaowFhlqwiKDBclT2bW/Jz/59JN6XN1FQBgAkSBTG7gXHrybdc1y67r8rOzKMrVfDE+OTW7Jv8CVKhcsVhN+1WtistVGxjbyaRZLapaZouVsbBqfeM7wzaJzlZNJ1SPNhPSyvvRaNeL3rh27e13v3j3zdfJ1dOT5V/84Z9/+72/frY8cVfrB8/2fRPmXTOZTX/xF++9+sq9f/Q//W7QFBWqwmmC4FPBNDk8/bBrd6/tvvria+fHx+P9/e+djs8Ojr5zfe/unZu/8q/sGo1JUxLMwurcAOEE4IoKmLzvVqsFl1wPy7IwQJogETAopaQqaNkRsUqG9ZvMQMzmFyIitQqoyiIgWcasQpTRGR6VrLVCIYTJ2VmYz06u1HfNNgkScQ9M8prc7ubbv/zVEMK8XT19/JSP9aWNDTMYTn37/cfPNoajVPaaycJaiwlW8yZZTg4bSACpSGgjsgJr6goSXBPW9QJBAgCMmuUwQAgMQAiZUCK6XhbFaIwRkBACofkUBplxl/n8FJQSaYKYJCEBoYoX9TEsk3Q7W/DOO3s7u70JrQIuHSQABVRY/355ziYIYC0TpTfffP3xw0effPJwMj3Z3NxeKWjKHEAgJEFofLd+ga5FKKDZHKwZLxGJiNjEGE9Ozyez6f2HDz5+cP+Vl1548c7N7dFg2XO9qihLV6kQkaj6EFMKiGgtu6Jsm9XlZuxCVqhEqOt+LBGSql5mNfGiXG2YLwmfmHKxiUjX9fm8VLyQEakmwDV8en0cHwwGo9EIEQf9ISF3XZcrs8yAzGVZ1nUNAF0bVNWxCXGdpUbSFAV03Xi5LDWtwaGX9IV1NFNRRGltM0BFzFFDvGS2anaJwjqdlkQADYOCYFLRlGK2ihOjT+i4sGVvrcQFXTSxbdqz86dPn53tH4yPjscnx+Px2Wy+aNLznDTM8rO88QO8uMTn7r9oyn/wl168/rWvffnNN+7ubPUJI6ECICMwWWZD6HKqE8FkqOnFCeBvtCz8bCfz/0uj71Md33MDCMBPcSbP9fzW85GYPCTMIwBjc24fNRvo83cngOQ2poF8kk4pxayfIMI8aWImBWF2znXU5PuejyGlwMqInB/sOU+V15SUAHgdADXOdSFmg1YOmhpr77722mQ2LYrixgt35vN5TLEJcTJfDDa37ty+89Vf/tuuHnSd56IyRTE5n5bGRYmtF79YzFdL771Gr9EzJOjafu2spGGvDhGVq0481MPkG99FKAaLMF+dLwtyzM5Vvd7O9lLiN//qLx8cPouM/WHv6stX+5sDtWERxwkns9n8448/iZ2/sXd7WO4EHzGl4MNy0c4m59OTxi/EiHPUYWIkdgZRqUtLSZe1ZFUBRJALbGcG5mXuURY7gj7/Xb8GFTpXNk3TrloAiEHUCwtJCBLVtz75JFFQM2dWuuUMDQNi0iRR2HEAgJiMdW3bGo+u6pFxm5tbN27e3B7dCV0sxEzO5wcHJ8PBxube9sFqBhgjRSK0EbvF4nDZdl3Y2trqVcWv/dqv/tkf/eHp5Pwf/e7//t77P/yd3/qXX3vplgYR8aCKsYPUBQRJMbRd9EGToKBk9QkaJINs2BVAJnnNwqUQowbv265rW40pIACBrSp1tRrXLNtlG8BYsEVKSYk5d6o0AeYAU7rIE8l6FsbZW5bLjE4kJgEBsNZa5EFR9/t9ywaCQBKN60I1ftogwBQ1qeRXdQjB+xRjSikhgbWQweVFUQwGg952j5mCVzSWFSiZYV1rmw4fPpmJPvrBD29fu7N38yVMygjcpIrt7b2bVYcv7lyDyfmzn/z4/Y8+efvdt6J0p4cnw4GW1ZYcn93h4v58cfva7d2t6yc/Pj0ed+naTuNnA1uCLCy7ECUJFJW1YKSNMu9mSwkeFxrk7MRa6prlCAI6khRnB0+PtrZvjka3927FVHDnZn5qVY4Wkx8+fjqqy9v9soowKooSdMvVjtAmKa0aiW3oMM417bmCk4AFSBDUp1W3qlzdxiaFIE3y6JNGy26I5SDaBJxIvfogKABkmEAVNJAmCCqai8UIkNB20gG4rc3B2fHZ3ta1vb29R0+LJw8Pzk6vXr1ei8Tog2GztsX836y92Y9lWXbet4a9zzl3jikjI3LOmquzqqsHdpMNkk2RMt2QYNCiIRh+84P/A1v+g/wgQNaDAdkwLFFs2SJbJJvsuWuurMyqHGO8873nnL33WssP+0ZUFrtJE7DyoYAKVEZERZyz9xq+7/c5ACCgTHnm7AYCJiRGx8CMQKZJQZPGZElzvI8l0mxIsQucG+RSw7JK0ozxEm+2UV4bXBjjTV4gIWeOGvNGLuOyF0NVcyIR5m5Tv1RGi2VSQf4rkEs93DSxf8eQDi4KYGZfOiiZHCcVVc1TV2QoiqKqKl+A4zImSAJlp1N1Owbmc89X+DzSIIdZPmNZ+Y+KqOy08ODJSK3j2DyaL6KvpJK2MqbtVkMsfKXVsBh2sEvmQ3TdUdKOP1mMjyYnBtE56nSr0aC3vTX8ousrvSCoYnLskVCMVPIs+ILBhb1BVyH1tzv1yfO5LmZpdbQ4398efe+/+KdbZ4uPTv+Xk7DCxCFJo2pgRNAGaQM8fTr5/vf/cjEHVNjd6n3ywf2/+AF893d293e2OE09tcOdzrzh7A1D0tzqi0REYdoEdW2Nugg+plCWPGlw+0rfl87jzuR49O4v3o0JXnmtby5cObi2Wthw2Ot0U2oX07MQB/5kAm3gbn+ric8Go6rbc0VRWowghhyTBaZABIZiGCsm59hEEQKCegZmUrPJbDqZxKICdL7sbX1y/8m7735W1gfD0WAdaon1neu3bnh4dbSr54vHs+nDz54dCzx6/Hm/8J8/fbJ7eNi9uh2TekfILAnywhsMNglhynIhijdUMHQmZub8i9MQuIwKe8E3BIiYY9AQzIFJCmXVZF4rAJAruCipKI09IgsSAlxQGzZdHyL9/ZnC9kK/h5arMGBGE8llrqiu23XTrs1EU0yq63q1nE+W81nTNERU9Va4jwAAIABJREFU9Ia52ZOY0CylRICqKopRzND7qjq8drsRmozPdvuYFnsCvrEGXcllN5FrJNZc1qJWDYwpkHs6mbz85utXb92mQa9epyfnJ9Tvvv71d9578OH7737S+lilTlP6a199u7h2+P/85KdPzsYtulSU0LYdT9tln1Jaihw/P52s64PRnlZB+mE9n3z65Pj+o0c//vhjvn7bVUUnBNSUgkRVY0byGdNkIYT1elnXWrFqTBqJCMi50Ka2iYbKzETOxMSUmQ1UchVlhpbJhl7NNKoIWrIcW0qISSOjOKeIQdkjYooxxOX42bs7ZRVjwnKrUwybqAnT8NbhS9/62qJtfvT9P3v4+Enp+dZwe3J2sjwaX2mtIodVr02CgKC4WK9RfGL1zAhIhqTGCssc/ZIdT0ybyBoDyYUQgEkCQWMiIGYyoJzkJKBJkgqIKJFuJmoX+QW5s7DkUDAliYJCAAyqrWFdN3awD7df3n3ppa1pPF8zKq0BEyAB8qVbMCNvDQQBU2y3tjpvfuXl0bD//vsfzmYnyY2cc0woycgREG58fWAKYLhRihAoICZhESDWsix7/TKmKrTr8XQ1nX16fHL26cPPblw7fOPVu/v7u1WdSm7K0ldFgch5+dnGZKHVJMSbHA4R0ST5tSRyLxrk0AhhU69kmjQjIcEGfmCSc7fzPzkHHmUHuekmQyKHzYoAArMfbe0MtrZXy/Vg0Ceium4ML9Z0wGVV9XoDAAghkAExNk0TQnaWkqLpl81UL8QrAmbPX24/FRRZIeU9G8MmTmZD4AAwUbzg2SBm9GkiySkSkEyjJFUFckDoqz74TjLXrKUJ66YJ4+lsMpktls3TZ6dPn52dHI9nixZgc8NvaK1Iqnq5gmLHIoKWxxFgKWZV5O4Ifvu3v/7WvVeG/QIsgWkyKbwjdESesGAuEByiR/CUJ7hMl91d9oGo6uYB23Sz/xnj2DdntxltHubNyh9zOtyvEOJMJIoIqcAFtRUdA5MR5sxhBDPaaEiZiL1zzrmiyEJiEWnr4Mh7cKKmSVKIbdvWdX3xMAgiClBGm9Jmc5L5cqqaISZmCBuOeC6vmEX05Oz07t3bi8ViuV6t2uaj996rnFfg+br9+m/81ttf/w0A0gTT2Xw6Wzx58mS53HSbi9VqOp22bRtj0y4XJm29WJAEB7q3vbWzNRz0uq/sbLUapvPpcjXtd6r+4IpoJU1M7Mtuz4ris5OnP/7wXai4KMqXX3/5m7/9teHuiEpobHo2ezRbPqlX4wf3H1D0PT+CHpFaU9fz8fp8vFxMw2IaU0uePGLJSkSOPYvVUdVMMYdea34M1LLqAV5cgIOYiohKFmsYRUWvSCSizM5nKm+MKYXURGmTtBJWbWoiKdilA57ATGJSRUsJybReB6AWAF7/yludTr9T9Qb90Wg06nQ69TRa0JOzcajj1Z096nbG7SL4pCoaQsegw44LX7dyNj4+m49v7u7u7u7+7j/6ve//yb/9/HQyni+Px/M//O5vvX7n+u39bWtrqVvXcQZpOZs0S9YQCdG5goCJcx60B+Q2SrbiL+t1aBtC08WqaRoU7XR6yN75Cssy+mqxbtV59AVQAUCMCEgxZ4hiPrlztaCbPhCUcsg0KAEDKRnkiGoPyMwOXJc7ZVFcimJEBDYSkow/gCakdds0dQghNDGFENo2kWMiQIdF4b1ndshMReHYq6IKGTMheEdVWRVo3K7bZ58/fvjJx3udHdgPYQFUEUQPAv3OoHPrJSirycnpk9Vq76WXnk6m16/s7u/2t7auQpMev//h9t6OpPPBzVevHN48+ezxo7P14qDTxWpgrcHGvqJWIHKn6HTJx9k8xUqwCJZO11NviQS6BgXAGvB8fHL/g1/S1vb2NVefzcsGJaIlYqsenK0mf/3eQb+306s6aAfbwzsHxZ2d7aGm1KwHWIy6fV3MzxUwGROTJ0+cICqgK8pu4Q01YWramazi4ni+mE612i9GHRj6SBBFpFAATTECoeRVNwgkJTA0VQImEINev//88TJJfXjtoPPeYDo5Pzma7R/0VMQ5IiLPFZpc8qgvdmMMuHGFAKGiKEg0aaWNEk1CElFVtotpcsZukQGQQWbEM+iG43LJmkYCUyWgFy+yF7xIGYaZsdKgqDlU2DL4y7KUX9U095migmR4kZ2DF+2lXcwpwH4NzlMvZsoX5bgQgXPkPbctGQgpMRoRlaVHcpJvGiZmxjxNJ1TVkKJLrXcFsJJhgqhKqJCwkbRW3yVkh4YAjICcXAFCzmMJqeuaKjF3qLtVDgqrJLBL5KBbEwxGA1+QAhBbvv8dW1X4TlGic8YsKqYJRRmMDFCUVFBUUgJDYJPUEIpaiy7O28k41E/OsS36k/MfP4JOPQ61pc6wKCuSbmqjBI2tYNHhbu/qg08f3L55a2u0/8kn94e97sD3tjrbfdiXdQNtIzECDyGXPmaoKBCAhcCYQdWI1BWBCbp9DK31qqIaxP5guJoWH7z/7PQovPXNO/d+Y3Q2eTwcDAq8yeh6w5XEk4/rT5IvjqZw/+HRK69f6Q3IVcvBqGRwdUwIZtgyxSxvNAQDc0SMoJDQ1HnoVgSuu5iDc0VUSAj7hzdmi+Znv3jw+eN5qVeLLT8O0+Viujrmm73+lRZ0MVuulubAAHqlS9NpGp9rv4K0bJI5ZCRvqIosYGgG5EFJUREydyhrrpAuIM9oX4jC8qT7sqK4RD9Qdl2aoCmxY2LWDdaIiMAVSg7RK7EB5oFwJgJwDk75h9U5mL/QRbAxI6Zc2ROKWZTUpBjbZrWYE0qzWk7Hk+n4TCRW3X63G4fD4d7eHkKeYhMihRDKTlcUuSyrzmA43PJRQYPF+Xy9TlZGo2XTdEWZHBaF2712+vBRKHuC8HgyKQA6u7tLtZPPH33+6Kkl19vfc84tP8fauZWl4dbona/d86PRB+998p/+6keD3tCzU4DB1lCWTVovWbBblnOJpyeT9bP5zs7Wjeu3692945NnJ2fH45PxB4+PXLsKbWiTCSKQB1+WZVUpUCb8I6L34Im1jRGUHRpRjEFVXVmUJVneQ2FOPRXElMVwqjHGSAApigmBEQM5QgABMEZE5xBTDGswcVyZOWm1PvsIDg6Zedk20gm9asA9n6A8+MorftDF0v/g3/zbT45PwfH23n5vVT1+dtrrVDcODur1MoSmW1UpIEZgQe+BITd9GAFSDIiobKBoCoiKiIyWAxhyVJiKEKJD53wRI6SU1NCMQhQ1JHKiOawPAQwyaCpPzlsTRFFUIyWOqVZZM8LWNrz6xpWbd3c1nSJh1btiviUQvDQ8gV5awwEgpVAU/rXXXp2Ox1XpidPDh58/PapRlMghkaoQubIsRdXQdBOLqYC51VIxZO/MrKlDS7mHr4i9SDw5n5+dzx49fn56PnnjtVeuXr16ZaC+SUURnSfniBDycNkRqeQpo+Qhc272HLq8PPtChbIBNnyJ15JHemlj9MILmi7kiSSTFzHEPLykzc8Tyblid3e31+2v1nW3PwCgum0BUFWBiAE6nU6v18sKTzVp21ZEYmzNDJGMkI314tZk5oz5efF7+8Kqa0lVc/ygIOTcCLvYfdDfDihXBVCVbMkQ1ZR31oogqRZs1ynO6sV8tVzX61Uznc+nk/l0vn705Nn5eJnxN0hkzKZRMud/E/mYN+RkoqDGxOxQQjKAXuV2d3e/8bWDd7762u5OF00LB2iUkhIyIiMwojNkxgLQAzEyIeeF9cVCD39Nn0a/Btb9D93t/d1/y36V/v1rFZ6Z4emqLNUEZjLS3KkqvQgdRzXTCwto/kGllJoGSBMDWkgmqim163oxnTV1HZpWk1xSa+yywSbMaVF5UJNMQTGEBgGYOZkiknNuXTf//j98/1/8i/9xMp8dHR1NZnNXlqGNoWnv3Lj55tvvnExmTx49XS7XTx4/ncym3W5/sWqdc865kFS45E5hrpzO1yBOi950vK4X819+9DDU69DWX7lxvY1N0SnGk1Npm9/++je++upr7NQcWbdaQfrR+788np1D123vbd/7+r0333rdFd6cULF32I5mi73Z4uTp40dHz0+kxsO9G92is5rPVouZCLZzHD9fzc8aSkW36JF1YhAzdcxtVLGUkd8b0ZeJao5u2Rgx6UISln9BGFgdWABwF729moqklFId4zrEJrSrNtUx1EmDOHTAnP2orshuIkCDdh3BCfni8Nqtg4PDr73zG6mR2MTj49N5XfvdLqxtcjbGBNujHSrKpbbG5pyLMREaJBOLYMAOW0mL5Yrr1Wq9YOY33/7aX/7Ff5qtV2fzD54en3zjzVe++62vvnFzr+f9arWUZhnrVb0uUoiOXOGRNgMdSqYgGk1BJcUwW65iu2ZmihZjZPa+LLiohIugtFwHLcr9q9e2Dg4BUZOQrwCA1Ixkc/7lygoNUF3exZNd7GuEM8VUjZDIOUfslEpfdIoSATSHfiYRlZx3KiIpaRNi07R12zQhprQ5e/OZ5h37wjlHzBkdTBqboiqdozwWcVSZ942AK3vloLx1527li3axZPHePMAABFWECq+hbRzFqjy4fvP555/WQQ5u3oTxYno+I+Juv2thQl73bt10n1x9/+j4SGBve7tZnXgwSQ2VPQRMoR2UxfXtrYeOZqqt1gKBGHpVOTJzq5AScNWZuuq85OGo14b1yePHlrDc6fkCnOEqxHUt4xA7S2GR4vH4ldPV771Vvrm7JaFxIQ6QyZfofds2EBtn2USH1OFaAnpkh8x+1B1hBePp+XQ+tY9P2lGJ1wd0peLCtRpSipKCJ1bChGYmZIqADJCScQEEqSihqGQ2O97ZubE12p3OHz9/Nr731m3nSt/xoKksKwMFZ3nyicB5dLVRNSGIJTNS1agxahs1SqxFRMBQkZmBkJCR1ZEzU1MEVUTZcEpAMm8ATVGRKKeukFGOmfhiPUJAZubA52fjEqGMGeWFSpzv1k1Mk6oSfpmcdVFe49+ujjdDVgMgIIANoRogT8xSRmWmFGIqAYWZ3QZrY8nSRsMvQc3WTdO2dUgFoolUQaJTUAWliIoEkKSNYaWuYvaVIzRzgDlfVJmFC7BOIb1USIerftHz4kMNouyw6Ekoe97IJCWH4BBUYmyajIIzB4pAuImyZzCNQUPAKCCiSQDZO9zu9Z3F937yV3NBteh75dFk9u79v/AHb5657e3e/nh1pMKKBh6SNUlTb3hw8uxzX+688ebO8fOnjjvHz6d3b73WKYYnT2cO6q1uSb7RFsini4F1To7ZBPyYgUYoSohpSWW32yEwubrbaWOdojs5Wv3kx5/u7PZ+53ff2b2+rI7X0nRvH95TtdXqY+xU3/mdNyXis8X5hx8/e+2N21cOd5w7KasWWijzOprMAMyBMSgBIFgjxuoL7HQdelEiFatbXbXGBYjCW197429+/IuzcXNl/7X5M1o3Yb5ahnY1ebx66Zvf6i7asFydzid1gqRQqj3/6GM5H8deCcdPZfCGAhEXCGrk1DQjZyErFswIWSF/H4YQ8YWosFw9gxnTF1f2l/wFZqCKJiiRmFEN0CypMQE7Ig/OIxIhqSFi/oEj/j0mkxdrFPyiEkLLtlZIutEAsPdUuKJbcsGpXU9TjabLxeT0+PnZybFzbmePmnLp2fW63aYOGdjmic1wuWqqsnvr9sv9wW6nP5otlr1iV1ZwcHg9iFtHBHQphWh4Ml/9u7/+2fPxfNxoBDdp4o2Dqwuznz/49MHjh9PZ6trVm9tDXbXhs/FZw94PerWVP/3oo+k6Pn98NNy/Vs/X+dW7c/PG0dNn8+OzCktNhIpd3/Waxqdnz59Hclj2+7df2Zosp5HIpSAaEQDBAyETFQCkCuRcQYRoRXLOIxpqUkZXr5qUEiASSWuYUxCcc6amAHyR8WaqKhaTmCECFcyOOSNVzaKZMYGKtdKKRu/UESvJavJg+nx/eLN0JM3a1ETKDnncunaltzWsun0F+g//2//xy5OTO1cPX3LD4TZPJuOHJ+OtraEizpvkfIUpesTCmJgTkyAqgSnls0kJVADQEEFMCdFoc1NDrqeREVkMkpoKAkBMZqbOcZ7HXTR+Yoab57ZVZFIlQYqgdWocQL8Hr98b7R12C1qKzMresC41YQJMAO4CI8QvuEzRzJjwtVfvmoZ3f/4Lgri3MyjffXpycjKdzdiX7DspmS8L02yy01x3bNIwYZPeq6pRxCRLQLyYGTp2rBJny/ZnP//o+GRy48aNl290t7a2trdHnU7FBM5RtyqKohdToIwoVdOcebcZzURVRbzEe25MdAwoZqgGonCRGZTFloh8CbJn5iyRvXixs5QP8tFQlOXu/tVOr+tnZVZyxig5iBNV2VOn0+t0OoCsCiml6XQKoDHGpMKKiGw5ekwy0IWydCqlRC5LODezUr34Y8wXpwxcoFkNN1lLdul0AiTZiGRMzEQ0iIgqJuGQFuuxGjZNs5ivF4vVfLmeThez+fL09Hy5jsTMjnOvqFG+0EMiIBFdZD9uRB8qEgAAugW88tKN11577dvfur6/1/cokBm7QEVRMHuivOtziAz0RaN7GWGUy4jLRO58zV/ETtjfo/PE/+8R2ZccfV8wbu3Fj9hFYfFi75d/GyHGUEHFTLllShg3OkzFy3QNAGAiyM7pGMkxJSKiJErKwVC4lZgkxLquV/NFaFqJ6XLi8EU2VU4OAkNGhwTGIM4sYVVCNBJMm5wMh4SH+1eeP3++XC6v37x9enJ++xt3jh4//fSjj0ej/c8eP5tN6+l0dnJ89vTp83VTA5DzVf5WQ5uCpKJwhNApfUhggq067Ay4TYXvpPXyp/cfIdlwa9CsQ1g3f/nTD5bL9PZb93a397DXmcb6w8/vu2ERVG+8dvv1r7x2cGUfHCAb+bSl1d52f77Y6vru9HRyfjKZHa97RZcBNQYVOXuyHB8t48oKLBkLiUKIZeFiQJdvWxNNaAamqKhiCpBDMnN0GeUHI6XUtq059OQFIWfcupIIWS1pMonJgkgrcR1iE9s6mQA6JNK8tk2a2PmUWgA6PNi/d++dTm/Y722p0OxkOTme7A73Jo9mhXN3914+qU9On0/2969W/eHj50+hpL393fHklFJTAFbMEqVNrYAjosLxdDKeLRe7e3vd4egbv/mdB5/ef/zw/rp5/vz586NnT/7gN99555Ub2xUjsDrPhOjIOSocA5puEMkWY4vsU4zTybhtaxMJIQx9t+oNqSjRFcKFsDMufeF3D65Xo10rKwMiX+T9PyPllflFy7wxt4NzQElQEQnyVCgL7wXBXSDIEX3BnglkI+9Mko8TFVERaaO0IbQhiXxBNnYeNsJRh9nU53y2U6hX7SLFwieihAbOJe9DpzpLKXV379675xZRQ+xVHtYtMEG3B2ZYkJAbHR64548fnZ3fe+ur20z10emjDz9mcguzUc9duX33aZrvHO5Uh3ufffbw/fn4jVv7QU6xDbFtKiJCiiFVfX/rytab1w9+ev50CWsC6FV+e9DbAypJCixHgy07vGJfeaPz0t3JWq/d2n/06ePFZL29tRUUk0m3Vy0VZiKDTk/rZXN02ut3Bp5uMnbJBiDgzPdQnZEqoTJcpNEVaAohxbapGWDgisHu1RvD7SMJx9PF0q993xeOZzG22hSEZkqGzGiIlE9LhNI6zIjIoLKz2zt6PNndvnnt4PqzZ/ePnk5Xy3j1Wr/02oZVVXURUV0QETPMY99NCC1sbETZSicSUmpTiiG1m6uEMGlEZGJ24LKvT0RAiTDzP5HJNlPOTUzUZinHTIgMeWhzodsEgPbiJN+oq5AQk/eewOU9HtAldA6zD+JLAbUZKQc5OO/v2oSggLyYtuocERUIfQQxkIwx3PhcRMQ0pLZtW0NTS0GSiGBF7AkAgqQU1TigkQd01pjrgLYMjSdHao5yxAygsnJBULXSjRwKKz0zRnQFoXkD7vS7VVWZSQgb4R+qSkqOmZHEFAA484kRWFRDoCiswEiApEjs/agssF5//JOfvPbN73zzq9/4nTu309n5D3/4/nuPTiY+dfu9NIXxfOEKz0SOLVjyZZUSPX06+eM/+p6GH/3spz/u9crYxtOTuYXFzQO31R2yS47qlk1VMpjAYWbwOUQwEILkuYghJYwbrS+eD7uDWI8++/jB2Qn8/h8c3Hqp8+T4wfisvrZ/vejsglEdT47PP759t7/dL2+/eviTv3k+mdbbV6tO5RAWRGxcEDgDU0ySIT8ERlB0napWHTcYdoI0q1YVKu9HanHdwGAbuCq+/3//xfh8rakcVFenzXrZrvoFbau+tLut54vzs9nRYraOMNjiQVHG8VTnqzCeppPj9BJEUacG5ARzELYZgGlC8maWWz6DTbTHxcDZsgJ+4zrPQOwNgwAw1zB5nUBCmmVaBCYZfgtGgCQ5cxIJkA03nnSzf5iHBTdlGADgBYbWDPJ80Dn2ncr3St/rAFsKzbppYlvPZ+cnz59NJuNer19V3eFgS2JMKYGqI59Syuon732n093a2pEEhtB1RL5opbx58/ZauA44OT+XsIoKZydn63Z+eOvOzv5O06boOi3Ah0+eDebT49PjJoTOzpXFbPzp548ez6bldn+5bM8pVty3YJ1yWNcxIrDZleGwA+lgZwCpnc5WbYxAvkocoW60Tpos4nqydoX3ld/d2nXdathykzQJiCRd10Hqpm5CWfpuv8MEImKqUDAbGYgx5XlCas2ZEhGwJUlccOYrbOQKm1gh3hw1ZinmvZgwoomqJU0JzMgSaIuGjpQ1nT19F4te76pPBqt5rH130B3MED3BtTde/l7/n3cGwx/8X9//2XsfFMXW1cOrFNPxcqxl0SsdoZTgQIUAFEwz0cqRAhTZ04KolpNtDNEoc+6INE/VHKpgaCWkOmS2Xz5klQAgxYwzyZ/ULjnCZkaCipRUoqUAKtaOhnD7VufmzV2BVWwXvZ4FiG2oFeRXquiNOi6lWPgipXYxm9y+eb3fLbe3Bh999BFh77PPigefPVrWrUEw4BCye03shQCp3FxxXhyZOc5J7yAiquB9IRLNEKkUkEePnj95evTZfT44OLh988be3k63W1Wlr6qyLMgX7BDYEWWTiZIqgCaVnGKfl/JkprCxEMiL4BC76AuymOTLgezU5rzOTaEjF1sprqru7s5eVXXLTq/s9ELdqKoCSTIiZPadTqdTdYNoLk8nk/PcEohIEiZENUopEVHOUUH2iCFfhy/ejpqdFtkUCeAo96Vf3KaAwAjZ90TKiCBmkjRKyuGQOWstT3yjaoxxvW5m0+VstpjN17PpfNXk05xVyEABgB0DgGAENdCN9GPTr6twLiQBCgdbo+runRtvv33vlVdfvnHAns00IaIKEoH3FSIjuhfi4wkYgImZmfylul2+nMp3ebFv+rT/HO6+y6icF0d0f8e6T19c90kOG7EvHhs0/QJikbvwbP9FNFGJSZ2LEADAtah1y0QikkJs13Vo2xSCJUMAAmYkRPbEzjl1G21SZh3lplgRy7IUS3lon5tR54rXX399vVgy4LWrB493r4CB9+XuztVOb/jk2XG7JcfHpw8ffr5e1UVVNk0YDlhV69CuVqsYY1EUIimFlsAIQWMwTSloW7dtq76/FUJ4cr7sdarbL98ZP33yf/7pn62T/f4f/t6o13s8PV5bO7qyXWp65c2XDw+vDvr9svS+9AmaqN268Rb02h6Nyq3nenTy9LSZNINqaEEXs8XTR+PluCEpnKssqARlZnToCMrKc8KQVFVMjYyMALK3JrNtslQ7T+uTQhQI0dgc22YHi+CYQcCSaEwxxti2JqIiqtlSbI4QXY6LLAHAJ9zb23/j9be+9fVvn51Nj56fnhyfhiadHJ/Nu3MWWE6WP//hT6koX3vtTaiKs/Wq2hp6tOZ81o1mLRCBK9GIgJzkMDSxstNRhCdPnuwfoq/KazdvMvPJk4fT1fqvf/7e2dGzz7/6+ne/9bU71/ew6A0phNiYGSOoyYXuANvYWApNG9vVEkUcu9IXVTno9vvkywAc2S3bdLpcLBXfuvt6ub2jzicil/UvIjn3Ei+S1tCwdEVVdtUnZlDQtDFJap4nI2LuBPMfl6UQoSUVVbUkolHEVDSlVDdt24Y2SRRTw5wv6JDULO+U8tDNe5dt56V4nwnDZApikIIvY7///vlpr4B7g9EVLkoRaGqoqAXlOrRAnhSo6O6Nbr/x6uTkaLSzu3x29Mtf/LKHdOelm6WFcT3TZtqMn/VvvLR3/fDJzvZPHn323Vvb3RKLqF4itzUiu8jUFFslfeXujfk02vN6obFwrvDeqe90eW+0L93hzVfv0uuvHTvvPNz+yt1ZPa9nM8DAznHBwpRUzSiU3O/tNNPzj5492fZa3NgvC3Kx6RdkLpXIad2iiPOenTPEkNR5z847MGlbbqQkZKiGnVGX/QmkWWtrlzwCeu+ZPBIhGmFAAzJyTISVdsRiUTqJcHW/f3Y8DbG+devOo8efPj9979mTyY3rd4iaTqdD5DwXwsroUsqRfTlshkwVFJCylF41vyrSwGWY50a2kDBbaC9SiwAk+wIvOS4Xek5A5PyOskNUBOEXoslMVYKEjdBGMcvksnEAWQC+KH83n9XoggSjBmpGF5lmvw7KpQAEBpYghBDati6rgqlwbjOSc4zOoYF4z0TQSBSxNubQstDGWFXVYDAoy3KDjmFGJlAhhqiABgoKrIRCmMCCaUuQGNzGDUtAiEXhqVc5JE6OENEYwTGUYNwxHA77/X4/hABqhFgWRb/TvQQKGqBaAhNMCTVBSJiiv6CEIRooSrPaKqo917915dqT2cPHxxObNbNo58u1jkZF4bqD/pICeYfJGA1EmpBG21eOjscK/nd///fbUP/5n/3g0wePiiI8dpP4Rn/Y39kdeUkz4lYNgZDJEzJdXpGqrkoq4NjAXIqJsIrtWZeuHD9199+d3bjWZ8HJAAAgAElEQVQOX//2fpOenJ7ND699/d5X/rHna2Kpu+cm8emjswc3et2XXr/64QfPHz48vXm3X/hYMJhK6XLF5QWzuo7AMTrquk3esiGJeqbSbLRc+8dPTsYzOLy5uw7t9pUry/V0vbSFt9lyGZrVYUFv3dzdKmixWj6bzMcKiwQm0HXFqDNI3f5qsZyengNxUkARIRJQzcHOImBwEUcJBij5X1/MCwOD3M0B5NbPbPM0XuIBEA2NBM0IyJyo4WapsKHtZ4vQho6AXywMf12k9K/4+i5aPrpw921KNWbyvtOrulvDYtAj5uV83tar5WI2m57NJxMJUYu4Ws7r9XYIAS/S4WOMCqiqzvnpdPrXP/ybD95/D1UIxZOldiHkE3f2Dm6s12sIoT8cQbyiZYHDfSlKLqAj8MP/9OefPHq4szsou+Vbb789rtefPviwSQk63TVQMdxWp81Rc/L4LCmvRW5cO9Tp5GvXb/np8upWv+26Z2erhGXXVSSaHGjKjG6OMaV2LQHjcuUW8zrGqCDmgD2x84AKEMfjSAxVVaTYMkLp2TvHxKUzEQ4SJSoze19ECUFCRRUxmZmmpLKpoYuSFUCThRQ0mao6BPMM2bCe1BkqgoRWBFRh2MPjxdHs+ONOf7coQUwAaTIJsTuoyrJwfuv29T/6H/77l9/+6r/+l//q4Z/8x/Ep7m71B2Vxcn601+nfvnqlXc4YWEECmImoYXYKiaARAmFGeeQ0dQQzZhFFzYlbZKYSU8ozXWaJScSYHUCOxUNVEAOVvB3KJiFA9IAgFoOkYGZkg21/++6ByZp8QJCsjzKgF1Las6WbLqVxzpUqrSMuyzKlOBz0vvb1r3Z71YfvfjLq+27Pf/jxp6fjJZc9BTVgAzFQM0TDizcKTaJd6JItbkbF3nsAZfa4Qfo5dMBIxyez09NP73/6eG9v5+aNa9euXR0Nesw4HHQdY1G4wmWpJIqoCRRsBoaaExws11LZkCBgiqCoeLFNutzbXJAV861jGUaXUhJJIqI5xwvJFWV/OHJFVZYd78u2jXrRjOXfRVl22DuQlOG5q1V96VZXVXIO0QwZEcg5x4VS4uCJstzl8jU3BEPLvE/NLr8XIwQBIGXMCrIDYlREToKrJsWQ2hiamEKb6raJUVS1Cev1ej2bzeeLer1uYlBTJiwQKH+RSzKiqhI5RQDUDVYIgMAco4oyQuFhd7fzyqt3v3rvjZdevrU9GnpXg6qYVkXHl+VFVAjlYt0IgQzREI1ImfwlzE1VzL7kcrT/3w3epf7ngnvza+SjF//Z39aCUmYDmElMITSxaY0gtG1oGxQFzRZAxRdW36ZKhGRoSphU2qgJNoEisCGMa5QQgkjUGE2VCRiQLsLxSuej2yQEfpGthmBmMUUT9eyqqgoh5sbvo/c/+KN/9l83TfPZw0do8OGHH4dVc7B35erVwyt7h6lNH3/0KZEb9Lfrtul1B/mG6JaVQxIRZp7PZ3UbnKMmtJbifDYBAIktESUDJRYqWuUATqhYRDtbLI9m063Xrh89Piv6ZRF1a7B9eG2vKgsPDlMW8lUlUdnhsIqtNljywS5y8IvxKtUSV2Zr38xTXFtqN6Qq78hMQ9OQt8r5QGDWhqRginQJ+8G8IL7s+jSlPE/BRJxYorIXTU7VwNBiSjHm0Swzh4thTn6+1cyIjVDMbQ2Hd+/sv3r7VVL84Gcf3f/4gQq1bUDwLHx+Ph71B+v1erlc/u4f/OF3fu93x+3iz374g/VyNnDemlAm6fvOqm2ChOAyQ96kTdbGuq258L1ebzI5L6tqd2/n4GC/V9LTz+5PpuefwXj11z97+PT57//2d37rN7818lNYQ4ytqEpUM/MEDIAS6/W6rmtMCUTKohwOh+gHVFTrlFrTRPTZycmf/tXf/OL+g//52s3vvvGV3mgnEsYUSlcxgEkeNueCGxCJyZe+tKqbiBTEiUkyATNIGVlkgMDskBjJERNiSskbmKYXuceqULdNE1JMm49fyptxw29ERCQGZgbQlBIJYQIk9SwJkspauLNw9Olq5Y6lXTW/dXgbm1ZX453DHXO0Wq9c0eWqMEQRO7x9/fBgvz07f/Do0e61a1tl9XR6dvDS7dlqWkprR4/7124dXNnfPTz4+L1fPF28fOB9F6BEhgjA4JGkbQD91d2dd749nP+oWR4/iQhWVsr9Nrh6sNO/dXf7zp3PlVrnk4PiytbL33h7/eNfjMfjoux0e4M2tVxWRVmtV2uJ1quKcb364Pj0ytaAR70FFTtV2RtsNfP5k5OzsFx2Op2yLA3Id7uErlt2hp3hoOeobaBpIKTldD3qFb7sFUlDSNjrxgoiJF8wGxtYAI0EwAQefSqlDc4RmA5HZacHIS6uXDm8un/jwWfvPX82lvQSMvQHvdgmFSBATQlEcpGDmK3ECJA1BoagoGKSVBIxAF4mR29ALpcxQnmDkbGfAOA31epGie2QPLF3xMRiQARiAEgAmpeWSeQikx1gIyvOrl0y22QH5wRUIkIAQkaiL1wOOVD7S2CLX9Hkq+RGrjDvGZmLSAkNwLF3DKBEIBprCSmlFDJ5KFmyXre3vb3d6ZSl9xs/iG1UypYKUCQgzqZtRkY1DUjFBdN6AxHNJ5MRClhSYSVCj0io6JwbDrf2tndi0xI5AiyLanu0dSkVySZ20A2gAptAQSgKoGhIEQBcKAosAVhsOp7/7L1P3k8yYDcez12/Uw0641RrWK1TYw4qKwrnwYCIkGmxqj/97OE/+d4/+uP/9p+Ntjp/88MfPn460biuqmK0DUCjsuoAHgMmMEQsmLPiFhAtactcSEpV2THj0KyrsuABTY7sJz989vAB/ME/uXLrpe79R496/etv3fung+FrxpVYgog3X/n2p4/H1oVrt8q9A17MYdA7QDrtdbQJgUx9HsdTKcDqHBeMBbHFoqgUsG5DSOSK3fmse//TyV/98Hhru7p559WzyXSynHeHw7PxuQ210dhROPT+Gy/d6lV+VvC8130+Pl8DVAK9ovLea9Vt21lnaySOHW0oLJkNzV9GBNnm6gcFzLwi+9sOmjzv0E0EJmL+DBEgz0/B8tOtIKqobCBguMEH5Oxp4gsowz+QV2e/AvDM34GYGqH3VHY7g61RNeybo/psXjer9XKxXixSiN4RI4W6mU2mEpP3PiW93J9nz07h/Hq5Gp+eFKjO2lDP1WJtReRqZ//QMynz3u6VYm/rZ/c/W372tNPrvv3224fXb//Jn/774/GYHsNou/vuR/eLXme0u9fb2qn6XSyqZCypXY2nloxKt3dle3J+9s7u3t6s3lG7dTAKcD4bdM8iTM7OhsWwtrVCREIxSSmQGgJajG69EiD0vtOGEKM5UHTW7fR3dlxZOQJDSKFpm3XDBkVRFJ1O2qxQ0HNBiI68iuXfrUgGHBqhI8S2DogoYikkIlc6T0QmqWmiSDLbLD0I8rUIKKnr4+r880mxtXez5NLP6ym7/no1a5syFWFQ9Uvfffk33vmf3r73Z2/9q//9f/3Xk/n45Z0r3bAd1uuzs3G/cAkI2AAsxQBmpfOMpEyimk/lDJpBQwGwpASIZAZoJob5QWMQFDFQRCWRJFmJl2nJQASQGWsZAty00ZDbGFsJNdi1m71XX7uG1CBG0ZRHWwg+hizpzDZb3PAA4PKBByIHGh0X6+WKmbz3b3/lXr/y9+8/UGs7Xf7ZLz85Op1y2UFzSYWAHLmUEgjkSSNCsg0jZSOEMVONiS/UjIwkkghI1ABYAZeruFgdPX1ytLU9Ori6u7OzdePa1V6v0+tWzEwIGQ6JSKAREYnANsLMXK9ISklSzOs7u8hdYS6yc0hNDQHREEjBkkYFSCpJBQlNRERRoer2BqPtEJIvC+fLEMZtG1PSqKaihK7sdoqys1rPwEjAVFLbtk1MwC4ZmBojhyhUelNUACZvQACUQsvMwHyZEv4idvJiKf2FQVHMooljAsPYSt22bUzrVRME2hBDSKFNTYhN08QYx9NZ04TlKork0ZVHzCm8hkgEmnMhVCIAaGIgyqnhzpGJmqkKEMCgT7dvHdx787VXX7m1f3W33y0cBxUABO88AIEYEV6y9c0U0bxnYAVMXPgMEc1GVSPEF1Ia7AXECnwRpfdrOZ/0t7LsL4ZnF6flxYjssrPLeqdVXYsIu7/znM0TjhgjqIa2TqKhbiRGpygxahLnXOH8Rt558bjCBRJA2pD/z2OzAcxqkvz+MVKbhACIkInwwt2SRwZf9L25SREVETJENTEhQAI0RBF57xe//Od//N8EQDB78ujperkmweFgZ9TfBuBf/vznjsqdnZ3JdN4pu0lFQnuJUA+hbVMASY4BUnII0QQRQ7O+8LqYqvqiKoCPjyfPnxx3kD9/fvzqdHo9tevUjPa2IPitne3RoFd433FVUZQ5oEKsjbVU0K+o712gAS7PV1qY951FWCOXHT8LtUi0RCrWFs5Zls2gqCXnCMADxBTMLCFyURR5KgmozAUaiQgiAnBeTKkaJNOoiYQqUNp049krm7LX1zJ7B4g9ECrA3t7e3t7t/b2rGO30eAqtLGfruBIiJHVGVLdNp9utJXCfO0WnrmtAjan9zd/81vvv/WJxesoMlmDVhmQQgaKAMKha/opFUSlCCCHGaCmchFVV+K3hAK5fP2M6OnoWDRft8Wcnf3pU03/37ZtY+CgxtIEQyGyxXktoJ+OxhFZVvat6/V6n09vZ2p5Yp1EIjubr9kc//8m/+/MffPxsFj1M68b1BuadABfOCyhY/hk5AMpMVAMGIGYPVAJZ1AimiFY4JCgBjaNGM2BnyTiHuxh4Zl23ImKipplMJCISkjahFQNXeE7CoEr5+gBAJaLSbd70jWBauQRnkiQEdjEryrUqz5v6adRwelJC8VZ/VFT+5Onnw5sHXiEuJtztAlibGtCSmQVk2dbD0Y7vdipI86a5deduJ8qT8YJOZq8eXP94uHu/ST/55OEbb97yyZXUQ3WgHope9NyCqgLuH+69fu+sKuqY5sXQd0dWDk+KgY62J0Wv8a4G3xJIWZRX3Gv3vvrgwYPZbHY+nXhfjjq9WNcmCX2RAKXTezCZDY8nfmvn+PPPR53udlV71R/99OPVbFr6oigKJQbCXq+3Pdra6Xa3y2q307vS6w57Qy5dt+Lx9Cyu1zdf3ls6O4kLG/RidsIbIRgTJAIxQLRut7taTb0vkcNg6J59fjS8cTAabW9v7X/6yZP57Kt7V4v1KqABgBC1poiGbIZEpoBixIZKqAaqKIoATOiI82wFNohBZwBElzr8TIjxjtzmpE3xxcwkZmaHeWiLiJlbdjEjgMwqfCFPlZgyLcGpakobSUX+iHOOiRFBTVRTNmSARExBJG541Rep8/hF3qoCgKUYQwjBV1aqWeE8kUMTM2+mZqLGaw1RU9u247PJydHxet3sH+71uoNu5crKl77w7HDDr0PPJYAW6Dtl1SlLT6yWQEnAEAXM5Q1nBgoKGHqnrbQxdqgEwRgjYGFJbxxeu3v7pcn5tODCoStd6dk7cCJCntCBg6IJDanG9brLXuuWASGmZrVOrpOgkbItCxdWYbR3OLz50sNP7j9dLgZlaaoVJVovoZ5TiZB5WOQQCUC952a1WqxXi9Wi3y+/9199r+xWf/Eff7BYrH/x3nQ8q+/d23vj9Ru9wdFosE0MqW2TAUISS0zmSmNGBUCnaA4IfVE1yR+f8l/+8Omt21e//Z3fOho/Op+lb77zXw4Hrybo+MIDEOOw7ByMdu6cTT+6s1t841vv/Jt/+cFyBtu7o/+Xsjd7suzKzvvWsPcZ7pRz1pRVhcLUaHQT6HkgxaEpkbQlSkFadtgO24/yH+EHv/hFEf4P/OIIh2XLoTBt2SGHRXVIJNUtkt2NJrpBAA10ATVXZlZWDvfmvfecs/dea/lhn5tVQIMUHVFVUVGV8z1nnzV83+8Lce4KZAKUiETsC+9qYKdsRlpUE1NqlzKdharenc3rn380/dGP7jUd3Lrx8njt0sn8aUzaNktfFnOKy/nst15+7ZuT4sZoTUAedYuPu/DxfNkB7AxHN27uTba37xzc33zxxeGVqzIcSrZgZ8UBYMqKsDxWADI01HyA0Wr2rBcViF0sBJ+57TA3eYyU99X5gtSo+TpHzep66pOvQLMSeuV/5qwxtGd0v8/s+sxQiSALDy2Jcq8GEgQ/qEbj8XA0Gq2tLbt2FqbnJyenZ8cSoyOQmFpsB8NJjPFiVbASyyTVVLo6hk5iGNcVxgU0S9a2Hg8/Pjqv1seMdr48LzTVg8Evf/2rg+v3f/jnP1D0vhyWw2FQbASqAk7PlvXIa1mUmjCF2LSjYuCwONl/0ExndTHuQEvHk6rcmnc3gF5fW6+P2o4GkYcfdHNXFm1zDpgK5/OTwnIcHCA6dl1nACACUREZOHpCIyATMAF2VrBTCqAWYyRAmatzznOBZKhgyYjYszOBbD3P48+LkyTFqAIFO+ccIqUQU0oWwSQv3CiThq0nfypZW6jrTu+3g63Rbj2i9Sa1iQpJspSkqvUAvKtt5H7rv/4vbn3rjX/5T//g7g/eurwxAbD75yfXRuuTyaBp51XhCiKM4pJ6tCZ7t/qjTQ3AFAnBjAUVlfrgKsTM9Ic+YyCn94HZCv8NfV6fKqpiz0dgvwwhagpia9vF9Wu7VQFocQVcJlVSYVOH4vJ+z5CwN7l+Is96xT7BC+beCzev1pWfTIZrd4dt14nEg8MTVwwKLggxhDbFVBU1EXVd14NzzcBStusgABP0Uz2DXq4KCmCABRIgeJUURJ48nR4/nToPW5uT7e3NvStXd3a3R4OaOdvlZDKQ/hHCDGiakqkYSC4ENcW+uyAApC6ELO0AyGKVDIWwtGqX1QzMRAEIXeG9KxEZyVXloKxrNSRfxKTOORUwhOFgBGYhpLZtRYTJmYKKJZVsmVGEZKTGinQRQiaqRZGj4XOP98w7QUR9XpMRAtpKmUyMXRtMg1GrRiFpStAFDV1q2tg03fmim8/n8/kiZ0uIXIRD9OrKHNqVmXwASgbMTAxihZkmEwA1UVDJSaJXLk9efOHq519/+caNy5vro7JkwJhS691wZTSlPtswb1AZiJk4/6gBGTknHGQj318x68oc5OdTHD4Vx/eZpr5VvyQ9k/Oi/VvlQplZShJCm/W6n/ExVv0hI6FZL8tMEkIUEW0lhahJDMlYGFw2QvQRfKAmRohifWgVpiT9TYj5VlFQz84QkImIOEfvGGVZywp4YJgxJmYEaElM81yEiHrSwSu3Xmibpl0sR/XghRs3bt14MQWZ1ONLu5cf3XvYLLvClSmqRJEoZV2JNP0Mwawg8N63kjpJliKYmUS0zIDOW2VQsPPz89lUvWE7b3hYKvEidRGtXhuPu4mXcnt7ezIa1q4kK5x5J46ISLGyUeS0OUkhLiTEFCS0seBxyWPlksCDcYohQEdGjEieCnadRUQgQvCsIqDSR/WZISMj59xSuFBBg4KoiZporrlANARlTzGE1EUTASMwAnJmgRC48DGKLwevvvq5V159rTnn0HSnh8fNbOmUumUX2wgORhsbR6dPtaIny+Oy9INBff/wwe7azt0PfzbZWi+cf3Xv2gNNhw8fq8fClW3bLEMyBQJHQEyuLEuV6DLuXlGkjQvTDmtHw+GweuEW++Lg4OCkWa6J/2f/6vvnH9qv/dqvXbm82xoUSCk0J0dPIARSKbwrisL7em1jF4jnTTolQ3Y/v3v/z97+6bu3P/74YNoY+KpoAQLmqV3WCAMhQb+PIOyv7TxncICOkHPqmss2RwIAYEigglQAYmHO5dWMmplcYIb7I1FVTKOaiCTNRMfM0NKkAs/CFPEiVjS5MitqHCelhKgBIalcf+XlG9vrP/uT7w2ODr0prtUVanj8eO/SNRgMYTY158rhSEnadlmP69e/9MbB7btH9+5fu7432hhrk4o2yv1jvnK2vvXC1sbO/bXt9/aP7968+qWtm22z0M4WHRyfd4ft4iw0jXYP3dnx9GQai2CI5x2cPyU816I+P56+tLXFk41FSm4wjNJyNbx8o6jGw9npyWx6evh4/+TovvcFIk4XaVDXR7MZi1wCfL/p7i3CyZ2HFvzAeXZrxc4mI4hpkOSLIoni0XRAs42yuDQcXVobT6rqcxtVLTQeb5GUJ3dO3G5x9er4TGxZWosqImDsEJnBEBlZTIuiQIQQ5+M1h24a0/zSpUuj4cZ0Pr1352Bz+7phl087Xg3OVi6iXIw6gL7SVRGIQgIeWFdea8vwFwAil1de2fTu2FFGV5kJ64pD9iw35SJM5SKPZ5VzS0jZsLBCuZAR8kXOdR+bvHoXV9KqXTS1PIIETMF6vsBnk7oYjJkzUhTUCu+IcmZFftJJSjGrW0FxPp0fHh6enUyRnENXOFcVdZ27Pl+DgBogMhqrChETOQTWXnTZd3kCGTPFiJgFREmSinhFBQUREwRCUBuWwxvXbjy89zB0nXflZLKekooIsgMzFUQyh0SAlhLF6ASWs7lDq4p62kqyYJIccQhhc+9a8fAoncwGrIe3P7oEft0ZFnTfbBYMRI0xIhKgpjAYFou5PNp/NF3OxhtbTPzrv/Gdna0b//L/+cN3//LnDw67g5NHf/Hewe/93V12o0HNSReIrffKpEhBLHVRBqN1FQituKpGXzRy6ftvvfPgGH7n93/zPOrPPzp+483fYL8nMDBCpc7A2FV1uV36HekODcKLt16u64/n5/7q9b2Tk/2djVE3a5iBHFPhkTACIIOvGHjcNdJG9NXOk+Pwk3fu/ejHT5+ewnj9qq+3fvO3f/df/OEfDCfLs+nZsguz2XJ3NPmdr3zrWzVtTg9OT46OGX/eLE+4XEiajAZXLm2Vm+Pq8s76Szdh7yparn4QMIcf52w0sT6aqu/jsgFptVvOpUiPf/90oG6G0ZoRkGYRcj9z1t6nD8CAWVaGPYBTAD/hN/kb2Po+EUbdK6cQlZAKV9bDejiq66H33pbL1IUUoyaxnEOeB38AIrlx0YsPoiCImLrWe8+MaIk1vPHaLZR5Z/h42qbYecRB5WTZZUXoP/j9/+TFl1/9v/7gf//ud7/75MnBbLmoqooQUmxjVFkucV5oVY3qIRqhcHe28N77gtOyg8Oj637wguIbk/ELLVBoVFLUQU3wgU0PmuXCRLMAnACIg2ojqRFxMZCYOpGoxh69R0TUCIoqFMWMEB1SUImdoCVlAQCPPiMCJFnu4WV13CCiZzYQFbvo0ZE9mIWuizGiZj2u61E9RqCiKamqGpFpgV03OzwvP66Hm/VkqD35BWLbpJQ6SUU9Ql/gePjar37j5iu33vnX//ZP/8UfHn/YObdx9/T0hVHl2DPycj4duqL05fx0quujlQFf+5A8MEVjIhTM3ntEVMpgfQPpVxz5UAUDRTJTAzJT0X6xqWr5bJLQAYkoTNaq3d0JwjSlDkjNsjFMVMiE0JxCDjKgCy3yc3uXfgSIyCvEujlMW9trvsCqLhTUO3d37fGduw9i07CrSi7ZSEKHzg3KSlJjkEksCCqQY/IydR0gv/oGCr3YACynYmM+2EVNYrSDw9mTo9mD+/uTyWRjbbyxsbG5uTkej5mNYmKWDMxgh95zCioKIWju+VHtWTK7KHNeowkCq2pUaWMwwy5JSpI3RWBYIg/Gk6KsAcAVBTi3XDYxxq7rPDsALYpqa2sLyJtZCDFFwZINKamJGCCqsakk0WSghgLZbQ+qGKI+jxjtV/orELZl+SE8S7ZtQwghKqAYq0JMFpPOz5tlm+bznF8aQpekz9rrA0EuWCm2aoYIscDexGyiIhDNPLvCMaiZCgFMRn53Z/31115++eUbL93aqwceLBFptrOZ5k4mEzs5M1OZmVymlqxw+f1I5TlnXX6dn6sScj/210BcPvO/Lpg9n/luOd0YEWOMTdOklDK68K8ihJqZJoldAIAQuhiTiGCrKXZmaPl3NmUS5Ys2fxuiBqr9widbwBUyFtEQzdS7QkGRM6uTzSypmBAlAgOTfscrXZQglhKJgRrlHykxACSC7e3t7Y31R48ebaxvTcZrR4dPm3m3u7F7ejp9792fsfHOxraKlc4v2oZDHNWDEIJoBFFhVDWQQCpRoqpKjCaCBpDnZwqMKBolQNsFBjJ2wnQ8nbVJ1rY3d6lRssvbO5PB0FPhqXRYOGMyMvAVgxVAjMuA5+dnmWgaUtToYqNdG7LLNEescOwYM8D4WUAXFMYAqpQSmAkbAZEhqZip5jIuj1dEjJOZGKhKVIjKBSelrotxGSRI6rRrE6MHhrIYFEV16cq1S7vXp6fz6VM5P53Ojqca0rAYFK70tWslnsxOW03iZLBWrW+MnhwcvPHl1752+SU4PSpY0tO0MSzd9rbFdv/49Gh+VhY1cx27oFGdJ0e4NCXRjOvhTBuOnSU8Pjr0ZVkPR5f2bnbgjo5Opx2ePjr9V48ef3Tw9Du/9uuvvfrS2fm0PZ95ZDWoHAOhd8VgPHGDkVGpTftkFt96+wd//qO37h8eJ4ZiUgLS0hTZIRNgnqd86mJ+dngTMpNXbPNEj9EhsudsUsrzagZiJPLg862adYGfNFOZmCqCmiVVBcs7IwK0HDNyka+d71YDM0zM4AsEIEgeIxoPAEdFUdbVxt7lReUepDY8ehBk83PXdoaHT8+OTtdHEyhKJLbQLIIWvkLPG9f3tA0xJfJ+PFyTEN577/3mXLuHh1uv4s2btz66cv3O3Q9+ctotF0GODrt5M416MF8ehW6B0mk4oqhoipzMooQkJi5ZjLM2PPzLd76+uT2crM8WjaMqxqhgl67sXt7dmM+moTk7eHgbAFJKIYn3ZReSGeLHd3Bz4/IbX7771lsnp1gATjbq2Ham6rw3wpCi91wWXJGdmTwhu9O1A9OmhOv1YK8cjrRygY+Pp2fdadpxsDvsCgMkIvSQc82xNRER55yaNGIyy/8AACAASURBVO1ivLZZlDJfHm/v3NjZvnJy9vBnH9577QvXfImqKUslVyetUU7EQRNJBJCdIxoTCDh0zJyHNhd6zotk254cnll42VBkSojeuaIoiCifdf2csg+2ZUc+cyd6ehBnXrxdDLYAn/WEF/aKPsMWBHtaYRbjJE0AMZqJgVgmDn2adgE5DTCrpVDN5VYN0aEjIjMJBiBWcLFM7cnTk8OHByHacDwBAekS1Oa5qHxVFRUAmzNEboMaCBMVXPRJgwAKFiQlQ7MAighMjgFICYNKks4SkHWlEhojGBsU7K5dvfrCzZsP7t1ndGVZpqQpifNsCmLCiJw17FEsCappSFB5R9R1S0Iflk1B2C7na2tr21cvP/3xW65rutn5S2trVx2tq7sDcBAgJRFnCgYKMbXbO2unZ3j49HDRLBG3jRAdvfDyq7/7Dzav33znnXf+9Od3D/WuHO/vv/764Ze+9OrNm7uTgQHMIpw6dMBdWRaKw+USiIZYDg+ezv7gez//4++fUk33T84OFrPN3dcvXfoVokuCxq4DSqiuLKpxvT50281i+/Gjn33h1b0r1174t9977/LeL62vf246vzeoJxo0GBg4phIYsWAueRlG512aL+njj47++E9uHx7C/hFEhW98+/N//z/6z978yjf/t//jf50vmtPp2WS8ezY9GmG91tpAA7Xh8cnJ/W75UbM8NSaAS9trVUkRWrc5LLfW5vNpfaHzNzHoN2x4ETFigv1+hUzlgt73iT/xudRfsNz9IyKY4LNAB8NVkHpGBvRALVAyVrQeIviLwJa/XucpfcNmhIQoQApWel8O67Ku67p2XKBiu2xi22nMIIBcvWP/VT2XbauQve46qEs1VBFLEePyS59/6dJGffvhwQ/ev6egaInNgsSu67qYiuEQgH723vuH+w+XYVmWdRINEj1SippUtJzzeFjLusQInYUmllRYCOMm3OD6VzZ2Pi9uZ5mKrmHVvZKrerhWFZMO7lbiY3feNdMYzEF0qODEOysLF4RVUZTUDIxiQDNhBAcWtQMx55AYSFb8PrOcGgtk/YZBkpjmsyyzecQy8F415NwtTjF2IjEIInryAGSqZkiAyUAEUgIRUyAP6sgUl+3s4Hz6YG24zkiAHohMVKRrOw3agSvatNS1jXJt8O1/+Ltf+MZX/vj//n/f+u4fncf2Lw8OXtve4TZW5bBr29B265ubp6nBnlSOq1WX0IVgLQ+zLoyZ1Ffrlmeyhoo5/ianX4EZSC9jRjNo8nsoVDVMRjVCUAmigZiFCY25j8wh6hkAhCsVRY+MtT7IIM9H8nRP+zNfQGRUD67vXY6hkxDWhvXW2ujO3YdPj07VtPCVkIXYdaEtvbtQAGaJ/wUql1b8jD5HG4CRNW+/ckNIGdKsxCAhTc+76fnR/v5RXZeTyWQymWxu+OFwuL6+Ph4NiqKghBzy7lgsgRqpgpmAopk5NjJLatmGZqiqmqJ2QUSyHcsy18vMqiiTtQ3vfdN1jgtIdnx6cnJ8mpKKRGYeDAaTyTogitlisRADDwRGoiAKCE6BYowxgSgmxSSYVEKUEMX3BGBT6XsbxSzqzQPRoJqZN5rBeVFBREUtpq7r4nzZdSHNZvPQybILKSmAIwACJiK11HNMIbs9V9hMMzMhRgTq5yEADgQ0C5thUMH62ujFG9devHXjxZf2tjfX6spJDKIhz4kAskPNEbpMEAUzzmOSlbWvD71Dx+QvVoKf7NrQPsva/Kl138UbPNci/g0OTRMAB6gxxryAzYLebHD5JEsGEFCTgCgrkVgKKbVdSsk6W8kLvZkZCgA/6zm116oiMEKCHuUMWbnkvddsyPbOGATzdBr7v6tqZwqWd9EpRA3RYrKoTgwFIe/FmBCIDPYfP1wsFnt7e10bY4y3b3+sUV975XVVcK4YVQMm1yznzFz5Ag2yxLeHdyTp8VQqJqqa+iE8rLJDNBI5RnCVb2PyzlNRgPOLEIRxbX1zQcE52tnYIEEUcOQ8lx6J1ClC5RwQSoptmiKZL8lQm2ZpXd10smyz1tSpmabUgHhj9kSVo1VcofeeAUWEV6pmIsZeQoPcm01BRTWaOocpT2wVBRZnTWxbiUDggZgKT1AsZ41zxZe/9M0bN262bYhBnjx5cnywtCQMBMAxSFUyO7c8nWPJxbAETqxh+ujhb3ztq1cv7VZ3j0ZV/caNG0dHRwdPDifrw89ducplcfrRotNEgqjgRFUlWjATlQhGKQXQxGjoHBGkJBClPZlONjdfuPWK0cP9wyeu8E8WcPqzJ0fn//pbBydfePXFUTEydWvj8dA7SNH70o3Xl1hOl/H+g4N//qP3f/ijH50vYrVWApKyd6UrRIuqLsusHOuzSWHlnMLn1iOE6IhbVcwxtUyE2VVjZpa0964QsMMes2Um1DvB1AjR0BBMgb17joDWr2cuskOdc5lWlbn/qmpMWDhQNWXEgoVLJNag0g7XhzgqHj+ZdeqHyyiLbqcYHJ3NWf14dwRdwIJUIpZlF7qSiq2XX5ysbWiIVNRnj58e7z997SvfvovYTGfb29vVzvbh/r3vHzz9MLXnB49TFyL74xgaZhyUicslVYgAqGJBXQkOlDgiBPZvf/CeW1v/2te+PmIGSPN2vuiawlxdeAhJ20AZ7tt1zEXXtcRF06XbHz3geuN39j734he/efbOB03bmndRjH3JvuhCEmfOucIBWaK0pK71rThYPpmdvdbGzy83btXlzmBziypNZ2Ee2zqkMUJNDhDASABBDAlQiVxIETABdq6KB4/vTsZ7l65cvf9w8vjh6dPjxZUrtZkQkaNidVKmVc1qKmKCqzBbYvZ93AFbbpPyOisHPYCBqoKaoQmkfOACqAEh9EQuI1QBVTGAFPNg0Tkm8CQkmeMqCIgCkFYnDCr0iX95xZi5Gs/tCQ0p19hG1KdT5+mOWc5Sypc0rybQioAXGSG5PGFAxwWjIyLVZGgKWlAR2zQ7ni6mTTUc1q5CRY1qyTABlezJOyqMkIAZRCghgueCyAGyZFlVTJl/CgpEVFjFzNFi1NDFEM7bJBELLJ2X2DGwxTQq6+vX9rSLjJRSUrMuRbbCViMZZvbE0gboYlo0BTGQD/NGkzFylWCnqAdt1zx6+NWXX/r5rRc+/MmPxwh7zl1TmAPvclnF7qwLhJIZ713qqqoYDKrz8/Pp2fmiaTfWRq2GqvK3Xnp1a/vG9Zsv/PTdf3fvwXv7B/NHD/XHf/Gzr3zl0ptfemFnd+ILV/imrIEGI+ZJPRosFnzn9sG/+/6H//x7kFrY3iz/6M++/42vf/VXv/i7Ie7WgxFwBB+JQRQKdlQNC1pPy1GQyZ987+2//OCj5fn55lX/a3/relXf8AOnPqkquoKKQtEWoTmetfNgZyf64fsH3//+vfv3oB7Blb3dL3/9O3//9//LW6987uTs+OnxzJdVXQ2Wy2WRdFz4o48fHA8IiuXB2entk/nUFwvRuqAr64MaGsaiqsnImq6tnnV9fYDIaoLcT2z7PCwVQDK1TzlH8pz8FxHiltnQlgHvuVmklTSUVnAivKAffWZS1F8f3AAqgAqgPQEITEyNnR8Mynroy4rZg0BsQrNYdF2n6dnnJMycrby0Z7OYc1JSSlFjCG1M0HVdUToXobBweX37/Q9ny8XCTUaSUopdXZZFPfBF1bbLu3c/Pnj8QGJTF14ZUjKHhVlUNQFIElKKKbTd+SItFbmUlCi0VxL+6talb9UblzsturlJ6pZLncOgLPZKYq73ti/BdH6k00NZnKlASjHzHtm5JKQKDGyCAqaRxDRi8t4kRRWxksih90TonHOdBgMTSciEBuQoQxqyDh0Q0AhyHLCiBPXeoVmMMUkAAESXNKmCJFDtw75FRCSZmcpQbUkQ6qJa6Gw2fTzceSFxpeTJjLFPk0lqGgMgPX1yMKhHMh7Tla3/4B/9V2/+6i//n//jP/nxd//o/mz22taumDhHKHrcLNH14IEchtublc2M+jh5ZDJkyxYmAc3FXA5SVVAwNUymhqgrwadar40IQA6dpm5r4tYmFaTWFQlUk5EIG5MHl2XN3OOxVp91teizfuUsq0Eig/WRO8SubYOZjQfDWzf2pAuTQTUelBvj4d17Dx/tH08Xp87XVVmElDIX7CJJL6MSURVQtR+WKPbKpKy4sGeOHRUBRVA2FgBEYABROF9054uj/YOjooDRqNrY2FhfXx+NhmuT8aCuisL1TnbzqqKCImKmniU/7HQ14FRVSdYGTUm6LuUXP8Ycm0uTyaSLsVl2k41aTE9PpkfHT6NKbLvRaDQajgeDARDGmBaLhQoksSgakooYkIhZCDGEFL10XXTYmsqiibELTSRY8fdSSnn2CUwpynNnwGodJBI6aEPXtWHRNsummzdt6FRW037GPBMlMU2qq1fqWdQMIuSFlcSYUo9Qw14W0197GxN3fe/yzetXb1y/cu3KzsbGOpOmFAyUyJmBJDQjZczbZgZEMmIghjzrhX7gRIQVc4lQfip86SK7ZnWqZi7cZ3R6nxJ5Pt/4feJtng9e/+QZrZpijKq64hGszuDngnOekYtUVUBDDF2nMXNhjZnzz9MRKWauS18rK/bJUwiMKDEpInrnyDkgMjQkV9a1MgCTkkqOLSZUQhDJmitNYqoiqlEwigiSmDh26DCz0Q3efvvtH/3oR7/xt//OX7z90/l8To431re997PZrCiKlGS5XOYBPDF2XecLQyRgbyl1sUkhpiTPwoh6DTOpqRoSSkrJpH99FZCK0tcjrod+OPIjX3XzqnDDesKJUJnYM3sGR4hsBEzeSck1tAhk5aAE0rP51OZxsUiLeaMKRGTJokRVMoDCMQNnPQ3gRXQKFgpdDKIKKSH7ZxqblYHTMq5T1QTURBcmyQrnmV3Tts15Fzsho+t7L21tbF3auRaWeuf2g64LCIySUIGYgSFJCibATCUbqqU4MHPL5j/9zm/rfP74Bz8Zn8nrX/rKl+vBQVHayex0es6XN6+5Eq7e+PjgydPTE480LAvRaBI8Q5Skill9SuiQDJhMArFvY3t0dHxtb3j12pXZbHa+mAdfJIP37x8/nf3g+Gz5t77+5o2dqyQNOGA04iIUw/1Z/PDu4z/94Y//+O0PQtDJ9iY6XnRtHoJVVTksq2FRIaKH7PY2RHvGPewv75zEpQQABJ4doHPofc4wFAVzIEbEBLzK3f6FAQoCIEjWYJAZmYJpDgcyzTdIZhRRn56WLZZGFoggKSVjA3bGxDysuF08Ze4u3dx9d/84BHDTZk6zVzYmo8GoEDj96N6dB3ff+PZXx1d3xERTAiYoB357E6qh3n/09k/f2b585Y1vfrU7Of/Z/r3hF964evPa4/0H92N7GHQuZM5jXTdWBmLny6hm5JEJ0QA9OgTCoNKm6MuipPD+Oz9YK+Urb34xLJfD2GwPr6AJLNonH3/05O7HLrSo0TvKAbNKRYEixvc+uP3W5M+/9vVvfuHljdu3P4phUQ2G9bCMEQVdXdQhpCZ0hFy5EZeDLrVNiu+2iycPj2dLnA6qS15uXF3bvbIncBq71tXaKgClrI70AlgWDGyEpuALN5+flnU6nT5p2unu7u5kbfvx/sHDB08uX33ZuZRbIAAViZInwGiE4H1WkhsAOS7QZTxY1qFxTvODi8MRFAENzTSZGVB++FNv+chhPqtfAGAifX1JnoEFBQAY8jMaaQVoWYkvmIjzRMx7n/08YATQITokQnRZyITozfivT1hFMAZ0zI4IzETEkWd0DA4NTYEsOSwYWEOKrYIYJohtDMsOFFkRFTEBKRLlqoYqRwkwxzVB5iMYIESVlLHMJsLko6bC+w7aIKGLbTtbLrsFj7gYVRrVQDUGSLI2Gl+/fr1tFv23Ib3UhcgQgZkL55tmOYwpzZcuGnCKMa5N1rUaLk8XG61dT/jD/+l/Wf/cG+NH+5tHJ9eJXuVyp5PCcMvVA+xOOhFOFfqOfNd1iloP6ycHh/fvP3rpxRujKlVFXULRKI+Hw9dee31jq350+MLtv9jff/zg6cnjP/qTwx/86LAoYW0Caxuwt7d248Z11dnB4f7P3rv38GHz9AgS1oMRPz2b717a/PrXf3082us68rV6UseK5IAYHTMUAIMU11K6cnY2a5NMW/hnf3Dv/qPH3/rWq5e2B5UfOecANFqYL88fHz59+vTszv6Hy3Mo3eXpzBcVvvnlb//G3/ntz3/xy+CHbeiOz06bNkpIs9m8dGObty3O7sqdV27u0rA7U9lfNFMZgfMlNjsVVeGcFnS+f3AuafPFWwrZ6EVZfPDp66d/rmS2juAvVh36ifHwxQIQkdBILV0wBcxMDQk0D1CwF1nkYQo9P6f+bJvJL/j6PiFaAjPVCOrrsh5PBsOxKyow6tru/OS8aRqJis/lWxI6Isr8vItiKUMr+mKmV22bxXZ6fORu7WjXIkJVVcyomoBYVYMagJqEQcGLCGASowEyscPYV1OqGkK7nC9c62SpXNY+LOs2XsfB1zYuby+CWzSOIRVoUFBQF2LZyToZe3tttH6J3U49OLZwIO1Btzg3rRVcF8EMC8siQNaYRSqgnSiJChhoYeAKR0hG5Akx58OqiqnElFE6WZ0JRmpiSfqQUKUUDdBELNubRaRrE2If4Zh9zc8uBa0lzs2sKIIZtuF03p768ZpBVikDG5gpKAlSmi+BqNW8OsPg68tffP0f/bf/zU9//df/h//uHz9K7ZYvZNFVDFVVaur6rRf0guL+SjRTYCLkDIzKXj4EFDOzZCoKCiaGCpaVy2oIYMky6lHNrFF0klhgNKhHVcEYPEIAFZFIaqsNDIISSC4a8OKofQZETKvlgEIPFQUwagOYsqqGNg7L8rVXbl29tPX+ex+sT4aTcT0aD+/ef3R23ogKIYoyACjkm7CX+akqMeR5BgGo6QW8/zlboRFB3hdJ6m+2tBJA57HGsgvLrj062Xduvy7Lra3N7a314XCYQ7Gy348IKHtx0foNGKwcQqqSLCWLUUOEDM9MAoi8tbW1vr5xPlsk07Ksz88XT548mc3mMaS2bQeDwXA4HI/HQG6xWCSxkESabtl2bdupYRJD5BBC0yXv0rKJKSVLcTGfpxSbBKs8A+u9Z0xEmMlLORJQRLOgNMY4PWuapmlD10XJngVYzZIob2PNwFI/cwJnPaUTkAiy01M0OxbZoZrlrSaYFQCjAVy+tPniC9dv3bq+u7OxNh4NB0XhTUVMjYjBQJLlJ7eZiamZACOzu9B3QR9w4AkLpoKpIiyfGT/0EyENn6HexP4SuADY/GIr+Dwl/JNyiWd6jIu3yVKiZ30jgALRJ87zVTajQObihqaVNuVwjsxXvfjVJ6oz5efFM5siISgbRiQkx+xdLqdc4V1doiN0LKQJTFHETEyxE1NDw5w4rDlPRzQlYzE1NvS5niaC3cuXbty6cXJ6ur6+fvna1aQ0Ga5t7Ww/uPPIV2UzWxRFMRgMQuwsKBGJKbJjwBhTDBqTmEJKmgkdoqY54xFMwApNkJQw79KZvSurAThfjca+HhgbcVFXg3E9qc0N6jGzpywcBgZ0hEQQkJkcutoN1kqhdHRy1BzT2VF3Mp2FKIXzyL2dPaVknWDhmFgpYTJe3epE5IhV+vhoBP/sdTQgQFDTJJpMYwIiEWXycamLxaJbdgRuOBhdv3rji6+/ScCHj57s7x9OT+bOeU/MzhZtg0ZFUTrynQZM5Bxtb26O6/LhT97+rS++ufb47NF7719D/tbm7teGk+2jk7qVYrLx86Ond9+7W41G19YnMNzwAY6nZ8tuWZfOE8Z2yVnDBpaTrZMoGIhht1gAkapMz062t7dv7l36+ONFwPWuWZauPDpP3/3+W9Pz+d/7zV/5wovXnAXHlACeLuK/+fE7tx8efXRwGrni4eA8WjObjSbDoqqW7aKq64Jdya43OMHK0pejpEwhN9W92D+iM3aEjvOYi5FBxRgBSiQBcij9afg8fFhVreeV5/ye9DwWC8AQ3Wqn/yzNUlWzQsGWM+y2gmibUsvgBLxIWeHp/Ahh+cKtq++//dF0rjyXRPpncPzq9hVkHxbtx48f7z65UW+vG0LpXWhDgQS+BAf707OjxeI7v/Ltcsy7OHj3/kGZzj//0s3bt38+PX4awGbDUZcaYMg9vWChZogtEiOTZiwCkGdXuApIqxJCc3bvg++tw+O1gZeuOekqZnROn9x7e3Hyc++gchmNg3U59n7YeAsJlk04vdM+Gp5NdtOl0YlaxQUqQkf+2qWr03lMZR1ikVJSC9EiuAKc6wabT9v2vYUk7aas03h4AzY3Xtzu7HQeF4u2C5wCiDfwZl2XCB0Lq6ovOEkznlSTtWKxPJtMXtjavHTvwbt37zz64pvXB0MnENFXZn1DnqW7QMCOQSB765gKRO4JnxmxSe7ipO1fd0iqmktPAqM+woxNUVJe4oIp5imbCoBlBDZcvPpmZs4u9Jy9sO65LcpFtI9K320S5ydUrqQIwIO6TDLHXj+3Kkx6QQzYqmLK2OSMyEcDJjQFVDBDUNSkJuCIQODsZDqbLk3TztZ6HNSgQEAM7MnnsUnWTuXvXcCsd4ObgiaTLrUaE3NQSkpFwqAgQBpiuzydFcHVWAPVbSegpiKOcWd7M6XReDxkh8yeySspMiEJmxXOhy6yQcrLCYJhPYJL10Ib6uMgTfzNSzd+fPfx8vFse7nYFHpte+t64lFMyn5SDMtuaSlBCJ7IgNuwaEJTDYYp2b27jzVis+iUpHI8GQxTxUVr3l/e3C73Ln313t2PP/jg3ceP7hxPj5jC8Smk2/C970/Hk2nbgnPQBkgRAGHg1zEtL2+Pv/HVr1y7ciV2y+F4Xa0F8oaloldkITZXqB+j25w9nYlgOR4NlJvF+Q/eiu/+7N2dTZwMR3VZBWmWzXzewGwG8wWcC2xvwJWd9eu3Pv+3fuU7b3z5jXqtDGAocbwxefjDR12XYpMG9aRdpKGvMVJAPo5h/9H9g+Y8OEdUp/lyVMOVAYf9OzPp5k9O4+npznhsCKaoYNLLMLVnvq2YFhfRTGZofUBVXuXBaiWLn4Zr9gEOq6or1/w5dhIy+REt0+lyHs6n+8b8OPv3e/z6uxJ7ZyIgurKqB4NyUDtXmGFs43K2iF1SVUKHCGT9GoPZE5HjIkuUn/lrCMmxA04GbduOACqP49KvrY2yUiNP7mKMi2XbdEklhG4hqSOAFNXVThImBUec1/hJdbk4x8RlxZXVhFUVm0ETL69Vm44pnIOlRRcSAxTMjjG6ytJQAqmMFmeYAoMMHNfs19y4JbxeD10SBIUIqMk0xcJ5BBWX+zTgTKDPJmACVCVGz4zMIpJiUs1NkKECiK7i2THrH8iqlMRAgJQ5Q/ytl9tp3/b0azMzVZBYQEQFw5SAKFk3XRyvT/YQpOfDmJklIla0gieFL0NI0/nT4do6Q3nUzcfDwZf+3m//513zP//j/36h7c31CS67fDIKmGYpL0K/azZKBnzhqV/tGTLUuP+S+pZPFVBBzXIsCSbLG7TsBFNW2ZlAWXnVhJBS6kySAAUEU2OXL8GEkOAZtfNixrZyVGOffbcaACOAEXpyqJJCO4+pGwyKcnN98JU3Hz5+PBrWk8lkd3f7/uOD+48Oj45mvhhkR7nhc2GUAJq/5xxhbporaedYRNW0v1d7gQr0BAiA3mm1Qm72fY5BiBpjd77Yf/Rwv6pL731V+LquB8NqOBwOq9p7Lktd0VxWt5aaCrRdEtGYNC+TRKAeDW7denF7dyeEUA1HiHj79u3btz9eLpcpdJqybUmdcxDjRx99dHp6ulgsDCk3Z4iMThGTxBRT6pK0oYudaQrNolVLEQrg3tWmSpYxnRBzQFkIoW3bZdc2TdM2IcaoEfPl2VfJjongokR7djSBEoGa71Xs1I9xDdRQV9JWypZ6x66qqs1hd/OFG6++9OL1vctb2+tVQTm5wTTmFBBVNUXrRZsVUOpnFARZ7JkRcIhI6ACYqXBcMVaE/rlR2WeE6T1r7fq4omebuuf/1/7/5Pg93+x9Iiqnz3agTwFdHPZxgmDGyIUDAEjEPQSIsTfmreYyPcfbUCVjYJGZxRgQ832KjjyzH9ZFVXHpwZOgJjQFiSoxJVyBhYlUgTGBoQioSVQ1ICNEx+y9J6aNnZ2rV6/ef7C/trlVVKWIPHjwYGO0efnyZYsJoorIsllklDmAhmi5NkpdyD5VMuhCSkkMTBSSgvQFTo5UwcKVIZlzjl1RVHVQrcfjejhe4ML5sqoGRTEYYlUUlREqoJipAeYKENgQjAkZBGTRzU/OnzZTd3KyTCkJmCEyEDgkgSimSaiTwjEIIWgvOs66eiJmyHEyhOQJAXNiImdFsIhJiIgGhGiUpG2altldvbx3ZefaZLI2qMYnR9OTo9P5tEHFtcFajBLb5CZ5eGSucKawjG2KqpbWR3uv37ix82RaPjqdHjz95avXt6vB1W7m7t6nRTceDl8bbQ6XUizS/jQ9nJ9c3drAzW0FOZ2fikRvEUMgYjQUNQWLCl0CRCvKuotzRzSsfWqX2jWXNicnj/3jM6vLjTY0gojI3//hO+1i7n//P3zx+qWhL0+n0z/9yQd/9NZPl1B2fqDctSGMRoNRWZlJ10ZJxkSe2GU0OBiDrsJfsmKCLsJX1JKIGCU0yZFtIhFAKZe4SP3qAWzV0V1Em34y7pKwjW2Ui8bPxAxRLsi6PXzaULPuPynMF9C0CtgqmBEo1CptWLJPgwFtrA1G4wF1TLB+cBK+H5+cKuDutVdu3nxzWIJz8/m8LEvvMBtyDKCZn+uweulLX9y9dS1Yu7VWbQ+wO97f3bl+aX394NHjQV3DeBTOU5LouSiQS2UCjnAmgqrOkAEKoKJk750L3TzY2aTstkY2dE+2Kg/c8Ha3tj4aTepXXxqdTffqga/rMoSkAp5rx5XjerkIKVlZ1IPBsTeiRAAAIABJREFUwq1PkF9SXjOe3Hsw+9FffDw9WW5s3iyrNfT1YtkeHT89XwYkLup6EQYwHDyeT12Esq675Ul3b/+XNqrRpByk5iTFqCGiBFNnlkIAc1VVKZqFlp1VNd+4dfnw4enW+ivXrt549/3ho8dPDg+O926sE6eQFEDFIGUYKIAhhBRyZ2TAqoJAZmjGrPm1Jya25xo/JFZNymiSEPoDL5sGVaQ/V1eIO1Mgoqx7NDNNPaYlXz+rkxKzS1nV8tQmcy5AEUxNlXgV+UMGmXBIeVoJCH+Vnl8zrQG0dyE69JTnUDkwCMTERDS2UYKgEai1ixYoTk9np8dno2ENG1Y4553zXBBR5vkZkZk5ulhUqgEkMLGUQCVrVjEBsYEqKjOayenpcTztOLnxaLsTamKKxA6BC1/X5dr6uKyLoqq89xEiMRsoIpZlGQGW80WhBqIQE9QjYO66bnzaVmfzl4u1tfHOwvgMSwEddjqKgYnnAy7L2i0LiEJJHQUF0gQnJyd7V/Ym4839x8f7j48vfeGlkgENUmyY6rVhVZRDXi6oKtcvv/K5N28+OTi4d+fuk4PDs5Onx0dPki0U6ghNF3kwHFXkidzm6FpRyZtv3vziqy+DztlhWdRRVaE0rBRrIRMqgJ0brhdrl9abCt2jl1999ad/+VFa8Pn5+Wwm9+6Y53PP54CQAJBgOCrGw0svvGTbmy9++Yu//blXvjEYrRl1htEXVgzqqOnO/bvjycaDo4dEfn5+PoydlZNzk5/e+1iak2YIQjWRr10x9uHquIbjw9Qsd6Dqgoy62BpKJgKpaabj5RhiBDT4ZG3wvBCJPwkauKg881TrglZlff+W4XyoqwDADI7p5UwXrr7nPua/p5BB0IyfWIG+kRwzcz0a1qOh86Wodik0i6ZdtGaWveSU4Uk5RNM57wu/CiaxHj5ngNpFiSJiSq6o63ptPDo6PGiXy64LnKIZMnswQOfLejCeDEPXhC5SX+8oOk/AlIDJM3UG0HUdxNk6rVX1JCYuGqsSXN3ejhLUIzBb4GTSdLHrOgAgh1hhjf6aSiM2FChCq22TmqXFREenzlbJ45JMQVIgQi0KI8DCeVcmdAbUHxlmkDUDRKQ9EbNH7ORUg1wY5w2YruaaiMBIMcYk2WECbdtLY/KxlUQkgipoADRjhhhBKwGW2WJax5ZZCjDKpGRTMGUgApyenY2Gk6Ev2+kidcJlBS4umX/59/7uznj4b/7JPz1+//a2UdOGuuz7mOdKW8qsztx/pPxTyNUkopoaUD9xA8ixIJYzAwwFTPIaUFVVoxkBrW9slWWRYgemMbRgmkiTiBqUjIZAYKDPp7RrjgnBZyoL7aV0F9sNNBVM0cDU+zJaDE0rGuuqvHnj2mgyqceHXPp6PFnb2Hi0f/Dx3aVlSZA+M51fmLtwJeXKsOaUUs/eQCQCAL4AQz+rTFZTw7wK/oQB0SyIhXlH0CEA8WnhuCx9VVVFUYxGVpZlWZbelZn8mXHVISTVnMfQ33XelXt7e5ubm6cn07quY4wffvjhnTt3QgihbT1x0zSzxbxpw2zx9J133rl//35BKGBtG2JKzhWEGUudRTEmScVUQ4qSQC0iWv6XzDoPIcYYxbIvq23brovpOcwvGyN5h6jQZ8nnBIVn+Cd8Lmp0BQjuTVCUR/JokuMGEgCUZbmztb29vf3GK+u7u9vbO5vDQTmonKPc74loJMuiTWJ2BozoYpSi4JxUejH/ykMuIoeA/cLLlcyeqEjWPTdb+wwd5grLhmDwKQ3E85u9Z3lHz0km8hSgz+vDZ27pPLH+m5gAEcA5V/miLitkQkBLCgDL7HLJnw7JVjG7qTf75cP+uak2UV6BiinlE9T7alBT6alwSprQkiVOiSVRBFVVVjNLnKKBxkRBAkS2Hq+XVUDs3XR29t7P3v/8F37p+GQ2n88XzfKju3cYiv/49/4hGexdvhbbdrlcSozn59NkmhRjCrELCzNoOlVomiYkEUkAkAz6ZHTDPINBAwVZLjqAgtkjOwUbT9b/P+LeLNbS7LrvW8Pe+xvOcOdbc1d3dXf1xCZpkpIYWY4o04EtS5bjKTGc2HBeAuUhCJDkMYCBIHkIkDfDQJwgeTASwIkDWB7kWLZjW5YoiW2JbDbZA3uqqavufO+5Z/qGvddaedjnVlU3KTJyHnL6oS8Kp26d4fv23mut///3H47HfZ9CKF0oVUBNTfP3bSKKhkycK2kCRrKmb85nZ5PpWZf6UFb1sEqAi8UipdTFxLiaCbvgY+ydMDFmgimoioolIMfOURTJ4Q2GtqJTAjBgNFgZbBIAYWoEADfGm88///zNZ54HwLOT6Z2P72kCBwEVlvNuUA0LH7Rb9P3SByZ0ZpIMnHNAikLH+4fTon79mVvDO3uvfe6Z17evwWzhj7tHb79HN2br2zuwtn1jbWvgRt/a25933WIyh5rGw1GHcX56IDGOgm9SblxJr5aQDEgRl11fFFXs25TQITrS7fW1cV08mlmXjKlAdoYdkP/go7t/83/+X/7Un/j6czevf/zg4a/+3795pvXg0s7kfOHKQQK8/fIrZfAffPi+SDf0dde0DskhZe6xgaEaIINqtgJcHDbyZpckJXKqqADOFBQSXSzBmq0Boqx5UCNZB5GJdfk5eZldzfrgsU54tcygPb6XV4ZkQxNT13esQhgUSJlVwSGUo2J6uOj6+fbO+jPPPPPO0f68iR6KQ0I72C+XafPm8y/cuHl2/DBF3VyrFtPZaH3LFOZtw1V17flnN9fXrS4BY8XFpXH1wfHh5s7V55+59t4HH6ohu8A+SK+e2SlQKxQTjRZqCOjIVUxsfUwiCkjUb24WbXf6pc+//Of/1M+2J/dLTLT2/eGoEutjCrPlgAOtrY9ms1lsUlm4ZtFcvbRd+u2jg9OU0vXL47a8dXzeTpb++s3bNx4t3v/4o++89e7B4cnla7ev37x96ep2MSz3T/xkdj6PreC2eJSBHS9P70+7F2q/lP7N33vrSz/7hVK5QE7ELcRMhCQjSUkVFLVvGkQTjDu7Ox++u2cAly5dGQzG0/ODg4ODnUtVKGDZdEgGEHMEAoF6oK7rVv5qRDAGMASfD7EAgEBA6OgiuA8U0Zk5MDGNqil7g9NTmbGrkaA8CRbK6s1MbMrPUZEnSE+8kIGAPvUcejxYZncBAkV9jHn+Yf7tTyk7zC5kqKtI4QtAURa3GJmiiDSLZdv0lhSRg/NlXTPzfD7v+56BHXkmnxFvZEyUGPGx72NlWQfIOcnJEqACGzAyU5tULDObZTadTGeTAmrb9RwGs+mcq5JDkTfHoijKsnQhsHcZ662GKyss4Onp6UYXvVjC5PqUTs6Oj89GC97msps2cdK7hIPgitFgOZ2EZFAUBTsHBuywB1IhBReqvoejk5MbV2+MxmvH+4cfvPfRF195oU+tJyxCiQBR+sLj5d2tGcn5eecrG46v3bhxJXY6m85Pj89E5NH+Q/LUpxRCYQghhGvDZwY1Xb46unFjczAOk9m0T06tMmPTIFAomjATeS6H5WhjINsb20OuusH4yvQM9/dOTVNqYuzEIVU1hYEOh8PLl1+8fPn21nNnO5vPe7xa+t0oyRUEqIrJeXq098n9+/f/6l/9jx7d3f/v/pv/ntl70GT6ydHBEmZ/4mdevvLSi791/zzeO7+8BYPJ99c816Lcd0wsTQNNnyciK6Pz6jrBVZK6PYYM5Tw8sNXAWODT+VEXRSAaahb+IOIq5g9AMqvT0krEhDlmOTeV0RDB4Gl23QXYxX4swxMu5j2QKXnObWxsDEdr3vsYk3T9bDZrlg0YEeS7RlUVkFZgreC99xf3HZhloqVevXp17/Akm3jVBADu3bvTd9F7Xxb1BVuRTCGJTCan0+mkKFB68x7mfXL1QHrNyZCOQRmiQp96leiIUwSfbOzL61cvt9N5IIldByLk2FVFhzpvm75pl5Nl17VLjVgEX5dbZVkPyh1Zm/bx2njsQOrslYlJu64DDOvl6Hy5EIYKdOBCcILWWxeRIhMgjJDUUJnEEWQiuSGZsihIyqrQ/IoJsUPVVe0AzKCmoEo55NQu6mZNLJm6C+cR13uN0PcIVtCi0H0++KAaJSg2hbyGUs3F5Bmrpc15QB3OGZg9mvR9O+86LooKQvXyH/25F3/qD+99eOet3/rmu299b/S77yWLgIY+U/p7AEVTIkBRftLzIjJIkmMdVuHeFyHoaKqGmACiUa8Q1aKCGe372dUiDWp10+lGsVNiWCSNRX/ep6XFQFxwndriwMtpi7uGOR8QAGEFTF/ldSMApAbVoxpY60x6bdGWnIHMKSKSkgOkpk1EtDker788fPnZa6enpw/39g4Ptz55brF/cHh4eDKZLqazNhkBBeKQJGerE1juHKuBQjZwZyKuXlR5uNJ6XIxr0BQRgIAU5IeGXa7+VKAXmXcC0xYAMHcFmTmnsXrHzEzsnBMRIgoh5JtHaXA0TW+9ez/G+BNXnvvo7t1v/M637+2dxChdZ2Xp+mX76298t6O/NZ1O33jjjfPzKVJAQFEREcTWuQQGy+UypTRb9nnb62Pf931KSZNmjHWMKf+QY5se52QAMH6Ko+pB8+dj2YBsTwePKxnmcI+8ljUXuJKVZEEUQIwQCoKNUXX90tr1a5efuXbtypXdzY3stvCWMwkUzEhUzZwgMDkDSBbVegJiZtJA7Jkdk2MKjhwaUyZ4EpPL7OsEGCV77z9b5dlnRJsAkCuQHxHV8IMTP8xNEVzx67NeI2t+Cgp932svDtjnfCp0fW68gRLQY++qgOvRlRuXi82Zsem4E0193426bhXymQ/ECgKSc+BWDQrNlrMsNLLAcNHOjsZYDMZhfVSMxsWwDmVpQF2KSfIXrVBMe5UEEEXScmlFyxwMF5zItEfDwlFZuVAT1X48Pwhn+wN4/Qy8QpU6fPW5FzcG5Z23f297Yzv24gQuD9cdIozGRHA+RJ8MZi3Mu/Pj0wT2zqN7D2dnvSbpOmxaSCDLXkU8kptLKmnC8+U6WJfq7V0NwdFwe7zruuRmx5t6EuanDYZJ4kv0/AbuSOnZMUFUa0SFqO+6STw/o25RYH/j2fXdS5to42ZpR9PTBx893P/ocLrfUF96GJE47J2RzRZ9KLnwDi1jFJw3tA4hWeg8xAioGBQCCyZgMkegqAKaQmqVkEbjza9+9Q9f2rl6uH/8wVt70+lMBZaLJRGWpQhE9U0K1vWNFCmEoQloBAfZC2fBsZe2Pt6/tTb8Dz73hWtba7ica/sIBgKL8ZVdODyb3D85DcXd9Wo0Hqz9seHwK1Z+sDx/62j6PrYDlOna1tFyedy10CUEVHRgHWqD0ovE4JnIb26MT87mg+H6VIvN8fVFtYfwLQBg9ArcJiCql2IPD+V7/8c3QlksFgvnyueffc73fiMpd/cJcR4Xz37uKz/z9T/28jM3/tv/+q/FJoIvZwk8+xo8JgFDIEqOGASBYdXfdUmxS4aO+xT7mFIUkcyyJiKi4DwHUmPwgm6puGCOIA5VURwaAYhZh9ATMg1MPWNBFJlBDUSVmQ2NPSqpgfZ9bwRqJqTHYS2oKS3HrH2fAEolwMHlFhbzbjAY+899affO3XcWZzXoRnP+QquzeTd7GL/30ze3P7+11i5O58vZeDCCyQmCDssKgEVwcO1GbIQTVgle37h2dnZXJpOd3d3rr7785tvvrtXjcL4Yi2nTa6BzT33tSxmgEglBx4ZiGFvUSEi+ns9DSVvf+MY7Jcx+6Y+/VoXloGRNjZiNiqEt+8XZ8ny6KMvxqBg8fHgoiY9i3NzYrNzNhwd73/jgzvOvj6WPzfHZvcnh2sbNv/Knf/LvOvu97+49/MT2j88vX7+9e+WZZ27uloeHR0eHrj3lVr3Igvg7EN/t5QaF1+jSwf/6uzc26aVffOXRWnNWNp0uPZlvisjWSlIv5AqvVoWAhVy95d57+Ju3n/2JV1760rffmH/w5uLGjWK0427Oj5KDozhdUHI+MHjjIBIScCIyAiINIB56VtEQQICMHXoPzrlAnMMjFQENGIgQXe4/k54SMSKp2srgT9n/l3te2RxuzJonx4Ipo31UAQEcMAKrRJGkJiuMExkjEYNHBe1UOgUBTACqKVgqyDKdIJ9ADJBVgSTv3w6IAZ2aQyhLGlY8JvKOnAFE6NVDlH7Wzvp5mh6fp2Vfsy9Hoazrqi5rrlg4dtC14jAmNiIO3gQiuWyHZAfeOa8qKUWxiGhiHJMmtUSYyIn1apJSahMso50enizncnpyNhgMi7rUOY5Ga+sb22vl+o6raq4YVVS7UDeMiXyS2Lbzjc0rHx3o4oPZy2tXsFlAGZw2O0ud92yLFmZaRXbgu97SyXzd0AHEbjE+77+yOX5ocanySPVhXZMtAbDvcdG0G1uVxeHb77z1R776k9cuXUFwKYELCgjkhqIWRHcHm1CvmpiaJMYYY+z7/sv2qork+RAxESJ4XxRFWZTAPO/MFQOwsiorVqsDNv25J6d9T6EcD2vZ3nH1oo+Xx+P1l252se372Gs+CxkAEjEFH8qyDmXhnOv9dR88YYv8yCcdFEMRcDjysfiNX/vnH771/l/7L/6rv/nt/ynJDBDXfLRq+FB0Y3S1nQ3mH53Go4eHH9+9tFX/O7dvXD5dDLq2QV0UU8MFLN/B/fdGaxsdhxnWHQZ2jNIFNK8JzcBQkBOQohPksUzUQIENSRUNs4lDEQRzSUeG7LIhPkSnwAlF0BKKMuYcblLIuMgc0ZRUE6IRq6oBX+T40afFdD/o63Om3iAoeUGnqsOiHG2sjcvSpx5b07Y9PTw6PTyWOEcjQLIcxOSAPEIBygIooXAmigLOWHqswmhr42o76c/PziM2VLQsbVoufuYP/cyj3/5O5woHEoJzsXcKBVjfLP+vv/W/v/nGm6edYUnkmaJwmgWHZibeRS7BmJFAErBb4JKKvp7t//zrX31m2YWuj+0sWWRAbqhuwJtrdfjQDz8s+t/95K5/7dnRYNg2y3a51C6mpsWkm13nmm6REWFJegGJmqImQk0CvSSfEHI4GJioERH6lGe4SSWzKYggb0WZAUxEhqoikmzVGLqAzJvSY85V5l+YEuCKSLZKTycCNTUxU00dUj+bnPZxxDVQPSqdw6y6yUdQvEjTAzMENFKQ08lJGq51i2Zc1s9/4ZXnX3v5l6az+7/zzX/2j3/to7e+V4kVvVC0gWMEZObkJErKgwxJwkh1Wc765WOfveLK1xcJolk06xQiQERQQgUY9LRWlUEoiU0XvTE3Qm0nDSUDj0iNtm0l7ajoIz12W8FnZzJPh6FdDOUuBnR5HvL4UO69F5EcE1kUxbVr1y5duRJjvP/waG/v4MHDR/sHJyen56eT+fHJZLqYILABEbHzTkRFjBlF8MIMAEScNZiPqyF8Mnkn+3Ha6B/srGTnSxSJIC30P/C3Hr8buHPn3t07HzvnxuPxq6++evfu3Y8//lhV+77PGmgzu3vnwb/45/8qXzze+yT2OBYzT57NLBd1j6dwvx/BFxEQctqRPt37eSr2QFYaAANZtYXMnn6LGckDT2nH7eJJZggQHBQBb1zd+dLnX3325rWttWFVlcPBwPOKx51dm49jAxExd3WfehGrbv/TAjAkQiTvvQE6Zg4eLtjcf0CA1Q+p9x5flj+AhPnxj8dd24tx4opUi0+E+mAAnnhQlevjMTJMl9NlM0fnPGKMsYfeBC44wJTf16f/dbsA56EZIBM6V9ZVNRhUw8Ha5kZRV76qDSGllERydhOPSjVQhC7FxWy+mC1b801UamKO/VM0ZMTAruT+ym71+q2DkGYl1Fc3N07Xpx/f7c/2r9Tl5mS2RhW26ej+QydJ59PUNoFrVgjEKSXftlbQhjbjjUEPxQzxPKVFERZss7abtUvyw+liBgGdSekHG+i4a3d3nlnbGh9Mjj7Zu2dxWpWurjcilzL5JNph0RNhLIrC+yIliDEum0kTp1VV3nzu5tXrl9lVKn427fZOTm9e3Xpv+OG73fvLo9aFQbDQqwVyy9S18wjBV4VncGqkEAFzMa0AppZMgRUocHbFO+8UNXZ938YXX7j9Z//MX3z3nXf/9Rv/OvbSLSMidU07GFTT6bTrmt1L2znCpm368Xh8vj/b2NrEwH2fQiBWTZPzYtG8tnPpl1798sasTdO5Z0jOJeB6CGujapy25rPZ2fHJyeGDU/3E+7C+denz1669sLH7zuzsrfOjd88nQ07nZvu7VWqiNC1Hq7CK6nrpQ1kAceyxrkdlWT5z5fL8+HC29xDMwAAdOvZiablsqqravXK5LENRlfPl4vxsrheTeqnWkujazhUlt76zrUzofSuxS9FcFlQmumgDXjSSM3QRDHOkq0SJCilKn1W+aJCYEYGEHXkH3kEwCb0rRaOYmkY0IZBV5jAhoDpHzExM9mTSjpkQQOTyJiGrdPjHCA9VUKJ8g6hqHI0Gs/l0sZjbdrG5uX7l6qV7iwUlKNe6s5NzZeyncvb2w7Mb8cs7a22cWGrX1tdVsOm0xNINR7BYOCRzBH0sXf38pd1/+e7bz/zhr7107eqDu3fb2Wxra3366JEvQ2PSRxGyDoDImIzNDGSVuQaYPWfOj46n8R/++t2HM3juuUs6OTOzpmm6vi3rOiUB0HoQieb18FrwdTgb+k8q70p2l2KQ736IZVmSv3l0vDjrqtHG9RdeLr713j8nWouCH927e75sLl26dOu566MRf3D4MM0b6yRYgUYptodqjuX65s75/p3PtWuj0fqD+cEhJhyHST3pPcbCuyIEReogxJIlvHjl2eXJwfxs8vJLL549unP/wzcffGftj/zsl5vvfRcdPrNVT6QPm2FiDYydq+uVVgHAAREaKagagZiZpBhTm9hn9uZqLV9NJTQblC4UN0iUCQMrLnSW/efIdUBFzsPeJKrG3miVNAXIAgwGRjmJUJkZsyrCTAFUk2lOaVBAyQcoWJn/n8ZvgD0xhpgnPxiM1jBmij1zcMhMXjRqTDG1sW3jsj0/Pp0dnzXTOSerqmpYDcbra5ub68OyJlPpY+ROSAAg9s47zFxAx96RJ3BmBgqevIESOtQEBtqbecCOOFLXp3nfNwBQuLbvDvceDjhsra3XdR2A68FoyDgouB4WrUd2PrAzygd/FXK8vm6j8aTpDxZHu95zD6KS2j5OOorEybF5JscKCOIQ2ZIZVIbDKM+PNt9bLucxLmLXgzr2EntH/Mu//J/sbm39j3/9b/z6N37zL/6Ffz+aVqHoJLInJVCVItRP2+ZXY1658GsgkF2Ye02M/dObLyL6UDpXVFVNzN4HJe6jsIfBYKhAyuBi4ODRBqoKT5nqVycKYODVUdMFT0SeAqgCA3mXVRgHBwe/8iu/8ke//vVQlx9+/90KufLhSyXP/OAdOcWbV9+A5elHH56rLhy0s+WmcyMxmM4J23JUtcjQUN91ISUADxlHrA6NzBSyHiJnZJMBqrOMyKcc/mvImi16kF0fmDf+PGRRWCWiAdJjPVqO7mNa+ZxXcGp7fJTGFeAcVh0S+IzN5Ada2xntQWDsuSyLqiilj5G5a9qTk5Oj/b12viBAQFIQUzE0YMq3sKq2bRZ/GiL2sSfGoiiIcW9vr099zuLJzyGiZrHIvIJVIgs58mFtY/OXf/mXzxbnHz+8t0iNKpioYyDyRNRIJB/IudTFsigWiwUD7tTD7eHOztqOLjUtZVAOF928ka6DhAymZhrL3upmujk/++LP/eWf/umfroeDBw8eKMDp5Ow3f/u30qV1Z9wpSJ9S10kSCHEeVYvKmtgoAzk0YgdIGdYJpNLnFufKVokAAFmSgkhskEQAcnI0rUKxBVeCBclJ7NlwCaYISKvYX0iILKqgycAMhA0IDFEJtO+WAHMPDMguM9WyvEARVvl7lAW+ADgajfoUu9T1fdt13fpwVG6tPfenf+6XXr35zV/9Z9/5F7/R7p8MgWMSjzxvGyq8IBsCAynGXLHm1Lm8YormwFCOAJGgV+sZoloEEyQ1q8VGVHplEFw2Pfpi2fdz6dSzGCBKYZjYpYhtb5/CbPwIsOynpJ5PQ/bMzLquc86VZZkli6qKTCH4W7eubm4MdnbXHu4dPdo7OD6ZrG8MTk4mxyfnbR9Vo4qz7KjM0YRPYYwuOItwYcnN9hV8nL5iRj9s1PcDuMYnv3B1eSA+ecsp6WdKCVXd3z/2nj/5ZP+dd94HAO9ZRH6wlmFGVVsue4MVG/NH1Dt4cXHiEzUmPCXyfTwB+yz2l/Js1wBQybIF8wmtL3ePLr46Q3Smmj08eYTqHdQlXN7d/sLnXnrl5Vub6yO/ErdmuagIWNbq5F/snRMRzHnkefaNKwfrY+njxYNzcxcQjDhHkGuMhE5EyDn4//z4g5Z8jzebp6u+z5R8+UohBE/skTwCMntCj1BXZWzalBIAiCV4ghlawaBxJRURexK5aEjI3hVVWQwG1WhQDobkHXrngjcAJIemrCoirJR1ByFFAiZFaHr1ITkStGy7UwZgpUCnqb178OhLV19QbaeT46PDRyf3Pro0Xv+Z5559oVhzytBFuHIZLLX378tiftKU3WIpMS2a5Ym2x5NZpd3R2flSBbrWUvSlq6oiBO9rL3OrfbHsZta1W1W9zr4qfFkxOjk9P37w4OHZwb3xoH7+pdeqzcG8n3QHB7PFodpya3N9c3ObsZZEzJ4cVmVdUzBMRBSjEPc9OOsH54fj/e0qLWaMKRccmTEaY4ooJRdEDCCImSSxQtdmKggqZai7amJmQwCGwXD4/Au3Pvjgo71HB8tFK73M5/O6HDDTYjEnwhDKTAMlokE1IvI7o622iVpAZ7KYL9e832AexPRTz9zajcTnjTcnEhuJibEsgsVEZqOyHu2GRTk7PT2dnc9OFi0uumK8fntQro+vbDj3QVzs9bNloEUnferEqKjqokKUJJb4bOpxAAAgAElEQVSIUYFK77ZGayyyf/fjOJ8BmQ+lijZNw+yKqt65vPvKK6/Uw6oeDI6Ojr75zd91zlVl1TTt0TxuXt5FDtVwsLmzbbHzVd2kftEv29gIUuHNY3gMt3qSbb0KaZEMdDFMOfmGjQjyfygxocsSUcAkMdUp9U7RRNieVk/IhUYo6cX/DJ4Ak1aOPliZJoAyIllj6pMlVpC8HFkqgmuaxXI+F1kPIaytjQzO1XrmLgyoERIsvKPf259J0379+SvH7blNZX390sCVZyfngw7D2iZ4TXExPT1PrhzXa+uENj2/trZ2ebx+/3xSD0dTj4t2yVXlmaIk4uw3JgDNiQY5cAmiiCE6F8Lusl/8zrfOf/vNM99PvvDF17/0pS9NJqfMXBSFc+7ytet9l9Y3NwejjdOT2Ucf39/a3vnca1+cz+cgiqR1XW7F6EM1Wr/Ew9m7d9NvvfEmei7KYnJ2JGmJ2Kyvj3eub58fni6PknWpxMKHIml8lDo3GLx88/bxvdlVXL++tSvEJ32/Vrgl25JzCwQgGXXqTLeHg8LT8eTg869+effalQf33p4cLqENn7x5f3p89Ce//jNrVZCS/dBPQDunxkRm3tABsEFCBQQEyRFKGVYJSiBZ5ym5551lEBc0bzMLzIbISFkGRGBGhKtvHWzVLTRTyIbfnDiKiA7JqRg7zJBhIgJQEVGJABB7ASADAiQih2SgDi541J8ejODTzdDgirqoi6JyLjhkAsbsTUmS2m45nc1Ozs72j2cn59ZK4YphORiU9aAoB0XJSBqTpGSa/4IliBgK7xmZMg6UcvQvsAiggifPBTFzCIXn4N2o6XuVTozBey4rjuATlKB1TKM+hXnDi6XfEAJxjjQQEztkMTNgQRVmGdR9WUVXzM7nV9xgcTQBx96R9QhCgN7IGzgwQbNV9hAom4U+Xa2rK77aj0uNHfiyi50J3Lhx82tf+1rhwx//hV/4H/763/jKV37i5Rdvz9smBI/MyWJRFk8dju3iUzUgZCKTZCaSVVWIYOw4rBKVAXOnO9sgidiSmSITqyYACKEso3RFKUisBqZ8oS28WCX4wjy/IseiDwxY+mCSJUwmCIh4tH908+bNn/+lX3x4tIeStnxY4+IFpEfKd9i1g6K4tHHGy5Oj0z7C5rBcQ2eLOTTLIgBSoVwAVnDBHEIjEEQyyjxcI7CEiATKq5MRqKoi5HGdgekKkacr7nd2UWnWw5NixsReNJZRV1aSJ0hPsxzVp4SABGSQCYK2mvj9yDiH7D9fnbTVNInEuFSJsWtjf3Z8tJjPQdQ5nzC7LoQQ2DkXvHOcjWkXAM8nEN3lcrm5uTk/ftgsFo54c3Nza2vLUPuuDcgOAU2MEACd81U56LpmNps1bUOByqrCUgpyDiFKcuhspflPQjzvptd3Lyv4rcvXhIKveET+eO9BKBmirQRtKYpKAFtHvemL3/rbf/97v/avQlGEQXXr9ot+UG0Xg5eefd71sOQARQXVGJhhvFZsrJdFRY4C++Q9OoZVY8pMzPrYIwIzOAZmQATJ2TPowExNGdAICIkZo7qLeu8iJ1xxRSfOB1oggzwPZDAUsIxcyWxLBGVTjV2KS7Mig6kBPYeCyWcmoCGCrvxrq30WNGkqigDoZtL281TGpQx5/OIzv/Sf/sc/+W999Z/8b//nR99804lSlLIeKoOqqgmCETkTWS5aK5xh5qugoilgAutVElGPKIY9WjRJamI6BirBoyKCbzqTeT+LsZXUWUIUY1c7iiUl8cz1xRJPPyRGEvVTrr+LWd8PPjLgMcaYZ1/ZQZRSKkrc2h6P1wbrG6PxWnl0ON7aXDubbB4cn5yenJ+dztq2jwYMwJABuCuzgX5K1EdPWWzNnlROf+Aq4ulC6/EtexEhsKLJA4CklHMiAHK6o15ITc2xU11xVU2f5o5cHISeqouehpg9iYT5f5dL/sTGljWvuHqdGTe0ymZY0Z7sYiBqpgQADnNTxCoHmxuj7a3RSy/eev21F7e31piACLJyByDLWiBru+1xfg08dsCu3kXm0mYwysWcLz9cbnHlhlPsI5A6X+RA8/9fHvm1PT0kvCj56Cnl/iqYZDioBmXZpNYhMGGKfX7rOTMDVslmhrkB/JgQo6tHzp1kx1yEoq6qQV1WdahKLoIvSnbOCDFDllRZFYWJCB1zHyWqdH0sipi1+EwAogzm1AJSQaXH04ePwusydj4tFpPDo9318Rduv7xVFDRfyHSeUjJNZRnKjQEM/KAtYFHAsk19uRyUk8VslvpPzibT2O13ca9pH06bA5c4YFW4vd5vb+9Wi2p2dERd6qezwaCazc+PT4/68/mjTx7ee+9dbzg/73eevYX1/Pz8rcnkk1CmZ25curq8sT66XBXbFW0URVWUQ2YA6gxTTI3zNRaRrD29VI/Xw+kjiO3CAYdQSdTAAURRMmeEiYgwXsAh8XE7KX+2+NirKWpmo/FobW3t6NFUBQIHLdRUY+zPJ7NhXYcQqrJsu47JI2I9KNu2ZeTYt+YYHKERpC6YPbu+fnt7W05OnCh4R1HIPCn0oKZCMXoxAh2UBa1vDEO5mC2lXTQxYRxvbAxeHm4OUnmpCQezo5FiHYoDjSepwaJwPqQIBVPlXeX9pa3t5fn50d4jl9vDaj6Ui8Uype727duvvPJKVZV96oioKAozy7RYBVvbunp0evbVne2b16+RaVVV83bOhetiM12c16FY88EwG0w1a1tstVwzZN4QWJIeOQGhQ5f9XJRJ0Zoz70EtiWiMXZ+6YA41MSEBPUE7qiLZ01N3hDz/IUPS7IlREREmR4hMDgD6JCklBwgM7JQI6rokwK7rAMg52thYD+GRmi2bs1CP+9bNGmMqNAodzTeHpz91ffN4PrXp6cZGNS6LPvWQeii4W8xOjj5BV4UdfmZ9/OHdezdeff3q9vaD+x+3qQvD+nw6rcuSCAIgiREhUD5YrvK6ENEBo2lcplBXLuxEw9RL4o0Gbt567U++8MKtw8PD45PDS5cura+vn09mvWhVDzev1oPdI+JQbl1Z8JkuhdnUgQ8kpr2NNne3/+y/95cWPX/rO2+XKD5Qiov9h3cG5bO7l3YHxBPi5dEUOwxUaAG9dXe6xUYR3v9wz5veunz7oOvIFnUP7MhjAb4oApdRS0dOMVG/u+mPPtrvZKqsg7XNySR98P5hd386358drt17/csvPnw4vfTq1aW0raSIyMDBstLSyEDyBI+MV+E9j0frdrG5i1nCVW9LNTrnkuPA7Ikd4yqBXcSSJQEBgxzLfnG55GA/JGTygdDBaosBIiAiNVE1ATYTEkRiIiZG4oRoimyAn90e8VMDEgRmCN6Vha/I8Sq1SI0VWAGj9PPl/HSyOJvJMnrj4IraFxX5kj0kiU07B1VNoOJ9kenZjETEj03maHmH5Zz4BQrO+SoUIZSEjlE6ETMiH7guNCzRzBuN2A8RRwYu9r5PDsRABERcZp1CkDwFVXVex+O1524t3npvOWkmy971qG0fysKrS8hKLiEJWK6qAVF4hfRzScbMO95VEeYxAgUTIIKrV6/e/+TR1sba5774has3b3z3nbdfvH0bHQOTWsr9TxHJji9k92RzVFslNwI/udMNRHOeJ65A6C5jz7jrOkqaDDwSqJGunqNVzS4YgsRkJqS0GhqvtmOXh8WUx+2hgBQJCIk6k6jigm/67tvf/vbnP/f6577wub//q3+PNY0lbTT67PawTzJUvffg7s3dV3Q4hKPJyOBGqNaNtVlQTkxImhTB18iOiIkcZTRQnt8ZgWbcqyIIgBmoIUQFBTA0o1xhX3R1MbPxDRA14xZBNfsCKUf15lAbJlv1fym7jp5crIRIq3oPjNAh8I8K6/t0QWhmfd8vFjNgAoCmbRfzuSXx7FYDAjJHjgOXZVFUJQeP4ESj96tW+woOj8jMXddoElBLfWxSs2ia8/NzMGM0pgxCAgNKKlF0tpgn6UPh/agqikJTjym1bcfeOUe9mUrvnAcAx3zz5o2PHx5v3Lg12n127+0P26atyrGlhhJaFFPpYy8g7N1aQbS7wcX6+eGs6Y9P22bvjTeXEiPa5a1d98oX1weDwWAwqKqiDM57YmeESbRF7AHUTDVlr4KoQq+Pc89gVYkrILAki1EQgT16ZjNJnSW1LFHI6E7C/N2Qin12uTECMHAASQF1paaxKKnr+1mEwlOtZZTYRd+Qq8SccT72s6EgYJ7MJLBm0fmqMsK2b001EneY2GrpJBpf/kOv/5Vnnn3r13/r1//BP777zrtehJNV3jmivu/YoHA+w4IyGyiLRxVUkAxwJfU0E4Uo2OuKG5TnTsg+JumWcSkQ2U+WHYJAoaXDxbzrh0Cuym/8xw5SfoBu9KnBoHMuxpiHJBdQRwKAtl2YARFtrA2L4sbu9tbeweH+/uHOztrJ8WRv/3hyNjs7my3mvZoYgIHAKj/jSeLKxXA8N6v0h1V7+vsAO56Uhiu00dNnd/sMGwayRDP/i31MAERIoitKr3M+pkjkcpdrNX8DYuKci/I0IerHwifxcUjuxYlKnrjh9UKZ+PS7IzBSfJxUYKspHxhchBxeANwhRy2VBV7Z3Xrp9nPP3bx26fLW1uZYNSZRhw4NRTT3VnFFBnqi6HiKhJl/4NUL0xzJl4nt/GTgh5QHfV3XsQ/5Nvg3KNh+aEDq7+fu+7GF36eug6dLvsdSeueee+65UBV37t+ZL85QTbpW9AmtHtSysRtolQ2YFUpPqj6QfIzi4H0oOHj23hfBhYKdA17t9MxshCBAXFzEXXDouuhL771zDgAUVdCUTVAipB4TG1/d2cLlwrXy6nPPd8cnW2bPXn/25Hw+OZx4Q/O8f3ocl/MrVWnT2Wajo6pG7YN34wGOqZAUboWqaeOk6w/a7uNm9vb0+Ptnx4ft4v21DSZI7RIBPLv5fF4sB3XbfP+996bt8aN7H5492IfYT08m/ntvw3gG/pNqoNeujwXHYnOBhtmYuQjDytfkAKkzaD07z66z6WDoRuNQD5gdiCbFFJAIwYOHFUCYAIhX50EkUiJjpGQpK29MNC/QmuVj4Maj0XLROAwOQ4TYLJdZZLK9uX6hLFQ0q6q66zoijjFJE7ksrXDopCoJjk9s2d5+/pUra6N090HXJnSOq3IUBn3sm27JphhYk1ECyCdSZiVo2KyCHtvppCl3dzfNFzz4snVT6x8Czi2emyYQMisKV1X1zqDGlLr54s7dj45PD8qiLKgQka6bh1Bcu3rj2eeeL+uq63sjamNvZswUY0TsYkon5zMf3LiuSbrTg4d+Y8OhosmymZ+cHuhwTKONLH+zp0QNF0v/SlqZTFCViDWHCCuomIFetN7BTEQlSlRNklMewHsmE+1Tl0DFEiAqrhJGnnAJLrJ/suhbNacrcQghi6JFBHMJqWamdV0WpV/Ml6aADre2tupBNU9WFEWXkkdvzkWhJRaPUv+NB0ejtcGL1YBjpycPNzeutI1IqEJZOIyUWs+uTO12Mf6X3/2urm/cunH1vTvry2ZWrY3o7KxL0UC9D0weQBESoMLqNMtmznJqEFkyRSPGuqjKFhbv3T3527/yT//yf/iXdjav33s4OZ2kPrXj9e00b47PFkidoO+iHk6mdT1KiGCJPIbgFovZ2fnCOG5vb/+5P/dnk+q9+3cZBU1i0x8+vL8hqazqnY3xeYTmeC5da8n1Ts37vZSugb+7d4YfHZQ31gr0g+UcnBk6hOBB3bLnpvfajEb+9Wtr53v7s/vfP7nzUX+22DtZvgkfXu1C19JHbz/6ygsvbo/qk4PZ4Go9T4pZpguMaIwoiKYGFJ+Ocs3VHqjl7GIzVUsAF+f1tAoTZq8e8zYhUS1reVam+tygAUFEjUwIROYcOwefHm7k3KyLE1rGyVMg55kNHKOJJRKkVXLEZ2jLBkCaZXJE7CE48kSMwKBGoJonNDGmedNN57BMQQDREZCLQAmcAIpJ1y9SH/u2b1rvvStCWdZu4L1XM1shGk0zKjj3f1GRkBAZgQGQIRB03hVVXRdluSBUSEhIIF5TSeSIi+DKskTHYprzs1fRRgbEXk1pvHHrJ39q+b0P2pP50en0ej3qJhNrYrCQ0HqyRGqwwhMSoREJWEeWLFFKa0VRLQEAtFcwG4zquhr+2j/9J1/72tdeevH2v/vn/8Kv/cN/9Gh/78a16ym2GtNgUDXLhQsDMyNyT6SbF0A/ci47fmHVCRI2yBy43Mw1NZFkIL4I5BBF0cAhgYkl8UAQgjonYD0uzZyJgurjLRhXROxVN9bYk6EmZTBDUwJy/MnHd7//7nv/2X/5n8/m82/8zjec9Gu9PkPlJsC22HXnvv3J3mRnZLFdW6Qd5VtcrwmCKAQv0DWpTTyCwYBdyHQBRCIjADKV3E3IvqvMrgdNOardUBSdGhghEAisIiNzh8vUQA2NACCxrQSiqzTTFYMoK/qyul5zCnIOzbKLpOvVHUc/SkYHF8gAAEYzsxS7ZiHIFFWapkldT2iOEZIYEjPmkq8eVVVVATlROz9f5GMYPIny0xAcil4QK9zaeH04Xvv4/oO9/X0TzV+xIkRVMWz76D0750LhfQih9ISuJh/7frFYIFifkoh4V5BCCGE4GDRh8kls09Wt/vjsznsf3qqGXsyhEpBpo1ETJmFTlLp05XxWMbmN9WWspsuFMLaqfj53r3/5ysXO0SIaggokxLx8p3xDupIL86aFmSV1KaWua/uu6zsxWU1q826ECKxoYmKWEsSLGaiuNoLVkZeIHmvzVrKtlXAOjIwBnANmQDOVCCAISigIkmJnXeO4Q2JkbwaKwODgKXjQqK6SYd+3ROSDN7MmNt3erC4rHK6JdcPNwef/zC9sv3z7d//Fb/zmP/4ns4OjmNJ6WRsLiBiyqBpS9l+ZoZgKsl4ks4tZVI1iUTTm5AbA1qQTHBQ+iba9tEhcD5j9cinnvXmVxSKdz9umFXxS7v6w6xItb/mfqWdyOrCa5tpluVwSUebGZgtcUgGA4N1KNyyJVAZVePaZK1cv7zy4/2hjbbyxPjo7ne7vnew9OlosFqYgkge0ioBMIUev/NBUyzwG+LHkj89M+S5KQfy08tNWIuyLgEs0yKl3+bcxMQDEFAGgj/1jtckq5EclL6Y/uuT7jE/vU8JO+xTK6SKRfKW00cdVHq0oxBf6VXr6E8i/3jN4hqoI62vDK5e2Xnj2meefv35pd6vvW+mWyTSfzBCJmU0sg3NUBRGJ+VNfcd5wzcwSrlpZAT/1YEAkYmSPRE2XFotFWX+26PoD1XtPuw7+jcd9nwmI/30ubC2KYnNzM1p/PDmUe9J3jUhcLPuUUkrpqdXYyOACjahZ9WZmK9L9yoJJhqBmiivQgeT+jKrAY9Epc3COVuGihM7xitspILkpKSgdJpEetYPgfcBmPp+f9UIFOP/2++8v7j76yz/9c3U9UoXG4ezS5fnpWairyaS9+/4br774UgE4QIK+Y7BmOS8sjJiGZbFTVdc3Nm5tbr14svHJ6fH8ytrB8eFsOiGRrY31uijAc0rp/p0H57PD+cmJNVqYTff3lwcPwxXeeVbX19Z2ti/vbFxaX9se1+t1MSrcqPTjQBUBMFQKjebPysR58t5BPvwxmoKIMJICBO8BgDk7PYjAKSqiEeWsjGwVQlAEAUJKSRz7shhc2b3WLNrJyRJQ59NFTP3GeG25nPd9y8yq0LZL54KIxCiEkiIMR8NWo4GkrkuQQt9dqsvP3boZLIqz2fJ82sb19c1qMA6Cvqz7GLu+aUEqouAcOQbiVBUPu+W5pElne2dnL9bOJai5fCmFs2i+jUsqyzIsA/WoZlpawtQvzid7dz/+ZO9RBEVQMgR07PH6jRsvv/q5sizPF8sQnCeXE9YUgLwj5zj4QVEyxSK1l2r3q3/373z88d3Do0Nwerj/8N6dD/XKNbhyc6VTRkZAyTq3i+7Yk0mdKigakF4Ubrm7n4c2oGgKqumiK+zZeQ8sKeWYtsd5fSKiK0eWGdGTaCl9csM653wRvC+cCzEK0Qolp5KqchR8eX4+i1E8h62treGwnk+n5XCzO50F0ZKCGgqGCVbSyT9668Nf/PyLX9gYNcvZvUd3Pvrk9Lkv/uTl9a060CBQcDgovRYlNsvv/t63bn/tZ6/euP7+x98XpvHm+nwyRzGK4J0z6AGEIa5WJDMD7FXEKQU0TmY9JEiqMPBJ4ffe/M61a9d+8Rd+/rnnnptNp4i4mM2JaDSoujY6wsKxSUvmOISTwyO0vi4KEWlj7Ls0OTm+evXG1//tr37rW6FdzvJwOaW4maBwAerBRlG3w8YWKao0Tk67adK+58FZXDYPDp678lLtQjl0vfZsHfTmrR/03ZrSCEwnh7uDrW4YJufnJ86buNN5OrpzXKEHPzidzA7vHV79/I39/YNqHAZMUhowIj+RtCCAaJsLsKd4yGBmSWI+cQIqrSaBq7InabQEWdOhgCKpT12OgDfKLcKU10OHXk2JCBWNPTCZSNYGIWfLk6EaQ9aGlMyeXQAGYkETSGjkwehCkv9Z7wYBEXDgIKgOnQoQo4KBmsbUt103W3TTeTuZcW8lhZIwAVJU6JP0CcUDI4L0Ter7ll0YDAae2AaSnYZihitQ85PC+GnNzsqW5n1ZV2XZOs+UEySYzFQIwDEW3ld1ORqBL4X8KisYMDdKCckIBGN46eUbX/2pjw9OhA8WvSTXpZgYIaI1pNGDAWACQDUyZUiA0TQixhiroggr5hvmQu50cvbgnQeD8ejGjRt/6Ce+8sbvfPPN735vc33DMTCCRzJkQTbkx3uag1Vi8MrGxg4QVVNMmpIEIMxh1Dl9quuiJFMs6nowHLYiISUxTBIde/JOGInYey9SgKhSYrXHrvgLgdBKgNMDBhegbxTUyICpi+03//Ubr7322k995ct/55/+g9/4V7/+cmfbYp/f2S7h/LLjVwfjxXnffHC/kLjZ6DWQV9xgLUGf+lSnTjvlAQ0CjEpkZ+wUc9wUPca8q+WMLARLGeFoZmIOkJRUAVdIPLw4PxigSbZUIQAi9wq4gktftNjMyOBiYKBwMTFGJAKCx/mZAGj0+5xn9Kkf1EAMBDHkIIFeRM2ipL5vVdU7BwDEjAguhKoq6mE9Gg+KqgKgmGRn58rVq1eZWUSyXjSljJGLMUYT65Zd9/8w92a/ll7nmd87rPWNezpzzcWhSEkUJdKmLNuyrbbTst2CDQ+AEdtJJwiCXPVV/okguQiQBAmQ5CZB4DiKG0GPhu12W5Y8tCxLtCxKIsW5ijVXnXlP37DW+765WHufKpKyPDQa3fuKZJE8++z9fet7h+f5PQ58WVU7u5evXrU732FAJIsimcvyoiqKiojEhIjKMi+q0jSiIfRaFMW8bdI0P50duc8ODw8181+9/vo4z3/x4y+hd2+//tZYtQJCRQMXgCNaNOtCRNBhVRyeHB0cNq7MESH2gZ3zJs78ITqXgsyICDSIBGVwnB5jKbnMgVIyGakhOap8XRRF17bNsu+bGKMx+SxLNGpTUQBwBEFXkSwAmqxIq0gZgvWvoynR0QzMIoADBCZkBmYAMhApi7wzdsQM2Mdeuy5mvWOHyGBkJpp80ICAyoraB0DMnDNNG3BzxB7ZBE6n06nz83IwqvzWix/9uY9eu/Lxj/3Jv/idd7/5rZO25yAVMZNbWuvBAaIARsQAGAEiYA/QmbVRW4mdSKcqoAqwRFyQLAEnVKihmCpRVlaDanO2f3x82jm1GGmx7E5PZn+z7ckqu+99aU5r4DIiVlUVYhdjD5Li9yztNExjjJIKC1VFUwdmTFevXGzbfmdrfHQ4HQ8G42E1my3uHB81TbNYxJAmj9AZMAAS8Nrbt5KhmsnfVt75fZaZjyj8Z14tgDO8CiGJJjkaI2KUCADe+dQEOnaJ0Pg9f8rj/mn7YN+JjzsqU/doZwfP4wcDQqI2Qeo+Vh3R+4yLZ2bhusIi81ubk6eeuPzcs09furhX5z5Kn5GJau698z5GjSY+x8JnZwQaWGs408rx8XXu4yEK6yAvTpHdqaxI8oYQQtO17LO/OXbl+/R+f92u76+hfX7wP8fHqKfrOqLplvce3Lt15+bh4eGimR8dHalGFVpD6pLcSFBRcTW5xJQQAinzHM4Ez4agqkFFVIHw7EKSx/bMDIDsiJmRlMJKOmtgZkhptoTmQNEiioBQnr/6xmtPXfjI+Qt7r7x+fd53D2ZzjXBz0Tyxdb7tLQ4HT3382eO7907ffu9r9155LoZ6e2PgPIv08zmhRGuWp7Mac5C2W0RTuFBWG7sXZhvbh09MTtor96fHf/6Nl28fPtze3h72Plv0ozrLNBv4obmebemwrUvevbq78/RkslGM61HuNgq3VeXblZ/kfpzTgCAjoAzQoBBQUJdnZeYViGKwPgIhEpEmmptGIMLEmyRTMjJnGNNFRKulDCVImUYDRhPwWTGqJ+d3z58eTxFDDNEMmDwzhxBSk59lBZEr8jKoMXkil2WFEUynp+WoKryj5XLD+8sb27tV1RwfbWZZqPKDo2Np485E88EIHWVALbsASkpsAOSMvJYwzfR4d3CjX375veuvvd5uaf7Jq8/sGWZUFkXm+8Vk1p5CuyDpnM4OD/clnC4WD09OXJaNxqNF00rXl9Xw6WvPPPHk05wXIUpe1kQQY19Q4ZwLQYhIwZbtkiW6fv6lf/GPb//l1sG9B93pogAQ1Qd337v93nblqJcu59IUnMNHKubHVPprRQClDV0q75JrSzWVQivrx1nCGhAxekeZSW/QgyEAia5ENbqqEAlwtQFYXfYGBikmmJ1jX+Te5dGpc8hMwKQBnOOMs+W8k4hgNBzWZVkCnDY9FvkAW+mmc/IVZsWSnVh1o+2//t6DmnY+Oqpn86O3b767+ZGPjbqqyoBNpWuGuSs3J09eOvfGW+91XTPZHMtNnjZNMRhkrdLrd4cAACAASURBVFBrGs2bokXCNsPGEyL0ZjGYLMlF0E6iCWSF5Z7LzBYmPvcg9od/8EWU+HP/4B9I1y7aZdd19x/cBYA+hLZtjXC5XLZtj7m/f+cWiEroYowhyMl0kReDrg/j8cbJyYnGYKoagsT+MLgl25IwIGaW5RFNdIkSMjvE/qhZnPNZwfq1W9fzSTm1xg/81oXNSxc3LlacL8DNFtw2tUKVNy+2wcrNT7zw4hfj4Bs3Hzxsw3FOO7vb81u33r3+3vjccHMjO3gwHfuRmna5ApigCqpoMOkVw1pETetB3tphvnoSOVqPopI921ZxUFHBpc2uSDQzAWPkpHyLKqrRkQMQMDSNabGCYCH0iAjGtAqNWLUA3ufEGXNy0gUz9p7AFd97Qke4bvyQyTsICKwaiBOQQSSG0Czb2aKdNd20cQo1Zcg+goohC2GQ0HY5ZVSQgqiYQA9Qe+8N1UgBzEAs8fxWYldBRPLEjsk5YDIEJSVPLhChpWzDZCYQ8F3m2txp5qUqoRxoVpnLWIEYAUkJFRlICV0whtFk56UfePeVV11Z3371zWFeepJMYk/QOQsuArKRqpqQioNgEFR7cp1ZVuZZRr5XITMFYDqZTRdd87W/ePlHfvRHr1y4+PFPPP+VL//x6enp9saIAdrZgh0lROL6IU7ARMyPmVLAAMQwmkZTHyMSCUYRaZpmsVh0bUghYaONSRTNywqc58z7rKiqigaDNLbzxArI68zpxxYKtC4dOMQ4yCuBZjUOIJgvlq+88sp/+ev/cDqdfvkPv9RNT+Jcn8iyq76g7mgC7lnn8nr83vQgB3i23jzf0zXM6k6arnXaqovsyQ/yUJCwFyRF0vVANrl50ozM8EzJrKYRzD3CrpAlhx8ScGJuIqoBWYqLxmiKgC7dK2BsgMnzpyt9HagCuXVUH9m6QljxcXUdrPN9C1SyR8nD0TTEGKSX9bLKzJzznikvs9TyDUajoigUMPT6Uz/5ueef/wSh6/v9ZM8REY2SUItElOclsd4/PDm8ef3wdHH2AOhNcseD0XA8HpODGGMXwoAwKzyazwAYrWmasIhnC1vPriiKk8MjV08apt9++auLpvmZj79QVc8dvPluuLtwFnOikGXITthiFDJum9nGuHYeuhgaVYJIjAjifNmLNOQIkVSFAB0DSMTUVkdTM7WI4DGlhKXRpoqi+ixjyhruFqetKTJ7TNVYbFTB+fchAZEMyQgZ0UKIxJwm8+lySeJnQ3PgOUFEyJDIoYsxcsZmJhLyvBDQ5WKa55iXOYCmbCgzQkIEBkojAbSohkgISghgmZESRMRepV3O5jEMs2qYFS987rPPPvexb3zxy3/4z/7l8c3bfd+jK3rnLctEpFcJBobYRhHmRdf3Ko3E1qQHibBKUTo02YzNLhYnzdxjbohtaJqmKSaD8dVL3/raKz7LRpMNI86yQk0TAuB7XJEpCFFVRNKEw2dO+0dqRmZK494ofRr3ikgUUdVVG6LsuBQIXddKWD0/DAxUMwfbk9FoOBiPhuPRYLlc7jY7JyfTg/3D09PFfNYuGwAQRkLAaGeBJniGaUxKy7+DevB7/ulZt5OsdLIWo8g6L1gfyzbsY5f+Ikj/+DbpAz/l+/zQlRPPvoey8QOB5gAoKkQEuBosOXZRgiMEwBTeRQllPaxqH69euvzss9cuX9gd1jWT9F0vGqu8IGJR7bqe0LHPQSlVzCkkLoUHPv4G0gdCqyT2lPoHBI+CngCAvDOzoqznTds0zXK5rAejVX7m3/4b+atIno8Dwf7a7zH99ORBfz/kxx7JTgkVQBFu37nzzvXrs8W0bduu71VClhUqkqLDEQnVkntFRFZsC4uqirY2EKaIJ40xRooxxNi2rfO5iEBEJg8AFmWlpxIBsy7EbrHo2jZ2vYgQIyKSY3KghNHUo/axd9EfHO6TwdbG5qB6OJsuOM+ff/ETP/wzP31xsnv93sP92LsL57ZHk7u3H0zRbZ0/bz7vRLHtvWMVG2xv0GQcThvurR5nXRtPlm2YTfvlIi9Cc/zwwlOXBoPy3vHJ9du365NBfXS0N9195tmrmGcPZlMAYKcXLm/vXt7duXi+rvKtra2dyd6k2BxmG4yDnEpPuaeCiACigndahSBBeDHvu4AhggIQZX0HVU5dH4yUkJgJGYnAyFgcZgRG0vfMvsxZVKWPRC7GkFelicVlPPfk+dFg4/jhKdpKJ1aXZQh9VVVt2549F+fNMsuKJJrd3tmdnh4BqEn0TLpoxlnx5NZOKUbLHmIc+tzv7B49OLx969Ygr/auPYGZLx1KDyZG5siZWd8adGV+UhWvnNy58GM/8ZmXfuw7f/CVL9+89ZEYz+9dmIzGV5uwHeTGw4NT7ruKD6w5hng8PS0APGI7WzqDwlUXz124cO58jHpv//aFy1c2traODw/Y54YQgzjnko/OCAds0s6Lpr31zXtPX935uZ/8/P/zL39n0bZH9+9//U//lIL80n/0ywqW0nVFzRgR3JmPNREUPHulCGicJg3rKtIRMLNGiTE4xC6G5XJ5bmeXyZxkYERszB6IkhvCTACTFggBWdVijD7P0i4byYgBydjRxuZ4MBiAYVnWhhFJFcB7RvDPPvvsO2+/bhG8L1H9zs7WezfuL3vLFGvn1LFz2FjMqjpEXlB443gxQNv42LXt3Quf+vGR9177HkwGZTGbNvPT42y49ekfeOGV03nfNefPn5+8t3EokYHHo0kXl7Hr6zYMCnr6wvkBLS5MBuPhpkC51PJf/+V37rSNFKyeLSxVJMv9eOdKUWSeuWuW3/j6y69/69so8fT4RC1K6Nu27fveQPsYuq4TEeU+9L3FAGYSTUQNKAoGTU4FJmaXODKig846ho5JyBicNySxACoFKUmBVkXLVFgEAO6X4AseDtynn3/6l370pb28kAd9nM0qx0PtBg3Nl8vNjcv00WvTZbu4e/9Oe/qDL33Kg9y8f/P5xZN1mR3cOtkYl1lRnDLNIPQACCbQGoS2XTJzGlU5TnLcNNZeITqJKPPZyhcNQKRpXRAVeL1AZmYBYzNEA6K0NVLFLKn4kL13maOEY0pmQlBdtRuW/BtI7PO8JJep9VFCSorPsswnQ6CuxvBgSkhnLg0Dc8yxF1JGsrRmRJGEv2gXy7hsB77EivsQuigY0VSk6zX42JlBLDjPyizxGJnIVNPBrCiWFG+JOSMSQkAyR27lbSMwgw6DOu1Dwyi196cKANCIOBImQ7LN0SAOR3NyzmVMZW69KUY29YzoGAEh5kUdYu+fe27rRz711d/4wnNPPbn/3XdqYJImZr5naU0BFZgiakBZSuzVDKmPYQEYMtra2Lz54EBiBIRlu3h4sL9cLr/1rW/99m//9j/8tV//+Z//+dP9w/du3Niqn1NG5yknF/nRCvdsD5+E8akbJEJmhp66NjgJKTq4Wb/atu9jYPL3793hvHA+Y+9cXgyGw3o0Htr5siy9Y0RyRKoSVRLr4bGwRUpySO/zpmmK9NyU4MrslVe+OZ2fjkajG9evv/Gt7xQKNDt9crhZN8vMuUphZLJXVD9QX8oIN4W3otsQXd4+GG1nOp9nE8fkliqRIKJrolLhQFM4ZGBEU5WExABVkRiDSDBM2qkVqQ5WTBOAlJWsYqIWJUZDMCKODEykiVUEKf1WYM0IMVAyQI/IjoDObCZp/7H2DX2/l4IBYjJwgho6ovV29KyqybIMDYihKApf5Ox9PRxUVTWbLT7xiY//9M/+TFEUXRvODDgm6pxbzpYAYNHEIChWk40Lu3u3vvznSBmzjwbO+zb0g8FgVA/6/iiIsMOiKKqqCl2vMRCRiGRZNl026Z0UWZGxy32R99IxNxn+zitff/WdN//ecy/8xI9/6vjt64sHDx/uH8RlJAUWBV+RqUcJTUtGnjNw5sA3UQzBAQdERXKMAJJKRxQQB2vlARICAtNqRGm4ZjsmuZB577MMumVa3EOMPZFngr7rwdHjdA1VNQymmMBWia2NlIS8lnbzDhUMVgweI03yg5XJx1ZxAiamUSQyOyQDXC21IaHDEgDC1M7+OUBES0iQdCf02s1EQ99TPXIbgx//lV989oXnf++3/r+v/9Ef3zw9Lb0DVHDYR1REAZz3/aJZdhYjYACNAAIgsL7JCI5Dd9jGjNzAsxkaghDMY//wdDY4tyVNZ0xlWeY++2suxTOzdrLArnYg+viu7wMdCztE4TXSjdf0i8Q+SeAciSGswUVSl+78uY0QBvWy3N6odzZG09liOl2cHM8Pj+fLRR9jEjmSATpyqRu1MwnB38bx9R/yKzkhP9z5qAGQSxJBIjJRkcgIoiGpYaoKq6qo62o0Gj3/zM7e3t7Fc3t1VagEjRGJCp8CidgMxBK9HAEJCXA9//uAMPVxanNq9hJtjR4b2hE5BErCBhGZzmZd16XnpqqeTRH+bnu/v6YztL+e5vIBFcUH3oUBqKEAiGk0tfTZAqkqWUKAJUwOmBnh+l4FTfF8tnonplEUUEKMMbgQJfSxD13feIS01Ut2AhFBtT70DCgxdvNlv1x0i6Zr2tD1xICISaYnIthDzXWYLp752PN7480Ht+5s1sNLe7vnxqNrzzy1e2EvG29eyN3EZVTl09n85ODB4cG9/NI2GGuv1Kqpah/UejP1zjGRBsWCh9WQRgUv8q3F/GjZzh88IBVyNNreZiVHfjnt3nnj5rVrFy4++czxweutLkZ79aXLe1eefnZrY3s03BgUI0afcw7iQJgQiFO2tyMQ0sKhZG6sthDxQX0vgMYGsOxDyrYhQmUFwkgCAOwLaaMiZIVHxKZpVNV5F2MkQA3qkE2gyqt+Gci8SMeOmblt2xC69Cxs2zbGWBQVGsQYnc+RaTabaez3drdPT0/atp+4TBf9+Y3tia8rbqrWIISS/Wg0msL8tF1mb75T72zi1jAjH9q27brKaDTc9PNjEBuNN++9+o3x9vYP/covVBcv2rx/7Z/+k7eu3zi/HD833hmEsLWxDSWfUn/i9cTD2+XB9ePjky54sMLVlz/5iZ1z527evTfrug7gI88/33ZdundWBXc6UZNqbn5Ci5PP/tALP/L8E9955dsTsq2yPG6bxdFx1MXR4X6nXU6FKhABE8b3owKSmoqZkQWZkZnIU1IZqaAiMQigiaIagAqYmCY9rimqoqSDOtFXUrIpEa5Rq/ZYaraaIpqiuYwHgyrPcwSGFKaKEcAYi9C6zcnG672ZssOMM7+5uQkQjUnNAmJ0hIzMyA7V0CCfBXvt4QLD9c996oWtnfHR4UG5twnS1HV9sH/Ut8tBxtwEaJvpwcHuJz8xmUz60MVpk+clF3h62o4j/fynf+Szn7w81qM6zrALIbqWR3B04V++9lrni4VKVg/RF1cuXHzhx//e22+//dp3Xr1988bsdGqgDskkSoye0DmHkAJpVhqWXqcWxSEhJm80A1EH6okpc6lIil0ANWa2inOijFBMYt+jGXvMnYsggQABAyEA5ZA5BTa2To9OTv/s7l/w9f2ff+nFT25u5uB8H4o+uFnXPziaPlxuXXnqU0+fe+veW6eLo5Pm+OPXzp0+vLm/v/+x3acWMesPF32B7FhcaCACRAsBYui64JyZIpFzzIQ+weudI0NOsn+XZYmHBLBMSAggS7+RmCa/BqwyzQGZ0rTXLKtdeWaVd46YkYhVeR31bmtqWqoiVontYkmovDL62lmjYHSWvLtCPOH7vOdmYgiWwA7aoZpDytCzsUNWFAVLIcdCyIAOybFjdAnAmHmfPNXEST0jZooqaioSJQQTSS7uKGqKzmVE2GvbtX3bLKQPDjAjdo6ZvPmir+plXfgyr73LgLwgC+Rq5tQcRQJAJUCnjMA8nMBy+vTnfurdd9/99pf/7PKFc3ayKHHegXTMQtz1oeuCMVlVnHahRwDDYDRXa/sgbXQA7DAohCY8fHjfl8XpfPaFL3zh/M65X/z85z/zmc/81m/8xvZw8OSVy0VV9F1neWYoa4u+pjMnKe3PjC1pvYlMs5NZ13Xz+Xy5WLRt23Vd3/chRknGJ+fJZT7PqnqQegDJSgDw9YCR0oaN8RGHR+B9WHLnHAN0s6lI7wbZbDl/7bvf2dzc3N7e/sbLf3Hv+nubmW6hO1/W5yBfhGVplkdFjYHNAwwUhsqua0sGOeyqmuqhOzqZ1x8d+qLuihJcrsRriguhARHRSi3lQOOq2wOFpDlBZCRcTToQQFEUopiqqaKtsMjJ4rWKy5agEi2KqmjaBvBKw7qaOLNHiekyRUhqCXk8guz7VC/JYLTymaW6l9bdDaEaAFM0AVCXeRFp2xaJnrr29GQyUTNE9j5fLlsTZeau66qq0H01RQNHhT9ahNwX5ksxQ/ZiGlQGZX14ePjy176+M4l932dFLqaLtil8ZqBhKWJ4cjIVg3o0YuaMXV0OmJnmPQO4LG/7/s3j/ft/9kdf/MbXfvnv/8zm7rW6vXJ6797J/QcwX8p82c0a72I0FYRWYxujOoLMdexTdUvMjMCknE4BU4jp4zYABCI2dZYkKBYfpcmt8tfJZ342baUPzrkkFGVmUzYz0LOQhhWlMJ1itsqfSyv71ffjwAh05c4kNUBRMmYENkNKyt1k8NIY+8A5oXO2NmzRyvmmaMwABqoGqfdr2RCIQJ2iU4QYIUqL4e5yefnipdmyG1+7+mv/9T96/tM/9P/+H//XrXfeATZivwxtFyWqRoW59fLoXARbRfkBgHUKc4HOLAL2fR8MKae8qmxQnzx8eGHnAt9/gIje5R/KOf9QzW1iJqtD1sxMcN1iAxkaAmIyc5/p4piZyGx1wxOYqSbZJ6is3iUCIJGIaAyIWlW5qqccNob1zpZ0Xd8sw/HJ/MGDg8Oj6cH+8aIJXScKYCoIjCmN5UM5Cd/LD0bfv/f499Exrt8S2Iff/BnyGDAF2ZtzXlVFeok9Ea1C8wxyBuehzNxwNNjeGl+6dOnixfNXzhVlXhRlTgCqqA5BtRd1SAighppuFNTEMYLVE1c+oHd9/AwiRmIkQuf5jMWcfFnpdoumfd/v7+9HVe/9Bz7qv4pN+u8U4Pn+yL4VI+tRtZqM10xmFiSJxg2RwQRSusuaZvbYjZDaPkwwxiS6ZSQRVYixw94xedc2rW8WCU4JPiMGM5WgEkKMMUgPZrEPsmy7RdPPZ2Gx6JsWDdAARBHRMxOi9jFT4gBlVjL0BDCu64PT49/7p//ks08+szeY3Ln3UPJstlg29x8cvfrN/GQ/v3CeWsgCueBcq7ETdhxCTFzyFLLhvMPcK9tnn3zS33jrdWk++dHnXtzZevLaR25ev/ng3sMYZdHMZvP+yafOFeN4MAvFdrV1fuPq5SujastRTZCROgYnIKAGqLzGb6o6h6yUg9Ux+BC8atYHUJEMsmXbMoN3rGCEDA6NV08zEFIVS/Q3hwqgqkEie2dBnfOO88lko112AOy9NxDnXNO16X7JssJ7MzP2vsqLtgtEjsgtukU3nw1Gw4t75w5u3/Tg6jL3rgiNgrhu2uUEGvvReFxsTN67c/vo5tGs7/O2KUaD0ueFRxCFYDnybj7y4vJZoF7eeu/6kz/6ErOv9opC8Hd/87f+zRvvvDDe3hsP+/l0LJprHCnX+fjcRnF/vjxsesryajDcmmywz/dn885sOpurqveOME0GCdYRnYYwKnMntFfRJ67sDfo2FLU1rbaAKrHpYtsgIgFpUhVhOknwTEGEaIjgHKkjJEJHTI5XJl3ymBFD7HtCAIi8LqPJMSgrQBATUTBDWpm6V9ENGpW8rQJDDQlijKoRPQJoUWTjzbH3jMhgTgzVBEk9s0Xa29vLsmw+X9L5PSLa2d3Ki2zeSHS0FBTnzbFjZIrARsBN5PuSLe+eVm/c+8lPPLO7tR0Xc6hzdlnbtsfH+8PpiY/u9P4drqonPvl8TrQ4mVovg3wCXrOyevG5p69c2HNds+th2C7k9JAtW/L8xy9ufvMtfne+HO/sLRQyn7306c8sp8c3Xn/1tW++3CyXzvvkYSOiqqpi7JmZmEPXJ9Nku1zmzqsQJGmj9IZgiOR8H9L23hMiqjE679yJdtAGF61w7AkiShsUI4auY3KK3CqSQmbEgB5HfWgz8CGEv3zlup/B4RNXt6Q9Z+FHL1/aLmoXZ76d9w/v7A7qCxwmVVbk/MS1p778p197MD19nvIBFCdz80uk2hmJKASVsJzFZlkWI6YME9RTWQDBCJ0jToZtZnZMWWryY+xN15a+x55NzJwq5NVTYM1+LMiviErIhOCYCM2URSSoSrRVxCutpmCGihIVAqAwAZipGBh9D5EnPXpUrotiUQgGAqhqXYwdgOU+y5z3wAjoDMVAAR0xMTli51yWZd57ICT2RVlWVbWKKzQw0QQ4M0XpJYYQQhAJIgLEzoU8K11ettI1bbtczqURViqywmdZmRc+L7GutR51dd1k+ZJdbuwEBVUZI6wGOmjoyFi4R6XBIBvUn/n1X/1WPjz82itImc3vTpcLiL6oavO5ubzRcLJciPfLGKNIMO3Ud86VLt8rirfblhiKQZE5v5hP+6bdfzj9whd+87mnn92eTO7cubOzMb544VwbepV+PbtfpTF9YLCbFihEzN5lki1UQwhd1zVt27VtCKEPQUT6KArAag4ImUIIbbv0Cw55XRclDobrtSGtAyATIMD0sb+dTqcbVWGoPnfk4JW//MsbN9799Cd/qG2Xi/m0AJIHB8/sXRz32h489BXnEQZROC3swAoVFg69VvWQgOuigiZ4zYgGrtrx9QiJgZhRsxWzFtjWKG4AI1QhIwRgQMJkVCFiYmIGNVXTGEwjJAM/MBAjKgCjAZiqCEWBGE2iqUYVYyKmR/6X5CLWx3ZLEtLg40M93wrNIJCib3gFsU8d6KOK2jOzyzPKPIqaJ2QCQhGZLxfe5Yg0GW+qwmw+Y3Qr7oCh905EAtF8PlcFA3dwPP/dL/3J0xfPR8gNczVEcpQ5EXn77TePHh5/9iee29vbq2/WKfWBSpA+zOfLpmlGo8Gsadu2HW/vjocbMcbT46nLqq7ttO/QAJnnEhez0//u//4/r168cOXcue2qPnfl/JXxZm0U5svTxeGiWQYxRzDKfb0xzuvq3Cc/4YicqoIRogPTVaVmKKKUJkCGYATGK97SujQzRDBRMTNwzpvZdA6ZD1VVRrEolueDAE3SsiIm3S2qroNMKMUdJW7c2r8LSsYAlqRc0VgN1QiRwFjVspXNSlFV+0A+I8CE+U+7YEMzJNJHa7EE3g9MpJorekAGBFMVDGjq6M7+AzPbqIcb25Mf/IXP957/5//+f7xx7xYiiuIySgTIEQOk6DYwwJXDdBWMawTQRVAB8o7BoaHzzD67/fDB3Ztzam5tNP04Lz0Sqf0NVy7rizCdD/i49esDoWrpztd1hIFYFEs8mEcUTccZYNq2RxVRMBFhApf5IvNaFjrB7c3J9tb45GR+5+6Dk9PFwf7xyXTRh5Q4I/T+WInv1U7Qv+/u7vv2J48o1fooNTXlvyEgQTo3AUCjrH4ZBAdpjAVlBnnmiiLb2Z48/eQTly5d2NjYKMu8dEtEi33H60AOtRVtckXzMwAQBEcIj4laCZEB5PG9XyrIkdYrXGZHq//r2dLPEBBYxJZNd3BwWNbr5yg+yt74t9/1fY/Uvr/62/xwcsP6Q8YPQ1/S7EBEVNLpDKpCSVthakCghpicHsaAZsAJKgWrBDAF0ShmElKCRZH7IufMa59jpZQmPTHEtmnbViVoiLHrw7KNbdct5nHRSNdL1688FqIMLkOfCw2q+uH9+/cP9rWsD08OFu3i5GD/5OHd3/3HX9ih4uDOA2avIW767MkgH/3Is+fyYdVh1gOoBwLHCiaZY+gimAAgiyiGLPNjzl+fzjRE6Xv2eb9sD/f3jw4PF4uFz3OfV9dv3B1N/FPPXM7att5xk53N8WBMUGhwxKV3eeY4aJtY6uv45rW2EFmjV82Acs6rxLwiLhTETD2heQDP2TDPqtLnWUal9jqbTk/2j2OIlDOTNV2LnKJc1Mzq0aAejqfH877vq7qYzabp+/Oc933f973LCgBwzpd15TNt+hBjJE/D4aDvuphlRVYW7Nplf/d0cXVnVOTVaMNsOuXczZt2ibJz8bwucLpcHN99UM2XW1vbUFRARCS7g1ETl/tv3X6i53tvvve//zf/7U/+8i+NL+xdvLR7Olt8+r/4lW/+7u///h995cLMfWSyuaFUtsDzJRtu5OVeWRxlQXx+VA898blzF8qN9nixQGSf57g2fqZ83kcXa+xzh7o4Objx9qXN7bcfTOOyrXIofIHenHOMvGb2rjOszzJp0ACMOGnhxdAIiCCusl/AsrxiJu+Q0AzRKSMndHKKRIJ1jGcK/ZNVw2e6smStfaqrmgbEIan1ecGDYUlsYKYWVEUtIohiT6ij8WB7c/O9GzefufZEjHEwqsaT8nARlLwa9UwKUhEVZN6ZICkOxA2aEP/s3buldz/7wjPT2cONc9tooRwUIbTHD+9sX3x2x7svfulL+0079xSXy8FgtGjmdVn/1E9/7ur28J177772jW9+/pm9F8cuk5b6GfZHW9XeU7sb7aJtRsMgdvmjz55q97Xf/523Xn+9OXpQ1sO6zqNp2/UhdifTpfS9KzLPrm9aBGXmrmmc5es8ctGkxiDsm6WCABNiBGAVjSpd28I4B0fe0EUNGlsIVmRlUV6+fHV3sLW1tVNUo6woS5c5ckHibDklb9I1+7dv3tw/uv3ya3J8eB76N6/c/dwTT4xaYbP+/r4fLZ8y/HMD59zetafCGG/MmpunzcbOhfnyCG1YZHXuu5mdimpZTPJyo++gKmrn3IrRo+hcVuTFYw4FCDFqmpQbnaWfIqKCErFznnkFloNHhRciYsptSg+ONeR4NVWPMcagifeWjvQ29CyY5macUGjRQt8/tuJ4/4NgDadFFdGgUXtsTvGBlgAAIABJREFUEcwsEWi7hEr25MgoDe9EJKopISEzs2eX53leFsrmvK8Hg7Is2WUYDUgxglhcPQKixCixDTH2vUREtsxQnQkF6WMfLFpogwkM6knGeVZUvq59XXNZ03AERaXsBBEN+/XwUBEIzRmwoXdu0bdZlYV2OXjxxc9Mdr81+GfXX/7m6fzWMmMSbKLNFlNB0tKfGgSRTjUAKXFkmoZ+3jah62rnWovLaXv08IGvsoxdCuRU1Xv37h0dH7/x5tvXrj2Vl+ezvDAVBEQ1RFkVu49VHYnYCWDeewDItrbLus3LYjAa9m0XQuhCH6POl0sFNESX5c5nLs/YOwPK85y8QyZASrNLYEy1pUBa0+JZ/Nd4NIhtu2gW29uTRrsb7767u7158dL5ejQ8PjiU6bxsdJd81i9HpQ9RM1WncRUUk2SXGhnZulCgBwUINty6fEojqM67vAaAqOoQmFY9J0RFUzAwoFVUGxAAkOfk91u9AM0ixKh9pxJV1RTAIZIpGJqopSAYNQkgUSWoqqgAegIwVD1DadkqDSWZYFe5gGcypffxBSihGx4rV84SIFTBjNBzlpVFUZa58yqi0CORgjVdyzGUBSKSiMxms7YJnovQx5UQFQgAsixzziE79kXXNfcOZ+xyn02ikaFDx5PNzQzc/nsPW7cAgKtXr+LLX4mqdT2IpqZqCF3XKXGWFVVd13VNRKUr6qI8WnY5O4ToVIy8kgWvSPUbB/e/fee9nOn8aPOJ3b0L4606LwLKXHtFA+DQBttv2zvdi5sjl0pVA1QDVTLF1aeeiJwrjv+jRyQiAygSqsXkMRMz01iVg5Pj+WIBeYbOeRFjKntp01ob6QyBuMpjXN8GgLTqcFKSB6NY6t2J1LygU2ACt4Lxpi4IDEwwCAQhb0BkK7E4AKV73jDFrIPpajCrq4AQMTZNzlEDVOLT2dFgPIHC3zo82KrGP/z5n33j3t3/5X/4nw7bUAFEgAiAgBGMic+OSFw91IGQSuc1dO1C1WlRV1lWLLHr2vb4/kNawtHtZqtE6ES6nnQd1ve95J24Os/xA1X4o1p89acftKIh4mqBwkEtmgVgQTUiUkMANhMVOHOOJRZ+Rj7VExHFzLh0jod16Uej6vh49mAy2D84OjmeLRZd26voB42IH+oQPrBxkn+XTZz+rXZ9H0C2PM50waQxfgwd5sAQzTlSVVDIPZQFDof1ud2t3Z2tve2ti5fOb21sAljXdSjKzMw+xSdGMyJyWaYCiCv6VGJMrgMb7MOruceyznHt+1upvM605oiMqcr3LoRwenp6cnJSDeoVIekx1syHO7d/+9dKAvAYtP4DX/j3+nGa7sazjZ8KmIAGCb2YACiggoEkgGsCya6CHHU1BDprhM9uBAcYVcUkhs4aa5dF2XYYFTRCFMXeRGMIoWnbxcLaZez60HTS9dqHbtn0y4V0jYWYZ54ZoBeg6NhX4OPRIr98Drzv1MqtyfLNdv/g/vNPPmnT6WSYX9k5P84HNbEL/VANu2bc5dB1y0XjVDPH4rlt+zrzpoJNr30MIQS0kFEw/fPZ4bvTk/e0PziEKRq99XaImpVVN5sVVb1c9jfevbO9m00u7mG+RJeBMYAjzJlKxxkRAgoaADgFD5YGPb0YK4IIkyuKcjCebPiyXC5bpkBsjOlfp3xQTHY3N3Z2y+GgLmoTPT08vn391v2797p5S46rosrzPARRwWYZy0HJnqJq23X5gEPoRSIRAWIfYxAsyQ2HI5d5M3N5RjH0fatgzlFoYtt2w9HG9PD4R374x37+V3/91lf+/N3mdtl3F8vC5lNyrszL6WJ6YWcHTrzMp+10/rDp6qqaDMZZPXJdVy67S0S//OwLXz249fbDk9/7X/83tzn6+E/8+GRn69pzz45/8LkRtBuu/MN//jufqLeeHUy2ipGJCmcDjkN2wbv9EOfTxTuvvbE07Ylf/PSnYox9u3w0D9ZH0NguhNp0MqgHudOuuXH9vbZVqrK+D3npEDFqJDJCIAKwCKCrK9sAUQiFwQR7s2BqmvA4xgaGZqBKKdAzJzHiAIDpiE6pOKIadSXukMfv39UYG5FWYWaa1i5IpiZ5nnnPxHGVcGWCEBGiSAMwAKCtra0333zzM5/5VFnmecHj8cDdmSJiICNvEgTAAyAzI7EUedsrFnAq8StvvpVj+PTVXTCDzI0mw9OT2eJo//KFa5/95Ce/+u3vTm9c/9n//D/7y7ffuLd/dNzOBpvjybmd/lx2tMy++/BuDfNzLz57uRrE7rBwPPZydXPw5slJjXB3OXv99Vf/7BtfHd6+C22zU3jiGBYnvYoCmqGoYM6DUc1IIgENqqqs6zLHMSHlnKg2SgzosI89Fy7ZmVSVgQkI1O4XUnQ6ibyV16PJuNrbGV3YnWxs7Yw3tvxgWA2MSZjTuTTMSsigh76LHZpaL8f3Hh7fuvXeX3ztnfu3nqb8SkF4OlWCqqdzVHYLffhwencRxs+/NDs+fW1hOxWewkhOXVNSuzWohoNMFv3scLaYjybjzFfeZYxRWRWB2Rd5kQxyYqoqMYQoPTOzgqxDjCGR/B0455IBdUV2VU0q3/S4WRuqgSQmxH2MMcQYokaJZESOk8hQVcECYFqgICJqIsTi+57dtoZWn4V3ikgIjbEE7kU6QMOoIr1qSD2bydpm3YdoAuzMEZhlWVaWVVEV4NF5Xw5GeZ4rGJqSoIHFPsZeLJqlPXWIMYiJoidkwoh9lKABI6Bg1/QWYVBv5FnNWZaNR64qqKjyashlCc6n7M0WVgwwFiVATvBMQPJZE8U5b4B4fu+T/+l/Esrq5vzu6c17/cksB+pyaBF6wqlznVkH2KkIGngXCDFzYxhAN5sMs2o8PJmebpW7/WKBCk9cvlLVxbffeL2J/fW7t966eX3vyvloMbPsLHKZTGjd+D1Ws0G6+wAg39yqYhxtbkmIiQDZdaGPoe/7to9BIiCRd1leFnVVlHWxuVXXNTtnYrpOAkyGBUpfq5zxykFDH2M/2ZqQp3/z5T959/rbFy5eJoKXX/76l/71H8xOZh8vi7FBbgox5Jh7VEhjJmM0QSJAyTjrujbvSlbWrG6xtPElGF1RYFURsSRVB10xYVeZnWrJn5VsbymQDZEgZQOYSBQTiX1AU9NE+jdDRSAzS+IKjYGjWBSIohbBACiq+rTNTDRIVSVNGlFRMNU0eP1+4q8z8PIqFArRgJC9Y8jKohrUdV0752IftJvzGrkEREZY16PBeOLYl2UWgyZcNiHHGBl4sZj1MTRNx+hcPmBP7957yNhcfeLauSevVnVdDfIC/Om9E+26GONT154ejCbTdl6WZdssJBF6XdbGsLU1cT6LQT/ysY9e2tr97iuvRhGnBqIWoqr2Kh1IRBUCy1yPdnN2eH3/HooykiCpqvceiGJM238cXrnsVFU1pVGvhPQrXOoqqw3WVdgKv75C8pgkyGSUGKNJ9HU9HA27hw/CctENBjkhdwFkTcihBCxMbd6qRUFcJ0ue3QnOLBFNkEgINYIoKhICI3qwlcFvldMXDaKYCCTcBYKaAZMaIqDaStuoCIZQGoIZp1UhmAEIgSEtm+lwNFoslzHq9mRn2kte5H//P/6Vr3/tL/7VF78UAAjAAxriShW2ctclJWrachgHJAAUAAEJaqzMQL0MDJ7eBlnCbllgF9rTpQb9W9TZjxUB7y+v8UOrlXUPQ8GgF+wBhDhxfMnMQpAYo0QjYCONURAxc3kSl4NatAAqBDHP0GdlmXNVZZub46Oj04P9o4Oj4+UiLOKaP/bYkmct+yT4D/X1oZaPH/dPrvMgHsNRJhcZaOr3drYmO9uTnc2Nq1cu7u1uO0eOCOMSAHIyRm9qoQuwzpAxYDU2AkMEWJldQcE0Ahfvi4M3TEK7dRA7PN7ynR00RITARo/i2ptusb+/P18u8jxnZkVQ1cdjSf/OLd9fRfLEv9mS8H07X3vEo01Aw7RqjlE1iEYjI0Sn2oOaoq5swuhXi2tRJErBP0QEa08UsiKoA0YFiyJ9pxJBVELs20a7oKqh69vFfDmb4XTeNU2/bE0EgvRt17etavCOnKHEyIwFsou2PDzdE3e1GFHTvXHj3b0nn7p05TKfnl5E/9KFJz5WbmenrZ62XiT06ix2ItGrktnAR7MOjci5YdnNlnlZAxYEDSAHkHuz45v7d7/p7M705H7XNxlhlUPboHfAIOROTk42R8Nm2t597/5LTz7VaD9bhraH0jnEXCK0JkXmiHMTM8tFPIJP3bJBL8AA5HyRFdVoY3M0Gc8Omy40OWdIKkSZz6pxvXP+3N7li6PJRpaRBB1vj/JBbs7u37pDQOPxuCiqpun6TuzhtKwrASOHita2TZCQlGYxChGn3UVeFkVRRFU2QTSxmFDOo+2tMO8OjmfdovvWndt/dOOdX/i1Xz569fW3/viP+9v3x2iVxCFkJec9qCvzIQ6Xy8VisVgsZ227nMRudO7c5QzGQcpubtX4I4Pt7zy8s/9w/s3f/OdLsF/7R//VrdnDp1566eN7F25+9+1XX39909WF81k0guggOOuDQTtbDEeTIs9ni0VeVrPZogttXVaY9u2KK4gugJn5etifHBwdHQ7rZxCKYT0Cg67rRYzQMbOBCCitjg4hRDAFZACzFHFEahYNY8r0M0DAxPxT0eAMiI0Z0COrIaliBEywTzFKLV8U7ZNM46wWSSmwhuiIzkAvSe2Z1x7JRFtVViNAQ1QkAeuRokbb3Bx985XTe/fuPH3tCedwOKlyah27ViOhqAVHHoyUvTruBKRwJ4tZXSAJ/Ok7713cnVxYzDcrl9elm061bZoH93/sYx95dnPru3fvbbJ75uLlh4dHPneTvc1pWC6g3372qry8/cVvf/ujmzsbV/bC4uEgQ14sn6rr8vik8wWeHt1+68AKP5j2JRJnmQpZnu2NNvPhWJ3rJAJxXhZosNhYmGjhMwCIkpOlU3X1sQAZFV5BUpFEwAguBg0hhnZx5dyVT197/uNPf3R375wNqta5YIBRB+BychFMnQoBkMXWqmGNrgBth8NhXQwvPBHlheUv/uqvTd96dW95PP3WKydvvtXPlhxxcu6JTYJi48LLNx68G7jt3HvXH87+4m2qi6agfsONn9p98uOXz50bjfwgn6iVfYK1MBkwrSx2AM5RVAGNZqLWg6Rs8ILZP6aMACZmcuth7yqeR85eITrnDAlNtQ//P3NvFqNZet73Pcv7vmf51lq7q5fpnp2zkhQlLhItUqRC0bIYyZSlyIKQDQECJ7lIYiSBk1zkLoEvHMSxDCS5CBjEgJzATiDHhhZSsiJKGonrkLP39Mx09/RS1bV8X33LOeddnicX71fVNTPUcqEEKfRFV3V1dVed873nWf7/398qEFGUFBUSZOg2KXKmBDEjYE7GQsimUX6wnXj/SY6oOeMbMEhouiWSJOM7bQAiJlAfUxuWy2XXdSmpxphSTCmk/ESNlHXgRVH06gE6ImeKsswh25wAIoXgU6e+Dbp6HUAIQTQCAKOlSIC44uC3KXlpm4Ri6tG4LHrKruoNuC5NUdqittayQQRQTUtWVDExOGSbFwwAKaGxLsaWXdmEwD4W57ce//xnDvffesf/yd37U+cjAC5jWIi0hF5SAFgmv4iRUpcUNYiC9A397Je+9Au//EuvvXUNLP/Gb/7Wq6+/dm57ezqdvn3zBlsTY/juKy9dfeqxnZ3zNrcilFRXjkpGVJWcUI9nTP3Z385sTLnCWcQYw8qhEDsfEigbZ8vKWOvKyloLWSsLCMgo2fe00gNnl4oSKqCIZt5vF9q6qu7u3X3ppe9tjEfO8h/+4R+++MJ3967dGAGct+VQiXxou0W/KAQgIDAaEMcACC2gFwAGA84FgAnitd2DZ3cehfEjoigJszmYUoLMXVMQkSxCQMWTCGINqHnFt4L4qKomkYgqWacKhMqkRJJJASioQqKaBFJUiaACoCII2QD1niVeyqEAqHiypUqg9EGOZ/atCeSNCCkiGeOcUwRHiM6UdTUYDuteSUTe+zIWIuKqsiwdAKUk586d29nZKYqqbX3TLPNZzczRB169ZMnYwhpqll1oQ4z0xGOPPvrMR8txfymLkObtwTTFoMhN01y4+tCVK1devf56Fl0a44xx/aEpkoYQkujHf+jjv/iLv+inyz/5+gvqpfUheC8IaldA226xYCJjWEUSKlXGS2pUelhoSl1KGnPusTpjy7I0KXkRNVgAZYV3vhKSdbKqgppUs/4WUFTUpBhFIsGDPllVEupgMFgupsfzFGVZ1zVG1RzQSmosEaGe5GfmtQqRhZPGL59oJse5ZbC1oiqGpIDESIAMJ7s+BjREJKg+io3GFUomKgpqTkUTRF0t/Vbuu2HISlMQ1ESQQIFQQI2yUSwNS5JF2xAXB82i3Fj74hd/+pvf/Pbx8bGqMhIJGSBQIBACQlAGpRV2jQzYPoSesyhmOVvGKFwqoVZK1paubzZcMfMhtfHPDdM+g6DXE+itnl3raabdnAo7HwR8Z0BFVAoKAVCyzVFJUXJ7BiIChJI0I/hwBczAVVkjEUENaQIpStow9XBUb6wPx+PBYLc3mUz2phpj9N6HEDJo4C9voUT/b+76fnBXcya3IN+NKxCljbHfK4b9ejSut7fWL+5sbG2ujUe90hkEJU3WEGH22Ahx0fkuREHDbJwiiWhM0TmXJCHkmi1p3p1T8UGIy9mu77TTY2ZjzOl/6UFgH7OIHB8f3717t23bPI7K88L/D1x8P0CH/OCO1fdFZeiJQiC3fCkDYSWn7ImkBIKEJ1u97O4zCFngCpI/CwlWK/sV5jRkiCcZREbJZ4pCiiF2vskR2oIxhGa+aOYLmkyaxdI3PosZog8aO8yleooCYkvDQtKEwpq/8czHty4/uW579wZjh2ZY9Q6t++M/eGHtyXb70ef6S4CmQ58SQCexJbi9uEcKhgwmSSGSkvOyjSUEMFEiwbzk++Jf9ZPvH91+Z/ucHw3Dcgkgoe2iJnSA6k018FEk9muy7VEb5rEc1N0yNcvINZbMgFYEBIwh8iGlZBEKBIMEgCTkJRnAlYtmOBptbK3v3T2I85AgGGaBZAozXh9tX9g5f/lirz8EEzTK2I/qXgkgxlDXtr1ez5HrDfpdm0TAFiZKFJRE4JfzEDoRWTV7ReFc6UMIPg36rupZ731SIUZLJiJOlksK2no/WF8/Ev2v/5ev/LNv/sHf/OIXf/iXf/ad//3XD783G9X9MG9MSK2AMJOzJVQCadEujhbTeTvfCsvhcGijrIXw/HDtftc8tH751v7uk/3hzeOjr/79/zk9uvNTf+dzTz/6+CvPfOT71++Fsro/b2R+bB23nLyjZGBtPN45d37r0kO3jvYb1eY0ygxPU1ceLPy7lFBgd+++935zY+vipYfqXh9jUGQ58aHwqnyQrF4+EYTLSsBCCTWABlGBJIIKZLJTxeuSuGBF1SjiUVEkikRggcwfg9X6TiSGEEKKp1sdUD2hMWKMWY+XRMCUpteriKBpFwgO0SAi5LUIiDFUVrh9bmt7c+PatTcefuSSdcVw2KuoQUgSO5NC0GCgSGBFWbBoySPFBhrFruzVu0148dbdpy4NR3VtCtOvSgnGH+0PB+d+8Qtf/Mq//N3r3/nOIz/2iSsXL3xv/laXoh1Ue8d753YuX37s2Ze+9cbuofAj20BT7pp+l54sqk+MNr9+7foA2isAIYUBWFXUhGowJqQg2npPIQEGjctli0CMBIBN7CSm4DpMaNDQCryQkLSLPqSIiIYYYvTtnJSdcz/z2Z98+MKVx3auVKZattq0DQ+Grt9LkCKQBwQjwApWEmPlrU2Fq7RXFIzk50tS1x9vHLWzyz/8sS0K559+RO7ev/7ya2+8/vZs3n78iZ8andt6+/DOt/fmYRFKgOUk4qQJDsJe0ncPvvXitcs744986NHnn3pcTbLGETMSKuVmPijmUjiqCmBSiESEBg0YIpdBiynlEhZSSjGuRq1MxhhMmEBQogJhrmFSjOK7UmprbYaUEVtSJLZkLGeRp6gCZbFJnvOfmP/1Bz58c+EsIE27PJ5N1Xt1scNWNEFI2EqcdLOj+XQ6a5oGvD+NI5IcmYNorXXOFUXBpQFDzKxIABEjBPEpSGhS9AKCpACimUxmreVcgqhoElT1y9gtYwxQ2rLqDQs3UKay6LmyImddUZbGWmIQAYSFCiV1SpTD3xkz34uUnCmi931XpRqabjl8/JF/5T/493n93L39X3v3tbcK56Ir9v3icD5vAOrCQmF85cq6Ko0tEpRg+xv9i9vbg6r6wuc+v7a1+eSTT75x7U3nSu/93d17ERScefv2re+//uq5yxc0RUArIojxAwoj1AeyGSCipAgADKvFHRpjmY1qbFpLpmDr6qqse5hxoExUVSvupSISqUiCpLjSMiKgoKyiPAB811R1iYbfvvm2921v0O9X9d27t99+60atMAQ+Vw/j8Sy2zfb25vGRF0yMKGBYHAnkUyVItEUVLTUU7/gI55+srjwhg/Ma51mUw6CQkoqg5rw0ENUEGnLDgUJEAcQAAiPlkIazLAMCYGIy0TJYo0grjRZKppqDsKoQkGjSB3RxObG/pjzOU0h5r7hihaC8r/E7K9YjIuNsXfedc71eRc5EUGByVdkbDqqqQkTvPWDIRM0sK+g6f+7cTuGqLobde/cnk2m/HsQozIxAKaWyXvkg5nOvGnq94fPPf+TDz35cqO4oLZaLrg1H00lh2Ci/8cY1LOx4PB4Ox7ZydV2npiuNnc1m7WzhivITn/rRL/+rX97Z2fnezW+fP3/+zdffQREiigZbCbOw7LxnVpKkXZQusGFTOrRGUvDLTPvTwtmiKLqu05icNUY0qiKQrKLAV3uPJCucXl4VqyTI5E1CmwBkReDNPztApmbZWNcfjEf7h4fNsiO01tocx5nb+JXANp95CETZo8zZL7ZiQmjAlZAFACAJJF0lMpqTBG2jkLNQSQFU83QBcOXuAyTBtLJeEOZbHxBMF4URCIUlosaV6ldtYYNvmRwRp5SqfjldLMyg/9gjj1ZF2ZpWY2I0SZNjA6KY2VsAjIoKBAoKQ9uvoxgFCTEIWGtTkABxrTdoPI7r4UC0TUlFNOpfoJhexVDqe9/wbMzISct3KvVclfsYVZNCzHax02t00gxk12/MGDGIICKKygbyDAZAiDFHbJIztSl7PSzLsiiK0Whg9mPbtovFYj6fN00To5xNX/j/Q9f3g3se/TM7QFyFBxpjiqIwxlzd2rx44dx41B+OyrVR3e8VzoIziCAgMa/zUhRQrZ1bNInQFAUKkhcN0QMhMguuZhfZZ8+kROQlZe/pmYvyAID5HnknEj/Qdp6m9q3sHIvF4uDgwHtfVVXu+k5wWH8JdJb3Le7+IskNZ7u+UwnrA+FvhhBljDVRzrrNKakKyCtlfoIT/nLWxeR728BKkHTyL4gmyMkWbIwS52G1xBS811woC2pMofO+7WzrY9uFtjWABgkkkgIiLhYLWxhTWFBtjucq8eGnn/r5j376uK5vHy4uDzfeOpy888ab+7v3icx0Nu+N1y6eG1mqwQcYOIVOrHCYdvMFBsUoFJU6OXj9xt5Lb8WjWWo6tbio6DY035/eeTUdH9kLxrj5fJGCj23jChSB1Kkatz7eTktfDnvSdLfevHV5vD6bNYcHU409Gg4qSyLStl5VDVUoDGARDYGSSagGkYwx1lq2pj+o19fXe73erJuyIXZsDBVVORyP1rfW1tbXXVUXtYKghFgWVkIkhft7e03TePFV2Ue2g+FQUHzsfAwx+s43TdOoYragGOOY2SHO5/PRaLQ52pzOjsOhz2zPw65ZLBc6j1vjjUuXr0Rj7ov//WuvfuO17335Rz/5n3z+p1Kkg+++tBFhveovTEohqiYQpsI6KLxvI8R7e3eaZkGIa+MNH1NsPDXL58phrYOLW+Ptdv2P7u39k//pH73z4Q/fePNWGzWwkbo0rGwAtSWj1rGIHBwcHCybWQoHzfJDzz8fJU0OD/J3kZ0LiKggiNhG3Rz1Lj603ev1jo6m+/tHSaHtQogSQupCyM9FzRpnicgOVnQ5ARDKvR9KHpgqKkTIDmsRUSyRgFlVonTBBPDQhtCpSYrm5MgSABFd9Xsn3WlG/gISAYqkTLNVEWXmsiwRwYfWMJp8AhDkYDAryv2+4fqhhx565+br+aDo9StHBhS6EDm1moRBvWAHKAlsXU2Od9kmW7jpcZOMfe3W7enzlyvobNcxI0cIbXf/1s0PXXnoJz7xqW/s7YrvyrKo+1Unvk2h3yuTT9sbOwUP77w7PX4krGvfdsEiJZVPXbq6vXluj/UQ2+AkpjVlA87Nor+5f3B3ctwsPRQupAjGpKQiAREhiapaY5rQSUxGEZUkZk2ssqGkkcnGkNplV7neU08/90Mf/qGrF9Yh6OH9g2aZ0FblaMNZaX1bVVUkLpjAAhsRKwlTj+vYBbBgmVCTE4NAsQlq7O3l4n6YPLy1cf7q5Y89+8zF2/dfe/3tF7/3+gvfeenlezffnfvS1bqI/eE5RqOYBH3wi+bu7OjO/cNb92+9fuuTX3p8bY0Ggx4RxZRiiohirA2pjSkv+tJqGIZk2RnLANB1K3CaCIiEFGPmdua3k1RoQrRAHEU6H0MIQEYJrbVIljI8gRkNIxtQRUiimFNAsi9Fkvkgng1Wjj8AEED13s/n88lkIq6TMoiJMfrc9XWT7vjgeDGd+UXnksQoSRVpBR5jY9iarFgxxig/ABNIlBCSb3xokyYw6PI6IXbROcc2h04SAhAwKcUueB9VkW3hip61BRlnbWGtNdYZYywTE4iiKnSaWISEREmJiQSAiVAxY7G5icEZy0wR1Zw797l//d949uozX/3H/+Rrv/3Vm5O9/vmN5z7yzPaFHWPMwXx67+gggQ7LerPsb9VDvHDOONzEAAAgAElEQVTu8sNXpwf74/XRr/+f/3QyX2ydO29csVgsJpOJgLqiCODfeOv6hycf7fU3ReJKz3by+KIHNRuhZEUdEhGxhRPBoaoSIBoixD4bH5IgOFca58zKMGYDrkgAQLhCP+XEUIWz49csfzPGIMk7N9/+1re/3e/3O+9Ho0HbtmhBIlg2NVsOXens4eEhQy+hKiEIEVpSJPAAXkQipK5ZzqxOBH/kM5+1lx+ZM6dWVYBAQVRSUu8RMfmkCgk0giZNEQRIVVNUISDO9OSTyuwEBQdoGIwVY8CYnGFCRIaIEQwxGlXGBEmEVvisU5WmimrCFFaGbYQcGn/irP7BJWGeoRdF0ev1er3ecDxypV36Thitc1W/V1RlNul1fp4rw5SStdYYOx6Pu65j1nv37s3ni+HVUU6MIADvPXkEgLKsQwhXHn70ySeuPPXk4xSKw3lQSLPZbHJ02DSNtfbwzt5Bkzwk6+zW1hY6QtHD5Z6qeu/7/f6nfvTHfu7LP39u49xL33/ljdder6t+DXYhbdA4B7+A6Emh5NBEEikBrLVRxXddYlVSYnbOdF3XdY1I9N4PBoP1zXVjdYC0ch5lYI4IOCBV1KQpkeQUe4EspXDoNKkGEc2ILUbAKL7sadPMyMHOZbp9U+7eaQe9cbHWMDs22WimxMkwoAqDMMY8dAcFPsmgpgKihCRWcGu+cPuTFFK5tjHglDguEa2BGtgIYaC0dEgEDkGS2AQOGYUQSZRWonQFe3KuTWp1okUkG1ENJaZAZABNRPXCFbek6sCn5ZBw1LVdmwatUsAKyqRJgDAhICTGPE9lFYdQMDLBtk7L0hjixjKTKMRhhDGQhJQst35yjL15MWgrOys7gpPwhlOHNp5hOWY2EQhDAgiq4STESU9i7rJyIIPu4SSZAlb5b5FNsgCYNIkKIBJl1bKQQYaVINMZa4zx0tqiQKSu67rOqwKC04QgsqqMglTM1bC3Xhfer2/eP55MJgf7cd6PXceHk8XkOOWCRTMVKeN6Vzss0sxu/EBjQUSSEiAAryiOD0j/iKt3FVcv2vepUFaOsjz+pPdYClf2UD3htZwKN7OvL1uNBUFOjZWOobTgCqoKNxoPttY3hsPhzhaurQ2rqjLWMhOzMPMJadIpQoCsphQvGglOWnSvqnkjgICQIhtDRCoQIyTMUblAoBlulC9Zhj8xU+a9MzMzMgNbQY6EzhiHZMg6URIwEXi+WOzdP7z17t0rDz20Md4mYErojO3eu0J80B+fQkr/AsvAs3XAWfdjTH2AqNQpdQqESpAYyaTgmVBigiSMFpIhAIAmI6MBNU/a8h0aUxvTwtik4AEDkDKRT2WOA0bSECNRKp3V1LEDQxRjzJOF5BMijobD4bA/Xy5C8gYUWBA9pOMUVRImsiUVNlFYdGY6r2aL2fLYAFlboFcUtlB4VJ8iALZdKjopmXshbdnyS6Ondofbh83E1HHU7G7ODx6umkN/1L+08+SXfn5y6cmO6oN7+5Pp4Wx/bzo/ShoOl1xZVxIX6EpXjNYHm198bu2n3fLm7buvv/nu9es37747J7pTbx+d66vEZdMOxvV8oWZQdz6iYgVlGYvSp1abO7PjflkP9IJvr+7vLqy7E5jURG8HJfcc9Qgq4grBaXbsJ0kJQPomFXXc6sO9kakdza3lesA+OSYrRmlgizXjetSryo3eet0b1mXPGAqxPYC7vlt2ctzgYbM7t2ya5UwSbJ0b3rx+/c3XD3/2S19+/TV569W2X9cHBwfeoo6q25PJyPaKpFv90Xx6uHZ+PVgxtauS02U3VoxNd/7c1sXt86jh6P7BxbJuxc2a5a/91tenM/2v/q1/t/70nRd+9/fnd+5/6c5UDWlhO2eWJbSJ/BLidFYTHt3fL8G6JVT1YF1Lp+hnaeQOL4biWSyexbWvfft7X/2T3+908ZgZ7UjzEBYp4Dyq6Y9nPTsn1XPn7sxmN+7cAsTZcoHd4yypIEgSTVF4ECFAUYdYREkOfIhlf3T/8LguhkHlqJnjwMSKFpiWXSQwDEYVAFm5QCBQAwpIpMBRUASIHWEwkBCZgDUk33Wx89CfSWsLV6kYVEdYN5GaaNqENbukLQAQOkqWUsUpGXDMFiiEEDM01JkyeWFilaCAarAc1r2NQWMCkxORqL4oasY+qEFxCaKplkbSeLNcvNa9e2u6vvYo4/ZSrscYky2SQsAQu64sucJQUKELKSKlVCFyssUU4ysU/+m1uz8x2BjcvvPRJx/bPd5d2GnAFvb2PrtuH1Mq7745BmpledwUBcS1dtQ1HWwM9y+Z39l/+XPV4876uDcrEhgNT4zKx8a1QEiMAqExOqpc7OLC1r8XD79y4+Z9V090JOgKLy55Dk0SLwgK5JUOq+Q8lZ5AQBEiaaIYk6eY1sr+bLI8f+7Kz3z5ly498aGAZnd/1nWdREZjUCIe3+9LMxgPEIIAJ3VFtIWaIjqD1HBj2EBEP0eyJhlE9CqCXbJqFEZvHumu2PXNHd557OIzH/6V52Zf+53f/MY/+LsblNpuf9kum7JflmXrg7VsDAomVXPvztHR4fzyj60Ptjc6FgAPJF1cImDTLokoJSElAEdArIAR0bAK5T2wSEyYcjSZgKKSIheuIut8lzqFToyYSUIRjInahLnud4aGDMYaSOBj6lLriQOzqrjok08CIOQgMYtP0QdNApJFnSfmbRUDmMADI1q6Pz26vbefOHBJIgligi5pq92kmR90YYGklQZNKXiNVKCpSF2kKpFLiimlZILlxICsSTRi3RVN06RZik3LZCpnLRtVrIoBG2PJkhgWJCZFUBlxYbGYxeLYWAEXXd+yrVzRs0Vtyx4ZF4Bi4pxpUbS0XLatRhkOTeUS2wKxJDVRjIIBWoE+kAWAY1Fs9rd+7md+8lMfe/javzk5ntXD0WB905TV/uHB73ztt9/+F/+cuvkW+3KUhmu4RYfNoiKz9bU/eOHv/rd/f/P8+b/9H/2HGDpZLh7Z2dy/+3YIc1uZN2++8/3r165+ZCf4aB1CG2xBRWk733JdeQlqmBkIkBUoASoER6uINEIFiLkURMSiKNhkXC0YC8aIccxMoQMEXenmkJhVtVs2dV01TaOITBxjx0TRx2COqqL3nZe/e/P+3vbWuUuXHxoWI3/vYNjANsBDJiG0R4yt2JrLnjgkMRgcL2t7rClCABLbBUr9+jbzNcRnf+Zfqz//5Umlx+belhFtGxsbu5zCcgYxxQAhUYfWGxfYJAYlNQbRcD8aEmIRRCUiQYhEkY3Ujgxn7acgEhsi4jYioqKJjqM7ZVlpSknzWg8NARMAogCIUi9P3JIqWyfImjnh+L71Ap5kaSg6U4wH/Qtb1aBfjsaCMGATYyQiZqdEhjj6BmVOiKTAbFS0LMu7d+82TdM00+Vy+dxzzwHAspnZ0hZQBPDFtHry8tWDJ2/Va4888dxzw/HOckntHA9mtxbHR8vdYwyhEhNsKLeHu5Ppm2/dHwwGNY9qrDuIB+i981uPXPqJz33mJz71adP4G994dffFl9/9o28/dfXRUpZ/vLzb9tAXTnxyjaZFdFQkW+wXMZFCatkaPF6MbeG6zqSAbDoGFTm/vblz+dL62tCIAEOuIvQk05sARJJqghhFk4iAqpIiqAbtksT8eSuqp4IKLLtkDJiqMFhO+4t7kxjL1kQySKxMCKABEisKrICEkr14eY2RFFTUGQgRbDnooj2aLqazWJau89GWiMSArIIIrMgKwBkvLAk15RBneA+lI3cDWfwmBIyrVgI1p4kgkiCRsaURNkxoXWmRCqZ2tvjjP/rDzjclswUs1CRJQADZzIfMipa4QCxzkgY5p2gQNUmOZZMkMQo5hAQYNaZOGKBgq/hnrlkeGEzpAQXjwQYmd4anSLf36RVz0vep6PZ925izNrz8mTleWVdBrnQyX1xtZh/ATk5WYU898fjh4eGdweDg4GA2Xxjr+oM4ny99SD5KTtVWlbwyVJD3haKsvJc5SgVPlrl5np3kvRs5AgQilCSgetLT4Xvlg3ga2HEmfD0LhOW0zVMAgnDaGhKCM+AMGUODftWriuGwP+j3hv16OOwPh8O6ro1OnSsyGG01qsOV6zrfq2eb9dNuXEHPuLTP/uR/wGYMQD/YWZ3ZrSGhYaYT2uiJq4NIVefz+e7ubtM0Wd6ZP6h/JmPzL0P/KYD5l5Ku1Bmr7x1VJOb8pfefrqdTAAAAqKrq8PBwOp06JpHkLHddMMxttwSAuqzKskQFjYnQMBEzEqAQAxBBWOl/rCkKSwnRMVhURhHpfENohBQgxYix9b5tQ/Qm46IQ1QApSwI9cRM4w5RAAWKUx59/5tmPfOy4ScaN1Nj79/bQlRtbFzbPT6ti7aVXX//6735TOjTAbds0ft6FZracNmINkBXQGDI5yTDUSX/qUz/+45/51JVnHz/+7d+8ffOaH1RbV3fmh0f7hwdRZDwejzc2m9Y3i8YiTQ6PCBKwdL51De3u7q5fGFO3aOMeKXDE2E9Usysr65iztAAEiRiRyaSkCVjEK0tZu8GwV1bWOMOMoslZy4yqUpR2vDba2FofDjYKKkXivKGqHPR7o149qoueNXVq/Wi4vpgsuzb16mGvHn3qk5/+mb/21//x//rrL/7RN2eLphWZzWbNcm6iPnTpaly2h5Mjvl3V42FRVNaLGHj3YH/j3PZovN7GJNEDUwidaKoKC3Xv63/0h3/7+jv/3i/9yk/9zV945dvfee2f/QarYud7ZLbKtW5yNJ8vCOsEKTryAPvSynEbQjTs6rq/XVTUCfpwqep9cuPhi2FyvJhus+0pqiQpDFoOlmbBd84453Z2ds5f2Nnd27NlMZ1OVcUU7vQAPCv7Cd4TACncvX3n+psvXPmhz+1srx3OpwDiTMGMIoIkqARIKyHVCRI4K+QNu5y9lQ0n2Z5ASojcdZ01ZAwaMgQWFCVJjFHgVM2vZwMuFeEszSWfwIY5R7flIBjnXFVVzjnJKjIyp2zSJNEa673vogwGg53zF2/cuPHIwx8qy3L1FVSZbdt6Ik0pZeVPYZ21VkSyoQgA0PDhYvHK5FjeeOOhR3ZC33US17Y3tcPUpIfWzyfbv7dsiggQwt6td6uLV7mgxWKByD7I7u79pzfXnCu1aTGfxBIBFVUQBbtmuWhJCQvZrPsDojA9bhqJgg2ZEpSlU0xKrICiDL4NETEaVADCSCKsTApRppPD84MLv/Lzv/Tok88fzJqma0mkRAoIoetiSsZQJOoIDajp9RBt0hiSKLEhcmwQSZOEFEIUMmiMIQJRXS5aRDTOLuatj/erQb/f7z/8zOYvXf3lat3853/nPwYQIgyxaSYLw857UZaiMk2YE8vFhx7eXBsjqvceMSXxTbM09oRfmCTlLGdNCEhEMQqRpBRCSDFKwphrgaxwY+YVMMxnd3RMIjl3lNlyCUVRFNYZk1NeNMTVWimRAGTJfB7qSUoKICfyzvdn2GqG6wsrSErp6Ghy9+6u11YpzmZTVHBgrFhqNS4jBLXArKiEBJATdMhyURQ5tiE/N1ekWgERadvofRQRts4QExGSIYCqqthYyhtCa5BZEcRjqLEfNQS1tpfveTL2ZPFJyIjMQASIItLF0AavMXVF15YFEzKT4g9QEpECEcaojnF7Z2f73LnsmvUC7+7tCUJ2svSQMiU7xth6XK8Ht27e/u9+9R++886788Xy3Zu3Hrt6GYfDp59++satt+8c3JckKaUXXnjhR84/sbG2DkRKogDL5ZKdbduW66LzHiMWZMiYfIh0izmdeUNCzFBDIUYhtioCIYpmjK1mNGsMIcaYgogIipZluVwumZkRF20TYyQGVxi25TvvvHP9+vX10VhivHLp8sHte/u79x3AsKSyrhvfRTDCpkvJEiLk9VyGVxkg7URx0JtImhfukY8+++Ef/TgMhsv5XLFqFx34JQSfZjOZTSRolzSYqsHUkYgzYsk4RuHM5DgNy8mnHyIqMhMhEbNBIlk9sU+QoIB4Ws0S5jDA0x3JqSbotLBZZUp/AHvxwfvc2qLX6w19Nx6P++NRfzRWgKZrQ2DMiYJKGYerSdoQADSLPKfTqeHy3r17ly5deeaZZ3ITqKqDwSBGb9mMRv04aT772c8N1gdd8ARJ00LbWTp8S+YTlzpr3CJKIsa6KtvQtC0z13U9W8x9jDs7O1efeOyZZ58dDnrL5XJ6d/ft11+//srLh4eHe8PxD194+O4bk/boqMGZY2vUpKCgXWo6S2gKsmVRKrWi0vq1tbWiKsu6smXBhVOEyXz2ztvvGEiQ8jZJRFL22CRFBoGUVKKmJCpAAKIIgJKi4nvSxiQBAcUIxmCMEUnHo/7BvUmMHSRWNgQONeIqbplQRCkHV57EfPEqalrRUzFIUEzmfu9wMl/QkEawbMt+ssgIq8QzyLk3qISnG20hBkCSU97JKi1EKEvikXLKkiAAEuRwSyCIAEySwFhriCRoQe5w7+63//gPKLaFcSViVmYaQ4j5H0WLUCDWaCo2lhmBOImkEGJSxYgYBSmKUVQBDKoxKXuqnZE/3yt1orwXOmvnOyOfO2lI8IPtRLZ5n235Tnu8s9Fqp3962iWeesZWUoQHudsKuup5unbuLF7YXhsP6vl8eXf3/nS2OLex1nR+tli2re98zNiYVRrsKfrltNfBHFS6SmskwlUe7CoDY+VzzgQoOQlQgJXk9aQSUhJNp33yaTrcCjedmWWgOYUbEZwBZiycLQpblmWvLnu9qi7txvq4KGy/LkvnjCVmNoREwaDLWy86EdOe/tBOVJnvYW+ulOWoP6jle8+D9cwJpQ+UkKcKh/e8mz9mc1J8DukFgBDC0dHRjRs3Qghb29tlWeZLI3LC3fpABuCf7Wn88+JDTjeEqpBOKJ75GiVVXhF8NSbxqgkwF9P5YUbvBbvQbDbLAd/GUPSeVFllOj0e1L2yKiSm6ENhLCFnlQsB8wrPC6iJiAzBsp2LCBgFFmMsFpn255UiYvTAoVNpQ4gdpOiEERGIVuGjeUWchEAwaOj8cHPrMz/+8S9+9nPVeK1Ye7gc9eyamxXltXs32uTB9F55/W0ju2u9LQNFDEEBA9k5NtrrUxSJyYeklKLEtvMpBRflv/+1r/wfv/V/feixR4/T4h6Gm/PDQQUKysxR4mQymcyO29bXRb29udXv95wxrjKNR+fccrZYHC0NLWftwdbaejvcGJT9bHwxBggpaVJFkQiGVbNiy5e1sw0VPetKo5TQam9QEbGxbAowBRdFAQDetyKR0IFSYap+OVoUC0f7BD1LPSDjO0QoQXR23IGfb26cf+rJp/+z/+K5/+0r/+g3/sVv7M4nF8cjLlxly3Vbzw8nqrCcLfvjsTPOL+bdsrFluX3pYkFuMT0WADDs24aIQtOWzqi4Nw/u/qd/77/5kQ9/+G/83F//5H/5t7711d+7+80XN44jLWUc6zXH7fJ4GpfAZq7huFuwMb1BTxX2myPjwQhZoYrLy8msmUEYOgdKbRcJWqMLB8cQpj5Ugx4zIxMC1HV9OJ2sbawHiW3bOudOecinjtnKlc2k29+7/4mPPZU8OmemkyN2aA0VhXXW4ulEQx+gDk9fWETG2iKqTRpygo4CgDKhNaRd4oQgQoKZZcdJMUgQEYGUTkB/GXaXpZ7vCfA8ITbHGBMoEqpKVVVFXRljGGyOxUYyyKQJUhTfLUQQ1I3WNnYuXfz+9964ePmtXt0/HV2V1q3yIWIMIazU1IZDCAABURE5AN47nj1/6RJfPDdFufjYlUtbm6Du1svXKdHmYO3GZHHzrXeO7u3qOe7cbD6fj+xwOj1uG29aODqaup0dZqNApICaABAlEqmCjsmm1hsiDvHyYLhT1Xa2sL4VU7KKaBJISaKAipIKWAJWNSgApChKQqCYcpQL7Jw7vzEcT+7sqroaeAHeUB43Q5JkBG2IMp8HULUWqjJBSppYkiFTJJtDpCUHCK+sFMjsokRViInaeZR5qD2qFot6Wg3dF7/80zfuvPE//Oo/INSUPCElaRVFNS7nAASblwYf/9RHRuO+phglMkMXWh9aUbLWirBBIiJJmDs8EWL1Ga+doogIAkpu1lSYQRXbthVR34lvffAejarmU9JaY4uiMmyIyJABiOhPwo2RJQmtwtxRNWVYBjDiKvUHP2iCEAFkloT7u0e3b97z6KN2IXgCrE1RUVEIY0QSAKIgEQiUCUiRkR27srBZjrgqzZOklJLGGCGhChpXWrLWGAOG2TCztZbZkjVImaDEipIMAxtCq2KJXVnkrs8Zu3oDMkCshEkkpRhC6roQo7cN12XhiAyYhGCRPuj0UNAYggQ1hhgxAbYxzpYdIkuCzGaUE+dYSomL4Vu3bn31D/7k2rV3BWEymbx1/dqVC1u9qnz4ykOPPvrojXt3BE2/6h8cHH3rxe/+5Oc/HyUxYT52vPdojZ8v1LKxNqWEaWXaLZAliYQYTiqEvJ+wrgBrwCRBEEUylpwT5wKjIWZiZ20EyULoXMsZY9q2BZSycovFQlVn86NXXnklhlBXfQnp4vmdl174drOIFQCTNbZogx6GZhkFYxiSFgZqQzVxC6SaOovJGq2Kt6ezrcef/PQv/Bw//RR0HhXivMM2iE8p+th0ftECYEDjQ2xQ2wy9YAdgDJMyAzEQI68ibgBQEZgRCIlWzQASyxmIsWTySsomZzitxORsDMbqg3o6LTtTvv5pmiYAgLquBzEMBoPBYFBUVRLJPZ5IBhYkiXG5mE0O7okIMo5Go+FwGDvf6/WGw2Gv19OAIcSiKILvslgUETtoXV31hoNeXdnFJDaTMLsDx3ce682ltG/fjjcOl/tLj71Bvba2wRhXJsB53e89/PDDO1cvb57Paavzg7u7777x5vXvvgSLxfjc5sFs+vh457PnH944Kl7ev3M/NAlIgErT80lJuZvHtAheu56hrY2NK1cv7+zs9AeDe/f3Xr/+5t3dewvffuRjHzUas8cXRRASqKgCgYgKSpIUM1cJ0ipZIRP5BSDllM8kOTwPmCBFbZpUWOn1esPRYjqZDXWTEmtEAAZSRmFIJ8X6qg4WBNYsbSShinm8e9Ddur2YLaJir/UJjQ8xVYQZrgpoEMyqZQABSRIDasrhn7gi2J7anFaAZiLApEKaVCOhQIZpc12XqMTOUFUJIak4wXdevX60d3u9V3DUilV8Uk6lNSklRnBIJZkCuUZjka3QHFZju8Z3GgSlcpYMGN9FEtGENqFVMlEppL9Itb2SWmTr/gns47THeN+u77S9OLviO/3TU+TO6d/KavvTY+LUSXL6ilCFs9kyOdOSGKJvMKkh7VfWcVW48yEqAM2XzXy+XDZd0zRN03Vd52MIgimlGGMIKQRJaaXmJQIQiFnFeSJcPfvdm1NsgnwgF14fRAZk9Xa2dhIJEZkcrkloDDlD1nJhnXWmV2pRFL1e1avrqiqqquhVpbWWKXPScvefVKOKJAFAw2zPGuoyUuW0zzwJGjmxYqeURXdn4Jxnrog8mNyvIDofCLjLyLQTeieeZDZkX0RO9oPc6i+Xy4ODg3v37jnnzp8/X1VV/lJypo38gY3fX3DL96d9EYKUcAWuWKmTRUGzYVvyrg8wAiVQk3KcfM6jP3ttk+zf30UQ3zaV427epBi318fJB+k6VHLMrKSipS1SSpSQKKuShZGyWHnhGzZIaCwTGWW34igqsChgTBpSCgE0EkvhsxUIIqCICmQrOGpI1pSjXv2pT3z6r/7Vv3Zx+/y5za3DbvCNl7+/t9x/7PnHbX997+3r9w8X9/Yn2s2Gj58vyuq4mfoYfPJtFHIG0yKGoCFSjk4HQlcslotyc3h7OX35//5aG8P6lfNxWF073D2X6sZ3iqCqZVEURaFRj48nCAASiZx1loA1QdeEvimWAojoClNWrnKWWAGVjaJSviZEQAikwIwJWkHPFtFKkC6KF9QkyriKDyrqkhkBoCgKDs4aZ6lIJsWOpwfd7KBrZ7qcJ2cpdRqb6OzgkatPHRzOfvurv3f73sHS+0efeHxtfhys6YLXEAlgfTwGwLuHh46dX8a2iU0TrjzyaFn05/N5QlISAI3Rl0VRGEbUhaRgCCz89rXv/c7fe/nnP/Ppn/0rn/8rn/zEm//8d9/5xksbIawLWtsfuJqkE/BclcvYHS2PFcEZq/64tGVpyzbNdKb90pDjJHERmsaZqci0owlAi7Q5Xi/r6s6dOy+9/DI72/ruC498wacQY1ydpSeJKBmJ4Yw1RPPj40Hd++EfuvTKflvVlkKoSlsVbFhRhU6wT++jAqsCoWG2LM6oX82n1CChsGE0iAxIoFYSQSa4IyhCkJhI80EmeSYqZ2lemSacFUmrTD+yBAYTx6pfFUUBpCgGTycseTgtvmmjNaUzXJZ2NFpLUV995bVPfvLTVVVNp1MR8QrW2vl8ngdJg14/A0JVNe9QIAnZ8ubde+2ly5/95I/JcvKtP/4m9wdtQkvV7HAZ5Nb1g8MX9w9gbV0lHh/sqzgymKKqQlBYNJ0iJVnlPuX/nwCKCqLamJyCSSlp1yvKC/1ef+9+h0IQJQd+gSgRMBssAKiIPv/ksmmfUAQSMSERiX3oicfWzp+bTjoT7XzWGBsJyBC4wpIxucECUWo7bZssJxNCRUyQNAERIBsy2XigwacAYIuSTJVU2xATELFZNtLcOZANvzEeqzT/9t/6d5TT//gPf9UgAYD3ni3kp3u1CR//sWd/5NNPedyT1LFFJCSIOe0ZRZnVWuuM7TrommW+1FFTXowBALMFEEgQc4CWUgoxRB9CFIEVdJ0s5FJY0bA96a+isCVCIsyDzLztJ+X8MURlI0QA0YqWxhhCWg1XV4/TB4sTFd6/P717Z58KTJqK0hrCBCyGUkRMIhEEfIFKTGTQFOyqsugVrnRsDRo+3cyoksYkIalaRWIyzjpjLIiScYV1zpZo2KmnnaEAACAASURBVBiDTGiYmAFBYme4MBxUjIIpy9K6Etkaa601xhgB0qw2SymE4LuQQRrW2p4PlSuSQQVMquZMZEIW5hQGhRwhaNIuhiQgAGRsSA0AUO48Y5CYNAkiBjTf+d7LX3/hResgBqjKApL4ph33RqTFc888+53vf29/MSOHlOgb3/32U0899chDV9qmK42NMUYVx7TqTU2wxJKFAyJG0Xvftq33PsFJG0OoyGTYsAVCJSa2tiystdXmpjGGEGOMGlaP/hCCtdaHtvNNWZYxxhB8UbgbN268/P0XrSm6pvnIsx8elPW1V16zCMPCANDSx4XCUQx94rrfm3taamxC8oYKUAZgZ6DutVWx9twTT3/hC/zxj4DRvelE66KbzaOX5DtNTVq20QcyThjbmAJThuQDQiIQYmQLREAExCt2+sruk4nHqKpRAUXy75EpS4ZUVQDiyd7ibDWT68NTakgWYfyAcfsHd30ERVFsbGzYshgPR0VdA2Drve+6pmlSSo4NAPi2mxweHB0dWWutM4vFwlrrvV8fjS/u7Bg2XUjHx8f5a2YwBADM/Gzn/BXfxuVx10yPdXb36ppAOH7n1mtReo+ONi5dePLakX9ld//du4c7/VRU1WAwIKLNzc2Lly+X/XpxPDuaThD19Vdeuf7SK9anAmHWNdvj9d4yPkp1f7RzzpR3/XLfN0dd6IIuoHOCHQRSm1y1dvH8zuWdCxcuHB8fv/Hid9++8c7+dKoAtrTMbHJTB0p55wqJc0xZCB4SyAkgAQBUo6oyoqCIxJx4pAKgFIIQYfLKDMaQIvYH1dFRcPnSJQGKRMKMhoFIiIFYASCqaoyimotdpfXjOd65t9w7WgL1y2ooYNoYQ+bbEyMSIgPy6rbJBnpNImIUEE+3kCu75ykzk3KQA0AiFkI21qIt1BS2AEUpXAfou7DmepN39/7lb/xWPD4+PxxC13GIVFgVdAhJcqYzFWgKZKvMARAEraKCIHgAHxJScFyV1mloERhTJCUDiJogRsA/lS9yVg8JK0DRKjfxfU6ts31gJhcpJPl/aHvTX8uy87zvHdZae+8z3KluzUNXV7MHNtndnCmSkZSImmVYsSJIkQIhgQMkDgIHspIv+SOMQIKjGAbsGDAdO7ZlKdEHBSIlUeYgkiK7yWaT7KG6q6prvHXHM+1hrfW+bz7sc27dbpKSYcAXhULhourWvefsvdc7PM/vsXx8Y6zQRo90ocef7LuLHjXbt3zH+8MVLpy+X3yoqt4BWJYug6pj3FyrfCglW9eV9cYwdjml1DRd3TYppYy+B352XRdjjjHGnFWtX0WmlESs7z97ZVH/yRhFZNndoULlTzr+jvMqCMicc0Sub2L7zbsjKgNXVTEcVFURQuGqUHjPw0K8970fl5dOYGQ0VQFUEDEzJSOiHoSrQM7RKgtbT8JyVtrhR2xVYlRb4omX6aDLzdsKuqOPgFHHr38PLzlu/BD7QaxbdX2u7+Ucu+WuD5GZY9bZbHbn3t3JZHLl8tWtra1eoHuy2/z+nu1E9w7/Pru+H9z4YQYQMMElBc7MIGcxjWSapVNL1keXIBmQrJZ98I7LVgrn2/nUOdocD37sZ3/6Tz/7uZt3HnjPa6OxgbFBVRSaTVU9B0RjZgDLEJ1zyNCbUsixD+Q8U2BEU4tqhCYKbAm0y5DF1AjMoTeDdAx9IiQC56hwHkWfevrpn/+5X3z+Ax9eNN03r9/6/Is3dg4eZJe2n358sL596mwjr755/vz5i6cfm+03+/v7KtC2baetgi2m84F0OSZIYkRGBqaCNhiPtI0dYnTYqE66bgE5GXQ5dTGzw6L0W1sbZjabTNq6KchlxEXdDd0oNjGQP9qdXHjP+cH4zKAoGckRO+cCe0YSEQQGRDNaUkMAEDFpNpMutfN6UbctM5frpaOCiFJezKaLycHRYt7mKCmJj2RoYiAdsxSjsHX21OPro7NlKKpQpS6RUe4soP/cZ/88x3R3/yAezdtFXYwGncnh5MgBQZPH1UChzz9wbRsR3ObW6dNr25PJZDGZe+9TiqZZwVLqPPFsNi0H1WGzMM9uWO3P5//4D//wCy++/Os/8ws//8t/I77w3Ouf/fN7198e1WnDiIVQiAUcUskhswlZHFijrVlnwIhkUSWqsc1zw1zWSTsk84UblMV4jERr6+sXr1xumuZ0WewdHKQcQ1n0NtHltImWT8Wu7sY+XDh3fjgou6a+c/u25QQIReFD4YkAliMP6hOWVzBPehRrYsjkDUu0bIqgPUNC0TSEkYggOTMDYwXMpjHnrGKsxn3gC5mhKBqsoM29UhTU+uiqlSLAUJlpMBi44I0wC4gSgAFZ1pSzpq4j8kVRMPlkNBytPfn0M7du3qubbjAYTadzRIwxhxBELISAaL2Vpae49dyNDKJI5WDt1p2d8NiTGwP3zRvf/MbrX5srlOvlbNHNok0Q2rXxcx/7yNRX3f70ztu3qWDvDMkpwNG8PpzNz0Jf0xmZGBCjkYISdLkbsreYPaKT7tq57fM3bzYSjSmDCkrWJAggCNBZJtJu+RjuBfxmhJANOBSt2qmrl84+c210lA/35jhuc/2gr9S9cx4IzLAnToNC21odsCp88EYAKn0pw6q9o14VUs4pC4qGogKmlBGInPeaqUsR1jUdTTYGgZn/m//2b08PD/7w9/9gOp2sb1WXH78wWnfFGN/zvitXn7gQYY9YmSkUTrRjAip9fwp45wsfnAupS4TBM3rPjgIxIDoHDkkMreuAkgTviJyZSc6SMrILIfRfRzSpZjNT0RyToBImESEj1dzn0PbXkInwEhWGfddnxngC/vyuySCRA0ATmxzM9nYOi7UBeyQsKDh2gVbGfzMxoEy5dN4PXDEqhxvD4Xo1HI/6XZxzfeo2G1oyRKMSq8yZiIIvHToz8xxCWS4lm+yIkZwjx/3cK+fcz9vNuKgGjgNyQOL+NO8VRSCQc4xdM1vMF3WTUnSOum6QyxKKwpYpcEDHMU0AANA0XV8FOWZiDx5ThhRbwx6K7JxzpLQ673BvsvjaS9/2AefREGBQVkVw927fHnorinD1scdeeP75v3jxpVbBBHZ2H3zhK1/cPr1VkAOPs9lsMBjEtiHHRwcHbdeGEAofzExTbmbzvlI6Xrz3J7cvSiBCdsSOvAuh9CEws5tMhsPh9vZ2FYqMmnNWEUSMqe17v7Zt6q4tiiLGeOPGDREZVL4qRh/54IfefO36Sy++GDMAU8xaY5oSq2otEjQPqfIAI8fofSOimsk7Xhuee/79n/ql/7x86skGZdYs5jmlrl1M5wdthJwYM7VNiglIIqbkywSsbIig1ge2ExD3ecO9d3H5PmjvuwJFAgATQUQmT8wUlk9pYnKr7cXxbuNkzbMUZBEej9p/mNzp5IdzbnNzk4PvfSWLZj6dTHpUYc65CMEhtW27v/vw8Gh/PB4PoHLOpZSO+bQpSghhd3e367q18Wg8HsfYOucGm+sZrc2iXewWrYvNRlGeOl2Up+nVN968d/uV9Sc+8fyTHzl18dIbd/e6+m6zqAng8uXLp0+fTl2XJJfjYTNr3rj+2q0bN2ez2dZwXJTl7u27t79z9+jy+6hu1iReERoXw1PDwSywFOV8Eb0rpvN5IrBhoePywezwlT/5TkqpS7HLiQmyQswpqzhd8oBWxEjp63LUtALiHUsLFaAvzVR7votqb+shQsxZ286KAswkSz0Y+q1TjJBh6VwwQmUSYkXSntsJjGxosKz9CV0ra/d3Hi46Zr/u/Ai4yskISAyyqgcicghsxoiEtIIh6lLkieiIyPqjwfhkkDSaAZASgCP2nskX7ArjnIHYK3EXIyhUg/Lbr13/+pe+unY4OxXKUSgsa+mZzUkXnS8Y0aF3yIyOFA0UFZlRsU9zcFF0ZlKIlOwHYQhoINC/DMeejR9acB/bvezk3u8d/eCxAvNEv/fIDdi3c8ed4fEX6Ru8Y+Tm8d85mf0KK64RrlzCj/bpqqoa24WqEqBzBADZRGLtXMCA3hU2CGaQUopxKGLZld1qfJWziEjP/Mw5M/mYU4wZEUMIp7fPXLx0oeu6yWSyv78/mUxijD3G4/h7YHKPVO+IwNSv43pyYC/3R1UmGA8H6+OqLAKi9bLAkuVR8wO9oioLgPO8dB9SH6mnYoAI7Jc/ssE7gpLwnaurlaacVh21rt4pNesTLleWBsMf5L7T44dSL3HpcWerXV//yxEus/sQuG3bvd2Dmzdv5ZwvXrw4HI77Xp1+uLbzh3V3P+yB+C4O54mEBkUTBQGDZUS4Wk6dSjRsm2YRY6uWAdRA3iE2PZHXl1PHZM1sOhgUyvjkY5eu/savf+bf/NsHD3ZAldH1GEJDIHSEBKjM3A9UkIkZBRQdI4MxgUMgUxAwNBTtBdFZrNdL2Urzi8siugcwEhEQEDnP4Vd/7Tc++aM/cfPW3a989evXb93dU1dtbFy6sr2Q/HD37tbWxhOPX47z3E0TSuoWNSoVTFksdjWCYidO+7xuMwVTE8htzIGQiEQsxgyqwxCYWbuUcxYDFDvc36vrWrOMBiP2ngxSSoScFcj8YtpVYfTYExc2huveDZkCgQ+h8i6oeoQggEs3tZlklazOkXNBcp5OZotFIxkK55lC8MHM6ll3tL/QSAUPIBIkiFlSyiTh3NaV8WBbnhUyYOZmUTtk79ztm3du37z9xus3wKzY3HBV1R4e5oXVsZkeHpJRAKrnC1F0g4EZtk0qQnF6+xwuks46zoCoOSYDAYa2a5W4LMuU8vr6+n49m81m6xsbqO76/Z3/9R/8zmcev/bf/8qvffq3/ru9l7/32mf//MEbt8YKI6GBK4euDNbVue1SggAJNJn1R3zWHDWJQQbVlLzywBcpDGU4ikWhCGubG+/fWD84OpzO571qp2maPvN6xVEy6XOu1CRp6mLTNCGUIfj9I6BTMBiG8bgqirC6a6BPfTCQkwrPvmcjdo4CgUcjMCbt7eeQHCdIBpBBATCrSYo11O2gE185ZnUMuNqHLROX5ZHioxew9MlMkjOkwL4cVAoCYllQe3c0ar9xijGWpUdHjAzebWxsPPlk8db1u9/+9isxxn73a978apxExDmr98sZnObcb0QNaXzqzP7R5K2Do6fW16szl/yD3W5aHx62ajBTSAzIdObC+cINdjr103z/7j3FfDidbQJMF/Vk3pyvCp3PzLIakymAGQmpCrM60CTsXEB54uz2tdPrD3YmMTYA4OA4e7Tu15jVykxNALxMWYYWoI3x7MUrV69dnbT1XNWdWts6tSWHuWtbaSOYsQJkwbw8DTFGWSzYlM3IO0TsNDpRJkVwxsTMnsi8pKxtimwBmcSwaxMyOefaaJOD6fqV80lS5Qf/w9/9zS6nz/3xH/383/j0Jz/14U6P6rw7XGdXZnCto6H3TAyLRUOE/XwTkYpQORfQCICH5bAsy6L0nipVyTkbCPPS9SBizjECJltKS5i4CM57LxlTomRgmiUrQjRDEWNqEbkvivp30sxIkQnR9dp5MwPNoBJFklom80uTKvWDECDqSzQXO2nq7Ar0rgR1pB7BgzlTAcV+l5csV57CoKrGg+HacLgxrEYVeWLv2DsCR+qMwREkSqWOVBUNmD0BMpD33oeyxzIzc59QQczIwADEgihVMhUMviRyQNwbHYmQRNXUAERSjO18Xvf5aW0IbcxRspjaKoz+XdWXD2xGCAxAoqbWe5AA2S0rKD1xopvduL97d2/mS2+YvGMCGIby4YN7m8Nw5bGLheNnn37m5e+9Jm00JimLb333lccff/zHP/Gp+XRWeNcXWoFoEIq2aQ73D2KMIIqIVVUpGDhGME2rDxXX1aYIxORcKEtfFM4FIsqLRVUN6tl8NBp5Dn3N5hyllNg7Iuy6bjAoEfFLX/rSq6+/Ph6PF/PFxbOXN9bW37r+pjMOALHLDdhBzIpwqvAFE0iucjMuiuxoETuIcbS5fvV9z5x933uf/vFPls88Nff0sK4XbWoWrcbU1Q10iVVLj6TSpZwBOk1aYlYyZOe18IbIjMzoYAXVR8B+Ymhk/dLhGGEKRhzAETu3otMbIGJWyVGWN0iPOcVHLHRVJbSThdlfvetTBUQuQ9XUXdd1WeVwOjk8PJzP59PpNKWuCoV3LsY4OTo4OjxUEUCrqoqJiF3TNJPJRAV3Huw/fPhwY229bwXH47FzDijs7h+1izY33Zrn2V7z4jff/NQVeu69185vb3btS2/f/Vaneuryc+efvnY/rz98sHPzzZt33r4dnF9bW7Msk72DV19/7Zvf/mbh/NraWo55dzpNaMX66E2bXxiEcKTFtHHalhXL5mA3dWE0Pn3+nD48ePmNVyeHuQm4dzQ5G8qmaWOPt0Aw6l1X5jQ/0gSbGZot3X0Apqi6bPtwFY9uIr3yzgwYwZSyAagTiYQQI2Stg1sLBWydGjeTdsklQgWEpTWIRBUUgQ2QmbkgdGIYk9x+MN0/7Ibj0+ONUZep7bKBEDlVFbHQa+0QBYiAATIiPuqQgIhYAftzwZCPt3wA4IDNETsS782RQ3bmUAE9GbuEgExFCO188Z1vvQxZCOBo73C0uTUk71VKJEEsvTtO/Ta0fooh2Fshs5Jh4U2tyzJJkRVwOCiQ0DkzABJFW343eLyNfkcANgLSMXt3KUwlPZEh/gNDtI/NeGbWKwd/4PJwebcQHce79cb93oZ3LP7sb6HeL9ePBhE5pWRmfT+o2Kt8wZPz3uecoQ9OQ+wzhYInAMgc2tYcpkjezAFQtiUWCIFSSjFmAAi+3FwfjapQBQ4MDnVQuB4ncLy+PyZWrzpSNFoKWsAwhDAcDr33sWtM06gqx6MqOJLc5qRmImlZLiwlXcSADKC5zUjWu+ZOLBKh30Yeu06PQ3IB7KTOdjVYyrrMltPV6GG17jsGPtj3hZ6/U3t5MpP9pK1vJfp0AJRznk6n9+7de/DgQVUOr127NhgMyPH3z7R+4JTrXQ/Bv1bw+e7Gb5VrD71IUVHFcs4pNVmaxWJWd1Ekff8WG+149qJrg2rn7tsMmuqZWPqX/+z//J//3m/917/xX/2Tf/xPb9y4u33qVFVVKWvOur6+2XWdmSgxkmrPpQ/ORJRVQcGUl8J0I2IQVQAUMxFQJVtGaEfQHommaEu5CCIidyI//Qs/8+FPfuqz/+7LX3/plbJaw2J9vFYdzfcn7bwYhS1aj90Ccvfg3p1br926fPpqxW6xmHPwLkfMeRBckj7IWE0N0TwHQhaVflALoBK7OK+NKZtCpiTZITkm730ITpDYUdv2dS20bfSFU6XUiiV/+dx7gvfrg7W1wbbjKvAAoPDs1bzlR172PmOnmTeasKtletTEWkxYI6t6M7e9dq4sy/Onr47LTUxFfZQX0/2UUoxxaR5CIux58Vk6EtNpN1Olxx573Lnie9/73huvfOexcxdCKCdHh9PF1MzIewPoYnc4m23w2dQlNBgN14ajte7ujjce+qqVzhF1OZlZVgnB1U1tYo5gSIEQ6r3DAZfGzq2tvXL37v/y23//Y88+96s/9XOf/q2/09y4/dqffP71v/h6tai3MRTKDOVmMZylPHAkTCJgqpl9WZaLri2cd8kIqwYHC2OrBu2g8EW4f//+vXv3Ys5d1334wx9W1J2dnePiz1YCCkUoigoi3L5779at9WeeefbchbNbp2COMF4fb5/b2thaB7IMyiekndr7HQAIel0AETggZUYyR0agiGpgJogAKJYl9/HCGZK21sXciapn6tVciITAf4XTGxHFljXicG2ULUsnBmjLCIoVIdkxEaiqsKArQsW+0QuXL73x+ptrtN13hmVZtjESUdu2RDQejh5ZcE1yjs654WB9MZ8fOP7K3t6rB3sP9vaPBqNslPfmJcAZgFphuugKo+0z52nnaFh1e7PD6eJovmgGAJNF26lSCJlQFUh7e7aSmqFF0jYnB0I5sfD22vCFixce7E32BawXCXjwzpc8KGzA6gDnvS7LGQY1UjQkGI4OEK597JPPX7tWkzFjWbh2Ede21jQNYoxd02pMmgWyQBITJQNroqqpaChLdi4ymJGpIBqAIwfee0IPsYtqatmhJ5MsGRQdVhyL7ers0W59dnsMCIO1rb/zP/5PT7/vqa2tgRuiZNuqRqM1izrJUldh0zknIAAQvA8hdDGGUHnnCZyIBldWo1BVlWcO7Nu2nctC1RDZOy49SNAehIJqjj2t8o37LAfVLEq9B6THaJtpF9v+2Owd8f2zogBnmk1MFQyACCybpPSuNODltS1CjtWUkRx5VGeCDE46U8IctcMIMZGKR/BM5MlVfjgeVKOqGBahLENV+iI455gdmWdyBAzMmZVjWOqPjAiRObD3ROxdwczomBmpl3r2PxYKoeUMKhiKwowNiZh7ks1SAKgGmk1Szvk4ultX/JjlwUzI74jJlV4KA0Qi1omCMTC4IuhiDgCEZtBjEpBDMRyvv/7iq6EK8zZ6F2KKjDQclGsVL+az1EVmPrN9+vzpMwdv3kDmcjysJ7Ov/uXXLp6/sFENh1un4qJxztXz+ebW1oVz52NOveS+qqpW0tKpoZpSatq2bduc86LtRFWR2PkQQigq55wRZsGu62bT2dHBYVFUw2HPuXFmRo6adkEMPvCNGze+8eJXq+GgHIy8q1544YXN9fWN8cav/sqvDdm/8vWX6qOj+d7Do6Ojum0rhsBu4LTBdLCorYtnNjbe88HnPvTTP3npA8/h+TNv19NZC5nc3uTg8MF+oWhZch8A4wk0tl2txJlc1iZRgi5WZuS4MmBEBsqP9hgrtl8G0d7zRWYgCqbiV8GPK6HxMpcySW+6O7GiwEf+PcfewKgX7f915Q0ROCREbNt20S26GI+mk6Ojg4ODg9lsJiJl4T07VY1NTUQ5Z81CgDFGsHT79u27d+9ubmzfv39/PB5fuXJlvpjVdV0UBajs7OwRUZe7LE0NcP3ODs0ePnX68UIna6c2f+InPvbdN/e//K1X5g8Pn/3gj1anN65cvLR778GDe/cGRWlZDiZHN9++tX+0X/lQhgAAWeLewf7lc+c+9MEPvvyFzw/Xzw9av63j0LkUp/u7+3fmh7K5Mbh0dnjl9PSt79w7msLYw8jX084IHQAQSr8XJ0QkBz3HJefj5gF0mRwNKia28lZq7zDIuV+zLtGJpiAZU8xJbTQuZ7NWwdbGPqeElLO0nhiR++O1T50jZEUBQFEmLAxDMm7brm7jG9fvc1g7e+n8cLQ5a+Js0bRtq6qy2tsiMPRIpv6MRCRaRjr2Jg0Cp0YGjMYnkWjeFcakhefAhoxqICgK6LiTFEWJCHK+c+vOK9/85qAsR3lzrzncqOPWxrotFp5xVA5A1ExEc0YUlAQoYEKmoj1mGwrv2Dcqiy5xlMIzhCKwQ0AFtZNbvJOB1u+qtldd33LPZHByr3380F9urt6pY/5+Ld+7zGZ9B3W8Fl9CQ050I+/SBPZtzyoYIq/EimiG/RvqHOfcG9j6i0f7/kpRwbJKVEmI2DvJRa0oKxHRDI7MsWe2ejZ9kJseS0UgVeFwpYQ53oD1Xd+xSVcxLPEGIt4XZRGcc6ZRYwLLoBGMEYRRAAGFV8g+JHKIvW6ZiNwSlgAIpr2BEgD644QIeBWALpKJ/CPJq8lJ2eKxFedR0BYe789pmXj7V06emLk3M6/er2VQDZHrm0Axa3OczmcPHz6s6/rM6XPnz58vy9I5p1lOan3/fZx7/2EwzxN5vks1uKou89y6uov9iWu21M29Y2UNpoACOT733meOdu92TU0m92/v/O7v/G+Pf+gTXe42To0VdbqYr69thco1XYdMZoaOkQiUwSF4Z1nRO1WVPk8ISVXQLIkRiAlANswmak5xtZFRA4MVx82M1ICLcvvi5Zdeu379zr2Oi5wQ/XDaHAHZa9e/e+nq5rlz62+/9Z3pZO/hvbeDJ8ndsCisCvNFHcri7HA7xnYydIRokiELAlSF50BGWtfzWTs3R64I/UnMAo3koii855jarmnBjBjUbDAYZDVClwXZuJlFAdnfmXtaL105LNeH5RaZZxqmCNNFk3NcFoXeE4Ek66IIYDfXvXvTB2/vdTM7s3Hp2tX3njtz8fKlK+fPbW1ubvqiQgg5ucVRLlJGRM8+WwYxMc05STZJmZmbdpFjGg3X93d3Qgjvf//76xfTvbv3ttfXh8Nh1zV1XU/niy4LGB0cHVGo6vk8eL+xtuYDR2BHbKaYtfA+tk3WaCZdikjkHFnMKFYqBHW5oNSJZRmEKrXNv/uLr77+xvXfu/bET3/ykx//pZ9539/6ue/+6edf+/wXq6N4uiwLUQdDESJDEiVT0dzv/TwQZkAssrpGtCk8jqoYY5fSwdFRSmkwGBwcHWZJRVEcz4kJCVYjFjVDpgsXzl17zxOTevrVv3zZEARhsD48tb093toApCSZKQDCkhAMoEtTHiEQAitAH7zDxACOpPenKCqbSc45ZkE0EDGTaClKVFRDBLJjSq+9G+rbr3zAzNAhK1FB4/XRaG0IBF3XsSuOLcH9v2JHznkFSbkjINHQtvX7n3vm1q1bp9a3AXF3d7cE6NpUVMMkc2Zk78wsxvRINKIZcsaiyKPh5x/cKxAC8/qZc7i7/9z5C09UgytbWzfuPfyzG2+3B5ONp9b95qn5994MgaqqqkZDmMZJXWekRACOMJmRkfYOHe19a5YlOG9mFUJZFp94zxPNbF5tbkeVlLqsmcBVNBjAwGuwkA2NQb2CF2AxRXeEqGdOn3vv86eMh84HDyoyrILGuhxURRGAsWmQRHNMyQTMCkPLyzwEBA4ld9xr/g3UVKMIk4gxkWbKaqhmKThXkJmINVOLI/XMDiYw86fXO8vnrlz91E98+lsvf6U5Olzf8kBdlm4wKIgptgigqMIIviiccynmwgdCr4KIXBXFeDQOnvv8YVXNXepyBAjMTOQcrcZqpgAAIABJREFU+ayp1yf2Epuew6maqZc79R7VHtACWpTUdaKaiQGBsymAITkyt+K3KUlfecj3nwU9jx1Qe2TXUueimLucOuXSoZIZqmQTAcvomB1RScWorNaGxShwESgQF96XhXPBkUNlh8FjwcbCyr7qldImSuRCCMGFk/75/mp2fpm1TWTMKhlUwfuQxcAYCNwy+1l7EwWCgWm/yQdY3g4K1u/6FJctXw8APD69syKaGDB7RoImQdu2IkIEoddoqIpBWQ03t7d3J9M2mRolUQAoy/Lo6Oj9T127/tr37pXFhSuXzmydeu5973/r1l1AF6FzRbh1987n/vRPfv1XfrVuG0ZQ1bIsJaW01NpSznm6mFNZenbO+8K50qzKub9I0XEvTybH7AvvPftARIGL/oat67rrUtd1Oed+Fp9SSrnzpd/Zuf+tb70EBK4ojyaz55993zPPvPetm29/7Rtf//gLH/nlv/m35nsHd2+9fffGjTe+8/LXv/qlvYcPNeYSckldoXBmffT4xz/80Z/72cvPP9tV5eF8lkIQ0KPp9HAyOTo6sKYbcKizMFpwHFPbda0rCw5BXIiG6KMClmWJopQASaxcLfSIEACNzfqVA/VShePHz/EflkAE60fMKefMzLZUN6CRHccaH1/My4IW+3nHD61nYoxN0xwc7h0dHdVdezQ9nE6nk8lksZiZWVl47z0DSs6oltqu/9/r+UINjg4P27qhLbp69erm+mYIoYutqqau9Z5JrF5MF/W8qorDRX3Q6LnNq9+61z2gyRMXR2e2tz+8eSHl4uWX713/4h/HH/upsiw9s2a59dab33vl203XkmNyrgxuXA127t09Ojz8z37sP/ngCx/4vX/1r2cPbj9x+twm6UASGWwVw1RS3Fz77mR3oemxa0+euXnl3ne/m5sEnpMZIxthX90SsSKIquvaVpdL8mWhptojl5QIsb8/tWf29UAO3+u7NPfPCBMBFceM81mDDhBhPp/6YpiyiXlJio5jThh1MCwyICYDRCA24JihbvJ02kymbV2D4ObWxrkQ1lyxtlnycJxj6lSFmUNRFEXlfDD0iA7Jo3NiKsBMXiGIkigDkgEbMpHvhQDEREiFcSZK1FfsaL2fC8HQGstFCC6rj+kP/tlnvvHlL20Vg7SxPfThzvxwXdY2hmuaUkxdgcRAgCqaE2RxnBA7zZWCgZlqTkCEAZkJNMusbpLIyAdPXgy9DyrLMPkf3O/BCfZmH1pgShTMlIhXCyXt91G9Gaz/yzmnPoHkWMN5cs3dL/r66WBfH/Tb3f6x3qdPnuwY+yfmMbuyZ7J0XSsGPWVphVI55p9AH7+tOataz6E26UwimTjXK1ATEYfSDwbFdDo3ST12hZmCd4V3/TVHYMHxIzSe45XcHwEUTPuQGtNIRAhKCDnHlDgEJznlHD2rClNgZhRFlZyWdpClEmC5tVpO+kXFiJCZRRUMQggAqX8d1CRnPNmbrYaLK58kKCKIZJGsvdMPlJAQyfpd8ImN2bukmH3hyUTU82VXvNCVztP1/S4xx6zswmRydPvtu2/euNF18bkXnj995txyGsr0LqDrXzflov+A/tCyAZFJJvIGJJIMFMmadpHSoovNwcFEDRC9maNlNOLxntMABEDR8vmzp3/rN/8uaPy/P/PP7968c/3VB1954/fLyhWhBCYfSkFQAvEkpq5wyZOhgA+K0qIasxgBKZAz4D4sJCkCGKC7euVqV3f3b90FsE4EFVrrLMuoqIJRrCMjA/qY8wsf+1EYbXz7zr2jusOiAiil0aoKB4eHJYeNapib9tK5i4cP98+cP1e5Nchhdtho8B6GoppTWtTNrAwak0nyCBWRpjZO58liq50bFEEHqZ02uXVA9XweM5lp7BTRFqkzMySK0ZzXohwAumwWm1SEAoDfePXewY6NSpvvHL2tRyBWhqHzVc4wryMSqyzv9K2tTQDT4JtGtweXfvEnf638haIKo7JYGxRrTJRTk3PKnUkmE+e0UJuras4mIllU8lJ6LSKtNCnFlGNqu96T09T1+5985pv1izdu3NCcUHW6mGbVOseYc066t3N3oygvnj1/bjyYTQ/jiHP0EsVjEbvGEYggEyMieEKg/p6kJKjQNYvCzNQ4tmxclIPD6eLzL730py99/fy5M09eufzeCxef/S9/4XI5xsl8+nBvdvNO03b1osZ5O+wS5agWMzhE4KHjYvTQ8o6ltghQleT92XPnxmvjg4MD6c3MwHbCE7LaligA1DmuBV+Mhq1kAXz8qafTq3eKARXD4ZlLF0+fPRdNBxySQOBlgYnQh24utZh91RpzK0mcKzwDGaoIiMS89C0raNd1kLVkrwRN6prUBscK/XQDmR2YOedMEYEYSBG9X1WfKgYWyuLC5fNnzm5DQEbUbEhgCOS4KgvnuG2b2GXEzBQkRUO48vjZyUH9gQ8+c3gHr73niaZtF3Xtgm+bNhRFirFpO8fkmHodTSgKIoCUfDmsEfLWmVnT6nyRkd9/7cknN8cfPbu1YTKd7IXcdLMJEmUgb3Fvb6KBq6qEGSySHdTzZq10aCrRYQBAMCNCNaFEHhA1O0LPpKrvO3PqyZ/7WTEi1OnsoO2axWxRHzTTe7vQwoEz9hiQvIETQ3MZvYagbZxef+v23QfDS49tnL105uyFwpWRiyQyiymw64LrVObS0dB383w0X2yGQUWsOerCuq7l7Q3MwIAqsSdJN11U1KRiAOwo5aQIEHM7XxTeJTzjRlXDKW342eHBYH1Ux27z9GMf+Ei49fZ3Dw7fHg1GYbRGuU3NQixqBiQbDYdqaiKDqlzaKACJuPSlc0FFRLLmrmmaNnZZeuYQOUfVYCgqOaeck8CyDgYEUSFsGbTwTMTOk1rMOZtqVSKiQ2DJpjmbQek9C4sYAOScs6RQcMFD55gIAUxFiMh6UBkAEahKHwqkKaMoA0NWjRKxYxNF7YfeZmDAxphNlNSVvhgUYVCwdz4UhI4wOC4CFoGrgAWTQ6tw5Ybt3Rr9JNuxOxFRhP2ZKJqZAEyKUImomjESEJJjVDEVAmUEAGUTTzAIhUdUU08EptbDhVbwXQEDVVulI2WVpTMfQQV6YqwnLANZ7sgyglTD8sKli+vbpz//5a/dOzhKvfnAwEAsa4/MvXjx4oOde1nlzPn0kec/sL979MW/+GrUrreofPe1V//Vv/29j3/4I088dlVFQJCIptNpGyN7h0RiChyY2ftQlKEsihACO++c7/30TEDoQTCp5K5ForksCNHUUkyas2URSSKChDnHYlBMpod/8qefe7BzbzAY1G1+z3ue+vBHP6FG/+b3/uD/+X//6At/9sXYpp/9yZ8+denCuSuXPvWTP/5r7d9+cP/ug537d954Pdb1ma2t9z/9zNWLF4ej8a5pvZinIjQx1zkuDicHD3d37t2Tpi2cL0JRFoGZu7bJObmUOSS12pAGw+HacFyouaycxbHrLEtGYocASQSBjVCR+o4Des5rzsxQFA4Aibh3IeUsMUvK4sghIBDmlACAyKImIqqqCnL23pNjyaI9xx7RfkChvUp9Nnnz9dde+e4rTddNZ5MsOeaIjI5pWYv2dJbgqKWUcruo9/f2yqqq6+ajH/3E008/7bhYH7NkvXPnjmjuui44l1I82rvvvRt6auv5zbduQRiOL1xrOL7dDnZ358O9uY9x6+zlj//I+Ze/8crnX/rGs08/Ozs83H+4u5jNnHOhCBLJeZcaXUyOHr/62KVPfuL+/bu//Q9+Z2fnwcjpi7v3n1/fHgFQ0867po7ZOTcsx5Oj2bzppvM5K7I5n1x2nPsSrmcjLbVY7FKM/WKi17kBYk8jXIaz99qp1SslApYJkM1yv4TVDEksJ0MlJfYItgwMNecZadx1nQKzK9iwbb0iEFGSnATrJk6m9WzRqnFZrFXDgXejUIxcGJErDSi4qqhG1aBwzoUQkD1xaRCSYhZz7EF7AqzP6B0FxwWxN3Do2DmPiAjcewi7hGKWBQ2BRNBwGfaKqqiU8hb6t775rVt/+eL5EKbd/PVdeeziRQ7uWzt3Lpbjq6e2h87N6tojOuptqjmLKmPwjusuZINeO+EoATGzQwDGWYp1ShYGuXDJSMHDu3WdP1SGt9TZ2jErn1YB30ZEBiLSuzBi3wQ6547der1u8wSgBY4Fg8uFtepxfFPf4Nk70gZ6eSepaoxd17Wq4nxxkvJiqiK2ZIwCmGlWleV8xRCx54OCGZNTBwhEPb4JALE3rjETk6OTnWq/Uewb1OPlXj+APJFIAapqWdVQQXNe3uaSNbGqASIysQmpIXtFRDPNOfXN21K1v5QZZDFAcMv5o6mJOReszySxRxSWVWrfCpECYoCGxoAGCIJiy+nJ8Qna62Pt+z4AoF/u9W/H8e/MzNQXYMzEZkDkALlpup2dnTfeeOP27dsXzl9877PPrm9u9PJa5xwSScrgCP4jfCy/W2STjMCqhmjOk0hOmHzQeT2fzQ/29vazZgMwI8YMS+f8kg3XX+5tF7/4pS9Pjx7+6q/8F3/vt37zd3/7t2/euH2QEF0wF4ydMWUGYlQ2JEeFo4KBtY/YyppVszMGMEYyAs0piZGZIfiqQF9QQPMhd102AMMaEoFi22YLAT2ob7v8yf/0Z9730Y8/nM+7RcJQobquzmvVIAyqeDRbNG2udVAMIrZr461Zc+vr3/36s+/94NrWlim3e4cptpKyLwqsZ5jFg1WI3GatF7KY7S8OUwAclo2kwdqgbdoKXW5b46Io/aCsyiL0V3UoSlcO791/eG/3aGPr1Gg4vnDhwsb6+tpojIX+2f/3YmpqBMOsCEDI5PxwvPnxH/nUeG0sZqa5besHd48MZFCtdTF5NwpUpTqBVgjV0aQDESTptUyWUbKYYtSj5X205BWhSlKRrm1TSm1bd20rklSlBwzkWXPu9OmXv/lS7tr10Vi6lEANYTAqp/uHazy8Mho8sbEuO/fWAB6Oq+xAiQwRFb04MM1KbW6BSQmQARlFAUHLnFUgg4pDBTVDEQDl1MV7D3bvP9j54/YLmuPWxvrjjz9++crFX/yln1pbH58vh+3O/uLVG7yonUXFOI/1w3o2E721v/fGfrfmeMtXTU73H9x/8803VXU4HF69erWpFw8fPqyqapkUakZE/Ui5GFTN5IEi3H2w8+WvfDVvXXaFG4zHG5unT5+9sLG1TehWAb9gJqvGbxUXgyBgTWwStGaaQUUzGlhfyqh6T+SdJmeg5GEUqgENuhjbFEduwO7YGKxquIwOQGJygNxL9RDR1NjTaG148fIFV7oO64xRJXvvi3IQgkM2kRRTq2ZM3nklgth1WaflgC49trE9OntwcHD58cuvvvp617W+DJ5dTDGLIjEDqokKICE5sqyjohTiWdNVZUWp0L3dW/ev+xE8vfHhsuC96d26SQWkv/jsH33uKy9u7t1vEBpSS+2GQQMwXcyOFmGLehdqD6lXQ0Agh14lJUQo2I0KNwpurSqLARhDateHmyaV6kY3z+lSlxbxxRu3Dg8O5m1dhaIqBsa+AcXBYOPM5owQ5nPcPzjcOzr85rfXRutnnnzC2IGliLo3Pdpv56NTW1mkPDUqR9X6xubQFaXjsiiYeYjFfDY72N33QDmlyWSyqOudg71QFeSwDH5tUDkzbRrKueliA7v7bBOpizNrMChsEC5duwr3efvs5jPPfJLgAwCL1O0f7t6dTR+U63sCCmAIxAwATOSAKKcI4EytaRY5x964ELs6SuojXpjZsffBEVGWqGpR2pQ6RGTXx4iJOukJ6J48EklnXdel1JVVKIqC2RCBkiWRLrYDHhA5EWnbVrRFKis/Jsc99g6XwUEMjzYlYKBmS6osZLUsStBpQuHKE1g2yB1ZAG8AKacudwMYUuBQBCCMOXtidsQUghtUPAqu9OQRwupooZONH/X7H8SVQh4QjZnMLAOjZYS8rEWREKzHO670NeoZS8+bo7LuOMaWycikz4c0EzPuy44enaAIiMDksqySOhDIwEAZBHNHFtdGxXPPve/qhQsHD3e/8LWv79y7L2jmGMREBAGRvSh0OVfVYPvU6Qf37jdN99g194kPfWj33s43br4S2CkqAHzn9VePjo5+5tM/efncBT8IhliWpZjNFvM2RUMorFxNuqFHFRSh9EUoikJ7EytSFlNV61F8AQBIspgBMwM7AGNmMQlV2N/f/b3f/9eT2dHpM6eI4fz6xY986GPnz1z4y69+/TOf+b+M4eHB5Lf/j98VxE99/GOE4CNUpX/q+eceT0+VP/Vpk6SSU93O6kUtrVc0Is2aUmzrJs3boasee+yxYVmNRkMI3lFvEOhMgJk9M6jlnB3BoKyGZREASdRyQgkiWSUDUMzS+7vMMErWlJdkQdDUUoPgy2KJLBLpuq7rOhNFdv0ETfr5nWrvCyQiQTIE9g4IEXmJ9P+heX0wn0/v3nn77Vs3gUgtO+89Ywih17L1QE7nKacERinOYtvtdbuDwaBN6XD/oIe313Xz5vW3bt++/fi1q2UoYmzNbFiKmRVc3Xzz7aPd/Sfe8x4KHIuhhKvRoMlpfnSHD+YblQvXrlzVrTde/e708IBAxmvDyWSSJXZdV5blCx947vEnnvjeq9/5F//iM02zICIunEZ48f6d+7PJGVeeWRsPii3ksL0+/sSPfLQ6f+7v/8N/+Nb1G5WrKnI5de0JFP1xPdfr7lht2QT28Ju+TaBV6is84vgDmCIEAAFAAVGxnDXGLOpx+aRYgXoRkCHmYtFESug8EcFsIV1OANB2KSbpkho4DltVOazKYQilFK4YjigEQJ9UiR0z+nJUVZUvC6YAHBQ8dBKbaIYARN6TL3yoyA84lMi+N27hsahUAdSEWJdZCEaKaCbcc9nEM1Zqbl4//M5rG1m3zpy9eefWTY13796+fOY0V6P9rg31fLssNzc2mtkstw0imkMgRkRmx87A1IMKogIjIZkZqTiet21OCYB9WdRGOZR/Nb3Tjr2I/TLK4GT43ru0fI/0OCtt4Ykw8UdazWN16Ekh0F9J+HiUlyAiPVvl3fuffk9qx50Y9UxXXQomIWaNWbssAEAqtFrcNU0XYxRTREeOkci0D2kAEUtJcpaVtAPzSnj8bmapKhCm1O8rKSdRA0POBlktqRmgIQMxqGTtCMnABGQ5ZyVDNVUhouMh04nQT7cy7ZmBnHzRvl8zcDyeXKHP+++X4Z2Mqe9LaX9HLh++28zXf5K9LwAwxjidznd39x8+3E0pXbp06fz5i72+H/U43dH+o/R877w2joMriExz6uI8psV8cTidHh5ODnrz5wnfEz1y+SECkA8lIF2/+eAf/ZN/+su/+Dc/+okfe/2tf44UAFmBCEm5t9+ZIZAnDERFLxEyAmGVKBFj/5wyMDRiExLT4MvJbPbG9euaIXWprCrG3DVNP7rOpt1svj7YAqEnn3nhhQ98/HDWpYQhVCLm2WNBZfCOcHO0OZ3s33rr7ec++EzTpKZJs9livL4xGAw8sYlWBCVTvUiO8XHmLJrrOs7nOq+xbkpJY21mTvcP96QM5Fwzq91wvFYN/eaG974MwTtHREUo19ZPDdY2Llx5cmP7zIVLl4fjdTJ4uLOzmE7mzWz3wYzRKu8LH6oydG2aT5rZZOd3//d/9J4nn3r22Wc/9rGPpZSODg+Y2ZnzxRgwTqeHh4eHE2rWxtG5UrI4p4imCpJBsrOMbmArjFPs7+6maWKMdV2bySqk2/prPoSA2BYhbGxszI4O0YCRGEG104wY05nT5bPnz79w9bEbr71R13WxUTmPXdSYo1oGJhJWzWik/z9tb9ZkWXae533DGvbeZ8qx5q6p5240gMZIWrJJyAxRdNgUJYdCZMgX/gW+8w9w2D/BYV/4xrZCNsEIOSSTEGGKZjgIAQSBJtHd6Lmrq2vMyszK6Ux7Wmt9ny/WyawqAIQdDrOibjqjonrXOXvv9Q3v+7yyEvEIpoQpYfKIwpI0a8E1QWbzQFEUXdtCikVRCpYHdfPo/ff4kw/+9P/83vr21pXnrl6/dPVKNdrcKAZ2eLx4/Cg0d7vD3tBxoYclVYUz7KuCJpPJ888/v1wu27Y92H9MjMYYespbfab1CiGMrDXO3nj+5rLu//S9z0OfALgajNbWNobViIGzOgzPbm59ItHPD3WUlDQKCiYQSSiqIiDJGmOdMYSRSJGc8eNqPDEDmaWsMSfKVTedxurYjBRBibhK1s6zKiEGV9hiULRh2fZNwgBAiAYxifRdp5JS33eISgyAAZBEU98HQjdesyePGoF07cb1zc3NH/7wR8tFAw6YuW6bUhXQ5HOHiIiMZXtwdNJCsoXXBNjMBhLWyyLND/vZYvP65ee3LvSv+nfe+clf3N0BcAC9IYMhesuFQASo61pgA3BFelzZqPKxgiCkiUEKTqUBT7ZgdgbaHowCEJJp28auO1N4W4evb7557/PPH+/uWmL2RbIFkh1evg7j8aIJpeA6oGHT9b1vlg8/+YwHhd2YDDZH165emsReC69M48FQ+zjxnhRUUyQWgsoM5vP5o0c77bxu6no+nwPig71HbK2AjCfDF65fK5nDvB4VvrAFoHbSWwyxXizrExxU+6548fVXu3lslu2gpLKsUuzJbI4nZaRDFcnjsFX4ooiCDTEgWBGSKCESMyFidsDkEzynTRIZY6ht2z7GEEIIyVqm03iHvq9TSqe3jRFRFQagjGNgJEa2TErARNZ6RIYQ2u6ZVNhfbA2QbEsgVMp8rjyOTQwSUi/EyowiGiyzqpIxAE8ioHIkM6TEkMsSZrLGWMPOslfhp44VPsNycM6WAUA8fbhAE4qqZhgpAyKI5MxkytGraoiyP88zg/cpkYpBZWY0lhlWOcB6Vjs8FaibMpo+BwwJgKimqLGXfrk5GWxORjeuXyGldz94/9a9e5g9TQlOu1LDbHNA8aC01XAwHA67rnt4985zV29+40tf/vzo/v7+fjUahhhjSoezk+//+C9/7Vf/jmxslcY5NooATBqhadvY9yv5VTot1QwjkrVWkbPTURAQmY2x1smAjTHWemuciCgkkRhSEI0ll9/7/vf2Dx5fvnJ+2dZE9JUvv3D53JWH93f+4Pf/IPRJBMjw0Wz++3/w7eeuXr5++cqyWTZNJNAQurIs+66rF/PQ1IZwWA2EoyCBwQy9nKxvJhUAMIastTRwqpqShjYQoCFipNDUse80JcvsnWVDWRYhfRdSBCAFCjEJEjED5NVCH0IgVEMUue86SCnlsirG2HVdVzdZ3vIzlW3mD1vVLJt9ks2DTwJWn8UenFW2IcZeU7TGofHeW0Ww1mbllzHGeZPTtjQmUmiaZjQaNU0DgLdv3/78s9uj8fr+/tHjx49Ho9H29nZbN8vlPKUwngxnR/Nl22iC0jhW0dQmsU3EVqyHAW24tQo3J2Y522vf+uzk5MiXzjh+fHi4WNaDwcCV7rd/57fffPPN/+6//28/+uijvm+Ns9aaKInZLJ290y/v1tPNuDi3trUxXh95/rO//NG7t27d2dtl64Co7nsDqpRhISsK2YpqB6sUk1y1i0gSAUkgAmalHsyNHwGipCQJGbxqUBXVJAIhSUqYkhjDCiY70phWU+T943o2m59pCwElxIjICZTYsi2NdYQO0aH1rhpiyRub29Vo3AaIgt4U1XDoqsIUhbEWyBJ76youEYu+6zpmtt5bX1pXGFuiMYAMTCq5Hl5Ffatqa5QUSIAVSYAUhHOjK5yijyY82tt/5/3NKIWxOBifLOtOutn06OLG5tH+3gfHe+dNsVlW46IsxyOJEUCstapSdx0YVsAIqMhMbL1lssJ60tUt+s5gUzeh75tYHQX9ZYW1PtOw5f88E9/CEw4MPBuvpz+T4X7WqDydx3C2Uzr7SRYOnTnTnvlf54XVqXcuL99U0qpU4id/MvcnivndeupGRIxBY9AU8zFAqmoss3GpjUlWUC2VVRiCiKYkZ78RkVlTktNkPMn2wqe6vqQCMaYoIJqQbIySEvRBAVIfNHeOApSUz1g1T1yRwIiaPwEGDBJxRSM7q+HSKmoZk8gq5UJzmsQKdibPNnUrv8ppomtg454mqSI845Y8+45WATYEP9P45evJtsMY43Q6ffTo0f7+vmF3/fmb4/H4FG2KZ+pT/dvs+lb9sFEFAQ2ifdcvFsvjx48ffn73k6Ojo5NZEEmnXN1n79b8ykcNCeo+RYXZsvuf/9d/uT4cJHKqJmnejebNiQgKMBlPYIkMoiNrUNiklCQyaYx9/zRhNeWQRaaU5dtMyqiGxDJ3mVaEtijnTXfpwqVf+bvfanplKLfGJRDP53OPrFaM0cW8QcTS+8J5SIJKw2pw7crlwgzWqo1uWteLxbjvTAxFt7QIsvOAkQi0RDMerxVrWyfz2W5c7mg3nS5CnZK1pS8KU4yLqlZZzufTEFAUkRRZ8J6g+a3f/sff+s3/aDxZRzYxxpsvNvV89snHH3/8wftRU9N10+6kXS4Wi0XTB1F85bUvDAeDP/7jP75///63vvWtjY2N+XyuPRCjMW5rc9Mac//e7snRYmP9nHM2WWGTD0iWmCRh33Rd37T1Klszt3lZLPAUmfbJIhotO+St81uL2bRt29x+GKTQNCPDW8YOl8tXxpONixfe+tGPq0HJ1iS2M2vqGDuURCAAtLqI1aROmRS0o5w4DyIKKJBWI7o2dMQkSG3fIWNVFPlFhBL27tz/7NPP/lTRIFKMCK01vJQmWrj48kvjjS0dFjwaWV+wg62trY2NjdlstvdoNz953tjV03c6xDlNbJeQYmY4/dqv/Xpx/Y0f/4/flkSFG4yqsfdl5neetouY80vw6QpSo0hKmBQEIDNdBZIACKXOKhAb5wwZ9LaoysJzSUkZGAhO5z6KIMw2N11EEU8F5SvtNzAZrKqCjS7bZaCWPFkmNoAkKprlHRnlIhKTdKgGIIZz+xiSAAAgAElEQVTYMltjrfFmyGNjzJgmg+GwaRpF9GUhCsjkbLG1vXHx3PZ4PAaQsAyH09ky1W0zDycn1y6t/Z3rX/3S5ho+vHvZiOv0zSs3XnjuZXz/k/fv7qwx9GKmEgPAuHBrLg6WIcWeUBlUVuJ8UgA8w+syQcEwKmRUwLAM3rIxAHSyc3e+ONq4tAneuME4zKMQVWxuXr26PRwul00TtWWLRaXGhqSFK61jagJbKECgrzsCxD6UFI7D2tqVF28+d7CYCbEzppWIFp3PQT4sCCYUblG0Emehsc4MNjeLqpyDPDrYD5Ji2570AQeOqwps0ffdYFxCrQPQ6Cj2aTIamST14YmrSmCY923XKrI2Pc6XoRr2MXZ9drbbHMKWUEMWPyhAUgFZjXotF8RgiXW1hs/OpQysZsNOQPH05GWDTdfFJKhM6IxRUGPYW2tNDqdXNQa88ZaAkK2xzJatVUh9QOcsgJw5sfFZ8RsiZ+xfruI0S+8SUQCRiECWEQkYc6QJ+SxKfHqgjCAJEq2SvRAZwRq0jAYMP9m4PF3wnJ7RpE90PShKGUIBoqSoyCvcDwoqIKEqAQgyWouIqMYa8JGJ0JdF4bzh1SxdMitJKWVWOuGK7JxWycBE4AgEhSHdv3NrMT9OKbz33oc//fCjpumdLdiaFEMG6xIRGe5CP2+a8bgyxm1ub81OpocHB4NyeO3K5VdeeOXx3oEGtc7XXVv34dbtO+e2zg+/PK6KQUyiiIZdWbAoauhTCjGGJ16bXldlC7ExhoxVZCJyvnQuRqCiKJwrrLXAeeKMzjlB8+++//2PP/1ke3tTERXg4uULNy/fKNi99YO3/vzP/jy0PYiCMapy++6d7373u//0H/+nEFrW9GA225isLZetxBT6RkMAw03bJUT2BQGyL6rRyBWVMYaz0SVJa+NKMDJQSIApaR/dAKEsCNQaOiMjhD50wn0fFQDYxKQKqMQqKJDX1MEwOmsQRVJUwPzazwFgTdPkxjhHcOX7JYTQdd2qZBIFxHxo/T+XQ6uEYyUGIiBQRGTCqipXxbPBXB4rYgghpaQphRBCioiUr0qTWGuvX7++trZWVsV8Osu19GLZCllX+Gs3rs9mM2JhEkIY+pKwtOS92yhL3Tm69/Z7H93+7I6qEtkuhChp49zGjRs3fv3Xf31Ylf/6D//VrdufloMiSj9eG89mM0GJwg0CGARDy9Tc2/nc7dw/OFlWZXncNGBMTLHDUPmiCxGZEQEJcqGoopgUQIwInHqQUGXlfADAlLJAK99Sq54ixVP9H0KmeyISEqMykUFChRW6A4gTpGXd1E1EBOaEhp1zSJ6scezQMFsDyFElUgQCMqBsyDr2RVX6Cp0tK+89GVbmVkAELFFhvCsrrsDXDVljjTfOElslUqC02vrKiuyUS3fCwMCCRsACZBAnqSoKEVDUIqSD2/cWt+8N6845c2Njc6mmTeGgmS/n5vKNa13THu7tN818EPuBMR7ZWVMCsjHWmIRqlEshh9gzRYKQtNH+MPUH0jYSSSWmuGho//9FSvvP0l6Ufq7HgKcT+c66u5wC9zM7qNyu5K7vjBOVbTzPbH6fSRSgs4cqhCCakICyLuu0Ocn0q9PUeHNWLELGqgMKJAEEYgRejbLJMFtjHHAvQaIoqeQQDk2YEsaUJVGACDEpoBKBqCggZtTKqQrVUvlEnZ0khNSFlBRFISYNSQRyJq0gKZtSNeVqU1VDEJEAABLEAAISgBFBAkZEEAI6w6g+SYD5m3Apeb/3jAVONaWEJAB5EPsLohTwSZsHT5kZzn6ZJ9waga4NBwcHDx8+nE6n5y9cunbtmnPuNEHR5zXs30bX90x8EyqgIiqixBTbrj6Z7u/t3/v88w9u3/m0aTp2k2z2W3FzVrHMT/4CAEjAUUnZqvVd3z86nsUuUVmqsCqq5EACVQQkIINoEA2yJbQGCYSQETiAxBhCLyDZ+BFBUHprLVuLpEFTL0kwAZPNE2pyddsNyo1v/N3/wFbjppZqMLa26Pt+QEVVmNADQAQji+kyoWxub4qkYenaQXF+bUyBBqkbYWpSV1kcsIHxgFO69torxhhPhhWoi+2ivS9yrpz45mR3fnxoAKpyY+McJZBe63qmIgRorSPipNxHDYLDyYbzg5NFLaCDwWB9a3tza+vqtRtvvvHmJx+//8N/971bn36ynE+JSBCqwWh9ff2b3/zmc1evfve7333w8P4/+Pu/eePGtensRDD1Ya4QVFUkLBbLFHVtY8J9AEySIAQJPaSI08VefvxVVlGtiGgI85hIVUXwFBgRgYgRrHObW1sPPr9bL+rS+WxnNaA2Jd/164CD2fKaLeTChXt7J6bw0TMCK5s+RUBEa1IUSEGTIAKTZqJuUEJVRDWKqmhUAuSQH1BSRGIBjRrbnhU8IGsYGB7Y0RKpISUCj9rV8xJNYBmUw8JXXQpCXMckqXv48OGtW7dUtfTFm2++2TV1zts9Wy+c3efWWh9djOndd999vH9SXvsCg2WwhasqP/JU5E5v9YypwM8EqIKIRGQgQiFFzKv3pCpIEPraJPDEhbOKlsEiomi0bCRkpxYDCCEACKFZOZ2QiEw2XuRTGBGdN6PRSBHatg6ms9ZaBVAjCVUwxpSXRSJJIUpCotW0RDQyyauvv3qwf/DgwU7TNL/6731TEhw+Ptrd3evqZmN9fXNzwzAuFov7Ow8t4db6hZdee9VX0M8PBk39tQvPffXcpXHb7faL5uG9T+98bto+kfs7N643If7Zex/dBigAhhvjze3NcrkcxX2NCUWN4YinjnXJWcqKEMmhc468o7KUwqF1oAhd2Pl8p2lna5tr3g0kqmFrRyWU7MuisrZpulaoLcq2Gh+jrcGi8YBmXi+5IFcUInFtvIHeLlDu7tzZT4tvXDk/GQ9d4Sejtdg0nCnxpFw4Zix1UsROh0Uzn4L33pdYVq5vLQCRRMQHdVuTmTg/XTYHe/vn1obr6+vGFDH115+7ev355+d9P68bQQiYWqnRRbSx7es2BRvbPvRBAhEwkSqpRlBidpnvrBjjKo4CgXxe+qngGV2WkY0xIt4ViRJmplqeP66I0yIxaegTs3POWougMcRGQkqSiIxha62l1RbZEUOISCwSpeuap4+2U7IAgjLiqfMuoQhIiIkZFQBTPgPAGWu996Vzpbcu/zpDBpAKZVQ8EACqUJ73gBp8Ekv1jObubGyaq818q5wSzU8J/hmRjQQgpKCEjEDAAoLWZlmsF5NSAgY2JkvMAJ9M1bMHPDtncuZKSioixnDpoW20WU7/+sc/fP+nb587dy507bvvv3cymzk/4LK0XRd60AigmmWAfR/6LiIbRqy4SiHOT+YH+7uFsV/54pfu3v78wd6jsnDMnFWDP/3wg6qqfuXLXx24IutoHZkAgoghEHRI6amUKcUogsjIhECZRKBW1EBRFDmjWAmfqA8A33777e//4HuT9ZEtfN0u1jcmb7zx+vmNc++//d4f/as/DG0AUSCjqtYY790P/uIvrl++8vUvvvb5p5+SJG8Nj7cckyWsvOGqNCTRqzE2OTalw7KkonCurJz3ZED1MJ2ISIooUUkRUwQXvRmTBNSYu/eUkgSVFCXE0DYJkI1bYX1BooCIdH2XYp+ISIVUhFN28eRuMHd3gJjjnc+WHCmlEIIgAJM9jTYhImtMtvD8zWPspJowk6WIkNFak1OdiQgNE53W2Lr6J1hrl8ul9z5Junnt+s2bN5lcNZwwGRE5OjhomsZ7HyOGtJZCdzSdWmur9ZFmK2ci7xg0Ft7Ol8cf37pz98Gnn9+5daFcW9/c2L5wfhm6ZWz+k3/02zdv3tzZ2fkXv/8vunpZlGXT1q7wQQI6MsihT11bqwHnDAF2fZCuc6VbpugHA7SmC30IXUc9OgADSGhOkY2UIKESockeX131fqvBIiiGKASKCClmywGeLc8EVCGTkSDjkgCNsR6wU0grGzKRJFBDXBjDLn8Z3ntmJmsURUSSRmQlRLKANoIJrhyjYefLcrRu/BDJ9EkAIIKKqiIbckLGGG/IGOOIDDEjUlIUxcwnSUkUV1FdgCs3RgBIqIyAeZC14j4BgBSIuqzvv/chHE4nEYiAHb2ytnbSNBjbWd+cP79NRbGI3aULFw92dh/uHVjQcTkYpOitM8aIEQ9IoEmgDbJM/aKpp31zpOGxQCSYOOeLYeepHw3krDP7BTSXZyCc9Kzs8+d3L2eYo6dS9fSpjVM6W+I945F7FviJP0eNW4UgisQYQ+zPlKWMSsgrNgOAIjBRpmFmMt7T+7RVES9IzEQMAFEhiHYxpNVM2qiiiIQYSCjGGELKKRKIEKNIRrYgMivRE3SNqiLHPC8QJQHso+QM+CCaJPUx9TEZS3mNEAPEsFppZiVb7FpVXVtbM0YtW8omds3n08qI93Tnc9b7kZ4Co55hdeovEB6k3oD/mYXA060jESFqbrDzU0lEGe/ytPIzxDCdTh8+fPTo0SMi+sIXvpDlnc65zLb925Z0ruQ3gJg0d1nL5fRkerT76O6du7ce7d5P0paVq4bDU3vS2XLvGU1FAupFmiBNFBMxJcRIriwSrFRJ+WaIikYSrTIwFBnYWWOtEmIiRTAGIuUpYBCJSaIysgigSAgZ1qagyCSYrKoS9TEmpde/9JWbr7y2++hkfXQOhaFVjjpxJaEQc9PVkXTezup+uXfwaLJ+2TlA6erjg8/e/ejSYP3VC1cvlu6V8+cuV1XRd8vj43RwENqumU/r2Xx2eFzPlmVRbI22P2kaz2Qt2tEYrG27NrS9mEiITDmAxDiuRr7EcrixuT1vGj8YxhjaPu4fHZHI+fXNN9740vbG+uHe7uz4YKdviSiqOGfu3L09/KvRF7/8pd/5R//wD//wX//zf/4//dPf/SdDqpJ08+ak65bWWjYGGR7u3j+ZHxAHwKiqEjEGlMSKaXWz8erNgqSoEEJ8aoEPtLpU7lUV04ULFw6eu7IT7oe2QdQYOs8oqaO6fm40wZPjdeMuvfTK/Q/v782nB/VSSts7sxRWJTZFklaVIARCAAYlMKCQBSVREKJkJHdKqpJAui4oZowe9SGqKLJJVjUEDQFMgd70KhqCVXQBY9TRPA1KMuwHg0FRlXXTZYF60zSMNJvNQJK1KxfK2VtxJc6M0XtfOI+abt+6ZxpPZFCw8FXhSoeGgU1+HytkCQY8qV01c62ABEmB8gZCADC/lUH6EJETWVcAsUZp+gZVpbcUVFhOg1uejH7gNIkWATEj+DWx47IsNzbXmKnT1IcutcE+eTFiCCm3EqKREiYERLXOKEjoQxJp+3b7/PbFy5fufn7vww8+HhSD9c2NF198KXb9p59++tZbb+3s7HRtzYxVVTlTGeKrF0e/8cVX/v4rr7zoq/LwCEJoFotH0+NB6aRrSk7czv/hr3x1zej/8NNPq8KuX740GA1DjKOqIFBUsYYjEgGCAgMqgCoWopacsQatU2vRFoAWeuiOFqbT65sXR35N+/Do3sNxtV7ZEq+cg2PEPhauIOPQlb0vEIwxFRiXyNSH3VS7upn10qdmCc40CEfNQnbbL6d+++IlZ8zRweGkGg6qounqTiJiImP3Z9Pj1B7G5s7RngRpewFjmxh7QvZORO7v7a6dFOvlcHl0crL/+Jx1L7xwc2N7MppUz1+9UbpiOV8UAKFe9NAnE9qwOFke1HFhHA2KINKLBCQENAoSQi8CzuZRKYTQiUZrLRgWiUSEaAAlJYgq2q/w2QJqrbWO+75t20ZAreGyLJljikTIKszWemecZ9AOWuhjnZISoHHsbQFgs3qFmRWMQkgiKaV8Lv2s/G3lWAUUPKNTp5REIjMmTCKGyBRFWQ2GVTkgSjm3OpMFUkpGgC0T0mm4q2gWkYGsnpy8oludjqQquQQnzWTOs7igrBAQTUkk5fIGUYgM5K0gZz8A4Yr4bBMYRVHKJhE4HVHjzwE8QYAAIcPnLENbh1uffvT2X/3lj3/0vQvntwzrBx98cP/+fec9GNsHQQRvnQJ2qVWEBLio27rtmqaxoxJiGg+H/fr6bDrf23k4vHH19ddeO17M6rpRQ8gUUzqYHn/y6aev3nxxfHForU0psTXsrAz7EIJ/ykqTK6gEurL7IKfsDrXGucIXZd53PZ1L/nD30U/eeVtUNzY2uthYa7fOn1vb3KhPFn/yb/7kr37812yMmNzyJEHpum7adz/4/vfefPmFsFxK3y1jGtuJLytDiAk1QUpJ+15C5wYllAWPBqaomJyC6aNon4pREUX7LqomA9YYSzahRISESqKipFmZqoLpqAldH0WNA2STEBU0pCgJYh9iCszco6okIiAwuetr2zb7+qy1+TbLb++UUgKNKikmokwbWQnWxLkzruEvWaeoCgEQIRvjreXTfhJAACgz6Lu+z5swOlPgE124cGF9fX0+q52xMUm2SDCzauq6btEa6ypbpeP5weO9R82yPb9xbrOaFDwLfXMyO9w/3hfCc9tbFy9fGCdeX19/sPdISV96+eX7Ow//9z/+zvHhkXWsMRmiyfq6Qjo8PrKWgySwnGKIXcQ+eee88dbbGGTZ1kyxb5aAABYSovUOFZgJmQwxIioJEbJhk6KeZUxng5gKrG4kIhLInsnVNlxBBRTySH/FwCYyCoaZFVgQsyck73+I2Dnnvc/0VTSYNKUk1lrrLTtrHAMIGh6OitGkMMPx+vp6NR5ZX7ErBYn6mNlETGyct8XA2FKIQcEZB0iImBSjaJRVyKAiroIpNGf3CQBEVAt41nFhDo/W1Hcdomlnszsff6J1U1hniBbL5cgURVWJ2Xz/aP/73/9Bb2kwGpnR8PnXX9MXwtHu7sHO7vHJYZawxdNg2ZXOD2xCqCF1FtSDrbwkP08yTbp8iiiFfzPNZZUrrXkyCgicQxpO/4z+PKUzq83PZJC56/uFie1nz0buCp/mOj7dJZ6h98/aRYiArEiKK8PnqUDzrKWRs8uGGCWEFEISJCVW1dR1CFQvm67rRIAtKEJSib0ahRglBklRRRTpDLWXaDWlZOazHkyavkEyCQCQUxJQ7PoQYqiXLUH01izLAlU0dX3ft8s6q8ZFZLlcnpyctPVCVV97raqKgfE5hUsYGFYfbfwZRejZsvTpbvDnN6W5YsvNdkqJUH55XsLTORw/Y/NbgazJ1mFxfHy8t7c3m80Gg8Frr722trZmrS2Kommas0vKX/z/L0rOs4t8+vLyNyyauq6ZL6aHh/uPdh/u7T3sunpza304XvNuyzkDIET53qanZfVZQmRcAWiM8wlQkIqyXC6WZVVijtHNyR+Zqp4lNyjZ2uKcU0PaZ4Z1/iJSjDGETjSxtyJiLAAjo0OBFERQgfqSjCvNw93jay984Svf/Pp8UZfVKPRxXA4wIaNa1MVyIRi6vpku2y51UboPPvzpK69c1hAh9t3ixEl/88K53/jG191sOWgaOjqM81m3t9sfn8xms7ZuGNh3CURdVe0DLKcnRFAOKr82XtRdG4IxxEiq6o09f/7C89dffP7l1567/sJo68I8aBvFIU2n8/X1yWg8Ck2TUqoXy52dndlsZq3NokprbI6x2dl5sH+w91u/9Vuvvvrqt3//f/n2t7/9e7/zTx4/ftS0M2UhIkI7mzePH+8fHmFRgvPsnGMqiDwTErlTpmwEUUSwiKehIZjxCk/GHMgx9W0fNi5dunnzZn0033u4QIbBYOA1uqYssjZlOq/W1mTR/oevv/mXH7y32LnTGy6r0mlSScTEyUJSbQOCoAKJRABHFkQBkwBESCIKoqQpha4qCyBs+xhEvLcAFEKsufNoHTEQBJUISqAjciMQUdjWcugGM0ALpmm7wWBw9erVK1euHOw/jjHOTk6YaVBWZ6MZyk2IgqoyUlsvQggXrl36Z//sd2/P6QcP/tRa7403xpKeQnZ1tZD4RYl6mlLqNWZTMACoRtXEoAAYY9/3DIaBJAWhaEhB+mQEoFy935DQEBBxngTh6cm1SqMyxnouy3KytuacaxNp0r7vk7VJDAufHtOaC2gBzJRzZjSGYgSRwMzT6fSVV1599ZXXR8OJ9+W//e6//ZPv/knXdfV8Efq+qsrNjTXvbVmW48m5fr4IR/cXt++uXXquGhhY1uBdMajWr1+u50fDSaknS2uwgnix8i/euH4YuqIqUwwp9KNBWXpvOcdpAybMo3dSUEBPho0B44ANEgNxzoNxwlvleOPcRVj088Xx4b1Hmy9skCsOJUzGpbGelqFu2nmKx3279IPewrRdPjo8eufD9+8fPDxYniSjExl3IGY8uvTi8zwaHBzuszXHh0fjajRAtoMisuljt5zXbQzTaUxBoLDgbdO3J/VCnS8nk739/UJHxrsmiYSQsG27XgdDFbx9f+dkMf3aV99wbB7ef9B0bSQQSz31szg9ag6OmgNT6qQaA4igrFJhEVVTTDGGpIpsnCq23TLGWBQOsWj71hiTYdIxiBKmXC1BWpkRjAGQPvaMWBQOWWzQ1COo1WStLYvCekeAhkB1JechJutcAeD6PoaYqSwJMMN1sn5YnimGnzGRrB6QLMKJkABIzar89a4oy0FRVMR13pOc6TxXx9lKNESrqAZFVSSEnxPOyAohsXLarlgSBBBzHlSSp+qZs6OXAYSUMuAu1yKUU8LIIIMgAIjNzwDg05ufFb1Q9VTrjSGk/f3dH/7g+3/0R//by89fu3r1yjvvvPPWWz+Kkpq+jn29dfGK9NE5j4YlCqrmidJsMT86GYyGhYqMqmp9XSTExWxR7+69+tLLe4cHP3n/p8wWAObLxeULF195/bUbLzx/fm3DGNOFHg13XSec6ZUxroCcKQ+SsrtK88eYJ8Imt/+FtdZYbzLgF1REgsSvf/3rn9+9dTg9KCqrsV9fnzjnHt3ZvXv7rjO2j8EXRde17FzqW0UYDgcPHz689cmnBfHdhzub65PFdDkqKm8LkhDaoKreOWRbDAd2UKK3CSkClsYVlqGAORwawwhsmVhAJWIv3ntGg5CSdCHGNvRd27d9F0MOmZAowNYpkgKlFKNACCGmIBJJjDAQEUjIXV+9XC6buus6731u/LJ5L7P38o3R931mDfZ9n0uoM1/P3xiX9dRAP+8Mk2oer2QuR1IJIbRt23cdAvR9PyhLQLTOichsNksRUtK6bppldtgiADjnPIyX7TQolMPBJp1/vHv0+f2Hnzz+sIR+POHzF9aev7Yl7OZdfLS7d+fRwZ379w6Oj3YPHwuCL4qQ4ng4EtXRZCwhAGGMaTQazZazlJIqOWstgAM0Ufs2JKNBtKqqNvamKGLqgQCShNg564CUCNAgIyoTRmVGIyh5CCRCkkxKoMK6SmVhRTprHvJnZGguSQUswkjV5VgsMq3lblkvfOXZeA2G/aDr6oQVGQ0iztjSW9SAJLawitE48lXhqgHbim3pqmFRjIrN6zyaqBkIV4ouKSeDtqqILVnLxjBb4FVB2ZONfWeINAVmdgR1XVtfAnHfRe9yydEZBGN5u29VEZQjWCUC4A4jJBmpbEj7+LMP3fTRlksYZm0L6vniEqOlkojL0W5d73fhpJve/vE7o/WNK9evv/jlr1x6tf/o9q3b9+/O62V0I8+GAHuQmD9iFYldJ32tERdd7LpWIQ0Gy9mcVtkR2Wj5RAev0BOJSlRNCYUJBRhT7rLzJjYhKSCc5hdGkXgWwJCbDsCQUlKIxMqK+YbORLgz/mf+Qo0xgE2GtoPCWVI5PQmpS4qCDIiSU5HJiWDGnpBkvT6wYZeSZhZLjMJm1fmk4ENnJYIhq0JZIb3sGo2Ikj+eRCjGmKSrF16IIT88BES6UmakqJp1YWhyGjoIkbECrAIxSUwIgAfNNMYQuy7FbnY0mx0dX750bjws2zZG6BIG5SSQErXAfTFyZelHG5WY0GECBkRVpGx6LCiJ5txQg2qRkOBUbggkp5RbIAVNxDYPHERRFBVIVPR0SvpUf5jXoUy5plPQJAmUrDXGOGMly/8MExEjMZICLEHmMT58/PjOgwfLuvnil75y/eqNYVkxUt+0jh1IzH2+iOSdwC+nwj71kyebOM3ytRUNKJ++qyHp6jBO0GpU9qnt4qxN08fLg09ODt4z9ujai2ujyUbSwew4xqQZ0wCaACQrqRXz6QsAoqEbOMMRfTVaSDpOYCZrR/p4WJTUtFzj5nCkXexOmmpz4grmnIFCWhRkEZo+dqFeSJekM4CimAIRkgGjquwpQgLuUYEwMmPXLtkOUocbk0uvv/yNyejqNKRGxBtbOZOOmqIjFqKOW9PWPm3ff9SHg8eHn9+4ef38tD5Ikc9dTJevvGTWfnV0/vqdu3Zvzx3P43G7WPbx+IRT5VqvIToHsW3Gzg0vX/7h3v1bIe4MBu7c5UZ1Ma8v+IG2rTWCwGuTIrVHtz5+6+7n77/08uvbFy9vnrv0hTe/fjQ/XHc0sN4XY/ITYnVjMw8nUMTH9Y4UjUFCkNjFFBpneblYfvLxhy+/8vxka/Luh2//x1/71qSomvnUOuNKX4clS0dQG3aarAST1CqBJUEKtWVLjEiE1gIxAYqmGA35whfLRWOsJ+K+i9YVEvVRlS4tjHt0fGVty37xjbtldbw4kQFLrHk6e075xUibs6Wpa+PNjdBtX6JzPPiLnd39JdNoHc3wUermQha4NFZMaE1MIEg6CL0yJIReJAToOpIWqOchlFwTIjriQNiCdqSpsEbKlrEjkNTZKA4RGfvC3pk3fuRdITdH3qoAdc6nkOB4OpudHPd937XNzZs3F9NZir2KOm+89wlAkQUEgXs+6L1d4PblF77VHD3eiAdjOghpPiiT9SOJNkJls9uKAMCpRCLO1SkCJkh9bFvsOqhjiM4578o+agqBmQvXJTHdUm2yzpdJksZGuQbrFr1bYlWZKjJk7QOhQwVvNPS1QlAuohhBJ2iDSDmZrG1NihIgWKytRGQmhztVZK0AACAASURBVGwAYgooUVJiW6YEkgjZRGWMhqjwVERJFG9VOIIm7jxY3N9t/8v/4j/rp80LW+e3ts//y+/8m73HuwOQdWNSTE0IuNF+8+svrC9euzTT+V5zgodrl4YA9ebVS665zB3yyUErdyjNYr179aL9z9evjgYVgbSL2ZTGs+P9tSKZkqQqw6ymGCpiDgq9QJS9mzoZUGEBigFwAW0LXnvsT8rGvXgxojWm3P3ww3JAfTmzG7I5tWHZwvnnYlEsO7dzuDjotAG4+2j3k/s7n95/8PjkCAid25I+1dxW48m5ixcLtqPBiLo4fXx4PJ3t7j7+3Llz584Z77rQj8fjLgi02iXV9c1HxYMFmIhuAK7g4fkiMaGouKFLpHOoZayp69822xTiViIzD/OHjydrhVYkoe7rk2ZxtJifAIZLk7XD5TyipqFBYIAIzFFSjAlFY9tSiMzGGjNgaUKSPgQFy05J2RKCNmGRUqTSKzuVSJgnv2TRrFVDASY0QBBToykhivUwGDtm7FJkRLKF9Ypdb4xxrsgBiWRFZdE0c5FYFMPCDzEaMsiUFDoUj2QUEkCH6vOwuddeTB+4diPWUpmxKI33xjCZAtmABaiMSdXYDya+HFnLjGgBrIiNyqRZOg4cAzbMRIVoZ4iIQCAJiGZxiwCQyfL+pAB5CSMp+lMUOccI2faGiIY1JHRemYQ0YVaLkSKgONWIkgDVIhKjJQalKCtSaVwZECCkVGokgtAsqtKfHOy//cM/O3z06avPP/fSSy989OFnb7313mypXbBR0I9GUQyEQo21zpVjIyKBYCF6tOzWO1l2NCpGXYy+NBubQ2vi7nw6x/TG8zdn+/sPdvfQ+L/3jV//jd/8B6++9oUYUzQ+xOSqNe9cNQSBPoRgvcusO+dcF0Lut31RMXOMMSrk1GIRoZKY2Vu36kaKouvaV9Ze+8rXv3b33ufvvvvun//5//X6q1+5fvHVw52F9KHTWigCgxID2ZSAzJAUDmdd3/NffXznxRtXu2rtEPxF03fazBLk3ChVHaHdGG8UPKjUj9Rb9AxsTuWTngZ5KhBTq0kAFK1Rw52iKifloC2gYWQMiP2yq+cR1FAynJBN30UShTZi22EfE0JTOC4cWdOl0DdtaOrlbD49Pjo+PDIEV69fT9tbvioJc+g0GlHoVdte4wytdeOxqAKQhiQKhE+tWPSZMoiQGYjZpR6tt6lX0BRFUuxNIGZOKYUuQKcx2hh7Xw37lEiBFKvJyDgbJCQVIjLOl2C6rkmdhKZNulM5Mq2EjuuZVIH9aP2wiQjlpZs3fu3X/v1r16/cvn3rv/5v/qt33vmJupVYr/CUUoLQlMZgbK21sV3kVF4l7EL0ZKJAQBUQWxVRpE9KZanIqBhCQAUJPYFoAjZgFAR7NpYtIgqgMcxoDRk0kFaQo5SSJBXJNf6ZNk1Fn6QlIiKA5BUfkBAkAUUNzDFJMDZXi2gLF0LYP5wiFVmjZz1XVWHtgA0Yx8iEBk1RumJg/cgUVTWYVOVIqhEQB1EQsWxKX1XsFa0SEVsiygnQOYHxDNfTS/Yar1ZSXdd5V8SUGKAoCpDYtg2U5mmIoqwGTskihHn96O7dejrfKB1bG1MnRDUGVYPGblUbZjCw80VZL7FLJzsPjnZ2h+trdljNQ0sSLeoy1J4r573E1HRNv+wwKQIIQAIwABXAGH0ajs8Pxv+fFXe64nk+EwDwC2bOz66V8tYuxxM/1QSutkmUPWySf8K54wKglEKMMQsjs8CP0IjEjFM+vZ6VnzCkkP3QWfcYQphOp/uHulwuM7ozz/9yt7lc1sBERDFKv6gzriqFKCK64riQCNSxjTGJiLUWEWUmTwNmQkrOFc6X1ntC04Z+Pp9PpycAyZAixBBr7xlxE1FzoyUATDSsBoOyKstyNBqsbphT7E8+dU4/51UYroIgSJRAgiKganPH92wKw5Ns0CQBUCTpmXhs9XeC6MqkTmf4nLPv4WxPuNJ35dhnBVU9Pjre3d09OTlZX19/6aWXJpPJk9XrL2rqfok375f+mZWOOLd8+QPJe2JIoKpAEkIb+6ZuF0ezw6ZvrHfPnb9mCheVmzqGwEyEgCn2bBh+0XUZotFoNB4NAKNnkATtYuYrxdAXTE4BUlgbD4AHdWxTjxCpAEdKfVAhVvSRErEINDG3/yJkWECtMVl2R0Q5a8ZZMxhNgChqdLba2FjzFvVk7qzdmIyhbYPWRBxi6tOia49nO3dkZ9/5+PrWha++8OL6aPRwf+fgZDYuB6E9vLV36+L65ng6rbpQL+btMho0QWLpDRtvKJlibbK5sfT+4f4BGL++fa4l23bNxsZGfTQdEJnRVtu2j6bL6cm8bfuk8P2fvL+2tv3Vb/zqTz76/JUvfPH1L36ti/J/fOePpsv68tbG2Outzz68ffv2gwcPqqLY3thsmtYa3zRN1wUAODw4Pn/xwhtvvHH//v0fvftX3/jm12hQAEEdeyRjrQcljeq9T1GTRLKsqIi8tjKN5tVQIiDkbG2z08V0PB5nPeGgNKGvCSAuY9erd9ZYu7m56YCavplp09Uny92jcTVUkb7vSTBJqIxBi69fv1Funv/zdz7+5O7OcGNyblwoaoehpR4YiYxXtYKKmFbZn5hiiqAREUkModVV3iOCmiiKKrB69wMAK2S9DQJKH7w1EtNkNHDONV0rEvPQan9//969O13TTtbGefHVdanwfrXrI3wKDox9SPOm/cmHH9QHe3570gkkNIYdEwkQAaGeLq6fLSAENEmIMTaxCdT12qeUDDtjTApd0zSgSUBVKWqTBBQSSuxTQpXUps53yQVQUsgp1empBzzHfkLm6bOl4bAqioKoz3gXkVUWa5795WhTBMo5ujFGADLsTh3CIiLeuRA6sNC27V+/+yEz/+7v/d7zL728Nzv5zne+UzF2iwUzc4GP7j2Uxwc3/IXpSV+Oq80r63zvaPTcFWd0fVhSacFq5YJ047qb6VTXaxhEYEIeDJ8bVt32BrGuj4bIlEruNDQhOmf82Dt2nFJhLDDDcgmxh4EHQw50MvSwEklIsTkZDQajwTno8b2f/Pj8hcvb55RS9ElGRB3L/s49FIKu9iQba6Pjuu5SuHDp/Ld+5avbF85/4StfaSUdLpfVeDKYrB0sluVkxGT3jg8PDg529na3z29vb2/bxpbra2tra0QUuwBKUWFeN20fSDBQ6iAkEoNAohIwSlOSDV13+9anGpor1y9cuLjZhP7+vXsa20Fl10bjeWi6pk0aYwBfuARIK6kjIhlfWBTN/DPnHLELkhSVV/73laYRQBRSCJ21hg2SIQSOQaIqAiBzlE4kJImAYtECpBg1SVABSKJZlJYpschdCCGGs/whYwwrM9mz2+ypc4KefnkPBoPNzc3x9niwNljbmHhvmQijWEWP7KwzxhhrmDljsoGVc1OaYZyqkAQZGAlS7OqGojPMjMSSuYKrpUJmRuSAMFJImjQmSWFlV5GkKUiMAoDCZBxEJAA1iIyQ/5kACIKAisinaNx8qDlHCBACSBClrFdS63g5n42Hg5Pjg7d/+u7u7i6zvX795v7+wWeffXb3wf9N2Xv+2JZeZ35rrTfscFLFmzq37u3E7ibZFIeyRokjU5rBGDAgQzYwEGBY/5gNw7Blf6CkAQSJFqFESVaiKDXZZOebU6UTd3jDWssf9qnqYovSaL4UCoVC1UHVPnu/az3P83seppSKouKYVTmnAENZlshgXgOA+Xw+qfzJycmkcHQw2x1V3tckLCITcGfLxfUbz7zxxhtPTk5ffuXmr/3ar73w8k+xQM7ZWzcej1U1hGiIHjy5b609PDwcfjIa4wCZ2ZdFDBkRy1E99MxvjxmYQh84pitXrgxzoDHWORdjfObGc8MXF4uzZrV2zq36dbPpRATVqCoQXdiCrLEppU/v3NmbjqwxzrmYUkypKIrB0Ge8u4DKDhACIAQcoMMACsYYFVFSQmIQAGRQZJbPUprbMNKgyMU+JIUMWCCikRgSikrkrm27ticiy4WmgERgbN+0zWa1PDmbn52eHD0JITRNc/OVV8bTSV3XxjhrLQjwgGogBtHYdVmFmXOMnz/8XBaxf5xcOLiXISkZtIUVMcMzIqWcUjKGlBwRFYW3peWsp6eniWOMgaw32ahG5qSqxuJ4UlvFFGLCqMqls9G7Td97b1arecyhaTfXr18/On50cnLkvceSLtl0h2SWpjQQOoi270XC7caRjNHJeAwAbdteMCN+nMgIiGAsOAfirLX2ovsHYBs9sMygqsKqQpJZmHgboT0HnQ28F9JhulcjBASUgQgRQEQhkEmKUpQAxGjAOLuYb5ZrMDYPTB3rsRz7uq7JWSIyhTfOFuXYlSPra+NrV4ycL4OvjK+sdcbXrhwZVyF5ck6BBOGCzLkdYEQIVLaIj23rrqp67zNzTgmsyZkN6mg02nCvCigKw3kRQVGMaEXUHc8ff3KHu760NSJDUmINFhRyFijR7pVVoXbXlMb7s81mEdp+fraZn3XIokoABhJ0Gw0RciLNNUAFUAKggQxQOXPN7xhbb8ryKtr/2mEPAT+z3iFsWTWSL48dl/4mfFnavsx0uUj6XZg2aWBvIoG5+GZDBAiYBGJMOWdQIjOEBjNBcckmMVA4SXSwXgCLqCJaF7vu6cnp/QdtSmk0GjnnlEi2DZzMAKSQUl5vNut1I6D7+/tFsS0yJiLJmlLabDZd16WU6rpGxLbtUWE8HnvvmXnTNohrJGu8d7Zghc267fq2qjwZY4mAjCChIecMchwypUNgyRhT+sJ5E0IYFh6yhVcIIloiVjSw3eoPdevndSaclezgUdpedXjZMXs+DA8+RTinvMgWWHpp5zD8rwY3HRk4N3Sa4V1OiKrIzKw8X8wfPHiwXq/ffPPN1157ra7rCwvNZwbgzwEJf9Lg98/Nh4hDtSBedhxvg+/CeO4iZuHYb2LcxLyKaWO92Tu4Uo58E8J61Z2edTlUwgQARLilrMGPmZgJyJA1Kp7EuEFg0nrkWTuf2QDXzt16+Zl/+7V/0/bdH37nj5rYUTSayhwz2NKPx4wcWmXZsEIGZES0niyRNeR8FkCD1nlXWUmCGQhTl3IsaGxdVXubAzZLRwaIWVSZo+ByftwcH5m4uWr7X/3Zn5nujLBgGpuxocPD/U/vrNrlojk6+vTp+g0mCr0xzu/MnOe6zTy2xmqMXYidL91od/e907OjtuVR4atxJBxVozFR6PrauifrfrVq+i4AC4Ax1cSS/fXf+M1nnn3+zv0HLGStbfvNH/2/3/roo48KZyRuCDjFTe6W0xeeG48nzpVnpythMIBKbrFYnJ6evvDs88659x5+9JZ9J3s0CJzREFoqyrKWzMqgrEPmWAiMMdAujXPGezUWyaklQCMIrigkN+u0HhKSf/Hnf9KH9t9/41d2dnZMt0bEPgQRqasKDITM2pk25vFOCYmNgidDAJvjk+LwwC3b6xn/483XX7j/6M/vfrJ81NVTL5CDM7aojJDr2fYitSHAjEPmHzNAIlULrIOTTAwgilpVYlFVIBiM7ohISEM6mxUcUpC4M52N63LYExmDWfH6M88cHOydnp5yTm3bMqfh4uaBeUckwGhIQMEWYvW7P/rRx+/+42svP/+lZ7+yQSzGU+dKb0oF9FsKyYAo+jFT3EUySpgTpy51KSVni6Iocs5926mycUQEEhmJAbNKIhVhSr1tyyaPeIBOOFtYO8T8HJFHyAgWwQAiWeMLHE9r4yjk1McoahDooprVWjuunbU2RYEtzMoYJBXJMTEzZlmvl43i229/HfzhjRs3bt++nVK8fv26s/iNb3zjb/7mr+f378+IrDGh76vCacPLbtEeLfa6+ovPTnm5LAz63X2qETwClaa6YbQf953uXSmKZQ79cnEWQjcZ1+OqRhIbkxbkR4UbF4YcAIlip3oApYiEJhhnuYX+JNmyAG8nVw/UAliXEo+vHE79FNwOnK1ON/FGNYbMqdkUYK8XZla6Gnfurjt7Y3d/b3R3Ph+F+uoLL7zx5hdGnNGQsfbFZ18o58unq6VV2cRYkH322etkUQp79+TJjz756AeffHhz9MyzN2+NJhMD2Pe9YZv6ft0mZwkFMkkPWVQNoVHAjCq9KTCn+PTpUjQl7cDk0K8fPX1qcprNStZJpDQuql5iCjweTyx5wYgESsgszhlmBUEkKusaiEKKkbMjtBatI9FsrJISgGROosGhd+QAJOUckhjjkEAgsHSRozA5Z2OyMcYYozMWSTXp+TKPRCGlLLqtAEEkaxzqEAzDrWI97DOGBwFtbZeqqShtNSrL0td1OZtNitIZJMhssjo1pfWusAKGGDkxGQCAbNl7Zc5AEbOhZEw2xpMQo6g3YwKyxhrclrEPT1dlPo+xiIKiKOasGocrPKWYYsw5KyCS9VUNIARDMt6g6NB1aYx+5lLFoU9YhIHZp8gpB++9M0Zy4py6qKOqePrk0Z/92Z8+fHCvsKYL8dGTjx8+fPjw0ZMYcmbtY0vGl75I2zY52FYFOJdSWi7jejJuJ+Mu9KGvO2vUGQUy5KpS5STPz84K519/5dWf/YVfvHXz5aSqIHVd932vqkVRACk5SikNncOjUUnWIiKRGbLOi/nKFn48mxrjmNkYowiVr5bLh13X7e0dqCKzWutzTpPReCC1fPXLX3333X/o2m736u6D5f3FYjEcUrZ1CFnAYM7srVGRJ0+fzpfPH+7vDmyTIXkpzH2K48IVhRsI/GhIt8923FIcLmKXoFlVmAEGBz+yKpKCqgqKQM455hT6PrRdFCXJObOxPoSELLFLm8Wy74P33klmBCUEwr7t2vVmtVz06ya2fbPZnKiOqnK2uzOZzMqyLIoChXj4NyfjnMscWcW4Yudgny6agv/llbcOYJjMmgG1VA/gzgENKsJJuKoLXxST6aiejJq2u337k3/4h7+3tuQMXRcMWmtcDH3XdaXzy+5s2MT1TZCcU+76sMkSZrMxIhSV/eiT9/+3//1/fXL0dDIZA2nOOaU0VIiBiCqwKIoCC4qi98MmhhRQFIkuPK4DI0CyDvXp52d9NEatQ2NQnB/ynyI6ZGJBQEBtTtt6BmEQJhFAxaGUC0EVBUDws2y5bNmNqEAJICEJQUQEQ+A9JQW0JiQ+W27UwMGVsfcewRlXTHd2R/VYjWUFsh6sta6yviZfk63JVWqcraZ1PbFF6XxFxglYFoWB7jpUrInK+cBD1klOrEDnIzGDckquMEhYFAWChq5TTlVZqNsyg1CUgUVVNDsRE+L87sPm0dOKSCWDQmEoIWRgRQPCGoJBGgF656wrDvbrpLLOYRP7TQ6tZgZdhGzVYGIGACqq0k+sK4mMN0nFGbuP447xVPEw8r9Slrl8TL/AGovCpe2JXIx8F+P+BcHlszZwImvtBbdza6HcxgwQwCLKZWFwm+jbqlxAhASkyiCI4EFlSy0HUGBAEQUR4UHrI7LGiXZt16+6RjMDoWt8TGl4ASltf3tKvFq1Z/OViFhTjmfji14+1dj3fbvZtE0/eFYBoO+jMaZGcmVVIhWjqu/7pguh66xlst5XpS2cL0zhqPA0m9Sz3Z1iNDKE2PfkLqNNdUBC2eGLLCgKgMoMiIoIaoQIEMwgfhoAFJZI6ki3a9FtnQnw5SLBi+zl8Pml1KWeD35wnslkAAMogIJokXTguFzcpAZJs83t/Gx+dHRUFMUrr7xy5cqV85QXfI4LOryGi4//gsnz8nB4/pE+d35FGHZHDCzDmZIlhrAMsYncqGVXegNmvWlPzprHj+dPjzaFn6YoA54U1AIIoOiQmL+0axtV5c6kiKmRnGLi3AM5qSpXEuXYr+bHIayfvXH1F372p//y77/bpyBtY63LXVpwq+TAjdLmKCkqGDWqBsFZW3hjLXoii2gsoDFkMjAr9CjZaILcNQtpFnuQnWY5fSw5tYtV6CKv22eq8rUXrr11/eAqTWvjFmePP3l0ChMnEz8ui1IpWGvLMqEZ7x0WBFaN2WSRroXeIBq1zpR+MpGyvLtedVVlptOo5GxJRrrFYlT43PWn8xX3HQBBNQYGKOrc5bMm//xrb936wpdVdblc7e7u/C+/8Z/6vm3bZnl6fPfepx9+8P22WVW+ODtbgCAnttYCkCpbcqv5mozdm+0uUnsaNzGHUVEeXj1cLZaYpSzrbtNJFmt94cssnHNktmVprfWu8OhcFN10/XK92TTN46PHfWiX85PXXrn1pS9+IXIbcoMuF37EslIDfOncg8IaEoRcW5/7IKoMKsoWoDk9haKaUjHJOJnMpjee/aun935wdLyu3HxSbAKyeq+msEVUBUXMkhNSUkpAQoKYJTOiI1IQQkAEOwR+RIZtC9LwcAIG9dY0fTebTGeTkbeu9NYZSiHaYjSbzZCmIhL6LgsTIhiKnKuhhQVACYkwa1aybPyD+dlxz8+/Ufb1mOspozN2VGCpIKSXip7gUuMYAAI6Ms7aAoqYGs0cRbquk5y7LqSULBjnjXEFGTdsYkU5K6OgsvSpzzl7sCJqrbWOnHPWeGs8EhJ6AiPWDIyxeuSzprZvui6oMcb4lNaSOefsvU+uUNWUhcQUZeF9CUopMecMgISYc3744M7Pqcwm49G4Ksui3ttNKd299/CZZ565engF18ubBwcPHzxY912l9e54LE1oJT1qVo9Wq9emk+XTxztd63YbmB1CNYKqBKmomOzMDqB6BCz1fNzOTx1nK4IpYZcJ6zE6QBDBDCCAqrDpW0bCqsTRBAixaXMIFLt1f9+Mi2p3x7hiZ3+HpAR27ZqvvfTKeP8q9F1cnhLa3fFkrzJKXbnr9yaFP10A1q9eeenZV16d7O8vHz6uyurTTz+9e3T04YOHZjR+7a23XT3pcz7bNFeu7E929168+VPWmclkst/66dWr0bpxVXIfhnWC8S7FBApsUIBkgD8qECNighxB2Frbdd0nd++t+83rr758/cbzsVnGdvnk0dODZw729/fm60XfIu6WRJE5iHJKIeWwrQ4iUmPBWCQgIG8sMCMNzxQxBlQBSRKHGHqXXVEUQJSSclZRj6jge8GeJeasfXLaymbTpBCLovDOWSRnC0Uj5/vB4Zh4UbskLOfokEt0OUVAiizWkIKYwsxmk4P92Xh3Otuf1FVhvQVRRDQIhlUkxxiVTDDWmQzCnABVnSmKwgqzchZOWbqQtHDeOW+UjaAhJWSjW7MNSiYVVRXNw+CAIMCiFESSpJj6NvYhxjg0QStPfTkiAFRlBs0CaBUgcT73y5zL+GhEgEiNRRUjOXWhEc3GIBL89V/97V/+5V/2bSuaT54+mc/nT0+OF4tV0/bGOZuUNytxaB0NpLzBwjOAJUvnC+/u3btXGDjYnY7KAjnHwpTW2qIsFfd2d8/miy7l11997aff+UrXtF1MxhdNv6qKKku2asmgoI4ms9VqtdpsyroGAGbRYepg6GIozw1uQIiGVKRvQ9f0VVWroDBw1pz78XiMaPq+W68Ws/F0f7p/1B9Jl05PT5fL9bApyyLmvDmDiBAMEjZ9dzo/q+vSl+Uw2oEhUEZVb40vrCoPvPWsAtspjwmMijAyyPY4yp/hHURVaZAEVDJzYslZUogpxj5ljcH4YIwLIXCSdtN1q80gEhTKUQYpClKKoe1yF4xK6S07a0FXZ6fIOfVd4au6LAeAEAHGXr0v+tCygCvK0LagfI4T/wly32BrGmQRpOFch8Nm5MJqQaTGGPAwno7quqrGo8lsPNudni1O/uRP/+gbv/ofLWBKYblZxBhD1y8WC5GcJHZdxylvNhuLGEOIMU5H9etvvPHi889du3H1L/7iO3/wrW/50vcxFEUxZKMGkOG5vwNjzEN4S3XokDhX/BQ2bYuqAGCdQQBGUQQgJTJEg8qHw9QXjRmyRcogqiIZGDiLlQQXpBYQQkUFGthh27sDgCoPYwKAAtmh6gJ1GAgzIQy/DAlIrS/q+TIfn/RkYbZT+7JGsGp8OR75espgRBVNoeTEluJG1o+KelaVE+cLme54V4KxaByiQ6ShAUBVBURUFLY7hKFMdmA8WWc5ppQSWoMIKSVflDkmUCmq0kIhwqpZFYxsUaxMisqW2XXx7ONP5Wy5a512wVg7HddtTG1ogZCsyaCsIiwDUcdaWxo7dk68AzPLqJkZoSBRYuXzbJYTAc6RY6eZk/rYoWCkYsLyryFq/CTmxxBXxstT33lbA1z+2uemvnNwC1+eA4dvEwEVBKXh3D+M9YQDOYYG7XToS+AkymDQKlzoVKKwfXsPhlsGJDJARsCiKcYTG2NEa2OGmMMQLh+2GoXzSNa6YjyepJRi4MVy82PhbhEg5yus63qYQl1ZWmuLurZFYYxx6K33pogxJCVDxgGQSEaQYcMpsO2BAAJv3LCJP1+QbBsRthwjOCeGCQoDqCJZUqOivO0M50FJFkFREgW8KGHXgcO51fcu/81lYFMoAziAwVVBSACEW3YZCoC53LJ4/rlBsiKSWZfL5YOHD+bz+c2bt958881B6rwkKn5e3/unI98/p/J9tseBc5L1NrsvICrAAAKSc04x9pxzDOuua2PatP0iS+pi2LTdYtXcu3N05+7Ts9PmyiHysNFQPu/oy+f4i62+XRW1ppTDiqAtEXrm3dG0AXK2KAqDjh4fP/m9P/i9N16/devVW1/9ytt3nzx9stxADMbXWaTnxDxAwaxCVrAC6nxZj8do1deFcRRCiDEbtALIisaZDDk06/mTR0v1tGpAOTWbg4O9a94fXHnmSj1+bjzZNwjr0+7suD9ZhvnZaM/vTiaftvOr+3v12196KH52tJKOD55/3guv5wvt2rJwgVsJyYKUVY119ZT5cQxra2k8ddV4Mq019e5gt5+fHC+ectchoKKBjgEcI0KE3//937/34MHXf+mX337rC3VZpK594Zlr169eGU8mD+7f/86f/8nxjsp9nAAAIABJREFUk4ep63ISBAElIop9CiEMgP4BAzsdz07O7h6dPB3Xo5jNweFh6lO/aQwND3FSFLI49rXxtqqqpl+dbtZnDxar1aZpmtVmvVot2rYdNnp93107PBhX4y998Svz+VzYlL7oQNUSKlohFLAEwMp95wTGxkOfGHQwQaYUg2SouPJsIvokb1XVwXMvvHRafLJe/PXjs7i/CxMHZKOiMVZVWRQT2yAu6iAWZ0UdbCTbc5sI6hABOpfWYXgEqOhgV3vj9dcO9w+AUKSqfYGcUw4iIklC6BUAlI115wkFjRwZ5JLTp+o51fW0nOEHx6f9e+9LNYlqjS0smC1cQoa1GygMfjgBpKGn5GLbQoBEpGgG1njsA6Kiq4wtjbGABkBUBYlRhbzFDAKcJJFSZlZFa8la65yztjCJGN2wixNkX7hiZBVSHiyjgAYdDutZQoHzblUh5/wAGmZmTnk4N1gyTbe5c+fTb3/7D7/+K7vVaGQdcK8ffPzBt7/9R7/xm7+5uzc7/ij/t7/09Q9/+N4f/n9/1ZxtRugcgY6LR+uzv/7ow2tvvbILGOdPITVGAvrn0Y2ZLadoRWmnAART5FLa7vg0bTYFq0ETjxa+HCXENuekKGTIGNmdjfb2cTpdJUms4/09127yct6enrrNBkOy47HbvwZDodvYH9TPOGfT6lT7RiWhtpTWk5TAlCLu7es7z147+ODx0aPvf+/FW6+9/PyLjPTJw4fLp0dPTs/MePbiK3k63a2ns/v374FC0zYEbnc2293dffn6XiY66/tR4Th1iaME9ei2ba3n/D6AAfqFqMw5kogtq8C8mDdtjnuH+9Nq7FjGVblYHk3Hs3E9VsSuux8DGqWsopRTSoHDkOZGMmp8F3PmHlHRIEQWyepZdOiDZdkadZNqZsjWehUANKo5a5TYsiQ0YoAActevN816uxMxSENhLCiLqCCAAVKDRsiKZBHhnFMaBkICPW/ZQQRAgaFWWBDFe1vX1aSu6qoonCUkBREFgwAiMXGOiXJhASOhMKFhSdmSw0xGmSwZR12bem20qv10CqVHVRxatQY2EmcQIVLmJJxUWRUIFbMk7HLOnILGILFNbeCUWDF3m3K0W7OYkpUYDCt5JSJgEGRSxSFyQooG0bTrLseEqM6iM2oNOjS3P/rk9373dx8+fnzz1st3bt95991369GEiJDcpjlr+mCtt1WpgqRgUDMNHbmOmVNkA8k723T9g8dP6qr01pjdWYjaGSrLElhK46bjSZgvJHNVFCln78wPfvTe+x99/Cu/+quzardPkYgqb+u6Xq/Xbdtm4boeDdK9IDSbrizLqqrQ2AvM3uAgaNYba+1yufRV6auy67rvfve7fdu9cvPW3mxHmFFwUo7X883JyVnf9wjGGMeZEc1grvCFH26qoek/vXffOjfembYxuRDKMqKKQbCEpJpzJAXA7eCnkBGJhkMCwPkgCNu+76HXDYRARTRyZs4x55gTsChLDn1gEURR7duQs/SbJvVhEBxC7DZ9xyqolHPMIXbtBlgkBk0RnIGYct9nREo5cFLrhj+LYFKpOQchw5xybM9BQf9k8IOL/Z0OVn8iAjAwuBo/A+wNLdNuNCnLUT2ajEeT2pduOt1ZrtdHp0ff+953Z9N9Uuz7uJwvSl9YS12fckwgUhTeYA0AKbbWiXVKJIdXD979/vd+6//+v+arxWg0qqsqdN0gxlz26F3WbwaSE57zaVQlhOC8GXpZhweKSB4sYkTonCsK4zwRQWZAOCdO6uD8ZxGwwPZSMQoiGATA8zZQRRn0j+EjoALYYXhEBEBWAINgDBCAMBpTi1aL9WK5hqqukyQSBiIV7bLkJEpWqFBxZTkpxztlPavqaVVOna+McTwaKRkVEKAsKMJZtmfS7ZFatzPv0CY3MEyMMQwJEcuyjIm9LzdNa4zRLDHGIDmHgGNvhWiwswKwglF2Ima1ae498l0qERMzGmPRkPRTUwTJTd9DWZBzRGAJRBOKWmGjQAqWDMLg/OsckgFihBSziBgWBGGDDiWKIovBgXnK/0qU4sXVeT4SbI0Ll/JXPznUdyk2Bpe71LfT1LkLcXBvXjiDL/WrCmfehje3ebx88dNU8Ny4qKKs5xpjZFFAsmUWShmsq8ezIsZIqMYYzZwxIRAqYhJRdGSqynlX5ZxDzimly6/WGOdccS48yuA43zYZpJRzzhK372RDwsKSzqVCdYqtAkuy1hjvJnWFaQCZqggCyLDsBCDmQXPDAXUjggJgkYwYJTPMUMOAqzpQ0JGEBorYOfV0CAxulb3LSFVVFRnkPt7uk/D8HkQWST+HAN2e3mAYCyGybLr27Ozs/v373vvXX399qOkbhL7zC+CfNXP+c8G/y3zOyzut835CIUBBVmHULJJz6vpuE2LXN2eRE3PoQrvpu7PF6vR0fnS8/Pije48fnaUOdsaHNAQGhC8ES4ChjMoOONhu0+3tjL/w+suFCxzzBz98mJNIedWQCmm9MzIwXSyP/ub7794/ffK1r33t9Vs3d8+Wdx4fhWZd7TiLsOoDgkOIipYMFKWf7ezvXdlpug0asIbAgqvGla8WZ4t2uUlNC32e0uS1a9f+7Suv0Go9UamMHu7sVKbwYKHLMJ/r/ATjmrX0bQOr1Yq1brsQgqhdL5ZJNXr74cOnV0fjl68cmrJ0tcCGvbOJkwdrnGtEHm3aB7Hvq1p94X0x8qWxcH1n/y8+/MfVen1IwAJBEyBM929UO1fKya4tx+v56b27n771xqu7+7v/+Xe++bu//U3vaH9/v2map0ePl/PjnNNzz96Yzfa6ruv70LRrEC7KIsQupzSejoqisCI59NODK4vjeQrJ+7KHzvsy9GFvfydxCqFbbNabzWqxWhy1qVmtV8sFh9aCegJDMDEqKVtra++pF43YruUfv/fxqLr22o0Xg3N8HguWFFJKmKVfbmqhSkj6SIbQe1/Yvm2r0p+tV+u0uL5zWDrjlu2hys/vXntJC2rSXy67k6ydDRFd5UeikiVnYRE2qqSgIAbNUOW09X6CKoISMKKe5/3ofF/dhH5/f//mrVvj8bhtW08GMmcNQbEuSkV0zuUUYspDbY8zBkSa9RqG6JSCMRiSWl8F1lZx8eTkzmbNpd+fHWzrXbdErYszxHnYQQEBBLbegZ77xAkRnbUGKKbEzM5Y4zwzZwmA2TgLFFQSEQMO+PIcJDiw2+JEa5ynIaFnDIiYQc9AzK5EX5JgLEqToMxinC+JKmY2OZPCsLAxCNYRc16HwAkIrXOFJWMMHV690nXvffOb39yE4qs/9/OP79+dWFoul3fv3+u67oVnn3n3j9vFyfFX3nrr7a9+9T//8Xf+5h//bmd35J2Gwv5ocfrS/Ye/eG3XbFbp7FGbWiJbUumqPeMKCBlU4OnJ4t695aMnvFy7JKWSBQSwJ8ueXUHjiZ1OsarE0llBd5ab4ycnT5ZtWc1uPvv8M+X+3uG0KCfanoWTVXO2nkWGauJ2sbpaejWoIYc1aYvca+hyXu5Nd6cWXBdtF8ejvb1nr94/Onv413/VLZdszIOT04fzFZdj2IR+1W5C3t25qone//5Hq/XZ3s7sys4BRqRKDbBDfe7a4e5k1HfcpU5VjHEsAsIARIKWyCgYMHk436qqsTkrGyem+OD2w2s7Y8vhS6/fPDg4cBVy1LoY9WmUklUUtF5hYM6VimTIWVuR8X3o27axRovSY0bmBCBEVlEUBFHJGWISZeCkCIQWUFmBoyRoRcAMdXyIKfG2+8EAorJIhKypF1YAMFQZVDKAooAiyszIPDhQGC9XNyBYQ1u3jyrniCxGBRKbEklxK99kSW1Iba8MRTmGxMBiSyQjnaUccqyzI1f6nKhDRWdthYh1RcJERMBGEYVRWTmBcI6JJeUcgWWortecg2xERDlxTNK30rWhjzlJNGuJiURdndCPwUalAtA0YTNMHQrARAokQCIAjIWz1uBqte6aedeu22b90Y/eNySv3vqpJ0+evP+jD0PMWTZKBsEoOgVOLCo49Mf0fYbB5mDNBV+gbbqd6XS5WN+5e282GVVF6UgN6ChLgYhIztpBkEQVIlKinPNv/db/efve3XfeeeeNN964du1allSPR7t5r+9DjMnamIStsCHnvZ/uzLz3RDBUrGVmFqmqajQajUYjW/gY4wcfvf/ee+9950//7ObLL7/0wovW2hCiZNaUu01zdHTErHjOBlfVQdpSQetMVRYq+fHxkSvsdH/XWoOIKQSSXJW+rgpNubAOlC+HibJmiwSoMpwIRYY9tQgLAhoShcFelrLkLFk0CyApgYBq7rsupszctl2OKYcMAM7a0G+klXXb5JxTH3ho+mNxzpKqs1h5qgtTWSwNOOLKqnODyTSrqkFGRTNA/Fn+WXenngdAEYe4rbIoXNrXZwZrAFQYjDW+KslSWRd7B/uq7Eq3a3eR3He/93fK9PxzL735+hucctttVuvlZrPpm7bvexFu2jWBTqajX/qlX5hNRt/61h+8+/3v3X1w/5OPbx8cHCyXyyxsGCSLsqLi5ZcHAkOyRlkvQj0AICoDjSznHEMY6sRyjuclz2TJeOecNYhAmmn4j1s7lCEPY7kFNcOZd5uWB0UwiqDKiLSV2kEIadvupPb8ICuApMCGwBKwgLEVUDWfh9OTCFiR3TV+TK5EKpUqtTXYkS0nthyrcePJ7nTnoKon3o3QFAhGFZPioAuL6nBnyom3ljYd+luAAEF54HAg4ZCiGiaElNLjx08/vXP36Onxm2++eXiwPyqsc84A9MJbsqDgsIpwKi6n07v3Vg8e1yoFGDIkwCn0KFK5UqM2nDkEQjBk0JnQds4V3hVO0TCbmC0oKrREdrA+IhKqQfQOLdkmBWPUWVIygJg8NJT/i63s/9IxHT6H/teL5pGfGOK6DAv5F5x+W/QIMCKpUuy7oQoW6bMpwhgDoIBDBpR12NuopsyJNWZGKktbxqSbJos6MpXz3hjjnck5YuwzRFFwJQJAEgbh83WLMH+WQwXYkgkGDq8xiABDYnPbLq0yjEYikmIOmUFJL/p4hJAk9UKA1toYo8+RiIY3DoiK9Odrs22nBdLAJ0JjyDlwakSJjGwrkgVUhQjOAabD29MB0EWFxqXBm1X5PHaKLEnEnf+nQCQTDe5HPO/r04uxfPjJyhCU1+v16cnZ3bt3z07Pbt269fbbbw9C30UPx+f6FS7yn/+ivoc/ceq72DCoKAuzRMlRNQuHtluv1ou2Wad+DoRK2nbh6dHi4ZPHR09PHz9++uTxKQf0vi7Lwg62JLIgw1Upsj0lyxCHKn3xP/76//Dqzb128+D+nTu//f/84d/81fepHJdVYSwnCdkYs3OQwvr+ySl/9+++/MUvXbtykIWXbT+c431Nj7OzZNWjReuMnYynla9y7GOOIooshbVWUUJKIRYABnDPFremu1++fiObU9tvRgUCKYSWT5eyDqujp7lZXt2tW+b1ZnnnyePvx/kXHn9p/NzV46Z//PDJg7v3zLqJt28vHz/6n37x6zdcqQAdBCYxjjz6JLLu40nsF4QwGWfEwphZVe2Oxk/u/Gh5PL82hTev0qaTJsLutWcPn78F1V4PFRTjkGk6csdHj+ZnR3dvf7pZL5zB05Oj2XQcu7YoinJIrqbUty0CxRhD7K7duIqIItlbtzvbqe9hEWWvGB1tHq7ni6qoFwyuKNDiD9//wWJ5cnZ2LBwApW2bHmYg7CGPiL1mG4ORRCp7ewe+HH1892F7fOQyVW7arLXtHaeUcjZolMzweDfGOLUY0q6vSzTax07ZpWSqcjqdrEJf+WIZmg9ufzKbzcazqWxaPt3c9KPymVeb07vfm5+tfChGk3nYpvyT5IRZrG5v7ABmu99TQFCl4bHUWIbBUCJqAC0SIU6qyZe/8s6zzz6bUg4hOKN926kqjHUdwnq9XCwWhfPG4PYIqzZ0/dnZSVl4b22M0SCGKEVZS+RsqSzLJnUpqqAXNQKkgwWaBvyf0I9r5gSQUuq6LmhgZNxSO9A5hwqIICJNCsLR+bK0qpxyblmToCm4DNwl7pUqW5jC26ow3tuidK53xmhWHHwJ3oLziiaFtDGlK8mlZOrxmDCklEIAEQEkYSaAmHPOkkPKWQaaCxEpQkoBDZyeHv/DP/z9L3zjV8bj2sXeoKYUuq4pigIB2vUqjqc3X/6pd77ylR/c+6TDvuEwrnxj6P2z5Ru7o5EB6jpc5h59jLR3BdCPoO3h8UO5/yA9flrG5NQAWGXuWXBSuivXyr2DPBmtFO4vzo7m86NN+/RsedblTcbxLBzh5NaV4pX9vV3y43JMZ4+kO90cn0oxn0jrJyPjr2kKuVtjagxmA5xT1xw3ZrRzfefqlIsnZydW7eF0+uXpzv/xw3cnu3up6e/88MNF0qsvv8Kbpll39z++c3XnSnO63MRVbPjk0Qn0Aruzqh5tct6dTixoVRgL5WB1ERFVOxjhQAAya87GWURCpb0r1zpOJWdwJKQJXNusI9Ph3pWuX8S+NaWr/L5kyyhEJWGypnIOREHBEnlGmxPEKGqFKFs1Q1+W98OvFjLkrGN2iZVFQDLgMEQkYcgInBWtGACVDIBlWRKR95asUZaYAyuwUULjDSIN3evMnAWisIiet4NcLhkCHZKrBGiQiNUoODKUxWQxBnMWDalr+nbZ9JtGWeoqhbVvV2tbGCAmI0VV7u7ue1NYcqRUV9W1wyv1vhlZw8AEZIcOWMiSk6TAOcbYD/2rOPjYADRFTT3nnGLPoQ9dH9tNDplZI5Jm5pRt1Rm/AVcxWlFoQ5+FWQSMRWcBXWIJiTnmFPsn9x/cv/OhNXDj6q5zdrNcHOzunC1XH3300aZtUtaz5bIeT5h7sIVx2jctx4hFYYb4DxBnVYnDDlpZm641ljjEk/nio0/ucMqH+3vTca19Iovel10XDFLhfIxxNNvZ9H3s26Zpfud3vvmtP/yDd9555xf/3de/+MUvHkwOp7PZeAbee7KWkgKigJKhqqqG45kAD2ALEVHh3f0dMHTn3u3333//23/87XfffdeRef2NV3f2dgcsQk5puVyeHB2fnJyd613naRSywJxVCuOsd6PJNMbw+Phk9OmdwtscU2vUcN6djLvxqNuskQ85JnKZXQbALOzE6jARbPfFoANnnRyhIA0kcxUQvZQYIwJryeBg383CWYUVxFiwZJ1zllAQKmfSUIIm2SKYupiOa0TMuZ6OJ3VZFEXhDFlrq6pwzolIVkkqZeEHcCeiEg6PEHP5yHxRR4mXWqw/Q5kDDP6InMEQDm1zxljnfT0al9WorGsFZgGyRgXqevzo4ZPxePzLv/yNrmmfHj0+OTpeLBbLs2XTrNtmc3Z2stmsptPRV778paZZP3hwb7HexBjLsmy6VgBQYZAxLp8h/2ml9pDG3FK+CJxz1pIIGIOqGGJiUFRWVRG87PXDc9DgUHSCglFkQNKb80SQXKg92/ZeZdkKFEM37SD7KwIQKdFg0R8sLsBKztQZ6pOT+cm8t8Wer/ZsuWuLGowHqqiYmmLmRzv1ZGfn4IqrxsVg/lQDYAAtgQFIKXIW3nL0iZxHGGKICEO+mc5BrN57AMkxpbR1OS7O5j/8wXt37t1/74c/unfv3s2fevmt11959pnrKaWhw0hVRUhpSDFmy/Lg/Q+aJ0+vChhSLGyfE2cure1yRm9rhJZZQx6uDU/eKFJKlqw3ZAggCyhzoTlnZRBCsRaAhZUSgzM6XN3M0dlska3+V6FcQD+jLALKkCMb7tGXa8E/1/x2PqrRP414DSCD7aLcXOhCAqCwpYxoyoGZ9bw254JRKUOxFuZhsBFlUYycWSgkcY6Qihj7ps0p2yROxVjvhsB25tCFFPseYDvUX1zTMaY+8EU99Gf6JKoxBpxjohD67b1PLqr8gFn6EFJiBh2WoIigmcigKjfUnZ6eNU078rQFl+EAP4jbMxkBMwOIwe07yjpyToqMRSHOgPMIaNSoAltAURYxzAkI8bxhdgg3Xuodgkut7iwieg6nQERW2aoGWwn9PH9LjsgikAJllRzyetOcLZa3b99uu/bVV1996aWXjDFlWapgFr44cf4XEZ36Y46Fz18kl172NpUdU8+pS6lXiSxx0yxWy9P1ZuVxo2jA+k0T7j88uXvv8fHx8XyxCBH2ZuVkNJ2MSwBRZrT+3DWqen7rGCK11tpRVT/38vNgZmdPHrabxe5sFEfjsi5daRKEEDdaFU7HmNpF5Hc//Gh/d+/mzZs/8+ILD58evf/xRwJ5YUvxbJEtGWs9iDbLNSFZBiParTbrozkBtm1nVCUkaGLbHi3vPogHL8HpcbM8SU5nBzOwdtmvF+vVnXsfc7v6uetfPp437338w49v3zublS9kIFv23Xo8mWFZPj56soprShHqCjO1sWenZVV5X5di4qZbx7DIaa5pLZmUr1XV89evvnh1+nff/u2XrlX/83/69f/+S7sZzO1Hxx/dP/n06eZo/WQTaHbtpb3Jfu43733/7wFgPKm++KW3gPPu7vSr/+arf/Ynf/rJJ5/0obUEXdeVZcnMWdJ8fvr222/uHx40TVMUbm9vR9YhLxsn4BQlcL1TJc5k4MOPP/j4wx9UniS1qKHytpQ0SWhQSpQKeOJ0d+au7B3s7OzcvPXaaP/qb/3ut24/XT6+f++ZZ577xn/470azPWXBbZEHMcAQDM6xz00/JlersQMaBwITdcsoBDklyMpEHxw94c3pweGh9QQh7pnil5956Wq39+HJ0fHjo2UqASGjKqKQsj0v+WAxCsjbzvOhUgQRGxpEexiMf2oIybzzla/8yn/496OyOj09K4oiJT49PgkhdJt1XdcEWntnLRKgcIbMKaX1crlZLMfTqTPUxgSio9E4tJ1DBwptH8j5UT0CQQHMoIIsNJQlD1Y5Ef2skZIARSTnDCDGmqyZEztC70qLTjlFjjEIZzTOWlOwSEp9kC5mZRz3tsua0ELhXSqc813pyVvjrXVG8lAIQ2qMkoUkvfZc1xNDXslWo5LVZWTJw4uTIboR+40BIwgMzDkooSI4cAzu4Nrh/Qf93Xu3v/2tb71+6+XV2dFrL700Ho+z8LBR7puWVGtfXL1+9ed/+et3Hn5w796dmCUU5uFm9fFydWPfT0pXIi6bZZvupky+Gutimd79/nK5zDm7ohJAMVRMd6rJDPYPTn35sO0/vfvg/qY56boN567nyfTK7LmDvGqP1/3i4fF7T+fXRsV/88qLt3Z292rv1iNZnYTVHPqmHpXVHiBlaFeovbECIhxD4UdWYzw98m50c3e/73i5mpOx/+7NNz64fXuxPPvy8zfuLhoChaa7MpqgYL9uJ/Xs4LWDtt3M52fAdHJj5/pkWtfjK4eHu7Md43xmGMRbVR1Wh6iQQ+6aPqbelYUkKYrixgsvBpGzzWq+XggoumrdhLt3HheIoOy8t2rVTCVmleSNEzaK1hZWWVUpiwWlxKgZFRBIGTVnVs1AhlkYxA/1yoZQDJCKDtVLJNsba5klao+ILCzeF0VRbac+oqTMLChRjEEC0cSoBmmoWAIR5WKgWp0f8C5VmQENzcZGILahna88gKKs66IoCgDgmHKf+02T+kSAm27RWvJLawsEo2jEGLM8mheuBAZJ+XBvf+asuXKIsSfrh5QsKWiOnPrcdyn2KcUhGE8GrbGEyqBOUSLntg/Npm+bFAIzC1DOIllTZCo79CMwZRTIrCerTdu2664LMSaFTQiLZXN8dPr08dMUe4n9qKR33n7DXNsLzerwysHR0+O//du/vfvgYYi83PRFVSsaIOr7put6ILJFIcx9325NgABDkXpRFEoEAIv5cm9nRoh37t5fLBavvPzi9evXnSGtq3oMrGitf/Lkyb0799/5metNCG3blqVnGG3a5k++82ffe/cfn33uuZ9+86e/9rWvvfDCC7t7e+Px+JziK9v2VARWAQDRDAr/P2dvEmNZet35nXO+4Q5vihdTzmNlzSwWi6RKHESJlNTdYtuSIDUkGGhAghdeGOheGN7b3njhfcNLw21I8KJtwxKppjVBEsUqqlgs1pyZNeUUmREZ05vfvfebzvHivsjKKsmy5UwgEchEvHzx3vfuPcP///+RosVy4YL/6x/+zR99/4/v3b/feHfh3HlX1zEGJI4xHR7uLxYz7/3h4eFiXkE7OBNBVCyMhAKglAIi76PWKu92FtPZ7sHDzfU12pK1IrNGZYrA+2Y6radTbfJkA/mwygRRSRQRitI5AiCR1qyIBEAQAifFnCQCtxHqCpVCpQGBCLUhrcloQlLAKikSEWtMy/VUZDqFiTFyp6hcIyJZYXu9ngh75/qdMreZNW20gRRWaYvtOrdO2hiFkQGBsc0+XhGnP9PyreoieBRzuNoBCHILcE2JlXoUa6u17vYHw+FQZzpGJq1j9KgwhOCrGCOXZXdtbU2TstZurW/vH+wt1xf7+/sPH+7GGAnYKgUAs9msaZqiKJbL5aKqnfPW5E2K5FNK/Fia9ElMQ7uLPPkbYRESRFD5CquGKNZqgFjXqxAdAhBoiW4qJQAWopUZSRECEEMbWCG67eJAQCHxp3q/FaKe2mkrwaO9hIIIBEQsqpUKgAi4ALbsM2STuU/U2Tq9rrJ1W/Q7g20kK6hRd4r++nDzfGe4TrbIii4jRUEAUqSRdEwSfAgQiQhYrLFENJ/PW0NCG8ie5aZeVrYoJqOjXq/nQ0wp9Dod7xvfuDYZaT6ff/zxx6+++uo777zzC1//OiZ/antTKRUkKsCUUl1XplMQxwzZzSbHu7sSm+gTlnkMnggBMAQX805KSTRmojkyClilZ8tZtz/QWrcWscQSJZAij0IKGTkhJoirBGERJVBoIz5ooUywQ8Y+rjD+9CSuUvw/V68nTsIJdItMAAFurXEnR0Tajr1d/rRXipg+HRK0iewrHnMLABWx1oaQYoyne/QYAAAgAElEQVTtjGRFjxNBJBGIMXrvBYVopQJpBccraaiiJCmm2O5MBcQnAVTL2rEYY4vaxdnC+wAxkaIysgcwqDSE5F2qnfcucGyQoGUZtEYUZg4e2ngxpRRLbPcJ1lrmhMydPM+zvG6WbXwWp4SgmCWBtKJjCTFAaL89ClMCkbSIKcaY5/kMP9sMgzxmlWwbsBZbAdZaY0xubbdblIUxFnqdrMgNEggCJ0mYHiEZAJIItnHYj7ejSinElScJVtY+AGRA1JqUQsDV+7iKxkJkZmtVSomUTinN5ouj8eT23Z3Dw8MiL5555pk8z3u9nvc+z0r+9NCcwFXa50P0/wD8kMdVvo+OWXts2tlv+xjO17PZiKPzoQKJPlTTyfFiMdMESIykIsPhwezgYLF/MJ1Opt7BWh/6fX16q3/xwhYSozHtDQZAWoXeSpWM0N4vf/jDHya/8+KLF27dub2/v7+xcTqu9SMn0GhMDoUSjAiJpE8xeKWOl9V3n3/+d3/jX+0e7f7h//oHH936ZHO4TkyLtAAghaQAKKTEzhLUy6UJHBo3Hk2VUgA4HY0HbGLD777xs3927qnNGLHyOuPFZAzDwQfT/b97680Pr9/4xgtfpI3hjetv/NWtm7turjtn1s5dur6zT0XeG66fvXpp8/ypP92/35giWrMcT31ozMAaY/OEadKIMVVT7c4mU44z3/SyfNDrfuGpp8Qd/dZvfPflF65dPLPRk9uos40Xn/3Ky2t3j+r/889+FB9MpscPD46PKyeks8a74LykUC+Xw+Fzp7bXy44FjlvrGzHGGJeDQa8oCiE0xrz73lvbp05dvXqtWxYbm+vDTm92NGnmdZEVh6Pj/vpQF4Y5ogJIblj26nGjJVjvknfXOvra5Yu+nl+7dGZ72MsMfOH5Z+d1k3R27/Dwwlb/1oO9xeJofX3zT//qB6fOXvrNzZ8HJNGUEksrIWOIPhRa940yUWLtykyhwHIyk7Vca4tLjgsfAEaMP737kZ0cfOnSk5e1yo/nT26czSRdWJMJmB+l5sH4sEJeGKCMYidfCpPNSKGrvBLMTC4szKAISamCUSkVOKQkxkK/2zm9feq3f+s3r1x5osxypTQRzWazh7v79+7dO5oc9/v9sixZUmjcdDqdjieNq8aj6WwyPXv6tDZGUlIonbwYLRaQBIWstVInTuBrz4FTShGSS6GHAMlrBFKEQIACwCCqnW8opTJtI2vBgEh5VpZlV5MigapeBPaKTEpIABwDQ/ShqpYTSpiUlDJt+jVkbIzKtCqLbNDvLJfLhSajcNH49kPLEoyGxlWkglQiaHtrp5CCADBJkhgTG2PIUvIcOCrUWV6YPPMusCTRAAY7puj1OiG6yeL4L/7yz9zi55Svv/j009/85je3traa4I0xx8fH8dKVe3dud0+devFLLyRZ3L79SV70pguXU35zsnhmY5ODXzOqh57cXEY7TmRydBQX04gpaNk+Ncz7fdvte1Rzn964feuBw3vzpaytu7Lca5oG1Pblp371X3z38pUn3373+g9fefXmRx8D8Bv3xj/bu/ONZ558+erZp05fyK2xY70mabl/xP6+xmDEa2BNCmI0gtE1icloAFGQRrnO874G5q1U98+fvra9/cnhKNau5rhGIprmTZ1lBTMz4faFC7bXub93/83rH4rtnjl9vtcdnj9zfrCxtX94sH94iJw4+suXL3fLzs3rH7gYXPBlvzuHoK3mSLsP91VZHo4nR6PjtTL3RX5q+9zk6Ph//8mrL3/5i89/8WlJiXSn27HjabOs6o1TvaT0fDpHq0FpQWKhFEGpLLplAo0oAioGZgmICErFhBhS3YT2fh5jEE5l2c3zIkVZNMGonBFCiMKAqAkpRu9cnec5ItZNZXRmMssAoHRMjThgDIk9JINoTJYhSYKoJAGsVtkISUSZFvCbwIoWF5ejOZLU0/nJnFAgAbAobicxIj7WrsFFEgVt6M2ClNY6NTG3+tz6Rj/PtUT0tSo6yIJBUoqxqUNdBe+YI0ffAsi11gpbELwQGp8aFZESpiZyFK0VJwCtRQA4QoqYIoPzdRhPJ5/sHD58+PDB/v5sMZ9V9fF0tqw8M6QQSMQqefELz0wnI9+cOXP61OHh9IMPPtjd3V0uahZSSsXARCoxcwJSRjimlEDEOacAGZmF2/u1c46IjMnA8Hg2tYTdspjNlz99652te/fPnTuXnzs9b5r+YJAXnYPx5N133z174cLG6e1qsWzVVUVRuBhiSu++/faNt27+xx/84MqVK0899dSVK1fOnj27ubnZ6/WU0VmWaa2dC1VVzefz4+PjyWRydLz33vXrb7399qKp+mu9ojRIqT/svvzyV2P0h7sHh0cHy7paLGaL5WwymbRGwTZFjxQlZmXaYDiFSiVJ3X5PKTWezm7duUecNq89sd7rZhpiVVeTSVzWTbY0ZBmtREGtFCAjCLBAXBGGtWkrKwYh4cQcoxLGpCVGjkkEKHAio0m3vVYC4H6/T1rneb5q0jhJTBITM7vl0lhS1vQHg7LXBWCOETgVxkqKKElrbXJNWiXhlMBoWxSFAIFSMUmWZcC8gnv/PTcMfmaFoNrWhgAjr5IRQ0giUYD6a2ud3lDbvCxyJBIGVDqEFHxqQrx27Umt7I9+9Or62rCu69HR8Xw+refV/v5+vZhPJqO9vQfG4ve/9yfPf+HZwWB4d+eBMHofhNE5p7V9VDfSZ+s3fAwi//hftj52bRHRhOhd8MrAalwqj558kKRWJlcCq7NWeOK9jyCqJTm0+fKwkqxJ2/KRwpPIG17dd7A1H3lAgJbvsNobg9KZY+0jsiqKfiExj1iwtstQ9NeGa2vb3bWtsreed/sqKxnJR0ZUpFvEGYSQRFAIMQEKoEBwDQBZbYqiqOulpKSQOCZX1W++8frRweH58+df+LmfB47L5VITttgiRFwsFsfHxyGE3fuHOzs7Z09vjsfj01tbvqpRUm6ystuNECkljVKNx4cPH2QKdaZT6zzWKviolIrECKBRIwOnKCKawZBq/xchTCCJRFAhgkoCIpoBEYhQIWYCWoRdokQQQRI6xDpA4f+Ju75V3uOJ9OJkH/tIsfk5csPnJH9/P7X/s8eIH/sOWFHtWt9gC9sWTsKJV5Lu5FxamfqAiCJLTLCsvfMswMs6srj5wtVOEmsfEgCKqJTEuVA33rsYY2xxRLCaSaSYUowrAadA4tVzkxb6ro0RSDF5H04iBFsBmNKITCKGVK4pweq4s6wivFpNeVP70IT4+Otw8rMAslKqDVYhIk2olDImWGtz47x3C0tGQ93PN9cHvW7OzKiEQRhWECIE/dnl3skjg3wqmj1RvBNBq56VFQT9ZF8PtFKuskSWlILzYbasDvaP7u7c393d/fJLX7l06VK320VEIowxttevE6vnYxa+f1wb/Fn3Jj4CCQozJ0CO0Tu3DK5aVtPFfOJDJRxCqIEDA2UFVS4tq/roeHHwcDydLGKUbgmDgdne7JzaHvQHhVXUDog/hTU8CrjH1Rjq9ddfv379r3/v937jq1/7xu6uf+vNDzQsO90iEEmmMet4CbV3vq4zW+g8z436+MHDG/fvPnX+ia++/I3JfHF8vymtobLjvRdOGMm5mjj4piKUxWTEKZWAvm4QFYY0mQcd9Ifh3gf375x54snlXmNIR5euX7/xvddfe+PDD+sIL/d6SWcPZrNP3HwX0leeuhZNntnOMsWIMnf1g6OHTSerlL6192CQsvWt9ZCJCQgu+VSN5/N5DJPQLDgCYZZlBmkyOvrVX/zqb/zzr5u48ItxnBwyqGoZbn1w8+2PH3x8Z+fh1D04Wqi8H0ApmyG22Y4+hebh7t0f/Mkf7z3Y3dgYOhcQ8cqVKyKysb0VoxeR5XJ56/bH77zzznA4XCwWMXJV1z6GNs4UjBIEH323tMNOFqbjU93yqQunzgzXttaHV026dOGcQtzYHD7cvXf95s3dB2V3uFk1zTJG2ytMN58sxoWfb59a2z414CCoqY2FaIGe0uJqGDJBI5gZm2VaxxR8U82XpU42YA+KmqRR4RaE0XR/dpTz4Ox5X9Peg+1ucbpTNixnBpfv5WsPqsmOm+9Uy0kzN1ZhIaINZBZRxcCAmHVKIVzW1RDUcl6RSF4WMcVzw/UvPv98NZu+9uorANAfrmut8zwvys7w1EZe6ja72DWRkyNMRgOI6ZT5mdPbRDRfVE3dFFm+7/cXk2lhDCEtprOyyFhB5V0MLkZfhTpyE6BrNCK0yeWtGEjJalwHCrXWmiIBGQOQZVmnKI3JSEARzd3Y6Lwli2kNyac2BVEbEsAoMXJiYEOolMq1KjKTZ9pqIEwKOQkDrizZVmmW4H2DOlX1NHBA41xsmuRSiqKSIkOaIIkQkEajDRIxC6sUMQ363ZAaEe6W5WQ0/vM//bOtbvFrv/Tt3/7t365iPBodK603T22HEG5++NHTF853JNvsr3HNk+Vs2F33qD88vn9zNP9qr1/V0xzqAqJ2EoXFHVccIjMW1myv2c1tKMrg03LRLPPi9fffe7gMw4uq2CrPXX76+Zde6p659NLLP6cy+2yv7F46ffatt77//e8/rOcH9eSYm+uHD148fepXnrh0jjoH9+6dGT45bXZCrHOVEAGSB6VIG9u6himJNCAMFEEZQLlAnUp4kKnOma1ht//B8SQc7fWz/Ggyt2VuLIjiIF53so0zW2E5v3Hzo0x1z2yf2x5uMyijbIwMAGfOns/LLhApY51f2LIcLxdYagQmhlu3bi2ddykqQ8pV2dbW2fXBwegwD7Jz4+bo3p0Xv/LC1pWt0+XwdDc/GGf15DDr5cPMjJdzzFUUTiIgpEQHh0vnBsM+cwqek/M6s5k2LLCs3Hzp2rEvABBpFUSRMIPVg5SEJRIYIMFEDJCiJBbvfesgSJCiJK3QuTqxhxYcIqIRFTCAcKu/oxM5HAACKFyFuyhGYlERNQoSR+bWaSutdIoRBFBQtVyvxEKJoyC2oZxEKkFM1uqMJBO2zAYSg9dJAXrxkV0dXS3RA8dMa6PRar3KqRKIWhBUobOELik7GGxIDD5FBkRlKudQ206vJ8ruHY7eeu+9mzc+vHe4nM1ms/nccYxJ6hB9YgQVFhWAnDu71cKEY4xK4f293dF0lhhIa2Gw2jBpAYrRr1z6q/yMJKIFud2PIMnJZBOSCAor0iy8qBtrlNG0d3j8YP+wPj7/1FNPBSCt9WB9/d7O/e//4D9++5e/s7a2ttZfqw4PsixjBELs9vviZDwZHbx28JOf/KQoirW1tY2tzZYhaa1tvUtt1zeZTObz+XR+bDI73Bj2+2WnyJVSvV7nP/vd393a3tjZuTs+HNXOheCni/nh0ZFzTk5yGU8KgBXfDxFj8sxMYJTRRac8PB51MrvR7WwXl/uDQYakmI/39jd1EcmyzkhAiSRCrVqxhWq7PsTWsgIiomCFxEZWKp7sHkCE0KcYYlRGr60PdWbLstQmaysxRaSRIKZmuYzOT4kYki3y3nCt6JSto8EgFUZDZEkhpZSAGQQwoVCWD7Kig0hK25Ck6HQA8cSC/Xlc3wl57PHUDEZE4PY3khAAGGPyvCw7vbIsiyJDksBBpSSswLBWxcb6FqK6cf2DxXxeLZaTyWQ+GVezeYxxPp/O5pOqWiriQa//G7/+63leziezwIlAkcYYOcZodcsJg8eiN/DxXIbHCnsBZFKorbJWIwESpyIDlNQG34rodouTIHIE4KQBBZiUKKKW86A1EWjAiPiYE6wlsAMTPdJ8r14dxrariZEhRUALygAThiDMNkg2b7BhDKyiyvPeerc/PHvx5zq9fq+/brOuKMugImNISRkbhSVyEo6BU0qIiogMYvC+fXZtE7ycTweDwXK+ODg+eOWHf/vKK6/sPnjwrW99a3Nz++b715+4dkWTAo4KUVLqlp3LFy++3Xu3W3Z8M+10OkdHR03T1HVd2CzWrm4aa23wXksETrv37i2rRa9jwYWqaYwiq7USZTLVpARIhhAMBNHMEiSJUXUKXoG1Fle5MoQsndQKJCkSJAFEMIkstxQMpRBB2SWABlQM/6Rfn3n7H+v62uXNoy7okXrzcTI7oXpspfP3W74VtQ/w0e7rUxNgi1xnkZg4xtR2CAla+A8DQIzsfKwdV3UMXqKIC7V31Xi6bFwk0t5HRFHko5f5fF4tlz7UIIEgtTkKgKzaKhJZk2qFE0qRUgrAaCSl273Zql0xxrS7OETMbNkSBR4ps4UxcIwpPHr+3nvnXIwxsDA/Alo8+oKNYkQhIq0xkrSEJImiSaomNEEg+WW1SCkhbhT5im7UwsGVWiWd/v2HfdwwycwpxZTUahMLTEKPpAWr11+IlEZEYfA+LJbVwf7R7bv3bt+555x77rnnNjc3W9yiMVmKgo/NhB5v7fixEJfP5cQ8Lu/8/PciA0bmGGLjmtlofDAaH45HBzE0WaY6RWaMMpq0siEs53N/fDwZjWbB+aKkQR+313tnT29sbw36vaJNwFkZb1drPmR4HFDJLqbdWzt37x+evfCkFL1pCKfO5ION4bSuFylEpeomGGN6/X7TNEkp6pS3Hx5/7y/+5isvjR88PFo62Bj0Z0oBc/LBec8o/Sx79toz3dz+9V/+WRfVdLlg53zlszJTnn2EJlMH6P7q4/c3Bp1OcvVkOdTDvipswBDBAFw8ddFNfPCRTXYQqtjvNAxbp0770f6yXhyNj/YO9+a+frBc3Hv48OtXvpD3LKd5taxh2QQf6pQc8qhaxAxCCE1VA9Db797YGOZr33wxzzt9Re98Em989OHND299tPNw0eAiItje9tkLVZOMQOMcACSOkkJm1Xh0NJ4capVbm21vn+n1BlprH2N7SQwhjKej0Wjy8OHDrc1TxhhVZOOqGi1mZO0y1k1yoCDLjQKO9aKn4He++92nL557eOujy+fP7330aqJtk+eHs8lSmd7Fy/crvvn+Gz+7+eHg9KWP7u8fLeM5VNqoZ65dDQISImCbqpLaUVLghIhKwApJiDGkaIgQlFIiHFzMgtGJwGDKigWYHWjc7t0nO5vnjRrtP+y4TrdbDqx2letm3VNKXe2t7ftqz1ej6A7HS9W3tSTRRHkhxrDWHiWT3EzmfZMl5hjSxWtXi2750btvH+8/3Dp7moyuP/kwCevMapM553pGEWA7KrKZJlBIog1tbW0MBj1E1Zkv3nzz7TzPO0W5MUihqkRSnhsgYI7O1dZqhFhVM0kxgjdgWFi1h5vgcZEGERFqTQZ0q1DqlmXXKiuJow/o0VqTqRJRsXhhUxSFsQSJdbJACoGIlNbKGmOjKm3eyQujpggJ21twYhJKEYk0KhU5osiyGmm/pKKltHsGSJIksSKDCgAZNeicQEHyiYFDcvP5NHFsXdkkNJtMrW/effudX/j2dyau2T84uPjElW99+5cO79y/98nHzxG+99qbh/u7JVoPxAzzJCL4zsHo6tppAjISDQHIkoCBql6khhkiZG2YBoLOs64trz7X2d6f7H50d/fgsIP2VNkdjecvfPUJk3VuHd7bHe+vnRv+i4v//Mlrl37816+88cYbh+Pjo+nio529N69/9CuXr33rwpOlzmF2nJYcBLQIoAKRFRRUAJKgSlEakEigROEwdYcmXyrKAgzOrOdFlpHrmzCGSrlp8i44cX4KGolQJzm492Cv3Lh09mIW0v7xYWiqYadT9Lb7/W6nKDnKoNff290XRG3zTq5902SIyurcEGhChO1B73S3HN259eFPXl/LKDaLvXpysde5cmZz/PHOqXPDL5y69nBkj2cHmKuu6h8cH0dDaLVzjpvGN0ETpohIBjFF7yIHJC3IdWiqpQ/JI4oxmdUYgzgSEeREIgJiiCR4F0EypY2xxIAoRGCLvO39lFI+OhddSg4wElFmDUJiiaugMkBoGQqYHiGGgFESYAQKCRBAhOAzgeGSVisCQ0ZQgFkUKwRBRkRKIDEQYE5kBDA4DA0FQ8kjIKQYGuerJTsnkogoV0YrMoSkiEiv6GRKZ/2BJoVTSikBYQ7CgkvnC9MBm41my7ff/elrP/3p3Z0HtWumtQkhtPzDKBxSCyPUyhpD2Ov1ZpNJdGoymTzQtKy8Z7F5WYCpfFA6V9YSqhBCSqkNP11FCDIrtSJcn5RMKzNUZLZGI4j3PlSN0ZoIROTO/b0IeOrsmfX19W6/B6Q+/PDj2Xx58Ykrm+sbR5OxNoYZfIxWZyEGS5TleVszHB4f7h/uP07fbu/XWutW0HT67Km6rkWYY+AYzp4+9dUvf/na5cvNYn50cJx8iE2YzWbHx8ej6WRZVycjZiCCJKIQjTHGmMRBWIjI5FnXlMPh8MG9vemsOjw4XmxtwqCrLCqGUFeL2dxqy6YwQhpEa2oXVCt3HBK1YZEIbSqmcGI2SklQCVBFhhBS5dzSuSBSdjudsld2O2VZKmvaBkwhGUIMsZ7Nfd10u10hNEVedDvKmiQMnCwpS0oxc/DeexcaL0kbIqVMsWGtFVKKDAPmRQlA/6j7heCzA/GTyni1BmyZZ2VZ9nr9sizzPIsSKbgYo1bADK6JxmRa68RAqAiVxLRc1ov5HBG995JYIVlrs6wYrm1MRhPvfUqJjG31gEopAnrEan5kyfm0rG2n8qs8i9UTVKrVtQCoTAhJa2i9QwmQhQBBhDniKnQ6iUqoRSlCBUkpRaRXtd9jP3LrHCPVrkdWjQSvqG4CCFoDEniG2gFo1MVa5N5sbmu2SQ2os761ee7shWtbZ84IXbA2R2WSUIggQEJIpGKMPkaB1PIutdatDI2d06QIqU3gybMyxeVPX//ZO2+//bd/+7cP7u30er3pbPHO2+/PZ5Ups9/5nX916fyFJkaFJARFlj3//PPH42mvP5jNZs89+4yGdO/2nY9u3vz617+eZVkIMQkjiAVCX7vlrOznANGzVywKJEoERYLQaQF0AoyIFmKSwBIQnXMWyCgERh3FEAmnvM2HEWxNoS3PLbVYE8EIIsRekSdwJP/f+70TZSI+WuidwBlY4ec3eJ+r5omorU0edYOPP9SqLaSTQEjgR7i/tOr3gFlCgpCERUlr8CaVOIXAMcYQ0nxZ101yPqWoIvuU6kXlF0sXE1ibuxARwDsiiHW9FEm5NdoYhat7klaqfRYhxmrhQggtYfmR7vEk72QlXl0pEpRqz0y73T3prFIUTim1H6pWFe1jaBWknj/FG7ZRLCd9GiCC1gQMihAB2+Rera3SRJh8CvNFrZTKjDHbG0qdJD6dLMoAP9dRn2AzICFBKyCI8VGDB0Ca8VOfpFJGrQzWEEIKQeraHR6P797bvbezu1gsL1y48MS1Jx4lOCmlgm9FyP/vjr7HL2efg/sBgKTVRLaNn0nsfTNbLCaj8f7DvZ3xeJRZ0tSTXBudGaNdaOrKTaeL8XgcY1MWdnNoBz3Y3uhvDfvdMte0SkaVFe63NYYgAT0itje+7g7Wdh6kP/zfvv8f/vgvUfWufeGlf/17v5nl5d/+5LWfvvnWMvlhYQLioqmR0Jal6XYj4Mf3dw+Pp5awu7adeakWS46BUECSq9zmxuCZq1deeObJjdz8zV/91cWtzbfeeQc9LGu31u2Kr45rV6nwf7z5yvHk4a8/+0J+NHl5Y/0LV555sHM0unVYluXzGxdgvhiiubB56sbe7cPxxHPKdQ7ARWG0pa3NjenhUbX/IJIZnj8LzdwELybVYUlGkzXLajGqF5yVzNDJO9/45i8eH+29efOTB3s759c75Osfvv7anbs7PiRRhcm7mcmXdWjmTROitRYBCmsItXdgFVWuYUad6Rj45Ze/9rWf//ond24fHBzcuHH95s2bR6PjNuOx31tjhqpqjKbKLRzw5rC/qGsk0lqx99ZoLejqej6ZNxv1YlHNxtMDxGpvb+ni/b39Ozv7h/PKMc0bbhJJddQkvQyQddcV2Z+99nqv13vh0iVOjEqfRC0xQ0opQEiltgYoJV81tSgqjUaVJEJKKQpFAMhz6nRkuXQQkvPdfDBHGC0mB8vjMi+ys5c7qlCNGnLaUuaqLrEsxq45dvUcBPrdfHPdZ2rq6qPlbB6iFJkL3uT5xtmtte318XJ+vL83r6anL26fOrN1NBkv6ooxVq6pvWumDSJKYqVMnueaVEptYK/K85yQBoOBtfbWndvGmKIoe8PeoNczSt3fuyskZV5cvHSm27GumqaUYH0TQIsIIEECwEcr9xX0BQCMzkxplaGy18+zUiLHFDlwW3ZrrQkUC7Ap+8RMPrqIThsolc2MzrRiTcqiyYyxilolOKVEQjEBJFUvnatCUWSoJKE0zZSUkagIUYCRWgA9AoMyGlLkVrSqIJKIRBH00Rfdwli1mC8G/c28P4BQ/8Vf/MW3fuWfHcxmt+/t/PKXXzp78dL9W3fIZk3jfvyjV+rF0qK2eRZDcomLTv+TyYObx4svdYsyLA0mAEeklMb1qKokUSHNPdA41o0eDAf9Mpjit//Tf3nxxkf/14/+rp6P/HLtnTd+/ODOwTd+7TvqTP9gvr95eePtn7zx3OmLh9ubd8hcff7Fn964fv3h4Y4avf/J7vXnpt94+vlf3NymrDs/3PPRr9lMoUDjwRAoBMWMyIRRHAshUKeeAYeOyR1Dt+jmxTD1srJLGDJfsOLQAMcUmsAhxjiu0+H4zuzHcm5vUNfLajk5PhgM+9o3Mkunt7eMyTY6HUzx4HiadYq1jupk+cB2R0fHSSTrlpqQmuUmpvHeAzsdnb9wOifur597ctAvp9Wdu5/06nPP/PyL26ef/mhP3z26uwgTx86ZyBpD8oo5JCFQi0VddDrW5ImpCc2iqoQgJU4sMTIRmXY5HFnEC0MMuoV8AIhvFphTp5MrrQR0SoEIQOmUUtM0ITEkiSEljowBETnVIVGqJITEwPpkIfI5k0krvFJEGogwAShGbilfDAqoTThSBgiQEamFQBa7WoUAACAASURBVKECBFQEkFiBWFLofbOY14tZrsSWmgXEx1hXsVpKYqPQGGPRaFAK2+AGAQQFqLKsaRpjzPrGlospgUSB2qfNjfJwNH7n+s0f/fjv3n3/xmJZR+GqbmaVapElMZ3kEyJwiswJM+OdW0yX2Zmto9FkPB4HKgWUsjlFEBeNMZnNfOTogyRmiZD4UYw+kXm81Hr87h84GVLGWu+k8qHbLTfXhvOjhx/f27Hdni7Lhfd5bgHVezdufnz39vlzF44n04OjoyLLs0zG43Gn7D2OX27H1o8bNNq651Hl0BY5naLod7v9fvfpK1e++Nyzdz+5DUkkgSHTVG42m08mk9Fo4n1QahVseRKXQFluSAELEpHWSmttclvY7OzFSzqGrNNp24xBp9ueAl/VwVRRLTOknNAYlRImBFBMRG1vvUqUe6QfUy2EmNpJZdU0cxc8oym6g/WNwWCQ56XJLGkFRG04ggZBFzRQzMt1pQQBrFaZZYWRE7AYIM1AzKKjUJ2UQgJljc402B6RbgslYkCl/wFh5+clUatm+KQMa0GZLcVL2njcvMgzW+R5bnKrWAG0GjECoEE/M8aklLTWZV74qhYRTarTKRaLhVaYZZlzjTV5bovpeDY6nijUgNgqzghAayMpkiJl2i1cK2z+9OsTzHV4ZNH6dIKvUAMolWVZxgnat77VXXNKHHxKiZSsrGDSUoWUIkOotdLtUkdk1WQAtFGUq4wKWdWpsAJ9xgSCkBDQWqvzCEUV7f4ImliubV46f/Hp81eeXts6y2iXzjOWDgmZRNSj7GtB5pSoTfpDFI4pCjOwQIGKEytjUkrHR0c3P/i711577YMPPjw4OPCN63b7s0VVLd39B3u3bu+cPr916fy58tt5v9dhYRQMKZZ58Svf/s76+sbh4eH+7u75qxdff/31pq42NzaefOop0DqkqCVRiH42L4ts+9ypJjkfoWcy8imlqChz0fWVjcx1dKAMKkLCxMKELjJgjJAMACEaBkkr4l0SYIVJo2ArbUYGYYs+MSAGg66gWCqA/z/rPoFWXNkO2bitNlbNDHCri237h8cVnp8L83wE/VhZvIBXEEZGTpxWtlIAUJHZBfGefeQUuWWHVI1vbe7Ohca7aukal2KQkDAxhoQuROcTgjLGJbEikltlrTYaiqyT5cpq1HqldiQiEGLmxnsfJ9DKFwmTfLpdbPs97yM1vvXdttdEQrMSRfKnXkcRiSmtMnvwJJYWkUEeF08jCmGb4bSaqRC1slxkhAQSYkKFRmlFliV6l2oXUgIR9VgiTnr8hf2MzvZxVrtI4hDjapBDVj+er4SIRJpAhRidZx94Mpvv7j785JNbD/cOTFa8+OKL586ds9a2AK6Vh1PoMVeoPB7e8w8oOf9+v9f+2R4bAObAEkKsq3o+nR1NZ0dHx/tNtcw21rQmdRL3XC/jfF4dHh0djx4S+V5XD3p2a5hvrg27ZalFiSChBVTMoJAB2xzPVcvX5s/mnWJeN3Wi0SyajpiMxp4xU889+7ztF/P57MaHHybARMqnBpQ5f347RYneZ2RciOsbW4Ne/+6tT1iSACMxS2jms31f/eG//59feOrat3/hG//lf/7729vbf/7nf/7v/5c/qCopbMFrWVhUQvq4qf/sgxvdju1PFknTr22efqK3+aXB2XNnzp423dF0b6PmS7Z7TnUXR2NSMBkdL6bH68P+oF9qhW64NSvmYI3PrUydFiCtGVBr5SVNqgUaUsYsZ8uRnh2Nl9lgc7OfDUoVYvOz195+85PxeJa2tk51e/35fCmREysiKjOd2yxqb7USYCXGWKVML4p0ys7R8exnb7y5uXHmuS+88PLLnUW1fPvdtxBxe3u7qb2jsFxWZbfrwjKkWLvq8Gj/3v3dM2dOZ0Ytq6SQts+c/eWvvby9uTZq3OGyvvv2uzeqvePjd+eVA5WDyh2XLhHmhYCeLxtr88sXzm9unY+O+2Xv3OlzmlRi1ohKKYbYagfa4N0sN6XNDLMPNTEU2nLglEShjshOk8PoJTBwF5StvcmgMxh4qGfVZO6r9z58faPTP9/femLr7HadpvtHOOctNE1Z8rA0Z7bM6U0adpPVB5PRzt6us7hYLpU1HtJHD+5O6yXoVLn5O+/97Glx65sbYLPWPcKzoKWNXmBOwflUMwefEBUiJeYQ0t17D7ZPn/KcUkqd3NgsSyAR07f/k1+5/MQVbfH8pfN5YcaH+8Bizl8l4HZyA6sQrJPk21YuncCWtihNXmZ52VVALnphBEBjMkNaKwWilSCrDDACGmWSiLJSWFNqnSv0Gq0CR6A0kSFUBIoAI2AiYbWc+tFxdXFz3Vj00AAkFk6B2rhjYIg+MTOY3CrNKCw+RgVAyrZANjGklcIYfQoSnKOYiOPB/v5/99/8t86o49Ho2ee+kHd7VYxZr6MyK6RqHxAU+jovC61MqGnE6q2d/Seev7yGNUiABIBaiVaBMwDdzu1DkqYWRQSwlvdB0y88fe3qmdN/99713ePjrbPn7t/75H/6dz+rh/b3/ut/8+GHH/jG7Xx86+N33v/N7/zqy9/5pR+89soffu+PRrPZ4bL5/ocf/fCTe/ev2u+8/JXLV55zB3tHs1EHOFdKi0AUUEwn+geBJMKQ6jRZqH5/vdMX5RVCgroTFqAiWdgiGwmTUkvXzCs/gmbdRH/8wAg/XZRXL2x/rEOtcJFqS7CJqZPrzqkLA6PmLoDVOtXdvBjmnaP9A+dcUeRWg/a+E/zG1QvPYrqw3jOSev2yVBT29p/I+8Nk7/74vQfHuwf1cerB5uX1FOXAHc8XC1OYbm8NEkQfoAmZZVMUSufSkAueU0DS1uaMQERaGSKdGFIMMTKdeIEUYCuJbPs0WQEkAURi4GXdxPnCciEQSCtE4BQb77kWP3chhJYFvarygNq8vnZyrBRmxmTG5lYRSEweTvY5zPyI72UiASKQEOEJHl2M1ilEDUkDuHpezSdu2QkWaQYIIDGlpubaEbDJcotkhDVEkNZD3wKjAQyGZdB5ZpSp5hWj7nQHENPNjz7+0as/eeW11x7uHybBqIvlcjmvgguCqAAhcYu+WJW0wmK1qes6uKY/GLTMsZ29/ePpzLvoQmrjUlJKvqk5epSELLzK1VjVD3BSPrUdwqPawTkXEPM8t1ku0Dgfp8uq7A689/f29+feb2wMh3oYGTJbTMaT5bK+fPHScG3j4eFB7Zq1/hBIYpQ2QgEQtCEC9Yir/FnylohIrk2mjRI8tbH15BNPnDtzNs4bDkGhQqDFfDYdz4KLde0O9o+EE9pV/SAIhJRlmVV6tbhEEBFXL1Nw3jS6GHjvRpPxm+ODUuKTF84zQ8MQI8fKOT3PFKJRWa5CAOCUm5KZ29MHqECAiJIwACEowjYtEkNI3kcnqMtOv9cfbp7qdDrGGDLtwl0BCQoQM6qQUQaJlVIBOCnEzIjSBoEELBBFhhhi7UQZCQUTo9FoleiiVTEiqJQElRUERAKhfyQl/1Mz1CqAAHWLfmjFq0Zba8nolqXDDADZyclXZVZoNCRAKxZaABab6RRFODCntlpv+QrGWKOsMAOyVrr9JxR+JLxspbztRvdR19dOHJRSIYRW8EVGncDbklJIpNpXGCK2XZ8k5pQSqRg9Y8sfI0kErASAQCGQJt3uNNNK7IqIbcRSe74e691POngIAkm0cMHcXUZ7PMeZ6z77xV9+9oWvlYPTdYKZE9CGbB9VmVolAIvASdo/sDFKoxJI3jtmEFRaW0PKIjVNc+ujj1//2RvvvvPerTu3b9261e32e72eRx6Np84FJDOeVgAwOR69+uqr58+d+7mvfDmlFGIAatFG9MILL3zwwQe+rt9///0L586vDQcQEjP76KLzfW1IuJ7P+2WRX754EKplrFITufGUwGaklSURgqRFBJJBaFF/DJhphSIxBQ1KBJiFCKICEYiAXoHTgIjA7aZNgSKRxJIip5SwlSD+E9Z9+ClK+0TnmR6R90TkBJu+ohk+6kAedX2P4l4+T4cDINArhjsyAImgxMQMIYn3vKzccllXjW+axrngvZ8tXArcgrB9DMGnkABAJYY231wYGUQpjBINKeaoyGhF2iql0WqEFVNKWk5sCMH7UDd+4ZatrOIkPHd1sQuBWxwAIlhl2013u/s6UT4wM6zGb6r9TNMKRyMts4cQUSEBAiIqjSeeOtFaE6FdobFw9XlTOrCgj6CV0gq1ESBOyAlYQAQ5CSK3V7qTV5I/7cBXQlx5XHYbk8coAkkr8+gNevxihKC8d4tls//w8M6de3d37lWuuXr12osvvjgcDts3K8YIQMYYPvlsPopy+Yede5/t9x53eH6qQV0teEN0zWIxGU+Ojg73ptNjQrF6aKy21mitSbBahOmsGo2P6nqaFdztUqdj+r2yyHJLOUGm0AgSACYABQkAQQhRPTZaYx+d8wGo0PlAFT072Nqb1//jH/zh80+/0cvL8XgCPhojg06+MdyuQlwvzeHxyFdNnncMmvVer7Q2Jq+0EIhzdVMtXbOsjxfa1zs3P57uPfiv/u2/eeLChfy7v/b+22+9/e77FVFm8m6kg6OjQacIfZiuFy9+7cXv/YfvvfDSS+fOnH1y69SaKaCuXKwuRFWr7r3exvXJxNUVaUihmU5qSf7o3o4aV+u2rEMcS8pRyjqGkFp8dh2ahVvqIvM+sJOnn36ut7Y1amZzDw3Ius5jvpnM6JkXnvOuPjo6kihaUVPXg343NxoAmFM9r2KMgCyck6EU/fHxqNMZPnx49L0/+YELfPnqZUWmLHuDwbAoMqA6L3E0mWvPqAQTz+fTBw923n37vZeef/7M9imXxGjjooyde++VH9+/80k9n2pSB1pnWccUG3WI3rGgSYycEEC2z1w0xrz40kt5XkTvfuu3fgsFMAQWEEIUZJEWx0REHIOE5L1XzIIQhSMnAQHCwLEGqiEtYtX4hQbIIJWAFJMAYZZ37CYK7C3n90cPxpPZQGWXTH+TrFKKBr1jHXfCcvdgkeJRnGQ1pPlyMZ3PRgaV0ex5/+hwXC1EoZeEpO8f3K1lubl9erixXpRdESkyShEBiFBAcVsCK0PG2BiZIRX98v7ebrc3CCk2jadQj8duFpqzVy/8/r/9L5559sn5fMq+3tu5d/ejTzKy9OKXCTWIkpYu0wIEP40Bb8fGpJRWymhUIiiCmsja3LNqJ1wkSGQzDRAZFKMwiM6gq01JaIAToVZgDGijbCcvemUnhCYAxAQKjXf1fFwRnslzA8yFmBB8lhWt29xF51wIIeRZygdZS/mLySvURmda25QSx+h9k1JEtBwjpKiIDKnbt2+nIi97nXlTOY51iB/dvvOlGDYvnJ82PjovwXeVaKAmpizr7UwejhyctXl0ToOCpHXKkqmaGBNAQRFMZpR4X/lpsMynyo0upk6hr37zaw8mk9d/9uZ79w+Wqdl76P/df/8/nHvi2u//7r9+8fzVvKJBp/zj7//R7dF+f5AfzUdQGhfUROAP3rwxNp3f/NqXzpw5l/c7cTqqmnkGgBxVbH1FygK2SiuAqLQABHYzd1zrvGvE8wNfRrRNpZKAUspmCSEmgcsbeGbIcxemzf7+/e76+pPPXFoaqhEcQeJqmK+VOS0MXzt3jrVeTA6rycwCfPHi2ZQSR6cgbRT5BtL6tcuv//mfHd365NR6b92gxTRveDSe3njnxs7+3tFyNqdm8MTWV89+vWuzCvKkHeTGZDpkNqHKjW4FY6QUGJUnHyUyxCi5jTmiKGWQEUG17+TJbTCRUmWRMYemaQAiEqMCpRShMibLEqRYOeeVIpMpbUyMMSZOSUJIwrRq9lbnuaW0t3ENSRBAgVL4f3P2Js92Zdl531prN6e7zbuvw8NDl0AikYmsJjOrikWyRJFVbEoUKdHBCIclUpYYIXuk8MTBv8ADD6SBPfPAHJi2rHDIkkXSCrIcLDbFoquKRVRlg8xEJhJAon0AXnf70+1mLQ/OfUhkkQoHeUdvgHcD795zzt5rf9/3+4wi6hJPhAAchQk6EQGIyHYmMeryAgTICKgYCEGTkuCr2aKcTv3WKOQpzFqjNYqQDzo2BKiYtGgtHhggdIx2BtIQwUlrMkVaOxaT50l/tD+e/uUP3/2d//j7Nz66M5kuiv7Qc3i6f+Ccy7Jci8ZVyS4wO+zyWkBKK00UWndm9+wbb3xRa3rw8N79vafLZZlog6SNTkSkruvlfCGRaZUJEyIKDFFYug8GeSWDdOethKhIWyORvV8xeKLIbLnMt7aMMYuynZd7ddMIkDWKiLS28/midiFN0/NnzrYhHB4eHs+OOlxkdy4fnPfBi0iSJF0xoEjs+HYd3MUYk6bpmZ2dL3zuc6e2thRRuyh7eU8Em9rNj2fz6SL42NShqhqgVRi70+K01t3bSozATADI7GN0zgHAfFzmBH7ujsvZ65cvbm1tKaXGy2bBOiKGEFVgzxwEGFbN7IjIoBBA0ckYyQLPIfS6rVGM0aR9q01/bZT116xNtNZkDWnFIKBAIyFHhJY6xqQiEQYCMBatRiICpQR0EHYtghVlVCoRhQ0BEWuDiGmSA0D0rIxBVD8y8j1HLX821NCPTH2rai7qNopKRIgAUBBFayKyJ1spdM4FiG1dcxAOEVGMVapEFpflhiWEKP1eHmMsigIiR++dc1mWaKVCjIzBaNMZmpXqONmw6uSTeCLrAaIohSLUbdFBawAIEpR0dE1CBEMWVEdgACEVEZEFBaIAC0sU7yKIR8QYWAQ0KZZnLH8AgPgJPYZOwE4nFlAEQswSk2qy8xbnDYnu75y59OWXfmpz9/OiBstWe1CilCCtOt0ic+DOb6q7EkFA71utqdsYGmO0TThC4/1HH9/79p//+bvvv3/r1q2yrrS2a+ubAPTR7Y8BaHNjyyRKa9s0jW/axWLx4P79a9eubW9u7OzsiIjqGt5jfPutt7/33e/G4M+dOXXmzJkLL5zvJ5m1tvGNEGpSSqBeLBOA/vqaefH8vq/94wPURCColUJqfak0WYXkgKVrltBKgtGmcSE2LhobgBDBGu1FQMCLOJAgAMASBaLE4CgoCKKFrVZpEpI2/E2Fvuf7Nz6R/rpZD/j5WvbOi/zc/v5Tv/iM3NhdTl00/Bl8XAhFomvDoqqqqlmW1Wy2WJR1XbdV3ZZl1TSNc7aTm2MQZmEBAUUaQYixQ9kAIkZgZNEAzL51nrkCYIUAwDG4LgvODCFE72II7AN78rKSfjt9GQBAK2SBkxx7hzBlEJBVMRV30+BJg303lQGt4ukE0s2iaLrPjWRVeQigQAiJQE56IgSeI74opUXEh0ikEEgEY5TYOacFRSJEiBGIuhJp/VxVA6+qGuRZEZ/qTmtWM5gKJzVQ8uyBKMCRoVzW+/tHd+7cvXfvXrmst07tfOGLP3bp0qUkSZ7NkyGExGYu+Od8m8+VdhD9za6rzoYcQ3BNVS9m88nR8dPx5MCHZtDr53meJWmSJBqpLMvxbHl0OJ7NZmlGvUE66NtBP+3laULWoE3zIdkBkRUQ/GTb8Bw5GQGAi6J49bOfefD08bT0qSUi45rQPl0eLd599dJFIcMxFla/duXFL//dn/zLd968+2ivmR0QqNhIf7i9Mxr6xsfomdlH17Z165sQnLSNrx0G+OD9d//Nv/7f/sEv//0s77169ZW333oXhlmus/ViPY/kogejPloe9pb9j3R1ff70Fy+8fu7C2aP7e7PHD4vd9Tce1jA9fthbf1wdjg+fXHntM1VzfP/pg9A2YbHsB0xN4SI3mnpZzyycJ4+Jqeo2cPQhLOsKiuLLX/7Jn/o7X905+4KfHAKvafRtWyVrp1//wtq5M2dufnDj8OmhIlrr9RPsmpWDNXqt6IUkDSF0GnWEaG3qnSNUzvGd2/eurf1w98yZLOsXeT/Jk6ouv/iFL21tnfr93//Gwwd7gwEEZktYGCNNo2M0IBJimuYP9w8f/cH/AxCH/Yw2NmrXGNzyMboakdIs0Wmarq+vj0aj4XCU9YrRaKS1ns0maZqWTRlC6ItGgBgjO4dxlV+tqqpztnCIMUYhYJbGObAGER3HBqMncNJGblOAHCi3OvoYAdljLxtYVEiH9XS+5Hp8dLzTUxlS29ZV6Q9zubZ/+/36qN5IYi9pJSKitdZnRVgEFzxqxT30HFGR50CkHx8+/vjhxzunds+dOzcYDM+c3oUkISIA6m6fpmrbxhFpAyRMSGSz5Hg6KYpiY2trQwfdz82o98qXXzv78sWFtON60s5mk/HhzfffX8v6mlkgKmVjANKf8gl17gOlVCcFOOdAUER55xSQQp0mudZWIsawSq8nSYGK2QB6k+EwTXpapQJOobE606rOTDYYDJoALi5adkEEWXPUVemBSaPWWheUzmKbW6OU8gTBtxy8bxtNKnqnlAHh4FqmqLUWiSE4koCI1hjWxMyZNhB9tSyTXt9Z27TtnY/v/drf/+Wf/fovPFksyuAHO6eq23dNlqaJEgjBOQAAnTi0T2fV1VNZ8KATDcGgt7WuWkJPYSBOgY6gCJXEECYH2LpitJUbc1TNzuTUe+OVOs3fvnOnnDft4/Gd4w9uXPogbYwarf+b3/1337v2nUaHSlxk2BhucnCJSv3o3P/91o2j8eHX3/jMly5sr6UqTFiiF+ckBCVCUStFWhlQCKGGXh/AtWVZi1K+scHzfJmR4fHYOtbakrbKaKXMuN/2VJJF9Xjv0YPvfD8drV947XN2rT93zhOySvJe0kvVgKuRcmDJBwfIaWhtW9V1CaHJEkOubJtmsiyrh3fi0dMsJzlujxazvaPl/sFx1QQwyWaRc+AwaaD0RkM/S3VCTkcBBEJtkyJPi6JQyrYcRCRJslQLQwziIyerJSaCIcOMRE30QWlKrTbGJAm1TeVD7UODKNoqEUTxRdHXxsYoHBWoSKgQmBCs1aowiSRaW0INQMLdzpdWHpLO6MaROXRH9SBMSgggCCOKYBQg7NgmaE92iigoHR2CmTWgJmLvykVYLnp1VboiBYk6SVKjQQkrBGYjgUIjAZEZdGQ0QIrQMIPDlgVjaEClmJpb9+7/3je++bu//83xfMlgHdmDx/vsAiiV9NZ8jDF0PUmsUJQyAKwQI7MmstaeP3/285//7Pr65u27tz+4eWtZRhYE0oCiWDFz29Qh+mekg5O1lTpL3olvaoW96QTS7tHU7YuEWSmlSAHA/vHxxsZ6b9Dzrnn0dH9RLs+d3c2yTCmFgHVZOudpWaZ5dm73TNZPnXMdgSL60NWSKYVdcbGI6n5I07RThF68eHltMNjZ3MxMMjue9JJs2B/4yjWNq6u2nC+bqm0aVy0qEoIV+U+U0iyiFBmjm6bpDtlPWB4nsxnqzdOn1jBs4Pap3dNV2/TzougNADSSabRFtSJ7RSCN4H2UCEyikboKB+k6tD/hGqwyaYgqKwZJkhS9oUlyY6xJE22MIPiTFBGiQg0UCFHIEACSxmgMdC5QAWEBEVKIRpFKIrJoYiVMKMZAhCRNmRkpkjKA6hPMncBfW9r+Sddx1+Ug3fEdMUj3nVZ1XZZl5BBjYoxSGrvvlyOKSFW348Px0cGhrxoEcK4p5wuGkkNs27auW6uTNE37eXHt2rXx+Cg1ushS5xoitoq0Ar9quWLgqFb0zG6pwOeb2fmkfgFVl37qyqW11opIJSaRgJGiBImesYNkskgEFgk+iAuh7err2Lugn4kVz80GspIiTka+55QE4ah9y6wk721ub5xfO/XSYPMyZRer0A8hFZWRMh44sDBIkFKYCVdt10FYiSBGkSgsSGRIAVFVVXuPnjzY2/u9f/vvP7r1USc9Z1nnLcbpdEKk86IXhROTpmkOQFrberrn+sXbb751+tT217/+9SRJfAg+sE7SCxcu/NE3v/n1X/j5V1+5TCCJNcTSNE0kVlq3bR0n06OD/YGKKsONne04n8zKWovmso0xBghCPjVpYgxxYI8CoAGBSRMFDj66qDUpAhbSJJGZhSVGgRBYIIKLFCJEVoIWsLCZTtOkn13ob8Df/PVXjZonN+wng92zWeLTpeHPhdA+obngcxPgSgmMwt77sqxn88XB/uGyqmeLsmmcD+ycr6qmrmuGPjPHAMzSmfcItTDyitAYhUFEIkQRcSDeewQmgq6QHQFC6E7KV0WwJ6RHJQhI0LWCiUgEUUoZY2yKWlsOq972rnPCWsvswPsYIxJ0mluM3anECU+dCIG6xDFKdwuRAkRAAkEkUs8cGtBVgyAJoSjqiiEZVsWGxNyNfCLcfbbCLCLUlecg8POfv0A8kWFXjNCOl9k9/jDGzqcKJ+ZpFgCIi2U1Ho/39vbu3bu3f3Cotb5w4cIbb7zR7/e7EKO1SYyxO8sHhB+paP/rKvjgP5X57C4G5sgSmYPzrmmaqqrm89lkcuy9t1YPhr08T621WmvfuOl0Oj6eHh9Pqqrq9bPRelYk1MvT1CZKqcTkg94a2jWttQCteF2dt/NTJno5e273n/zT35hW7f0nT8atny2b3qAfrcyaUAfQgkTUL3qZ1RTcT//Ejz/6D/+OxBEaCO3mWn9jrX/v1t22bcty0YGzlVJtDFqBMrC1lmuJb/7wWlMui37v7r0Hm5vDB4lxLfeBzg63nxw9oaKolXz7o+ti47duvvlj565c/MwVX5bjxeTs1mnagfXp+JROz4zWp+NxkqjtjY2al7c/vnV6Y3PDqrI5bho3aerct0WEblWYzWatd1G4cfWFV1/9lV/91eHw7HxRRmW2T2+f2lobAL907vKjux/9xfe+u5zPf+5rP/vo3t379+6kWhljlCIiSo0tQ/DeC5FzjizNFkthPfEzRWma5g8f7j19etDhVrMsq6rq0qXL/f5QkRGBLE0X83ls29wmyOLqhltvSLGASlKVoGd/0NbGKCYaYj8xqldkp0/vnN3dGQ77NtExRq1VjHFZzqLWCmNd6j4HiAAAIABJREFULxrXWmtdsAjoY4iutSF2FdFHR0e9GNf6g0IVuq29ADe+rn2IEYxhBrRkU0sAAkAI68M1UOBqnw8HbXBWDLpYVfUw718otke6lyg9yJJxzUupm17WeDsv6dA6TkBnida6FkCIaS8znLjQtj54H4wy2uqmadI8JYLFcjaf9bLUziZHvcFIaWOM0Ujex86U7n2VJNnW5qlT27v/7W/+xPrGdp7n66PNsxmpQT6D1m4Oj/18Uc1CdFVTLpfzwyePYbChSa3cFggMoD5J837S+4RaA4B3IQYQQYkAhADQ6/VIlKshhMBBdIKktLGklQWvc+ilaaZAR+kSy4lRNrG2l/cbJ4sqzitUMbjAYHXbobMCC7HSyvu2UxhWRG9DOmhjdGTfPXxCEADuWKZ1U0PIq6aM0QMk0XshgshEOgR2zgWO9x4+2D84uPzFL/2L06fv1ov1J48r4QwxsxpCw8GjgA+cm+RoOg9bqfcxtRo8kMcGPJMoa0gjQ+w+LYWEqKv52ESXjLb6KZEAKvO1n/7xzd3tP7p2/e60miyWv/1b//p3RmvG0v7RwyU6bdGKwsjUVDpCLJsq20jTwVsf32+X43Jy8e+8dOH89naYHQEErkMMgVhQGdARNHrwhn0MMU0yjWpZlq4Nw+E2kIlV1QMNpKGsIEYAjM00qjQGlVWT0xY51uFgbz5BLjLRJuuPDu7c3FP3xo07PNxvEVwAA7Rs3FEIdTVvm7owYFs3iFGPJ7qqegSPPvgg+LpqqqXXbR1IJanJL11+pX/+1BM5Fh80kEIwRmGihHVN6H3oljwgqsu69U1W5GmSEKFm6YaoGAIIGGMAlIiUrjUm7R7UHANiIMeRHXMAFs+efUySiKRD4EFv6EIr4rwPImK1Sos+qUIppcAgEHdhOrXqb8XuSqfn1hQUQhKJhMTcVYRx5ycVYexwZCTdCbIClI6HoSgGbhpXl1Vb1XVdWw1KtCZrFLFwCIIiKBybRhRD0BG9oOk6mLAQYQCCIP7am+/+1m//H3/y5z8Ek9piWFZV6yOjBa1AoG0jxGi0jcEzOOwI0sxeGAB2d0594Utf/MpXvuJ9+0d/+scf3rwBAFH1CTvwaZS4slAZYyREwpOUwipLgyDU2ayeAReenad3AROtNYJ6lu73wddtCwCjYV9rfXy4L5HPntvtQv71ohkOExaZTaZV2UjCaZoO+wNEbJqmLBdVVXW4+M7niYhra2tnzpzZ2dnJ81w8p2nKLMiYZ7klXS1ra+1iNp/Pl3XtJMSqqubzeQgRNT6ziXKM3cOqwyg8s49125IQwrmXX754bpcnB312+/v7f/iHf/jSpRfPXX412zgVUEfsmMBdExhoRI6OSRERIyEAKdW1g4qcjJFBeAUtxjQrsiRNstwmmTE2SzM0yoVgjerekkE0GWWIWFgJkUKjyGjRxEAkQCwoTEYBapFoCKMCVhgRVGKdc4LU1X1/cgiO//+DXzfydQ9zOOmejzG2bVuW5WQ6Tpu0bdM000mSWGtFJHiuly0BKYUKaVqWdbWUEAG5dcu6qrSyMXo0dmdnZ3d39+133m7bdjDoGWOqap5mFhR630aSE1A/P8sQddrAM9L78/t/RUprpQwlibJpRzckqxMJGDBEjCgRRJhIiBRTAGaG7q4HgCDsndcsQSkAQc8rKx0RrL42AQTS2gpr7wSYFJmbm18dDja3ts+PNs5n2Rbo/hQso5G086HWIo0wIYNm1OSUUt47a23goJVqmoaJSCUqTUBoPJ7cfXDrnXfe+f5fXHvw6GFZHmdpIZ6RKMZodRI8Y8Ct9c2NjY0Y43g69b4eDIqmabxff3ywSIv1H751Y+f0+S9+6XVEJMXRL0dryW/+5r8gQWAhRIjYsEUD0EwzE9egHe99MH77u6lJcWsddzeH586NDT299xAOpF/GYVQqT7x3XrvQb0GRUiq2HltOyPR6PJvWs6YGUlolUJUWl8CIqEAroIAhJgZ6aZGaPBCbhK2dztHazXMV+j57RBRAQIXdU7YbhRiQiBiAOwArswQkBHEiUZiFI0jEVY2jAogncWV5hsiPMT67VjrMVheCIlIcY+QAKCIBAJVSMbiuujH40Lowny+f7B/sHx7NFnWIEqKORE5CFcEhQpq4ximjhBggIaKmdiaFyA4id6w8EUQhYWQWpxJgQg4aogKhrl15ZUBhIIIubhsYgTEAImRp9vKVq2maX79+XaJ/7bOfI4LJZDLo96qq3ljfAqC3377+woVLpN3Njz4qfTSEwBCjoKzuboWAECVEIlCKODILCEFXsqo0CpFQd35GxuSalEQvAlYZpQJCRDSEnGY2chu5ShNjLKMJTkp0yhilEH0Mgpq6rHKHcyfkCMIr65eABGYi7DBIATwyFtUwBhETmX2AihR6INfoo7m++8jduLV4+Kh2jbl0+fQXX39591SSpYUiQ2RcywBKk+YIyugVXwmwM9isUEwkzxs4oSOrnLS4PFuooNOEVR1cYGbX1nXZLGbLyfGEfVAU+wO7uZ0Va6ST4KGe1Mv96fGjJ83huIyh3D1tT21AnvRJ0r7dGgxPmaQfdbYoF02sMlggJMz5p+AA4oFbkFLx8kIx/9JFjNN9t5w4KFQ7bAUKq27d+MsBCS/n2YZZN3H/5vVLV17+57/4S3/6rW+/8/b7589s/MbXf3Z2NP3BB2+vz274smLH0wZns7IAg0KiTUmpSgqt7A8fTM9v0iuXr9aTI/th7XMzVaFelzbppxpDKdakC01//ODdrZtb/+zHfz5rdvffu3vmUMH5Pu4PLjyoXmniRbGx4Rs37/f7/VFxKpxa5nljqnHfLtPc4/bGDaqGjxtERmVjbdEPL5w7d/aX/knIt0pH9Xi69JURfzg/DpktD49++OG79w6ffOmN14v1tenHHywhZP3e0WzcywtFULuKUbxVbeOdcKxD0is6qUrEi7hlU9178B4iaor7Tx4Ph8Nhv7hx4/rR4aNeobgNlpKqiaP1keoNj6v2lElqJA/kPBvQeba2MdxdG66vbaxvbuwURZFlGSLGGJ1I3cQQQghNt71QEUIQETAqlwCTjD2LuBYt5afXB6lt33knOzx8Nc2yUGqdvLC9NZkc77s2bK1Vwfmao/Nki7puyuU0YxgQbqU9iAzMMF6mmVmocH9xdKlqd9c2dk2axugg1Hk/272wuZ58eHT3EccDllobIJ0bq5KUgzfKRIhEyoANjpEVsjLWEiXeRRCOIvuTSdS6AlmneQdPs0r7NizqxbKeV8vaN35QfO7FK6995guvZeujFrhnhhrIgB1CvWxmuQtQhfHxAks/OZjefbiXv7LRMhuFCJEpKjAMgiAnpFqfZNwfklMBjY/CbWBEUkqx1mmRpDSsnSMVG1oyNkWqNXqFRSrDREZJ2OjrF+qGZinXse3NyJmGsxowIreyNE7Py6rRSdqw3+hvmLRQCdZtWTduUTvk1KwNYmy0zQqVg6mSLOeA2vQUWACWCO2MIdYIoLDNkBQTSWFU37cuqEC5r9r9jf454bWnR/I//97/+3f/bgNUVsupHB/tWAg119Ooin4VxeZBGawqdTB1VdSjVEOcgKRicMOpY2iXhV5YyhLLlU+UAVCRolZGNQ6e7qfWplm6kZizzeHlTf3ZL56/fn/vxtPDw2rq54ekzengFRMsuj6Z0MbjtgtpN5MooFO68XTx8On1D+4cfu3VV794ZnfNOpAFLMbRl5I6JAWBqrSwQbKkgKBMgIHk4hAcQ7P0rgEDWAWMAUkBwZl5D2IJCjZG9uqXX/7GD9796K3DsLYrvVHpY+seIvByuayboNN8Oq+Wg2iMis0S6yoRQseKbOtFp1nTLlVbr0lzuZdvxZBLfDIwkmlqwpBCr1ec3zydw/q3rv/ggUwufOVqkhcMDapW46LItU09qsZ5RI4gqm1YMKZ5SkoriiKx5baf9/rpYDpZSBkHhhKAhNi7Gq1uJQYtwQAiVq4SkcRYlGZyONaojelpbeYLj5gQSblYWhIVmCMiaAEh7QFYgESMQiAARE3QwXqViBFUKBAliAiJdBo6ARKRV0LU5e1XgKMIKEhG6ygCqCwitFGWbbaOWmljE0qtB3GoWYsIU2wUa82eggJSiIpRodF6kVOazYO6fTj/rX/7B3/2w488FhaSdtFKdBgCQABBFGWEUECkNYSBQxS2ZCNIjHDhhbP/5T//DTL2+9ff+vju3b29vSAqy4pCpR0kAwnRmhBCVBSZo1ZBBJRSgMxsSDOwr1ubJCFGRDSJJqROAFVESKsJByXQiS0vzfrLycLZmgRFxEUcLys6nPZ6eRd3WbZ1klibWkQZgCYBFWOS2HR9COtDIkjTNDrfhf+11lrbRCdWtG4ZFHBdpUmqOISG0RhrksPjo6ptS986CW30h5Oj8WLiwStIFJAixVESk2jS5aKUKCFGay0i1nVApYpeYYzBxdHxkwgA0h9UwXz4/XeH79+7ePHjV15++cqVK+fOnUs1WGaoWudZ51qyKkRAAY0UokmSRCe2aj1p4wM3PrQhTKt6UXtKisJAL8+SRCkDtlCoGdmnKOQcxlURgxdmAxGBlTAwIJKwZtLAGANEh9GDOCERpR0ZhyYqS8b2pEo0iDhiFwGAGxAHq5028XMbIgDQYoCRiAJ7ZcDHiEo6Xfukok5pJmq4OZrNCV2aSn8IRV8S75U6AVzyeHIMQGkPbKVb0Rxt0ziUNYSEA/eKflNX29vbo/X+g/u3h4MMKbjWJUmCQMhoKVvRJxjBcQR+BgsSESbBFWafn+WP2DqxGSaG0lRnmTYJEWmlo+sysU5YOFAA9CyBQwQho42iTkzuYI1aFDASCWkU7OydQpExogpgA6VCfUzW7NbWYH13uLaxufmKtbkxfYHcBROiYkWAxMId0x8EO0AiICHzsxSWd54sWZtMp7PHj5/cu3f/nevXb9786PDo2PmAiNYmaVKgKK0NCDZ160F2dk7neW8ymTa16/V6ReoZWBFZY/r9IrX60aNH7NtvfStNEn3pxRes1Z4ZVoHjjieMAOyjUwCp0hR9uyzv3/l4PpkapY6P9vODQf/0xvraYPjipQU9Do+PwInjiEYroxSqJE+zLGPhxaKsm5CI2jq97QMsFrX3oLVWQEYsoY4G0YA1aIOohoKXqFgnkiXQoyQWBs3fUuh7XrH5dL/7j5YxPDN5fsrH/JwSSCeIDqWUCIhgjHE2mx0cHM3ncwToZXnjQuNCYDIGMyBjRBjyLLCAd8H7iKhUobx3SqT1LSJqpWIQACGlQCKDAxQkgc4dAthVAnW0p86wudo7AWqFMUqaZJcuXVpf3wQADu7KlSsx+rzINdHa2mhn5zSCKoqetenB0SOlFCHYJO0VhbUJEpnEKkUEqBUZa0LwVVV57/O8SFOrrUIQPrFEIqP3sanrPMuLLPW+UQRaU+tqFkJAHxqQkGfp2qjf7+dKUddCEwKzILPqjPgA+AlemSVGFmERIOqq8DgCr84GCZ1UQLr1ZJzBxoToyqoaH9d37z69ffvRvXuPAOSVqy/95Fe+8PnPf35tbS1N0xOc16pUhlZK2o8eV/3odSKfXAH0jHTwTJ5gEcIQXIyhaefz5cHx+NGyPAyxWt/ob22vb6xvWJMy03JeP7j/6M6dew/vPyXtd3cHly9t5QlZ1TNQ5OnacDD0TIvZbNFI9FGDFlGAlSAyWF519xlCUoCRmVUP2H5849apM6d/5ue+eng8ebQ8JI7rWXZhe7tniWKcPXn8wqVLcVm+eeMasfuZn/qxyy9c/PC9v3hw5+7VF7eu9L7+1rs3733nB8uF61lzdn2kfTY+Pj6eTYHFDjZJ9w6WrTyeXnnh4uuj7P27t2eLWaoN2YQkKiVltTRZjqr907/8HhzMf/0nvr77yuX5fLJ5et0OsmSQEsP777zd//zls6d3JtOpDbD3wR3vYBBh/czOsL+eLt1LdjtuMGm3pnotZdupufyLX5XPvvJg5n3TDEb9XOVihSX84M13bl2/Lgn99E//9MbG6OaN9x893EPA6WKutSmrqqMyCAJHEEJD1tIKzfPsC3XO3b9//8yZM01TT6fT2Wz2r/7Vv2yaxvuwvr6usFEaACKR1E0VOSKh977f63/1az9b5HmvPwBUqFSIUaJ0TCZA6TpAAYGQEIHFE1LTNkopYw1zsNYOeubSlZdOb2wLysH44OaN93bWh3L29HoFytrJcuZn015RqMQ27C1j0ctr7UuDc98cTQ5HoM6t71zK1rMFa2NqgLYw+8380Fef2TiXmiRJ82xzS29v3fPVd+6+97339u7z9NAGPzDpMM+ssUr30GRZ3ijqkglt3Qp0zzFyzq2saaQ4xuWibJp2f39/bZjkedYr+tYYieIaH9ogATjizZu30t5wtLO7bbTp9ZZhuYa9eTsVihKkWpblslxMZnv37//g+9eePn76ysVXO1gkAHXZYUJ6zhmDXeQmCLXORRBSRmvTdbSISOtKRDQWVSvMMTITinO+rRYF9kfrg82tHQrJ+mizqWfJMhnPDrP54cBXa21bnJqZ0dNsf1pH17NufWtAehRji9QzIJltgYVQpUkBin00zrNrYp4OSOckBFqUJhQM3nOI1iaAYlOaLqZN8EmSEIjzYbS+5V0YjYrGlW++de32nXfv3nvfN1W/KKL39cLNjhZjpVCzScJOr8itGY/HB8eTzUJyIlHKi0yg12Y9zC0lRYzRQAQMUC8hsYIhgBJA8oaxgkBkNvvF4NVLw/MXX/wacwsYInNkZCEWZGEQz9gKe4AgwI0XRA4xth59m8aYS/AcnEZrc7AijW59w44FYw4OMEoUAQ3KQqIii0YPqVVOQulBglJADMyM0Cjk2Pq2ocrzwfHxtTtPjvTDsehsY1MlNgQfglcm89U8AskhxBiMFWQossyJ56ggtYHFJr2CjJSyiHZICQVCz8CAispQT129Y3C+rBfL8un48ejJ1jCX9HS69KXKs3lVGoceWhZiRdZYBlyW9XQ2TXIDwGlirE2JzLysp9NF24Z+nviIj54cK2VMmkTB2bKKHBDFmMwqBQJNDW2j2qYxKqRp2u9tsMRlOZ3NK24baZq28Z6DQauQYNVMAPLX70MgdAa7bqH5FHfgmYxCq4UGEURijFqRUka49SG4GJBWGG5DWoCBVIxdK7AgBA4EyKQAFIHm4Fxk1QY+rPw3v/mtDz74YGN98+BgUi5LAOgQtbCqrWUBIFRBIgIhIgElSbJ16uzlyy+ePXf2B2+9vbe3V1V107YxSprm3HWCY9cNHEMIz8gCz9qDo0Dna3q2iXoeii7P4bhXGiB/osmEENI0EeHxeAwAWisQOjo62t8PaZpYq/Mi66ClWhsGTpNMa6UIlLZpagkBEdI01UhKGUIk1EoprYxSChVqvbKSEmJdNeN60ra+rJu6DSwwXSyf7h9MxtOO0y0xMnQqMXSVVwySJIlzDhEHwyEqMsZkWUYa8jwvimJn+9Sg30+T9C+///07d+5873vfG41Gu7u7r169+vrrr5+/cKHX64UYQ9kKM/vIwWdpluW5tsYklrRtWleWVV23rlywKwEo2kQkQmeNipEBQSIJBOeBV3qGdBIHCCGhsCCCMHMIIhA9eqcgcvQswhRZgShE1LC6ijgKx9DhCvh5qY/+k1Lfp3ZRij6BtAtLjBFEZq5USqdJVhT9oii6UZklxBiqumzq9sKFi1devDg+nh0cHBVp2sxLpaCpy8Vi8eKlF37+578GIB/fvaOUQpIuC4CIzBJjFIl0QhaEE2JfiCvLGKlIRKS7cgwioiTNh8O1NEtsmhprldKEGGOEKErFCMAxBNcG50LwRBqxizlIF4ZyPoiwzoxh5rhiFGVCiWflwLSYUbHd235hsPNSsXWR0i3WfabE1IvI4loDYEGnaNKOnSgYP3GKdk5h4DwtQggxirW6qdu33rx+/fr1H/zgB3dufxxCINL94cAaC0zKGmOMc2o+mQ2HaxubG03V7u3ttVWzsbElAZxryuUyeM/MXrXWWp1nDUI/S54+efwewWI++fVf/8cvX73iguvMdh3MEYVFRNs0+johtj4++vDWg9u3e1oDodY0mRztHT7uDQfndnZObW00jMvjcZate+9rVxX9rFgbGKvbtt5a2wxR2ta1TTQC+ajfKSyKdaJSRNXG4MRp4hxMwiYytTEwNQQu1aouSGUMf6vXiZHvkx86bEhny4a48kZ2PLdPMV1OTALPuj6ea+rDZ3m0zqWQpmma5lXtBV3gxnTzBhilWRhdsxRAbW2ipA0RJOhEx4h5mhhj6rpeTBdKaWuoCYGh7WqAADEConR4Xxbhk1UlIioAVEAxrnrMj46O8rx39crLIbqqKkViklhrbXB+f//pbLq4dOnyaDR6uHenaRql8KXLL7386tX10WY3xFprBaIhlSRmNpsdHO577y+cf6EoCpuYrn21Ax87F46PjyVKr9cbFIWA5+Ajh6apluXC++b46LCuF/0iWV8b5IVVHeuUWUBY8MQ0i1opYUQhlBWvsiNxEVFX4wHY2V+ACAM1EHRZQWQom8hS7h/MHj3cv3X7/ng8RVQvvnT5x3/i9S986Y0z53ZTa7qE4WqGw44VC3gytJ9gfvBkxXmWgPyRhN/Ki9Jp8RyZJQTnqmrZuuV0dnhwdO/w6F7dHNgUBsPeaLSW50Xb8Hy+3Lv/+PatuwcHB4PeYrTeO3tuOOqn3jMIKWv7/QEj1001X7aChUatIGFRRDWDEogMqtMZGRSAZdYC5sWLl3e3Tm0WxVc+8+pkMrl++93NteHHH35o5vqFixfEuyS160qonHzpykWyyR//6Z98997N8f7hvbt3PvvqZ8bQ+/Z3/kLA5ITl7Pjv/fJX/+t/9l/8X//+d373G3944+7T2hT9YT/qdL+V+d3DV85u7144s7hVW5NULIPR5ngx2T13xfvl3t2Pi9Onby3Hf/TR9X/6c7/y5IcfSltun9vaO9wfNYkXGDFClnDs2cgXivUBBFeVpY/j2cJMYm8Sny4PbRUPHxzcP1pMY1PEZj45nJfB12Ls9ubpLdtPjg73Hjy6+8qrL/3kz3w1xuBd01TLux/fPth/GgLbPEVYQatRCJQQAJEWEB9cd6uelPnwwcHB5ubmcDh4+vSJtRZRer3cOUckratFIpIkeaoUAnWcdWHA0WjTe1/WvvWVTXNmbqtZV4Jy8uYoIi74pmnW1taM1Vqnm5ubZ8/unj59ejAY3Prwre/+ybf/z7ferdtmupgeHx++8dKL/82v/aP08fjg29eU1N6YSTNtOKgsyYQihYlq54bG4pdQvZhvf/n0SxtVXDORkiRuFA/Dci/B0Suv6sN5tjHKNtYPjfzJ03vfvnn99uKoHiZtZqHft4klQ8ZaoxSQEq2SJDHGRM+uDcIUg8QQQux0IUFEQUFB1wbXhnIy7zqO8zzP0yzRSUcO1GSmk8V712985gtfSkfDzbxAhW1dAwoEXi6W08lkNj6+/eGtN3947d133psdzwlQoUIh6LhQArKiqAF2x1YAqMjXHjSYxCoyIUThk6cxBW2NDx6VUyTGKIPELaCYsnS0mefFRkoDQkXgIaxthbpyy8o1rfeTubtwsDiaLMumrOOEkoVKJ3XzFFSRJXZrlPqWQcA7v6olU9mybYNXbIw1iUmUVVo41FDH2Hr266eGpy+MppMnDBwk+NYNR4M070+mi/3jp8Hjo70Hp09t9PuDO48eQxPzIk20WVtbG08mqEQh3dt7/AJpsygP5ouXhoUDj6I51eX22saFU8XnLlb7t2M1UW2gxQwRMRqNCZJBVMyBHcaoqK4FQRGuKVjXGglEPEAgJVoTKgOkWCWibCQdBaVs8rRwjWdmrbVAdL7yvinZNYJZr296hWrbdlkF19B4gsZgj9HaaDiQZqXBRCCvlDBEjkCoI6Jz0UCpjAXnEFRis15vWMe9I4zTLPXRXTi1611zfHw8nRyrvDfc2Kajdlk3r7302cOj/WDSfCN/8ZXP5Gtr79/8sJ+qB2+/qdOB07b2Pjc64ZkLrNPUCe2Vk412mY0GP/PVn+3ffKut+LRd9yIVldO27m0O26aNwiEKC1ljCFRsm7JpQgzGqOhl3C4IDZEul20I0aY9abFuugA8MuhqzsfH0yQxm1vr2WAgIhy01bqVRQim9cqYNLKPYpO0D8qAKoAMggVQXbp/VcCHfy3y8NO1DtidGp3gME7CQCcQClBas3SVfgAMVeuq1rnIyIjSyS5oBCFKdBFCBBZABaRECWrhqCJAG7Q3ePv27eWiBKGDg8M07ZWLioiERSSCIoDuoBUFGJAEYGtr8/Lly+cunB8MBpPZ+M233x5PZkopZXSMYExi0sy1wZ80oHb7nxWfkzBGhg5bRZ0cdJLZYJbnUQufDt10bLlnR/DGqM4AdZLJ9x1cQGs9ny9EOF2kaZoOBr3hcJha07rAgkWRmSRFRFKYpWmM3iittaUTqKrRqoO+BB+0VQRYLstlWXkf3QqUEJrWHx+Nj46Pq6ZRWq+YKydMyM5I2VlJe72etTYIF0XRQTWzIkGiqq6fHuwvq3K0Prp69ep77713eHi4XC4PDg7ee++9//iNPzh79uxrr7129erVUzujIs0Q4Gh/n6MfjUb9fj8tcqW1C9G3zvtQTmfNolJIkm5BDChCAsISIQoH5K4EGSQGZvYcIwoA2ICChMiRogIVJULwHJ2vq9W4rg0agIQAXBf17+xmwXsRgbh6MD/r1/mrIx8+T7w/2Vo/V3VGXaAdWnHsfenaZV0lubUWSZgDcxCCtm3barl18WKR5v2iKJfVzOrJhLNUH4/deHzYH/Taetk1VCOSMUYbg6i6gwYi7jy3XRmjZ99hdTrHJ6FKklVPtTbGGGN72XAwzLLMJAZPFDXXNEIIwjH66L0PrQ+ND1ERdGt9jLGb+hgYQHT0QemEktRH27INkMVk4HXvzIuX/grRAAAgAElEQVSfM4NT2eisKrYC9atoXTCAJmMmbSzZwBQi+BiBUAj4JCy2WgeJAKCqKmPM472n77/33vXr169duzYZT1NrjVJJkhFRYlIW0RqiD4+fHl64+KISM5/PE5Oujzabtaau2xDC+vp6XZdN0+QDKyJt2/qmNRmlqV3Op8boENzly5cEYl3XzNw5VFfpsRXWxEMMKgbVuIMHD2LVGEMs0nintc4A/HJ58Oixz/IUKRsNNjZGZbk4Hgcxhg0FYjaw5Cov8v6gb1vvXOAoTePqqkoUCgcCwxoEXBB2EK1WMTCr6MWReDAABgQj/G1ff33L9ome83wR349EuZ79y2cy4MmFvjrY8N4jQJIkzNK48OwXiYiEkFmJCsB5ljSN8yEmaZqT9oGzImWOSimr9WKxYB+rqgnOa6XiJ9DRrsYNTwD+3IVGCambWADQGAxBmqYZj6fWPk2NRcSqnnvfhujzPEeB5XL54OFDIppO1+fzufPMAOPZ9O7H95+k+x3fMs9zkWgUpmlalovFfI6IvWJY122SGEDRmtI07f66Iu+tDYdJkmhEY5Vvq6ou09SubwyCb6yB2QSsIa0JYgwACoHU6m8QYMYYu1ah5wbsFVWGJUpERFQIQrRqdSXByIAucqx9WPqyDo8fP33w8MnR0aGP4dSpUxcvnT13brffL7TWJkkRVee47ob8k4KggKhp5e094cd39BQh+CvVpCd41+6/HVlCCMF5V9XLxfJoMnk8nT4p62PBJs3yznfufawW9eHTw4cPH06nY63p9LbZOjXY3Coih3LZJjZJtEKtyuWyqlqlTN7vJdqAdAV9CQKpldAHCKAkIrb379/6H//lf/fRR9ezVFch/k+//b/6yP/Zr/z8r/7Df3j7/Xe/98ffvH/n9pWLFy7snMqKvLc2SgYDSOzu5ub16+8t5vPTp8/8wi/8vSOnZuPZn3/nL0RQXP29P//Wj3/28q//4//89IUX/vf/8I3rH+2NZ1NAk2W5C/LBvVuXX7j40sXz+0+OyCYokiTJ8XQaYttG+Qe/9o9e6G/8L//9/7A92r6abzW+zV44/3ojydOnh0WW1+Hhcn64nO+cO4NBVbcekk2Gow1TDFTtyvJAp4mrS6fA9NOUVSRuXTWZztmhsTjzc51p4KZtm14/b9vWubbI88Rmvd5gfHykEZwLtJr1IK4O0SnEqJTSZAgpxu7hzwjQ1GVVLrRCrTD4Ns9zZiYUjl4kkiFAFIioqCzLum2MMQ3zolwiqCQjBnLBB8/9fn+VuGAfQ6QIaZr2it7ZC7tXr14dDvuj0ShN7Xg8/vDme3/2Z39256O3/axSTbTWjoZFavF4Pr5/9OS/+qVfuiEy++Dj6mh+vH842lg/LkvykUxyTH7KfBhrAVWYRJV17//j7E1/ND2v9L5zzr0827tWVVdX9UZSJMVFGtGSKMniaEYajzT22BNkA4Ig8NiAEyBA/oF8DZK/IgFiwwPHNmDDziyR7ZE81gy1jERRIw0p7mQ3u6u7a33r3Z7l3s7Jh+etYovyAHHqQ6FQKHRXPc/73s9Zrut3cT7IrZ8Ub4bzV07uumFedrg3MknOF/cfPlidLzmsJ1k23AnRKa21GIxIAFmmTJGDUcHoTKjPStJGO4oAKfGGos4xMYDgZgaPiMhWGAJDy5FSBKs0EgomJcbky8Xq6OHhE89+crVaKGsgZETUdPV6Na+Xqzu3b7/66quv/+z1tmmoh/ml/gxDQBAGVH3uCvRjrcvpfoRgNAljSqxRo0DXdUZxplEgCMQQW+8zm1dKW7RFu4SYMESy1sQAhKaJKJg5zY5Vk1LKGKtCh0rkXCMqSxHqmJAQQoiSIPrOaiLSLnTJSesCiSW0WmVGF4hKgIOPTeu6ti4L1aV2NM1H2+b8uAkgRTVQ1jw8PMnLwdWrV4bD8YP7D9f1Msu39q5eW52eFVlmjAWW9Xq9ni3RRBP8tBiPGF0SRtXGYLQaTraLJz5RPvsETDLtj5tYY1DsJEOg0KAkRAMqV6SSUiDEzbIPQVaaQHuQBBBBEktArYSQhRJqRpuYIst4OAZprVGABNaAzgxksV11vvWu60QAyCDlmQJVgVtJSrFtUgyaQOeUIAElUAYMskPPUSJpUgQqSGeRUBgZKXJmcgEICC9+5de2bj02HI3eeO213/rG33njzbeL0fSLL33lzutvzU6Ov/4bX/tX//yf//y1N5595rlbO1ef+Wu/0tXrD957UysiiMpaDdit2yxX3K82FLYpNNErrwnohWc+c7o+2VaDe4vjmZt5EjGmz79pu7ZpnO1CnpeEuigq19TAwkqCS4BAWjGRKTLBbLFcECokXeSTxXzWLEJpxymG1XnHXuV5niwpM9AGQ6LQBh2o67rVem2UGg9GxWgns6UiA7xpK3p3Xv/1pajkosfZRENdFhgJREmfUIybjC96hCJOJH2QEqIQJsHAyaXgPXpvMx0QMYXILgXn2AcSINJKKVGKQ0xIURGDBYMP7j8Ukccff/zOvR+tV/5yIdPDR4noYi+TxuPp1f3dJ554oqqq2Wz24b27TdMsVytjjCDVdRsDZ2WRohApugCwXU7DL0Pz+lnbhv3Wj8YB5BcFV5f8to8VZptKDDbaQqUopuBD3GwRE0gSAPRdiD5Fn6KXwY1dAQJUSJpI939Uj+/fQAd6X49ccuMic4oRmbltO+99StJ1TlCFyPPl+ux83jauByg8CgJg6NkLQkRVVeV53p+fo9Eoz/MYY+t8ClFrnZK4LsQuVoORD4lIu5gSeBWTi6nrPji4//CPv/Xvn/vkrcdu3bp5/YbE0NTrqqqGw2FR5X0/CQCu9bPT02ZdF1k+HpZZZjNjk1JsCIQkJuDe2LkRUQgAJ049DQQAURHphEkSp+Ag+q7rOIbIiUnpvLRCOicFqo8gAQBJzIA9fO8yXeevhORfFKbU02s3WdWX/MwNyZNBiUgK3HEbvO8xm8aqELzWumtq19Tr5aperY6PTplBJIbgAXg4qra2xu+9c0SEKW1ua5ZlFxGMlBkkIm2NMaZfzzjXdsH3jYxSyujMWmOt7QmuRTXMTK5JKVTUDyFFwmZJmDimmHyMPoSQfIjI/b6hJzP16euIqHW+5Vk1XtUhk2xnfPWpvRvPVtu39HAnYuHZNJEiaxFNyihlElSc0EdIPch+M2lhRO6PiT4yoL+UDx4e/8Ef/MGPf/zj46Oj9apGxMloFHzKi7woqqZpFotFDDyZTKY728zAQSaTLdf6et1qnDMzsNSr5WQyqcrcGlUUeUrp5Ox0vV7acmgUFln23Cefeu655377b37DFtYYE7oA8vF9Lku0GrENzWzGq3pQ5MSx62qUVGhb5DZ6dHV9XNfT4XBvd5eq3GoxsU6U6hQ0oc6VRIkkyoK1RiWVomQjO5IKYwhtSoHBKKsouC51buWTtpUoUWSs0lKU7aAwpf3/ofC8+EgfgWcfmVdchOvQo1u+jzV+dHFQPgoC6adXfWVpjCrLXARCakX8BaIAkiSFJCiaqK+mNKmtra2ru3t106GC8XgUY5QU2nYrs/m9Dw+Wq7VWlnoVZ9/kfaSoJhIgSNhTwy7elyFIPyN4eHD//PSsPx9DbAHY+c6Yvn+g0+Oztm2nk+15vUAFVumT47PDoxMirWjDM2KORqExilNIKeV5fv/gYV7YPM+N0XmZVVXVR68Myqosih6CpElHxBg9ERW5DsqOhwXyiNkTcIhRM4LG3u3eX8OeTHV5YQEYe4BZf8tYQBEJXRjiUQQSSEqRJKYIy7WbnS0fPDx6+PAociAFw1G2vTOcTAdZbhAUiKYNr6l/wMTL8NMeM3P5DO4bPWEEkEvOBFxweZEuNcGRmfsToW2W69V8Pj8+mx0uVycxNdpIntvBYCBR6rY5PT2/f//e6dkRUppOBntXcbpT5hmenNUx6NGgnEx3WLDzDlQaDcfj6dTYC2QW55uTtH8TSgJwAF1an73/9k/v3Tl+5tPXgtGH50tli5++8/6tn7/13BNPfunX4503Xz88nR0dnbzwwgvbN5+ILmij//bf+S8/98IXv/3tP7lz585wsPX8F77w+LVrj+3v/9EffXPlu7ffPvhf/tf/7b/97/5utXWlyHLvGqQcEXyzTthkI5zPz29uXb3y5FMfHBys2PsYzpbzxEGb/P7p+c70yj3f/Ombf3nzV/+mPV8X3httsiZ2q+Os9Tdu7s8z+csfvIK3D/nDhzev7+9ubTNIgwmHhUs4d+0S0lz80XpBbp1XJl/rs9US1bZIXCwXw8Iao1ar1Ww2I6Lg/Xw+Hw6Ho+G4Wa9iCqrn315QpC/M5XI5P1ZKpxR6t/3BwcHx8XFd11oTs9VaK5U3TaNIpRSaplFknnzyyclkklLy3vcLfJvr3tSQhMngfD5niYPBYHd3dzIZDQbV1b0re3u7Ozs7p6fHP3/jte9+7+Cdd9557/13YoyLxaIYSZGhReVc17UeNSwWyz98+Vuf//Tzf+1v/fr6ycdntw/svQfzxcLiCLq0liCFme5M0nq9elcVkolRy9oFFbsi+/GD+x/odnp994zdHbc0Ou9UWGTRCwOaArMhQbta52CtsWCJFQEpMcqRlKCicAwxxEsjsfSEpxSZ+8rzQsJd6Ooy7jYG6VLIjbXGeO+11k3bHh4+jCl0bcMOOWpjTEi+bZuDg7uvvPqjn7/xWtOsEaC/8szcL+/hcsW+CcrpocICAIPRcOU8M+tMKaVJyDu/XC4zAxONqABRvPcx+lwVpS5WdeCYo8oZlLIFABIhEwSmNsDSRx+hA9UKrUJqmIHAErgYgjhKXfIrFl8UlbUWlRKRgFE7s3a+yEhEJVEkICKBk08xpIiWtKVbT+1xoh8tfr5atOPpNEUpimoynbrQYQNPfOJGXbv7dw/2JjvLk9lyuSzyKjPVaDSKbfRp3SzjMq6TiGcMAhmAzQpz44Z9+ilI4cM3f3bt+lUtae2cgtoogLYm70FZ0AJKKdWLmRwwgCNwG2UVWAWZIQEwhAgcozCjREyCMQXDJASRY2TS1oyHMB7prfEglantYt1y7RJHhTlogsmE69oHn0Ik0oYMGQJhsCCBgsYALN4rZTVgqzgKK0QFIjFZbQDAh9i6+Ktf+fV33no3o+zx/Vvc8o9+/Bfp090H99996ctf/n+++fsvPPPJD197ozs+efeVV9B3n/nE4+/97M8xNpI6YRViV1oITWfyPBKJSNd13sdBAeCFPF/Jp+msW7v5SX08fPxKt/YSklLKx+R8jMnFfnoYotVWWJSx49FQgGrnBNkU5bprfYLRaKhRpwgpolH5YFC2Xe1D8J0UZUmYabKkOAIDI4qqW7dYNcMqRzJFUWltf2FOKPCIdFkY+siCTVBQX1TwIxCzBJvnHwoCbRq/fk/Sg+E3y0DRqCgxtC44J5k2TmmFEH3wzoXGJ9ehEFEgrUQp7qcDVudV/uHR0fvvv38W1bPPPnt0uvrpT99ABhZWSpHWERL7CAJVWW1Ntndv7I3H45TS+++/v1gt8zzXWiutSRtm1spqq5RSMSatrFIfb9sum8DNJrM3XF2y/S9IG/gRzOkjcPom+viiyoox9tsbH1z/MxcZDHIpGhUR72Ndt/PFajQaaQNd54moLDIhaFpnNCGLUkptnuIbL0kKQWvNIda+SYlj5M6H4BNqdM4tl8vVsvYxwCagG4iItOpj2C5jire3txeLxWKxsEXu/SYPed3UIQSrDTOzSUS0PZlWVTU/Pe3vZr/C9SH4EEIIJ4d3t6db169du3Vtf3sy8V3XrNej6aher4nAkFJI4lqVAkV0Te1z6zOjFGpNoBQzo0CM0ShllEZFEjGkFIV1vzfARMQoIClF7ziGlJIPvmld4GSKMEQqlEakGGNfBnPvjAC8KH0e/fzL6rlf2PX9Irv1sjMk6t8IIoljCnGzuAMlkGLkBwf3puNJluXRO+/qxWrtvVcI1SDb27ty7+DDV175Yb8d6YlNxpjLrEtJ0IvUjDGkFXNUCm20RJu/yGjdR6sbnWW2KPPKKA1AHAWRCRUh5jaDyEEpr0mpXkWNoiCkGGN8NPpPhJFQv3tC2pbl5NrVTzy9c+P5avvxoEY1Z6tgEhpEpcgURhNA8Cm2jVJFjCkKI4IyShMliYk9sGww7Yh0Mf48Ojr61re+def2h9tbW2VZGjJ5VipK/WRFKTMsh61zRFQV5fZ0a3Zej0ajnZ2dnisInIoi96Gr18uiyJWCtq0FUlkYwspY/SvPf+r555555ulPPvnEY865dbuu12tAFMKP3+SUcq3a5er+2+8awZ3xtF2ciSaFlJglsQYErRMktirlNA8tacimI6UlsXMSMLP5oBDhluOGVy6QGZtlObBSNqUAogAMFpJJG1OXSGXJKFLJEIMd2LLUefaf2vVdiBDipVrgUq75y6/dR5u9R5MeLm/8ZWDAhqvLCQCyLBNBAQoh5Ulcl/psEAQWBlaJWITIdZGUAiRrsul0W2juXDuZTAGkbduiCGVREenbtz/sGkd9qBUAgJLNWm/Dv1S/4E4UBCIAo5FZFsvzxYJERCkVostz7UPQGowxe3t7eZ4fPjwK8ahx3dbW9tb29mpVz2ZzBBVSapoWEUDEECIl4UhEoetWq1W/HicCUrBJwBTa2to6Pz/fGk9G48F0PNBG2UwXWR7ioq1XMQWl+iZKsAed9nVlT04hLdJHrMSP2JgggALYg5Ckf1xsdCAsjOIjpwghctvAycny9PT8fD5vndNGssyOxsV4Ug6H1WAwKMuBtZkkAJCUOMbgve8vS16WgglAiVBvywTgfqt4iegE+SU5g/RbvuBc55xbLGbz+ens/Hi+OOncmpTkeVEVBQderpbn58uHD44Ojw5iqre2Rzs7w60dygpq27prQ15sF4PtrBrVq1XkZAs7no5HowER/eKNvRhQIAMkwLQ1qr74hc9u77x7Xq8f3r9f7FzLB6M7Rw9+71/+i6dvXp+WxZXhdP/q9fffeudHr79Xbt/av3mjW7u8wL2nPv30e3fffe2tH738vYP7H06mW5//9LN/8u/+7dzJ3t7o7Gz5v//D3xtOt+a1i60jHZnXiFQNh2W1lZxnH/auXztdnDfr5FlMXkAHkOIf/ps//vnrb89BvvPm619+4UupUBOIWZED6Ga2Ws2Wfn/QppBNBo3B4bDcHU1xWf/8Rz9xx+dP71xDG2YpLDGeK6bpAHLroydDLnRJUmHtwJSGhAB851JKva0ir0rSysfQuG46Gnddgx/b3iP29Nj+za61TmmT1fHgwcF6vQbgGPno+DDP86IotFH9YB0AR6PJZz/7+f39fUW6PzRSCj5A61xRDapqNJpO9qdPW6vH4/Hu7pXpdFpWeVFkWWZ++KMf/N7v/ePvfu/PiMBajYhlVUy3Bq1arV1LKsdciUhQaCaDv7x7+//8o3/5P/+D/7G8dYUMfvL5p46OjhCUWy691bg7XVm6/xevhtXYiw3ldojAIA9sOB6At4OFlTaBNVmToteMk8oitXXjujYXnRljBAfK2jzrVBKlROk2hcgcQvCt9957H0NIEqWp20eik6VnHCmlBJBIazSEhIAKaMM7EgwhxBTu3rtzfPxgCjtodHSktY4SDw7vvvqzV95447VVsy7LPHbeZBoJABiol331D7dN19cXwb1JelgOmzgHRVVVAUNXd865rut8kLwqtb0wFEfgpBKZ9aoZ2aoaTCKLj8ACkKBLsQvdbDk7np2HiAzlsotr37HiJJ5T3fpliLXWdUxro6Qst3uBkEiWQYGgF6tOBGNg4Q4RjUIBUEaraFDReHtoqVCoZ7P5u28cIon3nBXD49OzpllWg+L46P7jjz21t7c3oDIri7OzoxQFBxa1Sil1rTOK6tZJoYVRGKUPSt2ZQq5/9L3vH8/Ox/s3xlc/YaiswZ6cHEwTWO4gBFAMBkAVRAnIAWowFsgCE4hwFFaCNkOFjMyAGFkJ6MSaY5eawuRaq9jFumswNcaty+kUrFV5qUADWnAOXAQfYTAEZXTrsOm4ScwdVQADBMCkQZVGB8YUMbIBWhtJKSoEIoUCZZZnxkqQH7z88hf+xtePT0+u7+9D4k8+8eQH73/YrpYP5kfz9vzK/vbs/Gxna/Kf/2e/c3R8PDt+8PRzj+9MBuuHjqXTZsBdIqOU02Ve1CwY0/J0dnLvQMWbRVFI8qrUru2UiOmQWmlD7SFVVaXA9HHQzJwCB+dyO0SEwhYmL4IIxpQk9ni34Xg03dpCoeZ8NSgHWikiKIqq6xogNCaLgUmBNUWANiYmJYkhMQujc27hlmnz3rmcJiOC4n5mjh8NndMFBpEZLvHbAkSIDKCEhDa4/g0+4OIH+lRKpTQTtSEuluvSWgQFAAopBefb1tdt7BzHpABRK7CGbEa5VUbVdX3v7v2zs/P3Txe3dPWpT/0KJ33v7t3lcplSTMKgSWVmVFbXr+zv7e7XoT2dnQHAzpWdT3/mV4qi6LxfLJYPDg+DT1q5wEkYIzMoSBfuqY8CsUQ+yjPo12t97WT63K6e5b0pq/qWsW/nfpmkkDgqoMtOclN3JQFCSSIiRvcARkyRzxcrpUzfJYpgEg5JDJDrkmgSEVS6zxzuW8cUIwD0WcfM7EPyIfokwFC3rm47F7zIRb42JqV60s5my9e3qU1TN03tXcecTo+OBoNBXpV9MkQIoa7rTnV9m7q7u3t+ft6s130OQ+DkYugtgkNrT07nq1Xt6jY9dnM6nQyGaXt7e1CUSiHHlGtTWZs6DwBWk0KQxJKSJAalLqUZmy8u2ilB6HyHiIRKK+6zhfv8LAHwLF3wzkcDpIqCbBuZc+qj9gj6G3IRfvf//YMESEAuevjLIewFiZoAKEGfES3Mabmsx9MRIM/n5z/7y1fLYoConn766WowPD093bt6tWnq1XL+h3/4+3dv37GZjiESgVKKSF8U6pukdNzs/pQo7LHtRNR61zd+KUYE4CxDVMiIQhzFidOJbJ71xW3Uoe8qrbWQGIQjIXdJICUORCSQBJJIQkAdtj+/d+uJx5741HDrmkvlOuoYC9E5AhmlEZFjcr7tKT1WkYuslM50n0bvPQck6K/2RmB2wcsAgaeeeurv/b2/9+qPf/wXP/lpYYuqquq6JUBNRpMpx1VRlYeHh+fn52Wea2O0VlYbPcAiM74wRmsAOT0+WUZns608z1fdejAY3Hz6E0VZPv/Cp1787OeM1q5tvPdnZydVVUUCFtkMZfusSBBA5ORI2/Vs9sHbb92oirIqulopVcTQIhMkFpQ8y9AQ5baWKDFmWVZMRsNR3jTrulmyoSZFrTUpjBAEiYgSUhOjUaJyqw04jqIl05nOMvHoE4lVSJFTDEpFovCf+ELsoa6XvJC+kvsooWGjrP941/cxxMvHRhcfi/7r3S/M0DQdM2uCvLBAKrIkjiES9a9LYSQyJqtbt1ivzpeLxWIZYlisllVVMXNkmWzvPE62XruDgwfMTgQINKPacPwvz0MAfZnpCQqUshpT5BCTVqC19t73VbL3nhRMJpMbN2689NJLeZ7/8R9/+/j4eLJz5Rvf+MaLL37xjTfe+uNv/fvT0zMQCjZ412pFxiiUwClsWCKGtCZrEHXv7E0AoDSu1ot1vTzKi9FoMBxU0+n46t52bg1Hv1ov23oN7BGBULB/zwhJ6hXlPWm3f0h8dHn/Cu4O9JEPjBBZupa7Ji4W4ehwNjtfhhiIaDStpluDveu7k+1RUdoeEhO8aIUpxZSic84513d9Ns8uujsW2SRE97Otj235Pnp6cWKJzCnEzofO+WZdz9b1ed0sm3YZk68KW9g8s9V63Z6dLU+Oz46OHy6Wp9VAb+/Y7R2V2TwlWTcOVTkY75IqmjbWzgfhYZHllTW5SnChqdhsN4E3gYoaxAAaU46+9rW/+Ztf//p7tz/4v7/573SW3bh2rcWTbr382VuLSttROXr8xmN2cAVV9nu//+35bPbY9Wuf+dRz7OvTh/cfv7b71k9+/E//2T9KggKq6/gbv/HlFz734r/79rf/8i/fXBycXbk6JjDr1era1f3BYOA7r4CqzJbWHj68b4zyHLIiTx34ZQuMZ6fLo8NXx9UgMv3+9//sid2trz75wueuPL793NNXJ5VktnadIO7dvP7gw8OqTTlKeHByePRwtlrtX7u699itG89/Sos5WtUfuvZsMjgFiDEURZZSmM/daDRQSBhZKcXM3jtrzGAwAABrcxBsXGe13RB65SME68YVcyE9ukAxyfb29tbWVj88ruuaOZ6fnxlj8qwSUISWSBd52bUuuggA2tDV8c7e/r7O7LUb14uyqkbDgbKTybiqKm2oKIqyzJtmfTY7fu31n35w+x1ryWZGa8qyrGnWImGdNeO8bOoACUjbNgTRUO1defnNn3/mpz/+7Zd+rU3+7Gw5fvJW13VmZPWwWlh89a3X/+1rr2DkI128c344VLrM8iNp6lGurT5fribbW9NEnOPKtcuu8cCoQBUZi5iqiK5zlBCTpIgBUARc7U3puhCc6+kL3geJfZVGG0oRS/8e2WzjfUqAOsussaovOIS1Jue8SDo4+PDOh+8nSkWVM+Wu8XW9fuudN9546/XZ+izPDadERlFMqAC1gg3a++MCewTqc5M91y4Gq7KiKFJI9bJOKfWeCh/6YDCdZ4PoI4hhr4aDnf2tx/auXlMm85ycSzHK0i07354eHz88PGqDmHwcJYupXXfnLGc6zXxYMK4UdoBeaWzbOs/zLDNaiBMQUZ5l/dg+hCAikhGSKIWkqfXtqBp1TZ2V+NkvfIqjnZ8BOBoNx0VZzmbHNsfVYjGqRlvT/dWqPTk9Wy1XVTU0VvWKA631ICupWxmyfSWROHahHWA6ePf9g7snL/36V6viCpLOro0zO1qprD58m703EFSv7scAolgxAqGUgAKkGQwYi1kWiUlpACb2hKyEAUQJBUDX1WitzRcMEOYAACAASURBVAiV6ZxfLd18uSgHo+ForGwBkyHEAtZ1u1wlZc3AZhlEnrv1in2XA+E2Qq+yyw0FkCDkAZg1Uop9ECykBEqjMoqDB0hvvP3aztb2yA7un9wv8sH1T9w4OH04X8+++a1/87d//Rv/6g/+TYb6cHlW7W0XBv/DD7975/DewdH9kGIYT/K8XJ8vtvPSkIGuqZSSyOl8iYM6pyyvRot6VRZ22472s+3FqSPNxXaVQxFRHCYC0MooEqN08Km0GaLyLgQBIkJFPkUE1lbF6DWZtmsmw5GKWBWlzXTdZOumds6t1s0YMSuqrl63nUuMIUUiAgWrpj5f+RAdQySwl6G4mzA62KgJH32ubUIJeuoL95ujjWgIGJmEZFPFAz4ShE0AgizY+TBf11UeBAkANBJ755raN21o2+A8AJDSusiy4dAaAuZqUB0eHnZdR0R37ty58dgnv/a1r927e/cnP/nJ0cmDznX9OHh7PMnQLJfzqNTe3l5fkKzX69PZbLlcLlf1vXv3icgYq0w2GAwAyDkXoo+cLuWdl/FL8CjnX5G5sEC36/pjBdUvF1qPfg4hXH4/RX7UiaO07veQPVgrsRdBQbxipjFxU3dGk64KRSSoNn0akbD0/kNN0LZtjMLMbed9TIIqxBA4NF3bqzxCSsAsJHgBAtkAQvpwUYAHd++aohhPJj3ML8Y4Yh5d2aqqyjknacP/q+v66rX98/Pze84l51zw2pjLP9PFpJRCMEcnZ+tVffXqlb393bwc7O7t3bi2xzGwD8QMvd0/cm77sHp6RIOGWisAiAzA0afIgiDkQj+00oBakxIUIUEFPnIEDIgBQST5EFrvVIq6rDYRcaKwhxvgIyu+j2n/5BeavQ00s4cdAhApRGS86OcFGKgXyiqkflXLIkVVhui878bTEQDMl+dE9IUvvfjSS1/5zne+c2V76+233z6fHS8Wq+Gomp/7R2PrRfo8MP5FAEevaN1saAL3bO0oIimKNTHmMYaotY4cQorJkFLK9GoUicwRgJVCY1RKGjnpiJvMsEeTvVD0F37nf0IwkcwsWmEtqAEUJaVAIEaRRLAx6cXNdJON1V3XiSTUhJxQkAiMNiklBcgMCMghEdHO9vavfeUr9w8OBoNB6ELTNMNqqJQpiqLrun5lPRmNQwiz2ayqKk5hvjidjsa2ML3xPUU/GpcnJ0dtZ7e2x7cee/bWrVu/+qu/urUzjYAS02q1MEo3TVMUhXPOFjmK+OAzm3nvMQVNChEVxHblHty73SwWHfGkHBfDQd0shbWLriCFiAmxLCs1yBa+HRZlnZy1RQOCg3IyqhJvlOjBdTEJg9JIqDUBBuqYiRl9Pw4CyrXWZL1LSRudmUIr0ePpcM9Ww81KpDeFfHzj/KjAAkQkXQyTHqFFfaTVvLSUPBrF9h/dFl7mfly+zh453fiy98uyCIC5oNIwHIwCy/HJ+fHJKQGT0QGsT9EY27Tuw7sH4/GYtEoMbdsul8umaU5OZ74LZLTJs9AGlkSktTJBpJ9qpMiKFIJohVVVlGXZNPWvfOYz1aB65513lotV18Wu9b3lMMtyIgMo+/v7v/Vbv/XVr351Op2W5eBP/uRPdvdv/O7v/u7Tzzz7mRc+3wX+7ne/H0Jq68a7DCFliopc51adnh3nNhuOy6IoACUE13UdahVCyPOMiEiw6xrnm9XSrNZngMEa6tplvVp63xmFxmgACSEojZKYL0SVzCyMSmHA0KOZAICBiUBr6o24F153nSC5mGKMaxfrtV8t/enJaj5v2taBku2d0fXruztXhlvb48lo2EvtrbUxEGLy3vWDt6ZdG2PGo2l/ahP1iz5hFiJA1PBR5/mRPhBQeNPyxaZddl1TN6vVanW+OEzcrRZnoXPVoMystaZsar9euaOj44ODg9XyPM9hf3985Wo5HFFo9arumkaiYOs4SVy35zG0An7ZrtT8jKkSjL2cnrAB1IwqgRIAAlSQI+DcwYOT5ZVJsTWc/tpnP3u+XH/tiy/ufWbvBz/44YP7h6en58fz+ft3D0s7rKrx6eEx+/DOe3e++c1v/g+/+9/8rd/6Gw8+fP8HL7uf3/3g/v16tYq7V3F+fvr5z77wwx/98Nlnn4gxzs5ONPvK8H/1O1+fTLbee/f9RnIremTyuwf3OTNZmek2AXNurGKs20bboo2CRK8fP/jp6b03D47/68999enptZMVXb1xtZMFe8/B60I5nZbN6oYdTUUvUqyuTJ792lcQDVTDHRfTndv1aqmMzvP8QfNwX18vrUUWQjLKRheZE5HpSUJaWQDIilw4XQLx+hfVBq5LxCEiYm5s6NpMG0DuF7WIwCE2zdp13Wq1ijHubE0Aq/liwQycBIBQyDkXXfcbv/HVZ555MiY/GA7BKJsV1Wg41EXvuCACkRSTZwmdaxDF+44UIkqWmRBcWeV93+JTyoiAyYfEhMzSAnPy/+SP/mBRN7/55a/o/SsHZ7MsKyo1cEZ97/W/+KPvfuegWWprjrwzWjAlE7SyWotVUQpl/HmtMRdNlQCzUiJBazaQmL0WtLZTACoZY5HAR0cC9bqVlFIUZomRg08SGYAkbZ6jRGR0b19XFrU2xlqtlerVVyycOCiFpEA4zRdnL3/3Pzy//NStxx+zmDnXvn/n9k9+8uP7xwfaKq01JqakJCZlKEkkSEBKgPsYPuxNINJb5IG0Wi1XTdPkRXF2dtbW7fxsrkkNy2rdJdclMlYDDIeFb5NWg3YFGqqbNz5RDcbA2LmmbsJ63TTtct2so/eFNVmZk6lOzpZts267eeCzSjVJmpi6rj2bTGyClFxzPj/b3d0djqeLxUp61zQBUkqRlcIYI0tEDTrTIaZ1uwIW1Grv2tXPfqH40z9+LYF4Hz/7+c9+8pnHf/jKd1eL5Z07d3a3b3hMoEgXWZ7ns9nMar13ZffB0QEBXtvfV80ycSBTOlej14Oze5Otz/zOb/62HUxBZdAFSAz51uDWcwfNKrjMcGclaohK1oo5qkKRUeiFEVWBpIE4hLYJEUiqqoLAvnWFLYAMIFEUQiUxgWKrtMozG6VpA9fdee3I6uFkbLa2oDS2ouCHoW4UJD3WWpeLk6P2dLG1uwfAmkRIVJkDGli10njf+UxAZ4X3SRC0JiWsIOlC/9mffjvPc3EuOS+CUVRkFrecKf1/vPU+dFEx/cN/8U+VMUGidzX4JpNYFYPYRtR5qYrcWkW6QPIu7Ey2t4FovuKkIMLA6tankS52aWL9WhuddE5RNbGjLkmm8ixLKa2atrBZ611VDkQYWNq2BRDnWuS2c0qE6+UaIvho2rYWCBlbbXRVFfPV2rl2vsIrWUYaAaBpaudamxmBtFot0JVd14bojba95wtBNvXtRSXa0xCZWSnqQQCBe7WRAAKKRE6IhCDUN34b9Q6JSOJEZISZjFbWtM4vVuuc0GibZVkAlBBZIHKKACEm2IyHLYswECpi5uvXr/vv/7Cum3J7PJvNhoPp9evXp9PpD3743dsffrC9u1uW5WQy2RltVUWZjUaz2ezo8Oj07Ph0Nluv1ymJ0lqkR20DkZ7P51U1LIrCee4lk7FXrvIGa3dJutpwEFhijL2hA5h7Tesl7VNr3VfV1MstLsr6R+v7Ry02/T8+Ho+VMl3XeR+IyLnw4MGD1WqlicoybztnR4PO+8yYfjUEQDEy95eIqGdZhRBcZBdi5yNLYKTg03rdrOvWx8R9Ia6IaJP/1uP6sixr23Y1nwNAcK5FnEwm4/HYOXd+ft5ymI4ng8EgpdSs68PFYZZlyHL16tW6rk8ePoQQROu+h1RKec+UoMjJR2nO56io6dr5YtG6TqkXb924NtyqIAbftNaaMYDJCp1nqIiUQsQkaI3uR2O9ayb6wCAhRRcdIhqjbG4UESLqpFwXCEWJZFCpXAAgcDIxZlnmWYrMktbYr0N/wcx3IdD4RTDRxw2ZzFopuWiMUZt+dsYCiAKX0i1CBFKEIXkFWFSF1gq1GlpNqIaTajodb29PEbFp12WZ7+xsHT64f6HIEOdciNxP9r33krjXAyuFxhR5njOkEIIxSkfdK8NTFK0jESVhYeCUgDBKVEIdAXNKKbHEPoophICEWmvRqSjQ+16Km/p+UmutFOkWrxIRgUIhBAQRBSjAyFGQscezCHKvkMH+NxTAoBQgJlSiFAHg7GQmibe3r0Tv89ym6F10eqTz3L744ovff/l7qrBFVlqTM0P0ITO2H4cQ0ZXtna5rmqYZDgrXNo2hqihDbINPeZENhkVeXHvmmadfeumlJ554YjgepJTatm5D1FpnRT47Ph2NRpLScDg8mZ0VRaEUOd8pJG0MRuaUcqPuf/jB0cF9AkbEhJCNKrE4P08EIBFCSjEmDVIYq0vjUlK5CXrz6mQFoDQRKQOUDWyZhLnXAECCNrFVmpRSYIASaiLSIHY4qYJWQIFAAAZRZx3o6q/ozT5uM72USfyihfijhd4jwCjEXubX6/3gY5Huj/53j+4DL0slJBLpSz0DANrm1ubGluumbbq2afK67WIISukeLs8x1XWtrdnamuR53rb12Wx2dnrqXYyxx+qK0YWS2P8VyCGkpIiM1c65LMtG4+HWdFyWeW7NP/jv//5gUP3Zn333jTfeeu/d20dHJ3meA7JIKsuyGpTPPffc888/f+vWrdFo9NRTT92/f39779rO7tXJeOvKXrh16/GrV28vVzWRUgScfJapybiajgeDKiuK7JPPPHnz5k1t6Pj06L333js6OprNao4KlcmrobF6vV4uluvEbjgqM6sVdJsxuUCMEYGZWeJH21EERURCkZmjJKWUVo/cUEJUJAkICVABUAKI0XdtXK39/Hw1X7TLZRuCoFZ5oQbDYro12toebW2PxpOqKLJeGhF98tKmFJ1vfeiIqMj7mDUSRu6T0PEjcc5l238JeOk9RwxJJHWuXq5mXde2bb2uFyk03i1D6BDBWluWA0XZet0eH58+OLi/nM+LSu1enVzdH1UDSrJer+y6Tst1ZImR54ocAHRuqXRsXNm5EDhrfTtEAQLACCC9mTMBBAAFoEHPa/+dl394dO9d8Oub+1efeOyJLEVy8be/9htd5+/dffDzt95+cP/44N7DN372DjCyd5iib5Yvf+/lMpdMgR6WX/87/8VTn3jy+997+eXv/OmP//zdf/KP/9GHH7wTY/jSl74Q/PVXXnnli7/2qw/u3n799deHo+nnPv+Fx6/fvHf7Tkj+z3/+mre6LPP1PEBIyAhBiqpsYudDyou80fh2V/+zV78/FBuFm1957InPPb/D/t7Dw3sHB829g+Hek+qkViyTK9N3j+598fo10Bk4D4WY3S0lgV1CSdeuXVuvl8NqNJ2M2DtrMxFUmywrISKl8cIKoqKwAlRK0YbmzMzxYvTDKXGMMUQXY3TOrderGGNKoRd+xOTLshwMBimV88VKBBBV6FrXNpqQUNbL+V+8+sOizK89dn3v2rWqMkaxMUr6aCJGH7rVarlaLxaL8/l8FqLvQ3dSSgK9ipiVKBIiUAx4AUzBrusm48ls1fxf//pfv/qTnz37iaeG+YCZKTa3Hzz42d33z3xXjMdO0rprQSMoZYweKjNkZdloJmDpYguIEYUkWhQCZMSkSLQSDaCxU+AlSkwxRkisIAvMKSTXuq71yUdm6E+bvq4ypKw2RhuttUGlNWlSfcQLoggwAHedVxa0ptp177775totPzy4ndt8sVweHh6enp2AYmMzAAneW8wYgRGAoK/4EBgAPkpZRWCQEMJ8Pn94chjR13W9WtXBBaus1jrGWBajvMqMFVDMib2L3CXp8v29W5PRVRF1PpuBGK3LxWouLlR5efXKbgRoo9SdlMXw+WF5fHbv52+dnRwdKHOuTNM0S2Oq/f2r7C0its7BajGfz1frjpMSiM5x13VZlhmr2naNJMYoRLVuaoxcFUOl4fz8bN2uQyjv37//pS994epjn7hz552D2x+enDz8cHr91s2ndGb9KsyXi53xzmw2a2MbnfdCAaw2xBBcaDITVu6MHr49GD9nlYW2htk81m0t3ICsQ7eqboIdm7QqeD1IzUCc4RAiaIWokAgBE0IEFi2svGeFFjIwOkaGmIAJVJZRHxwQEAQgKVBKKYIkURJh6OL54Qmcz0bbw3x7S3EFeh0Wy7ZdFOVwfM0uz0+W9+7ng0pVVg1HQACWYJhjpsdBxa7tOsekyAAnp5MbAKyXC1evvEEIqY8tB9IAKkOJ3KQkCIRA0UnY5MRKqWVMdiJYRq5ITcwAMXHb6uiHeb5r7RggC17XtTa2yEbA2NTdzfHWti6c90dz18UGjAzLPCI06zoJm8wabbJyAAAcohD4rm1CF1IEaHxXZyZDoVE5UhpsQYic2HEKgYUlKC0xdienh+XYxNR5z863KbaECaMemaHWhNTn/TIg93KtfplBl4BvZmbstdOXkWIboEvvbQJUAIxCvcRaQIT7wDURSYghSYzsQFyIiLkgCYMQKm37IbgxbjAYiAgQapvrMqfMklJZZp577rnr16+/fu/VDvOskyIfXtvfJ6Inn3yaIbXBV1V169atYVYFF4+Ojg4PDx88eLBerwMnEYwx+K7TWT/qwpQkheDbTgEOBoNeg92vGYFQKdX3RUqp3m/WNI1rWg4BREhpuKia+gOnh/R+zFPzV5RzH/lrevR/jNF775wDAIAIAIvF4uDBg7LMy8J2zpWUpZQiUqAQESVxSgmBCNGn5FOMkX1KPsaYOAFySk3Xds613nVdB5yAyBglwn2Ms7VWa80pKaLBaLRerUDEt+2KaGtrazIe6+3tOrjFYuGc2925oobD89OzB/cODovir//1v/74448XRXF4eOi7Nmmt+nZXWU3KubRqG2tU3cWE3fnq4HS+eHB49NIXv/jrL315azJdky5zy8xAZKxFo9FYZaxF7BdrmBIJBJV0CN4FFxKQKK10rkyhba86ZEGjVSzEdNw56EIIgQUTc5JY5ENlNCklDAqQlJJf8vL9MjKDLrAfqKCXtmqtrbWkFJGOwt57ROoX1wIJev4oCIsYa4QSakWGlFG9eNbkpn/DaLPRamqjrLVKKdd1l7iDftfnvUcBrXWMvhd/9r/GhRAXeh1x1zkASMIhJU2aJQlClKgMGW+sNf3vFp3vZxO9nVNIiDbE148sqX34I0KGjADEggi0iQPAyNAjjHiz6t9I44iQOUVCVn27TyKc3n//9mLeIOLh/aPBoHrqqaeMMVrrtq1Ho9GnPvXcb/7m3/jzP/9hmVfBJ4SU59VFxBkLMiksisIYAwTBN2enh7K1NZ2M+8CoF1/83M2bN596+hOT6bRtW0Rcr9fUe6pizIwZTyfAwiLL5XJnZ2e1WikkSYyEhAwgWlFq25OHB22zzssiIQRmU+QEnA+HqXWxbp1zxigxhvLMaHJuZYsiae375CzG3lOrldKGgDcvF46JmTPEHI0Cy5AiBiTWoBTmEU0iCUKQYgAbVZbIXoi45NFVn4jgf/Sw+KXvPArRenSf91cdPR9r/D5Shz5iTUYgY4y1nGUJUBljtc1JGUbY3dnO8/z0ZHZ0cqwIPSQRQpIY/fn5WUphvV52rp3NZq51fUyIwv4oRI1EmDKrrC2QBFCRLZrWr1qPpAejra3t0WiYf+rTz17b208xTsdbCHR2dtZTVfolGwDs7u5euXJFaw2K8rK0ed47FgJLZvPBcEzK9DbRi5x6MxhUOztbRa6KLP/MC88///zzRZHP5/OnnnrijTfeeOWVV09Pz6pyaIzKMlOvls65LDPB+bquSdoQAhEwC7MgMBGkKI9sXPs5iAAnksDMzEohbaaDgNTL6VEnxiTgferasF6186U7PVstF3UIoowtMj0YZtOtaro1mEwHO1vj4bDKcq0QYgwhcOQ6pdR1nYgUeVX1yYTQ4yX6m0692h/x0VGCXIp9e1MGS2i79WIx86HxrmubZUztajX3ockyW1XD4XDkutis67PT4/niDDDuXNndv7Y1mRRIbrlcnJwO58v1YlUDdFnGWuVaKZYuL5CUsCCqmfdegBMAgQLQBJtqYhNxBolQTk+P79y9LSE5H649/vRbd+6tbr916/qNPFPb4+HXP/9Z/HxanM3ee+fdd95517soSPfu3fv+Kz9984M3mXm2CF/9xtdf+MKX/+7f/we72zv1at22XWhrkfTjH7ycW/3kzf1fe+nLs9X/S9mbPVuWHed9mbmGPZzpDnVr7urqGY2JQAMNgKBIEKJBwRaloCxHKMJDhPnAR/8DfrD/AdsR9ovNB1sPNqWQH6QImVJQJMWgCYIESKAJEGig56HmqjucaY9rrcz0wzq3egDosM9DVdwbN+rWOXvvtVZmft/vG//gT/78z777vbPj7uu/8rWrly/dfuAvX9q7t1qmPlEMDrhvx8V8vu16BrFltQnjbHqxTd0b/cYEUZHn12cvOv/s0VW/bd+sivtOnvjKZ563C92M73frt+P6T7///ZdffrlaTFfrze3l6bt3b+PeBUiCKmenS4mpMOSdqaoKFWMcEdUYdGQeByeoqrUGWFJKuSbMFtBhHNu2zdqMYex27bowkjGSPX7npaP3vizLRyddxj2LJFU2iM6Ssv7b3/vXt269+cST17/4pS985e/8EpJa5wbsq7rIZWffd223XS5P7927c+fOnWEYRIQZUkrZGI1IXtAKERgEQCUEJVbrJl6s8c4DPThZ3r71rTSMpS+STz3HAZStDdtujFEt2cJH1ETEQCpGGbJH+SwGVUXSvJhTEkRjjE0AigYIRXmMMcVREwNACYUycOQYmGMMgTO9k9AaIpfXMO/yFltgDrYiPN9nRFlEkDQlZkhIum023dvdnXu3i6IYx3GIARGdc0kiqDHe5dTeDFF9vF4/rsiRdtVfEl6tVjHGxdHCetc+eERkrl66sJjNx66PMJlMiigtIMSQUjTAZub3b1x9Zjo57Nrxwf2HxhRHl64Z7yZ+4gpLhuI4jO3QNuNs/8JnX3zitN279+CH791ZV7Nxb1ptN3Ry0hTl7Ohgpoh5WyzL8uR0maJae43IjkFDHJB84sApCXhmJyKOqCgKIlqtVhJTGLoxUIznlb4gJLl96/1r155cHOw/Or7bNM3R3hEqpBCFeYxxEyVNSYyp9v3l/Yv3jx/dXr17dOsnR9OFV5M2XRNlbctTV52aIs5uJg7Em0k4W6T1ftzUGudikAjAggAIgUkAyahSbHng5Kydzm1dAZvEaK0jTcKjxMDM57Zw8rM5bMbQjmgMOQjd0MrIXTeZPQmudke1s477xjjj0nxsm83xstz6cjvasoCygKqAurRdbcm3m1MlJELH6bK3HfORK1vSyJHzYDcbOtG42CUABqid98YaAREpK28MlRZr1SNwzxTV0/V0iuZu96hZLx3ixcXicukmCChJ00BtY8uiclSyzGq/Z03UYM1kOaw3sYsoMfKYWijcbDGfzxeV88vjs65vyVlOY2HAWzsETrGXFEtfKaTAgy2pdH61Xac+ERnW5DwJYErD2cmq7cI4hq5rCXk6KWfTel7Ms4NIQVE/OJAgAgGhfvgAkiEZmqPeFPQ8vgQYAXQ3AIfcHgFlUWuyvBNVBYBiYgOkilU58a50vrYGrSULkKoK0o4gAgBoDVgHzpD3InJwuHd0dMjMy+UpbPquDW3TPP/885/+9KcV5c++8+0Y4zNPPm2FHt5/9M7d29vtdrvdhhByDICqojGcUp9SZjERWZFmGLs6lM65SVlhLjhhRz0ZhmHsh67rQggoSkRUFKoqIe4sN8xEROaDIdWHkHv64bPWR6h7Hzp8x91rBEkABKpgCViOHz483F/Mb97gbGJDSMRjxJwXrywAjIgxBFFl0SFyEmVQBVSErh+3XT+OY5KUB5EiQijeO+ecqvZdkwct3nsyKKLA3G83D4c+5+K46ZSZB9Gh7ebz+RNPPDGp62EYXvvpT2ez2Ww2q+vaGGO8a5rm5OSkbcKY4jiO3hjnyzHGyMkYDKdnxphhGNbr9W988+89df3GZr2cFC4yg3W29EIGjXHeq2RwoAAAiYwpyjikxABijVpvvCdnkNAKElgnI3ugiCbpmAANal73yTo0VhHBACKgtQLwsxwX+igvI3vhlEVVSMEi5bKfMiwaNKWUmGl33t85wzP5hUFBJEk0CjbnKxGRI2aOcTRUZAJfFsZbazIKBNGI7tAqMebp1+7eSBItG2PRGROHuBs5IrImZqUxEJnOtjmwMUKKrCmF0RnISbIsuerLtAciIudyYyL/vpREAbwvbCkBwAiQgmNFBowEAF4wAgoBY84j07R7qsmKynkIZ7LWdl13671bv/9v/wjBXLx48Ykb11JKN568KiKBg3OuLv0//sf/6Pjho3feebdwpSHHEiWIaEKbtWqMIN4ZNGAIrDXTSX316uWnnnryy1/+8tVrl1V1DKHruu12i4astUVZqmrli9Pjk8Vkmt9tXdfb1dp4J8LeEsfIis5aEX74/rvcD3t784qTUYkESJCQJvv7g2naISYyvp6YasrGRUnovKsnQCaeq2wdWVZIigbQnEN20QCxoEFAi+IAmHUUCQJIgIPoiJgAWDAZCmDTz4tp/1s6RD+HOJTRqx8e9OXK/rFYVD/6+rm+vsfwgw/W9AxdMZhpmcZaBRGOFmWxN60mFaL2w3bdJWsp43WF0jh0yzSuiTIW0lqLalQEAUGSNc45LAiO9uonrl+Y1pOooLbuxfzwtXf6oOQLX9bOuaFvRHg+nz7/wtObzeanr752/+GjPNzPS+N0Oi8ndVLJxpVhGNqm78YBEck6AOjGYYyJhbtxkDBOJtY5473tCURDVRaz6aSsi9l8cvHSwcHBQdv2P/7xqzHwMAxZ4p/lCiIwjqOBqLoT1oqwISByIuHxOn4+9BBQUgXI4TOUiMhILqpJGIBojJyihJCaNm62w+psaLY9s/rKH3PCngAAIABJREFU13XpCzOd2dncGxuNFe/JWEAQkcipi0GidmFMqjCZTCb1rCyrxw7JTPk/B08BICPan0G/Zv+upBS6bt20S9CYOCTuQmyadsWcqnpWVZUlsxm222bVtuuipMPDo2vXLs8XBUHqtv3Zo9XxmT87a1brNZGbz2BSL+qqqKqirs2kqr0vPmRzV5AKkBDAAmQdM2oEGPZKM6tNiDyZ+ntd9+3X35rdP3v2iWvt9g5xOzHx2WsHl/erJw7nL3zx6d94+dnb9x4eb4a7Lzz5nR/99NV3398kufjCk6+++fa/+cN//1v/5D/55V/+5advPPHv/uAPl+vljRs3fviD79967+443vm93/u9r/36P/yFz7/85p3jd996cz6t9KXPbbanzz59zd7WO/ce7HnsIrY8DkNfeh/GtL+/D6SyigBI+3OD1G03s6OD1XIJ6+2Br59/9rngtPzEk0/cfBHXI2xObWzefHTfv/f2bDYbIw+k1aT209nD07vL46UkJYJ+aOvqABHX26031gCSgrHorduxJROTQpKUYmSOwCIiiQMzj+OYoSXZz3n+4Evu1SEiGcitxJSSQlSIqinxqJyGOHIiCcN2vSSV44cPvv2tPzs+Pf3EJ1+8/uSNa5eePDg4IKK223ZdF8Lw6NGjt95669bt94dhsJaYlZkN7CBjhRoCJLBAyIKkakBR1TIZgrzTFUVR+rIsy7ebe2otWpdC4n6ckLfotme9nxQgAiTMPKgKoCgqiSYmxoLQqEpizAZiRRDIcb4SE0bVpAQw6CApSRTMjAgWETDkLFFu0BbOe+tdNrWTw5zqnhsfu6qP0WAMMUI0pfHkk/IQhxhHMFRVhTEmpRTGoGBLVwir8Dm4ZafJzw+giEhOSVbQGOPZasmGiSiDZurSZTB6GkNkGMKw2S59YVMETq72s6tXnjncv26hGsNorTfGqspifx7ORlBKURCRULeb1bZt6ok929w9ObnXd5v5nl8sJiyX+nbN0aoaZlxvm9liPltM/Ykdx95bqCaTvm9Xq1WMXoEjhxhjPdmf+AlE7rqhD2fL5RJJ+74dOkxjkCh9M8YhgMLy7MRZuvn0zdPjezrG7XZbVVWS0LpSU9+EIahnG92+s5+88MSq1AfH4dF7I09tNDCq8zMh07m6nx6eVVcHtRC31Xi26E8bWs/S4FOwZMQggVgQQlaJIIEIYgjbfj0pnF9cgGKCUYKSZ4ZRRZAYgCMIQ4zgEHzhwco44pCsRd6GcblNlZ0tpnR0AHtzMjp2jZlNp851jx7pdmibFguHk5LqggpXVddhvjfRNEoyokeT6hefeupFdoMp2pSCDACiIsqA4Ax5q1sw1njvydZkK3IFmqrw5KgoXGlNpTRlNM3YLze3x35sVlVdXpj4C5XxNjnvktU+9dBufFUvjImroSjI+2Lo2cG0NHYZ+jZ0AgmMDkNnD/aHcdw2G5FEMhpIs8XCWFytewQDQIg0jD2AVnW57tYPHt1n5ul0imhADZAVif3QTOppVZacxhBD6e1iNqlM4Zyj8w0FgQDpg/YGIujOGKL4kTLm8fEiTy44qxhUc9I2ApIoG8XML1EQFFZIBoz1s8liUk3rcuIK651BVI1ROAKLSgIlskYNiTGIxjnTxziZTGazSbPqOY1n8axtmtVq9fKXv/jss8+OHJbL5fHx8fvL5v69e8uuyR4259w4jsCSj4vMLAKgooIiUVJUgTD0dV3TYj4tS+dcUhnHjM0PWexTOp8RXCGEsR/0o5kNIPKRLz9igNyt2D9r9c+n8L7vY4wgAjtfDxAaAeYoq9UK4Ma5Dg4gAgELIvDOtwwAISQgTCyRhRWQLCCNw9CNAzMrwDlvAFTFeVcUhap2XTcOQz4xjF2f4RdERlVTjCm7EFdrUxQAcPzg4Xw2m81mIYSmabq2vQ9Axkwmk8MLFw6Kg4uHFw4We0PQvmmHYYhhWJ8tm16m06lxJnXjdD4/PVv9+V98RxP/+jd+7flnnzMcSISRrPUJUBANuQRsjGNgRAQUm8e/hKCMZBEZUHKPAdGjRUxEzloG48SIWADvvXelIvB5FjTuWs0fVHn0cwd9eeOwThI/vpoGkLKJGXaWSEgJVHJK8w6CqFGEFQQgKZEx6Lwh8GDygA5zlTUMwziOuHNE59w8IQIFZBaRLGqNzIZVUCIwx4TGAjmbODJHVYWdQJdzT7YgO51NnS0smaRJlEMIiGhzrBghg6bIKpJEJYZd3cgcY0xJ8sjCeoiikpQ4Zy+gYSRRBWMBGECNKioS7Fi8AkBoAVlkR0Dq++EnP33zO3/5vXGMs9nkm9/89XJS+JquXr0Se9w2a2/8hQsXfumXfuntt9/JH3Tf9MYYRw5ADCGRHWLo+86X/uaTN6qq+OpXv/rlL79srQWUk5MT5z0zR06+rICoruvT09Pj5Wq1Wt28fi1yKgo/dNy2bVEUiDAKG2uZk/MFcHpw9+6tt942zIvZrCQwwMphVAHn0DpbgV+wryf1pLB1HVWHIJNpRb7M7NfdQ2sc54wYJMXHOY6oiAk9qGEiFhgBWdECGbTJWiwLb0sbU+IJuFKs///DccmsXf3bIvs+cAN+sBZ/vPDbJXR/iK/4Ye7LY7NfVqLnJSmmaIxDQ76wGllVy8otFvNmOPUEAhJ5NAp15Z1zqpyMIWQUZUnOQOFsINmfzme1KXC8vHCfevri3t48CIpf3F/Gd24/6mLb9un4ZBWn1hD5wpZlsVgsnnvumetPXD1bLWPkjFFy1l++fPni0eWqrLz3VVVb68YUAch5Z4wBYzkJs8bsfJWoymTAGiBkhd0kziChgbIsL128+OKLLzrnX3/t7dVqk7NuyqKu6ykCpaiiyVjaIVIymlaVyO7MDLTLJlIABgbNtFMxgERClPGeKgyAEgKMQ9q23fJsu9k0y2Ufo5STaj6f1hNHJpY1FpUkblPwolElqEYQGsZxHLkbN0Q0nSym02nhK2McggE0+kHHKf8pP2PlzCO+pMoscRibplmHsUVKLDGmrm2bvu+cN5OqRpX1evngwd2z5QOg/sLR5MaTly8d7alKP4Szk/7h/ebRcbXZdN2gk4k4R7NpsTefTydFXRf1tHJFzVoQWcjot3N46/lqywARNFy5efW//W/+6x/86JW/eOWVf/Pv/+yd05XdjA/fP6m87k9w4YYFXP3yC1/Zr1TH9fvv337yiadmk/rWvfuGKIptx7Ac5Kn9PYtw797d1Kx+9Dc/+KtXfviVX/3GlSuXLly9+t0//9ZffefV1Y9f+9E790ct1VaE6c13Xv/8y5++dHkvjv03vvrF3//9P7rxmU+Xs8P/41/8y3bsTVST0n/8D//Btu/++H//PVtRzyNZU84m08UcEd9/590LdeXBrPr+v/vdf/rPpwcz9cV8DnuzW+/f/+f/6l+llOrpZDKZ9d1AbvqLX/97K7c6OzuLY18Uxdh3Iyfy5uGj+865qqo4pnEcQxi6pu2HLo2BCLxzzhlvLaCYCH3qJXH20xCAdS5znDOMi7LIXqCcTLx1KcS2W42hGcbtdn0aQuiati6L0tHQNpO6Hsf+3p276/X6nXfeefLJJy9ff/Lq1at7+/N8GGrb7bvvvvvKK6/ce/AgpKRklCyJogVWVDRWFJSACMEYgygqIig6KybeW05BVdA7Dmm1WWNZrLZNgr4w3jJRFBu5ZlVIkowYDCJElo1JSKggCgaFhQyJKmBMqAYYkLKXXi2DMJgIKtJyx8ycNAZW3s0VvLX5kOeMtdYas1PPZqSLgCgIswCAqLAKjykqA0FiDhxNaYuyAJbHEcaqSESSpO9Gx5YjS1JSoh3jjT7mCRHlcRz7vtcqNU0zxpBBannXDyGMKnEYzpbHs9nUUElYzyYXrly66d2csKrr4uqVylrbDkPXDtu2mZkJOXDelurH1N5+786t+2+sNvffv/uToV+zzGP0RM76ifUTQBdT17XDOMaiIOfcfGFiCjb1/dCuVivvvXWU5UPGmBS5WW37dQidWZ2uYsSuacOIYYjKGvqkTKCQ2gZQLl68eP2Jq2f3T4amr4qyLOuyLJMKpsReRy+N6S7tI1y7eOPp/fWfnNphlQIYmiULS+VjpKaeraq9AScaF42fdTTvhs0kja4/8d4WhSsdOmQjQUMDsUsMSVDVwBicClYFeeXEgCVAgOF8WiJRhTAFKCtAk/ohjiFDewwn3m6bvrXttj6cY+2LYgFdx8yz+R6vNhxCYh2arl2vuhSe3i/81Qsw3yu4S8Nw8+igxjpEcm4SQcCgcQCqEoDAOnKRz9SSkJExmig1mFLBELImIVQkSZzCuNmsmuNHPK6tyl5lLu6V+zMyIGRZkEkgjS0Q2qrox3w4i/tUz8t5ZfwYRu6HSJ1xNREt16t+27R9sz+b9n0LEr1hFS2sM8YRWmYdQhpTiE1ab5bt0HtvBQEBrCNSGFMKYz+fL8piSgRts8wagXkxtcYg4C4KCHZYWv2ZSDrZucR2aW8f3WqQCBgUYFf4GQVWkZQASCSSqlEDyM6Qc4W3ReGKoiiLwrvCIkjEQdnEMBC6nRZJMOMG1CtLKkqfU8XRmiDtOAybzeb+w3uL/Tl5NwzDrbdvx3ZMIYbziKh8+M4orDgMdT3xVcnMfT9mAREZQ0Rd1+VKb763KMvSIkWAnP3AIWb95ziOcQy7GSd+4Kn42EzvY5A8lJ0oC1RRdDcfBSicZWaOATIsdMf4JuFIZER0uVxvt9u9vUWOpUGjAJCFdcJwHrWqqBATR87R9pRE1s12CGOGsuZ60lprHRmk/EbSGDJ3KqUUNT2+wIhI5wSsxIlTyP/b7Wq5PjuFvCBm/4hA37d373R379wyzlpr62pW1/Vzz958+Qtfapr1T1577e79eycnx03Xvvn2W8OVy5984fkHx4/+8q++X/jq2sV9V/g8h0IkQiRrDBOSzfAfRQEkJItgrDfOGWPRoCiICCEaIuecEcIgwUQxUQxoTl05T8zKuUcsIgofxsUD/rw5SgaDAYuCgmjObbdISghoJE/MCHbkRAEAAhIQAoMpRTWSLXAiwhiNokH13lvrEaHvx7Zt852cAxuylPcjqjEE1gxDJBGblJOKUzXGkCXjyHvvfUpJkiQepDMupVRgSYayAht0d6sjIkZMKcVhTCmBKrDNh/+UJEZmZkBkEZvQCmDKhSxmBGbu7AiA4i5xDRRIAEhJdqBVEcjgToNgCE0MimCOT85++vprSYfPfv6Tbd8QGFURSW23/ewvfPoLL33+b374I4nJOZPHlyLYdU0IoayKo8ODK9evff3rX7t69er+/iLGuG3WOZswfyqqWE1mJycnr/7kjR//+MfffeUv33/3vV/7+td/67/4z5XFOUeQ69pEgCLJEFlLZ2enr736Y11tSm91UlbzqbfUbJdD11ljuhC8c7ODC56oqgpAiXEwzhtfshCYHc0VERkzA5xyFSAqCTPTX5IzwARqlAygIKECgvFkS5pVRWUrATdWwe25evbz5ngfH/d9bFp3/vdHZnTni478zP38/zYw/Eg7arc+6ONMiKy0IiMpBVAhY0tvyUDV+bKyVWE4jHGMpFKUpfc+xtgP3XwxrY8OOGm3bYms9+V6vT5czC8dVDasZqabUjMjGsGin9+N7di3zbYTPDvDFA4nBsla8oUdR7p+/frVq1df++kb2bmEiNPp9PqNGxcvXtwt1kTW2pQkhJCSqKD33jirCCnJ+SA7pRREExI4Qk1xB3NXzkK4S0cXU9R7dx8dPzqLQ/SumE6n89mBs8YYy1FJICVRUDIEAInVGkRDO5AZg+QRggIiCiqARgBEdIREWVptYpKui5ttu1yuT86WbduHZJxzs9lsvqiLUgWi88n6BDrG1MbUh9DH0CNo1w9DG5pxe7B/lANPERGUjHUs56zjXcmn5+ntu0348fXNJjGW2HVt328VgmoaQ9sPm+1mhSDTek4E22Z9enr84OHdftjsH9QXjg6ODqdF4ft+2K7Dw/vNw/vw4GSpkJyHg4PZ9SsXDvcPFtN5XZXeW+OsoN+0rEkR6OP3o2ZwEQGZ1f3jt9+/dfnqE3//8tW//OEbb98/c16m5GQUpyim/ckb7a997Yv7rjbeu3L52k/feuGzX/rP/sl/euHb33eTHzdCx6vN1QvV5cPF2fHdW2+9/fY77z5Yh3/9R9+aLuYaRxbjJmYI3LUdFHYcmi8+/2Q5Kf7Fv/xnX/+lX6wJZX36qy995g/+9NsvvPyVz33x0//3t76LQqTarzeXr16eOB88bSUVaLwx7733zmeff/ba0zfv/s2Pjx/c5XY8brebJDagHj/cjGMp2LRtTsarnHfGW1N/4YtfuXn9ehIANNPptO3bMY7DMNy/ey8LNcdx3GxWMcZLly5ZZ4CFOaY4pjEMYzd0Y9e1TdP0fZ9xCPlqGovhvG93LivS3DN++PDhycnDclpaJ/cf3EpJnLEGYr8Z66oUDkJmUpR9O7z+6muv/+TNYlFfuHBw+fLly5cvW2vPzs5u3br15ptvbLfbfI+B7nQsIoBIACJIiEbJAgEksMDWkIyRNaE1IaXcbnSV59VW+jFZo97gmHiUGXmyGLqYWJiSgiEDbDURuCCooojAKqSISKCYGG2eH0heeUEQmIQ1xcTMzMqBgcGAsTaH0Jq8bj3WsiNARixkBjpr2iUUSz5AQBIGo8ZZRCMCFlEBJOVGOaASsGqUlJgDA+N5NgrheQDN4/axQWOtretaKwBia+2VK1cKV2QRr3OuixJSL5BEUuFtaevDvQsHiysWKwMlooAzZE13tr5378HB0YF66FKvKbZt2/QnbX9y1gyiLWsDOMbUrdeRJaYkQ5+6KrZ9UHRJIDYNM3vv23Ybxtg0TeIAAUSpLEvnis1m06ybZtkSe+59ShJHHsaOYNK2bd+MfRcsOfYFj+N6eeZq770fup5H5pjqaW2MUWvVQ8CUChuKCEUP8wp8mpTaNd0wOirsw2TeY71bOHZVW7qERnwVPUTrQ7HYRFaXJ8mKkkiDVyilKlkMh4krJgY1wTiGMgQE9BZBkBSMMHDKLNVoFRz62oMtjLewWo0hFAqFK6ULgmbYrjqMlU6x8OCMqUoQMf2AIoYAQcakZgzvvfbOpb5dPHsVpvXE4CTZ4cFm/WDjTOGJqCQqUFRTUCPGYyHaRpBGWVQxpSHEGAWZI6chxTaGPgqokZHbbRdSWwMc7U0PFn5agaQk2qcUSlMHBh7IIPrCDSGtNmfTeqbGUFFtTG0Cr7slci8WgLTt+8wJi6FXDRpHBS5NkVSsNcaQACniersJMc7OE7dTjM55a6wxZjab5fjpq1cuIR5JCvNqb273dslmSjlmOVd9+NEDw+PB3rnTZ5fLo6qZ3sJZ4Um5bhRGxd2IAs4xKjk0G70rjBApGbTWOmccQwBCFbKuUBY837o0ibKu4ll1cPHw8LCsiky0GoZU+goR79+/f//BXXCWiGRIFgwBmbrg3UvO4QisIKJJYuKUNEXS3cMsKWV+y1pkHMd6OimKwltrkWIc27ZtmiaEALIbCqUQIGvQrc1HkQ8H/X1YtXX+OeXq6SN8viw93REbdz+pRCSc0CIidm378OHD2Wzqi1KBkwIkkXz0YMngRwFBMJGVBcgSi4wxRU7jELddm2L0kzK7+FSVxzgOA59TarKT0Hv/uJzXj9IgIPEH/iLd1Zw59k1VeRgBAAzlmIRmuzk7PTl9+BBVfvEXv/q1X/2VtuteeeWVIQ2O8OLR4ec+/amnb9yAyD/60Y+qz3/68OiCkFFm8paBFA0a1HPaDap5nEVcOFs4chaNwV1sukVVyvkGhtRaUc8W1JLJ0hECIyCc31Ri/BhAQ382zYrHccyWbUOYP4Vc+BlrAU2+k1AFBFR2MEvN3f+M2kZyBhGVY5LE2Qua92gCzMW2c85bk60HeVorogC7t8wcU4JxVFEjqBDRmDwj37H6jTFkDVkDgUUkH2+ZIxqHhox1pObD85sYYzcOHCIzl3aWqZ78+KlQjTHYlqpsM1NVQiUYrYpCQtCcMgZgBQyrUTAAFnVUUQIEMKDCAmU9uXHzqUtXrrz55pvGwMUrl8nZMY31vGyXXVFUcRiJtK7rb3zjGyfHp3fev1OWZQiBiKwl51xVlzdv3nzhhedeevlLR0eHXdetVitVdbYQ1n4cVLWsK+tLVfzBD3/0u7/7z5ab9W/99n95/eq1//G//x9+8Auf+7u/8svttkFVAMm7v6ZkDG7X63fffffuvduXSKJanFa+LKwlGyuTYkxJhI1zzvm6riZVFdMIozEGbeVFxJDNZwUkCiLOmIzIIGWEjCcURI1KoARgyCBZRSUDxhgPvjJV7SrrFdRNvJm4sjwPsv8ZgKfCz7aO5KODvt0Kgvo4Jeaxjvy8fwA/FxXzUe3BBw28x8NoFWGRDIpFMiIcU49ofFE6Z4vSeWfqouAYnSUAMuRYAQT2Lh1+4hOfuHHjxtD3d27fCyHFkJB5Wru9eQFbNcPWxBLHlAZMEaw6SRwj9/2oEg/nJQrEOBJBjGE6my8W88f4rKIoJpPJ/v5+Xddt24qotbYs62aUmFgVydlJPa2qSdcNY98REQMwpxhDjKNIAmOZlUOUUpzzGKIxpqrqwvuyrI1xVWXrup5MJnU1QVBnbeGnYeiHYUDUusw5CgpoCLJ7VJIyJ95dCvIZ6pPD7gdEi1ZVwdhmO2ybsdm2q00XRnC2qupZVbu9g1lZKVDPGo0TY9k6m7jv2s1ydUpgnZ2222HoI1ioqiJH6BgymJPtc2osKmAW9+6i8TTHBH7g5UsiSTT1fbvZrLquARLR2HXNZrPq+7aqqum0HsdxtT45PXs0jJvZ3F+5eniwmPuChqHbbvrjR6tHD7btFoDcbFIfHE5u3Lhw/dLRrJ5VvshQkr4burFfNpoCA2S0VwQwgJZzawuQoLAApx3/T//zPz1+cHt/f/H+628b9AmbxuC1a0d//z/65tNPXnx4962/eff+D3/SbJZnn/nEJ+eXj07XaXLBf/Nr/8GFwys/+Mlr9PTTv/4ffun61Sv9Zv27b7/RjcFM9l69ddIPdy4fzjFuL914+gu/8Nkfv/b2d77/oyvXn/rmP/im9eZ/+1//l4ePbj9zdKl59OBLX/rKT15/7Q//3e/d+MznPvGZF95941az2v7x7//+/qWjgClYw55s4WI7PDp+0Ma+2p/ffPqZkwcPu+O1m/ny8BAT8ZAsNBTiYrGInJrtGhgcgoTwve9+58ZzLypLFzpfWHJ08dolVR3OlsaYonDGYAglx9S2bde3wCnFOAzd0Hbj0IUwJk64A03viE7W0WPcdt5UEJEIRSRnnJgS9g+mAuOdu+864+aTeehMu15NCl9446ppN/RtDAZ8iHG5PF0uT995553JZJLrxnEccsn3AZxASRg4KREyiJAIKSGaHcZaRKSsJ1XtRolBoq1ciHHbrCatRDFBpOPRoykLP0QZmp4mnoktEYgaBCUSpCScGd4CyZCxBAZIJTkCQVEENSQGEiATJQDLua+X00RJJJ9MyNAHJR89tjGLMAAr7JJVsyZbBHbcHIPGlCUyKbOa3bcIUEMIEiMJOfBxjCmwJEUlUIu7SCCQD6knECifqoMV8tFae3h4FIbAzNn4VJSG1U61RgIiqorJhcPLdT2D0aWoYUghjErSbFtVpIkNGpp+Ixw23WpIW/KM40A47h1UE5lPa1SIVVUAVGRNDBqDzmbzup6enZ1k5lsyirWpi1LnCpkxYB0zb7dN146qaE05Ria0KY2QksgYx5GIQHDog4wjIsQ4rlerdtucnZ0VWBws9pmZVUKKFmFQZS86QTA9YHrUrfakCAnUzaS48ChNbwdzAhNrSzFJoAOL4q36mVazkLQNQUSG0IdxwIBF0lmSeeR95WvWlBZsHLFXWG1AGaxNozGpt0mBGVAYKTjXyng4L+zFayZKce9B8+ghxGido/WxdWUYhlH6xB05X9c1VQ6CZWdkBAIqDB2Uk5ktHtzrb7357hUbL9w8UgJU6E9Pjt+5PbEFGBQL0XFSYVZM1qpzMY2qayuxNARqYsSYKIkxhpwblQIrArFQD84A7E3wcDGpS+MKYeIYEiQwaEkAlMBY54yKwhCLXsESobu8ODhzV5p1WpkQY0TEalI6RVVhjqU3CFJ4F5MZ294R+KKIAkDEoorkCk/W8Dj2/ZASV76y1l6/8kSMqmiPjo4KR+vlGSbo+17OWYe7lFf92bEIfqgHrQoqH9IQieYsNRSjIKqoBhXz+IhgV/YhIhrhtDtvJIaowJLxJJE5RmaOCIqZFir5+4JEgajQdOPGjU984hN3TrfLTWafwDiO8/lcVJt2LWQBIGexp0ynw3zMzRZo2Mm2w4ZTAiUyJoOyVHaB5RxjG0K72YCzmW+cUpKUAMAYawub223CvBugZa8UftxWAx8y9X0oPBk/XHDk3F0iMAZF5HHcMjwmsQs8enhy6dKlaT1hEVWNysScK+cdShRAkSOzIu2i3rt2CCmz/tXorJ4aY7KohIf0mN2/GwEBkHNZxUrwQehXbmMbazmnBTATEYhK4uxaexxvSIBhGELfG2OdcwjyV9/97snJyQsvvLB3ePD8C8924/Dc00/deOIaCVtr0dhxHI+Pjxf7e2qAOXkshSWlRGQRjaDS7mCcNzuXByooiiCIQAQI+CH1MRJR4UoLaglAEFhyAAOwSEqcZBdtrz+/6suB6dbaoigcGWcpGyvywk47DjLvOun53pecVwAiigDT6dR7U5QGSEUkcMqfjAhk4Wg2kXrvp3VlyKSYjOlCCInzXWpSSn3PIjKmUdCBQWuJ2aCh84wNwpwZpLsYSWNNvsOJgKzNMSuRk6imGGKMSTjrOWOMkFx+j7tnKsYQ49APdqAKVFGjgUQYjEQDgSQhMSglNYygSoKGxStYp6OqJhUyoIopSeGrp5969mtf+9qNmzc/Ru3zAAAgAElEQVQV0nPPPcfQL9dn3/qz2y996qXcQQXAkIZnn33285///PLkdBwjIhJgWRRXn3nqxRdf/NSnXrxy5Uof4vHxcTauZNepiBRFsdqsv/3n3/nu975/86mnDg4Om74b+rBcLu/evpND3vOTUBRFSiHHg+d0xUePHt1+/12OqU8DammMIWsZ2FXllHR1trbWi2rgJISuLm0yuRClwvTjYJ2DlBSYCJkVHKoKCydJBgCtWkI05F1lhTx4W1i1CZBRwVCZXKneC+WR/A78iv8fIvseSzXhZ9As5wKGx/kN9LGx4cegnT9nxPdR41/+Lcyc8m0RgveldSQJxjGOMfiyQtSiKKyl/b15WdZhjMv1Jvbh2tXLL7/8hZdeeun69eu3bt1y5q9Pjs+22xZJvcPCYaJoIJaGJw66foxDa3DPEiCiMKQUVdEaV5alc67ruqqaFkVRlC4rSR43MHKHLC8x3nsd+g+jk3d51s5570FtbnGJCHMU+4FzNy9hoOScs8YfHly4dLSx1meSUF2XKsl7Z605C+M4johaense/7Vze593Ls8/vfxl4gx3zoRfVRXW5VnTtGMIklgnk+l0Mje+KkozWXigPqQWVcgIGTVWE4em2ZydnZD6aSl9H2Pk2XSvLIuMu3CuUDHjEIzzu42CUJUBzx1fCvrzLnHXN5vNpu/botLEqe/bbbPOJtiyLE9OH61Wq75vfWGOLu4v9urJpIwxtl2/2QzLs7ZtkiW8fPnqYq++dHF66dJ0MZ94tCQyjgMorbfN2Xbc9vZ8PEuAA4BJUCRwsltsUaBsohnYPDpe95tmryhA4df+7q89vPfu+7feOzl58OnPPPPrL/2jZnu6XS2/9Yd//Kd//calg4uLSTskf+vWndfffGO53j797DOnD25fnJUSwmw2Ozg82jb20s0LLPrgztslS+WYnN/b27t544nT9fp7r/zVEzefCDxyjJ98/rmjonr+mad+45vfuD92flpVQzIG9/fm3WZ9fHY8KQ4CoFiTNDLztWvXjjerR6+//Zm9y9cvXp6/XjXWoLECpAankz2AdT8Ofd/Xda0htatmPj149+231v145eZTb7zz7qbpyrIU0H7s7BBSSjHGYRiGYQDRxDEMA6S48/qDoAIieOvIIOAHiSxlWRqz87h2XcfM1lrvbVVVeYvyi9R1w50774Ugh3sXgKWwrioLa4hjcoVnVlSq60rbtpcOEYchjNkEksUkRPlpOocTgIgyCyIxSFLdTdAILCEKFmXBEoeoaNB4I0nBEDjjm95SsiVxYQWwyVj8SRlARPPkkFAABQQ4iViDBKICQGCNtcKQxBgEUrbEiIkwWgwGGM0EQFULQE7Q0xgjCyvRrur7YNZ3XhUDkAgjIiHlCGBEF3iwReEdDDCkxGARLRmAlHIjhxBJhDkySlIGZhX+4CCcCzkyJtMOWSBRGmLIEhhrbVmWVVV1TcdDKpzXxMYX3lsFPwxDvnaz2cLZYmwxiKQkABRDTIkP9w+3fdMP2+XZQ9HQt5umXylFpdh0q6PLs9liCqY5WT4sCu/LUsUcHh4RUVW7owsXYhydwaZp+i7s7xdVWRdtMYSUV8izszNj3WwyhdLGBrbbTQwha35cUaSUUmBmRQFQODjcy5LZEIY49mTowoULj85OmLkP49QbNcwoPY9DakszlUJSVBFv/CL6w2WPD3s+GcS37bwuDIgigfHJVuALSQRHVxRINOkYeOyw7/rt1jabstkmIwqJWCkBbNqh2xLBOvqFJ48CrICSSEdGrsvW6hwj1qW/fulgVsdHjzanZ3uoqd2eLk/stJ55M8aokqZlhYZM6SFEEiFVg7a0hi7t//CtH8X3bqeSp4vZtJxalJKUQmCSxDzEEFEBLIpjCcVQkEWwZhRlUENkrHFZ9q8QRJKgIaNoA4kHmE+r6aSwDsCi2d1oApBI0JpKASCxQZqV9cP37jY0Hvv+QdU9qLphEmBiYowppUldewQextL7ydRbhKpww8BjP1hTugKZoSyKoq5ik1ixNGYymYFQ2/bAdLBXj+PoXGWNF5HNpjk9PTVc2PPIk8dn4mzVk5y6qsofehEoEKhiZgp82LEmqHkak0/HcG5/2pErc5c5pZhFZlFSSilEcsTKIY3D2CsnZUF+LGFUEUFrzHRydnY2mVQ3btzAP/9e142ELre6mqYRkcn+4otf/FLswruvv3V88ojAnSv95DEKQZhNUXjvI2LOu8vLXS5vdjn11iKicApdB+dZZcA568VMJpPpdHrn9m0k2vE/VJPK40j3jwH5Ppah9RGqy/lZIle3Gc0lwvnfBFVr7Xq93mw2R0cX8DxPgplR8HFuM++QMIzGINAQxrZtl8slIlZVxRIZdGjbvm8R0aJBRE5JmI21hfciMgxDPoE/ZjUioAGMIumxwy1jTvKdwZKyEAIAMNeraKwVjilKLplOjh/u7y+UNHJ6cPzg3u1bB/uL2ru9+fxgvqgKd/Voj0ERYQejQ2AVVdFc0yLqebRgNkgjSEpO2QBmSkAOXC2jAJG1KJxTI1lSDGjdB36lxHA+bv1bZG8ZXV7P5/P5dFI67yzlQyYRWe+Md4AmxphUKJY59oMVAUhARRJDms5KV5iiNKrcj4MdR+dcXeTkrbIqfN4L6rqezabeeQQwxvZ9n5MbiGyMsSx9FAYQ60xVVVVVFEVhvTHGMXM/BLdtVFAEQkg5Gza/nHPgTI7IZJV8PMiV5/ksR4w3+Sf1cTdEREHtNKw+iCsUFPCKBZxbEkVFGRHAIjscAEA47R74qKikIon7p25e/Dtf/dR8ysx8MPVPPfXCX7/yyq1btxZm8ZnPfMaShDF474ew/YWXXrxz/51XX311Op0+88wzL7300tNPP50FCdth0w4BLKWc4entWdvMZgtm/sM/+Yvf+Z3fKcvy/XsPVFUUT842/9fv/p+f+9xn/6vf/u1PferFkZNYanhwhiyi9n0hcnr/wcOfvmbWzfWy2o5dJB6VRxVjrBKAw2oBTdNIiovplGbVKo2IUC7miUgQqKjQGCspF36eSESybtwgEVklyu3mqgiqGBUjIasT9YiGkEpfGCwk0taWsSwd2TpsGC2dp1ifszczL0/DOPrCCzBzLD1wisIhkMmLqSVEQFIFFlW1GSoG5/kwAqowcG8EUQTPO3IGFVElM+GzJ5VJEwqTUgiBhVlYY+QQAig7axHYEiYNmjpUZGaOXBvjnEkpFUWxmO+tNtsLFw5/8zd/85Of/ERVlbNpdXiwmE+Ls5Oo3DuTas8kiZMWfl4fPGnKql8eJ1vFyBLHAiNAvzcvLbB1jqFQcERuu1o7lMLgkIaiLAgFDAKA9V4AOKa6qA1gpBhDS7ErFKeVd1UNBWuPhtZgYKBusMN27Kw41/skWUTlYxDnK6KOObGMk4m5/uRF78v5fM9Zn5KMYzTGODogmIDeS+PGG3KQQKK3RiRFUQTMObVJQAWDREEKUULEJE4Uh5iGPhBAuxnS0FbOPPPExSuXjwrrBi0SD0k7daNxQxNaLIjKoAWJwPHmobHemjKN4mgyrScHF54xfgKmUJDADYJzBSEwoslZpsaSihFJxlhQznx/Y5FjEGXnsG2Wy7Pj5eqRUgCDTbt6tLwfpD/cM/M5DMOj5dn7Iazns3J//+JisSjcdAjU9uHRerz94MHpuHVHZVVNrh/OJ5NqvjeZTKuo8P8w9mbPnp7Xvdda6xne6TftsQf1IHVLljU4cZTYjp0YfOwMJw5QQIWTi0NxiguKCyDFDX8HQ3GKU3BFQRWp4gKocshJTkISiJzYCR4iS9bQrVbPvaff/E7PsBYXz++3e8uxU/SFqtRq7d177/d9njV8v59v67voYgx929Zt30VlvLKsPINn1ABD2aA7WTYuaQFg0mirMVW7e1cvaY4SuluvfKZW3clH7/2vf/BHf/Htv7nxwtXXbt+6funSvbtnjx8+vH79+i/84ue/+6d/9P33340K/53f/fe++o2vD48eTp89u/PJg0fPjl585baedx8+PK29L/Pct/D5r/yjVWi++93v3jjcnezp9/+vH36kvz8pze5g8OPH7+Mbr3zm5w8O/eOR7l472Ptozd3u1Q8enEQ79PnA8BG1vvBCVeFzqXmxk6uH69k9iXfbs7hT9vPZlRcyl+ulccu63hFvCArJXC8hZJzbllSWieuOc9j/za9+4d137w6Gh9Npd3I889mTeTtXSEbpoAg1go+mLHwgY4zWlK5fSrY0AVS04XqjvHDz2q1bt+bL2fMiQz0P/+m6rm6C9U3v6kGp87ywShMRaMugEK1zDKIyRcReSIiHIBCJY4wuxVMLZrYMwsBgCBCQmBShDoQRNJYaFGi10VBIFOEgfZGXhAAChlVKifPePx0aEZ2LFH0S8Gk0SEQZEQoqVkjpvIoEkBm9GRNo9IgBBTVhpp7T8DxTJMumMkZr7WxIX33UUaFx5FK4FhEZtbEMKFQKlSIl4hFi+puJiEBMuhxtLQhAwCENMQBGRIdhg1VjiBB94D5GHyECMyg2Fq2IACZCEzHAxnoYkAgRjPY5uWw42ve4cp1jDlqjw64L9Wq12InXLGkKw2Yu48tXDkYvLuaNoWdtE0RktZq1bZtnYw8DE0dt82S9XoYwX9WnZH20D+vuWJWR4+xkwXtXX4nRZNpqgutXDtq2VTbsHpYAXLdnvV8eXNnNlhCjiDSoVQzzup0lJEAs2xD1waXDs6PTp2eLvs2r4aW9y9dP1t9jIM+9iF/6LhoFrK/s71K/Lsqr4qsyPygGxePmLA6Ub+1Ij8dNt6dCtRrp1UF3Zpx0e3vjZXeGZAEaU/Rd1z+eL9ZRD9rJbrMPkUKmZJCjQsUhM3bSFKCVykyX+1q3sYyy2y+72nWrplksYzuautvSTxbTfPYM2roUoMEQxnsdswckDnsUYbECYyBD3tmLVw+b8UhNLq3uPTXN/d47NRmLVmtnGWLrJcaQW8RCPDtCkeijD0qpMt+9IVceP3549P318LOvwtXBKrpnZWRlPdiejYBVYIMHAbDWPMpXiBiAPUdSxgtHEmPMcr0yyiqrksjWOVcLZ0V57dpLw6u3dEYgLRilEC2H2LOJbAi7qKcmbwfmW+9+/6/KK51vMIst1z0td64Uh9eLgdJnDz7m3YHzXdP2w8EEsrGnbFZj789Am6zMovSKOmAeFcpieXR0XF66qknvDHb3Kgo+ajEFZQrzuu2jNHW76AP7ttFed64nREkmNIqpATKw8bCRAs/BC2SCISa192Y/FDfCThBAxRSBCRERNKFCpUA0IgnHGIDIcfRRkOmkdov1qc1Fq56crTIC18Z6FWPsIzch1gHZ5FiMoikbB8+O5M7Hdz746M6du/eaVbBIZDWR7nqIMQLQ1YMr/9E/+w/ff+/d/2N+tm4Xw4P91WrVNW30DDGmnVBmMwXg2h5FLBIpSqVQkLgJVACA4GUb64ZKA3CMYoocSSlritEAraHcAKBnxhhFxCpNDMBptRslidVTzcwshD+VsJAU6MwCQMk/AgCiYkRQSnGQCIxAT5+dXrl83RjFMQ2WkZkjMyAnjwkiBgYiRQyuD03d6bSbiuw73/hGRIgsIiKLxLiR4GrjBASQspxDSMda0qwLMxAgbwhsIhglbhFWAsDPY8HSfBkxxGi1cd61nVMmq11478OPh09PiqLouqYpu7OTaVGavqkB5au/8qufHx0+XfmdnQEIdatWWxUREN1md8qCLAzeuy743noMgb2GNYNSlOUmeA7gRKWtjnfcizCpQtBEBgboux4ROcSu63eeJ1idk82f8+4VBAF/5eq+7xY7w6FBMEgAaczBAUSUBq0DYD7Iqd9OLiSISNxMPaK2ZjQaRBBEOY9TJ8khhkyrzOoyz1yVDUcDQRntjkxhTGlXqzqEYLRN4b0SMIQgErUhY3SWmaIo8sKKSPBc6M4CWaBJOUgir4Axr4zNdJ5liQkHAB59VNFR0au+173PfBxFZs5tobVWZM6TQpxz+7sH+hzfD89XBZRsjluUbWqg01gk0WMvOlmTJ1XefPPNa9euHR8fv/3225988sloNHr11c/eu3fv8PBwb28vRUOKyGQy+drXvnbt2rWbN2/evHkzRau3bRtjTFQ0Ec5N3oc4HA++9a1vPX78+D/9vf/s5z/3uf3d3WfHx2+89npZ5d/5znf+2X/wu1//5S/u7+/v7O2iIu89IBtUhBBcnyk1PT195513mvm8qoq+aU1msyIHgK5zNhEAiLTJjOnBKGNM2po9p56k4TAhkUp9R3K04jbhgwQSnl8AXOiSZEiQREAQSZE2xuiMtHEsSmtQJuJmdfuzfimlIEZmCCH0KBwCihBtF8wRBGHDHz+fJKHa7MQoeXEUY7JcSjrKGShtPhPjgzk1mgQg3nHfO+cCR4ghbEcdkBC+HCV4iSxEgSMiKETse390fKy1CSHcvv3yZz7zmcFgYIy+SItJ5VfTetwxNh/sjXdee/1NRfR02qzq4AMJECRthTa2yBPd6DwIMo3MzyWsxmw2gSEEoc2oI0k4mBlRpd/5iWH/RT19wtlvV518fvhWVcWCRVGNRhNF2rnQNB0iasWAlfPjvhGtGIAFqHNeRAQoMPkQex+8kyggoIP4ZJb1QTxL74L3vq0bQ3zpYPfqlUs3X7g8HBTe+7on51XnxSMjZKCrvEBrcxFkH130Xdev1zV6uzMeTCY71uZaW5XiwYQAUYBSTpTWJAgb+DICIMfoBWKIbdt55ztEUVqms5OTs2dttxoMtfduOV+0dYMo4/Fu13Wr1UprvbOzk+f5cDisqsrmxbpuV6vVYrEKgauqGg7Hw9Fkkk2s1YqobTvfe+8ih4DCIfYikhjWxhiEtGORc1ELbqamDECaTN/3zscoIDE+uHf/f/pffv+0mQvkCu3TeTNt7r97536myHftZDhsdPHd9+/++IMPpsulLYsP7jzev3zvC4eFKfJF3dS9/8rrb+LDk/fuPQOATBvR7r1336kUpMHz7/y7v/N//9Hbq3bxe//5f/I///7/iLnJ8j1olbWTIh/fvn277vDPv/23mTaefIiN65EtChkQ41x39879b3zhV//xb/zm9/76u+vVgmNfFVrAsfg8o6b3DEJEypKOzCEGiN5zMdBpn/PSrVs6Gyk1cE4h6GroYozM4fj4eD6dscTVatW2NfsQouv7vuuatm1d14cQvHcSYhruIEICbQ+rEWlMAX3JldH0CRfizk4XIuL7ltkZrRUIIRplNRBHYe+gBxc8EQCh1pgS2rXW2krcvhX6AmF8IyDZ9HmYtExyIdz2fJ+2TRaSlDqYGXMREXwebLUVpdC5SEFECNVz+MHfC5i5qORJ8/VMbbCivnfpGjLGpEP7/NcmoI8o8tYXQcTyfPC7/YIQCAlJUgYtJgw9yvkzq84d15gCpT4N0yIQASJE0ICDQbWzM+7lrOnWUbz3PZJ0rs0zOxqNFGGMUWc0nIzW7dIUpPP4/p0fZrb03tfNKsZYFjXypLCAxuWlnM1n88VRMVQCfTUwDDhSVfDddHqaF3Y4GiiFTdMUZeYZnz45Wi2no3G5Xq9IGBEGgyoCet+vFsvpdIpaBsMSRKwy7LnMq9EIV0+ayWTv5q3XljV/8IN3IIS+a7p6Dc7ReGyy4v7Dhy+/9SuD4kGiYa3Xa7GktUJNdWw6BjGIltrgruxMnpw9KiIQoELqmNn52Pfdeh3OTg+y3SIvQ4zRkwEDolhCjdEYbQwYlQ1ACwSQTJfZkKtJP9zrl6Zf+UXfdR4daE8AzJ2H0mtFaSwCApBlMDuLRA41qbLAylZDGTc/ED9bL+qu18aoRgnEYWEPaHStGuWkw8rnitj35EOVDaHYmRzCct3Wi9npk+PMlASqj7QSqQl6RUwmPTUQIni3ykWEPaf6XBiEkTB6b3XKNnbR2whBQrYzei0rXn7zc8aij501FbADbU/c4uHJsc73UbplwBXx2byb23LdOmWNj/LsdHk0v3+53905nCgchG5+/GRVlPlocKksdsQVTR8iU6Z2Lu0MI8Tp2amy1ihdluXJyV1NHGIzGR/0nY+OUSFjdA6H+SA23enTp0Vlkkhyenpc1zULG7XRduKnyWCyjf9hBNyAw+Un6QOIID5pFBP3Ir3MXdcZoyCyQdzkQ4jMZrMngj5K1w/r0pa5Cb7t6nUQPjmd6nJgR2Mgu163T06evPPhvbvTflWv2961rjfWmgCkTfKeESHHaIz5y7ffnk1PfQxXrlw5WS3X67U4D0olKTYppbXm4JMmU23NeAwXyOfnMd4AiCoBvXGDbdrA/RMuyrtzRsCGvk8XXPSf1nz+lCSti2acn9w9bRVJwDHxNufz+WQyqetVokOFTRQbRg4cwTmXFaVSaj6fn5xOkwsxbQXPU+PTqcveb3mEmwy4jUw08STO17upg8fnW9+Lu7KfGi2WJn2U5o9d2ztXlHGxWBijmvW6qMrxaKAN+K69devWiy++iIqSDV5ZhYjMCDEmUNmGgxq57/u030YfAaDrewHQWqOCiMSgQSCC2qw9GSPEJLlKhS0RcRQOwfsgPyMZO5Wq1trRaLS/v787GplkzxPoui5wDAyiCLSOSLnz2MXU8m32rttdNyooihIUZFkmEhMKfjAYaK1Xq1VVVXt7B0lBWhRFimcQQSIdt7u+lIPJzIiiNBqjk4rHGJNK3Dwvs6woyyokDTdRJD7f9Z3XvedYmrTxS7ozEcltYXSWOLRhu2y/dOmyVgTbIa5wTCuieE6PjCmnbPsTJ0jsCji3Em2+fpDj46O33367bdv1er2zs/Paa68Nh8NhNRgMBt779CKl+/vg4OD69eupjp/P52k2lla6WkNm8z/8P7+FpH/rt37rF37+5/70X/3xX3377fFokhk9Hlafefml3/zN3/w3v/nNyWRSKhSRwNH3PQATEUMMwedadev1hx+8v1jMMoUMAhoqOxwMS9Kq6VoRC1mGirRoY61WymRWkFiYiICUIKKmrdhakU6CUWJmgoSqEt6+4CgAQIqUIgOkgJAAtM1slpExoDRFAW1EawZKnMOfSNh7Hu+tyPcdIjKSSEBUiiCxw+FchsGbdzGmWDYEgefuLkZgIIYonAKzNyhmEQ5RXGRhZMFEcqw737a+6zqIEjz3fc8SNKlYosmg791q3XkfgCyCQlQMGKKs12vvIwgdXLq0v7+vNSHCOecr1XyEGJFEmQCUD8bXX3qFiEZ3npz0iy6waKV0hipTxuZFJbiJJXHOwXkxt42qTLQxRZuCLz3uCCp1felfsywjrTA9X2QQ/HlrJ0m7tTnm5AJoC2yeDYCqalgUBQiC0hFEGG3GSJXzQ5CeQx8kgJhElQdAFmShyBgkimDXdTGK5xgi971vO7fNgcAXrl65ce3whUuHe7tjheB8F+Ze2VycV+wC5hmIKTDTRkSU1sSqabraNGW2W1bDyXiX8lIrcy7iTZxuhnOOv3BgFifCItG5VYxxVa+apokxKEMhuOOTp8dnT4jY2NFsvpzOzkJwo+FQKdU0QUSSSrCs8tFoVOTVqmnXy3W9rH3nM2MrUwyrcVFUBjQzN03XNHXbdhKEg4h4pYmUUkZFt7kYkBO+BRBBbYaEmwfeu2iy6uDSJdL5k6dPF21YPnhqx2ObZQ2TyXQHbI3RCsvBLoxHSzucT8/OevI0XNfhz/7ie+9/9OyHl7XNs1uf+cy//Tu/e+XGrU9OvhtCmJ7ODw8PayVnx0dPV0ul8LOf/eyXv/zLV69d/su//PYf/Ks/euX1z0/P5sy79987/s5f/91q6V6+fftH732AXB/sXrp/dJqX+zob9BKVtsKIYKMXJca5UOXF3t7uR0/uNe3ianVTG5g167IE4zKGyK73HAMzEeWZRUTn+un0dLmaT6enT57d7R0NqrGxdboP1k0LpAgQSSGq1rXO9cnekGVFjNL7EEJMpnQFaLXWqIloMBg457xz07Mz52O6Hbd9kVZKKRTXR4jsOXjnJAIENtpaq22RR3YhOBExSiXNgqAyiAwQI0fhi+6HTSN03urgNml4+5+U0pv4c0iR7ggsWuvM2A2r4MKfT7roc87YBbCwwk8D8c6rItlKqWlLZ0EAgqSRAw9AADaJstJHTmmZz219eN5eblKWQCHJczcOinyKx4CCibUXETWqCCmxjJEgngfdpoicjYYNkRBEgCUai0Vp29YjsXPt0fETa62xZAy29dqWuVEaEfOCZmeL2eIRADw5fljkgw15KkSgw9y4o7PjNj7MCwtqgbaJwDYPXd+ZBHMz46ZZK8/FeEACi8XCZnsnx4u+7YfD8fWrl8/Ojp3v+r5VimKMfXR934FE3/dY5YW14tB1flDu8d7k/fWPNURCuzPa0SBuvcwhvnzz+vemR0VZOoL5ui7LkhBd1/et8tgVg2Hr2sidAWgAPEXWMJ2fXVE7wXm/lgwzY9EFRh/AOd/UjZzMsglMdjqHMXZSVJmygtCXBDmQIU1qYHMisCSFptzXY9/tNMN+Nutn8yzqiirIrGmWwAiAmhFiFO9BAZAE1L5dd89OsMHhzhWR+OjRow+uXG7Go7t3P37y+JEBUpErpOu741989ZVfun69WykALAfULFdH066rRNGA7QSpW0+75WA5Gh9Ogv7w8dMn0c0U9MQxxowwF4x9O9UZgwSOUVA4coqNB1FKOecAKM9zRGxj2M1Hl4w86Oqs2B1XJbgOKJtx+N7x9P1ns5ksWl0tofDVYB1CVCjVQe2bxjnGHHDYNNh1Rd8U7TqbTxc7OwW6rJ6F3i1EzHA4XrrALl/X89nM7xwUg6LizlkyovvV8qwqzXrdsBNm6Hs/GRyW5YSImrojDfV6vpw2q9OYFOOb0B8RRJLn3VDCE25InoSU4FLbdxUAIG6ywTAlXouQCDBzRNFGG6MZgve+OceMLVcPPTuyHtWi6wli9C6yB8R8crjq3Ozx6a6BqqEAACAASURBVOni/smqna27s1XTSNb60Dhf933jfETJinwwGPVHR8aY9Wr18f1P4G169ZXbOzs777333qJpkEhZG51LGs7xeBxDWHcdczw/H7YnHW2GPJ+e6SQfTkquSQVGKly1MV3bbYZKiSslYpR6Dkq4cIIxf6pC/oeT3FPjlDwa6YR0XX92dlYURdd1qbg/d6mwYAieAQFgtVodHR2dns1S0c8xRfdter6tzyUASIr8UUptdgHPQYIpGWHzM9cEIhD//7ABGQEFgDJbtE1D2jBI29Yg4ruosyz4/uSk3tsZv/HGm1/72r/2xhtvZplBlBg9CaVyWi6kHTIz+5CaBRHxIaWiCksQAJZehBiDBBa0yAkvxIn9KczBeyISZu9937chWSfkZ7IOjTHj8ZhdPxmNNYgmFJG0fwosTAoVidI+Mvl4rrP1aakrAoSJSSmERZElHmzq02KQ8Whnb29vNJoYYxClKAoBzvOyKKpBNWROqxEjIrSZtohSihQkB2Pq5WKM3sfBYBh8+tEnCY/aRrFvLKbpgUwziPO2P30Pg4upORSR1A0CwGQy0Y8fPEhPtjHGGLvZnCgKIaQbjoVZnid6M/JFTG1SBHNk7/3p6am19otf/OILL7ywu7urta6KMo2jE4SAiJJbr9/GEJ/TdQEgz3MQtkYt5tM//Jd//Auf/7k3Xv/sZ1995Z//1//VlatXb714/Zvf/I9feeWVvl7vjoY+uKaPMUZSsO2bIzEYpYn58YMHR0dPizLLFPmmE5SsLKvhGBF93/rIiiMKEqHO8kwrpU1kIEQgBaQAEY1KnZUIi6AAEmDcbJA4/cyISBhZRHGIpHkT46eQSGW5yjJBJNICAkpthNOE9NNHD5u2r2PxUSJLwOR+EZD+fD+d1K3njr70SJ+33iIJtRo3uz7A7eiORZCBBAiIOGLvfde6Vd23Td91G7V9SgbTmgMo42PTNPP5uncBQRNpIt0FD0TaZCG6GAUAfWClNUhio28Omg3nTuU+qj4IqtyU46qqxvuX8cR5aUllaAiVRmWyfJBoW8lyHXqXQi03IIsLzNLzvUGatHkft2kTtOWdGCRN2hBJZGBEUppYJym/AG+SiJKvCIAIjVVaU5AQPIukB4mUicEr0orJBHbABCKINnj2MXoXOsdt7zrnmQE5GWejiyG9V1Ypk5tLlw9fffnFw8OdyXBgNLi+Q2TSUmhLWdE75zkAQlZgrjKtdZaV0VHwqCjb3Tnc2z00WY7aKqDEH072X2FILh1AYY6Re4AIyMy+6+dJ3N/2nVIoJIvl7OjoadfXe5Mxi5+eHdfreWnN3mQMwEqpPM/TdndQjYq8CoH7put7zwy5ybUGUhkH7lZtkCjCPrTLeuk7L4zAqDBqQ6S1KPbB+85/KhdnszcBhZv7lUgR6raPbT9du6Cqwruui0rEFEVR7UySeMNHXxOeHc/MycwAOdGruimLovPUd3Dl1quff+sXvA+v/dxbphoNRx+8+srtw8N6WFb3Pr6zqunqjatXdseE8jd//Z3Ltw9+9R99+Q//5Z/97fffvXnj5T/+k++MqwpiZ0z1r/74Ty4f7n/ja7/yR3/+7f3J5PLN64s1HJ2e6MJ20ZVFcfPmS6PR6Nt/+md71WBnPC7zvD9tCCUzBOI1CVOKqUIgBAXA3PedsQUq3AT1KEo6kMF4ICKojI+MypgM27Z1IQJSNRhijcxtyrBRZBSZzHDXrIPzUdi57v79+71r08mcwCTprE/snBij85GIhAMAZ0aBRO8ixwgR2q6viryscmWypMcHUeehnUnboNOdIefD/c18I713BARIQpTeSBJM5hat1HNqJjKwGGMyzefv6UUTMm8AD/QcG5C0nT/N55z+/AYuh6gAITJLAKBEt5IYUTZXI2/XhCmbFwVIAFk06VSLpgtr21VeHFmL0BbBh4gijMyIpBiAABOfkBCdJqV+onbAhO9KDv/A4lg6m0E+GRWO1uulFjaGbKbaDvuwKstB17aAZryXPT2+ezJ97HyYrd1gUOV50XQrXs8vH4YO1qv22Wzl8sIMxrFu5nmplu3CiLKZvXb9cHZmk3nYaN270HWdiEyGo2pQZrYgUgTKKD2bTpuuIYIit2W5N1vMMmuzwho98AHG1aTcH4B8PF+0x0ezQlsKvp2edNPTtz77CpbZ6Wz67PioKIdd0wyKcjgYrJcLM9bDslhMZxz6gQXH4Emq4YBhFpetjcSt15m2mPWCKoplhr7tAs70s+h7nykpsq4sIBvovFqXuuI8cyFHhWILY8kaa7PRoBxjGLtxt1y401mwbdtwEfro11QaIA3BgXfIHpACCBirYpTFXFrqerVo5dGzZ4svfQVR3T9avu+P33j1tZtXLi+fHt1bLR+/9+DRSl4wNq7WzXTBzg/y4tGzx2NFWesn2aB3jcya8Y2D/PLg+Mniw+BOUYXMBvQl8UABiCyK4Wb3pcgFz0n6JohEDh0A3HrpVtu207Mzn1cfxXr20Z3pjZtv7h2+MJ6gVj+48+Hfrdzp7sGPz5Zz56UagoAth6SVaLtq6nUbq/HB1eFA57Je0LNH999794frdfvijSuXr+JwsNP13HTrovTGmKf323W9CLFzLRzs7a+apQYL2tiMJHrnOmEtrAJjjFLXtY9gre06t1iu26aPUREpuJjOnmxXm14OzufLLBJTTZEeekV8oZ/BLdpWJIpQBIEoIXgRQ4BKKaV1wuoGjkfLtpGzk2WtCY2msiyqQZHl5bsfPWycX7d+2fnace3juseGItmsynJTDljZ+XIVorTe5VW5mM9VZoGwbpv3P/yQiEymbSicczEEACiHw/F4DJFPl8sYI6a7Kd2jSolIRNhC9T61zCdUKSpBAHRmi6IAwrScSL6v8/I6HR3ndju50NTxp62P8g+HMicRZuKIoI7ovffz+Xxvb08pwxzbtlVGA4D3QSkFpHKrm7Z79PjJdLboui5dChtTz7nzMARIfSAAaqWUUqRBtkqx813fNocUBTZL300v9bPxl5uLnhBBKWOzwgcPzKARMKKh0DfloPr613/9177+tdu3b+/s7HDYjM8iiNnG5CCcKw1JJG07kAUFqOsZMVYcRQAwAkRhQLQMIJBsSpEZAYQxpvY2+SRd23VdJxxxy6SFvw/VETGkqqry/aSoChTWpCL7XBNHCBwFCUijIgHUDJt7NoYYY/KKo6IsywDYczTGKKWMyQQAQS2Xq1u3bu/sTIq8MsYkhKbWlK5dX8XU9RHqBB/Bjb4m9d+bmf6WSMTMSVSkN7ecxnOiz2YFrdRFpuPFxi96vpjXx8xEajgc6sePHqT/2Zi0NclSd/jpNSKKQOJ+MspPGWAwX7t27bd/+7cBYHd31xjDzMaY+XIRQtBap8BcQAw+GEW9cyKSxHvM3LYtM1trKfJqPv/1X/+1995773/47/+F0Vld1//Wv/HbL1y/9tZbb5Vl2batMQpRrNExgEVNKZEtBErGROEnDx88uv9JYU0Mrg+iNEkQk1mTWQKMMTJAYCAlinSWa2sNAoSwiVZHAUJUaZTFzymaLEJaCwMjaJvneZVOgRg59MQRIqAQEmrSKpAmIUJSSguyCPm0jts0ffwTlY4ACUQEAlSrum7bnjJEDgjRJu0RSPr7QNKPI57bppOslDmKSNykSTI/FxhAkpCjYo02skTHTRfarl8sXdt2zgUQij50nQcAazUpdl7Wa7dcdn2IhAIQQCiawCxkbE42hChI6V0lQkC01mZZRrghQ4QIde+Rsmy4o/KBHUyGu4cOnjBqMoXOFKBWyihjg0B6WhLhaqN03aptN8+rbFJltiwpSHOLhFRO0zhSGlFplaFCAI2gtLbIKkQfOXm4z09jYQlEpBQgSYzR+5B0ZNZmQi1qAlSC5AMEzzEy+9D76H2MLJ7FOd+7EKNA6BORP8XK7+7u7O3tTiajw0u7lw93i9JWRc4SnW8Z4mBSGYPOq9W6J++QoMztsKoGg4HRRehBWF86vLy/f5hXAwalGYUIAAkVAiUNzUZ5DizgfWgAAkts27ppT0+np9P5jJnJUNO1z549mU5PJztDXYy6fjVfnCLH8WhnMh5oFdIgRmuVQKnMXNeN0VluYmZCdMiOOYQATMSKGSAG9tFFjoBCJGBshijMEIPrA22jNX7KGhsRJC26jW59AJJsPIoNglaAqHNNRgeI48nOdDFf1utcGwJYrmpDGJtOa3vp8ErXrGOMLWSf+dwXfvjDH/6X/82/eP3NN3/wd+9ijH69pNzuj4Yn9z6yk2JUFh+99+5umS37Z73jN1577fJh+zff/cH9+49uXb/5xS+89corr/2/3/veL33hrS9/+cs//ODObOXG40E+Ucfrx2TVQBuD5HxNKGVZLhar5aI2usyz4WLegLcKsrZpMtIB+8AxCCOisUYj9k1rizyVTMNhBeq0bepVs9jfHeZ53rs2xhhEomCWZZjnq8UccDO2gMgxSt/3oee0MU7Tzvls1rWtMpuVuDV5VVVlWSqlkt8DFcUQRKLVhIgxACFmeWWNzTObZSZG76OXCCxIHABB6c00+ycCbC8c7BvMg0JMoPHUIykEFDBKa600Uoq1RWSMUZMySv9E17fpyTReUF/Lpz8R/P2uTzA9+VsuQtI+EcSkehXItNnol5DPB0O0gRwRIgJtPgudM2+TgA03o+5PsbKQAIQBgVASqOy8yd0OoUCSnEIlgP2Gs4qgEZBCiG0flsORHebWefShq7uepawGWbOeN60PHq0ZXLly6eOPP5kt10SwrlesJqY4bN1svgrDcSzHma30kyfPjmerF1+6tmoXEXVexvVqtbN7dTwpBXzoY9u2WZkBliLxcG93tVotl8uuWzd1U5S2LMfdSZPO0mpQFIOh1srmmVKYYb7mIKJADGLRNjw9nl1/4fJBVWK96I4e7b740q995Uvf+vM/f7BcvXjz+nw+v3r16vTZ8fsfzCBE1zSKQFCYQRCMsQrtC3s3VBvCiTdgjS6VzgkUsEAI0vcO4hxP23YdMy1Frqzpi1EYjhvKu6wY2VxAq96KsWKz0DfOKG9JGYRi1JcTKepQ+9opq61WWcYCkUEYIAKKWMXErlvnXBK6+uTsWevsZFjjsBwMB1dv45PlXA9fvHTryrWXsW39Yv7//Phdd3JKIWSoCMCdzDkvJyQ70d3MzEDbk66ftN3HTp5E9YT12lRmsifiObYCAYzy2SgtZ1Rmua4ZJAojqBAjmYH3fnTpRn9yIk2sRT2qRkuG2ceP7jybf/XnP08k3z1ezyZX1oOKJlfrZa2LMTDZrGibtq1XKre5qshqo3WW63rh333nk+VRCwwP+vl6Zl6+vaNN6dfd8myVZkmrVetD47p+f39YVLRY1kVFl29cm81m61XvnSfMEXS2m3ed64IURTVfnWZZQZXWfkOEYt7EUIowokrR6wkrnriem3Xf1quGzIKQmCJAiBulAG4/AglIVhQSYx+cQtrkngkAw7QNtaxHQAe7O6O9PW3Mk/ns6d2POseepQvcBvSiMRvs7w0vD4um6aaLeT2d+8iBweamGg4ZAIRtnuWZQcR79z8ZD0eD8ajzK9e2oPXB/n6e521brxfLdDEJQMJFAgFtGLwbgOW5vGED0twWCiiSmB9JMZRlWSrckxcmJTo8b/nOkZ14Qa75D674PjUh5c1UWhBSmbpcLpfL5eHhYe9dXdcVFYzQ9336kYUQTk5Ojo+PQ+DUv4WUKLi12GxN4AyAyQeutUYijKnHIJB4zhjddH0AljBE4VRwIm2YmZLaPL4gVE1SMkTA9WpVVhVzsFWFKPVyqfP8tV/43De+8Y1vfvObu+PJ2dlZCMHqDDHtUTarvRgjwuYHkXwg5986Zu5dBHFNsyYiloiiGYhUrrXyrNlzcDFESXdFjBFjOM/GiD5siD6UrDE/xU1FRHlW5HlLWgMzaoIgVhtm1gwMQKQBCZEStjaEgN6HEEQ4aWuUUkBkRNLmMM9KVOR9PHr6cDweI+JoNPLek4L1epllefrqsgxijLTpwrXeTB43XkGBtKZLIWQcY0wtXxryAkAAUVunw/OYvgviGt6i+JnZ4GYHGGOMJkv3clUUybfKMfq2lYsWCWtt6sqstdbmz5eJmCY+G1rO5jgA7Pv+0qVL6ZVIVft6vU6lfHo3zm1XzrmqqlKtvFqt1LaUjzFy8GVZlmX5G9/4td///d//0pe+9Bv/+Jt7e3uISApWq6UxJvg+2S4NKUR0IQhzYY1RejFfnD57ev/e3a5ttQSliIPjGLJNnriAIpPZ1B0haEFVVHnqUdmhSlU1AynFW3tYemc2I2plBBlIKVuYqrRZISI+sMlMCNGFAElhqAiIIkEQMYARVBQIgkziWDL4WUpjAhCt9fHR6XpxKrvDTEFm1DYkE0UEgeP5NG47lJFNQgmLIEvkmPC+QM8VjZvAnMgSAicVovPRRXCRIhOhAqWQQCAKagbNEUJUXogFAIgBhREEexdEUClNyiCquFlPKyJJ84K0e+QIwYfeR4Na2QJ0BkVVDHeFDCk2xhqdbk6ltU7Ky9S5JUn6xUc5EUoSRBhlM94AgBA4odtJb/NzUAlqVIYUMyCpTOtcR2Cf3oGAqLbhOiGE4FznfRQRBvJ+8x4CoU3iXxHXh7rzfd1550IIwbOPQUQCgwveR44xclNrrasyH41Gu+Px3v7OpcPd8Xg4Ho/yQkd2IfR93zMHpdRgbwjI61WvOtSijVXjajAZjiaTXY4Ycj2odi4d3CiLYWRIMi3ExHOk7bHMIfq+r5GYxXX9SsT70C0Wi9n8Xlr0gUJBOJ2dPjt6whz2sqEy0qzm0TdlYXcnwyqzqGwshZmz3KRX0vcOhZyPwmTIaGQnnkO6hcQYpZQGlZdFIUwklBQ9LN7H4Bi4s8kLhRenavIp54IPnOXlYHeHNATxTkOO5F1Xd0u0oiOdnR7V9coQgYuuazMicd53zeHh4WRn+HA9XdaLv/j2387r/t//p//06t1P/vl/+99dvXrlC1/4Yj07+/jHP6oX85tXD1+7/VI9Pz19+vh7f9PvXRp/5Ve/duP6C6U9+8Z/8Xs//vEHf/LHf3L3zvuIcO3ajc7jg8en1g4bd/zo6ZObb7ygytZWendvsjid/+hHP7j/i196/fXX7/zog/m67lvuGpFofUdtzyDGeR8DxIDsIwYQJAbIbeFdmJ3NHz14rPIBABijJpOJtWowGFhnJXLTNF3X+b5v29YorUkxRPax69rVarVa1a6uOcYsz4kIMEtdR+JDpiPX9b3vA+lE/SqV1QCgQLQhTRhM0EoNqpExWZlS2p8+mC+XZEREVMpLIKMRzsXDwtuNeorvku0/N/lFhERJfUQIitBoskqnAEtGJVt7nyI6V3Ve3PVd7AB/Vsv3EwYYvGAV3vJyN1hjTaSV2n7wT6uzLqpSf0I/j7LpUUWJxM3Zfu6OBlFIiBGSYAEUADBg0tmer0E3S43kAxJABAJxrl2tp9P2SA9GEcNydZbimOrGO69DrOtuXZW7XViv2mkbpph5F9asm6PZUzArj+LAT+u7RVFSLOzAST8f795cdTybHY1Go7PpUpsrdbNYrxfGZAJBIOjM9E2rbej6erWal1Ue2He9aJvlZZ4V5vTsuHNOez0ajfOiiDGKZ00EjKvaIdjg5eTo9PJ48PlXX9Znj1+/tr8O7dGT+w8+vluNxllZtX1/UO3leZ7bLEa/PJ1WRdFg6wLkBjIqn31y+kK+DzozcxOp9CpXZANplg0SAoXbdlXXa840Z1oA2qxyg/HaFZOiCuWwB70KUuaVtdaFXisqtBwalS9nbrrYDTAyVTnIDgsfM7KIFhk0QJTAXRN0oQrDAN5p6iOp0/VyZm3wCsG+/vpbndfv/OhHJ4u/uvXizb3xcP/ypZdfuPzo4zuffHwvOm+U6fueVLGUMO+kxrCfZaU2z2J892TaliPRzFklqhQKIWAHXhnNXiEi6SzLy6b1JBI5pF2RMcb72Pe+61zCm38i2dXh+KQ9O5q3T975iFCcLtTuXk003B/3yw/OTs6IYQbg2q6NMhoPSJNrMfhWIGgQjFrbUahbv+Sj5Ulfq739g/HObujh7Pjs4OCgzAZNhHrefPTeozd+7jr6LPRegqnXoWsQIVNmpChbrdfFYJxlpc7tqp4XRZGrEruYkmCFN44uObf3waYF4s3CnEAYQQFE2UjAntMPtsEAcu71BYSma43S2uYA4EKQzZhVdg4Pr1y5cunSJefcJ0+P5suFj+IjPTua7u4fHl5/oRpNXOD5up7Nl3fu3AshNL1zzjEpbQ0prY0RgOHOrveuaRrnnDHGxxDX3jmXV1VVVcaY2Wy2XixAgJTaQCNB0qxzkzpv1Ke291sAOm90bRRElFLGaBfSQHxD4PCJbSGbhczf13BeiG34yZPtYpL78xYEMAhg+taJpEKl7/vlcrl3sK+UYoAoKAAhig8s3s3n86PjkxACbIw8BESCqBGTKyyEgMBClGLWlVJKm+cqj4tEYsAE8CRMM75IsmnyEJEhkY0l5dmlmL7t+y1ZUaQEiMlkB5RE9j/31a/8k3/yO2+++eb16zc10mw2GwxGg8Gg73uh7R5yCzalTepV2HQBctE1ZiI751zXOmSvRZHRRKChj6wlAHsfI7JikehDryOl2s71/Xna8z+sUSUiZbQgMTKRisjGGEpck1STCwJgUnQqRcwUBVG0VhuWhM5s+pamlgcVrdf1xx9/3HXdSy+9lOcFALCEoqisTSpqStZARNTaaK01EqZrlAMzJ3sdS3DOgYAk9YlSRFpEYmBQmCSZF5+xzWffGOlToYgpl3Y7udncyKm01sIXJ/ORYwQhYVy2ddpCpl8JQmqtBavTgmVj0N9kvIhzLjWKIQSJTEQcYhdjareYOaVDJvL+er1Ofq3Ukm4osSLIksh1n/vc527fvn3lyhXnXHAdETXrvshzRHAhVFW1Wq20IYmcKVJaC4fZdPrkwf1nTx839To3quu60XgQMfZ9n5eDvKh88JJwvTEyM6AShcpm1mbMgbaBJMyMxhBxGgynKRUgBmFBBaSJNGrDZCJoIQDNWmuMERlIG6WUbPe2KfsOWIgMoRZBUubTq5DnlQ0DKCAW+PDuncX06MaVg/EwmwyqzPBmToPI20plo+1M6pKUsx6jiPjoN4gnQT4fnMhmIxxZnAu980SU26wcWMGaPVubI6Lr+hCcUpjnORIIkmN2vUc0gYFZhDDGhKfSAhhZQggiNl0P56iG9LJ5joiqd6HpPKMGk6usyIrSZKCtMUY20ixhjhG3hu/0JKQvdvNxvN+M1rbVpLUWkc61y0opZSjtxREVoSUSQENaa2MNQQiOvUs3UyIwxRi977u+Wa8apYwgMUPybOe+Gwwz59x6XU+ni9Vi6drO9yFN13zy4Ujg5PRU6vDS3nA4PNzf3d3d3d0ZjoeDalBmWmW56fqmb5vleuW9zzKTFXmWY9t1va9FfJnZapBNRuPJaJKbAgxpU+6MLw+HY0AVQjRaJDIqQXpeKAsEgNC7de/qrl+t65mA976fTk+fPbsXhbPMhCCrZnV0/GSxnu/sjPOCIrer9YIUV4UpC6OIgexgMEox7n3fr1dN3zpEtV7XwqjQVoU1OoYAhEprnZlSW2UsCSKJEkEJ4EMbYh84ekbbYJZlAMQRSMHfl9QzAGVGjNJlng9LQS+Z8sFhz5LL4QsHlw8vPXn0GII1gqHruPdFUQb0nuDs5Ol0fhI4jkYjCd3xyfTevftlkQXnnz16+Ozypd/6+r++WiwefHx3vZhq8Vf2d379a7/yo7/7gTvL6mfT62/tjavi+OTOjevDb/72V29cf2k+W//v/9sf/ODdu9N110UoB3u6qMqxrkbalqqoaD2XnKxAnM1mZVXtTPaVzVwQIossfRu0Nc26liDASKBAUKLEICHGvChGxZAEy7yaDMO9h48fPry/vzc8m560ddN1XdM0fVsDy3K5jN6FEKL3IXgU0FpfPrxU5tfGgzLP8+Vq4ZzLssz7PoTQdO25nzipNXKbD8pKMFUnqshtWZZpfK217bruwaOHs9nZyclRXphLu/sCUXqXEC4Rok5NuhAAp7DXDVfgeUkACJxi8BhRARKhArEqaUwFEAKHiKgANYihdPFsUvE2tjpMG4BNw3cB+E4/NZbmvDD6NP1c+JwwjnTxzqOLt7tswqGT+xpwE2KZxBKIkkorFIIL7pVESUZBQI0EuP3IcQu8ThnJsMXPbJcC6TGPTTtfLE8CtV2Pq3axbOaDajSsxqvVqu2CNr7v2dii75CBGTulHVErYblc8KA/1rpCzXV/VDv2TVkU2d7BoG6mAq7tloNhZjPs+vV8TmfTWZ6VRmsfemZe1It1267Wq861TL5pGkAmexBB8iJnAIlxXbfG5kRWKYTMKWOrwfjo4RrJ5kXVN93xo4dvXRld3TG//Oqtj56efO9vvgdNfXjj5aIqO9e32CblP0Z2viuyQosCAGGlabg67T758fGNS2Nb7yyyojfDoIuWtFM6dUKK0LNHVq4LHEkA6s6p3rUtNKjqvAQXfN1PxjvD8WjVdut2jTFOrCp91z98sO/DMIQB4ZcP6WoxLFWUUCMwoHfivZc8shGK0UXfwKA46dZ/9+hsdfiLUfjgytVf+uUv2EH5w3d+8P0f/yjP7JWD3Vs3X3jlrc9fff2z77zzzkcf3o0QESUHmSo8ct2B0gNk0/cfrWucXBqLBdQRFAOBASAPJAmIZ3OTl5lptIiAl4Sm0JryQq/rOVLUBgDgrNOAcHBwbVo3H33yQIPcuHV7xCYfjU+X6/XRbDafKpQYvAKpWeZzIK2y3EjwfddYokFZUUzJAiaEuJovjDE3Xrzp2T95elrkZZGVhR23vTy+fzYeFTuHgxhWx88WwSlFeV5MqmIPVb6cfmTzka60iBiTNe0KAiDS1nqzHdA8fyVpQzmBq2r/6gAAIABJREFUxJATQKBtQJ9s2Zfy/xH2Js+SZceZn7uf6Q4xvCnz5VBT1owiWAWABBoEm23WAlpso0ymXshEay1k0kYL/gla8R+RzLTUhguZpG62SRQpI9ggCaBQBRCoOSvnfFPMdzqDuxYn4uXLAiDlqjIrXkbkjXvPOe7+fb9PclJR2k6MUBIQSmIhbY2w9H4IIVlrb1y/cXx8XJbldH9vtVp9du/x2cV52w+Tvf3xwT4LvvHeP+uGsNo0956cz+bLdbPZtJ0YAdBKg0UFqH3Y5sgVRZFi9F4KV22aVfZZjOuRc25bLy2XYRgwO+JCzJwZEYmSni1timQnZBQEtVtzorDRWiniEFLiyClrkYggz9A4JSQCyZbm35y89XyK8hWIS8ao/EaY3+78mU1PIrBYrmezWT0eW2uTMAgwQtN369lqsVi0bYs7TgRuNf9gldp+yCvDRiRS2lxi8PKBfFvFgULgLI9XqDSllH7DbAwRARXlNXIHlgOQtumquvTeL5bzGIe3f+etf/tv//RP//S/IlJt23abzlpbFNrZ0ppCVMr18WXlyczgQ0oJtUUWZo4+5MTzHMHHIYrpE7aBQCdLCSWqEGJsTRxYhARUSmHwPSfM7fymaUJIQ9//+nV+JvKULOtHBMr0VQUUhAkhP+DZHMXMHGVb4hAKYJaM5gpIWZMJYjsjYlSCXTtMp9McycgsiJhiMsbs4joiM+RxxbNMNc45Kdl+QHleHgOHkGJMWdGiiHMCOznz6/3Ty9bD5eT58jX5WJ5vie1tiaRp5+O/rLGjxG3cLYtA8NH3zM1a5VmfKl2eeucicCuzYbbaDF0via02XdcpZcqyjtEjYPBBa23LKrs7+r632nBMKWwrco4pR9ErQmaxZWlEylGds4yMMV3XFEUBAG3bVlW1Xq/LyqXgJSZjjKT05NGDT3/50XIxK5ytCxdD75zr+14kFXWBStmy2GwibEv2lEASCAkKKlGEyubKO4QAKSnngEL+PkUkP1rEQloBKjJWmQLJJtwqkRJDUpqM1lrnODUAJhSVhQQhoHKEhkVZVwMQPq+B252uMIEMw3D37r2Tx3e79fza/uTwYHLt8MAYYy1krBRRrtp35zIB4CQpAXMemkPWQMlu4JsSc8q0hqxHJZaiKBSZZDFnhpRF7YwZhmEYBgCu65IUamsEoRsi59Aqli6lghSiggTe+yuRyLgzRW8fCat1OwxEMMToYzCuAFchaW0Lrb1RWlMQAeLEKcQwXDYhLqu+rR6E+RmLZbeYaq0RVJYv56crvzjbGgEJ0AiQoFJGE+ClEzfDWAW22bCSYtc3KcoW/qeNUkYkaeKh61ez1cXZebtucxZfpusCAGksCluNq729vfG4PpzuTUf13t7eeFTVVTkqC20IOPkwnJ2dNF0bUnTO2aJ0zkXph6EdfCPAZVXuTaaT8bSuRiGkqhzV1Z5zJeJ2zpmEiSKiJQQBZhZASRCabnG+eLpYniyWZ+vlBWBKKcwXF23b1nVVjmr2zWq1mC0uvG+vXZ9qIyG2TTMHiUqDIgRMWdPdNM163TGziOo637YtgtHaGm1dZWswhMq50jkXA1inlQERCB5SSCmlQoqYeoYEZJXhsqwBgBmyxeorsz4BAI2msvu3rleTatUsJy77ewMFM18vrh0fv/TKy7Hzdz/+lCPXZb2aL7quPbh21HSb+aapp9XT5aydmcLqk6ePLcG3v/nu4uwUh+7Bpx+n6K/vjUcqDu3mwd0HQ7N56fZNHVy/2nz8iw9efuPOh+//6MGTx1U1fvjw/uH+rfe+8a2Iv1p/dr/en/QIQ4rj8Xg0GiekZtMZpb/33e+99fbb/8f/8r9e3zsa0nB0/dre/GS9XoqjqtCbzdph6Xnw7eA3Q6mL64fX33jl1WvH16u61kVpqqreOzg+ftGVoyTAqX3w4MHjhw+3i3XiorDAySg1rqu6rKy1VutsAwBO+3sTY8yXX365XC3KsgSAYQh7k/2M4cotE2vtdLo/mUwiBCJCYGt1VVUispwvVqvz+w8e3b9/X1mo6/L2iy/cfunmYjGLXTcMg+/6FFKEaMgQAjDtRJHECAQMoLaHBt7yLUkQERSgJiFAA4SUUZxIAiiQtfFwJS1dLquyK3CXjI+T356n9CyD9LmcK4rASPQV1Cc9/9vLd9k6ABlB+EoDHgi2oLIdiGvLrlPZegq8i8NhQZJd0roIA6irAVy798w0nCjJa83L1cV8PSNtScGmX83mZ+PxOEFIwKvNipMZTep6XC5W54LtpuMIoKxwiptu5UpV1S72yYduunf40Sf/pLUWSd3QVnXdDb0rqhh9D6z0GIBj7JtmOYQhN8YTQIIeASPH3nfGURIui9oPsW0Cc19VlVWgtDbGbNpmGIaiOJKh65bnqerf+/qrh+C70tyuy+++++6jVU+AbbsJuiajvQ8JerSUfCK0DF3TC9qDet89evq5Xzd79bif7is3VXa0hqpVukMYJAVAQDSGSNJ2/MoSgrdtij4sZLlZrBaL1c2bt49v3dr0w3y1JALcP1Bl2Y6mM06N7x0RLR5872D/0JDfsJMBMCFiZZ1ftsjaahsUJystptO++/zjD1959bVo5Pjmrd/53bcenz18/P49hNEvf/XoyYNPL568fufOHe/96elp3/foKgVcQITQPC2cJSzsMBv6omtUqS3JED0aBVYHoAGSM4yIbASMsMosChaUlFKSQJY2w0ZbLUNi5koO/SB0uN94WRe1Ev7sfPbaaOyYPvnww7Mv7wIm1uzjAChQjSAm7kPXsCkLqyR2oedYOe07BknaYBzWy5UIdqv1qTPF7Hw5nShjXPSq83L3i8emuElOTuOFLfRsNmNZF9WK0N48KlNKi9UmJE8G+76HACBVDg3HLcVRADElUQrzEI/xSsY1QhTOyM7tQ5dB4cLq+e5MBEROQ89Om9F4enBw8OKLL9+8eXMYhkePHv3ND/+OmV1RjiZ7N+8cHd+4pZ1bLNePT84u5ouz89mma7NPhIiGlCiTrxRqLVopEdFKFZPJZr0mQK31qKzC0BNR13UsOoSQ/yGkt2pzpfUOhpcu+RREFLbjTdwWfoSSty6RrB4KMfgYsiHKOZcH+M9U6Nlz9Zs6Vl9tRV2tA3+jrS9bBHdewfxiZl6v16cn5zeNc2XhvY/CzNA07fn5eYwRALMbEHcE/6sq+pQSMKNSW6h8ZpkiSMiPIQNu+1kIiHnWiUiA6nkH3CWuE0m2aYPbthcK0GhUA4DIkGJ442tv/tmf/dm/+Tf/Rd/3+eurxqO6HscYQagoqj41meGZoZ3bC7KlcTIrlVIKQxd9H33vuz6loTBBwsDSJk4JKKioLXmfuk4lrxg1gUlpSEMrQaWUuq5bLBbe+7ZtLg3qV4creEX8QZTPQwAEolCQUGkgUrQ9N2JAgbBTmsAzRiChkEJUKTFzBCEGiJG1tojqvffeIyJr9Qcf/CwjxAA4hJgHsCllNtI2fpBEbSnnmT2xPfRKSpiSxMhKJUUagbf8oCicQBTCllQPABhCvMzVzLfBdqYH2zjblJJIiDGrgEVf1SVfTp++0qJg5gxHJaIUPRHlYZ211hlbVSNrrQhYa7OsVislLNGHyPGS4XbVg3glLuL5Rq8IgMTAO7oui4jEmB10uePCzNaooetHhemCvzibP3rw4MvPPu2adjyqLaoUotNm8A1DIqIkPJqMIyfjNDP7GAQEFQGhMtrHIAOUZVkWRaYpUUoMAAk4cWbfbsNsSDOL0kqR0dah0oCahZmFhVARaitGM6ncOWNgRcDMypnECKC0dgnAwKVI+qtglzyPatv2n37xq83i/HA6un3rxunRtclkcrg/LYrCGlUYoxQjMAKLMOVoHY4SYooxbb9HAtlarLc9gLh1/UkCY3VVTqwtuBciGoZgrdXKWmtHo0opLKsiD/2EpOxCjBx8GkJUzMLQ9x4VOueeJT+mdLWjsPWF+tQ1a+t0jHEIqVZq7/BAKaW1IgStEBGrQqNw9MOuKlOTySSXfGVZXsxnJelMANoN/TGPi51zuyG+KEVKYUweALS2g29Vqax1tijryTQuG0QVQlA71hYABO9JgUBq1ivvPaIiZYqiEMF2ozYzPT+fnZ6eN4tV37YiopBKa8uyLmpb1+VkfzLdG42no/F4XBk3mUxGda01Zdmb90PbNaenT8/OTpuus4UryrpwlavK2fBw08y7fmO1KYpiNBqVZSmC1hZlWTlXAlCMUakEoGKM1iaRoLQBJO9DkhDT0PWLprv4+NMPHz666wwqRTF6pVRZjK9fu9H0zWbTbjabxWIxndZ1XcXofe8ReTSqJpORUqi1HobQNl3f9303NE0zdD6lpFVhjCtc5VylQGvtrCm0togojgRFIDCCcxp07vdHbSZJYkJ9/dZhDkHSGiJwhrg8m/ghMIAtjBtX1yZWlyYZxg2zkrGecEyL+eonH3xw+/jG6y+/9vbX33t0997Jw8de6OaLd16+89Jndz+bdS0pJ5C0tov56mCv+qPv/eGtGwc/O3n65OG9D3/8D5zin/yn379183h/fKe78+LjR/e7TTMub/zHv/+708V5B+H1197oY9S2eu21Nxaz7osvPouDt5r2RtVyaIe+++KTe9PRQRuCMKlCK9RPn54eHR1tVs18vbr3+F7brs2e02Tns5lSSvF4vx6/fDS+ee34pZsvHkwOiKXrurYbulW/XA2L1WDLkQF94/r1qoL98eSlWze11labvu993zMnhURECtH7frNar1fLGKMiXMznuaMxHk2YWZEuy1JrbbSt63oymRhjEFXe3Z02KaXEYRjCYvFoNptdXMzbpu+6Tluzvz/dO5pkUvOd117FFABgPps9fXzSLtcpBQGlSeUIAyJUAAmeDe0Vat4y21kAFIEmRQACCRkJRZNigpSSXOl8y45N9wzFlJlyV7rgebf7TWRz/vVBnwjTdoic55x02XC8+vNbD1JKOSMni81y5bbVC+ych9uD7aVpOxe9lF+csx6SUgrAE0pOAZRtdxwRIUbQOpd9zDGISOJwfO2oC5t26DctcUyMsG43hwcVEZyfnd+88dJ0On7w8CSlpC0pBfv7MAyhdDWhXm+aorQZehRZRqOJMSqk2DQdgiIyADCajNbLNZGQhn7dJPYRNiJ469btddNNq2kIqU89Gnp8enJwdNh3nrQePBtDwdPpkwfa7SEdbTYb1DgelQUqNZtz42+O39ar2QGab9x5ZZ9K/uzhPA2IuF6vV+u1j0HlhgKadddM9HiD8YN7J84cj2CaBpOqA3395mDrlIy3o5PPvozWRkJQJpNOKGFZuq7rNAFKsj5phsViZrQ5vnW0bpebL/trN2/GGAtXLVaNH7Qr6tliltp+VLvZcvFqxDedK5QBNNy1LMDdMDJj8AEsRNUHiMX+BC8WPjQff/KL9XpelNoV1Wp+Mjt5PD/lyppulk6+vPfBZKq16VbLru+RVyzSOYoxnOGaiK4dYn04XbRNZbWxdbNc6aoKQh6YQSaYUkqgRA1q2Szy8Sal4JxbrVaIePul4/Pz8/nqQmuNa1XWhRWE8WjjPQLr0gmpLz795Pzxk0orz0MUrxyklDB6kWScCu2wPz04mO599POPlVXCjBA5CZFGIz6uT8/uGReXc6nKuu9j38cYQ+fDo8fndsTjA9g7tOfLU5+8VkXXzyaTvbZN82UjygBJgmE8Kq2zi7UPIShUzLvWzKVkGrbHexHJJA0lW6kfIjEL7zgc+bHKtjdtVNu2dV1rra9du3b7hRf29vb6vj+/mH34y18ul0siPZ2OXn3jjZdffllpu2mG2Wr19P6D07OLTdO1gx+GAQQTJ+89IjptcyZn8IkTGO1CCNGHwrq9yXQjoJFC4ul0X6E0TbPpwrMG8a4tBbtGT4ZMAwOQpJQyhoaIEgBvRaoYQqiqKqakDWljmqY5OjrM52YiVdd137aXq1am5l+h2mwx+iJC+NzE71KboLS+TN7aAs+Jsl42n6Pyxbw8u19cXKBWt164rZ1Nw9C27fnFxdY7rXSW910uhll3mHmeW3knACiNiMoa1CoOg4hYa1NKCkmSsDASgkBOeDcU+qHl7Q0A+SIyMxAmTtZaAPLeo9LK6OgTGc3MpPXxreM///M//8EP/hMAadtWaw2AMTIgKeNyqP0lWWQYhhjCttD1QSnFxiikHHnVtZu2bdvVUlG/SRv0w6gaQCciLQKoTIixadRqw2JcWReM3Lcb8TQMwzD405OTEGO7XgvzVZvA83U2ZJkYokKijIpRxgIplXn8kLfBqJTegnkU5GuIqC7RJ4pM13VEaLRNSTab9vj45p3XXrl79+6X9x+1fVeWrhqVTdMIpKEf+t6nlBSZoigELYMoxPSsfZDngYJAinTMpA9BgEwgIgAClff9TFrZyiQv/68I5hsbgJTSZmd/yELuHWgWdIp81Yl6NdDscsSfP0zKEypNzNJJtzO+kta6KqtRNSrKwlm3NWWRAIDKMZ4iCBlLCyzbwLitdPyZZUKEJWdJIm5RkPnhSTEhCQpkI0qKvuu7vu++/PjR/Pzi4vy8WW84plFdFsaAsFYoyGR0CoyEdT1CROYoCHAZTm9M/grzFYoiCTFj6SRFZqEcziGoSG1xKkgEqJQ1plDKIhlBFMnUAYVKo9agrKgc3ZmAkQVACBEYVRJiwJTJbwD4rOSjbVQiiyElxrx4+/bnRwfr1Wp5cfL4wV27d6Ouq8P9/YOD/aODvf3pqCps6axWqAmJADhxysiR5BlzDgshMWRTcgYcXeaxoDWuqMrCVXtOtELvg0IiVMxJETpnytINvs+kTKMpRkiJQ4hDIBHprWcWTqC35yreDh7pWdohKgWxQy6QoG2b9WZ1kI15iAqxLm3bdoKyN6kP98dq6wegsiw10s2bN8uyFBHnnHNuvV5/+OGHL7z00uHhYV1Wzjlr7S5+ZBBha009Kp2zw8aTsqYokUI7cIxiXakqFsIMjIGd0ZE5+r5P3vt+s1gsmUVr41yRhRLoaRi8I7h9fK0sivF4VJVFUdh6VBa1qypb1c5YrY1yTltbq10WmTBvms18drFYLE9PTx89eTSZTg/3r+0fTU1pYvQgPVKoKjsejaq6HFLAtisLKssyBI7cEAXEIfFChIy2e+P9o8PjxMQCiYNP3aadnc0efPzpz+4//FWIPSqjmMqy3Nvbm4xf2LSbxWL1+OTp4ycPJIVxXVROGwLQSk8mhTKlLdq+Xy5XnMbe+67r+n6IMaIi60qjbVXW1hTGOK2sUc5ap7UFlsTZWigIRFgoZTUpItBGQAFqK2o8newhKU6QFKsd62InSBYG6TncfuX2ctgwslCA2CmJBdt5sxgBl1W5nM/+/vR8VI2v7V+7XRbr2aJdLft++Nff/1c/+9lPv7j7MPrY9rEuyoKKR/cf3fv4k/OnJ3/wX/4JvfX1zz79eLnunFv+/IMPJlU5GVeT/aI4PHjzD37v8y8f/OUPf/72O+9F/eJP3//Fj99/+q9/8IMffP/7/89f/9+F8YKxUOl4XM77PiQurRFEZcxf/Yd/f7Mcv/76nXuf3z9fzb33TdPcLl557bU3qnfrwrlr1RuaKHR+s9r4tp93M6sdADpdu2I6MG+G4WJ98ejJk8XF/Pjm2Fr74q3bItJsNl3TxBCEuel7zFTl4DmxMbYsS6X1eDwuy0or1EY7ZwEkhBC8TykSEbNsNs1isVyvVk3TBPYhhBD6jD4KIaTIIuCKQhujnfXeM5Sk1TvvvFPvF5zScrZ8fP/hwy8fPn30pFs1wKAQSGind7oUs4AkASSkHYKKJXEOPM+GYdimuCZOsmWXI22HfZk3vB3xgeThWiaUC4oQXsXEZ4pZvmd4lya1q9wEEHZ90zx54DycAJSvxF5lelC83EflMpZLAKT3CfNbXeG7kYAARGBKAHg1mYqzgP4qzy7lBGq6HDZSZmArV4QQEMkVZUo8BJ84KaBN2/lBhFA7wwg+ckiUgrKORGg27ybjStva2bKqjitjT06eNu3TqipIFQDKD2GyN+r6/unTp+v1Zn9/fzY/XSxPR+NaWU5DQ0o/PPkiRSqr8XSy571v2k01LoUAlJKIpB2L7rrkJuVitXHrmU9t4fCNN1+6NpraxY3XYenCxrSLqduTi7Of/fLuDIpHm7l+7TUwk4vFeYBY7+2xQUFVXb82P5/3gu9vemiTX7bQDdcOIN2dl7Z0ro5ov2iai8SxcB4EBApjLSZMWGhDSD4EK2HTNAk5YhjXoxvHR97HEIbX79x5dO/hEFm8bgnAlDNoP3l8elvgR3cfff+73zZhA4slJrIeMRiMAYYe6gAoPPTRB2E1BkoJ1k+f/vxH/4BEp1/cg65FhV3bUh5TO2dEOk6DpGkYkLRvmJHIuSGkxxfzfRZXmE7WpIR0v16vA2ttSzS2GZYigiGWSvl1G0KvlRbgRd+VVRlTmhTF07YF79tmU/fdEHXsa1ES/SrFcN6tVieP+2bj/aCMAqeEFSEKMHTRWEWRy0ntN2scVS+9fDy/WA7DoJRKiWMayJAEfvT4i1sv3q5qJ9Kv2yVppSyHtA6xfXD64IYdJ1MkCQBClsajUVUVs5PzYUhD5P3D/aLWKcUguFjMU8rHAyZFV0fYCLvEE9g+wyyoFaaUcjc8H99z0eL7Plt7vB+m+3uvvPLK/sHB6enpF/cfrH7+i74PVV3dvHn7nfd+b29vTylerda/+uTz2Xyx3rSt94NPPsTAnBKLABEhIAswR44mRQEQjokANWICFmYF6LQesrdKG+T8Y9oYvBwwMAjw9tkXBEQkIMBn0XxaQ4wRWGmlQGsGEGCtNQtnNCIYbDer1Wq1v7/PzFqbqqrWRREHr5QClKuzvsue8m6x4d8iZMDf8N955nbFnCwigBRDBMTZ+QxQ7R0eNE1zcnbqh0EJEpE2Rq6QPLa4f4BdlDFm7w8YXY626MHMCPHBb/E2SmMGAYJYrYuigJTPcwKkAElYBAm0BkJIu8VdbRNUkwZBKKoyxGG1Wv1P/+P//P77P3vvvd9999139/f3nbMxhZSSUkRKEaFP22aBVqrvuna9btsm+qAIC+u01in4zWazXq3att2cnYC0mjYL11fF4LQo0oAFw6oP5aZT7YCgXVEV2ioGxmjW681ms5nPL0SgbVuE307QUaS0Na50RU+KErMgKmYkvHR2ISllFClGpi3gJ3FMSQS0UkoZpYiULqo6j7WqsjbGGmMfP3qyXC6LophOp13XSEpaq5ysG4IXAa3sZdbCrtuQ2ywq2zoBgDQVyjoQhEuuB2iAbDK66px/Nl7ehXPkfkF+NK5CubMKC5F01/vLMi+zRPP+2PfdM7UMi/c+ZzBcLOYxRonp6kjQGFOWZVEUVVHmVvR0Oq2q6uja/tV0bEQ0Sl3GMj7rkeQekkK13cxTDv4SSZK4sJZj8KHftO16ubi4uDg7P1mtVqlZISoCNIrIWKs1QALC3FTWyqaUlDaTyZRI5U7DVikHoLS2zmmttbaoSIiSiEJCo5RSyEyKJEZJLIKMAELAoK1TxhprSWtGTIKMgEhGOSSNShEZQOTtEDx7fhOiEiEBAiEWeo6G9Jy1NHtP5Fvf/Eap4/zsyfzs6cX5yYP54unJ6RfyeVEUB3vT69eO9sajvem4dKYsC2uUQtqGSSCmrSh5F2UL+ZFOOcwwT+oLo6wtXVXXwROkvsNsWokiWRiVWJg9QI5PVFpx8EBA2jgRcTbH5bG1imMAsAjbJBmtdT7FucIoCIaS07rv+9VqCcykDGnFkoikbdd1XX/rva9/472vF3abh1MUReWKw/2D99//4PPPP8+diclk8pOf/MSV5R//8R9PRuNhGIioKIqu69puo/RhURpjdK6AtS2sxqS6KG0UQa2UdSAcQ0pp22+zSlutgKOz+nBvYhUSkXMuI4uMMSVVRf5lrDHGWKW1LgpnLBKBNqisSimErK2SqLXTWnfdsFgt5/P5crlct81qaItxdfvO7evXj5wzLH2EiBhu3DhQZPq+X6wW3gdjC2drY6w1FTB6HziRUnkSOJFrvq5LwQSoovh1M3t88uXHn3746PEXPq2tVdrA0d7RtWvXnSvPztqzs9OLi5OHD+6G0L/62gsvvXB8OBmP6ipF3zP6PvihIyERAJ8YqHCjqpwYY7RxxhilTIy8PdgKKqWralSWpSJNZEUScxQko2utnKZMzYlAiZwLySllAADVr+PJtr+0ofF4tPYbVxToi0CqWW34yT1Yb2QYRFttLCG1q/hwvVotFrVxd269uLk4+8u/+OWdF2/9D//9f2cU/cOHX37x2SeL+dn9+08nVXn95u2//dHPi8KmFC4+vuc/+Pj1117+na994+LkCVp1CqEfj58E/eTj0x9//veErln2xweTVSNIpMi3yyc3bx7/y+995/6DR3xQPjk7P1suV23brvyN/eL4cPzRP30YehyPptePXlw08v0//M9ff/2tB18+nF9crFZLSCyQnLHjvaP9ybTv/Lrt2q6/OJvPN6tV2xhnrVLT0UihVqijT957Ydzb2xuNRkPXHxyo8XhcVVVexEvrjDE5ALzrurPz09PT0/n8fo50H4ZhtZyv1+vcFba2UEqFEIxTmX6S272EmjVDVlySEGmldVEU3vvDw8P9Vw7i4Ou9STGqUNN6s1qvVpGTFoWIJDqPwbJ4UUS0xMSQU0wJIAlxkgJMyF5GkZSST+wlRU5DTmgAQolEX7XtXekn5nmd/soLro74OD1nUdhmZe62pATP8dC/ApVGxOydwGeQTrks8HaWDrw8FpAIIJNAyv79XVS9JEocWdLzNmwU2JpXOTFnVISowo0RolauH7reB1eUMcb1cpNSODo8RuhjHERS34fVuptO66YdiHC9YsL25ZdeJyyDt5bw+PhG22427XqxWhZFQSNrnRuGuG7XLFEbiQjz2SnDuOs3qILWhGBpnfQ6AAAgAElEQVRPlvOiLJWiJ0+fhNAdHR0lpYuiVqAOD46cHV2cLtho7aCq3P6k/mjz6Gc//eG18fTdW5Oz5cNgb+1b9fjiokTCGH/5ya8Gwps3rk+Opi/eeZFtvJg/ffHVO+9949v/11/9HRjsnD4r3cX1oxmyjOGkHOGiiU0jaS2ixJiWKDAwCiAkiQow9C0AoNOoYDN4GhXzsyePTp7uHx5s2v5b731rVI1j340K9/jB05TS0fERWQ1oSLk1jD8523zyePYmhDoiik2bAT2GVY+hKaLShdLDkNoAAeIQldYk1K42MQ8T0KTQG62QQBgEFSsD2kqUQW0UARA6bQRBiPq+n83PUKMP/cHhoSbXLVtIhlTJCVaqQ8Q0DFXhZufn3DVg9d7eXorh4mQ12ZvUdVnX5SefnQBAL6myk/PmwbrpmuUTSJzINSFa59iiT3483o+LtfHgkoqavPc3b11zlTqbnfRpePnVV4b4Gay69apV2jKyMjiaVJtmU4+qk6dP23btUzc9Gn/ju7+7Gvijzy48QSfITRjXo6oaKdSxVyezBWIwzpTj8Y1bx8vV+d27X0zKCbO5Sl3KbBa8Gl6+w/fnBSGkqJByQsCWgICY1Y9ZKToajYjURx99/M3f+/1qPHWj6WtvvHVwdL0sqxDC05Ozn374T0+ePvTep8hkNKKKKSWBHREge3ZVxsUnliTZWyGJQ7aJogDHJMJFUfhhyAcP770CJGMhDDsYp1winTLF9zKw9xk/3bdGW5EYQ9DKGutYICTxg1cxCcJkMhHgpmnH4zGwRIplWVZV1WYVmMIYIzBfzvdkZ6XbAnL+/6q+K3+C8myt2sKiEEkZHVP0w3B+ft70fQghDMFYl/oBEZUxV3FZW2NIDu67NPWJaGMmk4lSqu97Y4uYZOg9GQ2JiRQSsgcF5OpyPJ2s5p4RGBC1BiHABEorqzBfN00ARJKtTEaJMHI1rtbtum3af/jHn/71X/8NIv7RH/3Rt771je/98z98++23j46OUCvvfUzbHSHXpcmH1XJx/8t7J48eKcC96XgyGiuFXbOZzS42m83QrEUGBZ0zg1EeOLczKSbXB+OjRV0rVxRVWVVVUTn2sF6v27bvh0EZ3Xfd/xfIBYGMNs4WRUla5drr8qLlmyrLcETEQZknscMwQBJE0MY6V2b7JWJCRGEsClNR7WzxN3/zt6NRNZ1O+34oyxqAN5uN1rYoQKsib9zWWiIlImSKq6JcZs71v9pVblc3OGZOfZurPmtt1iHn4e0zD+dV15XQ5c8qEetcjobWIMQpZRhnvvEuyZwxxr7vu67bbNrlcrlcLtu27fv20l5ljNFb3r29jLLVWpdlOR2Ny7Kc7o3G4/Hh4eF0OnXOXYqPd7BHuBy/bDuxCCCikbZgFR9CCOcnj9t2s5zPF4vZerXs+z5GDwAjrZg5RRFGW5bGqGemfwRAUNo6Y6x2+bsBYMRs4trWxEopW7gc3RuZMSWtLRACoCYFqCJeTkIFUSmtldJCKgezMoAQAqLKCQDbJz8X6yQEyGnnhyYRArzMxiF5PrwBd5oKSXx8/Si9+ebm2nQ1Ozw92R+dNfP5bD6fD8NwenrWbNZlWU7qylpbV1VRWGOM02abxqg0ERmtFZl80yDlgMFdzw4JTEyYI18sMG/TLKIgxJQ4hgBCMXnhaDQAUAwELMJRK0IkdMraIiUpnWWOuYLFXacBCUDAOUeYPY84DMNq3aS+H4LvvReEPGXa39+/cfvWK6+8Qkbl2ynTxm1VF0Whtb68rdfrddd1WfaQGZ70TErBAKydLstio5gMMKbsPBaRxKwJshDuakdEKQUshTW3bt/gcGSMKax7ll9CpVF6R5SRXPg5l1MKEikgQ95z26Zh6BSVzhQx8mrdnM8WTdM2g2998JyqST3ZH5tSI0SFrDRYrJ1zgWW18uezi9VyDaSsqax11hTRSwihKqrDw2tVoYH7bHoMOhssN6dnT+7d/+Lxk3ubZq4NVFVR1+ODg8OyGLdtv2ouLhYnT08exTi88tKtt994dX86mu6NmtXad3613PghKbLGOGOsM5VSyjlnnNVaC0LOAIjBIyIoUqiV2Qa3KNLGOGZOKQAqo52ikoi0kgTEEHJ8fPY5w26OvTUxbIc5jIB1ObLGKCSIKbX9e2+8Da+8cbQ+TwQns8XHd+/dPz1rY4xMfgj71bRbb+5++tkL166/fOuF2Pb/+Hc/eudrb333D/75ycnpF59/6RQ1JK52q6aXppsvLoiAUBpWp8tWOJyfn7767a//zte/9dJbxenqo64XZ4tkfBvSX/7VX5+evDo0A5K+efPmN9/7Rl1P1Fj+4JvvfvHo0f1HT05P5p9/dO/s0YMXbt6+f+/k6YOT2dl8drr+p598Im1pyezr60NqR9NRXZQAnGVIT86e9oHbvm+7oR6Njm4c7x/uoSJXFW3oxuNx5YpszMt3V0bLppTatl2t133f5yV3tVy37Waz2azXy/V63fcdSzSkUgoAUI3qvN9oUlprkSIi5wCbGH12DgBk9w27wjnnjMIccUlE9cG423SF8DiE8cGeKYsIwjEmFBJAZCLi7TmPkoiREJiRDGpFRBoSIEaUABGeZddKgBhRfIpXQZpXfSZf4doxM2L4ykZ11aT+HI3gShccd47BqwkQ6at1H6idDQ+vDgOR1TNexbPmusmGegQCxi3qFxmIOcaMVstb065MZIkK9bNSUMiYMoZWgmjtTJLe55WflNGEpLWuqoIUrlaLvu+1cjEoRaVIci6GELQmrdxq0WnsQwi9740xRWmVUav5suva8XjSD8ACi8X8+vFBiDVAcoUOXWKJ08neMOEUGESsVn6Ifmiq8aQqzKprEWJhCCR0Q9DaMbNRUBWmXS0eLGd39l4ZD60qtF/2fd+LqOl0KvCANPRd431bjt2144OBV//8e9/5/O6DbnYCjBBgkNCCrA2SK5YhqsBKmdIap81ys+790IVBjyZEPHR9pa3VBhUkYiQcvDSr5eOnT9PQpjC6ee3o0f17v//Nb188Pe9aP1ue7433lFJd22kkRyZwOQvtzx88uHGr1gy6DX0v60UzrIciNQdK4djQELn3yae+TJJYI1ihEOLAUUhQSEQ0I7NQEs2gGVQSKYs+RmSQ2IMIKVMVxqcoIjBEHpIuFMQEUcQLRPGuB4KJLkQzgwdKZB0WlEIEC/VBHTEE5ceHYx+DtP34aNqm8ODJY+CkbWFRBU6AnDiChMhJo8rqq2iAJY7269OLxwP4iJGNdLFfty0QpOQB4Nadlw+u7b//459ZVNpIlFYVcnTTvPfd252Mpi+EddNobdvVAEoZXWhyhSk0xCBn1hUJ1aZZnZycLBazkRsVhSUiyhDHy8IvLx4i+FvyrbNhBBGdsRm3FuLAIi+88ML3vve9G7dufvTRR+VoUmezhrYXs/nPPvjFwyePhz6klIyzgJYsZp8U5/xc3snuIgQeAm9LFyBKvCW4ZK97lEQxAIBzzlibUkKi9WZDO2XjTlGZT8ycXcQ7Tdkz5SoiakGnlRACEJL1IQ2DFyQJodzfPz4+Luvq/oMv17P5MN2LMYyUcsZaaztEZs6SNPztfMivtKWuHt+/yqlC+MrymF+QUgIR48qyqsLgfQxKKUmMWoNSVzkrmVlwOed8thjuLF4ppSRstrhBQFBMgoq2sl3YYmw8xzzM0KRz7DIZrY1iZhRmBCIRxrwXoCJUtGkb7z0aMwzeFfV4PPrgw1988unnP/yPP/ruH37v+9///te+9pYrC1SEQsyxbduLi4tmtVwvVxcnJ198+pkfumv7e0cH+2VZonDXNEPbts2akyfwXkWiGIau730fOETdRYpirWttMTKbpizLsiwpSdd17dALkGFOMcJvZ3jmWgNJI2mCHHydBYrbWJ5cdCMRIivUMcYQfNcNefBujLusEonIaKcoZRZ627aTyV7XdVrb8WjaNA2SVNWo73tFTpxko91uwEa59fkcggWeDetys/LyZkgpxcgpsVKQM8vybXMVo3g1Hik/NdvgLG00EgArrTUZw4gSIzOnyDHG7Lb03m82m4uLi/l83jRdpucz89HeNH+mfCjfnvVB1O72Yuah7U6aFgCc277SWluW5XQ63dvbq+u6LMvsLr0sZy/v1JzoMHT9er3crFZN0wxdG1NIPsTohSMiOk3GGOgHIgUkOW6biAInEdE5GpDFGFOVo21lhnE31idtTY4ZIK2MMZnhzcwpe/2zWi+DRXAbHpKrRWWN0hoQGYQFeDdVJyIBhCuggqunE0BFSAQ6o4F3fr7fPPEzCvcmY3+wv1eoflofH02PG57NZicnJxcXF2dnZ03T9L2fz5f5AhptMzo1axKstbvqxWmtnVbaKCJQCmFr7TRCZRRA7ZR0xpgct5NSMoQheubI4knAKiJy1krwQkRKkbGKUBMpY1zfeQARjiD5fMNE25RzkNyHILXLXt907RBiSMKAPkbUqhrV2pqzs7OPPvn4zddebts2368hhGEYcl6IGvq8qbz66qvf+c53RqNRTkrNqvRcvDEzII9G1Xg8XtiglBl8ECBrLRDGGBVC5BRZQDDTli7VKc7g/v6B2U7rCQCsLYioMGXGYeUztNJiTI4QQ1KUQ1o4+a4b1uumrnTTdD7E8/OL2WLlU+x83HTdEJOVFGVIokmD1YQIdT1turZpNv3Qdn0/Xy66IWnrCleiEAcuimoyGk8m9WhcOmOccwiSOPTDcDZ7+vDRlw8ffdl2qxCHqq4Pjg73p0fjchq8LBftxezpfHHiQ/PSCzd+93ffunH9ECUSp816uZqvLuYrBKs0EzIoP0Z0ziEqZSyiIkXCACRFbSGx99HHQL3uTK+0Bg3cB0AGYG2cUkZRngjl50JLLvnkOdHytuTbbj2AwOvlqm969iHGqEL62iuv3Ty8tv7yk9aHRffJeuObdXT1pC6LDv16uSrMxBharsJy3t48vvZ4tn7/L/73cvLB9aOjl++8uZxfLJfLf/H9fzaE9I8/+TFVh03fJd93p6uW1X/73/zXVVX8xb//d3fv/23TR12VhKENrapo1W0ODo7+xQ/+1ccf/PQffvzTN96kIRXLTRz5zYvXb03feuetV9/q2vC/hX+nmQ+nk1NzUVgbe7+ZL33bj3WpRBPiaFJ0XbMcvHNmiKEd+ienJ0U1FkXVZDyaTkijMkpIRFLhqqEPq+Vms9nk5IbVZr1er+fzuYhkWeZOo4/AAhyJyBVVUZW5t600phRSSigpr895tUkxJc65RdkKYjLGGYSYISUJIRhj81s0TaOcVSFQYXXpyJpE4GMIgzcqotA2xI+QEVhQRNrUCYAyYAgUgiAwwyDJMDGHvGwGkATsgYM85xJ/ru/4a1XfpWDzUqF0uWNdLeGeDQCRryJhL/+erObK8qrL99Vkft3MQVesg1d75AApD0sJUBMk2G6VYZuJswVkXR6DRZIgZX4VAWldTMZ7waSgGkWOKA59apu1dfrg4ABCCj4Zq4zB+WLmvT/Yvx4jO1d632bU82o9r0u7WKy65nHkAACTyaiqKiSKqQ9dQkRrjbWmbzfD0PVDE8JQOCOJQwxhiId7h48envjx9NrhoTNCSpxVCDHFoVsvHVlN/MrLbyznjQwsidl3s/MWErvyTb/yAbhjriaTi6dPTmdzZSgCEEGQ8Ojx02pU/Gd/8sdds3j/hz+EAEQGUBQHYF8URTfweujZi4YYSx1ZuhCJyBBZRZ33VjmFQiCI4FNUzgbgF15+SUg+/eiXDlWtVDcM87OTyWQ6nz8SBbq2627t+2E8HhNDAhcC3Ou7vj5sNzDMl12nT1Zx2PgpDrqlqislphh4SNyL58AaBUV5iSF5lgiSOPE2C5KTBlHCSiSASsLKELJUZRFjVCDJB0OOVGmo1GCSB0IBxc4ZVzpE3Lu+t38wKkY2OClKdXxjP6ZGW3f9eF85Vlbe/NqrZ2cns/urzdq3p2toBihG7NMQQ2lM2/fKqehI0qCdwo4ZYp+CG7vjl258efq5aGGT2EQ3sXroY8fgxRRuGIZxXU4Py9VyrqkuijrQBo1v+bQ8lNfroyHur+f94/sz7pMyOCorBQpYFFoktd5sLubnq/VsPB0dHOzHtc1Pw7NEsy3MFvB5AvOOV5tnUHgJ2c6E7cPR+N1vfuOdd94ZjUaL1bLt/cXikXZnm7Zv2q4Pse88kraFTimF3eQtpYhIpIzEmK37UXgbNJYRlkAQY+IkIjFFROCYctcsCpfOKmskIop00W/Lp8RXF5ycNrodW+LWvUa7ZalSJkmMfRJAwdj7gKT39/e//u57b7/zTtd19+/fB5YHAiJyeHjU+4GILnMRBDjGqHcH7q/EM6jf9Oe/cdy3XfRQ8oCShHafFzNqPjfBu66DxMqYy6bhLuFGK6WQSHiL9NjFdXFG2hRFkf8qBEU7NwpphSzZUoiELDL4uGkbHxkymUIRoSZNyhqlVIyeJOHueEyEqIES2cJabUgTxxSFCm29T3U9Vgqfnp7/h7/8P3/6/vuvv/Hqd77z++998xuT0dRqkwmCbdN0m6Zt267ddOuVkaSEh6JwVgtHBUkZLRAh6chITEkgiU7CfYhDkMDBy2CToiE07WBMY4UTcwgBFIVgh76HKyv2V7RHCSHJc61GhXRpBsg76VbViUoAErMPoR8G7701Jl9krWzO8cu/zcPAlNK3vvntELxS6ou7nzGDM4XWJC7X8Hm0ThnadymFEgYkUpeM6Ofz97JfApgFIAPt87z9mbP9+Y31aj/0cmO9nOoTkV4tN5dp7jkbrW37YRgePnzY933TNN77rKmrqso5Jz7mSm/75EuCxMZaY7YTlZwpuBUZxy6F2Ax+I4KIJ0+e5uIkfwi9ZdapZ5j+2GUlDzOnEEMIkpvHwJqwdApRcwiJQ+h9gZYUReGU06QVISrjbEoJARNwZV1ZlsysidKuGLPWurJwzhhtlNEA255NxhDnz885q0RpJAWJ8xBfKWWsA0VCW90vUhZPaWTcJSXg5TMtIoRq11HOsgN6/oGnX6M8sda6qqrpaIyVjt6F/fGkS5uj/ZvXDi4u5o8eP3l8ctY0Tdv1IaRNG2LseAvPRBGpS0tERtldUY3akFKoDW4TUZQ6PGrI1t2QShMz+kUjcZLEEVgwG3diiCnuuMwZHgMcgyAPSZqmaZouV5vPhZ+o/D2iNsZqnf2FzBxiEiBtbFlXyqxvHN+a7h3Vda2NWzfNfLnII+LLfsbBwcFkMmn7bvB+GIaDg4MXXnihKIp8U+V8SO99jF6b/5evN/2RLEnuA83M3d8ZZ2bkXdV19TV9zMHhzEhLjdQitSK0wpLAfltgD2D/tQV2BX1Z7BdCWJG7BEiJ4gzZHHI0PTM9fdaVd8bx7ufuZvvBIyKzunuY6EJVV0VGxovw525mv4vWbMwkiuOYnHR9UK/GzvF8uUgF8sy0bbslUAfsXsQTRePRMIo0CmgiAA4xrAhKa+29t85Z17IopSFJI601wxr0Z4au9W3jFFrv6rptrufFclW0zna2r9q2bkudQO86FmOiyMSgUKLINA2K8857JEGtwHLvXNuvkDHSZjab7e7t7ExGwdQxSRLPvi6K6/nVsxdfvjh/enNzRVpGo8H+/t7e3l6sB7bzV5fF6cuL06uXzPbk3t633nr96GAWabQ9z69vquVqtViuFiWqTJGgYlLGqIYEXeJDNLUiTZoYCRG71vZ1W5dlKXWwdY2iSEEaxTpOEhNwbBFEFQ6MYLUa5MFh/yICerXrC+VCnmSDbFgUy55rEfVf/vwvulVZNvViueodjGYPfue193vLbePYk36g+qZl57u2JI3aECBMs2kKOaDKBtPd2cFqtfr15y/nq5XVeZyPlXPWtZNxrhX88ovT5XJ+ddZFSZym6eH9k8Fk+Nnnn8wvrlQcl7b5k//45zdnZzqZlb35zZcXnz2/1jdfkksOHz48PD7qM/jxD3+sRV+fXyRaP7h3/PL8+otnL/PY7IwHq8tltaqqRdN0LaIkWdq5PhvkySAFUsYYRuhsu5qv+IpJgdZ6VfvAnlhT5W0bfE2SNAsjG6210HpXVIAuhA6xc663rrO2Z3beW2b23okIaa0QnXPWWtTr7sUrvWVdOmuTJLPe9r0kiRaB4XCYpikTgFHKaCbpbFs1ZdVW3HuLioQC117Cxxr8b6UFpFgbRA0UykKx4HohZr/u+tizgANx7O+yRbbN2zZx9C7DE+UV+O6uQctvoX3eCUTejNm3P8XLK356EcmrVjG3VtUbpVIIawnHYUgxUqjQAyhBAPRAnq337GRD3NoUw/jKIB8V6eFgUknjxTKL7dk579gZiIajiatbpbDra5G1KZoIjkbjtm2I2iRJtMHl8ho4Xa1WhI02moh626ANvqHOc+98O50e1E0ZZ6Zuyq5rWBwzikdhaeuWJBEv3vJonLOvrGu1QoNyuL/DFptigZ6Xy9XzZ+fdjb961nlr7987FJFskHUv3aJYRRBDlJRNs6pqG8K6FAzHw0FZPHh4PJ2M/v3//n9pB4NIV7U1hFQ32DQ7w/yz+SW3Psp3XNuQSYuqtJ6VwkSbui6zwdh4Eu9MkiZZ4uoVE/ede/31119/+KC4vNzJMq6bGNXHv/zoD/71v3l+ds4RXixvRvlwdzwR79u6qp1tm+Y3fXlW73Db9U1T1vqy56bvvOKs8VQ3ruu7rqt72zc1gxilNQiDX9vd+V5QhDQIohZUAAqYxDsC0EopnfBrD+6dn54tl6tARNOifY+9SM+iDHpy1oCWlj3nBiL02jfselc2k/zxMsbTZ5fDTLWrPdcsmWhxfYblcHG1EnFAUZTkfbcI7hsaEAk8gpCYWNfVUiEAuWxnhJF440fTNBppiHjnYDLdmd2cL65Orw4O9168eH54NH3t3vHzp0+PX/u9NB98+sU/vDxbXS1eHh1kLHXfd5jgcErLq8b6FVDsLQI7D9b1Lky9J5PRzs5kPB7XDu54n+AaC7vj4Lidy4QBExEFthSw9H3vvU/TdGdn5w8/+OD+/ftO+JNPPjk9P+usvV4snUDX9W1nBVWUxFpHzgspAyoKtaYwOO9d34avLMu894698yGImLwwrZF2ds6uWXa2JyLrHSrSkQFCVCQI7GWLsH0FdRPxX6USQFAWc2picV3d2SQ1BwcHe/uHx/fuv/bw0e7u7vPnz621g8Egz/OttWYoVHCD9cEdxsFdXsMtz/MOAvONWN+dkdZax8wIW31zHMc6iomoa9rtwDoyiWxSZ3CTF05EbtP10R2r5CiK8jwPNntb8WE4ZbxjIRRGUgq875zFqvIsgqh1jNqQ0hTFJg7RcJ7DRB8RlQ8eq0hSFMvRaOK9V6QVBeYgdK1VGsWKc66z7Xxx/ennn/zp//tnP/j+Dx++9mB/dxYapOVyWRel660mhSK26zpgDZEi1CBxbAjEI6kQZAhOGavRkevF944ZPQM6xWh732IfgQuOD+HTCRammxSpb6baCm06IlC4dj/cpMuSsIgHAZGQtSCCRFopIWUINciabtZ1XaA6h/YvjuPDw+OmaS4uzlbLEtEQ6bZtw6w8bP4B6yMiRAqOlWt4aL0YtgoIumuzgqiIdKixlUKlQhwJr9l2iOFw2TrBAgBhRBrxazbX2lq7qUX6YP03n8/LsgxwijEmywahNyOiYNRplApd38aGaG3ipIjULU1cJEjpRMJ9stUvhlTNr8dKIKImXhtOAiNipLSOjVLK9Z1nyzaYakrASH27XsdBEoZatV3nWq+1BlTMVmsdx0nf94HnE9IzttRBZbTW2jkH9Iq+NtyRnjmoTgGRmJRSymgVGUFgwWAJTgqUUqgVdSFtDzmQzMJG8Mpdvcb9EP+RVXiLyMdJFJPqa7aEKoLRIJuOh/u7s93Z7v7Z5bKoF6uirJrFqizLqu1s710IEu8WK4VhIhPMdkATkgJUYTAgjDS9mPcO9/evpzkRUaQipZQweGcBmBSE5WCt9cIA5J10zjvHbVsyc9d527uybhTprS/rq9HMGD53yz7aCABAkY6jNMmGw+FwshfF6c7OzutPHu1Mh4vrM6WU7brlcjm/vvajcRRFwSM0SZKiKD788MODo6M33njj/XffQw4WlN3V1dX19fXDR/cRoWnruq5ZGEOEDq65/tfXbcJCe5OutY5l+yKDBtJaGyZ/XiwzKaV0YFpHChCA2XvL7KJImziGEBABxMzWurpu6qavmx65FFR12ywWq7Orq7KtO2uddL3v8rFmFNIQJSbPjQLpWxtFJkkjWhERZYMctLO9L4oSUY3zbG9vd3c2jWNjIpXlCRF1XTdflS9fvnz27NnN6qrr2zTWO3s7R8eHSZw2Zbe6aV6+vHz27GXFy4O93cdPHp7cO2LXda2NjWrrpmmaruus9Wx7UirLszTNRskwy7J8MBjkuTYGKNjqwtb/t+/7vnO26+u6VkpNRwc5pFEcI5JnXs9JwohDyLP3frPsCXBrsXHb9QEh5Xn+9htvPnx4j12fO1efX9q61rNDERRUSseEiQiJI2RSSKvVyhjT9m0+SsumQKOAJCttWZbj8Ri8a/puVVZkYp3GN/P5cDpcLudGiVaQJbqpqh+8//sWbW2rycH4/qPjL589nt9cKabIaVd3D+49eu/d7w/zLB7uvfPdH+3O781Ojsq6VRxlxvz49378+cdf/Off/LSqXA96PMrGo+yT33y0N5xAJ751BfkkSRj8qlodnZz82z/677PhqLXQe19WFRDOV4umqYpyWVXFovQB4guoVNh1EZGMDtPrkIcbsG7bdUokhF469tu804BVBH/X4HEX2PKMsuXki4hGMsaECPU0TZHWuNbR0dGTJ0+coUhibx0Qtbav6rpuG3SghELXF3zZBcAHvgs5pQ0QrY+atcGJeBGPIsKOgQPdHdeudLz5CvSQreXmrfN1mK8BfiVWaOsKeJesstUFhK6PmVpyHvcAACAASURBVD173kbqec/wCrczjO2+onQHYF47pN16o2tDGrQC5cN3oXhRKOjXgdW8mZsyhF3/VdOYLSKJqJIk8ZIhcWOrVV0FGlXTNFdXVzuD0Wg0fPb8RsDPdo4ArsqyPD66XxQFM6Spnu1NP//sS+e6vm/Hk9i5HhHiOBkMMq11ksZKGSJicWdnZ6PRgF1njNHGAIjvLYgWLctlMciGYX4Qx3FTL68vzxWZk6P7RKroqlinZ1c3gywbqWT1/CzLk++89zt933euS9NkVdYTo26KBWgz3t3xl3MhnE6n7777bpxnrz9+7cO//ouult2RiTh2dRmLqK4na0dJ6qoaRVV9iyKD0Wje1ESEImlsqrI73Nu/Ob201k729ncPZ/ZcLlfXSZIUi+VsMjaCfVnPZrOnz55Vjher1XR/B+P4s8++8CTZML8+vyCipra2t0+bq2fXu1FdoXU3ZVf5uBJOGcoWkqbp267p2rJroMsFRHTrO8PWEjsNbIEp5C8BMQkTeC0OfYRGkLy3SDzeGV9dn/W9TaMEvGJWtvXClkVEgfima9n4zlqAtsYu8k3je/AelO3ffvzg+vQ6Bm6LeTm/7rpunEWXlY0h4jjru6avHOlkaHTdLBJjGtuJeBihTnTn+zSJwaDl7svTL5yH8WyYZbGFXsXohKez8dXFdT4a0BmI54P9/WdPPxsPj052Xnt+9Wm5qr58/mV8OK27crUq93ZfO3m4h/66XlQsg0E+HO5NLm98b2WYJCaO6mbpvb25uWnmYf4RDOC/kQ73ShPlrWOSjTxH8jx///33v//d76VGv3z58umL5/P5vKjKum2rtjNJ2ltXd60iEyUpi4RKrBbp+77vO/ae2QH70N6EeiO4kDOQIPeOI/QsDABeWES8c871wTR1XQaDMsYo0oKMiPpr5PCvsy63u5NK1OPHD/PhqOlsmg1Hk5lJUmWis7Ozn//858PxeH9//+rqKuiui6LYWm7ezW/AV+007tDW+B8H9175MyL4b4AEldJZloXgqGDDKIxkiNc2GVuqGW1JgMys7rS+gf+13QkD42Pddm7qXlSECN66tu91SLFSihWRViYOlZi3ToENjl5494eOhqPRaHBzc4OCWkdCGJtExDtGYAGwylDTtufn5zc3V0+/eDYaDHfGk/2d6eHBXoRKk2LrQISdc7bzCGyUQU0CSIiKSPQaH0NiAGYExYLMYIUDNQ+Q0XsgcGmaBptGzxBIefBbTQbg7omDCBrploFCa7kVM7OwEnVXW2SMUUaHCLoA/AaOW0CplVJJnP3s7/5huZrHcaIUMbMxcajlrPXCqDWS2cQb3TqQhZMOt+ATEQXdzbZRCpaHzBzYcAGceEX6voH+1o2iJiS1Rbc3ZtpKt0XTtm1Zlsvl8vr6erVaMXMURWmcbvVvd6mYsQ59JxM6IkItr7767YEta6rSOtpDUBgAtAJSSsTjmuYYaNZB5MkQznu9jmwK5iLOeUEgZXj9UCUiwEDadcJKaxNF7EGENcXhelkYicBQTywJdsLWitY6ShKTpCZKwucX3prQ4CFpQfQSzgUMmYwOibVCVGhijAybmEFEUBGFNMz13DpRaw0uIwjQmlEdJi5eCFmAkRE8giewcBuCvL0/GQFErHib5znwXt9VhBGafgJ93/d5nI7yfJDHu+O0KIqb+bxpmqoaNU3TNO2qrOu67vu+7vK+D2ZBdiNIBG/Ft367tubd+WfeX798OhjmxqjgV7I22FRIRNZ16+iPTYW0hoL7zjkXlI5d1RiyioSImBFQe0/xaJ/Syfn5eRzHpUwitePVYDQdld3gl7+6+NUnHz87vTq/viqrerw7a3332pNHk/37f/v3vz7+7HPb+5/+7O9/8pOfKKWWy+XZ2dn85iaoVD/8u5988vFHDx8+/Bcf/Pjw8PDzzz8/++zToij64nI+vxGRpx/+9OLnH2qt67qGtlWIvowrY5bOWWtX8xE7GWT5W2880ooU0CDNY5OgcN/2SRQTCxAZnSBFikhBrEg13KBkkU5ikxqdK62dt6QBIl21xXl5eVmfNa4t1QQAbpZXzy+e3Syu+75F8sboKMIkdsNcT3fGeZoIu97bnqRiu+xs3XuhOIkj8a3YlkQP0vx47+Tw4P4w3ycVgSTs045HdX3+9MWHT198dL06BfKTaT7enR0fP1bRaLlqy6p++uLZZ5/9qipXjw7Muw/2j/ZG2C7jKHIsV5c31oFzxBxHKsnT3UE+HY92x+NpNggWqalWEWwiDUnEu5Y8xhRhPuYUFZk0zeM4nUwO49ikWaxMhGAITEglYWYgp4lsVXvXCjuF0doQAG9XtwAogIHLd/pJUcdGx9b5fPwAJwjKGWNC5xNyWVrfgQKt9d7BPgiFjmicz8INW5tycpyE0dqI1L5w09YgtD+7j4j399dRT+zBOcfebmeu8+ddYt+6P303gMayCWXquu7SezYshw+6PKch/XouaRKdDPfqhGnnordnp8+fX5ydfeuNe+Pdfcy7imyym+92hkzU2j4ZjxtyZ+WiXd003nknfd93TVtXVbUqylXRNc3Cd1uR/a1u+5aPQXzny1snzIzAABbBBuM8VGEchR6IJVbKi3PCQp67SGtSAhoVivjeiXCstUewthMjeZ79zo//yb/8bz9QO0NXVuQ4Zm0cUC9901erLouzrvME673ci/PeimKllDKkM8MjaBKnlFci5F1qiBEiUh68eCcMvfOEYmPLzOKBmZ1lB947672EaZdsJ44IAKDhztRPSIsiWucI35JCERSsD6AOtXO9CHvo2XciQkLM4FjWh7hSpFFrpY3qLYh4YM/stuYTXkjpKPwUcH4TtyoOwSAKBBhfVHDoW9NjRG9C4Vk8khIAZB0OOhHyHMfJgFFb5z326ThtL7okidu2a3sLTE13o+reuoaZTcwHx/lwmJ5e/QNqyKK46/n05UpFE68gGsG86xCVWBmZZCfZY2bnaiALaKv6iqmZFw0qhaBn2WFVNUtfPbr/sCttt2hn4+HADF3vlY44iq+uLt58/S2VpvPTVaTSclWVxS+Oj94+PH5y/ry3z1uTaej7uhQ/OPwvsXlxcvz5sxdP9+Dk4eP99uK6KN743v2mf7Ez5sXFl9PhqLaQjqLh0WHRfVIYpCRtMKWVVR6Qe2WL+48e6yTW053B8YObm5ul54PjvTSNp4ej68W8Hyuajqpnz1Gykf1seR4fHP3ey15lWRqbSFJaPj3/8qOf/tP/5l8972+uIdUdnL187qG3qhZPFvW1H3y8SKDfh4ZsDKeuKaCvRKyAdVOqs35RZbVvE8nz1DO2vfMiJs3tvAAc6CjXpJiZXRaZHHlFKD2tdAS+teOJ9nBd1TekoOkk0RFF6KGx/Y2OG2DwAoQACrPEFHX/+nv3Vf5z7ypIYcnVNBudvLc72hnOnuz92d/8dZzAye5xOz2FSgY74wTI274pm6X1UZY0zpsocU2jKmeMJCNjXReROTneeXr2DADGO0eDcdT1hWJ1cbVoV/3wMEpmnboG2eXJtwb2ubT957GdKA1g4WrO9/siHURVhQYhVniwP3m+vHBWDaYPiwVb75t+rri+vzcgSIq5zAb3rlc1gW5dlZqMBcN42DtA5QjJs/PIQkjKeCeBVtM2FZIjkNl08E9+8Lvvvfde1ze//PR5WZaroll0dtn5zuKyY4NCZBpwBNguV865yJi+74uuDajIXeUb+o0YKdyBoSsTAaWAwXsPDOAFGGKTeu/LVbW36w0qEPZ1l5uormtEVFoxCxFa65TSYfgbdo8QJ4CovJc0zZxzj2eH/+zJ27O8r6vra29vsPrV88uG9STNbNcaGSgUk+f53n6xvKJIdKfCph2lSd21WhveZM2JCArgnUAyJxsCuQCL0B3BFd6RFgeKVCqGSbquAwFljBMrzKzVcDSobOecg0gFLz6liQwChxh3URqNUcDivavrKsjFnHPiHAApE2f5UNFUuGWuifqiWvXOekcGBmJBR7qSEhLtGQHjWCUtVJ4ZUQyCMUSKSbExUVkFnpNxzglLkmZt0yiljIrLVa1QISEZSbOo71tttIgDAFRGhMQrL+R7IO/mzfLi9OJjwNls5+hgz/atTaJHD+5PxsPdyVjYa8JQWUjfEiD3jRJG4MVicWmXGHkHLhXWsdE6QkESN84HO5MpTNQgHaSUEuimtrO9fauIAAgYhYHDNJo8ggeIIJyhulmfG+ADwUQFg8Y1TqMRPXsCjE1klM6SNLgKaa2D4slaayKFCAGTy7JMa/3zj/72+P6MztzLly/z4SQ0e0E7KQBeXPCaUGZ98H0t8nFtdxLOQKXMHYQ2IkwAKCjUNr1ovPV6AfBaKcY1+qfXdf2tesI5ByL6/OL06urq6uoq3B5pFm+tWWht0LpOzV6PlvGuYGPd8sErOtS7nMZthPf2ql75DTfjXkDelIrfYHP0jZLi9feFHvSO9Dg0O3EcR3FMRJ59MKjYhsuH92t9xxIiINDtsDlE0mxsiyFMPrTW4d1HUkRrqeUtnWDD3r6L6X+jlvQbR1CboRojKCQfiK8gkQ4/yDIAKKN1pJVRaZYMh8PBcNi2beDidl3fNE3XWufcqvNruMDaMCLaRjfeHQlEUaQ0gXeCwCCWfZg8OJSNKQsqVACK1EbiKiKSrzc1Un3vptMxACtF3jORCfpprVWSJHme7+wf7ExGWZICwBdPv3x5dvrxJ58+ffmi6buX5xdtb9M0ffb0i0cPn/zVX/6nn/z1f4ii6MMPf3b64uVgMACANIlGD+4bUsycZZmJVFmt/vqv/moymTRNkyVDdvbs7OX/8x/+BBHn1+cHe1OtdV3HTdP4EHfDLOgZ/YvTFzqiL748Gg/Tnd1xZJAIh8OhtV3Q76FWpBQZjVohURZn1jltTEjH1nGkNSmlSKMQ9M5WVbVarRbLZdM0Sa7btj0/P784vyyblVKYZUmSJHGisizX2oAQolKaEFVVNX0TNMG97Vzbubbtu87GJpqMd/b39yeTSZIkBAoImbkor+aL09Pz0/nN0osM8uFosrt/eB9RlatyfrN88fzpJx//sljNJ8PB8fHxeDwOjZN30jZ9VTV13TjHSZLtTndnu/eydJRnozTNgRqlDKEWAR8SU0ERYZ5rTnk4HAEQhi1FJ8aYKB4ZE8xKDQiRaAR2jgWIEb33ddP4ddTsb2VVbB7AXdcxg1KavfiNne+Wwh5g3rCGFZmtzU/49ii+TZ7xAogQ3HrD0e7c2iRzixptfVO2PPhwUwRAKRCGw217s1z03hlSSNI2Crzrui7P8344/Lxt33333W+9++3p3iGZ2Aq1vesXTWf7oq56gB7gyy+/rNnPi6Lte9vatm1db521vrfsvDNr4Rmuh1Ys3gOA20xnwlRv3UiLIGCYIXlAhbj2pxKQ9cYVNlRlUHnQ2TDruq7vGoWkDAESM1NknOuB4OTevX/zx//6g9//5+koKcqVypBBur6vu1YIszzXkaraxpBhFgy/mBmBFCmjo1TryChjlNHKkBIhR6QVYOB9gyACAWlFwmFjDKjaxrANtpPvWwgOAQDc2j9mQwORkFp7+wABQUBhZB/sRNeDfO+D2Ec8+CBERCSlNWlFBKgVEClNIMp7qxC9t0QkqFSIKw4BVkpFClVIG2bYnHfBDHjd/m0pbeEwk20UScjH2cQbe++7rrHcXdxcWGx62/Z9r1U0GOTlarlzf985r3WELLa14qSt2tSkRVsmwwzBe5ZEJTpKp2M6uy6bphlkw5ub6yxJx+PxarWa7U2iGFl6rZGIutb33ldVpXU0HA7zfJhqts28rCoAmO6NR6NJ7WqAmVLq4uKCLY1GUwXmps+d88vlsncdkCijLqsC6nqW6y+ev4xSXbTFrz759VvfHf/zD/7FL37zUZ6nH/38o3uH9/7iL/7Tm6+/dXScx0n2+Mn952fPilU3nibpMBJ0An1vuywbZVky2tl58tZbw9FOURTFapFF+ulvfmlsPwHaj5O9NEqRy7Yse12czY+K4mhvFwX2JrPFyxcEcH65WKwKFZk4jqumxh50rEDF+UCvbgrr3PVyUWlS7HrGHqQTKQTmLWRlmVnXe257C8COfaRUOkistb1tSZMyGkEYfOvqkY4ZmvAfOHAo4CHPRlGUVZUo0lk+tK30fS9ihToQUDEcHs2apimKqi77sims7XZm07KsRuOo993f/cPP3nrr8dvvfms4Ho2nerl0dV0mSbT/2n65LOuyeXD/kWvdxcVVuSrEOaVTQRSRJEt5zs7CwcFkNMrfO3j97OYmzZTl9vj+/ue/eTocZvWymoyzye54Mk2qppxOx4eHMdFKZXo80/UlPLq/P0nHdVnem95znYrMtLRzAKjqm5viZZKOu6awvslGkfONhy7NDIMdj0eBtLVxuQzoEIRgFk0qjuMQBpPEJiQJZ2nibXfvtXu//8G/HE9Gn335RVmWi8LVdV01TbB5t9Y759C5ILyXDZAYZFehINmyuO/iGHcJAtsTIWwpIbdma12YJMm2CjVRFMdxVVVrNEzkK7CeiLRtG0ASAAqmEtPpdLq7M5pO7h2mP/u707/9h1/U6f7LTj948k7b1bPZLI5jpcxgEM3Llfc+VsqDf4WvThi4P6GK2NLPv+KrCV8r+bZ8h7uRzZsZ/Sb+Qet0Y+y8Baa26e2v+NKtc73dK0UmEXi/frsU9sxJlgrQdHfSNN3LZ1eLq6tsMCEibciLDNNUDNrWB4cQUioAg1vW4l21JL5K1w+vR21QkHAQb/MGt8BgeMKOGVmSNAqPMToejyfLZfH44aPv/853Y6PbtvGuF+9BLDGjd9i1TbE60y9d0/nVKlXGZIlFraN4Mp4e7O/v7ezmaRbNYgOae1CsmtYdHh4S0D/eRGx7nLso4FZxtx07alDbCNlwYIXrChHT4dJ0FAVMVWuzWCyC+XzXdX3fx3E8HA7rut4iMQEwDMt1y8b8Cvv3Lodu69cCAEYPQ1UT+HRhiHArWCAjWralzrYS2z7tmlP58S8/CismT+JwP4TLC5/0Nn17+6lvOJyhm6SvYda8bQlho3+A4BK0+de1aVCgIW4YzNtm8Os90j/SBK5bT7r96YEWKwJxmqwrYO+JKPR7eZ6Hz2abYc8itL1OUqgIQUGYMTELhGVhSBulFG/yCe8aD6zz99bKujst+wbCw1vm91coQvT16wEirUwURYoAvLOml17IWmbHbLTWUWS0MdqYtm3TtLPWWuvC/ckees9hC7ir1Qw18dZxaBsso0C29yogb9jDEFIfkOTukACABcgYA0DGGMeyt7cHAMEAVmkUEROp2WwWLDp3DvYUYNG0y+Xy6fNndV2fX11a55ZlQVrFUQTcffnpr6vF1TAl3zVpnv7ud78d/+gHg8Gg73utTRLFURR57+I4TpIE2AWP2uBUHhZ9MFt7/ckD52ygMroN1Ontuult+2Y8GphY130Tt7rroXN2NB43baWNIaUVUTCJCUegCGxbZdRKa01aWWsF2QOvyuJqfrNYLcuybvumrm/Ksjy7OFssloAQDXSapoNBng/SvdnBeLSbRBkItW3XNPWyKpaLYnG1WCxWdWm7zjoLzvnRaLS3t7e/dzAYDIjW5NJWfNXenF9+cXV95tgPh5Pd3dloMiNRi+tivlyen5598vGvz06L/V28d3J0cnISFAhVVVlrm6ar6wZEj0c7aTqc7Z5MRgdGp4QGEZWOwoHoLAMg0UYFuhn3GBMH5x5FsdYaURMhKCBSIBo8MIsxxrMDoK5pi6JiBiQC/q2b7Davhb1fgz8iSqvtBmet2zpCKaX6zjnpwrIMO2ZYrj6oyUQ2RBe8u0cFa6XwSAscrIO7rttuJoFgucb5vQ9EX2MMEPXOWXEa0ZFdzW8U+KZpnj9//uDBg0VR/B//7v98851v/3d//D8QGlb9KB+3fT8FdCAt868++WTVNlXXBeWe6/tAYiRANNi2zfalrqk4Hu4KPDYEfQZg4FteE3gvnsUzBHkBiyYDBCLese+t9c5fN5ej0SjP07qu275XSjFK2xY6jn/vg3/2P/2v/+Pxg+NnZ0/PF2d7+7uOmQiFkEFMrMfTSTrI2rYgERQW9ryO3xRlIhPHaR6rLDFJrFOlI43sldMgBEAszIQSKB0KFJpIomB+haCELZFnVFsCCG1PU1pH/4U4YJFNtF+wsyNExLVcGVEQGdf5gHcEfWEbDXoMIqWMiZUhUKCUIk3kNbBHBd6G8alXqACJEUCBpiAXCTu4D3Pd4H2sFRIgiwcHiKj4loWFvDmmQpZDEPYAt21dFMur+mLZXXuykQatE0OGmW/KqlrVSRTvTw6VQu89eFrNyzhOFWrFWpyNVKJ13LV9rOPhIGPnkySpq/b09LTvO0YQkiiKi7LqOslzStNoqGJh8b1VoDQpk+dn/mp+uaiqRqcqGY1D5nLXdavV6uHxk73pbHVTqHlUVE2xetnYBiKOcpOP8tp3z85Pm/J6Uozz3dG733/nfH69f3/2vR9+/28+/JthmrW2WiznZTNnbNPR4LVH+6NfmaLpjl/b3dlNi6LQiXfg6r4a7wyPTvb3D05Qmd29SVVOMkMPJ2lUlPOzszRLU7Y7xq+4or0TEc++eef1e3mcKKafXhbs47pDj2RS1XG9XM7TNDdmyKzbeuW9NVl0uVwuhlmqsPG+EFsikMASIG77QdvW3lsRQfDeMmtE0JEG4uEkt13fNTUK69h7XTe+S8fSskvMgUBXuwVhgpIggDaptV5QkdYmUs6L8+1gONrdOfzFf/0laUADAHB0b/9qfgiqX9VzDz0pyEbJW+88JqXeff/Nv/mbj9KB+d0ffeuTjz+9Wc6/9eabs52dn/71h66z9x/cWy4Wy/lCR6a3vRNWJkbfemgo4dHuYHZ/ZkWen7549/37H/+6Gk4ml+eu6Vb5wOTD+PTstG6W33rnDbG2d1dP3p69/v7Bu2++o9GTb379t5+/fHp+eLBrfamNzPZ1D1fzm5dN50m5ZBivqou+tZEanV88d3XG4Jl5rdddU5SAULO4tSrGWa0w1lq8jyMtzn/ve9/70Y9+hCifff7F1dVVWZbL2rW2t9a2ne37PhQh4DlY4HnvgVArjYgssG1U7lr1biVn39gTBnJEIIKmaRryscNx4L032iRJErgboZRdh0gJWGvXLC+tQ/EwGIyCpfxgMBi1tiirv//5p521cZLWAA9fey1JYp1EfVtXxerBk8l4Z1bWRV8Xrq/CvrM2V8S1w6XC2wmj9142cuVbmiXCusETuXtFr+iWAYQloChbPV4YOt+NYrvrerjtr4KhyFquQuQ3efHifSjjE6OtQ1QkgvuHB0pMqoYX54vVqqiL2kSYJNRXBUGcpZlsePg2mEUiKKVYaYUktO7laKMkXLtgvEp83R7EaiME2yoPjdLhE+k7d3OzUKCOjw7unZzUdXl+efWf/8tPDvb2njx6uLMz1lo76KDvtWfTtpWKqLW+asnB6c1CJzrPh6PZ7OTe/ddee7g73THGSMrogVtGD33HeZ5bb7Uy6zIbv7l3WH92r1it3jYdtM6OvE0zIdRIwd1wvQIBwFkO/M9gjLJarU5PT/f29gK9lpn7vt8WNuGzC2/OXZRou8hvdQp3Hrxts402QRuyuQR12yLJOgtp29BsnTxZwiQWCDWh0giShxTqKNpGL4Rx+1eSQDZP9wrh+w6UJ9/097fYHYYj/tbjb5spEVIP6LehYbeE1K+1fxK8hu7wmAWBiAAhXI5zDgmjKBpPxsYYZQwjiPOhvCAicCIEap22Rwhq/STKsDgAItRhNgwQoia1Ir3WqLBsBHvbO3nbu36zfdM3tXx0azYgsk4uVIrQoCKliUlIWe+tc45BFIgxnKZApJUyobEJkN7Xve+21Ka7ATtbZwXY/O/mR2/tENajgpBhtV0GneckSZzjUGWlg0xB0KEKe9tbnyTJ4ycPAeDjjz9+dn7ZNFW5KlzbGGO0wuEwy4eDN/IkZDnGcZzFSWTMzmgiyoc9LkkypZRtu/CGa62JADdrkmjDiBMd5oi9bXtrQx2fRCgcr6VEzq8PHuCaPQEw8OX1RVndONeLd5owjuOg7TTGJEmi9dr+FKwEzx4hJETSaIwRZMtQ1fXlzeXZxfnF1eV8Me/73tu+KIrVfOUcDEfx7nSyfzDb3Z2MJ8OTo8MsGwirqmqX88VisViW52XZzhfFclHVVeeY4jjJsuH+/tHR/uF0Oo2M8d6yk0CQW/ani9UpoJ9Od6fTaZrl7MzVYnV9dfPy/Oz5l0/Pz6phDm+8/vjNN55kmXGOAw5prQOhJBkMB5M0HebZeJBPtUoRDLN4x4DonTADgNZKa22CN49StJnbaSKNYIJ7KyIKCRIAgngILIgAkovHqqpubm7CifuP4PRbnbExhhk2u5ju+z7Mj7x3uPF9NTomWs99twdt2GTDk2htZDMVDjrhAN4rMsqsd8ltWkyIqdjuraGN3IoYg4smehQr4F2aRJGO2rIA8l3XtW2rlDo7O/vi2fPLov3gD/8oSmOPet40wQBFm1j67sX5WVFXoHTQTjjn1sNz4AAmbSejdxmeURSBfCXGBQBECXNw4RQOya0MgEo5v55lgBAiaYp1lCRp1LZtx15H1PfuprhO0/zw5Ojf/vEf/c//2/9ydn36H//8T0nz62+97qR3XozWyqg4jbPhIBtmcZqgLrxnEA5elaIk0kYZbWKtk0glRqdGp0YpIiaAHhk8MyA4FAfCJIKEKJFJmJnJI/hAzvfoNy7qEIzKAHgtKbkrYUcEIqC10TEgKkWvTp2Ag3h0K27foHyAypjYxJGKFBKBAiRQZAQILHpmYC+glFJhSLueQAsQoLAHjxit2aGktdaECOhQwK8TTCl4XKxPrEDAYfG0Tne3zrdNW11dn+mBsNgoMnEc13XjbDfINTptklRhFJt41SwUa7DYO5vkWVu3ruMoiufqHAAAIABJREFUV771TdXmmQaWOIps1w7y9PJiVZb1/df2nXN11/bOaQ15niOYNMrn86LvXD7MmIGBy6JaLitELIpq0CTggUgXRdH3fZZlXdcsi6WgcdZbW1EEGHHpitHh9OLyxUUx35smNvadbn/0wQ/+/f/9Z2fzs3v3Xzu9OD369nc++ezjKAMr7R/84Qen5y+Hk/id9x/r7JPxbtzYuY5pvJO6qyobDE8eHo4Gue1LQWKlLdddD/fy5AePHuu3v6UMrcT75qatzobffke6Zbn80rgzzWld0O5w3NSuc8ya6mZ5vTyr2jrNEvHsel+Xhdak4/imWFzHakTYRrTyaglACJGAttLU/cpxH0RfGtD1dVuZxERppDVdnC1VJOx7k2Hjr7TJ3nn/sTGPzz6Nnr/4HBQhaO+BdJQk2fRw/9mXT51rdaQtt8qA1no82n30+luf/eajZATJILa+afpy92DCN3Xny+/87ttVPV9VV71zk1k+2devv/NwGh1/8ukvTQImJcZex9K27np5lURxNspAUV1WURKf3D9umuaqfgHanl1+8e73v3t2efni4rxorwCb6f7JQTm5OL+IM8wGqv4NfPn0k/e/90Slqxcvr/finaPDh7/6xW80RINk9+d/+Xx+3kXfG09mw3nxwmR6uq8ht2zLyc4wHfL8pgDNXtTl/GZ1BiLsxFnxCjShCglaiECoRbxzvVbKEHnXu97uz3Z++MMfvvnmm0VRfPr559fX172zInK5qgKM5tizIILSqK21MSkFaIN8IIoQgYzWvJb9b4+DbQd4F/e7e2SEh6VpOhgMNnHwvbU2TdNgZRz2/1C73tnVIRxJWZaNx+Plcrm/v39ycn80Gk0mk/Pz86cvnn/y0dkH//TdJ2+/uxDdXdZICtjVdZ1o9fbbb7/7ne+VnVssburV/Gw5R9QYMo2U2qIrjAx3fEHvOh2sL+prqQzrg+BrHUgQJIeeTUVGa910bajZ7pZt2/YgwA9rU1PniDYYkQgSBdZ7FEUIrBTWtk3zKMmzUTwaJZP93erFxdkXTz+31XxAWa6jXlihB1KBw2kC4wyAkEIu0ZpnKED0ip4wXHJ4bdbacEZv4b6tcaNSSoE2mUFEtq7r2tOLy2Arfe/4JIl01/W/+OXHo8Hk8aM3AbnRva/ruO0M6ijpVDqy6ajERW0iyIfTe/ePHz85vH9/OJokSWKM6bHTSDoDsdh1NopjtQm3gPWuTeGXvPrO84YeGTzqtv8utG5hQrR9gFIwzL83jdIGgJXNCEO893t7ew8ePBgOh8+ePbPWaq2DI2Zo1LeuPHdNgO4m8t01JfrKdGArtmKGDf60njjccVC/m4102wLc1f7p2e50M0tYMzm3+M9d96Hbjgvx6ypVRAbBr0BzuCUNbECvO43sncfAbTeIcieqcnvBG/M02CBpa3fAUJRvFt92CBwAhDAa0VpHaZTneZ4NA5zlvQ8OraFuAPKICjZA34arSSIIQIBEOjSEGklrpYPkj0GCl114eR6EBO60fBvfQvC/pefbmmN9pfcLJk7BUw5Ag/YoMQBpYo3OCcH29rudB2xWpAiQ+obw4u3HH2rN7VSGvADyq4DyhjywwXHv2r8a7+M47q0PMkijlHVd29ZFUUVxKoiG9P7+rOu6+eL66c1cc5QPs3h3NBoORnmWZ0mUmCSJkyQhBXma5WkMjhOjTDYMa5eIhSWJg9GOZ3ZZnJFC7713nRNxrhcREOW9d35dXjvvWZzte9t3QdYpIoDBHkmsADPXjV0VAOJt1yWR3p1Odnd3oyiJkjSKoiiOFYYYEmO9DTspEKICZm662rKv2/p6MT+/vLi4vLy+vl6sVtbatlz1feucG2TmaH/v5MHRycnR3v7OYJANssT1ruqqqqpuruaLxWJZXfedreu+rduu48hE48F0d3f3tZN7s9ksTVNm37ZN33Z933ddV8ozpno0GgwHkzjKmtKV9WpZVE+fP3vx4lmxsoMM3n7j+O3Xn+zvTK1btVVdVY3zYKJhluWj0WQ4mCLoJMlIJc4DkQgCE/s2SF+10bExsdJRsJE0kQIAIK2UIVQARBgRESATChF48WFcQgievXe+aqv5fH51c93ZHoAYfiuvIoxmvfeRScJpTqQD23FjnU9hBhbIyVuiwQbi8957RLNdw97znUkQBktJWHNOiJmNpq6zm8erMAAh0oPBqKqqtm2JOITLN01DKiKjPVAw7lCR0aS1jo5P7pflqqpbbeI0GzR9X3rKh0PHrJQq6wqtXZVV3Ta9dUEPBgCkQAS2nCUTNGOb09F7H+Y7tuvlzqmzBuTZycajRJiBJZi7sHekIELNrIXRMXvn2It3bdtW1lqTmDRPHp88ee/b73/v+7/z3ne/8yd/9ie//s0vVYyPnjyw3IpOiMgzexATx4PRMM0zZTQLiDAKgBAoCkp6ZbQyWjSRIWVIKUIFIgwInsCLMHgW78W7jUf2RspCrEApJtJELhByEVTwScYwPAA2Jhb8pry+9axyfR7xZleXgBV7FmbhcJKj0oZIK6OVMdooUACEpBC8Rg8sgqxAFCGjIjIqiiLSigCRhbygF1GglUGtUSnRIGHCQKgJvWfwt8bLwcETBQCFaCNfD87bbJVCAQ/sdBR713trNUmSpcfT17z3V5cXaZpWVeOsTaJMa+16xljlSWJ0fHU5VyrSZLztB2myLKtBPpkdwHK5Cjdi1ZRG03Q2me3MFtdFsVw2ZZcm+Xg8bZq2YycIw0mej4YYuKzKWNvVRSUeLi8vy3npHBdVDWgQMRkkyRiXzeW3Hn/v5//Vfn46H+3NonFUtItO19/50TvnV77zbZong1F+vbiuO1iV89Ek++xZUbQ3ovrBOBpNE9u7pum0wbffeXN6/I6K4ZNPf6HRHN574EAYfD4YHif5oO+SzkZKG/KPZoO/1+7w7bHp7fLTpdK1nZednTz8gw/+3Z/8+XU7t9C2vMqGMBrsxDoi8R690WQSWpbF0SArI921tUSRSwaLqvQWEIAB486tnO+Q1i4Msk7oZbBOsLfN4eGsLIuyqgc7MJjQwb3hG289/svl5Ue/WoDIcDiEdY6Bf+/9t27mp2VVorHA4AGulzfLcvnwweOi/bzrOhW5i5tTD32amQkNk0znI/3yan5TXDnfHz88fLN9hMZdXD8fzwaT3dH14rSslkcne9fJnB00XXX84LiqGidtNojvP7x/c3Nz9esXUS5FWS2Ks9ZVSkPTXT18/UCDfiO+v7Ondex6XwKBUD8YmhfVy0U9L5qm7/z/96c/e3y0960n48Rm0HYJDE8OD64+fnl9s9h/7WQ420X8bDzTFDfZRIHX9bxLB0bN0nSQRioiUGHWEkoQ512A5hQgIvRdk8bRveP97373u48ePTg9Pf3oV78SJAZ1s1p0Xd9sOH4iuMmP0W3dEJAyWpy37LfxbnrDzNr0KrfEznVZsinntnVLAFWiKAo6vbZtu67NsiyIQUKnEYhdZLQT7vpO+h6QgEilyWg6ef/b3w4Fd1nUL8/OLq6uTk9PB2332smJQ/3y4ubBozeu/bMa4fHjx+PhcJgms9lsUTRfvnjBzkXGJHFcN314JaRV0AFt7TTWzDelwznFHJgct+Xs2szvm6xc1iEB/rYhNMbEcRymn1t08esx3FvayKbvun1MiDoM7hWubVGJR9g/ORjkowSTfGiEDSYGjczPVHN+YZIYtXHgGSNE1JEJ+yQzW+fCcFYBWmtb5jWwuZnGbtHLLTt3eyFfAY1IayRtlKY4TtOUnW+tOzu/btv+5Oh4NMi6np8+f/ntb9ujoyNPBZo4i/oICm6cGbSlSTNRk2yQHxwcPX68/+hhvjNTUayUQtJJbAzoSJA7b4yLoigE8TGA+ibUZcvIow2sJyK0wTOFEG/xqlA5SxhAKzKhh12/20IYheBcMAZHo9Hbb7+1XC6ttUZF4oGAUAiFIh1jQmFIoVCHUS/dMXEN2r/bv9yQadVtPLU4x85xoO8Fl00QEvAC8hWQ7JVko83sIDytjqJ1p7d+ivV8xYbR+J2iart+6bYV3GYICt3poLeQ0TobHmBdCq7vARQgomDPG9iRdz6ErwN6X1nxX8myXPcwuPZMQsTedYNkYIxRkYmiaDAYpGlMFObmt3EuwuiCpW9QeqiQog4ByO4dA6DWWplYa03KEBEqvVFbrjWX6z+gMN52cl/FkUEJ3DUOpm80yNp01GqjLSQEDeJARYJErJAcs+9ZgBTzGoklQNkwlRAxMnhXJfWV7KztlGjtfSr8VXwVt/IqJHkl/yoY+ChFRgSJAnu3qcpnz55dXs9n+wc70xkqtSoKa7ssSw6O90jA2T4iNIo0QRxp7/uyqLtOMbtSG6MVsQzSDEwcKA0hAkVrbUmvCYFs12ZCAl3XWGuJqCzr7eU4cd576zprLYbJILst1sfMjVbMzLZ3zrF3CLwzHv3/fL3Zk2RXcubn7me5a+y5V6IAFFDVaDTA7mG3hhxyZkijRtLI9ETT/KvSg2iakSgaOUOym93NBtBYClWoNdfY73Y218OJiIwqgJNmgGVV5RJx48Y5x92/7/chYlEURVGkaapkorXehjNT262rJqZNKqFkZ9umauu2ma/m17c3ry8uLi5fXd3cVE0dQgi1yIv08GB4cDS+/+7Z6dnReDzs9bP4SjfGVFUzny5ub2fz+dyFFpgkqSTJBGFZDE+OjieHB/1+P9E6eNd1zWI5q1brrmu893LQ9gcZuiR4WszWs/lqvli8fv361eVV28HxIX3w3v1HHz44mIwwsHNgTEBQg/5w0J+UZV+rjEgHDwiJs+B9ADDM7B0rkAAkhEqSLEkyJBnrIg4IgiQpJRMkGfUFCATsiACIMWxmwkzInq01y+Xyenq7Wq3iy/FD7GzYRmXKfYQaMwuFIdx9y06yQihR8Fttqv3TwN6hAQHAGLvdYITf+/rdr9vXf8ZzRpQNW2vruvbe9/t9H0KitTdd8MaGkKR5Qlz2et5bG3zW66+aZ3lAkMn44PjqZkqFdICNd23bLhYLRuq6jqx1Ifiwc+ttn2zUOuxbOLYr2060uPt7ZkAIMWKAIk0SAoBz3AFw4OC8t53rWm+M9Y5Rr4fD4XAyPL138uNPPn7w8MMkz1pn/4+/+j8ff/cYRRgfjVb1ojGTAbEQsu2atmlCCEmisywRAjls3+oUoswciRCZCVGh0EIphVIAuEAIxN55G5gCeA6OgwsBwDOKEIh5X/WwWeU4ICDjNjgoChpI7gcNx9d3QxBFRCElCbEZDobAAaQQHCjmzvKOcicUCkKhSAqUAgWgQBLAiIEQGECREBKJlVJCkU5VLCZ9Z0PnwCF4ZCKW4CUKQpYYiCCgh01igwOOrdQ3g6t5E2xBmxPP4eHhxeJblaiyzJfLZa/IJImu6zhIQUKKTIusI7NuqiQRRV507bI37md52TRtU1WTgz4EyNMsLwtrfQju7Owsy5LXlxe9fq4VEkVpggQfFrMlgiqzom266c0sT8osK46PhkKIAAaR6rqt63XbmIPxobHtsloOyoGSGRAycCLCcJKy6vpHWe+gpB64xIsBjia9aX3x/o8+XPtLUweSovMuAJOG1pvaVZ7ckxePb2YXKD0IVqla1dWqWn/48FE2Sh4//eLxF19/+N7DftV7dvGKiNS98254aC31kNKQOuE1N5qbRn13OLSHrvnw0USter/5TQODwTtnR9NnsyAdJv7dD8+ET25fL7z1ITREwXEwGE4+/DCsFlf1mhCK06N6PjOrTgSwIDKmCshQ5FJ6IXVepKQosK9WFYhw9s7pciWni/rf/tm/fufBieM2K4WxazYdKJAJ+WDSQixWty+uvv3o03edP7i4fvb6ovYOoIPb+aULfP/9e8vlkiSplIJ0w6MxLrvD49Hf/+qfsgJqs3h9efHBBx+Mj3tPvv1uKE6NX3/80U8uXl1eXFxnqiDtkzz96Qc/+fLLL3/ys0//7v+bJj3hoTm5f+AeAxb2wfl5VS96o+QP/nA8OkxPDu/Pr9zLp1flQH/36huQ9oOfioeP7q+rWVoWLGfT26mpYdCHrp5fvHiqBCQaBLLrnBAqzQtSvdm8GR5lrLrFelH2UmK9mK6Gk/HB+YdZliBsqSq4c5nE92xgZm87Sfjgvfs/++kfHB4efvnll68urozz1gUTggmwrLqgkRklIDL4AMQIzD5WY0Ixo3dsvcOAQsosTXe6xGje3tGbdpK5/bJwt3EwczQvWGutNVG0T0TeWSJKksQY09aVMybOK3FLno9DwqOjo8ePH19cXHjv27YlIpnqpy9eKtH9z3/x7wdHRy+X3fnDT959/0cAsFyuHj9+/NvPvrQAZZkTi/OT86+efBs3uB0AIq5g+0Y7EACCMITYogLeMEKQt2leW1z73gzkLpkNQmAhNpaWbat0N7Pan/tt+56bOPvd2G036EEh4g/h4DzarEiPzu4VSZ4YAZaIKC+K0/PTk4G+6urVfL2Ejgpt2UspNYABAAMoKALVnfebeOS9Ai8GGe80OEKIHVl6ZzWMXxnL+yyFEAIrlkFIRb2iyNNMaQk+LFeVc45RzBbVV4+folTiXi8vdEZGdh50AyrvZfm4PwB2h/feOb53T/dKUjIpCiUTZqYUyAW0gRCzTGmtGPj7XqotfnkTRrLTT+7ye+7giru9iTfnByFk1HForUlAPEptXlYS8X6PN9tvf/vbCD+PpXvUecZvfEu0uXEV8kY1uq9t2dNX3s0GI8E+eABBUmgl1Q/F29LeVDla0+/88wgoy7LcP07F90/sYfxwuOQbOQe0f2n2t/ltlezfkH3y5r+3RnzbFyPAXlG33xH5wYzLnRpgy4zxES0ghMjyPO8VMfsuyzLmTZDUNrgTGYEhQGAUSgiBgkgoRPSbuBpiZEQUSiulSCgiiSIOvyhO9jC6P3b1Er8x5UCkGL24JdnDPrwOAH6oSIw/Py4WWwwrCURGycQkSJA1SB5RCKU2r248PQuxdfe6XVG3P0MwxiDegdLjzJqQ3kiP2a5FUsr4BN8qsBNkBGRBUiofgiBo2vrZs6dxUh8/5otV0zS2a04Oh8zsmkYKYm+9NYniFlxgu66WpmkRuUizRKpmvVB5P954QghEobWWQse9p67XEjeurV11p2USQxqdN5sn6E3Xtt5Z54wz1touBrYwc4ObhUkSKikHZf/09PT46LhfllmWCVLRmk2IznnrbWvaGE5gPXdVu6xWq2q5XC5v57dXN9c309vr29tVtQaANE0Pjw4PDg6OjscHB+ODw1FRJkTMwbZdg0jG+K6pq6qq67rrOpWQFFpKEpQK0oP+ZDwe94pSknDONu2qaarVcrZeL2MYSTnoBydmV9X8tp7PVvP5crleXF5OhYR3z9P333/n/XfODyZjjdHekBa5lkKX5bDIS61zYOEsEArvgKOfCYDDXcBLVIAkOoPY6EIZMBAQkNhwbJGAkYWgEAHfbqMUDwHYm66pqurq6ur6+jrKIP9lWBHslrZtqRMA0HvPGKI+J+793nvvNrmauyScjbJCyiRJ4l/u8LmR4LK/VsRbaLNHAqjNOwV3wokdczkuwfEjz/PWcsT2QFDC2zLVoVsnWf78d787Pj7uD0fH985/9otfFIPRuu10XlrRdV0XCDvrGUWe54v53Bnr2W34nJtABRdCMCZ8X8G/O2/tyuD4IREo1rYbRFywvvXBNKZxvu2MMcYxY6aL0dEgz8v774zO3z1/8OEH/dFgvpz96rf/+OrqMhA4huHBCCis61Xd1p7d7e11nvXbpmnWVbuu2rqJOUyIsDUox6U1AAamjdMEEZgDuxDAb5TB3iNDAGDcNlcCM3rnN4Dl2IAOHkIIwcOuO72xv0ewWOyzbCFjG63+5kwjd15Nx4G9DcFj4G2AwkY3hNHuggKjJBsBoy9bRGseI4AQKEEIJZQSpEglQmshhLBNsOA8MThwEBgRMViBRCAFBwzBgyNwBIwcmBH2NVoBWCASs/cQ614/6PdnbUIqAIAiNRwObWdM213dTI8mB8fHp8weCJ1zq9VisVjs8mm89yrJ4ixCCHTGCoF12zlnkiSpKqib+uQkUYq6rqvXlVJJvzfsl6M8KV5Nb1arCjxZEwZDQkHe8s31dLmsGXwIkOc5kUzzVGhxfnpuvFk1KyCpEg0eFtUVZu7Tf/2gV3hRQG+UtW19vXi5rKa9/OhP/+yPL19dGjZBQNW0Zb9QqSx66YPR+5110/ltlpWjycHTJy+fPHt+kon5+iIrxem98evLbz/77DOlkm529e6Pftq3aJL0SI8g0avlXBG/uv7lAesTfjkM5WEvf07Nty+e3jsZXdpxkot1bXWq2nnXNFWvLOfTefDaBn94fFjeO1l8tazL3EmSvcIOi0Bi2XLVhtLaBXODwOCJ44YIUoqyzNt2nRXpuloyhDRPhpPhu+/d/+3vfvmbz37duiD74C04X1Vtk/fkasq//t2v/vf/9B/SbNz+5nXrYb2CFiAbqKpb3L58cXZ+b3J4IDS8vnp2773x6f3jw5MhfQbvPXqnHKRXn79IcjE+OHjvw3NR50+fm7Qv7+mjvJdIUqtmfnM9+/P3D4qxms2m/ZPs88e//k//6i+vrq5kBmkpxid9XARgPHv3vFfKgPWzV89Xq+b8nVO8bpf1OiWlc/Hg0dmXV0uhJCkuB/m/+/NP3cpfPV8YN5scZ+8+OJ/Xl1IpnaRdaxar6uhETWcXi9VcJP1BOckLrZLiZHRknGXgwEGA2gXzEVLwHoEZglLqwQfv/eQnHw8Gg88//7yqG2PMsq4b4x0I5zlIbcEyhOAdMbEHDz744B17473aGE+cDZ6dCkFtreMbbtwWzRWLin0p2q6k2XSx3baQFCL6+rz3WuvO+YidX6/Xrm0AUSSJEELrHS7fvnjxYr1eX15eKqVOTk4WiwUR8Wpljfakv3n26pPh5H/7j//rbN09e/LNZ1/8PnhYtwYRR/2BECj7/SRR+uWLWL3stjPvPQkSYkv+A9yfUmwcNT5ED/NdZz8KxfYOhG9gYKRI01QIUVXVPgplX0m32/7iJdqeALfGMETwXmdZlmWIKICbpj46v5dkKbIQQlEQWZYlmeBVS6G4/8nHrjN/9+UXr+qOUcZqfDPE0rrX6ymlYlSc3wpwds693eu484XtH9d3VeLOVZEkSTzmUYtt29rCFlmepLrolXmaTafT2XL128+/ePzt0z/4X/74vcnhUCdZWnDaOJ2qJCuHg/54NHzvfu/kBHslJXma95RK2HknLKIXEMAZJaVSEvc5+XcplIHi7GqvptqVfBuuGLDYH5chBOC4T0X9C0mx4cAJDwDeOe+d9Y6YXPCff/65lHI8Hq/X66ZphBBlWVZVtd+zvjuiB9pWodGmflfgSCHfzpzgLd5sC+nYJTHumeDwLTfsvnB64wgV6o5NsttoIzTy+zyVtyJ074Z7URr0fTAlvhVEvtN5hjeGY7h5T+C/wG556y/3A/HgTS4cAuR53hv0er2eECLNswj0x71I4LskvU3JJwglIjKJTbkFgEAohFQJCYUoGAGZ/MaXC7F2BhDxpUOKxyViBGL8/lXYBOjRrpdAb9yHuyfFAaPSKuqgmDc5UUhESEQhy2MxZozBsBFOcUyiI0ZirdI7G8weEUtmeicG2CKSrZT0dp+AYRdhHLbNv+1dF2KojghMhCEAEXvTKSmIQ2eam6vLdV0ZEzUbNlPaWcvQKVLBW+9ba7Brm8ViFpsLPtjgrVNai4QSZ20AYK0TpdB7b8waQYQQovLQNl1c4onIeBcD5eISzOw7Z601xnTemhCctdbZzjkXNehx5Dvo9Xu9Xpnlk9H48PBw0OuxDwKJQzDec0AhhDG267pVXVlvnDFd167Wi/l8uqrWt/Pb+Xw+m8+bru2czfN0PB4fHBycHx5PJqPBoJ+kQieCyPvQRb6O975rXVWvm6Zi9lpLLZlkAkBSUKLzwbCXZwlCkAIQXPAQfOtDg+TLXn5wMKHczm+Ws9vF5cXtYrpcLObLypQ9OD07eOf+6Xg4ylLNzjOCEmkk1mZpqXXqHTgjhNCCZFTgEVGaplJt3umr6XSnKScpEClK+7SUvMfFBUYkIYgEygCBOTAhBmBw3plVvZqv5zc3V7PZrTGCI4VF/otVX2Re7WTk3rNzzrOLrdzd1/jgdxwmREzTFLfhilLKpmmiBkYphQxSCud8mqZRFApAQkpE0XVd0zRpEh2bG7PHrr3V7/ejKoaIYttLKZWUCfsQnEFwbDtSdHO9ur699UjT+WLdtlle/vPvPi8O/pZlYmyQPaiqhhhWq1WWpHVd284465h9AI4QJx+scc57r0HuVqodTibKkziCWbZHnBCdl85DiEgXCGx96Ay3JjQ6FXmZTQ77/f7wYHRyODnplQPh67qp/5//9/++nt0Y16GWeb9Xjga9snTBtnUFGC4uLooyef/9901162KPYbFczeZd07APisB62Lztt+YRDB4AjHfSWTQAxB48BsbgFYMLSMBxjLcZZwK4mPscYrJtXIDgDnO3N9nbBUbFem8LjFZMd83XzfnJhYDgOMDGMBkYtnFBKJBk3FQYgTEEJEImiuIqz+CJkIRQSqiEhCSVok5JSSEkBY+AEChYG5kuBARSMBB6Zk/MBJ6CQ/Yx8xBjLCsgi4goRSERRFz8SYqi6K3r+c3NVJNWQte2SdO8WRNIlWTZ7e21TJKTs9P1N9XtbHp+fm6crZo1AA6HfaFF8MCWq6oCJJ3IpqrTPDs7611dr5y12XjgO2s6l8js6KB/cnhaVyZrml7PA+PV7RWT6PV6QuDNxU2WiNFwYqquaToCY7xp5+3JcQ/JE7q8SIajgWnV7eK5gyqIpnKt1yNMxKAsbq9XKnGXN09PxuOr6XOdsfVQjuTLq+8efvzex59+/Pry1evL6/l8lZV5InRnTZYWSofhQZFpQmW+/OqaTzmZAAAgAElEQVS3plndP/vR0cHwv/7mH76YNe+MRz/76Sf3intX86lzbnH7okJ9lEK+XmF3fb9/cFOHw2H6gT6djIvZDJrWzec1SXV2drqYXRkm59rByWGF/N16NeyVnQy36NoiyVRSzbq6WhVdtwi2EUzeIargbNe0MlEH40nb1ta0RCSkXqzdL//xn4Dsl4+fXF9fHKc/LXvJfNoFMm3bejBQgtTQhWUvL8ox/fSd8++evv7m1x6lFSyvr1xvMn909AGJIBQsqumDH39Cmu/dH+aF6g3T8dEQlV9WszzPKWBS4Gx5SSDu3Z8Q6tni+sHDbLZ6/elPP/3HX/2DzKpBBk24xrQansDwqGzMIu+rly9e9w9o3fLz58+r1s/r9YEt779/NpoMq6WZza8Hw0dwacaTXiJZEyVa3ju99+TJ31FBWsneOH31dD4cZzrHEOqy0Cjapq2bBhrTHKf6+HQQ1gOZqKqqOm9TlEQUtVcMjCC991oJJWS/33/06NFkMvnqq6/WVTVfrdrOesbO+dZYEDLS8GOgNYIHDwQUFzRjjEz0Zk1zrrPGcTBdF4ce++ao2ELdEyvibkzUdd1G7Q+4s6i0bROrRKWUEybyLYwxMsviYh7d47ER2TRNzP49Pj6eTRfL5TL6rMo8e/D+H54cDP/wZz+RhI+/+frZ81dfPf6udsykRZKNJ4cqSRIpivFoOr1JkiQGWe/Mdc65Hd9yd5SKNcQudDQAYIxuCPtJ3BDgrkDaVAJC8HZrCyGs6yrufT/otLqjgm3ltc7ZEILYHnF3SX0+2KZpBuNR3G6yION1W5pKESqFR/3e6cnZZVNdf/t1Z5id2w1eOu+ttYvF4uzsjFRMrb7Lcosv4g5wqLXeGTW/f2JnZhS4rtdVtY7PMdVJxGMAFvPVMgY2KsTlalXV9V/9X//l33zySfLgwxMUuihFllGeqV5veH5PDgYyT1W/TypFJOcceAgSpZQawRsP3nlrCIIHinawrdQ2YrTDpoa7e5AUoweYMB669zMXnQ3ebUZiOxzJbpgZJyhbBCt5x08efzWZTOLtURRF27YxVmRfu/RWVbznVsd9ospbF3BXyznn4k3+fT/XzmEYx+lvYVlimSf7g9H+GPGtqNz9TPdNMeC7fRLR5pMQJ6Z+/zlEn95+rUok8C6SInrh/e6P8Z3wlsExUkqj/GB3uRkBiWB7jPMc7oixAg+ODg8PD3WaRHjO1iD0/ZJUSkSKiw4hk2AgALY+Ts+SRKdKJyQVgmCKrn7xFoUpAANuS3XYqrPi49xWdVHvtM2i2eZYf19qvHVBElFAjP4ZRGQkEgLYB0YptVcuCZlJOoMtMzswu+8SciMB3sJeEZlIit3YVrDc3XlCybv+06bHt2G37HcI9j+Jpl6lVABSCr3zQZiyzMej4e3VJSKiVF3Xee9JqK67DdZ5Z9rAzjlvO+McAJiuifYeInIYnIAiv+NnRvOVtW1cW4UQzptdP6JtW2avlHJ2M7l1HJg3A2qlpfcKAzN4CBzHZVqrst/v9XpFUSRKK6UynUgSIXgANG0nhCJEDsEDhBDatl3Xq+nsZrVaVtUqsAvBGdNW1XK9XrRdpRN9dHQwnIwPD4/Hk8kwl0VRZFnC4Jqmatp129bGtojonOdAXWcBvdIkVVJkpRQ6TXOtMq3zNMnKssyLDMABeusa9qZXpJNRvyiyNNXL1q3mzXK2nN3cLhcLqcX9d3qn58eDYdnrFakSQpCWKkkyhRrTAkEIUhASQcJZcF4iEqEMEPq9vtYqyxMp5Wq1MrZtG9PvDyPEJQQmlCgF0bZrEW8qse1SoPSh274BXQjO2K4zzevXL29ur3yw1jpjW6n+e6xkKUVg13VNPsqJhHMhYnKapokTuXjvSSmrqlJKFWXRdV3TVkVRSEXWGh9UlifS0i7VjZm1VrGik1KGAN57a1vvOcsyKbBt2zg5jHqYqJHYLW5ZllVVFRFwFkjrROmyXa+yfs+bpm47RvXoo4+ePn1qA/XHk7/7x197/bfn7z+cHB2zhaIoMHCWpJPRaF72vvrdF8CcpAoRW9sxs1DEIRjTAcmmaWJ1ulpVsVMYV6c7cp3nbe82BOcR0XaOOMhU6JSO7g2LwVE5zlWq0jTVKscAr6fPfvvl9OrJMxsMSuwNyrxfJqkkgQDcNA1J8t4b23ZdnWiZ6qQQhTWma5q2qm8vr28vb8F5ZNgeS0AgEqGISn4OEkXw3nYcNkUUqI0ZOkSLNBCCIAjeOde1m+QJDuici8ScO74xbMQnG142khACRBz2SSklKbkxHkRHXwjeBg7obDCd0z6Ajw1DECJmjci9FcwDEJIXUpASIGxCyjvJ3kpJUglSoFKhNelUSoGI5A0awK5l74Njdi6wjKttNFZ6Bu6CM8E7ZAEbAEMIoIARKYRoYyASKjB1ranqrmqMsS7t96xjrTJvXQB2wc9XSxNcW1kSPDk+6F633z5/fs877zkEGAwnPgQGMMYkSTqdzVWaRTEPAnzw/gmDJaCsLLkDa32S6dubxfRmNjwaAZDp7HA4ZAAk6YNbzNf58cFsNo/tRe/9YrEoiiLVylQr062SHIOBxcKbLnVhta5vP3h4IpOQ9/TrVy+lHD94cPIPf/+bJoRiGIatNN6Nj9Lje4Or28vrWSESfHn52FnoD/unp6c6ESC8Vv7o/eNg/NOvv1aJe/TwnX6hD4+G//Dr3/7+1eU307IZJf/2/qFPUotCu6S9aPSk7AfNC3uQZ7a7efrdS3U2mN4+d64djUb1HBTBcDzKe1miFFjoTUZfPH+66BqXShP8OOHb0N6+mB2icmDPUhmILi9fThQNdM8Gq7Ss13Mh+Z3zs5cvXxweHl5dv5zNvM6Xr1/d/ps/+vd/91//JvX63jsnjfmuNyiyIllVi2IIn3z6QKT8/PLJux+cA4R113zz2S0o7wN/8FH/F7/4edWsRgfDd94/7Y8yldGT7772oRkd9BzbPE+W6/lPfvLJ55/9flKcfPDRu/1yUC2r29Xl0cHxvXcnP//5zz///POr+ZOf/vzhq+njs/Pze+8Or27NH5/9JBvIy8uptDpJ8ehofHX9sjHVu+99MBy0i/V8dFh+/OlHi+kKsGMy44nm4CTh9GY5mYyyUX7+6F1KpotF9eLmuafu/P6BhabsBya8uZne3BrvgYiQ+Pz8XjvN/tt//uWHxz9PREIgAzuBxOAJgTliURwRffzxx5/986+/efJt23WruqqbZrluOscsNErlAIJnFwIzSyQCgQIkyuBDPDAYY4SSoeusNSSxbdtMqNY3pu2klFprUipOjGxndtBCirglpF3uTux+7bNDovV9Kwiqh8MhADSmixMn51xsI+V5Hss/a22apl131XXdZDI5ODj45MMPjg4n1WL6m8+/Phjkg6KQwfdSZau2HA1Q5/FjtVyKPMt0VhTFzc1N3EfiQXSHYdyN+HbNRKlVnE8657yxm4e9BcygIGLeUVL2pXZSyrxXLpdLKWWEcvtdAel9/EWxFR6RNpG8Fq+MlNK1nZCStd4d29br9fHpSZ6kUug804mTddcCIYTgbDPQ8nwyTLTq9XplWZgFMBOEAFICM1gXnAtSvnjx4ujoqOiViNg0TZokjZRJkmRZenPjiFBr1bZNRHDFslGIDXd0J9M1pt2GJxnnjLOd8yb2Z/Ms63q9ruvyJFWJtrVNEvrrv/7bi8+/+qOHDz88OqwJO6WLs9Ps+IB7Pa9EmqRSpcikUZmqAaLgOmecJDCtKQXtqzP2jtxh3/CGKJhxF7COCPE1Nd2GGR53ZyGElAWJyCYIzrWbaYqUzBAj2jmgSlRVVdfXN4vF8sGDB4jUNO3uJY4awK0hPM5saVcw7Wba8f8xVXhHPo93l7U27pSxXDTG7KY7+/Pnjf6WNyLWHUZ1U2cyS52lP5COgEiC9rsLu1oukcnbMzdmhDc4vDu1UghRBHRXgzIA8NbxiZvwyl1N5gPf5fPuudF+MMhCahWl1Rv5Mockz3q93mg0SrJ05+RBRBdiexhFpLDG6TViBH6SUCgVIHJgz0BSbCgXWgupEUQMUI/h7Xc8G37r0+3UchNhhfuNbeZtDuDuGxC+P+57WxGHEIHKiLhpThALoUBCmhVE1DCDAQcmZn9xQAZiIACMsBkk5BCQcF8kcHd7be6V8IaSkwGce6Oq3zWx8I0WDgKzD5KgSJM2VU3T2dY4sx1zhUWwLoZCciQPcmAgnSYgSAgZ3XRZkud5XuRFPBpGkn7X2R0xSWstYj1PjAI5YADexfWAgG23YpOnJQQmUiktUp1EMu3mQ8gd2zNEZ67f3LFCKBc8MNV1vVjMX12+fPnyufc2SUVRZEiahC9zHbgoe2l/MDo6OR6NJr2yr9KknwQAaJtFVa3W61Xb1c6ZuLJonWqdUpHGfYhIDgY9RJEnuVYZopBSK0FIHAJb13GwaaLStFBKeQ5N05iaZzfr+XQhOBwdDEYHg8nBIM210phoSnSSyVTKVJDWKu9cDPxIOGAIJIWWQguhEEXwnOf9JNFpqr333i2rqoLo1d+0CSC6Q4E2+UIBo7XMx3vUh83gl70P7J23XVfNbq/Wy2nTrNu2tk6yc9vGh39LTB+/eberxeoaUaZpKtSGRHwHPlEqOu7idDcajNu29d5prbrO7DrEwbsQcMsF1bvkzrjEKaWB/b4/Oa6bbdvGJTVq7ncMtEDCKJW4pKnrtmWFMD46efDwQ/DuwcMf/2y+WLbmZ3/0Jyf3H5SjQ5LK+Wq9XkNgLSX70Kyqy4uL4H2SKCmlC67rOuONlDJ2WOq6jtuDMSbSd621bzXzorrbc2DmVGUJyuAtQNC5PjiZHLwzZOFqW7Vct6ZxLbe1r8x6OBlUTeO8ibJn7XzXdbgmlabcgfO26xrrmuc+eOPvTU6JwZlutVhcvbqa3dx26xYCiHC3oBHFZAPYWDWdA6SAATBsgKMY4xqiAR2QCIhhu8gExxE0ExFTUauwL6fZkK8BQZAgBTGYVEkhBCDeWVlCBLIwAdCusc2ExFHeKaJG/a7kQxQIgoVgkZKSwjsOHqQkpVFqUiloLVSGEikEMDWSiS5pDuyZmYIhT4LAg2eEwMFy8LH/C0xACEAEyLS5x2OYEWrvGEhJkTJWUmXWctd6ZAEAgdByuLm9koTzxW1RZKmm4WgUeNp0NaKwngcCEp3M5qvheOQ9p03aGp+Mk7ZtEURMjG3Wq5VZDspRLx+kulhOq7oxfaA8Scuih0JeXly/vHh9NJkolTjHWiXlqHdwMGnbumpqnSQ6kQPVW7U3hF4pj1A3TZUV4keT+9e3z4YLPxwlShMGn2lMi+7oXOTl6OSseP368nByMD7Nag8O1nVb6dxefLfIy+TwcLJub5tuOpncJwoXN5ci8YORlsIWhUBycpzf3gTOcDXIukFu8qR3fLTo9NPf/3b5qAh5UlBpNa6bF/lgzQUnWT4cUlfz8b2jq1fXN4vr47MxweCbl0/ySfH5766Wy5lRjDlOesnpj+6/vpzNWhsAlF1NHtw7H7iwFiFY49rf/OaXf/YX/27drJ8+/fbk9MDaxnvv1zC97T7/4puDk9P77z764r89fX11cXQ6SPIkdH5R27IHDx6935nV4++eDg4+Pj4+WjfmR79oe8Xg5mr16c8ePfzo/l/95785uT/58//xT5+9enJx+fzwaMDiOE3ld8++PjoeH+HharVECpOjXln2E6Vnt+qLL36frGFyPJmvLx2uRKpY1//Dn/z4y6+/uJw/LQc5QzJfXdTt6uTkbDQapJk6u3f03nsfLKaotDWhmS+n9997tz/pX189W63m4NeJDnJQZmmuUzVvF1a6P/6LPzW1ffHq62p2W7fcH2ngpUBxfXkrEPpDKNIihLBer9u1D84AhgBBAER6YUwZIARAApLgVd2ay+ub5XxmjDHGdTZ0PpgAhBCAA6NnCBzAB08Y2CEDCWQAEBSjDIA5ir5iPIrfli5xwY+Qw1hK7axNu2GRC34nZkO6E5oppZqmqes67u2DwSDSLFWaRM1b27bb+MHND6yqqiiKH//4x7HkK4piPb36ze8+q1brF0+++dOf/8HpaHgy6b988ayfJi4ELYS1lhD7RS6IlJRlXmRJmih9c3MTjJFp2nXdrl+5zcWWO6MBM4MECcDMalevBuZtibhpdAJvVaCBpIzzvVhpWGvD3rmXtxEO+9XIjpexuW4xmmur+nPOoZLj8XjQG6ZSkWFng5BSC0xJlWrAV6/LoxSEak03Gh944buuq6sKjAUA0jqEAM555vl8LoSIdUGSJEVRIEDcwnaDKXzTKbfJstteEykjrwI5bLlBzjXQKC2sF51t27YJwSXrLFhXBZcBvfbh79vmcjzuFzokBHmxBjg7PbVKN23XUykydG0riQwzekQG9AFcx9ZwFKTBlrK5GfltGDtEUkotpYnXzQYfgtcgNkHA2+cipSzGxV2VSJssBKINXTw6m4ApTZP4ZO/du9fr9YbD4dXVVbwIsTjfDbT2R9kh+H1hy+5rYtjDLu8ham5jzUkkpFRy6yndqUbfYn7GB/MWKW2DEv0+JHQHTdovwO6chW/UKWF7/sf9vIu3ADLxXt98Dh4C7TwreFcchu1AdTf72jj3GPcsfBsxzeYaJYmKGQBMIKXs9/v9fj8rUqXEJiNlC2a9q/WYdg8ZkUiKeMoIjAECEGidSqWSpJBSIlHgSHeFneJ2m2uDd1NLprcCBuN1QBQBPO5+3bYw/EE17PdLvjjh3EOtIJGQQoGGlPPN3QAANviNGzGiYmgbHbEb4b4hto4Hqug4ehsoHH+PkG/ZAjfI0PAGjDXKHBKlR+OB0mK5WDemi5KMpmmUEw7ZEwcPTBSUBIAgRJLmqKTUWqtU61TLJFF6C97gbcCg3Q3Nk0RpJZRSSZbE9U4pkauSaBsMKsUmRRkYCRIplFKJ0kpvElHUNprCOWd8rPc8MystOWC0a1rrq3p9c3NzfX392defLRazwbAoyoMklQDBB8iLJC8SlSaj4XgyOcyLXuQDNe2i67q6rutqXddra218YGVZ9vvDPO8REQgRbYpJkoUAiU610MaYOHWt63XXrKSiNFV5kaZp6kKoqqqtu9uL9Wq6VAi9yXA4yicHw7KfefCeg5Ra6zRRhaQEQREqgamSqZQ6BCBUWVponTJjhOumSZqmqU7Uer2u63a1Xvd6g00+ISECEYqdZWpjON+9qSHwNqCaOTB7Z7p1tby6upjPZ3Wz7kxrXcrgEd9aHOj71r5dDxjRSSlD540xsXm5VTn6Xe8wlv0bcThivLu26LAQvN/F2ijFAFEyGjabCrfB232Oi5QEIJjj4wzWuij12chyBC2XcyLKEtUbjCi4dbWcr6tgTVmW5XBkV6sffXyki0EgZaxLpfLx1g3cmfb89OyTTz751S9/uVzOrbVKSZLCORNCgE0H1O26dLHIjU95X9cRNfdCK0AiFhIQka2rhfKNbVkEr5xQ0QGrXQNZE5Iih6nB1XK1WlhrlTHWCNGI2nnVuQAQguu6tm7W1Xy9vJ1X43mSJBB4uZhdv7qaXU1tZySRwyAgNsKABET/HRMzBB8ceGSM4nYIIirWkQQBESIQo/eBSMaetfduI9/1b/Qv4Y5dQ4gIUSlEEgVtgjHFnZ8+VpzsPXsfnIfAO+cjASEIEcFXmy0nzilZkEwUigSSXCql2QfnkIikQp2AzkgmQidERN6JLiXbMgoE5OCD9zb6GDfqkoCeQwD2b7pVEQBQ8N6CjlJWbVcEjUKZzspEByYXBDtvO1cbxtViVVV5kTJCaxomhRCOTo+8ZyF1Xbc+BJ0mTOt13SJS57y1DoDKsnSmLbMC0Nd+pUgRyH5/3NU+SbJBf3J1dSWlOjo56QWezpfXry/vnZ15z8A0Gh6URQocmqZDQWmeRHN7Va2kCr1ebzjITbcuDwZCiPkKpBLe+zIvbq6WKfU/+vG5Lkxge3g8HE10lhXlCPMViazFUA0P1bKGos9VcwHkO78Q0uVJas0qzeijj9+tFs2on/cnWadcej4ReQGH5TrFtQivq6XSw9kr6A6TjqXMuJPrkw/SwdmxH2UO1auL5unjaTk5e3m5atl+8tMHZpXdumkQ4eXtBbSQ+uZgMHo1fz05POACIFHL2pp6/u7Jo3KxvJqtFhe3Hpxln5Xqu9evn718/h8//bCua+MyUUJWCGv9r371T/ffe5dRzK67+++f5b0kiM4DJKUeToYX12udJ7/+3ed/VGb9yUik16BC46sXV0/ft+84dp1dvv/wo8rc/vXf/JdP/+DRyemkqhbT2fXZvdOmbpu6vr2ZnZ7MDo+HSSJWa9/aeeeVzkedX9hQCd3rjVJMSlU+urm5Alm8mC+EagfjotfPU5Wbpm1sNetqZ3rG4eHxgVTswa+rxe3i8mApUYYiTxgTa9X17U3TMGtvRZ1PivrZknQwthqNx3W9vrq+Oju9L5WXuksScsYu29nqZlFVKyVkBCJs+LQQdfxAwECAiFVVXd1MY8eqadq6M511HgQRBA7esWfg6Ox1HMdxxMgAKCh455wDImC/a+6z87siIcrydwiQyJzcD7Zxwd/RIPkOZyKliKaO6IXZ0TLY4u5HWet2Wa+r1SrLsrOzs49//EnXdd98882TJ0/W0yvjeDw+SIr+dDq/UOG9k8PX48HluuM8DVL2+/3b2+uTg8liMUuS7Pj4+MWLFyEELZVKUinkvgLzLYTYTodJEomINwhqH/vgm5MkoQdGBu99HJuQFGVZxu7kZnfY+uhizzSaGqNfMY4KEZF9iP8a6xDvPXgf/8kYE0gURQkBTW28YWcQUVgOSlCOSveL4+PDr5+96rwXSdofyui+Wy6X3troyQYkCKFZLqs0Lcsy8jLuns4dAHMz3Nsxb/Yr4SgrfYvIGKeyjek2Yi7TkRDOGR881kQIN6abX11d9F7dOz06OD08KA6T0ajhoKQqs4xYMvtUS28DhUAMIoDgIHxgaxECQQjRPP8mujPqUXZBiB5Y06ZejSXfLriYpEBUAAEDcggc51vbIKXISIj5Ph7YGjM+PPrk04+vrq66rkNBUZkIhNY7IcTGnQc7yNsGhbrTQ3JMRCeKkiqOspft7AuFwMBKKa3Vzqe3n/SweS3AMxMzC9JvIbK3ZwyBb8oM96XG8e7kbRLI9oJ9H6zCdyXbGz9d3tUPMWWbWTBz5NltTSw+BBcf5e7R4w/lQ+wGVrt3V683yMoMEZWSg8GgLHOSQggRgD17YNqnrWxQm9u0whjVIEgBSUDByAgkhdJJprWOVmAfyemAiBAQ/GbAt3Ek7rBX+0rOLbAuIN59wfciCMNO5/m2uw8ggA8IyGFnsdurvQmFFMxBBem10ikAWCJ0BjbtsY2YavtqEiKE771k+9fw+zGJsV0Ee1XfdgoROL5ODJtuhfdCoNZplugyL6JJqbOmbdsQRt57Zyz4GDIhUQoQ0kMM1lBSakIpSUkSuySP6AfYgUallCrVUkokttZ2XSMl9fu9cXmwGQiIu8cfglNKaKk2wKVdiMo2qp5DDKzkOE9AIoYQgJumub69vby8fHXx+urq6uX1izQRUvYCeWNrIhTkh4MiTdM8z5M0VwJsu7bGW+ub5rpt26ZpjDE+OGJIkkTrNNNlqgutEyl1TABnZgaBsRcQQtu21hhv26paGVv3y1L38jzNhFCmq+tVu1qsZ1dTNu5gMhwP83KYKSUCOx/AB0Qg76QjoVATKSCZJqVSSgothEx0liQZIlrreRszTQJjy3M6nXfOT7JcJpri6oYSUMRbPYZ5RKpiJOzHFAQScUrvmX3Trhazm/niZl3Nu64O1jEoIkB4C+fyRuEXN7M46VJKeR+6rrPexKVGay0EIULEtMb+ViwEQghEIKVC5Ii52tyYIUhFsS2xlTe4eK9zQO99ouU+IWBDi9nLF+q6Lsuy2DRVyFpuCrC6rq01tbFakJK6Ntb7IKTWSdJ1TecbImlMZa0VSADkvT84OPjLv/zLhw8ffvf026fPvquqddz/jGm99yAozjC372WMnpD9KV8sh4iItGQU6CDROtOqM+tFd1N3tQOflZkuyqLfU5jZ2tcrJ3Vl2mXTtYxgOkMClVIOO+qcE94Hjo9hWa2sMzO1mD2blnmupazX1XqxbKoGGbVUEFyI5ZgiqYXUitSGtwIMm8YcbmTVggQTIUmJkgkDW7DOQySt41slHzBxwN3P2Ua5UjzQCEVEMg76cKP/ifDeACEE57117DxHKm8AAiKgnQwBotIEgYCEFFKC0qAVyUykSjGzMwIgkAhxDIhkUUopUGmhFEkpgdy2xvTGtIhbzjVABCC9BbKO5+MooY/4hhBCVTd1w0mWGwekMc3LLC9Xs3nTGan7q3UFhLezaaqlhxAQBGJW5NZ6BJHnBII843K57MJ8PDpAEEmimnV1enp63V0Ex8gBLGdFaTqXqKQNbX841ol99s/fZkU+6EbGubJfqFuBRGen50WS9oqe1hKEm4wPdKqMNywgMFoXrPHOWK0Eog2htobzTBVFEQK0bdOsq37eDcf66cVX9bLr9/N8IAV5qfzxvYHUAnVSGXr00XGuy3q1eO9B+aOPzpUMKgHP9Xq2+OjhHy9SgeBaWMse/skv/qStu5CKJ1cvrtrFjVmMq0GZjnu9k+HxwEG9wEV65s1oOb6XXVzf6tSzXkFaduJWlkeDw+TWhmKYXC+vwANogIyGx4OFnVusxvfKD44fPvn9t69eLlZ809Gsc4ZSFoLyRLy6+taEVRDw/OKbDz/8cN3degfjg4EHP51Ph9U4LRQQeG4DtklBf/zvH5Rl72p2abw5OD3+9W+evb6+ODo6XXXzwWTSmyT9QZKWIina2ixup68G4+yn/+oRCS6LZLG8JnDTmwsO2O8PDw/L4SgD2XXeemxOzkaj4WBZzbTWDx69s16vX189k5r64/zpi3l/nKeFGI/HB4DHYL8AACAASURBVJOiWtSzZQXos0yta4+sGJKze8da8nwxnc9mo3FJOnRVEIQeghCY5ZDm6uhgdHPxNNXF+CA9v/9wuX69Wq2qqkEvRv2hSjzJBrgVBMJ6pfS9s5Ms1/tBUhuOvd/sVJ3zi6paVI33gQiqzrbG24Ac3yTM3kdOng/eRx5BNPJIJM/sQkB2xJuzLyEgIW/Du+N2sE15xZ0ycwcg2PW+t3ahO7GA95uWGRFF8DszZ1lWtc2OUsbb1SayJeu6fvny5XpVX15e1nXdNE2Rqn6ZNTb4ukOkk4PJ1ctnx+PB69lz8A41SkWSABGVkJJEmeVFmr2+unTOWWNs0xRFAYFJEOMbtPP4FDbDEoFKiCCEcJsA+o0fjO5mL0pR9NVE5nznLCNopeyb9JTdMGYf4hKvztuh1rGACaHruuH4OMtL31okVKQDMSAGdhict9W41+sNhtP1V5hkEiBXKqLOkixt62Y+ncYJZHAOQqiqKlJbUp00siGiuja7nT1mCcT6LVoqdhnRe3MFAYB3cQXMkVIhhBCdMMYkSWK9A4BCKO9My4GC91XdXFwskG1ePDw/tx5VIImSA0skrXRja4pRws6CtRQ82A42uw4EBLE5m9MWZQe77Lvo8NpMUH0s6LbxIQhRZ4QYD0Jxe75Loo8xDIgiKoZCgNFoNJlMPvvss6gojhiC0WjUNM1OzeS3OcNvRvCFXR5bdE7Gd0dUPO3YBIib8fX+PRZlgLvZEPNdetz3BJuBmSXBm3SW7ftfbEZbvN/LANiwbL6Pn9z213nf17dXV4T9AAYI/g6pxx5go0J24QeC2t9C0GzOcERFUeRlmReplDJNk36/L/Um4SSOwnfPmaTYDSE2ZyvAGAiFUsQsCkIhtJRKyUQLpeKLH3jv6u09sE1AH/JbyBnm/bkf4N2kjt8iNf0g4ZDZ/3cln7uiWiAQSqFUsuP4eu+Zvdil7sRfFHtvb1JZ7uSptA94fYO8RFth7f54M/jwFv1FRDoTgBSiLLIQkjvHKo2998F7DJuwHaESksIHYEIgAqaolpIo99G0UUu6g1cREQpwzl3fXK4WN5gkeTrpFbmUtDeaD855CIFARiBufHUQERgiW2VzlNzppwmFEI3p1nV1dXX15LvvXl9eTKfT9XqNZL3WTbueTrsu070yTxKVF3mqtFIKgu+qdWtc15mu66yrYyUTbEAkoXWie1maE6a2A2CvEs8BA0Z9dkiSJEnIMTvn2rZ2pjNdUxRZmmklJDIFx13j14t2drOm4Aa9dDCQw1GR5Yn1tuqs65x11ARXr+peIeSwKPJU61TlZQSXxdZaaxrvfXz/K6VAaCDsrJkt5jfTW6mSouxLrUkmIRBsbhsCYGACZAEIHJG6uDFAc2AOHJyz3Xq9ur29Xi0W62rhTAtIkljQlnf1xvrwhiM5rmLWWiUTIhECpGkSL+DOLOG9l5Ii5DDPh0qpdbVkZkUCMOzELQAhdjTiuCywi1J22ob7hcAh+NiJkFICoLUb2fBqtYzbUpxyMoeua4NrBEkU6L1brtfMTDoRUiBB23XeW63Tpmm6EHxgkrqnk9p5RMzzrCVxO58NxqO/+J/+w3K5nE5vqtXKmC42s723oETsQO+sVm3baq2ttfEcEPzdO8sGj4IUa01CCGy71YubJ08uvhRalYMyH+VJmrMTwJxYJ5X3SRvhW965rmGFAhwTSQRnre+M6Uy7qpZt2zLxAkWZ5VoK9t7b6BmQMZWGkEAAalJayURKHePvaKvjZwT0EZsCHIQApQkVx4xCI4MIALTdxjYlH0b8yWaPf6MpHrafCIFIQBtEFhBRTCmE4CG4YJ2z1jvHjrf7UYxFpo1fGoEAhUQlIdUi0aRTif8/Ye/VK1mWnYmttbY5Lvy1edOUbVZ300Fkia0BOENpoBfplX+FgCwk6CcM9Ff0NtJAGGgAUk1qOEM1yTZlstJcG/bYbZcedkTcm9U1owAyM+7NQJgT5+y9vrU+I5EUEAvax7lFQA/AKTGeJEqV4ih8srnzkaMPwOCJgAORJECKCIngyYzIyEz77uc+oIsBGNh5PwzDpraLqkRBxnkUkqQOjIzCGGfMMJ6Mtrs1EU/LkfcmElhrYwQzDNV4XpZjpVTTtIbt4gRHk7E37H3UMptP5oXS0WORFQIlEg29R9Jdbx8eNpPJpBxVgzWAjIJUpvvenM8XVZaXxci6jiOMZxORi7uH2+Vuk+dqOp/nmWyaDlEg+OD7yWQKONMqgyB3293FxbPFdPrdwz/0Q12NJkKJZrV2NkotR5NqXT/4aIpSzmantgdm8+Lj808/fx4lSBE++/T5v/ub24fV27brR5NTovrq49OPPrpwneEQPQ23u1sx026wm1399mH1YoJq4twcyqpyOW/7pXV2Np9//Fmx7hxkbTkX6+buYQceewBHJxBrkAUGYa6eLaRSl68Wl88vZEZ1/Ju73RvQ7o9+9se/+MdfDG4Agtv124urBejJp19cNu2t8ZtsDpcv5u+u3z97ecZkGfHqkywbgSqDG5qf/ekfG+v/1b/6P/MyG4bm4gU87O6rSf7qk7OyQFJlPo4u7CYz+ux3XhpfX9+8/p0vPmnajdby8mKhJBLRYn4KqH7/d3+ajXm1vt5ud2VWzk/HuRbLbje45vf+8MfX19e//vWvJ4sxqsnHn35ydnYmulVZhMm07OuuaWrvzPSTFy9PTlcrACyMs+vNanX/IIg+//xjpXu3BlYIiKRwPi+1ktHRyfjyF//+13bonl1cLU4/bftms1pV48XQdULI0ShTipCZB9Kz4jx/Pi4LCQdqPAOQIH7s1HkX+8H3g2UEYwYfwTH4xL+Ke7THAQgZI3MMHCAihBBAQMQQMTAe5hghoJRSSKZHJ5K0Hez53gf6/dHQOFVuj6EF/FQNxKk95L0vs/y4pKhMe+9JCoEy7D02RYhx19TlqGr7br3ZrVar8XisMs1hABp3TX8+O33/7uZdiT/99Nmu6769X997M8pU13VXV1fNdjufTu8eVqLSH3300d3dnel6sA4I67pOozkEBE5ynH0/3YdwdIlM7lUsiBJV9XHucijxgaK1KGVRFFrrhF2llGlLO+bTPoYiOBcPcXlPzfaZU6G6J5MMw+CcG5+cCKF4CDJTQpCPLmAEgexsMCavch99GzgbTytUzvkAjJGV1lVV+Rj6tgsHJYJt2g3z2dlZMtfJiqJp6iMdLI1tkyZNa30UUDxadTAyPGJjZGJIRA3kiNZHa7zVvmsHRNSV9tZFhUpiRO6advfuumWIuviDP/xPFMh2Ved5LqXqbQ/EEgAYKQb0FtzgBgXBo9B7SsY+nf2wFe3bq5SKeTho0BAelQiMwDE654RI4hGZUIwQ4tgZlFIqlR24mpAox7/5+tvr2/ssy+bzOZCr2w6F8j6mvT6d9knVkpSE/GSykmyC2Nrk6BNjTNkmWmskCt7TwdU8HXBEFBIREMKHRK19C+dR5nb8mmKMUkvxPfuXJ76dfHQLfYoaPkAv+3R0pCdE0L01ydOIdkxuKHvszY+at3goK/Zv82lpfuS/4kHscUy4l1LOZjNEzPNsNBrleZbMzonIcxQpwi5iPFQJeKRNHnWLSiqZIREgMQkhpJBaqYyUJJRHm9BkXv69qXQqb+mISOkYPIE/BOv21QkeB4P4/XHfU5npB+AbEk0VP3DQQRBCMTNkIMQ+ugK8iZHEE2Xw93IX4AesVz9wbUmj0WPMxPc8oxKd/nuOQ4f1OsYYifdzS6WISFrWGoAABXJSZ+1HXkicCnYAYiJAhSoSHCv+VMQLIRI1IkbPHDvrm3rzcH89Go2eXZ4CO0JNyAyRYogxQPQQQ7SuM0M4qIe1kAAwRH+c8KRXMd5577uhX2+39w93b96+ffv+3abeJffFUpO13LbAkGnFDBpJcDB9MEOfSG9kBtc0Xdu2UXCelbPxQkktpc51kWdlumIHY4ZhEMoqpQIE773UY60LJAUhJMVd8qicTiZlmed57n1s6nazbobWE+vZjMu8mi3yaqSJYNtiN4S2sW0HXeelsPFMz6ZSZ0WWl1lRHknkdV33fZ98O4kIsWTWzHoYuu12vdttTk4nRVEiKGCMAYCe7FCHDMp06afLUZEA5ADMHPq+q7fr9Xq52T609Y7J63yEMhFp4w8SO4/RQ6mj5r33LhIJIuKwn7mlRVhKGaMPQSilhMQQXbR7/VvaPzgK5/aEEABwzhozaJ0nZxTvooAkKgsxRjpYED3tGSXcmPiWaddMl4x3AwCylySUUDkKCkNc1XWRaQgxlTqd6VSWM6C3vQ2BQyQhrLWAses6H0NqM188u4RnlwSYlsfovMh1avsdC5dhGAAgcZOCj0+jkFz0QCQiKZBSYAR78na6HG7quq5sUZEkpZEkBAEeygKi6vGg1XYmdqH1vVWkAJSzoTODdW5wxlrHyCrDAW0QJJEESUQM7EMEwQhSoARUJLQgrVADEDBhTAsnIydGp6CAIAhBCSbBjllQEBgJD1FOB3057zfb/Y8IIfATJf1R5Ud7ZSDvXa9ijCE11Adj+84YAyHJCRNQ328EKTyHEKQUuZJZJrNcpDilIEAIQWlNY8F0EK6KtDftY22TkBJ9RB/BO4gUyTEqZg8gYnQQI8RADDLF9h5ChkjQIW4oOuc8x+22FpWPwH0zLMUGAg3GIonNcpcCY5XMrDV5nretIwbnAqE0xmlld64ZjWRZTIZhM1g/n8zX/Roj2N5cnj9D8J3dVXmFKKr5ousGrSd16wbjLi8vpVar3VaX5bDeSK1JkPcRMxEj13VrXctiavyw2+2azj1/dnl6fiUprh4eYrBlLvOymE4ni8ViV/dDO2hVnZ9dDd2w2+2yvCzLqbWhqQ2CaDuXlwwsrPVFUfR9W2/MKJ8Hi0JAOzTtbvni/PzF80XXPhgOVTap48a4bWxXV4tz7wNqcbN+d/HiMluKTe+2vqvVVOYxnpYb0zVRKDGejpWQMy/8/eubfKrPLs90VrT2BpUbzUcvP3v+7tfvSMWuX6vBzMZzmftffvN3pRp9/OOzAZaigL//u79rnf3xT1+9ef/d/KL6o//sd//fX7ja3spM5VP+L/+rnzDg1uSTRfH69WthsosX04tn1dWr0S+/+m7XvRlsiKrpXa8rpVA8LO2Pfsw/evZ8eb/xOFxcXRhfM5n15mY6q1ab92dtmeVqsRhb17x8dSFFnmWlGZz30cvGxda6+vmL83bXc/QfffzcWg8Yq6panJ7cr+7Pn12oIt/sGhNapSBGWZQ601JJIERngxDaBL9a1RFaVLDbLHfdZKYJlMqKKs/Gxtm22RXTsYjoTHc+mzJPkKHMRk1rXJCj0el4JIW0UkCuBSEiaeYs03lRZHgsRCICJDpfSDoQFBQZbURE7KxDoTyIwIzIqVCFEJGZInPSIjNA5BgDiicG7WKPewSgAISU/e1cWrGP47thGI4q60dVmH8MK0tvMj1AiP0Sut1uq4si7SkhhPF43DTN97LOkvFJ8pkDgPl8Xpbler0e5VndNEU13ezqGbt6t13fQlaN5qNR3UZElEoRYYw+ZRhmSiNi0zRa65/+yZ/89Kc/HYbhX/+b/+updWfyQD7i2DQqCBxTuQ3MieVISh5pkEII9tE5l8LZnXNHl/99Q/MA8I701+RQeIwxfPp5j7V6irOvqiqrquBZE4mA0YbBmoCgM6GAFfOzs3PrQ+ddOZ7VxguA8XSiparrGkIcj8eZ0l3X2X5g5mita9phPE6t5FFZ3R8W87SrWmuPuUopkCltdoc3/2gekeZoT/TeIrlBMmIIUQjRNA0RMgobWWkhBO66zr276VonIf/iiy/m87kANLYnIZBYs9xbpQQfrfVDD79dix9zidKxkkJolWQXiQuGh5bE0ck8hKAzcaBYPg3BDlJKIomIxpg8z6XUiLjZbIzpz87O0mc/PT29v79fr9fHT/rUq/I4VHwMjQghneFH2Uu6KJJhYZZl7Fzqd+zb2YqI1GGgGo9Z4oeR7we2KXtcACzPTk++J+La56t8z9LjcPPhidnowcQF+FHrBfsgPjpWjY99iONQixAfDTz5EOwLMc2l8BBKn/o3T4aex2AQrXVVlACQ5aosS5LknGFmKQkjxxiIBONjRl1yczlC00Pqi2QSSERKC6mE1CgVggBCjgxICHt+HDPHw4fcD9OSf+cjkttDvuOE/envj4/8QfT1ffLn/pAejikmQe/jBB8RSQhmAQABUR3or5G98O5g1LOH7HsS1IcRGuldpOnCkymoPwLdJwGCTxh6JI94fs/ZoAgHVn9kf+wypJQaJYQUJIXIlNZKEVEAdsaiICEE7RMzSAKywDS1c94lsVYqSLVWznPTtMuHm3evv3733evTs0X7/ALG50DIUnAMMTgOgb2P3rd9l1YoIhqVVZZlRGRpX2haH733xvbbelfX9es3b9bb9XK9Wm03TVeDoOT6SMhKCamF1lJrSQTBmSFaZCCSSugY0Jq+rXdN0xWj0fRkcnX1YjyeapHLZP8TYbfbNc3dpmkBIxBEjMzh4tlE6ZxQuugT85MgFHlZlnmhMwjQN8Nu1Zje5qqsFpMyq0djVVSEFLq+b3b18qG5vd2tVs5YPDt9VrycT8aLqhrleQaI3vu2bVar1Xa7ZebxeMwclVJCkLHEzLvdpml2zjkggUK5wBowADKgiMfJfDz2KWIMzLjPlMEQMTprN9vVcnm/Wt63beu8yctsPCojFZiQwW/3FoCecr+Tu2kMMbHcA4eE9BLHXgiR4nerUWGtTUgp2cNYOwCAoCzRIRAReA/mvbeIYj/OTf5BPgBAkaKBDrzBcLg99Q1P1JR9e4sEELgQWlMzgpRaSGWcl4TAbJzbT86JQaAdhrRzdF0ntR5NKiCRMgCN895bZJBSCkJAiM6l4V4qUNKefWR1SklPNdUKVWAWUZQiz5SoJqUo+FfvfvHNw2+MscY4lQEGNEMwfXQWI7D1zjnnXaQYeuMcCEmKowgejPOMkaIQLIBBkOKITEhCCpFmZUIIiIAkJWoCCSQJBZAQTBBpz60CIlIoFAERCkIlWVBEjBBtDAE4MHjvvdsfZEK5d6N63EdiYvgL76WUKlOPgVT7NTomGrY31g7GW2uGwVobnUcAdTAKJ8JUcUYAUkIIyJTQWhW5yjPKNEktnWIiYM9pSgDISaPn/X4LMF0chuhc8D5GF6LzmNjfIYJIZxcLoAAoj+lOj9tgxCc0Fh+9UsrHeHd350KwwS+XS2SUtJdhZFlmOmOMURKk0M/OL9JYIzkN1HXbdxu/gLIcWTUOacFG6tp6tVq9vLpq637ozDAMk8ms0NlD3VrbFsX86sVUidV6t7XWeoBd26TSajyaOuuWD+u2rlWBzNwN/XZbq3LCQihdcrRZVvZtAwCKkAi0yter21xX89npZrNdL1d5VgzsuzYE4fJ8omURvBwMVKNZ2zeD9evlkr2YlCdnZ2cA4KN78/qbbnVX5TqrsgHjQ3u/rvv1+/affPZ7C4k363UstSpgfDHKoxIlvN/evmty1JxjgdNT8GJ5axb5oh/E0AcS2cXlVVaNq2KWjZen2bwezOXVSb28Z+HLqtpsbjBzIqPl5r7V1WefXxWTcZDN9qsWnJ1fTMXo2YtPz1u33XR3i/n09GKuC/7k84/+7d/++7PLsQ12N4QqdFmRV1MYzWlxnt2uvraef/J7Hw+DG8/G33zzmynA7Cyrcoogs0q9eHmRZVndnAgZQhy0Fu/ev/70s4+qMovBqjwD9kPfTCeL9WprXaMzKMeawYdgpMyF5JEui6JYb3aLxWJd77bbuhsG55w68d7zrt5CFHmuT+YXMpMP63WeX22W6/lZeXq+WD8sl/fXTbs9OZ35aCO6YqT91gbnRroUIls39ur8chiGethKoc7PLzoDg3UEZPvOZkjgc62KbAReUIDU8/9BthcwCKFcDP1ghVYBBTKHfXQVE0c8WjEwAzOlAM9UfqRlOQRxaN8nOgYc0oOP8OA45WuaJs1AjkFk+yDlYyo67uVtSVAGAH3fr9frs8XJ0b0wy7O2bZObZVr5U918TDA/dn7Lsoy+8z7IADor0HTL+9uz3/8EpZrP3AMPQwjTqtjtdpNqZK1dTGdb207Hk3/+n/8XP/vZz37nx1+8fPnym2+++au/+qve7iNkj0s6wd7NhQ+kvv00iVBLTVIIKfcuIABAe8bmZDKpqmpwtm3bvCx+O/ngGI+edq60leDR8CL1yg9jjcR6Oz8/L8oRx6iFVEDMoLUeokcBEmgxmV5enO02O5BK6VKDAy0RsSoKIYQ3tmvbJGwxXZ8SCLy1CQGmsWQCsYno+NSMNH2/ifD5OD3zh7bgQXNB4lG3tRdzIgZgIgwuRCRmcM5llOVSM6M3/uFu+fN/81f9tv2j//SPxtORZadKHWIgzzJEjBx8MP0gxL7MJYD4A8Q68PyYkfuU5rZP897rkoiZE8PzgI/CAQEGpdQwWCnlMAwAFEKPiKvVSikxmUz6vg8hlGU5m82Odgap933MCiaiENyxhX3cKFPv/jhWSSAwNZQTRt0rZSQKURzAf/jtbjsiI/E+VxwjQ0BiRJZVVTy13/wehe+3fxn3wq4Pfh9DSPS/FEn8aOKyR0z4VNPPRxBzgGRHmRzjBxGQ6bpNYpgjLD6ivrSb6kwi0fdEpcwpK/DIaiXv3dNG+94QYq/gVFJqoTQJwUTAxyB55APCS4dCHIxQjmORD/IM+YfYmE+UIQc09R8chnwwVH36fPvAl4TXiCgdQ4EYiYilIJAKEVBgjAAQODmSHjxqmdmHH4h8QT4myD9+J08TRY8JJ/v/2hOymRnAp2Gl907s++573mwIzjnHqIGkUFIKSUogUgjRe9cP/cGyGYkJmBl8b/fEv9TAUEqAJAAdvLND39Tb27vru7u7ttmdnszUIc5VBIzOR+d9DN77uq536812uzXGlHkRFovpeCyl7AmTpLtt26ZpNrvtze372/v7bb3b1tvODIwxr8pyVOR5DohZ9FWRZbnQGomQOXgflNRKZUWeK1kMg22aLlFqF4vT8/PLy4sXZVkRCEIdY6p9mWjtfQzBMUYQKCRmWVEUlRDSsknXMEicTatcK29N23RN08XIRV5pVQmhxiPKNPjYDH273WwfHla3t/X9XfewHBCrZ1fF6enZ6el5OdYSselt13W3tzfv3r0bhm48HmudDDIq50zXgRG2brbGmLRAHA2LAQQwJq0RMCCJY2DNoUHJwVkSEcmnjXa1eths1t5bAMiyRAXJU3bih0N+OGaLAuOxj4VISQfvvQeISu33/kcBKsbjyFcpEYJItPgsy1IE6BMtdFR7F1DeX9dChhCUQimVNZ2UEkE475hZaaFRAkAaLUopszx3jUESxhjNngEAlZRSYvAh2f6qfQ/Xu6Q6CMEBYZ7nhLHrusdA3hiRRH945kLt3dVSFl1vBiKqqirFh6YpHxEFH48L3eMai4E5asw0KdsPQoiTk5MXL158+/B1Zwa5ayIocKrfRd+RNd56b4zrjfPeC44YIscQIQCr4NEHj3voiQkPE0UCxYJDRA589EhAQSQFy0S+RiYA4j1DnCRRMuMWIAVKIaRCQSGyj8FHdt67EGJ4kjh/oIrEmIxeIuyXDny6nu/X5LT3AyeH5yMNJvqAkVPtl+zy0gp0aEqy0JIonSdKSqmUkJKUwECPPmkQGWNg8og+QEx6E9uyGdAM3jkXA3P0HCIhE0vkR1s8gXtHhg8W5URNQogck8ZPZSqrquvNfV6pLMv63sQYdV71fY8gEAXHIIS6urrI8/zs7OTt2+/KsjTG5XnuHWuNJEQGwpkQ2pZASCnapo+zIAAh8nwyfbPdAcB2W3edfVgtX35UlMVYCLFcLiNhU2/bthaU1VC7hfPGBGe999HEuq6tt1lZqLKwLqw2W4p+lJcQQ982gHE6G9+8Xw+DffX8c63y2+trYDw/f3a7iW4QWTHWQve9XT6sjTdFpfreebbj0exkfp6J0dniWb3piEBruVmtfvTpq2o+ut6t3j+8KUYLnQURzfbupl1vpuOLTz59OYAZF9n8TO1MZ5BdiNtd+6Dk3/z9Nyf5i+qyABZ5nl8+K4Ue3y/rDl01ysrT8Vd/9X8/P381mlS23Z6enZSe625zeflZLqYPd6tilH36o8t87N274eb+enE6ffnZ2eK8DNA/f3WxmE2XDw9ZWQ5mB+hHs+muqZWCy/PR2eW0qKgb1pdX081226/qyez8JJsbY07PJq8qZV3LMIznxfSkNK4bT0uh8He++Oy7777VGRWltkO/2T5cXV06F9arXaErjDE4IwrIch1C2O02s9n82eXLm+v70WhkjJnP58w8ncx64z7++NOu6+6Gr3a7bbtzl7Pnk8nk7Oys6esUzFXX9YuPzyaTye37d0SQ5xoRIri231XDNASnSYlI3baLBodg2q5HJdq2L8ajjz75eL3pVg9fkXajceGDa5oeMk2DwqFFxAj+aOSWmsUH4gCHGI1xdV3nVcX7+ODjKo2Ps5vIR8oSH7o7qar2wcWoUwkTY+QQTXAJ9R2zW51zxpi2bY8ysKOlZ1bkj6wl2j+eiPq+S8Olvu+PTbRD5BUfa2s8ZMB0Xbfdbk9PT7Msd851XZfQ4GQyBZX7uhmVY9/tfvPLX1199PJ3f/cnD7/4to76WMTW9U5K5SAOw3B2dvbll1+qTKctSSlljPEHPtpTG33EfdYL86GRQ6SkEiyFkkeMdNwuq6qqqmrb1KkveZzvHW0d4uF2DLjf19L0aAa2j7wmSkjs/PwcpLJN60F4CkJJXejBRedsSXi6mGHkruvG81lj6XS8gDDUdS2EKEcVjUZt2wbvo9LjstputylUKRXbqSxPB/noNHP04znuKemr3CvZ/KNT99H9RQggouAZgJ0NzgYEFwOMtPIxOOcDexCEjihwRlqQbHb13/78b7x1+o4W0QAAIABJREFUX/6TP64W434YGBn7QTOg994OpmuFSE72gVHuRxvpz56vv48oS6Y4zBwDH6FBhP2UNanpnI9PpnPxEI2G3se+b5PbnHNutVqNRiMhRDe03dB774dhaPtuGIZ0ElrvDjFydPQaEAIjMO9lSvtJGwkiFi549oyIkaO1zgWf+WxejfZkWjdklB3RPgB9iGDjQaaLT2Vc+4TmiG4/wHqUfz3muwOI49mWJnIl++8hQ9ir3tNKIZ88/vtI8nABi8OFIb/nMGPosUlzXEGs7xJFMIEuIUhnpDVpVSKRTwM9UswyMgMnA++989oB5qGSeeL9AgoggSpHnQmdS50BSRDk6dBMSuVjEPxEloQAGiWHD4af8QCHfEyYbO/O90TIlxilBCwoIkUJUQAegN+HCA+ZBIsE2jHu4VhM+lc+aGIQADwCxBhQAKHYvwmSUaZjW8QYIXj2np2P7GOMjEEKsUf8EDnuixrm4um6c7SfYuCnwaOHQTFGbOBgJ8WAKBQASC0Pj4xCCMBou9iY3pjaCpEVJ/kkZ+aA3lq73Cz7vlcqK7O8qirOSyLyLlrohmGwg4sBBUqSVSThYrAUN7a57ZZv1zfXmzsWnE0qlgQkmdBzNNEFCAF9a3bvlu9uHm67rhNSzsoZCj1wAAcujPq+a9pNs9tutvfr5e1qfTv0TdcbQTCbwGiczcZZUWSJN6KAIHopqNC6LMoyHymd53kZgXSWuxA99l7GDrueIolqMr2oyonWeRqJIApjQl6IrBSywX5wxg0CxeXicjF6obESbDkM1tVKg1SSMfY2eEN1x85jMcqURkltXujTrLFB3G799YN/c+2/feduH9x244eGL8/HV2fPzyeXYxyPXKakXIbvru/ffP36N8vlvVIiG52DymWho+h7N9gorTXL1f399jvDrZDPnO9m+cR7gyhTrKtj54Mty9xaY92gtbTB7na7GKPkaZZlSol28HcP16vmLasH1MuTaTWbK6lhaExkT4gAnlEDQHxsbexbbojYtg14751xYZ1pvacVcdAcrLX9MKg48V3Xtu18PnfO5WUx9KyUmuSlUmqz2VRlxiQR0VkniJwZFAIm+x+O0XPcLynRe9ZyxJGN6bXWMQRd6AR0tZBpoNRaZ41JyEro3BjD7KW0se9DDLoovPeU+nAxlkURjPPGqDzr+22lskILazoFgM4XSmWKmDltA2lv67rOep9lGQGMtAZrh67LtSai7XZbFEX0PtOZBG62zWg02rN3kIVAqcTQG0UiNn2G/Ono2T/GsVlaE53vdt4z9YKb0C/bdnVvlztuLBsOKADEflvjGB9ZloCoADigIRRMHDkKJKFJhOh8RA6EJFCRlqgkEESGGKNmjAgkFBBFwAhCkSSAjAkdh8Fx77WNYEXobVeb6CJ5gfzIyxJIMS2DAUgQsCRQBIqBAAWRRBSJ8MMhYEQIe6a3cc4F59hLIUhJWwYhhBaKIgpHMXWKfF+Ox3khCYMQmVa5UgJJRNEY13s/+GgJQQtSQiIjGSGELrJcn+bDyF7Tza7dGIbWQpEDAsTAWRToOVNasSx1IYMSrGIEInEw4FIQBQAIIgFYCJ1FWkxPATqULCb5/fVyUV64weUs8NwjhWDjPJ/0pjvVC++jlsVyucyVRoZMi8XJ9N37NwwAQ7c4nQXfOY+Xz0/VKH99fytJUZFPn700LobOtn2H0VPodsudm3ivJQc6ncz8lgRIGOI3X//j4mLu0XSyHo+rbdhKRTKHsZ6sHu6vXpzEYAbsqQrW9g/1kC+nb97dCCyEELnWADAeV+RLGryt6wFiVaFUvDiZCCEyyjxBYhydTS9ffPTqm2++2Q51MfaiCrtgzUQF5K++ffds+kxrHT+p3sub+/t7JPyiFCAfJqQn4gSm2Rvhvn6V974fe2Ub9Q//+uYP/+BMvaze374dz6o5cTHL//72V2E0c6PBYoxoi6m4+Pz0b//d2o9CoQoZh2p+89FPpkqPTH93ciWl1Hi+fvW8ml6gs3VtumpUEMHrN98hRKVV12/dsBWu+PGrq+fzyftb++7+Bqty8fx8MD2JqKQX2IwLYdut8DE0+uHBjsZFfoHjhTSRd3Z39mpc2/fFDC7Vwgw8mVz2HQPLyfj8xdUnQx/qZmhbKwdeTEbEK6npZHRSrxtNefAoqep7M52cL5crEkbLbnymRF1tdh5RBKHOnz8T5UQV5XCz/u7+q/GCrdmCL3JFz56dLE4uus6AKzCoftdHR5LO7x5UUUy5dCSR8tDZpjW9mKqigvb+TVG00+m0qwfe0sXZRxmf9Ibaddu0GwCHaAGyZHCQmtkxAkn0rR+GTkhMdms+xBCCD4ESH4r3YqEueCKKic6HFGMUIYB1ZZaFEOxg0nRCs0bEvh9SSZ0AQ3LATnK+p52gI2BILyGlRIUQQ4wxxCCUSoKRGOPtavn8+fMsy4wxBdP59GS1WvW7NisLH8OuroUQk+l0u9l0TXv+8mR5/zCvqq5pYjWK3s2oc9g6j3Hy/KtOj7JnZje8PBm9u7uvt340nt+vtx4pBuiatXPu7uHuX/yv/+JP//RPv/zyy3Jcvfrko7/+67/O8zxx0mOMVVUly1BjDIcgiFDtvZq11iREcE5qyX2MMYzHIynlqh90VWSj0kFEQXlZhBitc3RwrU+u58F577wAzIv9qGYvEAghhohi72pBmU5C6JPLi0Do2m2pcOA2xkgGCzFRvcmUdsNu+vmn2XT68O3XQ4SsHDnOx9HNZqcuBj1bbLZbUtJyQJ0x4qTUM8DdelPvdtbaTCqBaK0rinIYBmOsUgoAk5YndfAT4+YorgnBP5rwMUeIARggMpCLFEKwwbhoovOkSrMv5IUA8kPsrJFS+jhkMgiiMDS7/+fnssy//PJLQtRKx/Y2StEau+tty7JkDVEDSAKOyXIzScyjQBZWgAduu67r+zzbZ9HZri+Koq3bZEszWOMsppo2HMB8cvvnyMkBDilGdoh4//A+xth2XkqpBfV1kyoNGwzE2LZmb9/NbL0XQiQjN2BAzIwxiDgMQ1EUeZ5vNpvUET7W5KkLkLCiDn0uyIKv2zoTNMqzCKSEDJyGwMe088jMwOJg5MGUgt8IpFQSovzBuVMM/tA4QEkAdAgpYHvwT3ti+MnxgBz3EJAhATD8bV+WH4ioOtxKDh+4pSERodYJ0SZQK7VWWmsp1SEeKj5tLaT1CVMuyBFREtoQEUmQFEopnWldSJ1RehIkJEqZ6E/C9MIPTuMOSuLjZ8GDujEcu17HpIlH7xQ8hGHh96PMfmA+SLwHjPuDw7/9Hp7MzfEDD0AROMYQpPcuZCIGGaOHyAwBgWDfu+KnKWrHo/fUdPh75ON0v6RFOgWdcwGCFDLN9xNHmwQgQt/3tt1uH7Z125ydn0vSArXS0gzDdrm8e7+01s6ms0KV0ZPpPSIFF3btzhgbXCQWWiEXkMaQXd3e3dx8+/r13c09As1ms/n0JFMlEkWmVNV2Xb/erK7vb27vrhlCprXKdPDu9vq9GYyxpu/7wfRd3zrThWABQpnFUZGPqpM8U2WRK6mlJCVkluVaZxCkIJEpnWdFnpW5zkkqIrmr2+V6s1xvjHPbphlaK2VRZaNMFIQaozho4jk65EgcKdMlSeljpXN1fnIxHkGunHMDxihRSyD05B0NvY0uSBTVZJznpFSUOiolOle+ubv/+9+8ff1u+fZ2u1z3zRA5CALZBf92eTd799qBG5V5cP6+u7m9vat3rRBqPJ6U5ZiZ2nbgODAjkVyvl1999eu63r169XI+mVd5KUkerHUEx71hR9d01g6IsXf+7u72+vraOf/xi6sQChLwcP/VavmtMyut3MlikRU608rHwCFwtAA+sgDQqdUB8FTJCs70m9VDvd3NZ9NcZ5JYCnFzu0w7YpZli8nk/v52OpuNThc3t7dCCGf79Xq9WCyGwYzHYynFZnWfBCHWWmOGPM+2yEWRD8MwDL1SKu2jfd91Xdd1vqoqIUTSl99dv/HeX15eJgrQarVKeTt1XWdZpjhG5rIstVbVqNIBdtvV+cVF09QPy1VVjfzQ6awocv3++t3Q9+Min8/n69U6xjibz4LFdhfGkzGHYRiGTGej0ajedJvN+uTkRCh18/627zql1MnJCRIpIWy7AYbl5gEAxuPx669/qZSaTqf1bkskqtHk/m797PxCFvnXX//jpnvIBPXO79ZLX6PtQ2gCN9E3dtjVu93OWpus9o5RNRzjMbMGcW+mJZ2WWqkoMGCMgIQRSCRHFNKCFLGIEWNgBBAkA3oGJABCSiJiCixJQIDog7fOW28717Z933TOctgPkPeN53AQSPMxD+Rgw4BBHr2/k/A72e1aa511zrmUsCJSspLWspCShCQJAWzk6AMzZ5lOfXCZvhutAWNkHx0NrZekzxbn52enVxdXJ4u5lrLQhZaqKEpJumu729u79++vv/7VV+/evGvqZhhMcB4ie44CHAARM0qOFDkyoTwshxEQIkuOkKq0vByvdw+AUiilVXlynm92gwCqipESuq4bb2yZ5YKopGdZyISDPAhvvTEGiHnAYaNOThaXL3PnQkCYn57c3Nxj4ErlZVkS4CgrTDSkVCULWqjgwyjL3m5u2dloeTJZjF69uL+9z7LCxN73bT5Sk/Gi7jY+ONDK9p3Q2bOzl5MiH3rR9ztrXSnnEdAMgT2QpGDjEG0mS+9xXuWRc2/XfXtHWM5m08lklpyxcpX1fW9Nr8SsXr3bPryxxkolCo3V+Ql7awdzPp+MqlHXDULJUZ6tgfumVuxfXZ5tNuvqhKfP8mqaeT1s6vs2NNPp5ed/MFWTIaptOQdd+XZoWteIoncyns4vvYEfffzRYjKaFDmF9ursbDaXuyafzrMXz08vLk69d6vV5tvX385Os9PThTG1sw2y9NHOz/O6v96szeXzqXWb3//jH52fXgTvUQ13dVMInp4Wndt1Qz14N5mfyKxQeZlXAbbdZD767vV3OQVVqYfd3aiY53rGHNrdsuvaMq9OZ1OOWwhAlJk+Lp69PF2Mf/Ob2zxv9Ch09n52UeRFeXv7ruuGxeLUgn+ou/V2NxpVcmR6U++GqIKY5ItZcbKu6/Ozc015s2qW67pbdScnZ8Gz2dntzS6DcnQ6mhcn62HpurUqRiezCyWyzXI4mY2Uynd142NgCAy+M72Aoq8bin1RXkznJ+7hzjm73Gy20VzMPju9mKk8Sx4DwJGAgBggQBKxHmoD773wPkWYpCtXIANIAnya7ZSu+qd3Em0vNfGPSWBKqWPG3TAMQ6JwH2ZlqeBOg6wQggv+mDl2JDceB015nnvvm6ZZr9enp6chhMF7IUQ1HkGLznsgzLIMEeu6llI2TbPdbucnC4hstfYcSQhj3XQ+574jrQLBarX+5LOPe2fZh75p684sdz3IrDe+bzdJdPD+/XsA+MlPfvLTn/70v/tv/tv//n/8H77++utEtJNS9n1flmUq5dP0jwSl2d1Te4hU+ifNYZrLCSm01vf392m8sU8gVEoeIgdD3A+gnj7PU/niIZubwdrzly+n02kIgaNhoXtjQMtRWcUYx2UZbT+dT3KttnW9qVsXCQFzJbTISQpNFDh2dgjAMtOHaAFUQkTm2Wyms8x4Z4YhqTG/V8+nWW4yL/mwhnxkMB7nCmmafSSvhqdJg8nXg5mTLX6MMUbbD0opJWVd1//yf/+X79+//2f/9J8uFgstseu6YEyI4c37t2cXl3DYen5L28fIUWGEaInd0AzpkAoiOzS5ViF6a6yW0ntn7cG5P42XYogHzEGog3ccSQipgAPHaAYzsMPgfZBScIxI2dA2o9HIOde1jdaavY+RIsUQQlWNmJ1QuN1utZSu2+2WfZ7npuniwbXlqNJMIH/Z6V1TT8azoiiIyFo7ns6Tlh4+jKaI+9QhfmqHuY86p/jDCARB4TF24DGZAILUcAx2O3IFP4x92x/aQ5jDI73zyVJyMFXBp3YjeUrlFgIe7d1EinNJ42Ol1HH5YLBElBRr4eBy8mi/s9cK7l9UZWXiCEmdZVkhVbZPtyPJmEoe2Iv3EjUJ+T+E+hLkOw5O96APACMf5qrxkUuZeMIckZApBYXRDx5uAAQ8+EClfyD8FurjR63gHpt94IwvZFqIRQjCBxt9iFEmU71D0GLEI3/1KTntYCL8AYTGD74dYh1CGPzA3nNAqXSuioOSjwHAOeMG19Vdu+uMsQqVwkyCoojttr2/eWh3bVEUmcpyWWIk50KMzvZD3TQYQQihpNCSFCFEbwe/Xt8t7+/WD/dD2xZZcXZydrI4G5WTwGCNbbv64eHuzfu3D8u7YejyQhaFJgxDt2nbdrfbdX3jvSdYSynzIlucVmU+VkpJgUSUySwFn0qUWudFUVV5oVSWlxdaKil1rrSUGgBi4Kbvgm0fbtZvb64jYGeGvu9PTksBEiNC2EtGvXPGmLquezNEGyblKGJs+8Z5b9qhK14jVwiCwEPA4CE6H0JUSgJ4nYkyR5WFvECE0Harrx/M3/zbX//yq3d17+rWt110Hroh5tpRvf7FN7/cDbv73ceX5ydCiEyx1vrk5CREJ4Sw1u12tZIWkYqi0koNg7m+vjOm//zzH03L0SgrclIxIkeEGGIIzIE5MAT0ru3q9+/ff/vt1977s7ML9k0w1kT3cPtmt7kXGEfjcVlJKSVDBl6xQwoFQEFBw9P4mYOYd5/LYQw6F83QDz1nGhFv375m5hcvXgz15vXXv/riiy/6ZnN3d1eWZZGNtMSeGNxAwdarvmkarfO6rk9OTprt1nuf0URrjc5UGtGDGRpLQZZlRqzKrFSibbcqy4a6tkQUQqnk+9e/rKpqNptRaNu6M8Y45xbjC4pwcnLKzG/evDFtefHsgqoMbCfBb+6v2U6LUaUFDLZd377XWhcTORuJet3v2p3L42Qy6Vx39/4ucbfaIXiTBdsL7kzLEfXy+o2UshxP7G7NzM+ePbt+uJ1Op1JT27ab2x2FsLy/rh/0drv59LPPBTiMplAwtJvd6ubscvrlH/z+r2+//tX11+vV1g0xtMGtjW0Gb/iJVWlq3Bz3S8Cji1y6nB0hKSSZYlgQSWWahPAMIAUqAUSQzunUfFIC0rabzM4isIgUkWMMzvvBuT6Y3g7t0LcmOnxMVX7S0UuOnU9XqlRN7n3Ygfe+ZM7vb85572MIe30FoEgaECRCARgh7g2v27bNCqW1lopi9NanFTKaIQSDz1+9+pM//vLTjz+bjKalrgTK6WiKTIgihZX+zse2qbvhz27u7u62223btvV2fX19+/r16/vbB9s5YxxrCOCAJEMAIo58sAlmBgjAbd9vdzVWvlxMu6FFAeVostv1UutqMqm7bb9dCyF0WeYiq1SWy3xSjCfZaL1eX+/e1fU2L7OMMJOIvkAfFtXs6uyFDBNFSmtdVePb6xsp5bSYlmWFTO/f3b15/eaTjz8lS/dv7gs9WvrVZ68+FScqeD8+ef767VfNuv9o/kLLbBi6uq7ZSABHKIu8yBUBx+16FzUvFouhH8ZTPR6NVRH6doPS94MZjLa20xK11ALY9m2H7JxbrTbT6VQLDDZGZ9qtL7XOhGianR/4ZDoeNsNu1wjSmKnQm9OLU3AYe69QgefZaNzt6lB0f/Zf/5Nff/0P/9v/8Y8/+kJczav79vrq00XfDcvhZrqYnZ4u3K1ZP9wXc1iclqLv7pbXzy6u2t3d7e3txVn5yccnXfeAPNi+3619Jr2U8uH2zW51J7Jns5OyaTwIlWVqXKkTfSakB4DowuL55eniLF0gTd+ocj27kNVssK7OKhzPqjwba5UjmmIULq6q6UQ61pMZltOmX99rmQdHVTmh0cT1A0YHPHAUEAijqMpslOnl5u7h4ds8Vz4DymDVbszmTqmsmI0NeQB/Oh+932xtt2MKlmwfJWNeuSC0eHF2aq1phy4Erpe3z89nMYR8VHrvh7YRyJXM2cVownQ0XcxOFMl6tQOPmaKhb27efnt6fiaBbdcRAHhePjxg4MuPPxcay1GQinOtfRdB+OgNixAhBAi0TzAGhsR22vvxHlmFETjEPe8aBJPApNE9lnNP/0747SmWO0IgpR5NjLuuS2T7lGqjtS7LMs/zY+wbHAyijpK/Ix8+5Z1aazebzXK5TP2y4M0eLQjy1pAUSQw8Go2C97vtbjedzufzoevH43HTtZPJZLV8EHkWkBvTz07O3t3eTOfTzz/97OF++ZuvvqVi1NRNY0Ixntzf3YUY27bdbDZ/+Zd/+ed//ueLxeLi4uJ/+Z/+57/4i794WK/2PgLWJgbpYxFFeOTwpzS8o7o7y7L0QZRSWZ4nzuExp/sodNrX7ocyGH4of+sICNu2FWV5cXGRVOtCRedZKmEZUCrwXnJEdP/sZz9z/e79zZ0DlRWVzqvOBV3m6VXWu+1ys7HBZ1kWgIUQAgmFkJk+my+i8wDgupDSwxNQP1J2j/ePo9oDBHgkAB6rzXT/2Ds4Rs8fMxXifooFj645IfRdNxqNRBQ///nPm6b5sz/7s8+fj4USQ+cDxoiMUgDhD5TxiACsMAz1+u23v3HGxBiLLN9sNkkRmtoE6ZTr+15qNSqrJMooigIAuq6LMSaJSkJiaVKXDAKklFVV5Hn+8PAgpVwsFm/evNFaTyaTuq5fvnx5c3PDzFdXV7e3t6PRaDEZ13V9fX09nU6TqYFYLOq6vr29raoqHYc0EkfE2WzWy+K7t2+vrq6uXrzSWovEsIXvW2CmzXHouyeyKZWUcTEE+R+1F/kgt31/VdP3A+C/FwT3VMIn8DH7+wj5AEEpiQeT7qcAIxPy+JUfaaLplEpCviPzM2V8JZbl3lScUAgklCHpjQ/gZs+NzjIiIZXSOpc6J6IItHesZAh7R9k0hQv/kXyF733YD36kSIwH4ic+SvIQgTHuEW58Yuz5vVtgZuSQIhEJIv//Ob8cXYyfgEcGZowoiZFUIArB7TV7yKnMeyJEfHT8gYOBDuyNZJ785vhyHkKI0flgHTNj5BSIgXtyVrBD1zU707ccXFXmRa6VJIQ49Ga5fNjttkQ4G49HRSEJgrfeBe991/UQfYwoBQmMkpjAeed712+297t62Q8NUqyqajobK6WM6ZvONE2zXD7c3d88PNz1Q51lWqmR852x/TB0wzB4bzKN4zIbjcZp2lMethNkQhDsHQARylzlo3IyGs2qolJKiXyupZJSKpJE5L13MVjr+75v27Zr2xBjbwYXAyHG6Dk49p6F4BiNHZq22dXbYegIg86Vccaabtdsg+sn+VSKhVIFR588aIJnQmZ2meaioEyjkAGB62b7/v3bX713X7+5uVu1IYIZwDkIESRBVeTnF4vnlxdnZ7NyrGWJWopKyOiNtzgM0ZkhuJ59SQWMx9NRUcYYTdcHa6J3zpi+a4ayVEIiKo7EnMTu0Xvnw9B1zcPy/rvXX93d3lRVheAwsu2Hfmjr3S64kGmphVSkIaJ3NPTojeSYQyjSFfT9aMoU+QKcksKa7SbTKpphs9loiVpn0Ztci1GuNUFj+ldXl9VkvF/I5pP/j7P3aJIt287D1lrbHJuuzLV9b3e/7sbDAwEQAihoQIESA0JoBk35VzjAr8GcP0CKEAMaaACKDFAw1HsPwGt7bVWlO267tTTYmVl5TQMEc3Cjom7WyZP7bLPMZ7I4TYwx+rGpy88/+2Sz2dSVWSyuQgiLxez169eLxaKwyk3RTYNwZI4AcHVxWVnK4J8YI5Gu67o06Jwbuw0kx2FctPVsdh1jnM+XVqP3YTlvvPf79V1RF9MYjDHLWWOtqo3VwC74i2Vb1/X11aKw9Ojh5YPrVYwx+GExr42GprZlWeZjoyr1rC3HcfTO/drnz/JJ9uTJk/V67cZdaXEatnVRNpacQEJYtuXV1RU/uhJSmPys1rvtbVuVv/bVT3548928rWe7UgPx6MPkXefHXR86L2zunXUOe7W8K6CDJxOOw/6MgCRCIoaoNLoqdMZ/KAICQU4YGBiAGSElSCmhCEREhaJQIHFMyQd2iX1KLkSfUjg86/c8go5QzyyolZEmQAIJUpSIjBTTwdwpxZQyTzBKCpIicyREgQTIwFl3WzJ7MKWUOJAopZERnHOgUqWKbNXghunq6urXPv/qs+dfPLh80haz0pQEutA1orLKoChhSEVqzRRQP7h8OAUXY+y63as3rx/+8pe//Pkvfv7zvx38PmEMEA2o/PUEmY8ckayEHELop76sOKX09u5tU4/L5VXTlNZoNAw0mCKUhalqUBAZJ5cikt/sNi6ORY1CmhT3U+cC+F1ZVbVA8fr1npMZnLAoq0nr1mhdVsvgUlGUzNbaed1cPF1Bt/X7TbfbDoC2LBrVqBDdfHnt2cWkECtA9mGvTQ3EkaMpbN+7JITK7IahWcTO7bUmtD5Az5a1MQjgUoiMCVVGxBZlaUyZeEIyzueCjk1RWVMs5lebzabvJkSlbJUm8QGVou3O3d3sHj38xE3J2HqxbFhw1/Wjmy4fVIGEyhI1+KSGKKRIWbqaXdpKuxBevbl58/YmplS11vlhpqv5orSFwMI81heffPJIIG52dykFrUsGuN2sOcTtdlsURTf4GONyuVRKeT/t930Imxj5+fPnu02HoGOQpmmJaLv9222/b1btrr9TJi4Xy8V82XeTaHDeT2ksWuN4t7puTJF6t9UlkKZhGgmaFGh0jKgESBm9304p0JOnV7aar7/+1eSnokYglRK6EABNWa+8j24K19eXqrCgaPSD0oqUTqxi1ImiIaWt3nZrZYwPHikIKB9SVZu6KTQpEjCFDsE77wma1eqpCPbjvirqrneb9Y5UQbqcurEfYtvW05g4mc8+/VLbwvkuceh2d8tZu7q4Crth2zsf9hG8BpR7+XEEfEeVK0EuQGNKiSWdUsGcIgocuD/MQkdEGCIppUWiSHbQkVP8DyBHpIYLwSOCtaZoirXHAAAgAElEQVQockRqjdFEh6aQUkRanbs6nacQecdAhMVi3vf9en3XNLVSGEIUYWM0s42cYjr4yHGKZVmE4EV4dbHMKAM/uU+ePeu7ThlV2Nmb9Qam4Ycffnj13Q8v37zmyb++/T6aUlD91d/8ZQH49u3b5D1q/fbNm7/4i7/44z/+Y631H/3RH/7bf/tv/+RP/sQNo9Y6Cbdtm12CiJS1Nuu1MOeUVY5K71gUZVlW0+RyNaswZhiHHBErTTwlow1g1lQTItJEgnKOODslMtmCSOtsWZSePn1aloUI13WDKN77Zr4ax3GcXKMRmB9ezF99/6uvvvhJP07jd2+jEQ6urlpjMJf4htE5F7LwqqQkiKAVAGltbVGNaSiNVXoU4UyrVoqOummHO0GEGPH0yJgZUZ9IfcwHNwBm1vpE3kQRyBOGci9FIP/mEORDSsnbdqa02e+64uJCW/urX309ny8u29+ct7MEiUEef/L0+tEjgJRl58/zmQNPin10/bBf393dRefn8zmw1FaFwN32LufPo5uYebVoDAlYJSIGWSll2yo3dfMMPLhDi04as9pKVdmUAnFoinJ397ZQUBfaD/vr1TxO/fVqnlKauu1qVu/3W6cgTsOyrduqEBElOrlRSdLAmEJRFNWsiTH+sLkbhkFJWl1/cnV1CYqapmGQnChmeGcMfC6o81737zyp0bbWP2Yf9yO5HL+f7byD0sTzP0wpnlKg838PwTfie/oizBwPCsCCCjEvhtLmWQUknIUnQYBgfbu21pZlqWyR05XEwJgOWZc6+EUqbYlIdElEyhoyBSpzkODmgxzbkf+Yvwgd80n4R3O/9/rsDELZM/Q+W0aEe6njA9TzH0yzzzfc9/Rd4J7uJ+effp+bURZ1QT6I7qEQQopHwy3OkowHLR2BD1V2zufHvdFKNuIU79l7dkE8IopixsTMihBJfBj7qdsPuymMTGE1X5alQeRp6jfbu9u718738/m8WVS2IMDEElLKVf3x+BCQkQB9QuLEw7jp+rth3E6xJ4PNvKqayofh1dth2083NzcvXnzf7TZI3LZ1M7eoQt9vkneE3DZoVFuWZVEaa+xBIhlVXhscESTFKHUxa5tFUy+aatbUi7puC1uKbXLNTJPKZx7HkFIYpn5wQ0g+phSjB0KAKBCieJYpMcQYp6kbx/0wbnwIVVuSSmHsne+878aJU6p8GFIS13vvGYSMJlOQsdBUuqoBMEbvduv9D9+//Prrr//fb7ubt/vkQRg0wrLRha0uLi5Xq+Wz50+fPnq4mNdNU1eFAeAw9OO0X29u+n6fa6JVNfkwHc88idFXdak8eD/tu3VZWq1JqwJRZQUaAA7BOT/crl9//c3fffPt1yml6weL+aJESM4P2+3aucEWqqq0rZRSKkQZh7Dfh25v3RQA6f3O9JklicTEErUmEY7eiaJh7IZhaJqmKu1qee2m4btvv15dXBCBxNB1Xfb/2W/Wxpi2bS+ePkFt+r7zbjLGBO+UwtubN4TCyQU3oXBd1kqpcQwxxrHficgQJkQsrZ2mqdu5qqoUsnMOJXJ0krRR0O32hdLdPhRFcXmx3G63+24dU3Us4BFwGvp9PrEKY1AkhWnoAgEgSkg+Bb/bjET03Tdvy7JcrVaZ15eLZW2zYOYh+GGY1rfKjVO29xYRrQrhRJg2u7snT54oTH/3za9Wlw+ElPOhLqu2NovF7PuXYXu755hqW1RFkbwE8QhgFE3xHcwMAJ1p6nBmXOd4S0RAK9AsmlmJaDA1qYU2tSVtmBBUrkdxFEkpJk4QVEpJUvI+aEDSBhRxOjqnu5RcDBNHn1JifbTnUmd7+z0khOg8EVWAWeMhy6PgmYQYHJWi8Siegix4dIKUozlESkkpDCEk7zArwnvPPvrkg8inz5//+k+/ul5e1LZoyqYwFSQ1q+ccUIFKibVWqlBt0QaFzLGfusEN2hqyOgvbvH57s93sGSFBVGBU9mwABFAJ6ORwojRporubV2waYR+TG/o7RNS2Ntr4NIJBUxpUhKiSgPMuIaiyYD+h0aVptMGoAmqKLGXbKGs3d1ujbQgppBiSb9u2LquiKl+/eD2lEDGJhte3by8/M4+fPuy6rqyNLtR+77XWP7z5fnW9LJS93a2NUcoSGMUhvr67mc/nCZSPKFQW9Wo3TDeb/WLZaE2R0tZvgK1w3Ptp2obSmok9MTSLpmxr7/126HRVKGMBoK1npqoSMyf0LKbSd3cbvdFNvVheLbvd6JOjQg9hCnFgnepF7XnopjVZQRN8jIxQVgBKFUVhrJr6oajnpJIiqMrCWqMIUhxdmNrFs6uHDzWVnKiZzZrlcj9sdvtBGz06iJup73YhBK3t9fWjpDm4Hti7cU9Ewmno9taWyYd5O+v2fYzROSeChbE/ef6Ty+t61/2AOBoyGgk4AgOKR/GGbPBhubxwvut6qJtWVbRf9yJjWy2rdoHoez91+/U04MXyYvngARjTuZ5VYK0UFW6YEDElGIaprmZtMy+KApCtpX6YQsSmnSsyWhfaGlvVN+t1P7lWq37qZ8t5P46J2Kdoy7quZ4iIwN3kN92Q2I+BvfdTCEUFaHS9aGYX8ySwG/rJ+0bNuynMFpdf/vSfvfzue4FIKnX9rdHjo0dLHqOPaYo9gxcAAnWEZxzX8MF99aDRLUAckyQG4Sxh/15X4Lw38G70mRWY/dGNIB4cbplz5ypL0mcYV5Z/PCmyEKtz5acTsSX77jCztTZ3YJxzXdc9WF4IQJymI9yAc9zFMZVliQJff/01JP7t3/7tedNwSIKotRmDN1aNbiDvwn5rv4MvP/30n//Gb/3n//Jfvn35N+tw93K7s2376sVrQPz8yy8vLy/btr26vIwhjABFUXz++efPnz//5S9/mVJSRJBYQeaS3Xf5suRJWZbTNElirXXTNFVV3b298d5nhl7f9yfIRh4BRMxCiVprhXQQmTzbRs/FYzK60hjz8OHDbNpUFIXrN8JQ1bUATcFTjAr88unqy8+ev3z58pvvXqqy4aRKWwTvVNkgoothmqaDqMyR+ENHU/IT5Syfzge11SNY7GRDf44qPMaW+OFsOal3njeWsyAQABDQ0Q2Ps14JEY3jmIdrt9vVde2Zv/76618+Kf/5b/32bDEf+8FYW7cNaPNj7RIg0AgaQWKQFDmGXHMYhy74qSzLpi6NUSEEP40uy8gRumnQWmfJFu99Ye04jsGHrCoNBCn64KcYpqZpCCHFIJyWi7n3Pni3321jjLm7O01TXdciEl0fph4Ro+uJSAEP+y7G+PTRVW4LX11dOOdu37zYuX7Y0/XTTyusfEqm0LkTPE2etAI5qDyepwN5fZ2bv2e5bF1U5h/N+t6heKV4nmycc/M+YhAn9B5K8CDrf8Bnv48L9cIH1f6jTcNJeB1Akhw/GgERIyiFmslo0tlrQUQSkFKKlFG2UEohkVKaiFhZpZTWlpRKWahT5MBDlGw0Jie/BcD00UabfNDok3O2nyDmvOWo2ZKLC4wojIIiQMfL0kfM897xYUc5ERPhwztR51J4p6bdyWXyYDUJiEzEgYlAEkCCxNkr++AwIUkEmLPBBhBlBVA8mvZl+w06sbNCGnx0PrrITmsNlARZMCaAFMIw9ft+M7i9ULSlqlpLRlwccrd6s7tVWtVtoZQkSMIuQYoQPDufPFJCRI2ECkBBktBP/Xp3u+nWndtHdkTaR7ferTe7/bAfbjbb/X6777YK8fJqtbpatHXhXKeJbW3K0paFVQqVUkZrToGZY+ApejeFGAWZiOxiftE2y+Xium2WVdFYU5dlZa1N1ihSB3xy4iTsUuymcbvfuzChEiQgQVQEigVTYj+FKXAIIQxTN7huCIOIVGSn4HrXCYSqsavVjMjEAC5N0xREpDTWVlTVWFVY1QQYxq5f321fvnz73bev7m67/XpvFdazikiXRbNYrBaL1bNnz2az5vJi2TSVUqS0MMdxHDeb9Xa72e+3PkxExKLIEQB23Y6ZCbUAz+ctc10UBhUIcpKIQCgSU3TeMSfn+91u890P3/zq27/bdbvHjx8/fHK9uJgFt+/G7Wb3KvK+alVRgjIQ0zjFNPjQTzwGG3kPOABaOJeFOlvlZMkYQwBlYdwwEEJVFQ8eXHVdl1Lo+71SqDU1bfXixYu8J+aKrDakNObelDVKKby4WMYYp2kEgM1m8+jRg1NJOPsyaUOPnzzUiH3fO+dOYIksvJYvfhLaHoaBiPIRAgBff/31ent3cXERY9xsNsaYKGxNGcLgfTzuS+ZN3GVgQr5+Xdfb7TalVJZltl3KZ/w4jl3XPbh6uN1u66o0Wu22m5NJoBvGodszc1VVnz1/9vnnn//1X//1X/3lX/7O7/73ZTvTWj149KC2hSL+/LMv/uNf/4fKVsvZcj9OHDBqPwn4lIj0yc3pXAeLBT7k6EZySAJK0IIqDc21XZVVW4tChoPWFSPrJJOLybOFGpJzzqUpsABpsdZGH7PmikTmwBIFGYiJiID5HfA/ZLUtBABSCokOxi2Uvf8OfT84YlAVUTrUaEiIMLHkdkLiFKIkFsWcEiSGxMKYw8QQCs2UkgzDICjGqJ88f/LTL37y7NGTRdM2ZVvZQolWykIQJai1MpST4cgpSEJtitKgNXVhe0IVfNrv+ovLqxffvckCgghKQEAIUWXgMgMKsMq+DgKbuzUVvpnXRaG1kuBGYh3C3nkW0IlxilIak8BMPgHYxWJWFPNh3A2utwWZqur7XVFju7CIKHs3RqcUOfHBjb27Xa1Wjps+3oZBEjLYaTu9Vntdzsv5qpjPSih8oL33MqVdJKsM7e7e2NK0prUVBC2bu65um9FNCdCUtfJe2cLFAApMRc65vhu1qmKgBNpNyZRz0SIKTG0ixs51Y+yLohKTpn5cXS7Ltthut9PkyMBqXkcYQXtRE1oU4y6uL543T+7WtzH2WmOQ7b7rt8MrJGF5NAyTn7onj9vrB5fB9THEpi6BO2DSSl8uK+/aEIvRryUMwzQtFo1SNvlIoibnAGl1/ciHfr25KStjTLucV1prMsXFnFPy+82d9365XOqiJIlVVaXobKEKq2ZVUZYWUf3ks08clAx7kDD5GzfEbdzk+iYSK+IUfVNdVHbux8S+hMJGnKKEIbimpWrWer9Z7+8AtKlnj58/UYV+/fbNEHoPw3rcLcoVJy5sPUVh7+tlURQmRZd6Xxo2FHyIpb5AIINIWiWJ6/0WkDsnIU1NMyvAJHGj621pWdWSIKWUQmCQsm324+DHCTT1bqikLmbFNE1vb27vtq+H4FtuQ0gPnz4kg0bpEEDCVGpSxGHcgxgUIUgACU97tBzFGegYoB/LKxk1dh+vxyhnlZ3zSvF5NJ+3wZxmH6y/YsjXOeV7JxhXThhOrOCUEiY6F67MHJ+8A592tgzkGcfx5cuXbVEd8J/hXgvUKH3UecbZbGaMubu74+XSKF3W1evNXZCEgpvdfmbU5MOuH9pm9td/9Vf/6T/+pxd36zvvJ+Ch233y9Nl/9y9+7/nz50VRjOOYUkgpEMH/9Wf/97/7d/9uNm8++/z5ixcviMj50ZrKKo1HRf6T/8QJkJlvu7JFdl3PSWz0IcZYVVUI4eDELHDMf/BEbmJ4x+rtHDYfQnj48OHFxYW1NmfXZWH84LbbrTKV1rokKoWNguCHqioYKTDZsrJaK0ycgjYGUnTTICkYUxICKhQiTZhSKqwRjhpBKfRuPFkOviMHeMz5Tz4ch6ZxSqe3ndwIz9Uf83GfEa33tLLT/i+Qta+nYWRma8zkPTPPZrNhGv+/X/zy2bNnnzx5mkTcOKIx9+6q79P6IB9eOVnL1gtD32dd2awcebKNjTHWVZWxu+ei01rrI4CIMj/zREcMwedJOI5j9reIMa5WqxhjFmwTkaZpiGg+n6exy94M1tr8yxzAiMh+v3fObbfbLOKd3zZN4zB5pXTWDUoHpz44b4nn2SUiSPKhlgqi6KQ+jiPM/cEjIeQ+tbCsjsS2U0wn+W3v5X4HuODZXnBfyj0LC97pLBWGjk56RCSICRG1YjknJR7+8MGTT47Vo2zPhWSs1hpJKW1zAxARWSgBaFOiUqAUIx28p/koknPI/eTeqADUR9GVcuR1HsCUx7l51EzIsp+Mos5EaRAFBbLzH0k2OPh461AQ8NC2J0RQcMhG6WPYzo8/NZYzpRYkgSQggIKkRKIgszBnCxMBlGxXjJklDHyQTk2SlW0QRAEoPHCEOKZc308sKEBAyCCCWQA3dEM/TKMPAYkKU6uiTAi9m96u717f3ow+XF00dTMLLCkGpRQzBE5TiC56QFQKtSFQmkm5xLtheHN3d7PZ9pNzidkHn7ZdF6OX7XZ/e3entW5n9dXV8vGjh/NFnaJzrrdlXVrdNJU1KqWYQgwhjBN5z86FGBOIKopqtlg19XzWruqiaZplXc+LojG61MpmsXbBQ3mJBYfAU+D9MG6GYQwRjTEAkrWtiZJIYJ6ix4Te+34aB+98SkSYUIbRjdMkimbN6urhA0LLYEKKKbHW2lRl0diyxqIG1GkY/KbrX9/uvv3h7ubWIcw+e36t0GhVFNrO28XV1YPl8mLRzqqqqqoCgBOHxOxHt7/r7jb7fpyATFGZvHyMtkVZA9nRxRj9MAVlysraul3W7byoG2ULRC0CSdDF4L3rh/7Vm9e/+vbbNzd383n79Nmz1eW1Cym4Ydut7/Z3ox/qloQwQvJx8pE9+wDIisBGwBEUi1QfmkMCMCk1Bddtdw+uLwVl8tPohmfPP6vqVkS6fjDGIOlvv/l+13cvX7+9uroyxnTd0LYtEfWje3u7/vTTz588+eTP/uzPhmH46qsv8hmptc2uL6vVqqqqu7u7vu+7/VCXdrfba621Nre3t8xcFGWMqev6fBotFssQQozR2sKaenKDEp0QgPToQj+NZVWCUJomKJC0IRZU5EOqTRGSDNOYoUpAevLROb9arYjIeT9MPiuG573+br1JKWmBEBMnSZFTSo8ePfph+KGo6qurq7ZtHz98+OLFi2+++VYYXr9589DYxWqprQnCILxcrtyUWAOJUVRWRYq1uMLFMbCcn/33jX+l6MhAvt8uooTsrKVIKQOm1kVbFPNSEBgZEJVGxBRiElKAYKWAwJ6nFBgTp4gsJIkxV2MjYMwJEGWHFj6H/R/TuWyjo7JK99GMSxAJs3c6nATHMbFVGigxERMJohzSy+SnoJRiJciSz0UUKYoSQTFLDBx5jBLaRXV1cf0//O7vf/H8J7OyLUxZl41BixHrskTQkkAjCDABkyKDCmjJCJB6QY7ICofS1ovZat6utLYEhEAKFAHioUQIiFnQkxhIvKSJtRTTLq5mdanK5Wy2SXeKVXfbEagMcOEAyhhCG/xARKSri4uZ2qrXN2/j2i1XVUpSltZY7V0QSf3Qz9uFUoAoUz96XxKJKdQwbK2p21mltYlpX6vq6nqpwULyVWV8Cu2sNJbKplQKnRsB2Bgza1rFZlYbP/YEChBTDHVVaKMBfFGYlKL3uwDTOEpZzGOCo+lWwQBd1/V9b4vKWusm/+0335dFvVxeEKgYY1GUfXg9X9QpovNjUy+ePHlkTPH27Zu725uyUGVVs4SYBoEIImEcCrLPnzx/cPk0iV9v3hTWzspSoy60dsOwv12n0T1YXvQjv3y9a67LWV30fTcNztpi3/Us0bneGlJKNXVbN1VVVZktZkRKa5MvjFYFGA6p0uWinNd1PewdeVCsVu2SGe5e3ybmbuiJSEVKcdzv+9ms8aG3BWFMwcVHy2daCD2pYHnAqQwgKiXarHtSCRFj4Kuri+htXc3W6/2rV29sWTWzNqRtGrwRM6vai6rhpGXibr9rZ8Wm2yrEEo1CqtCMffLOe80+sCbWJXk/aM39sKmqehr9GELwhlMbQoLEWuv5vNG22u+GFELT1P5oGbfZbjebDTMoZTQZW9eXy+tuO8zsst/uurupKCsDanuzI54RWy1EoA6pXl6tQPJOQCG5984IwhGEs0kz4700/3ld6RTEn6yYTsItx95UylCUbASXQXHnFtUnGwARyfwxBFBIIJBCRAFJ90IXWmsUaKo6hXhzc/Pq1aurqyutdclWCJ1zfnIDD3VZxRi//PLLf/2v/qemaf79v//3r1+/bnW577vd2I8p6KB9it++fVOG+Pabb//qP/w/1hgyNgRnrF4+ePI7v//7v/b0U2PMMAx3u/3r169//vOfd13385///M///M+nafo3/+bf/MG//B//9E//tOu6uqoEDh0wScyE6hBZcUpJIYECElBw4B+hQFNWh2+d2FrrnHuHGciH2DdbyEThvKkeBh4FQAgw858fXj+Yt7OiKHa73TAMVUOlsd77ylTOOa/S6sHi0+efODe9erseplAvLveelVIpuuCSJsUpxclhZCWALEqR0spq4xJbVErAaJ31hxWSzi7pIrnAx0f4Zs5mzyl8zPfZb45L4WiAky1BJDHHBObeRPq9tDY3jY0x3vssgp89D6dpevt2fPn6zWq1EiSypmzrk80Ofpj4KV3UzdXVAxHMY57bpMH52Wzmvb9d32UpnSdPHs1mTU5JclIXjyKcmXhSFEVd1+cNMAHebrdPn31SVVXOZmeL+TRNs9ks8wZzAtw0jfeejZ3NZnlF5IBB2TqnfLNlkTOUsizbxSX98MMvfvELqfdKmdm8ydKB0zjZsooxvtccOspYyrl+x0kKRPf+xzCH+J6CyDEbfAfJee7A+5EsiT+82v3PRwDhMYcmZNKAJEDMREBEhIDZyvLD1+TjMQXSpAqlDBotqE1ZJIGUEBXp3OJTSmV+MJ8+XWUtn5jeBXPiuRfFh5lwgo/gLQEET/MURZ0n1yEEAEFUMXFd2xgE5CMFiNOziiES6pQmOnyi/Egnlj/Kq4yszkY/sQAiAQiLFzG5bMISc80OU96jIZsBJhYiQUTvsyGMAiS5b8pD78I4unHyAAAaXcQErI2enN9sutvbzWa7jTEYYwptXcT+Zn93d/fDi+/7vq+qSg9p+u5VtrgpijKzYINPu84xQ13X2ljDBgLth+H7lzc/vLp5dbNe73fr3dY5T2iV2BQg+FRW9sGD1cNHj1erhda624V+6IduKqxC0CgyoJ+Goeu6cRyHkCeZKsuqbeb17KKdX9RVO1tcGl0qW4GuExQIFtBqpYM4YeEYmaP3ad/H3W56cbNb79y2C0CAiCFhVRWIZWC92bsoJqXkfYyRJweDE6Vhuuu6cR+jNO2sXaxQ1c4r1/kQktZVWcyKuraVERWdd9ubm5cvX756+Xa7GaOzzewTrYpFW1ZlPa/nha1KW9VFZUxRmgoSTj1HDt77Yej7afQhxWitXRojSh9Y3SlKCGJNQaS22+2bN916ffvo0aOvvnpgqyXqRqgKCabJjWPo+zCO09ubm5///Fd/9/dfl2X58Mnny8snPmnn3Pr1/vXr3au3ezSSCHFMAt5NHkm7YIu6bRcXtqijJIUfOLUfSyWMcPXgOsZoCmut9k7zYf/VgFi2M2aumFNKK2ZrbYZHojYAcHl11XXdL//+V6asbjfrv//m66urqwS4vLwCgKIsiaiezZl58qOpqoum0VqTLUzVlmU5+KTLxjm37fvlcplSQkJdFKooVXGQkmvrRpU2pXRxdd3OFyEEpbCoypSkzjXIBLaoiFTGIAiXNqUZUabme++XqwfGWmZWWgEmEWln5YFXLNzUbZYfmPSkUxKRXdfv++Hx00+0Lf7TX/znxWLx7NmziwcPv4jwNz//hSP66WL+999+W1s7a+vdZr3fDcWyDR6mzvd92O+GXdf32wQynu9GZxs2vgNrOe5Qk/fOexuMKClcGUOAkHRpBRURKEIB5ITiQhwDd+PYD/v13nUTxOSUdsqoQ6FMUpQQ0jgF5wIwvoNgl48cKZg1+pxTSul479J+fmqmEGMI0zT5cYIAIODA9zAcYAenYiICEJjRl2WhyVhVCKWqqD559PgnX3759MFnBbUFVbVuMRKRJlRuDIUmFEiJCTlzZggFUqWUQoOjHwuqWjvfhr1Effdq3a/76BhFIVIKTAqBATARamaQlMggBkO+xKkChf0NWmgjVC0+7m43Q8e3bjebzRemmNWrQlW7t3s/pGnqh/W4XC66bnj73W1VG6+LEpuZfjje4TCk4ZbCVIwem6bSxvDE21ehU6y1rc0DEgUSXRfiqBnquW6AEVwrAw/91tLF9tU0VaFVj17dvN5OY9sqa4SDZyWbbsuM1pS+iynC5aMLxXH/qh+GQUYYvRM2Yz9qandT0romKLu3CcSCawfngkY/wdX8s7ArfvjbrdZay4ojoCwM0e5m6x0XV5ZR79zY1o9+8f0P2/Xb3/rtn66qNu2dDFXksJ786mJpizbshvW6Q2pJSFDtu0lKWi0eQW9g56IISVuly/GuWxWr/q73PphaT/347XdfLxbzy6vVqrqyoBs17+72t7e31tpHyyfr7+9SosvLx41qRu/E+ynqub4YNze1XTT0MOzK29vb/RvZ9Hcu7EH1VWOtMRS927AtWjf2KcGsuSBXxqj9FsRZBM2d7W8nikZMMbqN0rJcPi95NV8+Hm/NZrvdbiUkYq6dGxXawrYiTVFdKSp95Djsb9dbBr3rfNeny4trM10mnziR1J5Ih47d3gFJjGE+n6NTOFLFtQpGRjGi+34MyG27QFkOu1s3Ck4EUN5OE68qcvOZ1o5vp303GfXFF1+YuPJb4HXavuICrhsloeu20yRuip2SWCgwCJgCaAUsgJAAVY7NrLVd171++WqxWgLA6N05tksdY8sU5RQaHYQW6/rghBbjBABEgJiFBfMWIUWRjOKoI7CfOCd75wC/QwuR3ucHncc8p5vMIpC20L/6+7+9uX2zWq0ys3pwU047b96+/uyzz/7XP/rDL7/8crPZjFP/4ofvSiwi8CSpD24/9VO3j/sdjb4QmIvk2DwAACAASURBVAE8vp49evL4s9/4WazK9sH16tGju1d3L168ePPmzXq93u124zj+n//7/wEA//x3fufX/9lvfPXVV3d3dwDQH7pGBs+UERK80/+0Sm82G2vNv/i9371YLf/qb/6SCG/evOq6Lqb49s2rXL9omuYkasjRT6cCKsK5BmY6vqbdTlUVII9Tv97c5tRxGNKu9wH0NHkSBvB9o1+8fNk2zXqzXe875jXaerMZLBFpIzG9/Pb7F9//IEdRZW2MtbaLcTabSUy7zbYuylc/vHj9/Qsn7jz5P08wzkmYh6IA37twn8yNcn9vmsYszR1jKIoixlCag4+5EOamZZaNUUeX754IADSS964sS4j45//hPzZNc3V16cZx7kMmEBxKj/eYOgEWIkoMtm6G6YeqqrTS0zgWZQWkphiBaHlxmad0ELhdb3IloqqqqqpQaR9jP24zXMjHRD7s9/sQwuXl5TiOeebbot7th5y2rddrY4w2QUQm1w/DUBTFdtdrrYPzt9v9crkEgLu7u8zHubm5yS4OTdPc3d1FoP1+v973630vxaYsK0Dquo6R9rtejZNSilDf61ye3LdJzmVTTkUZ/eSz34B/yssk+LBH9+M0tfQPq6Hguy+Pcq7vci41+eFLo76/GimlVC5TAyqBk3faASCqFOH7kRC9lziR3CMt+WPSpj92J3wSroB3CmUnBR5AFVOy1hZVfcYqfd/KGhG0slU7M8aQysSRkzDDP3on9GGglfvUAJzXTGbRsLAc4LDxzEQRTks3b5QnbO1poy9mbV5+GZ5RlqVSKqVYNLFortrl4wdTzxwzDCMnlotVf3n9PMPWs+VI9Ad2tTFF7vh575G0tbYw1mgNwPPg6sWDB0++eru+6f0wTVOIQKAJrSRglqePHrdt27aNsYowQYrOD27siNhq0oQi4sPkxymE0CWtyGQKaNPMmmZWV40xRWHKLBqqlEZUhFqhRsRE7mQyw5zm47gaurJ9+Onn633fkwJETMxa67Kyjy6uyrI0xqSUUsymNMmHKcSoDU1hBOC6qdq2tmWBnmJgEdSqKMu6LIxSIOBC6my1N+Wzy8veu6RVXRR1YRuotNHGUkFARNqSVUTChyeSsvBFjIETM6viUGciAnWw2QVOOI7O6Gq/754/24zjOJs1n33+/MnjT4qiUkoHn6bJO+dm0+D8qMy8bq9/+rPfrevy8ePHl5eXSpkQwkX72fX17rOxU4WYQgA9yAG8UZVzxIrM8vrBTwmXnsEczSvpCBrKYi7ams+/+PLJkydVVUTnFGEKEal4r56X9XibpslozFwwrut6miZQ6vrq4WI5e/T06WKxyGJouVR8xiVOJ+24uij3+32GWDjnvPd9389ms1yEy55Rp3ph1tXJe0Ue3lxLzhJYzJyy6xzpvC6MppOKWj66qqo6uFmeIxNyYBSmPP+zTz3wgfEyW108ePDAGPP8J1+sVqtnTz+5vH64Xm8XV48WVxfXjx+FEKxRy6qZz5ZYFOW8/bS7+2q7DiGM/TRu964fJFuuonqPaB3Cu9uvEAAIe2VIWa1rVdRFNW+aZVvWFSolmI1sBEBiGKdpiH4adza6MHUuuUgJjFKF0pkSLSKcIDIHn0JiTpA4wMf0j621IoKEpBQe3YexfKdXcCogphzH+BB9SClhHnbEKTGdvRNREGF1sajbopm3ZWNMoYzF5eXy0aNHi/l128xm9Uwpo9AYshosAChUCrO2W0I6NCbZG4WIULAGIk2g+AoK0/zL3/+Dn372G7/9m7+DgVCj0QUwQAQyAMCEJKBSVJ8//ekf/av/bTPciGZjy3xgE0r0o/fTzq/Lom6atjSNUpYTBMfee611XZcs8fnyZ2Wl68YAsNZzIopRhkdTSmL1QebehylGD4m1tnXdamWd88MwFTNs6xkHToEN6a7ed1PXzOspTabQjLB+uI4xNmWjlCJwVVnHyCmitdaHSSRcXM6muItpDMGFkFJkEItgSdUERcYyHercIQSfEKCwVVFUJBhjRFRFUVhTDvEVAG0Xe+f8rF1pbZmlrtrHxW/e3Lx++vThw0dX4fG42ay9n2bFZVnMUNnxMk6fTKSS0UwYoouFqef1FYLtVp1QABV2w3pM7vrq0ReXISU2uhiG4curm+vry7quU4pIUpZ2HMf+em+trdRivBgBoG3bsqyZOSXRSFVVf3oRjSnrskJQD+rx08vx7XYdeU96qBqwVh+stC10wxoASjuryguOpn/QxzRqw0nz+AAkzDTVMY1a+7JSTd1avYq+2Co31R3pkUwXYa9jYUxZmLk1M8IyRXB+8qEDdJPbT66bz5d1ufJOhJVuO21os7oDjEicMQLC6J8GTlTYpq4bERwHh4hVVXGs++Xee6+NAkhKUVmW+BBTkq7rxsGXdXN99bBpmpQkVXxRfs6qr5rk4z66CcXI1Dy9+rUC5pj0AfLFAvrABJ7cxDH+wR/8y7ourbUp3btJvbe5SYITdyinbblblWP6E/zsKN54UPjM2doJ4/ehXsupT/OhMMR5FJTnZ96xd5ttURRlWWYb9HyIZ5TpkydPfv3Xf321Wl1dXP7RH/4vr/7ZbyovQbjnMEQ/umka+zSOZppMSJ9eP/iNX//pT778Cqvq1X7zarcdU9qU88uLi6w76kPI6dbPfvaz3/u935vP5yGEb7755g//538dhZVSOes79rXuv1rOb7XW3rmqqj7//PO+77/66ouMg80KIkqpBAe1zwPz5TDQR9wcwod4WhEZx7FpmsePH1dVleM0pRSmKaFOqIlUpc1lrR+0dlmqzWbzVXv5VGwql4IEEhUIM1hrnzx48MVPPicizB5x1ubHV5al0TrGWBrrnPutn/0sEX80Vv+YpzeA0Ec7w7kDlkE3+UzP3LlTnzCnyofWLqJk9znEfDRorQtjmyq1bdvOFrYsi6qq27kwIKqPiOYTpshl3X7+xVdl3VqtY4xjP+Q5ebqrkOLhSU3uKJRQ1XV9EsrOiFARKcsym9evVqtxHAU5hNC2beY3KqX2+30GguZEMcaY24NKqaF3AJAZKNlfRGu93+8zIFkpVc5WZVlep/RpSp999bOysKjIaPvo6SfW2m4xEunZbEZEhPeWHgfNkneLJvm/VqsVCg//pKzvrAUo//ib5R8ULznqPZ1AYAfx4P/Kl3gAOOAzzyG8mZZ20Gg5PnH2H4hn0juJm5ypDgIA2v+WMXkv8brvDaKIIBEQZW/6D7K+jFw/OCUKJAVyhJLih9kdwMefgoB61yrwDGZ3ltMeR15+9LkgfuyX6vDDew8uj5gk4ASHwt7ZWpMswnDUY8rR5+FvjyxHBqBzIRAGSClOymiBTBtHAK1AI+gs54CUcaoJJB7vIRy+kTCIAMdcXIy2xoO6RCZJqrNhxOMP+dPp+Gj4/jtyjCHoQmfhYUA5kS0FEt5fSt7tDzOAgPgErE5fnwWAQBRgAaQP2F32oATAA0eABJinrgIgBkbIChsZ6KsAcyuN7tOp+7XjD86Q98UtBEYgA0KQGZ0ckQS05hBIa0CVNXmB9GEwUQACCAMwEJ2sNyHNIEUABsuAESAA8GGUUAOrELW2TRKICbROHyNQAwKKREICEAkeM2ed1cfneaacqiOVXCkACN4bUofKMQAwZ177Wf/nvYtgcM6U5WHSEnEIlE0mT1q19zK2R6w/fWxxHSY/vSN+e/rETGZQ6uO3AXA06nz3FSOow9f3w2BtAUoBM6D244SFIaMY2OTJySDJoTUjpEmixYJAEIRE1P2qfyceIvyIUtfhRhCAWIATCANnly4GQBACRhCByBAYooIFAiIoAqHD7d4LOWTUgTAKaABQ6oNvLveGrnKkZGcEQZRw9OB554/UUWhNMv1ajkAKpT7YAbOcJguwQGTgABOAGDARSgUKgASEhBSavGyY84nISJyL5gAMXAFm7x1mkAQxQEgplapMkkiUJYOiT01Uxg7BIFiA3CbZjrw1SifgCNmDnjQQQgIIAaICpUAD6OO6hpOklgbwMGlAFkcI8WCYlKmOikAjJAams6OFQCEQgBYQD6MFC4CUDTeyWwcmBz4rl3vwAmjB5u2AQDMAgSYghpggahAGD5AOdAAgAIVgJNu4ARwl/fOC5ySpwgqBEqQkopAINABEmBSoCIwAGsq8fSnQSaJPg9VKAwJwOmwdBYJiUAwKgAlYwDMEgoSiLDYAFDgBMQEkCAHEgM3cewLNwFG4wCKXthCSAsWQEgQDJhxqzURAeOyAC2Bkr6kgUHzwdRJEhVAyjAIDQiDQAkZAADjBSCAIGqEQ0AJRYAQIBAJQCDQCRBAJgsrrBiqGKgGxBESH0AsMDBaBCEqEEkELIENkCAqYwTN4CxWAZVAEGsAhoIdRARJwgGDBAlACYSACpcAIYICAgBp0lttOkAQSHQ94ATmOT0JUFsq8BBBKB3sFnmCK0DN4AwVCmbxp7AMJCpUGAJGAipkN0v0iiylqpflIcnlPviFXUETusXSJTy26s6jq+DOz0JmP84cFcPnHIqyPqDJ+7G/f+5Ncs0spWaNzId0ICEJESAAJgAA0iBEGZkjpoPNABARCKgBZeF8tAwAm7wpbCAgzK1L/UFfgBMJgyYdMSqLUeRsK+PxIOdvo8N3g76NRdUwsIkarD4YuCSgBCFEMsUYBceAniBGKFnQRc6KPQGchYRLIiqzpDCJJ59B9gGmKqtRHwtOPewD8+OM7woiBEAQgJdaKEovKtNIz8Aq/dwNwUNNiFsI8W2OKQWkSYZEEoPAQYh3ir2P1WY7bPmRNsIPp9PntihyM3JhzPJCdY3MafKbTeJ65SEpJHWV4UoxK68PbiGII2pizrIhP12FROaU8mVXkLPdAbjwTRsJjhRKREovSGiSjXCGlXH0+u305YhA/PJCzrOM/KekT/Ce9nf9J70ahf8q73Y/e3AGmTicyHr1zJ/gxkRY5v2dhBf9Nr3cyqfNpgWcJldBH7kJS5l8inOds/4DTw0cuIUCI+CPrj/9rn87ZVH43Syzey+jfocsewF18al0Kc2ZzvZ/k54V+JmyTsgIRH4o3By4hcuSQVUkF8BTZgGSOZM6QBYDpsF0dNwcRAD6egyCk3x2jw2ZyFt3nrO/odA8G6TQrzkeaP7qT86GcmcN3yo+YUwJiAD7umJwkKVSHwwXUfSAnwAmIBLQA5tg7AkdJHE2JgHTI8Q76PsLH3OPY3T1LmvhwY8dFD0CQBEhBgnsbvWO2I4LMgACH0wpPXgsH4n5uHxHqQ3qrMgg/IkkuJkXntCliYm2qmCAKaA101uHn430SQAjOGosAwvGQOItkS/eP1C9EUNF54fCQtgvkPTQPOxJxSkprOboAwRmdGABTYqXp9DRPMyfXo+5/RkDKoJR0blx5zpM+X4OHKXZ+KfxIAejoGgqk+ByVdBj/vPvLWZ2FWZgRFYBiLRGQgRWwYQUxgVJAOElMhAoUAqvDM/mx6s1H/gcj3sNBs5Kx8GG05WRwFBEEQQB4AqBD+kFHZafjNDucy3QPNDiPCN/fCe/3Wv6vOx3o3RFN9zXE075z6B6wJEZWgJLLGyAAMzybVhoPhSm6v+jZjpH0cTQOER8dFjxnL4sYgtEF+0QZg6F6EeKkFFgWBu0QOUF+XlbEEAAJEDIBE2hEyMHkadFKXpQR1NF0Q1JChYAsIML4XsYuEo91LpSYEAwozOe6JDge/nDII4FddEqjUpqTICrK4roRJEFWzDo9jMOKOFSL4FRREghC8X0+w2HHJ2EWAaKj5GtICTIH3x4rKSACKYk6WOoKRw/ApAmIEicBFFIIyCACiQBUDvwCayQkHWICQqW1ACs4rPesD5cDnDykOTLPyLJcmYlwYLkwcErp8PGCVukcyL8TKzMgiYBniQgWc9gvYMxhfiYmgFx9GgUmYVZUAheSACkhxQOiTQxheTiVwLMMQp6gud/w7z+XI3skRhAESowApMigR6UhRlEKkYA5kFIZzPfRTIgl5O6PiFA+GTjRoVR3DIzl4JgaBFlAaWBwEXoE+f/bu9clSW7jDMNfJqpnVjJt//D9X6PDjiC1013I9I8E6tDdM9oRd60l9T5BMUbc2T7UAYVMJICLWtNielVe8iYb7chV3iNea6Ldr7/++ssvv9Std35cnh6Ern/QzMXp9zil5uybktg1cWZx0wz5xmK8UlPUAneKLo0pvWl+Uyxrph0fBzpuj2atUgy6rbfLcrEtN3hYEHXb49lnG3y9ri8vSx46R/HQ9Tg2htsR2xfws8eJSJmZy+JV7tEu7ZB4DfUtuWxSk/k6dxUzpVaN3Qi2DP/xXbZdvbbnqen3u8u+RsiPyVV70pn13D/SFtzWPjqZW/jdRqnj4YCmlOprqLYI2GK/akKrIzEe0PZOP/m8xH2lpGsy6/jr7hW2VSeqfhjLsc7CulquNiLa8nLXNX68aOvnyhFY3GQtopta7Wa57+D2zdG2Zf9c1Hfz73Ca37tUlk99Flvv7ou9HFz3q/dkDQzmYWZnbS3l+Swjo70z+jvG+qLKO6XI1Wc0vy3L+9haVuHeOIfZFamnS3jKdVxgR1KO754zdXTsclkeL6jTbsnvjOnZOzfnWBtU56GOPF9kVW6wLB57bzi3jeBj7WaHEQHbt/K2nKNN27YaXlvG1luap+yuscvDi9wNGdjxPCt12I1I5/9SK5pqlElYLvasVd0a8S0Iac1Gl327rHIfgzDfIjEdc1UVaynNH5vsEVxEDb2serX79Kr7XbclD0H3k0Gq0dRFjNBunN67CWDzAMq2uuvzZZBbfz8jV7PcT+F4aQ/Zb1+vr19eL1vkfxcp1UYkmRFra602FJG/HAK7++nIOu/V6+4u673Xmmy17tm2JtiWhd0uvOO5qxxz73HYMGa/jWpB34p/pNinkchGeGntcAar1PO0zFXdCHcN93Ei7mkl5MO3y8z1eqv6z5Ev7Klm3XRTWg3IhrynrMl17dkXM9Parxd5y/B3+k3uz3bl+ducttzObVec11ytMMAyLCS3ETfVkezuI8tjh6jv3Uxvxbdmee4l+H4n3nVn97XIz6Fj3yLBh2Yxeq4+7rc1M9f1r8tsJi0Pf8eeNdoxGii5VdmFfPQJevTFa3BYt+t6qSGr9muqZW+eFym73kLhyyXn9lCW8rvmKM+9uZSk/jaivuyypTqe1W+xilUqqtmXAOs3malOa0WsyyEA30Zxm0ZL6j4qX+J8I5v2vtXzfnRIoWanWpjtcq+doOqwxBxXOwYnp7bo4YBHzOMU851US6FWpDYfTJYp2cXMRqnOllmpYMbaoe0NZZdLsaZfzm94GLaaNVdbWsfM3Lu01oCYakR3ZEOulQSUPPUm+yp7a/GfkssuSkm30YGWK1xZszIUunm7SRF6mY2Ab62ba8vKx2g+6/93nw+6c7a3V7t8yLGYFKk2a2eOs0oqNrZZ0lJb/1a6xpSmsL0td7nlqEqRSxnyNezm+rd6sZqa8XR2ySg02Yblz+u6Hxu6x6XdH1fyqw7xkz+1+4f140zh7fl4qP0+vEKMrvka3d0vyyXnflimqIKHXhdiyqIr+4vPUp4ItVZPtzz3qfIwT68WIK2WvPbrc3M7h27nCrDuNp5iW5uwZRhrgcn5qLe74b4xcU73Q47bodjW3hshTUaXR+8XU2u1GGZXW8yX3nsFsa5aWSVvvb/6iFvqI20T8LYf6kPW9zf3sPyG3vHpJB6b7tRMW5hXs+/mc5zG7o7bcQDk+DvzfIzsVVV/rOvabGntcjf+W2uNdFmNzfrofh7OU2ZoXwq7juRxD7MnQ2eHCWt3/94O3fHuOL7O2rN2InH3ZfHe64paKrZf11gWH6mBigb6Kp/jRu+s6VhbB+zVeU+ivvxc1Nf18fP9m6K7j5O735ohOGxUcjfVrbZpP/btvuGTxPGHp/P67L1wyO7T23bMkJgy4241+7tvfF/ncEz+3G/x99FByndOwVYltbezMwR+LAx774tvO8NIquzQMUmzjZzMggr5odtdbXpd32Z2VwvRLZTKLoWZrI2dgtQu6nPpmmbms/uS52CsigHNTvUSx4j4HFfnlm6xvZjieCH4vkzPIfYbqfoqe+g1c8wy955o5Qet7b2pCGWsI9Nn1qo7Mkf/tkRU9HMb6TKrco/lfN8dHp9Rd+4eOh7HmjJHjVO9fp5jUfcx3XSk+M61FjaqAqLm3meYmS3LmDoW41rN2qHXDjWTKa0Kl7et0vXQnB7rIm0ME1ca3u8e6nWx1QpamblGX9pyGsCqksjrdcwWe/KwH0ejnvTHx+GH9872O/HY1ZhlCHYXyN1NZjj+cFyBoIe2QtRjffTzwpguc62m26iXk4dcrlVyrTn6nFvP7v2v9H4wZud8e5USn+quZoe8epCzBKE6n+77iF9qJCJOQe/7dVqHUvp8bELT9m6B3Z+edf6qmXnVsVyvtyrRGakEz/vvbvMI2TlTa3tCzE7H8JREeHt7e319rVZrW3j9lv/T7NX1ZR6OdWbpXurOsNgPZ8bVxvHKKjWvJmgUQVQdZfaZQp+jyjNZVSOQ1X+b0/R9pMTMVuux9kt7MRtlwFXrvn/7CrVzkUzLquwjqTQK4xdFyF4UxyjtJgvlIrtsQeB+SY8y5lluEPPKlvd13VaN80p69V6FD7VRx17B5i1zXeMqz+atsvIKc0vLVdZlIfOMJfLFZG7/KzdVs1bDUl1ql5lMscw1tbrVUgK/jEm57VId330DpMyHuQ812HOVMnWx/EtGi7y2pUur1KSL5NIqfZXW7P8VEaOwI1Yp1JpyJimtRa49b62ZmzJfbNTG5rnTZRHhvkSsqd6aS6Ewc406f29jnoItqgqRMQ4f859UfhmjUu61JtuYQvI0bxtLRY49xyyBerHKDIwoN27W4prXV/v3uuzreRC912jGiFbtcfTjewwFfI8eZBweOY/VmMdu+tfr2zKGjZd9h2Xbay2rh5mj6+wRWpofn2SVptz69Mf+/bqup2fW/Uhjb61dv769vL4e6r/23HGez6B90Ho/dGy2WsFtA/FblY4oFKsspdZzueWo5XhxLeqpSHmotcNK+xWXji005t6A1QZWPNNa04+Up7b64Y8iVYu7jnPqtRqouUJhtSvfXbptRH0Rs2flUo9eef8Rh0em7TFFZLZzduw4Xvc8RIqH4ZBzitlM6zqulubPw8i6nOpSqQT3e0m0zHMkfZzG9X7U139gaJafOMPV3/7M57BPvHM+DYh1FypKY0e9p1NiPo4X/enIX8UYvteRtXeiPp1XGjpmMR4bwv1j302XbQ+1VXcZgeNQpOXT9vFp7GdmYyLl3n1zs7bNw9ZYX+G43MKWHdm70aNDUF885qJP7WYypTwvI2c8MtSZ2bt6m3t+WVVlt+XjMz761qNg4LrNq767e7dmOrX1qO67mlVTdNqPZETRNTtx3Sta06rp0ai0VvPj149YFxsbhdykVeopZTblxbTYeZnbiPBZCZzjEW2pPmOY8Rm2mqsYG3NXT30EMJlyG9MY6k+b2zFNoVxmjWKM+r/K/c3xxSqOj/iqfXM1c7lyvsV6tdZ63HxpkRmWl7w8aSjeiwdm5vjdlMo5vbp4q8dqTQHPc7nFNtY3Qqxz76TiujhUKx2zj3Ng/XStRsTStmGuuyxJfJD5uy+RyDGXxQ9BuLve3m4vL5eqABwZ/z5mxdwsV3WTN+XSzcbUU0VKi9aUer+49dvb8uX126O+217gGVUVY7VXTd9PmVlWraOUvlYaw7f86syJxJYo2G5n949a/qz5EjOus3jovthHrXmO4lTfHuCag7TbDxnKTG/bPM85eBup09h61YPMHXryNj5eulnz2S+vp+/y0rY+pSl/+9tvL38x14vrkr1y3tewW/NFWrqW2rPVRjVK7zb7H6dHRmxJ63ERpnrv2ZbFmqnlHvpajUYc8lO+9t7axWR9bDXkTT4T1TerEcuRnWmmUSjYtXotKDgm1yllkdbsi2k5PIRuM+B5OTwRYovJI0fGykeXq3oe62w/Y2uDI6PZmFwXGdHHOFtl1tJuWfsE6eLyWOUm85C9Sau0SJeMRSazNZU9b5JmnfwYZJ7JmphTU8P0+rwEcJtffdwouF9kV9mtdteQLkqXrRFfZd20mL0qlkyl3sxX6d/GxWh9Pqiq0KZGlis3ONuQvpjJPDNvc40DMzX3JbrG3pa2ulcBxWV+3D4KjFNurTaaGgMFVuNSPdUX/XLugZjJqgu73cXbKJy3a9WaZo2Rzsk/o9mx6qz2qqxZ9JJ9v5kr3ss5FjcW4by7a+/K0Q6h0V2/wipV9d7yDXchq30UEhy3J32elM/9QZ8R1vz012219CooOvzH2EqFa46Db1Mjety/hdmY0TcDgBq0cfdZyWKHNP7YZG906ysVIlPv8mU7aHO2/inPflf1cPe4PA51bn+xysrM7LfUi7TkTbHKJbt0W97mE/oitXyLSGsvXb7sM3SeT1C33zVSEx+cze2T15pAdwUs+d5gxj6w4NuxvPa1OkaLtfswyWo2e3scR93HWs6d5m0FgMeVB+a0jP3Z3dp7hXJ7ae6xLOg4VLj1YZ5ezyPSnvXq1mrZivDmZvsnnxdK5Ywu79VUrp9LvsT3qOQ1e5rUMT0Jdd5P0i96Z02ZJ0l0e15wYnvRkf9j45N6qGrJUyY90ypVmO99lznLWXM99PutNz46kP7kpSqL0+6r8/Zavq2+8/gW+eE7ptT2Ucfqu2YlbQ/fa1YvWWyzE2eqdX60MWeuj/6M0nyRbiYzW2TrLK1P83RXWCynmZkpyy0oGWUM2makuNJivpk3pbS4p2q72fHUOQ/Wb1Frnsez7fA/7XHUFvtZV84vIk+F1d0nT203f1R979w2bcmxIkE3valmy5mbRSojLhl7tZS7ax39Wxvfuptii07NZs3b2MzHZ5yzHQCZeegmmZuHdR8XWrQtVV+jHaNMPkemX2PVDaVn+ZAWXgAABsVJREFUrJnpI8z2mF1+k41eWnupvFfv3VuLfn1eRHecRLQdx55VOXicu701eaMavmrZMty8eass1bL4svi+EvHcI3WLprbZm8dyl9me+6HIxw4BoVfwX79Ty45425v/x17FXvFyGM1+mrD0bVKBSYca3Qr5JPUI81Ff2JaWoWzp2wbmtcXeXCxJ0mKypZm0LBdlfpzePlqVh1KvMbnItao1xVrjw1k3Zt3CNoM6H4csT5W/e3Ai/7vJvrHDaTXvrR+GO2fLEXpnEatzjVPdE6Op3IYkq7K/mj/vs8Gp8cj7igkbAcO2GJjMPCu1Uvuljm6H955VKZnZzfzLX/6auuVYGEZtcZnV4iipsBGGVo3GV2lN/Uft536XYqhuQFeXrKmlpS+14IdL3kcOSbMe17puEb15c5m1l9n6mMtC2RStWoD0CilDEalLvYjJTF1Ll0JLRrgvriqhuFx7HbdZ+22X1MUOT/qUzQpnrVWRaIpa8sHmei9acmwXtM+jMGvriEtlttjiVcNgNy0XVZzTK7NWQXuv8scl11VN0hIpT11zkam1S0rrnEnrrsMR9UzvVZF3i9Z8L/ufk2+3bvccEA5VCUy+yF5GcWaXUt4Wsy9mUi5135nJ7FX5utpYH8Ml16z9szHOOioP5kjCy9ansEuqZ/ZaIfYce1aRbq6ziDry0kaboNZGfmP0VcaewGnK62gwDhXmknnbb8GQ7anx/5ZapMteTK+ZS4SWemBm1O5ObhaZMquQbxvcq0hkTnYKnQulJY0A5m4uxMOSm2aWEX+nS2P2jcMGdjiGVeUp05zpJDvUG9usVn398kWmbZLVDJTCzEc+Y3RoWlRoPQeIazUBO47XzAXSrbZVmFHKvg+7+13P1s6Bsbc2M2Z++taxT2jfI59zMdhd7eM+Z7pe0MxSl7ZIlj2secbsE0dmrn1Z0tTnldeU3iqvHHcn4nGVmipAbeb3y/V8auT2/Xlsvv17X33gtHRKJZL0UHiTIWsjbK2duu4XtT8cw+1LVXnnCKi2r7ntkBHbCqV7j+JuAGAGWlt/r80R3ayBhhnmzdLtyNas92jNI7J5bGmT6DURzOpqq+KObamCUVzWs9JMNq7H+SnG7+QpC/TuvfPJCk/gu4zaP1aQ/mm+zncrb/keh+VTB/xTX+ezL/KTn+U/bkv4466TP+5Z+9TH/uyL/P9fKp/6JD/0Y/88x+Tnudf+KdfPpz7JD206/mTN7HEE6eds/X7cMfyhj5Kf5yL8F+mdEvUBf5JOJ37aU8ypBGiT/1kf+18hMvnREc7j8jM/21n7oembP1P8SY/rqUUA/l6L8F5zQG8e//TrgVCTA4s/+tnhovqXPSO0MyDqA3j6AlyxHFjgz3Pv/CGKy779xv8uTcQft535g5YZ/4s37FR4AgAAAMCfmXMIAAAAAICoDwAAAABA1AcAAAAAIOoDAAAAABD1AQAAAACI+gAAAAAARH0AAAAAQNQHAAAAACDqAwAAAAAQ9QEAAAAAiPoAAAAAAER9AAAAAACiPgAAAAAAUR8AAAAAEPUBAAAAAIj6AAAAAABEfQAAAAAAoj4AAAAAAFEfAAAAAICoDwAAAABA1AcAAAAARH0AAAAAAKI+AAAAAABRHwAAAACAqA8AAAAAQNQHAAAAACDqAwAAAAAQ9QEAAAAAUR8AAAAAgKgPAAAAAEDUBwAAAAAg6gMAAAAAEPUBAAAAAIj6AAAAAICoDwAAAABA1AcAAAAAIOoDAAAAABD1AQAAAACI+gAAAAAARH0AAAAAAKI+AAAAACDqAwAAAAAQ9QEAAAAAiPoAAAAAAER9AAAAAACiPgAAAAAAUR8AAAAAgKgPAAAAAIj6AAAAAABEfQAAAAAAoj4AAAAAAFEfAAAAAICoDwAAAABA1AcAAAAAIOoDAAAAAKI+AAAAAABRHwAAAACAqA8AAAAAQNQHAAAAACDqAwAAAAAQ9QEAAAAAiPoAAAAAgKgPAAAAAEDUBwAAAAAg6gMAAAAAEPUBAAAAAIj6AAAAAABEfQAAAABA1AcAAAAAIOoDAAAAABD1AQAAAACI+gAAAAAARH0AAAAAAKI+AAAAAABRHwAAAAAQ9QEAAAAAiPoAAAAAAER9AAAAAACiPgAAAAAAUR8AAAAAgKgPAAAAAEDUBwAAAABEfQAAAAAAoj4AAAAAAFEfAAAAAICoDwAAAABA1AcAAAAAIOoDAAAAABD1AQAAAABRHwAAAACAqA8AAAAAQNQHAAAAACDqAwAAAAAQ9QEAAAAAiPoAAAAAAER9AAAAAEDUBwAAAAAg6gMAAAAA/HT+DwO7XO66iU0/AAAAAElFTkSuQmCC"/><div 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x8 h6 y9 ff2 fs0 fc0 sc0 ls0 ws0">2 </div><div class="t m0 x4 h8 ya ff3 fs5 fc1 sc0 ls0 ws0">Contents </div><div class="t m0 x4 h9 yb ff4 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha yc ff3 fs2 fc0 sc0 ls0 ws0">Statement of financial positio<span class="_ _1"></span>n<span class="ls3">................................................................<span class="_ _1"></span>.....................................................................</span> 4<span class="ff2 fs1"> </span></div><div class="t m0 x4 ha yd ff3 fs2 fc0 sc0 ls0 ws0">Statement of pr<span class="_ _1"></span>ofit or loss and other com<span class="_ _1"></span>prehensive income<span class="_ _1"></span> <span class="_ _2"></span><span class="ls3">......................................................................................<span class="ls0"> <span class="_ _1"></span>5<span class="ff2 fs1"> </span></span></span></div><div class="t m0 x4 ha ye ff3 fs2 fc0 sc0 ls0 ws0">Statement of ch<span class="_ _1"></span>anges in equity <span class="_ _0"></span><span class="ls3">....................................................................................................................................<span class="ls0"> <span class="_ _1"></span>6<span class="ff2 fs1"> </span></span></span></div><div class="t m0 x4 ha yf ff3 fs2 fc0 sc0 ls0 ws0">Cash flow statement<span class="_ _1"></span> <span class="_ _3"></span><span class="ls3">.....................................................................................................................................................<span class="ls0"> <span class="_ _1"></span>7<span class="ff2 fs1"> </span></span></span></div><div class="t m0 x4 ha y10 ff3 fs2 fc0 sc0 ls0 ws0">Accounting policy and o<span class="_ _1"></span>ther explanato<span class="_ _1"></span>ry notes <span class="_ _3"></span><span class="ls3">............................................................................................................<span class="ls0"> 8<span class="ff2 fs1"> </span></span></span></div><div class="t m0 x9 ha y11 ff5 fs2 fc0 sc0 ls4 ws0">1.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">General information<span class="_ _1"></span> <span class="ls5">..........................................................................................................................................</span> <span class="_ _0"></span>8<span class="ff2 fs1"> </span></span></div><div class="t m0 x9 ha y12 ff5 fs2 fc0 sc0 ls4 ws0">2.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Summary of significant <span class="_ _1"></span>accounting  po<span class="_ _1"></span>licies <span class="_ _3"></span><span class="ls5">......................................................................................................<span class="ls0"> <span class="_ _0"></span>9<span class="ff2 fs1"> </span></span></span></span></div><div class="t m0 xa ha y13 ff2 fs2 fc0 sc0 ls0 ws0">2.1<span class="fs1"> <span class="_ _5"> </span></span>Basic of preparation<span class="_ _1"></span> <span class="_ _6"></span><span class="ls5">......................................................................................................................................<span class="ls0"> <span class="_ _7"></span>9<span class="fs1"> </span></span></span></div><div class="t m0 xa ha y14 ff2 fs2 fc0 sc0 ls0 ws0">2.2<span class="fs1"> <span class="_ _5"> </span></span><span class="ff6">Effect of new standar<span class="_ _1"></span>ds and interpretations<span class="_ _1"></span> on the Company’<span class="_ _1"></span>s financial statements<span class="_ _8"></span></span> <span class="ls5">..............................</span> <span class="_ _2"></span><span class="ls4">10<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y15 ff2 fs2 fc0 sc0 ls0 ws0">2.3<span class="fs1"> <span class="_ _5"> </span></span>Interest in su<span class="_ _1"></span>bsidiaries <span class="_ _2"></span><span class="ls5">................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">12<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y16 ff2 fs2 fc0 sc0 ls0 ws0">2.4<span class="fs1"> <span class="_ _5"> </span></span>Segment reporting<span class="_ _1"></span> <span class="_ _2"></span><span class="ls5">......................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">12<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y17 ff2 fs2 fc0 sc0 ls0 ws0">2.5<span class="fs1"> <span class="_ _5"> </span></span>Valuation of items deno<span class="_ _1"></span>minated in foreign currenci<span class="_ _1"></span>es<span class="_ _1"></span> <span class="_ _0"></span><span class="ls5">..............................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">12<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y18 ff2 fs2 fc0 sc0 ls0 ws0">2.6<span class="fs1"> <span class="_ _5"> </span></span>Property, plan<span class="_ _1"></span>t and equipment <span class="_ _1"></span><span class="ls5">..................................................................................................................</span> <span class="_ _2"></span><span class="ls4">13<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y19 ff2 fs2 fc0 sc0 ls0 ws0">2.7<span class="fs1"> <span class="_ _5"> </span></span>Intangible ass<span class="_ _1"></span>ets <span class="ls5">.........................................................................................................................................</span> <span class="_ _2"></span><span class="ls4">14<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1a ff2 fs2 fc0 sc0 ls0 ws0">2.8<span class="fs1"> <span class="_ _5"> </span></span>Leases <span class="_ _3"></span><span class="ls5">..........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">14<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1b ff2 fs2 fc0 sc0 ls0 ws0">2.9<span class="fs1"> <span class="_ _5"> </span></span>Impairment on non<span class="_ _1"></span>-financial non<span class="_ _1"></span>-current assets <span class="_ _0"></span><span class="ls5">.......................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">15<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1c ff2 fs2 fc0 sc0 ls0 ws0">2.10<span class="fs1"> <span class="_ _9"> </span></span>Borrowing costs <span class="ls5">..........................................................................................................................................</span> <span class="_ _7"></span><span class="ls4">15<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1d ff2 fs2 fc0 sc0 ls0 ws0">2.11<span class="fs1"> <span class="_ _9"> </span></span>Financial assets <span class="ls5">...........................................................................................................................................</span> <span class="_ _7"></span><span class="ls4">15<span class="fs1 ls0"> </span></span></div><div class="t m0 xa ha y1e ff2 fs2 fc0 sc0 ls0 ws0">2.12<span class="fs1"> <span class="_ _9"> </span></span>Impairment of financial as<span class="_ _1"></span>sets <span class="_ _6"></span><span class="ls5">....................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">16<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y1f ff2 fs2 fc0 sc0 ls0 ws0">2.13<span class="fs1"> <span class="_ _9"> </span></span>Inventory <span class="_ _3"></span><span class="ls5">................................................................................................<span class="_ _1"></span>.....................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">17<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y20 ff2 fs2 fc0 sc0 ls0 ws0">2.14<span class="fs1"> <span class="_ _9"> </span></span>Cash and ca<span class="_ _1"></span>sh equivalents <span class="_ _2"></span><span class="ls5">..........................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">17<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y21 ff2 fs2 fc0 sc0 ls0 ws0">2.15<span class="fs1"> <span class="_ _9"> </span></span>Equity <span class="_ _7"></span><span class="ls5">..........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">17<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y22 ff2 fs2 fc0 sc0 ls0 ws0">2.16<span class="fs1"> <span class="_ _9"> </span></span>Bank loan liabilities<span class="_ _1"></span> <span class="_ _7"></span><span class="ls5">................................................................................................................................<span class="_ _1"></span>.....<span class="ls0"> <span class="_ _2"></span><span class="ls4">18<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y23 ff2 fs2 fc0 sc0 ls0 ws0">2.17<span class="fs1"> <span class="_ _9"> </span></span>Trade and other pay<span class="_ _1"></span>ables <span class="_ _7"></span><span class="ls5">...........................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">18<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y24 ff2 fs2 fc0 sc0 ls0 ws0">2.18<span class="fs1"> <span class="_ _9"> </span></span>Current and deferred inco<span class="_ _1"></span>me tax<span class="_ _1"></span> <span class="_ _0"></span><span class="ls5">...............................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">18<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y25 ff2 fs2 fc0 sc0 ls0 ws0">2.19<span class="fs1"> <span class="_ _9"> </span></span>Liabilities from employe<span class="_ _1"></span>e benefits <span class="_ _3"></span><span class="ls5">..............................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">19<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y26 ff2 fs2 fc0 sc0 ls0 ws0">2.20<span class="fs1"> <span class="_ _9"> </span></span>Provisions <span class="_ _6"></span><span class="ls5">....................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">19<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y27 ff2 fs2 fc0 sc0 ls0 ws0">2.21<span class="fs1"> <span class="_ _9"> </span></span>Recognition of revenu<span class="_ _1"></span>e <span class="_ _3"></span><span class="ls5">...............................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">20<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y28 ff2 fs2 fc0 sc0 ls0 ws0">2.22<span class="fs1"> <span class="_ _9"> </span></span>Dividends <span class="ls5">................................<span class="_ _1"></span>....................................................................................................................</span> <span class="_ _2"></span><span class="ls4">20<span class="fs1 ls0"> </span></span></div><div class="t m0 x9 ha y29 ff5 fs2 fc0 sc0 ls4 ws0">3.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Foreign currencies used in<span class="_ _1"></span> preparation of these fina<span class="_ _1"></span>ncial statement<span class="_ _1"></span> <span class="_ _3"></span><span class="ls5">..............................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">21<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y2a ff5 fs2 fc0 sc0 ls4 ws0">4.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Material accou<span class="_ _1"></span>nting estimates and judgeme<span class="_ _1"></span>nts <span class="_ _7"></span><span class="ls5">.............................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">21<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y2b ff5 fs2 fc0 sc0 ls4 ws0">5.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Financial risk manag<span class="_ _1"></span>ement <span class="_ _3"></span><span class="ls5">..............................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">22<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y2c ff2 fs2 fc0 sc0 ls0 ws0">5.1<span class="fs1"> <span class="_ _5"> </span></span>Market risk <span class="_ _2"></span><span class="ls5">..................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">23<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y2d ff2 fs2 fc0 sc0 ls0 ws0">5.2<span class="fs1"> <span class="_ _5"> </span></span>Credit risk <span class="_ _2"></span><span class="ls5">....................................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">24<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y2e ff2 fs2 fc0 sc0 ls0 ws0">5.3<span class="fs1"> <span class="_ _5"> </span></span>Liquidity risk <span class="_ _2"></span><span class="ls5">................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">25<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y2f ff2 fs2 fc0 sc0 ls0 ws0">5.4<span class="fs1"> <span class="_ _5"> </span></span>Capital management<span class="_ _1"></span> <span class="_ _3"></span><span class="ls5">...................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">28<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 x9 ha y30 ff5 fs2 fc0 sc0 ls4 ws0">6.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Financial instruments<span class="_ _1"></span> <span class="_ _a"></span><span class="ls5">.......................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">28<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y31 ff5 fs2 fc0 sc0 ls4 ws0">7.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Property, plant and<span class="_ _1"></span> equipment <span class="_ _3"></span><span class="ls5">........................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">29<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y32 ff5 fs2 fc0 sc0 ls4 ws0">8.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Intangible a<span class="_ _1"></span>ssets <span class="_ _2"></span><span class="ls5">..............................................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">31<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y33 ff5 fs2 fc0 sc0 ls4 ws0">9.<span class="ff2 fs1 ls0"> <span class="_ _4"> </span></span><span class="ls0">Right-<span class="ls6">of</span>-use assets <span class="_ _a"></span><span class="ls5">................................................................<span class="_ _1"></span>...........................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">32<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y34 ff5 fs2 fc0 sc0 ls4 ws0">10.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Investments in su<span class="_ _1"></span>bsidiaries <span class="_ _2"></span><span class="ls5">..............................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">33<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y35 ff5 fs2 fc0 sc0 ls4 ws0">11.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Inventory <span class="_ _6"></span><span class="ls5">..........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">35<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y36 ff5 fs2 fc0 sc0 ls4 ws0">12.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Trade and oth<span class="_ _1"></span>er short-term receivab<span class="_ _1"></span>les <span class="_ _0"></span><span class="ls5">..........................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">35<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y37 ff5 fs2 fc0 sc0 ls4 ws0">13.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Cash and cash e<span class="_ _1"></span>quivalents <span class="_ _6"></span><span class="ls5">...............................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">37<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y38 ff5 fs2 fc0 sc0 ls4 ws0">14.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Additional exp<span class="_ _1"></span>lanation to cash flow statemen<span class="_ _1"></span>t <span class="_ _6"></span><span class="ls5">...............................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">38<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y39 ff5 fs2 fc0 sc0 ls4 ws0">15.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Share capita<span class="_ _1"></span>l <span class="_ _2"></span><span class="ls5">....................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">39<span class="ff2 fs1 ls0"> </span></span></span></span></span></div></div><a class="l" href="#pf4" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1401.320000px;width:491.300000px;height:30.200000px;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:103.500000px;bottom:1352.900000px;width:491.300000px;height:24.210000px;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:103.500000px;bottom:1304.480000px;width:491.300000px;height:24.210000px;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:103.500000px;bottom:1256.060000px;width:491.300000px;height:24.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:103.500000px;bottom:1207.660000px;width:491.300000px;height:24.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf8" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1179.580000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:1151.500000px;width:479.300000px;height:14.040000px;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:151.500000px;bottom:1127.080000px;width:467.300000px;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:151.500000px;bottom:1102.680000px;width:467.300000px;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:151.500000px;bottom:1078.260000px;width:467.300000px;height:12.210000px;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:151.500000px;bottom:1053.840000px;width:467.300000px;height:12.210000px;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:151.500000px;bottom:1029.440000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfd" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1005.020000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:980.600000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfe" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:956.200000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:931.780000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:907.360000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pff" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:882.940000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:858.540000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:834.120000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:809.700000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:785.300000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:760.880000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:736.460000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf12" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:712.040000px;width:467.300000px;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:151.500000px;bottom:687.640000px;width:467.300000px;height:12.200000px;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:151.500000px;bottom:663.220000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:638.800000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf14" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:614.400000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:586.320000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf15" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:558.240000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf16" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:530.160000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf17" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:505.760000px;width:467.300000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf18" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:481.340000px;width:467.300000px;height:12.210000px;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:151.500000px;bottom:456.920000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:432.500000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1c" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:404.440000px;width:479.300000px;height:14.030000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:376.360000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:348.280000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:320.200000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:292.120000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:264.060000px;width:479.300000px;height:14.030000px;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:127.500000px;bottom:235.980000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:207.900000px;width:479.300000px;height:14.040000px;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:127.500000px;bottom:179.822000px;width:479.300000px;height:14.039000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:151.746000px;width:479.300000px;height:14.038000px;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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x8 ha y9 ff2 fs0 fc0 sc0 ls0 ws0">3<span class="fs1"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x9 ha y3f ff5 fs2 fc0 sc0 ls4 ws0">16.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Retained ea<span class="_ _1"></span>rnings and dividend per share<span class="_ _1"></span> <span class="ls5">......................................................................................................</span> <span class="_ _7"></span><span class="ls4">39<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y40 ff5 fs2 fc0 sc0 ls4 ws0">17.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Loans and b<span class="_ _1"></span>orrowings liabilities<span class="_ _1"></span> <span class="ls5">......................................................................................................................</span> <span class="_ _2"></span><span class="ls4">40<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y41 ff5 fs2 fc0 sc0 ls4 ws0">18.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Trade and othe<span class="_ _1"></span>r payables <span class="_ _2"></span><span class="ls5">................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">43<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y42 ff5 fs2 fc0 sc0 ls4 ws0">19.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Liabilities from employee<span class="_ _1"></span> benefits<span class="_ _1"></span> <span class="_ _2"></span><span class="ls5">...................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">43<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y43 ff5 fs2 fc0 sc0 ls4 ws0">20.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Lease liabilities <span class="_ _6"></span><span class="ls5">.................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">45<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y44 ff5 fs2 fc0 sc0 ls4 ws0">21.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Provisions <span class="_ _6"></span><span class="ls5">.........................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">46<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y45 ff5 fs2 fc0 sc0 ls4 ws0">22.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Operating segments<span class="_ _1"></span> <span class="ls5">................................................................................................................................<span class="_ _1"></span>........</span> <span class="_ _2"></span><span class="ls4">46<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y46 ff5 fs2 fc0 sc0 ls4 ws0">23.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Sales revenue<span class="_ _1"></span> <span class="_ _2"></span><span class="ls5">...................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">48<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y47 ff5 fs2 fc0 sc0 ls4 ws0">24.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Cost by type an<span class="_ _1"></span>d cost of goods sold<span class="_ _1"></span> <span class="_ _3"></span><span class="ls5">.................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">49<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y48 ff5 fs2 fc0 sc0 ls4 ws0">25.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Cost of employee b<span class="_ _1"></span>enefits <span class="_ _3"></span><span class="ls5">................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">49<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y49 ff5 fs2 fc0 sc0 ls4 ws0">26.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Other operating reven<span class="_ _1"></span>ue and expenses<span class="_ _1"></span> <span class="_ _6"></span><span class="ls5">................................<span class="_ _1"></span>...........................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">50<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4a ff5 fs2 fc0 sc0 ls4 ws0">27.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Financial revenu<span class="_ _1"></span>es and expenses<span class="_ _1"></span> <span class="_ _6"></span><span class="ls5">.....................................................................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">50<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4b ff5 fs2 fc0 sc0 ls4 ws0">28.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Income t<span class="_ _1"></span>ax <span class="_ _0"></span><span class="ls5">.......................................................................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">51<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4c ff5 fs2 fc0 sc0 ls4 ws0">29.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Earning per share<span class="_ _1"></span> <span class="_ _a"></span><span class="ls5">................................................................<span class="_ _1"></span>.............................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">54<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4d ff5 fs2 fc0 sc0 ls4 ws0">30.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Financial g<span class="_ _1"></span>uarantees granted and rec<span class="_ _1"></span>eived <span class="_ _a"></span><span class="ls5">.....................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">54<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 x9 ha y4e ff5 fs2 fc0 sc0 ls4 ws0">31.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Transactions with relat<span class="_ _1"></span>ed entities<span class="_ _1"></span> <span class="ls5">...................................................................................................................</span> <span class="_ _7"></span><span class="ls4">55<span class="ff2 fs1 ls0"> </span></span></span></div><div class="t m0 x9 ha y4f ff5 fs2 fc0 sc0 ls4 ws0">32.<span class="ff2 fs1 ls0"> <span class="_ _5"> </span></span><span class="ls0">Material events subseq<span class="_ _1"></span>uent to the end of reporting p<span class="_ _1"></span>eriod<span class="_ _1"></span> <span class="_ _2"></span><span class="ls5">............................................................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">56<span class="ff2 fs1 ls0"> </span></span></span></span></span></div><div class="t m0 xa ha y50 ff2 fs2 fc0 sc0 ls0 ws0">32.1<span class="fs1"> <span class="_ _9"> </span></span>Expression o<span class="_ _1"></span>f consent by the Supervisory Bo<span class="_ _1"></span>ard to conclude a surety<span class="_ _1"></span> agreement<span class="_ _1"></span> <span class="_ _a"></span><span class="ls5">....................................<span class="ls0"> <span class="_ _2"></span><span class="ls4">56<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y51 ff2 fs2 fc0 sc0 ls0 ws0">32.2<span class="fs1"> <span class="_ _9"> </span></span>Conclusion of a s<span class="_ _1"></span>hort-term loan a<span class="_ _1"></span>greement by a su<span class="_ _1"></span>bsidiary <span class="_ _2"></span><span class="ls5">......................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">57<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 xa ha y52 ff2 fs2 fc0 sc0 ls0 ws0">32.3<span class="fs1"> <span class="_ _9"> </span></span>Annex to the overdra<span class="_ _1"></span>ft agreement<span class="_ _1"></span> <span class="_ _6"></span><span class="ls5">.............................................................................................................<span class="ls0"> <span class="_ _7"></span><span class="ls4">57<span class="fs1 ls0"> </span></span></span></span></div><div class="t m0 x4 h3 y53 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y54 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y55 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y56 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y57 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y58 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5d ff5 fs1 fc0 sc0 ls0 ws0"> <span class="_ _b"> </span><span class="ff2 fs2"> </span></div></div><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1508.280000px;width:479.300000px;height:14.030000px;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:127.500000px;bottom:1480.200000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1452.120000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1424.040000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1395.960000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1367.900000px;width:479.300000px;height:14.030000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1339.820000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1311.740000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1283.660000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1255.580000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1227.520000px;width:479.300000px;height:14.030000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1199.440000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1171.360000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1143.280000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1115.200000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf37" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1087.140000px;width:479.300000px;height:14.030000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:127.500000px;bottom:1059.060000px;width:479.300000px;height:14.040000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf38" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1034.640000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:1010.220000px;width:467.300000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf39" ><span class="d m1" style="border-style:none;position:absolute;left:151.500000px;bottom:985.820000px;width:467.300000px;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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x8 ha y9 ff2 fs0 fc0 sc0 ls0 ws0">4<span class="fs1"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h8 y5e ff3 fs5 fc1 sc0 ls0 ws0">Statement of fin<span class="_ _0"></span>ancial position </div></div><div class="c xf y5f w5 he"><div class="t m0 x10 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y5f w6 he"><div class="t m0 x12 hf y61 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y5f w7 he"><div class="t m0 x14 hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31<span class="ls0"> December  </span></div><div class="t m0 x6 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x15 y5f w8 he"><div class="t m0 x14 hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x6 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">2022<span class="ls0"> </span></div></div><div class="c xf y64 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">ASSETS </div></div><div class="c x11 y64 w6 h10"><div class="t m0 x16 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Note </div></div><div class="c x13 y64 w7 h10"><div class="t m0 x17 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x15 y64 w8 h10"><div class="t m0 x17 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y66 w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y66 w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y66 w7 h11"><div class="t m0 x17 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x15 y66 w8 h11"><div class="t m0 x17 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y68 w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Property<span class="_ _0"></span>, plant and equipment </div></div><div class="c x11 y68 w6 h10"><div class="t m0 x18 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">7 </div></div><div class="c x13 y68 w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">18,302      </span></div></div><div class="c x15 y68 w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">17,715      </span></div></div><div class="c xf y69 w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets </div></div><div class="c x11 y69 w6 h11"><div class="t m0 x18 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x13 y69 w7 h11"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">3,600      </span></div></div><div class="c x15 y69 w8 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">3,776      </span></div></div><div class="c xf y6a w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls9">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c x11 y6a w6 h10"><div class="t m0 x18 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">9 </div></div><div class="c x13 y6a w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">19,848      </span></div></div><div class="c x15 y6a w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">12,865      </span></div></div><div class="c xf y6b w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Investments <span class="_ _0"></span>in subsidiarie<span class="_ _0"></span>s </div></div><div class="c x11 y6b w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">10<span class="ls0"> </span></div></div><div class="c x13 y6b w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">70,803      </span></div></div><div class="c x15 y6b w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">70,803      </span></div></div><div class="c xf y6c w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d income tax assets </div></div><div class="c x11 y6c w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x13 y6c w7 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">1,885      </span></div></div><div class="c x15 y6c w8 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">1,954      </span></div></div><div class="c xf y6d w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Non-current assets<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x11 y6d w6 h10"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y6d w7 h10"><div class="t m0 x1d hf y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">114<span class="ls0">,438     <span class="ff3"> </span></span></span></div></div><div class="c x15 y6d w8 h10"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">107<span class="ls0">,113      </span></span></div></div><div class="c xf y6e w5 h11"><div class="t m0 x10 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y6e w6 h11"><div class="t m0 x12 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y6e w7 h11"><div class="t m0 x1e hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y6e w8 h11"><div class="t m0 x1e hf y65 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y6f w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Inventory </div></div><div class="c x11 y6f w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c x13 y6f w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">204,455      </span></div></div><div class="c x15 y6f w8 h10"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">247,870      </span></div></div><div class="c xf y70 w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receivables  </div></div><div class="c x11 y70 w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">12<span class="ls0"> </span></div></div><div class="c x13 y70 w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">33,290      </span></div></div><div class="c x15 y70 w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">60,186      </span></div></div><div class="c xf y71 w5 h12"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Current i<span class="_ _0"></span>ncome tax receiv<span class="_ _0"></span>ables </div></div><div class="c x11 y71 w6 h12"><div class="t m0 x12 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y71 w7 h12"><div class="t m0 x1f h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x15 y71 w8 h12"><div class="t m0 x20 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">847      </span></div></div><div class="c xf y72 w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Cash and cash e<span class="_ _0"></span>quivalents </div></div><div class="c x11 y72 w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x13 y72 w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">49,107      </span></div></div><div class="c x15 y72 w8 h10"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">1,386      </span></div></div><div class="c xf y73 w5 h10"><div class="t m0 x10 hf y65 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">Current assets<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x11 y73 w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y73 w7 h10"><div class="t m0 x19 hf y65 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls7">286<span class="ls0">,852     <span class="ff3"> </span></span></span></div></div><div class="c x15 y73 w8 h10"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">310<span class="ls0">,289      </span></span></div></div><div class="c xf y75 w5 h11"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y75 w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y75 w7 h11"><div class="t m0 x1e h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y75 w8 h11"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y76 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Total assets </div></div><div class="c x11 y76 w6 h10"><div class="t m0 x12 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y76 w7 h10"><div class="t m0 x19 hf y65 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls7">401<span class="ls0">,2</span>90<span class="ls0"> </span></span></div></div><div class="c x15 y76 w8 h10"><div class="t m0 x1d hf y65 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">417<span class="ls0">,</span>402<span class="ls0"> </span></span></div></div><div class="c xf y77 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y77 w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y77 w7 h10"><div class="t m0 x1e h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y77 w8 h10"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y78 w5 h11"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">EQUITY AND LIA<span class="_ _0"></span>BILITIES </div></div><div class="c x11 y78 w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y78 w7 h11"><div class="t m0 x1e h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y78 w8 h11"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y79 w5 h10"><div class="t m0 x10 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y79 w6 h10"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y79 w7 h10"><div class="t m0 x1e h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y79 w8 h10"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y7a w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Share capit<span class="_ _0"></span>al </div></div><div class="c x11 y7a w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">15<span class="ls0"> </span></div></div><div class="c x13 y7a w7 h11"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">7,504      </span></div></div><div class="c x15 y7a w8 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">7,504      </span></div></div><div class="c xf y7b w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c x11 y7b w6 h10"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y7b w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">35,677      </span></div></div><div class="c x15 y7b w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">35,677      </span></div></div><div class="c xf y7c w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Reserve<span class="_ _0"></span> capital </div></div><div class="c x11 y7c w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y7c w7 h10"><div class="t m0 x21 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">329      </span></div></div><div class="c x15 y7c w8 h10"><div class="t m0 x20 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">329      </span></div></div><div class="c xf y7d w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>apitals </div></div><div class="c x11 y7d w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y7d w7 h11"><div class="t m0 x22 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(104)     </span></div></div><div class="c x15 y7d w8 h11"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(73)     </span></div></div><div class="c xf y7e w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Retain e<span class="_ _0"></span>arnings </div></div><div class="c x11 y7e w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c x13 y7e w7 h10"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">300,999      </span></div></div><div class="c x15 y7e w8 h10"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">248,104      </span></div></div><div class="c xf y7f w5 h12"><div class="t m0 x10 hf y80 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">Equity</span> </div></div><div class="c x11 y7f w6 h12"><div class="t m0 x12 h7 y81 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y7f w7 h12"><div class="t m0 x1d hf y80 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">344<span class="ls0">,</span>405<span class="ff3 ls0"> </span></span></div></div><div class="c x15 y7f w8 h12"><div class="t m0 x1d h7 y80 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">291<span class="ls0">,541      </span></span></div></div><div class="c xf y82 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y82 w6 h10"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y82 w7 h10"><div class="t m0 x1e h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y82 w8 h10"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y83 w5 h10"><div class="t m0 x10 hf y65 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from loans<span class="ff3"> </span></div></div><div class="c x11 y83 w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x13 y83 w7 h10"><div class="t m0 x1f h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x15 y83 w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">17,143      </span></div></div><div class="c xf y84 w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x11 y84 w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x13 y84 w7 h11"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">15,417      </span></div></div><div class="c x15 y84 w8 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">5,494      </span></div></div><div class="c xf y85 w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee be<span class="_ _0"></span>nefits </div></div><div class="c x11 y85 w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x13 y85 w7 h10"><div class="t m0 x21 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">678      </span></div></div><div class="c x15 y85 w8 h10"><div class="t m0 x20 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">566      </span></div></div><div class="c xf y86 w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Other l<span class="_ _0"></span>ong-term liabilities </div></div><div class="c x11 y86 w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y86 w7 h11"><div class="t m0 x21 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">27      </span></div></div><div class="c x15 y86 w8 h11"><div class="t m0 x16 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">32      </span></div></div><div class="c xf y87 w5 h11"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Long-term liabi<span class="_ _0"></span>lities<span class="ff2"> </span></div></div><div class="c x11 y87 w6 h11"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y87 w7 h11"><div class="t m0 x19 hf y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls7">16<span class="ls0">,122     <span class="ff3"> </span></span></span></div></div><div class="c x15 y87 w8 h11"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls7">23<span class="ls0">,235      </span></span></div></div><div class="c xf y88 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 y88 w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y88 w7 h10"><div class="t m0 x1e h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y88 w8 h10"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y89 w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x11 y89 w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">18<span class="ls0"> </span></div></div><div class="c x13 y89 w7 h11"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">25,026      </span></div></div><div class="c x15 y89 w8 h11"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">22,664      </span></div></div><div class="c xf y8a w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from employee be<span class="_ _0"></span>nefits </div></div><div class="c x11 y8a w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x13 y8a w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">8,180      </span></div></div><div class="c x15 y8a w8 h10"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">7,264      </span></div></div><div class="c xf y8b w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from loans </div></div><div class="c x11 y8b w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x13 y8b w7 h11"><div class="t m0 x1f h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x15 y8b w8 h11"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">65,024      </span></div></div><div class="c xf y8c w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x11 y8c w6 h10"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x13 y8c w7 h10"><div class="t m0 x19 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">4,156      </span></div></div><div class="c x15 y8c w8 h10"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">6,551      </span></div></div><div class="c xf y8d w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from current inco<span class="_ _0"></span>me tax </div></div><div class="c x11 y8d w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y8d w7 h10"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">2,396      </span></div></div><div class="c x15 y8d w8 h10"><div class="t m0 x1a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xf y8e w5 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Provisions </div></div><div class="c x11 y8e w6 h11"><div class="t m0 x1c h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">21<span class="ls0"> </span></div></div><div class="c x13 y8e w7 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">1,005      </span></div></div><div class="c x15 y8e w8 h11"><div class="t m0 x1b h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">1,123      </span></div></div><div class="c xf y8f w5 h13"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Short-term liabil<span class="_ _0"></span>ities<span class="ff2"> </span></div></div><div class="c x11 y8f w6 h13"><div class="t m0 x12 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y8f w7 h13"><div class="t m0 x1a hf y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls7">40<span class="ls0">,763     <span class="ff3"> </span></span></span></div></div><div class="c x15 y8f w8 h13"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">102<span class="ls0">,626      </span></span></div></div><div class="c xf y90 w5 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x11 y90 w6 h10"><div class="t m0 x12 h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y90 w7 h10"><div class="t m0 x1e h7 y74 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x15 y90 w8 h10"><div class="t m0 x1e h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y91 w5 h11"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Total li<span class="_ _0"></span>abilities </div></div><div class="c x11 y91 w6 h11"><div class="t m0 x12 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y91 w7 h11"><div class="t m0 x1a hf y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls7">56<span class="ls0">,885     <span class="ff3"> </span></span></span></div></div><div class="c x15 y91 w8 h11"><div class="t m0 x1d h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">125<span class="ls0">,861      </span></span></div></div><div class="c xf y92 w5 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Total equity and l<span class="_ _0"></span>iabilities </div></div><div class="c x11 y92 w6 h10"><div class="t m0 x12 hf y67 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x13 y92 w7 h10"><div class="t m0 x1d hf y65 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">401<span class="ls0">,</span>290<span class="ls0"> </span></span></div></div><div class="c x15 y92 w8 h10"><div class="t m0 x1d hf y65 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">417<span class="ls0">,</span>402<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 hf y93 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _c"> </span><span class="ff3"> </span></div></div><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:738.840000px;bottom:1358.600000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1f" ><span class="d m1" style="border-style:none;position:absolute;left:738.840000px;bottom:1331.100000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf20" ><span class="d m1" style="border-style:none;position:absolute;left:738.840000px;bottom:1303.600000px;width:8.560000px;height:9.760000px;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:734.800000px;bottom:1276.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:1248.600000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:1165.100000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:1137.600000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:1082.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:887.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:777.100000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:693.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:666.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:638.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:527.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:500.100000px;width:12.600000px;height:9.760000px;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:734.800000px;bottom:472.600000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:445.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:734.800000px;bottom:390.100000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x8 ha y9 ff2 fs0 fc0 sc0 ls0 ws0">5<span class="fs1"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h8 y5e ff3 fs5 fc1 sc0 ls0 ws0">Statement of profi<span class="_ _0"></span>t or loss and o<span class="_ _0"></span>ther comprehensive income </div></div><div class="c xf y5f w9 he"><div class="t m0 x10 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y5f wa he"><div class="t m0 x1d hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Note<span class="ff2"> </span></div></div><div class="c x24 y5f wb he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>23<span class="_ _0"></span> </div></div><div class="c x27 y5f wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>22<span class="_ _0"></span> </div></div><div class="c xf y94 w9 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y94 wa h14"><div class="t m0 x19 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y94 wb h14"><div class="t m0 x28 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y94 wc h14"><div class="t m0 x28 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y97 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Revenue fro<span class="_ _0"></span>m sales of goods </div></div><div class="c x23 y97 wa h14"><div class="t m0 x16 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">22<span class="lsa">, </span>23<span class="ls0"> </span></div></div><div class="c x24 y97 wb h14"><div class="t m0 x29 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">571,836      </span></div></div><div class="c x27 y97 wc h14"><div class="t m0 x26 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">594,310 </span></div></div><div class="c xf y98 w9 h15"><div class="t m0 x12 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">Cost of goo<span class="_ _0"></span>ds sold </div></div><div class="c x23 y98 wa h15"><div class="t m0 x18 h7 y99 ff2 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x24 y98 wb h15"><div class="t m0 x2a h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(407,643)     </span></div></div><div class="c x27 y98 wc h15"><div class="t m0 x2b h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(434,521) </span></div></div><div class="c xf y9a w9 h14"><div class="t m0 x10 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y9a wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y9a wb h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y9a wc h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y9c w9 h14"><div class="t m0 x16 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Gross profit </div></div><div class="c x23 y9c wa h14"><div class="t m0 x19 hf y9b ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y9c wb h14"><div class="t m0 x29 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls7">164<span class="ls0">,</span>19<span class="ls0">3</span></span>     <span class="ls0"> </span></div></div><div class="c x27 y9c wc h14"><div class="t m0 x26 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls7">159<span class="ls0">,</span>789<span class="ls0"> </span></span></div></div><div class="c xf y9d w9 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 y9d wa h14"><div class="t m0 x19 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y9d wb h14"><div class="t m0 x2c h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y9d wc h14"><div class="t m0 x2c h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y9e w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Selling cost<span class="_ _0"></span>s </div></div><div class="c x23 y9e wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x24 y9e wb h14"><div class="t m0 x2d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(74,142)     </span></div></div><div class="c x27 y9e wc h14"><div class="t m0 x2d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(73,143) </span></div></div><div class="c xf y9f w9 h15"><div class="t m0 x12 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">Administrat<span class="_ _0"></span>ive expenses </div></div><div class="c x23 y9f wa h15"><div class="t m0 x18 h7 y99 ff2 fs3 fc0 sc0 ls7 ws0">24<span class="ls0"> </span></div></div><div class="c x24 y9f wb h15"><div class="t m0 x2d h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(23,592)     </span></div></div><div class="c x27 y9f wc h15"><div class="t m0 x2d h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(21,<span class="ls7">190)</span> </span></div></div><div class="c xf ya0 w9 h14"><div class="t m0 x12 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses </div></div><div class="c x23 ya0 wa h14"><div class="t m0 x18 h7 y99 ff2 fs3 fc0 sc0 ls7 ws0">12<span class="ls0"> </span></div></div><div class="c x24 ya0 wb h14"><div class="t m0 x2e h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">81      </span></div></div><div class="c x27 ya0 wc h14"><div class="t m0 x2f h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(12) </span></div></div><div class="c xf ya1 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating revenue </div></div><div class="c x23 ya1 wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x24 ya1 wb h14"><div class="t m0 x30 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">2,739      </span></div></div><div class="c x27 ya1 wc h14"><div class="t m0 x2d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,363 </span></div></div><div class="c xf ya2 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating expenses </div></div><div class="c x23 ya2 wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">26<span class="ls0"> </span></div></div><div class="c x24 ya2 wb h14"><div class="t m0 x29 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(307)     </span></div></div><div class="c x27 ya2 wc h14"><div class="t m0 x14 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">(386) </span></div></div><div class="c xf ya3 w9 h16"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 ya3 wa h16"><div class="t m0 x19 h7 ya4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 ya3 wb h16"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ya3 wc h16"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ya5 w9 h15"><div class="t m0 x16 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">Operating profi<span class="_ _0"></span>t </div></div><div class="c x23 ya5 wa h15"><div class="t m0 x19 hf y9b ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 ya5 wb h15"><div class="t m0 x29 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">68,972      </span></div></div><div class="c x27 ya5 wc h15"><div class="t m0 x2b hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">66,421 </span></div></div><div class="c xf ya6 w9 h14"><div class="t m0 x10 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 ya6 wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 ya6 wb h14"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ya6 wc h14"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf ya7 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Financial r<span class="_ _0"></span>evenue </div></div><div class="c x23 ya7 wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x24 ya7 wb h14"><div class="t m0 x2e h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">221      </span></div></div><div class="c x27 ya7 wc h14"><div class="t m0 x2f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">3 </span></div></div><div class="c xf ya8 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Financial e<span class="_ _0"></span>xpenses </div></div><div class="c x23 ya8 wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x24 ya8 wb h14"><div class="t m0 x29 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(3,602)     </span></div></div><div class="c x27 ya8 wc h14"><div class="t m0 x31 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(8,877) </span></div></div><div class="c xf ya9 w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 ya9 wa h14"><div class="t m0 x19 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 ya9 wb h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 ya9 wc h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yaa w9 h15"><div class="t m0 x16 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c x23 yaa wa h15"><div class="t m0 x19 hf y9b ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yaa wb h15"><div class="t m0 x29 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">65,591      </span></div></div><div class="c x27 yaa wc h15"><div class="t m0 x2b hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">57,547 </span></div></div><div class="c xf yab w9 h14"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yab wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yab wb h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yab wc h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yac w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Income tax </div></div><div class="c x23 yac wa h14"><div class="t m0 x18 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">28<span class="ls0"> </span></div></div><div class="c x24 yac wb h14"><div class="t m0 x2a h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(12,696)     </span></div></div><div class="c x27 yac wc h14"><div class="t m0 x2d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(11,478) </span></div></div><div class="c xf yad w9 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yad wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yad wb h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yad wc h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yae w9 h14"><div class="t m0 x16 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c x23 yae wa h14"><div class="t m0 x19 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yae wb h14"><div class="t m0 x29 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">52<span class="ls0">,</span>89<span class="ls0">5</span></span>     <span class="ls0"> </span></div></div><div class="c x27 yae wc h14"><div class="t m0 x2b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls7">46<span class="ls0">,</span>069<span class="ls0"> </span></span></div></div><div class="c xf yaf w9 h14"><div class="t m0 x10 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yaf wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yaf wb h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yaf wc h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yb0 w9 h14"><div class="t m0 x16 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yb0 wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb0 wb h14"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yb0 wc h14"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yb1 w9 h14"><div class="t m0 x19 h7 y95 ff5 fs3 fc0 sc0 ls0 ws0">Items that<span class="_ _0"></span> cannot be transf<span class="_ _0"></span>erred to profit or loss<span class="ff2"> </span></div></div><div class="c x23 yb1 wa h14"><div class="t m0 x19 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb1 wb h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yb1 wc h14"><div class="t m0 x2c h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y5b w9 h16"><div class="t m0 x19 h7 yb2 ff2 fs3 fc0 sc0 ls0 ws0">Actuarial<span class="_ _0"></span> gains or losses </div></div><div class="c x23 y5b wa h16"><div class="t m0 x18 h7 yb2 ff2 fs3 fc0 sc0 ls7 ws0">19<span class="ls0"> </span></div></div><div class="c x24 y5b wb h16"><div class="t m0 x30 h7 yb2 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(38)     </span></div></div><div class="c x27 y5b wc h16"><div class="t m0 x31 h7 yb2 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls7">168<span class="ls0"> </span></span></div></div><div class="c xf yb3 w9 h14"><div class="t m0 x19 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Income tax on <span class="_ _0"></span>other comprehens<span class="_ _0"></span>ive income </div></div><div class="c x23 yb3 wa h14"><div class="t m0 x19 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb3 wb h14"><div class="t m0 x2e h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">7      </span></div></div><div class="c x27 yb3 wc h14"><div class="t m0 x2f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(32) </span></div></div><div class="c xf yb4 w9 h15"><div class="t m0 x16 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yb4 wa h15"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb4 wb h15"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yb4 wc h15"><div class="t m0 x2c h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yb5 w9 h14"><div class="t m0 x16 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Other net compreh<span class="_ _0"></span>ensive income </div></div><div class="c x23 yb5 wa h14"><div class="t m0 x19 hf y9b ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb5 wb h14"><div class="t m0 x30 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(31)     </span></div></div><div class="c x27 yb5 wc h14"><div class="t m0 x31 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls7">136<span class="ls0"> </span></span></div></div><div class="c xf yb6 w9 h14"><div class="t m0 x16 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yb6 wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb6 wb h14"><div class="t m0 x28 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 yb6 wc h14"><div class="t m0 x28 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yb7 w9 h14"><div class="t m0 x16 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Total net compreh<span class="_ _0"></span>ensive income for <span class="_ _0"></span>the financial year </div></div><div class="c x23 yb7 wa h14"><div class="t m0 x19 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb7 wb h14"><div class="t m0 x29 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">52<span class="ls0">,</span>86<span class="ls0">4 </span></span></div></div><div class="c x27 yb7 wc h14"><div class="t m0 x2b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls7">46<span class="ls0">,</span>205<span class="ls0"> </span></span></div></div><div class="c xf yb8 w9 h14"><div class="t m0 x10 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x23 yb8 wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb8 wb h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 yb8 wc h14"><div class="t m0 x2c h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yb9 w9 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Net profit for the p<span class="_ _0"></span>eriod attributable<span class="_ _0"></span> to shareholders of the <span class="_ _0"></span>Company </div></div><div class="c x23 yb9 wa h14"><div class="t m0 x19 h7 y9b ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yb9 wb h14"><div class="t m0 x32 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">52,895      </span></div></div><div class="c x27 yb9 wc h14"><div class="t m0 x2b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">46 069 </span></div></div><div class="c xf yba w9 he"><div class="t m0 x10 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Total comprehensive i<span class="_ _0"></span>ncome for the period a<span class="_ _0"></span>ttributable to </div><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">shareholders of the <span class="_ _0"></span>Company </div></div><div class="c x23 yba wa he"><div class="t m0 x19 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yba wb he"><div class="t m0 x32 hf y60 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">52,864      </span></div></div><div class="c x27 yba wc he"><div class="t m0 x2b hf y60 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">46 205 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 ybd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h17 ybe ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y8b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 ybf ff3 fs2 fc0 sc0 ls0 ws0">Earnings per sh<span class="_ _1"></span>are </div></div><div class="c xf yc0 w9 h19"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x23 yc0 wa h19"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yc0 wb h19"><div class="t m0 x25 hf yc1 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x26 hf yc2 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 yc0 wc h19"><div class="t m0 x25 hf yc1 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended </div><div class="t m0 x26 hf yc2 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>22<span class="_ _0"></span> </div></div><div class="c xf yc3 w9 h1a"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Basic earnings per <span class="_ _0"></span>share in PLN </div></div><div class="c x23 yc3 wa h1a"><div class="t m0 x18 h7 yc4 ff2 fs3 fc0 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c x24 yc3 wb h1a"><div class="t m0 x30 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">0.70      </span></div></div><div class="c x27 yc3 wc h1a"><div class="t m0 x33 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">0.61      </span></div></div><div class="c xf yc5 w9 h1b"><div class="t m0 x10 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x23 yc5 wa h1b"><div class="t m0 x19 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yc5 wb h1b"><div class="t m0 x30 h7 yc4 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">0.70      </span></div></div><div class="c x27 yc5 wc h1b"><div class="t m0 x33 h7 yc4 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">0.61      </span></div></div><div class="c xf yc6 w9 h1b"><div class="t m0 x10 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operations </div></div><div class="c x23 yc6 wa h1b"><div class="t m0 x19 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yc6 wb h1b"><div class="t m0 x34 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x27 yc6 wc h1b"><div class="t m0 x34 h7 yc4 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf yc7 w9 h1b"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Diluted earning<span class="_ _0"></span>s per share in PLN </div></div><div class="c x23 yc7 wa h1b"><div class="t m0 x18 h7 yc4 ff2 fs3 fc0 sc0 ls7 ws0">29<span class="ls0"> </span></div></div><div class="c x24 yc7 wb h1b"><div class="t m0 x30 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">0.70      </span></div></div><div class="c x27 yc7 wc h1b"><div class="t m0 x33 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">0.61      </span></div></div><div class="c xf yc8 w9 h1b"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">- from continu<span class="_ _0"></span>ing operations </div></div><div class="c x23 yc8 wa h1b"><div class="t m0 x19 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yc8 wb h1b"><div class="t m0 x30 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">0.70      </span></div></div><div class="c x27 yc8 wc h1b"><div class="t m0 x33 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">0.61      </span></div></div><div class="c xf yca w9 h1b"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">- from discont<span class="_ _0"></span>inued operations </div></div><div class="c x23 yca wa h1b"><div class="t m0 x19 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 yca wb h1b"><div class="t m0 x34 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x27 yca wc h1b"><div class="t m0 x34 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 ycb ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:622.180000px;bottom:1388.040000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:646.000000px;bottom:1388.040000px;width:12.610000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1361.840000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1256.040000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1229.840000px;width:12.600000px;height:9.770000px;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:634.100000px;bottom:1203.640000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1177.440000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1151.240000px;width:12.600000px;height:9.770000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1045.440000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:1019.240000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf33" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:913.440000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2b" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:754.240000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:369.080000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf36" ><span class="d m1" style="border-style:none;position:absolute;left:634.100000px;bottom:284.180000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf6" class="pf wd h1c" ><div class="pc pc6 wd h1c"><img class="bi x17 y4 we h1d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h1c"><div class="t m0 x1e h6 ycc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 h6 ycd ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x36 h6 yce ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(A<span class="_ _0"></span>mounts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x37 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x38 h6 y9 ff2 fs0 fc0 sc0 ls0 ws0">6 </div><div class="t m0 x1e h8 ycf ff3 fs5 fc1 sc0 ls0 ws0">Statement of cha<span class="_ _0"></span>nges in equity </div><div class="t m0 x1e h7 yd0 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _d"> </span> </div></div><div class="c x1e yd1 w10 h1e"><div class="t m0 x39 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3a yd1 w11 h1e"><div class="t m0 x25 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">Share capital  </div></div><div class="c x11 yd1 w12 h1e"><div class="t m0 x31 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">Share premium<span class="_ _0"></span> </div></div><div class="c x3b yd1 w11 h1e"><div class="t m0 x31 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">Reserve capital </div></div><div class="c x3c yd1 w12 h1e"><div class="t m0 x26 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">Other capitals<span class="_ _0"></span> </div></div><div class="c x3d yd1 w11 h1e"><div class="t m0 x3e hf yd2 ff3 fs3 fc0 sc0 ls0 ws0"> Retained earnin<span class="_ _0"></span>gs </div></div><div class="c x3f yd1 w12 h1e"><div class="t m0 x29 hf yd2 ff3 fs3 fc0 sc0 ls0 ws0">Total equity </div></div><div class="c x1e yd3 w10 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023 <span class="_ _0"></span> </div></div><div class="c x3a yd3 w11 h1f"><div class="t m0 x40 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">504</span> </div></div><div class="c x11 yd3 w12 h1f"><div class="t m0 x41 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">35<span class="ls0">,</span>677<span class="ls0"> </span></div></div><div class="c x3b yd3 w11 h1f"><div class="t m0 x42 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">329<span class="ls0"> </span></div></div><div class="c x3c yd3 w12 h1f"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(73)     </span></div></div><div class="c x3d yd3 w11 h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls7">248<span class="ls0">,104      </span></span></div></div><div class="c x3f yd3 w12 h1f"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls7">291<span class="ls0">,541      </span></span></div></div><div class="c x1e yd5 w10 h1f"><div class="t m0 x10 h20 yd4 ff5 fs3 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income  </div></div><div class="c x3a yd5 w11 h1f"><div class="t m0 x45 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yd5 w12 h1f"><div class="t m0 x45 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b yd5 w11 h1f"><div class="t m0 x45 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yd5 w12 h1f"><div class="t m0 x46 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d yd5 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3f yd5 w12 h1f"><div class="t m0 x46 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x1e yd7 w10 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x3a yd7 w11 h1f"><div class="t m0 xa h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 yd7 w12 h1f"><div class="t m0 xa h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b yd7 w11 h1f"><div class="t m0 xa h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c yd7 w12 h1f"><div class="t m0 x47 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                        <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x3d yd7 w11 h1f"><div class="t m0 x1d h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">52,895 </span></div></div><div class="c x3f yd7 w12 h1f"><div class="t m0 x47 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">52,895      </span></div></div><div class="c x1e yd8 w10 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive income </div></div><div class="c x3a yd8 w11 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 yd8 w12 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b yd8 w11 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c yd8 w12 h21"><div class="t m0 x48 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(31)     </span></div></div><div class="c x3d yd8 w11 h21"><div class="t m0 x49 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x3f yd8 w12 h21"><div class="t m0 x16 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(31)     </span></div></div><div class="c x1e yda w10 h22"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x3a yda w11 h22"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 yda w12 h22"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b yda w11 h22"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c yda w12 h22"><div class="t m0 x20 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(31)     </span></div></div><div class="c x3d yda w11 h22"><div class="t m0 x1d hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">52,895      </span></div></div><div class="c x3f yda w12 h22"><div class="t m0 x47 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">52,864      </span></div></div><div class="c x1e ydb w10 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Transactions wit<span class="_ _0"></span>h owners </div></div><div class="c x3a ydb w11 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ydb w12 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b ydb w11 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ydb w12 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d ydb w11 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f ydb w12 h21"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e ydc w10 h1f"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total transactions wi<span class="_ _0"></span>th owners </div></div><div class="c x3a ydc w11 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 ydc w12 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b ydc w11 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ydc w12 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d ydc w11 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f ydc w12 h1f"><div class="t m0 xa hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x1e ydd w10 h1f"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0"> As at 31 Dece<span class="_ _0"></span>mber 2023  </div></div><div class="c x3a ydd w11 h1f"><div class="t m0 x32 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">7,504      </span></div></div><div class="c x11 ydd w12 h1f"><div class="t m0 x44 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls7">35<span class="ls0">,677      </span></span></div></div><div class="c x3b ydd w11 h1f"><div class="t m0 x4a hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">329      </span></div></div><div class="c x3c ydd w12 h1f"><div class="t m0 x47 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(104)     </span></div></div><div class="c x3d ydd w11 h1f"><div class="t m0 x43 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls7">300<span class="ls0">,999      </span></span></div></div><div class="c x3f ydd w12 h1f"><div class="t m0 x44 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls7">344<span class="ls0">,405      </span></span></div></div><div class="c x1e yde w10 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3a yde w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 yde w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b yde w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c yde w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d yde w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f yde w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e ydf w10 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3a ydf w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ydf w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b ydf w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ydf w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d ydf w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f ydf w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e ye0 w10 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> As at 1 January 2022 <span class="_ _0"></span> </div></div><div class="c x3a ye0 w11 h1f"><div class="t m0 x40 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">504</span> </div></div><div class="c x11 ye0 w12 h1f"><div class="t m0 x41 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">35<span class="ls0">,</span>677<span class="ls0"> </span></div></div><div class="c x3b ye0 w11 h1f"><div class="t m0 x42 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">329<span class="ls0"> </span></div></div><div class="c x3c ye0 w12 h1f"><div class="t m0 x3e hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(209)     </span></div></div><div class="c x3d ye0 w11 h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls7">202<span class="ls0">,035      </span></span></div></div><div class="c x3f ye0 w12 h1f"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls7">245<span class="ls0">,336      </span></span></div></div><div class="c x1e ye1 w10 h1f"><div class="t m0 x10 h20 yd4 ff5 fs3 fc0 sc0 ls0 ws0">Comprehensi<span class="_ _0"></span>ve income  </div></div><div class="c x3a ye1 w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ye1 w12 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b ye1 w11 h1f"><div class="t m0 x45 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ye1 w12 h1f"><div class="t m0 x46 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x3d ye1 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x3f ye1 w12 h1f"><div class="t m0 x46 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ff2"> </span></div></div><div class="c x1e ye2 w10 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Net pro<span class="_ _0"></span>fit </div></div><div class="c x3a ye2 w11 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 ye2 w12 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b ye2 w11 h21"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ye2 w12 h21"><div class="t m0 x4b h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3d ye2 w11 h21"><div class="t m0 x1d h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">46,069      </span></div></div><div class="c x3f ye2 w12 h21"><div class="t m0 x47 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">46,069      </span></div></div><div class="c x1e ye3 w10 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>omprehensive income </div></div><div class="c x3a ye3 w11 h1f"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 ye3 w12 h1f"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b ye3 w11 h1f"><div class="t m0 xa h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ye3 w12 h1f"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">136      </span></div></div><div class="c x3d ye3 w11 h1f"><div class="t m0 x49 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x3f ye3 w12 h1f"><div class="t m0 x30 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">136      </span></div></div><div class="c x1e ye4 w10 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total comprehensi<span class="_ _0"></span>ve income </div></div><div class="c x3a ye4 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 ye4 w12 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b ye4 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ye4 w12 h1f"><div class="t m0 x2f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">136      </span></div></div><div class="c x3d ye4 w11 h1f"><div class="t m0 x1d hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">46,069      </span></div></div><div class="c x3f ye4 w12 h1f"><div class="t m0 x47 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">46,205      </span></div></div><div class="c x1e ye5 w10 h23"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Transactions wit<span class="_ _0"></span>h owners </div></div><div class="c x3a ye5 w11 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11 ye5 w12 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3b ye5 w11 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3c ye5 w12 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d ye5 w11 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3f ye5 w12 h23"><div class="t m0 x45 h7 ye6 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e ye7 w10 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total transactions wi<span class="_ _0"></span>th owners </div></div><div class="c x3a ye7 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11 ye7 w12 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3b ye7 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3c ye7 w12 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3d ye7 w11 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x3f ye7 w12 h1f"><div class="t m0 xa hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x1e ye8 w10 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> As at 31 Dece<span class="_ _0"></span>mber 2022  </div></div><div class="c x3a ye8 w11 h1f"><div class="t m0 x40 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">504</span> </div></div><div class="c x11 ye8 w12 h1f"><div class="t m0 x41 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">35<span class="ls0">,</span>677<span class="ls0"> </span></div></div><div class="c x3b ye8 w11 h1f"><div class="t m0 x42 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">329<span class="ls0"> </span></div></div><div class="c x3c ye8 w12 h1f"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(73)     </span></div></div><div class="c x3d ye8 w11 h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls7">248<span class="ls0">,104      </span></span></div></div><div class="c x3f ye8 w12 h1f"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls7">291<span class="ls0">,541      </span></span></div></div><div class="c x0 y0 wf h1c"><div class="t m0 x1e h7 ye9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yea ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yeb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yec ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yed ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yee ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yef ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yf0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yf1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yf2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 yf3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 yf4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w0 h0" ><div class="pc pc7 w0 h0"><img class="bi x3 y4 w13 h5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x8 h6 y9 ff2 fs0 fc0 sc0 ls0 ws0">7 </div><div class="t m0 x4 h8 yf5 ff3 fs5 fc1 sc0 ls0 ws0">Cash flow statemen<span class="_ _0"></span>t </div><div class="t m0 x4 h3 yf6 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xf yf7 w14 he"><div class="t m0 x10 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c yf7 w15 he"><div class="t m0 x48 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Note<span class="ff2"> </span></div></div><div class="c x4d yf7 w16 he"><div class="t m0 x2b hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x4e hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>23<span class="_ _0"></span> </div></div><div class="c x4f yf7 w17 he"><div class="t m0 x2d hf y62 ff3 fs3 fc0 sc0 ls0 ws0"> 12 months ended <span class="_ _0"></span> </div><div class="t m0 x4e hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>22<span class="_ _0"></span> </div></div><div class="c xf yf8 w14 h24"><div class="t m0 x10 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c yf8 w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yf8 w16 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f yf8 w17 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yfb w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m operating activiti<span class="_ _0"></span>es </div></div><div class="c x4c yfb w15 h24"><div class="t m0 x50 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfb w16 h24"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f yfb w17 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yfc w14 h25"><div class="t m0 x12 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Profit before tax<span class="_ _0"></span> </div></div><div class="c x4c yfc w15 h25"><div class="t m0 x50 hf yfa ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfc w16 h25"><div class="t m0 x47 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">65,591      </span></div></div><div class="c x4f yfc w17 h25"><div class="t m0 x2b hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">57,547      </span></div></div><div class="c xf yfd w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Adjustments for<span class="_ _0"></span>: </div></div><div class="c x4c yfd w15 h24"><div class="t m0 x50 hf yfa ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d yfd w16 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f yfd w17 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf yfe w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Amortisati<span class="_ _0"></span>on and depreciatio<span class="_ _0"></span>n </div></div><div class="c x4c yfe w15 h24"><div class="t m0 x43 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x4d yfe w16 h24"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                     <span class="ls0">9,<span class="_ _1"></span>219      </span></div></div><div class="c x4f yfe w17 h24"><div class="t m0 x53 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">9,276      </span></div></div><div class="c xf yff w14 h25"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Net int<span class="_ _0"></span>erest </div></div><div class="c x4c yff w15 h25"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">27<span class="ls0"> </span></div></div><div class="c x4d yff w16 h25"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                     <span class="ls0">3,<span class="_ _1"></span>387      </span></div></div><div class="c x4f yff w17 h25"><div class="t m0 x53 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">8,877      </span></div></div><div class="c xf y100 w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Profit/Loss<span class="_ _0"></span> on investing activ<span class="_ _0"></span>ities </div></div><div class="c x4c y100 w15 h24"><div class="t m0 x43 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">0 </div></div><div class="c x4d y100 w16 h24"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                        <span class="ls0">(25)    <span class="_ _1"></span> </span></div></div><div class="c x4f y100 w17 h24"><div class="t m0 x54 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(29)     </span></div></div><div class="c xf y101 w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Foreign excha<span class="_ _0"></span>nge gains/losses </div></div><div class="c x4c y101 w15 h24"><div class="t m0 x50 hf y96 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y101 w16 h24"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                      <span class="ls0">(638)    <span class="_ _1"></span> </span></div></div><div class="c x4f y101 w17 h24"><div class="t m0 x55 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">2,016      </span></div></div><div class="c xf y102 w14 h25"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Other adju<span class="_ _0"></span>stments </div></div><div class="c x4c y102 w15 h25"><div class="t m0 x50 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y102 w16 h25"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="ls0">(5)  <span class="_ _1"></span>   </span></div></div><div class="c x4f y102 w17 h25"><div class="t m0 x56 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(3)     </span></div></div><div class="c xf y103 w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y103 w15 h24"><div class="t m0 x50 hf yfa ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y103 w16 h24"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y103 w17 h24"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y104 w14 h26"><div class="t m0 x16 hf y105 ff3 fs3 fc0 sc0 ls0 ws0">Changes in balan<span class="_ _0"></span>ce sheet items: </div></div><div class="c x4c y104 w15 h26"><div class="t m0 x50 h7 ya4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y104 w16 h26"><div class="t m0 x51 h7 y105 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y104 w17 h26"><div class="t m0 x51 h7 y105 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y106 w14 h25"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> receivables  </div></div><div class="c x4c y106 w15 h25"><div class="t m0 x1a h7 y107 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y106 w16 h25"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">26,<span class="_ _1"></span>896      </span></div></div><div class="c x4f y106 w17 h25"><div class="t m0 x57 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(26,584)     </span></div></div><div class="c xf y108 w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x4c y108 w15 h24"><div class="t m0 x1a h7 y109 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y108 w16 h24"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">43,<span class="_ _1"></span>415      </span></div></div><div class="c x4f y108 w17 h24"><div class="t m0 x2d h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">37,690      </span></div></div><div class="c xf y10a w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x4c y10a w15 h24"><div class="t m0 x1a h7 y109 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y10a w16 h24"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                      <span class="ls0">(118)    <span class="_ _1"></span> </span></div></div><div class="c x4f y10a w17 h24"><div class="t m0 x26 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">72      </span></div></div><div class="c xf y10b w14 h25"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> payables </div></div><div class="c x4c y10b w15 h25"><div class="t m0 x1a h7 y107 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y10b w16 h25"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                     <span class="ls0">2,<span class="_ _1"></span>362      </span></div></div><div class="c x4f y10b w17 h25"><div class="t m0 x53 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(16,141)     </span></div></div><div class="c xf y10c w14 h24"><div class="t m0 x52 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee benefit l<span class="_ _0"></span>iabilities </div></div><div class="c x4c y10c w15 h24"><div class="t m0 x1a h7 y109 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x4d y10c w16 h24"><div class="t m0 x58 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                        <span class="ls0">990     <span class="_ _1"></span> </span></div></div><div class="c x4f y10c w17 h24"><div class="t m0 x57 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(82)     </span></div></div><div class="c xf y10d w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Income tax paid </div></div><div class="c x4c y10d w15 h24"><div class="t m0 x50 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y10d w16 h24"><div class="t m0 x59 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="lsb">(9<span class="_ _1"></span><span class="ls0">,<span class="ls7">37</span>7)     </span></span></div></div><div class="c x4f y10d w17 h24"><div class="t m0 x54 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">(18,491)     </span></div></div><div class="c xf y10e w14 h25"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y10e w15 h25"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y10e w16 h25"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y10e w17 h25"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y10f w14 h25"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Net cash from operati<span class="_ _0"></span>ng activiti<span class="_ _0"></span>es </div></div><div class="c x4c y10f w15 h25"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y10f w16 h25"><div class="t m0 x59 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls7">141<span class="ls0">,</span>697<span class="ls0"> </span></span></div></div><div class="c x4f y10f w17 h25"><div class="t m0 x2d hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls7">54<span class="ls0">,</span>148<span class="ls0"> </span></span></div></div><div class="c xf y110 w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m investing activities </div></div><div class="c x4c y110 w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y110 w16 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y110 w17 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y111 w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Sale of pr<span class="_ _0"></span>operty, plant and equ<span class="_ _0"></span>ipment </div></div><div class="c x4c y111 w15 h24"><div class="t m0 x50 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y111 w16 h24"><div class="t m0 x58 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="ls0">25     <span class="_ _1"></span> </span></div></div><div class="c x4f y111 w17 h24"><div class="t m0 x5a h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">67      </span></div></div><div class="c xf y112 w14 h25"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Purchase of<span class="_ _0"></span> property, plant and<span class="_ _0"></span> equipment and intan<span class="_ _0"></span>gible assets </div></div><div class="c x4c y112 w15 h25"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y112 w16 h25"><div class="t m0 x59 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">(2,076)     </span></div></div><div class="c x4f y112 w17 h25"><div class="t m0 x22 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(3,801)     </span></div></div><div class="c xf y113 w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Purchase of<span class="_ _0"></span> shares in subsidiar<span class="_ _0"></span>ies </div></div><div class="c x4c y113 w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y113 w16 h24"><div class="t m0 x5b h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y113 w17 h24"><div class="t m0 x32 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(19,769) </span></div></div><div class="c xf y114 w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> received </div></div><div class="c x4c y114 w15 h24"><div class="t m0 x50 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y114 w16 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">215      </span></div></div><div class="c x4f y114 w17 h24"><div class="t m0 x5c h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xf y115 w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Net cash from investi<span class="_ _0"></span>ng activiti<span class="_ _0"></span>es </div></div><div class="c x4c y115 w15 h24"><div class="t m0 x50 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y115 w16 h24"><div class="t m0 x59 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="lsc">(1<span class="ls0">,<span class="ls7">836)</span> </span></span></div></div><div class="c x4f y115 w17 h24"><div class="t m0 x29 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="lsc">(23<span class="ls0">,<span class="ls7">503</span>) </span></span></div></div><div class="c xf y116 w14 h27"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y116 w15 h27"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y116 w16 h27"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y116 w17 h27"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y117 w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Cash flows fro<span class="_ _0"></span>m financing activities </div></div><div class="c x4c y117 w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y117 w16 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y117 w17 h24"><div class="t m0 x51 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y118 w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Proceeds f<span class="_ _0"></span>rom loans </div></div><div class="c x4c y118 w15 h24"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x4d y118 w16 h24"><div class="t m0 x44 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4f y118 w17 h24"><div class="t m0 x30 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">16,554      </span></div></div><div class="c xf y119 w14 h25"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Repayments <span class="_ _0"></span>of loans </div></div><div class="c x4c y119 w15 h25"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x4d y119 w16 h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(81,722)     </span></div></div><div class="c x4f y119 w17 h25"><div class="t m0 x53 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(31,675)     </span></div></div><div class="c xf y11a w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Repayment o<span class="_ _0"></span>f lease liabilitie<span class="_ _0"></span>s </div></div><div class="c x4c y11a w15 h24"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x4d y11a w16 h24"><div class="t m0 x59 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">(6,364)     </span></div></div><div class="c x4f y11a w17 h24"><div class="t m0 x32 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(6,826)     </span></div></div><div class="c xf y11b w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> paid on loans </div></div><div class="c x4c y11b w15 h24"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">17<span class="ls0"> </span></div></div><div class="c x4d y11b w16 h24"><div class="t m0 x59 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">(3,249)     </span></div></div><div class="c x4f y11b w17 h24"><div class="t m0 x25 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(7,819)     </span></div></div><div class="c xf y11c w14 h25"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span>s paid on leases </div></div><div class="c x4c y11c w15 h25"><div class="t m0 x1a h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0"> </span></div></div><div class="c x4d y11c w16 h25"><div class="t m0 x47 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                                      <span class="ls0">(798)    <span class="_ _1"></span> </span></div></div><div class="c x4f y11c w17 h25"><div class="t m0 x5d h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">(722)     </span></div></div><div class="c xf y11d w14 h24"><div class="t m0 x12 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Dividend<span class="_ _0"></span>s paid </div></div><div class="c x4c y11d w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y11d w16 h24"><div class="t m0 x5b h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y11d w17 h24"><div class="t m0 x5b h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y11e w14 h24"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y11e w15 h24"><div class="t m0 x50 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y11e w16 h24"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y11e w17 h24"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y11f w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Net cash from financin<span class="_ _0"></span>g activities<span class="_ _0"></span> </div></div><div class="c x4c y11f w15 h24"><div class="t m0 x50 hf y96 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y11f w16 h24"><div class="t m0 x10 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                                 <span class="lsc">(92<span class="ls0">,<span class="ls7">133)</span> </span></span></div></div><div class="c x4f y11f w17 h24"><div class="t m0 x5e hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="lsc">(30<span class="ls0">,<span class="ls7">488)</span> </span></span></div></div><div class="c xf y120 w14 h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4c y120 w15 h25"><div class="t m0 x50 hf yfa ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y120 w16 h25"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y120 w17 h25"><div class="t m0 x51 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y121 w14 h25"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Change in net cash an<span class="_ _0"></span>d cash equival<span class="_ _0"></span>ents </div></div><div class="c x4c y121 w15 h25"><div class="t m0 x50 h28 yfa ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y121 w16 h25"><div class="t m0 x47 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">47,728  </span></div></div><div class="c x4f y121 w17 h25"><div class="t m0 x5f hf yf9 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">157</span> </div></div><div class="c xf y122 w14 h24"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Balance sheet chang<span class="_ _0"></span>e in cash and ca<span class="_ _0"></span>sh equivalents, incl<span class="_ _0"></span>uding: </div></div><div class="c x4c y122 w15 h24"><div class="t m0 x50 h28 yf9 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y122 w16 h24"><div class="t m0 x43 hf yf9 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">47,721<span class="ff3"> </span></span></div></div><div class="c x4f y122 w17 h24"><div class="t m0 x5f hf yf9 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">157</span><span class="ff3"> </span></div></div><div class="c xf y123 w14 h24"><div class="t m0 x16 hf yf9 ff2 fs3 fc0 sc0 ls0 ws0"> - change in cash <span class="_ _0"></span>due to excha<span class="_ _0"></span>nge rate differenc<span class="_ _0"></span>es<span class="ff3"> </span></div></div><div class="c x4c y123 w15 h24"><div class="t m0 x50 h28 yf9 ff7 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y123 w16 h24"><div class="t m0 x60 hf yf9 ff2 fs3 fc0 sc0 ls0 ws0">(7)<span class="ff3"> </span></div></div><div class="c x4f y123 w17 h24"><div class="t m0 x5b hf yf9 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xf y124 w14 h26"><div class="t m0 x16 hf y105 ff3 fs3 fc0 sc0 ls0 ws0">Cash and cash equi<span class="_ _0"></span>valents at the be<span class="_ _0"></span>ginning of the pe<span class="_ _0"></span>riod </div></div><div class="c x4c y124 w15 h26"><div class="t m0 x1a hf y105 ff3 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x4d y124 w16 h26"><div class="t m0 x1e hf y105 ff3 fs3 fc0 sc0 ls0 ws0">1,386 </div></div><div class="c x4f y124 w17 h26"><div class="t m0 x1e hf y105 ff3 fs3 fc0 sc0 ls0 ws0">1,229 </div></div><div class="c xf y125 w14 h25"><div class="t m0 x16 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Cash and cash equi<span class="_ _0"></span>valents at the en<span class="_ _0"></span>d of the period </div></div><div class="c x4c y125 w15 h25"><div class="t m0 x1a hf yf9 ff3 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c x4d y125 w16 h25"><div class="t m0 x42 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">49,107 </div></div><div class="c x4f y125 w17 h25"><div class="t m0 x61 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0"> 1,386 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y126 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y127 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y128 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span><span class="ff3"> </span></div></div><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:691.240000px;bottom:1283.020000px;width:8.560000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:1257.420000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:691.240000px;bottom:1231.820000px;width:8.560000px;height:9.760000px;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:687.200000px;bottom:1106.840000px;width:12.600000px;height:9.770000px;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:687.200000px;bottom:1081.240000px;width:12.600000px;height:9.770000px;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:687.200000px;bottom:1055.640000px;width:12.600000px;height:9.770000px;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:687.200000px;bottom:1030.040000px;width:12.600000px;height:9.770000px;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:687.200000px;bottom:1004.440000px;width:12.600000px;height:9.770000px;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:687.200000px;bottom:690.220000px;width:12.600000px;height:9.760000px;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:687.200000px;bottom:664.620000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:639.020000px;width:12.600000px;height:9.760000px;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:687.200000px;bottom:613.420000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2d" ><span class="d m1" style="border-style:none;position:absolute;left:687.200000px;bottom:587.820000px;width:12.600000px;height:9.760000px;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:687.200000px;bottom:378.020000px;width:12.600000px;height:9.760000px;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:687.200000px;bottom:351.420000px;width:12.600000px;height:9.760000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf8" class="pf w0 h0" ><div class="pc pc8 w0 h0"><img class="bi x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x8 ha y9 ff2 fs0 fc0 sc0 ls0 ws0">8<span class="fs1"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h8 y5e ff3 fs5 fc1 sc0 ls0 ws0">Accounting pol<span class="_ _0"></span>icy and other expla<span class="_ _0"></span>natory notes  </div><div class="t m0 x1e h8 y129 ff3 fs5 fc1 sc0 lsd ws0">1.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">General inform<span class="_ _0"></span>ation </span></span></div><div class="t m0 x4 h4 y44 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y12a ff2 fs2 fc0 sc0 ls0 ws0">Name of the reporting <span class="_ _1"></span>entity: TOYA S.A. <span class="_ _1"></span><span class="ff6">(hereinafter referred<span class="_ _1"></span> to as the “Company”<span class="_ _1"></span>)</span> </div><div class="t m0 x4 h4 y12b ff2 fs2 fc0 sc0 ls0 ws0">Legal form of the entit<span class="_ _1"></span>y: Joint-stock <span class="_ _1"></span>company </div><div class="t m0 x4 h4 y12c ff6 fs2 fc0 sc0 ls0 ws0">Entity’s registered office add<span class="_ _1"></span>ress: u<span class="_ _1"></span>l. Sołtysowicka 13<span class="_ _1"></span><span class="ff2">/15, 51-</span>168 Wrocław<span class="ff2"> </span></div><div class="t m0 x4 h4 y12d ff6 fs2 fc0 sc0 ls0 ws0">Entity’s headq<span class="_ _1"></span>uarters:<span class="ff2"> </span>Wrocł<span class="_ _1"></span>aw<span class="ff2"> </span></div><div class="t m0 x4 h4 y12e ff2 fs2 fc0 sc0 ls0 ws0">Country of registration<span class="_ _1"></span>: Poland<span class="_ _1"></span> </div><div class="t m0 x4 h4 y12f ff6 fs2 fc0 sc0 ls0 ws0">Primary location of entity<span class="_ _1"></span>’s operations:<span class="_ _1"></span><span class="ff2"> Poland </span></div><div class="t m0 x4 h4 y130 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y131 ff6 fs2 fc0 sc0 ls0 ws0">The Co<span class="_ _1"></span>mpany <span class="_ _1"></span>is <span class="_ _1"></span>a <span class="_ _1"></span>successor <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>civil law <span class="_ _1"></span>partn<span class="_ _1"></span>ership <span class="_ _1"></span>“TOYA <span class="_ _1"></span>IMPORT<span class="_ _8"></span><span class="ff2">-</span>EKSPORT” <span class="_ _1"></span>with <span class="_ _1"></span>its <span class="_ _1"></span>registered <span class="_ _1"></span>office <span class="_ _1"></span>in <span class="_ _1"></span>Wrocław<span class="_ _1"></span>, </div><div class="t m0 x4 h4 y132 ff2 fs2 fc0 sc0 ls0 ws0">whose <span class="_ _10"></span>partners, <span class="_ _10"></span>given <span class="_ _10"></span>the <span class="_ _10"></span>scale <span class="_ _10"></span>of <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>business <span class="_ _10"></span>and <span class="_ _10"></span>its <span class="_ _10"></span>rapid <span class="_ _10"></span>development, <span class="_ _10"></span>resolved <span class="_ _10"></span>to <span class="_ _8"></span>tra<span class="_ _1"></span>nsfer <span class="_ _10"></span>the <span class="_ _10"></span>business <span class="_ _10"></span>in <span class="_ _10"></span>1999 <span class="_ _1"></span> </div><div class="t m0 x4 h4 y133 ff2 fs2 fc0 sc0 ls0 ws0">to a newly establis<span class="_ _1"></span>hed joint<span class="_ _1"></span>-<span class="ff6">stock company TOYA S.A. with i<span class="_ _1"></span>ts registered office in Wrocła<span class="_ _1"></span>w. <span class="_ _1"></span></span> </div><div class="t m0 x4 h4 y134 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>Company <span class="_ _10"></span>was <span class="_ _1"></span>incorp<span class="_ _1"></span>orated <span class="_ _8"></span>by <span class="_ _8"></span>v<span class="_ _1"></span>irtue <span class="_ _8"></span>of <span class="_ _8"></span>a <span class="_ _8"></span>Notarial <span class="_ _10"></span>Deed <span class="_ _1"></span>of <span class="_ _10"></span>17 <span class="_ _1"></span>Nove<span class="_ _1"></span>mber <span class="_ _8"></span>1999 <span class="_ _8"></span>dra<span class="_ _1"></span>wn <span class="_ _8"></span>up <span class="_ _8"></span>by<span class="_ _1"></span> <span class="_ _8"></span>Notary <span class="_ _8"></span>Pub<span class="_ _1"></span>lic <span class="_ _8"></span>Jolanta </div><div class="t m0 x4 h4 y135 ff6 fs2 fc0 sc0 ls0 ws0">Ołpińska <span class="_ _1"></span>in <span class="_ _1"></span>the No<span class="_ _1"></span>tarial <span class="_ _1"></span>Office in <span class="_ _1"></span>Wrocław <span class="_ _1"></span>(Rep. <span class="_ _1"></span>A <span class="_ _1"></span>No <span class="_ _1"></span>5945/99).Next, pu<span class="_ _1"></span>rsuant <span class="_ _1"></span>to <span class="_ _1"></span>a <span class="_ _1"></span>court decision<span class="_ _1"></span> of <span class="_ _1"></span>3 <span class="_ _1"></span>December 199<span class="_ _1"></span>9, </div><div class="t m0 x4 h4 y136 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>Compan<span class="_ _1"></span>y <span class="_ _10"></span>was<span class="_ _1"></span> <span class="_ _10"></span>ent<span class="_ _1"></span>ered <span class="_ _10"></span>in<span class="_ _1"></span> <span class="_ _11"></span>the <span class="_ _10"></span>Com<span class="_ _1"></span>mercial <span class="_ _10"></span>RH<span class="_ _1"></span>B <span class="_ _10"></span>R<span class="_ _1"></span>egister <span class="_ _10"></span>mainta<span class="_ _1"></span>ined <span class="_ _10"></span>by<span class="_ _1"></span> <span class="_ _10"></span>the<span class="_ _1"></span> <span class="ff6">District<span class="_ _1"></span> <span class="_ _10"></span>Cou<span class="_ _1"></span>rt <span class="_ _10"></span>for <span class="_ _11"></span>Wrocław<span class="_ _1"></span></span>-Fabryczna,<span class="_ _1"></span>  </div><div class="t m0 x4 h4 y137 ff2 fs2 fc0 sc0 ls0 ws0">6</div><div class="t m0 x64 h29 y138 ff2 fs8 fc0 sc0 lse ws0">th</div><div class="t m0 x65 h4 y137 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _12"> </span>Commercial <span class="_ _12"> </span>Division, <span class="_ _12"> </span>under <span class="_ _12"> </span>entry <span class="_ _12"> </span>No <span class="_ _12"> </span>RHB <span class="_ _12"> </span>9053.By <span class="_ _12"> </span>virtue <span class="_ _12"> </span>of a <span class="_ _12"> </span>decision <span class="_ _12"> </span>of <span class="_ _12"> </span>5 <span class="_ _12"> </span>December <span class="_ _12"> </span>2001, <span class="_ _12"> </span>the <span class="_ _12"> </span>District <span class="_ _12"> </span>Court  </div><div class="t m0 x4 h4 y139 ff6 fs2 fc0 sc0 ls0 ws0">for <span class="_ _1"></span>Wrocław<span class="ff2">-Fab<span class="_ _1"></span>ryczna, <span class="_ _1"></span>6</span></div><div class="t m0 x66 h29 y13a ff2 fs8 fc0 sc0 lse ws0">th</div><div class="t m0 x67 h4 y139 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _1"></span>Commercial <span class="_ _1"></span>Div<span class="_ _1"></span>ision <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _8"></span>Nat<span class="_ _1"></span>ional <span class="_ _1"></span>Cou<span class="_ _1"></span>rt <span class="_ _1"></span>Register, <span class="_ _1"></span>ent<span class="_ _1"></span>ered <span class="_ _1"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _1"></span>into <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Register </div><div class="t m0 x4 h4 y13b ff2 fs2 fc0 sc0 ls0 ws0">of Entrepreneurs u<span class="_ _1"></span>nder entry No. KRS 0000066712.  <span class="_ _1"></span> </div><div class="t m0 x4 h4 y13c ff2 fs2 fc0 sc0 ls0 ws0">As at 31 December 2023, <span class="_ _1"></span>TOYA S.A. operates on<span class="_ _1"></span>e branch <span class="_ _1"></span><span class="ff6">–</span> in Nad<span class="_ _1"></span>arzyn.   </div><div class="t m0 x4 h4 y13d ff6 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Company’<span class="_ _1"></span>s <span class="_ _10"></span>Statistical <span class="_ _11"></span>Identification <span class="_ _10"></span>Number <span class="_ _10"></span>(REGON) <span class="_ _11"></span>is <span class="_ _10"></span>932093253, <span class="_ _10"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>Nadarzyn <span class="_ _10"></span>Branch<span class="_ _1"></span> <span class="_ _10"></span>has <span class="_ _11"></span>been <span class="_ _10"></span>assigned <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y13e ff2 fs2 fc0 sc0 ls0 ws0">Statistical Identification N<span class="_ _1"></span>umber (REGON): 9320<span class="_ _1"></span>93253<span class="_ _1"></span>-00031.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y13f ff6 fs2 fc0 sc0 ls0 ws0">Description of the nat<span class="_ _1"></span>ure and basic scope of Compan<span class="_ _1"></span>y’s activities<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y140 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>core business activities of T<span class="_ _0"></span>OYA S.A. include import <span class="_ _0"></span>and distribution<span class="_ _1"></span> <span class="_ _0"></span>of ind<span class="_ _1"></span>ustrial goods, <span class="_ _0"></span>including primarily hand <span class="_ _0"></span>and </div><div class="t m0 x4 h4 y141 ff2 fs2 fc0 sc0 ls0 ws0">power  tools  for  p<span class="_ _1"></span>rofessional  and<span class="_ _1"></span>  DIY  use.  The  Compan<span class="_ _1"></span>y  distribu<span class="_ _1"></span>tes  goods  man<span class="_ _1"></span>ufactured  and  supplied  mainly<span class="_ _1"></span>  by </div><div class="t m0 x4 h4 y142 ff2 fs2 fc0 sc0 ls0 ws0">companies  located <span class="_ _12"> </span>in <span class="_ _12"> </span>China.<span class="_ _1"></span> <span class="_ _12"> </span>For <span class="_ _12"> </span>many  years, <span class="_ _12"> </span>the <span class="_ _12"> </span>Company  has <span class="_ _12"> </span>been <span class="_ _12"> </span>implementing  its <span class="_ _12"> </span>strategy  of<span class="_ _0"></span>  e<span class="_ _0"></span>xpand<span class="_ _1"></span>ing <span class="_ _12"> </span>into </div><div class="t m0 x4 h4 y143 ff2 fs2 fc0 sc0 ls0 ws0">international markets. It focuses primarily on Central, Southern, and Eastern Europe (Romania, Ukraine, Baltic countries, </div><div class="t m0 x4 h4 y144 ff2 fs2 fc0 sc0 ls0 ws0">Hungary,  Be<span class="_ _0"></span>larus,  Moldova, <span class="_ _12"> </span>Czech <span class="_ _11"> </span>R<span class="_ _1"></span>epublic, <span class="_ _12"> </span>Bulgaria,  Russia  and <span class="_ _13"> </span>Germany). <span class="_ _13"> </span>Mor<span class="_ _1"></span>eover, <span class="_ _13"> </span>in  2003 <span class="_ _13"> </span>a <span class="_ _13"> </span>su<span class="_ _1"></span>bsidiary, <span class="_ _12"> </span>TOYA </div><div class="t m0 x4 h4 y145 ff2 fs2 fc0 sc0 ls0 ws0">Romania S.A., <span class="_ _1"></span>w<span class="lsf">as</span> establis<span class="_ _1"></span>hed, <span class="_ _1"></span>whose bus<span class="_ _1"></span>iness includes <span class="_ _1"></span>sales of <span class="_ _1"></span>hand <span class="_ _1"></span>and p<span class="_ _1"></span>ower tools <span class="_ _1"></span>in Romania. <span class="_ _1"></span>This comp<span class="_ _1"></span>any offers </div><div class="t m0 x4 h4 y146 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>same <span class="_ _1"></span>prod<span class="_ _1"></span>ucts <span class="_ _1"></span>and <span class="_ _1"></span>b<span class="_ _1"></span>rands <span class="_ _1"></span>as <span class="_ _1"></span>those <span class="_ _8"></span>offered <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _1"></span>in <span class="_ _1"></span>Polan<span class="_ _1"></span>d <span class="_ _1"></span>In <span class="_ _1"></span>2008, <span class="_ _1"></span>the <span class="_ _1"></span>comp<span class="_ _1"></span>any <span class="_ _1"></span>Yato <span class="_ _1"></span>Tools <span class="_ _8"></span>(Shanghai) </div><div class="t m0 x4 h4 y147 ff2 fs2 fc0 sc0 ls0 ws0">Co. <span class="_ _8"></span>Ltd., <span class="_ _8"></span>located<span class="_ _1"></span> <span class="_ _8"></span>in <span class="_ _8"></span>China, <span class="_ _8"></span>was <span class="_ _8"></span>es<span class="_ _1"></span>tablis<span class="_ _1"></span>hed. <span class="_ _8"></span>The <span class="_ _8"></span>entity <span class="_ _8"></span>d<span class="_ _1"></span>eals <span class="_ _1"></span>in <span class="_ _10"></span>the <span class="_ _1"></span>distributio<span class="_ _1"></span>n <span class="_ _8"></span>of<span class="_ _1"></span> YATO <span class="_ _1"></span>b<span class="_ _1"></span>rand <span class="_ _8"></span>tools <span class="_ _8"></span>and<span class="_ _1"></span> <span class="_ _1"></span>power <span class="_ _8"></span>tools<span class="_ _1"></span> <span class="_ _8"></span>in </div><div class="t m0 x4 h18 y148 ff2 fs2 fc0 sc0 ls0 ws0">China and in certain other foreign <span class="_ _0"></span>markets not supported<span class="_ _1"></span> by <span class="_ _0"></span>TOYA S.A.<span class="_ _1"></span><span class="ff3 fc3"> </span>In 2019, <span class="_ _0"></span>the company<span class="_ _1"></span> Yato T<span class="_ _0"></span>ools (Jiaxing) Co. Ltd. </div><div class="t m0 x4 h4 y149 ff2 fs2 fc0 sc0 ls0 ws0">was founded, with it<span class="_ _1"></span>s registered office in Baibu Town,<span class="_ _1"></span> Chin<span class="_ _1"></span>a, which main b<span class="_ _1"></span>usiness is als<span class="_ _1"></span>o distribution of tools and power </div><div class="t m0 x4 h4 y14a ff2 fs2 fc0 sc0 ls0 ws0">tools. <span class="_ _8"></span>The <span class="_ _8"></span>major <span class="_ _10"></span>part <span class="_ _1"></span>of <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>activities <span class="_ _8"></span>of <span class="_ _8"></span>Yato <span class="_ _8"></span>Tools<span class="_ _1"></span> <span class="_ _8"></span>(Shangh<span class="_ _1"></span>ai) <span class="_ _8"></span>and <span class="_ _8"></span>Yato <span class="_ _8"></span>Tools<span class="_ _1"></span> <span class="_ _8"></span>(Jiaxing) <span class="_ _8"></span>is <span class="_ _8"></span>s<span class="_ _1"></span>upply <span class="_ _8"></span>chain <span class="_ _8"></span>man<span class="_ _1"></span>agement <span class="_ _1"></span>to </div><div class="t m0 x4 h4 y14b ff2 fs2 fc0 sc0 ls0 ws0">companies in Polan<span class="_ _1"></span>d and Romania.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y14c ff2 fs2 fc0 sc0 ls0 ws0">Duration of the Compan<span class="_ _1"></span>y is unlimited.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y14d ff2 fs2 fc0 sc0 ls0 ws0">Toya S.A. is the par<span class="_ _1"></span>ent company of the TOYA S.A. Cap<span class="_ _1"></span>ital Group.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y14e ff2 fs2 fc0 sc0 ls0 ws0">In period from <span class="ls4">1 <span class="_ _1"></span></span>January <span class="ls4">2023 <span class="_ _1"></span></span>to 31 December 2023, a<span class="_ _1"></span>nd until the d<span class="_ _1"></span>ate of approval of th<span class="_ _1"></span>ese financial sta<span class="_ _1"></span>tements for </div><div class="t m0 x4 h4 y14f ff2 fs2 fc0 sc0 ls0 ws0">publication, th<span class="_ _1"></span>e Management Board wa<span class="_ _1"></span>s compo<span class="_ _1"></span>sed of the following m<span class="_ _1"></span>embers:<span class="_ _1"></span><span class="ff8 fs0 fc3"> </span></div><div class="t m0 x68 h4 y150 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Grzegorz Pinkosz   <span class="_ _1"></span>                          <span class="_ _1"></span>                  <span class="_ _1"></span>President of the Management <span class="_ _1"></span>Board;<span class="_ _1"></span> </span></span></div><div class="t m0 x68 h4 y151 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Maciej Lubnauer     <span class="_ _1"></span>                         <span class="_ _1"></span>                 <span class="_ _1"></span><span class="ls10">Vice</span>-President of the Management Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x68 h4 y152 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Robert Borys <span class="_ _a"></span><span class="ls11">                      <span class="_ _0"></span>                  <span class="_ _0"></span>              <span class="_ _0"></span><span class="ls10">Vice<span class="ls0">-President of th<span class="_ _1"></span>e Management Boa<span class="_ _1"></span>rd.<span class="_ _1"></span> </span></span></span></span></span></div><div class="t m0 x4 h3 y153 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y154 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w0 h0" ><div class="pc pc9 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x8 ha y9 ff2 fs0 fc0 sc0 ls0 ws0">9<span class="fs1"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">In the <span class="_ _1"></span>period from <span class="_ _1"></span><span class="ls4">1 <span class="_ _1"></span></span>January 2023 to<span class="_ _1"></span> <span class="ls4">31 <span class="_ _1"></span></span>December <span class="_ _1"></span>2023 a<span class="_ _1"></span>nd un<span class="_ _1"></span>til the date <span class="_ _1"></span>of approval of <span class="_ _1"></span>these finan<span class="_ _1"></span>cial statements <span class="_ _1"></span>for </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">publication, th<span class="_ _1"></span>e Supervisory Board <span class="_ _1"></span>consis<span class="_ _1"></span>ted of the following members:<span class="_ _1"></span> </div><div class="t m0 x68 h4 y157 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Piotr Mondalski<span class="_ _1"></span>                                <span class="_ _1"></span>                         <span class="_ _1"></span>President of the Supervisory Bo<span class="_ _1"></span>ard; </span></span></div><div class="t m0 x68 h4 y158 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Jan Szmidt  <span class="_ _1"></span>                                       <span class="_ _1"></span>                         <span class="_ _1"></span><span class="ls10">Vice</span>-President of the Sup<span class="_ _1"></span>ervisory Board<span class="_ _1"></span>; </span></span></div><div class="t m0 x68 h4 y159 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff6">Dariusz Górka<span class="ff2 ls11">                             <span class="_ _0"></span>                      <span class="_ _0"></span>         <span class="ls0">Member of the Supervisory Board<span class="_ _1"></span>; </span></span></span></span></div><div class="t m0 x68 h4 y15a ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff6">Michał Kobus<span class="_ _1"></span><span class="ff2">                                      <span class="_ _1"></span>                       <span class="_ _1"></span>Member of the Superviso<span class="_ _1"></span>ry Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x68 h4 y15b ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff6">Grzegorz Maciąg<span class="ff2 ls11">                                 <span class="_ _0"></span>                   <span class="_ _0"></span>   <span class="ls0">Member of the Superv<span class="_ _1"></span>isory Board<span class="_ _1"></span>; </span></span></span></span></div><div class="t m0 x68 h4 y15c ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff6">Wojciech Bartłomiej Pap<span class="_ _1"></span>ierak<span class="ff2">   <span class="_ _1"></span>                             <span class="_ _1"></span>Member of the Supervis<span class="_ _1"></span>ory Board<span class="_ _1"></span>; </span></span></span></div><div class="t m0 x68 h4 y15d ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _14"> </span><span class="ff2">Beata Szmidt<span class="ls11">                            <span class="_ _0"></span>                 <span class="_ _0"></span>                 <span class="ls0">Member of the Supervisory Board<span class="_ _1"></span>. </span></span></span></span></div><div class="t m0 x4 ha y15e ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y15f ff2 fs2 fc0 sc0 ls0 ws0">These financial statements of the Company cover the year ended on <span class="_ _1"></span>31 December <span class="ls4">202</span>3.<span class="_ _1"></span> Comparative data is presented:<span class="_ _1"></span> </div><div class="t m0 x1e h4 y160 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">as at <span class="ls4">31 </span>Decemb<span class="_ _1"></span>er <span class="ls4">20</span>22 - for the s<span class="_ _1"></span>tatement of financial position<span class="_ _1"></span><span class="lsa">, </span> </span></span></div><div class="t m0 x1e h4 y161 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">for <span class="_ _13"> </span>the <span class="_ _13"> </span>period <span class="_ _13"> </span>from <span class="_ _13"> </span>1 <span class="_ _13"> </span>Jan<span class="_ _1"></span>uary <span class="_ _13"> </span><span class="ls4">20</span>22 <span class="_ _13"> </span>to <span class="_ _13"> </span>31 <span class="_ _13"> </span>Dec<span class="_ _1"></span>ember <span class="_ _13"> </span><span class="ls4">20</span>22 <span class="_ _13"> </span>- <span class="_ _13"> </span>for <span class="_ _13"> </span>the <span class="_ _13"> </span>s<span class="_ _1"></span>tatement <span class="_ _13"> </span>of <span class="_ _13"> </span>profit <span class="_ _13"> </span>or <span class="_ _13"> </span>loss<span class="_ _1"></span> <span class="_ _13"> </span>and <span class="_ _13"> </span>other </span></span></div><div class="t m0 x69 h4 y162 ff2 fs2 fc0 sc0 ls0 ws0">comprehensive income, th<span class="_ _1"></span>e statement of cash flo<span class="_ _1"></span>ws and the statement of chan<span class="_ _1"></span>ges in equity<span class="_ _8"></span>.  </div><div class="t m0 x4 h4 y106 ff2 fs2 fc0 sc0 ls0 ws0">These financial sta<span class="_ _1"></span>tements of <span class="_ _1"></span>the Company for th<span class="_ _1"></span>e year ended <span class="_ _1"></span><span class="ls4">31</span> <span class="_ _1"></span>December 2023 <span class="_ _1"></span>were ap<span class="_ _1"></span>proved for publication<span class="_ _1"></span> by the </div><div class="t m0 x4 h4 y163 ff2 fs2 fc0 sc0 ls0 ws0">Management Board o<span class="_ _1"></span>n 28 March <span class="_ _1"></span><span class="ls4">20</span>24. </div><div class="t m0 x4 h4 y164 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company has <span class="_ _7"></span>also prepared <span class="_ _7"></span>the consolidated <span class="_ _0"></span>financial <span class="_ _0"></span>statements <span class="_ _0"></span>for <span class="_ _0"></span>the <span class="_ _0"></span>year e<span class="_ _0"></span>nded 31 <span class="_ _0"></span>December <span class="_ _0"></span>2023, which <span class="_ _7"></span>wer<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y165 ff2 fs2 fc0 sc0 ls0 ws0">approved for p<span class="_ _1"></span>ublication by the Management Boa<span class="_ _1"></span>rd on 28 March 2024<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y166 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h8 y167 ff3 fs5 fc1 sc0 lsd ws0">2.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Summary of sig<span class="_ _0"></span>nificant accounti<span class="_ _0"></span>ng  policies </span></span></div><div class="t m0 x4 h4 y168 ff2 fs2 fc0 sc0 ls0 ws0">The most significant accounting principles app<span class="_ _1"></span>lied for the drawing up of <span class="_ _0"></span>th<span class="_ _1"></span>ese financial statements have been presented </div><div class="t m0 x4 h4 y169 ff2 fs2 fc0 sc0 ls0 ws0">below. Those principl<span class="_ _1"></span>es were applied in all p<span class="_ _1"></span>eriods presented in a<span class="_ _1"></span> continuous way, unless<span class="_ _1"></span> stated otherwise.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y16a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h2a y16b ff3 fs1 fc1 sc0 ls12 ws0">2.1<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Basic of preparation </span></span></div><div class="t m0 x4 h4 y84 ff2 fs2 fc0 sc0 ls0 ws0">These <span class="_ _11"></span>financial <span class="_ _11"> </span>sta<span class="_ _1"></span>tements <span class="_ _11"></span>of <span class="_ _11"> </span>the <span class="_ _11"> </span>Compan<span class="_ _1"></span>y <span class="_ _11"></span>for <span class="_ _11"> </span>the <span class="_ _11"> </span>financial <span class="_ _11"> </span>y<span class="_ _1"></span>ear <span class="_ _11"></span>ended <span class="_ _11"> </span>31 <span class="_ _11"> </span>December <span class="_ _13"> </span>2023 <span class="_ _11"></span>have <span class="_ _11"> </span>been <span class="_ _13"> </span>prepared <span class="_ _11"> </span>in </div><div class="t m0 x4 h4 y16c ff6 fs2 fc0 sc0 ls0 ws0">accordance with the Int<span class="_ _1"></span>ernational Fina<span class="_ _1"></span>ncial Reporting Stan<span class="_ _1"></span>dards (“IFRS”) an<span class="_ _1"></span>d interpretations is<span class="_ _1"></span>sued by the Internat<span class="_ _1"></span>ional </div><div class="t m0 x4 h4 y16d ff2 fs2 fc0 sc0 ls0 ws0">Accounting Standar<span class="_ _1"></span>ds Boar<span class="_ _1"></span><span class="ff6">d, as adopted by th<span class="_ _1"></span>e European Union (“EU”).  <span class="_ _1"></span></span> </div><div class="t m0 x4 h4 y16e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yb9 ff2 fs2 fc0 sc0 ls0 ws0">These <span class="_ _0"></span>financial <span class="_ _0"></span>state<span class="_ _1"></span>ments <span class="_ _0"></span>have bee<span class="_ _0"></span>n prepared <span class="_ _7"></span>in accordance <span class="_ _0"></span>with IFRS <span class="_ _7"></span>and<span class="_ _1"></span> <span class="_ _0"></span>Interpretation<span class="_ _1"></span>s <span class="_ _0"></span>of <span class="_ _0"></span>the<span class="_ _1"></span> Intern<span class="_ _1"></span>ational <span class="_ _0"></span>Financial </div><div class="t m0 x4 h4 y16f ff6 fs2 fc0 sc0 ls0 ws0">Reporting <span class="_ _10"></span>Interpretations <span class="_ _10"></span>Committee <span class="_ _8"></span>(“IF<span class="_ _1"></span>RIC”) <span class="_ _10"></span>which <span class="_ _10"></span>were <span class="_ _8"></span>issu<span class="_ _1"></span>ed <span class="_ _10"></span>and <span class="_ _8"></span>in <span class="_ _10"></span>effect <span class="_ _8"></span>as <span class="_ _10"></span>at <span class="_ _10"></span>the <span class="_ _8"></span>repo<span class="_ _1"></span>rting <span class="_ _10"></span>date <span class="_ _8"></span>31 <span class="_ _10"></span>December </div><div class="t m0 x4 h4 y170 ff2 fs2 fc0 sc0 ls0 ws0">2023.  </div><div class="t m0 x4 h4 y171 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y172 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>policies <span class="_ _8"></span>described <span class="_ _8"></span>b<span class="_ _1"></span>elow <span class="_ _1"></span>h<span class="_ _1"></span>ave <span class="_ _8"></span>been <span class="_ _8"></span>consistently <span class="_ _8"></span>app<span class="_ _1"></span>lied <span class="_ _1"></span>to <span class="_ _8"></span>all <span class="_ _10"></span>the<span class="_ _0"></span> <span class="_ _8"></span>periods <span class="_ _8"></span>pres<span class="_ _1"></span>ented, <span class="_ _8"></span>except <span class="_ _8"></span>for <span class="_ _8"></span>changes <span class="_ _10"></span>resulting<span class="_ _0"></span> </div><div class="t m0 x4 h4 y173 ff2 fs2 fc0 sc0 ls0 ws0">from the application of n<span class="_ _1"></span>ew or amended IFRS from 1 J<span class="_ _1"></span>anuary 2023, which w<span class="_ _1"></span>ere described below.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y174 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y175 ff2 fs2 fc0 sc0 ls0 ws0">These financial statements<span class="_ _1"></span> have been prepared in<span class="_ _1"></span> accordance with the h<span class="_ _1"></span>istorical cost conv<span class="_ _1"></span>ention.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y32 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y176 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y177 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y178 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y179 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y17a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y17b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y17c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y17d ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">10<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>preparation <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>financial <span class="_ _1"></span>statements <span class="_ _8"></span>in <span class="_ _1"></span>conformity <span class="_ _8"></span>with <span class="_ _1"></span>IFRS <span class="_ _8"></span>requires <span class="_ _1"></span>us<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _1"></span>significant <span class="_ _8"></span>accounting <span class="_ _8"></span>estimates. <span class="_ _1"></span>It <span class="_ _1"></span>als<span class="_ _1"></span>o </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">requires the <span class="_ _0"></span>Management Board to <span class="_ _0"></span>exercise <span class="_ _0"></span>judgement in <span class="_ _0"></span>the process of applying <span class="_ _0"></span>the accountin<span class="_ _1"></span>g <span class="_ _0"></span>policies adopted <span class="_ _0"></span>by the </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">Company. <span class="_ _8"></span>The <span class="_ _8"></span>areas <span class="_ _10"></span>involving <span class="_ _1"></span>a <span class="_ _10"></span>higher <span class="_ _1"></span>degree <span class="_ _8"></span>of <span class="_ _8"></span>jud<span class="_ _1"></span>gement <span class="_ _8"></span>or <span class="_ _10"></span>complexity <span class="_ _1"></span>or <span class="_ _8"></span>ar<span class="_ _1"></span>eas <span class="_ _8"></span>where <span class="_ _1"></span>as<span class="_ _1"></span>sumptions <span class="_ _8"></span>and <span class="_ _10"></span>estimates </div><div class="t m0 x4 h4 y17f ff2 fs2 fc0 sc0 ls0 ws0">are material from the point <span class="_ _1"></span>of view of the financial s<span class="_ _1"></span>tatements a<span class="_ _1"></span>re disclosed in not<span class="_ _8"></span>e 4. </div><div class="t m0 x4 h4 y180 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y181 ff2 fs2 fc0 sc0 ls0 ws0">Going concern<span class="_ _1"></span> </div><div class="t m0 x4 h4 y182 ff2 fs2 fc0 sc0 ls0 ws0">These financial <span class="_ _1"></span>statements <span class="_ _1"></span>have <span class="_ _1"></span>been prepared <span class="_ _1"></span>on the <span class="_ _1"></span>assumption <span class="_ _1"></span>that <span class="_ _1"></span>the Company <span class="_ _1"></span>will con<span class="_ _1"></span>tinue as<span class="_ _1"></span> going <span class="_ _1"></span>concerns in </div><div class="t m0 x4 h4 y183 ff2 fs2 fc0 sc0 ls0 ws0">the foreseeable future.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y184 ff3 fs1 fc1 sc0 ls12 ws0">2.2<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ffb">Effect of new standards and interpretations on the Company<span class="_ _0"></span>’s financial statements<span class="_ _1"></span><span class="ff3"> </span></span></span></div><div class="t m0 x4 h4 y185 ff2 fs2 fc0 sc0 ls0 ws0">These financial state<span class="_ _1"></span>ments have been prepared o<span class="_ _1"></span>n the basis<span class="_ _1"></span> of the EU IFRS issued a<span class="_ _1"></span>nd effective as at th<span class="_ _1"></span>e reporting date, </div><div class="t m0 x4 h4 y186 ff2 fs2 fc0 sc0 ls0 ws0">i.e. 31 December <span class="ls4">20<span class="_ _1"></span></span>23. </div><div class="t m0 x4 h4 y187 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>EU <span class="_ _10"></span>IFRS <span class="_ _10"></span>comprise <span class="_ _10"></span>all <span class="_ _8"></span>In<span class="_ _1"></span>ternational <span class="_ _10"></span>Accoun<span class="_ _1"></span>ting <span class="_ _10"></span>Standards, <span class="_ _10"></span>International <span class="_ _10"></span>Financial <span class="_ _10"></span>Reporting <span class="_ _10"></span>Stan<span class="_ _1"></span>dards <span class="_ _10"></span>and <span class="_ _10"></span>related </div><div class="t m0 x4 h4 y188 ff2 fs2 fc0 sc0 ls0 ws0">Interpretations, <span class="_ _13"> </span>excluding <span class="_ _13"> </span>Standards <span class="_ _13"> </span>and <span class="_ _11"> </span>Interpretatio<span class="_ _1"></span>ns <span class="_ _11"></span>listed <span class="_ _11"> </span>b<span class="_ _1"></span>elow, <span class="_ _11"> </span>which <span class="_ _13"> </span>are <span class="_ _11"> </span>awaitin<span class="_ _1"></span>g <span class="_ _11"> </span>app<span class="_ _1"></span>roval <span class="_ _11"> </span>by <span class="_ _13"> </span>the<span class="_ _8"></span> European </div><div class="t m0 x4 h4 y189 ff2 fs2 fc0 sc0 ls0 ws0">Union.  </div><div class="t m0 x4 h4 y18a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y18b ff3 fs2 fc0 sc0 ls13 ws0">a)<span class="ff8 ls0"> <span class="_ _17"> </span><span class="ff3">New standard<span class="_ _1"></span>s, interpretations and am<span class="_ _1"></span>endments to existing standard<span class="_ _1"></span>s effective in <span class="_ _1"></span><span class="ls4">202<span class="_ _1"></span></span>3  </span></span></div><div class="t m0 x69 h18 ya9 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y18c ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">New IFRS 17 &quot;Insurance C<span class="_ _1"></span>ontracts&quot;<span class="_ _1"></span> </span></span></div><div class="t m0 x42 h4 y18d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y18e ff2 fs2 fc0 sc0 ls0 ws0">A <span class="_ _10"></span>new<span class="_ _1"></span> <span class="_ _10"></span>sta<span class="_ _1"></span>ndard <span class="_ _11"></span>regulating <span class="_ _10"></span>t<span class="_ _1"></span>he <span class="_ _10"></span>recognition,<span class="_ _1"></span> <span class="_ _11"></span>measurement, <span class="_ _11"></span>presentation <span class="_ _11"></span>and <span class="_ _11"></span>disclosure <span class="_ _10"></span>of <span class="_ _11"></span>insuran<span class="_ _1"></span>ce <span class="_ _10"></span>and <span class="_ _11"></span>reinsurance </div><div class="t m0 x4 h4 y18f ff2 fs2 fc0 sc0 ls0 ws0">contracts. The sta<span class="_ _1"></span>ndard <span class="_ _1"></span>replaces the existing IFRS 4. </div><div class="t m0 x4 h4 y190 ff2 fs2 fc0 sc0 ls0 ws0">The application of the s<span class="_ _1"></span>tandard did not hav<span class="_ _1"></span>e a significant impact on<span class="_ _1"></span> the Company&apos;s financial s<span class="_ _1"></span>tatements.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y191 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y192 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">Amendment <span class="_ _1"></span>to IFRS 17 &quot;Insurance Con<span class="_ _1"></span>tracts&quot; </span></span></div><div class="t m0 x42 h4 y193 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y194 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _13"> </span>Board<span class="_ _1"></span> <span class="_ _13"> </span>esta<span class="_ _1"></span>blished  tra<span class="_ _0"></span>nsitional  provisions <span class="_ _13"> </span>on  comparative <span class="_ _13"> </span>data  f<span class="_ _0"></span>or  entities <span class="_ _13"> </span>that  i<span class="_ _0"></span>mplement <span class="_ _12"> </span>IFRS <span class="_ _12"> </span>17 <span class="_ _13"> </span>an<span class="_ _1"></span>d <span class="_ _12"> </span>IFRS <span class="_ _13"> </span>9 </div><div class="t m0 x4 h4 y195 ff2 fs2 fc0 sc0 ls0 ws0">simultaneously t<span class="_ _1"></span>o reduce potential accounting mismatches<span class="_ _1"></span> arising from d<span class="_ _1"></span>ifferences between these s<span class="_ _1"></span>tandards.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y196 ff2 fs2 fc0 sc0 ls0 ws0">This change had<span class="_ _1"></span> no impact on the Company&apos;s<span class="_ _1"></span> financial statements.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y144 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y197 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">Amendment <span class="_ _1"></span>to IAS 1 &quot;Presentation of financial stateme<span class="_ _1"></span>nts&quot;<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h18 y198 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 ye5 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _7"></span>IAS <span class="_ _0"></span>Council <span class="_ _0"></span>clarified <span class="_ _7"></span>which information <span class="_ _7"></span>regarding <span class="_ _0"></span>the <span class="_ _0"></span>accounting <span class="_ _7"></span>policy <span class="_ _0"></span>applied <span class="_ _7"></span>by<span class="_ _1"></span> <span class="_ _7"></span>the <span class="_ _0"></span>entity <span class="_ _7"></span>is <span class="_ _0"></span>significant <span class="_ _0"></span>and <span class="_ _0"></span>requires<span class="_ _1"></span> </div><div class="t m0 x4 h4 y199 ff2 fs2 fc0 sc0 ls0 ws0">disclosure <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>financial <span class="_ _1"></span>statements. <span class="_ _1"></span>The <span class="_ _1"></span>principles <span class="_ _1"></span>focus <span class="_ _1"></span>on<span class="_ _1"></span> ta<span class="_ _1"></span>iloring d<span class="_ _1"></span>isclosures <span class="_ _1"></span>to <span class="_ _1"></span>an <span class="_ _1"></span>individual&apos;s <span class="_ _1"></span>circumstances<span class="_ _1"></span>. The </div><div class="t m0 x4 h4 y19a ff2 fs2 fc0 sc0 ls0 ws0">Council warns against <span class="_ _0"></span>using standardized provisions copied from <span class="_ _7"></span>IF<span class="_ _1"></span>RS and <span class="_ _0"></span>expects that the <span class="_ _0"></span>basis for valuation of<span class="_ _0"></span> financial </div><div class="t m0 x4 h4 y19b ff2 fs2 fc0 sc0 ls0 ws0">instruments is<span class="_ _1"></span> important information.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y19c ff2 fs2 fc0 sc0 ls0 ws0">The above changes d<span class="_ _1"></span>id not have a significan<span class="_ _1"></span>t impact on the Company<span class="_ _1"></span>&apos;s financial statemen<span class="_ _1"></span>ts.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y19d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y19e ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">Amendments  to  IAS <span class="_ _13"> </span>8  <span class="ffb">“</span>Acco<span class="_ _1"></span>unting  Polici<span class="_ _0"></span>es,  Changes  in <span class="_ _12"> </span>Accounting  Estimates  and <span class="_ _12"> </span>Errors<span class="_ _8"></span><span class="ffb">”</span>:  Defi<span class="_ _0"></span>nition  of </span></span></div><div class="t m0 x4 h18 y19f ff3 fs2 fc0 sc0 ls0 ws0">Accounting Estimates<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1a0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1a1 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Council <span class="_ _1"></span>introd<span class="_ _1"></span>uced <span class="_ _1"></span>the <span class="_ _1"></span>d<span class="_ _1"></span>efinition <span class="_ _1"></span>of <span class="_ _1"></span>an <span class="_ _8"></span>accounting <span class="_ _1"></span>esti<span class="_ _1"></span>mate <span class="_ _1"></span>into <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>standard: <span class="_ _8"></span>Accounting <span class="_ _1"></span>estimates<span class="_ _1"></span> <span class="_ _1"></span>are <span class="_ _1"></span>monetary </div><div class="t m0 x4 h4 y1a2 ff2 fs2 fc0 sc0 ls0 ws0">amounts in fin<span class="_ _1"></span>ancial statements that<span class="_ _1"></span> are subject to measurement uncertainty<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1a3 ff2 fs2 fc0 sc0 ls0 ws0">The above changes d<span class="_ _1"></span>id not have a significan<span class="_ _1"></span>t impact on the Company<span class="_ _1"></span>&apos;s financial statemen<span class="_ _1"></span>ts.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1a4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w0 h0" ><div class="pc pcb w0 h0"><img class="bi x6b y3a w19 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">11<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y1a5 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">Amendments to IAS 12 <span class="ffb">“</span>Income Taxes<span class="ffb">”</span>: Deferred tax relating to assets <span class="_ _0"></span>and liabilities recognized as a result of </span></span></div><div class="t m0 x4 h18 y1a6 ff3 fs2 fc0 sc0 ls0 ws0">a single transaction<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1a7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1a8 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Council <span class="_ _1"></span>introd<span class="_ _1"></span>uced <span class="_ _1"></span>the <span class="_ _1"></span>principle <span class="_ _1"></span>that <span class="_ _8"></span>if <span class="_ _1"></span>a <span class="_ _1"></span>transaction <span class="_ _8"></span>results <span class="_ _1"></span>in <span class="_ _1"></span>both <span class="_ _8"></span>positive <span class="_ _1"></span>and <span class="_ _1"></span>negative <span class="_ _1"></span>temporary <span class="_ _8"></span>differences <span class="_ _1"></span>in </div><div class="t m0 x4 h4 y1a9 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>same <span class="_ _1"></span>amoun<span class="_ _1"></span>t, <span class="_ _1"></span>assets <span class="_ _1"></span>and <span class="_ _1"></span>prov<span class="_ _1"></span>isions <span class="_ _1"></span>for <span class="_ _1"></span>deferred <span class="_ _1"></span>incom<span class="_ _1"></span>e <span class="_ _1"></span>tax <span class="_ _1"></span>shou<span class="_ _1"></span>ld b<span class="_ _1"></span>e <span class="_ _1"></span>recognized <span class="_ _1"></span>even <span class="_ _1"></span>if <span class="_ _1"></span>the <span class="_ _1"></span>tran<span class="_ _1"></span>saction <span class="_ _1"></span>does <span class="_ _1"></span>not </div><div class="t m0 x4 h4 y66 ff2 fs2 fc0 sc0 ls0 ws0">result <span class="_ _8"></span>from <span class="_ _8"></span>the <span class="_ _8"></span>m<span class="_ _1"></span>erger <span class="_ _1"></span>or <span class="_ _10"></span>has <span class="_ _8"></span>no <span class="_ _8"></span>impact <span class="_ _8"></span>on <span class="_ _8"></span>the <span class="_ _8"></span>accoun<span class="_ _1"></span>ting <span class="_ _1"></span>or <span class="_ _8"></span>tax <span class="_ _8"></span>result. <span class="_ _10"></span>This<span class="_ _0"></span> <span class="_ _8"></span>means <span class="_ _8"></span>the <span class="_ _8"></span>need <span class="_ _10"></span>to <span class="_ _1"></span>recognize <span class="_ _8"></span>as<span class="_ _1"></span>sets <span class="_ _8"></span>and </div><div class="t m0 x4 h4 y1aa ff2 fs2 fc0 sc0 ls0 ws0">deferred <span class="_ _11"> </span>tax <span class="_ _11"> </span>p<span class="_ _1"></span>rovisions, <span class="_ _11"></span>e.g. <span class="_ _11"></span>when <span class="_ _11"></span>temporary <span class="_ _11"> </span>differences <span class="_ _13"> </span>in <span class="_ _11"> </span>equal <span class="_ _11"> </span>amou<span class="_ _1"></span>nts <span class="_ _11"></span>occur <span class="_ _11"> </span>in <span class="_ _11"> </span>the <span class="_ _11"> </span>case <span class="_ _11"> </span>of <span class="_ _11"> </span>leas<span class="_ _1"></span>ing <span class="_ _11"></span>(a <span class="_ _11"></span>separate </div><div class="t m0 x4 h4 y1ab ff2 fs2 fc0 sc0 ls0 ws0">temporary <span class="_ _8"></span>difference <span class="_ _8"></span>from <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>liability<span class="_ _1"></span> <span class="_ _1"></span>a<span class="_ _1"></span>nd <span class="_ _8"></span>from <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>right<span class="_ _1"></span>-<span class="ls14">of</span>-use) <span class="_ _1"></span>or <span class="_ _8"></span>in <span class="_ _8"></span>the <span class="_ _8"></span>case <span class="_ _8"></span>of <span class="_ _1"></span>recla<span class="_ _1"></span>mation <span class="_ _1"></span>liabilities. <span class="_ _8"></span>The <span class="_ _8"></span>rule <span class="_ _8"></span>that </div><div class="t m0 x4 h4 y1ac ff2 fs2 fc0 sc0 ls0 ws0">deferred <span class="_ _10"></span>tax <span class="_ _10"></span>assets <span class="_ _10"></span>and <span class="_ _10"></span>liabilities <span class="_ _10"></span>are <span class="_ _10"></span>offset <span class="_ _10"></span>if <span class="_ _10"></span>current <span class="_ _10"></span>tax <span class="_ _10"></span>assets <span class="_ _10"></span>and <span class="_ _11"> </span>liabilities <span class="_ _10"></span>are <span class="_ _10"></span>subject <span class="_ _10"></span>to <span class="_ _10"></span>offsetting,<span class="_ _1"></span> <span class="_ _10"></span>has <span class="_ _10"></span>not <span class="_ _10"></span>been </div><div class="t m0 x4 h4 y1ad ff2 fs2 fc0 sc0 ls0 ws0">changed. </div><div class="t m0 x4 h4 y1ae ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1af ff2 fs2 fc0 sc0 ls0 ws0">The above changes d<span class="_ _1"></span>id not affect the Company&apos;s fin<span class="_ _1"></span>ancial statements.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y1b0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y1b1 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _18"> </span><span class="ff3">Amendment <span class="_ _1"></span>to IAS 12 &quot;Income Taxes&quot;<span class="_ _1"></span> </span></span></div><div class="t m0 x1e h4 y1b2 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1b3 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"></span>change <span class="_ _11"> </span>introd<span class="_ _1"></span>uces <span class="_ _11"></span>a <span class="_ _11"> </span>temporary <span class="_ _13"> </span>exemption <span class="_ _11"></span>from <span class="_ _11"> </span>reco<span class="_ _1"></span>gnizing <span class="_ _11"> </span>deferred <span class="_ _11"> </span>tax <span class="_ _11"> </span>resu<span class="_ _1"></span>lting <span class="_ _11"></span>from <span class="_ _11"></span>the <span class="_ _11"> </span>implementation<span class="_ _1"></span> <span class="_ _11"></span>of </div><div class="t m0 x4 h4 y1b4 ff2 fs2 fc0 sc0 ls0 ws0">international tax <span class="_ _1"></span>reform (Pillar II) and the ob<span class="_ _1"></span>ligation to introduce additio<span class="_ _1"></span>nal related disclosures<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1b5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1b6 ff2 fs2 fc0 sc0 ls0 ws0">The above change had<span class="_ _1"></span> no impact on th<span class="_ _1"></span>e Company&apos;s financial s<span class="_ _1"></span>tatements.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1b7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1b8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y1b9 ff3 fs2 fc0 sc0 ls15 ws0">b)<span class="ff8 ls0">  <span class="ff3">New <span class="_ _1"></span>standard<span class="_ _1"></span>s, inter<span class="_ _1"></span>pretations <span class="_ _1"></span>and <span class="_ _1"></span>amendments, <span class="_ _1"></span>which <span class="_ _1"></span>are <span class="_ _1"></span>not <span class="_ _1"></span>yet <span class="_ _1"></span>effective and<span class="_ _1"></span> h<span class="_ _1"></span>ave not <span class="_ _1"></span>been <span class="_ _1"></span>applied <span class="_ _1"></span>early <span class="_ _1"></span>by </span></span></div><div class="t m0 x42 h18 y1ba ff3 fs2 fc0 sc0 ls0 ws0">the Compan<span class="_ _1"></span>y  </div><div class="t m0 x4 h18 y1bb ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y1bc ff3 fs2 fc0 sc0 ls0 ws0">Standards and<span class="_ _1"></span> Interpretations - appro<span class="_ _1"></span>ved by the EU, which have no<span class="_ _1"></span>t yet come into force for annu<span class="_ _1"></span>al periods beginning </div><div class="t m0 x4 h18 y1bd ff3 fs2 fc0 sc0 ls0 ws0">on 1 January <span class="_ _1"></span><span class="ls4">202</span>3<span class="ff2"> </span></div></div><div class="c x6c y1be w1a h2b"><div class="t m0 x47 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Standards and Inter<span class="_ _0"></span>pretations<span class="ff2"> </span></div></div><div class="c x6d y1be w1b h2b"><div class="t m0 x47 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Type of anticipated c<span class="_ _0"></span>hange in accou<span class="_ _0"></span>nting policies </div></div><div class="c x6e y1be w1c h2b"><div class="t m0 x47 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Possible impact on t<span class="_ _0"></span>he financial </div><div class="t m0 x47 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">statements </div></div><div class="c x6c y142 w1a h2c"><div class="t m0 x47 h20 y1c0 ff5 fs3 fc0 sc0 ls0 ws0">Amendment <span class="_ _10"></span>to <span class="_ _10"> </span>IAS <span class="_ _10"> </span>1 <span class="_ _11"> </span>&quot;Presentati<span class="_ _0"></span>on <span class="_ _11"> </span>of </div><div class="t m0 x47 h20 y1c1 ff5 fs3 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>cial statements<span class="ffc">”</span> </div><div class="t m0 x47 h7 y1c2 ff2 fs3 fc0 sc0 ls0 ws0">Effective f<span class="_ _0"></span>or annual periods st<span class="_ _0"></span>arting on </div><div class="t m0 x47 h7 y1c3 ff2 fs3 fc0 sc0 ls7 ws0">1 <span class="ls0">January 2024<span class="ff5"> </span></span></div></div><div class="c x6d y142 w1b h2c"><div class="t m0 x47 h7 y1c0 ff2 fs3 fc0 sc0 ls0 ws0">The change clarifies tha<span class="_ _0"></span>t as at th<span class="_ _1"></span>e balance sheet date, the entity </div><div class="t m0 x47 h7 y1c1 ff2 fs3 fc0 sc0 ls0 ws0">does not t<span class="_ _0"></span>ake into account co<span class="_ _0"></span>venants that will have t<span class="_ _0"></span>o be met in </div><div class="t m0 x47 h7 y1c4 ff2 fs3 fc0 sc0 ls0 ws0">the <span class="_ _7"></span>future <span class="_ _0"></span>when <span class="_ _7"></span>c<span class="_ _1"></span>onside<span class="_ _0"></span>ring t<span class="_ _0"></span>he <span class="_ _0"></span>classification <span class="_ _7"></span>of <span class="_ _0"></span>liabilities <span class="_ _7"></span>as lo<span class="_ _0"></span>ng </div><div class="t m0 x47 h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">or <span class="_ _1"></span>short-term. <span class="_ _8"></span>However, <span class="_ _8"></span>the <span class="_ _8"></span>entity <span class="_ _8"></span>should <span class="_ _1"></span>di<span class="_ _1"></span>sclose <span class="_ _1"></span>information </div><div class="t m0 x47 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">about these <span class="_ _1"></span>covenants <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>explanatory notes <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>financial </div><div class="t m0 x47 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">statements. </div></div><div class="c x6e y142 w1c h2c"><div class="t m0 x47 h7 y1c6 ff2 fs3 fc0 sc0 ls0 ws0">The changes are not expected to hav<span class="_ _0"></span>e </div><div class="t m0 x47 h7 y1c7 ff2 fs3 fc0 sc0 ls0 ws0">a significant impact on the Company&apos;s </div><div class="t m0 x47 h7 y1c2 ff2 fs3 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. </div></div><div class="c x6c y1c8 w1a h2d"><div class="t m0 x47 h20 y1c9 ff5 fs3 fc0 sc0 ls0 ws0">Amendment <span class="_ _10"></span>to <span class="_ _10"> </span>IAS <span class="_ _10"> </span>1 <span class="_ _11"> </span>&quot;Presentati<span class="_ _0"></span>on <span class="_ _11"> </span>of </div><div class="t m0 x47 h20 y1ca ffc fs3 fc0 sc0 ls0 ws0">finan<span class="_ _0"></span>cial statements”<span class="ff5"> </span></div><div class="t m0 x47 h20 y1cb ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 h7 y1cc ff2 fs3 fc0 sc0 ls0 ws0">Effective for annual periods starting on </div><div class="t m0 x47 h7 y1cd ff2 fs3 fc0 sc0 ls0 ws0">1 January 2024 </div></div><div class="c x6d y1c8 w1b h2d"><div class="t m0 x47 h7 y1ce ff2 fs3 fc0 sc0 ls0 ws0">The IAS Counci<span class="_ _0"></span>l clarified the r<span class="_ _0"></span>ules for classifying liab<span class="_ _0"></span>ilities as </div><div class="t m0 x47 h7 y1cf ff2 fs3 fc0 sc0 ls0 ws0">long or sho<span class="_ _0"></span>rt-term primarily in <span class="_ _0"></span>two aspects: </div><div class="t m0 x10 h7 y1d0 ff6 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _19"> </span><span class="ff2">it was clar<span class="_ _0"></span>ified that the clas<span class="_ _0"></span>sification depends on <span class="_ _0"></span>the rights </span></span></div><div class="t m0 x19 h7 y1d1 ff2 fs3 fc0 sc0 ls0 ws0">that the<span class="_ _0"></span> entity has as at the bal<span class="_ _0"></span>ance sheet date, </div><div class="t m0 x10 h7 y1d2 ff9 fs3 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _1a"> </span><span class="ff2">management&apos;s int<span class="_ _0"></span>entions to ac<span class="_ _0"></span>celerate or delay p<span class="_ _0"></span>ayment </span></span></div><div class="t m0 x21 h7 y1d3 ff2 fs3 fc0 sc0 ls0 ws0">of the o<span class="_ _0"></span>bligation are not take<span class="_ _0"></span>n into account. </div></div><div class="c x6e y1c8 w1c h2d"><div class="t m0 x47 h7 y1ce ff2 fs3 fc0 sc0 ls0 ws0">The changes are not expected to hav<span class="_ _0"></span>e </div><div class="t m0 x47 h7 y1cf ff2 fs3 fc0 sc0 ls0 ws0">a significant impact on the Company&apos;s </div><div class="t m0 x47 h7 y1d4 ff2 fs3 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. </div></div><div class="c x6c y1d5 w1a h2e"><div class="t m0 x47 h7 y1d6 ff5 fs3 fc0 sc0 ls0 ws0">Amendment t<span class="_ _0"></span>o IFRS 16 &quot;Leases&quot;<span class="ff2"> </span></div><div class="t m0 x47 h7 y1d7 ff2 fs3 fc0 sc0 ls0 ws0">Effective for annual periods starting on </div><div class="t m0 x47 h7 y1d1 ff2 fs3 fc0 sc0 ls0 ws0">1 January 2024<span class="ff5"> </span></div></div><div class="c x6d y1d5 w1b h2e"><div class="t m0 x47 h7 y1d6 ff2 fs3 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>am<span class="_ _1"></span>endment <span class="_ _1"></span>clarifies <span class="_ _1"></span>the <span class="_ _8"></span>requirements <span class="_ _8"></span>for <span class="_ _8"></span>the <span class="_ _8"></span>valuation <span class="_ _1"></span>of </div><div class="t m0 x47 h7 y1d8 ff2 fs3 fc0 sc0 ls0 ws0">leasing liabilities arising <span class="_ _1"></span>from sale <span class="_ _1"></span>and <span class="_ _1"></span>leaseback transactions. It </div><div class="t m0 x47 h7 y1d9 ff2 fs3 fc0 sc0 ls0 ws0">is intended to <span class="_ _1"></span>prevent incorrect <span class="_ _1"></span>recognition of the <span class="_ _1"></span>result on <span class="_ _1"></span>the </div><div class="t m0 x47 h7 y1da ff2 fs3 fc0 sc0 ls0 ws0">transact<span class="_ _0"></span>ion in the part relating to t<span class="_ _0"></span>he retained right of use whe<span class="_ _0"></span>n </div><div class="t m0 x47 h7 y1db ff2 fs3 fc0 sc0 ls0 ws0">leasing <span class="_ _7"></span>payments are<span class="_ _0"></span> var<span class="_ _0"></span>iable an<span class="_ _0"></span>d do <span class="_ _0"></span>not <span class="_ _7"></span>depend on <span class="_ _0"></span>the <span class="_ _7"></span>index or </div><div class="t m0 x47 h7 y1dc ff2 fs3 fc0 sc0 ls0 ws0">rate. </div></div><div class="c x6e y1d5 w1c h2e"><div class="t m0 x47 h7 y1d6 ff2 fs3 fc0 sc0 ls0 ws0">The changes are not expected to hav<span class="_ _0"></span>e </div><div class="t m0 x47 h7 y1d8 ff2 fs3 fc0 sc0 ls0 ws0">a significant impact on the Company&apos;s </div><div class="t m0 x47 h7 y1d9 ff2 fs3 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y1dd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1de ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1df ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1e0 ff2 fs2 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 x6b y3a w19 hb" alt="" 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MI7H3rxY1/81oPPvDwTR0hKklLVsyv6/Yp8/gHOsizLsizLqf3VYaUwO6ms1m6AOO/VunsvWrPiw++6+uSjZI6HdCEtb3Ug51COgBQWQQoYkBhNC/z+XvTZ4E4GM1gNIiSFazUf5madKYEgTet8UChBCEXRihqFHZMASFFTUibnxGmdyAkKB9NBzV1EmWOCEwgIScH8jzYkopSYnaj4BG2yfErKmpjMOcdiSMk7himEECMYcB5qYFcFZUdRuShLTeqEVS0RXOEIqQRF8IWnLjrj9Pd/5e83f+pvvjnR7032nVoRizZ8CYT8E5xlWZZlWZZT+6ugprKGOk2tsPewYXfWSUsvOP3YVccuOeGosSFSjwgF2q6bbCqg14uRCxMKqWyq5s6UYAzdv4LUBjspgYhSit63Y4risISVaHbbIzMF1UaRqKt4/uX+lu0vTk5O7e4bQYc8LxgbPmze2FELx+cOSWEwU/EGxERDdZ16iSZrBKZEEIFGEzNW6hTFSElDHEBsYAVFUBDZ8XKXnUskxBKTOua2EEK1aFwYYDKYBsWu6VTDBfLGqA1kIEsdqucPF3XUUjSGmtmpuTqhr7J3qi+k80bbC0C/9rrl777o/9z8/Mu3/3TzHQ88s3Hbnsm+xiLPa8+yLMuyLMup/dVg3EEdtGXvufr8D1xx0olztKUzQEDaDdcGnMH1KSTnP/3Vv/v6d++sinld65gbgglBvUVvahSNFMZGbGCAkpnzEkJdttzMzNTSpUvv/nfXDgrxBIAUBTH9ZMMzn/qbb/1s0/aKOrVilz9SLBTWL+JUR6plCzvXvuHCS85be8SoKxAV9QyGU+m/+4MH/+tnbppJPnABEDSOtnx/Zt/aVSv/5A+v76ACfAJFUAU88PBTf/ofPjXTT4k7rhyZnJ4pWk6su+bEo//sX31o1JMDGzBF+Df/9fMPPvncPu1U3GoXyqFq6cwRw/TJP/+DJXPbCF0nlBRC7vlt2z/6uVsmaZirfQul++Hr3rR86WHDjMUrRtcee/b1155996PTn7/5zjs3vpR/grMsy7Isy/5XT+3mBy0qklgMQFJKKlBmGAGOyRmxaYQlMChUjo2gpMERnNBhCxa+7uR5V58+//jlx8ydM+YATwTpAIA0vSZsoBK1wrZOjz4tq7pVayTuVWDCDcM5SlPmHSVjIqXC1MMMKRRI1jMlSB0pYk6Pa44eUqMTDZr0q/dvvPHBmXvue2J8utuXxfvcGIRJHcUqoJwp5+8lt3PX5KbP/eg/ffnud7/poutev/aokp1g1HqXrl76paNPf+CJmeQNlnxyaVK1dcTWx/ZdtH7HO0+bG8R3gQ6jHeLf3PnkXeEkOCvDRFWVaB0G+NG44w8uOmfcI9Sx5BqQR7eFr2+s9taL4QugRHePi0XixRv3TX327oc/fPW6cW73SGa0+tIXv/TylKw77+KhMVKtRop5N9x+77ln9M9ffZoApfWXUuvalcNv/teXbppMP3nw8Vvv37Jp276te2LNQ5EEMFh0sW6RmYaEFI3h2gpupueQNZu5QokMVGidT4Msy7Isy7JDOLVT1KabXIkSAyRwhNgXgzfjkJxiBjUXnaACa5kMBSFfTwxT/7wTj/id69+88uiOV1gzTFEhg0ej2f8NxqgTksAn45nEyY/MeJ/U4IcRKhaXUmq2QzJfgADnxXPd73LR1mhJBFTso3HwiKZuQKzFff3Wh/7tJ7/1ojvSimKCLIlHUscSNcWUWu1O3Q1oFwHFhLX7IX3sxtse37jlP3z47YuHEayYP1L++W+85ZGPfGH7tBdms1q5RFAz+qP/75ZL/vO7RsfLYYCA+3eEf7j3YQoj5oeTH+X+FIrCQu/y1xz/2rNWMeDYIM6ouHfDxm6/9tJSi8kYNAwOopWxu/lbd775nDNOnUuF4ZGt2/dM6Qc/9K4/+LMblh2/0ondf89XP/4ff/urn//aOWtOE4CsMEvC0vat4+amEy5be81la3d38e27Nv7Vzd/etq+qyjHldu2GpqUj1d7hIhS+nOomkxa8Q4ygACih2S/WjMzyeZBlWZZlWXZw41/yOZ/UaxRLhGZSYYIGOAGTKkThiV3R8o4Z0XHlbcL3XjhhgfvjX7vm43/4rjOWdNrd6TbFUtDyKBwsmcZmiyL9uUdS1RSZWQEkraVMcKgDUjIzhOCb7F4HmCFUKVSwBDaIwJegMkorGpiFhPYmfO6Wu3oYj5FSVaeh0eBKEMpqppDkkFLVQ8tTpwOSVIz03HCvGL/zoafueuSphBAhZHrcuK478XDxpSc2BHgikME9Ox0eePr5ADgLderfdOfDu2vXFoEimffEJXSOj+943flDDoRUODFIF3hs6x6waAoMRYqIjsRTqpy4HXv0hw89HZmE9NnnXrzwdW/yDNV0ytoz3vTmtTMhVglle06dEGBmDDOyyMAQxzbCHGBZB//7ZSfe9J9+9/orzhjqveD6uzwl1FXyQxMVT04FIweLiBWhZgtkycBGDlTkcyDLsizLsuzg90tr7TAAbJEokkKZjQiQFDWBtfBV1Ig+Qr2giKcuG7lkzWkrly1Yu3LpuFfW4ISt3VIQGWDGRCzNKBj9xUcyIuI21SM2OcMiIZimxCUJOautaMWgXsrABWBMga0quKf9qUQe8Ahh2FoghCjbJvt/9OlvPLILPRkWKRJSHQEphtLOZZ00Z9miYRl7bsfOrXt21zO9yEVMBm4pOZP4Fzfefckp1451PKXYcTPXX7n6zge+1Y0gJ4h9R63ahhLr5+544qw1KxXpka17P/edH3VljiMgqVFB5Hw989aLTr541ZjXyJRACORfDLj74aeVioKDxRClMD+qcXchKYbYl3mf/drd115w7ELuh8pcOZQARfWd793z/27cdP7Zaw2AaDIzC4SCQEBlycEJqRGCMxszjI7RH7/v8g+8/dLHtmz77r1b7n3s2S0vV73WKGCINVFyUE4VmyaSgMIIgLefH6eZZVmWZVmWHWKpvXLNnBNiYwJDGRAowTOQYqil7ebPPH/u2lPf9/Y3rllRDik6DMQuGSAMkBmIxBNApCkqjOWfSojkSeWkJXMuXjm3hi+IAXSTl9boAxufn6ACMZIrERQIppOLxmT1MYutniF2KSTv2gvHjAy1uP/yuW/dvv6FSR6lkih1oR6dhb738vVXnfH+N6wbndfuMHZO2H+54Xtfv/XH/XJhVY7FEJKaKztP79jzlzd9//eu/5VkYjO9i0467N0Xrfzi7Y9MKER7RkWUIaB7x8PPP75l78lHz7nhe+ujaxmGgymJItXRbNl4ed3lp5f94EoCqaW6FvfNHz2/YypGuNJJqPpmBoRkqgKnlGT06V371m964fUr54y2289u3bnsiEWO8J53nv3NWzoz0y8VgqoHEeJmg1giQAAoHDOQQFASIsRhhOXDWHH60itPX7prCt+878lPf+OHTz+/3bXnTlQI0bg9ZGYEJRhptEGfTJZlWZZlWXbIpnawGNiUFQJ1MAYRxV6LKwuTwz6esHzpb136tnWrTxoZclA4Rt9QuA5bAhLBeBAK2cyYiQhmRkT/qDNHmPTtV5199ZVniwdqeIeKMAN88I9uufuJXcaFGoGZREcMF6475Q8+8NqOonSo+mh7SEJJ/e3d1g8e2jqDYbjS0oxZJC5scurkFQt/492vXeI0AgIUw/Rb774i9qa+9ZMnZyJkeE6qYl3XAvn+jx952xuuOnWhE7dQkn7wbefc+sATU3v6be+m6gBElK5buRtv+Yff/fDb73/yRUeMqCBv1JfU6zhdceS8U5aNFE7UlAkAEujv7/pRksJ6sTZzRQsBVO2VIan6oc1lrGty5SPP77h45fwTjj36jz725bPO/PVWIdO7cN07TvvIh/8fjZenMC3UHElAQeKMIFBTIxEYxwhx3ix4ARA4xiXD/r0XLr9szbIfPrjxEzfdujlYGB7tJQGLmQKJLQoiAZQb27Msy7Isyw7h1I4STFAFC5FR6BUhLB7FuSsPP+24VRectvy4pWMjBjMzS0rc7GykgJEQmM1AhMFfahpjiA7YJmk/Y2GMEMZIySL7SLCAcopciyNIYKRqMKMUKfVcPb2QMcLKMGqhKeUj9h988uVnu74qhijVZolF1LRFk++7bPURFErrFVYAVICPGfMf+cCv/mzTf56aoDomEAAXUW7bO3PLDx5Y+tYzO+pbCEvH7d//7lt/7U9v3DUNiJIkrhK4fdNdm5/p37ppR69SglcIw7TE1LknLfno71zrKJlxAqDEUm7aNvnopmdjWoCiraRB09BQ+TvvuPSjX/hKKjuxiqVHrbjjwWfff8UZSw4vf/V1537643998TlnLPYv6d7iXW+89IZPfvnNV55XAmIgjmTOFBBA+wSBMojYIwEgbzCCkjjAWugdOxxWXHj8FWetvGfTCw9u2v3jh595ZMuOqQiVVjJWLoo4Rab5TMiyLMuyLDtkU3tl7EzSNNX7HHpHjnfeftXlb7n4tBVzHdfWdhWm94ThRSA4M4cAUxhADOIEF4gU7GBusJ/oL9TXD8juDAJ8E75hgIdFb6Eg1/TWE5SgAAEqZgJzgEdzYwEAFgTe+PyOLhQSRANZockT6yi/fPHKhW1U0ILIYEawNvkjx/mkE4599P4XAAeokQVIZe1/WP/ke9565hwhJG4hXrxi9A1nnfzXtz8BqzjuExtnwl6/9Pt3bxwebxszcTKdQn/qiHn+L37v2sPbYJOYoI6ROMHf+/DDU7WQEPsihqqgdPapK6674rAbv1ls3gdz0u9PFsOjj2zZuXUSJ3bsqotOf+1Fp3/jOz+48a++CaRzzrriN9//zuHSBBADKIGcAQYF+cFWsM3uUwQABjIISAAQmfg2gRa08CunL73q9KWTb1n90Obdn/3abX9/7xN1OaqtucPMnFN7lmVZlmXZoZvaO0RWzbQxsewwOmn50g9ce9UpSxeTogOQJySH9vzQ1HyJxBiUYApTwBPZP1FT3x/SfzG5R5AblI/hA9iTkMXZxg0FFNSsmiSgmRYPgyNYmu3vcFzsma7RLmEVVJ2M9KMxp5EizRtmKCAtQwV2MNUUSPycOfOMdsIIxDAyYkhr60t76wByqnCG2sWp161bfsNtj7ADxTqYWh0wvBjeVWFPkI5YSr2JVtuvO3nFQle3wQkuqpERpIjAxq27AgomSrGGmbfqwrXHjwHLF44+MzFj7IxiCNXeuv7pYztOOntR1Z1odcbedOUF17z+vF41RTbUKQFLsv+bZSCDEUdiDI5IE9UBJMAMnMAAEhcB4Oaipt8X4nlF8ZoV807+yNsvu/f5b97243seebIbnCCn9izLsizLskM2tR+zsHPcsuWXrVtwwaqjDh9vdzDNYR9TAWuBOYpToDSAQIDBAdJE6CZHejM0VXYi+0cJflAXbm5gTXPN4L1IYLAzYsAMaMrjMDDDSMGAa7qxmwdrxsE7ob3TESyoI5hrU/YesT9nwTzvSrDUgFBhRAJiJAeMjzJZ86jKmpTQdQX3J6mr6MyQtAAuxZ+7atFbLzr567ffq1wGq8wJ4gxC15jhnMb+iItzubr+9WcNs5EpTFsF1wol7K7www3PBXQEjFBJ4eaX6crVc4ah55645K5Hf9Z342gNiSZW99kvf+cNq997eLswKBvYdLQcTUqWzAujOZ7GgIGIDTUBgACDKyRLQAIZQQUCiNng+CQDly0ymNmQp0JxzTlL3nruNU9sefHmx15YoHmITJZlWZZl2UHtl81rb8nUCccuPGvt8QvmtJlgqc0yDupAOcUoFIR6YkEssOmgu5xYiY0YRgQjKAD7p4rutv8N0GzVyQAssCUHsBlp9AaGgszIjJsOeW4uApwBqqRRVL2hAMABIugTWakkykHRNyJgXNFR8j2GNjNTTInUGdpsjhQaWKvCgtM6ki8YI5ZANXHlzJm2RiT+yb8877VrT+9ru/T9ZNaxPUiTygINYHFE77/6wnOWL9DEsMKZkilpUuCOn2x6bk8w7kDNOxaEVcvmLx+Bs97aY48aMYMbgmunlFpp6GUAACAASURBVETlmW17n3h2JxFYY0EWa6REoBQ1amJQBFcwgRlRIEOJUCI6KNv+S6HZQwSQwUNbUJ9CSSgAx8qUtOqKRSFYxHHLFp33mtUjQz6fCVmWZVmWZQezX1Zr3/TCns03fO1vv1GuW7V81XFHnXvasccfPtwCSoEQQSuxACpgACmZGkyIzXi2cs4GpgPCOfbvwtm0YIOaIi+rgS0SGEJgaYbOkEUgESkYBqJklpSkZh+JbZD1DQgAqTkGjQ15+BL9qpAIQRVB0to3PT0V0lBJHolRRXQqIgZF1V4fqQ5wJYO9RtEUi86QuLYjSGlGyQIzscUFkD987yVPPfvFZ3YFOK76sWgP11YAMhR3vff1a9/3pjPFlLxXgECUKk/ljml89mt3d63tnLq6L76dQli1Ymkr1UR+5TGHz2t398aZCK8mwbFq68frn7jg2NeQIRF86QAoUeE9DAkECIFA1nSyU1Q0uz9RApo+H2fJiCkBSs1vEcwxI9XQGgwDa+Ff6PF9T+/c+Nyuu+/bsH7j9usuPhmXnJxPhizLsizLskMytXf9eEqh18W2e5/5ux9unFt+99zTjvvQOy477ajRAlJQh2ONlOAElsDc5EdtOlkUMNCgmwM/H9b397PPvq9GjAgCFzy7sNJYaoIyACYzpxrVTCSwi0yDFncIUMM4EYu5xWMl6q4Nj1K35+uQuJPYb9/74raJ7oJS2hzJtaEACZkYY/sLLwqrFhzreobZt1ouzixftkgKBrwqkVCCmqINPXUhv/XCU/70K+uFanWjtQIiiG7l4qHffNu58wuCkpEyOMGcc1Fxyx2bH3x+JpZzOU6xhlA7x7Js+dJaihjRmYO1Z6/a8oNtqFuu1a4oILh7N2xN77qgucRp2s2p+SUEzX6zGNQcNzKgHFwN0aBJJqXKOQGYlQRQ46SqApHCpAjAyz3cdv8Tf3XLnRu2TfaoE6wgmht5KJ8JWZZlWZZlh2pqj6IAaqWIjrjOnlDf+eDzD274+DuuuvDSC9YevVg6rhyr+1ALmlzhEjgZhCkqxMAMIIK0CZkGVsj+sjvDGIkGje8820WjBCIQBjsBgUwZEWCCiiGaiTVjZDBoi3+lkF8vWTDeLrlXVYEKRiw8d0ONoXkbntn5miXLSfel6NoChADnI2HLs9vZUdIeHGnkCq0x7Djj1DXCBmMCM0RTJCKCMeyoI4ZMwEhkyazpM6cFc0fnDEnTgt885wRS8HTk7//4x5EBSQqYeBEP6JM7+n937+Mu6CS3J2g0iYcDaUUCY356+8svTmDRGMSUSAES6D/RyNT0uHMCHIjUoAQC2AE6A2JCgeAZNReW4CeMukQbnu595ivfvvfhLRN9wLUKcS3m6TysPcuyLMuy7JBO7UgOXACsSkqsKHspTln7o1+56+O33LXqhGVr1xx/+dFjx61YMjZUJjMheILF2okDzFIkgjHZYOpJE7EHIVGbwe6z5eTZ2ZBGZk3rNkgZIBibpibkQ8mSaBILZIpfiLOqq485fLHs25ZGaxnqE3NVi2v1tPO1u5940xlHLyoFErXumpQvdt2XbtvwyC50bQgoYAkWheWYkckrzz7Bk2kyJrZoTlxUQ5oRCiRAQVwbLCk0mQqUFNpEaDIgWQxMbsJ047apDVu2oxiHRTD3gjrHqao+cfN3irSrDZm0ocrNS8rOpVT3nDqQvNSnG75932+9Y93w4DjZ4Ghh/5z7V94qNU1GSoAYERxiCRSgpFTHohfhntupT23ffvsDT9/60NYX9tUTsQQWUcvYAqfgrQc3nE+DLMuyLMuyQzm1WxvRYAmO4ClBUMcZKbxfFIA7H52458mHvmC7lx85/33XXHnJGQuHYxp2JmwIPThHTgBOoDS7jNRBabBbalN6d030LmYnDzYhvpk1DmN9Je5LAgM1mfD+0Y/NV9Bguau5oaPm0Pted+pHv3xHPbpKeURdl2GA/Ojh7b/+Z5///euuXnbMSBXdRI//r89861v3PFG3FoM9pEBvquPJ79v6m79x0SlHjpAZs0NUIrbBzlCgVDX99ZGFVPYPsGEQNz0rarBEAmepI631j26Y7pO1BUKQFrHEOokre2o9v2SqClYutD5RWZH1fbutVRR20yhvvPPHV158xurDBjPXX4nu/0ikyFCHRJi9AjKBoz19lzrumSm68e/u+f6dT+6emAquM6MucstIwAZCUoNYzS5PfcyyLMuyLDu0U7uLamxgTaFGFSAG75A4hEi+ZDfUq1MPo3uf6z78p3959bkrP/S2y046eu4IOSl8SonBEarJnHgMZoofOKmdmV6pltPgj+6vJRuxAUrSzJRMg2WXTY5nEMGk6X9vvryG41S98/Kzbv3hAz/a0w00B8rEilBpUX73waceefJjq05Z2Sndz5547rGdVTHncPQquIhYwZvQzNL5eP35Z7YAVTURYiCEaJ48oAqNZgTliILIN9cNiua3EFCDKcQ1lxDqgI1P7jBuQxkiqMyYOEaXzBwreYi3wAjBUTdYDW4Jt4xS8m7b1L471v9s5RvW+NkjwzT4x/4E3zy6R7Pst0Sz+5JLtYUutesObrrrmU/d+P3ndmuUISqGq6pftMpCUFUVWEAEEYAtWR76mGVZlmVZdminds/71MwSMYuSA4sGa0YLskZY5T0FHu1bFYaO+Nv7n79jw2cOG2udf9rKS846fvXxS8aFGOxJJc2OeRRSJSIi2r+HZ1NGTgTmZvC6CQADR3IBMHYGAAKi5tka2CAKMhIDMWnT5B1AbabDx4p/91vvee9//MbmqSnzTKF2zodENmfl06Ha8tC0Q0purg2VvX70FCRNRi4js/DMdddcPK/VSpZUJBg8lAojtqDmksKXDgIrIM7UNdcOqohECQiAE1YIQ01lTx/rH38hFfMjDMlQtrnfXdzSURdrtl7BUiTRqlVW0brPRgncSckjTqN00+jc+P37rrl0zdwCjgGDENgMTb8/AGIzIyKqPASBTIUmDTsmwg8f2nTXfZs2PrNz227r23AQp6QgoFVWMUDBzKZmChiDGcSwkE+DLMuyLMuyQzi1G/WM2OBhnsxb8gSCRaYABHAFJFYyUKIiFYe9YPTCXn309i1fuPVnJyxs/Yt3vX7daccsbnNb4QREqOvohWkwOSbBDpwvA0FqWtWNYEbBpCbAUilWh6BSEMxCMI1m2myXqgBDgMRACZgxObf6+MP/zfWX/9af/5WV4314Y06Jo5ZwQ+BdIdaAwZfgoahOu6HN1qL6g2++6ppLTyKDA0JTzJZmrCQbM9hD2QOSNInBFJSgxkbCbEA/ouWgCSVzIPfVOzc8PRG7UkArcEC31/bp3//e+087umh3UBcICUXEiOGJ7bvf/K8/Heo23DwYUQLz8FPbpx/ZvPeSVXMYYEopViSsdRDniF1KyYiInAj6hp6jZ2fwiZvu+Madj072O1V0IiOgGjLJwmo8WPrrpFmiQAArCQxJyVKQfBZkWZZlWZYdyqk9UgljgxixEWBN+4opGGAyD2JnIYETPEAgD0KAnyL3xO7p3/i/P3XiiqPe96uXXbTm2PEOCqBTMMUuVGEEFkgRIRFo6QG91U2OZxRAB5DUp/6EdyMW+rHfLVrlsKeC0mAW+QHP1ltVkwuAApesOebD1176+b/93j4arUz6msyVYIJVrkhJe4YWQrJeb3x0JOzZdtUFq3/9TSfNmb0rBtJgw1FTJIIDHGJIdT1svUmFUwF6iaww57RkoPQAIOIZWjF99571sSjABjVI8s7mczzr5OJwDwIqQB0c6RBrXNhZNCqw9uRkr7TIMQh71tamTc9csWqkqnresXeMFKRwAKuqsgdxALoO23d3P3nj7Xfe/+T2mU6fFwYT12ZLfUNkaIogcs2QSADNRREZGImgDCUgoMinQZZlWZZl2aGc2nV8sBaUEpo2EDIYmwngoSWMBJWRwRIsEYKBmX1Sv09H3MhxP92ZNvzlN5cf1ll59OJL1iy/8LRjjxhxLatJkGC1IRAi0AIDSBAHHkxHiUlEndHh7XRUqwdnRIZWDBZc6o25ysMYlGYzNpkhzpAbbfZinevS71x7/q+89vQb73r4+/c89vxLe6pqXwRP+YUUp4d1muopcX7RotHzTzryglNfc9maZeOomTg1FWlTEAMMiADRkoLZF3NLO6LYu8CLUwZVgVlSa34ZSFWYkwKMqGnrjukdL25f0FlQ2zRz8DRFoXvuicvHgNKMbaK0pNJh7jHiYSNjv3reKTff9uBYZ6zU1IqVKcv4yDObH4vVilZZwAxqxkWIpCyBpWd4fPPO9Q89futTLz+x+fndE5FkuKYWUXSotYqGCJHkRi0JzDWzdxiJLRFVgBrByEKzXZPl1J5lWZZlWXawI7N/dl43ve2LTXoHJZAOQrLxYBmkNfX1GlBCYkvNhqUxEvu2Oa9CSJEsWOoJYllPjGL6ujdf9p43Xzx3CB0CAAEEKBOiNMNkKpgYnIYgrgf2z/Va1CKNYAYRIoEIrosj2gHka6AAYAEQWLfWljoHwKeKNERpT5iYYOvO/vr1jz+3bdtTU/NC1V0yJqcePefkFUuOWz6/41ECEveBLFArcbuEktVAywhk0UwjF5qi1d3kRncDRBAFCH0BFJ0YFrUUkRP7xDXFFKX9sqFbwzswQROY4ZMuLNmqUBY1KEBHQNOW6ujmzShPVNAStWKOghR9D9TdJe1WSkmNyLkaCEAPuHvD7r+++bs/fWQzXHuytSrECbhp5r6GriT2PMIYgvh+DIoaVDZjNAm1IBEioCBTIDUHFETJf+iSYz/xgfPyyZBlWZZlWXZIpnb3to8BANjgzFwz12V2GGMaNJZrARiRwoxAZMyDJaaJEZWSkSQqDUxgIhatxst43OLRN6xZcuXpS05cMs+7BBmtGQaUCDACHFIN2wfmisejOcdmKTiRGQgBbYPXKXArkneDlahi0JSSOJdSdMwKAKwgIwQFMyeAdV/gUQN3NDmLIDejIoLSlGEK7jF10KdUgYYxeCEWmdSs4JA0VVwWZqxinCriCGpb8JhB9EmGlCo2s8QsYpGIQRrNGQwRBTNZgoiBlIMYojqqTUoFcd0jq8iPai0WelIGKwoDM4JhYjrc/9jm2+7btHn7rg1bd0/oUJShCI/UgzAYsAQYk5kaFAQ2dgADgVAP1v2CMXjbzMHH7BarIaf2LMuyLMuyQzi189s++2o8hNGgz4YxaFk30+jJ2MK6M1a/85pz3roUbPBAQZBkAEHDIIy6Zl9VikCEEMQAAgqAFbAEo8H0SBf3P+IBA84ZkNkpjXh1Fl6avnLn/9TcxKYnnjG7d5TO/rICDiDAGYEUSjBChBmo6RAqGIgz0BlI2EdDEzLeA26+ddtf3/SdFyZCzZ3mQoKgrMqUIvGr8Xr4Q5es+MQHzs8nQ5ZlWZZl2UHL/Y9/SDMCmNhY3fr1Dzz26CPfW1y//7pr1q1cmICClesZ5x1gYGcqycSEDPCAIJElgEFiTDBpQj0sGGQ2Qh+4SJWav/Zz26i+Ktc7/+zmR4yfD/ODsreCmmuWZnVAhJIlKoUBpBjZKYjMt+o0RMDePm6++4nv3f6DR59+oS7GFeUvPHiWZVmWZVmWU/urHNSbLUwHmyQBLBJjHTUWIlPd6vtPyQ//+G+OXzK+avniC9csPe/U40ZRezMBEwkpNYmXFaQVOAEMLhL7SGDAUWILCj/YnwncLLMEZoO1zb5Lr0bcpdnX9Iuvcv+L1WY6fXPTZsL67EZSg1up1sLOwSEmmAprAM2ANu6s735k64Ynpn+2YcOevTuqaFGGgxVGfvZCwcgUlGiwZDbLsizLsizLqf1VSu0HVIdJLWkEi3OO6xBSsGq41TO7f1v/we3PfPUHm+aXt33wHVe/6aIlLWCEMOQi6gpqkBLcglFiMJNABaYwBRIVvD+iA4QDU/pgG6ZX7/XyK9l98IB24EcU3DS9UPNUDIAORtGDm5ZyZwVUQSmS1VIY4/GXqk/e/INbfrRhika0NZwmg8P4f2Pv/mIsPe/Cjv9+z/ueM7Oz6z8Ju0UVISTBqM2fEhEbCqZNUEsK4gYEUatW6lUrtVe9632v2muqtoJCpUKgkShqIKKtSeMkxGnZNDEYJw7eyPlnO3b+QOzYO7Mz57zP8+vFmXV284+LbmpP8/lotSPN2Zkz77sz0ve883ufZ1qvl4o+IlfrGOP0ubKiqrJ8+wIAqPZvl5xW1bej19Jatmn/wt7x5iu1Or9Z2qZWR3H+uR7/4pff9d/fd/EXfuren/7R711Gv23KliPGZsz7fW67TJ4jIsYUWdF6tGk3zZ6nHf11LxduWePe/Dm/wafNqIyqaOP6xf+I1qIyRsbIyois422eO3e1j2VuDz25+eCDj779dz7wxJeXOP+y7dFRnPzZdHBb77EsI1rmelXLNr7664NRGcZkAABU+7dPVe+RU7YYNTLmzVLrvK0vrbcWq3X0sY3qbe+Bx57+0KO/8e/fcduP/9Dr/sbdr7n7dd936ULOo+/VkhlVrWeraFNFVsy70ZHYDeNk3NS0u02TMm7Rxem6oc6/rt1bRGTt9npaj5x2271WRItpFaNFZS1R9dzBuU89ffWDDz32+x96/MOffPrqpjYxL/sttoer9TTHanOt12o/Vhl9qWW5PlxTETV2Kza61A4AoNq/HfL0cnhGRFVEZmVWxKb2M3qrbWwP2+nOS9Hb6mi9//CXVw/f/8S/u//j3/Py8eY3/dV/9ra/+fqL51Z9mVtExDJunDJ/YQ2ZzNP1Da8/mtMtPIq6+Sp31cjTg2pjjMzMnGpE5pgj52ojamT2iMNoEXF1O338ytO/+O7LH37w0aOTg227vU+3bZejWPXI3qJiTL0i2xQ1YondCpt5fcin8vS5KiNv3FMWAADV/n/T6i+U9fWB8zq9lbOuX/+eelXPGlONedQUMWJacuptHtM62ipGfeFo8873feyPH/zYP/mFt77l7je8+mIeXF/JcemRU0x1/dlGjxwxKqbdHZxZ15eVmW7R8dxg5O5FyIiKyjbH7tVDm6caeXwY0dtqbtO0HauTNn/88/HL7/gf933gwyd3fO9xXVyf3z8+PJznPs1VY7dMTvbMyFbRr99Eu0v2cZrs1U5vQk0TMgAAqv3WuWGUo7J2q8h8zXjH8e6fjZh6zOP0o3Y7AW2iNi3acq1t847Hnh3//Jfuv3THB+++69Jb7/n+n/ihH3jVXzpYr9oYm17T1CIzK6NlZMuIHpWRuyGaW/kq5MZ2r1HZpmw5Ri5jt99oReTIHOuDiDrajoceeeL9D3/qvo988pNfOnq237ZdvzKuTRH7x5ttzJVT9eNNtr2KVpHRKrKyxjRGXJ/DOR0AunHhGhMyAACq/ZZW7q41x+kqiDdnfEROY6qIkdFb9CkiR1REVasxj91eRW0b61ajrfa2bf3k4fLUR79y3yOXX/brv/9z9971M/f+4Jv/2qv6ejrdxGhqe7vx8d1qk1870nKLwv36QWROY6loLdtuVfaYYoxe16b58yfTR65c/cVf++1HHv/iZtqvtupxsJ7m2F7bxlHGfk7nx7K/3Va0uaYl8iSqxVhHrbJ6xiYixun9te2rz12yHQBAtd9SL8yt7Hozb27N2v1VUZk3NenpbqYtKiuroip7RN8sJzV6tNXI9Tb2vtBX//F9T/zn93/ydd/33W+555X33v3aN9z1ly9MEZH7Oe/m46NGZuatu9x+Pdl3n69VVLSsiGVEr6iMx5/rlx994v4/vPKBP/nMlw77UTvfz70ilm1MEdvNyfbanLGac+lLLNusVY2ec6saEWO39WlUVUTP06mfm4ZhqjJ67l7WxOQ7GABAtd+yzq2IrG+wCGNGRbRldZKjRUxZc4wpYqrdki85xrREjqgemT0zemtTW9Vo4ygrT/p0sveK41w/8MT82cfve/tv/e4bv/8VP/nj9/z8W3/s0vnVuuVuR9KMapG37M7N0xcidX0JmWytjYqM+NxTf/6e+9/7q+/9048e3jlN61GrbZ8qemwOIyKqReXYu33TI65dy702xrXWjlrVlKvRW8S5EVE5oh1XZOS0+13EabXX6ehQRrUaGbWkagcA+I6v9umrq7Lcisz9pkbru/ocEZub12e58WPrhbcV0TMjY2o9xp/v8v+L8ysrlz97Mt7z65d/68Nf/Ed/72fvef3+pVXcGbEaRy2Pp+on49LeHFWHmT2qRe33MUdGa5EZUZubr2qfrtbSR0bLiOi7U1ajZY+xieU4Wsvp/POx/sxR/Id3f/ZX/uuHjp7vbb6rteeWiog+zS98XET1yIjlakTEXkT0aKcL3YxRkT2itxuPtfo3PYEZFXlL/oPm2qZhGwCAs1vtS6zO0JEstYoc1VrsH3zkE59/9F/+20u37f3YD776b//IXX/9Da++dOGOPpYLebT0VcvzY0TPGBExR0ZNFW1EG+uYe0RU5Ii2m+bpvVZTtogaYx0jxlJt1WM6qf1lPnj0c4d/8ODDH3z4049+5unPfWWzbQct59i2s3TqcgwbNgEAnN1qP2trC+7H3DZLj+q5OqhWX3n26pMPPPZf3vvgxQvrv/+2n33Lm19773dFVbSIqcU4XdE9dispthzRthXrFwZp8vqfViNj5G4ByVbXcro64hNP1b/+T7/3e5c/fjLfOUZGn9fr+SC2rY6OY/9aOzg70Z62WQUAOMPV3uosbeIzoscyorWIdW03J8tm78KdR8fPHZzb/+Lx4b/5jXf92jvf809/+of/wd/90TvnOBfLKip7Vp+nFpFR/Tjnpcc6IqaojCWqR1VkRI+Y9yLaca825R999vlffcd9f/jwJ75wsl72L44+x3oVU43N4bWTq6tYYl61PDOnLmPJsFsTAMCZrfasszTuPNdJVVTMIzJa5sH5k8022v7VZTtNt03Vn7+6/Kt3Xf6Vd1/+W2+866fe9KrXvfp77nrF7atpU1EV0Vb7u42OTlevGUtEj8jo7XhaP3OSj3/p6v2XP/a//ujK/3782uHxpscdvc19qcgeo3JUr1arOypb5Vk6dXnz3QMAAJyxau9tfYaOZF3HI6KP0aZVtam212Jax1hqXi99WbJN6/3np+n5zfjN//n477z/o3fu9zfffdc//Pm/84a7Xr4XsY7IauvqETGyjXZuE3ES8XyL//bAk7/0m7/76c8/U/t3Hp5UrS9G6zFPsZzEGLtpm4qMtt/nVR8jRo/sZ+W8VfWes58EAICzWu1xpgYnKpaMNrccta1YYpoiNtEiakRWRo2xRJyPPD6e2zIdHFb/7cufeeCRt//w6//KP37bW974mnPnWmTfjsiTtj7MeGYb737wmXfe996PPvbUs8c1HXz3yba3/bmPJTKiL5FTTNNuccndy5zo/cydunmezbUDAJzhar+Uz56hI8ncRkRlVkRF1vV7aVtFZOVuxfh6bkT2jNGmkeuc957d9D948OFHHv7Qm15z8Sd+5LU/c88PXHjZd/3xlT99z4Ofev9Dn77yhaub3FtivrBuGdcutE0bY64a2Spy5DSiRWRkRIxW1aq3qpE5zs5K6lP0C3HoJwEA4CXduvXNJ7Af+vJZOpKlfaP3VuT1tWKyYsolxjwiRkTP6BkjYz1FG9GPloNpun156vY7X/7lqydt/45nri3TudVmREVstxER61VUj3MVETFe2DKqvvZS9Yios3PxelRc3KtXXnC5HQDgbFb7cqZuUrxh0fGbvuzdlfCs0wdaRMZmd6fpiLmPuUdUi8iIGlO0KWP0sZpy9KUiW9sNu7TIHJUjYpW7FSEr66v3cZ5e4M/29V/AS1xFtqopVTsAwEvXN5iQSQEHAAC3SN2K1QWzyqp/AADwktacAgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAHzHmndvMtO5AACAF0tV/cXVfuXKFWcKAABemkzIAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAPD/p6yqiMhM5wIAAF4suyz/C6odAAB4yTIhAwAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqRb1VKwAAFXJJREFUBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwCA72zz7k1mOhcAAPBiqapv8Wh+64cBAIAXnQkZAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAP8vpFMAAAAvuqr6VtX+rR8GAABedCZkAABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUO/J9269AGACAEgmBI3tB/szi+BxIMmfFnTi0AgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAUO0AAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACodgAAQLUDAACqHQAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqHYAAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAUO0AAIBqBwAAVDsAAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFDtAACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAqHYAAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAKDaAQAA1Q4AAKh2AABQ7QAAgGoHAADVDgAAqHYAAEC1AwCAagcAAFQ7AACg2gEAQLUDAACqHQAAVDsAAKDaAQAA1Q4AAKodAABQ7QAAgGoHAADVDgAAqHYAAFDtAACAagcAAFQ7AACodgAAQLUDAIBqBwAAVDsAAKDaAQBAtQMAAKodAABQ7QAAoNoBAADVDgAAqh0AAFDtAACAagcAANUOAACodgAAQLUDAIBqBwAAVDsAAKh2AABAtQMAAKodAABUOwAAoNoBAADVDgAAqh0AAFDtAACg2gEAANUOAACodgAAUO0AAIBqBwAA1Q4AAKh2AABAtQMAgGoHAABUOwAAoNoBAEC1AwAAqh0AAFQ7AACg2gEAANUOAACqHQAAUO0AAIBqBwAA1Q4AAKh2AABQ7QAAgGoHAABUOwAAqHYAAEC1AwCAagcAAFQ7AACg2gEA4LI3XlZVZnoQAAC2RXfPxxEeBACAbR9zhGI3SOGKUwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">12<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y3f ff3 fs2 fc0 sc0 ls0 ws0">Standards and<span class="_ _1"></span> Interpretations awaiting EU en<span class="_ _1"></span>dorsement<span class="_ _1"></span> </div></div><div class="c x6c y1e1 w1d h2b"><div class="t m0 x47 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Standards and Inter<span class="_ _0"></span>pretations<span class="ff2"> </span></div></div><div class="c x6f y1e1 w1e h2b"><div class="t m0 x47 hf y1bf ff7 fs3 fc0 sc0 ls0 ws0">Type of anti<span class="_ _0"></span>cipated chang<span class="_ _0"></span>e in accounting poli<span class="_ _0"></span>cies<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x6e y1e1 w1f h2b"><div class="t m0 x47 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Possible impact on t<span class="_ _0"></span>he financial </div><div class="t m0 x47 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">statements </div></div><div class="c x6c y1e2 w1d h2f"><div class="t m0 x47 h20 y1e3 ff5 fs3 fc0 sc0 ls0 ws0">Amendments t<span class="_ _0"></span>o IAS 7 <span class="ffc">“</span>Statement<span class="_ _0"></span> </div><div class="t m0 x47 h20 y1e4 ff5 fs3 fc0 sc0 ls0 ws0">of Cash Fl<span class="_ _0"></span>ows<span class="ffc">”</span> and IFRS 7 </div><div class="t m0 x47 h20 y1c1 ffc fs3 fc0 sc0 ls0 ws0">“<span class="ff5">Financia<span class="_ _0"></span>l Instruments: </span></div><div class="t m0 x47 h20 y1e5 ff5 fs3 fc0 sc0 ls0 ws0">Disclosures<span class="ffc">”</span> </div><div class="t m0 x47 h20 y1c5 ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 h7 y1bf ff2 fs3 fc0 sc0 ls0 ws0">Effective <span class="_ _1b"> </span>for <span class="_ _1b"> </span>annual <span class="_ _1b"> </span>periods </div><div class="t m0 x47 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">beginning on <span class="ls7">1 </span>J<span class="_ _0"></span>anuary 2024 </div></div><div class="c x6f y1e2 w1e h2f"><div class="t m0 x44 h7 y1e3 ff2 fs3 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>amendment <span class="_ _10"> </span>describes <span class="_ _10"></span>the <span class="_ _10"> </span>c<span class="_ _1"></span>haracteri<span class="_ _0"></span>stics <span class="_ _11"> </span>of <span class="_ _10"></span>reverse <span class="_ _10"></span>factoring </div><div class="t m0 x44 h7 y1e4 ff2 fs3 fc0 sc0 ls0 ws0">agreements <span class="_ _10"></span>(&quot;Supplier<span class="_ _0"></span> <span class="_ _10"> </span>finance <span class="_ _10"> </span>arrangements&quot;) <span class="_ _10"> </span>and <span class="_ _11"> </span>intro<span class="_ _0"></span>duces <span class="_ _10"></span>the </div><div class="t m0 x44 h7 y1c1 ff2 fs3 fc0 sc0 ls0 ws0">need to d<span class="_ _0"></span>isclose additional i<span class="_ _0"></span>nformation. </div></div><div class="c x6e y1e2 w1f h2f"><div class="t m0 x47 h7 y1e6 ff2 fs3 fc0 sc0 ls0 ws0">The changes are not expected to have </div><div class="t m0 x47 h7 y1c6 ff2 fs3 fc0 sc0 ls0 ws0">a significant impact on <span class="_ _1"></span>the Company&apos;s </div><div class="t m0 x47 h7 y1c7 ff2 fs3 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. </div></div><div class="c x6c y1e7 w1d h30"><div class="t m0 x47 h20 y1e8 ff5 fs3 fc0 sc0 ls0 ws0">Amendment to <span class="_ _8"></span>IAS <span class="_ _1"></span>21 <span class="_ _8"></span>&quot;The <span class="_ _1"></span>effects </div><div class="t m0 x47 h20 y1e9 ff5 fs3 fc0 sc0 ls0 ws0">of <span class="_ _1c"> </span>changes <span class="_ _1c"> </span>in <span class="_ _1c"> </span>foreign<span class="_ _0"></span> <span class="_ _1c"> </span>exchange </div><div class="t m0 x47 h20 y1ea ff5 fs3 fc0 sc0 ls0 ws0">rates&quot;  </div><div class="t m0 x47 h20 y1eb ff5 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x47 h7 y1ec ff2 fs3 fc0 sc0 ls0 ws0">Effective <span class="_ _1b"> </span>for <span class="_ _1b"> </span>annual <span class="_ _1b"> </span>periods </div><div class="t m0 x47 h7 y1ed ff2 fs3 fc0 sc0 ls0 ws0">beginning on 1 J<span class="_ _0"></span>anuary 2025<span class="ff5"> </span> </div></div><div class="c x6f y1e7 w1e h30"><div class="t m0 x47 h7 y1e8 ff2 fs3 fc0 sc0 ls0 ws0">The  amendment<span class="_ _0"></span>  clari<span class="_ _0"></span>fies  how <span class="_ _11"> </span>an  entity<span class="_ _0"></span>  should <span class="_ _11"> </span>assess  whether <span class="_ _11"> </span>a </div><div class="t m0 x47 h7 y1e9 ff2 fs3 fc0 sc0 ls0 ws0">currenc<span class="_ _0"></span>y <span class="_ _10"></span>is <span class="_ _10"></span>converti<span class="_ _0"></span>ble <span class="_ _10"></span>and <span class="_ _10"></span>how <span class="_ _8"></span>it <span class="_ _10"></span>should <span class="_ _10"></span>det<span class="_ _0"></span>ermine <span class="_ _10"></span>the <span class="_ _8"></span>exchange </div><div class="t m0 x47 h7 y1ea ff2 fs3 fc0 sc0 ls0 ws0">rate <span class="_ _7"></span>if i<span class="_ _0"></span>t <span class="_ _0"></span>is <span class="_ _0"></span>not <span class="_ _7"></span>convertible, <span class="_ _7"></span>and r<span class="_ _0"></span>equires <span class="_ _0"></span>disclosure <span class="_ _7"></span>of <span class="_ _0"></span>information <span class="_ _7"></span>that </div><div class="t m0 x47 h7 y1eb ff2 fs3 fc0 sc0 ls0 ws0">will enabl<span class="_ _0"></span>e users of financ<span class="_ _0"></span>ial statements to u<span class="_ _0"></span>nderstand the impact o<span class="_ _0"></span>f </div><div class="t m0 x47 h7 y1ec ff2 fs3 fc0 sc0 ls0 ws0">the lack<span class="_ _0"></span> of convertibility of a c<span class="_ _0"></span>urrency. </div></div><div class="c x6e y1e7 w1f h30"><div class="t m0 x47 h7 y1ee ff2 fs3 fc0 sc0 ls0 ws0">The changes are not expected to have </div><div class="t m0 x47 h7 y1ef ff2 fs3 fc0 sc0 ls0 ws0">a significant impact on <span class="_ _1"></span>the Company&apos;s </div><div class="t m0 x47 h7 y1f0 ff2 fs3 fc0 sc0 ls0 ws0">financial<span class="_ _0"></span> statements. </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y163 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1f1 ff2 fs2 fc0 sc0 ls0 ws0">As at the date of <span class="_ _0"></span>approvin<span class="_ _1"></span>g of these financial statements for publication, The Management <span class="_ _8"></span>Board has not yet completed </div><div class="t m0 x4 h4 y1f2 ff2 fs2 fc0 sc0 ls0 ws0">works <span class="_ _13"> </span>on <span class="_ _13"> </span>the <span class="_ _13"> </span>assess<span class="_ _1"></span>ment <span class="_ _13"> </span>of <span class="_ _13"> </span>the <span class="_ _13"> </span>impact <span class="_ _13"> </span>of <span class="_ _13"> </span>introducing <span class="_ _13"> </span>th<span class="_ _1"></span>e <span class="_ _11"> </span>ab<span class="_ _1"></span>ove <span class="_ _13"> </span>standards <span class="_ _13"> </span>and <span class="_ _13"> </span>amend<span class="_ _1"></span>ments <span class="_ _13"> </span>to <span class="_ _13"> </span>standar<span class="_ _1"></span>ds <span class="_ _13"> </span>on <span class="_ _11"> </span>the </div><div class="t m0 x4 h4 y1f3 ff2 fs2 fc0 sc0 ls0 ws0">accounting principles<span class="_ _1"></span> (policy) app<span class="_ _1"></span>lied by the Company in<span class="_ _1"></span> relation<span class="_ _1"></span> to the operations o<span class="_ _1"></span>r its finan<span class="_ _1"></span>cial results, however a<span class="_ _10"></span>s at </div><div class="t m0 x4 h4 y1f4 ff2 fs2 fc0 sc0 ls0 ws0">the  dat<span class="_ _1"></span>e  of  ap<span class="_ _1"></span>proval  of <span class="_ _1d"> </span>these  finan<span class="_ _1"></span>cial  statements <span class="_ _1d"> </span>for  p<span class="_ _1"></span>ublication, <span class="_ _1d"> </span>the  Management <span class="_ _1d"> </span>Board  d<span class="_ _1"></span>oes  not <span class="_ _1d"> </span>expect  the </div><div class="t m0 x4 h4 y1f5 ff2 fs2 fc0 sc0 ls0 ws0">introduction <span class="_ _1"></span>of other <span class="_ _1"></span>standards <span class="_ _1"></span>and <span class="_ _1"></span>amendments to <span class="_ _1"></span>standards <span class="_ _1"></span>to have <span class="_ _1"></span>a significant <span class="_ _1"></span>impact on<span class="_ _1"></span> the <span class="_ _1"></span>accounting p<span class="_ _1"></span>rinciples </div><div class="t m0 x4 h4 y1f6 ff2 fs2 fc0 sc0 ls0 ws0">(policy) applied by t<span class="_ _1"></span>he Company.  </div><div class="t m0 x1e h2a y1f7 ff3 fs1 fc1 sc0 ls12 ws0">2.3<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Interest in subsidiaries </span></span></div><div class="t m0 x4 h4 y1f8 ff2 fs2 fc0 sc0 ls0 ws0">Interests in con<span class="_ _1"></span>trolled entities are recognised at acq<span class="_ _1"></span>uisition cost.<span class="_ _1"></span> <span class="_ _1"></span> </div><div class="t m0 x4 h4 y1f9 ff2 fs2 fc0 sc0 ls0 ws0">Investments <span class="_ _1"></span>in subs<span class="_ _1"></span>idiaries are tested <span class="_ _1"></span>for impair<span class="_ _1"></span>ment whenever <span class="_ _1"></span>there is <span class="_ _1"></span>indication <span class="_ _1"></span>of impairment <span class="_ _1"></span>or in<span class="_ _1"></span>dication th<span class="_ _1"></span>at any </div><div class="t m0 x4 h4 y1fa ff2 fs2 fc0 sc0 ls0 ws0">previously recognis<span class="_ _1"></span>ed impairment loss<span class="_ _1"></span> is no longer required or <span class="_ _1"></span>has decreased.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y1fb ff3 fs1 fc1 sc0 ls12 ws0">2.4<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Segment reporting </span></span></div><div class="t m0 x4 h4 yb7 ff6 fs2 fc0 sc0 ls0 ws0">Information o<span class="_ _1"></span>n operating <span class="_ _1"></span>segments is<span class="_ _1"></span> presented <span class="_ _1"></span>on th<span class="_ _1"></span>e same basis<span class="_ _1"></span> as <span class="_ _1"></span>that us<span class="_ _1"></span>ed for internal <span class="_ _1"></span>reporting to <span class="_ _1"></span>the Compan<span class="_ _1"></span>y’s </div><div class="t m0 x4 h4 y1fc ff6 fs2 fc0 sc0 ls0 ws0">Management  Board <span class="_ _13"> </span>which  is <span class="_ _13"> </span>respon<span class="_ _1"></span>sible <span class="_ _12"> </span>for <span class="_ _13"> </span>th<span class="_ _1"></span>e <span class="_ _13"> </span>allocat<span class="_ _1"></span>ion <span class="_ _12"> </span>of <span class="_ _13"> </span>res<span class="_ _1"></span>ources <span class="_ _12"> </span>and  assessme<span class="_ _0"></span>nt  of <span class="_ _13"> </span>the  segments’ <span class="_ _13"> </span>resu<span class="_ _1"></span>lts. </div><div class="t m0 x4 h4 y1fd ff2 fs2 fc0 sc0 ls0 ws0">Amounts <span class="_ _8"></span>presented<span class="_ _1"></span> <span class="_ _8"></span>in <span class="_ _8"></span>the <span class="_ _10"></span>internal <span class="_ _8"></span>reporting <span class="_ _10"></span>process <span class="_ _8"></span>are <span class="_ _10"></span>measured <span class="_ _1"></span>us<span class="_ _1"></span>ing <span class="_ _8"></span>the<span class="_ _1"></span> same <span class="_ _10"></span>policies <span class="_ _8"></span>as <span class="_ _8"></span>thos<span class="_ _1"></span>e <span class="_ _1"></span>follo<span class="_ _1"></span>wed <span class="_ _8"></span>in <span class="_ _10"></span>these </div><div class="t m0 x4 h4 y1fe ff2 fs2 fc0 sc0 ls0 ws0">financial statements p<span class="_ _1"></span>repared in accord<span class="_ _1"></span>ance with the UE IFRS.<span class="_ _8"></span> </div><div class="t m0 x1e h2a y8b ff3 fs1 fc1 sc0 ls12 ws0">2.5<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Valuation of items denominated in foreign currencies </span></span></div><div class="t m0 x4 h18 y1ff ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y200 ff3 fs2 fc0 sc0 ls0 ws0">Functional cur<span class="_ _1"></span>rency </div><div class="t m0 x4 h4 y201 ff6 fs2 fc0 sc0 ls0 ws0">Items <span class="_ _1d"> </span>contained <span class="_ _1e"> </span>in <span class="_ _1d"> </span>the <span class="_ _1e"> </span>Company<span class="_ _1"></span>’s <span class="_ _1d"> </span>financial <span class="_ _1d"> </span>s<span class="_ _1"></span>tatements <span class="_ _1d"> </span>are <span class="_ _1e"> </span>measured <span class="_ _1d"> </span>in <span class="_ _1d"> </span>th<span class="_ _1"></span>e <span class="_ _1d"> </span>curr<span class="_ _1"></span>ency <span class="_ _1d"> </span>of <span class="_ _1d"> </span>the <span class="_ _1d"> </span>pri<span class="_ _1"></span>mary <span class="_ _1d"> </span>econo<span class="_ _1"></span>mic </div><div class="t m0 x4 h4 y202 ff6 fs2 fc0 sc0 ls0 ws0">environment <span class="_ _8"></span>in <span class="_ _8"></span>which <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>entity <span class="_ _8"></span>operates <span class="_ _8"></span>(“function<span class="_ _1"></span>al <span class="_ _1"></span>currency”<span class="_ _1"></span>). <span class="_ _1"></span>The <span class="_ _8"></span>financial <span class="_ _8"></span>statemen<span class="_ _1"></span>ts <span class="_ _1"></span>ar<span class="_ _1"></span>e <span class="_ _10"></span><span class="ff2">presented <span class="_ _1"></span>in <span class="_ _8"></span>the <span class="_ _8"></span>Polish </span></div><div class="t m0 x4 h4 y203 ff2 fs2 fc0 sc0 ls0 ws0">zloty, which is t<span class="_ _1"></span>he functional currency and t<span class="_ _1"></span>he presentation currency of the Compan<span class="_ _1"></span>y<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h3 y204 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y205 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y206 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y207 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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9/9yMsf+fzXH37u1Zk4QlKSlKqeXdHvV+Tz5ZplWZZlWZYz+s/CSmF2Ulmt3QBx3qt1916yZsUH33XtqcfIHA/pQlre6kDOoRwBKSyCFDAgMZrS9f015LMxnQxmsBpESArXar7MzW5QAkGakvegUIIQiqIVNQo7JgGQoqakTM6J0zqRExQOpoP1dBFljglOICAkBfNPjfuhlJidqPgEbZJ7SsqamMw5x2JIyTuGKYQQIxhwHmpgVwVlR1G5KEtN6oRVLRFc4QipBEXwxacvOuvM933x7zd/4q+/NtHvTfadWhGLNnwJhHy9ZlmWZVmW5Yz+T1ZTWUOdplbYe8SwO+eUpRedefyq45ecdMzYEKlHhAJt1002FdDrxciFCYVUNivizpRgDN2/z9MGc4pARClF79sxRXFYwko0O1TITEG1USTqKl58tb9l+8uTk1O7+0bQIc8LxoaPmDd2zMLxuUNSGMxUvAEx0VBdp16iyRqBKRFEoNHEjJU6RTFS0hAHEBtYQREURHa82mXnEgmxxKSOuS2EUC0aFwaYDKZBsWs61XCBvDFqAxnIUofq+cNFHbUUjaFmdmquTuir7J3qC+m80fYC0K+8bvm7L/k/N7/46p0/3HzXQ89t3LZnsq+xyP3RsyzLsizLckb/pzPuoA7asl+69sL3X3XKyXO0pTNAQNoN1wacwfUpJOc/+aW//co3766KeV3rmBuCCUG9RW9qFI0UxkZsYICSmfMSQl223MzM1NKlS+/9d9cPFtkJACkKYvrBhuc+8ddf/9Gm7RV1asUuf7RYKKxfxKmOVMsWdq5/w8WXXbD2qFFXICrqGQyn0n/zOw//90/dMpN84AIgaBxt+f7MvrWrVv7R79/YQQX4BIqgCnjo0Wf++D9+YqafEndcOTI5PVO0nFh3zcnH/sm/+sCoJwc2YIrwb/77Zx9++oV92qm41S6UQ9XSmaOG6eN/+ntL5rYRuk4oKYTci9u2f/gzt03SMFf7Fkr3gze8afnSI4YZi1eMrj3+3BuvP/fex6c/e+vdd298JV+vWZZlWZZl/2tldPODYhNJLAYgKSUVKDOMAMfkjNg0whIYFCrHRlDS4AhO6IgFC1936rxrz5x/4vLj5s4Zc4AngnQAQJqqETZQiVphW6dHn5VV3ao1EvcqMOGG4RylKfOOkjGRUmHqYYYUCiTrmRKkjhQxp8c1Rw+p0YkGTfqlBzfe/PDMfQ88NT7d7cvifW4MwqSOYhVQzpTz95LbuWty02e+95//6t53v+mSG16/9piSnWDUepevXvqFY8986KmZ5A2WfHJpUrV11NYn9l2yfsc7z5gbxHeBDqMd4l/f/fQ94RQ4K8NEVZVoHQH40bjj9y45b9wj1LHkGpDHt4WvbKz21ovhC6BEd4+LReLFG/dNffreRz947bpxbvdIZrT6wue/8OqUrLvg0qExUq1Gink33Xn/+Wf1L1x9hgCl9ZdS6/qVw2/+15dvmkw/ePjJ2x/csmnbvq17Ys1DkQQwWHSxbpGZhoQUjeHaCm462pA1g1GhRAYqtM4XfZZlWZZl2WGT0SlqUwWuRIkBEjhC7IvBm3FITjGDmotOUIG1TIaCkK8nhql/wclH/daNb155bMcrrGlnqJDBc9Ps/wZtywlJ4JPxTOLkR2a8T2rwwwgVi0spNcOGzBcgwHnxXPe7XLQ1WhIBFftoHDyiqRsQa3Ffuf2Rf/vxr7/sjraimCBL4pHUsURNMaVWu1N3A9pFQDFh7X5IH7n5jic3bvmPH3z74mEEK+aPlH/6a2957EOf2z7thdmsVi4R1Iz+4P+57bL/8q7R8XIYIODBHeEf7n+Uwoj54eRHuT+ForDQu/I1J772nFUMODaIMyru37Cx26+9tNRiMgYNg4NoZexu/frdbz7vrNPnUmF4bOv2PVP6yx941+/9yU3LTlzpxB6870sf/U+/+aXPfvm8NWcIQFaYJWFp+9YJc9NJV6y97oq1u7v4u3s2/sWtf7dtX1WVY8rt2g1NS0eqvcNFKHw51U0mLXiHGEEBUEIze9WMzPJVn2VZlmVZdmg7MJfHJ/UaxRKh6RWYoAFOwKQKUXhiV7S8Y0Z0XHmb8L2XTlrg/vBXrvvo77/rrCWddne6TbEUtDwKB0umsRkApD/2mqqaIjMrgKS1lAkOdUBKZoYQfJPU6wAzhCqFCpbABhH4ElRGaUUDs5DQ3oTP3HZPD+MxUqrqNDQaXAlCWc0UkhxSqnpoeep0QJKKkZ4b7hXjdz/yzD2PPZMQIoRMTxjXdScfKb70xIYATwQyuOenw0PPvhgAZ6FO/VvufnR37doiUCTznriEzvHxHa+7cMiBkAonBukCT2zdAxZNgaFIEdGReEqVE7djj373kWcjk5A+/8LLF7/uTZ6hmk5be9ab3rx2JsQqoWzPqRMCzIxhRhYZGOLYRpgDLOvgf7/i5Fv+82/feNVZQ72XXH+Xp4S6Sn5oouLJqWDkYBGxItRsgSwZ2MiBinzFZ1mWZVmWHfoOWkeHAWCLRJEUymxEgKSoCayFr6JG9BHqBUU8fdnIZWvOWLlswdqVS8e9sgYnbO2WgsgAMyZiadqz6E++phERt6kesckZFgnBNCUuSchZbUUrBvVSBi4AYwpsVcE97U8l8oBHCMPWAiFE2TbZ/4NPfvWxXejJsEiRkOoISDGUdi7rpDnLFg3L2As7dm7ds7ue6UUuYjJwS8mZxD+7+d7LTrt+rOMpxY6bufHq1Xc/9PVuBDlB7Dtq1TaUWD9z11PnrFmpSI9t3fuZb3yvK3McAUmNCiLn65m3XnLqpavGvEamBEIg/3LAvY8+q1QUHCyGKIX5UY27C0kxxL7M+/SX773+ouMXcj9U5sqhBCiqb3zrvv+6cdOF5641AKLJzCwQCgIBlSUHJ6RGCM5szDA6Rn/43ivf//bLn9iy7Zv3b7n/iee3vFr1WqOAIdZEyUE5VWyaSAIKIwDefryhZZZlWZZlWXZIZ/TKNb1HiI0JDGVAoATPQIqhlrabP/Pi+WtPf+/b37hmRTmk6DAQu2SAMEBmIBJPAJGmqDCWfywPkieVU5bMuXTl3Bq+IAbQTV5aow9tfHGCCsRIrkRQIJhOLhqT1ccttnqG2KWQvGsvHDMy1OL+22e+fuf6lyZ5lEqi1IV6dBb63qs3XnPW+96wbnReu8PYOWH/7aZvfeX27/fLhVU5FkNIaq7sPLtjz5/f8u3fufEXkonN9C455Yh3X7Ly83c+NqEQ7RkVUYaA7l2Pvvjklr2nHjvnpm+tj65lGA6mJIpUR7Nl4+UNV55Z9oMrCaSW6lrc17734o6pGOFKJ6HqmxkQkqkKnFKS0Wd37Vu/6aXXr5wz2m4/v3XnsqMWOcIvvfPcr93WmZl+pRBUPYgQN8NWiQABoHDMQAJBSYgQhxGWD2PFmUuvPnPpril87YGnP/nV7z774nbXnjtRIUTj9pCZEZRgpNEGFS9ZlmVZlmXZYZLRwWJgU1YI1MEYRBR7La4sTA77eNLypb9x+dvWrT5lZMhB4Rh9Q+E6bAlIBONBBGQzYyYimBkRHVxRAwAQJn37Nedee/W54oEa3qEizAC//Ae33fvULuNCjcBMoiOGi9ed9nvvf21HUTpUfbQ9JKGk/vZu6zuPbJ3BMFxpacYsEhc2OXXqioW/9u7XLnEaAQGKYfqNd18Ve1Nf/8HTMxEyPCdVsa5rgXz7+4+97Q3XnL7QiVsoSX/5befd/tBTU3v6be+m6gBElK5buZtv+4ff/uDbH3z6ZUeMqCBv1JfU6zhdcfS805aNFE7UlAkAEujv7/leksJ6sTZzRQsBVO2VIan6oc1lrGty5WMv7rh05fyTjj/2Dz7yV+ec/autQqZ34YZ3nPGhD/4HjVemMC3UnElAQeKMIFBTIxEYxwhx3ix4ARA4xiXD/j0XL79izbLvPrzxY7fcvjlYGB7tJQGLmQKJLQoiAZQL0rMsy7Isyw6bjI4STFAFC5FR6BUhLB7F+SuPPOOEVRedsfyEpWMjBjMzS0rczA1SwEgIzGYgwuA3NSUuRAcNIdrPWBgjhDFSssg+EiygnCLX4ggSGKkazChFSj1XTy9kjLAyjFpolukR+w8//erzXV8VQ5Rqs8QiatqiyfdesfooCqX1CisAKsDHjfkPvf8Xf7Tpv0xNUB0TCICLKLftnbntOw8tfevZHfUthKXj9u9/+62/8sc375oGREkSVwncvuWezc/1b9+0o1cpwSuEYVpi6vxTlnz4t653lMw4AVBiKTdtm3x80/MxLUDRVtKgaWio/K13XP7hz30xlZ1YxdKjVtz18PPvu+qsJUeWv/i68z/50b+89LyzFvtXdG/xrjdeftPH/+rNV19QAmIgjmTOFBBA+wSBMojYIwEgbzCCkjjAWugdPxxWXHziVeesvG/TSw9v2v39R597bMuOqQiVVjJWLoo4Rab5us+yLMuyLDtMMnpl7EzSNNX7HHpHj3fefs2Vb7n0jBVzHdfWdhWm94ThRSA4M4cAUxhADOIEF4gU7GBuMJvzJ9bOD0rqDAJ8E7VhgIdFb6Eg19TEE5SgAAEqZgJzgEfzYAEAFgTe+OKOLhQSRANZockT6yi/eunKhW1U0ILIYEawNvmjx/mUk45//MGXAAeokQVIZe1/WP/0L7317DlCSNxCvHTF6BvOOfUv73wKVnHcJzbOhL1+6bfv3Tg83jZm4mQ6hf7UUfP8n/3O9Ue2wSYxQR0jcYK//9FHp2ohIfZFDFVB6dzTV9xw1RE3f63YvA/mpN+fLIZHH9uyc+skTu7YNZec+dpLzvzqN75z8198DUjnnXPVr7/vncOlCSAGUAI5AwwK8oOxqs1sJwIAAxkEJACITHybQAta+IUzl15z5tLJt6x+ZPPuT3/5jr+//6m6HNXW3GFmzhk9y7Isy7LscMnoHSKrZtqYWHYEnbJ86fuvv+a0pYtJ0QHIE5JDe35o1nOJxBiUYApTwBPZP7Jevj+S/2ROjyA3WBqGD2BPQhZnSzAUUFCzt5GApjs7DI5gabZSw3GxZ7pGu4RVUHUy0o/GnEaKNG+YoYC0DBXYwVRTIPFz5swz2gkjEMPIiCGtra/srQPIqcIZahenXrdu+U13PMYOFOtganXA8GJ4V4U9QTpiKfUmWm2/7tQVC13dBie4qEZGkCICG7fuCiiYKMUaZt6qi9eeOAYsXzj63MSMsTOKIVR76/qHT+w45dxFVXei1Rl709UXXff6C3rVFNlQpwQsyf5vjYEMRhyJMTgjTTAHkAAzcAIDSFwEgJtbmH5fiOcVxWtWzDv1Q2+/4v4Xv3bH9+977OlucIKc0bMsy7Isyw6TjH7cws4Jy5ZfsW7BRauOOXK83cE0h31MBawF5ihOgdIAAgEGB0gTmJvU6M3QrKAT2U/l9cGab/MAa8pkBp9FAoOdEQNmQLP0DQMzjBQMuKaKunmxpv26E9o7HcGCOoK5NmXvEftzFszzrgRLDQgVRiQgRnLA+CiTNa+qrEkJXVdwf5K6is4MSQvgUvz5qxa99ZJTv3Ln/cplsMqcIM4gdI0Zzmnsj7g4l6sbX3/OMBuZwrRVcK1Qwu4K393wQkBHwAiVFG5+ma5ePWcYev7JS+55/Ed9N47WkGhidZ/+q2+8YfV7jmwXBmUDm46Wo0nJknlhNOfTGDAQsaEmABBgcD9kCUggI6hAADEbnJ9k4LJFBjMb8lQorjtvyVvPv+6pLS/f+sRLCzQ3dsmyLMuyLDukHVjkbsnUSccvPGftiQvmtJlgqc0yDupAOcUoFIR6YkEssOmgKpxYiY0YRgQjKAD7xxbUbf8HoBl7yQAssCUHsBlp9AaGgszIjJvKdm4ivzNAlTSKqjcUADhABH0iK5VEOSj6RgSMKzpKvsfQpo+JKZE6Q5vNkUIDa1VYcFpH8gVjxBKoJq6cOdPWiMQ/+pcXvHbtmX1tl76fzDq2B2lSWaABLI7ofddefN7yBZoYVjhTMiVNCtz1g00v7AnGHah5x4Kwatn85SNw1lt7/DEjZnBDcO2UkrBqaQoAACAASURBVKg8t23vU8/vJAJrLMhijZQIlKJGTQyK4AomMCMKZCgRSkQHZdt/4zN7igAyeGgL6lMoCQXgWJmSVl2xKASLOGHZogtes3pkyOfrPsuyLMuy7FB2YB1900t7Nt/05b/5arlu1fJVJxxz/hnHn3jkcAsoBUIErcQCqIABpGRqMCE249lVcTYwHRTFsX+iZVM6DWoWcFkNbJHAEAJL0wiGLAKJSMEwECWzpCQ1+0hsg2RvQABIzTFobMjDl+hXhUQIqgiS1r7p6amQhkrySIwqolMRMSiq9vpIdYArGew1iqZYdIbEtR1BSjNKFpiJLS6A/P57Lnvm+c8/tyvAcdWPRXu4tgKQobjrPa9f+943nS2m5L0CBKJUeSp3TOPTX763a23n1NV98e0UwqoVS1upJvIrjztyXru7N85EeDUJjlVb31//1EXHv4YMieBLB0CJCu9hSCBACASypgKdoqKZrUQJaCp2nCUjpgQoNT8hMMeMVENrMAyshX+pxw88u3PjC7vufWDD+o3bb7j0VFx2ar70syzLsizLDoOM3vXjKYVeF9vuf+5vv7txbvnN88844QPvuOKMY0YLSEEdjjVSghNYAnOTFrWpSVHAQIO6DPx4NN9fhz77uRoxIghc8Oz2R2OpCcoAmMycalQzkcAuMg1K0yFADeNELOYWj5WouzY8St2er0PiTmK/fe/L2ya6C0ppcyTXhgIkZGKM7S+9LKxacKzrGWbfark4s3zZIikY8KpEQglqijb09IX81otP++Mvrheq1Y3WCoggupWLh379befPLwhKRsrgBHPORcVtd21++MWZWM7lOMUaQu0cy7LlS2spYkRnDtaeu2rLd7ahbrlWu6KA4O7fsDW966LmhqYpE6fmBww0+61hUHPeyIBycO9Dg3KXlCrnBGBWEkCNk6oKRAqTIgCv9nDHg0/9xW13b9g22aNOsIJobuShfN1nWZZlWZYdHhk9igKolSI64jp7Qn33wy8+vOGj77jm4ssvWnvsYum4cqzuQy1ocoVL4GQQpqgQAzOACNImUhpYIfuX1BnGSDQoWOfZehglEIEwmLMDMmVEgAkqhmgm1rR2waCc/cAifb1kwXi75F5VBSoYsfDcDTWG5m14budrliwn3ZeiawsQApyPhC3Pb2dHSXtwpJErtMaw46zT1wgbjAnMEE2RiAjGsGOOGjIBI5Els6Y+nBbMHZ0zJE3pfPOeE0jB05G//f3vRwYkKWDiRTygT+/o/+39T7qgk9yeoNEkHg6kFQmM+dntr748gUVjEFMiBUigP9USB4PadE6AA5EalEAAO0BnQEwoEDyj5sIS/IRRl2jDs71PffHv7n90y0QfcK1CXIt5OjdHz7Isy7IsO4wyOpIDFwCrkhIryl6KU9b+8Bfv+eht96w6adnaNSdeeezYCSuWjA2VyUwInmCxduIAsxSJYEw26ETSBOpBJNSmkfrsUvFsd0Yjs6bkGqQMEIxNUxPpoWRJNIkFMsVPhFfV1ccduVj2bUujtQz1ibmqxbV62vnyvU+96axjF5UCiVp3TcqXu+4Ld2x4bBe6NgQUsASLwnLcyOTV557kyTQZE1s0Jy6qIc0IBRKgIK4NlhSaTAVKCm0CMxmQLAYmN2G6cdvUhi3bUYzDIph7QZ3jVFUfu/UbRdrVhkzaUOXmJWXnUqp7Th1IXunTTX/3wG+8Y93w4DzZ4Gxhf1/5Ax+VmnIhJUCMCA6xBApQUqpj0YtwL+zUZ7Zvv/OhZ29/ZOtL++qJWAKLqGVsgVPw1oMbzhd9lmVZlmXZ4ZPRrY1osARH8JQgqOOMFN4vCsDdj0/c9/Qjn7Pdy4+e/97rrr7srIXDMQ07EzaEHpwjJwAnUJrd7OmgNDt83sAK1wTtYrb3XxPZm97eMNYD4V4SGKjJhPc3X2z+BQ02pZobOmYOvfd1p3/4r+6qR1cpj6jrMgyQ7z26/Vf/5LO/e8O1y44bqaKb6PH/9amvf/2+p+rWYrCHFOhNdTz5fVt//dcuOe3oETJjdohKxDaYuwRKVVMXH1lIZX9TGQZxU32iBkskcJY60lr/+IbpPllbIARpEUusk7iyp9bzS6aqYOVC6xOVFVnft9taRWE3jfLmu79/9aVnrT5i0OP8QFD/KZEiQx0SYfZ+xwSO9vRd6rjnpujmv73v23c/vXtiKrjOjLrILSMBGwhJDWI1u9x3McuyLMuy7HDK6C6qsYE1hRpVgBi8Q+IQIvmS3VCvTj2M7n2h++gf//m156/8wNuuOOXYuSPkpPApJQZHqCZz4jHo4X1wZ3RmOrASToNfun+d2IgNUJKmq2MabI5sUjuDCCZN3Xrzz2s4TtU7rzzn9u8+9L093UBzoEysCJUW5Tcffuaxpz+y6rSVndL96KkXnthZFXOORK+Ci4gVvAnNLJ2P1194dgtQVRMhBkKI5skDqtBoRlCOKIh8c5egaH7CADWYQlxzw6AO2Pj0DuM2lCGCyoyJY3TJzLGSh3gLjBAcdYPV4JZwyygl77ZN7btr/Y9WvmGNnz0zTIM/7M/rzat7NJtzSzSzjVyqLXSpXXdwyz3PfeLmb7+wW6MMUTFcVf2iVRaCqqrAAiKIAGzJctvFLMuyLMuywymje96nZpaIWZQcWDRY09yPNcIq7ynwaN+qMHTU3zz44l0bPnXEWOvCM1Zeds6Jq09cMi7EYE8qabbRopAqERHR/nmYzRJxIjA3jc5NABg4kguAsTMAEBA1783ABlGQkRiISZvi7ABqMx05Vvy73/il9/ynr26emjLPFGrnfEhkc1Y+G6otj0w7pOTm2lDZ60dPQdJk5DIyC8/ccN2l81qtZElFgsFDqTBiC2ouKXzpILAC4kxdc6egikiUgAA4YYUw1FT29LH+yZdSMT/CkAxlm/vdxS0ddbFm6xUsRRKtWmUVrft8lMCdlDziNEo3jc7N337gusvXzC3gGDAIgc3Q1OkDIDYzIqLKQxDIVGjSsGMifPeRTfc8sGnjczu37ba+DQdxSgoCWmUVAxTMbGqmgDGYQQwL+aLPsizLsiw7bDK6Uc+IDR7mybwlTyBYZApAAFdAYiUDJSpSccRLRi/t1cfv3PK523900sLWv3jX69edcdziNrcVTkCEuo5emAbdXBLs4J4vEKSmxNwIZhRMagIslWJ1CCoFwSwE02imzehRBRgCJAZKwIzJudUnHvlvbrzyN/70L6wc78Mbc0octYQbAu8KsQYMvgQPRXXaDW22FtW//OZrrrv8FDI4IDQL1dI0dmRjBnsoe0CSJjGYghLU2EiYDehHtBw0oWQO5L5094ZnJ2JXCmgFDuj22j79+9953xnHFu0O6gIhoYgYMTy1ffeb//UnQ92GmwcjSmAefmb79GOb9162ag4DTCnFioS1DuIcsUspGRGRE0Hf0HP0/Aw+dstdX7378cl+p4pOZARUQyZZWI0HG3SdNFsLCGAlgSEpWQqSr/ksy7Isy7LDJ6NHKmFsECM2AqwpRDEFA0zmQewsJHCCBwjkQQjwU+Se2j39a//3J05eccx7f/GKS9YcP95BAXQKptiFKozAAikiJAItPagmukntjALoAJL61J/wbsRCP/a7Rasc9lRQGvT+Puh9e6tqcgFQ4LI1x33w+ss/+zff2kejlUlfk7kSTLDKFSlpz9BCSNbrjY+OhD3brrlo9a++6ZQ5s0/FQBoM7zRFIjjAIYZU18PWm1Q4FaCXyApzTksGSg8AIp6hFdM371sfiwJsUIMk72w+x3NOLY70IKAC1MGRDrHGhZ1FowJrT072Soscg7BnbW3a9NxVq0aqqucde8dIQQoHsKoqexAHoOuwfXf34zffefeDT2+f6fR5YTBxbbbUN0SGpggi17RpBNDcApGBkQjKUAICinzRZ1mWZVmWHT4ZXccHOzYpoSnoIIOxmQAeWsJIUBkZLMESIRiY2Sf1+3TEjZzww51pw59/bfkRnZXHLr5szfKLzzj+qBHXspoECVYbAiECLTCABHHgQceSmETUGR3ZTse0enBGZGjFYMGl3pirPIxBaTZRkxniDLnRZq7pXJd+6/oLf+G1Z958z6Pfvu+JF1/ZU1X7InjKL6Q4PazTVE+J84sWjV54ytEXnf6aK9YsG0fNxKlZbTYFMcCACBAtKZh9Mbe0o4q9C7w4ZVAVmCW15peBVIU5KcCImrbumN7x8vYFnQW1TTMHT1MUuuefvHwMKM3YJkpLKh3mHiMeMTL2ixecdusdD491xkpNrViZsoyPPLf5iVitaJUFzKBmXIRIyhJYeoYnN+9c/8iTtz/z6lObX9w9EUmGa2oRRYdaq2iIEElu1JLAXNMPh5HYElEFqBGMLDTDkCxn9CzLsizLskMd2ew0UHrb55usDkogHURi48FmRWvWzmtACYktNcM/YyT2bXNehZAiWbDUE8SynhjF9A1vvuKX3nzp3CF0CAAEEKBMiNI0eKlgYnAagrge2L/Qa1GLNIIZRIgEIrgujmoHkK+BAoAFQGDdWlvqHACfKtIQpT1hYoKtO/vr1z/5wrZtz0zNC1V3yZicfuycU1csOWH5/I5HCUjcB7JArcTtEkpWAy0jkEUzjVxoilZ3kxvdDRBBFCD0BVB0YljUUkRO7BPXFFOU9quGbg3vwARNYIZPurBkq0JZ1KAAHQFNW6qjmzejPFFBS9SKOQpS9D1Qd5e0WyklNSLnaiAAPeDeDbv/8tZv/vCxzXDtydaqECfgppn7GrqS2PMIYwji+zEoalDZNLIk1IJEiICCTIHUnFAQJf+By47/2PsvyJd+lmVZlmXZYZDR3ds+AgBggzNzTa+V2XaIaVAQrgVgRAozApExDzaCJkZUSkaSqDQwgYlYtBov4wmLR9+wZsnVZy45eck87xJktGYYUCLACHBINWwfmCsej+Ycm6XgRGYgBLQNXqfArUjeDfaLikFTSuJcStExKwCwgowQFMycANZ9gUcN3NHkLILcjIoISlOGKbjH1EGfUgUaxuBALDKpWcEhaaq4LMxYxThVxBHUtuAxg+iTDClVbGaJWcQiEYM0mjMYIgpmsgQRAykHMUR1VJuUCuK6R1aRH9VaLPSkDFYUBmYEw8R0ePCJzXc8sGnz9l0btu6e0KEoQxEeqQdhMGAJMCYzNSgIbOwABgKhHuzOBWPwsek7j9lxpSFn9CzLsizLssMmo/PbPv3zeEKjQcUMY1BqbqbRk7GFdWetfud15711KdjggYIgyQCChkH0dM2MUopAhBCkGXpfAKyAJRgN+je6uP8VD2oozoDM9knEz2d7pOmBJ//HOhc2teyM2clMOvuDCDiAAGcEUijBCBFmoKbWp2AgzkBnIGEfDU3IeA+49fZtf3nLN16aCDV3mtsGgrIqU4rEP4/j4Q9ctuJj778wX/pZlmVZlmWHLPf/9wuYEcDExurWr3/oiccf+9bi+n03XLdu5cIEFKxczzjvAAM7U0kmJmSABwSJLAEMEmOCSRPhYcEgs4H54K2k1Py2HxtJ+nO5l/n/HC3E+PHoPljSVlBzh9JU9UcoWaJSGECKkZ2CyHyrTkME7O3j1nuf+tad33n82ZfqYlxR/sSLZ1mWZVmWZTmj/0/F8mYc6GAEEcAiMdZRYyEy1a2+/Yx89w//+sQl46uWL754zdILTj9hFLU3EzCRkFKTb1lBWoETwOAisY8EBhwltqDwg+lH4GYzJDAbo232U/p5hFuaPaafPMr9B6tNN/jmoU1H89kxTYNHqdbCzsEhJpgKawDNgDburO99bOuGp6Z/tGHDnr07qmhRhoMVRn72tsDIFJRosLE1y7Isy7Isyxn9Z8roB638klrSCBbnHNchpGDVcKtn9uC2/sPbn/vSdzbNL+/45Xdc+6ZLlrSAEcKQi6grqEFKcAtGicFMAhWYwhRIVPD+QA4QDs7kgyFHP7+j4wNJffCCdvBXFNyUr1DzVgyADlq/g5tScGcFVEEpktVSGOPJV6qP3/qd2763YYpGtDX8/7J3fzGWnndhx3+/533PmdnZtb0J3qKKEJKwqORPiYgNBdMmqG0K4oYKIioq9Qqk9qp3ve9Ve03VVlCoVAg0EkUNRLQ1aZyEOC2bJgbjxMGOnH+2Y+cPxI69Mztzzvs8v16cGWc3CVJF9sKjfj5a7Uo7O3POeXYuvued5/09/YXtHJen9Xqp6CNytY4xTh8rK6oqyzcrAIBGvz1yWlXfjl5La9mm/Ut7x5uv1eriZmmbWh3FxRd6/Mtfec//+MDdP/sT9/3kj3z3MvodU7YcMTZj3u9z20XxHBExpsiK1qNNu13oeVrN3/Tm4LYV7a1f81t82YzKqIo2zi7sR7QWlTEyRlZGZB1v88KF630sc3v46c2HH3rsnb/7oae+usTFV2yPjuLkz6eDO3qPZRnRMterWrbx9R8NjMqw4QUAQKPftsSt3iOnbDFqZMybpdZ5R19aby1W6+hjG9Xb3oNPPPuRx37zP7zrjh/7wTf87Xted88bvufKpZxH36slM6paz1bRpoqsmHebQGK3rSbjloLdHUmUcZsuPNdNLf5Npd4iImt3ktJ65LQ7OrUiWkyrGC0qa4mqFw4ufObZ6x9++Ik/+MiTH/30s9c3tYl52W+xPVytpzlWmxu9VvuxyuhLLcvZNpmKqLGbmegyOgCARv/25eml7oyIqojMyqyITe1n9Fbb2B6203ONorfV0Xr/ka+uHnngqX//wCe/65XjrW/5/n/+jr/zxrsvrPoyt4iIZdy8O/yluS6ZpxMGzz6at/O8+7r1CnbVyNMX1cYYmZk51YjMMUfO1UbUyOwRh9Ei4vp2+uTjz/7Se6999KHHjk4Otu3OPt2xXY5i1SN7i4ox9YpsU9SIJXYzLvNsu07l6WNVRt58PisAABr9/73MX+ros43idXrDZZ1d2556Vc8aU4151BQxYlpy6m0e0zraKkZ96Wjz7g984k8e+sQ//dm3v+2eN7327jw4m6W49Mgppjp7tNEjR4yKaXefZdbZqJfpNr2em4zcveUYUVHZ5ti9V2jzVCOPDyN6W81tmrZjddLmT34xfuVd//P+D3305K7vPq671xf3jw8P57lPc9XYja7JnhnZKvrZra67QB+ngV7t9FbRtNcFAECj/1XdtCmjsnaTXb5ho8bx7p+NmHrM4/SzdufsbKI2Ldpyo23zrieeH//ilx+4cteH77l65e33fu+P/+D3veavHaxXbYxNr2lqkZmV0TKyZUSPysjddpjb+Z7j5lKvUdmmbDlGLmN3dmdF5Mgc64OIOtqOhx996oOPfOb+j3360185er7fsV2/Om5MEfvHm23MlVP14022vYpWkdEqsrLGNEac7ag53cpz8zAZe10AADT6t9G0u7Icp3MIb432iJzGVBEjo7foU0SOqIiqVmMeu5OA2jbWrUZb7W3b+unD5ZmPf+3+R6+94jf+4B/ed/Wn7vuBt/7N1/T1dHpE0NT2dtu+d/Mev3Fzym3K9LMXkTmNpaK1bLsp6DHFGL1uTPMXT6aPPX79l379dx598subab/aqsfBeppje2MbRxn7OV0cy/52W9HmmpbIk6gWYx21yuoZm4gYp3fBtq8/dol0AACN/m14aQfKri7z1rKs3W8VlXlLgZ6eDNqisrIqqrJH9M1yUqNHW41cb2PvS331nz7w1H/54Kff8D3f+bZ7X33fPa9/09W/fmmKiNzPebevPWpkZt6+S+lngb77eq2iomVFLCN6RWU8+UK/9thTD/zR4x/608995bAftYv9wqti2cYUsd2cbG/MGas5l77Ess1a1eg5t6oRMXbHiEZVRfQ83b9zy7aWqoyeuzcxMfl+BQDQ6H/Fqq2IrG8xBjGjItqyOsnRIqasOcYUMdVuDEuOMS2RI6pHZs+M3trUVjXaOMrKkz6d7L3qONcPPjV//sn73/nbv/fm733V3/+xe3/m7T965eJq3XJ3umdGtcjbdn/l6duOOhvrkq21UZERX3jmL973wPt/7f1/9vHDy9O0HrXa9qmix+YwIqJaVI69Ozc94saN3Gtj3GjtqFVNuRq9RVwYEZUj2nFFRk67nzOcNnqdbgLKqFYjo5bU6AAA/581+vT1SSm3I2r/UqP1XWuOiM2tM1Nu/tx66c+K6JmRMbUe4y92sf/l+dWVy58/He/7jWu//dEv/8I/+ul737h/ZRWXI1bjqOXxVP1kXNmbo+ows0e1qP0+5shoLTIjanPrFevTCSp9ZLSMiL5boBote4xNLMfRWk4XX4z1547iP77387/63z5y9GJv89XWXlgqIvo0v/R5EdUjI5brERF7EdGjnQ6fGaMie0RvN7/W6n/pAmZU5G35D5prm7bNAACcl0ZfYnWOnvdSq8hRrcX+wcc+9cXH/tW/u3LH3o/+wGv/3g9f/Vtveu2VS3f1sVzKo6WvWl4cI3rGiIg5MmqqaCPaWMfcI6IiR7TdvpzeazVli6gx1jFiLNVWPaaT2l/mg8e+cPiHDz3y4Uc++9jnnv3C1zbbdtByjm07T0uXYzgOCQDgvDT6eZvutx9z2yw9qufqoFp97fnrTz/4xH99/0N3X1r//Dt++m1vff193xFV0SKmFuN0gnrsZhm2HNG2FeuXtsTk2a9WI2PkboRjqxs5XR/xqWfq3/zn3//9a588mS+PkdHn9Xo+iG2ro+PYv9EOzk+ipyNLAQDOTaO3Ok9H5IzosYxoLWJd283Jstm7dPno+IWDC/tfPj78t7/5nl9/9/v+2U/+0D/+uR+5PMeFWFZR2bP6PLWIjOrHOS891hExRWUsUT2qIiN6xLwX0Y57tSn/+PMv/tq77v+jRz71pZP1sn/36HOsVzHV2BzeOLm+iiXmVctzs3QZS4azkAAAzkmjZ52nbcpznVRFxTwio2UeXDzZbKPtX1+203THVP3F68u/fs+1X33vtb/75qs/8ZbXvOG133X1VXeupk1FVURb7e+OETqdKDOWiB6R0dvxtH7uJJ/8yvUHrn3if//x4//nyRuHx5sed/U296Uie4zKUb1are6qbJXnaeny1l3/AAC8rBu9t/U5et7rOh4RfYw2rapNtb0R0zrGUvN66cuSbVrvvzhNL27Gb/2vJ3/3gx+/vN/fes/Vf/Iz/+BNV1+5F7GOyGrr6hExso12YRNxEvFii//+4NO//Fu/99kvPlf7lw9PqtZ3R+sxT7GcxBi7fTMVGW2/z6s+Rowe2c/LulX1nrPvewCA89Hoca62QFQsGW1uOWpbscQ0RWyiRdSIrIwaY4m4GHl8PLdlOjis/jvXPvfgo+/8oTf+jV98x9ve/LoLF1pk347Ik7Y+zHhuG+996Ll33//+jz/xzPPHNR1858m2t/25jyUyoi+RU0zTbrzj7k1N9H7ulm6eZ/vRAQDOTaNfyefP0fPO3EZEZVZERdbZHa+tIrJyN6G9XhiRPWO0aeQ6573nN/0PH3rk0Uc+8pbX3f3jP/z6n7r3+y694jv+5PE/e99Dn/ngw599/EvXN7m3xHxp3TJuXGqbNsZcNbJV5MhpRIvIyIgYrapVb1Ujc5yfyeVT9Etx6PseAOBl3bp1tpf64a+ep+e9tG/1txV5Nr8lK6ZcYswjYkT0jJ4xMtZTtBH9aDmYpjuXZ+68/MqvXj9p+3c9d2OZLqw2Iypiu42IWK+ielyoiIjx0oFM9Y2XoUdEnZ8L06Pi7r169SWX0gEAzkOjL+fqVsKbhnzf8rR3V7mzTj/QIjI2u/tBR8x9zD2iWkRG1JiiTRmjj9WUoy8V2dpu20qLzFE5Ila5m8lYWV+/2/L04n22b34CL3MV2aqm1OgAAC/jRrcEAABwu9TtmPiXVSbxAQDAy0izBAAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGt0SAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACgx46nRgAAFSFJREFU0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodEsAAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRLQEAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEa3BAAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGt0SAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodEsAAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRLQEAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEa3BAAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AAD833br0AYAIASCYEje0H+zOL4FDIoZferUotEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABrdBQAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGt0FAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAa3QUAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAwFFvuKuqzPQXAABsi+6eTiP8BQAA2z7VaEe0Xjj3UAAAAABJRU5ErkJggg=="/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">13<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y3f ff3 fs2 fc0 sc0 ls0 ws0">Transactions and b<span class="_ _1"></span>alances </div><div class="t m0 x4 h4 y208 ff2 fs2 fc0 sc0 ls0 ws0">Transactions <span class="_ _1"></span>express<span class="_ _1"></span>ed in <span class="_ _1"></span>for<span class="_ _1"></span>eign curr<span class="_ _1"></span>encies <span class="_ _1"></span>are <span class="_ _1"></span>translated <span class="_ _1"></span>into <span class="_ _1"></span>th<span class="_ _1"></span>e function<span class="_ _1"></span>al cu<span class="_ _1"></span>rrency <span class="_ _1"></span>accordin<span class="_ _1"></span>g to<span class="_ _1"></span> th<span class="_ _1"></span>e <span class="_ _1"></span>exchange <span class="_ _1"></span>rate </div><div class="t m0 x4 h4 y209 ff2 fs2 fc0 sc0 ls0 ws0">applicable <span class="_ _1"></span>on <span class="_ _8"></span>the <span class="_ _1"></span>transaction<span class="_ _1"></span> d<span class="_ _1"></span>ate. <span class="_ _1"></span>Any <span class="_ _1"></span>currency <span class="_ _8"></span>exchange <span class="_ _1"></span>gains <span class="_ _8"></span>or <span class="_ _1"></span>losses <span class="_ _8"></span>arising <span class="_ _1"></span>on <span class="_ _1"></span>settlement <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>such <span class="_ _1"></span>transaction<span class="_ _1"></span>s <span class="_ _1"></span>or </div><div class="t m0 x4 h4 y20a ff2 fs2 fc0 sc0 ls0 ws0">on accounting m<span class="_ _0"></span>easu<span class="_ _1"></span>rement <span class="_ _0"></span>of monetary <span class="_ _0"></span>assets and liabilit<span class="_ _0"></span>ies denominated <span class="_ _0"></span>in foreign <span class="_ _0"></span>currencies are <span class="_ _0"></span>recognised in <span class="_ _0"></span>profit </div><div class="t m0 x4 h4 y20b ff2 fs2 fc0 sc0 ls0 ws0">or loss<span class="ff8 fs0 fc3"> <span class="_ _1"></span></span>and presented on net basis<span class="_ _1"></span> in other income or other o<span class="_ _1"></span>perating expenses.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y20c ff2 fs2 fc0 sc0 ls0 ws0">Monetary <span class="_ _8"></span>assets <span class="_ _8"></span>and <span class="_ _1"></span>liab<span class="_ _1"></span>ilities <span class="_ _1"></span>express<span class="_ _1"></span>ed <span class="_ _1"></span>in <span class="_ _8"></span>foreign <span class="_ _8"></span>currencies <span class="_ _1"></span>ar<span class="_ _1"></span>e <span class="_ _1"></span>trans<span class="_ _1"></span>lated <span class="_ _1"></span>as <span class="_ _8"></span>at <span class="_ _8"></span>the <span class="_ _1"></span>reporting <span class="_ _8"></span>period <span class="_ _8"></span>end <span class="_ _8"></span>date <span class="_ _8"></span>using </div><div class="t m0 x4 h4 y182 ff2 fs2 fc0 sc0 ls0 ws0">the average market rate ef<span class="_ _1"></span>fective for the given currency for<span class="_ _1"></span> that dat<span class="_ _1"></span>e.  </div><div class="t m0 x4 h4 y20d ff2 fs2 fc0 sc0 ls0 ws0">Non-monetary assets <span class="_ _0"></span>and liabi<span class="_ _0"></span>lities carried <span class="_ _7"></span>at historical <span class="_ _0"></span>cost <span class="_ _0"></span>in a <span class="_ _7"></span>foreign currency <span class="_ _7"></span>are translated using <span class="_ _7"></span>th<span class="_ _1"></span>e<span class="_ _1"></span> average <span class="_ _0"></span>market </div><div class="t m0 x4 h4 y20e ff2 fs2 fc0 sc0 ls0 ws0">rate <span class="_ _1"></span>effective <span class="_ _8"></span>for <span class="_ _8"></span>the <span class="_ _8"></span>transact<span class="_ _1"></span>ion <span class="_ _1"></span>dat<span class="_ _1"></span>e. <span class="_ _1"></span>Non<span class="_ _1"></span>-monetary <span class="_ _8"></span>items <span class="_ _8"></span>of <span class="_ _8"></span>the <span class="_ _8"></span>statement <span class="_ _8"></span>of <span class="_ _1"></span>finan<span class="_ _1"></span>cial <span class="_ _8"></span>position <span class="_ _8"></span>expressed <span class="_ _8"></span>in <span class="_ _10"></span>foreign </div><div class="t m0 x4 h4 y20f ff2 fs2 fc0 sc0 ls0 ws0">currencies <span class="_ _8"></span>which <span class="_ _8"></span>are <span class="_ _8"></span>carri<span class="_ _1"></span>ed <span class="_ _8"></span>at <span class="_ _8"></span>fair <span class="_ _8"></span>v<span class="_ _1"></span>alues <span class="_ _8"></span>are <span class="_ _8"></span>translated <span class="_ _8"></span>usin<span class="_ _1"></span>g <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>average <span class="_ _8"></span>market <span class="_ _8"></span>exchan<span class="_ _1"></span>ge <span class="_ _8"></span>rate <span class="_ _8"></span>effective <span class="_ _8"></span>for <span class="_ _8"></span>the <span class="_ _8"></span>fai<span class="_ _1"></span>r </div><div class="t m0 x4 h4 y210 ff2 fs2 fc0 sc0 ls0 ws0">value measurement d<span class="_ _1"></span>ate. </div><div class="t m0 x1e h2a y211 ff3 fs1 fc1 sc0 ls12 ws0">2.6<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Property, plant and equipment </span></span></div><div class="t m0 x4 h4 y188 ff2 fs2 fc0 sc0 ls0 ws0">Property, <span class="_ _1"></span>plant <span class="_ _1"></span>and equipment <span class="_ _1"></span>are stated<span class="_ _1"></span> at <span class="_ _1"></span>acquisition or p<span class="_ _1"></span>roduction <span class="_ _1"></span>cost less <span class="_ _1"></span>accumulated depreciation<span class="_ _1"></span> and <span class="_ _1"></span>potential </div><div class="t m0 x4 h4 y189 ff2 fs2 fc0 sc0 ls0 ws0">accumulated impairment.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y18a ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>acquisition <span class="_ _10"></span>price <span class="_ _1"></span>in<span class="_ _1"></span>cludes <span class="_ _8"></span>the <span class="_ _8"></span>purch<span class="_ _1"></span>ase <span class="_ _8"></span>price <span class="_ _8"></span>of <span class="_ _8"></span>an<span class="_ _1"></span> <span class="_ _8"></span>asset <span class="_ _10"></span>(i.e<span class="_ _0"></span>. <span class="_ _10"></span>the <span class="_ _1"></span>amount <span class="_ _10"></span>due <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>a <span class="_ _8"></span>s<span class="_ _1"></span>eller, <span class="_ _1"></span>de<span class="_ _1"></span>creased <span class="_ _8"></span>by <span class="_ _8"></span>d<span class="_ _1"></span>eductible </div><div class="t m0 x4 h4 y212 ff2 fs2 fc0 sc0 ls0 ws0">taxes: <span class="_ _7"></span>VAT <span class="_ _0"></span>and <span class="_ _0"></span>excise <span class="_ _0"></span>duty), p<span class="_ _0"></span>ublic <span class="_ _0"></span>charges <span class="_ _0"></span>(in <span class="_ _7"></span>the case <span class="_ _7"></span>of <span class="_ _7"></span>imp<span class="_ _1"></span>orts) <span class="_ _7"></span>an<span class="_ _1"></span>d <span class="_ _7"></span>expend<span class="_ _1"></span>iture <span class="_ _7"></span>directly <span class="_ _0"></span>attributa<span class="_ _1"></span>ble <span class="_ _7"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>acquisition<span class="_ _8"></span> </div><div class="t m0 x4 h4 y213 ff2 fs2 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>the <span class="_ _10"></span>asset <span class="_ _10"></span>and <span class="_ _10"></span>its <span class="_ _10"></span>adaptation <span class="_ _10"></span>for <span class="_ _10"></span>its <span class="_ _10"></span>intended <span class="_ _10"></span>use, <span class="_ _10"></span>including <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>costs <span class="_ _10"></span>of <span class="_ _10"></span>transport, <span class="_ _10"></span>loading <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _10"></span>unloading. <span class="_ _10"></span>Rebates, </div><div class="t m0 x4 h4 y214 ff2 fs2 fc0 sc0 ls0 ws0">discounts<span class="_ _1"></span> as well as other similar concess<span class="_ _1"></span>ions and recoveries d<span class="_ _1"></span>ecrease the asset acquis<span class="_ _1"></span>ition cost. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y215 ff2 fs2 fc0 sc0 ls0 ws0">Production <span class="_ _1"></span>cos<span class="_ _1"></span>t <span class="_ _1"></span>of <span class="_ _1"></span>a <span class="_ _1"></span>ta<span class="_ _1"></span>ngible <span class="_ _1"></span>fixed <span class="_ _1"></span>as<span class="_ _1"></span>set <span class="_ _1"></span>or <span class="_ _1"></span>a <span class="_ _8"></span>tangible <span class="_ _8"></span>fixed <span class="_ _1"></span>as<span class="_ _1"></span>set <span class="_ _1"></span>under <span class="_ _1"></span>con<span class="_ _1"></span>struction <span class="_ _1"></span>includ<span class="_ _1"></span>es <span class="_ _1"></span>all <span class="_ _1"></span>the <span class="_ _8"></span>expenses <span class="_ _1"></span>incurre<span class="_ _1"></span>d </div><div class="t m0 x4 h4 y216 ff2 fs2 fc0 sc0 ls0 ws0">by <span class="_ _8"></span>the <span class="_ _1"></span>entity <span class="_ _8"></span>during <span class="_ _8"></span>its <span class="_ _1"></span>con<span class="_ _1"></span>struction, <span class="_ _1"></span>ass<span class="_ _1"></span>embly, <span class="_ _1"></span>adaptation <span class="_ _1"></span>o<span class="_ _1"></span>r <span class="_ _1"></span>improvement, <span class="_ _8"></span>incurred <span class="_ _8"></span>until <span class="_ _8"></span>the <span class="_ _1"></span>d<span class="_ _1"></span>ate <span class="_ _1"></span>on <span class="_ _8"></span>which <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>asset </div><div class="t m0 x4 h4 y217 ff2 fs2 fc0 sc0 ls0 ws0">became available <span class="_ _1"></span>for use, including an<span class="_ _1"></span>y non-deductib<span class="_ _1"></span>le VAT and excise duties. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y7b ff2 fs2 fc0 sc0 ls0 ws0">Any subsequent expenditure on replacement of parts of item<span class="_ _0"></span>s of property, plant and equipment is <span class="_ _0"></span>capitalised if it can be </div><div class="t m0 x4 h4 y218 ff2 fs2 fc0 sc0 ls0 ws0">measured reliably and it is probable that the Compan<span class="_ _1"></span>y will derive economic benefits ass<span class="_ _1"></span>ociated with the replaced items. </div><div class="t m0 x4 h4 y219 ff2 fs2 fc0 sc0 ls0 ws0">Repair and main<span class="_ _1"></span>tenance costs are char<span class="_ _1"></span>ged to profit or loss<span class="_ _1"></span> as incurred.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y21a ff2 fs2 fc0 sc0 ls0 ws0">Except <span class="_ _11"> </span>for <span class="_ _11"> </span>lan<span class="_ _1"></span>d <span class="_ _11"></span>and <span class="_ _11"> </span>tangible <span class="_ _11"> </span>non<span class="_ _1"></span>-current <span class="_ _11"> </span>as<span class="_ _1"></span>sets <span class="_ _11"></span>under <span class="_ _11"> </span>constru<span class="_ _1"></span>ction, <span class="_ _11"></span>all <span class="_ _11"> </span>items <span class="_ _11"> </span>of <span class="_ _11"> </span>pro<span class="_ _1"></span>perty, <span class="_ _11"></span>plant <span class="_ _11"> </span>and <span class="_ _13"> </span>equipment <span class="_ _11"> </span>are </div><div class="t m0 x4 h4 y21b ff2 fs2 fc0 sc0 ls0 ws0">depreciated <span class="_ _10"></span>over <span class="_ _8"></span>th<span class="_ _1"></span>eir <span class="_ _8"></span>esti<span class="_ _1"></span>mated <span class="_ _10"></span>useful <span class="_ _10"></span>lives <span class="_ _8"></span>u<span class="_ _1"></span>sing <span class="_ _10"></span>the <span class="_ _8"></span>straight<span class="_ _8"></span>-line <span class="_ _10"></span>method, <span class="_ _10"></span>taking <span class="_ _8"></span>into <span class="_ _10"></span>account <span class="_ _10"></span>the <span class="_ _10"></span>residual <span class="_ _8"></span>v<span class="_ _1"></span>alue, <span class="_ _8"></span>if </div><div class="t m0 x4 h4 y21c ff2 fs2 fc0 sc0 ls0 ws0">material. The followin<span class="_ _1"></span>g groups a<span class="_ _1"></span>re depreciated using the following d<span class="_ _1"></span>epreciation rates: <span class="_ _1"></span> </div></div><div class="c x4 y21d w20 h31"><div class="t m0 x70 h4 y21e ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">buildings an<span class="_ _1"></span>d structures </span></span></div></div><div class="c x71 y21d w21 h31"><div class="t m0 x72 h4 y21f ff2 fs2 fc0 sc0 ls0 ws0">from 10 to 40 years;<span class="_ _1"></span> </div></div><div class="c x4 y220 w20 h32"><div class="t m0 x70 h4 y221 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">plant and eq<span class="_ _1"></span>uipment </span></span></div></div><div class="c x71 y220 w21 h32"><div class="t m0 x72 h4 y222 ff2 fs2 fc0 sc0 ls0 ws0">from 2 to 10 years;<span class="_ _1"></span> </div></div><div class="c x4 y223 w20 h32"><div class="t m0 x70 h4 y221 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">vehicles </span></span></div></div><div class="c x71 y223 w21 h32"><div class="t m0 x72 h4 y222 ff2 fs2 fc0 sc0 ls0 ws0">from 2 to 10 years;<span class="_ _1"></span> </div></div><div class="c x4 y224 w20 h33"><div class="t m0 x70 h4 y225 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">other tangible fixed ass<span class="_ _1"></span>ets </span></span></div></div><div class="c x71 y224 w21 h33"><div class="t m0 x72 h4 y226 ff2 fs2 fc0 sc0 ls0 ws0">from 2 to 20 years.<span class="_ _1"></span> </div><div class="t m0 x72 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 ha y227 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y228 ff2 fs2 fc0 sc0 ls0 ws0">Correctness of <span class="_ _7"></span>the applied <span class="_ _0"></span>useful lives, <span class="_ _7"></span>deprec<span class="_ _1"></span>iation <span class="_ _0"></span>methods<span class="_ _1"></span> <span class="_ _0"></span>and residual values <span class="_ _0"></span>(except where <span class="_ _7"></span>insignifican<span class="_ _1"></span>t) <span class="_ _0"></span>is <span class="_ _0"></span>reviewed<span class="_ _1"></span> </div><div class="t m0 x4 h4 y229 ff2 fs2 fc0 sc0 ls0 ws0">by <span class="_ _8"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _1"></span>on<span class="_ _1"></span> <span class="_ _1"></span>an <span class="_ _8"></span>ann<span class="_ _1"></span>ual <span class="_ _1"></span>bas<span class="_ _1"></span>is. <span class="_ _8"></span>Any <span class="_ _8"></span>changes <span class="_ _8"></span>are <span class="_ _1"></span>p<span class="_ _1"></span>resented <span class="_ _8"></span>as <span class="_ _8"></span>changes <span class="_ _8"></span>in <span class="_ _8"></span>accou<span class="_ _1"></span>nting <span class="_ _1"></span>es<span class="_ _1"></span>timates <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>their<span class="_ _1"></span> <span class="_ _1"></span>eff<span class="_ _1"></span>ect <span class="_ _1"></span>is<span class="_ _1"></span> </div><div class="t m0 x4 h4 y22a ff2 fs2 fc0 sc0 ls0 ws0">taken to profit or <span class="_ _1"></span>loss in the period when the estimat<span class="_ _1"></span>e changes and in<span class="_ _1"></span> subsequent p<span class="_ _8"></span>eriods. </div><div class="t m0 x4 h4 y31 ff2 fs2 fc0 sc0 ls0 ws0">Significant components<span class="_ _1"></span> of property, p<span class="_ _1"></span>lant and equipment are depreciat<span class="_ _1"></span>ed based on<span class="_ _1"></span> their estimated useful lives.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y22b ff2 fs2 fc0 sc0 ls0 ws0">Any <span class="_ _11"></span>gains <span class="_ _10"></span>or <span class="_ _11"></span>losses <span class="_ _11"></span>on <span class="_ _11"></span>the <span class="_ _10"></span>disp<span class="_ _1"></span>osal <span class="_ _11"></span>or <span class="_ _10"></span>liquidat<span class="_ _1"></span>ion <span class="_ _10"></span>of <span class="_ _11"></span>items <span class="_ _11"></span>of <span class="_ _10"></span>prop<span class="_ _1"></span>erty, <span class="_ _10"></span>plan<span class="_ _1"></span>t <span class="_ _10"></span>an<span class="_ _1"></span>d <span class="_ _10"></span>equ<span class="_ _1"></span>ipment <span class="_ _11"></span>are <span class="_ _10"></span>deter<span class="_ _1"></span>mined <span class="_ _10"></span>as<span class="_ _1"></span> <span class="_ _10"></span>th<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y22c ff2 fs2 fc0 sc0 ls0 ws0">difference between the reven<span class="_ _1"></span>ue from the sale and<span class="_ _1"></span> the carrying amount <span class="_ _1"></span>of the items, and recognised in<span class="_ _1"></span> profit or loss. <span class="_ _8"></span> </div><div class="t m0 x4 h4 y22d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yc8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y22e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">14<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">Tangible <span class="_ _0"></span>fixed assets <span class="_ _7"></span>und<span class="_ _1"></span>er <span class="_ _7"></span>constru<span class="_ _1"></span>ction <span class="_ _0"></span>are <span class="_ _0"></span>stated <span class="_ _0"></span>at <span class="_ _0"></span>cost <span class="_ _0"></span>or <span class="_ _0"></span>at <span class="_ _0"></span>the <span class="_ _0"></span>amount of<span class="_ _0"></span> t<span class="_ _0"></span>he <span class="_ _0"></span>aggregate <span class="_ _0"></span>expenses directly <span class="_ _7"></span>associated </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">with  their  production,  less  impairment.  The  cost  of  borrowings  contracted  to  finance  tangible  f<span class="_ _0"></span>ixed  ass<span class="_ _1"></span>ets  under </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">construction in<span class="_ _1"></span>creases their value<span class="ls5">. </span> </div><div class="t m0 x1e h2a y22f ff3 fs1 fc1 sc0 ls12 ws0">2.7<span class="ff8 ls0"> <span class="_ _16"> </span></span>In<span class="ls0">tangible assets  </span></div><div class="t m0 x4 h4 y230 ff2 fs2 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _1"></span>ets are stated at acquisition o<span class="_ _1"></span>r production cost less accumu<span class="_ _1"></span>lated amortisation an<span class="_ _1"></span>d impairment.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y231 ff2 fs2 fc0 sc0 ls0 ws0">Any <span class="_ _13"> </span>subsequent <span class="_ _11"> </span>expenditu<span class="_ _1"></span>re <span class="_ _11"> </span>on <span class="_ _13"> </span>existing <span class="_ _11"> </span>inta<span class="_ _1"></span>ngible <span class="_ _11"> </span>assets <span class="_ _13"> </span>is <span class="_ _11"> </span>capita<span class="_ _1"></span>lised <span class="_ _11"> </span>only <span class="_ _13"> </span>when <span class="_ _11"> </span>it <span class="_ _13"> </span>increases <span class="_ _11"> </span>th<span class="_ _1"></span>e <span class="_ _11"> </span>future <span class="_ _13"> </span>economic </div><div class="t m0 x4 h4 y232 ff2 fs2 fc0 sc0 ls0 ws0">benefits to be generat<span class="_ _1"></span>ed by the asset. Other expend<span class="_ _1"></span>itures are taken to p<span class="_ _1"></span>rofit or loss as incurred. <span class="_ _8"></span> </div><div class="t m0 x4 h4 y233 ff2 fs2 fc0 sc0 ls0 ws0">The period <span class="_ _1"></span>and method<span class="_ _1"></span> of am<span class="_ _1"></span>ortisation <span class="_ _1"></span>of intan<span class="_ _1"></span>gible assets<span class="_ _1"></span> are reviewed <span class="_ _1"></span>at the <span class="_ _1"></span>end of <span class="_ _1"></span>each <span class="_ _1"></span>financial year. <span class="_ _1"></span>Any chan<span class="_ _1"></span>ges </div><div class="t m0 x4 h4 y234 ff2 fs2 fc0 sc0 ls0 ws0">are recognised <span class="_ _1"></span>as ch<span class="_ _1"></span>anges in <span class="_ _1"></span>accoun<span class="_ _1"></span>ting estimates <span class="_ _1"></span>and <span class="_ _1"></span>their effect is<span class="_ _1"></span> charged <span class="_ _1"></span>to p<span class="_ _1"></span>rofit or <span class="_ _1"></span>loss <span class="_ _1"></span>in th<span class="_ _1"></span>e period <span class="_ _1"></span>in which <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y185 ff2 fs2 fc0 sc0 ls0 ws0">amortisation r<span class="_ _1"></span>ates are changed an<span class="_ _1"></span>d in subsequent periods<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y235 ff2 fs2 fc0 sc0 ls0 ws0">Amortisation <span class="_ _17"> </span>is <span class="_ _17"> </span>calculated <span class="_ _1f"> </span>over <span class="_ _17"> </span>the <span class="_ _17"> </span>estimated <span class="_ _17"> </span>useful <span class="_ _17"> </span>l<span class="_ _1"></span>ife <span class="_ _1c"> </span>o<span class="_ _1"></span>f <span class="_ _1c"> </span>in<span class="_ _1"></span>tangible <span class="_ _17"> </span>assets, <span class="_ _17"> </span>us<span class="_ _1"></span>ing <span class="_ _1c"> </span>the <span class="_ _17"> </span>stra<span class="_ _1"></span>ight <span class="_ _17"> </span>line <span class="_ _1c"> </span>m<span class="_ _1"></span>ethod. <span class="_ _8"></span> </div><div class="t m0 x4 h4 y187 ff2 fs2 fc0 sc0 ls0 ws0">The amortisation rates a<span class="_ _1"></span>pplied to intangible a<span class="_ _1"></span>ssets are as follows:<span class="_ _1"></span> </div></div><div class="c x73 y236 w22 h34"><div class="t m0 x5c h4 y237 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">trademarks </span></span></div></div><div class="c x74 y236 w23 h34"><div class="t m0 x47 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">10 years; </div></div><div class="c x73 y238 w22 h35"><div class="t m0 x5c h4 y237 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">licences and software<span class="_ _1"></span> </span></span></div></div><div class="c x74 y238 w23 h35"><div class="t m0 x47 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">from 1 to 20 years.<span class="_ _1"></span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h2a ya9 ff3 fs1 fc1 sc0 ls12 ws0">2.8<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Leas<span class="ls16">es</span> </span></span></div><div class="t m0 x1e h2a y239 ff3 fs1 fc1 sc0 ls17 ws0">a)<span class="ff8 ls0"> <span class="_ _20"> </span><span class="ff3">Right-<span class="ls18">of</span>-use assets </span></span></div><div class="t m0 x4 h4 y23a ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company recognizes right-<span class="ls14">of</span>-use assets <span class="_ _0"></span>on the le<span class="_ _0"></span>ase commencement <span class="_ _0"></span>date (i.e. <span class="_ _7"></span>on<span class="_ _1"></span> the <span class="_ _7"></span>d<span class="_ _1"></span>ay when <span class="_ _0"></span>the <span class="_ _0"></span>underlying asset </div><div class="t m0 x4 h4 y23b ff2 fs2 fc0 sc0 ls0 ws0">is available for <span class="_ _0"></span>use). Right-<span class="ls14">of</span>-use assets are measured at <span class="_ _0"></span>cost, less total <span class="_ _0"></span>depreciation and impairment losses, adjusted for </div><div class="t m0 x4 h4 y23c ff2 fs2 fc0 sc0 ls0 ws0">any re<span class="_ _0"></span>valuatio<span class="_ _1"></span>n <span class="_ _0"></span>of <span class="_ _0"></span>lease liabilit<span class="_ _0"></span>ies. <span class="_ _0"></span>The <span class="_ _0"></span>cost of <span class="_ _7"></span>right<span class="_ _1"></span>-<span class="ls14">of</span>-use <span class="_ _0"></span>assets includes <span class="_ _0"></span>the <span class="_ _0"></span>amount of <span class="_ _7"></span>lease <span class="_ _0"></span>liabilities <span class="_ _0"></span>recognized, initial </div><div class="t m0 x4 h4 y23d ff2 fs2 fc0 sc0 ls0 ws0">direct costs<span class="_ _1"></span> incurred <span class="_ _1"></span>and <span class="_ _1"></span>any lease payments<span class="_ _1"></span> paid <span class="_ _1"></span>on or <span class="_ _1"></span>before the lease <span class="_ _1"></span>start <span class="_ _1"></span>date, less <span class="_ _1"></span>any incentiv<span class="_ _1"></span>es received. Unles<span class="_ _1"></span>s </div><div class="t m0 x4 h4 y23e ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _0"></span>Company is <span class="_ _7"></span>su<span class="_ _1"></span>fficiently certain <span class="_ _7"></span>th<span class="_ _1"></span>at <span class="_ _0"></span>it <span class="_ _0"></span>will <span class="_ _0"></span>obtain the <span class="_ _7"></span>ow<span class="_ _1"></span>nership title<span class="_ _0"></span> to <span class="_ _7"></span>the leased <span class="_ _7"></span>ass<span class="_ _1"></span>et at <span class="_ _7"></span>the end <span class="_ _7"></span>of the <span class="_ _7"></span>leas<span class="_ _1"></span>e <span class="_ _0"></span>period, </div><div class="t m0 x4 h4 y23f ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _10"></span>recognized <span class="_ _10"></span>right-<span class="ls19">of</span>-use <span class="_ _10"></span>assets <span class="_ _10"></span>are <span class="_ _10"></span>amortized <span class="_ _10"></span>using <span class="_ _10"></span>the <span class="_ _10"></span>straight<span class="_ _1"></span>-line <span class="_ _10"></span>method, <span class="_ _10"></span>over <span class="_ _10"></span>the <span class="_ _10"></span>shorter <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>two <span class="_ _10"></span>periods: </div><div class="t m0 x4 h4 y240 ff2 fs2 fc0 sc0 ls0 ws0">estimated useful life of th<span class="_ _1"></span>e leased as<span class="_ _1"></span>set or lease period. Right<span class="_ _1"></span>-<span class="ls14">of</span>-use assets a<span class="_ _1"></span>re subject to impairment as<span class="_ _1"></span>sessment.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y241 ff2 fs2 fc0 sc0 ls0 ws0">Right-<span class="ls14">of</span>-use ass<span class="_ _1"></span>ets are presented in the s<span class="_ _1"></span>tatement of financial p<span class="_ _1"></span>osition as a separat<span class="_ _1"></span>e line item.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y242 ff3 fs1 fc1 sc0 ls12 ws0">b)<span class="ff8 ls0"> <span class="_ _21"> </span><span class="ff3">Lease liability </span></span></div><div class="t m0 x4 h4 y243 ff2 fs2 fc0 sc0 ls0 ws0">At the <span class="_ _1"></span>lease commenc<span class="_ _1"></span>ement dat<span class="_ _1"></span>e, the Compan<span class="_ _1"></span>y measures <span class="_ _1"></span>the leas<span class="_ _1"></span>e liabilities at<span class="_ _1"></span> the <span class="_ _1"></span>amount <span class="_ _1"></span>of the <span class="_ _1"></span>current valu<span class="_ _1"></span>e of the </div><div class="t m0 x4 h4 y244 ff2 fs2 fc0 sc0 ls0 ws0">future <span class="_ _11"></span>lease <span class="_ _11"></span>payments, <span class="_ _11"></span>remaining <span class="_ _11"> </span>to <span class="_ _11"> </span>be <span class="_ _11"></span>paid <span class="_ _11"></span>on <span class="_ _11"> </span>that <span class="_ _11"></span>date. <span class="_ _11"></span>Lease <span class="_ _11"></span>payment <span class="_ _11"></span>include <span class="_ _11"></span>fixed <span class="_ _11"></span>fees <span class="_ _11"></span>(essentially <span class="_ _11"> </span>fixed <span class="_ _11"></span>lease </div><div class="t m0 x4 h4 y245 ff2 fs2 fc0 sc0 ls0 ws0">payments) less <span class="_ _7"></span>an<span class="_ _1"></span>y <span class="_ _0"></span>lease incentives <span class="_ _0"></span>due, <span class="_ _0"></span>variable fee<span class="_ _0"></span>s that <span class="_ _7"></span>d<span class="_ _1"></span>epend <span class="_ _0"></span>on <span class="_ _0"></span>the index <span class="_ _7"></span>or rate, <span class="_ _7"></span>a<span class="_ _1"></span>nd amounts <span class="_ _7"></span>exp<span class="_ _1"></span>ected <span class="_ _7"></span>to<span class="_ _1"></span> <span class="_ _0"></span>be <span class="_ _0"></span>paid </div><div class="t m0 x4 h4 y246 ff2 fs2 fc0 sc0 ls0 ws0">under th<span class="_ _1"></span>e guaranteed <span class="_ _1"></span>residual <span class="_ _1"></span>value. <span class="_ _1"></span>Lease paym<span class="_ _1"></span>ents includ<span class="_ _1"></span>e also <span class="_ _1"></span>the price<span class="_ _1"></span> of th<span class="_ _1"></span>e call <span class="_ _1"></span>option<span class="_ _1"></span> (if it <span class="_ _1"></span>can b<span class="_ _1"></span>e ass<span class="_ _1"></span>umed <span class="_ _1"></span>with </div><div class="t m0 x4 h4 y247 ff2 fs2 fc0 sc0 ls0 ws0">sufficient <span class="_ _1"></span>certainty <span class="_ _1"></span>that <span class="_ _1"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span> <span class="_ _1"></span>will <span class="_ _1"></span>exercise <span class="_ _1"></span>it) an<span class="_ _1"></span>d <span class="_ _1"></span>the <span class="_ _1"></span>payment <span class="_ _1"></span>of fines <span class="_ _1"></span>for <span class="_ _1"></span>termi<span class="_ _1"></span>nation <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>lease (if <span class="_ _1"></span>the <span class="_ _1"></span>lease </div><div class="t m0 x4 h4 y248 ff2 fs2 fc0 sc0 ls0 ws0">provides <span class="_ _8"></span>for <span class="_ _10"></span>the <span class="_ _1"></span>option<span class="_ _1"></span> <span class="_ _8"></span>of <span class="_ _8"></span>terminating <span class="_ _10"></span>the <span class="_ _1"></span>leas<span class="_ _1"></span>e <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _8"></span>the <span class="_ _8"></span>Compan<span class="_ _1"></span>y). <span class="_ _8"></span>Variable <span class="_ _8"></span>l<span class="_ _1"></span>ease <span class="_ _8"></span>payments<span class="_ _1"></span> <span class="_ _8"></span>that <span class="_ _8"></span>do <span class="_ _10"></span>not <span class="_ _1"></span>d<span class="_ _1"></span>epend <span class="_ _8"></span>on <span class="_ _8"></span>an </div><div class="t m0 x4 h4 y249 ff2 fs2 fc0 sc0 ls0 ws0">index or rate are recogniz<span class="_ _1"></span>ed as costs in th<span class="_ _1"></span>e period in<span class="_ _1"></span> which the event or conditio<span class="_ _1"></span>n giving rise to th<span class="_ _1"></span>e payment occurs.<span class="_ _1"></span> </div><div class="t m0 x4 h4 yed ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y24f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y250 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y251 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y252 ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">15<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">When <span class="_ _11"></span>calculating <span class="_ _11"></span>the <span class="_ _11"> </span>current<span class="_ _1"></span> <span class="_ _11"></span>value <span class="_ _11"></span>of <span class="_ _11"></span>future <span class="_ _11"></span>lease <span class="_ _11"></span>payments<span class="_ _1"></span>, <span class="_ _11"></span>the <span class="_ _11"></span>Company <span class="_ _11"></span>uses <span class="_ _11"></span>the <span class="_ _11"></span>lessee&apos;s <span class="_ _11"></span>marginal <span class="_ _11"> </span>inter<span class="_ _1"></span>est <span class="_ _11"></span>rate </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">determined <span class="_ _0"></span>on <span class="_ _0"></span>the <span class="_ _7"></span>day<span class="_ _1"></span> <span class="_ _7"></span>the <span class="_ _0"></span>lease <span class="_ _7"></span>sta<span class="_ _1"></span>rts. <span class="_ _0"></span>After <span class="_ _7"></span>the <span class="_ _0"></span>start <span class="_ _0"></span>date, t<span class="_ _0"></span>he <span class="_ _7"></span>amou<span class="_ _1"></span>nt <span class="_ _7"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>lease <span class="_ _7"></span>liab<span class="_ _1"></span>ility <span class="_ _0"></span>is <span class="_ _7"></span>in<span class="_ _1"></span>creased <span class="_ _7"></span>to ref<span class="_ _0"></span>lect <span class="_ _7"></span>in<span class="_ _1"></span>terest </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">and reduced by the lease payments made. In addition, the carrying amount of lease liabilities is remeasured in the event </div><div class="t m0 x4 h4 y17f ff2 fs2 fc0 sc0 ls0 ws0">of a change in the leas<span class="_ _1"></span>e period or a ch<span class="_ _1"></span>ange in the principal fixed l<span class="_ _1"></span>ease paym<span class="_ _1"></span>ents. </div><div class="t m0 x1e h2a y253 ff3 fs1 fc1 sc0 ls18 ws0">c)<span class="ff8 ls0"> <span class="_ _22"> </span><span class="ff3">Short-term lease and lease of low-value assets </span></span></div><div class="t m0 x4 h4 y254 ff2 fs2 fc0 sc0 ls0 ws0">The Co<span class="_ _1"></span>mpany <span class="_ _1"></span>applies <span class="_ _1"></span>the <span class="_ _1"></span>exemptio<span class="_ _1"></span>n <span class="_ _1"></span>from <span class="_ _1"></span>recognizing <span class="_ _1"></span>short<span class="_ _8"></span>-term <span class="_ _1"></span>leases <span class="_ _1"></span>to <span class="_ _1"></span>its <span class="_ _1"></span>short<span class="_ _1"></span>-term leas<span class="_ _1"></span>e <span class="_ _1"></span>contracts <span class="_ _1"></span>(i.e. <span class="_ _1"></span>contracts<span class="_ _1"></span> </div><div class="t m0 x4 h4 y255 ff2 fs2 fc0 sc0 ls0 ws0">for <span class="_ _1"></span>which <span class="_ _8"></span>lease <span class="_ _1"></span>period<span class="_ _1"></span> <span class="_ _1"></span>is <span class="_ _1"></span>12 <span class="_ _8"></span>months<span class="_ _1"></span> <span class="_ _1"></span>or <span class="_ _1"></span>less <span class="_ _8"></span>from <span class="_ _1"></span>the <span class="_ _8"></span>commenc<span class="_ _1"></span>ement <span class="_ _1"></span>date <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>does <span class="_ _1"></span>n<span class="_ _1"></span>ot <span class="_ _1"></span>conta<span class="_ _1"></span>in <span class="_ _1"></span>purchas<span class="_ _1"></span>e <span class="_ _1"></span>option). <span class="_ _1"></span>The </div><div class="t m0 x4 h4 y256 ff2 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _8"></span>also<span class="_ _1"></span> <span class="_ _8"></span>applies <span class="_ _8"></span>an<span class="_ _1"></span> <span class="_ _8"></span>exemption <span class="_ _8"></span>regarding <span class="_ _8"></span>the <span class="_ _8"></span>recogni<span class="_ _1"></span>tion <span class="_ _8"></span>of <span class="_ _8"></span>leases<span class="_ _1"></span> <span class="_ _8"></span>of <span class="_ _8"></span>low<span class="_ _1"></span>-value <span class="_ _8"></span>assets <span class="_ _8"></span>in <span class="_ _10"></span>relation <span class="_ _1"></span>to <span class="_ _8"></span>its <span class="_ _8"></span>low<span class="_ _1"></span>-value </div><div class="t m0 x4 h4 y257 ff2 fs2 fc0 sc0 ls0 ws0">leases. <span class="_ _1"></span>Lease <span class="_ _1"></span>p<span class="_ _1"></span>ayments <span class="_ _1"></span>for <span class="_ _1"></span>sh<span class="_ _1"></span>ort-term <span class="_ _1"></span>l<span class="_ _1"></span>eases <span class="_ _1"></span>and <span class="_ _8"></span>leases <span class="_ _1"></span>of <span class="_ _1"></span>low<span class="_ _1"></span>-value <span class="_ _1"></span>ass<span class="_ _1"></span>ets <span class="_ _1"></span>are <span class="_ _1"></span>recogniz<span class="_ _1"></span>ed <span class="_ _1"></span>as <span class="_ _1"></span>costs<span class="_ _1"></span>, <span class="_ _1"></span>using <span class="_ _1"></span>the <span class="_ _1"></span>stra<span class="_ _1"></span>ight-</div><div class="t m0 x4 h4 y258 ff2 fs2 fc0 sc0 ls0 ws0">line method, over the du<span class="_ _1"></span>ration of the le<span class="_ _1"></span>ase contract.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y259 ff3 fs1 fc1 sc0 ls12 ws0">2.9<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Impairment on non-financial non-current assets </span></span></div><div class="t m0 x4 h4 y25a ff2 fs2 fc0 sc0 ls0 ws0">As at the end of <span class="_ _0"></span>each reporting period, the Company ass<span class="_ _1"></span>esses whether <span class="_ _0"></span>there is any evidence that any of its non<span class="_ _8"></span>-financial </div><div class="t m0 x4 h4 y25b ff2 fs2 fc0 sc0 ls0 ws0">non-current <span class="_ _1"></span>as<span class="_ _1"></span>sets <span class="_ _1"></span>may <span class="_ _1"></span>be <span class="_ _1"></span>impaired<span class="_ _1"></span>. <span class="_ _1"></span>If <span class="_ _1"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span> <span class="_ _1"></span>finds <span class="_ _1"></span>that <span class="_ _1"></span>there <span class="_ _1"></span>is <span class="_ _1"></span>su<span class="_ _1"></span>ch <span class="_ _1"></span>evidence, <span class="_ _1"></span>or<span class="_ _1"></span> if <span class="_ _8"></span>the <span class="_ _1"></span>Company <span class="_ _8"></span>is <span class="_ _1"></span>required <span class="_ _1"></span>to </div><div class="t m0 x4 h4 y25c ff2 fs2 fc0 sc0 ls0 ws0">perform annual <span class="_ _1"></span>impairment <span class="_ _1"></span>tests <span class="_ _1"></span>(in the case <span class="_ _1"></span>of goodwill), the <span class="_ _1"></span>Company <span class="_ _1"></span>estimates the <span class="_ _1"></span>recoverable amount <span class="_ _1"></span>of the <span class="_ _1"></span>given </div><div class="t m0 x4 h4 y25d ff2 fs2 fc0 sc0 ls0 ws0">asset or cas<span class="_ _1"></span>h-generating unit to wh<span class="_ _1"></span>ich the asset belongs<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y25e ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _13"> </span>recoverable <span class="_ _13"> </span>amount <span class="_ _13"> </span>of <span class="_ _13"> </span>an <span class="_ _13"> </span>asset <span class="_ _13"> </span>or <span class="_ _13"> </span>cash<span class="_ _1"></span>-<span class="ff6">generating <span class="_ _13"> </span>unit <span class="_ _13"> </span>(“CGU”) <span class="_ _13"> </span>is <span class="_ _13"> </span>equ<span class="_ _1"></span>al <span class="_ _13"> </span>to <span class="_ _11"> </span>th<span class="_ _1"></span>e <span class="_ _11"> </span>h<span class="_ _1"></span>igher <span class="_ _13"> </span>of <span class="_ _13"> </span>the <span class="_ _13"> </span>asset’s <span class="_ _13"> </span>or <span class="_ _13"> </span>cash<span class="_ _1"></span></span>-</div><div class="t m0 x4 h4 y25f ff6 fs2 fc0 sc0 ls0 ws0">generating unit’<span class="_ _1"></span>s fair <span class="_ _1"></span>value less <span class="_ _1"></span>costs <span class="_ _1"></span>to dispose <span class="_ _1"></span>or its v<span class="_ _1"></span>alue in <span class="_ _1"></span>use. The <span class="_ _1"></span>recoverable a<span class="_ _1"></span>mount is <span class="_ _1"></span>determined for <span class="_ _1"></span>individual </div><div class="t m0 x4 h4 y260 ff2 fs2 fc0 sc0 ls0 ws0">assets <span class="_ _1"></span>unless <span class="_ _1"></span>a giv<span class="_ _1"></span>en asset <span class="_ _1"></span>does not <span class="_ _1"></span>generate separate<span class="_ _1"></span> cash <span class="_ _1"></span>inflows larg<span class="_ _1"></span>ely independ<span class="_ _1"></span>ent from <span class="_ _1"></span>those generat<span class="_ _1"></span>ed by <span class="_ _1"></span>other </div><div class="t m0 x4 h4 y261 ff2 fs2 fc0 sc0 ls0 ws0">assets or asset groups. If<span class="_ _0"></span> the c<span class="_ _0"></span>arrying amount of an <span class="_ _0"></span>asset is <span class="_ _0"></span>higher than its recoverable am<span class="_ _0"></span>ount, the asset is impaired <span class="_ _0"></span>and </div><div class="t m0 x4 h4 y262 ff2 fs2 fc0 sc0 ls0 ws0">an <span class="_ _11"></span>impairment <span class="_ _10"></span>loss <span class="_ _11"></span>is <span class="_ _11"></span>recognised <span class="_ _11"> </span>up <span class="_ _11"></span>to <span class="_ _11"></span>the <span class="_ _10"></span>establish<span class="_ _1"></span>ed <span class="_ _10"></span>recoverable <span class="_ _11"></span>amount. <span class="_ _11"></span>The <span class="_ _10"></span>impai<span class="_ _1"></span>rment <span class="_ _10"></span>los<span class="_ _1"></span>s <span class="_ _11"></span>is <span class="_ _10"></span>allocated <span class="_ _11"></span>in <span class="_ _10"></span>th<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y263 ff2 fs2 fc0 sc0 ls0 ws0">following <span class="_ _1"></span>order: <span class="_ _1"></span>first,<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _1"></span>carrying <span class="_ _8"></span>amount <span class="_ _1"></span>of<span class="_ _1"></span> goodwill <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _1"></span>reduced, <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>then <span class="_ _1"></span>the <span class="_ _1"></span>carrying <span class="_ _1"></span>amoun<span class="_ _1"></span>ts <span class="_ _1"></span>of <span class="_ _1"></span>other <span class="_ _8"></span>assets <span class="_ _1"></span>of <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y264 ff2 fs2 fc0 sc0 ls0 ws0">cash-generating unit <span class="_ _1"></span>are reduced pro rat<span class="_ _1"></span>a.  </div><div class="t m0 x4 h4 y265 ff2 fs2 fc0 sc0 ls0 ws0">Impairment <span class="_ _8"></span>losses <span class="_ _10"></span>related <span class="_ _1"></span>to <span class="_ _8"></span>ass<span class="_ _1"></span>ets <span class="_ _1"></span>are <span class="_ _8"></span>d<span class="_ _1"></span>isclosed <span class="_ _8"></span>under <span class="_ _8"></span>the <span class="_ _1"></span>cos<span class="_ _1"></span>t <span class="_ _8"></span>categories <span class="_ _8"></span>correspo<span class="_ _1"></span>nding <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _1"></span>fun<span class="_ _1"></span>ction <span class="_ _1"></span>of <span class="_ _10"></span>the <span class="_ _1"></span>asset </div><div class="t m0 x4 h4 y5a ff2 fs2 fc0 sc0 ls0 ws0">with respect to which impair<span class="_ _1"></span>ment has been identified. <span class="_ _8"></span> </div><div class="t m0 x4 h4 y266 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _11"> </span>at <span class="_ _11"> </span>the <span class="_ _11"> </span>end <span class="_ _13"> </span>of <span class="_ _11"></span>each <span class="_ _11"> </span>reporting <span class="_ _11"> </span>period, <span class="_ _13"> </span>the <span class="_ _11"> </span>Company <span class="_ _11"> </span>assess<span class="_ _1"></span>es <span class="_ _11"></span>whether <span class="_ _11"> </span>there <span class="_ _11"> </span>is <span class="_ _13"> </span>evidence <span class="_ _11"></span>that <span class="_ _11"> </span>any <span class="_ _13"> </span>impairment <span class="_ _11"></span>loss </div><div class="t m0 x4 h4 y82 ff2 fs2 fc0 sc0 ls0 ws0">recognised in the previou<span class="_ _1"></span>s periods with r<span class="_ _1"></span>espect to a given as<span class="_ _1"></span>set or cash<span class="_ _1"></span>-generating u<span class="_ _1"></span>nit is no longer necess<span class="_ _1"></span>ary or shou<span class="_ _1"></span>ld </div><div class="t m0 x4 h4 y267 ff2 fs2 fc0 sc0 ls0 ws0">be reduced. If such ev<span class="_ _1"></span>idence exists<span class="_ _1"></span>, the Company measures t<span class="_ _1"></span>he recoverab<span class="_ _1"></span>le amount of the given ass<span class="_ _1"></span>et or CGU.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y268 ff3 fs1 fc1 sc0 ls12 ws0">2.10<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Borrowing costs </span></span></div><div class="t m0 x4 h4 y269 ff2 fs2 fc0 sc0 ls0 ws0">Borrowing <span class="_ _8"></span>cos<span class="_ _1"></span>ts <span class="_ _8"></span>th<span class="_ _1"></span>at <span class="_ _8"></span>are <span class="_ _8"></span>d<span class="_ _1"></span>irectly <span class="_ _1"></span>at<span class="_ _1"></span>tributable <span class="_ _8"></span>to <span class="_ _10"></span>acquisition <span class="_ _8"></span>or <span class="_ _8"></span>prod<span class="_ _1"></span>uction <span class="_ _8"></span>of <span class="_ _10"></span>assets <span class="_ _8"></span>which <span class="_ _8"></span>take <span class="_ _10"></span>a <span class="_ _1"></span>s<span class="_ _1"></span>ubstantial <span class="_ _8"></span>period <span class="_ _10"></span>of </div><div class="t m0 x4 h4 y26a ff2 fs2 fc0 sc0 ls0 ws0">time <span class="_ _1"></span>to <span class="_ _1"></span>beco<span class="_ _1"></span>me <span class="_ _1"></span>available <span class="_ _1"></span>for <span class="_ _8"></span>their <span class="_ _8"></span>intended <span class="_ _1"></span>us<span class="_ _1"></span>e, <span class="_ _1"></span>are <span class="_ _1"></span>capitalised <span class="_ _1"></span>(u<span class="_ _1"></span>nless <span class="_ _1"></span>immaterial) <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>part <span class="_ _1"></span>of <span class="_ _8"></span>the <span class="_ _1"></span>cost <span class="_ _8"></span>of <span class="_ _1"></span>tangible <span class="_ _1"></span>non<span class="_ _10"></span>-</div><div class="t m0 x4 h4 y26b ff2 fs2 fc0 sc0 ls0 ws0">current assets<span class="_ _1"></span> or intangible assets, a<span class="_ _1"></span>s appropriate, until su<span class="_ _1"></span>ch assets become available for th<span class="_ _1"></span>eir intended use<span class="_ _8"></span>. </div><div class="t m0 x1e h2a y26c ff3 fs1 fc1 sc0 ls12 ws0">2.11<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Financial assets </span></span></div><div class="t m0 x4 h4 y26d ff2 fs2 fc0 sc0 ls0 ws0">Upon initial <span class="_ _0"></span>recognition, financial <span class="_ _0"></span>assets are m<span class="_ _0"></span>easured at <span class="_ _0"></span>fair value <span class="_ _0"></span>of the <span class="_ _7"></span>con<span class="_ _1"></span>sideration given <span class="_ _0"></span>plus trans<span class="_ _1"></span>action cost<span class="_ _0"></span>s, with </div><div class="t m0 x4 h4 y26e ff2 fs2 fc0 sc0 ls0 ws0">the exception of financial assets at fair value through profit or loss in the <span class="_ _0"></span>case of which the transaction costs are charged<span class="_ _1"></span> </div><div class="t m0 x4 h4 y26f ff2 fs2 fc0 sc0 ls0 ws0">to profit or loss<span class="_ _1"></span>. Purchases and sales o<span class="_ _1"></span>f financial instruments a<span class="_ _1"></span>re recognised as at th<span class="_ _1"></span>e date of the trans<span class="_ _8"></span>action. </div><div class="t m0 x4 h4 y270 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y271 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y272 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y273 ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">16<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">Financial <span class="_ _10"></span>assets <span class="_ _10"></span>are <span class="_ _8"></span>d<span class="_ _1"></span>erecognised <span class="_ _10"></span>when <span class="_ _8"></span>the <span class="_ _10"></span>rights <span class="_ _10"></span>to <span class="_ _10"></span>rece<span class="_ _0"></span>ive <span class="_ _10"></span>cash <span class="_ _10"></span>flows <span class="_ _8"></span>from <span class="_ _10"></span>these <span class="_ _10"></span>assets <span class="_ _10"></span>have <span class="_ _10"></span>expired <span class="_ _8"></span>or <span class="_ _10"></span>have <span class="_ _10"></span>been </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">transferred and <span class="_ _1"></span>substa<span class="_ _1"></span>ntially all risks and r<span class="_ _1"></span>ewards incidental <span class="_ _1"></span>to ownership of s<span class="_ _1"></span>uch ass<span class="_ _1"></span>ets have been transferred. I<span class="_ _1"></span>f<span class="_ _8"></span> there </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">has been no t<span class="_ _1"></span>ransfer of substantially <span class="_ _1"></span>all the risks an<span class="_ _1"></span>d rewards of the ass<span class="_ _1"></span>et, the<span class="_ _1"></span> as<span class="_ _1"></span>set is derecognised when t<span class="_ _1"></span>he Company </div><div class="t m0 x4 h4 y274 ff2 fs2 fc0 sc0 ls0 ws0">loses control o<span class="_ _1"></span>ver the asset. </div><div class="t m0 x4 h4 y20b ff2 fs2 fc0 sc0 ls0 ws0">The Company clas<span class="_ _1"></span>sifies its financial as<span class="_ _1"></span>sets to the following categories:<span class="_ _1"></span><span class="ls11">  <span class="_ _1"></span></span> </div><div class="t m0 x68 h4 y20c ff2 fs2 fc0 sc0 lsf ws0">a)<span class="ffa ls0"> <span class="_ _23"> </span><span class="ff2">measured at amortized cos<span class="_ _1"></span>t<span class="ls1a">; <span class="_ _1"></span></span> </span></span></div><div class="t m0 x68 h4 y275 ff2 fs2 fc0 sc0 ls1b ws0">b)<span class="ffa ls0"> <span class="_ _24"> </span><span class="ff2">measured ad fair valu<span class="_ _1"></span>e through profit or los<span class="_ _1"></span>s<span class="_ _1"></span><span class="ls1a">; </span> </span></span></div><div class="t m0 x68 h4 y276 ff2 fs2 fc0 sc0 ls1c ws0">c)<span class="ffa ls0"> <span class="_ _25"> </span><span class="ff2">measured at fair value th<span class="_ _1"></span>rough other comprehensiv<span class="_ _1"></span>e income<span class="_ _1"></span><span class="ls1a">; </span> </span></span></div><div class="t m0 x4 h4 y277 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>classification depends <span class="_ _7"></span>o<span class="_ _1"></span>n <span class="_ _0"></span>the Company&apos;s business <span class="_ _0"></span>model <span class="_ _0"></span>objective f<span class="_ _0"></span>or its <span class="_ _7"></span>financial assets <span class="_ _0"></span>as <span class="_ _0"></span>well <span class="_ _7"></span>as<span class="_ _1"></span> <span class="_ _0"></span>the <span class="_ _0"></span>characteristics </div><div class="t m0 x4 h4 y278 ff2 fs2 fc0 sc0 ls14 ws0">of<span class="ls0"> contractual <span class="_ _11"></span>cash <span class="_ _11"></span>flow <span class="_ _10"></span>from <span class="_ _11"></span>those <span class="_ _11"></span>instruments. <span class="_ _11"></span>For <span class="_ _10"></span>financial <span class="_ _11"></span>assets,<span class="_ _1"></span> <span class="_ _10"></span>reclassification<span class="_ _1"></span> <span class="_ _10"></span>is <span class="_ _11"></span>performed, <span class="_ _10"></span>i<span class="_ _1"></span>f <span class="_ _10"></span>and<span class="_ _1"></span> <span class="_ _10"></span>only <span class="_ _11"></span>if <span class="_ _10"></span>th<span class="_ _1"></span>e </span></div><div class="t m0 x4 h4 y279 ff2 fs2 fc0 sc0 ls0 ws0">entity&apos;s bus<span class="_ _1"></span>iness model objective for it<span class="_ _1"></span>s financial ass<span class="_ _1"></span>ets has changed. </div><div class="t m0 x68 h4 y27a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y4c ff2 fs2 fc0 sc0 lsf ws0">a)<span class="ffa ls0"> <span class="_ _26"> </span><span class="ff2">financial assets<span class="_ _1"></span> measured at amortized cost<span class="_ _1"></span>  </span></span></div><div class="t m0 x4 h4 y27b ff2 fs2 fc0 sc0 ls0 ws0">Financial <span class="_ _1"></span>ass<span class="_ _1"></span>ets <span class="_ _1"></span>held <span class="_ _1"></span>to <span class="_ _1"></span>receive <span class="_ _1"></span>contra<span class="_ _1"></span>ctual <span class="_ _1"></span>cash <span class="_ _8"></span>flows, <span class="_ _1"></span>which <span class="_ _1"></span>in<span class="_ _1"></span>clude <span class="_ _1"></span>only <span class="_ _1"></span>repay<span class="_ _1"></span>ment <span class="_ _1"></span>of <span class="_ _1"></span>principal <span class="_ _8"></span>amount <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>interest, </div><div class="t m0 x4 h4 y27c ff2 fs2 fc0 sc0 ls0 ws0">are <span class="_ _13"> </span>measured <span class="_ _13"> </span>at <span class="_ _13"> </span>amortised  cost. <span class="_ _11"> </span>The <span class="_ _13"> </span>Company <span class="_ _12"> </span>classifies <span class="_ _13"> </span>tra<span class="_ _1"></span>de <span class="_ _13"> </span>receivables <span class="_ _13"> </span>and <span class="_ _13"> </span>cash <span class="_ _13"> </span>and <span class="_ _12"> </span>cash <span class="_ _13"> </span>equivalents <span class="_ _13"> </span>into<span class="_ _1"></span> <span class="_ _13"> </span>this </div><div class="t m0 x4 h4 y27d ff2 fs2 fc0 sc0 ls0 ws0">category <span class="_ _1e"> </span>of <span class="_ _1e"> </span>financial <span class="_ _1e"> </span>a<span class="_ _1"></span>ssets.<span class="_ _1"></span> <span class="_ _1e"> </span>Interest <span class="_ _1e"> </span>revenue <span class="_ _1e"> </span>(<span class="_ _1"></span>for <span class="_ _1e"> </span>receivab<span class="_ _1"></span>les <span class="_ _1e"> </span>with <span class="_ _1e"> </span>a <span class="_ _1e"> </span>deadline<span class="_ _1"></span> for <span class="_ _1e"> </span>r<span class="_ _1"></span>epayment <span class="ls14">of</span> over <span class="_ _1e"> </span>1<span class="_ _1"></span> year) <span class="_ _1e"> </span>are </div><div class="t m0 x4 h4 y27e ff6 fs2 fc0 sc0 ls0 ws0">determined <span class="_ _10"></span>us<span class="_ _1"></span>ing <span class="_ _10"></span>effective <span class="_ _10"></span>in<span class="_ _1"></span>terest <span class="_ _10"></span>rate <span class="_ _11"></span>method <span class="_ _10"></span>and<span class="_ _1"></span> <span class="_ _10"></span>recognized <span class="_ _11"></span>as <span class="_ _10"></span>“financial <span class="_ _10"></span>in<span class="_ _1"></span>come” <span class="_ _10"></span>in<span class="_ _1"></span> <span class="_ _10"></span>statement <span class="_ _10"></span>of <span class="_ _10"></span>p<span class="_ _1"></span>rofit <span class="_ _10"></span>or <span class="_ _11"></span>loss. </div><div class="t m0 x4 h4 y27f ff2 fs2 fc0 sc0 ls0 ws0">Impairment <span class="_ _1"></span>losses <span class="_ _1"></span>on <span class="_ _1"></span>trade <span class="_ _1"></span>receivables ar<span class="_ _1"></span>e reco<span class="_ _1"></span>gnis<span class="_ _1"></span>ed in<span class="_ _1"></span> line <span class="_ _1"></span>with <span class="_ _1"></span>the <span class="_ _1"></span>accounting <span class="_ _1"></span>policy <span class="_ _1"></span>described <span class="_ _1"></span>in <span class="_ _1"></span>note<span class="_ _1"></span> <span class="_ _1"></span>2.12 <span class="_ _1"></span>and <span class="_ _1"></span>are </div><div class="t m0 x4 h4 y280 ff2 fs2 fc0 sc0 ls0 ws0">recognized in cost of s<span class="_ _1"></span>ales. </div><div class="t m0 x4 h4 y281 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at <span class="_ _1"></span>31 <span class="_ _1"></span>December <span class="ls1d">20</span>23 <span class="_ _1"></span>and <span class="_ _1"></span><span class="ls4">20</span>22, <span class="_ _1"></span>the <span class="_ _1"></span>Company <span class="_ _1"></span>did <span class="_ _1"></span>not <span class="_ _1"></span>held <span class="_ _1"></span>any <span class="_ _1"></span>assets <span class="_ _1"></span>qualified <span class="_ _1"></span>within <span class="_ _1"></span>the <span class="_ _1"></span>remaining <span class="_ _1"></span>two <span class="_ _1"></span>categories, </div><div class="t m0 x4 h4 y282 ff2 fs2 fc0 sc0 ls0 ws0">i.e. <span class="_ _7"></span>(ii) <span class="_ _7"></span> <span class="_ _7"></span>m<span class="_ _1"></span>easured <span class="_ _7"></span>ad<span class="_ _1"></span> <span class="_ _7"></span>fair <span class="_ _7"></span>value through <span class="_ _7"></span>profit <span class="_ _7"></span>or <span class="_ _7"></span>los<span class="_ _1"></span>s, <span class="_ _7"></span>and <span class="_ _0"></span>(iii) <span class="_ _7"></span>measured <span class="_ _7"></span>at <span class="_ _0"></span>fair <span class="_ _7"></span>value <span class="_ _0"></span>through <span class="_ _7"></span>oth<span class="_ _1"></span>er <span class="_ _7"></span>comprehensiv<span class="_ _1"></span>e <span class="_ _7"></span>income<span class="_ _1"></span><span class="ls1e">. </span> </div><div class="t m0 x1e h2a yae ff3 fs1 fc1 sc0 ls12 ws0">2.12<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Impairment of financial assets </span></span></div><div class="t m0 x4 h4 y283 ff2 fs2 fc0 sc0 ls0 ws0">The Company p<span class="_ _1"></span>erforms individual an<span class="_ _1"></span>d group analysis of impairment of trad<span class="_ _1"></span>e receivables.<span class="_ _8"></span> </div><div class="t m0 x4 h7 y284 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y285 ff2 fs2 fc0 sc0 ls0 ws0">Receivables are analysed individually when there is an objective evidence of im<span class="_ _0"></span>pair<span class="_ _1"></span>ment that may have a negative e<span class="_ _0"></span>ffect </div><div class="t m0 x4 h4 y286 ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _10"></span>the <span class="_ _10"></span>amou<span class="_ _1"></span>nt <span class="_ _10"></span>of <span class="_ _11"></span>future <span class="_ _10"></span>cash<span class="_ _1"></span> <span class="_ _10"></span>flows. <span class="_ _10"></span>Significant <span class="_ _11"></span>objective <span class="_ _11"></span>conditions <span class="_ _11"></span>include, <span class="_ _10"></span>for <span class="_ _10"></span>exam<span class="_ _1"></span>ple, <span class="_ _10"></span>taking <span class="_ _11"></span>legal <span class="_ _10"></span>action <span class="_ _10"></span>again<span class="_ _1"></span>st <span class="_ _1"></span> </div><div class="t m0 x4 h4 y287 ff2 fs2 fc0 sc0 ls0 ws0">a debtor, seriou<span class="_ _1"></span>s financial p<span class="_ _1"></span>roblems of the debtor, significan<span class="_ _1"></span>t overdue payments<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y288 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y289 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>case <span class="_ _10"></span>of <span class="_ _1"></span>sho<span class="_ _1"></span>rt-term <span class="_ _8"></span>tra<span class="_ _1"></span>de <span class="_ _8"></span>receivables <span class="_ _10"></span>analysed <span class="_ _8"></span>in <span class="_ _10"></span>groups, <span class="_ _8"></span>which <span class="_ _10"></span>do <span class="_ _8"></span>not <span class="_ _10"></span>have <span class="_ _1"></span>a <span class="_ _10"></span>signif<span class="_ _0"></span>icant <span class="_ _10"></span>financing <span class="_ _8"></span>element, <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y28a ff2 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _10"></span>applies <span class="_ _10"></span>the <span class="_ _8"></span>s<span class="_ _1"></span>implified <span class="_ _8"></span>app<span class="_ _1"></span>roach <span class="_ _10"></span>required <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _8"></span>IFRS <span class="_ _10"></span>9 <span class="_ _10"></span>and <span class="_ _10"></span>measures <span class="_ _8"></span>impairment <span class="_ _10"></span>losses <span class="_ _10"></span>in <span class="_ _10"></span>the <span class="_ _8"></span>amount <span class="_ _10"></span>of <span class="_ _10"></span>credit </div><div class="t m0 x4 h4 y28b ff2 fs2 fc0 sc0 ls0 ws0">losses <span class="_ _10"></span>expected <span class="_ _11"></span>throughou<span class="_ _1"></span>t <span class="_ _10"></span>the <span class="_ _10"></span>lifetim<span class="_ _1"></span>e <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>r<span class="_ _1"></span>eceivable <span class="_ _10"></span>from <span class="_ _11"></span>its <span class="_ _10"></span>initial <span class="_ _10"></span>recogn<span class="_ _1"></span>ition. <span class="_ _11"> </span>The <span class="_ _11"></span>Company <span class="_ _10"></span>utilizes <span class="_ _10"></span>p<span class="_ _1"></span>rovision </div><div class="t m0 x4 h4 y28c ff2 fs2 fc0 sc0 ls0 ws0">matrix where a fixed p<span class="_ _1"></span>rovision rate applies d<span class="_ _1"></span>epending on the number of days<span class="_ _1"></span> that a trade receivable is ou<span class="_ _1"></span>tstanding.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y28d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y28e ff2 fs2 fc0 sc0 ls0 ws0">For <span class="_ _10"></span>the <span class="_ _10"></span>purpose <span class="_ _10"></span>of <span class="_ _10"></span>estimation <span class="_ _10"></span>of <span class="_ _10"></span>the<span class="_ _0"></span> <span class="_ _10"></span>expected <span class="_ _10"></span>credit <span class="_ _10"></span>losses, <span class="_ _10"></span>trade <span class="_ _10"></span>receivables <span class="_ _10"></span>are <span class="_ _10"></span>grouped <span class="_ _10"></span>on <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>basis <span class="_ _8"></span>o<span class="_ _1"></span>f <span class="_ _10"></span>credit <span class="_ _10"></span>ri<span class="_ _0"></span>sk </div><div class="t m0 x4 h4 y28f ff2 fs2 fc0 sc0 ls0 ws0">characteristics (separate group<span class="_ _1"></span>s were <span class="_ _0"></span>deter<span class="_ _1"></span>mined for certain distribution channels <span class="_ _1"></span><span class="ff6">–</span> receivables from export customers<span class="_ _1"></span>, </div><div class="t m0 x4 h4 y290 ff2 fs2 fc0 sc0 ls0 ws0">network <span class="_ _10"></span>customers<span class="_ _1"></span>, <span class="_ _10"></span>wholesale <span class="_ _10"></span>customers <span class="_ _10"></span>and <span class="_ _10"></span>ind<span class="_ _1"></span>ividual <span class="_ _10"></span>cus<span class="_ _1"></span>tomers). <span class="_ _10"></span>Customers <span class="_ _10"></span>credit <span class="_ _10"></span>no<span class="_ _1"></span>n<span class="_ _1"></span>-performance <span class="_ _10"></span>analys<span class="_ _1"></span>is <span class="_ _10"></span>was </div><div class="t m0 x4 h4 y291 ff2 fs2 fc0 sc0 ls0 ws0">performed for the last <span class="_ _1"></span>3 years, to determine the g<span class="_ _1"></span>eneral non<span class="_ _1"></span>-performance ratios. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y292 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y293 ff2 fs2 fc0 sc0 ls0 ws0">These ratios are determined f<span class="_ _1"></span>or the following ranges:<span class="_ _1"></span> </div><div class="t m0 x75 h4 y294 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">not yet due; </span></span></div><div class="t m0 x75 h4 y295 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">past due u<span class="_ _1"></span>nder 30 days;  </span></span></div><div class="t m0 x75 h4 y296 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">past due from 30 to<span class="_ _1"></span> 60 days; </span></span></div><div class="t m0 x75 h4 y297 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">past due from 60 to<span class="_ _1"></span> 90 days;  </span></span></div><div class="t m0 x75 h4 y298 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">past due o<span class="_ _1"></span>ver 90 days.  </span></span></div><div class="t m0 x42 h4 y299 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y29a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y29b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y29c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y29d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf10" ><span class="d m1" style="border-style:none;position:absolute;left:975.620000px;bottom:1012.900000px;width:22.230000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">17<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">Historical data <span class="_ _7"></span>on rece<span class="_ _0"></span>ivables referred <span class="_ _7"></span>to court <span class="_ _0"></span>and writte<span class="_ _0"></span>n<span class="_ _1"></span>-down as <span class="_ _7"></span>well <span class="_ _0"></span>as information <span class="_ _7"></span>ab<span class="_ _1"></span>out <span class="_ _0"></span>share <span class="_ _0"></span>of <span class="_ _0"></span>amounts<span class="_ _1"></span> <span class="_ _0"></span>received </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">in <span class="_ _10"></span>each <span class="_ _10"></span>time <span class="_ _10"></span>ran<span class="_ _1"></span>ge <span class="_ _10"></span>indicated <span class="_ _11"></span>above, <span class="_ _10"></span>are <span class="_ _10"></span>us<span class="_ _1"></span>ed <span class="_ _10"></span>in <span class="_ _10"></span>determination <span class="_ _11"></span>of <span class="_ _10"></span>non<span class="_ _8"></span>-performance <span class="_ _10"></span>ratio <span class="_ _11"></span>for <span class="_ _10"></span>each <span class="_ _10"></span>time <span class="_ _10"></span>rang<span class="_ _1"></span>e. <span class="_ _10"></span>Other </div><div class="t m0 x4 h4 y17f ff2 fs2 fc0 sc0 ls0 ws0">factors, such a<span class="_ _1"></span>s insurance of receivable or expected i<span class="_ _1"></span>mpact of future events, a<span class="_ _1"></span>re also<span class="_ _1"></span> taken in<span class="_ _1"></span>to consideration.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y180 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y29e ff2 fs2 fc0 sc0 ls0 ws0">Impairment write-down is estimated considering non<span class="_ _1"></span>-performance ratios, adjus<span class="_ _1"></span>ted for e<span class="_ _0"></span>xpected impact of future events<span class="_ _1"></span> </div><div class="t m0 x4 h4 y29f ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>based <span class="_ _10"></span>on <span class="_ _10"></span>balance <span class="_ _10"></span>of <span class="_ _10"></span>outstanding <span class="_ _10"></span>receivables <span class="_ _10"></span>as <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>balance <span class="_ _10"></span>sheet <span class="_ _10"></span>date, <span class="_ _10"></span>for <span class="_ _10"></span>each <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>time <span class="_ _10"></span>ranges <span class="_ _10"></span>indicated </div><div class="t m0 x4 h4 y2a0 ff2 fs2 fc0 sc0 ls0 ws0">above.  </div><div class="t m0 x1e h2a y2a1 ff3 fs1 fc1 sc0 ls12 ws0">2.13<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Inventor<span class="_ _1"></span>y </span></span></div><div class="t m0 x4 h4 y258 ff2 fs2 fc0 sc0 ls0 ws0">Inventory includ<span class="_ _1"></span>es goods for resale and a<span class="_ _1"></span>ssets for expected return<span class="_ _1"></span>s.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2a2 ff2 fs2 fc0 sc0 ls0 ws0">Goods for resale are m<span class="_ _1"></span>easured at th<span class="_ _1"></span>e costs of acquisition<span class="_ _1"></span> not higher than net realisab<span class="_ _1"></span>le value. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y2a3 ff2 fs2 fc0 sc0 ls0 ws0">Net realisable <span class="_ _1"></span>value is <span class="_ _1"></span>equal to the <span class="_ _1"></span>estimated selling <span class="_ _1"></span>price of an <span class="_ _1"></span>item of in<span class="_ _1"></span>ventory less any <span class="_ _1"></span>costs of<span class="_ _8"></span> completion an<span class="_ _1"></span>d costs </div><div class="t m0 x4 h4 y2a4 ff2 fs2 fc0 sc0 ls0 ws0">necessary to make th<span class="_ _1"></span>e sale. </div><div class="t m0 x4 h4 y189 ff2 fs2 fc0 sc0 ls0 ws0">Inventory decrease is<span class="_ _1"></span> measured based on average <span class="_ _1"></span>prices, i.e. determined as weighted a<span class="_ _1"></span>verage prices of <span class="_ _1"></span>individual goods </div><div class="t m0 x4 h4 y2a5 ff2 fs2 fc0 sc0 ls0 ws0">for resale. </div><div class="t m0 x4 h4 y212 ff2 fs2 fc0 sc0 ls0 ws0">The assets for expected return<span class="_ _1"></span>s, (i.e. value of goods which are expected to be returned by cu<span class="_ _1"></span>stomers in accordance with </div><div class="t m0 x4 h4 y213 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _8"></span>right <span class="_ _8"></span>prov<span class="_ _1"></span>ided <span class="_ _8"></span>to <span class="_ _8"></span>cus<span class="_ _1"></span>tomers <span class="_ _1"></span>in <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>agreement <span class="_ _8"></span>or <span class="_ _8"></span>un<span class="_ _1"></span>der <span class="_ _8"></span>the <span class="_ _8"></span>binding <span class="_ _10"></span>laws <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _8"></span>regulations <span class="_ _11"></span>- <span class="_ _1"></span>p<span class="_ _1"></span>lease <span class="_ _8"></span>refer <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>revenue </div><div class="t m0 x4 h4 y214 ff2 fs2 fc0 sc0 ls0 ws0">recognition <span class="_ _11"></span>policy <span class="_ _11"></span>in <span class="_ _10"></span>note <span class="_ _11"></span>2.21) <span class="_ _10"></span>are <span class="_ _11"></span>estimated <span class="_ _10"></span>bas<span class="_ _1"></span>ed <span class="_ _10"></span>on<span class="_ _1"></span> <span class="_ _10"></span>historical <span class="_ _11"></span>data, <span class="_ _10"></span>includ<span class="_ _1"></span>ing <span class="_ _10"></span>ratio <span class="_ _11"></span>of <span class="_ _10"></span>returns<span class="_ _1"></span> <span class="_ _10"></span>from <span class="_ _11"></span>customers <span class="_ _10"></span>to </div><div class="t m0 x4 h4 y2a6 ff2 fs2 fc0 sc0 ls0 ws0">revenue from sales for <span class="_ _1"></span>the period of last 3 y<span class="_ _1"></span>ears. Estimated value of th<span class="_ _1"></span>ese assets offsets the cos<span class="_ _1"></span>ts of goods sold.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y216 ff2 fs2 fc0 sc0 ls0 ws0">The amount <span class="_ _1"></span>of an <span class="_ _1"></span>impairment<span class="_ _1"></span> los<span class="_ _1"></span>s is <span class="_ _1"></span>calculated <span class="_ _1"></span>based on<span class="_ _1"></span> rotation <span class="_ _1"></span>of individu<span class="_ _1"></span>al items o<span class="_ _1"></span>f goods<span class="_ _1"></span> for res<span class="_ _1"></span>ale and <span class="_ _1"></span>it depends<span class="_ _1"></span> </div><div class="t m0 x4 h4 y217 ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>ratio <span class="_ _8"></span>of <span class="_ _8"></span>invento<span class="_ _1"></span>ry <span class="_ _1"></span>leve<span class="_ _1"></span>l <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _8"></span>quantit<span class="_ _1"></span>y <span class="_ _1"></span>of <span class="_ _8"></span>goods <span class="_ _8"></span>so<span class="_ _1"></span>ld <span class="_ _1"></span>over <span class="_ _8"></span>the <span class="_ _8"></span>last <span class="_ _8"></span>12 <span class="_ _8"></span>months<span class="_ _1"></span>. <span class="_ _1"></span>I<span class="_ _1"></span>tems <span class="_ _1"></span>for<span class="_ _1"></span> <span class="_ _1"></span>which <span class="_ _8"></span>inventory<span class="_ _1"></span> <span class="_ _1"></span>l<span class="_ _1"></span>evel </div><div class="t m0 x4 h4 y2a7 ff2 fs2 fc0 sc0 ls0 ws0">exceeds <span class="_ _8"></span>sales <span class="_ _10"></span>expected <span class="_ _1"></span>for <span class="_ _10"></span>the <span class="_ _8"></span>2-years <span class="_ _8"></span>period <span class="_ _10"></span>are <span class="_ _1"></span>written <span class="_ _10"></span>off<span class="ff7 ls3">. <span class="_ _8"></span></span>Invento<span class="_ _1"></span>ry <span class="_ _8"></span>impairment <span class="_ _8"></span>is<span class="_ _1"></span> <span class="_ _8"></span>recognised <span class="_ _8"></span>in <span class="_ _8"></span>relation<span class="_ _1"></span> <span class="_ _8"></span>to <span class="_ _8"></span>goods </div><div class="t m0 x4 h4 y2a8 ff2 fs2 fc0 sc0 ls0 ws0">which <span class="_ _8"></span>are <span class="_ _8"></span>in <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>p<span class="_ _1"></span>ermanent <span class="_ _8"></span>offer <span class="_ _8"></span>of <span class="_ _10"></span>the <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _8"></span>due <span class="_ _8"></span>to <span class="_ _8"></span>the <span class="_ _8"></span>n<span class="_ _1"></span>eed <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>obtain <span class="_ _8"></span>reliable <span class="_ _8"></span>h<span class="_ _1"></span>istorical <span class="_ _8"></span>dat<span class="_ _1"></span>a <span class="_ _8"></span>in <span class="_ _8"></span>terms <span class="_ _8"></span>of <span class="_ _8"></span>act<span class="_ _1"></span>ual </div><div class="t m0 x4 h4 y2a9 ff2 fs2 fc0 sc0 ls0 ws0">data over a longer period of time. New produ<span class="_ _1"></span>cts are excluded from the calculation<span class="_ _1"></span> of impairment loss, due to the period </div><div class="t m0 x4 h4 y2aa ff2 fs2 fc0 sc0 ls0 ws0">required to place the new pro<span class="_ _1"></span>duct on t<span class="_ _1"></span>he market and lack of sufficient historical d<span class="_ _1"></span>ata for furth<span class="_ _1"></span>er analysis. <span class="_ _8"></span> </div><div class="t m0 x4 h4 y2ab ff2 fs2 fc0 sc0 ls0 ws0">Impairment losses<span class="_ _1"></span> on inventory are recognised in<span class="_ _1"></span> cost of sales.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y2ac ff3 fs1 fc1 sc0 ls12 ws0">2.14<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Cash and cash equivalents </span></span></div><div class="t m0 x4 h4 y2ad ff2 fs2 fc0 sc0 ls0 ws0">Cash <span class="_ _10"></span>and <span class="_ _8"></span>cash <span class="_ _8"></span>equ<span class="_ _1"></span>ivalents <span class="_ _8"></span>disclosed <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _8"></span>s<span class="_ _1"></span>tatement <span class="_ _8"></span>of <span class="_ _10"></span>fin<span class="_ _0"></span>ancial <span class="_ _10"></span>position <span class="_ _8"></span>include <span class="_ _10"></span>cash <span class="_ _8"></span>at <span class="_ _8"></span>ban<span class="_ _1"></span>k <span class="_ _8"></span>and <span class="_ _10"></span>in<span class="_ _0"></span> <span class="_ _8"></span>h<span class="_ _1"></span>and <span class="_ _8"></span>as <span class="_ _10"></span>well <span class="_ _1"></span>as </div><div class="t m0 x4 h4 y2ae ff2 fs2 fc0 sc0 ls0 ws0">highly <span class="_ _13"> </span>liquid <span class="_ _13"> </span>cu<span class="_ _1"></span>rrent <span class="_ _13"> </span>financial <span class="_ _13"> </span>as<span class="_ _1"></span>sets <span class="_ _13"> </span>whose <span class="_ _13"> </span>original <span class="_ _13"> </span>matu<span class="_ _1"></span>rity <span class="_ _13"> </span>does <span class="_ _13"> </span>not <span class="_ _12"> </span>exceed <span class="_ _13"> </span>three <span class="_ _13"> </span>months<span class="_ _1"></span> <span class="_ _13"> </span>and <span class="_ _13"> </span>which <span class="_ _13"> </span>are <span class="_ _13"> </span>readil<span class="_ _1"></span>y </div><div class="t m0 x4 h4 y2af ff2 fs2 fc0 sc0 ls0 ws0">convertible into s<span class="_ _1"></span>pecific cash amounts<span class="_ _1"></span> and subject to insignifican<span class="_ _1"></span>t risk of fluctuation in<span class="_ _1"></span> fair value.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y2b0 ff3 fs1 fc1 sc0 ls12 ws0">2.15<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Equity </span></span></div><div class="t m0 x4 h4 y2b1 ff2 fs2 fc0 sc0 ls0 ws0">Equity <span class="_ _1"></span>is dis<span class="_ _1"></span>closed <span class="_ _1"></span>in the <span class="_ _1"></span>accounting <span class="_ _1"></span>records <span class="_ _1"></span>divided <span class="_ _1"></span>into <span class="_ _1"></span>categories, in <span class="_ _1"></span>accordan<span class="_ _1"></span>ce with <span class="_ _1"></span>the <span class="_ _1"></span>rules <span class="_ _1"></span>set forth<span class="_ _1"></span> in <span class="_ _1"></span>applicable </div><div class="t m0 x4 h4 y2b2 ff2 fs2 fc0 sc0 ls0 ws0">laws and the p<span class="_ _1"></span>rovisions of the Company&apos;s Articles of As<span class="_ _1"></span>sociation.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2b3 ff2 fs2 fc0 sc0 ls0 ws0"> The particular categori<span class="_ _1"></span>es of equity a<span class="_ _1"></span>re: </div><div class="t m0 x34 h4 y2b4 ff6 fs2 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>shar<span class="_ _1"></span>e capital of the Company <span class="_ _1"></span></span>–<span class="ff2"> stated at <span class="_ _1"></span>its par valu<span class="_ _1"></span>e as specified in the Company&apos;s Articl<span class="_ _1"></span>es of <span class="_ _1"></span>Association </span></div><div class="t m0 x76 h4 y2b5 ff2 fs2 fc0 sc0 ls0 ws0">and entered in th<span class="_ _1"></span>e court register, </div><div class="t m0 x34 h4 y2b6 ff6 fs2 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>shar<span class="_ _1"></span>e premium <span class="_ _0"></span>is stated in the proceeds f<span class="_ _0"></span>rom the issue of shares in the <span class="_ _0"></span>amount exceeding the par value of<span class="_ _7"></span> </span></div><div class="t m0 x76 h4 y2b7 ff2 fs2 fc0 sc0 ls0 ws0">shares, less t<span class="_ _1"></span>ransactions costs ass<span class="_ _1"></span>ociated with the public s<span class="_ _1"></span>hare issue,<span class="_ _1"></span> </div><div class="t m0 x34 h4 y2b8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y2b9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y2ba ff2 fs2 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 x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">18<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x34 h4 y155 ff6 fs2 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>reserve <span class="_ _11"></span>capital <span class="_ _10"></span>for <span class="_ _11"> </span></span>buy<span class="_ _1"></span>back <span class="_ _10"></span>of <span class="_ _10"></span>own <span class="_ _11"></span>shares <span class="_ _11"></span>is <span class="_ _10"></span>created <span class="_ _11"></span>based <span class="_ _10"></span>on <span class="_ _11"></span>the <span class="_ _10"></span>resolution <span class="_ _11"></span>of <span class="_ _10"></span>General <span class="_ _11"></span>Shareholders’ </div><div class="t m0 x76 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">Meeting, </div><div class="t m0 x34 h4 y209 ff6 fs2 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>other <span class="_ _12"> </span>capitals  include <span class="_ _13"> </span>actuarial <span class="_ _13"> </span>gains <span class="_ _12"> </span>and <span class="_ _13"> </span>los<span class="_ _1"></span>ses <span class="_ _13"> </span>arising <span class="_ _12"> </span>from <span class="_ _13"> </span>the <span class="_ _13"> </span>actuarial  valuation <span class="_ _13"> </span>of <span class="_ _13"> </span>provis<span class="_ _1"></span>ions <span class="_ _13"> </span>for </span></div><div class="t m0 x76 h4 y20a ff2 fs2 fc0 sc0 ls0 ws0">pensions a<span class="_ _1"></span>nd related benefits, </div><div class="t m0 x34 h4 y2bb ff6 fs2 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>retained <span class="_ _8"></span>earnings <span class="_ _8"></span></span>–<span class="ff2"> <span class="_ _8"></span>comprising <span class="_ _8"></span>profit/(los<span class="_ _1"></span>s) <span class="_ _1"></span>dis<span class="_ _1"></span>tributions, <span class="_ _1"></span>undistrib<span class="_ _1"></span>uted <span class="_ _1"></span>profit/(loss<span class="_ _1"></span>), <span class="_ _1"></span>and <span class="_ _8"></span>net <span class="_ _8"></span>profit/(loss) </span></div><div class="t m0 x76 h4 y20c ff2 fs2 fc0 sc0 ls0 ws0">for the reporting period to<span class="_ _1"></span> which given finan<span class="_ _1"></span>cial statements relate.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y275 ff2 fs2 fc0 sc0 ls0 ws0">Transaction <span class="_ _8"></span>cos<span class="_ _1"></span>t <span class="_ _8"></span>related <span class="_ _8"></span>to <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>p<span class="_ _1"></span>ublic <span class="_ _8"></span>share <span class="_ _8"></span>iss<span class="_ _1"></span>ue <span class="_ _8"></span>is <span class="_ _8"></span>taken <span class="_ _10"></span>t<span class="_ _0"></span>o <span class="_ _8"></span>equity <span class="_ _10"></span>and <span class="_ _1"></span>redu<span class="_ _1"></span>ces <span class="_ _8"></span>the <span class="_ _8"></span>share <span class="_ _8"></span>premium <span class="_ _10"></span>account <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _8"></span>at <span class="_ _8"></span>the </div><div class="t m0 x4 h4 y20d ff2 fs2 fc0 sc0 ls0 ws0">share <span class="_ _1"></span>issue <span class="_ _1"></span>date. <span class="_ _1"></span>Transaction cost <span class="_ _1"></span>related <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>purchase <span class="_ _1"></span>of own <span class="_ _1"></span>sh<span class="_ _1"></span>ares <span class="_ _1"></span>reduces the <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>reserve cap<span class="_ _1"></span>ital <span class="_ _1"></span>created </div><div class="t m0 x4 h4 y20e ff2 fs2 fc0 sc0 ls0 ws0">for this purp<span class="_ _1"></span>ose by General Shar<span class="_ _1"></span>eholders Meeting.  <span class="_ _1"></span> </div><div class="t m0 x1e h2a y2bc ff3 fs1 fc1 sc0 ls12 ws0">2.16<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Bank loan liabilities </span></span></div><div class="t m0 x4 h4 y235 ff2 fs2 fc0 sc0 ls0 ws0">Bank <span class="_ _7"></span>loans<span class="_ _1"></span> <span class="_ _7"></span>are <span class="_ _7"></span>initially <span class="_ _0"></span>recognised <span class="_ _7"></span>at<span class="_ _1"></span> <span class="_ _7"></span>fair <span class="_ _7"></span>v<span class="_ _1"></span>alue <span class="_ _7"></span>less <span class="_ _7"></span>tra<span class="_ _1"></span>nsaction <span class="_ _7"></span>cos<span class="_ _1"></span>t. <span class="_ _7"></span>Following <span class="_ _7"></span>initial<span class="_ _1"></span> <span class="_ _7"></span>recognition<span class="_ _1"></span>, <span class="_ _7"></span>bank <span class="_ _0"></span>loans <span class="_ _7"></span>are <span class="_ _0"></span>measured </div><div class="t m0 x4 h4 y187 ff2 fs2 fc0 sc0 ls0 ws0">at amortized cost, u<span class="_ _1"></span>sing the effective interest method<span class="_ _1"></span>. </div><div class="t m0 x1e h2a y2bd ff3 fs1 fc1 sc0 ls12 ws0">2.17<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Trade and other payables </span></span></div><div class="t m0 x4 h4 y2be ff2 fs2 fc0 sc0 ls0 ws0">Trade <span class="_ _8"></span>pay<span class="_ _1"></span>ables <span class="_ _8"></span>are <span class="_ _10"></span>initially <span class="_ _8"></span>recogn<span class="_ _1"></span>ised <span class="_ _8"></span>at <span class="_ _10"></span>fair <span class="_ _8"></span>value, <span class="_ _10"></span>and <span class="_ _8"></span>s<span class="_ _1"></span>ubsequently, <span class="_ _10"></span>where<span class="_ _0"></span> <span class="_ _10"></span>the <span class="_ _1"></span>d<span class="_ _1"></span>iscount <span class="_ _10"></span>effect <span class="_ _8"></span>is <span class="_ _8"></span>mater<span class="_ _1"></span>ial, <span class="_ _8"></span>th<span class="_ _1"></span>ey <span class="_ _8"></span>are<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2bf ff2 fs2 fc0 sc0 ls0 ws0">measured at amortised co<span class="_ _1"></span>st using th<span class="_ _1"></span>e effective interest method<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2c0 ff2 fs2 fc0 sc0 ls0 ws0">Other liabilities include liabilities a<span class="_ _1"></span>rising from returns o<span class="_ _1"></span>f goods from customers (in accordan<span class="_ _1"></span>ce with the right provid<span class="_ _1"></span>ed to </div><div class="t m0 x4 h4 y2c1 ff2 fs2 fc0 sc0 ls0 ws0">customers <span class="_ _10"></span>in <span class="_ _8"></span>the <span class="_ _8"></span>agreement <span class="_ _10"></span>or <span class="_ _8"></span>un<span class="_ _1"></span>der <span class="_ _8"></span>the <span class="_ _10"></span>existing <span class="_ _8"></span>laws <span class="_ _10"></span>and <span class="_ _8"></span>regulations <span class="_ _11"></span>- <span class="_ _8"></span>please <span class="_ _10"></span>refe<span class="_ _0"></span>r <span class="_ _10"></span>to <span class="_ _8"></span>revenue <span class="_ _10"></span>recognition <span class="_ _8"></span>policy <span class="_ _10"></span>in </div><div class="t m0 x4 h4 y2c2 ff2 fs2 fc0 sc0 ls0 ws0">note <span class="_ _10"></span>01). <span class="_ _10"></span>Value <span class="_ _10"></span>of <span class="_ _10"></span>these <span class="_ _10"></span>liabilities <span class="_ _10"></span>is <span class="_ _10"></span>estimated <span class="_ _10"></span>bas<span class="_ _1"></span>ed <span class="_ _10"></span>on <span class="_ _10"></span>historical <span class="_ _10"></span>data, <span class="_ _10"></span>includ<span class="_ _1"></span>ing <span class="_ _10"></span>ratio <span class="_ _10"></span>of <span class="_ _8"></span>return<span class="_ _1"></span>s <span class="_ _10"></span>from <span class="_ _10"></span>customers <span class="_ _10"></span>to<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2c3 ff2 fs2 fc0 sc0 ls0 ws0">revenue fro<span class="_ _1"></span>m sales <span class="_ _1"></span>for the p<span class="_ _1"></span>eriod <span class="_ _1"></span>of last <span class="_ _1"></span>3 years. <span class="_ _1"></span>At th<span class="_ _1"></span>e same time, <span class="_ _1"></span>the Compan<span class="_ _1"></span>y recog<span class="_ _1"></span>nizes in <span class="_ _1"></span>inventories <span class="_ _1"></span>the ass<span class="_ _1"></span>et for </div><div class="t m0 x4 h4 y2c4 ff2 fs2 fc0 sc0 ls0 ws0">goods which th<span class="_ _1"></span>e customers are expect<span class="_ _1"></span>ed to return, with t<span class="_ _1"></span>he offsetting entry to cost <span class="_ _1"></span>of goods sold (see note <span class="_ _8"></span>0<span class="ls4">3).</span> </div><div class="t m0 x4 h4 y2c5 ff2 fs2 fc0 sc0 ls0 ws0">According <span class="_ _11"></span>to <span class="_ _10"></span>the <span class="_ _11"></span>regulations <span class="_ _10"></span>of <span class="_ _11"></span>European <span class="_ _11"></span>Parliament <span class="_ _10"></span>an<span class="_ _1"></span>d <span class="_ _10"></span>other <span class="_ _11"></span>laws <span class="_ _10"></span>in<span class="_ _1"></span> <span class="_ _10"></span>force, <span class="_ _11"></span>i.e. <span class="_ _10"></span>EU <span class="_ _11"></span>Waste <span class="_ _10"></span>E<span class="_ _1"></span>lectrical <span class="_ _10"></span>and <span class="_ _11"></span>Electronic </div><div class="t m0 x4 h4 y2c6 ff2 fs2 fc0 sc0 ls0 ws0">Equipment  Act,  the  Company,  as  entity <span class="_ _12"> </span>that  places  electrical  and  ele<span class="_ _0"></span>ctronic  equipment,  batteries,  containers  and </div><div class="t m0 x4 h4 y2c7 ff2 fs2 fc0 sc0 ls0 ws0">products such <span class="_ _7"></span>as oils <span class="_ _7"></span>and tires <span class="_ _7"></span>on the <span class="_ _7"></span>market, is <span class="_ _7"></span>subject to <span class="_ _7"></span>Extended Producer <span class="_ _7"></span>Resp<span class="_ _1"></span>onsibility, <span class="_ _0"></span>under <span class="_ _0"></span>which <span class="_ _0"></span>it is <span class="_ _7"></span>responsible </div><div class="t m0 x4 h4 y23 ff2 fs2 fc0 sc0 ls0 ws0">for the products <span class="_ _1"></span>at the stage when it becomes a waste<span class="ls5">. <span class="_ _1"></span></span>The Parent Company is ob<span class="_ _1"></span>liged to finance a system for collecting </div><div class="t m0 x4 h4 y2c8 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _1"></span>recycling <span class="_ _1"></span>waste <span class="_ _1"></span>generated <span class="_ _1"></span>from <span class="_ _1"></span>products <span class="_ _1"></span>and <span class="_ _1"></span>packaging <span class="_ _1"></span>introduced <span class="_ _1"></span>by <span class="_ _1"></span>the Company<span class="_ _1"></span>. These <span class="_ _1"></span>obligation<span class="_ _1"></span>s <span class="_ _1"></span>are fulfilled </div><div class="t m0 x4 h4 y2c9 ff2 fs2 fc0 sc0 ls0 ws0">by concludin<span class="_ _1"></span>g an agreement with Re<span class="_ _1"></span>covery Organization<span class="_ _1"></span>s. Costs aris<span class="_ _1"></span>ing from these con<span class="_ _1"></span>tracts are recognized t<span class="_ _1"></span>hroughout </div><div class="t m0 x4 h4 y2ca ff2 fs2 fc0 sc0 ls0 ws0">the period and s<span class="_ _1"></span>ettled at the end of the f<span class="_ _1"></span>inancial year after <span class="_ _1"></span>receipt of the final inv<span class="_ _1"></span>oice. </div><div class="t m0 x1e h2a y2cb ff3 fs1 fc1 sc0 ls12 ws0">2.18<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Curr<span class="_ _1"></span>ent and deferred inc<span class="_ _0"></span>ome tax </span></span></div><div class="t m0 x4 h4 y2cc ff2 fs2 fc0 sc0 ls0 ws0">Mandatory d<span class="_ _1"></span>ecreases of profit include current an<span class="_ _1"></span>d deferred income tax.<span class="_ _8"></span> </div><div class="t m0 x1e h18 y245 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Current tax </span></span></div><div class="t m0 x4 h4 y2cd ff2 fs2 fc0 sc0 ls0 ws0">Current <span class="_ _8"></span>tax <span class="_ _8"></span>expens<span class="_ _1"></span>e <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _8"></span>calculated <span class="_ _10"></span>based <span class="_ _8"></span>on <span class="_ _8"></span>the <span class="_ _8"></span>taxa<span class="_ _1"></span>ble <span class="_ _1"></span>p<span class="_ _1"></span>rofit <span class="_ _8"></span>for <span class="_ _8"></span>the <span class="_ _8"></span>giv<span class="_ _1"></span>en <span class="_ _8"></span>reporting <span class="_ _8"></span>p<span class="_ _1"></span>eriod. <span class="_ _8"></span>Tax <span class="_ _10"></span>expense <span class="_ _1"></span>is <span class="_ _8"></span>calcu<span class="_ _1"></span>lated </div><div class="t m0 x4 h4 y2ce ff2 fs2 fc0 sc0 ls0 ws0">based on t<span class="_ _1"></span>ax rates applicable during th<span class="_ _1"></span>e fiscal year in question.<span class="_ _1"></span>. </div><div class="t m0 x1e h18 y2cf ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Deferred incom<span class="_ _1"></span>e tax </span></span></div><div class="t m0 x4 h4 y2d0 ff2 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _0"></span>tax <span class="_ _0"></span>assets<span class="_ _1"></span> <span class="_ _0"></span>and liabilit<span class="_ _0"></span>ies <span class="_ _0"></span>are <span class="_ _0"></span>determined based <span class="_ _0"></span>on <span class="_ _0"></span>temporary <span class="_ _0"></span>differences between <span class="_ _0"></span>the <span class="_ _0"></span>accounting and <span class="_ _7"></span>tax values </div><div class="t m0 x4 h4 y201 ff2 fs2 fc0 sc0 ls0 ws0">of assets an<span class="_ _1"></span>d liabilities. </div><div class="t m0 x4 h4 y2d1 ff2 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _11"></span>tax <span class="_ _11"> </span>as<span class="_ _1"></span>sets <span class="_ _11"> </span>are <span class="_ _11"> </span>reco<span class="_ _1"></span>gnised <span class="_ _11"> </span>only <span class="_ _13"> </span>if <span class="_ _11"></span>it <span class="_ _11"></span>is <span class="_ _11"> </span>prob<span class="_ _1"></span>able <span class="_ _11"></span>that <span class="_ _11"> </span>the <span class="_ _11"> </span>Compan<span class="_ _1"></span>y <span class="_ _11"></span>will <span class="_ _11"></span>have <span class="_ _11"> </span>futu<span class="_ _1"></span>re <span class="_ _11"></span>taxable <span class="_ _11"> </span>profits <span class="_ _13"> </span>allowing <span class="_ _10"></span> </div><div class="t m0 x4 h4 y24d ff2 fs2 fc0 sc0 ls0 ws0">for  utilisation <span class="_ _1d"> </span>of  the  temporary  differences  an<span class="_ _1"></span>d  deduction  of  the  ta<span class="_ _1"></span>x  losses.  Deferred  tax <span class="_ _1d"> </span>assets  are  determined <span class="_ _8"></span> </div><div class="t m0 x4 h4 y24e ff2 fs2 fc0 sc0 ls0 ws0">as th<span class="_ _1"></span>e amount <span class="_ _1"></span>of income <span class="_ _1"></span>tax <span class="_ _1"></span>recoverab<span class="_ _1"></span>le in th<span class="_ _1"></span>e future <span class="_ _1"></span>in r<span class="_ _1"></span>espect of <span class="_ _1"></span>deductible <span class="_ _1"></span>temporary <span class="_ _1"></span>differences which<span class="_ _1"></span> will r<span class="_ _1"></span>educe </div><div class="t m0 x4 h4 y2d2 ff2 fs2 fc0 sc0 ls0 ws0">future income tax base a<span class="_ _1"></span>nd any dedu<span class="_ _1"></span>ctible tax loss, determined in<span class="_ _1"></span> accordance with the pru<span class="_ _1"></span>dence principle.<span class="_ _8"></span> </div><div class="t m0 x4 h3 y2d3 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:147.692000px;bottom:895.140000px;width:9.569000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf11" ><span class="d m1" style="border-style:none;position:absolute;left:979.660000px;bottom:834.300000px;width:9.560000px;height:18.210000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">19<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>amount <span class="_ _11"> </span>of <span class="_ _11"></span>deferred <span class="_ _11"></span>tax <span class="_ _11"></span>assets <span class="_ _11"></span>and <span class="_ _10"></span>liab<span class="_ _1"></span>ilities <span class="_ _10"></span>is <span class="_ _11"></span>determined <span class="_ _10"></span>u<span class="_ _1"></span>sing <span class="_ _10"></span>in<span class="_ _1"></span>come <span class="_ _10"></span>tax <span class="_ _11"></span>rates <span class="_ _11"></span>which <span class="_ _11"></span>will <span class="_ _10"></span>be <span class="_ _11"></span>effective <span class="_ _11"></span>when <span class="_ _10"></span> </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">a deferred tax asset is<span class="_ _1"></span> utilised or a deferred tax liab<span class="_ _1"></span>ility arises.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y209 ff2 fs2 fc0 sc0 ls0 ws0">Deferred <span class="_ _11"></span>tax <span class="_ _11"></span>assets <span class="_ _11"></span>and <span class="_ _11"> </span>liabilities <span class="_ _11"></span>have <span class="_ _11"></span>been <span class="_ _11"></span>offset <span class="_ _11"></span>at <span class="_ _11"></span>the <span class="_ _10"></span>level <span class="_ _11"> </span>of <span class="_ _11"></span>individual <span class="_ _11"> </span>entity<span class="_ _1"></span> <span class="_ _11"></span>level, <span class="_ _10"></span>as<span class="_ _1"></span> <span class="_ _11"></span>at <span class="_ _11"></span>this <span class="_ _10"></span>level <span class="_ _11"> </span>the <span class="_ _11"> </span>criteria <span class="_ _10"></span> </div><div class="t m0 x4 h4 y2d4 ff6 fs2 fc0 sc0 ls0 ws0">of IAS 12 “Income taxes”<span class="_ _1"></span> with respect to o<span class="_ _1"></span>ffsetting deferred tax a<span class="_ _1"></span>ssets against d<span class="_ _1"></span>eferred tax liabilities were met.<span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y2bb ff2 fs2 fc0 sc0 ls0 ws0">A <span class="_ _21"> </span>deferred <span class="_ _21"> </span>tax <span class="_ _21"> </span>liab<span class="_ _1"></span>ility <span class="_ _21"> </span>is <span class="_ _28"> </span>recognised <span class="_ _21"> </span>for <span class="_ _21"> </span>t<span class="_ _1"></span>emporary <span class="_ _21"> </span>differences <span class="_ _28"> </span>associated <span class="_ _21"> </span>wit<span class="_ _1"></span>h <span class="_ _21"> </span>investments<span class="_ _1"></span> <span class="_ _21"> </span>in <span class="_ _21"> </span>subsidiaries <span class="_ _8"></span> </div><div class="t m0 x4 h4 y20c ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _1c"> </span>jointly<span class="_ _1"></span>-controlled <span class="_ _1c"> </span>entities, <span class="_ _1c"> </span>except <span class="_ _1c"> </span>where <span class="_ _1c"> </span>the <span class="_ _1c"> </span>Comp<span class="_ _1"></span>any <span class="_ _1c"> </span>controls <span class="_ _1c"> </span>the <span class="_ _1c"> </span>reversal <span class="_ _1c"> </span>of <span class="_ _1c"> </span>such <span class="_ _1c"> </span>temporary <span class="_ _1c"> </span>differences <span class="_ _8"></span> </div><div class="t m0 x4 h4 y182 ff2 fs2 fc0 sc0 ls0 ws0">and it is p<span class="_ _1"></span>robable that such differences wi<span class="_ _1"></span>ll not reverse in th<span class="_ _1"></span>e foreseeable future.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y2d5 ff3 fs1 fc1 sc0 ls12 ws0">2.19<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Liabilities from employee benefits </span></span></div><div class="t m0 x68 h18 y234 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y2d6 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Post-employment ben<span class="_ _1"></span>efit plan <span class="ffb">–</span> th<span class="_ _1"></span>e defined contribution<span class="_ _1"></span> plan </span></span></div><div class="t m0 x4 h4 y2d7 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"></span>Company <span class="_ _10"></span>par<span class="_ _1"></span>ticipates <span class="_ _10"></span>in<span class="_ _1"></span> <span class="_ _11"></span>the <span class="_ _10"></span>nation<span class="_ _1"></span>al <span class="_ _10"></span>pos<span class="_ _1"></span>t<span class="_ _1"></span>-employment <span class="_ _11"></span>benefit <span class="_ _10"></span>p<span class="_ _1"></span>lan <span class="_ _10"></span>by<span class="_ _1"></span> <span class="_ _10"></span>pay<span class="_ _1"></span>ing <span class="_ _10"></span>an<span class="_ _1"></span> <span class="_ _10"></span>app<span class="_ _1"></span>ropriate <span class="_ _10"></span>p<span class="_ _1"></span>ercentage <span class="_ _10"></span>of<span class="_ _1"></span> <span class="_ _10"></span>an<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2d8 ff6 fs2 fc0 sc0 ls0 ws0">employee’s <span class="_ _1"></span>gross pay <span class="_ _1"></span>as a contribu<span class="_ _1"></span>tion to t<span class="_ _1"></span>he Social In<span class="_ _1"></span>surance Instit<span class="_ _1"></span>ution (ZUS). <span class="_ _1"></span>This<span class="_ _1"></span><span class="ff2"> plan<span class="_ _1"></span> is a <span class="_ _1"></span>defined contrib<span class="_ _1"></span>ution plan. </span></div><div class="t m0 x4 h4 y2d9 ff2 fs2 fc0 sc0 ls0 ws0">The contributions<span class="_ _1"></span> are expensed as<span class="_ _1"></span> paid. </div><div class="t m0 x4 h4 y2da ff2 fs2 fc0 sc0 ls0 ws0">From 2019, the <span class="_ _1"></span>Company participat<span class="_ _1"></span>es also in the E<span class="_ _1"></span>mployee Capital Plans<span class="_ _1"></span> program by pay<span class="_ _1"></span>ing the approp<span class="_ _1"></span>riate percentage </div><div class="t m0 x4 h4 y10a ff2 fs2 fc0 sc0 ls0 ws0">of gross pay as a contribution. This program <span class="_ _0"></span>is a defined contribu<span class="_ _1"></span>tion program and the con<span class="_ _1"></span>tributions paid are recognized </div><div class="t m0 x4 h4 y2db ff2 fs2 fc0 sc0 ls0 ws0">as an expens<span class="_ _1"></span>e when incurred. </div><div class="t m0 x4 h3 y2dc ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y2dd ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Post-employment ben<span class="_ _1"></span>efit plan - th<span class="_ _1"></span>e defined benefit plan (retiremen<span class="_ _1"></span>t severance pays) and oth<span class="_ _1"></span>er benefits <span class="_ _1"></span> </span></span></div><div class="t m0 x4 h4 y2de ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>accordance <span class="_ _10"></span>with <span class="_ _10"></span>the <span class="_ _10"></span>Labour <span class="_ _10"></span>Code <span class="_ _10"></span>and <span class="_ _10"></span>applicable <span class="_ _10"></span>remuneration <span class="_ _10"></span>systems <span class="_ _10"></span>and <span class="_ _10"></span>ru<span class="_ _1"></span>les, <span class="_ _10"></span>employees <span class="_ _8"></span>o<span class="_ _1"></span>f <span class="_ _10"></span>the <span class="_ _10"></span>Company <span class="_ _10"></span>are </div><div class="t m0 x4 h4 y2df ff2 fs2 fc0 sc0 ls0 ws0">entitled <span class="_ _8"></span>to <span class="_ _8"></span>death <span class="_ _10"></span>benefits <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _8"></span>retirement <span class="_ _8"></span>severance <span class="_ _8"></span>p<span class="_ _1"></span>ays. <span class="_ _8"></span>Death <span class="_ _8"></span>b<span class="_ _1"></span>enefits <span class="_ _8"></span>are <span class="_ _8"></span>one<span class="_ _8"></span>-off <span class="_ _8"></span>benefits <span class="_ _10"></span>paid <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _8"></span>family <span class="_ _8"></span>of <span class="_ _10"></span>an </div><div class="t m0 x4 h4 y2e0 ff2 fs2 fc0 sc0 ls0 ws0">employee, <span class="_ _11"></span>following <span class="_ _10"></span>the <span class="_ _11"></span>emp<span class="_ _1"></span>loyee&apos;s <span class="_ _10"></span>death. <span class="_ _11"></span>Retirement <span class="_ _11"></span>severance <span class="_ _11"></span>pays <span class="_ _11"></span>are <span class="_ _10"></span>one<span class="_ _1"></span>-off <span class="_ _10"></span>be<span class="_ _1"></span>nefits <span class="_ _10"></span>p<span class="_ _1"></span>aid <span class="_ _10"></span>when <span class="_ _11"></span>an <span class="_ _11"></span>employee </div><div class="t m0 x4 h4 y2e1 ff2 fs2 fc0 sc0 ls0 ws0">retires. <span class="_ _1"></span>The plan <span class="_ _1"></span>is fully <span class="_ _1"></span>financ<span class="_ _1"></span>ed by <span class="_ _1"></span>the Co<span class="_ _1"></span>mpany. <span class="_ _1"></span>The amo<span class="_ _1"></span>unt of <span class="_ _1"></span>a retir<span class="_ _1"></span>ement severance<span class="_ _1"></span> pay <span class="_ _1"></span>or d<span class="_ _1"></span>eath benefit <span class="_ _1"></span>depend<span class="_ _1"></span>s </div><div class="t m0 x4 h4 y23c ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _0"></span>the <span class="_ _7"></span>length of<span class="_ _0"></span> <span class="_ _0"></span>employment <span class="_ _7"></span>an<span class="_ _1"></span>d <span class="_ _7"></span>av<span class="_ _1"></span>erage <span class="_ _7"></span>remuneration of <span class="_ _7"></span>a <span class="_ _0"></span>given <span class="_ _0"></span>employee. <span class="_ _7"></span>The <span class="_ _0"></span>Compan<span class="_ _1"></span>y <span class="_ _7"></span>accru<span class="_ _1"></span>es <span class="_ _7"></span>for <span class="_ _0"></span>future <span class="_ _0"></span>retirement </div><div class="t m0 x4 h4 y2e2 ff2 fs2 fc0 sc0 ls0 ws0">severance pay an<span class="_ _1"></span>d death benefit obligations in<span class="_ _1"></span> order to attribute costs<span class="_ _1"></span> to the periods to which they relate. <span class="_ _10"></span> </div><div class="t m0 x4 h4 y2e3 ff2 fs2 fc0 sc0 ls0 ws0">The pres<span class="_ _1"></span>ent v<span class="_ _1"></span>alue <span class="_ _1"></span>of su<span class="_ _1"></span>ch <span class="_ _1"></span>obligations <span class="_ _1"></span>is <span class="_ _1"></span>determined <span class="_ _1"></span>by <span class="_ _1"></span>an <span class="_ _1"></span>independent <span class="_ _1"></span>actuary <span class="_ _1"></span>using <span class="_ _1"></span>the <span class="_ _1"></span>projected <span class="_ _1"></span>unit <span class="_ _1"></span>credit <span class="_ _1"></span>method. </div><div class="t m0 x4 h4 y2e4 ff2 fs2 fc0 sc0 ls0 ws0">Accrued <span class="_ _1"></span>liabilities <span class="_ _8"></span>are <span class="_ _1"></span>equ<span class="_ _1"></span>al <span class="_ _1"></span>to <span class="_ _8"></span>the <span class="_ _1"></span>discoun<span class="_ _1"></span>ted <span class="_ _1"></span>future <span class="_ _1"></span>pay<span class="_ _1"></span>ments, <span class="_ _1"></span>takin<span class="_ _1"></span>g <span class="_ _1"></span>into <span class="_ _1"></span>accoun<span class="_ _1"></span>t <span class="_ _1"></span>the<span class="_ _8"></span> employee <span class="_ _1"></span>tu<span class="_ _1"></span>rnover, <span class="_ _1"></span>and<span class="_ _1"></span> <span class="_ _1"></span>relate </div><div class="t m0 x4 h4 y2e5 ff2 fs2 fc0 sc0 ls0 ws0">to <span class="_ _0"></span>the period <span class="_ _7"></span>until<span class="_ _1"></span> <span class="_ _0"></span>the <span class="_ _0"></span>end <span class="_ _0"></span>of <span class="_ _0"></span>the <span class="_ _0"></span>reporting period. <span class="_ _7"></span>Demograp<span class="_ _1"></span>hic <span class="_ _0"></span>information <span class="_ _0"></span>and information <span class="_ _0"></span>on <span class="_ _0"></span>staff <span class="_ _0"></span>turnover are <span class="_ _7"></span>based </div><div class="t m0 x4 h4 y2e6 ff2 fs2 fc0 sc0 ls0 ws0">on his<span class="_ _1"></span>torical information. <span class="_ _1"></span>Actuarial <span class="_ _1"></span>gains an<span class="_ _1"></span>d losses ar<span class="_ _1"></span>e recognised <span class="_ _1"></span>in profit <span class="_ _1"></span>or loss, <span class="_ _1"></span>except for <span class="_ _1"></span>actuarial gains<span class="_ _1"></span> and <span class="_ _1"></span>losses<span class="_ _8"></span> </div><div class="t m0 x4 h4 y2e7 ff2 fs2 fc0 sc0 ls0 ws0">recognised in other compreh<span class="_ _1"></span>en<span class="_ _1"></span>sive income. </div><div class="t m0 x1e h2a y2e8 ff3 fs1 fc1 sc0 ls12 ws0">2.20<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Provisions </span></span></div><div class="t m0 x4 h4 y244 ff2 fs2 fc0 sc0 ls0 ws0">Provisions <span class="_ _8"></span>are <span class="_ _8"></span>created <span class="_ _10"></span>when <span class="_ _1"></span>the <span class="_ _8"></span>Company <span class="_ _10"></span>has <span class="_ _1"></span>a <span class="_ _8"></span>present <span class="_ _8"></span>obligation<span class="_ _1"></span> <span class="_ _8"></span>(legal <span class="_ _8"></span>or <span class="_ _8"></span>customarily <span class="_ _8"></span>expected) <span class="_ _8"></span>resultin<span class="_ _1"></span>g <span class="_ _8"></span>from <span class="_ _8"></span>past </div><div class="t m0 x4 h4 y2e9 ff2 fs2 fc0 sc0 ls0 ws0">events <span class="_ _8"></span>and <span class="_ _8"></span>when <span class="_ _8"></span>it <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _1"></span>probab<span class="_ _1"></span>le <span class="_ _1"></span>that <span class="_ _8"></span>the <span class="_ _8"></span>dischar<span class="_ _1"></span>ge <span class="_ _1"></span>of <span class="_ _8"></span>this <span class="_ _8"></span>obligation<span class="_ _1"></span> <span class="_ _1"></span>will <span class="_ _8"></span>result <span class="_ _8"></span>in <span class="_ _8"></span>an <span class="_ _8"></span>outflow <span class="_ _8"></span>of <span class="_ _8"></span>economic <span class="_ _8"></span>benefits<span class="_ _1"></span>, <span class="_ _1"></span>and<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2ea ff2 fs2 fc0 sc0 ls0 ws0">the obligation can<span class="_ _1"></span> be measured reliably. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y2eb ff2 fs2 fc0 sc0 ls0 ws0">A <span class="_ _1"></span>provision<span class="_ _1"></span> <span class="_ _1"></span>is <span class="_ _1"></span>recognised <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>a <span class="_ _1"></span>reliable <span class="_ _1"></span>estimate <span class="_ _1"></span>of <span class="_ _8"></span>the <span class="_ _1"></span>amou<span class="_ _1"></span>nt <span class="_ _1"></span>required <span class="_ _1"></span>to <span class="_ _8"></span>settle <span class="_ _1"></span>the <span class="_ _1"></span>existin<span class="_ _1"></span>g <span class="_ _1"></span>obligation, <span class="_ _8"></span>made <span class="_ _1"></span>as <span class="_ _1"></span>at<span class="_ _1"></span> <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y2ec ff2 fs2 fc0 sc0 ls0 ws0">end of the reporting period<span class="_ _1"></span> taking into accou<span class="_ _1"></span>nt the risks and uncertain<span class="_ _1"></span>ties associated with t<span class="_ _1"></span>he obligation. <span class="_ _8"></span> </div><div class="t m0 x4 h3 y2ed ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2ee ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2ef ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2f0 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2f1 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 yf4 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2f2 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y2f3 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">20<span class="fs1 ls0"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">In particular, a provision is cre<span class="_ _7"></span>at<span class="_ _1"></span>ed for the <span class="_ _0"></span>expected returns and complaints. The provision <span class="_ _0"></span>for returns is estimated based </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _0"></span>the actual <span class="_ _7"></span>qu<span class="_ _1"></span>antity of<span class="_ _0"></span> goods <span class="_ _7"></span>s<span class="_ _1"></span>old <span class="_ _0"></span>over <span class="_ _0"></span>the last <span class="_ _7"></span>12 months period <span class="_ _7"></span>and<span class="_ _1"></span> <span class="_ _0"></span>taking <span class="_ _0"></span>into consideration <span class="_ _0"></span>the <span class="_ _0"></span>defined failure <span class="_ _0"></span>ratio </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _1"></span>average <span class="_ _1"></span>cost <span class="_ _1"></span>of <span class="_ _1"></span>servicing <span class="_ _8"></span>customer <span class="_ _1"></span>complaints. <span class="_ _1"></span>Param<span class="_ _1"></span>eters <span class="_ _1"></span>required <span class="_ _1"></span>for <span class="_ _1"></span>calculation <span class="_ _1"></span>of <span class="_ _1"></span>this <span class="_ _1"></span>provis<span class="_ _1"></span>ion, <span class="_ _1"></span>for th<span class="_ _1"></span>e period<span class="_ _1"></span> </div><div class="t m0 x4 h4 y274 ff2 fs2 fc0 sc0 ls0 ws0">of previous 3 y<span class="_ _1"></span>ears, are updated on an annual <span class="_ _1"></span>basis<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x1e h2a y253 ff3 fs1 fc1 sc0 ls12 ws0">2.21<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Recognition of revenue </span></span></div><div class="t m0 x4 h4 y254 ff2 fs2 fc0 sc0 ls0 ws0">Revenue <span class="_ _1"></span>is <span class="_ _8"></span>recognised <span class="_ _8"></span>at <span class="_ _8"></span>fair <span class="_ _1"></span>valu<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _8"></span>consideration <span class="_ _8"></span>received <span class="_ _1"></span>or <span class="_ _8"></span>receivable, <span class="_ _8"></span>net <span class="_ _8"></span>of <span class="_ _1"></span>VAT, <span class="_ _8"></span>returns<span class="_ _1"></span>, <span class="_ _1"></span>rebates <span class="_ _10"></span>and<span class="_ _1"></span> <span class="_ _1"></span>discounts. </div><div class="t m0 x4 h4 y255 ff2 fs2 fc0 sc0 ls0 ws0">The Company recognizes<span class="_ _1"></span> revenue from contracts<span class="_ _1"></span> with customers when all o<span class="_ _1"></span>f the following five criteria <span class="_ _1"></span>are met:<span class="_ _8"></span> </div><div class="t m0 x69 h4 y2f4 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">the  contra<span class="_ _1"></span>ct  has <span class="_ _1d"> </span>been  app<span class="_ _1"></span>roved  (in <span class="_ _1d"> </span>writing,  orally, <span class="_ _1d"> </span>or  in  accord<span class="_ _1"></span>ance  with <span class="_ _1d"> </span>other  customary<span class="_ _1"></span>  bus<span class="_ _1"></span>iness </span></span></div><div class="t m0 x77 h4 y2f5 ff2 fs2 fc0 sc0 ls0 ws0">practices) and th<span class="_ _1"></span>e parties are committed to p<span class="_ _1"></span>erform their obligations in<span class="_ _1"></span> the contract;<span class="_ _1"></span> </div><div class="t m0 x69 h4 y2f6 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff6">each party’s r<span class="_ _1"></span>ights regarding the goods o<span class="_ _1"></span>r services to be transferred can b<span class="_ _1"></span>e identified; <span class="_ _8"></span><span class="ff2"> </span></span></span></div><div class="t m0 x69 h4 y2f7 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">the payment terms for th<span class="_ _1"></span>e goods o<span class="_ _1"></span>r services to be transferred can b<span class="_ _1"></span>e identified;<span class="_ _1"></span> </span></span></div><div class="t m0 x69 h4 y2f8 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff6">the <span class="_ _1"></span>contract <span class="_ _1"></span>has <span class="_ _1"></span>commercial <span class="_ _1"></span>subs<span class="_ _1"></span>tance (i.e. <span class="_ _1"></span>the <span class="_ _1"></span>risk, <span class="_ _1"></span>timing <span class="_ _1"></span>or <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>vendor’s <span class="_ _1"></span>future <span class="_ _1"></span>cash <span class="_ _1"></span>flows <span class="_ _1"></span>is </span></span></div><div class="t m0 x77 h4 y2f9 ff2 fs2 fc0 sc0 ls0 ws0">expected to change as a<span class="_ _1"></span> result of the contract);<span class="_ _1"></span> </div><div class="t m0 x69 h4 y2fa ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">it is probable that the consideration for the exchange of the goods or services that the ven<span class="_ _1"></span>dor is entitled to </span></span></div><div class="t m0 x77 h4 y2fb ff2 fs2 fc0 sc0 ls0 ws0">will be collected. </div><div class="t m0 x4 h4 y2fc ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _1"></span>particular, <span class="_ _1"></span>revenue <span class="_ _1"></span>from <span class="_ _1"></span>sales <span class="_ _1"></span>of <span class="_ _1"></span>goods <span class="_ _1"></span>is <span class="_ _1"></span>recognized <span class="_ _1"></span>in <span class="_ _1"></span>accord<span class="_ _1"></span>ance <span class="_ _1"></span>with ru<span class="_ _1"></span>les <span class="_ _1"></span>described <span class="_ _1"></span>abo<span class="_ _1"></span>ve. The <span class="_ _1"></span>sales <span class="_ _1"></span>agreement </div><div class="t m0 x4 h4 y2fd ff2 fs2 fc0 sc0 ls0 ws0">with customer contains<span class="_ _1"></span> only one performance obligation <span class="_ _1"></span><span class="ff6">–</span> obligation to deliver goods<span class="_ _1"></span> to customer, therefore revenue is </div><div class="t m0 x4 h4 y2fe ff2 fs2 fc0 sc0 ls0 ws0">recognized at <span class="_ _0"></span>the specified point <span class="_ _0"></span>in time. <span class="_ _7"></span>The entity recognizes revenue <span class="_ _0"></span>when the <span class="_ _0"></span>goods are <span class="_ _0"></span>transferred to <span class="_ _0"></span>the customer. </div><div class="t m0 x4 h4 y2ff ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>transfer <span class="_ _0"></span>of <span class="_ _0"></span>control over <span class="_ _7"></span>the asset <span class="_ _7"></span>takes place <span class="_ _7"></span>at the <span class="_ _7"></span>time <span class="_ _0"></span>specified <span class="_ _0"></span>under Incoterms <span class="_ _7"></span>or in <span class="_ _7"></span>acco<span class="_ _1"></span>rdance <span class="_ _0"></span>with <span class="_ _0"></span>agreements </div><div class="t m0 x4 h4 y300 ff2 fs2 fc0 sc0 ls0 ws0">concluded with cus<span class="_ _1"></span>tomers. </div><div class="t m0 x4 h4 y23a ff2 fs2 fc0 sc0 ls0 ws0">Revenue from sales of <span class="_ _0"></span>goods include transportation services, provided by e<span class="_ _0"></span>xternal parties, costs of w<span class="_ _0"></span>hich are incurred b<span class="_ _0"></span>y </div><div class="t m0 x4 h4 y23b ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _11"> </span>customers, <span class="_ _13"> </span>in <span class="_ _11"> </span>case <span class="_ _11"> </span>the <span class="_ _13"> </span>Company <span class="_ _11"></span>is <span class="_ _11"> </span>responsible <span class="_ _11"> </span>for <span class="_ _13"> </span>organizing <span class="_ _11"></span>the <span class="_ _11"> </span>trans<span class="_ _1"></span>portation <span class="_ _11"> </span>and <span class="_ _11"> </span>bears<span class="_ _1"></span> <span class="_ _11"></span>the <span class="_ _11"></span>risks <span class="_ _11"> </span>during <span class="_ _11"> </span>the </div><div class="t m0 x4 h4 y23c ff2 fs2 fc0 sc0 ls0 ws0">transport. </div><div class="t m0 x4 h4 y301 ff2 fs2 fc0 sc0 ls0 ws0">Some <span class="_ _1"></span>contracts <span class="_ _8"></span>with <span class="_ _1"></span>customers<span class="_ _1"></span> <span class="_ _1"></span>contain <span class="_ _8"></span>elements <span class="_ _1"></span>of <span class="_ _1"></span>variable <span class="_ _1"></span>con<span class="_ _1"></span>sideration, <span class="_ _1"></span>aris<span class="_ _1"></span>ing <span class="_ _1"></span>from <span class="_ _1"></span>rebates <span class="_ _1"></span>gran<span class="_ _1"></span>ted <span class="_ _1"></span>to <span class="_ _1"></span>custo<span class="_ _1"></span>mers, </div><div class="t m0 x4 h4 y302 ff2 fs2 fc0 sc0 ls0 ws0">including <span class="_ _11"></span>these <span class="_ _11"></span>tied <span class="_ _11"></span>to <span class="_ _11"></span>achieving <span class="_ _11"> </span>a <span class="_ _11"> </span>set <span class="_ _11"> </span>level <span class="_ _11"></span>of <span class="_ _11"></span>turnover. <span class="_ _11"> </span>In <span class="_ _11"> </span>accordan<span class="_ _1"></span>ce <span class="_ _11"></span>with <span class="_ _10"></span>r<span class="_ _1"></span>equirements <span class="_ _11"> </span>of <span class="_ _11"></span>IFRS <span class="_ _11"> </span>15, <span class="_ _11"></span>the <span class="_ _11"></span>Company<span class="_ _1"></span> </div><div class="t m0 x4 h4 y2e4 ff2 fs2 fc0 sc0 ls0 ws0">estimates amounts of rebates owned to customers and<span class="_ _1"></span> recognizes these rebates as an offsetting entry to re<span class="_ _0"></span>venues fro<span class="_ _1"></span>m </div><div class="t m0 x4 h4 y2e5 ff2 fs2 fc0 sc0 ls0 ws0">sales and as a<span class="_ _1"></span> trade liability<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y303 ff2 fs2 fc0 sc0 ls0 ws0">Some <span class="_ _8"></span>contracts<span class="_ _1"></span> <span class="_ _8"></span>with <span class="_ _8"></span>custome<span class="_ _1"></span>rs <span class="_ _8"></span>contain <span class="_ _8"></span>righ<span class="_ _1"></span>t <span class="_ _8"></span>to <span class="_ _8"></span>return <span class="_ _10"></span>goods. <span class="_ _8"></span>In <span class="_ _8"></span>accordan<span class="_ _1"></span>ce <span class="_ _1"></span>with <span class="_ _10"></span>the <span class="_ _1"></span>ap<span class="_ _1"></span>plicable <span class="_ _8"></span>laws <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _8"></span>regulations<span class="_ _1"></span>, </div><div class="t m0 x4 h4 y304 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>customer <span class="_ _1"></span>has<span class="_ _1"></span> <span class="_ _1"></span>a <span class="_ _1"></span>right <span class="_ _8"></span>to <span class="_ _1"></span>with<span class="_ _1"></span>draw <span class="_ _1"></span>from <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>purchase <span class="_ _1"></span>ag<span class="_ _1"></span>reement <span class="_ _1"></span>within<span class="_ _1"></span> <span class="_ _1"></span>14 <span class="_ _1"></span>days<span class="_ _1"></span> <span class="_ _1"></span>from <span class="_ _1"></span>the <span class="_ _1"></span>d<span class="_ _1"></span>ate <span class="_ _1"></span>of <span class="_ _1"></span>delivery <span class="_ _8"></span>of <span class="_ _1"></span>goods.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y305 ff2 fs2 fc0 sc0 ls0 ws0">This <span class="_ _1"></span>right <span class="_ _1"></span>applies <span class="_ _1"></span>to <span class="_ _1"></span>custo<span class="_ _1"></span>mers <span class="_ _1"></span>who <span class="_ _1"></span>purchase <span class="_ _1"></span>goods <span class="_ _1"></span>at <span class="_ _1"></span>internet <span class="_ _1"></span>store <span class="_ _1"></span>toya24.pl <span class="_ _1"></span>and <span class="_ _1"></span>oth<span class="_ _1"></span>er sh<span class="_ _1"></span>opping <span class="_ _1"></span>portals. <span class="_ _1"></span>In <span class="_ _1"></span>addition, </div><div class="t m0 x4 h4 y306 ff2 fs2 fc0 sc0 ls0 ws0">the Company <span class="_ _0"></span>extends the <span class="_ _0"></span>right of <span class="_ _0"></span>return of <span class="_ _0"></span>purchased goods, w<span class="_ _0"></span>ithin limited <span class="_ _0"></span>period of <span class="_ _0"></span>time, to <span class="_ _0"></span>some of <span class="_ _0"></span>its customers. <span class="_ _0"></span>The </div><div class="t m0 x4 h4 y307 ff2 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _0"></span>estimates <span class="_ _0"></span>the <span class="_ _7"></span>po<span class="_ _1"></span>tential <span class="_ _0"></span>liability arising <span class="_ _7"></span>from <span class="_ _7"></span>th<span class="_ _1"></span>ese <span class="_ _0"></span>rebates <span class="_ _7"></span>an<span class="_ _1"></span>d <span class="_ _7"></span>if <span class="_ _0"></span>the <span class="_ _0"></span>estimated <span class="_ _0"></span>liability <span class="_ _0"></span>is <span class="_ _0"></span>material, <span class="_ _7"></span>the Com<span class="_ _0"></span>pan<span class="_ _1"></span>y </div><div class="t m0 x4 h4 y308 ff6 fs2 fc0 sc0 ls0 ws0">recognizes this amoun<span class="_ _1"></span>t as an <span class="_ _1"></span>offset to revenues<span class="_ _1"></span> from sales <span class="_ _1"></span>and as a<span class="_ _1"></span> liability due to expe<span class="_ _1"></span>cted returns<span class="_ _1"></span> in “trade liabiliti<span class="_ _1"></span>es” </div><div class="t m0 x4 h4 y309 ff2 fs2 fc0 sc0 ls0 ws0">line (n<span class="_ _1"></span>ote 2.<span class="_ _1"></span>17). <span class="_ _1"></span>At <span class="_ _1"></span>the <span class="_ _1"></span>same <span class="_ _1"></span>time, <span class="_ _1"></span>the <span class="_ _1"></span>Comp<span class="_ _1"></span>any <span class="_ _1"></span>reco<span class="_ _1"></span>gnizes <span class="_ _1"></span>the <span class="_ _1"></span>estimated <span class="_ _1"></span>amount <span class="_ _1"></span>of <span class="_ _1"></span>in<span class="_ _1"></span>ventories <span class="_ _1"></span>to <span class="_ _1"></span>be <span class="_ _1"></span>returned <span class="_ _1"></span>by <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y30a ff2 fs2 fc0 sc0 ls0 ws0">customers and r<span class="_ _1"></span>ecognizes this amount as in<span class="_ _1"></span>ventory and offset to costs<span class="_ _1"></span> of goods for resale sold (no<span class="_ _1"></span>te 2.13). <span class="_ _1"></span> </div><div class="t m0 x1e h2a y30b ff3 fs1 fc1 sc0 ls12 ws0">2.22<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Dividends </span></span></div><div class="t m0 x4 h4 y30c ff2 fs2 fc0 sc0 ls0 ws0">The obligation to pay<span class="_ _1"></span> dividends is recognis<span class="_ _1"></span>ed when the <span class="_ _1"></span><span class="ff6">shareholders’ right to<span class="_ _1"></span> receive such div<span class="_ _1"></span>idends is approved.<span class="_ _1"></span></span> </div><div class="t m0 x4 h4 y30d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y30e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y30f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y310 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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9/9yMsf+fzXH37u1Zk4QlKSlKqeXdHvV+Tz5ZplWZZlWZYz+s/CSmF2Ulmt3QBx3qt1916yZsUH33XtqcfIHA/pQlre6kDOoRwBKSyCFDAgMZrS9f015LMxnQxmsBpESArXar7MzW5QAkGakvegUIIQiqIVNQo7JgGQoqakTM6J0zqRExQOpoP1dBFljglOICAkBfNPjfuhlJidqPgEbZJ7SsqamMw5x2JIyTuGKYQQIxhwHmpgVwVlR1G5KEtN6oRVLRFc4QipBEXwxacvOuvM933x7zd/4q+/NtHvTfadWhGLNnwJhHy9ZlmWZVmW5Yz+T1ZTWUOdplbYe8SwO+eUpRedefyq45ecdMzYEKlHhAJt1002FdDrxciFCYVUNivizpRgDN2/z9MGc4pARClF79sxRXFYwko0O1TITEG1USTqKl58tb9l+8uTk1O7+0bQIc8LxoaPmDd2zMLxuUNSGMxUvAEx0VBdp16iyRqBKRFEoNHEjJU6RTFS0hAHEBtYQREURHa82mXnEgmxxKSOuS2EUC0aFwaYDKZBsWs61XCBvDFqAxnIUofq+cNFHbUUjaFmdmquTuir7J3qC+m80fYC0K+8bvm7L/k/N7/46p0/3HzXQ89t3LZnsq+xyP3RsyzLsizLckb/pzPuoA7asl+69sL3X3XKyXO0pTNAQNoN1wacwfUpJOc/+aW//co3766KeV3rmBuCCUG9RW9qFI0UxkZsYICSmfMSQl223MzM1NKlS+/9d9cPFtkJACkKYvrBhuc+8ddf/9Gm7RV1asUuf7RYKKxfxKmOVMsWdq5/w8WXXbD2qFFXICrqGQyn0n/zOw//90/dMpN84AIgaBxt+f7MvrWrVv7R79/YQQX4BIqgCnjo0Wf++D9+YqafEndcOTI5PVO0nFh3zcnH/sm/+sCoJwc2YIrwb/77Zx9++oV92qm41S6UQ9XSmaOG6eN/+ntL5rYRuk4oKYTci9u2f/gzt03SMFf7Fkr3gze8afnSI4YZi1eMrj3+3BuvP/fex6c/e+vdd298JV+vWZZlWZZl/2tldPODYhNJLAYgKSUVKDOMAMfkjNg0whIYFCrHRlDS4AhO6IgFC1936rxrz5x/4vLj5s4Zc4AngnQAQJqqETZQiVphW6dHn5VV3ao1EvcqMOGG4RylKfOOkjGRUmHqYYYUCiTrmRKkjhQxp8c1Rw+p0YkGTfqlBzfe/PDMfQ88NT7d7cvifW4MwqSOYhVQzpTz95LbuWty02e+95//6t53v+mSG16/9piSnWDUepevXvqFY8986KmZ5A2WfHJpUrV11NYn9l2yfsc7z5gbxHeBDqMd4l/f/fQ94RQ4K8NEVZVoHQH40bjj9y45b9wj1LHkGpDHt4WvbKz21ovhC6BEd4+LReLFG/dNffreRz947bpxbvdIZrT6wue/8OqUrLvg0qExUq1Gink33Xn/+Wf1L1x9hgCl9ZdS6/qVw2/+15dvmkw/ePjJ2x/csmnbvq17Ys1DkQQwWHSxbpGZhoQUjeHaCm462pA1g1GhRAYqtM4XfZZlWZZl2WGT0SlqUwWuRIkBEjhC7IvBm3FITjGDmotOUIG1TIaCkK8nhql/wclH/daNb155bMcrrGlnqJDBc9Ps/wZtywlJ4JPxTOLkR2a8T2rwwwgVi0spNcOGzBcgwHnxXPe7XLQ1WhIBFftoHDyiqRsQa3Ffuf2Rf/vxr7/sjraimCBL4pHUsURNMaVWu1N3A9pFQDFh7X5IH7n5jic3bvmPH3z74mEEK+aPlH/6a2957EOf2z7thdmsVi4R1Iz+4P+57bL/8q7R8XIYIODBHeEf7n+Uwoj54eRHuT+ForDQu/I1J772nFUMODaIMyru37Cx26+9tNRiMgYNg4NoZexu/frdbz7vrNPnUmF4bOv2PVP6yx941+/9yU3LTlzpxB6870sf/U+/+aXPfvm8NWcIQFaYJWFp+9YJc9NJV6y97oq1u7v4u3s2/sWtf7dtX1WVY8rt2g1NS0eqvcNFKHw51U0mLXiHGEEBUEIze9WMzPJVn2VZlmVZdmg7MJfHJ/UaxRKh6RWYoAFOwKQKUXhiV7S8Y0Z0XHmb8L2XTlrg/vBXrvvo77/rrCWddne6TbEUtDwKB0umsRkApD/2mqqaIjMrgKS1lAkOdUBKZoYQfJPU6wAzhCqFCpbABhH4ElRGaUUDs5DQ3oTP3HZPD+MxUqrqNDQaXAlCWc0UkhxSqnpoeep0QJKKkZ4b7hXjdz/yzD2PPZMQIoRMTxjXdScfKb70xIYATwQyuOenw0PPvhgAZ6FO/VvufnR37doiUCTznriEzvHxHa+7cMiBkAonBukCT2zdAxZNgaFIEdGReEqVE7djj373kWcjk5A+/8LLF7/uTZ6hmk5be9ab3rx2JsQqoWzPqRMCzIxhRhYZGOLYRpgDLOvgf7/i5Fv+82/feNVZQ72XXH+Xp4S6Sn5oouLJqWDkYBGxItRsgSwZ2MiBinzFZ1mWZVmWHfoOWkeHAWCLRJEUymxEgKSoCayFr6JG9BHqBUU8fdnIZWvOWLlswdqVS8e9sgYnbO2WgsgAMyZiadqz6E++phERt6kesckZFgnBNCUuSchZbUUrBvVSBi4AYwpsVcE97U8l8oBHCMPWAiFE2TbZ/4NPfvWxXejJsEiRkOoISDGUdi7rpDnLFg3L2As7dm7ds7ue6UUuYjJwS8mZxD+7+d7LTrt+rOMpxY6bufHq1Xc/9PVuBDlB7Dtq1TaUWD9z11PnrFmpSI9t3fuZb3yvK3McAUmNCiLn65m3XnLqpavGvEamBEIg/3LAvY8+q1QUHCyGKIX5UY27C0kxxL7M+/SX773+ouMXcj9U5sqhBCiqb3zrvv+6cdOF5641AKLJzCwQCgIBlSUHJ6RGCM5szDA6Rn/43ivf//bLn9iy7Zv3b7n/iee3vFr1WqOAIdZEyUE5VWyaSAIKIwDefryhZZZlWZZlWXZIZ/TKNb1HiI0JDGVAoATPQIqhlrabP/Pi+WtPf+/b37hmRTmk6DAQu2SAMEBmIBJPAJGmqDCWfywPkieVU5bMuXTl3Bq+IAbQTV5aow9tfHGCCsRIrkRQIJhOLhqT1ccttnqG2KWQvGsvHDMy1OL+22e+fuf6lyZ5lEqi1IV6dBb63qs3XnPW+96wbnReu8PYOWH/7aZvfeX27/fLhVU5FkNIaq7sPLtjz5/f8u3fufEXkonN9C455Yh3X7Ly83c+NqEQ7RkVUYaA7l2Pvvjklr2nHjvnpm+tj65lGA6mJIpUR7Nl4+UNV55Z9oMrCaSW6lrc17734o6pGOFKJ6HqmxkQkqkKnFKS0Wd37Vu/6aXXr5wz2m4/v3XnsqMWOcIvvfPcr93WmZl+pRBUPYgQN8NWiQABoHDMQAJBSYgQhxGWD2PFmUuvPnPpril87YGnP/nV7z774nbXnjtRIUTj9pCZEZRgpNEGFS9ZlmVZlmXZYZLRwWJgU1YI1MEYRBR7La4sTA77eNLypb9x+dvWrT5lZMhB4Rh9Q+E6bAlIBONBBGQzYyYimBkRHVxRAwAQJn37Nedee/W54oEa3qEizAC//Ae33fvULuNCjcBMoiOGi9ed9nvvf21HUTpUfbQ9JKGk/vZu6zuPbJ3BMFxpacYsEhc2OXXqioW/9u7XLnEaAQGKYfqNd18Ve1Nf/8HTMxEyPCdVsa5rgXz7+4+97Q3XnL7QiVsoSX/5befd/tBTU3v6be+m6gBElK5buZtv+4ff/uDbH3z6ZUeMqCBv1JfU6zhdcfS805aNFE7UlAkAEujv7/leksJ6sTZzRQsBVO2VIan6oc1lrGty5WMv7rh05fyTjj/2Dz7yV+ec/autQqZ34YZ3nPGhD/4HjVemMC3UnElAQeKMIFBTIxEYxwhx3ix4ARA4xiXD/j0XL79izbLvPrzxY7fcvjlYGB7tJQGLmQKJLQoiAZQL0rMsy7Isyw6bjI4STFAFC5FR6BUhLB7F+SuPPOOEVRedsfyEpWMjBjMzS0rczA1SwEgIzGYgwuA3NSUuRAcNIdrPWBgjhDFSssg+EiygnCLX4ggSGKkazChFSj1XTy9kjLAyjFpolukR+w8//erzXV8VQ5Rqs8QiatqiyfdesfooCqX1CisAKsDHjfkPvf8Xf7Tpv0xNUB0TCICLKLftnbntOw8tfevZHfUthKXj9u9/+62/8sc375oGREkSVwncvuWezc/1b9+0o1cpwSuEYVpi6vxTlnz4t653lMw4AVBiKTdtm3x80/MxLUDRVtKgaWio/K13XP7hz30xlZ1YxdKjVtz18PPvu+qsJUeWv/i68z/50b+89LyzFvtXdG/xrjdeftPH/+rNV19QAmIgjmTOFBBA+wSBMojYIwEgbzCCkjjAWugdPxxWXHziVeesvG/TSw9v2v39R597bMuOqQiVVjJWLoo4Rab5us+yLMuyLDtMMnpl7EzSNNX7HHpHj3fefs2Vb7n0jBVzHdfWdhWm94ThRSA4M4cAUxhADOIEF4gU7GBuMJvzJ9bOD0rqDAJ8E7VhgIdFb6Eg19TEE5SgAAEqZgJzgEfzYAEAFgTe+OKOLhQSRANZockT6yi/eunKhW1U0ILIYEawNvmjx/mUk45//MGXAAeokQVIZe1/WP/0L7317DlCSNxCvHTF6BvOOfUv73wKVnHcJzbOhL1+6bfv3Tg83jZm4mQ6hf7UUfP8n/3O9Ue2wSYxQR0jcYK//9FHp2ohIfZFDFVB6dzTV9xw1RE3f63YvA/mpN+fLIZHH9uyc+skTu7YNZec+dpLzvzqN75z8198DUjnnXPVr7/vncOlCSAGUAI5AwwK8oOxqs1sJwIAAxkEJACITHybQAta+IUzl15z5tLJt6x+ZPPuT3/5jr+//6m6HNXW3GFmzhk9y7Isy7LscMnoHSKrZtqYWHYEnbJ86fuvv+a0pYtJ0QHIE5JDe35o1nOJxBiUYApTwBPZP7Jevj+S/2ROjyA3WBqGD2BPQhZnSzAUUFCzt5GApjs7DI5gabZSw3GxZ7pGu4RVUHUy0o/GnEaKNG+YoYC0DBXYwVRTIPFz5swz2gkjEMPIiCGtra/srQPIqcIZahenXrdu+U13PMYOFOtganXA8GJ4V4U9QTpiKfUmWm2/7tQVC13dBie4qEZGkCICG7fuCiiYKMUaZt6qi9eeOAYsXzj63MSMsTOKIVR76/qHT+w45dxFVXei1Rl709UXXff6C3rVFNlQpwQsyf5vjYEMRhyJMTgjTTAHkAAzcAIDSFwEgJtbmH5fiOcVxWtWzDv1Q2+/4v4Xv3bH9+977OlucIKc0bMsy7Isyw6TjH7cws4Jy5ZfsW7BRauOOXK83cE0h31MBawF5ihOgdIAAgEGB0gTmJvU6M3QrKAT2U/l9cGab/MAa8pkBp9FAoOdEQNmQLP0DQMzjBQMuKaKunmxpv26E9o7HcGCOoK5NmXvEftzFszzrgRLDQgVRiQgRnLA+CiTNa+qrEkJXVdwf5K6is4MSQvgUvz5qxa99ZJTv3Ln/cplsMqcIM4gdI0Zzmnsj7g4l6sbX3/OMBuZwrRVcK1Qwu4K393wQkBHwAiVFG5+ma5ePWcYev7JS+55/Ed9N47WkGhidZ/+q2+8YfV7jmwXBmUDm46Wo0nJknlhNOfTGDAQsaEmABBgcD9kCUggI6hAADEbnJ9k4LJFBjMb8lQorjtvyVvPv+6pLS/f+sRLCzQ3dsmyLMuyLDukHVjkbsnUSccvPGftiQvmtJlgqc0yDupAOcUoFIR6YkEssOmgKpxYiY0YRgQjKAD7xxbUbf8HoBl7yQAssCUHsBlp9AaGgszIjJvKdm4ivzNAlTSKqjcUADhABH0iK5VEOSj6RgSMKzpKvsfQpo+JKZE6Q5vNkUIDa1VYcFpH8gVjxBKoJq6cOdPWiMQ/+pcXvHbtmX1tl76fzDq2B2lSWaABLI7ofddefN7yBZoYVjhTMiVNCtz1g00v7AnGHah5x4Kwatn85SNw1lt7/DEjZnBDcO2UkrBqaQoAACAASURBVKg8t23vU8/vJAJrLMhijZQIlKJGTQyK4AomMCMKZCgRSkQHZdt/4zN7igAyeGgL6lMoCQXgWJmSVl2xKASLOGHZogtes3pkyOfrPsuyLMuy7FB2YB1900t7Nt/05b/5arlu1fJVJxxz/hnHn3jkcAsoBUIErcQCqIABpGRqMCE249lVcTYwHRTFsX+iZVM6DWoWcFkNbJHAEAJL0wiGLAKJSMEwECWzpCQ1+0hsg2RvQABIzTFobMjDl+hXhUQIqgiS1r7p6amQhkrySIwqolMRMSiq9vpIdYArGew1iqZYdIbEtR1BSjNKFpiJLS6A/P57Lnvm+c8/tyvAcdWPRXu4tgKQobjrPa9f+943nS2m5L0CBKJUeSp3TOPTX763a23n1NV98e0UwqoVS1upJvIrjztyXru7N85EeDUJjlVb31//1EXHv4YMieBLB0CJCu9hSCBACASypgKdoqKZrUQJaCp2nCUjpgQoNT8hMMeMVENrMAyshX+pxw88u3PjC7vufWDD+o3bb7j0VFx2ar70syzLsizLDoOM3vXjKYVeF9vuf+5vv7txbvnN88844QPvuOKMY0YLSEEdjjVSghNYAnOTFrWpSVHAQIO6DPx4NN9fhz77uRoxIghc8Oz2R2OpCcoAmMycalQzkcAuMg1K0yFADeNELOYWj5WouzY8St2er0PiTmK/fe/L2ya6C0ppcyTXhgIkZGKM7S+9LKxacKzrGWbfark4s3zZIikY8KpEQglqijb09IX81otP++Mvrheq1Y3WCoggupWLh379befPLwhKRsrgBHPORcVtd21++MWZWM7lOMUaQu0cy7LlS2spYkRnDtaeu2rLd7ahbrlWu6KA4O7fsDW966LmhqYpE6fmBww0+61hUHPeyIBycO9Dg3KXlCrnBGBWEkCNk6oKRAqTIgCv9nDHg0/9xW13b9g22aNOsIJobuShfN1nWZZlWZYdHhk9igKolSI64jp7Qn33wy8+vOGj77jm4ssvWnvsYum4cqzuQy1ocoVL4GQQpqgQAzOACNImUhpYIfuX1BnGSDQoWOfZehglEIEwmLMDMmVEgAkqhmgm1rR2waCc/cAifb1kwXi75F5VBSoYsfDcDTWG5m14budrliwn3ZeiawsQApyPhC3Pb2dHSXtwpJErtMaw46zT1wgbjAnMEE2RiAjGsGOOGjIBI5Els6Y+nBbMHZ0zJE3pfPOeE0jB05G//f3vRwYkKWDiRTygT+/o/+39T7qgk9yeoNEkHg6kFQmM+dntr748gUVjEFMiBUigP9USB4PadE6AA5EalEAAO0BnQEwoEDyj5sIS/IRRl2jDs71PffHv7n90y0QfcK1CXIt5OjdHz7Isy7IsO4wyOpIDFwCrkhIryl6KU9b+8Bfv+eht96w6adnaNSdeeezYCSuWjA2VyUwInmCxduIAsxSJYEw26ETSBOpBJNSmkfrsUvFsd0Yjs6bkGqQMEIxNUxPpoWRJNIkFMsVPhFfV1ccduVj2bUujtQz1ibmqxbV62vnyvU+96axjF5UCiVp3TcqXu+4Ld2x4bBe6NgQUsASLwnLcyOTV557kyTQZE1s0Jy6qIc0IBRKgIK4NlhSaTAVKCm0CMxmQLAYmN2G6cdvUhi3bUYzDIph7QZ3jVFUfu/UbRdrVhkzaUOXmJWXnUqp7Th1IXunTTX/3wG+8Y93w4DzZ4Gxhf1/5Ax+VmnIhJUCMCA6xBApQUqpj0YtwL+zUZ7Zvv/OhZ29/ZOtL++qJWAKLqGVsgVPw1oMbzhd9lmVZlmXZ4ZPRrY1osARH8JQgqOOMFN4vCsDdj0/c9/Qjn7Pdy4+e/97rrr7srIXDMQ07EzaEHpwjJwAnUJrd7OmgNDt83sAK1wTtYrb3XxPZm97eMNYD4V4SGKjJhPc3X2z+BQ02pZobOmYOvfd1p3/4r+6qR1cpj6jrMgyQ7z26/Vf/5LO/e8O1y44bqaKb6PH/9amvf/2+p+rWYrCHFOhNdTz5fVt//dcuOe3oETJjdohKxDaYuwRKVVMXH1lIZX9TGQZxU32iBkskcJY60lr/+IbpPllbIARpEUusk7iyp9bzS6aqYOVC6xOVFVnft9taRWE3jfLmu79/9aVnrT5i0OP8QFD/KZEiQx0SYfZ+xwSO9vRd6rjnpujmv73v23c/vXtiKrjOjLrILSMBGwhJDWI1u9x3McuyLMuy7HDK6C6qsYE1hRpVgBi8Q+IQIvmS3VCvTj2M7n2h++gf//m156/8wNuuOOXYuSPkpPApJQZHqCZz4jHo4X1wZ3RmOrASToNfun+d2IgNUJKmq2MabI5sUjuDCCZN3Xrzz2s4TtU7rzzn9u8+9L093UBzoEysCJUW5Tcffuaxpz+y6rSVndL96KkXnthZFXOORK+Ci4gVvAnNLJ2P1194dgtQVRMhBkKI5skDqtBoRlCOKIh8c5egaH7CADWYQlxzw6AO2Pj0DuM2lCGCyoyJY3TJzLGSh3gLjBAcdYPV4JZwyygl77ZN7btr/Y9WvmGNnz0zTIM/7M/rzat7NJtzSzSzjVyqLXSpXXdwyz3PfeLmb7+wW6MMUTFcVf2iVRaCqqrAAiKIAGzJctvFLMuyLMuywymje96nZpaIWZQcWDRY09yPNcIq7ynwaN+qMHTU3zz44l0bPnXEWOvCM1Zeds6Jq09cMi7EYE8qabbRopAqERHR/nmYzRJxIjA3jc5NABg4kguAsTMAEBA1783ABlGQkRiISZvi7ABqMx05Vvy73/il9/ynr26emjLPFGrnfEhkc1Y+G6otj0w7pOTm2lDZ60dPQdJk5DIyC8/ccN2l81qtZElFgsFDqTBiC2ouKXzpILAC4kxdc6egikiUgAA4YYUw1FT29LH+yZdSMT/CkAxlm/vdxS0ddbFm6xUsRRKtWmUVrft8lMCdlDziNEo3jc7N337gusvXzC3gGDAIgc3Q1OkDIDYzIqLKQxDIVGjSsGMifPeRTfc8sGnjczu37ba+DQdxSgoCWmUVAxTMbGqmgDGYQQwL+aLPsizLsiw7bDK6Uc+IDR7mybwlTyBYZApAAFdAYiUDJSpSccRLRi/t1cfv3PK523900sLWv3jX69edcdziNrcVTkCEuo5emAbdXBLs4J4vEKSmxNwIZhRMagIslWJ1CCoFwSwE02imzehRBRgCJAZKwIzJudUnHvlvbrzyN/70L6wc78Mbc0octYQbAu8KsQYMvgQPRXXaDW22FtW//OZrrrv8FDI4IDQL1dI0dmRjBnsoe0CSJjGYghLU2EiYDehHtBw0oWQO5L5094ZnJ2JXCmgFDuj22j79+9953xnHFu0O6gIhoYgYMTy1ffeb//UnQ92GmwcjSmAefmb79GOb9162ag4DTCnFioS1DuIcsUspGRGRE0Hf0HP0/Aw+dstdX7378cl+p4pOZARUQyZZWI0HG3SdNFsLCGAlgSEpWQqSr/ksy7Isy7LDJ6NHKmFsECM2AqwpRDEFA0zmQewsJHCCBwjkQQjwU+Se2j39a//3J05eccx7f/GKS9YcP95BAXQKptiFKozAAikiJAItPagmukntjALoAJL61J/wbsRCP/a7Rasc9lRQGvT+Puh9e6tqcgFQ4LI1x33w+ss/+zff2kejlUlfk7kSTLDKFSlpz9BCSNbrjY+OhD3brrlo9a++6ZQ5s0/FQBoM7zRFIjjAIYZU18PWm1Q4FaCXyApzTksGSg8AIp6hFdM371sfiwJsUIMk72w+x3NOLY70IKAC1MGRDrHGhZ1FowJrT072Soscg7BnbW3a9NxVq0aqqucde8dIQQoHsKoqexAHoOuwfXf34zffefeDT2+f6fR5YTBxbbbUN0SGpggi17RpBNDcApGBkQjKUAICinzRZ1mWZVmWHT4ZXccHOzYpoSnoIIOxmQAeWsJIUBkZLMESIRiY2Sf1+3TEjZzww51pw59/bfkRnZXHLr5szfKLzzj+qBHXspoECVYbAiECLTCABHHgQceSmETUGR3ZTse0enBGZGjFYMGl3pirPIxBaTZRkxniDLnRZq7pXJd+6/oLf+G1Z958z6Pfvu+JF1/ZU1X7InjKL6Q4PazTVE+J84sWjV54ytEXnf6aK9YsG0fNxKlZbTYFMcCACBAtKZh9Mbe0o4q9C7w4ZVAVmCW15peBVIU5KcCImrbumN7x8vYFnQW1TTMHT1MUuuefvHwMKM3YJkpLKh3mHiMeMTL2ixecdusdD491xkpNrViZsoyPPLf5iVitaJUFzKBmXIRIyhJYeoYnN+9c/8iTtz/z6lObX9w9EUmGa2oRRYdaq2iIEElu1JLAXNMPh5HYElEFqBGMLDTDkCxn9CzLsizLskMd2ew0UHrb55usDkogHURi48FmRWvWzmtACYktNcM/YyT2bXNehZAiWbDUE8SynhjF9A1vvuKX3nzp3CF0CAAEEKBMiNI0eKlgYnAagrge2L/Qa1GLNIIZRIgEIrgujmoHkK+BAoAFQGDdWlvqHACfKtIQpT1hYoKtO/vr1z/5wrZtz0zNC1V3yZicfuycU1csOWH5/I5HCUjcB7JArcTtEkpWAy0jkEUzjVxoilZ3kxvdDRBBFCD0BVB0YljUUkRO7BPXFFOU9quGbg3vwARNYIZPurBkq0JZ1KAAHQFNW6qjmzejPFFBS9SKOQpS9D1Qd5e0WyklNSLnaiAAPeDeDbv/8tZv/vCxzXDtydaqECfgppn7GrqS2PMIYwji+zEoalDZNLIk1IJEiICCTIHUnFAQJf+By47/2PsvyJd+lmVZlmXZYZDR3ds+AgBggzNzTa+V2XaIaVAQrgVgRAozApExDzaCJkZUSkaSqDQwgYlYtBov4wmLR9+wZsnVZy45eck87xJktGYYUCLACHBINWwfmCsej+Ycm6XgRGYgBLQNXqfArUjeDfaLikFTSuJcStExKwCwgowQFMycANZ9gUcN3NHkLILcjIoISlOGKbjH1EGfUgUaxuBALDKpWcEhaaq4LMxYxThVxBHUtuAxg+iTDClVbGaJWcQiEYM0mjMYIgpmsgQRAykHMUR1VJuUCuK6R1aRH9VaLPSkDFYUBmYEw8R0ePCJzXc8sGnz9l0btu6e0KEoQxEeqQdhMGAJMCYzNSgIbOwABgKhHuzOBWPwsek7j9lxpSFn9CzLsizLssMmo/PbPv3zeEKjQcUMY1BqbqbRk7GFdWetfud15711KdjggYIgyQCChkH0dM2MUopAhBCkGXpfAKyAJRgN+je6uP8VD2oozoDM9knEz2d7pOmBJ//HOhc2teyM2clMOvuDCDiAAGcEUijBCBFmoKbWp2AgzkBnIGEfDU3IeA+49fZtf3nLN16aCDV3mtsGgrIqU4rEP4/j4Q9ctuJj778wX/pZlmVZlmWHLPf/9wuYEcDExurWr3/oiccf+9bi+n03XLdu5cIEFKxczzjvAAM7U0kmJmSABwSJLAEMEmOCSRPhYcEgs4H54K2k1Py2HxtJ+nO5l/n/HC3E+PHoPljSVlBzh9JU9UcoWaJSGECKkZ2CyHyrTkME7O3j1nuf+tad33n82ZfqYlxR/sSLZ1mWZVmWZTmj/0/F8mYc6GAEEcAiMdZRYyEy1a2+/Yx89w//+sQl46uWL754zdILTj9hFLU3EzCRkFKTb1lBWoETwOAisY8EBhwltqDwg+lH4GYzJDAbo232U/p5hFuaPaafPMr9B6tNN/jmoU1H89kxTYNHqdbCzsEhJpgKawDNgDburO99bOuGp6Z/tGHDnr07qmhRhoMVRn72tsDIFJRosLE1y7Isy7Isyxn9Z8roB638klrSCBbnHNchpGDVcKtn9uC2/sPbn/vSdzbNL+/45Xdc+6ZLlrSAEcKQi6grqEFKcAtGicFMAhWYwhRIVPD+QA4QDs7kgyFHP7+j4wNJffCCdvBXFNyUr1DzVgyADlq/g5tScGcFVEEpktVSGOPJV6qP3/qd2763YYpGtDX8/7J3fzGWnndhx3+/533PmdnZtb0J66KKEJJgVPKnRMSGgmkT1DYFcUMFERWVegVSe9W73veqvaZqKyhUKgQaiaIGItqaNE5CnBanicE4cfBGzj/bsfMHYsfemZ05532eXy/OrL2bBKmKV+oO+XxkeVfenZlznpkdf8+7v/d5+vPbOS5O6/VS0Ufkah1jnH6srKiqLF+sAAAa/ebIaVV9O3otrWWb9i/sHW++Vqvzm6VtanUU55/v8S9/5T3/4wOXfvYn7v3JH/nuZfTbpmw5YmzGvN/ntoviOSJiTJEVrUebdlPoeVrN3/Di4KYV7Y3v85u824zKqIo2rl3Yj2gtKmNkjKyMyDre5rlzV/pY5vbwU5sPP/TYO3/3Q09+dYnzr9geHcXJn08Ht/UeyzKiZa5XtWzjpb8aGJVh4AUAQKPftMSt3iOnbDFqZMybpdZ5W19aby1W6+hjG9Xb3gOPP/ORx37zP7zrth/7wTf87btfd/cbvufOCzmPvldLZlS1nq2iTRVZMe+GQGI3VpNxQ8HujiTKuEkXnuu6Fv+GUm8RkbU7SWk9ctodnVoRLaZVjBaVtUTV8wfnPvPMlQ8//PgffOSJj376mSub2sS87LfYHq7W0xyrzdVeq/1YZfSlluXamExF1NjtmegyOgCARn/58vRSd0ZEVURmZVbEpvYzeqttbA/b6blG0dvqaL3/yFdXj9z/5L+//5Pf9crx1rd8/z9/x99546Vzq77MLSJiGddPh7+4r0vm6Q6D1341b+Z593XjFeyqkadPqo0xMjNzqhGZY46cq42okdkjDqNFxJXt9MnLz/zSex/86EOPHZ0cbNvtfbptuxzFqkf2FhVj6hXZpqgRS+z2uMxr4zqVpx+rMvL681kBANDo/+9l/mJHXxsUr9MbLuvate2pV/WsMdWYR00RI6Ylp97mMa2jrWLUl4427/7AJ/7koU/80599+9vuftNrL+XBtb0Ulx45xVTXPtrokSNGxbS7zzLr2lYv0016PtcZuXvJMaKiss2xe63Q5qlGHh9G9Laa2zRtx+qkzZ/8YvzKu/7nfR/66Mkd331cl9bn948PD+e5T3PV2G1dkz0zslX0a7e67gJ9nAZ6tdNbRdOsCwCARv9WXTeUUVm7nV2+blDjePfbRkw95nH6VrtzdjZRmxZtudq2ecfjz41/8cv333nHh+++68633/O9P/6D3/eav3awXrUxNr2mqUVmVkbLyJYRPSojd+MwN/M1x/WlXqOyTdlyjFzG7uzOisiROdYHEXW0HQ8/+uQHH/nMfR/79Ke/cvRcv227fnVcnSL2jzfbmCun6sebbHsVrSKjVWRljWmMuDZRczrKc/1mMmZdAAA0+sto2l1ZjtN9CG+M9oicxlQRI6O36FNEjqiIqlZjHruTgNo21q1GW+1t2/qpw+Xpj3/tvkcffMVv/ME/vPeun7r3B976N1/T19PpEUFT29uNfe/2e/z64ZSblOnXnkTmNJaK1rLtdkGPKcbodXWav3gyfezylV/69d959Ikvb6b9aqseB+tpju3VbRxl7Od0fiz7221Fm2taIk+iWox11CqrZ2wiYpzeBdte+tgl0gEANPrL8OIEyq4u88ayrN2/KirzhgI9PRm0RWVlVVRlj+ib5aRGj7Yaud7G3pf66j994Mn/8sFPv+F7vvNt97z63rtf/6a7/vqFKSJyP+fdXHvUyMy8eZfSrwX67v21ioqWFbGM6BWV8cTz/cHHnrz/jy5/6E8/95XDftTO93OvimUbU8R2c7K9Omes5lz6Ess2a1Wj59yqRsTYHSMaVRXR83R+54axlqqMnrsXMTH5egUA0OjfYtVWRNY32QYxoyLasjrJ0SKmrDnGFDHVbhuWHGNaIkdUj8yeGb21qa1qtHGUlSd9Otl71XGuH3hy/vwT973zt3/vzd/7qr//Y/f8zNt/9M7zq3XL3emeGdUib9r9lacvO+rati7ZWhsVGfGFp//iffe//9fe/2cfP7w4TetRq22fKnpsDiMiqkXl2Lt90yOuXs29NsbV1o5a1ZSr0VvEuRFROaIdV2TktPt7htNGr9MhoIxqNTJqSY0OAPBt1ujTSzul3Iyo/UuN1netOSI2N+6Zcv3b1os/VkTPjIyp9Rh/sYv9L8+vrlz+/Kl43288+Nsf/fIv/KOfvueN+3eu4mLEahy1PJ6qn4w79+aoOszsUS1qv485MlqLzIja3HjF+nQHlT4yWkZE3y1QjZY9xiaW42gtp/MvxPpzR/Ef3/v5X/1vHzl6obf5rtaeXyoi+jS/+HYR1SMjlisREXsR0aOdbj4zRkX2iN6uf67V/9IFzKjIm/IJmmubxmYAAM5Koy+xOkOPe6lV5KjWYv/gY5/64mP/6t/dedvej/7Aa//eD9/1t9702jsv3NHHciGPlr5qeX6M6BkjIubIqKmijWhjHXOPiIoc0XZzOb3XasoWUWOsY8RYqq16TCe1v8wHj33h8A8feuTDj3z2sc8984WvbbbtoOUc23aWli7HcBwSAMBZafSztrvffsxts/SonquDavW156489cDj//X9D126sP75d/z02976+nu/I6qiRUwtxukO6rHby7DliLatWL84EpPX/mk1MkbutnBsdTWnKyM+9XT9m//8+7//4CdP5otjZPR5vZ4PYtvq6Dj2r7aDs5Po6chSAIAz0+itztIROSN6LCNai1jXdnOybPYuXDw6fv7g3P6Xjw//7W++59ff/b5/9pM/9I9/7kcuznEullVU9qw+Ty0io/pxzkuPdURMURlLVI+qyIgeMe9FtONebco//vwLv/au+/7okU996WS97F8afY71KqYam8OrJ1dWscS8anlmli5jyXAWEgDAGWn0rLM0pjzXSVVUzCMyWubB+ZPNNtr+lWU7TbdN1V+4svzr9zz4q+998O+++a6feMtr3vDa77rrVbevpk1FVURb7e+OETrdUWYsET0io7fjaf3sST7xlSv3P/iJ//3Hl//PE1cPjzc97uht7ktF9hiVo3q1Wt1R2SrP0tLljVP/AADc0o3e2/oMPe51HY+IPkabVtWm2l6NaR1jqXm99GXJNq33X5imFzbjt/7XE7/7wY9f3O9vvfuuf/Iz/+BNd71yL2IdkdXW1SNiZBvt3CbiJOKFFv/9gad++bd+77NffLb2Lx6eVK0vResxT7GcxBi7uZmKjLbf51UfI0aP7Gdl3ap6z9nXPQDA2Wj0OFMjEBVLRptbjtpWLDFNEZtoETUiK6PGWCLORx4fz22ZDg6r/86Dn3vg0Xf+0Bv/xi++421vft25cy2yb0fkSVsfZjy7jfc+9Oy773v/xx9/+rnjmg6+82Tb2/7cxxIZ0ZfIKaZpt73j7kVN9H7mlm6eZ/PoAABnptHvzOfO0OPO3EZEZVZERda1O15bRWTlbof2en5E9ozRppHrnPee2/Q/fOiRRx/5yFted+nHf/j1P3XP9114xXf8yeU/e99Dn/ngw5+9/KUrm9xbYr6wbhlXL7RNG2OuGtkqcuQ0okVkZESMVtWqt6qROc7OzuVT9Atx6OseAOCWbt26Nkv98FfP0uNe2jf7rxV5bf+WrJhyiTGPiBHRM3rGyFhP0Ub0o+Vgmm5fnr794iu/euWk7d/x7NVlOrfajKiI7TYiYr2K6nGuIiLGiwcy1ddfhh4RdXYuTI+KS3v16gsupQMAnIVGX87UrYTXbfJ9w8PeXeXOOv2FFpGx2d0POmLuY+4R1SIyosYUbcoYfaymHH2pyNZ2YystMkfliFjlbk/GynrpbsvTi/fZvvEB3OIqslVNqdEBAG7hRrcEAABws9TN2PEvq+zEBwAAt5BmCQAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAMBfWfOLP8tMywHAy1dVFgHg5jT65cuXLQcAAPx/Z9YFAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwCAsyOr6vRnmZYDgJfvxf+zAPByGx0AALgVmHUBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACAIaBIpQAAFXBJREFURgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAC3inn3Q2ZaCwBuiqqyCAAvR/pOCgAAtxSzLgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAAN+K+dvzaWemzz3AraOqLALAS7Hq2yIAANxSzLoAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAA4FYxf3s+7cz0uQfgjKoqiwB/xWPVn3MAALilmHUBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodOD/tluHNgAAIRAEQ/KG/pvF8S1gECQz+tSpBQDQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAFz0hruqykx/AQDAtuju6TTCXwAAsO0DUb5oNUNm7HwAAAAASUVORK5CYII="/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">21<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">3.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Foreign currencies u<span class="_ _0"></span>sed in preparati<span class="_ _0"></span>on of these fin<span class="_ _0"></span>ancial statement </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">Foreign currency items o<span class="_ _1"></span>f the statement of finan<span class="_ _1"></span>cial position were translated u<span class="_ _1"></span>sing the following exch<span class="_ _1"></span>ange rates:<span class="_ _8"></span> </div></div><div class="c x4 y312 w24 h36"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Currency </div></div><div class="c x78 y312 w25 h36"><div class="t m0 x2f hf y313 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2023 (*)<span class="_ _0"></span> </span></div></div><div class="c x79 y312 w26 h36"><div class="t m0 x25 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2022<span class="_ _0"></span> </span></div></div><div class="c x4 y22f w24 h36"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">1 EUR </div></div><div class="c x78 y22f w25 h36"><div class="t m0 x7a h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls7">3480</span> </div></div><div class="c x79 y22f w26 h36"><div class="t m0 x7a h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls7">6899</span> </div></div><div class="c x4 y315 w24 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">1 USD </div></div><div class="c x78 y315 w25 h37"><div class="t m0 x7a h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">9350</span> </div></div><div class="c x79 y315 w26 h37"><div class="t m0 x7a h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls7">4018</span> </div></div><div class="c x4 y316 w24 h36"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">1 CNY </div></div><div class="c x78 y316 w25 h36"><div class="t m0 x7a h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls7">5534</span> </div></div><div class="c x79 y316 w26 h36"><div class="t m0 x7a h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls7">6348</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y317 ff2 fs3 fc0 sc0 ls0 ws0">(*) in ac<span class="_ _0"></span>cordance with NBP tab<span class="_ _0"></span>le No. 251/A/NBP/2023 of<span class="_ _0"></span> <span class="ls7">29 </span>December 2023<span class="ff1"> </span></div><div class="t m0 x1e h8 y318 ff3 fs5 fc1 sc0 lsd ws0">4.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Material accoun<span class="_ _0"></span>ting estimates a<span class="_ _0"></span>nd judgements </span></span></div><div class="t m0 x1e h4 y319 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y31a ff2 fs2 fc0 sc0 ls0 ws0">Estimates <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _8"></span>judgements <span class="_ _8"></span>are <span class="_ _8"></span>verified <span class="_ _8"></span>o<span class="_ _1"></span>n <span class="_ _8"></span>an <span class="_ _8"></span>ongoin<span class="_ _1"></span>g <span class="_ _8"></span>basis. <span class="_ _8"></span>Es<span class="_ _1"></span>timates <span class="_ _8"></span>and <span class="_ _8"></span>judgements <span class="_ _8"></span>u<span class="_ _1"></span>sed <span class="_ _8"></span>during <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>preparation <span class="_ _8"></span>of </div><div class="t m0 x4 h4 y31b ff2 fs2 fc0 sc0 ls0 ws0">the financial <span class="_ _1"></span>statements <span class="_ _1"></span>are based <span class="_ _1"></span>on <span class="_ _1"></span>historical experience <span class="_ _1"></span>as <span class="_ _1"></span>well as <span class="_ _1"></span>analyses <span class="_ _1"></span>and expectations<span class="_ _1"></span> of futu<span class="_ _1"></span>re events <span class="_ _1"></span>which, </div><div class="t m0 x4 h4 y31c ff2 fs2 fc0 sc0 ls0 ws0">to the best kn<span class="_ _1"></span>owledge of the Man<span class="_ _1"></span>agement Board, are believ<span class="_ _1"></span>ed to be reasonab<span class="_ _1"></span>le under the circumstances. <span class="_ _8"></span> </div><div class="t m0 x1e h4 y31d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y31e ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"> </span>Co<span class="_ _1"></span>mpany <span class="_ _13"> </span>makes <span class="_ _11"> </span>esti<span class="_ _1"></span>mates <span class="_ _11"> </span>an<span class="_ _1"></span>d <span class="_ _11"> </span>as<span class="_ _1"></span>sumptions <span class="_ _13"> </span>concerning <span class="_ _13"> </span>the <span class="_ _11"> </span>futu<span class="_ _1"></span>re. <span class="_ _11"> </span>The <span class="_ _13"> </span>resultin<span class="_ _1"></span>g <span class="_ _11"> </span>accoun<span class="_ _1"></span>ting <span class="_ _11"> </span>estimates <span class="_ _13"> </span>will, <span class="_ _13"> </span>by<span class="_ _1"></span> </div><div class="t m0 x4 h4 y31f ff2 fs2 fc0 sc0 ls0 ws0">definition, <span class="_ _1"></span>rarely <span class="_ _1"></span>equ<span class="_ _1"></span>al <span class="_ _1"></span>the <span class="_ _1"></span>ac<span class="_ _1"></span>tual <span class="_ _1"></span>results. <span class="_ _8"></span>The <span class="_ _1"></span>estimates <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>as<span class="_ _1"></span>sumptions <span class="_ _1"></span>that<span class="_ _1"></span> <span class="_ _1"></span>involve <span class="_ _1"></span>a<span class="_ _8"></span> significant <span class="_ _8"></span>risk <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>necessity </div><div class="t m0 x4 h4 y320 ff2 fs2 fc0 sc0 ls0 ws0">to <span class="_ _1"></span>make a <span class="_ _1"></span>mate<span class="_ _1"></span>rial ad<span class="_ _1"></span>justme<span class="_ _1"></span>nt <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>carrying <span class="_ _1"></span>amounts <span class="_ _1"></span>of <span class="_ _1"></span>assets <span class="_ _1"></span>and<span class="_ _1"></span> liabilities <span class="_ _1"></span>during <span class="_ _1"></span>the <span class="_ _1"></span>current <span class="_ _1"></span>or <span class="_ _1"></span>following <span class="_ _1"></span>financ<span class="_ _1"></span>ial </div><div class="t m0 x4 h4 y321 ff2 fs2 fc0 sc0 ls0 ws0">year are outlined below<span class="_ _1"></span>. </div><div class="t m0 x4 h18 y322 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y323 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Revenue rec<span class="_ _1"></span>ognition <span class="ffb">–</span> variable consider<span class="_ _1"></span>ation and retur<span class="_ _1"></span>ns </span></span></div><div class="t m0 x4 h4 y1bb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y324 ff2 fs2 fc0 sc0 ls0 ws0">Some contracts with cus<span class="_ _1"></span>tomers contain<span class="_ _1"></span> elements of variable consideration<span class="_ _1"></span>, arising from rebates gran<span class="_ _1"></span>ted to customers, </div><div class="t m0 x4 h4 y325 ff2 fs2 fc0 sc0 ls0 ws0">including these tied to<span class="_ _1"></span> achieving a set level of turn<span class="_ _1"></span>over.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y326 ff2 fs2 fc0 sc0 ls0 ws0">In accordance with IFRS 15, <span class="_ _1"></span>where a contra<span class="_ _1"></span>ct contains elements<span class="_ _1"></span> of variable consid<span class="_ _1"></span>eration, the entity will estimate the </div><div class="t m0 x4 h4 y327 ff2 fs2 fc0 sc0 ls0 ws0">amount of variab<span class="_ _1"></span>le consideration to which <span class="_ _1"></span>it will be entitled und<span class="_ _1"></span>er the contract in exchange for trans<span class="_ _1"></span>ferring promised </div><div class="t m0 x4 h4 y328 ff2 fs2 fc0 sc0 ls0 ws0">goods or s<span class="_ _1"></span>ervices to the customer. Variable con<span class="_ _1"></span>sideration is on<span class="_ _1"></span>ly included in the tra<span class="_ _1"></span>nsaction price if, and to the extent </div><div class="t m0 x4 h4 yb1 ff2 fs2 fc0 sc0 ls0 ws0">that, it is highly p<span class="_ _1"></span>robable that its inclusion<span class="_ _1"></span> will not result in a significant <span class="_ _1"></span>revenue reversal in th<span class="_ _1"></span>e future when the </div><div class="t m0 x4 h4 y329 ff2 fs2 fc0 sc0 ls0 ws0">uncertainty has<span class="_ _1"></span> been subsequentl<span class="_ _1"></span>y resolved. The Company <span class="_ _1"></span>estimates the potentia<span class="_ _1"></span>l liability aris<span class="_ _1"></span>ing from rebates granted </div><div class="t m0 x4 h4 y32a ff2 fs2 fc0 sc0 ls0 ws0">to customers, an<span class="_ _1"></span>d if the estimated liability is<span class="_ _1"></span> material, the Company recognizes t<span class="_ _1"></span>his liability as a<span class="_ _1"></span>n offset to revenues </div><div class="t m0 x4 h4 y32b ff2 fs2 fc0 sc0 ls0 ws0">from sales and as<span class="_ _1"></span> a trade liability. At the end <span class="_ _1"></span>of th<span class="_ _1"></span>e financial year, the rebates were lar<span class="_ _1"></span>gely settled.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y32c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y32d ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Useful lives and d<span class="_ _1"></span>epreciation rates for p<span class="_ _1"></span>roperty, plant and equipmen<span class="_ _1"></span>t<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h18 y32e ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y32f ff6 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>Company’s<span class="_ _1"></span> <span class="_ _8"></span>Management <span class="_ _8"></span>Boa<span class="_ _1"></span>rd <span class="_ _8"></span>determines <span class="_ _8"></span>estimated<span class="_ _1"></span> <span class="_ _8"></span>useful <span class="_ _8"></span>liv<span class="_ _1"></span>es <span class="_ _8"></span>and <span class="_ _8"></span>depreciation<span class="_ _1"></span> <span class="_ _8"></span>rates <span class="_ _10"></span>for <span class="_ _1"></span>tangible <span class="_ _8"></span>n<span class="_ _1"></span>on<span class="_ _8"></span><span class="ff2">-current </span></div><div class="t m0 x4 h4 y88 ff2 fs2 fc0 sc0 ls0 ws0">assets. <span class="_ _1"></span>The estimat<span class="_ _1"></span>es are b<span class="_ _1"></span>ased on<span class="_ _1"></span> the <span class="_ _1"></span>projected <span class="_ _1"></span>useful liv<span class="_ _1"></span>es for in<span class="_ _1"></span>dividual <span class="_ _1"></span>assets. <span class="_ _1"></span>The<span class="_ _1"></span> es<span class="_ _1"></span>timates may <span class="_ _1"></span>change <span class="_ _1"></span>materially </div><div class="t m0 x4 h4 y330 ff2 fs2 fc0 sc0 ls0 ws0">as <span class="_ _11"></span>a <span class="_ _11"></span>result <span class="_ _11"></span>of <span class="_ _11"></span>new <span class="_ _10"></span>tec<span class="_ _1"></span><span class="ff6">hnolog<span class="_ _1"></span>ical <span class="_ _11"></span>solutions <span class="_ _11"> </span>emerging <span class="_ _11"></span>on <span class="_ _11"></span>the <span class="_ _11"></span>market, <span class="_ _11"></span>plans <span class="_ _11"> </span>of <span class="_ _11"></span>the <span class="_ _11"> </span>Compan<span class="_ _1"></span>y’s <span class="_ _11"></span>Management <span class="_ _11"></span>Board, <span class="_ _11"> </span>or </span></div><div class="t m0 x4 h4 y331 ff2 fs2 fc0 sc0 ls0 ws0">intensity <span class="_ _10"></span>of <span class="_ _10"></span>use. <span class="_ _10"></span>The <span class="_ _10"></span>Management <span class="_ _10"></span>Board <span class="_ _10"></span>incr<span class="_ _1"></span>eases <span class="_ _10"></span>or <span class="_ _10"></span>decreases <span class="_ _10"></span>a <span class="_ _10"></span>depreciation <span class="_ _10"></span>rate <span class="_ _10"></span>fo<span class="_ _1"></span>r <span class="_ _10"></span>a <span class="_ _10"></span>given <span class="_ _10"></span>asset <span class="_ _10"></span>if <span class="_ _10"></span>its <span class="_ _10"></span>useful <span class="_ _10"></span>life </div><div class="t m0 x4 h4 y332 ff2 fs2 fc0 sc0 ls0 ws0">proves sh<span class="_ _1"></span>orter or longer <span class="_ _1"></span>than expected, respecti<span class="_ _1"></span>vely, <span class="_ _1"></span>and <span class="_ _1"></span>revalues techno<span class="_ _1"></span>logically obsolete as<span class="_ _1"></span>sets, and <span class="_ _1"></span>assets which <span class="_ _1"></span>are </div><div class="t m0 x4 h4 y333 ff2 fs2 fc0 sc0 ls0 ws0">not of strategic importa<span class="_ _1"></span>nce and whos<span class="_ _1"></span>e use has been discontinu<span class="_ _1"></span>ed<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y334 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y335 ff2 fs2 fc0 sc0 ls0 ws0">If <span class="_ _11"></span>the <span class="_ _11"></span>actual <span class="_ _11"></span>useful <span class="_ _10"></span>lives <span class="_ _11"> </span>of <span class="_ _11"> </span>property, <span class="_ _11"> </span>plant <span class="_ _11"></span>and <span class="_ _11"></span>equipment <span class="_ _11"></span>had <span class="_ _11"></span>been <span class="_ _11"></span>by <span class="_ _10"></span>10% <span class="_ _11"> </span>shorter <span class="_ _11"> </span>than <span class="_ _11"> </span>the <span class="_ _11"> </span>Management <span class="_ _11"></span>Board&apos;s </div><div class="t m0 x4 h4 y336 ff2 fs2 fc0 sc0 ls0 ws0">estimates, <span class="_ _1c"> </span>th<span class="_ _1"></span>e <span class="_ _1c"> </span>depreciation<span class="_ _1"></span> <span class="_ _1c"> </span>of <span class="_ _1c"> </span>p<span class="_ _1"></span>roperty, <span class="_ _1c"> </span>plan<span class="_ _1"></span>t <span class="_ _1c"> </span>and<span class="_ _1"></span> <span class="_ _1c"> </span>equipment <span class="_ _1c"> </span>would <span class="_ _17"> </span>have <span class="_ _17"> </span>been <span class="_ _17"> </span>higher <span class="_ _1c"> </span>b<span class="_ _1"></span>y <span class="_ _1c"> </span>PLN <span class="_ _17"> </span>391 <span class="_ _1c"> </span>thou<span class="_ _1"></span>sand <span class="_ _8"></span> </div><div class="t m0 x4 h4 y337 ff2 fs2 fc0 sc0 ls0 ws0">as at 31 Decemb<span class="_ _1"></span>er 2023 (PLN 257 thous<span class="_ _1"></span>and as at 31 December 2022).<span class="_ _1"></span> </div><div class="t m0 x4 h4 y338 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y339 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33f ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">22<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h18 y1a5 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Lease period for<span class="_ _1"></span> contracts concluded for<span class="_ _1"></span> an unspecified period of time<span class="_ _8"></span> </span></span></div><div class="t m0 x4 h4 y1a6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1a7 ff2 fs2 fc0 sc0 ls0 ws0">The  Company  is  a  party  to  contracts  with  an  indefinite  term.  When  determining  th<span class="_ _1"></span>e  lease  period,  the  Company </div><div class="t m0 x4 h4 y340 ff2 fs2 fc0 sc0 ls0 ws0">determines <span class="_ _1"></span>the <span class="_ _1"></span>period <span class="_ _1"></span>of <span class="_ _1"></span>contract <span class="_ _1"></span>enforceability. <span class="_ _1"></span>Leasing <span class="_ _1"></span>ceases <span class="_ _1"></span>to <span class="_ _1"></span>be <span class="_ _1"></span>enforceable <span class="_ _1"></span>when<span class="_ _1"></span> b<span class="_ _1"></span>oth <span class="_ _1"></span>the <span class="_ _1"></span>lessee an<span class="_ _1"></span>d <span class="_ _1"></span>the lessor </div><div class="t m0 x4 h4 y341 ff2 fs2 fc0 sc0 ls0 ws0">have the <span class="_ _7"></span>right <span class="_ _0"></span>to <span class="_ _0"></span>terminate <span class="_ _0"></span>the contract <span class="_ _7"></span>withou<span class="_ _1"></span>t <span class="_ _7"></span>hav<span class="_ _1"></span>ing <span class="_ _7"></span>to obtain <span class="_ _7"></span>p<span class="_ _1"></span>ermission <span class="_ _0"></span>from <span class="_ _0"></span>the <span class="_ _0"></span>other <span class="_ _7"></span>p<span class="_ _1"></span>arty <span class="_ _0"></span>without <span class="_ _0"></span>incurring mor<span class="_ _0"></span>e </div><div class="t m0 x4 h4 y342 ff2 fs2 fc0 sc0 ls0 ws0">than insignifican<span class="_ _1"></span>t penalties. The Company as<span class="_ _1"></span>sesses the significance of bro<span class="_ _1"></span>adly understo<span class="_ _1"></span>od penalties, meaning that ap<span class="_ _1"></span>art </div><div class="t m0 x4 h4 y343 ff2 fs2 fc0 sc0 ls0 ws0">from <span class="_ _8"></span>contractual <span class="_ _8"></span>o<span class="_ _1"></span>r <span class="_ _8"></span>financial <span class="_ _8"></span>matters<span class="_ _1"></span>, <span class="_ _8"></span>it <span class="_ _8"></span>al<span class="_ _1"></span>so <span class="_ _8"></span>takes<span class="_ _1"></span> <span class="_ _8"></span>into <span class="_ _8"></span>account <span class="_ _10"></span>all <span class="_ _1"></span>oth<span class="_ _1"></span>er <span class="_ _1"></span>s<span class="_ _1"></span>ignificant <span class="_ _8"></span>economic <span class="_ _8"></span>factors<span class="_ _1"></span> <span class="_ _8"></span>discouraging <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y344 ff2 fs2 fc0 sc0 ls0 ws0">termination <span class="_ _8"></span>of <span class="_ _8"></span>the<span class="_ _1"></span> <span class="_ _8"></span>contract <span class="_ _8"></span>(<span class="_ _1"></span>e.g. <span class="_ _8"></span>significant <span class="_ _10"></span>investments <span class="_ _8"></span>in <span class="_ _8"></span>leased <span class="_ _10"></span>asset, <span class="_ _8"></span>availability <span class="_ _8"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>altern<span class="_ _1"></span>ative <span class="_ _8"></span>solutions<span class="_ _1"></span>, <span class="_ _8"></span>relocation </div><div class="t m0 x4 h4 y46 ff2 fs2 fc0 sc0 ls0 ws0">costs). <span class="_ _1d"> </span>If  neither <span class="_ _1d"> </span>the  Co<span class="_ _1"></span>mpany <span class="_ _1d"> </span>as  th<span class="_ _1"></span>e  lessee <span class="_ _1d"> </span>nor  the <span class="_ _1e"> </span>le<span class="_ _1"></span>ssor <span class="_ _1d"> </span>incurs  a <span class="_ _1d"> </span>significant <span class="_ _1d"> </span>penalty <span class="_ _1d"> </span>for  termination<span class="_ _1"></span>  (broad<span class="_ _1"></span>ly </div><div class="t m0 x4 h4 y345 ff2 fs2 fc0 sc0 ls0 ws0">understood), <span class="_ _1"></span>leasing ceases to be enforceable an<span class="_ _1"></span>d its period is a<span class="_ _1"></span> termination notice period. <span class="_ _8"></span> </div><div class="t m0 x1e h18 y6b ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y346 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ffb">Lessee’s marginal interest <span class="_ _1"></span>rate<span class="ff3"> </span></span></span></div><div class="t m0 x4 h18 y347 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y348 ff2 fs2 fc0 sc0 ls0 ws0">The Compan<span class="_ _1"></span>y is <span class="_ _1"></span>not able <span class="_ _1"></span>to easily <span class="_ _1"></span>determine the interest <span class="_ _1"></span>rate for <span class="_ _1"></span>some lease <span class="_ _1"></span>contracts, <span class="_ _1"></span>which is <span class="_ _1"></span>why <span class="_ _1"></span>it uses th<span class="_ _1"></span>e lessee&apos;s </div><div class="t m0 x4 h4 y349 ff2 fs2 fc0 sc0 ls0 ws0">marginal interest rate when <span class="_ _0"></span>measuring the lease liability. This is <span class="_ _0"></span>the interest rate that <span class="_ _0"></span>the Company would have to <span class="_ _0"></span>pay to </div><div class="t m0 x4 h4 y34a ff2 fs2 fc0 sc0 ls0 ws0">borrow <span class="_ _1"></span>(for <span class="_ _1"></span>a <span class="_ _8"></span>similar <span class="_ _1"></span>period,<span class="_ _1"></span> <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>same <span class="_ _1"></span>currency <span class="_ _8"></span>and <span class="_ _1"></span>with <span class="_ _1"></span>similar <span class="_ _1"></span>collateral) <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>funds <span class="_ _1"></span>necessary<span class="_ _1"></span> <span class="_ _1"></span>to <span class="_ _1"></span>purchase <span class="_ _1"></span>an <span class="_ _8"></span>asset </div><div class="t m0 x4 h4 y34b ff2 fs2 fc0 sc0 ls0 ws0">with a similar value as<span class="_ _1"></span> the right-<span class="ls14">of</span>-use ass<span class="_ _1"></span>et in a similar econ<span class="_ _1"></span>omic environment. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y34c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y34d ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Provisions  </span></span></div><div class="t m0 x34 h18 y34e ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y34f ff2 fs2 fc0 sc0 ls0 ws0">As at each end o<span class="_ _1"></span>f a reporting period, th<span class="_ _1"></span>e Management Boa<span class="_ _1"></span>rd of the Company<span class="_ _1"></span> makes material estimat<span class="_ _1"></span>es of provision<span class="_ _1"></span>s<span class="_ _1"></span><span class="ls1a">: </span> </div><div class="t m0 x1e h4 y350 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x69 h4 y351 ff6 fs2 fc0 sc0 ls0 ws0">‐<span class="ffa"> <span class="_ _1a"> </span><span class="ff2">provis<span class="_ _1"></span>ions <span class="_ _10"></span>for <span class="_ _11"></span>guarantees <span class="_ _11"></span>and <span class="_ _10"></span>complaints<span class="_ _1"></span> <span class="_ _11"></span></span></span>–<span class="ff2"> <span class="_ _10"></span>estimated <span class="_ _11"></span>level <span class="_ _10"></span>of <span class="_ _11"></span>the <span class="_ _10"></span>ra<span class="_ _1"></span>tio <span class="_ _10"></span>us<span class="_ _1"></span>ed <span class="_ _10"></span>to <span class="_ _11"></span>perform <span class="_ _10"></span>calculations<span class="_ _1"></span> <span class="_ _10"></span>in </span></div><div class="t m0 x77 h4 y352 ff2 fs2 fc0 sc0 ls0 ws0">accordance <span class="_ _8"></span>with <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>p<span class="_ _1"></span>olicy <span class="_ _8"></span>described <span class="_ _8"></span>in <span class="_ _8"></span>note <span class="_ _22"> </span><span class="ls1a">; <span class="_ _10"></span></span>This <span class="_ _1"></span>ratio <span class="_ _8"></span>was <span class="_ _8"></span>d<span class="_ _1"></span>etermined <span class="_ _1"></span>on<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _8"></span>basis <span class="_ _8"></span>of <span class="_ _8"></span>historical <span class="_ _10"></span>costs </div><div class="t m0 x77 h4 y353 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _8"></span>claims <span class="_ _8"></span>and <span class="_ _8"></span>is <span class="_ _8"></span>verified <span class="_ _1"></span>on <span class="_ _10"></span>a <span class="_ _1"></span>regular <span class="_ _8"></span>basis <span class="_ _8"></span>through<span class="_ _1"></span> <span class="_ _1"></span>referen<span class="_ _1"></span>ce <span class="_ _1"></span>with <span class="_ _8"></span>actually <span class="_ _8"></span>incurr<span class="_ _1"></span>ed <span class="_ _1"></span>co<span class="_ _1"></span>sts; <span class="_ _8"></span>for <span class="_ _1"></span>details<span class="_ _1"></span> <span class="_ _1"></span>on </div><div class="t m0 x77 h4 y354 ff2 fs2 fc0 sc0 ls0 ws0">the amount of the p<span class="_ _1"></span>rovision, see note <span class="ls4">21<span class="_ _1"></span></span>; </div><div class="t m0 x69 h4 y355 ff6 fs2 fc0 sc0 ls0 ws0">‐<span class="ffa"> <span class="_ _1a"> </span><span class="ff2">other provisions <span class="_ _0"></span>resulting f<span class="_ _0"></span>rom <span class="_ _0"></span>claims brought <span class="_ _7"></span>aga<span class="_ _1"></span>inst the <span class="_ _7"></span>Company<span class="_ _1"></span> <span class="ff6">–</span> <span class="_ _7"></span>the values <span class="_ _7"></span>are determined <span class="_ _7"></span>takin<span class="_ _1"></span>g <span class="_ _0"></span>into </span></span></div><div class="t m0 x77 h4 y356 ff2 fs2 fc0 sc0 ls0 ws0">consideration th<span class="_ _1"></span>e probability of having t<span class="_ _1"></span>o pay the obligation a<span class="_ _1"></span>nd the amount of p<span class="_ _1"></span>otential claim.<span class="_ _1"></span> </div><div class="t m0 x34 h18 y357 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y358 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Write-downs of invento<span class="_ _1"></span>ries to net realizable value<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h4 y359 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y193 ff2 fs2 fc0 sc0 ls0 ws0">When determining the <span class="_ _7"></span>amou<span class="_ _1"></span>nt of <span class="_ _0"></span>the inventory write-down, the Company <span class="_ _0"></span>analys<span class="_ _1"></span>es the <span class="_ _7"></span>ro<span class="_ _1"></span>tation of <span class="_ _0"></span>goods. The <span class="_ _0"></span>estimated </div><div class="t m0 x4 h4 y35a ff2 fs2 fc0 sc0 ls0 ws0">average period <span class="_ _0"></span>during which <span class="_ _0"></span>the product is <span class="_ _7"></span>s<span class="_ _1"></span>old, a<span class="_ _0"></span>nd beyond w<span class="_ _0"></span>hich a w<span class="_ _0"></span>rite<span class="_ _1"></span>-down is <span class="_ _0"></span>created in accordance <span class="_ _0"></span>with the <span class="_ _0"></span>policy </div><div class="t m0 x4 h4 y35b ff2 fs2 fc0 sc0 ls0 ws0">described in note 2.13; for d<span class="_ _1"></span>etails on th<span class="_ _1"></span>e amount of the write<span class="_ _1"></span>-down, see note 11.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y35c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h18 y35d ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff3">Expected cred<span class="_ _1"></span>it losses </span></span></div><div class="t m0 x4 h4 y35e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y35f ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company utilizes provision m<span class="_ _0"></span>atrix to <span class="_ _0"></span>estimate expected cre<span class="_ _0"></span>dit losses in <span class="_ _7"></span>relation<span class="_ _1"></span> <span class="_ _0"></span>to trade <span class="_ _0"></span>receivables. For <span class="_ _0"></span>the purpose </div><div class="t m0 x4 h4 y360 ff2 fs2 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>estimation<span class="_ _1"></span> <span class="_ _10"></span>of <span class="_ _11"></span>the <span class="_ _11"></span>expected <span class="_ _11"></span>credit <span class="_ _10"></span>los<span class="_ _1"></span>ses, <span class="_ _11"></span>trade <span class="_ _10"></span>receivab<span class="_ _1"></span>les <span class="_ _10"></span>are <span class="_ _11"></span>grouped <span class="_ _11"></span>on <span class="_ _10"></span>the <span class="_ _11"></span>basis <span class="_ _11"></span>of <span class="_ _10"></span>credit <span class="_ _11"></span>risk <span class="_ _11"></span>characteristics. </div><div class="t m0 x4 h4 y361 ff2 fs2 fc0 sc0 ls0 ws0">Historical  data <span class="_ _13"> </span>regard<span class="_ _1"></span>ing <span class="_ _13"> </span>cre<span class="_ _1"></span>dit <span class="_ _12"> </span>losses,  adjusted <span class="_ _13"> </span>for  expected <span class="_ _13"> </span>impact  of <span class="_ _13"> </span>futu<span class="_ _1"></span>re <span class="_ _13"> </span>event<span class="_ _1"></span>s,  is <span class="_ _13"> </span>used <span class="_ _12"> </span>by  the <span class="_ _13"> </span>Company  in </div><div class="t m0 x4 h4 y362 ff2 fs2 fc0 sc0 ls0 ws0">estimation of the <span class="_ _1"></span>expected credit los<span class="_ _1"></span>ses, in accord<span class="_ _1"></span>ance with the policy<span class="_ _1"></span> described in note <span class="_ _1"></span>2.12; for details on<span class="_ _1"></span> the amount </div><div class="t m0 x4 h4 y363 ff2 fs2 fc0 sc0 ls0 ws0">of the write-down, s<span class="_ _1"></span>ee note 12. </div><div class="t m0 x1e h8 y1ff ff3 fs5 fc1 sc0 lsd ws0">5.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Financial risk ma<span class="_ _0"></span>nagement </span></span></div><div class="t m0 x4 h4 y364 ff6 fs2 fc0 sc0 ls0 ws0">The Compan<span class="_ _1"></span>y’s <span class="_ _1"></span>business <span class="_ _1"></span>activities expo<span class="_ _1"></span>se it <span class="_ _1"></span>to <span class="_ _1"></span>a <span class="_ _1"></span>number o<span class="_ _1"></span>f variou<span class="_ _1"></span>s <span class="_ _1"></span>financial risks<span class="_ _1"></span>, such <span class="_ _1"></span>as <span class="_ _1"></span>market ris<span class="_ _1"></span>k (inclu<span class="_ _1"></span>ding <span class="_ _1"></span>foreign </div><div class="t m0 x4 h4 y365 ff2 fs2 fc0 sc0 ls0 ws0">exchange <span class="_ _10"></span>risk <span class="_ _11"></span>and <span class="_ _10"></span>the <span class="_ _10"></span>risk <span class="_ _10"></span>of <span class="_ _11"></span>fair <span class="_ _10"></span>value <span class="_ _10"></span>or <span class="_ _10"></span>cas<span class="_ _1"></span>h <span class="_ _10"></span>flow <span class="_ _10"></span>changes <span class="_ _10"></span>as<span class="_ _1"></span> <span class="_ _10"></span>a <span class="_ _10"></span>result <span class="_ _10"></span>of <span class="_ _11"></span>interest <span class="_ _10"></span>rate <span class="_ _10"></span>movements), <span class="_ _11"></span>credit <span class="_ _10"></span>risk <span class="_ _10"></span>and </div><div class="t m0 x4 h4 y366 ff2 fs2 fc0 sc0 ls0 ws0">liquidity <span class="_ _1"></span>risk<span class="ff6">. <span class="_ _1"></span>The <span class="_ _1"></span>Company’s ov<span class="_ _1"></span>erall risk <span class="_ _1"></span>management <span class="_ _1"></span>programm<span class="_ _1"></span>e is <span class="_ _1"></span>des<span class="_ _1"></span>igned to <span class="_ _1"></span>mitigate <span class="_ _1"></span>the <span class="_ _1"></span>potential <span class="_ _1"></span>effect of <span class="_ _1"></span>risk <span class="_ _1"></span>on </span></div><div class="t m0 x4 h4 y367 ff6 fs2 fc0 sc0 ls0 ws0">the Company’s finan<span class="_ _1"></span>cial performance. The Compan<span class="_ _1"></span>y does not us<span class="_ _1"></span>e derivatives to hedge against <span class="_ _1"></span>those risks. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y271 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y368 ff2 fs2 fc0 sc0 ls0 ws0">The Man<span class="_ _1"></span>agement <span class="_ _1"></span>Board <span class="_ _1"></span>defines <span class="_ _1"></span>overall <span class="_ _1"></span>risk <span class="_ _1"></span>management <span class="_ _1"></span>rules <span class="_ _1"></span>as <span class="_ _1"></span>well as<span class="_ _1"></span> <span class="_ _1"></span>the policy <span class="_ _1"></span>for <span class="_ _1"></span>specific areas<span class="_ _1"></span> s<span class="_ _1"></span>uch <span class="_ _1"></span>as <span class="_ _1"></span>credit <span class="_ _1"></span>risk </div><div class="t m0 x4 h4 y369 ff2 fs2 fc0 sc0 ls0 ws0">or investing liqu<span class="_ _1"></span>idity surpluses<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y36a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:587.020000px;bottom:947.220000px;width:9.570000px;height:12.210000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2e" ><span class="d m1" style="border-style:none;position:absolute;left:523.480000px;bottom:892.400000px;width:14.630000px;height:15.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">23<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h2a y36b ff3 fs1 fc1 sc0 ls12 ws0">5.1<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Market risk  </span></span></div><div class="t m0 x4 h18 y36c ff3 fs2 fc0 sc0 ls0 ws0">Foreign exchange r<span class="_ _1"></span>isk  </div><div class="t m0 x4 h4 y20b ff2 fs2 fc0 sc0 ls0 ws0">Currently  the <span class="_ _13"> </span>Company  purchases <span class="_ _12"> </span>significant  amounts <span class="_ _12"> </span>of <span class="_ _13"> </span>goods<span class="_ _1"></span> <span class="_ _13"> </span>from  foreign <span class="_ _13"> </span>su<span class="_ _1"></span>ppliers,  located <span class="_ _13"> </span>primarily  in <span class="_ _13"> </span>China,<span class="_ _1"></span> </div><div class="t m0 x4 h4 y181 ff2 fs2 fc0 sc0 lsf ws0">at<span class="ls0"> prices <span class="_ _10"></span>denominated <span class="_ _10"></span>in <span class="_ _10"></span>foreign <span class="_ _10"></span>currencies, <span class="_ _10"></span>particularly<span class="_ _1"></span> <span class="_ _10"></span>in <span class="_ _10"></span>CNY <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _10"></span>USD. <span class="_ _11"></span>The <span class="_ _10"></span>currency <span class="_ _10"></span>structu<span class="_ _1"></span>re <span class="_ _10"></span>of <span class="_ _10"></span>trade <span class="_ _10"></span>liabilities <span class="_ _10"></span>is </span></div><div class="t m0 x4 h4 y36d ff2 fs2 fc0 sc0 ls0 ws0">presented below:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y36e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y36f w27 h38"><div class="t m0 x10 hf y0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x7b y36f w28 h38"><div class="t m0 x2f hf y370 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf y313 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x7d y36f w29 h38"><div class="t m0 x2f hf y370 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf y313 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y371 w27 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x7b y371 w28 h39"><div class="t m0 xf h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">47<span class="ls0">% </span></div></div><div class="c x7d y371 w29 h39"><div class="t m0 xf h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">84%<span class="ls0"> </span></div></div><div class="c x4 y372 w27 h3a"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">USD </div></div><div class="c x7b y372 w28 h3a"><div class="t m0 xf h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">32% </div></div><div class="c x7d y372 w29 h3a"><div class="t m0 x73 h7 y373 ff2 fs3 fc0 sc0 ls7 ws0">7%<span class="ls0"> </span></div></div><div class="c x4 y374 w27 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">EUR </div></div><div class="c x7b y374 w28 h39"><div class="t m0 x73 h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0"> </span></div></div><div class="c x7d y374 w29 h39"><div class="t m0 x42 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y375 w27 h3a"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x7b y375 w28 h3a"><div class="t m0 xf h7 y373 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">% </span></div></div><div class="c x7d y375 w29 h3a"><div class="t m0 x73 h7 y373 ff2 fs3 fc0 sc0 ls7 ws0">9%<span class="ls0"> </span></div></div><div class="c x4 y376 w27 h39"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c x7b y376 w28 h39"><div class="t m0 x7e hf y3e ff3 fs3 fc0 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x7d y376 w29 h39"><div class="t m0 x7e hf y3e ff3 fs3 fc0 sc0 ls7 ws0">100%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y377 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Compan<span class="_ _1"></span>y may <span class="_ _0"></span>use EUR <span class="_ _0"></span>and USD <span class="_ _0"></span>deno<span class="_ _1"></span>minated cre<span class="_ _0"></span>dit facilities available under <span class="_ _0"></span>executed credit facility <span class="_ _7"></span>agr<span class="_ _1"></span>eements. As </div><div class="t m0 x4 h4 y378 ff2 fs2 fc0 sc0 ls0 ws0">at 31 December 2023 and<span class="_ _1"></span> 31 December 2022, th<span class="_ _1"></span>e Company has<span class="_ _1"></span> no loan liabilities deno<span class="_ _1"></span>minated in foreign currencies.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y379 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at <span class="_ _1"></span>31 December <span class="_ _1"></span>2023 <span class="_ _1"></span>cash <span class="_ _1"></span>in <span class="_ _1"></span>foreign <span class="_ _1"></span>currencies <span class="_ _1"></span>(EUR <span class="_ _1"></span>and <span class="_ _1"></span>USD) represented<span class="_ _1"></span> <span class="_ _1"></span>3% <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>total <span class="_ _1"></span>cash <span class="_ _1"></span>(as <span class="_ _1"></span>at <span class="_ _1"></span>31 Decembe<span class="_ _1"></span>r </div><div class="t m0 x4 h4 y37a ff2 fs2 fc0 sc0 ls4 ws0">2022 <span class="ls0">- 17%).<span class="_ _1"></span> </span></div><div class="t m0 x4 h4 y37b ff2 fs2 fc0 sc0 ls0 ws0">35.8% <span class="ff6">of th<span class="_ _1"></span>e Company’s<span class="_ _1"></span> revenue <span class="_ _1"></span>is generated <span class="_ _1"></span>from exports, <span class="_ _1"></span>at prices <span class="_ _1"></span>denominated in <span class="_ _1"></span>foreign currencies <span class="_ _8"></span>—</span> <span class="_ _1"></span>mainly US<span class="_ _1"></span>D<span class="ls1e">. </span></div><div class="t m0 x4 h4 y37c ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _7"></span>at<span class="_ _1"></span> <span class="_ _7"></span>31 <span class="_ _0"></span>December <span class="_ _0"></span>2023, <span class="_ _0"></span>trade <span class="_ _7"></span>rec<span class="_ _1"></span>eivables <span class="_ _0"></span>in <span class="_ _7"></span>USD <span class="_ _0"></span>represented 6%<span class="_ _0"></span> <span class="_ _0"></span>of <span class="_ _7"></span>the <span class="_ _0"></span>total <span class="_ _0"></span>trade <span class="_ _0"></span>receivables (36% <span class="_ _7"></span>as at <span class="_ _7"></span>a <span class="_ _0"></span>31 <span class="_ _7"></span>Decemb<span class="_ _1"></span>er </div><div class="t m0 x4 h4 y37d ff2 fs2 fc0 sc0 ls4 ws0">202<span class="ls0">2). In addition<span class="_ _1"></span>, 8% of the total b<span class="_ _1"></span>alance are receivables d<span class="_ _1"></span>enominated in EUR (as of<span class="_ _8"></span> </span>31<span class="ls0"> December 2<span class="_ _1"></span>022: 2%). </span></div><div class="t m0 x4 h4 y37e ff2 fs2 fc0 sc0 ls0 ws0">There <span class="_ _7"></span>is<span class="_ _1"></span> <span class="_ _0"></span>a <span class="_ _0"></span>risk <span class="_ _0"></span>that <span class="_ _0"></span>future <span class="_ _0"></span>fluctuations<span class="_ _1"></span> <span class="_ _7"></span>of exchange <span class="_ _7"></span>rates may <span class="_ _7"></span>have a <span class="_ _7"></span>negative or <span class="_ _7"></span>positive ef<span class="_ _0"></span>fect <span class="_ _0"></span>on the <span class="_ _7"></span>Company&apos;s financial </div><div class="t m0 x4 h4 y37f ff2 fs2 fc0 sc0 ls0 ws0">performance. <span class="_ _8"></span>So <span class="_ _8"></span>far, <span class="_ _10"></span>the Compan<span class="_ _1"></span>y <span class="_ _8"></span>has <span class="_ _8"></span>not <span class="_ _8"></span>us<span class="_ _1"></span>ed <span class="_ _8"></span>derivative <span class="_ _8"></span>financial <span class="_ _8"></span>instru<span class="_ _1"></span>ments <span class="_ _8"></span>to <span class="_ _8"></span>hedge <span class="_ _8"></span>again<span class="_ _1"></span>st <span class="_ _8"></span>the <span class="_ _8"></span>results<span class="_ _1"></span> <span class="_ _8"></span>of <span class="_ _8"></span>future </div><div class="t m0 x4 h4 y380 ff2 fs2 fc0 sc0 ls0 ws0">changes in<span class="_ _1"></span> exchange <span class="_ _1"></span>rates. <span class="_ _1"></span>The sensitivity of <span class="_ _1"></span>the gross <span class="_ _1"></span>financial result <span class="_ _1"></span>to the in<span class="_ _1"></span>crease in <span class="_ _1"></span>the exchange rates <span class="_ _1"></span>of indiv<span class="_ _1"></span>idual </div><div class="t m0 x4 h4 y381 ff2 fs2 fc0 sc0 ls0 ws0">currencies as <span class="_ _0"></span>at 31 <span class="_ _0"></span>December 2023<span class="_ _0"></span> and 31 <span class="_ _7"></span>December 2022 by <span class="_ _0"></span>10% is <span class="_ _0"></span>presented below, <span class="_ _0"></span>with other <span class="_ _0"></span>conditions unchanged. </div><div class="t m0 x4 h4 y382 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>sensitivity <span class="_ _11"></span>is <span class="_ _10"></span>determined <span class="_ _11"></span>as <span class="_ _10"></span>a <span class="_ _10"></span>result <span class="_ _11"> </span>of <span class="_ _11"></span>the <span class="_ _10"></span>conversion <span class="_ _10"></span>of <span class="_ _10"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>impact <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _11"></span>higher <span class="_ _10"></span>/ <span class="_ _11"></span>lower <span class="_ _10"></span>exchange <span class="_ _10"></span>rat<span class="_ _1"></span>e <span class="_ _10"></span>on <span class="_ _10"></span>th<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y2e3 ff2 fs2 fc0 sc0 ls0 ws0">revaluation of th<span class="_ _1"></span>e balances of trade receivables an<span class="_ _1"></span>d liabilities and o<span class="_ _1"></span>thers expressed in currencies.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y383 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y384 w2a he"><div class="t m0 x10 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">10% currency rate inc<span class="_ _0"></span>rease as of   </div><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x7f y384 w2b he"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls1f ws0">USD<span class="ls0"> </span></div></div><div class="c x1 y384 w2c he"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls20 ws0">EUR<span class="ls0"> </span></div></div><div class="c x80 y384 w2b he"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x81 y384 w2c he"><div class="t m0 x7c hf y60 ff3 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x4 y385 w2a h3b"><div class="t m0 x0 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receivables </div></div><div class="c x7f y385 w2b h3b"><div class="t m0 x50 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">187      </span></div></div><div class="c x1 y385 w2c h3b"><div class="t m0 x19 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">275      </span></div></div><div class="c x80 y385 w2b h3b"><div class="t m0 x16 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x81 y385 w2c h3b"><div class="t m0 x50 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">462      </span></div></div><div class="c x4 y386 w2a h3c"><div class="t m0 x0 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x7f y386 w2b h3c"><div class="t m0 x82 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(607)     </span></div></div><div class="c x1 y386 w2c h3c"><div class="t m0 x3e h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(24)     </span></div></div><div class="c x80 y386 w2b h3c"><div class="t m0 x44 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(381)     </span></div></div><div class="c x81 y386 w2c h3c"><div class="t m0 x43 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">(1,012)     </span></div></div><div class="c x4 y387 w2a h1f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">TOTAL impact on 2023 <span class="_ _0"></span>result </div></div><div class="c x7f y387 w2b h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(420)     </span></div></div><div class="c x1 y387 w2c h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">251      </span></div></div><div class="c x80 y387 w2b h1f"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(381)     </span></div></div><div class="c x81 y387 w2c h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(550)     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y388 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y389 w2a h2b"><div class="t m0 x10 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">10% currency rate inc<span class="_ _0"></span>rease as of   </div><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x7f y389 w2b h2b"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls1f ws0">USD<span class="ls0"> </span></div></div><div class="c x1 y389 w2c h2b"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls20 ws0">EUR<span class="ls0"> </span></div></div><div class="c x80 y389 w2b h2b"><div class="t m0 x72 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">CNY </div></div><div class="c x81 y389 w2c h2b"><div class="t m0 x7c hf y60 ff3 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x4 y38a w2a h3b"><div class="t m0 x0 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her receivables </div></div><div class="c x7f y38a w2b h3b"><div class="t m0 x48 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">2,020      </span></div></div><div class="c x1 y38a w2c h3b"><div class="t m0 x43 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">121      </span></div></div><div class="c x80 y38a w2b h3b"><div class="t m0 x1d h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x81 y38a w2c h3b"><div class="t m0 x14 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">2,141      </span></div></div><div class="c x4 y38b w2a h3c"><div class="t m0 x0 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x7f y38b w2b h3c"><div class="t m0 x47 h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(98)     </span></div></div><div class="c x1 y38b w2c h3c"><div class="t m0 x1d h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">2     <span class="_ _1"></span> </span></div></div><div class="c x80 y38b w2b h3c"><div class="t m0 x3e h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(120)     </span></div></div><div class="c x81 y38b w2c h3c"><div class="t m0 x4e h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(216)     </span></div></div><div class="c x4 y38d w2a h1f"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">TOTAL impact on 2022 <span class="_ _0"></span>result </div></div><div class="c x7f y38d w2b h1f"><div class="t m0 x48 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,922      </span></div></div><div class="c x1 y38d w2c h1f"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">123      </span></div></div><div class="c x80 y38d w2b h1f"><div class="t m0 x50 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(120)     </span></div></div><div class="c x81 y38d w2c h1f"><div class="t m0 x14 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">1,925      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y38e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y38f ff6 fs2 fc0 sc0 ls0 ws0">According <span class="_ _1"></span>to <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Company’<span class="_ _1"></span>s <span class="_ _1"></span>Management <span class="_ _8"></span>Board, <span class="_ _1"></span>fore<span class="_ _1"></span>ign <span class="_ _1"></span>exchange <span class="_ _8"></span>risk <span class="_ _1"></span>conc<span class="_ _1"></span>entration <span class="_ _1"></span>Is<span class="_ _1"></span> <span class="_ _1"></span>low<span class="_ _1"></span><span class="ff2">, <span class="_ _8"></span>because <span class="_ _1"></span>to <span class="_ _8"></span>a <span class="_ _1"></span>large <span class="_ _8"></span>extent<span class="_ _1"></span> </span></div><div class="t m0 x4 h4 y390 ff2 fs2 fc0 sc0 ls0 ws0">balances denominated in<span class="_ _1"></span> foreign currencies are of<span class="_ _1"></span>fsetting each o<span class="_ _1"></span>ther. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y391 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y392 ff3 fs2 fc0 sc0 ls0 ws0">Risk of interest rate c<span class="_ _1"></span>hanges affecting cash flows an<span class="_ _1"></span>d fair values<span class="_ _8"></span> </div><div class="t m0 x4 h4 y393 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _7"></span>at<span class="_ _1"></span> <span class="_ _7"></span><span class="ls4">31 <span class="ls0">De<span class="_ _0"></span>cember <span class="_ _0"></span>2023, <span class="_ _0"></span>the <span class="_ _7"></span>C<span class="_ _1"></span>ompany <span class="_ _0"></span>had <span class="_ _0"></span>cash <span class="_ _7"></span>in<span class="_ _1"></span> <span class="_ _7"></span>bank <span class="_ _0"></span>accounts <span class="_ _0"></span>bearing <span class="_ _0"></span>interest <span class="_ _7"></span>b<span class="_ _1"></span>ased <span class="_ _7"></span>on <span class="_ _0"></span>a <span class="_ _7"></span>v<span class="_ _1"></span>ariable <span class="_ _7"></span>interest rate <span class="_ _7"></span>(short<span class="_ _1"></span>-</span></span></div><div class="t m0 x4 h4 y394 ff2 fs2 fc0 sc0 ls0 ws0">term <span class="_ _1"></span>bank <span class="_ _8"></span>d<span class="_ _1"></span>eposits), <span class="_ _1"></span>which <span class="_ _8"></span>exposes <span class="_ _8"></span>the <span class="_ _8"></span>Company <span class="_ _8"></span>to <span class="_ _8"></span>the <span class="_ _1"></span>risk <span class="_ _8"></span>of <span class="_ _8"></span>changes <span class="_ _1"></span>in <span class="_ _8"></span>cash <span class="_ _8"></span>flows <span class="_ _1"></span>as <span class="_ _8"></span>a <span class="_ _8"></span>result <span class="_ _1"></span>of <span class="_ _8"></span>changes <span class="_ _8"></span>in <span class="_ _8"></span>interest </div><div class="t m0 x4 h4 y395 ff2 fs2 fc0 sc0 ls0 ws0">rates, <span class="_ _8"></span>however, <span class="_ _8"></span>du<span class="_ _1"></span>e <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _1"></span>amount <span class="_ _10"></span>of <span class="_ _1"></span>these <span class="_ _8"></span>interes<span class="_ _1"></span>t, <span class="_ _8"></span>the <span class="_ _1"></span>ris<span class="_ _1"></span>k <span class="_ _8"></span>is <span class="_ _8"></span>not <span class="_ _10"></span>significant. <span class="_ _10"></span>The <span class="_ _1"></span>Company <span class="_ _10"></span>does <span class="_ _1"></span>not <span class="_ _10"></span>have <span class="_ _1"></span>any <span class="_ _8"></span>other </div><div class="t m0 x4 h4 y396 ff2 fs2 fc0 sc0 ls0 ws0">interest-bearing ass<span class="_ _1"></span>ets. As of <span class="ls4">31 </span>Dec<span class="_ _1"></span>ember 2022, the Comp<span class="_ _1"></span>any had<span class="_ _1"></span> no interest-bearing a<span class="_ _1"></span>ssets. </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">24<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company&apos;s policy envisages the <span class="_ _0"></span>use of <span class="_ _0"></span>bank loans beari<span class="_ _0"></span>ng interest <span class="_ _0"></span>at variable rates. <span class="_ _7"></span>This<span class="_ _1"></span> e<span class="_ _0"></span>xposes the <span class="_ _0"></span>Company to t<span class="_ _0"></span>he </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">risk of <span class="_ _1"></span>changes <span class="_ _1"></span>in cash <span class="_ _1"></span>flows as a <span class="_ _1"></span>result <span class="_ _1"></span>of changes in <span class="_ _1"></span>interest <span class="_ _1"></span>rates. As <span class="_ _1"></span>at <span class="_ _8"></span><span class="ls4">31 </span>December 2<span class="_ _1"></span>023, the Compan<span class="_ _1"></span>y had<span class="_ _1"></span> no d<span class="_ _1"></span>ebt </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">under <span class="_ _10"></span>ban<span class="_ _1"></span>k <span class="_ _10"></span>loans, <span class="_ _10"></span>while <span class="_ _10"></span>as <span class="_ _10"></span>at <span class="_ _11"></span><span class="ls4">31 <span class="_ _10"></span></span>December <span class="_ _10"></span>2022, <span class="_ _10"></span>all <span class="_ _11"></span>liabilities <span class="_ _10"></span>under <span class="_ _10"></span>b<span class="_ _1"></span>ank <span class="_ _10"></span>loans <span class="_ _10"></span>were <span class="_ _10"></span>liabilities <span class="_ _10"></span>b<span class="_ _1"></span>earing <span class="_ _10"></span>interest <span class="_ _10"></span>at <span class="_ _10"></span>a </div><div class="t m0 x4 h4 y17f ff2 fs2 fc0 sc0 ls0 ws0">variable interest rate.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y397 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Co<span class="_ _1"></span>mpany <span class="_ _11"></span>monitors <span class="_ _10"></span>its<span class="_ _1"></span> <span class="_ _10"></span>exp<span class="_ _1"></span>osure <span class="_ _10"></span>to<span class="_ _1"></span> <span class="_ _10"></span>the <span class="_ _11"></span>risk <span class="_ _11"></span>of <span class="_ _10"></span>interes<span class="_ _1"></span>t <span class="_ _10"></span>rate <span class="_ _11"></span>changes <span class="_ _11"></span>affecting <span class="_ _10"></span>its<span class="_ _1"></span> <span class="_ _11"></span>cash <span class="_ _10"></span>flows <span class="_ _11"></span>and <span class="_ _11"></span>fair <span class="_ _10"></span>valu<span class="_ _1"></span>es. <span class="_ _10"></span>T<span class="_ _1"></span>he </div><div class="t m0 x4 h4 y398 ff2 fs2 fc0 sc0 ls0 ws0">Company ru<span class="_ _1"></span>ns s<span class="_ _1"></span>imulations <span class="_ _1"></span>of various<span class="_ _1"></span> scenarios,<span class="_ _1"></span> taking <span class="_ _1"></span>into consideratio<span class="_ _1"></span>n refinancing, <span class="_ _1"></span>roll<span class="_ _8"></span>-over of<span class="_ _1"></span> the <span class="_ _1"></span>existing <span class="_ _1"></span>positions, </div><div class="t m0 x4 h4 y399 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>alternative <span class="_ _10"></span>financing. <span class="_ _10"></span>The <span class="_ _8"></span>Company<span class="_ _1"></span> <span class="_ _8"></span>u<span class="_ _1"></span>ses <span class="_ _10"></span>these <span class="_ _8"></span>s<span class="_ _1"></span>cenarios <span class="_ _8"></span>to<span class="_ _1"></span> <span class="_ _10"></span>a<span class="_ _0"></span>ssess <span class="_ _10"></span>the <span class="_ _10"></span>impact <span class="_ _8"></span>of <span class="_ _10"></span>a <span class="_ _8"></span>chan<span class="_ _1"></span>ge <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _10"></span>interest <span class="_ _8"></span>rates <span class="_ _10"></span>on <span class="_ _10"></span>its </div><div class="t m0 x4 h4 y254 ff2 fs2 fc0 sc0 ls0 ws0">financial performance. Simulations are run for <span class="_ _0"></span>bank deposits and liabilities, which<span class="_ _0"></span> represent the largest <span class="_ _0"></span>items exposed to </div><div class="t m0 x4 h4 y39a ff2 fs2 fc0 sc0 ls0 ws0">interest rate risk<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y39b ff2 fs2 fc0 sc0 ls0 ws0">The analysis of sensitivity to the risk of cash flows due to changes in interest rates <span class="_ _0"></span>pres<span class="_ _1"></span>ented below was prepared on the </div><div class="t m0 x4 h4 y39c ff2 fs2 fc0 sc0 ls0 ws0">basis <span class="_ _0"></span>of <span class="_ _0"></span>financial <span class="_ _7"></span>ins<span class="_ _1"></span>truments <span class="_ _0"></span>based <span class="_ _0"></span>on <span class="_ _0"></span>variable <span class="_ _0"></span>interest <span class="_ _7"></span>ra<span class="_ _1"></span>tes. <span class="_ _0"></span>The <span class="_ _7"></span>fin<span class="_ _1"></span>ancial <span class="_ _7"></span>ins<span class="_ _1"></span>truments <span class="_ _0"></span>held <span class="_ _0"></span>by <span class="_ _0"></span>the <span class="_ _7"></span>Compan<span class="_ _1"></span>y <span class="_ _7"></span>w<span class="_ _1"></span>ere <span class="_ _7"></span>base<span class="_ _1"></span>d </div><div class="t m0 x4 h4 y39d ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _1"></span>WIBOR <span class="_ _1"></span>rates. <span class="_ _1"></span>The <span class="_ _1"></span>impact <span class="_ _1"></span>of <span class="_ _1"></span>changes <span class="_ _1"></span>in <span class="_ _1"></span>market <span class="_ _1"></span>interest <span class="_ _1"></span>rates <span class="_ _1"></span>on <span class="_ _1"></span>the <span class="_ _1"></span>financial <span class="_ _1"></span>result <span class="_ _1"></span>was <span class="_ _1"></span>calculated <span class="_ _1"></span>as <span class="_ _1"></span>the <span class="_ _1"></span>product <span class="_ _1"></span>of </div><div class="t m0 x4 h4 y39e ff2 fs2 fc0 sc0 ls0 ws0">the liability balan<span class="_ _1"></span>ces at the end of individu<span class="_ _1"></span>al months of 2023 and 2022 and<span class="_ _1"></span> the assumed deviation for <span class="_ _1"></span>the WIBOR rate.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y39f ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3a0 w22 h13"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x83 y3a0 w2d h13"><div class="t m0 x45 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">+5<span class="ls7">0 </span>basis points<span class="_ _0"></span> </div></div><div class="c x84 y3a0 w2d h13"><div class="t m0 x60 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">-5<span class="ls7">0 </span>basis points<span class="_ _0"></span> </div></div><div class="c x4 y3a1 w22 h10"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x83 y3a1 w2d h10"><div class="t m0 x19 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax </div></div><div class="c x84 y3a1 w2d h10"><div class="t m0 x19 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax </div></div><div class="c x4 y3a2 w22 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s </div></div><div class="c x83 y3a2 w2d h10"><div class="t m0 x7b hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x84 y3a2 w2d h10"><div class="t m0 x7b hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y3a3 w22 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Cash in bank a<span class="_ _0"></span>ccounts </div></div><div class="c x83 y3a3 w2d h10"><div class="t m0 x85 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">43      </span></div></div><div class="c x84 y3a3 w2d h10"><div class="t m0 x42 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(43)      </span></div></div><div class="c x4 y280 w22 h10"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x83 y280 w2d h10"><div class="t m0 x7b hf y65 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x84 y280 w2d h10"><div class="t m0 x7b hf y65 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3"> </span></div></div><div class="c x4 y1ba w22 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate loans </div></div><div class="c x83 y1ba w2d h10"><div class="t m0 x61 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(136)     </span></div></div><div class="c x84 y1ba w2d h10"><div class="t m0 x49 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">136     </span></div></div><div class="c x4 yab w22 h10"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Total for <span class="ls7">2023<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c x83 yab w2d h10"><div class="t m0 x86 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">(93)     </span></div></div><div class="c x84 yab w2d h10"><div class="t m0 x49 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">93     </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y3a4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3a5 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 yae w22 h3d"><div class="t m0 x87 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x83 yae w2d h3d"><div class="t m0 x45 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">+5<span class="ls7">0 </span>basis points<span class="_ _0"></span> </div></div><div class="c x84 yae w2d h3d"><div class="t m0 x60 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">-5<span class="ls7">0 </span>basis points<span class="_ _0"></span> </div></div><div class="c x4 y3a6 w22 h10"><div class="t m0 x87 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x83 y3a6 w2d h10"><div class="t m0 x19 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax </div></div><div class="c x84 y3a6 w2d h10"><div class="t m0 x19 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Effect on profit<span class="_ _0"></span> before income tax </div></div><div class="c x4 y3a7 w22 h3d"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x83 y3a7 w2d h3d"><div class="t m0 x7b hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x84 y3a7 w2d h3d"><div class="t m0 x7b hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y3a8 w22 h10"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Variable i<span class="_ _0"></span>nterest rate loans </div></div><div class="c x83 y3a8 w2d h10"><div class="t m0 x7c h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                                  <span class="_ _1"></span><span class="ls0">(663)     </span></div></div><div class="c x84 y3a8 w2d h10"><div class="t m0 x88 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                                        <span class="_ _1"></span><span class="ls0">663      </span></div></div><div class="c x4 y3a9 w22 h3e"><div class="t m0 x10 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">Total for <span class="ls7">2022<span class="_ _0"></span><span class="ls0"> </span></span></div></div><div class="c x83 y3a9 w2d h3e"><div class="t m0 x7c hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                                  <span class="ls0">(663)     </span></div></div><div class="c x84 y3a9 w2d h3e"><div class="t m0 x88 hf yc4 ff3 fs3 fc0 sc0 ls8 ws0">                                        <span class="_ _1"></span><span class="ls0">663      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y3aa ff2 fs2 fc0 sc0 ls0 ws0">The Compan<span class="_ _1"></span>y does <span class="_ _1"></span>not <span class="_ _1"></span>use derivatives to<span class="_ _1"></span> hedge aga<span class="_ _1"></span>inst the ris<span class="_ _1"></span>k of <span class="_ _1"></span>interest rate <span class="_ _1"></span>changes affecting <span class="_ _1"></span>its cas<span class="_ _1"></span>h flows <span class="_ _1"></span>and fair<span class="_ _1"></span> </div><div class="t m0 x4 h4 y3ab ff2 fs2 fc0 sc0 ls0 ws0">values<span class="ls5">. </span> </div><div class="t m0 x1e h2a y3ac ff3 fs1 fc1 sc0 ls12 ws0">5.2<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Credit risk  </span></span></div><div class="t m0 x4 h4 y3ad ff2 fs2 fc0 sc0 ls0 ws0">Credit risk arises<span class="_ _1"></span> mainly from ban<span class="_ _1"></span>k deposits and credit <span class="_ _1"></span>exposures to customers, in<span class="_ _1"></span>cluding trade receivables due.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y3ae ff2 fs2 fc0 sc0 ls0 ws0">Credit <span class="_ _1"></span>risk <span class="_ _8"></span>re<span class="_ _1"></span>lating <span class="_ _1"></span>to <span class="_ _8"></span>ban<span class="_ _1"></span>k <span class="_ _1"></span>de<span class="_ _1"></span>posits <span class="_ _8"></span>is <span class="_ _8"></span>considered <span class="_ _8"></span>by <span class="_ _8"></span>the <span class="_ _8"></span>Management <span class="_ _8"></span>Board<span class="_ _1"></span> <span class="_ _1"></span>as <span class="_ _8"></span>low <span class="_ _8"></span>bec<span class="_ _1"></span>ause <span class="_ _8"></span>the<span class="_ _8"></span> Company <span class="_ _8"></span>cooperate<span class="_ _1"></span>s </div><div class="t m0 x4 h4 y3af ff2 fs2 fc0 sc0 ls0 ws0">with renowned <span class="_ _1"></span>financial <span class="_ _1"></span>institutions<span class="_ _1"></span> which <span class="_ _1"></span>enjoy premium <span class="_ _1"></span>credit ratings <span class="_ _1"></span>(Bank H<span class="_ _1"></span>andlowy w <span class="_ _1"></span>Warszawie S.A<span class="_ _1"></span>., <span class="_ _8"></span>mBank <span class="_ _1"></span>S.A. </div><div class="t m0 x4 h4 y3b0 ff2 fs2 fc0 sc0 ls0 ws0">and BNP Paribas<span class="_ _1"></span> Bank Polska S.A.)<span class="ls5">. <span class="_ _1"></span></span> </div><div class="t m0 x4 h4 y200 ff6 fs2 fc0 sc0 ls0 ws0">Credit <span class="_ _10"></span>risk <span class="_ _8"></span>relating<span class="_ _1"></span> <span class="_ _10"></span>to <span class="_ _8"></span>credit <span class="_ _10"></span>exposu<span class="_ _1"></span>res <span class="_ _10"></span>to <span class="_ _8"></span>Company<span class="_ _1"></span>’s <span class="_ _10"></span>customers <span class="_ _8"></span>is <span class="_ _10"></span>considered <span class="_ _10"></span>as <span class="_ _10"></span>low <span class="_ _10"></span>by <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>Management <span class="_ _8"></span>Boa<span class="_ _1"></span>rd. <span class="_ _10"></span>The </div><div class="t m0 x4 h4 y3b1 ff2 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _11"></span>sells <span class="_ _11"></span>its <span class="_ _11"></span>products <span class="_ _11"></span>to <span class="_ _10"></span>2 <span class="_ _11"> </span>key <span class="_ _11"></span>customer <span class="_ _11"></span>groups: <span class="_ _11"></span>retail <span class="_ _10"></span>ch<span class="_ _1"></span>ains <span class="_ _11"></span>and <span class="_ _10"></span>wholes<span class="_ _1"></span>ale <span class="_ _10"></span>cu<span class="_ _1"></span>stomers <span class="_ _11"></span>(including <span class="_ _11"></span>wholesalers, </div><div class="t m0 x4 h4 y3b2 ff2 fs2 fc0 sc0 ls0 ws0">distributors <span class="_ _1"></span>and <span class="_ _1"></span>authoris<span class="_ _1"></span>ed <span class="_ _1"></span>retail s<span class="_ _1"></span>tores). <span class="_ _1"></span>The Company<span class="_ _1"></span> s<span class="_ _1"></span>ells its <span class="_ _1"></span>produ<span class="_ _1"></span>cts on <span class="_ _1"></span>the <span class="_ _1"></span>domestic <span class="_ _1"></span>and <span class="_ _1"></span>foreign <span class="_ _1"></span>markets <span class="_ _10"></span><span class="ff6">–</span> mainly </div><div class="t m0 x4 h4 y3b3 ff2 fs2 fc0 sc0 ls0 ws0">countries <span class="_ _1"></span>in <span class="_ _8"></span>Central, <span class="_ _1"></span>Eas<span class="_ _1"></span>tern <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>Southern <span class="_ _8"></span>Europe <span class="_ _1"></span>(Roman<span class="_ _1"></span>ia, <span class="_ _1"></span>Ukraine, <span class="_ _8"></span>Baltic <span class="_ _1"></span>cou<span class="_ _1"></span>ntries, <span class="_ _1"></span>H<span class="_ _1"></span>ungary, <span class="_ _1"></span>Belarus,<span class="_ _1"></span> <span class="_ _1"></span>Moldova, <span class="_ _8"></span>the </div><div class="t m0 x4 h4 y3b4 ff2 fs2 fc0 sc0 ls0 ws0">Czech Republic, Bulgaria and<span class="_ _1"></span> Germany)<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y3b5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3b6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3b7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2f3 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3b8 ff2 fs2 fc0 sc0 ls0 ws0">The table below presents<span class="_ _1"></span> the Company&apos;s s<span class="_ _1"></span>ales structure by<span class="_ _1"></span> customer group and market<span class="_ _8"></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 x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">25<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y3b9 w1b h3f"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Share in sales rev<span class="_ _0"></span>enues </div></div><div class="c x89 y3b9 w2e h3f"><div class="t m0 x2e hf y314 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x8a y3b9 w2f h3f"><div class="t m0 x2e hf y314 ff3 fs3 fc0 sc0 ls7 ws0">2022<span class="ls0"> </span></div></div><div class="c x4 y3ba w1b h40"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Domestic s<span class="_ _0"></span>ales <span class="ff6">–</span> wholesale mar<span class="_ _0"></span>ket </div></div><div class="c x89 y3ba w2e h40"><div class="t m0 x55 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">44<span class="ls0">.</span>3%<span class="ls0"> </span></div></div><div class="c x8a y3ba w2f h40"><div class="t m0 x55 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">43<span class="ls0">.</span>7%<span class="ls0"> </span></div></div><div class="c x4 y3bb w1b hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Export </div></div><div class="c x89 y3bb w2e hc"><div class="t m0 x55 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">35<span class="ls0">.</span>8%<span class="ls0"> </span></div></div><div class="c x8a y3bb w2f hc"><div class="t m0 x55 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">36<span class="ls0">.</span>8%<span class="ls0"> </span></div></div><div class="c x4 y3bc w1b h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Domestic s<span class="_ _0"></span>ales <span class="ff6">–</span> networks </div></div><div class="c x89 y3bc w2e h3f"><div class="t m0 x55 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0">.</span>4%<span class="ls0"> </span></div></div><div class="c x8a y3bc w2f h3f"><div class="t m0 x55 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0">.</span>6%<span class="ls0"> </span></div></div><div class="c x4 y3bd w1b h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Domestic s<span class="_ _0"></span>ales <span class="ff6">–</span> retail chai<span class="_ _0"></span>ns </div></div><div class="c x89 y3bd w2e h3f"><div class="t m0 x2e h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">8.<span class="ls7">5%</span> </div></div><div class="c x8a y3bd w2f h3f"><div class="t m0 x2e h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">7.<span class="ls7">9%</span> </div></div><div class="c x4 y3be w1b hc"><div class="t m0 x10 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x89 y3be w2e hc"><div class="t m0 x26 hf y237 ff3 fs3 fc0 sc0 ls7 ws0">100<span class="ls0">.0% </span></div></div><div class="c x8a y3be w2f hc"><div class="t m0 x26 hf y237 ff3 fs3 fc0 sc0 ls7 ws0">100<span class="ls0">.0% </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y3bf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3c0 ff2 fs2 fc0 sc0 ls0 ws0">With regards<span class="_ _1"></span> to <span class="_ _1"></span>retail chains<span class="_ _1"></span> channel, <span class="_ _1"></span>the Company<span class="_ _1"></span> sells its<span class="_ _1"></span> products <span class="_ _1"></span>to the <span class="_ _1"></span>largest chains in <span class="_ _1"></span>Poland. Credit <span class="_ _1"></span>exposures <span class="_ _1"></span>in </div><div class="t m0 x4 h4 y3c1 ff2 fs2 fc0 sc0 ls0 ws0">this <span class="_ _8"></span>customer <span class="_ _8"></span>group <span class="_ _8"></span>are <span class="_ _8"></span>rather <span class="_ _8"></span>evenly <span class="_ _8"></span>distribu<span class="_ _1"></span>ted. <span class="_ _1"></span>2<span class="_ _1"></span> <span class="_ _1"></span>key <span class="_ _8"></span>retail <span class="_ _8"></span>chains<span class="_ _1"></span> <span class="_ _1"></span>jointly<span class="_ _1"></span> <span class="_ _1"></span>accoun<span class="_ _1"></span>t <span class="_ _1"></span>fo<span class="_ _1"></span>r <span class="_ _1"></span>app<span class="_ _1"></span>roximately <span class="_ _1"></span>8<span class="_ _1"></span>3.5 <span class="_ _8"></span>% <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>sal<span class="_ _1"></span>es </div><div class="t m0 x4 h4 y39a ff2 fs2 fc0 sc0 ls0 ws0">made throu<span class="_ _1"></span>gh this <span class="_ _1"></span>particular <span class="_ _1"></span>channel. Credit <span class="_ _1"></span>risk<span class="_ _1"></span> <span class="_ _1"></span>exposure <span class="_ _1"></span>to retail <span class="_ _1"></span>chains <span class="_ _1"></span>is cons<span class="_ _1"></span>idered by <span class="_ _1"></span>the Company<span class="_ _1"></span> as <span class="_ _1"></span>low as <span class="_ _1"></span>most </div><div class="t m0 x4 h4 y3c2 ff2 fs2 fc0 sc0 ls0 ws0">of <span class="_ _10"></span>them <span class="_ _8"></span>are <span class="_ _10"></span>reliable <span class="_ _10"></span>and <span class="_ _8"></span>finan<span class="_ _1"></span>cially <span class="_ _10"></span>transparent <span class="_ _10"></span>customers <span class="_ _8"></span>with <span class="_ _10"></span>an <span class="_ _10"></span>established <span class="_ _10"></span>market <span class="_ _10"></span>position <span class="_ _10"></span>and <span class="_ _8"></span>a <span class="_ _10"></span>sound <span class="_ _10"></span>payment </div><div class="t m0 x4 h4 y233 ff2 fs2 fc0 sc0 ls0 ws0">history. </div><div class="t m0 x4 h4 y374 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3c3 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _0"></span>the are<span class="_ _0"></span>a of <span class="_ _7"></span>wholesale<span class="_ _1"></span> <span class="_ _0"></span>distributio<span class="_ _1"></span>n, <span class="_ _0"></span>the <span class="_ _0"></span>Company has <span class="_ _0"></span>established <span class="_ _0"></span>cooperation with <span class="_ _7"></span>au<span class="_ _1"></span>thorised distributors, a <span class="_ _7"></span>few <span class="_ _0"></span>dozen </div><div class="t m0 x4 h4 y186 ff2 fs2 fc0 sc0 ls0 ws0">wholesalers <span class="_ _1"></span>across <span class="_ _1"></span>the <span class="_ _1"></span>countr<span class="_ _1"></span>y <span class="_ _1"></span>and <span class="_ _1"></span>stores. <span class="_ _1"></span>In <span class="_ _8"></span>2023 <span class="_ _1"></span>and <span class="_ _1"></span>2022 <span class="_ _8"></span>the <span class="_ _1"></span>concentration <span class="_ _1"></span>of <span class="_ _1"></span>receiv<span class="_ _1"></span>ables <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>wholesale <span class="_ _1"></span>chann<span class="_ _1"></span>el </div><div class="t m0 x4 h4 y2a3 ff2 fs2 fc0 sc0 ls0 ws0">was <span class="_ _8"></span>at<span class="_ _1"></span> <span class="_ _8"></span>a <span class="_ _8"></span>s<span class="_ _1"></span>imilar <span class="_ _8"></span>level <span class="_ _10"></span>- <span class="_ _8"></span>75% <span class="_ _8"></span>of <span class="_ _10"></span>sales <span class="_ _8"></span>was <span class="_ _10"></span>executed <span class="_ _8"></span>by <span class="_ _10"></span>18 <span class="_ _8"></span>in <span class="_ _8"></span>2023 <span class="_ _10"></span>and <span class="_ _8"></span>2022<span class="ls5">. <span class="_ _10"></span></span>The <span class="_ _1"></span>Compan<span class="_ _1"></span>y <span class="_ _8"></span>p<span class="_ _1"></span>ursues <span class="_ _8"></span>a <span class="_ _1"></span>policy <span class="_ _8"></span>of <span class="_ _10"></span>reducing </div><div class="t m0 x4 h4 y2a4 ff2 fs2 fc0 sc0 ls0 ws0">credit <span class="_ _1"></span>exposures <span class="_ _1"></span>to <span class="_ _1"></span>wholesale<span class="_ _1"></span> cu<span class="_ _1"></span>stomers <span class="_ _1"></span>with th<span class="_ _1"></span>e <span class="_ _1"></span>use <span class="_ _1"></span>of <span class="_ _1"></span>a <span class="_ _1"></span>credit <span class="_ _1"></span>limit <span class="_ _8"></span>mechanism. <span class="_ _1"></span>The<span class="_ _1"></span> <span class="_ _1"></span>limits <span class="_ _1"></span>are <span class="_ _1"></span>set <span class="_ _1"></span>for <span class="_ _1"></span>each <span class="_ _1"></span>custom<span class="_ _1"></span>er </div><div class="t m0 x4 h4 y3c4 ff2 fs2 fc0 sc0 ls0 ws0">based <span class="_ _0"></span>on <span class="_ _0"></span>a <span class="_ _7"></span>d<span class="_ _1"></span>etailed <span class="_ _7"></span>ass<span class="_ _1"></span>essment <span class="_ _0"></span>of <span class="_ _7"></span>its<span class="_ _1"></span> <span class="_ _0"></span>financial <span class="_ _0"></span>performance<span class="_ _1"></span>, <span class="_ _7"></span>market position, <span class="_ _7"></span>pay<span class="_ _1"></span>ment <span class="_ _7"></span>disciplin<span class="_ _1"></span>e <span class="_ _7"></span>and the <span class="_ _7"></span>overall <span class="_ _7"></span>s<span class="_ _1"></span>ituation </div><div class="t m0 x4 h4 y3c5 ff2 fs2 fc0 sc0 ls0 ws0">in the <span class="_ _1"></span>sector. The <span class="_ _1"></span>utilisation <span class="_ _1"></span>of credit limits <span class="_ _1"></span>is monitored <span class="_ _1"></span>on a <span class="_ _1"></span>regular bas<span class="_ _1"></span>is. A tran<span class="_ _1"></span>saction exceeding th<span class="_ _1"></span>e credit limit <span class="_ _1"></span>may<span class="_ _8"></span> </div><div class="t m0 x4 h4 y73 ff2 fs2 fc0 sc0 ls0 ws0">only be executed upo<span class="_ _1"></span>n authorisation b<span class="_ _1"></span>y author<span class="_ _1"></span>ised persons in accordan<span class="_ _1"></span>ce with an internal credit po<span class="_ _1"></span>licy. </div><div class="t m0 x4 h4 y3c6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y350 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1f"> </span>Compan<span class="_ _1"></span>y <span class="_ _1f"> </span>mitigates <span class="_ _29"> </span>its <span class="_ _29"> </span>credit <span class="_ _1f"> </span>risk <span class="_ _29"> </span>by <span class="_ _29"> </span>having <span class="_ _29"> </span>trade <span class="_ _1f"> </span>receivab<span class="_ _1"></span>les <span class="_ _1f"> </span>insu<span class="_ _1"></span>red <span class="_ _1f"> </span>in <span class="_ _1f"> </span>reno<span class="_ _1"></span>wned <span class="_ _1f"> </span>insuran<span class="_ _1"></span>ce <span class="_ _1f"> </span>company. <span class="_ _10"></span> </div><div class="t m0 x4 h4 y351 ff2 fs2 fc0 sc0 ls0 ws0">As at <span class="_ _7"></span>31 December 2023<span class="_ _0"></span>, 86% <span class="_ _0"></span>of the <span class="_ _7"></span>tra<span class="_ _1"></span>de re<span class="_ _0"></span>ceivables were <span class="_ _7"></span>in<span class="_ _1"></span>sured (31 <span class="_ _0"></span>December <span class="_ _0"></span>2022 - <span class="_ _0"></span>60%). This <span class="_ _0"></span>applies to <span class="_ _0"></span>customers </div><div class="t m0 x4 h4 y3c7 ff2 fs2 fc0 sc0 ls0 ws0">who <span class="_ _8"></span>hav<span class="_ _1"></span>e <span class="_ _8"></span>been <span class="_ _10"></span>granted <span class="_ _8"></span>an <span class="_ _10"></span>individual <span class="_ _8"></span>limit <span class="_ _10"></span>and <span class="_ _8"></span>customers <span class="_ _10"></span>covered <span class="_ _8"></span>by <span class="_ _10"></span>the <span class="_ _8"></span>so<span class="_ _8"></span>-called <span class="_ _8"></span>auto<span class="_ _1"></span>matic <span class="_ _8"></span>limit, <span class="_ _10"></span>up <span class="_ _8"></span>to <span class="_ _10"></span>the <span class="_ _8"></span>amount </div><div class="t m0 x4 h4 y353 ff2 fs2 fc0 sc0 ls0 ws0">specified <span class="_ _13"> </span>in <span class="_ _12"> </span>the <span class="_ _13"> </span>ins<span class="_ _1"></span>urance <span class="_ _13"> </span>co<span class="_ _1"></span>ntract. <span class="_ _13"> </span>Und<span class="_ _1"></span>er <span class="_ _13"> </span>the <span class="_ _13"> </span>ins<span class="_ _1"></span>urance <span class="_ _13"> </span>contra<span class="_ _1"></span>ct, <span class="_ _13"> </span>the<span class="_ _1"></span> d<span class="_ _1"></span>eductible <span class="_ _13"> </span>is <span class="_ _12"> </span>typical <span class="_ _12"> </span>for <span class="_ _13"> </span>such<span class="_ _1"></span> <span class="_ _13"> </span>contracts<span class="_ _1"></span><span class="ls5">. <span class="_ _12"> </span></span>The </div><div class="t m0 x4 h4 y354 ff2 fs2 fc0 sc0 ls0 ws0">Company also mitigates<span class="_ _1"></span> credit ris<span class="_ _1"></span>k through th<span class="_ _1"></span>e implement<span class="_ _1"></span>ation of an effective <span class="_ _1"></span>risk management s<span class="_ _1"></span>ystem integrated wit<span class="_ _1"></span>h </div><div class="t m0 x4 h4 y3c8 ff6 fs2 fc0 sc0 ls0 ws0">SAP, <span class="_ _1"></span>supp<span class="_ _1"></span>orting <span class="_ _1"></span>the <span class="_ _1"></span>maintena<span class="_ _1"></span>nce <span class="_ _1"></span>of <span class="_ _1"></span>prop<span class="_ _1"></span>er <span class="_ _1"></span>payment <span class="_ _8"></span>discipline <span class="_ _8"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Company’s<span class="_ _1"></span> <span class="_ _1"></span>customers. <span class="_ _8"></span>It <span class="_ _1"></span>shou<span class="_ _1"></span>ld <span class="_ _1"></span>be <span class="_ _1"></span>stress<span class="_ _1"></span>ed <span class="_ _1"></span>that </div><div class="t m0 x4 h4 y3c9 ff2 fs2 fc0 sc0 ls0 ws0">sales <span class="_ _0"></span>for <span class="_ _7"></span>the <span class="_ _0"></span>customers who <span class="_ _7"></span>are <span class="_ _0"></span>not <span class="_ _7"></span>in<span class="_ _1"></span> <span class="_ _7"></span>a <span class="_ _0"></span>stable <span class="_ _0"></span>and <span class="_ _0"></span>predictable <span class="_ _0"></span>financial condition<span class="_ _1"></span> <span class="_ _7"></span>is re<span class="_ _0"></span>alised based <span class="_ _7"></span>on <span class="_ _0"></span>advance <span class="_ _0"></span>payments<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y3ca ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3cb ff2 fs2 fc0 sc0 ls0 ws0">The maturity structu<span class="_ _1"></span>re of receivables a<span class="_ _1"></span>nd details on past due receivab<span class="_ _1"></span>les are presented in note <span class="_ _8"></span>0. </div><div class="t m0 x4 h4 y3cc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3cd ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>credit <span class="_ _8"></span>quality <span class="_ _10"></span>of <span class="_ _1"></span>financial <span class="_ _8"></span>as<span class="_ _1"></span>sets <span class="_ _8"></span>that <span class="_ _8"></span>are <span class="_ _8"></span>n<span class="_ _1"></span>either <span class="_ _1"></span>p<span class="_ _1"></span>ast <span class="_ _1"></span>due <span class="_ _8"></span>n<span class="_ _1"></span>or <span class="_ _8"></span>impaired <span class="_ _8"></span>can <span class="_ _8"></span>b<span class="_ _1"></span>e <span class="_ _1"></span>es<span class="_ _1"></span>timated <span class="_ _1"></span>by <span class="_ _10"></span>ref<span class="_ _0"></span>erence <span class="_ _8"></span>to <span class="_ _10"></span>exte<span class="_ _0"></span>rn<span class="_ _1"></span>al </div><div class="t m0 x4 h4 y3ce ff6 fs2 fc0 sc0 ls0 ws0">credit <span class="_ _1"></span>ratin<span class="_ _1"></span>gs <span class="_ _1"></span>or <span class="_ _8"></span>information <span class="_ _8"></span>on <span class="_ _8"></span>histo<span class="_ _1"></span>rical <span class="_ _1"></span>coun<span class="_ _1"></span>terparty’s <span class="_ _1"></span>payment <span class="_ _8"></span>default. <span class="_ _8"></span>Cash <span class="_ _8"></span>is <span class="_ _8"></span>deposited <span class="_ _8"></span>in <span class="_ _8"></span>banks <span class="_ _8"></span>rated <span class="_ _8"></span>BBB <span class="_ _10"></span><span class="ff2">-, <span class="_ _8"></span>BBB </span></div><div class="t m0 x4 h4 y140 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _1c"> </span>A<span class="_ _1"></span>- <span class="_ _1c"> </span>(EuroRatin<span class="_ _1"></span>g <span class="_ _1c"> </span>rating <span class="_ _17"> </span>agency). <span class="_ _1c"> </span>With<span class="_ _1"></span> <span class="_ _1c"> </span>regard <span class="_ _17"> </span>to <span class="_ _1c"> </span>tra<span class="_ _1"></span>de <span class="_ _1c"> </span>receivab<span class="_ _1"></span>les, <span class="_ _1c"> </span>the <span class="_ _17"> </span>Company <span class="_ _17"> </span>cooperates <span class="_ _17"> </span>with <span class="_ _1c"> </span>reputab<span class="_ _1"></span>le </div><div class="t m0 x4 h4 y141 ff2 fs2 fc0 sc0 ls0 ws0">organizations that <span class="_ _7"></span>pro<span class="_ _1"></span>vide <span class="_ _0"></span>tools <span class="_ _0"></span>for <span class="_ _0"></span>credit <span class="_ _0"></span>risk analysis, <span class="_ _0"></span>and a<span class="_ _0"></span>lso m<span class="_ _0"></span>onitors contractors&apos; <span class="_ _0"></span>delays in <span class="_ _7"></span>repay<span class="_ _1"></span>ment <span class="_ _0"></span>on <span class="_ _0"></span>an o<span class="_ _0"></span>ngoing </div><div class="t m0 x4 h4 y3cf ff2 fs2 fc0 sc0 ls0 ws0">basis. </div><div class="t m0 x4 h4 y3d0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y144 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>maximum <span class="_ _11"></span>credit <span class="_ _11"></span>risk <span class="_ _11"></span>exposure <span class="_ _10"></span>is <span class="_ _11"></span>approximately <span class="_ _11"></span>equal <span class="_ _10"></span>to <span class="_ _11"></span>the <span class="_ _10"></span>b<span class="_ _1"></span>ook <span class="_ _10"></span>value <span class="_ _11"></span>of <span class="_ _10"></span>trad<span class="_ _1"></span>e <span class="_ _10"></span>receivables, <span class="_ _11"></span>net <span class="_ _10"></span>of <span class="_ _11"></span>receivables </div><div class="t m0 x4 h4 y145 ff2 fs2 fc0 sc0 ls0 ws0">insured <span class="_ _10"></span>and <span class="_ _10"></span>cash<span class="_ _1"></span> <span class="_ _10"></span>and <span class="_ _10"></span>cash <span class="_ _10"></span>equivalents. <span class="_ _10"></span>As <span class="_ _10"></span>at <span class="_ _10"></span>31 <span class="_ _10"></span>December <span class="_ _10"></span>202<span class="_ _8"></span>3, <span class="_ _10"></span>the <span class="_ _10"></span>maximum <span class="_ _10"></span>credit <span class="_ _10"></span>risk <span class="_ _10"></span>expo<span class="_ _1"></span>sure <span class="_ _10"></span>was <span class="_ _10"></span>PLN <span class="_ _11"></span>51,923 </div><div class="t m0 x4 h4 y3d1 ff2 fs2 fc0 sc0 ls0 ws0">thousand (as<span class="_ _1"></span> at 31 December 2022: PLN <span class="_ _1"></span>22,056 thous<span class="_ _1"></span>and). </div><div class="t m0 x4 h4 y147 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h2a ye9 ff3 fs1 fc1 sc0 ls12 ws0">5.3<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Liquidity risk  </span></span></div><div class="t m0 x4 h4 y249 ff6 fs2 fc0 sc0 ls0 ws0">The Management Board of the Company believes that the Company’s liquidity<span class="_ _1"></span> is secured for <span class="_ _0"></span>the<span class="_ _1"></span><span class="ff2"> for<span class="_ _1"></span>eseeable future. The </span></div><div class="t m0 x4 h4 yed ff2 fs2 fc0 sc0 ls0 ws0">Company follows <span class="_ _0"></span>a prudent li<span class="_ _0"></span>quidity risk <span class="_ _0"></span>management policy which <span class="_ _0"></span>focuses on <span class="_ _0"></span>maintaining an <span class="_ _0"></span>adequate level <span class="_ _0"></span>of cash <span class="_ _0"></span>and </div><div class="t m0 x4 h4 y24a ff2 fs2 fc0 sc0 ls0 ws0">securing <span class="_ _10"></span>the <span class="_ _8"></span>ab<span class="_ _1"></span>ility <span class="_ _10"></span>to <span class="_ _10"></span>use <span class="_ _8"></span>the <span class="_ _10"></span>credit <span class="_ _8"></span>facilities. <span class="_ _10"></span>The Man<span class="_ _1"></span>agement <span class="_ _10"></span>Board <span class="_ _10"></span>monitors <span class="_ _10"></span>the <span class="_ _8"></span>level <span class="_ _10"></span>of <span class="_ _8"></span>s<span class="_ _1"></span>hort<span class="_ _1"></span>-term <span class="_ _10"></span>liabilities <span class="_ _8"></span>and<span class="_ _1"></span> </div><div class="t m0 x4 h4 y24b ff2 fs2 fc0 sc0 ls0 ws0">current <span class="_ _1"></span>as<span class="_ _1"></span>sets, <span class="_ _1"></span>as <span class="_ _8"></span>well <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>current <span class="_ _8"></span>cash <span class="_ _8"></span>flows <span class="_ _8"></span>of <span class="_ _1"></span>the <span class="_ _8"></span>Company. <span class="_ _10"></span>A s<span class="_ _1"></span>ignificant <span class="_ _1"></span>increas<span class="_ _1"></span>e <span class="_ _1"></span>in <span class="_ _8"></span>the <span class="_ _1"></span>valu<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _8"></span>inventories <span class="_ _1"></span>is <span class="_ _8"></span>in <span class="_ _1"></span>line </div><div class="t m0 x4 h4 y24c ff2 fs2 fc0 sc0 ls0 ws0">with <span class="_ _8"></span>the <span class="_ _8"></span>adop<span class="_ _1"></span>ted <span class="_ _8"></span>liquidity <span class="_ _8"></span>m<span class="_ _1"></span>anag<span class="_ _1"></span>ement <span class="_ _1"></span>p<span class="_ _1"></span>olicy <span class="_ _8"></span>and<span class="_ _1"></span> <span class="_ _8"></span>enables <span class="_ _10"></span>the <span class="_ _1"></span>continu<span class="_ _1"></span>ity <span class="_ _8"></span>of <span class="_ _8"></span>sales <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _8"></span>event <span class="_ _8"></span>o<span class="_ _1"></span>f <span class="_ _8"></span>delays <span class="_ _8"></span>in <span class="_ _10"></span>the <span class="_ _1"></span>su<span class="_ _1"></span>pply </div><div class="t m0 x4 h4 y3d2 ff2 fs2 fc0 sc0 ls0 ws0">chains. </div><div class="t m0 x4 h4 y3d3 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3d4 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf23" ><span class="d m1" style="border-style:none;position:absolute;left:878.800000px;bottom:800.620000px;width:9.570000px;height:12.200000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf1a" class="pf w0 h0" ><div class="pc pc1a w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">26<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">Key items analysed for th<span class="_ _1"></span>e purpose of monito<span class="_ _1"></span>ring of the liquid<span class="_ _1"></span>ity risk are as follows<span class="_ _1"></span><span class="ls1a">: <span class="_ _1"></span></span> </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3d5 w30 hc"><div class="t m0 x10 h4 y3d6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y3d5 w31 hc"><div class="t m0 x4b hf y237 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span>20<span class="ls0">23<span class="_ _0"></span> </span></div></div><div class="c x8c y3d5 w32 hc"><div class="t m0 x4b hf y237 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2022<span class="_ _0"></span> </span></div></div><div class="c x4 y3d7 w30 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Current asse<span class="_ _0"></span>ts </div></div><div class="c x8b y3d7 w31 hc"><div class="t m0 x5c h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">286,852      </span></div></div><div class="c x8c y3d7 w32 hc"><div class="t m0 x5c h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">310,289      </span></div></div><div class="c x4 y3d8 w30 h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Current l<span class="_ _0"></span>iabilities </div></div><div class="c x8b y3d8 w31 h3f"><div class="t m0 x21 h7 y314 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">40,763      </span></div></div><div class="c x8c y3d8 w32 h3f"><div class="t m0 x5c h7 y314 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">102,626      </span></div></div><div class="c x4 y3d9 w30 hc"><div class="t m0 x10 h4 y3d6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x8b y3d9 w31 hc"><div class="t m0 x9 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x8c y3d9 w32 hc"><div class="t m0 x9 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">2022<span class="ls0"> </span></div></div><div class="c x4 y3da w30 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Cash flow fr<span class="_ _0"></span>om operating ac<span class="_ _0"></span>tivities </div></div><div class="c x8b y3da w31 hc"><div class="t m0 x2d h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls7">141<span class="ls0">,</span>697<span class="ls0"> </span></span></div></div><div class="c x8c y3da w32 hc"><div class="t m0 x21 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls7">54<span class="ls0">,</span>148<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y3db ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf wd h1c" ><div class="pc pc1b wd h1c"><img class="bi x17 y4 w33 h1d" alt="" 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"/><div class="c x0 y0 wf h1c"><div class="t m0 x1e h6 ycc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 h6 ycd ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x36 h6 yce ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(A<span class="_ _0"></span>mounts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x37 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x8d h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">27<span class="ls0"> </span></div><div class="t m0 x1e h4 y3dc ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>table <span class="_ _8"></span>below <span class="_ _8"></span>p<span class="_ _1"></span>resents <span class="_ _8"></span>finan<span class="_ _1"></span>cial <span class="_ _8"></span>liabilities <span class="_ _8"></span>of <span class="_ _8"></span>the <span class="_ _8"></span>Co<span class="_ _1"></span>mpany <span class="_ _8"></span>by<span class="_ _1"></span> <span class="_ _8"></span>maturities, <span class="_ _8"></span>which <span class="_ _10"></span>are <span class="_ _1"></span>determined <span class="_ _8"></span>bas<span class="_ _1"></span>ed <span class="_ _8"></span>on <span class="_ _8"></span>contractu<span class="_ _1"></span>al <span class="_ _8"></span>future<span class="_ _8"></span> <span class="_ _10"></span>payment <span class="_ _1"></span>dat<span class="_ _1"></span>es, <span class="_ _8"></span>uniform <span class="_ _8"></span>for <span class="_ _8"></span>ea<span class="_ _1"></span>ch <span class="_ _8"></span>group <span class="_ _8"></span>of<span class="_ _1"></span> </div><div class="t m0 x1e h4 y3dd ff2 fs2 fc0 sc0 ls0 ws0">liabilities. The figures p<span class="_ _1"></span>resented below repr<span class="_ _1"></span>esent undiscounted co<span class="_ _1"></span>ntractual cash<span class="_ _1"></span> flows<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x1e h4 y3de ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e y3df w34 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Due date<span class="ff2"> </span></div></div><div class="c x8e y3df w35 h14"><div class="t m0 x8f hf y95 ff3 fs3 fc0 sc0 ls0 ws0">up to 3 months<span class="_ _0"></span> </div></div><div class="c x90 y3df w36 h14"><div class="t m0 x2d hf y95 ff3 fs3 fc0 sc0 ls0 ws0">4-6 months </div></div><div class="c x91 y3df w37 h14"><div class="t m0 x2f hf y95 ff3 fs3 fc0 sc0 ls0 ws0">7-12 months </div></div><div class="c x92 y3df w38 h14"><div class="t m0 x55 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">2-3 years </div></div><div class="c x93 y3df w36 h14"><div class="t m0 x55 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">4-5 years </div></div><div class="c x94 y3df w37 h14"><div class="t m0 x48 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">More than 5 year<span class="_ _0"></span>s </div></div><div class="c x95 y3df w36 h14"><div class="t m0 x96 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x1e y3e0 w34 h14"><div class="t m0 x10 hf y96 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y3e0 w35 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y3e0 w36 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y3e0 w37 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x92 y3e0 w38 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x93 y3e0 w36 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y3e0 w37 h14"><div class="t m0 x42 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x95 y3e0 w36 h14"><div class="t m0 x42 hf y95 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e y3e1 w34 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Loans </div></div><div class="c x8e y3e1 w35 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x90 y3e1 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x91 y3e1 w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x92 y3e1 w38 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x93 y3e1 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3e1 w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3e1 w36 h14"><div class="t m0 x56 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>   <span class="ls0"> </span></div></div><div class="c x1e y3e2 w34 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x8e y3e2 w35 h14"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">19,677  </span></div></div><div class="c x90 y3e2 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x91 y3e2 w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x92 y3e2 w38 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x93 y3e2 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3e2 w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3e2 w36 h14"><div class="t m0 x22 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">19,677  </span></div></div><div class="c x1e y3e3 w34 h41"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x8e y3e3 w35 h41"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,773  </span></div></div><div class="c x90 y3e3 w36 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">470 <span class="ls0"> </span></span></div></div><div class="c x91 y3e3 w37 h41"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,115  </span></div></div><div class="c x92 y3e3 w38 h41"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">13,516  </span></div></div><div class="c x93 y3e3 w36 h41"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,609  </span></div></div><div class="c x94 y3e3 w37 h41"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,998  </span></div></div><div class="c x95 y3e3 w36 h41"><div class="t m0 x19 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">24,481  </span></div></div><div class="c x1e y3e4 w34 h16"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability </div></div><div class="c x8e y3e4 w35 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">500 <span class="ls0"> </span></span></div></div><div class="c x90 y3e4 w36 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x91 y3e4 w37 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x92 y3e4 w38 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x93 y3e4 w36 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3e4 w37 h16"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3e4 w36 h16"><div class="t m0 x4b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls7">500 <span class="ls0"> </span></span></div></div><div class="c x1e y3e5 w34 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">31 </span>Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x8e y3e5 w35 h14"><div class="t m0 x1c hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls7">21<span class="ls0">,</span>950 <span class="ls0"> </span></span></div></div><div class="c x90 y3e5 w36 h14"><div class="t m0 x1d hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">470 <span class="ls0"> </span></span></div></div><div class="c x91 y3e5 w37 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,115  </span></div></div><div class="c x92 y3e5 w38 h14"><div class="t m0 x1c hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">13,516  </span></div></div><div class="c x93 y3e5 w36 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,609  </span></div></div><div class="c x94 y3e5 w37 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,998  </span></div></div><div class="c x95 y3e5 w36 h14"><div class="t m0 x3e hf y95 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">44,658  </span></div></div><div class="c x1e y3e6 w34 h14"><div class="t m0 x10 hf y96 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y3e6 w35 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x90 y3e6 w36 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x91 y3e6 w37 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x92 y3e6 w38 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x93 y3e6 w36 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y3e6 w37 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y3e6 w36 h14"><div class="t m0 x42 h7 y96 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x1e y3e7 w34 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Loans </div></div><div class="c x8e y3e7 w35 h14"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">25,150  </span></div></div><div class="c x90 y3e7 w36 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">5,825  </span></div></div><div class="c x91 y3e7 w37 h14"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">39,893  </span></div></div><div class="c x92 y3e7 w38 h14"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">18,477  </span></div></div><div class="c x93 y3e7 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3e7 w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3e7 w36 h14"><div class="t m0 x22 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">89,345  </span></div></div><div class="c x1e y3e8 w34 h41"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x8e y3e8 w35 h41"><div class="t m0 x1c h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">13,385  </span></div></div><div class="c x90 y3e8 w36 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x91 y3e8 w37 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x92 y3e8 w38 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x93 y3e8 w36 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3e8 w37 h41"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3e8 w36 h41"><div class="t m0 x1f hf y95 ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">13,385  </span></div></div><div class="c x1e y3e9 w34 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x8e y3e9 w35 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,885  </span></div></div><div class="c x90 y3e9 w36 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,845  </span></div></div><div class="c x91 y3e9 w37 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,477  </span></div></div><div class="c x92 y3e9 w38 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,977  </span></div></div><div class="c x93 y3e9 w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">399 <span class="ls0"> </span></span></div></div><div class="c x94 y3e9 w37 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">4,004  </span></div></div><div class="c x95 y3e9 w36 h14"><div class="t m0 x19 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">15,587  </span></div></div><div class="c x1e y3ea w34 h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Warranty l<span class="_ _0"></span>iability </div></div><div class="c x8e y3ea w35 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">539 <span class="ls0"> </span></span></div></div><div class="c x90 y3ea w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x91 y3ea w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x92 y3ea w38 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x93 y3ea w36 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x94 y3ea w37 h14"><div class="t m0 x1d h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>   <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x95 y3ea w36 h14"><div class="t m0 x4b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls7">539 <span class="ls0"> </span></span></div></div><div class="c x1e y3eb w34 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">31 </span>Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c x8e y3eb w35 h14"><div class="t m0 x1c hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">40,959  </span></div></div><div class="c x90 y3eb w36 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">7,670  </span></div></div><div class="c x91 y3eb w37 h14"><div class="t m0 x1c hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">43,370  </span></div></div><div class="c x92 y3eb w38 h14"><div class="t m0 x1c hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">22,454  </span></div></div><div class="c x93 y3eb w36 h14"><div class="t m0 x1d hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls7">399 <span class="ls0"> </span></span></div></div><div class="c x94 y3eb w37 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">4,004  </span></div></div><div class="c x95 y3eb w36 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">118,856  </span></div></div><div class="c x0 y0 wf h1c"><div class="t m0 x34 h4 y3ec ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y3ed ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y3ee ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y2b1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x34 h4 y3ef ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w0 h0" ><div class="pc pc1c w0 h0"><img class="bi x3 y4 w3 h5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x6a h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">28<span class="ls0"> </span></div><div class="t m0 x1e h2a yb ff3 fs1 fc1 sc0 ls12 ws0">5.4<span class="ff8 ls0"> <span class="_ _16"> </span><span class="ff3">Capital management </span></span></div><div class="t m0 x4 h4 y3f0 ff6 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Management Board of <span class="_ _0"></span>the <span class="_ _0"></span>Company defines capital <span class="_ _0"></span>as <span class="_ _0"></span>the Com<span class="_ _0"></span>pany’<span class="_ _1"></span>s equit<span class="_ _0"></span>y. The <span class="_ _0"></span>equity held <span class="_ _0"></span>by <span class="_ _0"></span>the Com<span class="_ _0"></span>pany meets </div><div class="t m0 x4 h4 y3f1 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _11"> </span>requirements <span class="_ _13"> </span>provided <span class="_ _11"> </span>f<span class="_ _1"></span>or <span class="_ _11"></span>in <span class="_ _11"> </span>the <span class="_ _11"> </span>Po<span class="_ _1"></span>lish <span class="_ _11"> </span>Commercial <span class="_ _13"> </span>Companies <span class="_ _11"> </span>Cod<span class="_ _1"></span>e. <span class="_ _11"> </span>There <span class="_ _11"> </span>ar<span class="_ _1"></span>e <span class="_ _11"> </span>no<span class="_ _1"></span> <span class="_ _11"></span>other <span class="_ _11"> </span>capital <span class="_ _13"> </span>requirements </div><div class="t m0 x4 h4 y3f2 ff2 fs2 fc0 sc0 ls0 ws0">imposed by external regulat<span class="_ _1"></span>ions<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y3f3 ff6 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Company’<span class="_ _1"></span>s <span class="_ _1"></span>cap<span class="_ _1"></span>ital <span class="_ _1"></span>management <span class="_ _8"></span>activities <span class="_ _8"></span>are <span class="_ _8"></span>aimed <span class="_ _1"></span>at <span class="_ _1"></span>pro<span class="_ _1"></span>tecting <span class="_ _1"></span>the <span class="_ _8"></span>Company’s <span class="_ _8"></span>ability <span class="_ _8"></span>to <span class="_ _8"></span>continue <span class="_ _1"></span>its <span class="_ _8"></span>operations </div><div class="t m0 x4 h4 y3f4 ff2 fs2 fc0 sc0 ls0 ws0">so  as <span class="_ _13"> </span>to <span class="_ _13"> </span>ensu<span class="_ _1"></span>re <span class="_ _13"> </span>a  return <span class="_ _13"> </span>on <span class="_ _12"> </span>investment  for <span class="_ _13"> </span>the  s<span class="_ _0"></span>hareholders  and <span class="_ _13"> </span>benefits  f<span class="_ _0"></span>or  other <span class="_ _13"> </span>interested  parties, <span class="_ _13"> </span>as  well <span class="_ _13"> </span>as </div><div class="t m0 x4 h4 y3f5 ff2 fs2 fc0 sc0 ls0 ws0">maintenance of the optimu<span class="_ _1"></span>m cap<span class="_ _1"></span>ital structure to lo<span class="_ _1"></span>wer the cost of capital. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y3f6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y3f7 ff2 fs2 fc0 sc0 ls0 ws0">The Company als<span class="_ _1"></span>o follows a rule that n<span class="_ _1"></span>on<span class="_ _1"></span>-current assets a<span class="_ _1"></span>re to be fully financed by equity<span class="_ _1"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y3f8 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3f9 w39 h42"><div class="t m0 x10 h4 y3fa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y3f9 w3a h42"><div class="t m0 x5c hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span>20<span class="ls0">23<span class="_ _0"></span> </span></div></div><div class="c x97 y3f9 w3b h42"><div class="t m0 x19 hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span>20<span class="ls0">22<span class="_ _0"></span> </span></div></div><div class="c x4 y3fc w39 h43"><div class="t m0 x10 h7 y3fd ff2 fs3 fc0 sc0 ls21 ws0">Non<span class="ls0">-current ass<span class="_ _0"></span>ets </span></div></div><div class="c x6d y3fc w3a h43"><div class="t m0 x64 h7 y3fd ff2 fs3 fc0 sc0 ls0 ws0">114,438 </div></div><div class="c x97 y3fc w3b h43"><div class="t m0 x64 h7 y3fd ff2 fs3 fc0 sc0 ls0 ws0">107,113 </div></div><div class="c x4 y3fe w39 h42"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Equity </div></div><div class="c x6d y3fe w3a h42"><div class="t m0 x64 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">344,405 </div></div><div class="c x97 y3fe w3b h42"><div class="t m0 x64 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">291,541 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x68 h4 y400 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y401 ff2 fs2 fc0 sc0 ls0 ws0">One of the important indicators from the management poin<span class="_ _1"></span>t of view <span class="_ _0"></span>is the equity ratio understoo<span class="_ _1"></span>d as the ratio of <span class="_ _0"></span>equity </div><div class="t m0 x4 h4 y402 ff2 fs2 fc0 sc0 ls22 ws0">to total assets<span class="ls0">.  </span></div><div class="t m0 x4 h4 y403 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y404 w39 h35"><div class="t m0 x10 h4 y3fa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x6d y404 w3a h35"><div class="t m0 x5c hf y3ff ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2023<span class="_ _0"></span> </span></div></div><div class="c x97 y404 w3b h35"><div class="t m0 x5c hf y3ff ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2022<span class="_ _0"></span> </span></div></div><div class="c x4 y282 w39 h42"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Equity </div></div><div class="c x6d y282 w3a h42"><div class="t m0 x64 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">344,405 </div></div><div class="c x97 y282 w3b h42"><div class="t m0 x64 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">291,541 </div></div><div class="c x4 y354 w39 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Total asset<span class="_ _0"></span>s </div></div><div class="c x6d y354 w3a h42"><div class="t m0 x64 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">401,290 </div></div><div class="c x97 y354 w3b h42"><div class="t m0 x64 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">417,402 </div></div><div class="c x4 y355 w39 h42"><div class="t m0 x10 hf y3fb ff3 fs3 fc0 sc0 ls0 ws0">Equity ratio<span class="ff2"> </span></div></div><div class="c x6d y355 w3a h42"><div class="t m0 x61 hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">86%<span class="ff2 ls0"> </span></div></div><div class="c x97 y355 w3b h42"><div class="t m0 x61 hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">70%<span class="ff2 ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y405 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y406 ff2 fs2 fc0 sc0 ls0 ws0">In the period co<span class="_ _1"></span>vered by these financial sta<span class="_ _1"></span>tements, the Company<span class="_ _1"></span> implemented the above ob<span class="_ _1"></span>jective<span class="_ _1"></span>. </div><div class="t m0 x1e h8 y407 ff3 fs5 fc1 sc0 lsd ws0">6.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Financial ins<span class="_ _0"></span>truments </span></span></div></div><div class="c x4 y408 w3c h3f"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x98 y408 w3d h3f"><div class="t m0 x5b hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s  </div></div><div class="c x99 y408 w3e h3f"><div class="t m0 x46 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x4 y409 w3c h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y409 w3f h3f"><div class="t m0 x9a hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Measured at a<span class="_ _0"></span>mortised cost </div></div><div class="c x99 y409 w3e h3f"><div class="t m0 x9a hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Measured at a<span class="_ _0"></span>mortised cost </div></div><div class="c x4 y40a w3c h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Trade recei<span class="_ _0"></span>vables </div></div><div class="c x98 y40a w3f h3f"><div class="t m0 x9b h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">32,160 </div></div><div class="c x99 y40a w3e h3f"><div class="t m0 x9c h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y268 w3c h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Cash and cash e<span class="_ _0"></span>quivalents </div></div><div class="c x98 y268 w3f h3f"><div class="t m0 x9b h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">49,107 </div></div><div class="c x99 y268 w3e h3f"><div class="t m0 x9c h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y28c w3c h3f"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x98 y28c w3f h3f"><div class="t m0 x9d h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x99 y28c w3e h3f"><div class="t m0 x9b h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">19,704 </div></div><div class="c x4 y40b w3c h44"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Loans and bo<span class="_ _0"></span>rrowings </div></div><div class="c x98 y40b w3f h44"><div class="t m0 x9c h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x99 y40b w3e h44"><div class="t m0 x9e h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y40c w3c h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x98 y40c w3f h3f"><div class="t m0 x9d h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x99 y40c w3e h3f"><div class="t m0 x9b h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">19,573 </div></div><div class="c x4 y40d w3c h3f"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c x98 y40d w3f h3f"><div class="t m0 x9b hf y314 ff3 fs3 fc0 sc0 ls7 ws0">81<span class="ls0">,</span>267<span class="ls0"> </span></div></div><div class="c x99 y40d w3e h3f"><div class="t m0 x9b hf y314 ff3 fs3 fc0 sc0 ls7 ws0">39<span class="ls0">,</span>27<span class="ls0">7 </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h7 y40e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 y40f ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y410 w3c h45"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c x98 y410 w3d h45"><div class="t m0 x5b hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Financial asset<span class="_ _0"></span>s  </div></div><div class="c x99 y410 w3e h45"><div class="t m0 x46 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Financial li<span class="_ _0"></span>abilities </div></div><div class="c x4 y411 w3c h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x98 y411 w3f h45"><div class="t m0 x9a hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Measured at amorti<span class="_ _0"></span>sed cost </div></div><div class="c x99 y411 w3e h45"><div class="t m0 x9a hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Measured at a<span class="_ _0"></span>mortised cost </div></div><div class="c x4 y294 w3c h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables </div></div><div class="c x98 y294 w3f h45"><div class="t m0 x9b h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">54,497 </div></div><div class="c x99 y294 w3e h45"><div class="t m0 x9c h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y413 w3c h46"><div class="t m0 x10 h7 y414 ff2 fs3 fc0 sc0 ls0 ws0">Cash and cash e<span class="_ _0"></span>quivalents </div></div><div class="c x98 y413 w3f h46"><div class="t m0 x9f h7 y414 ff2 fs3 fc0 sc0 ls0 ws0">1,386 </div></div><div class="c x99 y413 w3e h46"><div class="t m0 x9c h7 y414 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x4 y415 w3c h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Trade and ot<span class="_ _0"></span>her payables </div></div><div class="c x98 y415 w3f h45"><div class="t m0 x9c h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x99 y415 w3e h45"><div class="t m0 x9b h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">13,417 </div></div><div class="c x4 y416 w3c h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Loans and bo<span class="_ _0"></span>rrowings </div></div><div class="c x98 y416 w3f h37"><div class="t m0 x9c h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x99 y416 w3e h37"><div class="t m0 x9b h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">82,167 </div></div><div class="c x4 y417 w3c h45"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x98 y417 w3f h45"><div class="t m0 x9c h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x99 y417 w3e h45"><div class="t m0 x9b h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">12,045 </div></div><div class="c x4 y418 w3c h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c x98 y418 w3f h45"><div class="t m0 x9b hf y412 ff3 fs3 fc0 sc0 ls7 ws0">55<span class="ls0">,</span>883<span class="ls0"> </span></div></div><div class="c x99 y418 w3e h45"><div class="t m0 xa0 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">107<span class="ls0">,</span>629<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h7 y204 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y272 ff2 fs2 fc0 sc0 ls0 ws0">Revenue and expense recognis<span class="_ _1"></span>ed in the <span class="ls4">20</span>23 and <span class="ls4">20</span>22<span class="lsa">, </span>financial results, relating to financial assets or financial liabilities </div><div class="t m0 x4 h4 y419 ff2 fs2 fc0 sc0 ls0 ws0">not measured at fair v<span class="_ _1"></span>alue though pro<span class="_ _1"></span>fit or loss are presented below<span class="_ _1"></span>:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y41a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y41b ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w0 h0" ><div class="pc pc1d w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">29<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y41c w40 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>31 December 2023<span class="ff2"> </span></div></div><div class="c xa1 y41c w41 h21"><div class="t m0 x17 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0"> Financial assets  </div></div><div class="c xa2 y41c w41 h21"><div class="t m0 x73 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0"> Financial l<span class="_ _0"></span>iabilities  </div></div><div class="c x4 y41d w40 h22"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> income </div></div><div class="c xa1 y41d w41 h22"><div class="t m0 x2b h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                            <span class="_ _1"></span><span class="ls7">21<span class="ls0">6</span></span>     <span class="ls0"> </span></div></div><div class="c xa2 y41d w41 h22"><div class="t m0 x82 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span>           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y41e w40 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xa1 y41e w41 h1f"><div class="t m0 x57 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xa2 y41e w41 h1f"><div class="t m0 x50 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="_ _1"></span><span class="lsb">(3<span class="ls0">,602)     </span></span></div></div><div class="c x4 y41f w40 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n exchange differenc<span class="_ _0"></span>es </div></div><div class="c xa1 y41f w41 h1f"><div class="t m0 x32 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                         <span class="_ _1"></span><span class="ls0">2,951      </span></div></div><div class="c xa2 y41f w41 h1f"><div class="t m0 x19 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="_ _1"></span><span class="ls0">6,672      </span></div></div><div class="c x4 y420 w40 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>exchange differe<span class="_ _0"></span>nces </div></div><div class="c xa1 y420 w41 h1f"><div class="t m0 x2d h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                       <span class="_ _1"></span><span class="ls0">(4,584)     </span></div></div><div class="c xa2 y420 w41 h1f"><div class="t m0 x18 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                              <span class="_ _1"></span><span class="ls0">(2,510)     </span></div></div><div class="c x4 y421 w40 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Establishment<span class="_ _0"></span> of impairment<span class="_ _0"></span> write-downs </div></div><div class="c xa1 y421 w41 h21"><div class="t m0 x57 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xa2 y421 w41 h21"><div class="t m0 x82 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span>           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y44 w40 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment write-downs </div></div><div class="c xa1 y44 w41 h1f"><div class="t m0 x54 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                            <span class="_ _1"></span><span class="ls0">81</span>    <span class="ls0"> </span></div></div><div class="c xa2 y44 w41 h1f"><div class="t m0 x82 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span>           <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y15b w40 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total net profit/ (l<span class="_ _0"></span>oss) </div></div><div class="c xa1 y15b w41 h1f"><div class="t m0 x25 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="_ _1"></span><span class="lsc">(1<span class="ls0">,<span class="ls7">33</span>6)     </span></span></div></div><div class="c xa2 y15b w41 h1f"><div class="t m0 x4a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span>         <span class="ls0">560      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y1ab ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y422 w40 h1f"><div class="t m0 x10 hf yd4 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">12 months ended <span class="_ _0"></span>31 December 202<span class="_ _0"></span>2<span class="ff2"> </span></span></div></div><div class="c xa1 y422 w41 h1f"><div class="t m0 x17 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> Financial assets  </div></div><div class="c xa2 y422 w41 h1f"><div class="t m0 x73 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> Financial l<span class="_ _0"></span>iabilities  </div></div><div class="c x4 y423 w40 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> expenses </div></div><div class="c xa1 y423 w41 h1f"><div class="t m0 x54 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xa2 y423 w41 h1f"><div class="t m0 x18 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                              <span class="_ _1"></span><span class="ls0">(8,877)     </span></div></div><div class="c x4 y424 w40 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Profits o<span class="_ _0"></span>n exchange differenc<span class="_ _0"></span>es </div></div><div class="c xa1 y424 w41 h1f"><div class="t m0 xa3 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">5,730      </span></div></div><div class="c xa2 y424 w41 h1f"><div class="t m0 x18 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span> <span class="ls0">6 385      </span></div></div><div class="c x4 y3f6 w40 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Losses on <span class="_ _0"></span>exchange differe<span class="_ _0"></span>nces </div></div><div class="c xa1 y3f6 w41 h21"><div class="t m0 x5a h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(4,475)     </span></div></div><div class="c xa2 y3f6 w41 h21"><div class="t m0 xa4 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">(6,617)     </span></div></div><div class="c x4 y425 w40 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span> of impairment write-downs </div></div><div class="c xa1 y425 w41 h1f"><div class="t m0 x31 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">(12)      </span></div></div><div class="c xa2 y425 w41 h1f"><div class="t m0 x20 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                                <span class="_ _1"></span>              <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x4 y426 w40 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total net profit/ (l<span class="_ _0"></span>oss) </div></div><div class="c xa1 y426 w41 h1f"><div class="t m0 x2a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                                     <span class="_ _1"></span><span class="ls0">1,243      </span></div></div><div class="c xa2 y426 w41 h1f"><div class="t m0 x18 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                                              <span class="_ _1"></span><span class="lsc">(9<span class="ls0">,109)     </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y427 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y428 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y429 ff3 fs2 fc0 sc0 ls0 ws0">Fair value estimation<span class="_ _1"></span> </div><div class="t m0 x4 h4 y42a ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _10"></span>the <span class="_ _10"></span>Company&apos;s <span class="_ _10"></span>opinion, <span class="_ _10"></span>the <span class="_ _10"></span>fair <span class="_ _10"></span>value <span class="_ _10"></span>of <span class="_ _10"></span>financial <span class="_ _10"></span>ass<span class="_ _1"></span>ets <span class="_ _10"></span>and <span class="_ _10"></span>liabilities <span class="_ _10"></span>does <span class="_ _10"></span>no<span class="_ _1"></span>t <span class="_ _10"></span>differ <span class="_ _10"></span>from <span class="_ _10"></span>their <span class="_ _10"></span>carrying <span class="_ _10"></span>amount, </div><div class="t m0 x4 h4 y42b ff2 fs2 fc0 sc0 ls0 ws0">mainly <span class="_ _0"></span>due to <span class="_ _7"></span>their short <span class="_ _7"></span>maturity. In <span class="_ _7"></span>cas<span class="_ _1"></span>e <span class="_ _7"></span>o<span class="_ _1"></span>f long-term<span class="_ _0"></span> <span class="_ _0"></span>financial liabilities <span class="_ _7"></span>measured at <span class="_ _0"></span>amortized <span class="_ _0"></span>cost, the <span class="_ _7"></span>Company uses </div><div class="t m0 x4 h4 y42c ff2 fs2 fc0 sc0 ls0 ws0">market <span class="_ _8"></span>interest <span class="_ _8"></span>rates<span class="_ _1"></span>. <span class="_ _8"></span>Therefore <span class="_ _10"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span> <span class="_ _8"></span>estimates <span class="_ _8"></span>that <span class="_ _10"></span>the <span class="_ _1"></span>carrying <span class="_ _8"></span>valu<span class="_ _1"></span>e <span class="_ _1"></span>of <span class="_ _10"></span>these<span class="_ _0"></span> <span class="_ _8"></span>liabilities <span class="_ _8"></span>als<span class="_ _1"></span>o <span class="_ _8"></span>does <span class="_ _8"></span>n<span class="_ _1"></span>ot <span class="_ _1"></span>differ </div><div class="t m0 x4 h4 y42d ff2 fs2 fc0 sc0 ls0 ws0">significantly from their fai<span class="_ _1"></span>r value. </div><div class="t m0 x1e h8 y3a4 ff3 fs5 fc1 sc0 lsd ws0">7.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Property, plan<span class="_ _0"></span>t and equipment </span></span></div><div class="t m0 x69 h18 y42e ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y42f w42 h47"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y42f w43 h47"><div class="t m0 x9 hf y430 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x28 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">23 </span></div></div><div class="c xa6 y42f w43 h47"><div class="t m0 x9 hf y430 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x28 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y431 w42 h3b"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y431 w43 h3b"><div class="t m0 xa7 h7 y432 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y431 w43 h3b"><div class="t m0 xa7 h7 y432 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y433 w42 h3c"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls23 ws0">Land<span class="ls0"> </span></div></div><div class="c xa5 y433 w43 h3c"><div class="t m0 xa8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">2,907 </div></div><div class="c xa6 y433 w43 h3c"><div class="t m0 xa8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">2,907 </div></div><div class="c x4 y434 w42 h48"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c xa5 y434 w43 h48"><div class="t m0 xa8 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">7,215 </div></div><div class="c xa6 y434 w43 h48"><div class="t m0 xa8 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">7,452 </div></div><div class="c x4 y435 w42 h3c"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Plant and equ<span class="_ _0"></span>ipment </div></div><div class="c xa5 y435 w43 h3c"><div class="t m0 xa8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">3,301 </div></div><div class="c xa6 y435 w43 h3c"><div class="t m0 xa8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">3,515 </div></div><div class="c x4 y436 w42 h3b"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c xa5 y436 w43 h3b"><div class="t m0 xa8 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">1,174 </div></div><div class="c xa6 y436 w43 h3b"><div class="t m0 x87 h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">87<span class="ls0"> </span></div></div><div class="c x4 y437 w42 h3c"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c xa5 y437 w43 h3c"><div class="t m0 xa8 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">3,103 </div></div><div class="c xa6 y437 w43 h3c"><div class="t m0 xa8 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">3,271 </div></div><div class="c x4 y438 w42 h3c"><div class="t m0 x10 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xa5 y438 w43 h3c"><div class="t m0 xa9 hf y38c ff3 fs3 fc0 sc0 ls7 ws0">17<span class="ls0">,</span>700<span class="ls0"> </span></div></div><div class="c xa6 y438 w43 h3c"><div class="t m0 xa9 hf y38c ff3 fs3 fc0 sc0 ls7 ws0">17<span class="ls0">,</span>232<span class="ls0"> </span></div></div><div class="c x4 y439 w42 h3b"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y439 w43 h3b"><div class="t m0 xa7 hf y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y439 w43 h3b"><div class="t m0 xa7 hf y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y43a w42 h3c"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Property<span class="_ _0"></span>, plant and equipment n<span class="_ _0"></span>ot transferred for u<span class="_ _0"></span>se </div></div><div class="c xa5 y43a w43 h3c"><div class="t m0 x39 h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">602<span class="ls0"> </span></div></div><div class="c xa6 y43a w43 h3c"><div class="t m0 x39 h7 y3e ff2 fs3 fc0 sc0 ls7 ws0">483<span class="ls0"> </span></div></div><div class="c x4 y43b w42 h3c"><div class="t m0 x12 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y43b w43 h3c"><div class="t m0 xa7 h7 y432 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y43b w43 h3c"><div class="t m0 xa7 h7 y432 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y43c w42 h3b"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">Total property, pl<span class="_ _0"></span>ant and equipment<span class="_ _0"></span> </div></div><div class="c xa5 y43c w43 h3b"><div class="t m0 xa9 hf y3e ff3 fs3 fc0 sc0 ls7 ws0">18<span class="ls0">,</span>302<span class="ls0"> </span></div></div><div class="c xa6 y43c w43 h3b"><div class="t m0 xa9 hf y3e ff3 fs3 fc0 sc0 ls7 ws0">17<span class="ls0">,</span>715<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x69 h18 y43d ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y11f ff2 fs2 fc0 sc0 ls0 ws0">Apart from <span class="_ _1"></span>the <span class="_ _1"></span>property, p<span class="_ _1"></span>lant an<span class="_ _1"></span>d equipment <span class="_ _1"></span>serving as<span class="_ _1"></span> se<span class="_ _1"></span>curity in <span class="_ _1"></span>respect o<span class="_ _1"></span>f working <span class="_ _1"></span>capital <span class="_ _1"></span>facilities <span class="_ _1"></span>(note 17), <span class="_ _1"></span>there </div><div class="t m0 x4 h4 y43e ff2 fs2 fc0 sc0 ls0 ws0">are no restriction<span class="_ _1"></span>s on the use of prop<span class="_ _1"></span>erty, plant and equip<span class="_ _1"></span>ment held by the Company<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y292 ff2 fs2 fc0 sc0 ls0 ws0">In 2023 and 2022 <span class="_ _1"></span>the Company d<span class="_ _1"></span>id not capitalise borrowing cos<span class="_ _1"></span>ts due to the ins<span class="_ _1"></span>ignificancy of these amounts<span class="_ _1"></span>. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y43f ff2 fs2 fc0 sc0 ls0 ws0">As at 31 December 202<span class="_ _1"></span>3<span class="lsa">, </span>the Company had<span class="_ _1"></span> no commitments to<span class="_ _1"></span> expenditu<span class="_ _1"></span>re on property, plant <span class="_ _1"></span>and equipment.<span class="_ _1"></span><span class="fs0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf wd h1c" ><div class="pc pc1e wd h1c"><img class="bi x5d y4 w44 h1d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h1c"><div class="t m0 xa4 h6 ycc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xaa h6 ycd ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 xab h6 yce ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(A<span class="_ _0"></span>mounts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 xac h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 xad h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">30<span class="ls0"> </span></div><div class="t m0 xa4 h49 y3dc ff7 fs2 fc0 sc0 ls0 ws0">Changes in property, plant a<span class="_ _1"></span>nd equipment <span class="_ _1"></span>by type <span class="_ _1"></span> </div></div><div class="c xa4 y440 w43 h4a"><div class="t m0 x10 h7 y441 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xae y440 w45 h4a"><div class="t m0 x86 hf y441 ff3 fs3 fc0 sc0 ls0 ws0">Land </div></div><div class="c xaf y440 w46 h4a"><div class="t m0 x48 hf y441 ff3 fs3 fc0 sc0 ls0 ws0">Buildings and struct<span class="_ _0"></span>ures </div></div><div class="c xb0 y440 w45 h4a"><div class="t m0 x8f hf y442 ff3 fs3 fc0 sc0 ls0 ws0">Technical equip<span class="_ _0"></span>ment  </div><div class="t m0 x55 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">and machinery<span class="_ _0"></span> </div></div><div class="c xb1 y440 w47 h4a"><div class="t m0 xb2 hf y441 ff3 fs3 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c xb3 y440 w45 h4a"><div class="t m0 x42 hf y441 ff3 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c x3d y440 w46 h4a"><div class="t m0 x57 hf y442 ff3 fs3 fc0 sc0 ls0 ws0">Fixed assets not <span class="_ _0"></span> </div><div class="t m0 x52 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">transferred for us<span class="_ _0"></span>e </div></div><div class="c xb4 y440 w45 h4a"><div class="t m0 x61 hf y441 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xa4 y443 w43 h37"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xae y443 w45 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y443 w46 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y443 w45 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y443 w47 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y443 w45 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y443 w46 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y443 w45 h37"><div class="t m0 x75 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y444 w43 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">As at 1 Januar<span class="_ _0"></span>y 2023 </div></div><div class="c xae y444 w45 h45"><div class="t m0 x22 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">2,907      </span></div></div><div class="c xaf y444 w46 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">13,396      </span></div></div><div class="c xb0 y444 w45 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">10,260      </span></div></div><div class="c xb1 y444 w47 h45"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">626      </span></div></div><div class="c xb3 y444 w45 h45"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">7,644      </span></div></div><div class="c x3d y444 w46 h45"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">483      </span></div></div><div class="c xb4 y444 w45 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">35,316      </span></div></div><div class="c xa4 y445 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xae y445 w45 h37"><div class="t m0 x31 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y445 w46 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb0 y445 w45 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xb1 y445 w47 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb3 y445 w45 h37"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">337      </span></div></div><div class="c x3d y445 w46 h37"><div class="t m0 x3e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,222      </span></div></div><div class="c xb4 y445 w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,559      </span></div></div><div class="c xa4 y446 w43 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xae y446 w45 h45"><div class="t m0 x56 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y446 w46 h45"><div class="t m0 x4b h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb0 y446 w45 h45"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(2)     </span></div></div><div class="c xb1 y446 w47 h45"><div class="t m0 x3e h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(42)     </span></div></div><div class="c xb3 y446 w45 h45"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(8)     </span></div></div><div class="c x3d y446 w46 h45"><div class="t m0 x4b h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y446 w45 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(52)     </span></div></div><div class="c xa4 y447 w43 h37"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xae y447 w45 h37"><div class="t m0 x53 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y447 w46 h37"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">201      </span></div></div><div class="c xb0 y447 w45 h37"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">788      </span></div></div><div class="c xb1 y447 w47 h37"><div class="t m0 x3e h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">2,548      </span></div></div><div class="c xb3 y447 w45 h37"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">114      </span></div></div><div class="c x3d y447 w46 h37"><div class="t m0 x18 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(1,103)     </span></div></div><div class="c xb4 y447 w45 h37"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">2,548      </span></div></div><div class="c xa4 y448 w43 h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xae y448 w45 h45"><div class="t m0 x1f hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">2,907      </span></div></div><div class="c xaf y448 w46 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">13,597      </span></div></div><div class="c xb0 y448 w45 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">11,046      </span></div></div><div class="c xb1 y448 w47 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">3,132      </span></div></div><div class="c xb3 y448 w45 h45"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">8,087      </span></div></div><div class="c x3d y448 w46 h45"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">602      </span></div></div><div class="c xb4 y448 w45 h45"><div class="t m0 x3e hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">39,371      </span></div></div><div class="c xa4 y449 w43 h4b"><div class="t m0 x10 hf y222 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y449 w45 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y449 w46 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y449 w45 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y449 w47 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y449 w45 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y449 w46 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y449 w45 h4b"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y44a w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">As at 1 Januar<span class="_ _0"></span>y 2022 </div></div><div class="c xae y44a w45 h37"><div class="t m0 x22 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">2,907      </span></div></div><div class="c xaf y44a w46 h37"><div class="t m0 x56 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">13,191      </span></div></div><div class="c xb0 y44a w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">7,453      </div></div><div class="c xb1 y44a w47 h37"><div class="t m0 x68 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">666      </div></div><div class="c xb3 y44a w45 h37"><div class="t m0 xb6 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">10,371      </div></div><div class="c x3d y44a w46 h37"><div class="t m0 x44 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                      <span class="_ _1"></span><span class="ls0">688      </span></div></div><div class="c xb4 y44a w45 h37"><div class="t m0 x31 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">35,276      </span></div></div><div class="c xa4 y44b w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xae y44b w45 h37"><div class="t m0 x31 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y44b w46 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb0 y44b w45 h37"><div class="t m0 x31 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb1 y44b w47 h37"><div class="t m0 x88 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb3 y44b w45 h37"><div class="t m0 x4e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">278      </span></div></div><div class="c x3d y44b w46 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">2,321      </span></div></div><div class="c xb4 y44b w45 h37"><div class="t m0 x1f hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">2,599      </span></div></div><div class="c xa4 y44c w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xae y44c w45 h37"><div class="t m0 x56 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y44c w46 h37"><div class="t m0 xa4 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(6)     </span></div></div><div class="c xb0 y44c w45 h37"><div class="t m0 x58 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(1,400)     </span></div></div><div class="c xb1 y44c w47 h37"><div class="t m0 x14 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(134)     </span></div></div><div class="c xb3 y44c w45 h37"><div class="t m0 x5d h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(3,213)     </span></div></div><div class="c x3d y44c w46 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y44c w45 h37"><div class="t m0 x14 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(4,753)     </span></div></div><div class="c xa4 y44d w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xae y44d w45 h37"><div class="t m0 x53 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xaf y44d w46 h37"><div class="t m0 x9a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">211      </span></div></div><div class="c xb0 y44d w45 h37"><div class="t m0 x58 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">4,<span class="_ _1"></span>207      </span></div></div><div class="c xb1 y44d w47 h37"><div class="t m0 x53 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">94      </span></div></div><div class="c xb3 y44d w45 h37"><div class="t m0 x2d h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">208      </span></div></div><div class="c x3d y44d w46 h37"><div class="t m0 x4a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(2,526)     </span></div></div><div class="c xb4 y44d w45 h37"><div class="t m0 x32 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">2,194      </span></div></div><div class="c xa4 y44e w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xae y44e w45 h37"><div class="t m0 x1f hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">2,907      </span></div></div><div class="c xaf y44e w46 h37"><div class="t m0 x56 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">13,396      </span></div></div><div class="c xb0 y44e w45 h37"><div class="t m0 x59 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                  <span class="ls0">10,260      </span></div></div><div class="c xb1 y44e w47 h37"><div class="t m0 x2d hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">626      </span></div></div><div class="c xb3 y44e w45 h37"><div class="t m0 x22 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">7,644      </span></div></div><div class="c x3d y44e w46 h37"><div class="t m0 x44 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                      <span class="_ _1"></span><span class="ls0">483      </span></div></div><div class="c xb4 y44e w45 h37"><div class="t m0 x32 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">35,316      </span></div></div><div class="c xa4 y44f w43 h37"><div class="t m0 x10 hf y222 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y44f w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y44f w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y44f w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y44f w47 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y44f w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y44f w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y44f w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y450 w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation  </div></div><div class="c xae y450 w45 h37"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y450 w46 h37"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y450 w45 h37"><div class="t m0 xa9 hf y313 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y450 w47 h37"><div class="t m0 xa9 hf y313 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y450 w45 h37"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y450 w46 h37"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y450 w45 h37"><div class="t m0 x75 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y451 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xae y451 w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y451 w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y451 w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y451 w47 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y451 w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y451 w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y451 w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y452 w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>023 </div></div><div class="c xae y452 w45 h37"><div class="t m0 xb7 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y452 w46 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">5,944      </span></div></div><div class="c xb0 y452 w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">6,745      </span></div></div><div class="c xb1 y452 w47 h37"><div class="t m0 x12 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">539      </span></div></div><div class="c xb3 y452 w45 h37"><div class="t m0 x12 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">4,373      </span></div></div><div class="c x3d y452 w46 h37"><div class="t m0 x4b hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y452 w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">17,601      </span></div></div><div class="c xa4 y453 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the perio<span class="_ _0"></span>d </div></div><div class="c xae y453 w45 h37"><div class="t m0 xb7 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y453 w46 h37"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">438      </span></div></div><div class="c xb0 y453 w45 h37"><div class="t m0 x3e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,002      </span></div></div><div class="c xb1 y453 w47 h37"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">160      </span></div></div><div class="c xb3 y453 w45 h37"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">618      </span></div></div><div class="c x3d y453 w46 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y453 w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">2,218      </span></div></div><div class="c xa4 y454 w43 h4b"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Decrease<span class="_ _0"></span>s </div></div><div class="c xae y454 w45 h4b"><div class="t m0 xb7 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y454 w46 h4b"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb0 y454 w45 h4b"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(2)     </span></div></div><div class="c xb1 y454 w47 h4b"><div class="t m0 x3e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(42)     </span></div></div><div class="c xb3 y454 w45 h4b"><div class="t m0 x12 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">(7)     </span></div></div><div class="c x3d y454 w46 h4b"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y454 w45 h4b"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">(51)     </span></div></div><div class="c xa4 y455 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xae y455 w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y455 w46 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb0 y455 w45 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xb1 y455 w47 h37"><div class="t m0 x3e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,301      </span></div></div><div class="c xb3 y455 w45 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x3d y455 w46 h37"><div class="t m0 x4b h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y455 w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,301      </span></div></div><div class="c xa4 y8b w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xae y8b w45 h37"><div class="t m0 xb7 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y8b w46 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">6,382      </span></div></div><div class="c xb0 y8b w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">7,745      </span></div></div><div class="c xb1 y8b w47 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1,958      </span></div></div><div class="c xb3 y8b w45 h37"><div class="t m0 x12 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">4,984      </span></div></div><div class="c x3d y8b w46 h37"><div class="t m0 x4b hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y8b w45 h37"><div class="t m0 x3e hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">21,069      </span></div></div><div class="c xa4 y2eb w43 h37"><div class="t m0 x10 hf y222 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y2eb w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y2eb w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y2eb w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y2eb w47 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y2eb w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y2eb w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y2eb w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y2ec w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2<span class="_ _0"></span>022 </div></div><div class="c xae y2ec w45 h37"><div class="t m0 xb7 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y2ec w46 h37"><div class="t m0 x57 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">5,501      </span></div></div><div class="c xb0 y2ec w45 h37"><div class="t m0 x58 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">4,948      </span></div></div><div class="c xb1 y2ec w47 h37"><div class="t m0 x26 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">573      </span></div></div><div class="c xb3 y2ec w45 h37"><div class="t m0 x31 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">6,835      </span></div></div><div class="c x3d y2ec w46 h37"><div class="t m0 xb7 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ls8">     </span> </div></div><div class="c xb4 y2ec w45 h37"><div class="t m0 x55 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">17,857      </span></div></div><div class="c xa4 y456 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation for the perio<span class="_ _0"></span>d </div></div><div class="c xae y456 w45 h37"><div class="t m0 xb7 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y456 w46 h37"><div class="t m0 x52 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">445      </span></div></div><div class="c xb0 y456 w45 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">1,<span class="_ _1"></span>066      </span></div></div><div class="c xb1 y456 w47 h37"><div class="t m0 x2f h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">27      </span></div></div><div class="c xb3 y456 w45 h37"><div class="t m0 x4e h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">745      </span></div></div><div class="c x3d y456 w46 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y456 w45 h37"><div class="t m0 x56 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">2,283      </span></div></div><div class="c xa4 y457 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Decrease<span class="_ _0"></span>s </div></div><div class="c xae y457 w45 h37"><div class="t m0 xb7 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y457 w46 h37"><div class="t m0 x19 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="_ _1"></span><span class="ls0">(2)     </span></div></div><div class="c xb0 y457 w45 h37"><div class="t m0 x58 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(1,392)     </span></div></div><div class="c xb1 y457 w47 h37"><div class="t m0 x57 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(110)     </span></div></div><div class="c xb3 y457 w45 h37"><div class="t m0 x52 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">(3,207)     </span></div></div><div class="c x3d y457 w46 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y457 w45 h37"><div class="t m0 x14 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(4,711)     </span></div></div><div class="c xa4 y458 w43 h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xae y458 w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y458 w46 h37"><div class="t m0 x57 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb0 y458 w45 h37"><div class="t m0 x59 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">2,<span class="_ _1"></span>123      </span></div></div><div class="c xb1 y458 w47 h37"><div class="t m0 x5d h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">49      </span></div></div><div class="c xb3 y458 w45 h37"><div class="t m0 x21 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x3d y458 w46 h37"><div class="t m0 x20 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y458 w45 h37"><div class="t m0 x14 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">2,172      </span></div></div><div class="c xa4 y459 w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xae y459 w45 h37"><div class="t m0 xb7 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xaf y459 w46 h37"><div class="t m0 x57 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">5,944      </span></div></div><div class="c xb0 y459 w45 h37"><div class="t m0 x59 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">6,745      </span></div></div><div class="c xb1 y459 w47 h37"><div class="t m0 xa4 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">539      </span></div></div><div class="c xb3 y459 w45 h37"><div class="t m0 x32 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">4,373      </span></div></div><div class="c x3d y459 w46 h37"><div class="t m0 x59 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xb4 y459 w45 h37"><div class="t m0 x53 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">17,601      </span></div></div><div class="c xa4 y45a w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y45a w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y45a w46 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y45a w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y45a w47 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y45a w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y45a w46 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb4 y45a w45 h37"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y45b w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xae y45b w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xaf y45b w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb0 y45b w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb1 y45b w47 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb3 y45b w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y45b w46 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb4 y45b w45 h37"><div class="t m0 x75 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa4 y45c w43 h4b"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xae y45c w45 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xaf y45c w46 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb0 y45c w45 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb1 y45c w47 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb3 y45c w45 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y45c w46 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xb4 y45c w45 h4b"><div class="t m0 xa9 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa4 y45d w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xae y45d w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">2,907 </div></div><div class="c xaf y45d w46 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">7,215 </div></div><div class="c xb0 y45d w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">3,301 </div></div><div class="c xb1 y45d w47 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">1,174 </div></div><div class="c xb3 y45d w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">3,103 </div></div><div class="c x3d y45d w46 h37"><div class="t m0 x68 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">602<span class="ls0"> </span></div></div><div class="c xb4 y45d w45 h37"><div class="t m0 xb6 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">18,302 </div></div><div class="c xa4 y45e w43 h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xae y45e w45 h37"><div class="t m0 x32 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">2,907      </span></div></div><div class="c xaf y45e w46 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">7,452 </div></div><div class="c xb0 y45e w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">3,515 </div></div><div class="c xb1 y45e w47 h37"><div class="t m0 xb8 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">87<span class="ls0"> </span></div></div><div class="c xb3 y45e w45 h37"><div class="t m0 xb5 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">3,271 </div></div><div class="c x3d y45e w46 h37"><div class="t m0 x68 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">483<span class="ls0"> </span></div></div><div class="c xb4 y45e w45 h37"><div class="t m0 xb6 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">17,715 </div></div><div class="c x0 y0 wf h1c"><div class="t m0 xa4 ha y45f ff2 fs1 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 x96 y4 w48 h5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x6a h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">31<span class="ls0"> </span></div><div class="t m0 x1e h8 y460 ff3 fs5 fc1 sc0 lsd ws0">8.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Intangible asset<span class="_ _0"></span>s  </span></span></div></div><div class="c x4 y461 w49 h4c"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y461 w4a h4c"><div class="t m0 x22 hf y38c ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span>20<span class="ls0">23<span class="_ _0"></span> </span></div></div><div class="c xb9 y461 w3a h4c"><div class="t m0 x5c hf y38c ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span>20<span class="ls0">22<span class="_ _0"></span> </span></div></div><div class="c x4 y462 w49 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y462 w4a h4c"><div class="t m0 xba h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y462 w3a h4c"><div class="t m0 xba h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y463 w49 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Licences, c<span class="_ _0"></span>oncessions and pate<span class="_ _0"></span>nts, including: </div></div><div class="c x4d y463 w4a h4c"><div class="t m0 xbb h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2,298 </div></div><div class="c xb9 y463 w3a h4c"><div class="t m0 xbb h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2,301 </div></div><div class="c x4 y464 w49 h4d"><div class="t m0 x10 h4e y412 ffc fs7 fc0 sc0 ls0 ws0">–<span class="ff5"> software </span></div></div><div class="c x4d y464 w4a h4d"><div class="t m0 xb5 h4e y412 ff5 fs7 fc0 sc0 ls0 ws0">2,298 </div></div><div class="c xb9 y464 w3a h4d"><div class="t m0 xb5 h4e y412 ff5 fs7 fc0 sc0 ls0 ws0">2,301 </div></div><div class="c x4 y465 w49 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other - tr<span class="_ _0"></span>ademarks and industr<span class="_ _0"></span>ial designs </div></div><div class="c x4d y465 w4a h4c"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">386<span class="ls0"> </span></div></div><div class="c xb9 y465 w3a h4c"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">328<span class="ls0"> </span></div></div><div class="c x4 yfd w49 h4c"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4d yfd w4a h4c"><div class="t m0 xbb hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">2,684<span class="ff2"> </span></div></div><div class="c xb9 yfd w3a h4c"><div class="t m0 xbb hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">2,629 </div></div><div class="c x4 y466 w49 h4d"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y466 w4a h4d"><div class="t m0 xba h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y466 w3a h4d"><div class="t m0 xba h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y467 w49 h4c"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Intangible ass<span class="_ _0"></span>ets under deve<span class="_ _0"></span>lopment </div></div><div class="c x4d y467 w4a h4c"><div class="t m0 x85 h7 y38c ff2 fs3 fc0 sc0 ls7 ws0">916<span class="ls0"> </span></div></div><div class="c xb9 y467 w3a h4c"><div class="t m0 xbb h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">1,147 </div></div><div class="c x4 y468 w49 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y468 w4a h4c"><div class="t m0 xba h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y468 w3a h4c"><div class="t m0 xba h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y469 w49 h4c"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total intangi<span class="_ _0"></span>ble assets </div></div><div class="c x4d y469 w4a h4c"><div class="t m0 xbb hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">600</span><span class="ff2"> </span></div></div><div class="c xb9 y469 w3a h4c"><div class="t m0 xbb hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">776</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4f y46a ff2 fs6 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y186 ff2 fs2 fc0 sc0 ls0 ws0">There are no material intangi<span class="_ _1"></span>ble assets p<span class="_ _1"></span>roduced internally by t<span class="_ _1"></span>he Company.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y46b ff2 fs2 fc0 sc0 ls0 ws0">No collateral was esta<span class="_ _1"></span>blished on inta<span class="_ _1"></span>ngible assets.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y46c ff2 fs2 fc0 sc0 ls0 ws0">Intangible <span class="_ _11"> </span>as<span class="_ _1"></span>sets <span class="_ _11"> </span>under <span class="_ _13"> </span>development <span class="_ _11"> </span>include<span class="_ _1"></span> <span class="_ _11"></span>licences <span class="_ _11"> </span>an<span class="_ _1"></span>d <span class="_ _11"></span>software <span class="_ _13"> </span>that <span class="_ _11"> </span>is <span class="_ _11"> </span>b<span class="_ _1"></span>eing <span class="_ _11"></span>implemented<span class="_ _1"></span>. <span class="_ _11"></span>No <span class="_ _11"> </span>i<span class="_ _1"></span>mpairment <span class="_ _11"> </span>was<span class="_ _1"></span> </div><div class="t m0 x4 h4 y46d ff2 fs2 fc0 sc0 ls0 ws0">reported for these in<span class="_ _1"></span>tangible as<span class="_ _1"></span>sets. </div><div class="t m0 x4 h4 y46e ff2 fs2 fc0 sc0 ls0 ws0">The table below presents<span class="_ _1"></span> changes in inta<span class="_ _1"></span>ngible assets:<span class="_ _1"></span> </div></div><div class="c x3 y46f w4b h50"><div class="t m0 x10 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y46f w4c h50"><div class="t m0 x33 hf ybc ff3 fs3 fc0 sc0 ls0 ws0">Software </div></div><div class="c xbd y46f w4d h50"><div class="t m0 x14 hf y226 ff3 fs3 fc0 sc0 ls0 ws0">Trademarks and </div><div class="t m0 x5c hf y470 ff3 fs3 fc0 sc0 ls0 ws0">industrial design<span class="_ _0"></span>s </div></div><div class="c xbe y46f w4c h50"><div class="t m0 x56 hf y226 ff3 fs3 fc0 sc0 ls0 ws0">Intangible assets <span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x1c hf y470 ff3 fs3 fc0 sc0 ls0 ws0">under develop<span class="_ _0"></span>ment </div></div><div class="c xbf y46f w4e h50"><div class="t m0 x65 hf ybc ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x3 y471 w4b h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xbc y471 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y471 w4d h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y471 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y471 w4e h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y472 w4b h51"><div class="t m0 x10 hf y473 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y472 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y472 w4d h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y472 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y472 w4e h51"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y300 w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023<span class="_ _0"></span> </div></div><div class="c xbc y300 w4c h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">5,631      </span></div></div><div class="c xbd y300 w4d h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">668      </span></div></div><div class="c xbe y300 w4c h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">1,147      </span></div></div><div class="c xbf y300 w4e h51"><div class="t m0 x2b hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">7,446      </span></div></div><div class="c x3 y474 w4b h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xbc y474 w4c h45"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbd y474 w4d h45"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbe y474 w4c h45"><div class="t m0 x21 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">518      </span></div></div><div class="c xbf y474 w4e h45"><div class="t m0 x53 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">518      </span></div></div><div class="c x3 y475 w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xbc y475 w4c h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbd y475 w4d h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbe y475 w4c h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y475 w4e h51"><div class="t m0 x26 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y476 w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xbc y476 w4c h51"><div class="t m0 x21 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">627      </span></div></div><div class="c xbd y476 w4d h51"><div class="t m0 x21 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">122      </span></div></div><div class="c xbe y476 w4c h51"><div class="t m0 x19 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(749)     </span></div></div><div class="c xbf y476 w4e h51"><div class="t m0 x26 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y477 w4b h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er <span class="ls7">202</span>3 </div></div><div class="c xbc y477 w4c h51"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">6,258      </span></div></div><div class="c xbd y477 w4d h51"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">790      </span></div></div><div class="c xbe y477 w4c h51"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">916      </span></div></div><div class="c xbf y477 w4e h51"><div class="t m0 x2b hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">7,964      </span></div></div><div class="c x3 y3cc w4b h51"><div class="t m0 x10 hf y473 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y3cc w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y3cc w4d h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y3cc w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y3cc w4e h51"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y478 w4b h51"><div class="t m0 x10 hf y473 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y478 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y478 w4d h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y478 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y478 w4e h51"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y479 w4b h46"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2022<span class="_ _0"></span> </div></div><div class="c xbc y479 w4c h46"><div class="t m0 x73 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> 5,<span class="ls7">255 </span> </div></div><div class="c xbd y479 w4d h46"><div class="t m0 xb5 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">572 <span class="ls0"> </span></div></div><div class="c xbe y479 w4c h46"><div class="t m0 xb5 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">488 <span class="ls0"> </span></div></div><div class="c xbf y479 w4e h46"><div class="t m0 x73 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> 6,<span class="ls7">315 </span> </div></div><div class="c x3 y47a w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Purchase </div></div><div class="c xbc y47a w4c h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xbd y47a w4d h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbe y47a w4c h51"><div class="t m0 x50 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,207      </span></div></div><div class="c xbf y47a w4e h51"><div class="t m0 x2f hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,207      </span></div></div><div class="c x3 y118 w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on  </div></div><div class="c xbc y118 w4c h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">(76)     </span></div></div><div class="c xbd y118 w4d h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbe y118 w4c h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xbf y118 w4e h51"><div class="t m0 x52 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(76)     </span></div></div><div class="c x3 y47b w4b h51"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation </div></div><div class="c xbc y47b w4c h51"><div class="t m0 x82 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">452      </span></div></div><div class="c xbd y47b w4d h51"><div class="t m0 x1c h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">96      </span></div></div><div class="c xbe y47b w4c h51"><div class="t m0 x43 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">(548)     </span></div></div><div class="c xbf y47b w4e h51"><div class="t m0 x1f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y47c w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xbc y47c w4c h51"><div class="t m0 x50 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">5,631      </span></div></div><div class="c xbd y47c w4d h51"><div class="t m0 x82 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">668      </span></div></div><div class="c xbe y47c w4c h51"><div class="t m0 x50 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,147      </span></div></div><div class="c xbf y47c w4e h51"><div class="t m0 x2f hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">7,446      </span></div></div><div class="c x3 y47d w4b h51"><div class="t m0 x10 hf y473 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y47d w4c h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y47d w4d h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y47d w4c h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y47d w4e h51"><div class="t m0 xb8 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y2cb w4b h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Accumulated amo<span class="_ _0"></span>rtization </div></div><div class="c xbc y2cb w4c h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y2cb w4d h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y2cb w4c h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y2cb w4e h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y47e w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y47e w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y47e w4d h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y47e w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y47e w4e h51"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y47f w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023<span class="_ _0"></span> </div></div><div class="c xbc y47f w4c h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">3,330      </span></div></div><div class="c xbd y47f w4d h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">340      </span></div></div><div class="c xbe y47f w4c h51"><div class="t m0 x1f hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y47f w4e h51"><div class="t m0 x2b hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">3,670      </span></div></div><div class="c x3 y309 w4b h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the peri<span class="_ _0"></span>od </div></div><div class="c xbc y309 w4c h45"><div class="t m0 x21 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">630      </span></div></div><div class="c xbd y309 w4d h45"><div class="t m0 x22 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">64      </span></div></div><div class="c xbe y309 w4c h45"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y309 w4e h45"><div class="t m0 x53 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">694      </span></div></div><div class="c x3 y40e w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xbc y40e w4c h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbd y40e w4d h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbe y40e w4c h51"><div class="t m0 x1f h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y40e w4e h51"><div class="t m0 x26 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x3 y40f w4b h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xbc y40f w4c h51"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">3,960      </span></div></div><div class="c xbd y40f w4d h51"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">404      </span></div></div><div class="c xbe y40f w4c h51"><div class="t m0 x1f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xbf y40f w4e h51"><div class="t m0 x2b hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">4,364      </span></div></div><div class="c x3 y480 w4b h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y480 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y480 w4d h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y480 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y480 w4e h45"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y481 w4b h51"><div class="t m0 x10 hf y473 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y481 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y481 w4d h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y481 w4c h51"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y481 w4e h51"><div class="t m0 xb8 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y482 w4b h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2022<span class="_ _0"></span> </div></div><div class="c xbc y482 w4c h51"><div class="t m0 x73 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0"> 2,<span class="ls7">857 </span> </div></div><div class="c xbd y482 w4d h51"><div class="t m0 xb5 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">269 <span class="ls0"> </span></div></div><div class="c xbe y482 w4c h51"><div class="t m0 x46 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xbf y482 w4e h51"><div class="t m0 x72 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">126 </span> </div></div><div class="c x3 y483 w4b h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>for the peri<span class="_ _0"></span>od </div></div><div class="c xbc y483 w4c h51"><div class="t m0 x82 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">549      </span></div></div><div class="c xbd y483 w4d h51"><div class="t m0 x1c h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">71      </span></div></div><div class="c xbe y483 w4c h51"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xbf y483 w4e h51"><div class="t m0 x56 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">620      </span></div></div><div class="c x3 y337 w4b h52"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Liquidati<span class="_ _0"></span>on </div></div><div class="c xbc y337 w4c h52"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">(76)     </span></div></div><div class="c xbd y337 w4d h52"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbe y337 w4c h52"><div class="t m0 x43 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xbf y337 w4e h52"><div class="t m0 x52 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">(76)     </span></div></div><div class="c x3 y484 w4b h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xbc y484 w4c h51"><div class="t m0 x50 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">3,330      </span></div></div><div class="c xbd y484 w4d h51"><div class="t m0 x82 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">340      </span></div></div><div class="c xbe y484 w4c h51"><div class="t m0 x43 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                                    <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c xbf y484 w4e h51"><div class="t m0 x2f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,670      </span></div></div><div class="c x3 y485 w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y485 w4c h51"><div class="t m0 x60 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y485 w4d h51"><div class="t m0 x60 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y485 w4c h51"><div class="t m0 x60 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbf y485 w4e h51"><div class="t m0 x60 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y486 w4b h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xbc y486 w4c h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y486 w4d h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y486 w4c h51"><div class="t m0 xb8 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y486 w4e h51"><div class="t m0 xb8 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y487 w4b h45"><div class="t m0 x10 hf y222 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y487 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y487 w4d h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y487 w4c h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y487 w4e h45"><div class="t m0 xb8 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x3 y3b6 w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xbc y3b6 w4c h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">2,298      </span></div></div><div class="c xbd y3b6 w4d h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">386      </span></div></div><div class="c xbe y3b6 w4c h51"><div class="t m0 x21 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">916      </span></div></div><div class="c xbf y3b6 w4e h51"><div class="t m0 x2b hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">3,600      </span></div></div><div class="c x3 y488 w4b h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xbc y488 w4c h51"><div class="t m0 x50 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">2,301      </span></div></div><div class="c xbd y488 w4d h51"><div class="t m0 x82 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">328      </span></div></div><div class="c xbe y488 w4c h51"><div class="t m0 x50 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,147      </span></div></div><div class="c xbf y488 w4e h51"><div class="t m0 x2f hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">3,776      </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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">32<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">9.<span class="ff8 ls0"> <span class="_ _f"> </span><span class="ff3">Right-<span class="ls24">of</span>-use ass<span class="_ _0"></span>ets </span></span></div></div><div class="c x4 y20a w4f h53"><div class="t m0 x10 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x24 y20a w50 h53"><div class="t m0 x33 hf y489 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xb8 hf yf9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">23 </span></div></div><div class="c x27 y20a w51 h53"><div class="t m0 x96 hf y489 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xb8 hf yf9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y48a w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y48a w50 h1f"><div class="t m0 x2c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x27 y48a w51 h1f"><div class="t m0 x2c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y48b w4f h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Perpetual<span class="_ _0"></span> usufruct right to l<span class="_ _0"></span>and </div></div><div class="c x24 y48b w50 h21"><div class="t m0 x5f h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1,770 </div></div><div class="c x27 y48b w51 h21"><div class="t m0 x5f h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1,796 </div></div><div class="c x4 y48c w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Buildings <span class="_ _0"></span>and structures  </div></div><div class="c x24 y48c w50 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">15,335 </div></div><div class="c x27 y48c w51 h1f"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">5,297 </div></div><div class="c x4 y48d w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Plant and equ<span class="_ _0"></span>ipment </div></div><div class="c x24 y48d w50 h1f"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,204 </div></div><div class="c x27 y48d w51 h1f"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,458 </div></div><div class="c x4 y3c1 w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Vehicles </div></div><div class="c x24 y3c1 w50 h1f"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,539 </div></div><div class="c x27 y3c1 w51 h1f"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">4,314 </div></div><div class="c x4 y48e w4f h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x24 y48e w50 h21"><div class="t m0 x85 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">19<span class="ls0">,</span>848<span class="ls0"> </span></div></div><div class="c x27 y48e w51 h21"><div class="t m0 x85 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">12<span class="ls0">,</span>865<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y9d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y48f ff2 fs2 fc0 sc0 ls0 ws0">Changes in the right<span class="_ _1"></span>-<span class="ls14">of</span>-use assets<span class="_ _1"></span> are presented below:<span class="_ _1"></span> </div><div class="t m0 x4 h7 y490 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y491 w52 h54"><div class="t m0 x10 h4 y492 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y491 w53 h54"><div class="t m0 x9a hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Land </div></div><div class="c xc1 y491 w54 h54"><div class="t m0 xc2 hf y493 ff3 fs3 fc0 sc0 ls0 ws0"> Buildings and </div><div class="t m0 x31 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">structures  </div></div><div class="c xc3 y491 w53 h54"><div class="t m0 x2d hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0"> Technical </div><div class="t m0 x1a hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">equipment and </div><div class="t m0 x14 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">machinery  </div></div><div class="c xc4 y491 w54 h54"><div class="t m0 x26 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0"> Vehicles  </div></div><div class="c xc5 y491 w53 h54"><div class="t m0 xa3 hf y1bf ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4 y2a3 w52 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Initial value </div></div><div class="c xc0 y2a3 w53 h21"><div class="t m0 x72 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y2a3 w54 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y2a3 w53 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y2a3 w54 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y2a3 w53 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y494 w52 h23"><div class="t m0 x10 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y494 w53 h23"><div class="t m0 x72 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y494 w54 h23"><div class="t m0 x72 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y494 w53 h23"><div class="t m0 x72 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y494 w54 h23"><div class="t m0 x72 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y494 w53 h23"><div class="t m0 x72 h4 y495 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y496 w52 h1f"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023<span class="_ _0"></span> </div></div><div class="c xc0 y496 w53 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,897      </span></div></div><div class="c xc1 y496 w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls7">18<span class="ls0">,075      </span></span></div></div><div class="c xc3 y496 w53 h1f"><div class="t m0 x58 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,775      </span></div></div><div class="c xc4 y496 w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">8,082      </span></div></div><div class="c xc5 y496 w53 h1f"><div class="t m0 x58 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls7">29<span class="ls0">,829      </span></span></div></div><div class="c x4 y497 w52 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease contr<span class="_ _0"></span>acts </div></div><div class="c xc0 y497 w53 h1f"><div class="t m0 x22 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc1 y497 w54 h1f"><div class="t m0 x19 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">14,537      </span></div></div><div class="c xc3 y497 w53 h1f"><div class="t m0 x1b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y497 w54 h1f"><div class="t m0 x22 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc5 y497 w53 h1f"><div class="t m0 x58 hf yd4 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">14,537     <span class="ff3"> </span></span></div></div><div class="c x4 y2fa w52 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation - repurchase </div></div><div class="c xc0 y2fa w53 h21"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc1 y2fa w54 h21"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y2fa w53 h21"><div class="t m0 x1b h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y2fa w54 h21"><div class="t m0 x4b h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(2,548)     </span></div></div><div class="c xc5 y2fa w53 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(2,548)     </span></div></div><div class="c x4 y498 w52 h21"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xc0 y498 w53 h21"><div class="t m0 x19 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,897      </span></div></div><div class="c xc1 y498 w54 h21"><div class="t m0 x19 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls7">32<span class="ls0">,612      </span></span></div></div><div class="c xc3 y498 w53 h21"><div class="t m0 x58 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,775      </span></div></div><div class="c xc4 y498 w54 h21"><div class="t m0 x19 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">5,534      </span></div></div><div class="c xc5 y498 w53 h21"><div class="t m0 x58 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls7">41<span class="ls0">,818      </span></span></div></div><div class="c x4 y499 w52 h1f"><div class="t m0 xc6 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y499 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y499 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y499 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y499 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y499 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y49a w52 h1f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2022<span class="_ _0"></span> </div></div><div class="c xc0 y49a w53 h1f"><div class="t m0 x50 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">1,897     <span class="ff2"> </span></span></div></div><div class="c xc1 y49a w54 h1f"><div class="t m0 x18 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls7">12<span class="ls0">,972     <span class="ff2"> </span></span></span></div></div><div class="c xc3 y49a w53 h1f"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">3,898     <span class="ff2"> </span></div></div><div class="c xc4 y49a w54 h1f"><div class="t m0 x18 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">8,117     <span class="ff2"> </span></span></div></div><div class="c xc5 y49a w53 h1f"><div class="t m0 x29 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">26<span class="ls0">,884      </span></div></div><div class="c x4 y53 w52 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of lease contr<span class="_ _0"></span>acts </div></div><div class="c xc0 y53 w53 h1f"><div class="t m0 x1c h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc1 y53 w54 h1f"><div class="t m0 x18 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">5,103      </span></div></div><div class="c xc3 y53 w53 h1f"><div class="t m0 xb2 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ls8">     </span> </div></div><div class="c xc4 y53 w54 h1f"><div class="t m0 xc2 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">36      </span></div></div><div class="c xc5 y53 w53 h1f"><div class="t m0 x70 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">5,139      </div></div><div class="c x4 y49b w52 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation - repurchase </div></div><div class="c xc0 y49b w53 h1f"><div class="t m0 x1c h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc1 y49b w54 h1f"><div class="t m0 x1c h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc3 y49b w53 h1f"><div class="t m0 x55 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> (2,123)     </div></div><div class="c xc4 y49b w54 h1f"><div class="t m0 x50 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(71)     </span></div></div><div class="c xc5 y49b w53 h1f"><div class="t m0 x55 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> (2,194)     </div></div><div class="c x4 y49c w52 h1f"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er <span class="ls7">202</span>2 </div></div><div class="c xc0 y49c w53 h1f"><div class="t m0 x50 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">1,897      </span></div></div><div class="c xc1 y49c w54 h1f"><div class="t m0 x18 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls7">18<span class="ls0">,075      </span></span></div></div><div class="c xc3 y49c w53 h1f"><div class="t m0 x70 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">1,775      </div></div><div class="c xc4 y49c w54 h1f"><div class="t m0 x18 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">8,082      </span></div></div><div class="c xc5 y49c w53 h1f"><div class="t m0 x29 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">29<span class="ls0">,829      </span></div></div><div class="c x4 y110 w52 h1f"><div class="t m0 xc6 hf y0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y110 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y110 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y110 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y110 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y110 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y49d w52 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Accumulated depr<span class="_ _0"></span>eciation     </div></div><div class="c xc0 y49d w53 h21"><div class="t m0 x72 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y49d w54 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y49d w53 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y49d w54 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y49d w53 h21"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y49e w52 h1f"><div class="t m0 x10 h4 y0 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y49e w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y49e w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y49e w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y49e w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y49e w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y49f w52 h1f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2023<span class="_ _0"></span> </div></div><div class="c xc0 y49f w53 h1f"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">101      </span></div></div><div class="c xc1 y49f w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls7">12<span class="ls0">,778      </span></span></div></div><div class="c xc3 y49f w53 h1f"><div class="t m0 x48 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">317      </span></div></div><div class="c xc4 y49f w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">3,768      </span></div></div><div class="c xc5 y49f w53 h1f"><div class="t m0 x58 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls7">16<span class="ls0">,964      </span></span></div></div><div class="c x4 y4a0 w52 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c xc0 y4a0 w53 h1f"><div class="t m0 x22 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">26      </span></div></div><div class="c xc1 y4a0 w54 h1f"><div class="t m0 x19 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">4,499      </span></div></div><div class="c xc3 y4a0 w53 h1f"><div class="t m0 x48 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">254      </span></div></div><div class="c xc4 y4a0 w54 h1f"><div class="t m0 x19 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,528      </span></div></div><div class="c xc5 y4a0 w53 h1f"><div class="t m0 x58 hf yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">6,307     <span class="ff3"> </span></span></div></div><div class="c x4 y4a1 w52 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation - repurchase </div></div><div class="c xc0 y4a1 w53 h1f"><div class="t m0 x22 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc1 y4a1 w54 h1f"><div class="t m0 x22 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xc3 y4a1 w53 h1f"><div class="t m0 x1b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc4 y4a1 w54 h1f"><div class="t m0 x4b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(1,301)     </span></div></div><div class="c xc5 y4a1 w53 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(1,301)     </span></div></div><div class="c x4 y4a2 w52 h1f"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xc0 y4a2 w53 h1f"><div class="t m0 x21 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">127      </span></div></div><div class="c xc1 y4a2 w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls7">17<span class="ls0">,277      </span></span></div></div><div class="c xc3 y4a2 w53 h1f"><div class="t m0 x48 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">571      </span></div></div><div class="c xc4 y4a2 w54 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">3,995      </span></div></div><div class="c xc5 y4a2 w53 h1f"><div class="t m0 x58 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls7">21<span class="ls0">,970      </span></span></div></div><div class="c x4 y4a3 w52 h23"><div class="t m0 xc6 hf y0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y4a3 w53 h23"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y4a3 w54 h23"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y4a3 w53 h23"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y4a3 w54 h23"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y4a3 w53 h23"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4a4 w52 h21"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2022<span class="_ _0"></span> </div></div><div class="c xc0 y4a4 w53 h21"><div class="t m0 x1c hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">76      </span></div></div><div class="c xc1 y4a4 w54 h21"><div class="t m0 x18 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">8,632      </span></div></div><div class="c xc3 y4a4 w53 h21"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,920      </div></div><div class="c xc4 y4a4 w54 h21"><div class="t m0 x18 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">2,135      </span></div></div><div class="c xc5 y4a4 w53 h21"><div class="t m0 x29 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">12<span class="ls0">,763      </span></div></div><div class="c x4 y4a5 w52 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Depreci<span class="_ _0"></span>ation </div></div><div class="c xc0 y4a5 w53 h21"><div class="t m0 x1c h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">25      </span></div></div><div class="c xc1 y4a5 w54 h21"><div class="t m0 x18 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">4,146      </span></div></div><div class="c xc3 y4a5 w53 h21"><div class="t m0 x6c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">520      </div></div><div class="c xc4 y4a5 w54 h21"><div class="t m0 x18 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,682      </span></div></div><div class="c xc5 y4a5 w53 h21"><div class="t m0 x70 hf yd9 ff2 fs3 fc0 sc0 ls0 ws0">6,373     <span class="ff3"> </span></div></div><div class="c x4 y4a6 w52 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Reclassifi<span class="_ _0"></span>cation - repurchase </div></div><div class="c xc0 y4a6 w53 h1f"><div class="t m0 x1c h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc1 y4a6 w54 h1f"><div class="t m0 x1c h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xc3 y4a6 w53 h1f"><div class="t m0 x55 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0"> (2,123)     </div></div><div class="c xc4 y4a6 w54 h1f"><div class="t m0 x50 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(49)     </span></div></div><div class="c xc5 y4a6 w53 h1f"><div class="t m0 x55 hf yd9 ff2 fs3 fc0 sc0 ls0 ws0"> (2,172)    <span class="ff3"> </span></div></div><div class="c x4 y4a7 w52 h1f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er <span class="ls7">202</span>2 </div></div><div class="c xc0 y4a7 w53 h1f"><div class="t m0 xc2 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">101      </span></div></div><div class="c xc1 y4a7 w54 h1f"><div class="t m0 x18 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls7">12<span class="ls0">,778      </span></span></div></div><div class="c xc3 y4a7 w53 h1f"><div class="t m0 x6c hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">317      </div></div><div class="c xc4 y4a7 w54 h1f"><div class="t m0 x12 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">3768      </span></div></div><div class="c xc5 y4a7 w53 h1f"><div class="t m0 x29 hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">16<span class="ls0">,964      </span></div></div><div class="c x4 y4a8 w52 h1f"><div class="t m0 xc6 hf y0 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y4a8 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y4a8 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y4a8 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y4a8 w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y4a8 w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y1fc w52 h1f"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">Carrying amount </div></div><div class="c xc0 y1fc w53 h1f"><div class="t m0 x72 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y1fc w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y1fc w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y1fc w54 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y1fc w53 h1f"><div class="t m0 x72 h4 yd6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4a9 w52 h21"><div class="t m0 x10 h4 y0 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y4a9 w53 h21"><div class="t m0 x72 h4 y4aa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y4a9 w54 h21"><div class="t m0 x72 h4 y4aa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y4a9 w53 h21"><div class="t m0 x72 h4 y4aa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y4a9 w54 h21"><div class="t m0 x72 h4 y4aa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xc5 y4a9 w53 h21"><div class="t m0 x72 h4 y4aa ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y361 w52 h21"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xc0 y361 w53 h21"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">770</span> </div></div><div class="c xc1 y361 w54 h21"><div class="t m0 x29 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">15<span class="ls0">,</span>335<span class="ls0"> </span></div></div><div class="c xc3 y361 w53 h21"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">204</span> </div></div><div class="c xc4 y361 w54 h21"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">539</span> </div></div><div class="c xc5 y361 w53 h21"><div class="t m0 x29 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">19<span class="ls0">,</span>848<span class="ls0"> </span></div></div><div class="c x4 y4ab w52 h1f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xc0 y4ab w53 h1f"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">796</span> </div></div><div class="c xc1 y4ab w54 h1f"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">5,<span class="ls7">297</span> </div></div><div class="c xc3 y4ab w53 h1f"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">458</span> </div></div><div class="c xc4 y4ab w54 h1f"><div class="t m0 x70 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">4,<span class="ls7">314</span> </div></div><div class="c xc5 y4ab w53 h1f"><div class="t m0 x29 hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">12<span class="ls0">,</span>865<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 ha y4ac ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4ad ff2 fs2 fc0 sc0 ls0 ws0">In 2023, the Company<span class="_ _1"></span> did not conclud<span class="_ _1"></span>e any new lease agreements<span class="_ _8"></span><span class="ls5">. </span>The warehous<span class="_ _1"></span>e lease agreement was modi<span class="_ _1"></span>fied - as<span class="_ _1"></span> a </div><div class="t m0 x4 h4 y4ae ff2 fs2 fc0 sc0 ls0 ws0">result <span class="_ _1"></span>of <span class="_ _1"></span>conclud<span class="_ _1"></span>ing <span class="_ _1"></span>an <span class="_ _1"></span>an<span class="_ _1"></span>nex, <span class="_ _1"></span>the <span class="_ _1"></span>lease <span class="_ _8"></span>period <span class="_ _1"></span>was <span class="_ _8"></span>extended <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>the <span class="_ _1"></span>rent <span class="_ _8"></span>rates <span class="_ _1"></span>were <span class="_ _1"></span>in<span class="_ _1"></span>dexed. <span class="_ _10"></span>Right-<span class="ls19">of</span>-use as<span class="_ _1"></span>sets <span class="_ _1"></span>an<span class="_ _1"></span>d </div><div class="t m0 x4 h4 y481 ff2 fs2 fc0 sc0 ls0 ws0">the lease liability wer<span class="_ _1"></span>e therefore increased b<span class="_ _1"></span>y PLN 14,537 thous<span class="_ _1"></span>and. </div><div class="t m0 x4 h4 y4af ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4b0 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _8"></span>a <span class="_ _10"></span>result <span class="_ _8"></span>of <span class="_ _10"></span>the <span class="_ _8"></span>purchas<span class="_ _1"></span>e <span class="_ _8"></span>of <span class="_ _10"></span>forklifts <span class="_ _8"></span>and <span class="_ _10"></span>cars <span class="_ _8"></span>after <span class="_ _10"></span>the <span class="_ _8"></span>end<span class="_ _1"></span> <span class="_ _8"></span>of <span class="_ _10"></span>the <span class="_ _8"></span>leasing <span class="_ _10"></span>period, <span class="_ _8"></span>in <span class="_ _10"></span>accordance <span class="_ _8"></span>with <span class="_ _10"></span>the <span class="_ _8"></span>con<span class="_ _1"></span>ditions </div><div class="t m0 x4 h4 y4b1 ff2 fs2 fc0 sc0 ls0 ws0">provided <span class="_ _8"></span>for <span class="_ _8"></span>in <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>con<span class="_ _1"></span>tracts, <span class="_ _8"></span>the <span class="_ _8"></span>Co<span class="_ _1"></span>mpany <span class="_ _8"></span>reclassified <span class="_ _8"></span>the<span class="_ _1"></span>se <span class="_ _1"></span>as<span class="_ _1"></span>sets <span class="_ _8"></span>to <span class="_ _8"></span>fixed <span class="_ _1"></span>ass<span class="_ _1"></span>ets. <span class="_ _8"></span>In<span class="_ _1"></span>itial <span class="_ _8"></span>value <span class="_ _8"></span>of <span class="_ _1"></span>r<span class="_ _1"></span>ights<span class="_ _1"></span>-<span class="ls14">of</span>-use <span class="_ _1"></span>as<span class="_ _1"></span>sets </div><div class="t m0 x4 h4 y4b2 ff2 fs2 fc0 sc0 ls0 ws0">w<span class="lsf">as</span> reduced by PLN<span class="_ _1"></span> 2,548 thousand<span class="_ _1"></span> (net bo<span class="_ _1"></span>ok value of PLN 1,247 thous<span class="_ _1"></span>and on the <span class="_ _1"></span>repurchase date). </div><div class="t m0 x4 h4 y4b3 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4b4 ff2 fs2 fc0 sc0 ls0 ws0">Lease liabilities are presented <span class="_ _1"></span>in note 20.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y4b5 ff2 fs2 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 x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">33<span class="fs1 ls0"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">10.<span class="ff8 ls0"> <span class="ff3">Investm<span class="_ _0"></span>ents in subsidia<span class="_ _0"></span>ries </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">As at 3<span class="ls4">1 </span>December <span class="ls4">20<span class="_ _1"></span></span>23 and <span class="ls4">31 <span class="_ _1"></span></span>December <span class="ls4">20</span>22 the <span class="_ _1"></span>Company h<span class="_ _1"></span>eld shares in the following <span class="_ _1"></span>entities:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y1a8 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y4b6 w41 he"><div class="t m0 x10 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc7 y4b6 w55 he"><div class="t m0 x7e hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Country </div></div><div class="c xc8 y4b6 w55 he"><div class="t m0 x8f hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Type of equity li<span class="_ _0"></span>nk </div></div><div class="c x4d y4b6 w56 he"><div class="t m0 x48 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">% of shares and vote<span class="_ _0"></span>s </div><div class="t m0 xb6 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">held </div></div><div class="c xbf y4b6 w57 he"><div class="t m0 x4e hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Value of shares<span class="_ _0"></span> </div></div><div class="c xf y4b7 w41 h55"><div class="t m0 x10 hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2023<span class="_ _0"></span> </span></div></div><div class="c xc7 y4b7 w55 h55"><div class="t m0 x5f h56 yf9 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xc8 y4b7 w55 h55"><div class="t m0 x7a h4 y99 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y4b7 w56 h55"><div class="t m0 x7a h4 y99 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y4b7 w57 h55"><div class="t m0 x7a h4 y99 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y4b8 w41 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xc7 y4b8 w55 h42"><div class="t m0 x33 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Romania </div></div><div class="c xc8 y4b8 w55 h42"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y4b8 w56 h42"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">99.99 </div></div><div class="c xbf y4b8 w57 h42"><div class="t m0 x5d h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,885      </span></div></div><div class="c xf y47 w41 h55"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd </div></div><div class="c xc7 y47 w55 h55"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c xc8 y47 w55 h55"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y47 w56 h55"><div class="t m0 xf h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">100.00 </div></div><div class="c xbf y47 w57 h55"><div class="t m0 xa4 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">20,746      </span></div></div><div class="c xf y4b9 w41 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Ltd. </div></div><div class="c xc7 y4b9 w55 h42"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c xc8 y4b9 w55 h42"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y4b9 w56 h42"><div class="t m0 xf h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">100.00 </div></div><div class="c xbf y4b9 w57 h42"><div class="t m0 xa4 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">48,172      </span></div></div><div class="c xf y4ba w41 h55"><div class="t m0 x10 h4 y99 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc7 y4ba w55 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xc8 y4ba w55 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y4ba w56 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y4ba w57 h55"><div class="t m0 xa4 hf y3fb ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls7">70<span class="ls0">,803      </span></span></div></div><div class="c xf y4bb w41 h42"><div class="t m0 x10 hf y3fb ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December 2022<span class="_ _0"></span> </span></div></div><div class="c xc7 y4bb w55 h42"><div class="t m0 x5f h56 yc2 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xc8 y4bb w55 h42"><div class="t m0 x7a h4 y95 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y4bb w56 h42"><div class="t m0 x7a h4 y95 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y4bb w57 h42"><div class="t m0 x7a h4 y95 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y4bc w41 h55"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xc7 y4bc w55 h55"><div class="t m0 x33 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Romania </div></div><div class="c xc8 y4bc w55 h55"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y4bc w56 h55"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">99.99 </div></div><div class="c xbf y4bc w57 h55"><div class="t m0 x5d h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,885      </span></div></div><div class="c xf y39f w41 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Shanghai<span class="_ _0"></span>) Co. Ltd </div></div><div class="c xc7 y39f w55 h42"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c xc8 y39f w55 h42"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y39f w56 h42"><div class="t m0 xf h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">100.00 </div></div><div class="c xbf y39f w57 h42"><div class="t m0 xa4 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">20,746      </span></div></div><div class="c xf y4bd w41 h57"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Ltd. </div></div><div class="c xc7 y4bd w55 h57"><div class="t m0 x73 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">China </div></div><div class="c xc8 y4bd w55 h57"><div class="t m0 xa3 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Subsidiary </div></div><div class="c x4d y4bd w56 h57"><div class="t m0 xf h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">100.00 </div></div><div class="c xbf y4bd w57 h57"><div class="t m0 xa4 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">48,172      </span></div></div><div class="c xf y4be w41 h55"><div class="t m0 x10 h4 y99 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc7 y4be w55 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xc8 y4be w55 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y4be w56 h55"><div class="t m0 x7a h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y4be w57 h55"><div class="t m0 xa4 hf y3fb ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls7">70<span class="ls0">,803      </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y1b6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4bf ff2 fs2 fc0 sc0 ls0 ws0">The Company h<span class="_ _1"></span>as not identified any ind<span class="_ _1"></span>ications of impairment of its <span class="_ _8"></span>investments in<span class="_ _1"></span> subsidiaries. </div><div class="t m0 x68 h4 y4c0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x68 h4 y322 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x76 h4 y4c1 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf wd h1c" ><div class="pc pc22 wd h1c"><img class="bi x17 y4 we h1d" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 wf h1c"><div class="t m0 x1e h6 ycc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x35 h6 ycd ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x36 h6 yce ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(A<span class="_ _0"></span>mounts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x37 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x8d h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">34<span class="ls0"> </span></div><div class="t m0 x1e h4 y4c2 ff2 fs2 fc0 sc0 ls0 ws0">Key financial data of s<span class="_ _1"></span>ubsidiaries is presented in<span class="_ _1"></span> the table below (data before con<span class="_ _1"></span>solidation adju<span class="_ _1"></span>stments).<span class="_ _1"></span> </div><div class="t m0 x1e h4 y4c3 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x68 y4c4 w58 h58"><div class="t m0 x10 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xc9 y4c4 w59 h58"><div class="t m0 x47 hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Non-current ass<span class="_ _0"></span>ets </div></div><div class="c xca y4c4 w5a h58"><div class="t m0 x19 hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Current assets<span class="_ _0"></span> </div></div><div class="c xcb y4c4 w5b h58"><div class="t m0 x5e hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Equity </div></div><div class="c xcc y4c4 w5a h58"><div class="t m0 x5d hf y4c6 ff3 fs3 fc0 sc0 ls0 ws0">Long-term </div><div class="t m0 x2a hf y99 ff3 fs3 fc0 sc0 ls0 ws0">liabiliti<span class="_ _0"></span>es </div></div><div class="c xcd y4c4 w59 h58"><div class="t m0 x32 hf y4c6 ff3 fs3 fc0 sc0 ls0 ws0">Short-term </div><div class="t m0 x55 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">liabiliti<span class="_ _0"></span>es </div></div><div class="c xce y4c4 w59 h58"><div class="t m0 x56 hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Revenues (*) </div></div><div class="c xcf y4c4 w5c h58"><div class="t m0 x5c hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Expenses (**) </div></div><div class="c xd0 y4c4 w59 h58"><div class="t m0 xa4 hf y4c5 ff3 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c x68 y4c7 w58 h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">2023<span class="ls0"> </span></div></div><div class="c xc9 y4c7 w59 h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xca y4c7 w5a h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y4c7 w5b h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcc y4c7 w5a h59"><div class="t m0 xbb h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y4c7 w59 h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y4c7 w59 h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y4c7 w5c h59"><div class="t m0 x9 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y4c7 w59 h59"><div class="t m0 xbb h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x68 y4c8 w58 h59"><div class="t m0 x10 hf yc9 ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Ltd.<span class="ff3"> </span></div></div><div class="c xc9 y4c8 w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">40,895      </span></div></div><div class="c xca y4c8 w5a h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">83,064      </span></div></div><div class="c xcb y4c8 w5b h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">76,560      </span></div></div><div class="c xcc y4c8 w5a h59"><div class="t m0 x59 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">402      </span></div></div><div class="c xcd y4c8 w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">46,997      </span></div></div><div class="c xce y4c8 w59 h59"><div class="t m0 x48 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">338,616      </span></div></div><div class="c xcf y4c8 w5c h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(332,190)     </span></div></div><div class="c xd0 y4c8 w59 h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">6,426      </span></div></div><div class="c x68 y4c9 w58 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c xc9 y4c9 w59 h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">9,671      </span></div></div><div class="c xca y4c9 w5a h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">69,027      </span></div></div><div class="c xcb y4c9 w5b h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">32,463      </span></div></div><div class="c xcc y4c9 w5a h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">2,271      </span></div></div><div class="c xcd y4c9 w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">43,964      </span></div></div><div class="c xce y4c9 w59 h59"><div class="t m0 x48 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">143,105      </span></div></div><div class="c xcf y4c9 w5c h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(142,524)     </span></div></div><div class="c xd0 y4c9 w59 h59"><div class="t m0 x59 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">581      </span></div></div><div class="c x68 y4ca w58 h1b"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xc9 y4ca w59 h1b"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">14,628      </span></div></div><div class="c xca y4ca w5a h1b"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">54,813      </span></div></div><div class="c xcb y4ca w5b h1b"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">44,262      </span></div></div><div class="c xcc y4ca w5a h1b"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">9,729      </span></div></div><div class="c xcd y4ca w59 h1b"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">15,449      </span></div></div><div class="c xce y4ca w59 h1b"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">87,243      </span></div></div><div class="c xcf y4ca w5c h1b"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(80,435)     </span></div></div><div class="c xd0 y4ca w59 h1b"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">6,808      </span></div></div><div class="c x68 y4cb w58 h5a"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c xc9 y4cb w59 h5a"><div class="t m0 x58 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">65,194      </span></div></div><div class="c xca y4cb w5a h5a"><div class="t m0 x48 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">206,904      </span></div></div><div class="c xcb y4cb w5b h5a"><div class="t m0 x48 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">153,285      </span></div></div><div class="c xcc y4cb w5a h5a"><div class="t m0 x58 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">12,402      </span></div></div><div class="c xcd y4cb w59 h5a"><div class="t m0 x48 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">106,410      </span></div></div><div class="c xce y4cb w59 h5a"><div class="t m0 x48 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">568,964      </span></div></div><div class="c xcf y4cb w5c h5a"><div class="t m0 x58 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(555,149)     </span></div></div><div class="c xd0 y4cb w59 h5a"><div class="t m0 x58 hf yc9 ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">13,815      </span></div></div><div class="c x68 y4cc w58 h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">2022<span class="ls0"> </span></div></div><div class="c xc9 y4cc w59 h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xca y4cc w5a h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcb y4cc w5b h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcc y4cc w5a h59"><div class="t m0 xbb h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y4cc w59 h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xce y4cc w59 h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y4cc w5c h59"><div class="t m0 x9 h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y4cc w59 h59"><div class="t m0 xbb h4 yc2 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x68 y4cd w58 h59"><div class="t m0 x10 hf yc9 ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (J<span class="_ _0"></span>iaxing) Co. Ltd.<span class="ff3"> </span></div></div><div class="c xc9 y4cd w59 h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">44,689     <span class="fs2"> </span></span></div></div><div class="c xca y4cd w5a h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">86,477     <span class="fs2"> </span></span></div></div><div class="c xcb y4cd w5b h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">80,910     <span class="fs2"> </span></span></div></div><div class="c xcc y4cd w5a h59"><div class="t m0 x59 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">546     <span class="fs2"> </span></span></div></div><div class="c xcd y4cd w59 h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">49,710     <span class="fs2"> </span></span></div></div><div class="c xce y4cd w59 h59"><div class="t m0 x48 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">344,400     <span class="fs2"> </span></span></div></div><div class="c xcf y4cd w5c h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(328,283)    <span class="fs2"> </span></span></div></div><div class="c xd0 y4cd w59 h59"><div class="t m0 x58 h4 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">16,117     <span class="fs2"> </span></span></div></div><div class="c x68 y4ce w58 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Yato Tools (Sha<span class="_ _0"></span>nghai) Co. Ltd. </div></div><div class="c xc9 y4ce w59 h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">4,826      </span></div></div><div class="c xca y4ce w5a h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">66,358      </span></div></div><div class="c xcb y4ce w5b h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">36,613      </span></div></div><div class="c xcc y4ce w5a h59"><div class="t m0 x59 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">880      </span></div></div><div class="c xcd y4ce w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">33,691      </span></div></div><div class="c xce y4ce w59 h59"><div class="t m0 x48 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">142,863      </span></div></div><div class="c xcf y4ce w5c h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(141,789)     </span></div></div><div class="c xd0 y4ce w59 h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">1,074      </span></div></div><div class="c x68 y4cf w58 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Toya Romania S.A. </div></div><div class="c xc9 y4cf w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">15,866      </span></div></div><div class="c xca y4cf w5a h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">61,822      </span></div></div><div class="c xcb y4cf w5b h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">40,920      </span></div></div><div class="c xcc y4cf w5a h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">10,869      </span></div></div><div class="c xcd y4cf w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">25,898      </span></div></div><div class="c xce y4cf w59 h59"><div class="t m0 x58 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">88,671      </span></div></div><div class="c xcf y4cf w5c h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(81,188)     </span></div></div><div class="c xd0 y4cf w59 h59"><div class="t m0 x47 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">7,483      </span></div></div><div class="c x68 y4d0 w58 h59"><div class="t m0 x10 hf y3ff ff3 fs3 fc0 sc0 ls0 ws0"> TOTAL </div></div><div class="c xc9 y4d0 w59 h59"><div class="t m0 x58 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">65,381      </span></div></div><div class="c xca y4d0 w5a h59"><div class="t m0 x48 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">214,657      </span></div></div><div class="c xcb y4d0 w5b h59"><div class="t m0 x48 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">158,443      </span></div></div><div class="c xcc y4d0 w5a h59"><div class="t m0 x58 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">12,295      </span></div></div><div class="c xcd y4d0 w59 h59"><div class="t m0 x48 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">109,299      </span></div></div><div class="c xce y4d0 w59 h59"><div class="t m0 x48 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">575,934      </span></div></div><div class="c xcf y4d0 w5c h59"><div class="t m0 x58 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(551,260)     </span></div></div><div class="c xd0 y4d0 w59 h59"><div class="t m0 x58 hf y3ff ff3 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">24,674      </span></div></div><div class="c x0 y0 wf h1c"><div class="t m0 x1e h7 y4d1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 y4d2 ff2 fs3 fc0 sc0 ls0 ws0">(*) reve<span class="_ _0"></span>nues comprise: revenue<span class="_ _0"></span> from the sales <span class="_ _0"></span>of goods for resale<span class="_ _0"></span>, other operating rev<span class="_ _0"></span>enue and financial r<span class="_ _0"></span>evenue </div><div class="t m0 x1e h7 y4d3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h7 y4d4 ff2 fs3 fc0 sc0 ls0 ws0">(**) expe<span class="_ _0"></span>nses comprise: cost of<span class="_ _0"></span> goods for resale so<span class="_ _0"></span>ld, selling costs, administ<span class="_ _0"></span>rative expens<span class="_ _0"></span>es, expected credit<span class="_ _0"></span> losses, other operati<span class="_ _0"></span>ng expenses, financial expense<span class="_ _0"></span>s and income tax expe<span class="_ _0"></span>nse </div><div class="t m0 x69 h4 y4d5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y4d6 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x3 y4 w3 h5" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x6a h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">35<span class="ls0"> </span></div><div class="t m0 x1e h8 y460 ff3 fs5 fc1 sc0 lsd ws0">11.<span class="ff8 ls0"> <span class="ff3">Inventory<span class="_ _0"></span> </span></span></div></div><div class="c x4 y4d7 w5d h5b"><div class="t m0 x10 hf y4d8 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y4d7 w5e h5b"><div class="t m0 x2f hf y4d9 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">23 </span></div></div><div class="c x15 y4d7 w5f h5b"><div class="t m0 x2f hf y4d9 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf yd9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y4da w5d h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y4da w5e h5c"><div class="t m0 xb5 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x15 y4da w5f h5c"><div class="t m0 xb5 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y4db w5d h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Goods fo<span class="_ _0"></span>r resale at warehous<span class="_ _0"></span>e and in transit </div></div><div class="c xd1 y4db w5e h5c"><div class="t m0 x4a h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">204,077      </span></div></div><div class="c x15 y4db w5f h5c"><div class="t m0 x43 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">247,780      </span></div></div><div class="c x4 y15c w5d h51"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected returns<span class="_ _0"></span> from customers </div></div><div class="c xd1 y15c w5e h51"><div class="t m0 x1b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">378      </span></div></div><div class="c x15 y15c w5f h51"><div class="t m0 x18 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">90      </span></div></div><div class="c x4 y4dc w5d h5c"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total inventory <span class="_ _0"></span>(carrying amount)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xd1 y4dc w5e h5c"><div class="t m0 x4a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">204,455     <span class="ff2"> </span></span></div></div><div class="c x15 y4dc w5f h5c"><div class="t m0 x12 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">247,870     <span class="ff2"> </span></span></div></div><div class="c x4 y4dd w5d h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Revaluat<span class="_ _0"></span>ion write-down for go<span class="_ _0"></span>ods at warehouse to n<span class="_ _0"></span>et recoverable amount </div></div><div class="c xd1 y4dd w5e h5c"><div class="t m0 x20 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">2,963      </span></div></div><div class="c x15 y4dd w5f h5c"><div class="t m0 x8f h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">2,141      </span></div></div><div class="c x4 y4de w5d h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Gross inventories </div></div><div class="c xd1 y4de w5e h51"><div class="t m0 x4a hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">207,418      </span></div></div><div class="c x15 y4de w5f h51"><div class="t m0 x12 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">250,011      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4 y3f6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4df ff2 fs2 fc0 sc0 ls0 ws0">Changes in the write-do<span class="_ _1"></span>wn of inv<span class="_ _1"></span>entories to net realizable valu<span class="_ _1"></span>e are presented in the tab<span class="_ _1"></span>le below:<span class="_ _1"></span> </div></div><div class="c x4 y4e0 w5d h5d"><div class="t m0 x10 h56 y412 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y4e0 w5e h5d"><div class="t m0 x7c hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">2023<span class="ls0"> </span></div></div><div class="c x15 y4e0 w5f h5d"><div class="t m0 x7c hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">2022<span class="ls0"> </span></div></div><div class="c x4 y4e2 w5d h5e"><div class="t m0 x10 hf y4e3 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">1 </span>January </div></div><div class="c xd1 y4e2 w5e h5e"><div class="t m0 x20 hf y4e3 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">2,141      </span></div></div><div class="c x15 y4e2 w5f h5e"><div class="t m0 x47 hf y4e3 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,384      </span></div></div><div class="c x4 y4e4 w5d h5f"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Increase </div></div><div class="c xd1 y4e4 w5e h5f"><div class="t m0 x1b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">822      </span></div></div><div class="c x15 y4e4 w5f h5f"><div class="t m0 x18 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">757      </span></div></div><div class="c x4 y400 w5d h5f"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Reversal<span class="_ _0"></span>/utilisation </div></div><div class="c xd1 y400 w5e h5f"><div class="t m0 x1b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x15 y400 w5f h5f"><div class="t m0 x44 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y4e5 w5d h5f"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">31 </span>Decemb<span class="_ _0"></span>er </div></div><div class="c xd1 y4e5 w5e h5f"><div class="t m0 x20 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">2,963      </span></div></div><div class="c x15 y4e5 w5f h5f"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">2,141      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4 y4e6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4e7 ff2 fs2 fc0 sc0 ls0 ws0">Reversal <span class="_ _7"></span>o<span class="_ _1"></span>f <span class="_ _7"></span>inventory<span class="_ _1"></span> <span class="_ _7"></span>write<span class="_ _1"></span>-downs <span class="_ _0"></span>made <span class="_ _0"></span>in <span class="_ _7"></span>th<span class="_ _1"></span>e <span class="_ _7"></span>curr<span class="_ _1"></span>ent <span class="_ _7"></span>year as <span class="_ _7"></span>well <span class="_ _7"></span>as<span class="_ _1"></span> <span class="_ _7"></span>writ<span class="_ _1"></span>e-do<span class="_ _1"></span>wns <span class="_ _7"></span>made <span class="_ _0"></span>in previous <span class="_ _7"></span>years w<span class="_ _0"></span>ere <span class="_ _7"></span>re<span class="_ _1"></span>corded </div><div class="t m0 x4 h4 y4e8 ff2 fs2 fc0 sc0 ls0 ws0">in <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>financial <span class="_ _8"></span>result <span class="_ _8"></span>and <span class="_ _1"></span>presented <span class="_ _8"></span>as <span class="_ _8"></span>cost <span class="_ _1"></span>of <span class="_ _8"></span>goods <span class="_ _8"></span>for <span class="_ _10"></span>re<span class="_ _0"></span>sale <span class="_ _8"></span>sold. <span class="_ _1"></span>Reversal <span class="_ _8"></span>of <span class="_ _8"></span>write-offs <span class="_ _8"></span>resulted <span class="_ _8"></span>from <span class="_ _8"></span>a <span class="_ _1"></span>decrease <span class="_ _8"></span>in </div><div class="t m0 x4 h4 y4e9 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>value <span class="_ _1"></span>of th<span class="_ _1"></span>ese inv<span class="_ _1"></span>entories, <span class="_ _1"></span>which, <span class="_ _1"></span>in <span class="_ _1"></span>accordance <span class="_ _8"></span>with <span class="_ _1"></span>the p<span class="_ _1"></span>olicy <span class="_ _1"></span>adopted <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span>, s<span class="_ _1"></span>hould <span class="_ _1"></span>be written <span class="_ _1"></span>down<span class="_ _1"></span>,<span class="_ _10"></span><span class="ffa fs3"> </span></div><div class="t m0 x4 h4 y4ea ff2 fs2 fc0 sc0 ls0 ws0">mainly as a resu<span class="_ _1"></span>lt of their sale. </div><div class="t m0 x1e h8 y4eb ff3 fs5 fc1 sc0 lsd ws0">12.<span class="ff8 ls0"> <span class="ff3">Trade an<span class="_ _0"></span>d other shor<span class="_ _0"></span>t-term receivables  </span></span></div><div class="t m0 x1e h18 y4ec ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4ed w60 h60"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y4ed w27 h60"><div class="t m0 x2d hf yc1 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x41 hf yc2 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xd3 y4ed w61 h60"><div class="t m0 x2d hf yc1 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x41 hf yc2 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y4ee w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y4ee w27 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y4ee w61 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y4ef w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables from relate<span class="_ _0"></span>d parties </div></div><div class="c xd2 y4ef w27 h21"><div class="t m0 x4e h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,600      </span></div></div><div class="c xd3 y4ef w61 h21"><div class="t m0 x12 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">20,130      </span></div></div><div class="c x4 y4f0 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Trade rece<span class="_ _0"></span>ivables from third <span class="_ _0"></span>parties </div></div><div class="c xd2 y4f0 w27 h21"><div class="t m0 x4e h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">32,429      </span></div></div><div class="c xd3 y4f0 w61 h21"><div class="t m0 x12 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">36,317      </span></div></div><div class="c x4 y4f1 w60 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total trade recei<span class="_ _0"></span>vables </div></div><div class="c xd2 y4f1 w27 h21"><div class="t m0 x4e hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">34,029      </span></div></div><div class="c xd3 y4f1 w61 h21"><div class="t m0 x12 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">56,447      </span></div></div><div class="c x4 y4f2 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y4f2 w27 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y4f2 w61 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y4f3 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other r<span class="_ _0"></span>eceivables from third <span class="_ _0"></span>parties </div></div><div class="c xd2 y4f3 w27 h21"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">52      </span></div></div><div class="c xd3 y4f3 w61 h21"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">44      </span></div></div><div class="c x4 y4f4 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Advances fo<span class="_ _0"></span>r deliveries </div></div><div class="c xd2 y4f4 w27 h21"><div class="t m0 x2a h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd3 y4f4 w61 h21"><div class="t m0 x5c h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">4,760      </span></div></div><div class="c x4 y4f5 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Advances pai<span class="_ _0"></span>d to other enti<span class="_ _0"></span>ties </div></div><div class="c xd2 y4f5 w27 h21"><div class="t m0 x4e h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xd3 y4f5 w61 h21"><div class="t m0 x22 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">34      </span></div></div><div class="c x4 y4f6 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Prepayments an<span class="_ _0"></span>d deferred co<span class="_ _0"></span>sts </div></div><div class="c xd2 y4f6 w27 h21"><div class="t m0 x50 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">1,114      </span></div></div><div class="c xd3 y4f6 w61 h21"><div class="t m0 x21 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">887      </span></div></div><div class="c x4 y40e w60 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total gross rec<span class="_ _0"></span>eivables </div></div><div class="c xd2 y40e w27 h21"><div class="t m0 x4e hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">35,195      </span></div></div><div class="c xd3 y40e w61 h21"><div class="t m0 x12 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">62,172      </span></div></div><div class="c x4 y4f7 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y4f7 w27 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y4f7 w61 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y4f8 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Impairment writ<span class="_ _0"></span>e-downs of doubt<span class="_ _0"></span>ful trade receiv<span class="_ _0"></span>ables </div></div><div class="c xd2 y4f8 w27 h21"><div class="t m0 x56 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(1,869)     </span></div></div><div class="c xd3 y4f8 w61 h21"><div class="t m0 xc2 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(1,950)     </span></div></div><div class="c x4 y4f9 w60 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Impairment writ<span class="_ _0"></span>e-downs of othe<span class="_ _0"></span>r receivables </div></div><div class="c xd2 y4f9 w27 h21"><div class="t m0 x2f h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(36)     </span></div></div><div class="c xd3 y4f9 w61 h21"><div class="t m0 x43 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(36)     </span></div></div><div class="c x4 y4fa w60 h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total net receivabl<span class="_ _0"></span>es </div></div><div class="c xd2 y4fa w27 h21"><div class="t m0 x4e hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">33,290      </span></div></div><div class="c xd3 y4fa w61 h21"><div class="t m0 x12 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">60,186      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 xd4 h18 y4fb ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4fc ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company applies <span class="_ _7"></span>a simplified <span class="_ _0"></span>approach and <span class="_ _7"></span>measures the <span class="_ _7"></span>allowance in <span class="_ _7"></span>an amount <span class="_ _0"></span>equal <span class="_ _0"></span>to <span class="_ _0"></span>the <span class="_ _0"></span>expected cre<span class="_ _0"></span>dit losses<span class="_ _0"></span> </div><div class="t m0 x4 h4 y338 ff2 fs2 fc0 sc0 ls0 ws0">throughout <span class="_ _11"> </span>the <span class="_ _11"></span>life <span class="_ _10"></span>cycle <span class="_ _11"></span>using <span class="_ _11"></span>the <span class="_ _10"></span>p<span class="_ _1"></span>rovision <span class="_ _11"></span>matrix, <span class="_ _10"></span>desc<span class="_ _1"></span>ribed <span class="_ _11"></span>in <span class="_ _10"></span>the <span class="_ _11"></span>accounting <span class="_ _11"></span>policies <span class="_ _11"></span>descried <span class="_ _11"></span>in <span class="_ _11"></span>Note <span class="_ _10"></span>2.12. <span class="_ _11"> </span>The </div><div class="t m0 x4 h4 y339 ff2 fs2 fc0 sc0 ls0 ws0">average repayment period<span class="_ _1"></span> of receivables is<span class="_ _1"></span> 36 days. </div><div class="t m0 x4 h4 y4fd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y204 ff2 fs2 fc0 sc0 ls0 ws0">Changes in gross<span class="_ _1"></span> trade receivables are summarized in<span class="_ _1"></span> table below:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y33c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4fe ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4ff ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y500 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">36<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y501 w62 h61"><div class="t m0 xd5 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y501 w63 h61"><div class="t m0 xd7 hf y502 ff3 fs3 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed  </div><div class="t m0 x6 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">in group </div></div><div class="c xd8 y501 w64 h61"><div class="t m0 xd7 hf y502 ff3 fs3 fc0 sc0 ls0 ws0">Receivables anal<span class="_ _0"></span>ysed </div><div class="t m0 x70 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">individuall<span class="_ _0"></span>y </div></div><div class="c xb9 y501 w63 h61"><div class="t m0 x9 hf y503 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4 y504 w62 h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">1 </span>January 2023<span class="_ _0"></span> </div></div><div class="c xd6 y504 w63 h45"><div class="t m0 xb2 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">54<span class="ls0">,</span>800<span class="ls0"> </span></div></div><div class="c xd8 y504 w64 h45"><div class="t m0 x65 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">647</span> </div></div><div class="c xb9 y504 w63 h45"><div class="t m0 x73 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">56<span class="ls0">,</span>447<span class="ls0"> </span></div></div><div class="c x4 y505 w62 h45"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Increase due<span class="_ _0"></span> to sales </div></div><div class="c xd6 y505 w63 h45"><div class="t m0 x54 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">662,002      </span></div></div><div class="c xd8 y505 w64 h45"><div class="t m0 x22 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb9 y505 w63 h45"><div class="t m0 x2e hf y313 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">662,002     <span class="ff3"> </span></span></div></div><div class="c x4 y506 w62 h45"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> and litigation costs </div></div><div class="c xd6 y506 w63 h45"><div class="t m0 x2a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xd8 y506 w64 h45"><div class="t m0 x22 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb9 y506 w63 h45"><div class="t m0 x70 hf y313 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ff3 ls0"> </span></div></div><div class="c x4 y507 w62 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les and overpayment wri<span class="_ _0"></span>tten off </div></div><div class="c xd6 y507 w63 h45"><div class="t m0 x2a h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">21      </span></div></div><div class="c xd8 y507 w64 h45"><div class="t m0 x22 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb9 y507 w63 h45"><div class="t m0 x70 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">21      </span></div></div><div class="c x4 y315 w62 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les classified individual<span class="_ _0"></span>ly as irrecoverable </div></div><div class="c xd6 y315 w63 h45"><div class="t m0 xa4 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(405)     </span></div></div><div class="c xd8 y315 w64 h45"><div class="t m0 x4b h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">405      </span></div></div><div class="c xb9 y315 w63 h45"><div class="t m0 x70 hf y412 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ff3 ls0"> </span></div></div><div class="c x4 y508 w62 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Collecte<span class="_ _0"></span>d receivables </div></div><div class="c xd6 y508 w63 h45"><div class="t m0 x26 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(684,584)     </span></div></div><div class="c xd8 y508 w64 h45"><div class="t m0 x12 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">(55)     </span></div></div><div class="c xb9 y508 w63 h45"><div class="t m0 x2a hf y412 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">(684,639)    <span class="ff3"> </span></span></div></div><div class="c x4 y4b8 w62 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Compensated r<span class="_ _0"></span>eceivables </div></div><div class="c xd6 y4b8 w63 h45"><div class="t m0 xa4 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(961)     </span></div></div><div class="c xd8 y4b8 w64 h45"><div class="t m0 x22 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb9 y4b8 w63 h45"><div class="t m0 x30 hf y412 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(961)    <span class="ff3"> </span></span></div></div><div class="c x4 y509 w62 h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>hanges, including curre<span class="_ _0"></span>ncy translation diff<span class="_ _0"></span>erences </div></div><div class="c xd6 y509 w63 h45"><div class="t m0 x25 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,159      </span></div></div><div class="c xd8 y509 w64 h45"><div class="t m0 x22 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xb9 y509 w63 h45"><div class="t m0 x5a hf y412 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">1,159     <span class="ff3"> </span></span></div></div><div class="c x4 y50a w62 h45"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">31</span> Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c xd6 y50a w63 h45"><div class="t m0 xb2 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">32<span class="ls0">,</span>032<span class="ls0"> </span></div></div><div class="c xd8 y50a w64 h45"><div class="t m0 x65 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">997</span> </div></div><div class="c xb9 y50a w63 h45"><div class="t m0 x73 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">34<span class="ls0">,</span>029<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 yff ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y50b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y50c ff2 fs2 fc0 sc0 ls0 ws0">Changes in the write-do<span class="_ _1"></span>wns of trade receiv<span class="_ _1"></span>ables are presented in t<span class="_ _1"></span>he table below<span class="_ _1"></span>: </div><div class="t m0 x42 h4 y50d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y50e w65 h3f"><div class="t m0 x10 h4 y0 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y50e w4c h3f"><div class="t m0 xb6 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">23 </span></div></div><div class="c x81 y50e w4d h3f"><div class="t m0 xb6 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y494 w65 h62"><div class="t m0 x10 hf y50f ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">1 </span>January </div></div><div class="c xd9 y494 w4c h62"><div class="t m0 x52 hf y50f ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,9<span class="ls7">50</span></span>     <span class="ls0"> </span></div></div><div class="c x81 y494 w4d h62"><div class="t m0 x52 hf y50f ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,986      </span></div></div><div class="c x4 y510 w65 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Increase </div></div><div class="c xd9 y510 w4c hc"><div class="t m0 x14 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x81 y510 w4d hc"><div class="t m0 x22 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">12      </span></div></div><div class="c x4 y108 w65 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Utilisatio<span class="_ _0"></span>n </div></div><div class="c xd9 y108 w4c hc"><div class="t m0 x32 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">-</span>    <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x81 y108 w4d hc"><div class="t m0 x21 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(48)     </span></div></div><div class="c x4 y511 w65 h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Reversal </div></div><div class="c xd9 y511 w4c h3f"><div class="t m0 x21 h7 y314 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(81)     </span></div></div><div class="c x81 y511 w4d h3f"><div class="t m0 x19 h7 y314 ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y3c6 w65 hc"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">As at <span class="ls7">31 </span>Decemb<span class="_ _0"></span>er </div></div><div class="c xd9 y3c6 w4c hc"><div class="t m0 x52 hf y314 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,869      </span></div></div><div class="c x81 y3c6 w4d hc"><div class="t m0 x52 hf y314 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">1,950      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y512 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y513 ff2 fs2 fc0 sc0 ls0 ws0">Collaterals established o<span class="_ _1"></span>n receivables are described in n<span class="_ _1"></span>ote 17.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y514 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y515 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"> </span>table <span class="_ _13"> </span>below <span class="_ _13"> </span>presents<span class="_ _1"></span> <span class="_ _11"> </span>the <span class="_ _13"> </span>ageing <span class="_ _13"> </span>structure <span class="_ _13"> </span>of <span class="_ _13"> </span>receivab<span class="_ _1"></span>les, <span class="_ _11"> </span>includ<span class="_ _1"></span>ing <span class="_ _11"> </span>average <span class="_ _13"> </span>expe<span class="_ _1"></span>cted <span class="_ _11"> </span>credit <span class="_ _13"> </span>loss <span class="_ _13"> </span>ratio <span class="_ _13"> </span>for <span class="_ _13"> </span>each </div><div class="t m0 x4 h4 y516 ff2 fs2 fc0 sc0 ls0 ws0">overdue period.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y517 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y518 w58 h19"><div class="t m0 x10 hf y519 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c xda y518 w66 h19"><div class="t m0 x29 hf y519 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xdb y518 w67 h19"><div class="t m0 x1c hf y519 ff3 fs3 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c xab y518 w66 h19"><div class="t m0 x56 hf y519 ff3 fs3 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c xdc y518 w67 h19"><div class="t m0 x21 hf y519 ff3 fs3 fc0 sc0 ls7 ws0">31<span class="ls0">-60 days </span></div></div><div class="c xdd y518 w66 h19"><div class="t m0 x21 hf y519 ff3 fs3 fc0 sc0 ls7 ws0">61<span class="ls0">-90 days </span></div></div><div class="c xde y518 w67 h19"><div class="t m0 x1c hf y519 ff3 fs3 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c xf y51a w58 h1f"><div class="t m0 x10 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y51a w66 h1f"><div class="t m0 x6 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y51a w67 h1f"><div class="t m0 xf hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xab y51a w66 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y51a w67 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y51a w66 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y51a w67 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y51b w58 h63"><div class="t m0 x10 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c xda y51b w66 h63"><div class="t m0 x1a hf y51c ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">34,029      </span></div></div><div class="c xdb y51b w67 h63"><div class="t m0 x1d hf y51c ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">29,908      </span></div></div><div class="c xab y51b w66 h63"><div class="t m0 x18 hf y51c ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">1,906      </span></div></div><div class="c xdc y51b w67 h63"><div class="t m0 x82 hf y51c ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">214      </span></div></div><div class="c xdd y51b w66 h63"><div class="t m0 x59 hf y51c ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y51b w67 h63"><div class="t m0 x58 hf y51c ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">2,001      </span></div></div><div class="c xf y51d w58 h64"><div class="t m0 x10 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">Group analysis <span class="ffb">–</span> g<span class="_ _0"></span>ross value </div></div><div class="c xda y51d w66 h64"><div class="t m0 x1a h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">32,032      </span></div></div><div class="c xdb y51d w67 h64"><div class="t m0 x3e h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">29,908      </span></div></div><div class="c xab y51d w66 h64"><div class="t m0 x18 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">1,906      </span></div></div><div class="c xdc y51d w67 h64"><div class="t m0 x82 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">214      </span></div></div><div class="c xdd y51d w66 h64"><div class="t m0 x59 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y51d w67 h64"><div class="t m0 x48 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">4      </span></div></div><div class="c xf y51e w58 h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss ratio </div></div><div class="c xda y51e w66 h63"><div class="t m0 xf h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y51e w67 h63"><div class="t m0 x31 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">0,5%-<span class="ls7">5%</span> </div></div><div class="c xab y51e w66 h63"><div class="t m0 x32 h7 y51c ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0">-10% </span></div></div><div class="c xdc y51e w67 h63"><div class="t m0 x32 h7 y51c ff2 fs3 fc0 sc0 ls7 ws0">5%<span class="ls0">-25% </span></div></div><div class="c xdd y51e w66 h63"><div class="t m0 x2f h7 y51c ff2 fs3 fc0 sc0 ls7 ws0">10%<span class="ls0">-</span>50%<span class="ls0"> </span></div></div><div class="c xde y51e w67 h63"><div class="t m0 x5c h7 y51c ff2 fs3 fc0 sc0 ls7 ws0">20%<span class="ls0">-</span>100% <span class="ls0"> </span></div></div><div class="c xf y51f w58 h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xda y51f w66 h63"><div class="t m0 x1b h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">(198)     </span></div></div><div class="c xdb y51f w67 h63"><div class="t m0 x53 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">(159)     </span></div></div><div class="c xab y51f w66 h63"><div class="t m0 x1c h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(22)     </span></div></div><div class="c xdc y51f w67 h63"><div class="t m0 x1a h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(13)     </span></div></div><div class="c xdd y51f w66 h63"><div class="t m0 x48 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">-</span>    <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y51f w67 h63"><div class="t m0 x44 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(4)     </span></div></div><div class="c xf y520 w58 h63"><div class="t m0 x10 hf y470 ff3 fs3 fc0 sc0 ls0 ws0">Individual analysis <span class="ffb">–</span> g<span class="_ _0"></span>ross value </div></div><div class="c xda y520 w66 h63"><div class="t m0 x1a h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,997      </span></div></div><div class="c xdb y520 w67 h63"><div class="t m0 x32 h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xab y520 w66 h63"><div class="t m0 x3e h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdc y520 w67 h63"><div class="t m0 x1c h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdd y520 w66 h63"><div class="t m0 x59 h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y520 w67 h63"><div class="t m0 x58 h7 y470 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">1,997      </span></div></div><div class="c xf y521 w58 h19"><div class="t m0 x10 h7 yc1 ff2 fs3 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on individual </div><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">customers </div></div><div class="c xda y521 w66 h19"><div class="t m0 x20 h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(1,671)     </span></div></div><div class="c xdb y521 w67 h19"><div class="t m0 x26 h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xab y521 w66 h19"><div class="t m0 x3e h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdc y521 w67 h19"><div class="t m0 x1c h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdd y521 w66 h19"><div class="t m0 x59 h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y521 w67 h19"><div class="t m0 x47 h7 y519 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(1,671)     </span></div></div><div class="c xf y522 w58 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xda y522 w66 h1f"><div class="t m0 x4a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(1,869)     </span></div></div><div class="c xdb y522 w67 h1f"><div class="t m0 x1f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">(159)     </span></div></div><div class="c xab y522 w66 h1f"><div class="t m0 x1c hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(22)     </span></div></div><div class="c xdc y522 w67 h1f"><div class="t m0 x1a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(13)     </span></div></div><div class="c xdd y522 w66 h1f"><div class="t m0 x48 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">-</span>    <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y522 w67 h1f"><div class="t m0 x47 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(1,675)     </span></div></div><div class="c xf y523 w58 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c xda y523 w66 h1f"><div class="t m0 x1a hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">32,160      </span></div></div><div class="c xdb y523 w67 h1f"><div class="t m0 xc2 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">29,749      </span></div></div><div class="c xab y523 w66 h1f"><div class="t m0 x18 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">1,884      </span></div></div><div class="c xdc y523 w67 h1f"><div class="t m0 x82 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">201      </span></div></div><div class="c xdd y523 w66 h1f"><div class="t m0 x48 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">-</span>    <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y523 w67 h1f"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">326      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y227 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y8a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y524 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y525 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y526 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y527 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y528 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y415 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y529 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52f ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">37<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c xf y530 w58 h60"><div class="t m0 x10 hf y531 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c xda y530 w66 h60"><div class="t m0 x29 hf y531 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xdb y530 w67 h60"><div class="t m0 x1c hf y531 ff3 fs3 fc0 sc0 ls0 ws0">Not overdue </div></div><div class="c xab y530 w66 h60"><div class="t m0 x56 hf y531 ff3 fs3 fc0 sc0 ls0 ws0">0-30 days </div></div><div class="c xdc y530 w67 h60"><div class="t m0 x21 hf y531 ff3 fs3 fc0 sc0 ls7 ws0">31<span class="ls0">-60 days </span></div></div><div class="c xdd y530 w66 h60"><div class="t m0 x21 hf y531 ff3 fs3 fc0 sc0 ls7 ws0">61<span class="ls0">-90 days </span></div></div><div class="c xde y530 w67 h60"><div class="t m0 x1c hf y531 ff3 fs3 fc0 sc0 ls0 ws0">over 90 days </div></div><div class="c xf y41e w58 h1f"><div class="t m0 x10 hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xda y41e w66 h1f"><div class="t m0 x6 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y41e w67 h1f"><div class="t m0 xf hf yd6 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xab y41e w66 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y41e w67 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y41e w66 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xde y41e w67 h1f"><div class="t m0 x6 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y532 w58 h15"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">Gross trade recei<span class="_ _0"></span>vables </div></div><div class="c xda y532 w66 h15"><div class="t m0 x12 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">56,447      </span></div></div><div class="c xdb y532 w67 h15"><div class="t m0 x22 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">52 914      </span></div></div><div class="c xab y532 w66 h15"><div class="t m0 x1f hf y99 ff3 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">1,646      </span></div></div><div class="c xdc y532 w67 h15"><div class="t m0 x21 hf y99 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">125      </span></div></div><div class="c xdd y532 w66 h15"><div class="t m0 x70 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">101      </div></div><div class="c xde y532 w67 h15"><div class="t m0 x1c hf y99 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,661      </span></div></div><div class="c xf y533 w58 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Group analysis <span class="ffb">–</span> g<span class="_ _0"></span>ross value </div></div><div class="c xda y533 w66 h14"><div class="t m0 x19 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">54,800      </span></div></div><div class="c xdb y533 w67 h14"><div class="t m0 x1f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">52,914      </span></div></div><div class="c xab y533 w66 h14"><div class="t m0 x1b h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">1,646      </span></div></div><div class="c xdc y533 w67 h14"><div class="t m0 x8f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">125      </span></div></div><div class="c xdd y533 w66 h14"><div class="t m0 xd7 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">101      </span></div></div><div class="c xde y533 w67 h14"><div class="t m0 x82 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">14      </span></div></div><div class="c xf y3d9 w58 h15"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit loss ratio </div></div><div class="c xda y3d9 w66 h15"><div class="t m0 xf h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y3d9 w67 h15"><div class="t m0 x31 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">0,5%-<span class="ls7">5%</span> </div></div><div class="c xab y3d9 w66 h15"><div class="t m0 x32 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0">-10% </span></div></div><div class="c xdc y3d9 w67 h15"><div class="t m0 x32 h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">5%<span class="ls0">-25% </span></div></div><div class="c xdd y3d9 w66 h15"><div class="t m0 x2f h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">10%<span class="ls0">-</span>50%<span class="ls0"> </span></div></div><div class="c xde y3d9 w67 h15"><div class="t m0 x5c h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">20%<span class="ls0">-</span>100% <span class="ls0"> </span></div></div><div class="c xf y534 w58 h15"><div class="t m0 x10 h7 y99 ff2 fs3 fc0 sc0 ls0 ws0">Expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xda y534 w66 h15"><div class="t m0 x19 h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(307)     </span></div></div><div class="c xdb y534 w67 h15"><div class="t m0 x14 h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">(256)     </span></div></div><div class="c xab y534 w66 h15"><div class="t m0 x2d h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(21)     </span></div></div><div class="c xdc y534 w67 h15"><div class="t m0 x2d h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(7)     </span></div></div><div class="c xdd y534 w66 h15"><div class="t m0 x1b h7 y99 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(13)     </span></div></div><div class="c xde y534 w67 h15"><div class="t m0 x2e h7 y99 ff2 fs3 fc0 sc0 ls0 ws0"> (10)     </div></div><div class="c xf y3db w58 h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Individual analysis <span class="ffb">–</span> g<span class="_ _0"></span>ross value </div></div><div class="c xda y3db w66 h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">1,647      </span></div></div><div class="c xdb y3db w67 h14"><div class="t m0 x1f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xab y3db w66 h14"><div class="t m0 x29 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdc y3db w67 h14"><div class="t m0 x26 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdd y3db w66 h14"><div class="t m0 x16 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y3db w67 h14"><div class="t m0 x43 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">1,647      </span></div></div><div class="c xf y1e2 w58 h53"><div class="t m0 x10 h7 yc1 ff2 fs3 fc0 sc0 ls0 ws0">Impairment loss<span class="_ _0"></span> on individual </div><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">customers </div></div><div class="c xda y1e2 w66 h53"><div class="t m0 xc2 h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(1,643)     </span></div></div><div class="c xdb y1e2 w67 h53"><div class="t m0 x3e h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xab y1e2 w66 h53"><div class="t m0 xa3 h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">     <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdc y1e2 w67 h53"><div class="t m0 x1f h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xdd y1e2 w66 h53"><div class="t m0 x20 h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xde y1e2 w67 h53"><div class="t m0 x50 h7 y221 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(1,643)     </span></div></div><div class="c xf y535 w58 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total expected cr<span class="_ _0"></span>edit losses </div></div><div class="c xda y535 w66 h1f"><div class="t m0 x50 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(1,950)     </span></div></div><div class="c xdb y535 w67 h1f"><div class="t m0 x82 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(256)     </span></div></div><div class="c xab y535 w66 h1f"><div class="t m0 x57 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">     <span class="ls0">(21)     </span></div></div><div class="c xdc y535 w67 h1f"><div class="t m0 x12 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">(7)     </span></div></div><div class="c xdd y535 w66 h1f"><div class="t m0 x1b hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(13)     </span></div></div><div class="c xde y535 w67 h1f"><div class="t m0 x1b hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(1,653)     </span></div></div><div class="c xf y536 w58 h1f"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total net trade r<span class="_ _0"></span>eceivables </div></div><div class="c xda y536 w66 h1f"><div class="t m0 x1c hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">54,497      </span></div></div><div class="c xdb y536 w67 h1f"><div class="t m0 x1d hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">52,658      </span></div></div><div class="c xab y536 w66 h1f"><div class="t m0 x19 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">1,625      </span></div></div><div class="c xdc y536 w67 h1f"><div class="t m0 x52 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">118      </span></div></div><div class="c xdd y536 w66 h1f"><div class="t m0 x3e hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">88      </span></div></div><div class="c xde y536 w67 h1f"><div class="t m0 x1f hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">8      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y234 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y537 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>individ<span class="_ _1"></span>ual <span class="_ _8"></span>an<span class="_ _1"></span>alysis <span class="_ _10"></span>is <span class="_ _8"></span>carried <span class="_ _8"></span>out <span class="_ _10"></span>in <span class="_ _8"></span>relation <span class="_ _10"></span>to <span class="_ _8"></span>custo<span class="_ _1"></span>mers <span class="_ _8"></span>for <span class="_ _10"></span>which <span class="_ _8"></span>indicators<span class="_ _1"></span> <span class="_ _8"></span>descr<span class="_ _1"></span>ibed <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _10"></span>policy <span class="_ _8"></span>in <span class="_ _10"></span>note <span class="_ _8"></span>2.12 </div><div class="t m0 x4 h4 y12 ff2 fs2 fc0 sc0 ls0 ws0">have b<span class="_ _1"></span>een identified, <span class="_ _1"></span>i.e. mos<span class="_ _1"></span>t often <span class="_ _1"></span>overdue <span class="_ _1"></span>for ov<span class="_ _1"></span>er 90 <span class="_ _1"></span>days<span class="_ _1"></span>, which <span class="_ _1"></span>results <span class="_ _1"></span>in the <span class="_ _1"></span>customer b<span class="_ _1"></span>eing trans<span class="_ _1"></span>ferred for <span class="_ _1"></span>debt </div><div class="t m0 x4 h4 y46b ff2 fs2 fc0 sc0 ls0 ws0">collection. <span class="_ _8"></span>The <span class="_ _10"></span>allowance <span class="_ _8"></span>for <span class="_ _10"></span>expected <span class="_ _8"></span>credit <span class="_ _10"></span>losses <span class="_ _8"></span>for <span class="_ _10"></span>this <span class="_ _8"></span>group <span class="_ _8"></span>of <span class="_ _10"></span>customers <span class="_ _8"></span>is <span class="_ _8"></span>determined <span class="_ _10"></span>taking <span class="_ _8"></span>into <span class="_ _10"></span>account <span class="_ _8"></span>the </div><div class="t m0 x4 h4 y188 ff2 fs2 fc0 sc0 ls0 ws0">terms <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _8"></span>cond<span class="_ _1"></span>itions <span class="_ _8"></span>of <span class="_ _10"></span>insurance, <span class="_ _8"></span>provided <span class="_ _10"></span>that <span class="_ _8"></span>the <span class="_ _10"></span>customer <span class="_ _1"></span>is<span class="_ _1"></span> <span class="_ _8"></span>sub<span class="_ _1"></span>ject <span class="_ _8"></span>to <span class="_ _10"></span>insurance, <span class="_ _8"></span>i.e. <span class="_ _10"></span>the <span class="_ _8"></span>allowance <span class="_ _8"></span>includ<span class="_ _1"></span>es <span class="_ _8"></span>the </div><div class="t m0 x4 h4 y538 ff2 fs2 fc0 sc0 ls0 ws0">own contrib<span class="_ _1"></span>ution in <span class="_ _1"></span>accordance <span class="_ _1"></span>with th<span class="_ _1"></span>e concluded <span class="_ _1"></span>agreement. In <span class="_ _1"></span>relation to<span class="_ _1"></span> receivables <span class="_ _1"></span>analysed <span class="_ _1"></span>individually, the <span class="_ _1"></span>part </div><div class="t m0 x4 h4 y539 ff2 fs2 fc0 sc0 ls0 ws0">not covered by t<span class="_ _1"></span>he write-down relates to<span class="_ _1"></span> the insured receivables.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y212 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _8"></span>relation<span class="_ _1"></span> <span class="_ _8"></span>to <span class="_ _10"></span>the <span class="_ _8"></span>remaining <span class="_ _10"></span>customers, <span class="_ _10"></span>analysed <span class="_ _8"></span>in<span class="_ _1"></span> <span class="_ _8"></span>groups <span class="_ _10"></span>with <span class="_ _8"></span>the <span class="_ _10"></span>use <span class="_ _8"></span>of <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>p<span class="_ _1"></span>rovisions <span class="_ _10"></span>matrix, <span class="_ _8"></span>expected <span class="_ _10"></span>credit <span class="_ _8"></span>los<span class="_ _1"></span>s </div><div class="t m0 x4 h4 y53a ff2 fs2 fc0 sc0 ls0 ws0">ratios <span class="_ _10"></span>are <span class="_ _1"></span>d<span class="_ _1"></span>etermined <span class="_ _8"></span>s<span class="_ _1"></span>eparately <span class="_ _10"></span>for <span class="_ _8"></span>insured <span class="_ _10"></span>receivables <span class="_ _10"></span>(lower <span class="_ _8"></span>range <span class="_ _10"></span>limits <span class="_ _8"></span>sh<span class="_ _1"></span>own <span class="_ _8"></span>in <span class="_ _10"></span>the <span class="_ _8"></span>tab<span class="_ _1"></span>le <span class="_ _8"></span>above) <span class="_ _10"></span>and <span class="_ _8"></span>un<span class="_ _1"></span>insured </div><div class="t m0 x4 h4 y53b ff2 fs2 fc0 sc0 ls0 ws0">receivables (main ra<span class="_ _1"></span>nge limits).  </div><div class="t m0 x1e h8 y53c ff3 fs5 fc1 sc0 lsd ws0">13.<span class="ff8 ls0"> <span class="ff3">Cash <span class="_ _0"></span>and cash equivalen<span class="_ _0"></span>ts </span></span></div><div class="t m0 x42 h7 y53d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x73 y53e w49 h47"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y53e w4c h47"><div class="t m0 x25 hf y430 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xb6 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x81 y53e w4d h47"><div class="t m0 x25 hf y430 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 xb6 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x73 y53f w49 h4d"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y53f w4c h4d"><div class="t m0 xb8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x81 y53f w4d h4d"><div class="t m0 xb8 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x73 y2e3 w49 h4d"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Cash in <span class="ls25">hand and at bank</span> </div></div><div class="c xd9 y2e3 w4c h4d"><div class="t m0 x19 h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">49,107      </span></div></div><div class="c x81 y2e3 w4d h4d"><div class="t m0 x50 h7 y38c ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,386      </span></div></div><div class="c x73 y540 w49 h4d"><div class="t m0 x10 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">Total cash and cas<span class="_ _0"></span>h equivalents </div></div><div class="c xd9 y540 w4c h4d"><div class="t m0 x19 hf y38c ff3 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">49,107      </span></div></div><div class="c x81 y540 w4d h4d"><div class="t m0 x50 hf y38c ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">1,386      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y541 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y542 ff2 fs2 fc0 sc0 ls0 ws0">Apart from <span class="_ _0"></span>cash disclosed in <span class="_ _0"></span>the statement on <span class="_ _0"></span>financial position, the Company <span class="_ _0"></span>has a separate <span class="_ _0"></span>bank account for <span class="_ _0"></span>the funds </div><div class="t m0 x4 h4 y543 ff6 fs2 fc0 sc0 ls0 ws0">of <span class="_ _1"></span>the <span class="_ _8"></span>Company <span class="_ _8"></span>Social <span class="_ _8"></span>Benefits<span class="_ _1"></span> <span class="_ _1"></span>Fun<span class="_ _1"></span>d <span class="_ _1"></span>(ZFŚS) <span class="_ _8"></span>which <span class="_ _8"></span>are <span class="_ _1"></span>pres<span class="_ _1"></span>ented <span class="_ _1"></span>und<span class="_ _1"></span>er <span class="_ _1"></span>other <span class="_ _8"></span>receivables<span class="_ _1"></span> <span class="_ _1"></span>in <span class="_ _8"></span>their <span class="_ _8"></span>net <span class="_ _8"></span>amount <span class="_ _8"></span>together </div><div class="t m0 x4 h4 y544 ff2 fs2 fc0 sc0 ls0 ws0">with liabilities tow<span class="ff6">ards the ZFŚS and rece<span class="_ _0"></span>ivables under loans granted. As at 31 <span class="_ _0"></span>December 2023, these f<span class="_ _0"></span>unds<span class="_ _1"></span> amounted to </span></div><div class="t m0 x4 h4 y545 ff2 fs2 fc0 sc0 ls0 ws0">PLN <span class="ls4">74</span> thousand and as at 31 <span class="_ _0"></span>December 2022 to PLN 1 thous<span class="_ _1"></span>and. The Company may use these <span class="_ _0"></span>funds only in the<span class="_ _1"></span> manner </div><div class="t m0 x4 h4 y546 ff2 fs2 fc0 sc0 ls0 ws0">provided for by<span class="_ _1"></span> the law with regard to the Z<span class="_ _1"></span><span class="ff6">FŚS funds<span class="_ _1"></span>.</span> </div><div class="t m0 x4 h4 y16f ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>a <span class="_ _1"></span>result of <span class="_ _1"></span>implementation <span class="_ _1"></span>of <span class="_ _1"></span>VAT s<span class="_ _1"></span>plit <span class="_ _1"></span>payment mechanis<span class="_ _1"></span>m, th<span class="_ _1"></span>e Company<span class="_ _1"></span> has <span class="_ _1"></span>dedicated <span class="_ _1"></span>VAT <span class="_ _1"></span>bank <span class="_ _1"></span>accounts, <span class="_ _1"></span>where </div><div class="t m0 x4 h4 y170 ff2 fs2 fc0 sc0 ls0 ws0">VAT <span class="_ _0"></span>amounts from <span class="_ _7"></span>invoices settled <span class="_ _0"></span>by the <span class="_ _7"></span>vendors of <span class="_ _7"></span>TOYA <span class="_ _0"></span>S.A. will <span class="_ _7"></span>be transferred. <span class="_ _0"></span>Funds c<span class="_ _0"></span>ollected <span class="_ _0"></span>in <span class="_ _0"></span>these VAT <span class="_ _7"></span>accoun<span class="_ _1"></span>ts </div><div class="t m0 x4 h4 y547 ff2 fs2 fc0 sc0 ls0 ws0">may only be us<span class="_ _1"></span>ed for VAT s<span class="_ _1"></span>ettlements concerning inv<span class="_ _1"></span>oices received and s<span class="_ _1"></span>ettlements of ta<span class="_ _1"></span>x liabilities. As at 31 D<span class="_ _1"></span>ecember </div><div class="t m0 x4 h4 y548 ff2 fs2 fc0 sc0 ls4 ws0">202<span class="ls0">3, <span class="_ _10"></span>the <span class="_ _10"></span>cas<span class="_ _1"></span>h <span class="_ _10"></span>balance <span class="_ _10"></span>in<span class="_ _1"></span> <span class="_ _10"></span>these <span class="_ _10"></span>VA<span class="_ _1"></span>T <span class="_ _10"></span>accounts <span class="_ _10"></span>to<span class="_ _1"></span>talled <span class="_ _10"></span>PLN <span class="_ _11"> </span></span>265<span class="ls0"> <span class="_ _11"></span>thousand <span class="_ _11"></span>(31 <span class="_ _10"></span>December <span class="_ _10"></span>2022<span class="_ _1"></span>: <span class="_ _10"></span>PLN <span class="_ _10"></span>1,141 <span class="_ _11"></span>thousand). </span></div><div class="t m0 x4 h4 y549 ff2 fs2 fc0 sc0 ls0 ws0">According to the Management Board&apos;s judgment, res<span class="_ _1"></span>trictions on the use of<span class="_ _0"></span> these funds resulting from <span class="_ _0"></span>tax regulations do </div><div class="t m0 x4 h4 y54a ff2 fs2 fc0 sc0 ls0 ws0">not <span class="_ _8"></span>affect <span class="_ _1"></span>their <span class="_ _8"></span>classification <span class="_ _8"></span>as <span class="_ _8"></span>cash <span class="_ _8"></span>and <span class="_ _8"></span>cash <span class="_ _1"></span>equ<span class="_ _1"></span>ivalents, <span class="_ _1"></span>as<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _8"></span>Company <span class="_ _8"></span>uses <span class="_ _8"></span>them <span class="_ _1"></span>on <span class="_ _8"></span>an <span class="_ _8"></span>ongoing <span class="_ _1"></span>b<span class="_ _1"></span>asis <span class="_ _1"></span>to <span class="_ _8"></span>settle <span class="_ _1"></span>its </div><div class="t m0 x4 h4 y54b ff2 fs2 fc0 sc0 ls0 ws0">short-term liabiliti<span class="_ _1"></span>es. </div><div class="t m0 x4 h4 y32 ff6 fs2 fc0 sc0 ls0 ws0">Apart from <span class="_ _7"></span>th<span class="_ _1"></span>e VAT <span class="_ _0"></span>and ZFŚS funds, as <span class="_ _0"></span>at 31 <span class="_ _0"></span>December 202<span class="ff2">3<span class="_ _1"></span> and <span class="_ _0"></span>31 December <span class="_ _0"></span>2022, the Company did not <span class="_ _0"></span>have any <span class="_ _0"></span>cash </span></div><div class="t m0 x4 h4 y54c ff2 fs2 fc0 sc0 ls0 ws0">of limited dispos<span class="_ _1"></span>ability.  </div><div class="t m0 x4 h4 y54d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">38<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">14.<span class="ff8 ls0"> <span class="ff3">Additi<span class="_ _0"></span>onal explanati<span class="_ _0"></span>on to cash flow state<span class="_ _0"></span>ment </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">Reconciliation <span class="_ _1"></span>of <span class="_ _1"></span>changes <span class="_ _1"></span>in <span class="_ _1"></span>balance s<span class="_ _1"></span>heet items <span class="_ _1"></span>as <span class="_ _1"></span>shown <span class="_ _1"></span>in <span class="_ _1"></span>the <span class="_ _1"></span>sta<span class="_ _1"></span>tements <span class="_ _1"></span>of finan<span class="_ _1"></span>cial position<span class="_ _1"></span> and <span class="_ _1"></span>in <span class="_ _1"></span>the sta<span class="_ _1"></span>tements </div><div class="t m0 x4 h4 y54e ff2 fs2 fc0 sc0 ls0 ws0">of cash flows:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y54f ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y550 w20 h65"><div class="t m0 xdf hf y109 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y550 w68 h65"><div class="t m0 x6 hf y109 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xab y550 w69 h65"><div class="t m0 x17 hf y109 ff3 fs3 fc0 sc0 ls0 ws0">Adjustments </div></div><div class="c xde y550 w6a h65"><div class="t m0 xf hf y109 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2a1 w20 h66"><div class="t m0 x10 hf y551 ff3 fs3 fc0 sc0 ls7 ws0">12 <span class="ls0">months ended <span class="_ _0"></span>31 December <span class="ls7">2023</span><span class="ff2"> </span> </span></div></div><div class="c x71 y2a1 w68 h66"><div class="t m0 x16 hf y552 ff3 fs3 fc0 sc0 ls0 ws0">Balance sheet </div><div class="t m0 x26 hf y553 ff3 fs3 fc0 sc0 ls0 ws0">change </div></div><div class="c xab y2a1 w66 h66"><div class="t m0 x1b hf y554 ff3 fs3 fc0 sc0 ls0 ws0">Measurement </div><div class="t m0 x56 hf y552 ff3 fs3 fc0 sc0 ls0 ws0">of cash in </div><div class="t m0 x26 hf y553 ff3 fs3 fc0 sc0 ls0 ws0">foreign </div><div class="t m0 x5c hf y555 ff3 fs3 fc0 sc0 ls0 ws0">currencies </div></div><div class="c xe0 y2a1 w67 h66"><div class="t m0 x10 hf y554 ff3 fs3 fc0 sc0 ls0 ws0">Valuation of the </div><div class="t m0 x4e hf y552 ff3 fs3 fc0 sc0 ls0 ws0">financial </div><div class="t m0 x5c hf y553 ff3 fs3 fc0 sc0 ls0 ws0">guarantee </div><div class="t m0 x32 hf y555 ff3 fs3 fc0 sc0 ls0 ws0">granted </div></div><div class="c xe1 y2a1 w6b h66"><div class="t m0 x14 hf y556 ff3 fs3 fc0 sc0 ls0 ws0">Actuarial </div><div class="t m0 xc2 hf y557 ff3 fs3 fc0 sc0 ls0 ws0">gains/losses </div><div class="t m0 x1d hf y551 ff3 fs3 fc0 sc0 ls0 ws0">recognised in </div><div class="t m0 x58 hf y558 ff3 fs3 fc0 sc0 ls0 ws0">comprehensive </div><div class="t m0 x53 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">income </div></div><div class="c xe2 y2a1 w6c h66"><div class="t m0 x53 hf y557 ff3 fs3 fc0 sc0 ls0 ws0">Change </div><div class="t m0 xe3 hf y551 ff3 fs3 fc0 sc0 ls0 ws0">in the cash flow </div><div class="t m0 x5c hf y558 ff3 fs3 fc0 sc0 ls0 ws0">statement </div></div><div class="c x4 y559 w20 h42"><div class="t m0 x10 hf y3fb ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y559 w68 h42"><div class="t m0 x6 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xab y559 w66 h42"><div class="t m0 xf h7 y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y559 w67 h42"><div class="t m0 x6 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y559 w6d h42"><div class="t m0 x6 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y559 w6a h42"><div class="t m0 x7c h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y55a w20 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> receivables  </div></div><div class="c x71 y55a w68 h42"><div class="t m0 x21 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">26,896      </span></div></div><div class="c xab y55a w66 h42"><div class="t m0 x7c h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y55a w67 h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe1 y55a w6d h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe2 y55a w6a h42"><div class="t m0 x47 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">26,896      </span></div></div><div class="c x4 y55b w20 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x71 y55b w68 h42"><div class="t m0 x21 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">43,415      </span></div></div><div class="c xab y55b w66 h42"><div class="t m0 x7c h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y55b w67 h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe1 y55b w6d h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe2 y55b w6a h42"><div class="t m0 x47 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">43,415      </span></div></div><div class="c x4 y4c w20 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x71 y4c w68 h42"><div class="t m0 x4b h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(118)     </span></div></div><div class="c xab y4c w66 h42"><div class="t m0 x7c h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y4c w67 h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe1 y4c w6d h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe2 y4c w6a h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(118)     </span></div></div><div class="c x4 y55c w20 h43"><div class="t m0 x10 h7 y55d ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> payables </div></div><div class="c x71 y55c w68 h43"><div class="t m0 x22 h7 y55d ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">2,357      </span></div></div><div class="c xab y55c w66 h43"><div class="t m0 x7c h7 y55d ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y55c w67 h43"><div class="t m0 x96 h7 y55d ff2 fs3 fc0 sc0 ls0 ws0">5  </div></div><div class="c xe1 y55c w6d h43"><div class="t m0 x7e h7 y55d ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe2 y55c w6a h43"><div class="t m0 x58 h7 y55d ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">2,362      </span></div></div><div class="c x4 y55e w20 h42"><div class="t m0 x10 h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee benefit l<span class="_ _0"></span>iabilities </div></div><div class="c x71 y55e w68 h42"><div class="t m0 x22 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">1,028      </span></div></div><div class="c xab y55e w66 h42"><div class="t m0 x7c h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe0 y55e w67 h42"><div class="t m0 x7e h7 y3fb ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe1 y55e w6d h42"><div class="t m0 x1a h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(38) </span></div></div><div class="c xe2 y55e w6a h42"><div class="t m0 x58 h7 y3fb ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">990      </span></div></div><div class="c x4 y55f w20 h42"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Change in cash  </div></div><div class="c x71 y55f w68 h42"><div class="t m0 x21 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">47,721      </span></div></div><div class="c xab y55f w66 h42"><div class="t m0 x25 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">7 </span></div></div><div class="c xe0 y55f w67 h42"><div class="t m0 x7c h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe1 y55f w6d h42"><div class="t m0 x7e h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe2 y55f w6a h42"><div class="t m0 x47 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">47,728      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y560 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y561 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y562 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y563 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y564 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y565 w20 h67"><div class="t m0 xdf hf y107 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y565 w6e h67"><div class="t m0 x17 hf y107 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y565 w6f h67"><div class="t m0 x7c hf y107 ff3 fs3 fc0 sc0 ls0 ws0">Adjustments </div></div><div class="c xe5 y565 w6e h67"><div class="t m0 x17 hf y107 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y477 w20 h66"><div class="t m0 x10 hf y551 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>31 December <span class="ls7">2022</span><span class="ff2"> </span> </div></div><div class="c x71 y477 w6e h66"><div class="t m0 x56 hf y552 ff3 fs3 fc0 sc0 ls0 ws0">Balance sheet </div><div class="t m0 x88 hf y553 ff3 fs3 fc0 sc0 ls0 ws0">change </div></div><div class="c xe4 y477 w70 h66"><div class="t m0 x18 hf y557 ff3 fs3 fc0 sc0 ls0 ws0">Measurement of </div><div class="t m0 x1f hf y551 ff3 fs3 fc0 sc0 ls0 ws0">cash in foreign </div><div class="t m0 x55 hf y558 ff3 fs3 fc0 sc0 ls0 ws0">currencies </div></div><div class="c xe6 y477 w7 h66"><div class="t m0 x2e hf y556 ff3 fs3 fc0 sc0 ls0 ws0">Actuarial </div><div class="t m0 x2b hf y557 ff3 fs3 fc0 sc0 ls0 ws0">gains/losses </div><div class="t m0 x4e hf y551 ff3 fs3 fc0 sc0 ls0 ws0">recognised in </div><div class="t m0 x21 hf y558 ff3 fs3 fc0 sc0 ls0 ws0">comprehensive </div><div class="t m0 x88 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">income </div></div><div class="c xe7 y477 w71 h66"><div class="t m0 xe8 hf y557 ff3 fs3 fc0 sc0 ls0 ws0">Change </div><div class="t m0 x4b hf y551 ff3 fs3 fc0 sc0 ls0 ws0">in the cash flow </div><div class="t m0 x55 hf y558 ff3 fs3 fc0 sc0 ls0 ws0">statement </div></div><div class="c x4 y566 w20 h68"><div class="t m0 x10 hf y567 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x71 y566 w6e h68"><div class="t m0 x17 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y566 w70 h68"><div class="t m0 x61 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y566 w70 h68"><div class="t m0 x61 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y566 w6e h68"><div class="t m0 x17 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y568 w20 h69"><div class="t m0 x10 h7 y569 ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> receivables  </div></div><div class="c x71 y568 w6e h69"><div class="t m0 x30 h7 y569 ff2 fs3 fc0 sc0 ls8 ws0">  <span class="ls0">(26,584)     </span></div></div><div class="c xe4 y568 w70 h69"><div class="t m0 x42 h7 y569 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe6 y568 w70 h69"><div class="t m0 x42 h7 y569 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe5 y568 w6e h69"><div class="t m0 x1b h7 y569 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(26,584)     </span></div></div><div class="c x4 y56a w20 h68"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">Change in inve<span class="_ _0"></span>ntories  </div></div><div class="c x71 y56a w6e h68"><div class="t m0 x30 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">     <span class="ls0">37,690      </span></div></div><div class="c xe4 y56a w70 h68"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe6 y56a w70 h68"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe5 y56a w6e h68"><div class="t m0 x1a h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">37,690      </span></div></div><div class="c x4 y56b w20 h68"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">Change in prov<span class="_ _0"></span>isions </div></div><div class="c x71 y56b w6e h68"><div class="t m0 x96 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">72      </span></div></div><div class="c xe4 y56b w70 h68"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe6 y56b w70 h68"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe5 y56b w6e h68"><div class="t m0 x48 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">72      </span></div></div><div class="c x4 y56c w20 h6a"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">Change in trad<span class="_ _0"></span>e and other<span class="_ _0"></span> payables </div></div><div class="c x71 y56c w6e h6a"><div class="t m0 x55 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">(16,144)     </span></div></div><div class="c xe4 y56c w70 h6a"><div class="t m0 xbb h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">3  </div></div><div class="c xe6 y56c w70 h6a"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe5 y56c w6e h6a"><div class="t m0 x1b h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(16,141)     </span></div></div><div class="c x4 y56d w20 h68"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">Change in employ<span class="_ _0"></span>ee benefit l<span class="_ _0"></span>iabilities </div></div><div class="c x71 y56d w6e h68"><div class="t m0 x30 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(250)     </span></div></div><div class="c xe4 y56d w70 h68"><div class="t m0 x42 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe6 y56d w70 h68"><div class="t m0 x12 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">168   </span></div><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y56d w6e h68"><div class="t m0 x44 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(82)     </span></div></div><div class="c x4 y56e w20 h68"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">Change in cash  </div></div><div class="c x71 y56e w6e h68"><div class="t m0 x29 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">157      </span></div></div><div class="c xe4 y56e w70 h68"><div class="t m0 x17 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xe6 y56e w70 h68"><div class="t m0 x61 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y56e w6e h68"><div class="t m0 x20 h7 y567 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">157      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h8 y56f ff3 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y570 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y571 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y572 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y573 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y574 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y575 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h3 y576 ff1 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w0 h0" ><div class="pc pc27 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">39<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">15.<span class="ff8 ls0"> <span class="ff3">Share c<span class="_ _0"></span>apital  </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _8"></span>at<span class="_ _1"></span> <span class="_ _8"></span>31 <span class="_ _10"></span>December <span class="_ _1"></span>2<span class="_ _1"></span>023, <span class="_ _8"></span>the<span class="_ _1"></span> <span class="_ _8"></span>sh<span class="_ _1"></span>are <span class="_ _8"></span>capital <span class="_ _10"></span>amounts <span class="_ _8"></span>to <span class="_ _10"></span>PLN <span class="_ _8"></span>7,504,222.60 <span class="_ _8"></span>and<span class="_ _1"></span> <span class="_ _8"></span>comprise<span class="_ _1"></span>s <span class="_ _8"></span>75,042,226 <span class="_ _10"></span>shares <span class="_ _8"></span>with <span class="_ _10"></span>a <span class="_ _8"></span>par </div><div class="t m0 x4 h4 y577 ff2 fs2 fc0 sc0 ls0 ws0">value of PLN 0.1 each. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y578 ff2 fs2 fc0 sc0 ls0 ws0">All  of  the  s<span class="_ _1"></span>hares  are  paid<span class="_ _1"></span>  up. <span class="_ _1d"> </span>The  ownership  s<span class="_ _1"></span>tructure  an<span class="_ _1"></span>d  the  percentage <span class="_ _1d"> </span>of  the  Compan<span class="_ _1"></span>y&apos;s  shares<span class="_ _1"></span>  held  as  at<span class="_ _1"></span> <span class="_ _8"></span> </div><div class="t m0 x4 h4 y4da ff2 fs2 fc0 sc0 ls0 ws0">31 December <span class="_ _1"></span>2023, <span class="_ _1"></span>based on<span class="_ _1"></span> th<span class="_ _1"></span>e information <span class="_ _1"></span>provided <span class="_ _1"></span>to t<span class="_ _1"></span>he Company <span class="_ _1"></span>by <span class="_ _1"></span>the shareho<span class="_ _1"></span>lders, are <span class="_ _1"></span>presented in <span class="_ _1"></span>the <span class="_ _1"></span>table </div><div class="t m0 x4 h4 y579 ff2 fs2 fc0 sc0 ls0 ws0">below:  </div><div class="t m0 x1e h4 y57a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x7e y49 w72 h6b"><div class="t m0 x4e hf y57b ff3 fs3 fc0 sc0 ls0 ws0">Name </div></div><div class="c xe9 y49 w73 h6b"><div class="t m0 x70 hf y57b ff3 fs3 fc0 sc0 ls0 ws0">Status </div></div><div class="c xea y49 w74 h6b"><div class="t m0 x47 hf y57b ff3 fs3 fc0 sc0 ls0 ws0">Number of shares<span class="_ _0"></span> </div></div><div class="c xca y49 w73 h6b"><div class="t m0 xc2 hf y57b ff3 fs3 fc0 sc0 ls0 ws0">Type of shares </div></div><div class="c xeb y49 w74 h6b"><div class="t m0 x19 hf y57c ff3 fs3 fc0 sc0 ls0 ws0">Par value per </div><div class="t m0 x2f hf y57d ff3 fs3 fc0 sc0 ls0 ws0">share (PLN) </div></div><div class="c xad y49 w73 h6b"><div class="t m0 xd7 hf y57c ff3 fs3 fc0 sc0 ls0 ws0">Par value of the </div><div class="t m0 xec hf y57d ff3 fs3 fc0 sc0 ls0 ws0">shares (PLN) </div></div><div class="c xed y49 w74 h6b"><div class="t m0 x21 hf y57b ff3 fs3 fc0 sc0 ls0 ws0">Structure (%)<span class="_ _0"></span> </div></div><div class="c x7e y46a w72 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Jan Szmidt </div></div><div class="c xe9 y46a w73 h59"><div class="t m0 x18 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">natural p<span class="_ _0"></span>erson </div></div><div class="c xea y46a w74 h59"><div class="t m0 x4e h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">28,284,304 </div></div><div class="c xca y46a w73 h59"><div class="t m0 x43 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c xeb y46a w74 h59"><div class="t m0 x7c h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c xad y46a w73 h59"><div class="t m0 x22 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">2,828 430.40 </div></div><div class="c xed y46a w74 h59"><div class="t m0 x30 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">37.69% </div></div><div class="c x7e y57e w72 h34"><div class="t m0 x10 h7 y3ff ff6 fs3 fc0 sc0 ls0 ws0">Romuald Szałagan<span class="ff2"> </span></div></div><div class="c xe9 y57e w73 h34"><div class="t m0 x18 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">natural p<span class="_ _0"></span>erson </div></div><div class="c xea y57e w74 h34"><div class="t m0 x2b h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">9,652,290 </div></div><div class="c xca y57e w73 h34"><div class="t m0 x43 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c xeb y57e w74 h34"><div class="t m0 x7c h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c xad y57e w73 h34"><div class="t m0 x4e h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">965 229.00 </div></div><div class="c xed y57e w74 h34"><div class="t m0 x30 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">12.86% </div></div><div class="c x7e y57f w72 h35"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Generali<span class="_ _0"></span> OFE </div></div><div class="c xe9 y57f w73 h35"><div class="t m0 x56 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">legal perso<span class="_ _0"></span>n </div></div><div class="c xea y57f w74 h35"><div class="t m0 x2b h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">5,001,147 </div></div><div class="c xca y57f w73 h35"><div class="t m0 x43 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c xeb y57f w74 h35"><div class="t m0 x7c h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c xad y57f w73 h35"><div class="t m0 x4e h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">500 114.70 </div></div><div class="c xed y57f w74 h35"><div class="t m0 x70 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">6.66% </div></div><div class="c x7e y580 w72 h6c"><div class="t m0 x10 h7 y581 ff2 fs3 fc0 sc0 ls0 ws0">Other    <span class="_ _0"></span>                                           <span class="_ _0"></span>    </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">- share belo<span class="_ _0"></span>w 5% </div></div><div class="c xe9 y580 w73 h6c"><div class="t m0 x12 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">not appli<span class="_ _0"></span>cable </div></div><div class="c xea y580 w74 h6c"><div class="t m0 x4e h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">32,104,485 </div></div><div class="c xca y580 w73 h6c"><div class="t m0 x43 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">ordinary<span class="_ _0"></span> bearer </div></div><div class="c xeb y580 w74 h6c"><div class="t m0 x7c h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">0.1 </div></div><div class="c xad y580 w73 h6c"><div class="t m0 x22 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">3,210 448.50 </div></div><div class="c xed y580 w74 h6c"><div class="t m0 x30 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">42.79% </div></div><div class="c x7e y582 w72 h63"><div class="t m0 x10 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c xe9 y582 w73 h63"><div class="t m0 xee h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xea y582 w74 h63"><div class="t m0 x14 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">75,042,226 </div></div><div class="c xca y582 w73 h63"><div class="t m0 xee h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xeb y582 w74 h63"><div class="t m0 xee h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xad y582 w73 h63"><div class="t m0 x22 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">7,504 222.60 </div></div><div class="c xed y582 w74 h63"><div class="t m0 x54 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">100.00% </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y583 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h8 y584 ff3 fs5 fc1 sc0 lsd ws0">16.<span class="ff8 ls0"> <span class="ff3">Retain<span class="_ _0"></span>ed earnings and divid<span class="_ _0"></span>end per share </span></span></div><div class="t m0 x4 h4 y585 ff2 fs2 fc0 sc0 ls0 ws0">On 29 <span class="_ _1"></span>June 2023, <span class="_ _1"></span>the General Meeting <span class="_ _1"></span>of Sharehold<span class="_ _1"></span>ers of Toya <span class="_ _1"></span>S.A. <span class="_ _1"></span>appro<span class="_ _1"></span>ved TOYA&apos;s finan<span class="_ _1"></span>cial statements <span class="_ _1"></span>for 202<span class="_ _1"></span>2, and </div><div class="t m0 x4 h4 y586 ff2 fs2 fc0 sc0 ls0 ws0">also decided to tra<span class="_ _1"></span>nsfer the profit for 202<span class="_ _1"></span>2 in the amount <span class="_ _1"></span>of PLN 46,069 th<span class="_ _1"></span>ousand to supplementary ca<span class="_ _1"></span>pital.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y587 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y588 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _8"></span>line <span class="_ _8"></span>with <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>p<span class="_ _1"></span>rovisions <span class="_ _10"></span>of <span class="_ _1"></span>the <span class="_ _8"></span>Commerc<span class="_ _1"></span>ial <span class="_ _8"></span>Companies <span class="_ _10"></span>Code, <span class="_ _1"></span>retain<span class="_ _1"></span>ed <span class="_ _8"></span>earnings <span class="_ _8"></span>are <span class="_ _8"></span>us<span class="_ _1"></span>ed <span class="_ _8"></span>to <span class="_ _8"></span>create <span class="_ _8"></span>statu<span class="_ _1"></span>tory <span class="_ _8"></span>reserve </div><div class="t m0 x4 h4 y589 ff2 fs2 fc0 sc0 ls0 ws0">funds, to w<span class="_ _0"></span>hich at le<span class="_ _0"></span>ast 8% <span class="_ _0"></span>of the <span class="_ _0"></span>profit generated <span class="_ _0"></span>in a <span class="_ _0"></span>given financial <span class="_ _0"></span>year is <span class="_ _0"></span>transferred until the <span class="_ _0"></span>statutory reserve fund<span class="_ _1"></span><span class="ls26">s </span></div><div class="t m0 x4 h4 y58a ff2 fs2 fc0 sc0 ls0 ws0">reach <span class="_ _8"></span>at <span class="_ _8"></span>leas<span class="_ _1"></span>t <span class="_ _8"></span>one-third <span class="_ _8"></span>of <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>share <span class="_ _8"></span>capital, <span class="_ _10"></span>i.e. <span class="_ _1"></span>in <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>cas<span class="_ _1"></span>e <span class="_ _8"></span>of <span class="_ _8"></span>the <span class="_ _8"></span>Compan<span class="_ _1"></span>y <span class="_ _10"></span><span class="ff6">–</span> <span class="_ _8"></span>PLN <span class="_ _8"></span>2,501 <span class="_ _8"></span>th<span class="_ _1"></span>ousand <span class="_ _8"></span>as <span class="_ _10"></span>at <span class="_ _1"></span>31<span class="_ _1"></span> December </div><div class="t m0 x4 h4 y58b ff2 fs2 fc0 sc0 ls4 ws0">202<span class="ls0">3. <span class="_ _8"></span>These <span class="_ _1"></span>s<span class="_ _1"></span>tatutory <span class="_ _8"></span>reserve <span class="_ _8"></span>funds<span class="_ _1"></span> <span class="_ _1"></span>are <span class="_ _8"></span>exempt <span class="_ _8"></span>from <span class="_ _8"></span>distri<span class="_ _1"></span>bution <span class="_ _8"></span>among <span class="_ _8"></span>shareholders <span class="_ _8"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>may <span class="_ _8"></span>only <span class="_ _8"></span>be <span class="_ _8"></span>used <span class="_ _8"></span>to <span class="_ _8"></span>cover </span></div><div class="t m0 x4 h4 y58c ff2 fs2 fc0 sc0 ls0 ws0">losses. As a<span class="_ _1"></span>t 31 December 2022 and 3<span class="_ _1"></span>1 December 2021, the su<span class="_ _1"></span>pplementary capital was created in<span class="_ _1"></span> the required amount.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y58d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y58e ff2 fs2 fc0 sc0 ls0 ws0">The retained earnings as at 31 <span class="_ _0"></span>December 2023 represent result for the current year, <span class="_ _0"></span>supplementary capital created from </div><div class="t m0 x4 h4 y58f ff6 fs2 fc0 sc0 ls0 ws0">the Company<span class="_ _1"></span>’s profits<span class="_ _1"></span> from <span class="_ _1"></span>previous<span class="_ _1"></span> years <span class="_ _1"></span>and <span class="_ _1"></span>may be <span class="_ _1"></span>allocated <span class="_ _1"></span>to divid<span class="_ _1"></span>ends, in <span class="_ _1"></span>addition <span class="_ _1"></span>to <span class="_ _1"></span>the amount <span class="_ _1"></span>excluded <span class="_ _1"></span>from </div><div class="t m0 x4 h4 y590 ff2 fs2 fc0 sc0 ls0 ws0">the distributio<span class="_ _1"></span>n indicated in the paragraph a<span class="_ _1"></span>bove. </div><div class="t m0 x4 h4 y591 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y592 ff2 fs2 fc0 sc0 ls0 ws0">In 2023 and 2022, th<span class="_ _1"></span>e Company d<span class="_ _1"></span>id not pay dividends<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y593 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y594 ff2 fs2 fc0 sc0 ls0 ws0">Management Board o<span class="_ _1"></span>f the Company d<span class="_ _1"></span>id not provide recommendation<span class="_ _1"></span> on 2023 profit dis<span class="_ _1"></span>tribution.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y595 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y596 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y597 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y598 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y599 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y59f ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y3c ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y9 ff2 fs0 fc0 sc0 ls1 ws0">40<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">17.<span class="ff8 ls0"> <span class="ff3">Loans a<span class="_ _0"></span>nd borrowings lia<span class="_ _0"></span>bilities  </span></span></div></div><div class="c x4 y5f w75 he"><div class="t m0 x10 h56 y0 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xef y5f w76 he"><div class="t m0 x26 hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x40 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xf0 y5f w77 he"><div class="t m0 x26 hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x40 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y5a0 w75 h6d"><div class="t m0 x10 hf y107 ff3 fs3 fc0 sc0 ls0 ws0">Bank loan liabil<span class="_ _0"></span>ities, includi<span class="_ _0"></span>ng </div></div><div class="c xef y5a0 w76 h6d"><div class="t m0 x68 hf y107 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf0 y5a0 w77 h6d"><div class="t m0 x6 hf y107 ff3 fs3 fc0 sc0 ls0 ws0">82,167 </div></div><div class="c x4 y5a1 w75 h6a"><div class="t m0 x10 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff6">–</span> long-<span class="ls27">term</span> </div></div><div class="c xef y5a1 w76 h6a"><div class="t m0 x68 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf0 y5a1 w77 h6a"><div class="t m0 x6 h7 y567 ff2 fs3 fc0 sc0 ls0 ws0">17,143 </div></div><div class="c x4 y399 w75 h6d"><div class="t m0 x10 h7 y107 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff6">–</span> short-<span class="ls27">term</span> </div></div><div class="c xef y399 w76 h6d"><div class="t m0 x68 h7 y107 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf0 y399 w77 h6d"><div class="t m0 x6 h7 y107 ff2 fs3 fc0 sc0 ls0 ws0">65,024 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x69 h6e y5a2 ff3 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5a3 ff2 fs2 fc0 sc0 ls0 ws0">Changes in ban<span class="_ _1"></span>k loans are presented in t<span class="_ _1"></span>he table below<span class="_ _1"></span>: </div></div><div class="c x4 y5a4 w42 h38"><div class="t m0 xf1 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa5 y5a4 w78 h38"><div class="t m0 xf2 hf y370 ff3 fs3 fc0 sc0 ls0 ws0">Revolving  </div><div class="t m0 xa4 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">bank loans </div></div><div class="c xf3 y5a4 w78 h38"><div class="t m0 x52 hf y370 ff3 fs3 fc0 sc0 ls0 ws0">Non-revolving <span class="_ _0"></span> </div><div class="t m0 xa4 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">bank loans </div></div><div class="c xe5 y5a4 w6e h38"><div class="t m0 xa4 hf y370 ff3 fs3 fc0 sc0 ls0 ws0">Bank loans  </div><div class="t m0 x6c hf y313 ff3 fs3 fc0 sc0 ls0 ws0">TOTAL </div></div><div class="c x4 y5a5 w42 h39"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January 2022<span class="_ _0"></span> </div></div><div class="c xa5 y5a5 w78 h39"><div class="t m0 x6b hf y3e ff3 fs3 fc0 sc0 ls7 ws0">73<span class="ls0">,</span>455 <span class="ls0"> </span></div></div><div class="c xf3 y5a5 w78 h39"><div class="t m0 xe8 hf y3e ff3 fs3 fc0 sc0 ls0 ws0"> 23 498  </div></div><div class="c xe5 y5a5 w6e h39"><div class="t m0 x6b hf y3e ff3 fs3 fc0 sc0 ls7 ws0">96<span class="ls0">,</span>953 <span class="ls0"> </span></div></div><div class="c x4 y5a6 w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Increase i<span class="_ _0"></span>n loans </div></div><div class="c xa5 y5a6 w78 h39"><div class="t m0 x42 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y5a6 w78 h39"><div class="t m0 x12 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">16,554      </span></div></div><div class="c xe5 y5a6 w6e h39"><div class="t m0 x26 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">16,554      </span></div></div><div class="c x4 y5a7 w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> for the period (note 27) </div></div><div class="c xa5 y5a7 w78 h39"><div class="t m0 x8f h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">6,150      </span></div></div><div class="c xf3 y5a7 w78 h39"><div class="t m0 x8f h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">2,004      </span></div></div><div class="c xe5 y5a7 w6e h39"><div class="t m0 x2b h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">8,154      </span></div></div><div class="c x4 y5a8 w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> repaid </div></div><div class="c xa5 y5a8 w78 h39"><div class="t m0 xc2 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(6,001)     </span></div></div><div class="c xf3 y5a8 w78 h39"><div class="t m0 xc2 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(1,818)     </span></div></div><div class="c xe5 y5a8 w6e h39"><div class="t m0 xf4 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(7,819)     </span></div></div><div class="c x4 y5a9 w42 h6f"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Loans repai<span class="_ _0"></span>d </div></div><div class="c xa5 y5a9 w78 h6f"><div class="t m0 x8f h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">(31,675)     </span></div></div><div class="c xf3 y5a9 w78 h6f"><div class="t m0 x17 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y5a9 w6e h6f"><div class="t m0 x2b h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">(31,675)     </span></div></div><div class="c x4 y5aa w42 h39"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c xa5 y5aa w78 h39"><div class="t m0 x12 hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls7">41<span class="ls0">,929      </span></span></div></div><div class="c xf3 y5aa w78 h39"><div class="t m0 x12 hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls7">40<span class="ls0">,238      </span></span></div></div><div class="c xe5 y5aa w6e h39"><div class="t m0 x26 hf y3e ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls7">82<span class="ls0">,167      </span></span></div></div><div class="c x4 y5ab w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Increase i<span class="_ _0"></span>n loans </div></div><div class="c xa5 y5ab w78 h39"><div class="t m0 x42 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xf3 y5ab w78 h39"><div class="t m0 x42 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c xe5 y5ab w6e h39"><div class="t m0 x30 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4 y5ac w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> for the period (note 27) </div></div><div class="c xa5 y5ac w78 h39"><div class="t m0 x2f h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,145      </span></div></div><div class="c xf3 y5ac w78 h39"><div class="t m0 x2f h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,659      </span></div></div><div class="c xe5 y5ac w6e h39"><div class="t m0 x25 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">2,804      </span></div></div><div class="c x4 y5ad w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> repaid </div></div><div class="c xa5 y5ad w78 h39"><div class="t m0 x56 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(1,352)     </span></div></div><div class="c xf3 y5ad w78 h39"><div class="t m0 x56 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(1,897)     </span></div></div><div class="c xe5 y5ad w6e h39"><div class="t m0 x54 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">(3,249)     </span></div></div><div class="c x4 y5ae w42 h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">Loans repai<span class="_ _0"></span>d </div></div><div class="c xa5 y5ae w78 h39"><div class="t m0 x52 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(41,722)     </span></div></div><div class="c xf3 y5ae w78 h39"><div class="t m0 x52 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(40,000)     </span></div></div><div class="c xe5 y5ae w6e h39"><div class="t m0 xa4 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">     <span class="ls0">(81,722)     </span></div></div><div class="c x4 y5af w42 h39"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er <span class="ls7">202</span>3 </div></div><div class="c xa5 y5af w78 h39"><div class="t m0 xb5 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf3 y5af w78 h39"><div class="t m0 xb5 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ls8">     </span> </div></div><div class="c xe5 y5af w6e h39"><div class="t m0 xb5 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">-<span class="ls8">     </span> </div></div><div class="c x4 y5b0 w42 h39"><div class="t m0 x10 hf y3e ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff6">–</span> long-<span class="ls27">term</span><span class="ff3"> </span></div></div><div class="c xa5 y5b0 w78 h39"><div class="t m0 xb5 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf3 y5b0 w78 h39"><div class="t m0 xb5 hf y3e ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xe5 y5b0 w6e h39"><div class="t m0 xb5 hf y3e ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x4 y5b1 w42 h39"><div class="t m0 x10 hf y3e ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff6">–</span> short-<span class="ls27">term</span><span class="ff3"> </span></div></div><div class="c xa5 y5b1 w78 h39"><div class="t m0 xb5 hf y3e ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xf3 y5b1 w78 h39"><div class="t m0 xb5 hf y3e ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xe5 y5b1 w6e h39"><div class="t m0 xb5 hf y3e ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4 y5b2 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf29" class="pf wd h1c" ><div class="pc pc29 wd h1c"><img class="bi x5d y4 w79 h1d" alt="" src="data:image/png;base64,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class="c x0 y0 wf h1c"><div class="t m0 xa4 h6 ycc ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xaa h6 ycd ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 xab h6 yce ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(A<span class="_ _0"></span>mounts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 xac h7 y8 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 xad h6 y9 ff2 fs0 fc0 sc0 ls1 ws0">41<span class="ls0"> </span></div><div class="t m0 xa4 h18 y4c2 ff3 fs2 fc0 sc0 ls0 ws0">Description of loan agre<span class="_ _1"></span>ements:<span class="_ _1"></span> </div><div class="t m0 x4 h18 y5b3 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf2 y5b4 w7a h70"><div class="t m0 x10 hf y1e5 ff3 fs3 fc0 sc0 ls0 ws0">Object and value of a<span class="_ _0"></span>greement </div></div><div class="c xf5 y5b4 w7b h70"><div class="t m0 x10 hf y1e5 ff3 fs3 fc0 sc0 ls0 ws0">Name of the Bank<span class="_ _0"></span> </div></div><div class="c xf6 y5b4 w7c h70"><div class="t m0 xd7 hf y1e5 ff3 fs3 fc0 sc0 ls0 ws0">Loan amount as </div><div class="t m0 x44 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">per agreement as </div><div class="t m0 xd7 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">at 31 December </div><div class="t m0 x88 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">2023<span class="ls0"> </span></div></div><div class="c xf7 y5b4 w7d h70"><div class="t m0 x55 hf y1e5 ff3 fs3 fc0 sc0 ls0 ws0">Amount </div><div class="t m0 x48 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">outstanding as at<span class="_ _0"></span> </div><div class="t m0 x19 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">31 December </div><div class="t m0 x88 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">2023<span class="ls0"> </span></div></div><div class="c xb3 y5b4 w7c h70"><div class="t m0 x55 hf y1e5 ff3 fs3 fc0 sc0 ls0 ws0">Amount </div><div class="t m0 x48 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">outstanding as at<span class="_ _0"></span>  </div><div class="t m0 x19 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">31 December </div><div class="t m0 x55 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">2022 (*) </div></div><div class="c xf8 y5b4 w7e h70"><div class="t m0 xf2 hf y493 ff3 fs3 fc0 sc0 ls0 ws0">Current interest r<span class="_ _0"></span>ate </div></div><div class="c x95 y5b4 w7f h70"><div class="t m0 x57 hf y493 ff3 fs3 fc0 sc0 ls0 ws0">Date of expiry<span class="_ _0"></span> </div></div><div class="c xf2 y5b5 w7a h71"><div class="t m0 x10 h7 y5b6 ff2 fs3 fc0 sc0 ls0 ws0">1. Overdraf<span class="_ _0"></span>t facility agreement<span class="_ _0"></span> No BDK/KR-</div><div class="t m0 x10 h7 y5b7 ff2 fs3 fc0 sc0 ls0 ws0">RB/000054601/06<span class="_ _0"></span>41/10 of 22 Decembe<span class="_ _0"></span>r 2010<span class="ls28">. </span> </div></div><div class="c xf5 y5b5 w7b h71"><div class="t m0 x10 h7 y5b6 ff2 fs3 fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy w Warszawie </div><div class="t m0 x10 h7 y5b7 ff2 fs3 fc0 sc0 ls0 ws0">S.A. </div></div><div class="c xf6 y5b5 w7c h71"><div class="t m0 x5a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">70,000 </div></div><div class="c xf7 y5b5 w7d h71"><div class="t m0 x72 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5b5 w7c h71"><div class="t m0 x5a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">21,159 </div></div><div class="c xf8 y5b5 w7e h71"><div class="t m0 x18 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">WIBOR 1 M + <span class="ff6">ba<span class="_ _0"></span>nk’s margin<span class="ff2"> </span></span></div></div><div class="c x95 y5b5 w7f h71"><div class="t m0 x4b h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">13 December 2024<span class="_ _0"></span> </div></div><div class="c xf2 y5b9 w7a h72"><div class="t m0 x10 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">2. Overdraf<span class="_ _0"></span>t credit facility agre<span class="_ _0"></span>ement No 09/030/19/Z/VV </div></div><div class="c xf5 y5b9 w7b h72"><div class="t m0 x10 h7 y5ba ff2 fs3 fc0 sc0 ls0 ws0">mBank S.A. wit<span class="_ _0"></span>h its register<span class="_ _0"></span>ed </div><div class="t m0 x10 h7 y5bb ff2 fs3 fc0 sc0 ls0 ws0">office in Warsa<span class="_ _0"></span>w </div></div><div class="c xf6 y5b9 w7c h72"><div class="t m0 x5a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">60,000 </div></div><div class="c xf7 y5b9 w7d h72"><div class="t m0 x72 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5b9 w7c h72"><div class="t m0 x5a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">18,991 </div></div><div class="c xf8 y5b9 w7e h72"><div class="t m0 x12 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">WIBOR ON + <span class="_ _0"></span><span class="ff6">bank’s margin<span class="ff2"> </span></span></div></div><div class="c x95 y5b9 w7f h72"><div class="t m0 x2b h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">29 March 2024<span class="_ _0"></span> </div></div><div class="c xf2 y5bc w7a h73"><div class="t m0 x10 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">3. Overdraf<span class="_ _0"></span>t credit facility agre<span class="_ _0"></span>ement No WAR/8833/20/326<span class="_ _0"></span>/CB </div></div><div class="c xf5 y5bc w7b h73"><div class="t m0 x10 h7 y5bd ff2 fs3 fc0 sc0 ls0 ws0">BNP Paribas B<span class="_ _0"></span>ank Polska S.A. </div><div class="t m0 x10 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">with its <span class="_ _0"></span>registered office i<span class="_ _0"></span>n </div><div class="t m0 x10 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0">Warsaw </div></div><div class="c xf6 y5bc w7c h73"><div class="t m0 x5a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">25,000 </div></div><div class="c xf7 y5bc w7d h73"><div class="t m0 x72 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5bc w7c h73"><div class="t m0 x9a h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">1,779 </div></div><div class="c xf8 y5bc w7e h73"><div class="t m0 x18 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">WIBOR 1 M + <span class="ff6">ba<span class="_ _0"></span>nk’s margin<span class="ff2"> </span></span></div></div><div class="c x95 y5bc w7f h73"><div class="t m0 x12 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">15 November 2024<span class="_ _0"></span> </div></div><div class="c xf2 y5be w7a h71"><div class="t m0 x10 hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">4. <span class="ls21">Non</span>-revolving l<span class="_ _0"></span>oan agreement no WAR/8833/2<span class="_ _0"></span>0/327/CB<span class="ff3"> </span></div></div><div class="c xf5 y5be w7b h71"><div class="t m0 x10 h7 y5bf ff2 fs3 fc0 sc0 ls0 ws0">BNP Paribas B<span class="_ _0"></span>ank Polska S.A. </div><div class="t m0 x10 h7 y5b8 ff2 fs3 fc0 sc0 ls0 ws0">with its <span class="_ _0"></span>registered office i<span class="_ _0"></span>n </div><div class="t m0 x10 hf yfa ff2 fs3 fc0 sc0 ls0 ws0">Warsaw<span class="ff3"> </span></div></div><div class="c xf6 y5be w7c h71"><div class="t m0 x72 hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xf7 y5be w7d h71"><div class="t m0 x72 hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c xb3 y5be w7c h71"><div class="t m0 x2d hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">40,238(**)<span class="ff3"> </span></div></div><div class="c xf8 y5be w7e h71"><div class="t m0 x18 hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">WIBOR 1 M + <span class="ff6">ba<span class="_ _0"></span>nk’s margin<span class="ff3"> </span></span></div></div><div class="c x95 y5be w7f h71"><div class="t m0 x18 hf y5b8 ff2 fs3 fc0 sc0 ls0 ws0">19 September 2023<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf2 y5c0 w7a h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Total li<span class="_ _0"></span>abilities, of which: </div></div><div class="c xf5 y5c0 w7b h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y5c0 w7c h59"><div class="t m0 x2a hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">155,000 </div></div><div class="c xf7 y5c0 w7d h59"><div class="t m0 x72 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5c0 w7c h59"><div class="t m0 x5a hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">82,167 </div></div><div class="c xf8 y5c0 w7e h59"><div class="t m0 x10 hf y5c1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y5c0 w7f h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 y5c2 w7a h63"><div class="t m0 x10 h7 y470 ff6 fs3 fc0 sc0 ls0 ws0">–<span class="ff2"> short-te<span class="_ _0"></span>rm portion </span></div></div><div class="c xf5 y5c2 w7b h63"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xf6 y5c2 w7c h63"><div class="t m0 x2a h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">155,000 </div></div><div class="c xf7 y5c2 w7d h63"><div class="t m0 x72 h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5c2 w7c h63"><div class="t m0 x5a h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">65,024 </div></div><div class="c xf8 y5c2 w7e h63"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x95 y5c2 w7f h63"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xf2 y5c3 w7a h64"><div class="t m0 x10 h7 y470 ff6 fs3 fc0 sc0 ls0 ws0">–<span class="ff2"> long-term por<span class="_ _0"></span>tion </span></div></div><div class="c xf5 y5c3 w7b h64"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c xf6 y5c3 w7c h64"><div class="t m0 x72 h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf7 y5c3 w7d h64"><div class="t m0 x72 h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xb3 y5c3 w7c h64"><div class="t m0 x5a h7 y470 ff2 fs3 fc0 sc0 ls0 ws0">17,143 </div></div><div class="c xf8 y5c3 w7e h64"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x95 y5c3 w7f h64"><div class="t m0 x10 h56 y95 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wf h1c"><div class="t m0 x4 h18 y5c4 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1c8 ff2 fs2 fc0 sc0 ls0 ws0">(*) the amount used is<span class="_ _1"></span> presented together with inter<span class="_ _1"></span>est due and n<span class="_ _1"></span>ot repaid as at 31 December <span class="_ _8"></span>2022 </div><div class="t m0 x4 h4 ybf ff2 fs2 fc0 sc0 ls0 ws0">(**) including PLN 40,<span class="_ _1"></span>000 thousand<span class="_ _1"></span> of the loan used and PLN 238 thous<span class="_ _1"></span>and of accrued and u<span class="_ _1"></span>npaid <span class="_ _8"></span>interest as at 31 December 2022<span class="_ _1"></span> </div><div class="t m0 x4 h18 y5c5 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y5c6 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa4 h18 y5c7 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa4 h18 y5c8 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w0 h0" ><div class="pc pc2a w0 h0"><img class="bi x3 y4 w3 h5" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x5 h6 y6 ff2 fs0 fc0 sc0 ls0 ws0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">202</span>3 </div><div class="t m0 x6 h6 y7 ff2 fs0 fc0 sc0 ls2 ws0">                                                            <span class="_ _0"></span>                                                      <span class="ls0">(Amoun<span class="_ _0"></span>ts are expressed in PLN thousand, unless specified otherwise) </span></div><div class="t m0 x7 h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0">Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these fina<span class="_ _0"></span>ncial statements<span class="fs4"> </span></div><div class="t m0 x6a h6 y5ca ff2 fs0 fc0 sc0 ls1 ws0">42<span class="ls0"> </span></div><div class="t m0 x4 h4 y5cb ff2 fs2 fc0 sc0 ls0 ws0">During the year ended o<span class="_ _1"></span>n 31 December <span class="_ _1"></span>2023, there were no<span class="_ _1"></span> significant changes t<span class="_ _1"></span>o the contractual terms o<span class="_ _1"></span>f the loans or </div><div class="t m0 x4 h4 y5cc ff2 fs2 fc0 sc0 ls0 ws0">expected cash flows<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y41e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5cd ff2 fs2 fc0 sc0 ls0 ws0">The bank margins relating t<span class="_ _1"></span>o the loans <span class="_ _1"></span>listed ab<span class="_ _1"></span>ove do not exceed 1%.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5ce ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5cf ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _7"></span>valu<span class="_ _1"></span>e <span class="_ _7"></span>of <span class="_ _0"></span>mortgage <span class="_ _7"></span>collat<span class="_ _1"></span>eral <span class="_ _0"></span>was <span class="_ _7"></span>d<span class="_ _1"></span>etermined <span class="_ _7"></span>as <span class="_ _0"></span>the <span class="_ _0"></span>sum <span class="_ _7"></span>of <span class="_ _0"></span>collateral <span class="_ _7"></span>es<span class="_ _1"></span>tablished <span class="_ _0"></span>in favour <span class="_ _7"></span>of <span class="_ _0"></span>individual <span class="_ _0"></span>lending <span class="_ _7"></span>b<span class="_ _1"></span>anks, </div><div class="t m0 x4 h4 y15b ff2 fs2 fc0 sc0 ls0 ws0">in the amount requ<span class="_ _1"></span>ired by the banks (in the amoun<span class="_ _1"></span>t resulting from the agreement). The boo<span class="_ _1"></span>k value of assets secured by </div><div class="t m0 x4 h4 y5d0 ff2 fs2 fc0 sc0 ls0 ws0">mortgage as <span class="_ _1"></span>at <span class="_ _1"></span>31 De<span class="_ _1"></span>cember <span class="_ _1"></span>2023 a<span class="_ _1"></span>mounted to <span class="_ _1"></span>PLN <span class="_ _1"></span>10,122 <span class="_ _1"></span>thousand<span class="_ _1"></span> (as <span class="_ _1"></span>at <span class="_ _1"></span><span class="ls4">31 </span>December <span class="_ _1"></span>2022: PLN<span class="_ _1"></span> 10,359 <span class="_ _1"></span>thousan<span class="_ _1"></span>d). </div><div class="t m0 x4 h4 y5d1 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>value <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>assignment <span class="_ _1"></span>of <span class="_ _8"></span>receivables <span class="_ _8"></span>of <span class="_ _1"></span>PLN <span class="_ _8"></span>9,376 <span class="_ _1"></span>th<span class="_ _1"></span>ousand <span class="_ _8"></span>(PLN <span class="_ _1"></span>46,111 <span class="_ _1"></span>thous<span class="_ _1"></span>and <span class="_ _1"></span>as <span class="_ _1"></span>at <span class="_ _10"></span><span class="ls4">31 </span>December <span class="_ _1"></span>20<span class="_ _1"></span>22) <span class="_ _1"></span>was </div><div class="t m0 x4 h4 y256 ff2 fs2 fc0 sc0 ls0 ws0">determined at <span class="_ _0"></span>the book value <span class="_ _7"></span>of the <span class="_ _0"></span>collateral. The value <span class="_ _0"></span>of the <span class="_ _0"></span>security in <span class="_ _0"></span>the form <span class="_ _0"></span>of transfer of<span class="_ _0"></span> ownership of <span class="_ _7"></span>inv<span class="_ _1"></span>entory </div><div class="t m0 x4 h4 y536 ff2 fs2 fc0 sc0 ls0 ws0">together <span class="_ _10"></span>with <span class="_ _8"></span>the <span class="_ _10"></span>assignment <span class="_ _10"></span>of <span class="_ _8"></span>rights <span class="_ _10"></span>from <span class="_ _8"></span>the <span class="_ _10"></span>insurance <span class="_ _10"></span>policy <span class="_ _8"></span>was <span class="_ _10"></span>set <span class="_ _8"></span>at <span class="_ _10"></span>the <span class="_ _8"></span>maxi<span class="_ _1"></span>mum <span class="_ _8"></span>amount <span class="_ _10"></span>resulting <span class="_ _10"></span>from <span class="_ _8"></span>the<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5d2 ff2 fs2 fc0 sc0 ls0 ws0">contracts an<span class="_ _1"></span>d amount<span class="ls29">ed<span class="_ _1"></span></span> to PLN 50,109 thous<span class="_ _1"></span>and as a<span class="_ _1"></span>t <span class="ls4">31 </span>December 2023. </div><div class="t m0 x4 h4 y4bc ff2 fs2 fc0 sc0 ls0 ws0">The security is valid<span class="_ _1"></span> for the <span class="_ _1"></span>entire duration<span class="_ _1"></span> of the loan a<span class="_ _1"></span>greements. The Compan<span class="_ _1"></span>y has lim<span class="_ _1"></span>ited ability to dis<span class="_ _1"></span>pose of assets<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5d3 ff2 fs2 fc0 sc0 ls0 ws0">on <span class="_ _0"></span>which <span class="_ _7"></span>security<span class="_ _1"></span> <span class="_ _7"></span>is established <span class="_ _0"></span>in <span class="_ _7"></span>the f<span class="_ _0"></span>orm <span class="_ _0"></span>of <span class="_ _0"></span>a <span class="_ _0"></span>mortgage. <span class="_ _0"></span>In <span class="_ _0"></span>the <span class="_ _0"></span>event <span class="_ _7"></span>o<span class="_ _1"></span>f <span class="_ _7"></span>a transfer <span class="_ _7"></span>of <span class="_ _0"></span>rece<span class="_ _1"></span>ivables <span class="_ _0"></span>from <span class="_ _7"></span>trade<span class="_ _1"></span> <span class="_ _7"></span>receivab<span class="_ _1"></span>les,<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5d4 ff2 fs2 fc0 sc0 ls0 ws0">the <span class="_ _1"></span>Company<span class="_ _1"></span> <span class="_ _1"></span>is <span class="_ _1"></span>obliged <span class="_ _1"></span>n<span class="_ _1"></span>ot <span class="_ _1"></span>to <span class="_ _1"></span>perform <span class="_ _1"></span>an<span class="_ _1"></span>y <span class="_ _1"></span>legal <span class="_ _1"></span>or <span class="_ _8"></span>factual <span class="_ _8"></span>actions <span class="_ _8"></span>that <span class="_ _1"></span>would <span class="_ _8"></span>limit <span class="_ _1"></span>the <span class="_ _1"></span>Company&apos;s<span class="_ _1"></span> <span class="_ _1"></span>ability <span class="_ _1"></span>to <span class="_ _8"></span>dispos<span class="_ _1"></span>e of<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5d5 ff2 fs2 fc0 sc0 ls0 ws0">these rece<span class="_ _0"></span>ivables. Moreover, the <span class="_ _0"></span>Company undertook not<span class="_ _0"></span> to <span class="_ _7"></span>gran<span class="_ _1"></span>t loa<span class="_ _0"></span>ns or <span class="_ _0"></span>guarantees to<span class="_ _0"></span> other <span class="_ _0"></span>entities during <span class="_ _0"></span>the entir<span class="_ _0"></span>e </div><div class="t m0 x4 h4 y5d6 ff2 fs2 fc0 sc0 ls0 ws0">loan period withou<span class="_ _1"></span>t the ban<span class="_ _1"></span>k&apos;s prior consent. </div><div class="t m0 x4 h18 y5d7 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y5d8 ff3 fs2 fc0 sc0 ls0 ws0">Effective interest rate<span class="_ _1"></span> for loans<span class="_ _1"></span>  </div><div class="t m0 x4 h4 y2dd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5d9 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>effective <span class="_ _8"></span>inter<span class="_ _1"></span>est <span class="_ _8"></span>rates <span class="_ _8"></span>are <span class="_ _8"></span>clos<span class="_ _1"></span>e <span class="_ _1"></span>to<span class="_ _1"></span> <span class="_ _8"></span>the <span class="_ _8"></span>nominal <span class="_ _8"></span>intere<span class="_ _1"></span>st <span class="_ _8"></span>rates <span class="_ _8"></span>calcu<span class="_ _1"></span>lated <span class="_ _8"></span>in <span class="_ _8"></span>line <span class="_ _8"></span>with <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>terms <span class="_ _8"></span>of <span class="_ _8"></span>the<span class="_ _8"></span> agre<span class="_ _1"></span>ements </div><div class="t m0 x4 h4 y5da ff2 fs2 fc0 sc0 ls0 ws0">described above. As at 31 December 2023, the weighted average cost of loans (excluding commission<span class="_ _1"></span>s) was 7.24% (as at </div><div class="t m0 x4 h4 y5db ff2 fs2 fc0 sc0 ls0 ws0">31 December 2022: <span class="_ _1"></span>8.99%). </div><div class="t m0 x4 h4 y5dc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y4ec ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y5dd ff3 fs2 fc0 sc0 ls0 ws0">Defaults under loan agr<span class="_ _1"></span>eements<span class="_ _1"></span><span class="ffd"> </span></div><div class="t m0 x4 h4 y5de ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>at 31 <span class="_ _7"></span>December 2023, <span class="_ _7"></span>the Company <span class="_ _0"></span>did <span class="_ _0"></span>not default <span class="_ _7"></span>on<span class="_ _1"></span> <span class="_ _0"></span>its <span class="_ _7"></span>d<span class="_ _1"></span>ebt <span class="_ _0"></span>repayment <span class="_ _0"></span>obligations<span class="_ _1"></span> <span class="_ _7"></span>or on <span class="_ _7"></span>an<span class="_ _1"></span>y <span class="_ _0"></span>other <span class="_ _0"></span>of <span class="_ _0"></span>its <span class="_ _0"></span>obligations </div><div class="t m0 x4 h4 y5df ff2 fs2 fc0 sc0 ls0 ws0">under loan agreements<span class="_ _1"></span> in a manner which would<span class="_ _1"></span> result in an acceleration o<span class="_ _1"></span>f debt repayment<span class="_ _8"></span><span class="ls5">. </span> </div><div class="t m0 x4 h4 y5e0 ff2 fs2 fc0 sc0 ls0 ws0">Loan <span class="_ _8"></span>agreements <span class="_ _8"></span>require <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>borrower <span class="_ _8"></span>to <span class="_ _8"></span>maintain <span class="_ _8"></span>its <span class="_ _8"></span>capitalisat<span class="_ _1"></span>ion <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _1"></span>debt <span class="_ _8"></span>ratios <span class="_ _8"></span>at <span class="_ _1"></span>an <span class="_ _8"></span>agreed <span class="_ _8"></span>level <span class="_ _1"></span>thro<span class="_ _1"></span>ughout <span class="_ _8"></span>the </div><div class="t m0 x4 h4 y5e1 ff2 fs2 fc0 sc0 ls0 ws0">lending period an<span class="_ _1"></span>d to maintain inflows to bank accounts in the agreed amount, in accordan<span class="_ _1"></span>ce with the terms of the loan </div><div class="t m0 x4 h4 y5e2 ff2 fs2 fc0 sc0 ls0 ws0">agreements.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y5e3 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _0"></span>Company has <span class="_ _0"></span>good re<span class="_ _0"></span>lation<span class="_ _1"></span>ships with <span class="_ _7"></span>ban<span class="_ _1"></span>ks, <span class="_ _0"></span>and in <span class="_ _7"></span>its activity <span class="_ _7"></span>to date <span class="_ _7"></span>it had <span class="_ _0"></span>no problems <span class="_ _7"></span>with renewal <span class="_ _0"></span>of <span class="_ _0"></span>bank loans. </div><div class="t m0 x4 h4 y26b ff2 fs2 fc0 sc0 ls0 ws0">Based on this<span class="_ _1"></span>, the Management Board b<span class="_ _1"></span>elieves that the risk resulting from sh<span class="_ _1"></span>ort<span class="_ _1"></span>-term fin<span class="_ _1"></span>ancing is not <span class="_ _1"></span>significant. </div><div class="t m0 x1e h4 y38b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y5e4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y8d ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w0 h0" ><div class="pc pc2b w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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9/9yMsf+fzXH37u1Zk4QlKSlKqeXdHvV+Tz5ZplWZZlWZYz+s/CSmF2Ulmt3QBx3qt1916yZsUH33XtqcfIHA/pQlre6kDOoRwBKSyCFDAgMZrS9f015LMxnQxmsBpESArXar7MzW5QAkGakvegUIIQiqIVNQo7JgGQoqakTM6J0zqRExQOpoP1dBFljglOICAkBfNPjfuhlJidqPgEbZJ7SsqamMw5x2JIyTuGKYQQIxhwHmpgVwVlR1G5KEtN6oRVLRFc4QipBEXwxacvOuvM933x7zd/4q+/NtHvTfadWhGLNnwJhHy9ZlmWZVmW5Yz+T1ZTWUOdplbYe8SwO+eUpRedefyq45ecdMzYEKlHhAJt1002FdDrxciFCYVUNivizpRgDN2/z9MGc4pARClF79sxRXFYwko0O1TITEG1USTqKl58tb9l+8uTk1O7+0bQIc8LxoaPmDd2zMLxuUNSGMxUvAEx0VBdp16iyRqBKRFEoNHEjJU6RTFS0hAHEBtYQREURHa82mXnEgmxxKSOuS2EUC0aFwaYDKZBsWs61XCBvDFqAxnIUofq+cNFHbUUjaFmdmquTuir7J3qC+m80fYC0K+8bvm7L/k/N7/46p0/3HzXQ89t3LZnsq+xyP3RsyzLsizLckb/pzPuoA7asl+69sL3X3XKyXO0pTNAQNoN1wacwfUpJOc/+aW//co3766KeV3rmBuCCUG9RW9qFI0UxkZsYICSmfMSQl223MzM1NKlS+/9d9cPFtkJACkKYvrBhuc+8ddf/9Gm7RV1asUuf7RYKKxfxKmOVMsWdq5/w8WXXbD2qFFXICrqGQyn0n/zOw//90/dMpN84AIgaBxt+f7MvrWrVv7R79/YQQX4BIqgCnjo0Wf++D9+YqafEndcOTI5PVO0nFh3zcnH/sm/+sCoJwc2YIrwb/77Zx9++oV92qm41S6UQ9XSmaOG6eN/+ntL5rYRuk4oKYTci9u2f/gzt03SMFf7Fkr3gze8afnSI4YZi1eMrj3+3BuvP/fex6c/e+vdd298JV+vWZZlWZZl/2tldPODYhNJLAYgKSUVKDOMAMfkjNg0whIYFCrHRlDS4AhO6IgFC1936rxrz5x/4vLj5s4Zc4AngnQAQJqqETZQiVphW6dHn5VV3ao1EvcqMOGG4RylKfOOkjGRUmHqYYYUCiTrmRKkjhQxp8c1Rw+p0YkGTfqlBzfe/PDMfQ88NT7d7cvifW4MwqSOYhVQzpTz95LbuWty02e+95//6t53v+mSG16/9piSnWDUepevXvqFY8986KmZ5A2WfHJpUrV11NYn9l2yfsc7z5gbxHeBDqMd4l/f/fQ94RQ4K8NEVZVoHQH40bjj9y45b9wj1LHkGpDHt4WvbKz21ovhC6BEd4+LReLFG/dNffreRz947bpxbvdIZrT6wue/8OqUrLvg0qExUq1Gink33Xn/+Wf1L1x9hgCl9ZdS6/qVw2/+15dvmkw/ePjJ2x/csmnbvq17Ys1DkQQwWHSxbpGZhoQUjeHaCm462pA1g1GhRAYqtM4XfZZlWZZl2WGT0SlqUwWuRIkBEjhC7IvBm3FITjGDmotOUIG1TIaCkK8nhql/wclH/daNb155bMcrrGlnqJDBc9Ps/wZtywlJ4JPxTOLkR2a8T2rwwwgVi0spNcOGzBcgwHnxXPe7XLQ1WhIBFftoHDyiqRsQa3Ffuf2Rf/vxr7/sjraimCBL4pHUsURNMaVWu1N3A9pFQDFh7X5IH7n5jic3bvmPH3z74mEEK+aPlH/6a2957EOf2z7thdmsVi4R1Iz+4P+57bL/8q7R8XIYIODBHeEf7n+Uwoj54eRHuT+ForDQu/I1J772nFUMODaIMyru37Cx26+9tNRiMgYNg4NoZexu/frdbz7vrNPnUmF4bOv2PVP6yx941+/9yU3LTlzpxB6870sf/U+/+aXPfvm8NWcIQFaYJWFp+9YJc9NJV6y97oq1u7v4u3s2/sWtf7dtX1WVY8rt2g1NS0eqvcNFKHw51U0mLXiHGEEBUEIze9WMzPJVn2VZlmVZdmg7MJfHJ/UaxRKh6RWYoAFOwKQKUXhiV7S8Y0Z0XHmb8L2XTlrg/vBXrvvo77/rrCWddne6TbEUtDwKB0umsRkApD/2mqqaIjMrgKS1lAkOdUBKZoYQfJPU6wAzhCqFCpbABhH4ElRGaUUDs5DQ3oTP3HZPD+MxUqrqNDQaXAlCWc0UkhxSqnpoeep0QJKKkZ4b7hXjdz/yzD2PPZMQIoRMTxjXdScfKb70xIYATwQyuOenw0PPvhgAZ6FO/VvufnR37doiUCTznriEzvHxHa+7cMiBkAonBukCT2zdAxZNgaFIEdGReEqVE7djj373kWcjk5A+/8LLF7/uTZ6hmk5be9ab3rx2JsQqoWzPqRMCzIxhRhYZGOLYRpgDLOvgf7/i5Fv+82/feNVZQ72XXH+Xp4S6Sn5oouLJqWDkYBGxItRsgSwZ2MiBinzFZ1mWZVmWHfoOWkeHAWCLRJEUymxEgKSoCayFr6JG9BHqBUU8fdnIZWvOWLlswdqVS8e9sgYnbO2WgsgAMyZiadqz6E++phERt6kesckZFgnBNCUuSchZbUUrBvVSBi4AYwpsVcE97U8l8oBHCMPWAiFE2TbZ/4NPfvWxXejJsEiRkOoISDGUdi7rpDnLFg3L2As7dm7ds7ue6UUuYjJwS8mZxD+7+d7LTrt+rOMpxY6bufHq1Xc/9PVuBDlB7Dtq1TaUWD9z11PnrFmpSI9t3fuZb3yvK3McAUmNCiLn65m3XnLqpavGvEamBEIg/3LAvY8+q1QUHCyGKIX5UY27C0kxxL7M+/SX773+ouMXcj9U5sqhBCiqb3zrvv+6cdOF5641AKLJzCwQCgIBlSUHJ6RGCM5szDA6Rn/43ivf//bLn9iy7Zv3b7n/iee3vFr1WqOAIdZEyUE5VWyaSAIKIwDefryhZZZlWZZlWXZIZ/TKNb1HiI0JDGVAoATPQIqhlrabP/Pi+WtPf+/b37hmRTmk6DAQu2SAMEBmIBJPAJGmqDCWfywPkieVU5bMuXTl3Bq+IAbQTV5aow9tfHGCCsRIrkRQIJhOLhqT1ccttnqG2KWQvGsvHDMy1OL+22e+fuf6lyZ5lEqi1IV6dBb63qs3XnPW+96wbnReu8PYOWH/7aZvfeX27/fLhVU5FkNIaq7sPLtjz5/f8u3fufEXkonN9C455Yh3X7Ly83c+NqEQ7RkVUYaA7l2Pvvjklr2nHjvnpm+tj65lGA6mJIpUR7Nl4+UNV55Z9oMrCaSW6lrc17734o6pGOFKJ6HqmxkQkqkKnFKS0Wd37Vu/6aXXr5wz2m4/v3XnsqMWOcIvvfPcr93WmZl+pRBUPYgQN8NWiQABoHDMQAJBSYgQhxGWD2PFmUuvPnPpril87YGnP/nV7z774nbXnjtRIUTj9pCZEZRgpNEGFS9ZlmVZlmXZYZLRwWJgU1YI1MEYRBR7La4sTA77eNLypb9x+dvWrT5lZMhB4Rh9Q+E6bAlIBONBBGQzYyYimBkRHVxRAwAQJn37Nedee/W54oEa3qEizAC//Ae33fvULuNCjcBMoiOGi9ed9nvvf21HUTpUfbQ9JKGk/vZu6zuPbJ3BMFxpacYsEhc2OXXqioW/9u7XLnEaAQGKYfqNd18Ve1Nf/8HTMxEyPCdVsa5rgXz7+4+97Q3XnL7QiVsoSX/5befd/tBTU3v6be+m6gBElK5buZtv+4ff/uDbH3z6ZUeMqCBv1JfU6zhdcfS805aNFE7UlAkAEujv7/leksJ6sTZzRQsBVO2VIan6oc1lrGty5WMv7rh05fyTjj/2Dz7yV+ec/autQqZ34YZ3nPGhD/4HjVemMC3UnElAQeKMIFBTIxEYxwhx3ix4ARA4xiXD/j0XL79izbLvPrzxY7fcvjlYGB7tJQGLmQKJLQoiAZQL0rMsy7Isyw6bjI4STFAFC5FR6BUhLB7F+SuPPOOEVRedsfyEpWMjBjMzS0rczA1SwEgIzGYgwuA3NSUuRAcNIdrPWBgjhDFSssg+EiygnCLX4ggSGKkazChFSj1XTy9kjLAyjFpolukR+w8//erzXV8VQ5Rqs8QiatqiyfdesfooCqX1CisAKsDHjfkPvf8Xf7Tpv0xNUB0TCICLKLftnbntOw8tfevZHfUthKXj9u9/+62/8sc375oGREkSVwncvuWezc/1b9+0o1cpwSuEYVpi6vxTlnz4t653lMw4AVBiKTdtm3x80/MxLUDRVtKgaWio/K13XP7hz30xlZ1YxdKjVtz18PPvu+qsJUeWv/i68z/50b+89LyzFvtXdG/xrjdeftPH/+rNV19QAmIgjmTOFBBA+wSBMojYIwEgbzCCkjjAWugdPxxWXHziVeesvG/TSw9v2v39R597bMuOqQiVVjJWLoo4Rab5us+yLMuyLDtMMnpl7EzSNNX7HHpHj3fefs2Vb7n0jBVzHdfWdhWm94ThRSA4M4cAUxhADOIEF4gU7GBuMJvzJ9bOD0rqDAJ8E7VhgIdFb6Eg19TEE5SgAAEqZgJzgEfzYAEAFgTe+OKOLhQSRANZockT6yi/eunKhW1U0ILIYEawNvmjx/mUk45//MGXAAeokQVIZe1/WP/0L7317DlCSNxCvHTF6BvOOfUv73wKVnHcJzbOhL1+6bfv3Tg83jZm4mQ6hf7UUfP8n/3O9Ue2wSYxQR0jcYK//9FHp2ohIfZFDFVB6dzTV9xw1RE3f63YvA/mpN+fLIZHH9uyc+skTu7YNZec+dpLzvzqN75z8198DUjnnXPVr7/vncOlCSAGUAI5AwwK8oOxqs1sJwIAAxkEJACITHybQAta+IUzl15z5tLJt6x+ZPPuT3/5jr+//6m6HNXW3GFmzhk9y7Isy7LscMnoHSKrZtqYWHYEnbJ86fuvv+a0pYtJ0QHIE5JDe35o1nOJxBiUYApTwBPZP7Jevj+S/2ROjyA3WBqGD2BPQhZnSzAUUFCzt5GApjs7DI5gabZSw3GxZ7pGu4RVUHUy0o/GnEaKNG+YoYC0DBXYwVRTIPFz5swz2gkjEMPIiCGtra/srQPIqcIZahenXrdu+U13PMYOFOtganXA8GJ4V4U9QTpiKfUmWm2/7tQVC13dBie4qEZGkCICG7fuCiiYKMUaZt6qi9eeOAYsXzj63MSMsTOKIVR76/qHT+w45dxFVXei1Rl709UXXff6C3rVFNlQpwQsyf5vjYEMRhyJMTgjTTAHkAAzcAIDSFwEgJtbmH5fiOcVxWtWzDv1Q2+/4v4Xv3bH9+977OlucIKc0bMsy7Isyw6TjH7cws4Jy5ZfsW7BRauOOXK83cE0h31MBawF5ihOgdIAAgEGB0gTmJvU6M3QrKAT2U/l9cGab/MAa8pkBp9FAoOdEQNmQLP0DQMzjBQMuKaKunmxpv26E9o7HcGCOoK5NmXvEftzFszzrgRLDQgVRiQgRnLA+CiTNa+qrEkJXVdwf5K6is4MSQvgUvz5qxa99ZJTv3Ln/cplsMqcIM4gdI0Zzmnsj7g4l6sbX3/OMBuZwrRVcK1Qwu4K393wQkBHwAiVFG5+ma5ePWcYev7JS+55/Ed9N47WkGhidZ/+q2+8YfV7jmwXBmUDm46Wo0nJknlhNOfTGDAQsaEmABBgcD9kCUggI6hAADEbnJ9k4LJFBjMb8lQorjtvyVvPv+6pLS/f+sRLCzQ3dsmyLMuyLDukHVjkbsnUSccvPGftiQvmtJlgqc0yDupAOcUoFIR6YkEssOmgKpxYiY0YRgQjKAD7xxbUbf8HoBl7yQAssCUHsBlp9AaGgszIjJvKdm4ivzNAlTSKqjcUADhABH0iK5VEOSj6RgSMKzpKvsfQpo+JKZE6Q5vNkUIDa1VYcFpH8gVjxBKoJq6cOdPWiMQ/+pcXvHbtmX1tl76fzDq2B2lSWaABLI7ofddefN7yBZoYVjhTMiVNCtz1g00v7AnGHah5x4Kwatn85SNw1lt7/DEjZnBDcO2UkrBqaQoAACAASURBVKg8t23vU8/vJAJrLMhijZQIlKJGTQyK4AomMCMKZCgRSkQHZdt/4zN7igAyeGgL6lMoCQXgWJmSVl2xKASLOGHZogtes3pkyOfrPsuyLMuy7FB2YB1900t7Nt/05b/5arlu1fJVJxxz/hnHn3jkcAsoBUIErcQCqIABpGRqMCE249lVcTYwHRTFsX+iZVM6DWoWcFkNbJHAEAJL0wiGLAKJSMEwECWzpCQ1+0hsg2RvQABIzTFobMjDl+hXhUQIqgiS1r7p6amQhkrySIwqolMRMSiq9vpIdYArGew1iqZYdIbEtR1BSjNKFpiJLS6A/P57Lnvm+c8/tyvAcdWPRXu4tgKQobjrPa9f+943nS2m5L0CBKJUeSp3TOPTX763a23n1NV98e0UwqoVS1upJvIrjztyXru7N85EeDUJjlVb31//1EXHv4YMieBLB0CJCu9hSCBACASypgKdoqKZrUQJaCp2nCUjpgQoNT8hMMeMVENrMAyshX+pxw88u3PjC7vufWDD+o3bb7j0VFx2ar70syzLsizLDoOM3vXjKYVeF9vuf+5vv7txbvnN88844QPvuOKMY0YLSEEdjjVSghNYAnOTFrWpSVHAQIO6DPx4NN9fhz77uRoxIghc8Oz2R2OpCcoAmMycalQzkcAuMg1K0yFADeNELOYWj5WouzY8St2er0PiTmK/fe/L2ya6C0ppcyTXhgIkZGKM7S+9LKxacKzrGWbfark4s3zZIikY8KpEQglqijb09IX81otP++Mvrheq1Y3WCoggupWLh379befPLwhKRsrgBHPORcVtd21++MWZWM7lOMUaQu0cy7LlS2spYkRnDtaeu2rLd7ahbrlWu6KA4O7fsDW966LmhqYpE6fmBww0+61hUHPeyIBycO9Dg3KXlCrnBGBWEkCNk6oKRAqTIgCv9nDHg0/9xW13b9g22aNOsIJobuShfN1nWZZlWZYdHhk9igKolSI64jp7Qn33wy8+vOGj77jm4ssvWnvsYum4cqzuQy1ocoVL4GQQpqgQAzOACNImUhpYIfuX1BnGSDQoWOfZehglEIEwmLMDMmVEgAkqhmgm1rR2waCc/cAifb1kwXi75F5VBSoYsfDcDTWG5m14budrliwn3ZeiawsQApyPhC3Pb2dHSXtwpJErtMaw46zT1wgbjAnMEE2RiAjGsGOOGjIBI5Els6Y+nBbMHZ0zJE3pfPOeE0jB05G//f3vRwYkKWDiRTygT+/o/+39T7qgk9yeoNEkHg6kFQmM+dntr748gUVjEFMiBUigP9USB4PadE6AA5EalEAAO0BnQEwoEDyj5sIS/IRRl2jDs71PffHv7n90y0QfcK1CXIt5OjdHz7Isy7IsO4wyOpIDFwCrkhIryl6KU9b+8Bfv+eht96w6adnaNSdeeezYCSuWjA2VyUwInmCxduIAsxSJYEw26ETSBOpBJNSmkfrsUvFsd0Yjs6bkGqQMEIxNUxPpoWRJNIkFMsVPhFfV1ccduVj2bUujtQz1ibmqxbV62vnyvU+96axjF5UCiVp3TcqXu+4Ld2x4bBe6NgQUsASLwnLcyOTV557kyTQZE1s0Jy6qIc0IBRKgIK4NlhSaTAVKCm0CMxmQLAYmN2G6cdvUhi3bUYzDIph7QZ3jVFUfu/UbRdrVhkzaUOXmJWXnUqp7Th1IXunTTX/3wG+8Y93w4DzZ4Gxhf1/5Ax+VmnIhJUCMCA6xBApQUqpj0YtwL+zUZ7Zvv/OhZ29/ZOtL++qJWAKLqGVsgVPw1oMbzhd9lmVZlmXZ4ZPRrY1osARH8JQgqOOMFN4vCsDdj0/c9/Qjn7Pdy4+e/97rrr7srIXDMQ07EzaEHpwjJwAnUJrd7OmgNDt83sAK1wTtYrb3XxPZm97eMNYD4V4SGKjJhPc3X2z+BQ02pZobOmYOvfd1p3/4r+6qR1cpj6jrMgyQ7z26/Vf/5LO/e8O1y44bqaKb6PH/9amvf/2+p+rWYrCHFOhNdTz5fVt//dcuOe3oETJjdohKxDaYuwRKVVMXH1lIZX9TGQZxU32iBkskcJY60lr/+IbpPllbIARpEUusk7iyp9bzS6aqYOVC6xOVFVnft9taRWE3jfLmu79/9aVnrT5i0OP8QFD/KZEiQx0SYfZ+xwSO9vRd6rjnpujmv73v23c/vXtiKrjOjLrILSMBGwhJDWI1u9x3McuyLMuy7HDK6C6qsYE1hRpVgBi8Q+IQIvmS3VCvTj2M7n2h++gf//m156/8wNuuOOXYuSPkpPApJQZHqCZz4jHo4X1wZ3RmOrASToNfun+d2IgNUJKmq2MabI5sUjuDCCZN3Xrzz2s4TtU7rzzn9u8+9L093UBzoEysCJUW5Tcffuaxpz+y6rSVndL96KkXnthZFXOORK+Ci4gVvAnNLJ2P1194dgtQVRMhBkKI5skDqtBoRlCOKIh8c5egaH7CADWYQlxzw6AO2Pj0DuM2lCGCyoyJY3TJzLGSh3gLjBAcdYPV4JZwyygl77ZN7btr/Y9WvmGNnz0zTIM/7M/rzat7NJtzSzSzjVyqLXSpXXdwyz3PfeLmb7+wW6MMUTFcVf2iVRaCqqrAAiKIAGzJctvFLMuyLMuywymje96nZpaIWZQcWDRY09yPNcIq7ynwaN+qMHTU3zz44l0bPnXEWOvCM1Zeds6Jq09cMi7EYE8qabbRopAqERHR/nmYzRJxIjA3jc5NABg4kguAsTMAEBA1783ABlGQkRiISZvi7ABqMx05Vvy73/il9/ynr26emjLPFGrnfEhkc1Y+G6otj0w7pOTm2lDZ60dPQdJk5DIyC8/ccN2l81qtZElFgsFDqTBiC2ouKXzpILAC4kxdc6egikiUgAA4YYUw1FT29LH+yZdSMT/CkAxlm/vdxS0ddbFm6xUsRRKtWmUVrft8lMCdlDziNEo3jc7N337gusvXzC3gGDAIgc3Q1OkDIDYzIqLKQxDIVGjSsGMifPeRTfc8sGnjczu37ba+DQdxSgoCWmUVAxTMbGqmgDGYQQwL+aLPsizLsiw7bDK6Uc+IDR7mybwlTyBYZApAAFdAYiUDJSpSccRLRi/t1cfv3PK523900sLWv3jX69edcdziNrcVTkCEuo5emAbdXBLs4J4vEKSmxNwIZhRMagIslWJ1CCoFwSwE02imzehRBRgCJAZKwIzJudUnHvlvbrzyN/70L6wc78Mbc0octYQbAu8KsQYMvgQPRXXaDW22FtW//OZrrrv8FDI4IDQL1dI0dmRjBnsoe0CSJjGYghLU2EiYDehHtBw0oWQO5L5094ZnJ2JXCmgFDuj22j79+9953xnHFu0O6gIhoYgYMTy1ffeb//UnQ92GmwcjSmAefmb79GOb9162ag4DTCnFioS1DuIcsUspGRGRE0Hf0HP0/Aw+dstdX7378cl+p4pOZARUQyZZWI0HG3SdNFsLCGAlgSEpWQqSr/ksy7Isy7LDJ6NHKmFsECM2AqwpRDEFA0zmQewsJHCCBwjkQQjwU+Se2j39a//3J05eccx7f/GKS9YcP95BAXQKptiFKozAAikiJAItPagmukntjALoAJL61J/wbsRCP/a7Rasc9lRQGvT+Puh9e6tqcgFQ4LI1x33w+ss/+zff2kejlUlfk7kSTLDKFSlpz9BCSNbrjY+OhD3brrlo9a++6ZQ5s0/FQBoM7zRFIjjAIYZU18PWm1Q4FaCXyApzTksGSg8AIp6hFdM371sfiwJsUIMk72w+x3NOLY70IKAC1MGRDrHGhZ1FowJrT072Soscg7BnbW3a9NxVq0aqqucde8dIQQoHsKoqexAHoOuwfXf34zffefeDT2+f6fR5YTBxbbbUN0SGpggi17RpBNDcApGBkQjKUAICinzRZ1mWZVmWHT4ZXccHOzYpoSnoIIOxmQAeWsJIUBkZLMESIRiY2Sf1+3TEjZzww51pw59/bfkRnZXHLr5szfKLzzj+qBHXspoECVYbAiECLTCABHHgQceSmETUGR3ZTse0enBGZGjFYMGl3pirPIxBaTZRkxniDLnRZq7pXJd+6/oLf+G1Z958z6Pfvu+JF1/ZU1X7InjKL6Q4PazTVE+J84sWjV54ytEXnf6aK9YsG0fNxKlZbTYFMcCACBAtKZh9Mbe0o4q9C7w4ZVAVmCW15peBVIU5KcCImrbumN7x8vYFnQW1TTMHT1MUuuefvHwMKM3YJkpLKh3mHiMeMTL2ixecdusdD491xkpNrViZsoyPPLf5iVitaJUFzKBmXIRIyhJYeoYnN+9c/8iTtz/z6lObX9w9EUmGa2oRRYdaq2iIEElu1JLAXNMPh5HYElEFqBGMLDTDkCxn9CzLsizLskMd2ew0UHrb55usDkogHURi48FmRWvWzmtACYktNcM/YyT2bXNehZAiWbDUE8SynhjF9A1vvuKX3nzp3CF0CAAEEKBMiNI0eKlgYnAagrge2L/Qa1GLNIIZRIgEIrgujmoHkK+BAoAFQGDdWlvqHACfKtIQpT1hYoKtO/vr1z/5wrZtz0zNC1V3yZicfuycU1csOWH5/I5HCUjcB7JArcTtEkpWAy0jkEUzjVxoilZ3kxvdDRBBFCD0BVB0YljUUkRO7BPXFFOU9quGbg3vwARNYIZPurBkq0JZ1KAAHQFNW6qjmzejPFFBS9SKOQpS9D1Qd5e0WyklNSLnaiAAPeDeDbv/8tZv/vCxzXDtydaqECfgppn7GrqS2PMIYwji+zEoalDZNLIk1IJEiICCTIHUnFAQJf+By47/2PsvyJd+lmVZlmXZYZDR3ds+AgBggzNzTa+V2XaIaVAQrgVgRAozApExDzaCJkZUSkaSqDQwgYlYtBov4wmLR9+wZsnVZy45eck87xJktGYYUCLACHBINWwfmCsej+Ycm6XgRGYgBLQNXqfArUjeDfaLikFTSuJcStExKwCwgowQFMycANZ9gUcN3NHkLILcjIoISlOGKbjH1EGfUgUaxuBALDKpWcEhaaq4LMxYxThVxBHUtuAxg+iTDClVbGaJWcQiEYM0mjMYIgpmsgQRAykHMUR1VJuUCuK6R1aRH9VaLPSkDFYUBmYEw8R0ePCJzXc8sGnz9l0btu6e0KEoQxEeqQdhMGAJMCYzNSgIbOwABgKhHuzOBWPwsek7j9lxpSFn9CzLsizLssMmo/PbPv3zeEKjQcUMY1BqbqbRk7GFdWetfud15711KdjggYIgyQCChkH0dM2MUopAhBCkGXpfAKyAJRgN+je6uP8VD2oozoDM9knEz2d7pOmBJ//HOhc2teyM2clMOvuDCDiAAGcEUijBCBFmoKbWp2AgzkBnIGEfDU3IeA+49fZtf3nLN16aCDV3mtsGgrIqU4rEP4/j4Q9ctuJj778wX/pZlmVZlmWHLPf/9wuYEcDExurWr3/oiccf+9bi+n03XLdu5cIEFKxczzjvAAM7U0kmJmSABwSJLAEMEmOCSRPhYcEgs4H54K2k1Py2HxtJ+nO5l/n/HC3E+PHoPljSVlBzh9JU9UcoWaJSGECKkZ2CyHyrTkME7O3j1nuf+tad33n82ZfqYlxR/sSLZ1mWZVmWZTmj/0/F8mYc6GAEEcAiMdZRYyEy1a2+/Yx89w//+sQl46uWL754zdILTj9hFLU3EzCRkFKTb1lBWoETwOAisY8EBhwltqDwg+lH4GYzJDAbo232U/p5hFuaPaafPMr9B6tNN/jmoU1H89kxTYNHqdbCzsEhJpgKawDNgDburO99bOuGp6Z/tGHDnr07qmhRhoMVRn72tsDIFJRosLE1y7Isy7Isyxn9Z8roB638klrSCBbnHNchpGDVcKtn9uC2/sPbn/vSdzbNL+/45Xdc+6ZLlrSAEcKQi6grqEFKcAtGicFMAhWYwhRIVPD+QA4QDs7kgyFHP7+j4wNJffCCdvBXFNyUr1DzVgyADlq/g5tScGcFVEEpktVSGOPJV6qP3/qd2763YYpGtDX8/7J3fzGW3mdhx5/n977nzOzs2t6E3aKKEJKwqM2fEhEbCqZNUEsAcUMFUatW6lUrlSvuet+r9poKKihUKgQaCRCBiLYmjZMQh7JpYnCdOHgi55/t2PkDsWPvzM6c876/pxdnZrObhG1YT5yd8Plo5T3as+edMz/Pxfe8+7y/d35uPcb5YbmcKuYeuVhG70dfKyuqKssPKwCARj8ZOSxqXve5ptayDdvntg5WX6rF2dXUVrXYj7PPzfHvfvkd//M9F37mx+/9iR/8zqnPdwzZskdf9XF7HtsmiseIiD5EVrQ52rCZQs+jav6qDwcnVrQ3HvNrHDajMqqi9eMT+xGtRWX0jJ6VEVkH6zxz5srcp7E99OTq/Q8++tbfe98TX5zi7EvW+/tx+BfDzh3zHNPUo2UuFzWt48v/NNArw8ALAIBGP7HErXmOHLJFr54xrqZa5h3z1ObWYrGMua+j5rb1wGNPf+DR3/jPb7vjh7/vNf/g7lfd/Zrvunguxz5v1ZQZVW3OVtGGiqwYN0MgsRmrybihYDe3JMo4oRPPdV2Lf1Wpt4jI2txJadlz2Nw6tSJaDIvoLSpriqrnds584ukr73/osT/8wOMf/PjTV1a1inHabrHeWyyHMRarq3MttmORMU81TcdjMhVRfbNnotPoAAAa/YXLo1PdGRFVEZmVWRGr2s6YW61jvdeO7msUc1vsL7cf/uLi4fuf+E/3f/Q7Xtrf+Ia/+3Nv+YevvXBmMU9ji4iY+vXT4df2dck82mHw+Nk8yfvd141nsKt6Hn1TrfeemZlD9cjsY+RYrUf1zDliL1pEXFkPH919+uffefmDDz66f7izbnfOwx3raT8Wc+TcoqIPc0W2IarHFJs9LvN4XKfy6GtVRl5/f1YAADT611/m1zr6eFC8ji64rONz28NcNWf1ofrYa4joMUw5zG3swzLaInp9bn/19vd85M8e/Mi/+Zk3v+nu173yQu4c76U4zZFDDHX81foc2aNXDJvrLLOOt3oZTuj7uU7PzUeOHhWVbYzNZ4U2DtXzYC9ibouxDcO6Lw7b+NHPxi+/7X/d974PHt71nQd1YXl2+2BvbxznYazqm61rcs6MbBXz8aWum0DvR4Fe7ehS0TTrAgCg0W/VdUMZlbXZ2eUrBjUONn+txzDH2I9etbnPzipq1aJNV9s673rs2f5vf+n+i3e9/+5LF998z3f/yPd9zyv+1s5y0XpfzTUMLTKzMlpGtoyYozJyMw5zkp85ri/16pVtyJa959Q39+6siOyZfbkTUfvr/tAjT7z34U/c96GPf/wL+8/Od6yXL4+rQ8T2wWodY+VQ88Eq21ZFq8hoFVlZfeg9jidqjkZ5rt9MxqwLAIBGfwFNuynLfrQP4Y3RHpFDHyqiZ8wt5iEie1REVas+9s2dgNo6lq16W2yt2/LJvempD3/pvkcuv+TX//Cf3HvpJ+/93jf+vVfMy+HoFkFD29qMfW/2e/zK4ZQTyvTjbyJz6FNFa9k2u6DHEL3PdXUYP3s4fGj3ys//2u888vjnV8N2tcUcO8thjPXVdexnbOdwtk/b63VFG2uYIg+jWvRl1CJrzlhFRD+6CrZ9+WuXSAcA0OgvwLUJlE1d5o1lWZv/VFTmDQV6dGfQFpWVVVGVc8S8mg6rz9EWPZfr2PrcvPiv73nit9/78dd817e/6Z6X33v3q1936W+fGyIit3PczLVH9czMkzuVfhzom+O1ioqWFTH1mCsq4/Hn5suPPnH/n+y+7/9+6gt78347O595WUzrGCLWq8P11TFjMeY0TzGtsxbV5xxbVY/om9uIRlVFzHk0v3PDWEtVxpybDzEx+HkFANDot1i1FZH1NbZBzKiINi0Os7eIIWuMPkQMtdmGJXsfpsgeNUfmnBlza0NbVG99PysP5+Fw62UHuXzgifHTj9/31t/6/dd/98t+9Ifv+ek3/9DFs4tly83dPTOqRZ7Y9ZVHHzvqeFuXbK31ioz4zFN/+a773/2r7/7zD++dH4Zlr8V6HirmWO1FRFSLyr5152qOuHo1t1rvV1vbb1VDLvrcIs70iMoe7aAiI4fNvzMcNXodDQFlVKueUVNqdACAv2GNPnx5p5STiNq/Um/zpjV7xOrGPVOuf21d+70i5szIGNoc/S83sf/58eWV0188Ge/69cu/9cHP/6t/9lP3vHb74iLORyz6fsuDoebDfnFrjKq9zDmqRW3PfYyM1iIzolY3nrE+2kFl7hktI2LeLFD1lnP0VUwH0VoOZ5+P5af247+889O/8t8/sP/83MZLrT03VUTMw3jtdRE1R0ZMVyIitiJijna0+UzvFTlHzO3677Xmv3IBMyryRP4HjbVOYzMAAKel0adYnKL3PdUisldrsb3zoY999tF//4sX79j6oe995T/+gUt//3WvvHjurrlP53J/mhctz/Yec0aPiDEyaqhoPVpfxjhHREX2aJu5nHmuxZAtonpfRo8+VVvMMRzW9jTuPPqZvT968OH3P/zJRz/19Ge+tFq3nZZjrNtpWrrs3e2QAABOS6Oftt39tmNsq2mOmnOxU62+9OyVJx947Hff/eCFc8t//pafetMbX33vt0VVtIihRT/aQT02exm27NHWFctrIzF5/KtVz+i52cKx1dUcrvT42FP1H//bH/zB5Y8ejud7z5jH5XLciXWr/YPYvtp2Tk+ip1uWAgCcmkZvdZpukdNjjqlHaxHLWq8Op9XWufP7B8/tnNn+/MHeL/zGO37t7e/62Z/4/n/xT3/w/BhnYlpE5Zw1j0OLyKj5IMdpjmVEDFEZU9QcVZERc8S4FdEO5mpD/umnn//Vt933Jw9/7HOHy2n7Qp/HWC5iqL7au3p4ZRFTjIuWp2bpMqYM90ICADgljZ51msaUxzqsioqxR0bL3Dl7uFpH274yrYfhjqHm569M/+Edl3/lnZf/0esv/fgbXvGaV37HpZfduRhWFVURbbG9uY3Q0Y4yfYqYIzLmdjAsnznMx79w5f7LH/nff7r7fx6/unewmuOuuY3zVJFz9Mpec7Va3FXZKk/T0uWNU/8AANzWjT635Sl638s66BFz721YVBtqfTWGZfSpxuU0T1O2Ybn9/DA8v+q/+ceP/957P3x+e37j3Zf+5U//2OsuvXQrYhmR1ZY1R0TP1tuZVcRhxPMt/scDT/7Sb/7+Jz/7TG2f3zusWl6INsc4xHQYvW/mZioy2vY8Lubeo8+R82lZt6p5ztHPPQDA6Wj0OFUjEBVTRhtb9lpXTDEMEatoEdUjK6N6nyLORh4cjG0advZq/p3Ln3rgkbd+/2v/zr9+y5te/6ozZ1rkvO6Rh225l/HMOt754DNvv+/dH37sqWcPatj59sP13LbHuU+REfMUOcQwbLZ33HyoiXk+dUs3jqN5dACAU9PoF/PZU/S+M9cRUZkVUZF1fMVrq4is3OzQXs/1yDmjt6HnMsetZ1fzHz348CMPf+ANr7rwIz/w6p+853vOveTb/mz3z9/14Cfe+9Andz93ZZVbU4znli3j6rm2ar2PVT1bRfYcerSIjIyI3qpaza2qZ/bTs3P5EPO52PNzDwBwW7duHc9SP/TF0/S+p/a1/rQij/dvyYohp+hjj+gRc8ac0TOWQ7Qe8/60Mwx3Tk/def6lX7xy2LbveubqNJxZrHpUxHodEbFcRM1xpiIi+rUbMtVXnobuEXV6Tkz3igtb9fJzTqUDAJyGRp9O1aWE123yfcPb3pzlzjp6okVkrDbXg/YY5z7OEdUiMqL6EG3I6HNfDNnnqSJb24yttMjslT1ikZs9GSvry1dbHp28z/bVb+A2V5GtakiNDgBwGze6JQAAgJNSJ7HjX1bZiQ8AAG4jzRIAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADgyHjzpzPTGgEAwM1V1YvX6Lu7u1YcAABeTGZdAABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AAL41ZFXd7OlMawQAADd386g+4UYHAABeZGZdAABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEB9FiB+QAAFgdJREFUAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AADc/sabP52Z1ggAAG6uqk7waHmyhwMAAF4gsy4AAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAOAbabz505lpjQAA4Oaq6gSPlid7OAAA4AUy6wIAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAAeDGNN386M60RAADcXFW9eI2+u7trxQEA4MVk1gUAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAIDTY7zJc5lpgQAA4P+rqk7waHmyhwMAAF4gsy4AAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAAB8fcZrjzLTcgAAwMmqqltv9N3dXSsIAADfdGZdAABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAPxNklV19CjTcgAAwMm61tu30ugAAMDtwKwLAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AADw1cZrjzLTcgAAwMmqqltv9N3dXSsIAADfdGZdAABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwCAbwVZVUePMi0HAACcrGu9fSuNDgAA3A7MugAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAAD4eozXHmWm5QAAgJNVVbfe6Lu7u1YQAAC+6cy6AACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAA3wrGzW+ZaS0AAODEVdVf9yV5C68BAAC+ccy6AACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAANy+xmuPMtNyAADASamqF9rou7u71hEAAL7pzLoAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAAB8Y2VVHT3KtBwAAHBSrpX2X5fz6AAAcHvJW657AADgG8F5dAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AID/124dGgAAwyAQNDXsvywyK8RE9U6jUA8aHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAABodAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAoNEBAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAADQ6AAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAIBGBwAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwAAGh0AADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AAGh0AADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAAQKMDAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AACg0QEAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAACNDgAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAgEYHAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAANDoAAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAAAaHQAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AANDoAACg0QEAAI0OAAAaHQAA0OgAAKDRAQAAjQ4AABodAADQ6AAAoNEBAACNDgAAaHQAANDoAACARgcAAI0OAABodAAA0OgAAIBGBwAAjQ4AAGh0AABAowMAgEYHAAA0OgAAaHQAAECjAwCARgcAADQ6AABodAAAQKMDAIBGBwAANDoAAKDRAQBAowMAABodAAA0OgAAoNEBAECjAwAAGh0AAP7zlru2SfwFAADXBlWCoefWHZqMAAAAAElFTkSuQmCC"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">43<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">18.<span class="ff8 ls0"> <span class="ff3">Trade an<span class="_ _0"></span>d other payables </span></span></div></div><div class="c xf y5e5 w80 h74"><div class="t m0 x10 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y5e5 w81 h74"><div class="t m0 x2d hf y4c6 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x81 y5e5 w72 h74"><div class="t m0 x2d hf y4c6 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c xf y5e6 w80 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y5e6 w81 hc"><div class="t m0 x1e h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x81 y5e6 w72 hc"><div class="t m0 x1e h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y5e7 w80 h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Trade payabl<span class="_ _0"></span>es to related part<span class="_ _0"></span>ies </div></div><div class="c xef y5e7 w81 h3f"><div class="t m0 xf9 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">3,809 </div></div><div class="c x81 y5e7 w72 h3f"><div class="t m0 xf9 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">1,196 </div></div><div class="c xf y5e8 w80 hc"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Trade payabl<span class="_ _0"></span>es to third parti<span class="_ _0"></span>es </div></div><div class="c xef y5e8 w81 hc"><div class="t m0 x3 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">15,234 </div></div><div class="c x81 y5e8 w72 hc"><div class="t m0 x3 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">12,008 </div></div><div class="c xf y5e9 w80 hc"><div class="t m0 x10 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">Total trade paya<span class="_ _0"></span>bles </div></div><div class="c xef y5e9 w81 hc"><div class="t m0 x3 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">19,043 </div></div><div class="c x81 y5e9 w72 hc"><div class="t m0 x3 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">13,204 </div></div><div class="c xf y5ea w80 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y5ea w81 hc"><div class="t m0 x1e h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x81 y5ea w72 hc"><div class="t m0 x1e h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xf y5eb w80 h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Tax liabili<span class="_ _0"></span>ties </div></div><div class="c xef y5eb w81 h3f"><div class="t m0 xf9 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">5,283 </div></div><div class="c x81 y5eb w72 h3f"><div class="t m0 xf9 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">8,852 </div></div><div class="c xf y5ec w80 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Liability d<span class="_ _0"></span>ue to expected goods<span class="_ _0"></span> returns </div></div><div class="c xef y5ec w81 hc"><div class="t m0 x40 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">589<span class="ls0"> </span></div></div><div class="c x81 y5ec w72 hc"><div class="t m0 x40 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">146<span class="ls0"> </span></div></div><div class="c xf y5ed w80 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Prepayments r<span class="_ _0"></span>eceived </div></div><div class="c xef y5ed w81 hc"><div class="t m0 x9 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">66<span class="ls0"> </span></div></div><div class="c x81 y5ed w72 hc"><div class="t m0 x40 h7 y237 ff2 fs3 fc0 sc0 ls7 ws0">427<span class="ls0"> </span></div></div><div class="c xf y5ee w80 h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Other pay<span class="_ _0"></span>ables to third parti<span class="_ _0"></span>es </div></div><div class="c xef y5ee w81 h3f"><div class="t m0 x9 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">45<span class="ls0"> </span></div></div><div class="c x81 y5ee w72 h3f"><div class="t m0 x9 h7 y314 ff2 fs3 fc0 sc0 ls7 ws0">35<span class="ls0"> </span></div></div><div class="c xf y5ef w80 hc"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Total other current pa<span class="_ _0"></span>yables </div></div><div class="c xef y5ef w81 hc"><div class="t m0 xf9 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">5,983 </div></div><div class="c x81 y5ef w72 hc"><div class="t m0 xf9 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">9,460 </div></div><div class="c xf y2d7 w80 hc"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xef y2d7 w81 hc"><div class="t m0 x1e h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x81 y2d7 w72 hc"><div class="t m0 x1e h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xf y5f0 w80 hc"><div class="t m0 x10 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c xef y5f0 w81 hc"><div class="t m0 x3 hf y237 ff3 fs3 fc0 sc0 ls7 ws0">25<span class="ls0">,</span>026<span class="ls0"> </span></div></div><div class="c x81 y5f0 w72 hc"><div class="t m0 x3 hf y237 ff3 fs3 fc0 sc0 ls7 ws0">22<span class="ls0">,</span>664<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y5f1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5f2 ff2 fs2 fc0 sc0 ls0 ws0">Advances received represent <span class="_ _1"></span>contractual ob<span class="_ _1"></span>ligations in accordance with IFRS 15.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y5f3 ff2 fs2 fc0 sc0 ls0 ws0">An average payab<span class="_ _1"></span>les payment period is<span class="_ _1"></span> 16 day<span class="_ _1"></span>s. </div><div class="t m0 x4 h4 y5f4 ff2 fs2 fc0 sc0 ls0 ws0">During the <span class="_ _0"></span>year ended 31 <span class="_ _7"></span>D<span class="_ _1"></span>ecember <span class="ls4">20</span>23<span class="lsa">, </span>the <span class="_ _0"></span>Company<span class="_ _1"></span> re<span class="_ _0"></span>cognized revenues in <span class="_ _0"></span>the amount of <span class="_ _0"></span>PLN<span class="_ _1"></span> 4<span class="ls4">27</span> <span class="_ _7"></span>th<span class="_ _1"></span>ousand, which </div><div class="t m0 x4 h4 y5f5 ff2 fs2 fc0 sc0 ls0 ws0">were classified as prepay<span class="_ _1"></span>ments at <span class="_ _1"></span>the beginning of the period<span class="_ _1"></span>. </div><div class="t m0 x1e h8 y55 ff3 fs5 fc1 sc0 lsd ws0">19.<span class="ff8 ls0"> <span class="ff3">Liabil<span class="_ _0"></span>ities from empl<span class="_ _0"></span>oyee benefits </span></span></div></div><div class="c x4 y5f6 w82 he"><div class="t m0 x10 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y5f6 w83 he"><div class="t m0 x2d hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x64 hf ybb ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xf0 y5f6 w84 he"><div class="t m0 x2d hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x64 hf ybb ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y23c w82 h24"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y23c w83 h24"><div class="t m0 x85 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y23c w84 h24"><div class="t m0 x85 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y16a w82 h41"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for retirement<span class="_ _0"></span> benefits, disability pens<span class="_ _0"></span>ions and for death be<span class="_ _0"></span>nefits </div></div><div class="c xfa y16a w83 h41"><div class="t m0 x72 h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">678<span class="ls0"> </span></div></div><div class="c xf0 y16a w84 h41"><div class="t m0 x72 h7 yf9 ff2 fs3 fc0 sc0 ls7 ws0">566<span class="ls0"> </span></div></div><div class="c x4 y5f7 w82 h41"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties from employee benefi<span class="_ _0"></span>ts <span class="ffb">–</span> <span class="ls2a">non</span>-current portion </div></div><div class="c xfa y5f7 w83 h41"><div class="t m0 x72 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">678<span class="ls0"> </span></div></div><div class="c xf0 y5f7 w84 h41"><div class="t m0 x72 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">566<span class="ls0"> </span></div></div><div class="c x4 y5f8 w82 h26"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xfa y5f8 w83 h26"><div class="t m0 x85 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y5f8 w84 h26"><div class="t m0 x85 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y5f9 w82 h41"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for retirement<span class="_ _0"></span> benefits, disability pens<span class="_ _0"></span>ions and for death be<span class="_ _0"></span>nefits </div></div><div class="c xfa y5f9 w83 h41"><div class="t m0 xbb h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">53<span class="ls0"> </span></div></div><div class="c xf0 y5f9 w84 h41"><div class="t m0 xbb h7 y95 ff2 fs3 fc0 sc0 ls7 ws0">69<span class="ls0"> </span></div></div><div class="c x4 y5fa w82 h24"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Payroll l<span class="_ _0"></span>iabilities </div></div><div class="c xfa y5fa w83 h24"><div class="t m0 xf9 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">6,290 </div></div><div class="c xf0 y5fa w84 h24"><div class="t m0 xfb h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">5,449 </div></div><div class="c x4 y5fb w82 h41"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Unused holi<span class="_ _0"></span>days </div></div><div class="c xfa y5fb w83 h41"><div class="t m0 xf9 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">1,837 </div></div><div class="c xf0 y5fb w84 h41"><div class="t m0 xfb h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">1,746 </div></div><div class="c x4 y5fc w82 h24"><div class="t m0 x10 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties from employee benefi<span class="_ _0"></span>ts <span class="ffb">–</span> current portion </div></div><div class="c xfa y5fc w83 h24"><div class="t m0 xf9 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">8,180 </div></div><div class="c xf0 y5fc w84 h24"><div class="t m0 xfb hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">7,264 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h18 y5fd ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5fe ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"></span>Company <span class="_ _11"></span>pays <span class="_ _11"> </span>retirement <span class="_ _11"> </span>benefits, <span class="_ _11"> </span>dis<span class="_ _1"></span>ability <span class="_ _11"></span>pensions <span class="_ _11"></span>and <span class="_ _11"> </span>death <span class="_ _11"></span>benefits <span class="_ _11"></span>in <span class="_ _11"></span>accordance <span class="_ _11"></span>with <span class="_ _11"></span>the <span class="_ _11"></span>Labour <span class="_ _11"></span>Code, <span class="_ _10"></span> </div><div class="t m0 x4 h4 y5ff ff6 fs2 fc0 sc0 ls0 ws0">in <span class="_ _10"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>amount <span class="_ _11"> </span>of <span class="_ _11"></span>a <span class="_ _10"></span>one <span class="_ _11"> </span>month’s<span class="_ _1"></span> <span class="_ _10"></span>remuneration. <span class="_ _11"></span>The <span class="_ _10"></span>a<span class="_ _1"></span>mount <span class="_ _11"></span>of <span class="_ _10"></span>provis<span class="_ _1"></span>ion <span class="_ _10"></span>for <span class="_ _11"></span>retirement <span class="_ _11"></span>benefits <span class="_ _11"></span>and <span class="_ _10"></span>death<span class="_ _1"></span> <span class="_ _10"></span>benefits<span class="_ _1"></span> <span class="_ _10"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y600 ff2 fs2 fc0 sc0 ls0 ws0">as at 31 December <span class="_ _1"></span><span class="ls4">20</span>23 and <span class="ls4">31 <span class="_ _1"></span></span>December <span class="ls4">20</span>22 <span class="_ _1"></span>was estimated b<span class="_ _1"></span>y an actuary. The bas<span class="_ _1"></span>ic assumptions were as follows<span class="_ _1"></span>:  </div></div><div class="c x4 y597 w82 h2b"><div class="t m0 x10 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">Assumptions </div></div><div class="c xfa y597 w61 h2b"><div class="t m0 x2d hf y1bf ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x41 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xf0 y597 w72 h2b"><div class="t m0 x2d hf y1bf ff3 fs3 fc0 sc0 ls7 ws0">31<span class="ls0"> December   </span></div><div class="t m0 x41 hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y601 w82 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Discount<span class="_ _0"></span> rate (risk-free rate) </div></div><div class="c xfa y601 w61 h1f"><div class="t m0 x4 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">5.07% </div></div><div class="c xf0 y601 w72 h1f"><div class="t m0 x7c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">6.73% </div></div><div class="c x4 y602 w82 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Growth rat<span class="_ _0"></span>e of remunerations </div></div><div class="c xfa y602 w61 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf0 y602 w72 h21"><div class="t m0 x1e h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y603 w82 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> - in the fi<span class="_ _0"></span>rst year </div></div><div class="c xfa y603 w61 h1f"><div class="t m0 x4 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">9.00% </div></div><div class="c xf0 y603 w72 h1f"><div class="t m0 x7c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">9.00% </div></div><div class="c x4 y604 w82 h23"><div class="t m0 x10 h7 y605 ff2 fs3 fc0 sc0 ls0 ws0"> - in the sec<span class="_ _0"></span>ond year </div></div><div class="c xfa y604 w61 h23"><div class="t m0 x4 h7 y605 ff2 fs3 fc0 sc0 ls0 ws0">7.00% </div></div><div class="c xf0 y604 w72 h23"><div class="t m0 x7c h7 y605 ff2 fs3 fc0 sc0 ls0 ws0">7.00% </div></div><div class="c x4 y2ee w82 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> - in the thi<span class="_ _0"></span>rd year </div></div><div class="c xfa y2ee w61 h1f"><div class="t m0 x4 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">5.<span class="ls7">00%</span> </div></div><div class="c xf0 y2ee w72 h1f"><div class="t m0 x7c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">5.<span class="ls7">00%</span> </div></div><div class="c x4 y14e w82 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0"> - in the subse<span class="_ _0"></span>quent years </div></div><div class="c xfa y14e w61 h21"><div class="t m0 x4 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">50%</span> </div></div><div class="c xf0 y14e w72 h21"><div class="t m0 x7c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">50%</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y606 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y607 ff2 fs2 fc0 sc0 ls0 ws0">Assumptions<span class="_ _1"></span> <span class="_ _8"></span>concerning <span class="_ _8"></span>future <span class="_ _8"></span>mortality <span class="_ _8"></span>ar<span class="_ _1"></span>e <span class="_ _1"></span>d<span class="_ _1"></span>etermined <span class="_ _8"></span>bas<span class="_ _1"></span>ed <span class="_ _8"></span>on <span class="_ _8"></span>sta<span class="_ _1"></span>tistics <span class="_ _8"></span>published <span class="_ _8"></span>by <span class="_ _8"></span>the <span class="_ _8"></span>Centra<span class="_ _1"></span>l <span class="_ _8"></span>Statistical <span class="_ _8"></span>Offic<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y608 ff2 fs2 fc0 sc0 ls0 ws0">(GUS). </div><div class="t m0 x4 h4 y609 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y60a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w0 h0" ><div class="pc pc2c w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">44<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y3f ff2 fs2 fc0 sc0 ls0 ws0">The statement of actu<span class="_ _1"></span>arial gains and<span class="_ _1"></span> losses is presented below.<span class="_ _1"></span> </div></div><div class="c x4 y36c w5d he"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y36c w5e he"><div class="t m0 x2f hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x15 y36c w5f he"><div class="t m0 x2f hf y62 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December  </span></div><div class="t m0 x7c hf y63 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y60b w5d h3b"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">Current value of l<span class="_ _0"></span>iability as at 1 <span class="_ _0"></span>January </div></div><div class="c xd1 y60b w5e h3b"><div class="t m0 x18 hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">635      </span></div></div><div class="c x15 y60b w5f h3b"><div class="t m0 x1b hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">724      </span></div></div><div class="c x4 y60c w5d h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">current<span class="_ _0"></span> service cost </div></div><div class="c xd1 y60c w5e h39"><div class="t m0 x18 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">56      </span></div></div><div class="c x15 y60c w5f h39"><div class="t m0 x1b h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">69      </span></div></div><div class="c x4 y342 w5d h3b"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">net int<span class="_ _0"></span>erest on net liability </div></div><div class="c xd1 y342 w5e h3b"><div class="t m0 x18 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">40      </span></div></div><div class="c x15 y342 w5f h3b"><div class="t m0 x1b h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">28      </span></div></div><div class="c x4 y60d w5d h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">actuarial<span class="_ _0"></span> gains or losses, i<span class="_ _0"></span>ncluding resulting fr<span class="_ _0"></span>om: </div></div><div class="c xd1 y60d w5e h39"><div class="t m0 x18 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">38      </span></div></div><div class="c x15 y60d w5f h39"><div class="t m0 x4a h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(168)     </span></div></div><div class="c x4 y60e w5d h39"><div class="t m0 x10 h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                          changes<span class="_ _1"></span> in demographic ass<span class="_ _1"></span>umptions<span class="_ _1"></span> </div></div><div class="c xd1 y60e w5e h39"><div class="t m0 xc2 h20 y3e ff5 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(23)    <span class="fs7"> </span></span></div></div><div class="c x15 y60e w5f h39"><div class="t m0 x8f h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                             1<span class="_ _1"></span>8      </div></div><div class="c x4 y60f w5d h3b"><div class="t m0 x10 h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                          changes<span class="_ _1"></span> in financial assump<span class="_ _1"></span>tions </div></div><div class="c xd1 y60f w5e h3b"><div class="t m0 x3e h20 y3e ff5 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">144     <span class="fs7"> </span></span></div></div><div class="c x15 y60f w5f h3b"><div class="t m0 x8f h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                        (169)    <span class="_ _1"></span> </div></div><div class="c x4 y610 w5d h39"><div class="t m0 x10 h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                          ex pos<span class="_ _1"></span>t adjustments of ac<span class="_ _1"></span>tuarial assumptions<span class="_ _1"></span> </div></div><div class="c xd1 y610 w5e h39"><div class="t m0 xc2 h20 y3e ff5 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(83)    <span class="fs7"> </span></span></div></div><div class="c x15 y610 w5f h39"><div class="t m0 xc2 h4e yd4 ff5 fs7 fc0 sc0 ls0 ws0">                           (17)    <span class="_ _1"></span> </div></div><div class="c x4 y1e2 w5d h39"><div class="t m0 x10 h7 y3e ff2 fs3 fc0 sc0 ls0 ws0">benefit<span class="_ _0"></span>s paid </div></div><div class="c xd1 y1e2 w5e h39"><div class="t m0 xc2 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">(38)     </span></div></div><div class="c x15 y1e2 w5f h39"><div class="t m0 x20 h7 y3e ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">(18)    </span></div></div><div class="c x4 y611 w5d h3b"><div class="t m0 x10 hf y3e ff3 fs3 fc0 sc0 ls0 ws0">Current value of l<span class="_ _0"></span>iability as at 31 <span class="_ _0"></span>December </div></div><div class="c xd1 y611 w5e h3b"><div class="t m0 x18 hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">731      </span></div></div><div class="c x15 y611 w5f h3b"><div class="t m0 x1b hf y3e ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls7">635<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y612 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y613 ff2 fs2 fc0 sc0 ls0 ws0">Total expenses recognised in<span class="_ _1"></span> profit or loss in <span class="_ _1"></span>respect of future employe<span class="_ _1"></span>e benefits amounted<span class="_ _1"></span> to PLN<span class="_ _1"></span> 96 thousand<span class="_ _1"></span> in 2023 </div><div class="t m0 x4 h4 y614 ff2 fs2 fc0 sc0 ls0 ws0">and  PLN  97  thousand  in  2022  and  were  recognised  in  administrativ<span class="_ _1"></span>e  expenses<span class="ls5">.  </span>Actuarial  losses  incurred  in<span class="_ _1"></span>  <span class="ls4">202</span>3 </div><div class="t m0 x4 h4 y615 ff2 fs2 fc0 sc0 ls0 ws0">amounted <span class="_ _13"> </span>to <span class="_ _13"> </span>PLN <span class="_ _13"> </span>38 <span class="_ _13"> </span>th<span class="_ _1"></span>ousand <span class="_ _13"> </span>(in <span class="_ _13"> </span>2022<span class="ls1a">: <span class="_ _13"> </span></span>gains <span class="_ _13"> </span>in <span class="_ _13"> </span>the <span class="_ _13"> </span>amount <span class="_ _13"> </span>o<span class="_ _1"></span>f <span class="_ _13"> </span>PLN <span class="_ _13"> </span>1<span class="ls4">68</span> <span class="_ _13"> </span>thousand) <span class="_ _13"> </span>and <span class="_ _13"> </span>were <span class="_ _13"> </span>recognised <span class="_ _13"> </span>in <span class="_ _13"> </span>other </div><div class="t m0 x4 h4 y616 ff2 fs2 fc0 sc0 ls0 ws0">comprehensive income<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y617 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y618 ff2 fs2 fc0 sc0 ls0 ws0">Sensitivity <span class="_ _10"></span>an<span class="_ _1"></span>alyses <span class="_ _10"></span>of <span class="_ _10"></span>liability <span class="_ _11"></span>under <span class="_ _10"></span>defined <span class="_ _10"></span>benefits <span class="_ _11"></span>(retirement <span class="_ _10"></span>benefits, <span class="_ _11"></span>disability <span class="_ _10"></span>pensions<span class="_ _1"></span> <span class="_ _10"></span>and <span class="_ _10"></span>death <span class="_ _11"></span>benefits) <span class="_ _10"></span>to </div><div class="t m0 x4 h4 y619 ff2 fs2 fc0 sc0 ls0 ws0">changes in main weighted <span class="_ _1"></span>estimates as a<span class="_ _1"></span>t 31 December 2023 are as<span class="_ _1"></span> follows<span class="_ _1"></span>: </div></div><div class="c x4 y61a w85 h75"><div class="t m0 x10 hf y61b ff3 fs3 fc0 sc0 ls0 ws0">Assumption </div></div><div class="c xfc y61a w86 h75"><div class="t m0 x12 hf y61c ff3 fs3 fc0 sc0 ls0 ws0">Changes in the </div><div class="t m0 x31 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c xfd y61a w87 h75"><div class="t m0 x12 hf y61c ff3 fs3 fc0 sc0 ls0 ws0">Increase in the </div><div class="t m0 x31 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c xe7 y61a w88 h75"><div class="t m0 xc2 hf y61c ff3 fs3 fc0 sc0 ls0 ws0">Decrease in the </div><div class="t m0 x31 hf yc4 ff3 fs3 fc0 sc0 ls0 ws0">assumption </div></div><div class="c x4 y61d w85 h5d"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">technic<span class="_ _0"></span>al discount rate </div></div><div class="c xfc y61d w86 h5d"><div class="t m0 x41 h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0"> </span></div></div><div class="c xfd y61d w87 h5d"><div class="t m0 x4a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(38)     </span></div></div><div class="c xe7 y61d w88 h5d"><div class="t m0 x21 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">41      </span></div></div><div class="c x4 y61e w85 h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">salary ri<span class="_ _0"></span>se in the Company </div></div><div class="c xfc y61e w86 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0"> </span></div></div><div class="c xfd y61e w87 h5d"><div class="t m0 x20 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">86      </span></div></div><div class="c xe7 y61e w88 h5d"><div class="t m0 x12 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">(74)     </span></div></div><div class="c x4 y61f w85 h11"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">turnover<span class="_ _0"></span> ratio </div></div><div class="c xfc y61f w86 h11"><div class="t m0 x41 h7 y65 ff2 fs3 fc0 sc0 ls7 ws0">1%<span class="ls0"> </span></div></div><div class="c xfd y61f w87 h11"><div class="t m0 x4a h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">(31)     </span></div></div><div class="c xe7 y61f w88 h11"><div class="t m0 x21 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">34      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y620 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y621 ff2 fs2 fc0 sc0 ls0 ws0">The ab<span class="_ _1"></span>ove <span class="_ _1"></span>sensitivity <span class="_ _1"></span>analyses <span class="_ _1"></span>are <span class="_ _1"></span>based <span class="_ _1"></span>on <span class="_ _1"></span>a <span class="_ _1"></span>change in <span class="_ _1"></span>an <span class="_ _1"></span>assumption<span class="_ _1"></span> while <span class="_ _1"></span>holding <span class="_ _1"></span>all oth<span class="_ _1"></span>er <span class="_ _8"></span>as<span class="_ _1"></span>sumptions <span class="_ _1"></span>constant. <span class="_ _1"></span>In </div><div class="t m0 x4 h4 y622 ff2 fs2 fc0 sc0 ls0 ws0">practice, <span class="_ _10"></span>th<span class="_ _1"></span>is <span class="_ _10"></span>is <span class="_ _11"></span>unlikely <span class="_ _10"></span>to <span class="_ _11"></span>occur, <span class="_ _10"></span>and <span class="_ _11"></span>changes <span class="_ _11"></span>in <span class="_ _10"></span>some <span class="_ _10"></span>of <span class="_ _11"></span>the <span class="_ _10"></span>assumptio<span class="_ _1"></span>ns <span class="_ _11"></span>may <span class="_ _10"></span>be <span class="_ _10"></span>correlated. <span class="_ _11"></span>When <span class="_ _10"></span>calculat<span class="_ _1"></span>ing <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y623 ff2 fs2 fc0 sc0 ls0 ws0">sensitivity <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>defined benefit <span class="_ _1"></span>obligation <span class="_ _1"></span>to <span class="_ _1"></span>significan<span class="_ _1"></span>t actuarial <span class="_ _1"></span>as<span class="_ _1"></span>sumptions, th<span class="_ _1"></span>e s<span class="_ _1"></span>ame method <span class="_ _1"></span>(present <span class="_ _1"></span>value <span class="_ _10"></span>of <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y624 ff2 fs2 fc0 sc0 ls0 ws0">defined benefit obligation ca<span class="_ _1"></span>lculated with th<span class="_ _1"></span>e projected unit credit <span class="_ _1"></span>method at th<span class="_ _1"></span>e end of the reporting period) h<span class="_ _1"></span>as been </div><div class="t m0 x4 h4 y625 ff2 fs2 fc0 sc0 ls0 ws0">applied as when ca<span class="_ _1"></span>lculating the pension<span class="_ _1"></span> liability recognised within th<span class="_ _1"></span>e statement of financial p<span class="_ _1"></span>osition.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y626 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"></span>methods <span class="_ _13"> </span>and <span class="_ _11"> </span>typ<span class="_ _1"></span>es <span class="_ _11"></span>of <span class="_ _11"> </span>assumptions<span class="_ _1"></span> <span class="_ _11"></span>used <span class="_ _11"> </span>for <span class="_ _11"> </span>preparin<span class="_ _1"></span>g <span class="_ _11"></span>the <span class="_ _11"> </span>sensitiv<span class="_ _1"></span>ity <span class="_ _11"></span>analysis <span class="_ _13"> </span>did <span class="_ _11"></span>not <span class="_ _11"> </span>change <span class="_ _11"> </span>comp<span class="_ _1"></span>ared <span class="_ _11"></span>to <span class="_ _11"> </span>t<span class="_ _1"></span>he </div><div class="t m0 x4 h4 y627 ff2 fs2 fc0 sc0 ls0 ws0">previous period<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y628 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y629 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _8"></span>table <span class="_ _8"></span>below <span class="_ _8"></span>contain<span class="_ _1"></span>s <span class="_ _8"></span>the <span class="_ _8"></span>profile <span class="_ _8"></span>of <span class="_ _8"></span>the <span class="_ _8"></span>forecast <span class="_ _8"></span>cas<span class="_ _1"></span>h <span class="_ _8"></span>flows <span class="_ _8"></span>in <span class="_ _8"></span>the <span class="_ _8"></span>coming <span class="_ _8"></span>years, <span class="_ _10"></span>b<span class="_ _0"></span>y <span class="_ _8"></span>relevant <span class="_ _8"></span>benefits. <span class="_ _10"></span>These <span class="_ _1"></span>values </div><div class="t m0 x4 h4 y62a ff2 fs2 fc0 sc0 ls0 ws0">take into accoun<span class="_ _1"></span>t the nominal amounts<span class="_ _1"></span> paid out and their probab<span class="_ _1"></span>ility.<span class="_ _1"></span> </div></div><div class="c x4 y62b w41 he"><div class="t m0 x10 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">name of benefit </div></div><div class="c xfe y62b w89 he"><div class="t m0 xf4 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">1</div><div class="t m0 x57 h76 y62c ff3 fs6 fc0 sc0 ls11 ws0">st</div><div class="t m0 x2a hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> year </div></div><div class="c xaf y62b w8a he"><div class="t m0 x31 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">2</div><div class="t m0 x26 h76 y62c ff3 fs6 fc0 sc0 ls2b ws0">nd</div><div class="t m0 x2a hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> year<span class="_ _0"></span> </div></div><div class="c xab y62b w89 he"><div class="t m0 x2d hf y60 ff3 fs3 fc0 sc0 ls0 ws0">3</div><div class="t m0 x5d h76 y62c ff3 fs6 fc0 sc0 ls2c ws0">rd</div><div class="t m0 x2a hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> year </div></div><div class="c xff y62b w8b he"><div class="t m0 x2d hf y60 ff3 fs3 fc0 sc0 ls0 ws0">4</div><div class="t m0 x57 h76 y62c ff3 fs6 fc0 sc0 ls2d ws0">th</div><div class="t m0 x2a hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> year<span class="_ _0"></span> </div></div><div class="c x100 y62b w8c he"><div class="t m0 x2d hf y60 ff3 fs3 fc0 sc0 ls0 ws0">5</div><div class="t m0 x5d h76 y62c ff3 fs6 fc0 sc0 ls2d ws0">th</div><div class="t m0 x2a hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> year<span class="_ _0"></span> </div></div><div class="c xc5 y62b w8b he"><div class="t m0 x2d hf y62 ff3 fs3 fc0 sc0 ls0 ws0">6</div><div class="t m0 x5d h76 y62d ff3 fs6 fc0 sc0 ls2d ws0">th</div><div class="t m0 x2a hf y62 ff3 fs3 fc0 sc0 ls0 ws0"> year <span class="_ _0"></span> </div><div class="t m0 xd7 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">(and further) </div></div><div class="c x4 y30a w41 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">retire<span class="_ _0"></span>ment benefit </div></div><div class="c xfe y30a w89 h4c"><div class="t m0 x5e h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">42<span class="ls0"> </span></div></div><div class="c xaf y30a w8a h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">13<span class="ls0"> </span></div></div><div class="c xab y30a w89 h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">9 </div></div><div class="c xff y30a w8b h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">59<span class="ls0"> </span></div></div><div class="c x100 y30a w8c h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">23<span class="ls0"> </span></div></div><div class="c xc5 y30a w8b h4c"><div class="t m0 x25 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2,618 </div></div><div class="c x4 y62e w41 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">disability<span class="_ _0"></span> pension </div></div><div class="c xfe y62e w89 h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c xaf y62e w8a h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c xab y62e w89 h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c xff y62e w8b h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x100 y62e w8c h4c"><div class="t m0 x33 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c xc5 y62e w8b h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">32<span class="ls0"> </span></div></div><div class="c x4 y62f w41 h4c"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">death bene<span class="_ _0"></span>fit </div></div><div class="c xfe y62f w89 h4c"><div class="t m0 x5e h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0"> </span></div></div><div class="c xaf y62f w8a h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">12<span class="ls0"> </span></div></div><div class="c xab y62f w89 h4c"><div class="t m0 x5e h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c xff y62f w8b h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">14<span class="ls0"> </span></div></div><div class="c x100 y62f w8c h4c"><div class="t m0 x9a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">16<span class="ls0"> </span></div></div><div class="c xc5 y62f w8b h4c"><div class="t m0 x5a h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">557<span class="ls0"> </span></div></div><div class="c x4 y630 w41 h4c"><div class="t m0 x10 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">total </div></div><div class="c xfe y630 w89 h4c"><div class="t m0 x5e hf y38c ff3 fs3 fc0 sc0 ls7 ws0">55<span class="ff2 ls0"> </span></div></div><div class="c xaf y630 w8a h4c"><div class="t m0 x9a hf y38c ff3 fs3 fc0 sc0 ls7 ws0">27<span class="ff2 ls0"> </span></div></div><div class="c xab y630 w89 h4c"><div class="t m0 x5e hf y38c ff3 fs3 fc0 sc0 ls7 ws0">25<span class="ff2 ls0"> </span></div></div><div class="c xff y630 w8b h4c"><div class="t m0 x9a hf y38c ff3 fs3 fc0 sc0 ls7 ws0">75<span class="ff2 ls0"> </span></div></div><div class="c x100 y630 w8c h4c"><div class="t m0 x9a hf y38c ff3 fs3 fc0 sc0 ls7 ws0">41<span class="ff2 ls0"> </span></div></div><div class="c xc5 y630 w8b h4c"><div class="t m0 x25 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">207</span><span class="ff2"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y631 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y632 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 yc5 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y633 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y634 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h4 y635 ff2 fs2 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 x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">45<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">20.<span class="ff8 ls0"> <span class="ff3">Lease li<span class="_ _0"></span>abilities </span></span></div><div class="t m0 x4 h3 y636 ff1 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y637 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _11"></span>Company <span class="_ _11"></span>has <span class="_ _11"></span>the <span class="_ _11"></span>right <span class="_ _10"></span>o<span class="_ _1"></span>f <span class="_ _10"></span>p<span class="_ _1"></span>erpetual <span class="_ _11"></span>usufruct <span class="_ _11"></span>of <span class="_ _11"></span>land <span class="_ _11"></span>and <span class="_ _11"></span>uses <span class="_ _11"></span>warehouses, <span class="_ _11"></span>offices, <span class="_ _11"></span>servers, <span class="_ _10"></span>p<span class="_ _1"></span>assenger <span class="_ _11"></span>cars <span class="_ _11"></span>and </div><div class="t m0 x4 h4 y638 ff2 fs2 fc0 sc0 ls0 ws0">forklifts <span class="_ _1"></span>on <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>basis <span class="_ _1"></span>o<span class="_ _1"></span>f <span class="_ _1"></span>rental <span class="_ _8"></span>and <span class="_ _1"></span>leas<span class="_ _1"></span>ing <span class="_ _1"></span>contracts. <span class="_ _8"></span>The <span class="_ _1"></span>ch<span class="_ _1"></span>ange <span class="_ _1"></span>in <span class="_ _1"></span>liab<span class="_ _1"></span>ilities <span class="_ _1"></span>resulting <span class="_ _8"></span>fro<span class="_ _1"></span>m <span class="_ _1"></span>these <span class="_ _1"></span>con<span class="_ _1"></span>tracts, <span class="_ _1"></span>takin<span class="_ _1"></span>g <span class="_ _1"></span>into<span class="_ _8"></span> </div><div class="t m0 x4 h4 y639 ff2 fs2 fc0 sc0 ls0 ws0">account the impa<span class="_ _1"></span>ct of adoption o<span class="_ _1"></span>f IFRS 16, is presented belo<span class="_ _1"></span>w.<span class="_ _1"></span> </div><div class="t m0 x42 h4 y63a ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y63b w49 h34"><div class="t m0 x10 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y63b w64 h34"><div class="t m0 xbb hf y3ff ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x101 y63b w63 h34"><div class="t m0 xbb hf y3ff ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y63c w49 h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Lease liabili<span class="_ _0"></span>ty as at 1 January </div></div><div class="c x4d y63c w64 h59"><div class="t m0 x73 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">12<span class="ls0">,</span>045<span class="ls0"> </span></div></div><div class="c x101 y63c w63 h59"><div class="t m0 x73 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">13<span class="ls0">,</span>664<span class="ls0"> </span></div></div><div class="c x4 y63d w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Modific<span class="_ _0"></span>ation of the terms of<span class="_ _0"></span> the contract </div></div><div class="c x4d y63d w64 h59"><div class="t m0 x1b h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">14,537      </span></div></div><div class="c x101 y63d w63 h59"><div class="t m0 x43 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">5,138      </span></div></div><div class="c x4 y63e w49 h34"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Accrued i<span class="_ _0"></span>nterest </div></div><div class="c x4d y63e w64 h34"><div class="t m0 x16 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">797      </span></div></div><div class="c x101 y63e w63 h34"><div class="t m0 xf4 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">723      </span></div></div><div class="c x4 y63f w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Lease payment<span class="_ _0"></span>s (*) </div></div><div class="c x4d y63f w64 h59"><div class="t m0 x48 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(7,162)     </span></div></div><div class="c x101 y63f w63 h59"><div class="t m0 x48 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">(7,548)     </span></div></div><div class="c x4 y640 w49 h34"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Valuation <span class="_ _0"></span>of contracts in for<span class="_ _0"></span>eign currencies and c<span class="_ _0"></span>urrency translation <span class="_ _0"></span>differences<span class="_ _1"></span> </div></div><div class="c x4d y640 w64 h34"><div class="t m0 x48 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">                                <span class="ls0">(644)     </span></div></div><div class="c x101 y640 w63 h34"><div class="t m0 x1f h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">68      </span></div></div><div class="c x4 y641 w49 h77"><div class="t m0 x10 hf y3fd ff3 fs3 fc0 sc0 ls0 ws0">Lease liabili<span class="_ _0"></span>ty as at 31 December </div></div><div class="c x4d y641 w64 h77"><div class="t m0 x73 hf y3fd ff3 fs3 fc0 sc0 ls0 ws0">19,573 </div></div><div class="c x101 y641 w63 h77"><div class="t m0 x73 hf y3fd ff3 fs3 fc0 sc0 ls0 ws0">12,045 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h7 y14 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y642 ff2 fs3 fc0 sc0 lsb ws0">(*) <span class="ls0">lease payments i<span class="_ _0"></span>nclude net amounts paid, ac<span class="_ _0"></span>cording to inv<span class="_ _0"></span>oices, including both capi<span class="_ _0"></span>tal instalments <span class="_ _0"></span>and interest. </span></div><div class="t m0 x42 h4 y31f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5f4 ff2 fs2 fc0 sc0 ls0 ws0">Undiscounted futu<span class="_ _1"></span>re cash flows are presented b<span class="_ _1"></span>elow.<span class="_ _1"></span> </div></div><div class="c x4 y643 w49 h59"><div class="t m0 x10 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y643 w4c h59"><div class="t m0 x25 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span></div></div><div class="c x102 y643 w4e h59"><div class="t m0 x25 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">31 <span class="ls0">December </span></div></div><div class="c x4 y49b w49 h59"><div class="t m0 x10 h4 yf9 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y49b w4c h59"><div class="t m0 xb6 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x102 y49b w4e h59"><div class="t m0 xb6 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y2de w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">up to 1 ye<span class="_ _0"></span>ar  </div></div><div class="c x4d y2de w4c h59"><div class="t m0 x72 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">5,358 </div></div><div class="c x102 y2de w4e h59"><div class="t m0 xee h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">7,207 </div></div><div class="c x4 y7a w49 h1b"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">1<span class="ff6">–</span>3 years </div></div><div class="c x4d y7a w4c h1b"><div class="t m0 x64 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">13,516 </div></div><div class="c x102 y7a w4e h1b"><div class="t m0 xee h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">3,977 </div></div><div class="c x4 y3c9 w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">3<span class="ff6">–</span>5 years </div></div><div class="c x4d y3c9 w4c h59"><div class="t m0 x72 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">1,609 </div></div><div class="c x102 y3c9 w4e h59"><div class="t m0 xb5 h7 yc9 ff2 fs3 fc0 sc0 ls7 ws0">399<span class="ls0"> </span></div></div><div class="c x4 y380 w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">more than 5 y<span class="_ _0"></span>ears </div></div><div class="c x4d y380 w4c h59"><div class="t m0 x72 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">3,998 </div></div><div class="c x102 y380 w4e h59"><div class="t m0 xee h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">4,004 </div></div><div class="c x4 y644 w49 h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4d y644 w4c h59"><div class="t m0 x64 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">24<span class="ls0">,</span>481<span class="ls0"> </span></div></div><div class="c x102 y644 w4e h59"><div class="t m0 x64 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">15<span class="ls0">,</span>587<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y645 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y646 ff2 fs2 fc0 sc0 ls0 ws0">The costs resulting from leas<span class="_ _1"></span>e contracts<span class="_ _1"></span> are presented below.<span class="_ _1"></span> </div></div><div class="c x4 y647 w49 h1b"><div class="t m0 x10 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x4d y647 w8d h1b"><div class="t m0 xee hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c x103 y647 w8e h1b"><div class="t m0 xee hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">22 </span></div></div><div class="c x4 y648 w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Amortization <span class="_ _0"></span>and depreciatio<span class="_ _0"></span>n  </div></div><div class="c x4d y648 w8d h59"><div class="t m0 x52 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">6,307      </span></div></div><div class="c x103 y648 w8e h59"><div class="t m0 x43 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">6,372      </span></div></div><div class="c x4 y649 w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">interest </div></div><div class="c x4d y649 w8d h59"><div class="t m0 x56 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">798      </span></div></div><div class="c x103 y649 w8e h59"><div class="t m0 x14 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">722      </span></div></div><div class="c x4 y64a w49 h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">exchange rat<span class="_ _0"></span>e differences </div></div><div class="c x4d y64a w8d h59"><div class="t m0 x14 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">(645)     </span></div></div><div class="c x103 y64a w8e h59"><div class="t m0 x1f h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">69      </span></div></div><div class="c x4 y62a w49 h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4d y62a w8d h59"><div class="t m0 x73 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">6,<span class="ls7">460</span> </div></div><div class="c x103 y62a w8e h59"><div class="t m0 x73 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">163</span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h4 y64b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y64c ff2 fs2 fc0 sc0 ls0 ws0">During  the  year  ended  31 <span class="_ _1d"> </span>December  2023,  the  Company<span class="_ _1"></span>  incurred  costs  in  connection  with  the  short<span class="_ _8"></span>-term  lease </div><div class="t m0 x4 h4 y64d ff2 fs2 fc0 sc0 ls0 ws0">agreements in the amou<span class="_ _1"></span>nt of PLN 14 thous<span class="_ _1"></span>and and low<span class="_ _1"></span>-value lease agre<span class="_ _1"></span>ements in the amoun<span class="_ _1"></span>t of PLN 3<span class="_ _1"></span>0 thousan<span class="_ _1"></span>d.  </div><div class="t m0 x4 h4 y64e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y64f ff2 fs2 fc0 sc0 ls0 ws0">Total cash outflow from l<span class="_ _1"></span>eases in 202<span class="_ _1"></span>3 amounted t<span class="_ _1"></span>o PLN <span class="ls4">7,206</span> thous<span class="_ _1"></span>and (excluding VAT).<span class="_ _1"></span> </div><div class="t m0 x4 h4 y294 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y650 ff2 fs2 fc0 sc0 ls0 ws0">Information on leased a<span class="_ _1"></span>ssets is presented in<span class="_ _1"></span> note 9.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y651 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y652 ff2 fs2 fc0 sc0 ls0 ws0">The maturity analys<span class="_ _1"></span>is of lease liabilities is p<span class="_ _1"></span>resented in note 5.3.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y653 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y654 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y1df ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y655 ff2 fs2 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 x3 y3a w3 hb" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">46<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">21.<span class="ff8 ls0"> <span class="ff3">Provision<span class="_ _0"></span>s </span></span></div></div><div class="c x4 y656 w60 h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0"> Provision for war<span class="_ _0"></span>ranty repairs </div></div><div class="c xd2 y656 w27 h51"><div class="t m0 x41 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xd3 y656 w61 h51"><div class="t m0 x41 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y657 w60 h51"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January </div></div><div class="c xd2 y657 w27 h51"><div class="t m0 x4b hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,123      </span></div></div><div class="c xd3 y657 w61 h51"><div class="t m0 x44 hf yd4 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">1,051      </span></div></div><div class="c x4 y5e6 w60 h51"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>created </div></div><div class="c xd2 y5e6 w27 h51"><div class="t m0 x4b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,005      </span></div></div><div class="c xd3 y5e6 w61 h51"><div class="t m0 x44 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">1,123      </span></div></div><div class="c x4 y66 w60 h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>utilized </div></div><div class="c xd2 y66 w27 h51"><div class="t m0 x3e h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(1,123)     </span></div></div><div class="c xd3 y66 w61 h51"><div class="t m0 x47 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">(1,051)     </span></div></div><div class="c x4 y658 w60 h51"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er  </div></div><div class="c xd2 y658 w27 h51"><div class="t m0 x4b hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,005      </span></div></div><div class="c xd3 y658 w61 h51"><div class="t m0 x44 hf y412 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">1,123      </span></div></div><div class="c x4 y36e w60 h51"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Short-term as at<span class="_ _0"></span> 31 December </div></div><div class="c xd2 y36e w27 h51"><div class="t m0 x4b h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">1,005      </span></div></div><div class="c xd3 y36e w61 h51"><div class="t m0 x44 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">1,123      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x2b h18 y659 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y65a ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>provision <span class="_ _8"></span>for <span class="_ _1"></span>guarantee <span class="_ _1"></span>r<span class="_ _1"></span>epairs <span class="_ _1"></span>is <span class="_ _8"></span>created <span class="_ _1"></span>in <span class="_ _1"></span>accord<span class="_ _1"></span>ance <span class="_ _1"></span>with <span class="_ _8"></span>the <span class="_ _1"></span>policy <span class="_ _1"></span>d<span class="_ _1"></span>escribed <span class="_ _1"></span>in <span class="_ _8"></span>note <span class="_ _2a"> </span><span class="ls5">. <span class="_ _1"></span></span>The obligat<span class="_ _1"></span>ion <span class="_ _1"></span>of <span class="_ _1"></span>the<span class="_ _1"></span> </div><div class="t m0 x4 h4 y65b ff2 fs2 fc0 sc0 ls0 ws0">Company <span class="_ _10"></span>to <span class="_ _10"></span>incur <span class="_ _10"></span>the <span class="_ _10"></span>costs <span class="_ _10"></span>of <span class="_ _10"></span>guarantee <span class="_ _10"></span>repairs <span class="_ _10"></span>results<span class="_ _1"></span> <span class="_ _10"></span>from <span class="_ _10"></span>general <span class="_ _10"></span>provision<span class="_ _1"></span>s <span class="_ _10"></span>on <span class="_ _10"></span>surety <span class="_ _10"></span>and <span class="_ _10"></span>guarantee <span class="_ _10"></span>granted <span class="_ _10"></span>to </div><div class="t m0 x4 h4 y65c ff2 fs2 fc0 sc0 ls0 ws0">certain product groups. <span class="_ _0"></span>It is <span class="_ _0"></span>to <span class="_ _0"></span>be used <span class="_ _0"></span>within less than <span class="_ _7"></span>12 months, and <span class="_ _1"></span>the amount <span class="_ _0"></span>is e<span class="_ _0"></span>stimated based <span class="_ _0"></span>on historical costs </div><div class="t m0 x4 h4 y65d ff2 fs2 fc0 sc0 ls0 ws0">of guarantee repairs bo<span class="_ _1"></span>rne; thus,<span class="_ _1"></span> the <span class="ff6">u<span class="_ _1"></span>ncertainty towards its valu<span class="_ _1"></span>e should not have a material impact on<span class="_ _1"></span> the Company<span class="_ _1"></span>’s </span></div><div class="t m0 x4 h4 y65e ff6 fs2 fc0 sc0 ls0 ws0">future results. Prov<span class="_ _1"></span>isions are recognised in th<span class="_ _1"></span>e financial result u<span class="_ _1"></span>nder “costs of goods<span class="_ _1"></span> for resale sold”<span class="_ _1"></span><span class="ff2 ls5">. <span class="_ _1"></span><span class="ls0"> </span></span></div><div class="t m0 x1e h8 y46c ff3 fs5 fc1 sc0 lsd ws0">22.<span class="ff8 ls0"> <span class="ff3">Operat<span class="_ _0"></span>ing segments </span></span></div><div class="t m0 x4 h18 y65f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y660 ff3 fs2 fc0 sc0 ls0 ws0">Identification of oper<span class="_ _1"></span>ating and reporting segmen<span class="_ _1"></span>ts </div><div class="t m0 x4 h4 y661 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y662 ff6 fs2 fc0 sc0 ls0 ws0">The Man<span class="_ _1"></span>agement <span class="_ _1"></span>Board <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Company<span class="_ _1"></span> mak<span class="_ _1"></span>es <span class="_ _1"></span>decisions <span class="_ _1"></span>related <span class="_ _1"></span>to <span class="_ _1"></span>the <span class="_ _1"></span>Company’s<span class="_ _1"></span> o<span class="_ _1"></span>perations <span class="_ _1"></span>from <span class="_ _1"></span>the p<span class="_ _1"></span>erspective <span class="_ _1"></span>of </div><div class="t m0 x4 h4 y663 ff2 fs2 fc0 sc0 ls0 ws0">distribution<span class="_ _1"></span> channels and geographical coverage. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y664 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y262 ff2 fs2 fc0 sc0 ls0 ws0">The company distin<span class="_ _1"></span>guishes 4 operating and r<span class="_ _1"></span>eporting segments in its o<span class="_ _1"></span>perations:<span class="_ _1"></span> </div><div class="t m0 x34 h4 y57 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">sales on th<span class="_ _1"></span>e domestic market to retail chains;<span class="_ _1"></span> </span></span></div><div class="t m0 x34 h4 yaf ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">sale on the do<span class="_ _1"></span>mestic market - wholesale mark<span class="_ _1"></span>et; </span></span></div><div class="t m0 x34 h4 y1be ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">foreign sales; </span></span></div><div class="t m0 x34 h4 y665 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">retail sales. </span></span></div><div class="t m0 x4 h4 y666 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y667 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _0"></span>part of <span class="_ _7"></span>the <span class="_ _0"></span>retail <span class="_ _0"></span>networks se<span class="_ _0"></span>gment, the <span class="_ _7"></span>Group<span class="_ _1"></span> <span class="_ _0"></span>cooperates <span class="_ _0"></span>with large <span class="_ _7"></span>retail <span class="_ _0"></span>networks throughout <span class="_ _0"></span>Poland <span class="_ _0"></span>and <span class="_ _0"></span>Romania. </div><div class="t m0 x4 h4 y668 ff2 fs2 fc0 sc0 ls0 ws0">Wholesale <span class="_ _1"></span>on <span class="_ _1"></span>all <span class="_ _1"></span>markets <span class="_ _1"></span>where the <span class="_ _1"></span>Group <span class="_ _1"></span>holds<span class="_ _1"></span> <span class="_ _1"></span>its <span class="_ _1"></span>entities is <span class="_ _1"></span>condu<span class="_ _1"></span>cted <span class="_ _1"></span>through a <span class="_ _1"></span>network <span class="_ _1"></span>of <span class="_ _1"></span>wholesalers<span class="_ _8"></span> <span class="_ _1"></span>and <span class="_ _1"></span>sto<span class="_ _1"></span>res. </div><div class="t m0 x4 h4 y669 ff2 fs2 fc0 sc0 ls0 ws0">Foreign <span class="_ _1"></span>markets <span class="_ _1"></span>are <span class="_ _1"></span>supported <span class="_ _1"></span>using <span class="_ _1"></span>sales <span class="_ _1"></span>department <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Company. <span class="_ _1"></span>As <span class="_ _1"></span>part <span class="_ _1"></span>of <span class="_ _1"></span>retail sales, <span class="_ _1"></span>sales<span class="_ _1"></span> are <span class="_ _1"></span>mainly <span class="_ _1"></span>realized </div><div class="t m0 x4 h4 y66a ff2 fs2 fc0 sc0 ls0 ws0">through <span class="_ _8"></span>an <span class="_ _1"></span>o<span class="_ _1"></span>nline <span class="_ _1"></span>store <span class="_ _8"></span>and <span class="_ _1"></span>popu<span class="_ _1"></span>lar <span class="_ _1"></span>online <span class="_ _8"></span>platforms.<span class="_ _1"></span><span class="ff1 fs1"> <span class="_ _8"></span></span>There <span class="_ _8"></span>are <span class="_ _1"></span>no <span class="_ _8"></span>revenues <span class="_ _8"></span>obtained <span class="_ _8"></span>from <span class="_ _8"></span>transaction<span class="_ _1"></span>s <span class="_ _1"></span>between <span class="_ _1"></span>th<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y66b ff2 fs2 fc0 sc0 ls0 ws0">segments, therefore all reven<span class="_ _1"></span>ues generat<span class="_ _1"></span>ed by individ<span class="_ _1"></span>ual segments come from trans<span class="_ _1"></span>actions with external cu<span class="_ _1"></span>stomers.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y66c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y66d ff2 fs2 fc0 sc0 ls0 ws0">Data <span class="_ _1"></span>analysed <span class="_ _1"></span>by <span class="_ _1"></span>the Man<span class="_ _1"></span>agement Board<span class="_ _1"></span> of <span class="_ _1"></span>the <span class="_ _1"></span>Company <span class="_ _1"></span>for <span class="_ _1"></span>segment <span class="_ _1"></span>description <span class="_ _1"></span>is <span class="_ _1"></span>consistent <span class="_ _1"></span>with <span class="_ _1"></span>the <span class="_ _1"></span>data <span class="_ _1"></span>disclosed </div><div class="t m0 x4 h4 y66e ff2 fs2 fc0 sc0 ls0 ws0">in the statement of compreh<span class="_ _1"></span>ensive income<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y66f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2e ff2 fs2 fc0 sc0 ls0 ws0">In 2023 and in<span class="_ _1"></span> 2022 the Company did<span class="_ _1"></span> not record revenue from sale to a s<span class="_ _1"></span>ingle external customer exceeding 10% of tota<span class="_ _1"></span>l </div><div class="t m0 x4 h4 y670 ff2 fs2 fc0 sc0 ls0 ws0">sales revenue<span class="ls5">. </span> </div><div class="t m0 x4 h4 y174 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4b0 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _1"></span>at<span class="_ _1"></span> <span class="_ _1"></span>31 <span class="_ _8"></span><span class="ff6">December <span class="_ _8"></span>2023, <span class="_ _8"></span>the <span class="_ _8"></span>Company’s <span class="_ _8"></span>assets <span class="_ _8"></span>amoun<span class="_ _1"></span>ted <span class="_ _1"></span>to <span class="_ _8"></span>PLN <span class="_ _8"></span>401,290 <span class="_ _1"></span>th<span class="_ _1"></span>ousand <span class="_ _8"></span>(31 <span class="_ _1"></span>December <span class="_ _8"></span>202<span class="_ _8"></span></span>2: <span class="_ _1"></span>PLN<span class="_ _1"></span> <span class="_ _1"></span>41<span class="_ _1"></span>7,402 </div><div class="t m0 x4 h4 y4b1 ff2 fs2 fc0 sc0 ls0 ws0">thousand<span class="_ _1"></span>), a<span class="_ _0"></span>nd  <span class="ff6">the <span class="_ _0"></span>Company’s liabilities <span class="_ _0"></span>amounted to PLN<span class="ff2"> 56,885 <span class="_ _7"></span>th<span class="_ _1"></span>ousand (31 <span class="_ _0"></span>December 2022<span class="ls1a">: </span>PLN <span class="_ _0"></span>1<span class="ls4">25</span>,<span class="ls4">861</span> thousan<span class="_ _1"></span>d) </span></span></div><div class="t m0 x4 h4 y4b2 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>were <span class="_ _8"></span>related <span class="_ _10"></span>only <span class="_ _10"></span>to <span class="_ _10"></span>trading <span class="_ _8"></span>activities<span class="_ _1"></span>.<span class="ff1 fs1"> <span class="_ _11"> </span></span>The <span class="_ _8"></span>Manage<span class="_ _1"></span>ment <span class="_ _10"></span>Board <span class="_ _10"></span>of <span class="_ _8"></span>the <span class="_ _10"></span>Company <span class="_ _10"></span>does <span class="_ _10"></span>not <span class="_ _10"></span>analyse <span class="_ _8"></span>the <span class="_ _10"></span>assets <span class="_ _10"></span>and </div><div class="t m0 x4 h4 y4b3 ff2 fs2 fc0 sc0 ls0 ws0">liabilities of the Company b<span class="_ _1"></span>roken down into in<span class="_ _1"></span>dividual segments.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y4b4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4b5 ff2 fs2 fc0 sc0 ls0 ws0">The Company h<span class="_ _1"></span>as no non<span class="_ _1"></span>-current assets locat<span class="_ _1"></span>ed abroad. </div><div class="t m0 x4 h4 y45d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y671 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>most <span class="_ _8"></span>important <span class="_ _1"></span>geo<span class="_ _1"></span>graphic <span class="_ _1"></span>export <span class="_ _8"></span>directions <span class="_ _8"></span>of <span class="_ _1"></span>the <span class="_ _8"></span>Company<span class="_ _1"></span> <span class="_ _1"></span>are <span class="_ _1"></span>disclosed <span class="_ _8"></span>in <span class="_ _1"></span>note<span class="_ _1"></span> <span class="_ _10"></span><span class="ls4">23<span class="ls5">. <span class="_ _1"></span></span></span>Moreover, <span class="_ _1"></span>in <span class="_ _8"></span>the <span class="_ _1"></span>repo<span class="_ _1"></span>rt <span class="_ _1"></span>on </div><div class="t m0 x4 h4 y672 ff2 fs2 fc0 sc0 ls0 ws0">its activities, th<span class="_ _1"></span>e Company also presented information<span class="_ _1"></span> by brand<span class="_ _1"></span>.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y673 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><a class="l" href="#pf13" ><span class="d m1" style="border-style:none;position:absolute;left:877.080000px;bottom:1271.720000px;width:14.500000px;height:13.020000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf30" ><span class="d m1" style="border-style:none;position:absolute;left:825.020000px;bottom:198.148000px;width:14.630000px;height:12.206000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf2f" class="pf w0 h0" ><div class="pc pc2f w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">47<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y674 w8f h78"><div class="t m0 x10 hf y675 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended  </div><div class="t m0 x10 hf y21f ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x104 y674 w90 h78"><div class="t m0 xd7 h28 y1dc ff7 fs3 fc0 sc0 ls0 ws0">EXPORT SALES </div></div><div class="c xa1 y674 w91 h78"><div class="t m0 x12 h28 y675 ff7 fs3 fc0 sc0 ls0 ws0">WHOLESALE </div><div class="t m0 x32 h28 y21f ff7 fs3 fc0 sc0 ls0 ws0">MARKET </div></div><div class="c x105 y674 w92 h78"><div class="t m0 x25 h28 y675 ff7 fs3 fc0 sc0 ls0 ws0">RETAIL </div><div class="t m0 x21 h28 y21f ff7 fs3 fc0 sc0 ls0 ws0">NETWORKS </div></div><div class="c xa2 y674 w93 h78"><div class="t m0 x50 h28 y1dc ff7 fs3 fc0 sc0 ls0 ws0">RETAIL SALES </div></div><div class="c x106 y674 w90 h78"><div class="t m0 x5a hf y1dc ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4 y676 w8f h1b"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x104 y676 w90 h1b"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y676 w91 h1b"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y676 w92 h1b"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y676 w93 h1b"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y676 w90 h1b"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y3d8 w8f he"><div class="t m0 x19 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customers </div><div class="t m0 x19 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">by geographic<span class="_ _0"></span>al areas: </div></div><div class="c x104 y3d8 w90 he"><div class="t m0 xb2 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa1 y3d8 w91 he"><div class="t m0 xb2 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y3d8 w92 he"><div class="t m0 xb2 h7 y61 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y3d8 w93 he"><div class="t m0 xb2 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y3d8 w90 he"><div class="t m0 xb2 h7 y61 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y677 w8f h5d"><div class="t m0 x14 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Poland </div></div><div class="c x104 y677 w90 h5d"><div class="t m0 xf h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa1 y677 w91 h5d"><div class="t m0 x18 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">253,196      </span></div></div><div class="c x105 y677 w92 h5d"><div class="t m0 x1b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">65,208      </span></div></div><div class="c xa2 y677 w93 h5d"><div class="t m0 x1b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">48,538      </span></div></div><div class="c x106 y677 w90 h5d"><div class="t m0 x26 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">366,942 </div></div><div class="c x4 y658 w8f h5d"><div class="t m0 x14 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>ountries </div></div><div class="c x104 y658 w90 h5d"><div class="t m0 x26 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">204,894      </div></div><div class="c xa1 y658 w91 h5d"><div class="t m0 xf h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y658 w92 h5d"><div class="t m0 xf h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa2 y658 w93 h5d"><div class="t m0 xf h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y658 w90 h5d"><div class="t m0 x1a h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">204,894      </span></div></div><div class="c x4 y678 w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Total segment rev<span class="_ _0"></span>enue </div></div><div class="c x104 y678 w90 h5d"><div class="t m0 x26 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">204,894      </div></div><div class="c xa1 y678 w91 h5d"><div class="t m0 x22 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">253,196      </span></div></div><div class="c x105 y678 w92 h5d"><div class="t m0 x1b hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">65,208      </span></div></div><div class="c xa2 y678 w93 h5d"><div class="t m0 x1b hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">48,538      </span></div></div><div class="c x106 y678 w90 h5d"><div class="t m0 x1c hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">571,836      </span></div></div><div class="c x4 y679 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y679 w90 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y679 w91 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y679 w92 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y679 w93 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y679 w90 h5d"><div class="t m0 x41 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y67a w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Cost of goods sol<span class="_ _0"></span>d </div></div><div class="c x104 y67a w90 h5d"><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y67a w91 h5d"><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y67a w92 h5d"><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y67a w93 h5d"><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y67a w90 h5d"><div class="t m0 x41 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y67b w8f h5d"><div class="t m0 x12 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customers </div></div><div class="c x104 y67b w90 h5d"><div class="t m0 x2f h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (156,366)     </div></div><div class="c xa1 y67b w91 h5d"><div class="t m0 x1b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(176,764)     </span></div></div><div class="c x105 y67b w92 h5d"><div class="t m0 x48 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(47,421)     </span></div></div><div class="c xa2 y67b w93 h5d"><div class="t m0 x48 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(27,092)     </span></div></div><div class="c x106 y67b w90 h5d"><div class="t m0 x43 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(407,643)     </span></div></div><div class="c x4 y67c w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Total costs of good<span class="_ _0"></span>s sold </div></div><div class="c x104 y67c w90 h5d"><div class="t m0 x2f hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0"> (156,366)     </div></div><div class="c xa1 y67c w91 h5d"><div class="t m0 xd7 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">(176,764)     </span></div></div><div class="c x105 y67c w92 h5d"><div class="t m0 x48 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(47,421)     </span></div></div><div class="c xa2 y67c w93 h5d"><div class="t m0 x48 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(27,092)     </span></div></div><div class="c x106 y67c w90 h5d"><div class="t m0 x43 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(407,643)     </span></div></div><div class="c x4 y67d w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Gross profit </div></div><div class="c x104 y67d w90 h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">48,528      </span></div></div><div class="c xa1 y67d w91 h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">76,432      </span></div></div><div class="c x105 y67d w92 h5d"><div class="t m0 x1b hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">17,787      </span></div></div><div class="c xa2 y67d w93 h5d"><div class="t m0 x1b hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">21,446      </span></div></div><div class="c x106 y67d w90 h5d"><div class="t m0 x1c hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">164,193      </span></div></div><div class="c x4 y67e w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Gross profit margin<span class="_ _0"></span> </div></div><div class="c x104 y67e w90 h5d"><div class="t m0 xa3 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">24%<span class="ls0"> </span></div></div><div class="c xa1 y67e w91 h5d"><div class="t m0 xa3 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">30%<span class="ls0"> </span></div></div><div class="c x105 y67e w92 h5d"><div class="t m0 xa3 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">27%<span class="ls0"> </span></div></div><div class="c xa2 y67e w93 h5d"><div class="t m0 xa3 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">44%<span class="ls0"> </span></div></div><div class="c x106 y67e w90 h5d"><div class="t m0 xa3 hf y4e1 ff3 fs3 fc0 sc0 ls7 ws0">29%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y67f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5a9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y680 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y681 w8f h79"><div class="t m0 x10 hf y682 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended  </div><div class="t m0 x10 hf y21f ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x104 y681 w90 h79"><div class="t m0 xd7 h28 y1dc ff7 fs3 fc0 sc0 ls0 ws0">EXPORT SALES </div></div><div class="c xa1 y681 w91 h79"><div class="t m0 x12 h28 y682 ff7 fs3 fc0 sc0 ls0 ws0">WHOLESALE </div><div class="t m0 x32 h28 y21f ff7 fs3 fc0 sc0 ls0 ws0">MARKET </div></div><div class="c x105 y681 w92 h79"><div class="t m0 x25 h28 y682 ff7 fs3 fc0 sc0 ls0 ws0">RETAIL </div><div class="t m0 x21 h28 y21f ff7 fs3 fc0 sc0 ls0 ws0">NETWORKS </div></div><div class="c xa2 y681 w93 h79"><div class="t m0 x50 h28 y1dc ff7 fs3 fc0 sc0 ls0 ws0">RETAIL SALES </div></div><div class="c x106 y681 w90 h79"><div class="t m0 x5a hf y1dc ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x4 y512 w8f h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x104 y512 w90 h59"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y512 w91 h59"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y512 w92 h59"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y512 w93 h59"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y512 w90 h59"><div class="t m0 x41 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y683 w8f he"><div class="t m0 x19 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customers </div><div class="t m0 x19 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">by geographic<span class="_ _0"></span>al areas: </div></div><div class="c x104 y683 w90 he"><div class="t m0 xb2 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa1 y683 w91 he"><div class="t m0 xb2 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y683 w92 he"><div class="t m0 xb2 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xa2 y683 w93 he"><div class="t m0 xb2 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x106 y683 w90 he"><div class="t m0 xb2 h7 ybc ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y54 w8f h14"><div class="t m0 x14 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Poland </div></div><div class="c x104 y54 w90 h14"><div class="t m0 xf h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa1 y54 w91 h14"><div class="t m0 x1a h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">259,657      </span></div></div><div class="c x105 y54 w92 h14"><div class="t m0 x50 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">69,098      </span></div></div><div class="c xa2 y54 w93 h14"><div class="t m0 x50 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">46,949      </span></div></div><div class="c x106 y54 w90 h14"><div class="t m0 x26 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">375,704 </div></div><div class="c x4 y261 w8f h14"><div class="t m0 x14 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>ountries </div></div><div class="c x104 y261 w90 h14"><div class="t m0 x22 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">218,606      </span></div></div><div class="c xa1 y261 w91 h14"><div class="t m0 xf h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x105 y261 w92 h14"><div class="t m0 xf h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xa2 y261 w93 h14"><div class="t m0 xf h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x106 y261 w90 h14"><div class="t m0 x22 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">218,606      </span></div></div><div class="c x4 y684 w8f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Total segment revenu<span class="_ _0"></span>e </div></div><div class="c x104 y684 w90 h14"><div class="t m0 x1b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">218,606      </span></div></div><div class="c xa1 y684 w91 h14"><div class="t m0 x12 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">259,657      </span></div></div><div class="c x105 y684 w92 h14"><div class="t m0 x50 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">69,098      </span></div></div><div class="c xa2 y684 w93 h14"><div class="t m0 x43 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">46,949      </span></div></div><div class="c x106 y684 w90 h14"><div class="t m0 x1b hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">594,310      </span></div></div><div class="c x4 y685 w8f h41"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x104 y685 w90 h41"><div class="t m0 x41 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y685 w91 h41"><div class="t m0 x41 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y685 w92 h41"><div class="t m0 x41 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y685 w93 h41"><div class="t m0 x41 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y685 w90 h41"><div class="t m0 x41 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y686 w8f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Cost of goods sol<span class="_ _0"></span>d </div></div><div class="c x104 y686 w90 h14"><div class="t m0 x41 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa1 y686 w91 h14"><div class="t m0 x41 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x105 y686 w92 h14"><div class="t m0 x41 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xa2 y686 w93 h14"><div class="t m0 x41 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x106 y686 w90 h14"><div class="t m0 x41 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y477 w8f h14"><div class="t m0 x12 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">Sales to e<span class="_ _0"></span>xternal customers </div></div><div class="c x104 y477 w90 h14"><div class="t m0 x16 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(163 591)     </span></div></div><div class="c xa1 y477 w91 h14"><div class="t m0 x50 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">(193,900)     </span></div></div><div class="c x105 y477 w92 h14"><div class="t m0 xc2 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">(49,377)     </span></div></div><div class="c xa2 y477 w93 h14"><div class="t m0 x82 h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(27,653)     </span></div></div><div class="c x106 y477 w90 h14"><div class="t m0 x8f h7 y95 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">(434,521)     </span></div></div><div class="c x4 y687 w8f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Total costs of good<span class="_ _0"></span>s sold </div></div><div class="c x104 y687 w90 h14"><div class="t m0 xe3 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(163,591)     </span></div></div><div class="c xa1 y687 w91 h14"><div class="t m0 x21 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">(193,900)     </span></div></div><div class="c x105 y687 w92 h14"><div class="t m0 x3e hf y95 ff3 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(49,377)     </span></div></div><div class="c xa2 y687 w93 h14"><div class="t m0 x82 hf y95 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(27,653)     </span></div></div><div class="c x106 y687 w90 h14"><div class="t m0 x8f hf y95 ff3 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">(434,521)     </span></div></div><div class="c x4 y688 w8f h16"><div class="t m0 x10 hf yb2 ff3 fs3 fc0 sc0 ls0 ws0">Gross profit </div></div><div class="c x104 y688 w90 h16"><div class="t m0 x44 hf yb2 ff3 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">55,015      </span></div></div><div class="c xa1 y688 w91 h16"><div class="t m0 x12 hf yb2 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">65,757      </span></div></div><div class="c x105 y688 w92 h16"><div class="t m0 x21 hf yb2 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">19,721      </span></div></div><div class="c xa2 y688 w93 h16"><div class="t m0 xd7 hf yb2 ff3 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">19,296      </span></div></div><div class="c x106 y688 w90 h16"><div class="t m0 x1b hf yb2 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">159,789      </span></div></div><div class="c x4 y4ed w8f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Gross profit margin<span class="_ _0"></span> </div></div><div class="c x104 y4ed w90 h14"><div class="t m0 xa3 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">25%<span class="ls0"> </span></div></div><div class="c xa1 y4ed w91 h14"><div class="t m0 xa3 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">25%<span class="ls0"> </span></div></div><div class="c x105 y4ed w92 h14"><div class="t m0 xa3 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">29%<span class="ls0"> </span></div></div><div class="c xa2 y4ed w93 h14"><div class="t m0 xa3 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">41%<span class="ls0"> </span></div></div><div class="c x106 y4ed w90 h14"><div class="t m0 xa3 hf y95 ff3 fs3 fc0 sc0 ls7 ws0">27%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4 y689 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y4f0 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y68f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y690 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y691 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y692 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y693 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y694 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y4fb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y695 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y696 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y697 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x42 h4 y698 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7a y699 ff2 fs4 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w0 h0" ><div class="pc pc30 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">48<span class="fs1 ls0"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">23.<span class="ff8 ls0"> <span class="ff3">Sales reven<span class="_ _0"></span>ue </span></span></div></div><div class="c x4 y5f w94 he"><div class="t m0 x10 h7 y0 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y5f w95 he"><div class="t m0 x5d hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x2d hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x107 y5f w96 he"><div class="t m0 x5d hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x2d hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December <span class="ls7">20</span>22<span class="_ _0"></span> </div></div><div class="c x4 y506 w94 h4d"><div class="t m0 x10 h7b y0 ff3 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x105 y506 w95 h4d"><div class="t m0 x108 h17 y4aa ff2 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x107 y506 w96 h4d"><div class="t m0 xa8 h17 y4aa ff2 fs7 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y69a w94 h4d"><div class="t m0 x10 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Sales of goo<span class="_ _0"></span>ds for resale </div></div><div class="c x105 y69a w95 h4d"><div class="t m0 x9 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">571,836 </div></div><div class="c x107 y69a w96 h4d"><div class="t m0 x9 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">594,310 </div></div><div class="c x4 y29f w94 h4d"><div class="t m0 x10 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">Total sales reven<span class="_ _0"></span>ue </div></div><div class="c x105 y29f w95 h4d"><div class="t m0 xb6 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">571,836 </div></div><div class="c x107 y29f w96 h4d"><div class="t m0 xb6 hf y38c ff3 fs3 fc0 sc0 ls0 ws0">594,310 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y69b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y69c ff2 fs2 fc0 sc0 ls0 ws0">The geographical stru<span class="_ _1"></span>cture of sales revenues is<span class="_ _1"></span> presented below. Moreover, in t<span class="_ _1"></span>he report on its a<span class="_ _1"></span>ctivities, the Company </div><div class="t m0 x4 h4 y255 ff2 fs2 fc0 sc0 ls0 ws0">also presented in<span class="_ _1"></span>formation by bran<span class="_ _1"></span>d. </div><div class="t m0 x4 h4 y256 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y69d w58 h7c"><div class="t m0 x10 h7 y473 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y69d w20 h7c"><div class="t m0 xf4 hf y473 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>31 December <span class="ls7">2023</span> </div></div><div class="c xff y69d w97 h7c"><div class="t m0 xf4 hf y473 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span>31 December <span class="ls7">2022</span> </div></div><div class="c x4 y69e w58 h7d"><div class="t m0 x10 h7 y473 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y69e w98 h7d"><div class="t m0 x2e hf y473 ff3 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x74 y69e w98 h7d"><div class="t m0 xb5 hf y473 ff3 fs3 fc0 sc0 ls0 ws0">Share </div></div><div class="c xff y69e w99 h7d"><div class="t m0 x2e hf y473 ff3 fs3 fc0 sc0 ls0 ws0">Sales revenue </div></div><div class="c x102 y69e w98 h7d"><div class="t m0 x17 hf y473 ff3 fs3 fc0 sc0 ls0 ws0">Share </div></div><div class="c x4 y211 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Ukraine </div></div><div class="c x6f y211 w98 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">37<span class="ls0">,</span>393<span class="ls0"> </span></div></div><div class="c x74 y211 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">6.<span class="ls7">5%</span> </div></div><div class="c xff y211 w99 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">26<span class="ls0">,</span>128<span class="ls0"> </span></div></div><div class="c x102 y211 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls7">4%</span> </div></div><div class="c x4 y69f w58 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Romania </div></div><div class="c x6f y69f w98 h21"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">34<span class="ls0">,</span>407<span class="ls0"> </span></div></div><div class="c x74 y69f w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">6.<span class="ls7">0%</span> </div></div><div class="c xff y69f w99 h21"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">54<span class="ls0">,</span>092<span class="ls0"> </span></div></div><div class="c x102 y69f w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">9.<span class="ls7">1%</span> </div></div><div class="c x4 y6a0 w58 h23"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Hungary </div></div><div class="c x6f y6a0 w98 h23"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">23<span class="ls0">,</span>905<span class="ls0"> </span></div></div><div class="c x74 y6a0 w98 h23"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">4.<span class="ls7">2%</span> </div></div><div class="c xff y6a0 w99 h23"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">21<span class="ls0">,</span>096<span class="ls0"> </span></div></div><div class="c x102 y6a0 w98 h23"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">3.6% </div></div><div class="c x4 y6a1 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Belarus </div></div><div class="c x6f y6a1 w98 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">21<span class="ls0">,</span>324<span class="ls0"> </span></div></div><div class="c x74 y6a1 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">7%</span> </div></div><div class="c xff y6a1 w99 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">18<span class="ls0">,</span>419<span class="ls0"> </span></div></div><div class="c x102 y6a1 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">1%</span> </div></div><div class="c x4 y6a2 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Baltic<span class="_ _0"></span> countries </div></div><div class="c x6f y6a2 w98 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">,</span>090<span class="ls0"> </span></div></div><div class="c x74 y6a2 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">5%</span> </div></div><div class="c xff y6a2 w99 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">22<span class="ls0">,</span>399<span class="ls0"> </span></div></div><div class="c x102 y6a2 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">3.<span class="ls7">8%</span> </div></div><div class="c x4 y6a3 w58 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Czech Republi<span class="_ _0"></span>c </div></div><div class="c x6f y6a3 w98 h21"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0">,</span>786<span class="ls0"> </span></div></div><div class="c x74 y6a3 w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2.<span class="ls7">1%</span> </div></div><div class="c xff y6a3 w99 h21"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0">,</span>193<span class="ls0"> </span></div></div><div class="c x102 y6a3 w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">9%</span> </div></div><div class="c x4 y6a4 w58 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Bulgaria </div></div><div class="c x6f y6a4 w98 h1f"><div class="t m0 x9 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">10<span class="ls0">,</span>057<span class="ls0"> </span></div></div><div class="c x74 y6a4 w98 h1f"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">8%</span> </div></div><div class="c xff y6a4 w99 h1f"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">9,<span class="ls7">348</span> </div></div><div class="c x102 y6a4 w98 h1f"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">6%</span> </div></div><div class="c x4 y1f3 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls2e ws0">Mo<span class="ls0">ldova </span></div></div><div class="c x6f y1f3 w98 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">8,<span class="ls7">708</span> </div></div><div class="c x74 y1f3 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">5%</span> </div></div><div class="c xff y1f3 w99 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">11<span class="ls0">,</span>825<span class="ls0"> </span></div></div><div class="c x102 y1f3 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">2.<span class="ls7">0%</span> </div></div><div class="c x4 y6a5 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Gre<span class="ls2f">ece</span> </div></div><div class="c x6f y6a5 w98 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">6,<span class="ls7">969</span> </div></div><div class="c x74 y6a5 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">2%</span> </div></div><div class="c xff y6a5 w99 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">016</span> </div></div><div class="c x102 y6a5 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">2%</span> </div></div><div class="c x4 y6a6 w58 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Russia </div></div><div class="c x6f y6a6 w98 h21"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">6,<span class="ls7">075</span> </div></div><div class="c x74 y6a6 w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">1%</span> </div></div><div class="c xff y6a6 w99 h21"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">7,<span class="ls7">335</span> </div></div><div class="c x102 y6a6 w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">2%</span> </div></div><div class="c x4 y6a7 w58 h1f"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Germany </div></div><div class="c x6f y6a7 w98 h1f"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">4,<span class="ls7">792</span> </div></div><div class="c x74 y6a7 w98 h1f"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls7">8%</span> </div></div><div class="c xff y6a7 w99 h1f"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">6,<span class="ls7">641</span> </div></div><div class="c x102 y6a7 w98 h1f"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1.<span class="ls7">1%</span> </div></div><div class="c x4 y6a8 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Europe <span class="ff6">–</span> ot<span class="_ _0"></span>her EU countries </div></div><div class="c x6f y6a8 w98 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">9,321 </div></div><div class="c x74 y6a8 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.6% </div></div><div class="c xff y6a8 w99 h1f"><div class="t m0 x9 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">10,965 </div></div><div class="c x102 y6a8 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.8% </div></div><div class="c x4 y3a5 w58 h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Europe <span class="ff6">–</span> ot<span class="_ _0"></span>her non-EU countrie<span class="_ _0"></span>s </div></div><div class="c x6f y3a5 w98 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">7,546 </div></div><div class="c x74 y3a5 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.3% </div></div><div class="c xff y3a5 w99 h1f"><div class="t m0 x17 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">8,991 </div></div><div class="c x102 y3a5 w98 h1f"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1.5% </div></div><div class="c x4 y1bd w58 h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>ontinents </div></div><div class="c x6f y1bd w98 h21"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2,<span class="ls7">521</span> </div></div><div class="c x74 y1bd w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">0.5% </div></div><div class="c xff y1bd w99 h21"><div class="t m0 x17 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">158</span> </div></div><div class="c x102 y1bd w98 h21"><div class="t m0 x85 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">0.<span class="ls7">5%</span> </div></div><div class="c x4 y6a9 w58 h44"><div class="t m0 x10 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">Total export </div></div><div class="c x6f y6a9 w98 h44"><div class="t m0 x40 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">204,894 </div></div><div class="c x74 y6a9 w98 h44"><div class="t m0 x42 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">35.8%<span class="ls0"> </span></div></div><div class="c xff y6a9 w99 h44"><div class="t m0 x40 hf y314 ff3 fs3 fc0 sc0 ls0 ws0">218,606 </div></div><div class="c x102 y6a9 w98 h44"><div class="t m0 x42 hf y314 ff3 fs3 fc0 sc0 ls7 ws0">36.8%<span class="ls0"> </span></div></div><div class="c x4 y6aa w58 h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Poland </div></div><div class="c x6f y6aa w98 h25"><div class="t m0 x40 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">366,942 </div></div><div class="c x74 y6aa w98 h25"><div class="t m0 x109 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">64.2% </div></div><div class="c xff y6aa w99 h25"><div class="t m0 x40 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">375,704 </div></div><div class="c x102 y6aa w98 h25"><div class="t m0 x109 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">63.2% </div></div><div class="c x4 y6ab w58 h44"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Total sales reven<span class="_ _0"></span>ue </div></div><div class="c x6f y6ab w98 h44"><div class="t m0 x40 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">571,836 </div></div><div class="c x74 y6ab w98 h44"><div class="t m0 x65 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">100.0%<span class="ls0"> </span></div></div><div class="c xff y6ab w99 h44"><div class="t m0 x40 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">594,310 </div></div><div class="c x102 y6ab w98 h44"><div class="t m0 x65 hf y313 ff3 fs3 fc0 sc0 ls7 ws0">100.0%<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y6ac ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6ad ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>company<span class="_ _1"></span> <span class="_ _1"></span>has<span class="_ _1"></span> <span class="_ _1"></span>been <span class="_ _8"></span>present <span class="_ _8"></span>on <span class="_ _8"></span>the <span class="_ _8"></span>markets <span class="_ _8"></span>of <span class="_ _1"></span>E<span class="_ _1"></span>astern <span class="_ _1"></span>Euro<span class="_ _1"></span>pe <span class="_ _1"></span>for <span class="_ _8"></span>a <span class="_ _8"></span>long <span class="_ _8"></span>time, <span class="_ _1"></span>in <span class="_ _8"></span>particular <span class="_ _8"></span>in<span class="_ _8"></span> <span class="_ _8"></span>Ukraine, <span class="_ _8"></span>Belarus <span class="_ _8"></span>and </div><div class="t m0 x4 h4 y6ae ff2 fs2 fc0 sc0 ls0 ws0">Russia. <span class="_ _8"></span>Despite <span class="_ _8"></span>its <span class="_ _8"></span>long <span class="_ _8"></span>presence <span class="_ _8"></span>on <span class="_ _8"></span>these <span class="_ _8"></span>markets,<span class="_ _1"></span> <span class="_ _1"></span>the <span class="_ _8"></span>Compan<span class="_ _1"></span>y <span class="_ _1"></span>did<span class="_ _1"></span> <span class="_ _1"></span>not <span class="_ _8"></span>hav<span class="_ _1"></span>e <span class="_ _1"></span>any <span class="_ _8"></span>as<span class="_ _1"></span>sets <span class="_ _1"></span>there, <span class="_ _8"></span>and <span class="_ _8"></span>transact<span class="_ _1"></span>ions <span class="_ _8"></span>with </div><div class="t m0 x4 h4 y6af ff2 fs2 fc0 sc0 ls0 ws0">local <span class="_ _1"></span>customers <span class="_ _1"></span>were <span class="_ _1"></span>of a <span class="_ _1"></span>sh<span class="_ _1"></span>ort<span class="_ _1"></span>-term natu<span class="_ _1"></span>re. <span class="_ _1"></span>The <span class="_ _1"></span>Russian<span class="_ _1"></span>-Ukrainian <span class="_ _1"></span>conflict <span class="_ _1"></span>that <span class="_ _1"></span>started <span class="_ _1"></span>with <span class="_ _1"></span>hos<span class="_ _1"></span>tilities o<span class="_ _1"></span>n <span class="_ _1"></span><span class="ls4">24 <span class="_ _1"></span></span>Februar<span class="_ _1"></span>y </div><div class="t m0 x4 h4 y6b0 ff2 fs2 fc0 sc0 ls0 ws0">2022 <span class="_ _11"></span>disrupted <span class="_ _13"> </span>trade <span class="_ _11"> </span>relations <span class="_ _11"> </span>in <span class="_ _11"> </span>these <span class="_ _13"> </span>markets, <span class="_ _11"></span>resulting <span class="_ _11"></span>in <span class="_ _11"> </span>a <span class="_ _11"> </span>temporary <span class="_ _11"> </span>freezing <span class="_ _11"> </span>o<span class="_ _1"></span>f <span class="_ _11"></span>relations <span class="_ _11"> </span>with <span class="_ _11"> </span>some <span class="_ _11"> </span>clients <span class="_ _11"> </span>or<span class="_ _1"></span> </div><div class="t m0 x4 h4 y543 ff2 fs2 fc0 sc0 ls0 ws0">suspens<span class="_ _1"></span>ion <span class="_ _0"></span>of cooperation. <span class="_ _0"></span>It should be e<span class="_ _0"></span>mphasized that the <span class="_ _0"></span>Compan<span class="_ _1"></span>y complied <span class="_ _0"></span>with all sanctions imposed <span class="_ _0"></span>by the <span class="_ _0"></span>Polish </div><div class="t m0 x4 h4 y6b1 ff2 fs2 fc0 sc0 ls0 ws0">government, <span class="_ _12"> </span>European  Unio<span class="_ _0"></span>n <span class="_ _12"> </span>structures, <span class="_ _13"> </span>gov<span class="_ _1"></span>ernments <span class="_ _13"> </span>of <span class="_ _13"> </span>other  countries <span class="_ _13"> </span>and <span class="_ _13"> </span>international  institutions <span class="_ _13"> </span>on <span class="_ _13"> </span>entities, </div><div class="t m0 x4 h4 y6b2 ff2 fs2 fc0 sc0 ls0 ws0">persons and <span class="_ _0"></span>goods indicated <span class="_ _7"></span>in the <span class="_ _7"></span>rel<span class="_ _1"></span>evant le<span class="_ _0"></span>gal <span class="_ _0"></span>acts. TOYA S.A. <span class="_ _7"></span>has implemented <span class="_ _0"></span>appropriat<span class="_ _1"></span>e <span class="_ _7"></span>p<span class="_ _1"></span>rocedures <span class="_ _0"></span>in this <span class="_ _7"></span>r<span class="_ _1"></span>egard. </div><div class="t m0 x4 h4 y6b3 ff2 fs2 fc0 sc0 ls0 ws0">However, <span class="_ _10"></span>the <span class="_ _10"></span>i<span class="_ _1"></span>mplemented <span class="_ _10"></span>pro<span class="_ _1"></span>cedures <span class="_ _10"></span>an<span class="_ _1"></span>d <span class="_ _10"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>need <span class="_ _10"></span>to <span class="_ _10"></span>v<span class="_ _1"></span>erify <span class="_ _10"></span>and <span class="_ _10"></span>comply<span class="_ _1"></span> <span class="_ _10"></span>with <span class="_ _10"></span>all <span class="_ _11"></span>economic <span class="_ _10"></span>sanctio<span class="_ _1"></span>ns <span class="_ _10"></span>resulted <span class="_ _11"></span>in <span class="_ _10"></span>a </div><div class="t m0 x4 h4 y6b4 ff2 fs2 fc0 sc0 ls0 ws0">slowdown <span class="_ _10"></span>in <span class="_ _11"></span>trade <span class="_ _10"></span>with <span class="_ _10"></span>customers <span class="_ _10"></span>from <span class="_ _10"></span>th<span class="_ _1"></span>ese <span class="_ _10"></span>markets, <span class="_ _11"></span>which <span class="_ _10"></span>is, <span class="_ _10"></span>ho<span class="_ _1"></span>wever, <span class="_ _10"></span>beyond <span class="_ _10"></span>the <span class="_ _10"></span>Compan<span class="_ _1"></span>y&apos;s <span class="_ _10"></span>control. <span class="_ _11"></span>This <span class="_ _10"></span>may </div><div class="t m0 x4 h4 y6b5 ff2 fs2 fc0 sc0 ls0 ws0">impact trade with custo<span class="_ _1"></span>mers present in t<span class="_ _1"></span>hese markets in future qu<span class="_ _1"></span>arters<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y6b6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6b7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6b8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6b9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6ba ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6bb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6bc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y54c ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w0 h0" ><div class="pc pc31 w0 h0"><img class="bi x96 y3a w48 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">49<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">24.<span class="ff8 ls0"> <span class="ff3">Cost <span class="_ _0"></span>by type and cost of <span class="_ _0"></span>goods sold </span></span></div></div><div class="c x4 y5f w9a he"><div class="t m0 x10 hf y61 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y5f w9b he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x10b y5f w9c he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y6bd w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Amortisati<span class="_ _0"></span>on and depreciatio<span class="_ _0"></span>n<span class="_ _1"></span> </div></div><div class="c x10a y6bd w9b h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">9,219 </div></div><div class="c x10b y6bd w9c h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">9,276 </div></div><div class="c x4 y6be w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Material<span class="_ _0"></span> and energy consumpt<span class="_ _0"></span>ion </div></div><div class="c x10a y6be w9b h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">6,277 </div></div><div class="c x10b y6be w9c h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">7,100 </div></div><div class="c x4 y315 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Third-party se<span class="_ _0"></span>rvices, including: </div></div><div class="c x10a y315 w9b h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">25,511 </div></div><div class="c x10b y315 w9c h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">28,141 </div></div><div class="c x4 y316 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">costs of transporta<span class="_ _1"></span>tion </div></div><div class="c x10a y316 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">7,414 </div></div><div class="c x10b y316 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">8,080 </div></div><div class="c x4 y4b8 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">warehouse s<span class="_ _1"></span>ervices </div></div><div class="c x10a y4b8 w9d h5c"><div class="t m0 x5b h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">201 </div></div><div class="c x10b y4b8 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">3,602 </div></div><div class="c x4 y6bf w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">service charges for s<span class="_ _1"></span>pace lease agreements<span class="_ _1"></span> </div></div><div class="c x10a y6bf w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">2,463 </div></div><div class="c x10b y6bf w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">2,651 </div></div><div class="c x4 y6c0 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">IT and telecommunica<span class="_ _1"></span>tions costs </div></div><div class="c x10a y6c0 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">2,504 </div></div><div class="c x10b y6c0 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">2,230 </div></div><div class="c x4 y6c1 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">costs of accessing online sales<span class="_ _1"></span> platforms<span class="_ _1"></span> </div></div><div class="c x10a y6c1 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">6,849 </div></div><div class="c x10b y6c1 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">6,490 </div></div><div class="c x4 y6c2 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">legal, audit and cons<span class="_ _1"></span>ulting costs </div></div><div class="c x10a y6c2 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">2,412 </div></div><div class="c x10b y6c2 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">1,892 </div></div><div class="c x4 y6c3 w9a h5c"><div class="t m0 x10d h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">other external services<span class="_ _1"></span> </div></div><div class="c x10a y6c3 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">3,668 </div></div><div class="c x10b y6c3 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">3,196 </div></div><div class="c x4 y6c4 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Taxes and fee<span class="_ _0"></span>s </div></div><div class="c x10a y6c4 w9b h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">2,389 </div></div><div class="c x10b y6c4 w9c h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,762 </div></div><div class="c x4 y6c5 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Costs of e<span class="_ _0"></span>mployee benefits </div></div><div class="c x10a y6c5 w9b h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">47,951 </div></div><div class="c x10b y6c5 w9c h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">43,459 </div></div><div class="c x4 y6c6 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Other c<span class="_ _0"></span>osts by type </div></div><div class="c x10a y6c6 w9b h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">6,387 </div></div><div class="c x10b y6c6 w9c h5c"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">4,595 </div></div><div class="c x4 y6a0 w9a h7e"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Value of goo<span class="_ _0"></span>ds for resale and mate<span class="_ _0"></span>rials sold  </div></div><div class="c x10a y6a0 w9b h7e"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">407,643 </div></div><div class="c x10b y6a0 w9c h7e"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">434,521 </div></div><div class="c x4 y3fe w9a h5c"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Total costs by type an<span class="_ _0"></span>d value of goo<span class="_ _0"></span>ds for resale sold </div></div><div class="c x10a y3fe w9b h5c"><div class="t m0 x85 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">505<span class="ls0">,</span>37<span class="ls0">7 </span></div></div><div class="c x10b y3fe w9c h5c"><div class="t m0 x85 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">528<span class="ls0">,</span>854<span class="ls0"> </span></div></div><div class="c x4 ya6 w9a h5c"><div class="t m0 x10 h4 y473 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a ya6 w9b h5c"><div class="t m0 x10e h4 y473 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x10b ya6 w9c h5c"><div class="t m0 x10e h4 y473 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6c7 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Selling cost<span class="_ _0"></span>s, including: </div></div><div class="c x10a y6c7 w9b h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">74,142 </div></div><div class="c x10b y6c7 w9c h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">73,143 </div></div><div class="c x4 y25d w9a h5c"><div class="t m0 x10f h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">amortisation and deprecia<span class="_ _1"></span>tion </div></div><div class="c x10a y25d w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">7,649 </div></div><div class="c x10b y25d w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">7,601 </div></div><div class="c x4 y6c8 w9a h5c"><div class="t m0 x10f h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">costs of employee <span class="_ _1"></span>benefits </div></div><div class="c x10a y6c8 w9d h5c"><div class="t m0 xb8 h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">31,140 </div></div><div class="c x10b y6c8 w9e h5c"><div class="t m0 xb8 h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">28,550 </div></div><div class="c x4 y6c9 w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Administrat<span class="_ _0"></span>ive expenses, inc<span class="_ _0"></span>luding: </div></div><div class="c x10a y6c9 w9b h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">23,592 </div></div><div class="c x10b y6c9 w9c h5c"><div class="t m0 x5f h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">21,190 </div></div><div class="c x4 y136 w9a h5c"><div class="t m0 x10f h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">amortisation and deprecia<span class="_ _1"></span>tion </div></div><div class="c x10a y136 w9d h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">1,570 </div></div><div class="c x10b y136 w9e h5c"><div class="t m0 xba h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">1,675 </div></div><div class="c x4 y6ca w9a h5c"><div class="t m0 x10f h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">costs of employee bene<span class="_ _1"></span>fits </div></div><div class="c x10a y6ca w9d h5c"><div class="t m0 xb8 h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">16,811 </div></div><div class="c x10b y6ca w9e h5c"><div class="t m0 xb8 h4e y314 ff5 fs7 fc0 sc0 ls0 ws0">14,909 </div></div><div class="c x4 y6cb w9a h5c"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Cost of goo<span class="_ _0"></span>ds for resale sold  </div></div><div class="c x10a y6cb w9b h5c"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">407,643 </div></div><div class="c x10b y6cb w9c h5c"><div class="t m0 x85 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">434,521 </div></div><div class="c x4 y6cc w9a h5c"><div class="t m0 x10 hf y412 ff3 fs3 fc0 sc0 ls0 ws0">Total selli<span class="_ _0"></span>ng, administrative costs an<span class="_ _0"></span>d costs of goods sold </div></div><div class="c x10a y6cc w9b h5c"><div class="t m0 x85 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">505<span class="ls0">,</span>37<span class="ls0">7 </span></div></div><div class="c x10b y6cc w9c h5c"><div class="t m0 x85 hf y412 ff3 fs3 fc0 sc0 ls7 ws0">528<span class="ls0">,</span>854<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h17 y6cd ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6ce ff2 fs2 fc0 sc0 ls0 ws0">The Company <span class="_ _1"></span>does not con<span class="_ _1"></span>duct important R&amp;D works<span class="_ _1"></span>. </div><div class="t m0 x1e h8 y6cf ff3 fs5 fc1 sc0 lsd ws0">25.<span class="ff8 ls0"> <span class="ff3">Cost <span class="_ _0"></span>of employee benefits <span class="_ _0"></span> </span></span></div></div><div class="c x4 y408 w9a he"><div class="t m0 x10 hf y61 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y408 w9b he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x10b y408 w9c he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y6d0 w9a h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Salaries f<span class="_ _0"></span>or employment cont<span class="_ _0"></span>racts and appointment<span class="_ _0"></span> contracts </div></div><div class="c x10a y6d0 w9b h21"><div class="t m0 x5f h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">37,394 </div></div><div class="c x10b y6d0 w9c h21"><div class="t m0 x5f h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">32,985 </div></div><div class="c x4 y6d1 w9a h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Wages of tempor<span class="_ _0"></span>ary workers </div></div><div class="c x10a y6d1 w9b h21"><div class="t m0 x10c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">1,946 </div></div><div class="c x10b y6d1 w9c h21"><div class="t m0 x10c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">2,705 </div></div><div class="c x4 y32d w9a h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Cost of so<span class="_ _0"></span>cial insurance </div></div><div class="c x10a y32d w9b h21"><div class="t m0 x10c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">7,124 </div></div><div class="c x10b y32d w9c h21"><div class="t m0 x10c h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">6,233 </div></div><div class="c x4 y6d2 w9a h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Cost of pr<span class="_ _0"></span>ovision for unuse<span class="_ _0"></span>d leaves </div></div><div class="c x10a y6d2 w9b h21"><div class="t m0 xdf h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">91<span class="ls0"> </span></div></div><div class="c x10b y6d2 w9c h21"><div class="t m0 x110 h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">194<span class="ls0"> </span></div></div><div class="c x4 y6d3 w9a h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Cost of pr<span class="_ _0"></span>ovision for retirement<span class="_ _0"></span> benefits </div></div><div class="c x10a y6d3 w9b h21"><div class="t m0 xdf h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">58<span class="ls0"> </span></div></div><div class="c x10b y6d3 w9c h21"><div class="t m0 xdf h7 yd9 ff2 fs3 fc0 sc0 ls7 ws0">79<span class="ls0"> </span></div></div><div class="c x4 y6d4 w9a h21"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Cost of r<span class="_ _0"></span>etirement and similar<span class="_ _0"></span> benefits paid </div></div><div class="c x10a y6d4 w9b h21"><div class="t m0 xdf h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">38<span class="ls0"> </span></div></div><div class="c x10b y6d4 w9c h21"><div class="t m0 xdf h7 yd4 ff2 fs3 fc0 sc0 ls7 ws0">18<span class="ls0"> </span></div></div><div class="c x4 y6d5 w9a h21"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Cost of o<span class="_ _0"></span>ther employee benefits </div></div><div class="c x10a y6d5 w9b h21"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,300 </div></div><div class="c x10b y6d5 w9c h21"><div class="t m0 x10c h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">1,245 </div></div><div class="c x4 y6d6 w9a h21"><div class="t m0 x10 hf yd4 ff3 fs3 fc0 sc0 ls0 ws0">Total employee b<span class="_ _0"></span>enefit costs </div></div><div class="c x10a y6d6 w9b h21"><div class="t m0 x5f hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">47<span class="ls0">,</span>951<span class="ls0"> </span></div></div><div class="c x10b y6d6 w9c h21"><div class="t m0 x5f hf yd4 ff3 fs3 fc0 sc0 ls7 ws0">43<span class="ls0">,</span>459<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 ha ybe ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2e ff2 fs2 fc0 sc0 ls0 ws0">Information on th<span class="_ _1"></span>e number of employees is p<span class="_ _1"></span>resented below:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y6d7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6d8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6d9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6da ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6db ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y671 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y6dc w9a he"><div class="t m0 x10 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x111 y6dc w9f he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x3b y6dc wa0 he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x3 y6dd w9a h7f"><div class="t m0 x16 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Average number o<span class="_ _0"></span>f employees <span class="_ _0"></span>per full-time equivalent </div></div><div class="c x111 y6dd w9f h7f"><div class="t m0 x110 h7 y38c ff2 fs3 fc0 sc0 ls7 ws0">322<span class="ls0"> </span></div></div><div class="c x3b y6dd wa0 h7f"><div class="t m0 x110 h7 y38c ff2 fs3 fc0 sc0 ls7 ws0">324<span class="ls0"> </span></div></div><div class="c x3 y6de w9a h4d"><div class="t m0 x16 h7 y38c ff2 fs3 fc0 sc0 ls0 ws0">Persons empl<span class="_ _0"></span>oyed at the end<span class="_ _0"></span> of the year </div></div><div class="c x111 y6de w9f h4d"><div class="t m0 x110 h7 y38c ff2 fs3 fc0 sc0 ls7 ws0">325<span class="ls0"> </span></div></div><div class="c x3b y6de wa0 h4d"><div class="t m0 x110 h7 y38c ff2 fs3 fc0 sc0 ls7 ws0">330<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf32" class="pf w0 h0" ><div class="pc pc32 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">50<span class="fs1 ls0"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">26.<span class="ff8 ls0"> <span class="ff3">Other ope<span class="_ _0"></span>rating reve<span class="_ _0"></span>nue and expenses </span></span></div></div><div class="c x4 y5f w4f he"><div class="t m0 x10 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">OTHER OPERATING <span class="_ _0"></span>REVENUE </div></div><div class="c x24 y5f wa1 he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y5f wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y6df w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Surplus of<span class="_ _0"></span> FX gains over FX loss<span class="_ _0"></span>es on operating act<span class="_ _0"></span>ivities </div></div><div class="c x24 y6df wa1 h37"><div class="t m0 x2d h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">2,529      </span></div></div><div class="c x27 y6df wc h37"><div class="t m0 x43 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                   <span class="_ _1"></span><span class="ls0">1,023      </span></div></div><div class="c x4 y6e0 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Revenue fro<span class="_ _0"></span>m other sales </div></div><div class="c x24 y6e0 wa1 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">95      </span></div></div><div class="c x27 y6e0 wc h37"><div class="t m0 xd7 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                       <span class="_ _1"></span><span class="ls0">229      </span></div></div><div class="c x4 y6e1 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Compensations<span class="_ _0"></span> received </div></div><div class="c x24 y6e1 wa1 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">14      </span></div></div><div class="c x27 y6e1 wc h37"><div class="t m0 x1a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">14      </span></div></div><div class="c x4 y3c0 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> received </div></div><div class="c x24 y3c0 wa1 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                  <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x27 y3c0 wc h37"><div class="t m0 x4a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4 y6e2 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Gain on sal<span class="_ _0"></span>e of property, pl<span class="_ _0"></span>ant and equipment </div></div><div class="c x24 y6e2 wa1 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">25      </span></div></div><div class="c x27 y6e2 wc h37"><div class="t m0 x1a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">29      </span></div></div><div class="c x4 y6e3 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Traffic damages o<span class="_ _0"></span>n balance wit<span class="_ _0"></span>h received compensat<span class="_ _0"></span>ion </div></div><div class="c x24 y6e3 wa1 h37"><div class="t m0 x32 h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">2     <span class="_ _1"></span> </span></div></div><div class="c x27 y6e3 wc h37"><div class="t m0 x4a h7 y313 ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4 y6e4 w4f h45"><div class="t m0 x10 h7 y412 ff2 fs3 fc0 sc0 ls0 ws0">Other o<span class="_ _0"></span>perating revenue </div></div><div class="c x24 y6e4 wa1 h45"><div class="t m0 x32 h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">74      </span></div></div><div class="c x27 y6e4 wc h45"><div class="t m0 x1a h7 y412 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">68      </span></div></div><div class="c x4 y6e5 w4f h37"><div class="t m0 x10 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">Total other operat<span class="_ _0"></span>ing revenue </div></div><div class="c x24 y6e5 wa1 h37"><div class="t m0 x2d hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                          <span class="ls0">2,739      </span></div></div><div class="c x27 y6e5 wc h37"><div class="t m0 x43 hf y313 ff3 fs3 fc0 sc0 ls8 ws0">                                   <span class="_ _1"></span><span class="ls0">1,<span class="ls7">36</span>3</span>     <span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 ha y6e6 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y102 w4f he"><div class="t m0 x10 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">OTHER OPERATING <span class="_ _0"></span>EXPENSES </div></div><div class="c x24 y102 wa1 he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y102 wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y6e7 w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Cost of o<span class="_ _0"></span>ther sales </div></div><div class="c x24 y6e7 wa1 h1f"><div class="t m0 xf4 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                             <span class="ls0">179      </span></div></div><div class="c x27 y6e7 wc h1f"><div class="t m0 xd7 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                       <span class="_ _1"></span><span class="ls0">281      </span></div></div><div class="c x4 y6e8 w4f h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Penalties <span class="_ _0"></span>and fines paid </div></div><div class="c x24 y6e8 wa1 h21"><div class="t m0 x32 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                               <span class="ls0">93      </span></div></div><div class="c x27 y6e8 wc h21"><div class="t m0 x1b h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">1      </span></div></div><div class="c x4 y6e9 w4f h23"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Court and de<span class="_ _0"></span>bt recovery fee<span class="_ _0"></span>s </div></div><div class="c x24 y6e9 wa1 h23"><div class="t m0 x32 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                 <span class="ls0">3     <span class="_ _1"></span> </span></div></div><div class="c x27 y6e9 wc h23"><div class="t m0 x1a h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">38      </span></div></div><div class="c x4 y6ea w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Donations<span class="_ _0"></span> given </div></div><div class="c x24 y6ea wa1 h1f"><div class="t m0 x50 h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="ls0">5     <span class="_ _1"></span> </span></div></div><div class="c x27 y6ea wc h1f"><div class="t m0 x1a h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">55      </span></div></div><div class="c x4 y6eb w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Receivab<span class="_ _0"></span>les written-off </div></div><div class="c x24 y6eb wa1 h1f"><div class="t m0 x1a h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="ls0">-<span class="_ _1"></span></span>     <span class="ls0"> </span></div></div><div class="c x27 y6eb wc h1f"><div class="t m0 x1b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">1      </span></div></div><div class="c x4 y6ec w4f h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Other </div></div><div class="c x24 y6ec wa1 h21"><div class="t m0 x58 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="ls0">26     <span class="_ _1"></span> </span></div></div><div class="c x27 y6ec wc h21"><div class="t m0 x58 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">10      </span></div></div><div class="c x4 y6ed w4f h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total other operat<span class="_ _0"></span>ing expenses </div></div><div class="c x24 y6ed wa1 h21"><div class="t m0 xd7 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                       <span class="ls0">306     <span class="_ _1"></span> </span></div></div><div class="c x27 y6ed wc h21"><div class="t m0 xd7 hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                       <span class="_ _1"></span><span class="ls0">386      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y6ee ff3 fs5 fc1 sc0 lsd ws0">27.<span class="ff8 ls0"> <span class="ff3">Financi<span class="_ _0"></span>al revenues and exp<span class="_ _0"></span>enses  </span></span></div></div><div class="c x4 y6ef w4f he"><div class="t m0 x10 hf y60 ff3 fs3 fc0 sc0 ls0 ws0"> FINANCIAL R<span class="_ _0"></span>EVENUE </div></div><div class="c x24 y6ef wb he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y6ef wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y326 w4f h80"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> on cash in bank acco<span class="_ _0"></span>unts<span class="_ _1"></span> </div></div><div class="c x24 y326 wb h80"><div class="t m0 xba h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">216      </div></div><div class="c x27 y326 wc h80"><div class="t m0 x1a h7 y63 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x4 y3ca w4f h81"><div class="t m0 x10 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">Other financ<span class="_ _0"></span>ial revenue </div></div><div class="c x24 y3ca wb h81"><div class="t m0 x58 h7 ybb ff2 fs3 fc0 sc0 ls8 ws0">                                               <span class="ls0">5   <span class="_ _1"></span>   </span></div></div><div class="c x27 y3ca wc h81"><div class="t m0 x1b h7 ybb ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">3      </span></div></div><div class="c x4 y6f0 w4f h81"><div class="t m0 x10 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">Total financi<span class="_ _0"></span>al revenue </div></div><div class="c x24 y6f0 wb h81"><div class="t m0 xba hf ybb ff3 fs3 fc0 sc0 ls0 ws0">221      </div></div><div class="c x27 y6f0 wc h81"><div class="t m0 x1b hf ybb ff3 fs3 fc0 sc0 ls8 ws0">                                             <span class="_ _1"></span><span class="ls0">3      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y2e2 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6f1 w4f h6c"><div class="t m0 x10 hf y6f2 ff3 fs3 fc0 sc0 ls0 ws0">FINANCIAL EXPEN<span class="_ _0"></span>SES </div></div><div class="c x24 y6f1 wb h6c"><div class="t m0 x25 hf y6f3 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y6f1 wc h6c"><div class="t m0 x25 hf y6f3 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y6f4 w4f h1f"><div class="t m0 x10 h7 yd4 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> and commissions on l<span class="_ _0"></span>oans </div></div><div class="c x24 y6f4 wb h1f"><div class="t m0 x4e h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">2,804      </span></div></div><div class="c x27 y6f4 wc h1f"><div class="t m0 x1b h7 yd4 ff2 fs3 fc0 sc0 ls8 ws0">                                     <span class="_ _1"></span><span class="ls0">8,154      </span></div></div><div class="c x4 y436 w4f h21"><div class="t m0 x10 h7 yd9 ff2 fs3 fc0 sc0 ls0 ws0">Interest<span class="_ _0"></span> on lease liabilities </div></div><div class="c x24 y436 wb h21"><div class="t m0 x4e h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                              <span class="ls0">798      </span></div></div><div class="c x27 y436 wc h21"><div class="t m0 x20 h7 yd9 ff2 fs3 fc0 sc0 ls8 ws0">                                         <span class="_ _1"></span><span class="ls0">723      </span></div></div><div class="c x4 y6f5 w4f h21"><div class="t m0 x10 hf yd9 ff3 fs3 fc0 sc0 ls0 ws0">Total financi<span class="_ _0"></span>al expenses </div></div><div class="c x24 y6f5 wb h21"><div class="t m0 x4e hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">3,602      </span></div></div><div class="c x27 y6f5 wc h21"><div class="t m0 x1b hf yd9 ff3 fs3 fc0 sc0 ls8 ws0">                                     <span class="_ _1"></span><span class="ls0">8,877      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y6f6 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y5e1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6f7 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6f8 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2e9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y8b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6f9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6fa ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6fb ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6fc ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6fd ff2 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf33" class="pf w0 h0" ><div class="pc pc33 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">51<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">28.<span class="ff8 ls0"> <span class="ff3">Income t<span class="_ _0"></span>ax  </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">The reporting periods p<span class="_ _1"></span>resented in thes<span class="_ _1"></span>e financial statements<span class="_ _1"></span> cover the following tax peri<span class="_ _1"></span>ods:<span class="_ _1"></span> </div><div class="t m0 x34 h4 y6fe ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">from <span class="ls4">1 </span>January<span class="_ _1"></span> <span class="ls4">20</span>23 to 31 Decemb<span class="_ _1"></span>er <span class="ls4">20</span>23, </span></span></div><div class="t m0 x34 h4 y6ff ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _15"> </span><span class="ff2">from <span class="ls4">1 </span>January<span class="_ _1"></span> <span class="ls4">202</span>2 to 31 Decemb<span class="_ _1"></span>er <span class="ls4">202</span>2, </span></span></div><div class="t m0 x68 h4 y700 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y701 w4f he"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x24 y701 wb he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y701 wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y702 w4f h36"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Current t<span class="_ _0"></span>ax </div></div><div class="c x24 y702 wb h36"><div class="t m0 x85 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">12,620 </div></div><div class="c x27 y702 wc h36"><div class="t m0 x112 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">11,654 </div></div><div class="c x4 y703 w4f h37"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Deferre<span class="_ _0"></span>d tax </div></div><div class="c x24 y703 wb h37"><div class="t m0 x110 h7 y313 ff2 fs3 fc0 sc0 ls7 ws0">76<span class="ls0"> </span></div></div><div class="c x27 y703 wc h37"><div class="t m0 x46 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">(176) </div></div><div class="c x4 y704 w4f h36"><div class="t m0 x10 h7 y313 ff2 fs3 fc0 sc0 ls0 ws0">Total inco<span class="_ _0"></span>me tax </div></div><div class="c x24 y704 wb h36"><div class="t m0 x85 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">12,696 </div></div><div class="c x27 y704 wc h36"><div class="t m0 x112 hf y313 ff3 fs3 fc0 sc0 ls0 ws0">11,478 </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y705 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y706 ff2 fs2 fc0 sc0 ls0 ws0">A 19% corporate inco<span class="_ _1"></span>me tax rate was app<span class="_ _1"></span>licable in all the aforementioned p<span class="_ _1"></span>eriods. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y707 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y708 ff2 fs2 fc0 sc0 ls0 ws0">Reconciliation <span class="_ _13"> </span>of  the <span class="_ _11"> </span>th<span class="_ _1"></span>eoretical <span class="_ _13"> </span>tax  on <span class="_ _11"> </span>the <span class="_ _12"> </span>pre<span class="_ _1"></span>-tax <span class="_ _13"> </span>profit <span class="_ _12"> </span>and <span class="_ _13"> </span>the  sta<span class="_ _0"></span>tutory <span class="_ _12"> </span>tax <span class="_ _13"> </span>rate <span class="_ _13"> </span>with  the <span class="_ _11"> </span>in<span class="_ _1"></span>come <span class="_ _13"> </span>tax <span class="_ _13"> </span>expens<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y709 ff2 fs2 fc0 sc0 ls0 ws0">recognised in profit or los<span class="_ _1"></span>s is presented in th<span class="_ _1"></span>e tab<span class="_ _1"></span>le below: </div></div><div class="c x4 y70a w9a he"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y70a w9b he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x10b y70a w9c he"><div class="t m0 x30 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x25 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y70b w9a h3a"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">Profit be<span class="_ _0"></span>fore tax </div></div><div class="c x10a y70b w9b h3a"><div class="t m0 x56 h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">65,591      </span></div></div><div class="c x10b y70b w9c h3a"><div class="t m0 x48 h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                                      <span class="_ _1"></span><span class="ls0">57,547      </span></div></div><div class="c x4 y70c w9a h82"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">Tax rate appl<span class="_ _0"></span>icable in the per<span class="_ _0"></span>iod </div></div><div class="c x10a y70c w9b h82"><div class="t m0 xb7 h7 y373 ff2 fs3 fc0 sc0 ls7 ws0">19%<span class="ls0"> </span></div></div><div class="c x10b y70c w9c h82"><div class="t m0 xb7 h7 y373 ff2 fs3 fc0 sc0 ls7 ws0">19%<span class="ls0"> </span></div></div><div class="c x4 y70d w9a h82"><div class="t m0 x10 hf y70e ff3 fs3 fc0 sc0 ls0 ws0">Tax calculated at the ap<span class="_ _0"></span>plicable tax r<span class="_ _0"></span>ate </div></div><div class="c x10a y70d w9b h82"><div class="t m0 x56 hf y70e ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">12,462      </span></div></div><div class="c x10b y70d w9c h82"><div class="t m0 x48 hf y70e ff3 fs3 fc0 sc0 ls8 ws0">                                      <span class="_ _1"></span><span class="ls0">10,934      </span></div></div><div class="c x4 y70f w9a h3a"><div class="t m0 x10 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10a y70f w9b h3a"><div class="t m0 x113 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10b y70f w9c h3a"><div class="t m0 x113 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y710 w9a h82"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">Tax effect<span class="_ _0"></span> of the following items: </div></div><div class="c x10a y710 w9b h82"><div class="t m0 x113 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x10b y710 w9c h82"><div class="t m0 x113 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y711 w9a h82"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">- permanent tax <span class="_ _0"></span>differences <span class="ff6">–<span class="_ _0"></span><span class="ff2"> costs  </span></span></div></div><div class="c x10a y711 w9b h82"><div class="t m0 x47 h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                                             <span class="ls0">234     <span class="_ _1"></span> </span></div></div><div class="c x10b y711 w9c h82"><div class="t m0 x82 h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                                        <span class="_ _1"></span><span class="ls0">209      </span></div></div><div class="c x4 y712 w9a h82"><div class="t m0 x10 h7 y70e ff2 fs3 fc0 sc0 ls0 ws0">- temporary di<span class="_ _0"></span>fferences for wh<span class="_ _0"></span>ich assets have n<span class="_ _0"></span>ot been created </div><div class="t m0 x10 h7 y713 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x10a y712 w9b h82"><div class="t m0 x114 h7 y70e ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x10b y712 w9c h82"><div class="t m0 x16 h7 y70e ff2 fs3 fc0 sc0 ls8 ws0">                                          <span class="_ _1"></span><span class="ls0">345      </span></div></div><div class="c x4 y714 w9a h3a"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">- tax relati<span class="_ _0"></span>ng to the previous pe<span class="_ _0"></span>riod </div></div><div class="c x10a y714 w9b h3a"><div class="t m0 x1d h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                                              <span class="ls0">-<span class="_ _1"></span></span>    <span class="ls0"> </span></div></div><div class="c x10b y714 w9c h3a"><div class="t m0 x4a h7 y373 ff2 fs3 fc0 sc0 ls8 ws0">                                           <span class="_ _1"></span><span class="ls0">(10)     </span></div></div><div class="c x4 y715 w9a h82"><div class="t m0 x10 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">Tax shown in the pr<span class="_ _0"></span>ofit and loss acco<span class="_ _0"></span>unt </div></div><div class="c x10a y715 w9b h82"><div class="t m0 x56 hf y373 ff3 fs3 fc0 sc0 ls8 ws0">                            <span class="ls7">12<span class="ls0">,</span>69<span class="ls0">6 </span></span></div></div><div class="c x10b y715 w9c h82"><div class="t m0 x48 hf y373 ff3 fs3 fc0 sc0 ls8 ws0">                                      <span class="_ _1"></span><span class="ls7">11<span class="ls0">,</span>478<span class="ls0"> </span></span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x42 h4 y716 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y717 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>provisions<span class="_ _1"></span> <span class="_ _1"></span>on <span class="_ _1"></span>VAT, <span class="_ _1"></span>CIT, <span class="_ _1"></span>PI<span class="_ _1"></span>T <span class="_ _1"></span>or <span class="_ _1"></span>s<span class="_ _1"></span>ocial <span class="_ _1"></span>security <span class="_ _8"></span>contributions <span class="_ _1"></span>frequently<span class="_ _1"></span> <span class="_ _1"></span>change, <span class="_ _1"></span>often <span class="_ _8"></span>resulting <span class="_ _1"></span>in <span class="_ _8"></span>the<span class="_ _1"></span> ab<span class="_ _1"></span>sence <span class="_ _1"></span>of <span class="_ _1"></span>any </div><div class="t m0 x4 h4 y718 ff2 fs2 fc0 sc0 ls0 ws0">established <span class="_ _10"></span>regulations <span class="_ _8"></span>or <span class="_ _10"></span>legal <span class="_ _1"></span>p<span class="_ _1"></span>recedents <span class="_ _8"></span>for <span class="_ _10"></span>refere<span class="_ _0"></span>nce. <span class="_ _10"></span>The <span class="_ _8"></span>regulations <span class="_ _10"></span>in <span class="_ _8"></span>effect <span class="_ _8"></span>tend<span class="_ _1"></span> <span class="_ _8"></span>to <span class="_ _10"></span>be <span class="_ _1"></span>u<span class="_ _1"></span>nclear, <span class="_ _8"></span>thus <span class="_ _10"></span>leading <span class="_ _8"></span>to </div><div class="t m0 x4 h4 y719 ff2 fs2 fc0 sc0 ls0 ws0">differences <span class="_ _10"></span>in <span class="_ _10"></span>opinions <span class="_ _10"></span>as <span class="_ _10"></span>to <span class="_ _8"></span>legal <span class="_ _10"></span>interpre<span class="_ _1"></span>tation <span class="_ _10"></span>of <span class="_ _10"></span>fiscal <span class="_ _10"></span>regulations, <span class="_ _10"></span>both <span class="_ _10"></span>between <span class="_ _10"></span>state <span class="_ _10"></span>authorities <span class="_ _10"></span>themselves <span class="_ _10"></span>and </div><div class="t m0 x4 h4 y71a ff2 fs2 fc0 sc0 ls0 ws0">between state auth<span class="_ _1"></span>orities and entrepreneurs.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y71b ff2 fs2 fc0 sc0 ls0 ws0">Tax <span class="_ _11"></span>declarations <span class="_ _13"> </span>and <span class="_ _11"> </span>other <span class="_ _13"> </span>settlements <span class="_ _11"> </span>(e.g. <span class="_ _11"> </span>customs <span class="_ _13"> </span>or <span class="_ _11"> </span>foreign <span class="_ _13"> </span>exchange) <span class="_ _11"> </span>can <span class="_ _13"> </span>be <span class="_ _11"></span>audited <span class="_ _11"> </span>b<span class="_ _1"></span>y <span class="_ _11"></span>authorities <span class="_ _13"> </span>which <span class="_ _11"> </span>are </div><div class="t m0 x4 h4 y71c ff2 fs2 fc0 sc0 ls0 ws0">authorised <span class="_ _11"></span>to <span class="_ _10"></span>impose <span class="_ _10"></span>high <span class="_ _10"></span>fines, <span class="_ _10"></span>and <span class="_ _10"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>additional <span class="_ _10"></span>liabilities <span class="_ _10"></span>aris<span class="_ _1"></span>ing <span class="_ _10"></span>from <span class="_ _10"></span>such <span class="_ _10"></span>au<span class="_ _1"></span>dits <span class="_ _10"></span>have <span class="_ _10"></span>to <span class="_ _10"></span>be <span class="_ _10"></span>paid <span class="_ _11"></span>including <span class="_ _10"></span>high </div><div class="t m0 x4 h4 y71d ff2 fs2 fc0 sc0 ls0 ws0">interest. <span class="_ _1"></span>In <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>light <span class="_ _8"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>abov<span class="_ _1"></span>e, <span class="_ _1"></span>the <span class="_ _1"></span>tax <span class="_ _1"></span>ris<span class="_ _1"></span>k <span class="_ _1"></span>in <span class="_ _1"></span>Poland <span class="_ _8"></span>is <span class="_ _1"></span>higher <span class="_ _1"></span>than <span class="_ _8"></span>usual <span class="_ _1"></span>tax <span class="_ _8"></span>risk <span class="_ _1"></span>in <span class="_ _1"></span>coun<span class="_ _1"></span>tries <span class="_ _1"></span>with <span class="_ _1"></span>better<span class="_ _8"></span>-develop<span class="_ _1"></span>ed </div><div class="t m0 x4 h4 y71e ff2 fs2 fc0 sc0 ls0 ws0">tax systems. <span class="_ _1"></span>In Poland, no formal procedures are p<span class="_ _1"></span>resent for the determination<span class="_ _1"></span> of the final amoun<span class="_ _1"></span>t of tax due<span class="_ _8"></span> </div><div class="t m0 x4 h4 y71f ff2 fs2 fc0 sc0 ls0 ws0">Therefore, the <span class="_ _0"></span>amounts disclosed in the <span class="_ _7"></span>finan<span class="_ _1"></span>cial statements may <span class="_ _0"></span>change at <span class="_ _0"></span>a later date, <span class="_ _0"></span>following final determination of </div><div class="t m0 x4 h4 y720 ff2 fs2 fc0 sc0 ls0 ws0">their amount by t<span class="_ _1"></span>he competent tax <span class="_ _1"></span>auth<span class="_ _1"></span>orities. </div><div class="t m0 x4 h4 y721 ff2 fs2 fc0 sc0 ls0 ws0">Effective <span class="_ _8"></span>15 <span class="_ _10"></span>July <span class="_ _8"></span>2016, <span class="_ _10"></span>the <span class="_ _8"></span>Polish <span class="_ _10"></span>Tax <span class="_ _8"></span>Code <span class="_ _10"></span>was <span class="_ _8"></span>amended <span class="_ _8"></span>f<span class="_ _1"></span>or <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>General <span class="_ _8"></span>Anti<span class="_ _10"></span>-Abuse <span class="_ _8"></span>Rule <span class="_ _8"></span>(GAAR) <span class="_ _10"></span>provisions. <span class="_ _10"></span>GAAR <span class="_ _8"></span>is </div><div class="t m0 x4 h4 y722 ff2 fs2 fc0 sc0 ls0 ws0">intended <span class="_ _1"></span>to <span class="_ _1"></span>prevent <span class="_ _1"></span>the <span class="_ _1"></span>creation <span class="_ _1"></span>and <span class="_ _1"></span>us<span class="_ _1"></span>e of <span class="_ _1"></span>artificial <span class="_ _1"></span>legal <span class="_ _1"></span>arran<span class="_ _1"></span>gements <span class="_ _1"></span>to <span class="_ _1"></span>avoid <span class="_ _1"></span>payment <span class="_ _1"></span>of <span class="_ _1"></span>tax <span class="_ _1"></span>in <span class="_ _1"></span>Poland <span class="_ _1"></span>and <span class="_ _1"></span>defines </div><div class="t m0 x4 h4 y723 ff2 fs2 fc0 sc0 ls0 ws0">tax avoidance as an <span class="_ _0"></span>act carried out primarily in<span class="_ _0"></span> order to <span class="_ _0"></span>achieve a tax benefit, <span class="_ _0"></span>contrary in <span class="_ _0"></span>the circumstances to the obje<span class="_ _0"></span>ct </div><div class="t m0 x4 h4 y724 ff2 fs2 fc0 sc0 ls0 ws0">and <span class="_ _10"></span>goal <span class="_ _8"></span>of <span class="_ _10"></span>a <span class="_ _8"></span>prov<span class="_ _1"></span>ision <span class="_ _10"></span>of <span class="_ _8"></span>a <span class="_ _10"></span>tax <span class="_ _8"></span>act, <span class="_ _10"></span>which <span class="_ _8"></span>sh<span class="_ _1"></span>all <span class="_ _8"></span>not <span class="_ _10"></span>result <span class="_ _8"></span>in <span class="_ _10"></span>a <span class="_ _10"></span>tax <span class="_ _8"></span>benefit, <span class="_ _10"></span>if <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>mod<span class="_ _1"></span>e <span class="_ _8"></span>of <span class="_ _10"></span>action <span class="_ _10"></span>was <span class="_ _8"></span>not <span class="_ _10"></span>genuine. <span class="_ _10"></span>Al<span class="_ _0"></span>l </div><div class="t m0 x4 h4 y725 ff2 fs2 fc0 sc0 ls0 ws0">unjustified (i) split of <span class="_ _0"></span>operations<span class="_ _1"></span>, (ii) <span class="_ _0"></span>involvement of intermediary entities without <span class="_ _0"></span>any economic or business justification, </div><div class="t m0 x4 h4 y726 ff2 fs2 fc0 sc0 ls0 ws0">(iii) <span class="_ _11"> </span>el<span class="_ _1"></span>ements <span class="_ _13"> </span>that <span class="_ _13"> </span>comp<span class="_ _1"></span>ensate <span class="_ _13"> </span>or <span class="_ _13"> </span>exclude <span class="_ _13"> </span>each <span class="_ _13"> </span>oth<span class="_ _1"></span>er <span class="_ _11"> </span>an<span class="_ _1"></span>d <span class="_ _13"> </span>(iv) <span class="_ _13"> </span>other <span class="_ _13"> </span>actions<span class="_ _1"></span> <span class="_ _13"> </span>with <span class="_ _13"> </span>a <span class="_ _13"> </span>similar <span class="_ _13"> </span>effect <span class="_ _13"> </span>to <span class="_ _13"> </span>the <span class="_ _13"> </span>previous<span class="_ _1"></span>ly </div><div class="t m0 x4 h4 y727 ff2 fs2 fc0 sc0 ls0 ws0">mentioned, <span class="_ _8"></span>may<span class="_ _1"></span> <span class="_ _8"></span>be <span class="_ _8"></span>consider<span class="_ _1"></span>ed <span class="_ _8"></span>as <span class="_ _8"></span>prerequisit<span class="_ _1"></span>es<span class="_ _1"></span> <span class="_ _8"></span>of <span class="_ _8"></span>artifici<span class="_ _1"></span>al <span class="_ _8"></span>activities <span class="_ _8"></span>s<span class="_ _1"></span>ubject <span class="_ _8"></span>to <span class="_ _10"></span>GAAR. <span class="_ _8"></span>The <span class="_ _8"></span>new <span class="_ _8"></span>r<span class="_ _1"></span>egulation <span class="_ _10"></span>will <span class="_ _1"></span>require </div><div class="t m0 x4 h4 y728 ff2 fs2 fc0 sc0 ls0 ws0">significantly more judge<span class="_ _1"></span>ment in ass<span class="_ _1"></span>essment of the tax consequences o<span class="_ _1"></span>f particular trans<span class="_ _1"></span>actions.<span class="_ _8"></span> </div><div class="t m0 x4 h4 y729 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y72a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y72b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y72c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y72d ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w0 h0" ><div class="pc pc34 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">52<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y155 ff2 fs2 fc0 sc0 ls0 ws0">The GAAR claus<span class="_ _1"></span>e is effective with r<span class="_ _1"></span>espect to <span class="_ _1"></span>transactions<span class="_ _1"></span> performed following <span class="_ _1"></span>its entry into<span class="_ _1"></span> force as well as tra<span class="_ _1"></span>nsactions </div><div class="t m0 x4 h4 y156 ff2 fs2 fc0 sc0 ls0 ws0">that  were  carried  out <span class="_ _1d"> </span>before,  but  th<span class="_ _1"></span>e  benefits  were  /  are  being  achieved  after <span class="_ _1d"> </span>the  date  of  its  entry<span class="_ _1"></span>  into  force. </div><div class="t m0 x4 h4 y17e ff2 fs2 fc0 sc0 ls0 ws0">Implementation <span class="_ _10"></span>of <span class="_ _10"></span>the <span class="_ _10"></span>above <span class="_ _10"></span>provisions <span class="_ _10"></span>will <span class="_ _10"></span>enable <span class="_ _10"></span>the <span class="_ _10"></span>P<span class="_ _0"></span>olish <span class="_ _10"></span>tax<span class="_ _1"></span> <span class="_ _10"></span>auth<span class="_ _1"></span>orities <span class="_ _10"></span>to <span class="_ _10"></span>challe<span class="_ _0"></span>nge <span class="_ _10"></span>legal <span class="_ _10"></span>arrangements <span class="_ _10"></span>by <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y17f ff6 fs2 fc0 sc0 ls0 ws0">taxpayers s<span class="_ _1"></span>uch as group’s restructurings a<span class="_ _1"></span>nd reorganizations.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y20b ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>Company <span class="_ _1"></span>recognizes <span class="_ _8"></span>current <span class="_ _8"></span>and <span class="_ _1"></span>d<span class="_ _1"></span>eferred income <span class="_ _8"></span>tax <span class="_ _1"></span>ass<span class="_ _1"></span>ets <span class="_ _1"></span>and <span class="_ _1"></span>liabilities <span class="_ _8"></span>using <span class="_ _1"></span>IAS <span class="_ _1"></span>12 <span class="_ _1"></span>Income <span class="_ _1"></span>tax <span class="_ _1"></span>b<span class="_ _1"></span>ased <span class="_ _1"></span>on <span class="_ _1"></span>profit </div><div class="t m0 x4 h4 y181 ff2 fs2 fc0 sc0 ls0 ws0">(tax <span class="_ _13"> </span>loss<span class="_ _1"></span>), <span class="_ _13"> </span>tax <span class="_ _12"> </span>base, <span class="_ _12"> </span>unsettled <span class="_ _12"> </span>tax <span class="_ _13"> </span>los<span class="_ _1"></span>ses, <span class="_ _13"> </span>un<span class="_ _1"></span>used <span class="_ _13"> </span>tax <span class="_ _12"> </span>exemptions <span class="_ _12"> </span>and <span class="_ _12"> </span>tax <span class="_ _13"> </span>rates<span class="_ _1"></span>, <span class="_ _13"> </span>taking <span class="_ _13"> </span>in<span class="_ _1"></span>to <span class="_ _13"> </span>account  assessment <span class="_ _13"> </span>of </div><div class="t m0 x4 h4 y36d ff2 fs2 fc0 sc0 ls0 ws0">uncertainties related t<span class="_ _1"></span>o tax settlements.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y183 ff2 fs2 fc0 sc0 ls0 ws0">If there is<span class="_ _1"></span> uncertainty<span class="_ _1"></span> over <span class="_ _1"></span>where or not <span class="_ _1"></span>and <span class="_ _1"></span>in what <span class="_ _1"></span>scope the ta<span class="_ _1"></span>x authority <span class="_ _1"></span>will accept ta<span class="_ _1"></span>x accountin<span class="_ _1"></span>g for tra<span class="_ _1"></span>nsactions, </div><div class="t m0 x4 h4 y72e ff2 fs2 fc0 sc0 ls0 ws0">the Company recognizes th<span class="_ _1"></span>ese settlements takin<span class="_ _1"></span>g into account an<span class="_ _1"></span> uncertainty assessment<span class="_ _8"></span>. </div><div class="t m0 x4 h4 y20f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y210 ff3 fs2 fc0 sc0 ls0 ws0">Deferred incom<span class="_ _1"></span>e tax </div></div><div class="c x4 y235 w8f h54"><div class="t m0 x10 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2023 </div></div><div class="c x104 y235 wa2 h54"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Assets </div></div><div class="c xbd y235 wa3 h54"><div class="t m0 x14 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties<span class="ff2"> </span></div></div><div class="c x115 y235 wa4 h54"><div class="t m0 x9a hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Net<span class="ff2"> </span></div></div><div class="c xcc y235 wa5 h54"><div class="t m0 x4a hf y72f ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January </div><div class="t m0 x31 hf y60 ff3 fs3 fc0 sc0 ls7 ws0">2023 <span class="ls0">net<span class="ff2"> </span></span></div></div><div class="c xed y235 wa4 h54"><div class="t m0 xd7 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">Recognised in </div><div class="t m0 xf4 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">profit or </div><div class="t m0 x21 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">loss/equity<span class="ff2"> </span></div></div><div class="c x4 y730 w8f h64"><div class="t m0 x10 hf y731 ff3 fs3 fc0 sc0 ls0 ws0">Non-current assets<span class="_ _0"></span> </div></div><div class="c x104 y730 wa2 h64"><div class="t m0 x64 hf y732 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y730 wa3 h64"><div class="t m0 x64 h7 y732 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y730 wa4 h64"><div class="t m0 x64 h7 y732 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y730 wa5 h64"><div class="t m0 xfb h7 y731 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y730 wa4 h64"><div class="t m0 x64 h7 y732 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y733 w8f h54"><div class="t m0 x10 h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">Difference<span class="_ _0"></span> between tax and ac<span class="_ _0"></span>counting </div><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">depreci<span class="_ _0"></span>ation rates of property<span class="_ _0"></span>, plant and </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">equipment and<span class="_ _0"></span> intangible a<span class="_ _0"></span>ssets </div></div><div class="c x104 y733 wa2 h54"><div class="t m0 x21 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y733 wa3 h54"><div class="t m0 x19 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">1,019      </span></div></div><div class="c x115 y733 wa4 h54"><div class="t m0 xd7 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(1 019)     </span></div></div><div class="c xcc y733 wa5 h54"><div class="t m0 xf2 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0"> (786)     </div></div><div class="c xed y733 wa4 h54"><div class="t m0 xf2 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0"> (233)     </div></div><div class="c x4 y734 w8f h83"><div class="t m0 x10 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls9">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c x104 y734 wa2 h83"><div class="t m0 x21 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y734 wa3 h83"><div class="t m0 x19 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">3,771      </span></div></div><div class="c x115 y734 wa4 h83"><div class="t m0 xd7 h7 y237 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(3 771)     </span></div></div><div class="c xcc y734 wa5 h83"><div class="t m0 x26 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> (2,444)     </div></div><div class="c xed y734 wa4 h83"><div class="t m0 x26 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> (1,327)     </div></div><div class="c x4 y5d7 w8f h83"><div class="t m0 x10 hf y237 ff3 fs3 fc0 sc0 ls0 ws0">Current assets<span class="_ _0"></span> </div></div><div class="c x104 y5d7 wa2 h83"><div class="t m0 x64 hf y237 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y5d7 wa3 h83"><div class="t m0 x64 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y5d7 wa4 h83"><div class="t m0 x64 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y5d7 wa5 h83"><div class="t m0 x64 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y5d7 wa4 h83"><div class="t m0 x64 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y42d w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Write-down of i<span class="_ _0"></span>nventories </div></div><div class="c x104 y42d wa2 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">563      </span></div></div><div class="c xbd y42d wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y42d wa4 h84"><div class="t m0 x43 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">563      </span></div></div><div class="c xcc y42d wa5 h84"><div class="t m0 xe3 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">407      </span></div></div><div class="c xed y42d wa4 h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">156      </span></div></div><div class="c x4 y735 w8f h83"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected returns </div></div><div class="c x104 y735 wa2 h83"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y735 wa3 h83"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">72      </span></div></div><div class="c x115 y735 wa4 h83"><div class="t m0 x1d h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(72)     </span></div></div><div class="c xcc y735 wa5 h83"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (17)     </div></div><div class="c xed y735 wa4 h83"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (55)     </div></div><div class="c x4 y564 w8f h83"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Write-down of r<span class="_ _0"></span>eceivable </div></div><div class="c x104 y564 wa2 h83"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls7">35<span class="ls0">4</span></span>     <span class="ls0"> </span></div></div><div class="c xbd y564 wa3 h83"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y564 wa4 h83"><div class="t m0 x43 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls7">35<span class="ls0">4</span></span>     <span class="ls0"> </span></div></div><div class="c xcc y564 wa5 h83"><div class="t m0 xe3 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">369      </span></div></div><div class="c xed y564 wa4 h83"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="lsb">(1</span>5)     </div></div><div class="c x4 y736 w8f he"><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation of re<span class="_ _0"></span>ceivables </div><div class="t m0 x10 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">denominated <span class="_ _0"></span>in foreign currenc<span class="_ _0"></span>ies </div></div><div class="c x104 y736 wa2 he"><div class="t m0 x22 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">6      </span></div></div><div class="c xbd y736 wa3 he"><div class="t m0 x21 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y736 wa4 he"><div class="t m0 x1c h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">6      </span></div></div><div class="c xcc y736 wa5 he"><div class="t m0 xe3 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">225      </span></div></div><div class="c xed y736 wa4 he"><div class="t m0 xf2 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0"> (219)     </div></div><div class="c x4 y2a7 w8f h2b"><div class="t m0 x10 h7 y1bf ff2 fs3 fc0 sc0 ls0 ws0">Balance s<span class="_ _0"></span>heet valuation of cas<span class="_ _0"></span>h in foreign </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">currenc<span class="_ _0"></span>ies </div></div><div class="c x104 y2a7 wa2 h2b"><div class="t m0 x22 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">1      </span></div></div><div class="c xbd y2a7 wa3 h2b"><div class="t m0 x21 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y2a7 wa4 h2b"><div class="t m0 x1c h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">1      </span></div></div><div class="c xcc y2a7 wa5 h2b"><div class="t m0 x47 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">-</span>     <span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c xed y2a7 wa4 h2b"><div class="t m0 x59 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">1      </span></div></div><div class="c x4 y737 w8f h25"><div class="t m0 x10 hf yc2 ff3 fs3 fc0 sc0 ls0 ws0">Long-term liabi<span class="_ _0"></span>lities </div></div><div class="c x104 y737 wa2 h25"><div class="t m0 x64 hf yc2 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y737 wa3 h25"><div class="t m0 x64 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y737 wa4 h25"><div class="t m0 x64 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y737 wa5 h25"><div class="t m0 x64 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y737 wa4 h25"><div class="t m0 x64 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y6aa w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance lease<span class="_ _0"></span>s </div></div><div class="c x104 y6aa wa2 h84"><div class="t m0 x1f h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">2,929      </span></div></div><div class="c xbd y6aa wa3 h84"><div class="t m0 x14 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y6aa wa4 h84"><div class="t m0 x18 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">2,929      </span></div></div><div class="c xcc y6aa wa5 h84"><div class="t m0 x20 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">1,044      </span></div></div><div class="c xed y6aa wa4 h84"><div class="t m0 x29 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">1,885      </div></div><div class="c x4 y114 w8f h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>for retirement b<span class="_ _0"></span>enefits </div></div><div class="c x104 y114 wa2 h25"><div class="t m0 x5d h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">129      </span></div></div><div class="c xbd y114 wa3 h25"><div class="t m0 x14 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y114 wa4 h25"><div class="t m0 x4e h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">129      </span></div></div><div class="c xcc y114 wa5 h25"><div class="t m0 x43 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">108      </span></div></div><div class="c xed y114 wa4 h25"><div class="t m0 x6c h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">21      </div></div><div class="c x4 y2c7 w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Financial guar<span class="_ _0"></span>antees grante<span class="_ _0"></span>d </div></div><div class="c x104 y2c7 wa2 h84"><div class="t m0 x56 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">5      </span></div></div><div class="c xbd y2c7 wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y2c7 wa4 h84"><div class="t m0 x56 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">5      </span></div></div><div class="c xcc y2c7 wa5 h84"><div class="t m0 x7c h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">6      </div></div><div class="c xed y2c7 wa4 h84"><div class="t m0 xe8 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (1)     </div></div><div class="c x4 y738 w8f h27"><div class="t m0 x10 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0">Short-term liabil<span class="_ _0"></span>ities </div></div><div class="c x104 y738 wa2 h27"><div class="t m0 x64 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y738 wa3 h27"><div class="t m0 x64 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y738 wa4 h27"><div class="t m0 x64 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y738 wa5 h27"><div class="t m0 x64 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y738 wa4 h27"><div class="t m0 x64 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y739 w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for liabilities </div></div><div class="c x104 y739 wa2 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">335      </span></div></div><div class="c xbd y739 wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y739 wa4 h84"><div class="t m0 x43 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">335      </span></div></div><div class="c xcc y739 wa5 h84"><div class="t m0 xe3 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">161      </span></div></div><div class="c xed y739 wa4 h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                        <span class="ls0">174      </span></div></div><div class="c x4 y3aa w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation of sho<span class="_ _0"></span>rt-term liabilities  </div></div><div class="c x104 y3aa wa2 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y3aa wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">24      </span></div></div><div class="c x115 y3aa wa4 h84"><div class="t m0 x1d h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(24)     </span></div></div><div class="c xcc y3aa wa5 h84"><div class="t m0 xe8 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (6)     </div></div><div class="c xed y3aa wa4 h84"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (18)     </div></div><div class="c x4 y73a w8f h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for unused vac<span class="_ _0"></span>ation and bonuses </div></div><div class="c x104 y73a wa2 h25"><div class="t m0 x22 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">1,468      </span></div></div><div class="c xbd y73a wa3 h25"><div class="t m0 xc2 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y73a wa4 h25"><div class="t m0 x18 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,468      </span></div></div><div class="c xcc y73a wa5 h25"><div class="t m0 x1d h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,344      </span></div></div><div class="c xed y73a wa4 h25"><div class="t m0 x9a h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">124      </div></div><div class="c x4 y47c w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Accrued i<span class="_ _0"></span>nterest  </div></div><div class="c x104 y47c wa2 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y47c wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y47c wa4 h84"><div class="t m0 xc2 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xcc y47c wa5 h84"><div class="t m0 xe3 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                         <span class="ls0">85      </span></div></div><div class="c xed y47c wa4 h84"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (85)     </div></div><div class="c x4 y5e1 w8f h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x104 y5e1 wa2 h25"><div class="t m0 x9a h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0">790      </div></div><div class="c xbd y5e1 wa3 h25"><div class="t m0 x4b h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y5e1 wa4 h25"><div class="t m0 x2d h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">790      </span></div></div><div class="c xcc y5e1 wa5 h25"><div class="t m0 x48 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">1,245      </span></div></div><div class="c xed y5e1 wa4 h25"><div class="t m0 xf2 h7 yf9 ff2 fs3 fc0 sc0 ls0 ws0"> (455)     </div></div><div class="c x4 y56e w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for guarantee repai<span class="_ _0"></span>rs </div></div><div class="c x104 y56e wa2 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">191      </span></div></div><div class="c xbd y56e wa3 h84"><div class="t m0 x21 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y56e wa4 h84"><div class="t m0 x43 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">191      </span></div></div><div class="c xcc y56e wa5 h84"><div class="t m0 xe3 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">                       <span class="ls0">213      </span></div></div><div class="c xed y56e wa4 h84"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (22)     </div></div><div class="c x4 y3d1 w8f h25"><div class="t m0 x10 hf yf9 ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ff3">Total deferred inco<span class="_ _0"></span>me tax, of which<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x104 y3d1 wa2 h25"><div class="t m0 x1f hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">6,771      </span></div></div><div class="c xbd y3d1 wa3 h25"><div class="t m0 x1d hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">4,886      </span></div></div><div class="c x115 y3d1 wa4 h25"><div class="t m0 x22 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">1,885      </span></div></div><div class="c xcc y3d1 wa5 h25"><div class="t m0 xc2 hf yf9 ff3 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">1,954      </span></div></div><div class="c xed y3d1 wa4 h25"><div class="t m0 x116 hf yf9 ff3 fs3 fc0 sc0 ls0 ws0"> (69)     </div></div><div class="c x4 y73b w8f h84"><div class="t m0 x10 h7 yc2 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">- recognised i<span class="_ _0"></span>n profit or loss </span></div></div><div class="c x104 y73b wa2 h84"><div class="t m0 x64 h7 y73c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y73b wa3 h84"><div class="t m0 x64 h7 y73c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y73b wa4 h84"><div class="t m0 x64 h7 y73c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y73b wa3 h84"><div class="t m0 x64 h7 y73c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y73b wa4 h84"><div class="t m0 x116 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0"> (76)     </div></div><div class="c x4 y73d w8f h25"><div class="t m0 x10 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">- recognised i<span class="_ _0"></span>n equity (*) </span></div></div><div class="c x104 y73d wa2 h25"><div class="t m0 x64 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y73d wa3 h25"><div class="t m0 x64 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y73d wa4 h25"><div class="t m0 x64 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y73d wa3 h25"><div class="t m0 x64 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y73d wa4 h25"><div class="t m0 x59 h7 yf9 ff2 fs3 fc0 sc0 ls8 ws0">                            <span class="ls0">7      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y73e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y4ad ff2 fs3 fc0 sc0 lsb ws0">(*) <span class="fs7 ls0">applies to deferred <span class="_ _1"></span>tax from actuarial l<span class="_ _1"></span>osses recognised<span class="_ _1"></span> in other comprehensive in<span class="_ _1"></span>come <span class="_ _1"></span><span class="ls30">  </span> </span></div><div class="t m0 x4 h18 y73f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y740 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y741 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y742 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y743 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y2f1 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y33c ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y2d3 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y744 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf35" class="pf w0 h0" ><div class="pc pc35 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">53<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x4 y745 w8f h85"><div class="t m0 x10 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">As at 31 Decemb<span class="_ _0"></span>er 2022 </div></div><div class="c x104 y745 wa2 h85"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Assets </div></div><div class="c xbd y745 wa3 h85"><div class="t m0 x14 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Liabili<span class="_ _0"></span>ties<span class="ff2"> </span></div></div><div class="c x115 y745 wa4 h85"><div class="t m0 x9a hf y62 ff3 fs3 fc0 sc0 ls0 ws0">Net<span class="ff2"> </span></div></div><div class="c x117 y745 wa5 h85"><div class="t m0 x4a hf y746 ff3 fs3 fc0 sc0 ls0 ws0">As at 1 January </div><div class="t m0 x31 hf y60 ff3 fs3 fc0 sc0 ls7 ws0">2022 <span class="ls0">net<span class="ff2"> </span></span></div></div><div class="c xed y745 wa4 h85"><div class="t m0 xd7 hf y747 ff3 fs3 fc0 sc0 ls0 ws0">Recognised in </div><div class="t m0 xf4 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">profit or </div><div class="t m0 x21 hf ybb ff3 fs3 fc0 sc0 ls0 ws0">loss/equity<span class="ff2"> </span></div></div><div class="c x4 y748 w8f h63"><div class="t m0 x10 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">Non-current assets<span class="_ _0"></span> </div></div><div class="c x104 y748 wa2 h63"><div class="t m0 x64 hf y555 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y748 wa3 h63"><div class="t m0 x64 h7 y555 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y748 wa4 h63"><div class="t m0 x64 h7 y555 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y748 wa5 h63"><div class="t m0 xfb h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xed y748 wa4 h63"><div class="t m0 x64 h7 y555 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y749 w8f h54"><div class="t m0 x10 h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">Difference<span class="_ _0"></span> between tax and ac<span class="_ _0"></span>counting </div><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">depreci<span class="_ _0"></span>ation rates of property<span class="_ _0"></span>, plant and </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">equipment and<span class="_ _0"></span> intangible a<span class="_ _0"></span>ssets </div></div><div class="c x104 y749 wa2 h54"><div class="t m0 x31 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y749 wa3 h54"><div class="t m0 xd7 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">786      </span></div></div><div class="c x115 y749 wa4 h54"><div class="t m0 x3e h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">(786)     </span></div></div><div class="c x117 y749 wa5 h54"><div class="t m0 xc2 h7 y62 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">(727)     </span></div></div><div class="c xed y749 wa4 h54"><div class="t m0 x116 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0"> (59)     </div></div><div class="c x4 y74a w8f h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Right-<span class="ls9">of</span>-use asset<span class="_ _0"></span>s </div></div><div class="c x104 y74a wa2 h63"><div class="t m0 x14 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y74a wa3 h63"><div class="t m0 x1d h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">2,444      </span></div></div><div class="c x115 y74a wa4 h63"><div class="t m0 x21 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">(2,444)     </span></div></div><div class="c x117 y74a wa5 h63"><div class="t m0 x50 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(2,683)     </span></div></div><div class="c xed y74a wa4 h63"><div class="t m0 x9a h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">239      </div></div><div class="c x4 y69 w8f h63"><div class="t m0 x10 hf y51c ff3 fs3 fc0 sc0 ls0 ws0">Current assets<span class="_ _0"></span> </div></div><div class="c x104 y69 wa2 h63"><div class="t m0 x64 hf y51c ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y69 wa3 h63"><div class="t m0 x64 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y69 wa4 h63"><div class="t m0 x64 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y69 wa5 h63"><div class="t m0 x64 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y69 wa4 h63"><div class="t m0 x64 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y74b w8f h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Write-down of i<span class="_ _0"></span>nventories </div></div><div class="c x104 y74b wa2 h63"><div class="t m0 xa4 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">407      </span></div></div><div class="c xbd y74b wa3 h63"><div class="t m0 x14 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y74b wa4 h63"><div class="t m0 x52 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">407      </span></div></div><div class="c x117 y74b wa5 h63"><div class="t m0 x1f h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">263      </span></div></div><div class="c xed y74b wa4 h63"><div class="t m0 x9a h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">144      </div></div><div class="c x4 y74c w8f h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Asset for<span class="_ _0"></span> expected returns </div></div><div class="c x104 y74c wa2 h63"><div class="t m0 x53 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y74c wa3 h63"><div class="t m0 x16 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">17      </span></div></div><div class="c x115 y74c wa4 h63"><div class="t m0 x14 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">(17)     </span></div></div><div class="c x117 y74c wa5 h63"><div class="t m0 x21 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">(102)     </span></div></div><div class="c xed y74c wa4 h63"><div class="t m0 x6c h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">85      </div></div><div class="c x4 y74d w8f h63"><div class="t m0 x10 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0">Write-down of r<span class="_ _0"></span>eceivable </div></div><div class="c x104 y74d wa2 h63"><div class="t m0 x25 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">     <span class="ls0">369      </span></div></div><div class="c xbd y74d wa3 h63"><div class="t m0 x14 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y74d wa4 h63"><div class="t m0 x2d h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">369      </span></div></div><div class="c x117 y74d wa5 h63"><div class="t m0 x18 h7 y51c ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">377      </span></div></div><div class="c xed y74d wa4 h63"><div class="t m0 xe8 h7 y51c ff2 fs3 fc0 sc0 ls0 ws0"> (8)     </div></div><div class="c x4 y74e w8f he"><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation of re<span class="_ _0"></span>ceivables </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">denominated <span class="_ _0"></span>in foreign currenc<span class="_ _0"></span>ies </div></div><div class="c x104 y74e wa2 he"><div class="t m0 x5d h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">225      </span></div></div><div class="c xbd y74e wa3 he"><div class="t m0 x53 h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y74e wa4 he"><div class="t m0 x5d h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">225      </span></div></div><div class="c x117 y74e wa5 he"><div class="t m0 x1d h7 y60 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">(61)     </span></div></div><div class="c xed y74e wa4 he"><div class="t m0 x9a h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">286      </div></div><div class="c x4 y74f w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Long-term liabi<span class="_ _0"></span>lities </div></div><div class="c x104 y74f wa2 h5d"><div class="t m0 x64 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y74f wa3 h5d"><div class="t m0 x64 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y74f wa4 h5d"><div class="t m0 x64 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y74f wa5 h5d"><div class="t m0 x64 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y74f wa4 h5d"><div class="t m0 x64 h7 y67 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y39f w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Liabilitie<span class="_ _0"></span>s from finance lease<span class="_ _0"></span>s </div></div><div class="c x104 y39f wa2 h5d"><div class="t m0 x31 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">1,044      </span></div></div><div class="c xbd y39f wa3 h5d"><div class="t m0 x31 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y39f wa4 h5d"><div class="t m0 x1c h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">1,044      </span></div></div><div class="c x117 y39f wa5 h5d"><div class="t m0 x1d h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,263      </span></div></div><div class="c xed y39f wa4 h5d"><div class="t m0 xf2 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (219)     </div></div><div class="c x4 y750 w8f h86"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Provision <span class="_ _0"></span>for retirement b<span class="_ _0"></span>enefits </div></div><div class="c x104 y750 wa2 h86"><div class="t m0 xa4 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">108      </span></div></div><div class="c xbd y750 wa3 h86"><div class="t m0 x56 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y750 wa4 h86"><div class="t m0 x52 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">108      </span></div></div><div class="c x117 y750 wa5 h86"><div class="t m0 xd7 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">129      </span></div></div><div class="c xed y750 wa4 h86"><div class="t m0 x116 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (21)     </div></div><div class="c x4 y236 w8f h5d"><div class="t m0 x10 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0">Financial guar<span class="_ _0"></span>antees grante<span class="_ _0"></span>d </div></div><div class="c x104 y236 wa2 h5d"><div class="t m0 xf4 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">6      </span></div></div><div class="c xbd y236 wa3 h5d"><div class="t m0 x56 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y236 wa4 h5d"><div class="t m0 xec h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">6      </span></div></div><div class="c x117 y236 wa5 h5d"><div class="t m0 x82 h7 y65 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">7      </span></div></div><div class="c xed y236 wa4 h5d"><div class="t m0 xe8 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> (1)     </div></div><div class="c x4 y2a5 w8f h5d"><div class="t m0 x10 hf y65 ff3 fs3 fc0 sc0 ls0 ws0">Short-term liabil<span class="_ _0"></span>ities </div></div><div class="c x104 y2a5 wa2 h5d"><div class="t m0 x64 hf y65 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y2a5 wa3 h5d"><div class="t m0 x64 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y2a5 wa4 h5d"><div class="t m0 x64 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y2a5 wa5 h5d"><div class="t m0 x64 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y2a5 wa4 h5d"><div class="t m0 x64 h7 y65 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4bf w8f h5f"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for liabilities </div></div><div class="c x104 y4bf wa2 h5f"><div class="t m0 x2a h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">161      </span></div></div><div class="c xbd y4bf wa3 h5f"><div class="t m0 x14 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y4bf wa4 h5f"><div class="t m0 x4e h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">161      </span></div></div><div class="c x117 y4bf wa5 h5f"><div class="t m0 x50 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                 <span class="ls0">419      </span></div></div><div class="c xed y4bf wa4 h5f"><div class="t m0 xf2 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (258)     </div></div><div class="c x4 y751 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Balance-shee<span class="_ _0"></span>t valuation of sho<span class="_ _0"></span>rt-term liabilities  </div></div><div class="c x104 y751 wa2 h5d"><div class="t m0 x53 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c xbd y751 wa3 h5d"><div class="t m0 x3e h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">6      </span></div></div><div class="c x115 y751 wa4 h5d"><div class="t m0 x4e h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">(6)     </span></div></div><div class="c x117 y751 wa5 h5d"><div class="t m0 x48 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">(16)     </span></div></div><div class="c xed y751 wa4 h5d"><div class="t m0 x6c h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">10      </div></div><div class="c x4 y752 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for unused vac<span class="_ _0"></span>ation and bonuses </div></div><div class="c x104 y752 wa2 h5d"><div class="t m0 x22 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">1,344      </span></div></div><div class="c xbd y752 wa3 h5d"><div class="t m0 xec h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y752 wa4 h5d"><div class="t m0 x19 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">1,344      </span></div></div><div class="c x117 y752 wa5 h5d"><div class="t m0 x1d h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,387      </span></div></div><div class="c xed y752 wa4 h5d"><div class="t m0 x116 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (43)     </div></div><div class="c x4 y753 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Accrued i<span class="_ _0"></span>nterest  </div></div><div class="c x104 y753 wa2 h5d"><div class="t m0 x4e h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">85      </span></div></div><div class="c xbd y753 wa3 h5d"><div class="t m0 xec h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y753 wa4 h5d"><div class="t m0 x14 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">             <span class="ls0">85      </span></div></div><div class="c x117 y753 wa5 h5d"><div class="t m0 xc2 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">21      </span></div></div><div class="c xed y753 wa4 h5d"><div class="t m0 x6c h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">64      </div></div><div class="c x4 y137 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Lease liab<span class="_ _0"></span>ilities </div></div><div class="c x104 y137 wa2 h5d"><div class="t m0 x1f h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">1,245      </span></div></div><div class="c xbd y137 wa3 h5d"><div class="t m0 x21 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y137 wa4 h5d"><div class="t m0 x1f h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">1,245      </span></div></div><div class="c x117 y137 wa5 h5d"><div class="t m0 x1d h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">1,333      </span></div></div><div class="c xed y137 wa4 h5d"><div class="t m0 x116 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (88)     </div></div><div class="c x4 y754 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">Provisions<span class="_ _0"></span> for guarantee repai<span class="_ _0"></span>rs </div></div><div class="c x104 y754 wa2 h5d"><div class="t m0 x2b h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">        <span class="ls0">213      </span></div></div><div class="c xbd y754 wa3 h5d"><div class="t m0 xc2 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                      <span class="ls0">-</span>     <span class="ls0"> </span></div></div><div class="c x115 y754 wa4 h5d"><div class="t m0 x52 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">213      </span></div></div><div class="c x117 y754 wa5 h5d"><div class="t m0 x4a h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">                     <span class="ls0">200      </span></div></div><div class="c xed y754 wa4 h5d"><div class="t m0 x6c h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">13      </div></div><div class="c x4 y6ef w8f h5d"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">Total deferred inco<span class="_ _0"></span>me tax, of which<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x104 y6ef wa2 h5d"><div class="t m0 x31 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">5,207      </span></div></div><div class="c xbd y6ef wa3 h5d"><div class="t m0 x1d hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">               <span class="ls0">3,253      </span></div></div><div class="c x115 y6ef wa4 h5d"><div class="t m0 x19 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">           <span class="ls0">1,954      </span></div></div><div class="c x117 y6ef wa5 h5d"><div class="t m0 x48 hf y4e1 ff3 fs3 fc0 sc0 ls8 ws0">                  <span class="ls0">1,810      </span></div></div><div class="c xed y6ef wa4 h5d"><div class="t m0 x9a hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">144      </div></div><div class="c x4 y112 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">- recognised i<span class="_ _0"></span>n profit or loss </span></div></div><div class="c x104 y112 wa2 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y112 wa3 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y112 wa4 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y112 wa3 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y112 wa4 h5d"><div class="t m0 x9a h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0">176      </div></div><div class="c x4 y755 w8f h5d"><div class="t m0 x10 h7 y4e1 ff2 fs3 fc0 sc0 ls8 ws0">    <span class="ls0">- recognised i<span class="_ _0"></span>n equity (*) </span></div></div><div class="c x104 y755 wa2 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xbd y755 wa3 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x115 y755 wa4 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y755 wa3 h5d"><div class="t m0 x64 h7 y57d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xed y755 wa4 h5d"><div class="t m0 x116 h7 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> (32)     </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h7 y7d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y13e ff2 fs3 fc0 sc0 lsb ws0">(*) <span class="fs7 ls0">applies to deferred <span class="_ _1"></span>tax from actuarial l<span class="_ _1"></span>osses recognised<span class="_ _1"></span> in other comprehensive in<span class="_ _1"></span>come <span class="_ _1"></span><span class="ls30">  </span> </span></div><div class="t m0 x4 h17 y756 ff2 fs7 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6f1 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y757 ff2 fs2 fc0 sc0 ls0 ws0">Of the above<span class="_ _1"></span>-reported value <span class="_ _1"></span>of net deferr<span class="_ _1"></span>ed tax assets,<span class="_ _1"></span> the amount <span class="_ _8"></span>of PLN 571 th<span class="_ _1"></span>ousand P<span class="_ _1"></span>LN (provision) con<span class="_ _1"></span>cerns titles </div><div class="t m0 x4 h4 y758 ff2 fs2 fc0 sc0 ls0 ws0">that, according t<span class="_ _1"></span>o the Compan<span class="_ _1"></span>y&apos;s expectations, s<span class="_ _1"></span>hould be realized within a period longer <span class="_ _1"></span>than 12 months<span class="_ _1"></span>. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y759 ff2 fs2 fc0 sc0 ls0 ws0">There are no significant <span class="_ _1"></span>temporary differences a<span class="_ _1"></span>nd tax losses for which <span class="_ _1"></span>no assets h<span class="_ _1"></span>ave been created<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y64a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y307 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y692 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y75f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y760 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y761 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y762 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf36" class="pf w0 h0" ><div class="pc pc36 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">54<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">29.<span class="ff8 ls0"> <span class="ff3">Earnin<span class="_ _0"></span>g per share </span></span></div></div><div class="c x4 y5f w4f he"><div class="t m0 x10 h7 y61 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x24 y5f wb he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2023<span class="_ _0"></span> </div></div><div class="c x27 y5f wc he"><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">12 months ended <span class="_ _0"></span> </div><div class="t m0 x26 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">31 December 2022<span class="_ _0"></span> </div></div><div class="c x4 y94 w4f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Net profit </div></div><div class="c x24 y94 wb h14"><div class="t m0 x1f hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls0">52,895 </span></div></div><div class="c x27 y94 wc h14"><div class="t m0 x4a hf y95 ff3 fs3 fc0 sc0 ls8 ws0">                                    <span class="_ _1"></span><span class="ls0">46,069 </span></div></div><div class="c x4 y97 w4f h14"><div class="t m0 x10 h7 y95 ff6 fs3 fc0 sc0 ls0 ws0">Weighted aver<span class="_ _0"></span>age number of or<span class="_ _0"></span>dinary shares i<span class="_ _0"></span>ssued (’000)<span class="ff2"> </span></div></div><div class="c x24 y97 wb h14"><div class="t m0 x86 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> 75,042  </div></div><div class="c x27 y97 wc h14"><div class="t m0 x86 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0"> 75,042  </div></div><div class="c x4 y763 w4f h14"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">Weighted averag<span class="_ _0"></span>e number of ordi<span class="_ _0"></span>nary shares  </div></div><div class="c x24 y763 wb h14"><div class="t m0 x86 hf y99 ff3 fs3 fc0 sc0 ls0 ws0"> 75,042  </div></div><div class="c x27 y763 wc h14"><div class="t m0 x86 hf y99 ff3 fs3 fc0 sc0 ls0 ws0"> 75,042  </div></div><div class="c x4 y764 w4f h14"><div class="t m0 x10 hf y95 ff3 fs3 fc0 sc0 ls0 ws0">Basic earnings per <span class="_ _0"></span>share (PLN) </div></div><div class="c x24 y764 wb h14"><div class="t m0 xb8 hf y95 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">0.70 </span> </div></div><div class="c x27 y764 wc h14"><div class="t m0 xb8 hf y95 ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">0.61 </span> </div></div><div class="c x4 y765 w4f h14"><div class="t m0 x10 h7 y95 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x24 y765 wb h14"><div class="t m0 x34 h4 yd4 ff2 fs2 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y765 wc h14"><div class="t m0 x34 h4 yd4 ff2 fs2 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c x4 y766 w4f he"><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Earnings per s<span class="_ _0"></span>hare attribut<span class="_ _0"></span>able to ordinary share<span class="_ _0"></span>holders, used to calcul<span class="_ _0"></span>ate diluted </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">earnings per<span class="_ _0"></span> share </div></div><div class="c x24 y766 wb he"><div class="t m0 x1f hf y60 ff3 fs3 fc0 sc0 ls8 ws0">                           <span class="ls7">52<span class="ls0">,</span>89<span class="ls0">5 </span></span></div></div><div class="c x27 y766 wc he"><div class="t m0 x112 hf y60 ff3 fs3 fc0 sc0 ls7 ws0">46<span class="ls0">,</span>069<span class="ls0"> </span></div></div><div class="c x4 y767 w4f h87"><div class="t m0 x10 h7 y768 ff2 fs3 fc0 sc0 ls0 ws0">Weighted aver<span class="_ _0"></span>age number of iss<span class="_ _0"></span>ued ordinary s<span class="_ _0"></span>hares, applied to cal<span class="_ _0"></span>culate basic </div><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">earnings per<span class="_ _0"></span> share </div></div><div class="c x24 y767 wb h87"><div class="t m0 x86 h7 y3fa ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">75</span>,<span class="ls7">042 </span> </div></div><div class="c x27 y767 wc h87"><div class="t m0 x86 h7 y3fa ff2 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">75</span>,<span class="ls7">042 </span> </div></div><div class="c x4 y769 w4f h88"><div class="t m0 x10 h7 y70e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x24 y769 wb h88"><div class="t m0 x28 h7 y70e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x27 y769 wc h88"><div class="t m0 x28 h7 y70e ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y76a w4f h82"><div class="t m0 x10 h7 y373 ff2 fs3 fc0 sc0 ls0 ws0">Dilutio<span class="_ _0"></span>n impact </div></div><div class="c x24 y76a wb h82"><div class="t m0 xdf h7 y373 ff2 fs3 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x27 y76a wc h82"><div class="t m0 xdf h7 y373 ff2 fs3 fc0 sc0 ls0 ws0"> -  </div></div><div class="c x4 y76b w4f h89"><div class="t m0 x10 h7 y76c ff2 fs3 fc0 sc0 ls0 ws0">Adjusted wei<span class="_ _0"></span>ghted average number<span class="_ _0"></span> of ordina<span class="_ _0"></span>ry shares used for calculating d<span class="_ _0"></span>iluted </div><div class="t m0 x10 h7 y70e ff6 fs3 fc0 sc0 ls0 ws0">earnings per<span class="_ _0"></span> share (’000)<span class="ff2"> </span></div></div><div class="c x24 y76b wb h89"><div class="t m0 x86 hf y3fa ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">75</span>,<span class="ls7">042 </span><span class="ff2"> </span></div></div><div class="c x27 y76b wc h89"><div class="t m0 x86 hf y3fa ff3 fs3 fc0 sc0 ls0 ws0"> <span class="ls7">75</span>,<span class="ls7">042 </span><span class="ff2"> </span></div></div><div class="c x4 y429 w4f h6f"><div class="t m0 x10 hf y373 ff3 fs3 fc0 sc0 ls0 ws0">Diluted earning<span class="_ _0"></span>s per share (PLN) </div></div><div class="c x24 y429 wb h6f"><div class="t m0 xb8 hf y373 ff3 fs3 fc0 sc0 ls0 ws0"> 0.70  </div></div><div class="c x27 y429 wc h6f"><div class="t m0 xb8 hf y373 ff3 fs3 fc0 sc0 ls0 ws0"> 0.<span class="ls7">61 </span> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y106 ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y55f ff2 fs2 fc0 sc0 ls0 ws0">Basic <span class="_ _1"></span>earnings <span class="_ _8"></span>per <span class="_ _1"></span>share <span class="_ _1"></span>wer<span class="_ _1"></span>e <span class="_ _1"></span>calculated <span class="_ _1"></span>b<span class="_ _1"></span>y <span class="_ _1"></span>dividing <span class="_ _8"></span>the <span class="_ _1"></span>net <span class="_ _1"></span>pro<span class="_ _1"></span>fit <span class="_ _1"></span>by <span class="_ _1"></span>the <span class="_ _1"></span>weighted <span class="_ _8"></span>average <span class="_ _1"></span>n<span class="_ _1"></span>umber <span class="_ _1"></span>of <span class="_ _1"></span>ordinary <span class="_ _8"></span>shares </div><div class="t m0 x4 h4 y164 ff2 fs2 fc0 sc0 ls0 ws0">during the period. <span class="_ _1"></span> </div><div class="t m0 x4 h4 y165 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y52 ff2 fs2 fc0 sc0 ls0 ws0">As at <span class="ls4">31 </span>December <span class="_ _1"></span>2023 and <span class="ls4">202</span>2, <span class="_ _1"></span>the Company<span class="_ _1"></span> had no dilutive factors<span class="_ _1"></span>. </div><div class="t m0 x4 h4 y76d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x1e h8 y76e ff3 fs5 fc1 sc0 lsd ws0">30.<span class="ff8 ls0"> <span class="ff3">Financi<span class="_ _0"></span>al guarantees <span class="_ _0"></span>granted and receive<span class="_ _0"></span>d<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h4 y76f ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y770 ff2 fs2 fc0 sc0 ls0 ws0">As <span class="_ _11"> </span>at<span class="_ _1"></span> <span class="_ _11"> </span>31 <span class="_ _13"> </span>December <span class="_ _11"> </span>2<span class="_ _1"></span>023, <span class="_ _11"> </span>th<span class="_ _1"></span>e <span class="_ _11"> </span>Compan<span class="_ _1"></span>y <span class="_ _11"> </span>was<span class="_ _1"></span> <span class="_ _11"> </span>party<span class="_ _1"></span> <span class="_ _11"> </span>to <span class="_ _13"> </span>the <span class="_ _13"> </span>following <span class="_ _11"> </span>guaran<span class="_ _1"></span>tee <span class="_ _11"> </span>agre<span class="_ _1"></span>ements <span class="_ _13"> </span>in <span class="_ _13"> </span>connection <span class="_ _13"> </span>with <span class="_ _11"> </span>their </div><div class="t m0 x4 h4 y566 ff2 fs2 fc0 sc0 ls0 ws0">operations, gran<span class="_ _1"></span>ted by the following entities:<span class="_ _1"></span> </div><div class="t m0 x4 h4 y771 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y772 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h7 y773 ff2 fs3 fc0 sc0 lsb ws0">(*)<span class="ls0"> after <span class="_ _1"></span>the balance sheet <span class="_ _1"></span>date, the <span class="_ _1"></span>guarantee amount was <span class="_ _1"></span>increased to EUR <span class="_ _1"></span>613,352 and the <span class="_ _1"></span>guarantee<span class="_ _0"></span> <span class="_ _1"></span>validit<span class="_ _0"></span>y <span class="_ _1"></span>period was changed<span class="_ _1"></span> <span class="_ _1"></span>to 28 F<span class="_ _1"></span>ebruary<span class="_ _0"></span> </span></div><div class="t m0 x4 h7 y774 ff2 fs3 fc0 sc0 ls7 ws0">2025<span class="ls0"> </span></div><div class="t m0 x4 h7 y246 ff2 fs3 fc0 sc0 lsb ws0">(**) <span class="_ _1"></span><span class="ls0">after the balance sheet <span class="_ _1"></span>date, the <span class="_ _1"></span>Company received guarantees for the <span class="_ _1"></span>payment of <span class="_ _1"></span>customs duties for the <span class="_ _1"></span>next year, <span class="_ _1"></span>i.e. from <span class="_ _8"></span>1 <span class="_ _1"></span>January<span class="_ _0"></span> <span class="_ _1"></span>2024 to </span></div><div class="t m0 x4 h7 y775 ff2 fs3 fc0 sc0 ls0 ws0">31 December 2024<span class="_ _0"></span> </div><div class="t m0 x4 h7 y26c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y776 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yc0 ff2 fs2 fc0 sc0 ls0 ws0">On <span class="_ _11"></span>12 <span class="_ _11"></span>June <span class="_ _11"></span>2019, <span class="_ _11"></span>TOYA <span class="_ _11"> </span>S.A. <span class="_ _11"> </span>granted <span class="_ _11"> </span>a <span class="_ _11"> </span>guaran<span class="_ _1"></span>tee <span class="_ _10"></span>o<span class="_ _1"></span>f <span class="_ _11"></span>payment <span class="_ _11"></span>of <span class="_ _11"></span>liabilities <span class="_ _11"></span>arising <span class="_ _11"> </span>fro<span class="_ _1"></span>m <span class="_ _13"> </span>wareho<span class="_ _1"></span>use <span class="_ _11"></span>and <span class="_ _11"></span>office <span class="_ _11"></span>rental </div><div class="t m0 x4 h4 y777 ff2 fs2 fc0 sc0 ls0 ws0">agreement <span class="_ _10"></span>by<span class="_ _1"></span> <span class="_ _10"></span>Toya <span class="_ _10"></span>Ro<span class="_ _1"></span>mania <span class="_ _10"></span>S.A. <span class="_ _10"></span>to <span class="_ _11"></span>the <span class="_ _10"></span>landlord <span class="_ _11"></span>up <span class="_ _10"></span>to <span class="_ _10"></span>the <span class="_ _11"></span>amount <span class="_ _10"></span>of <span class="_ _10"></span>EUR <span class="_ _11"></span>115 <span class="_ _10"></span>thous<span class="_ _1"></span>and. <span class="_ _10"></span>The <span class="_ _10"></span>lease <span class="_ _11"></span>agreement <span class="_ _10"></span>w<span class="_ _1"></span>as </div><div class="t m0 x4 h4 y296 ff2 fs2 fc0 sc0 ls0 ws0">concluded <span class="_ _10"></span>on <span class="_ _8"></span>8 <span class="_ _8"></span>February <span class="_ _10"></span>2019 <span class="_ _1"></span>an<span class="_ _1"></span>d <span class="_ _8"></span>covers <span class="_ _10"></span>a <span class="_ _1"></span>p<span class="_ _1"></span>eriod <span class="_ _8"></span>of <span class="_ _8"></span>10 <span class="_ _10"></span>years, <span class="_ _8"></span>with <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>option <span class="_ _8"></span>of <span class="_ _10"></span>changing <span class="_ _8"></span>this <span class="_ _10"></span>period.<span class="_ _1"></span> <span class="_ _10"></span>The <span class="_ _8"></span>warranty </div><div class="t m0 x4 h4 y778 ff2 fs2 fc0 sc0 ls0 ws0">expires 3 months after th<span class="_ _1"></span>e date of termination o<span class="_ _1"></span>f the lease.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y779 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y77a ff2 fs2 fc0 sc0 ls0 ws0">The guarantee was meas<span class="_ _1"></span>ured at fair v<span class="_ _1"></span>alue. </div><div class="t m0 x4 h4 y77b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 yca ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y77c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y77d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y77e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y77f wa6 h8a"><div class="t m0 x118 hf y63 ff3 fs3 fc0 sc0 ls31 ws0">No<span class="ls0"> </span></div></div><div class="c xa y77f wa7 h8a"><div class="t m0 x12 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">Counterparty<span class="_ _0"></span> </div></div><div class="c x119 y77f wa8 h8a"><div class="t m0 x11a hf y63 ff3 fs3 fc0 sc0 ls0 ws0">Type of guarantee<span class="_ _0"></span> </div></div><div class="c x11b y77f w2a h8a"><div class="t m0 xf2 hf y63 ff3 fs3 fc0 sc0 ls0 ws0">Subject matter and v<span class="_ _0"></span>alue </div></div><div class="c x11c y77f wa9 h8a"><div class="t m0 x4a hf y63 ff3 fs3 fc0 sc0 ls0 ws0">Date of expiry<span class="_ _0"></span> </div></div><div class="c x4 y6f6 wa6 h75"><div class="t m0 x118 h8b y780 ffa fs3 fc0 sc0 ls0 ws0">1 </div></div><div class="c xa y6f6 wa7 h75"><div class="t m0 x118 h7 y780 ff2 fs3 fc0 sc0 ls0 ws0">Bank Handlo<span class="_ _0"></span>wy w </div><div class="t m0 x118 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0">Warszawie S.A. </div></div><div class="c x119 y6f6 wa8 h75"><div class="t m0 x118 h7 y780 ff2 fs3 fc0 sc0 ls0 ws0">Guarantee<span class="_ _0"></span> of payment for<span class="_ _0"></span> the lease of </div><div class="t m0 x118 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0">warehouses <span class="_ _0"></span>in Nadarzyn </div></div><div class="c x11b y6f6 w2a h75"><div class="t m0 x118 h7 y780 ff2 fs3 fc0 sc0 ls0 ws0">Bank guarant<span class="_ _0"></span>ee in the amount<span class="_ _0"></span> of EUR </div><div class="t m0 x118 h7 yfa ff2 fs3 fc0 sc0 ls0 ws0">514,369.49 </div></div><div class="c x11c y6f6 wa9 h75"><div class="t m0 x48 h7 y780 ff2 fs3 fc0 sc0 ls0 ws0">30 June 2024 (*)<span class="_ _0"></span> </div></div><div class="c x4 y781 wa6 h8c"><div class="t m0 x118 h8b y1c4 ffa fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c xa y781 wa7 h8c"><div class="t m0 x118 h7 y1c4 ff2 fs3 fc0 sc0 ls0 ws0">Sopockie<span class="_ _0"></span> Towarzystwo </div><div class="t m0 x118 h7 y1c5 ff6 fs3 fc0 sc0 ls0 ws0">Ubezpieczeń ERGO<span class="_ _0"></span> </div><div class="t m0 x118 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Hestia S.A. </div></div><div class="c x119 y781 wa8 h8c"><div class="t m0 x118 h7 y1c4 ff2 fs3 fc0 sc0 ls0 ws0">Contract o<span class="_ _0"></span>n granting a customs debt<span class="_ _0"></span> </div><div class="t m0 x118 h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">guarantee </div></div><div class="c x11b y781 w2a h8c"><div class="t m0 x118 h7 y1c4 ff2 fs3 fc0 sc0 ls0 ws0">The securi<span class="_ _0"></span>ty for repayment of<span class="_ _0"></span> custom debts, </div><div class="t m0 x118 h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">taxes and o<span class="_ _0"></span>ther fees associated <span class="_ _0"></span>with goods </div><div class="t m0 x118 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">released <span class="_ _0"></span>into free circulatio<span class="_ _0"></span>n based on customs </div><div class="t m0 x118 h7 ybb ff2 fs3 fc0 sc0 ls0 ws0">declarat<span class="_ _0"></span>ion, in the amount of PLN<span class="_ _0"></span> 270,000 </div></div><div class="c x11c y781 wa9 h8c"><div class="t m0 x18 h7 y1c4 ff2 fs3 fc0 sc0 ls0 ws0">31 December </div><div class="t m0 x2d h7 y1c5 ff2 fs3 fc0 sc0 ls0 ws0">2023 (**) </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w0 h0" ><div class="pc pc37 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xb h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">55<span class="fs1 ls0"> </span></div></div><div class="c xe y3d w4 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h8 y5e ff3 fs5 fc1 sc0 lsd ws0">31.<span class="ff8 ls0"> <span class="ff3">Transa<span class="_ _0"></span>ctions with relate<span class="_ _0"></span>d entities </span></span></div><div class="t m0 x4 h4 y311 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="ls4">20</span>23 and<span class="_ _1"></span> <span class="ls4">20</span>22<span class="lsa">, </span>the Company effected tra<span class="_ _1"></span>nsactions with the following r<span class="_ _1"></span>elated parties<span class="_ _1"></span>: </div><div class="t m0 x60 h4 y6fe ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">T<span class="_ _0"></span>oya Romania <span class="_ _1"></span>SA <span class="ff6">–</span> subsidiary<span class="_ _1"></span>, </span></span></div><div class="t m0 x60 h4 y782 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Y<span class="_ _0"></span>ato Tools (Shan<span class="_ _1"></span>ghai) Co., Ltd. <span class="_ _1"></span><span class="ff6">–</span> subsid<span class="_ _1"></span>iary, </span></span></div><div class="t m0 x60 h4 y29f ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Y<span class="_ _0"></span>ato Tools (J<span class="_ _1"></span>iaxing) Co., Ltd. <span class="_ _1"></span><span class="ff6">–</span> subs<span class="_ _1"></span>idiary, </span></span></div><div class="t m0 x60 h4 y344 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">T<span class="_ _0"></span>oya Developm<span class="_ _1"></span>ent Sp. z o.o. S.K. <span class="_ _1"></span>in liquidation<span class="_ _1"></span> <span class="ff6">–</span> entity related thro<span class="_ _1"></span>ugh key management p<span class="_ _1"></span>ersonnel<span class="_ _1"></span><span class="lsa">, </span> </span></span></div><div class="t m0 x60 h4 y783 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">T<span class="_ _0"></span>oyota Katowice <span class="_ _1"></span>Sp. z o.o. <span class="_ _1"></span><span class="ff6">–</span> entity related th<span class="_ _1"></span>rough key management person<span class="_ _1"></span>nel, </span></span></div><div class="t m0 x60 h4 y702 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">G<span class="_ _0"></span>rzegorz Pinkos<span class="_ _1"></span>z <span class="ff6">–</span> President <span class="_ _1"></span>of the Management Board <span class="_ _1"></span><span class="ff6">–</span> k<span class="_ _1"></span>ey management personn<span class="_ _1"></span>el, </span></span></div><div class="t m0 x60 h4 y784 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Macie<span class="_ _0"></span>j Lubnau<span class="_ _1"></span>er <span class="ff6">–</span> Vice-Presid<span class="_ _1"></span>ent of the Management Boar<span class="_ _1"></span>d <span class="_ _1"></span><span class="ff6">–</span> key management person<span class="_ _1"></span>nel, </span></span></div><div class="t m0 x60 h4 y785 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Robert Borys <span class="ff6">–</span> <span class="ls10">Vice</span>-President o<span class="_ _1"></span>f the Management Board fr<span class="_ _1"></span>om 27.02.<span class="_ _1"></span>2022 <span class="ff6">–</span> key manage<span class="_ _1"></span>ment personnel,<span class="_ _1"></span> </span></span></div><div class="t m0 x60 h4 y786 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Piotr Mondalski <span class="ff6">–</span> President of th<span class="_ _1"></span>e Supervisory Board <span class="_ _1"></span><span class="ff6">–</span> key management pers<span class="_ _1"></span>onnel, </span></span></div><div class="t m0 x60 h4 y787 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Jan Szmidt - <span class="ls10">Vice</span>-President of th<span class="_ _1"></span>e Supervisory Board <span class="_ _1"></span><span class="ff6">–</span> key management p<span class="_ _1"></span>ersonnel, </span></span></div><div class="t m0 x60 h4 y788 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff6">Dariusz Górka –<span class="ff2"> Member of the Superviso<span class="_ _1"></span>ry Board <span class="_ _1"></span></span>–<span class="ff2"> key management personnel,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x60 h4 y789 ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff6">G<span class="_ _0"></span>rzegorz Maciąg <span class="_ _1"></span>–<span class="ff2"> Member of the Sup<span class="_ _1"></span>ervisory Board <span class="_ _1"></span></span>–<span class="ff2"> key management <span class="_ _1"></span>personnel, </span></span></span></div><div class="t m0 x60 h4 y27b ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff6">Michał Kobus <span class="ff2">- Member of the Sup<span class="_ _1"></span>ervisory Board <span class="_ _1"></span></span>–<span class="ff2"> key management person<span class="_ _1"></span>nel, </span></span></span></div><div class="t m0 x60 h4 y78a ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff6">Wojciech Bartłomiej Papierak <span class="_ _1"></span><span class="ff2">- Member of the Supervisory<span class="_ _1"></span> Board <span class="_ _1"></span></span>–<span class="ff2"> key management pers<span class="_ _1"></span>onnel, </span></span></span></div><div class="t m0 x60 h4 y78b ff9 fs2 fc0 sc0 ls0 ws0">•<span class="ffa"> <span class="_ _27"> </span><span class="ff2">Be<span class="_ _0"></span>ata Szmidt - M<span class="_ _1"></span>ember of the Sup<span class="_ _1"></span>ervisory Board <span class="_ _1"></span><span class="ff6">–</span> key managem<span class="_ _1"></span>ent personnel. </span></span></div><div class="t m0 x4 h4 y78c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 ya8 ff2 fs2 fc0 sc0 ls0 ws0">In <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>years <span class="_ _8"></span>ended <span class="_ _8"></span>31 <span class="_ _1"></span>December <span class="_ _1"></span>2023 <span class="_ _8"></span>and <span class="_ _8"></span>31 <span class="_ _8"></span>December <span class="_ _1"></span>2022, <span class="_ _8"></span>there <span class="_ _8"></span>were <span class="_ _8"></span>no <span class="_ _8"></span>indications <span class="_ _8"></span>of <span class="_ _1"></span>impairment <span class="_ _8"></span>and <span class="_ _8"></span>therefore </div><div class="t m0 x4 h4 y78d ff2 fs2 fc0 sc0 ls0 ws0">no receivables from related p<span class="_ _1"></span>arties were written d<span class="_ _1"></span>own.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y78e ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6ee ff2 fs2 fc0 sc0 ls0 ws0">Balances due to tra<span class="_ _1"></span>nsactions with related entities a<span class="_ _1"></span>re not insured.<span class="_ _1"></span> </div><div class="t m0 x4 h18 y78f ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y110 ff3 fs2 fc0 sc0 ls0 ws0">Information <span class="_ _11"></span>on <span class="_ _10"></span>remuneration <span class="_ _10"></span>and <span class="_ _10"></span>ben<span class="_ _1"></span>efits <span class="_ _10"></span>of <span class="_ _10"></span>key <span class="_ _10"></span>managem<span class="_ _1"></span>ent <span class="_ _10"></span>personne<span class="_ _1"></span>l <span class="_ _10"></span>and <span class="_ _10"></span>on <span class="_ _10"></span>transactions <span class="_ _10"></span>exec<span class="_ _1"></span>uted <span class="_ _10"></span>with <span class="_ _11"></span>suc<span class="_ _0"></span>h </div><div class="t m0 x4 h18 y790 ff3 fs2 fc0 sc0 ls0 ws0">personnel </div><div class="t m0 x4 h6 y791 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y792 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _10"></span>Management <span class="_ _10"></span>Board <span class="_ _10"></span>and <span class="_ _10"></span>the <span class="_ _10"></span>Supervisory <span class="_ _10"></span>Board <span class="_ _10"></span>of <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _10"></span>Company <span class="_ _10"></span>comprise <span class="_ _10"></span>the <span class="_ _10"></span>key <span class="_ _8"></span>management <span class="_ _10"></span>pers<span class="_ _1"></span>onnel <span class="_ _10"></span>of <span class="_ _10"></span>the </div><div class="t m0 x4 h4 y793 ff2 fs2 fc0 sc0 ls0 ws0">Company. </div><div class="t m0 x4 h4 y794 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y795 ff6 fs2 fc0 sc0 ls0 ws0">The remuneration and<span class="_ _1"></span> benefits paid o<span class="_ _1"></span>r payable to the Company<span class="_ _1"></span>’s key management personn<span class="_ _1"></span>el are as follows: <span class="_ _8"></span><span class="ff2"> </span></div><div class="t m0 x4 h4 y796 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y797 waa h59"><div class="t m0 x10 h4 y60 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xa6 y797 wab h59"><div class="t m0 x57 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">3 </span></div></div><div class="c xcd y797 wac h59"><div class="t m0 x57 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">202<span class="ls0">2 </span></div></div><div class="c x4 y798 waa h59"><div class="t m0 x10 h7 y3ff ff2 fs3 fc0 sc0 ls0 ws0">Remunerati<span class="_ _0"></span>ons and benefits unde<span class="_ _0"></span>r employment cont<span class="_ _0"></span>racts and appoint<span class="_ _0"></span>ment contracts - Management Boar<span class="_ _0"></span>d </div></div><div class="c xa6 y798 wab h59"><div class="t m0 x21 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">      <span class="ls0">3,308      </span></div></div><div class="c xcd y798 wac h59"><div class="t m0 x82 h7 y3ff ff2 fs3 fc0 sc0 ls8 ws0">          <span class="ls0">3,167      </span></div></div><div class="c x4 y520 waa h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Social insur<span class="_ _0"></span>ance (ZUS) costs bor<span class="_ _0"></span>ne by the Company - Management B<span class="_ _0"></span>oard </div></div><div class="c xa6 y520 wab h59"><div class="t m0 x2f h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">11      </span></div></div><div class="c xcd y520 wac h59"><div class="t m0 x44 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                    <span class="ls0">38      </span></div></div><div class="c x4 y242 waa h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Remunerati<span class="_ _0"></span>ons for positio<span class="_ _0"></span>ns held - Supervisory Boar<span class="_ _0"></span>d </div></div><div class="c xa6 y242 wab h59"><div class="t m0 x2f h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">       <span class="ls0">750      </span></div></div><div class="c xcd y242 wac h59"><div class="t m0 x59 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                   <span class="ls0">612      </span></div></div><div class="c x4 y32f waa h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Social ins<span class="_ _0"></span>urance (ZUS) costs bo<span class="_ _0"></span>rne by the Company - Supervisor<span class="_ _0"></span>y Board </div></div><div class="c xa6 y32f wab h59"><div class="t m0 x22 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">         <span class="ls0">122      </span></div></div><div class="c xcd y32f wac h59"><div class="t m0 x18 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">            <span class="ls0">102      </span></div></div><div class="c x4 y799 waa h59"><div class="t m0 x10 h7 yc9 ff2 fs3 fc0 sc0 ls0 ws0">Employee Capit<span class="_ _0"></span>al Plans (PPK) financ<span class="_ _0"></span>ed by the Company </div></div><div class="c xa6 y799 wab h59"><div class="t m0 x3e h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">                <span class="ls0">6      </span></div></div><div class="c xcd y799 wac h59"><div class="t m0 x21 h7 yc9 ff2 fs3 fc0 sc0 ls8 ws0">              <span class="ls0">6      </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y330 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y331 ff2 fs2 fc0 sc0 ls0 ws0">In 2023 and 2022, no<span class="_ _1"></span> dividend was p<span class="_ _1"></span>aid to key management <span class="_ _1"></span>personnel.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y79a ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y333 ff2 fs2 fc0 sc0 ls0 ws0">Apart <span class="_ _1"></span>from th<span class="_ _1"></span>e <span class="_ _1"></span>transactions <span class="_ _1"></span>mentioned <span class="_ _1"></span>above, <span class="_ _1"></span>the <span class="_ _1"></span>Company <span class="_ _1"></span>has <span class="_ _1"></span>not <span class="_ _1"></span>concluded <span class="_ _1"></span>any <span class="_ _1"></span>transactions <span class="_ _1"></span>with <span class="_ _1"></span>key <span class="_ _1"></span>management </div><div class="t m0 x4 h4 y334 ff2 fs2 fc0 sc0 ls0 ws0">personnel. </div><div class="t m0 x4 h4 y335 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y79b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y337 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y338 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y339 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y4fd ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33b ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y33c ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h18 y33d ff3 fs2 fc0 sc0 ls0 ws0"> <span class="_ _e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w0 h0" ><div class="pc pc38 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">56<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y155 ff3 fs2 fc0 sc0 ls0 ws0">Summary of tr<span class="_ _1"></span>ansactions and balances with r<span class="_ _1"></span>elated entities<span class="_ _1"></span> </div><div class="t m0 x4 h18 y156 ff3 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c xf y79c wad h8c"><div class="t m0 x10 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y79c wae h8c"><div class="t m0 x16 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">Trade and other </div><div class="t m0 x14 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">receivables </div></div><div class="c x11d y79c waf h8c"><div class="t m0 x58 hf y1c4 ff3 fs3 fc0 sc0 ls0 ws0">Prepayments for </div><div class="t m0 x43 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">the delivery of </div><div class="t m0 x2e hf y62 ff3 fs3 fc0 sc0 ls0 ws0">goods  </div><div class="t m0 x40 hf ybb ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y79c wb0 h8c"><div class="t m0 x1a hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">Trade and other  </div><div class="t m0 x54 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">payables </div></div><div class="c x11f y79c w76 h8c"><div class="t m0 x59 hf y79d ff3 fs3 fc0 sc0 ls0 ws0">Revenue from sale<span class="_ _0"></span>s of </div><div class="t m0 x1c hf y72f ff3 fs3 fc0 sc0 ls0 ws0">goods and service<span class="_ _0"></span>s </div><div class="t m0 xd7 hf y60 ff3 fs3 fc0 sc0 ls0 ws0">and other revenu<span class="_ _0"></span>es </div></div><div class="c x4f y79c wb1 h8c"><div class="t m0 x18 hf y1c5 ff3 fs3 fc0 sc0 ls0 ws0">Purchase of good<span class="_ _0"></span>s </div><div class="t m0 x25 hf y62 ff3 fs3 fc0 sc0 ls0 ws0">and services </div></div><div class="c xf y79e wad h8a"><div class="t m0 x41 hf y63 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y79e wb2 h8a"><div class="t m0 xba h56 y63 ff3 fs3 fc0 sc0 ls0 ws0">31.12.2023<span class="ff2 fs9"> </span></div></div><div class="c x11f y79e wb3 h8a"><div class="t m0 x5a h56 y63 ff3 fs3 fc0 sc0 ls0 ws0">1.01.2023 - 31.12<span class="_ _0"></span>.2023<span class="ff2 fs9"> </span></div></div><div class="c xf y79f wad h5f"><div class="t m0 x10 hf y99 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y79f wae h5f"><div class="t m0 x72 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y79f waf h5f"><div class="t m0 x40 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y79f wb0 h5f"><div class="t m0 xee h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11f y79f w76 h5f"><div class="t m0 x68 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y79f wb1 h5f"><div class="t m0 x68 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y7a0 wad h8d"><div class="t m0 x10 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">Subsidiari<span class="_ _0"></span>es </div></div><div class="c x6f y7a0 wae h8d"><div class="t m0 x9a h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">1,592 </div></div><div class="c x11d y7a0 waf h8d"><div class="t m0 xb2 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11e y7a0 wb0 h8d"><div class="t m0 x5e h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">3,809 </div></div><div class="c x11f y7a0 w76 h8d"><div class="t m0 x6 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">34,497 </div></div><div class="c x4f y7a0 wb1 h8d"><div class="t m0 x33 h7 yd6 ff2 fs3 fc0 sc0 ls0 ws0">254,938 </div></div><div class="c xf y7a1 wb4 h84"><div class="t m0 x33 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">TOYA Romani<span class="_ _0"></span>a S.A.<span class="ff2"> </span></div></div><div class="c x6f y7a1 wb5 h84"><div class="t m0 xa3 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">1,592<span class="ff2"> </span></div></div><div class="c x11d y7a1 waf h84"><div class="t m0 x41 h20 yc2 ff5 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7a1 wb0 h84"><div class="t m0 x40 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c x11f y7a1 w76 h84"><div class="t m0 x6 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">34,497<span class="ff2"> </span></div></div><div class="c x4f y7a1 wb6 h84"><div class="t m0 x112 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c xf y7a2 wb4 h84"><div class="t m0 xc2 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Shanghai) Co. Ltd<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x6f y7a2 wb5 h84"><div class="t m0 x40 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11d y7a2 waf h84"><div class="t m0 x41 h20 yc2 ff5 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7a2 wb0 h84"><div class="t m0 xf h7 yc2 ff2 fs3 fc0 sc0 ls7 ws0">39<span class="ls0"> </span></div></div><div class="c x11f y7a2 w76 h84"><div class="t m0 x68 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x4f y7a2 wb6 h84"><div class="t m0 x6 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">29,814<span class="ff2"> </span></div></div><div class="c xf y7a3 wb4 h84"><div class="t m0 x52 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Jiaxing) Co. Ltd<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x6f y7a3 wb5 h84"><div class="t m0 x40 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x11d y7a3 waf h84"><div class="t m0 xb2 h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">-<span class="ff5"> </span></div></div><div class="c x11e y7a3 wb0 h84"><div class="t m0 x5e h7 yc2 ff2 fs3 fc0 sc0 ls0 ws0">3,770 </div></div><div class="c x11f y7a3 w76 h84"><div class="t m0 x112 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0"> -<span class="ff2"> </span></div></div><div class="c x4f y7a3 wb6 h84"><div class="t m0 x33 h7 yc2 ff5 fs3 fc0 sc0 ls0 ws0">225,124<span class="ff2"> </span></div></div><div class="c xf y7a4 wad he"><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Entities <span class="_ _0"></span>related through ke<span class="_ _0"></span>y </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">management pe<span class="_ _0"></span>rsonnel </div></div><div class="c x6f y7a4 wae he"><div class="t m0 x73 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">8 </div></div><div class="c x11d y7a4 waf he"><div class="t m0 x41 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7a4 wb0 he"><div class="t m0 xee h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11f y7a4 w76 he"><div class="t m0 xb5 h7 y60 ff2 fs3 fc0 sc0 ls7 ws0">99<span class="ls0"> </span></div></div><div class="c x4f y7a4 wb1 he"><div class="t m0 x68 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y7a5 wad h8e"><div class="t m0 x10 hf y21f ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x6f y7a5 wae h8e"><div class="t m0 x9a hf y21f ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">600</span> </div></div><div class="c x11d y7a5 waf h8e"><div class="t m0 xb2 hf y21f ff3 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11e y7a5 wb0 h8e"><div class="t m0 x5e hf y21f ff3 fs3 fc0 sc0 ls0 ws0">3,<span class="ls7">809</span> </div></div><div class="c x11f y7a5 w76 h8e"><div class="t m0 x6 hf y21f ff3 fs3 fc0 sc0 ls7 ws0">34<span class="ls0">,</span>596<span class="ls0"> </span></div></div><div class="c x4f y7a5 wb1 h8e"><div class="t m0 x33 hf y21f ff3 fs3 fc0 sc0 ls7 ws0">254<span class="ls0">,</span>938<span class="ls0"> </span></div></div><div class="c xf y7a6 wad h67"><div class="t m0 x10 h56 y65 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y7a6 wae h67"><div class="t m0 x10 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y7a6 waf h67"><div class="t m0 x10 h56 y109 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y7a6 wb0 h67"><div class="t m0 x10 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11f y7a6 w76 h67"><div class="t m0 x118 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y7a6 wb1 h67"><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c xf y7a7 wad h8f"><div class="t m0 x10 hf y63 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x6f y7a7 wb2 h8f"><div class="t m0 xba h56 y63 ff3 fs3 fc0 sc0 ls0 ws0">31.12.2022<span class="ff2 fs9"> </span></div></div><div class="c x11f y7a7 wb3 h8f"><div class="t m0 x5a h56 y63 ff3 fs3 fc0 sc0 ls0 ws0">1.01.2022 - 31.12<span class="_ _0"></span>.2022<span class="ff2 fs9"> </span></div></div><div class="c xf y6a1 wad h5f"><div class="t m0 x10 hf y4e1 ff3 fs3 fc0 sc0 ls0 ws0">  </div></div><div class="c x6f y6a1 wae h5f"><div class="t m0 x72 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11d y6a1 waf h5f"><div class="t m0 x40 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0"> </div></div><div class="c x11e y6a1 wb0 h5f"><div class="t m0 xee h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x11f y6a1 w76 h5f"><div class="t m0 x68 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0">  </div></div><div class="c x4f y6a1 wb1 h5f"><div class="t m0 x68 h56 yd4 ff2 fs9 fc0 sc0 ls0 ws0"> <span class="fs3"> </span></div></div><div class="c xf y7a8 wad h3f"><div class="t m0 x10 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">Subsidiari<span class="_ _0"></span>es </div></div><div class="c x6f y7a8 wae h3f"><div class="t m0 x5a h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">20,128 </div></div><div class="c x11d y7a8 waf h3f"><div class="t m0 x116 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">4,760 </div></div><div class="c x11e y7a8 wb0 h3f"><div class="t m0 x5e h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">1,196 </div></div><div class="c x11f y7a8 w76 h3f"><div class="t m0 x6 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">54,274 </div></div><div class="c x4f y7a8 wb1 h3f"><div class="t m0 x33 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">223,280 </div></div><div class="c xf y7a9 wb4 hc"><div class="t m0 x33 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">TOYA Romani<span class="_ _0"></span>a S.A.<span class="ff2"> </span></div></div><div class="c x6f y7a9 wb5 hc"><div class="t m0 x2e h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">20,106<span class="ff2"> </span></div></div><div class="c x11d y7a9 waf hc"><div class="t m0 x41 h20 y237 ff5 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7a9 wb0 hc"><div class="t m0 x40 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c x11f y7a9 w76 hc"><div class="t m0 x6 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">54,269<span class="ff2"> </span></div></div><div class="c x4f y7a9 wb6 hc"><div class="t m0 x112 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c xf y7aa wb4 hc"><div class="t m0 xc2 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Shanghai) Co. Ltd<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x6f y7aa wb5 hc"><div class="t m0 x40 h7 y237 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11d y7aa waf hc"><div class="t m0 x41 h20 y237 ff5 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7aa wb0 hc"><div class="t m0 x40 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c x11f y7aa w76 hc"><div class="t m0 x112 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">5<span class="ff2"> </span></div></div><div class="c x4f y7aa wb6 hc"><div class="t m0 x6 h7 y237 ff5 fs3 fc0 sc0 ls0 ws0">24,604<span class="ff2"> </span></div></div><div class="c xf y7ab wb4 h3f"><div class="t m0 x52 h7 y314 ff5 fs3 fc0 sc0 ls0 ws0">Yato Tools <span class="_ _0"></span>(Jiaxing) Co. Ltd<span class="_ _0"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x6f y7ab wb5 h3f"><div class="t m0 xfb h7 y314 ff5 fs3 fc0 sc0 ls7 ws0">22<span class="ff2 ls0"> </span></div></div><div class="c x11d y7ab waf h3f"><div class="t m0 x116 h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">4,760<span class="ff5"> </span></div></div><div class="c x11e y7ab wb0 h3f"><div class="t m0 x5e h7 y314 ff2 fs3 fc0 sc0 ls0 ws0">1,196 </div></div><div class="c x11f y7ab w76 h3f"><div class="t m0 x112 h7 y314 ff5 fs3 fc0 sc0 ls0 ws0">- <span class="ff2"> </span></div></div><div class="c x4f y7ab wb6 h3f"><div class="t m0 x33 h7 y314 ff5 fs3 fc0 sc0 ls0 ws0">198,676<span class="ff2"> </span></div></div><div class="c xf y7ac wad he"><div class="t m0 x10 h7 y62 ff2 fs3 fc0 sc0 ls0 ws0">Entities <span class="_ _0"></span>related through ke<span class="_ _0"></span>y </div><div class="t m0 x10 h7 y63 ff2 fs3 fc0 sc0 ls0 ws0">management pe<span class="_ _0"></span>rsonnel </div></div><div class="c x6f y7ac wae he"><div class="t m0 x73 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">2 </div></div><div class="c x11d y7ac waf he"><div class="t m0 x41 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">-  </div></div><div class="c x11e y7ac wb0 he"><div class="t m0 xee h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c x11f y7ac w76 he"><div class="t m0 xb5 h7 y60 ff2 fs3 fc0 sc0 ls7 ws0">86<span class="ls0"> </span></div></div><div class="c x4f y7ac wb1 he"><div class="t m0 x68 h7 y60 ff2 fs3 fc0 sc0 ls0 ws0">- </div></div><div class="c xf y7ad wad h59"><div class="t m0 x10 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">Total </div></div><div class="c x6f y7ad wae h59"><div class="t m0 x5a hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">20<span class="ls0">,</span>130<span class="ls0"> </span></div></div><div class="c x11d y7ad waf h59"><div class="t m0 x116 hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">4,<span class="ls7">760</span> </div></div><div class="c x11e y7ad wb0 h59"><div class="t m0 x5e hf yc9 ff3 fs3 fc0 sc0 ls0 ws0">1,<span class="ls7">196</span> </div></div><div class="c x11f y7ad w76 h59"><div class="t m0 x6 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">54<span class="ls0">,</span>360<span class="ls0"> </span></div></div><div class="c x4f y7ad wb1 h59"><div class="t m0 x33 hf yc9 ff3 fs3 fc0 sc0 ls7 ws0">223<span class="ls0">,</span>280<span class="ls0"> </span></div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h18 y7ae ff3 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y6cc ff6 fs2 fc0 sc0 ls0 ws0">Related party <span class="_ _0"></span>transaction<span class="_ _1"></span>s are <span class="_ _7"></span>entered into on arm’s <span class="_ _0"></span>length terms in <span class="_ _0"></span>the course of<span class="ff2"> </span>the Company’s day<span class="ff2">-<span class="ls22">to</span>-day operations. </span></div><div class="t m0 x1e h8 y7af ff3 fs5 fc1 sc0 lsd ws0">32.<span class="ff8 ls0"> <span class="ff3">Materi<span class="_ _0"></span>al events subs<span class="_ _0"></span>equent to the end of<span class="_ _0"></span> reporting period </span></span></div><div class="t m0 x1e h2a y7b0 ff3 fs1 fc1 sc0 ls12 ws0">32.1<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Expression of consent by the Supervisory Board to conclude a surety agree<span class="_ _0"></span>ment<span class="_ _8"></span> </span></span></div><div class="t m0 x4 h4 y437 ff2 fs2 fc4 sc0 ls0 ws0">On <span class="ls4">6 <span class="_ _0"></span><span class="ls0">March 2024, the <span class="_ _0"></span>Compa<span class="_ _1"></span>ny received <span class="_ _0"></span>information abou<span class="_ _1"></span>t the <span class="_ _7"></span>con<span class="_ _1"></span>sent of its Supervisory Board <span class="_ _0"></span>to the <span class="_ _0"></span>conclusion of the </span></span></div><div class="t m0 x4 h4 y7b1 ff2 fs2 fc4 sc0 ls0 ws0">Surety Agreement <span class="_ _1"></span>No. BDK/<span class="_ _1"></span>UP/000054601/004<span class="_ _1"></span>0/23, <span class="_ _1"></span>between th<span class="_ _1"></span>e Company <span class="_ _1"></span>and <span class="_ _1"></span>the <span class="_ _1"></span>Citibank (China) <span class="_ _1"></span>Company Limited<span class="_ _1"></span>-</div><div class="t m0 x4 h4 y32d ff2 fs2 fc4 sc0 ls0 ws0">Shanghai <span class="_ _12"> </span>Branch, <span class="_ _12"> </span>based <span class="_ _12"> </span>in <span class="_ _13"> </span>the <span class="_ _13"> </span>People&apos;s  Republic <span class="_ _13"> </span>of <span class="_ _13"> </span>Chin<span class="_ _1"></span>a. <span class="_ _13"> </span>The <span class="_ _12"> </span>Surety <span class="_ _13"> </span>Agr<span class="_ _1"></span>eement <span class="_ _13"> </span>wil<span class="_ _1"></span>l <span class="_ _13"> </span>be <span class="_ _13"> </span>con<span class="_ _1"></span>cluded <span class="_ _13"> </span>to  secure <span class="_ _11"> </span>th<span class="_ _1"></span>e </div><div class="t m0 x4 h4 y32e ff2 fs2 fc4 sc0 ls0 ws0">repayment <span class="_ _0"></span>of receivables <span class="_ _0"></span>due to <span class="_ _7"></span>the Bank, in <span class="_ _7"></span>relation to the <span class="_ _7"></span>p<span class="_ _1"></span>lanned <span class="_ _0"></span>conclusion<span class="_ _1"></span> of<span class="_ _0"></span> the <span class="_ _7"></span>Sho<span class="_ _1"></span>rt-Term Working <span class="_ _7"></span>Capital Credit </div><div class="t m0 x4 h4 y7b2 ff2 fs2 fc4 sc0 ls0 ws0">Agreement, in the amount <span class="_ _1"></span>of CNY 60,000 tho<span class="_ _1"></span>usand, <span class="_ _1"></span>between YATO TOOLS <span class="_ _1"></span>(Shanghai) Co.,<span class="_ _1"></span> Ltd., and<span class="_ _1"></span> the Bank. </div><div class="t m0 x4 h4 y7b3 ff2 fs2 fc4 sc0 ls0 ws0">The Surety Agreement as<span class="_ _1"></span>sumes: </div><div class="t m0 x1e h4 y291 ff2 fs2 fc4 sc0 lsf ws0">a)<span class="ffa ls0"> <span class="_ _26"> </span><span class="ff2">surety of the Is<span class="_ _1"></span>suer for the liabilities of the Subsidiary<span class="_ _1"></span> up to <span class="_ _1"></span>CNY 72,000 th<span class="_ _1"></span>ousand<span class="_ _1"></span>; </span></span></div><div class="t m0 x1e h4 y229 ff2 fs2 fc4 sc0 ls1b ws0">b)<span class="ffa ls0"> <span class="_ _f"> </span><span class="ff2">granting a su<span class="_ _1"></span>rety until 31 August 2025<span class="_ _1"></span>; </span></span></div><div class="t m0 x1e h4 y22a ff2 fs2 fc4 sc0 ls1c ws0">c)<span class="ffa ls0"> <span class="_ _2b"> </span><span class="ff2">authorizing th<span class="_ _1"></span>e Bank to debit the Issu<span class="_ _1"></span>er&apos;s current account with th<span class="_ _1"></span>e amount of liabilities arisin<span class="_ _1"></span>g from the Surety </span></span></div><div class="t m0 x69 h4 y7b4 ff2 fs2 fc4 sc0 ls0 ws0">Agreement; </div><div class="t m0 x1e h4 y413 ff2 fs2 fc4 sc0 ls1b ws0">d)<span class="ffa ls0"> <span class="_ _f"> </span><span class="ff2">the Issuer&apos;s ob<span class="_ _1"></span>ligation to provide, at Bank&apos;s reques<span class="_ _1"></span>t, within the time limit and in a<span class="_ _1"></span>ccordance with the </span></span></div><div class="t m0 x69 h4 y125 ff2 fs2 fc4 sc0 ls0 ws0">conditions in<span class="_ _1"></span>dicated by the Bank<span class="_ _1"></span> and in the con<span class="_ _1"></span>tent approved by th<span class="_ _1"></span>e Bank, a declaration of submission<span class="_ _1"></span> to </div><div class="t m0 x69 h4 y7b5 ff6 fs2 fc4 sc0 ls0 ws0">enforcement in the form o<span class="_ _1"></span>f a notarial d<span class="_ _1"></span>eed in accordance with Art<span class="_ _1"></span>. 777 § 1 point 5) <span class="_ _1"></span><span class="ff2">of Co<span class="_ _1"></span>de of Civil Procedure.<span class="_ _1"></span> </span></div><div class="t m0 x4 h4 y1d5 ff2 fs2 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y2b7 ff2 fs2 fc4 sc0 ls0 ws0">The remaining terms a<span class="_ _1"></span>nd conditions of the Su<span class="_ _1"></span>rety Agreement do n<span class="_ _1"></span>ot differ from those commonly used for th<span class="_ _1"></span>is type of </div><div class="t m0 x4 h4 y7b6 ff2 fs2 fc4 sc0 ls0 ws0">agreements.<span class="_ _1"></span><span class="fc0"> </span></div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w0 h0" ><div class="pc pc39 w0 h0"><img class="bi x3 y3a w3 hb" alt="" 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"/><div class="c x0 y0 w2 h0"><div class="t m0 x4 h6 y5 ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x62 h6 y6 ff2 fs0 fc0 sc0 ls2 ws0">  <span class="ls0">Financial statements of TOYA S.A. for the financial year ended 31 December <span class="ls1">2023</span></span>                                                                                       <span class="_ _0"></span>                        </div><div class="t m0 xc h6 y7 ff2 fs0 fc0 sc0 ls0 ws0">(Amounts are expressed in PLN thousand, unless specified otherwise) </div><div class="t m0 x4 h6 y3b ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 xd h7 y5c9 ff2 fs3 fc0 sc0 ls0 ws0"> Notes co<span class="_ _0"></span>nstitute an integral p<span class="_ _0"></span>art of these financial s<span class="_ _0"></span>tatements.<span class="ff5 fs0"> </span></div><div class="t m0 x6a ha y5ca ff2 fs0 fc0 sc0 ls1 ws0">57<span class="fs1 ls0"> </span></div></div><div class="c x63 y3d w18 hc"><div class="t m0 x0 hd y3e ff5 fs2 fc2 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x1e h2a y36b ff3 fs1 fc1 sc0 ls12 ws0">32.2<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Conclusion of a short-<span class="_ _1"></span>term loan ag<span class="_ _0"></span>reement by a subsidiary </span></span></div><div class="t m0 x4 h4 yb ff2 fs2 fc0 sc0 ls0 ws0">On <span class="_ _8"></span>26 <span class="_ _8"></span>March <span class="_ _10"></span>2024, <span class="_ _8"></span>the <span class="_ _8"></span>Co<span class="_ _1"></span>mpany<span class="_ _1"></span> <span class="_ _8"></span>received <span class="_ _8"></span>information<span class="_ _1"></span> <span class="_ _8"></span>about <span class="_ _8"></span>th<span class="_ _1"></span>e <span class="_ _8"></span>conclusion <span class="_ _10"></span>of <span class="_ _8"></span>the <span class="_ _8"></span>Sho<span class="_ _1"></span>rt-term <span class="_ _8"></span>Wo<span class="_ _1"></span>rking <span class="_ _8"></span>Capital <span class="_ _10"></span>Cre<span class="_ _0"></span>dit </div><div class="t m0 x4 h4 y7b7 ff2 fs2 fc0 sc0 ls0 ws0">Agreement bet<span class="_ _1"></span>ween YA<span class="_ _1"></span>TO TO<span class="_ _1"></span>OLS (Shanghai) <span class="_ _1"></span>Co., Ltd<span class="_ _1"></span>. <span class="_ _1"></span>and <span class="_ _1"></span>CITIBANK (CHIN<span class="_ _1"></span>A) CO., <span class="_ _1"></span>LTD. <span class="_ _1"></span>SHANGHAI <span class="_ _1"></span>BRANCH bas<span class="_ _1"></span>ed in <span class="_ _1"></span>the </div><div class="t m0 x4 h4 y7b8 ff2 fs2 fc0 sc0 ls0 ws0">People&apos;s Republic of Chin<span class="_ _1"></span>a. </div><div class="t m0 x4 h4 y7b9 ff2 fs2 fc0 sc0 ls0 ws0">The loan<span class="_ _1"></span> amou<span class="_ _1"></span>nted <span class="_ _1"></span>to <span class="_ _1"></span>CNY <span class="_ _1"></span>60,000 <span class="_ _1"></span>thous<span class="_ _1"></span>and. <span class="_ _1"></span>The amou<span class="_ _1"></span>nt <span class="_ _1"></span>will be <span class="_ _1"></span>used <span class="_ _1"></span>for <span class="_ _1"></span>the <span class="_ _1"></span>current <span class="_ _1"></span>operations <span class="_ _1"></span>of <span class="_ _1"></span>the <span class="_ _1"></span>Subsidiary. <span class="_ _1"></span>The </div><div class="t m0 x4 h4 y7ba ff2 fs2 fc0 sc0 ls0 ws0">contract was con<span class="_ _1"></span>cluded for 12 months.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y7bb ff2 fs2 fc0 sc0 ls0 ws0">The loan will be secured b<span class="_ _1"></span>y the Compan<span class="_ _1"></span>y&apos;s su<span class="_ _1"></span>rety for the liabilities of the Sub<span class="_ _1"></span>sidiary under the su<span class="_ _1"></span>rety agreement.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y7bc ff2 fs2 fc0 sc0 ls0 ws0">The  remaining <span class="_ _13"> </span>t<span class="_ _1"></span>erms  and  conditions  of <span class="_ _12"> </span>the  Agreement  do <span class="_ _13"> </span>no<span class="_ _1"></span>t  diff<span class="_ _0"></span>er  from <span class="_ _12"> </span>those  commonly  used  for <span class="_ _13"> </span>this<span class="_ _1"></span>  type  of<span class="_ _0"></span> </div><div class="t m0 x4 h4 y7bd ff2 fs2 fc0 sc0 ls0 ws0">agreements.<span class="_ _1"></span> </div><div class="t m0 x1e h2a y7be ff3 fs1 fc1 sc0 ls12 ws0">32.3<span class="ff8 ls0"> <span class="_ _1f"> </span><span class="ff3">Annex to the overdraft agreement </span></span></div><div class="t m0 x4 h4 y7bf ff2 fs2 fc0 sc0 ls0 ws0">O<span class="ls1b">n <span class="ls4">26 <span class="_ _1"></span></span></span>March 2<span class="_ _1"></span>024, <span class="_ _1"></span>TOYA S.A. <span class="_ _1"></span>concluded <span class="_ _1"></span>an <span class="_ _1"></span>Annex N<span class="_ _1"></span>o. 6 to<span class="_ _1"></span> th<span class="_ _1"></span>e Current <span class="_ _1"></span>Account <span class="_ _1"></span>Credit Agreement <span class="_ _1"></span>No. <span class="_ _1"></span>09/030/19/Z/V<span class="_ _1"></span>V </div><div class="t m0 x4 h4 y7c0 ff2 fs2 fc0 sc0 ls0 ws0">with mBank <span class="_ _0"></span>S.A. based <span class="_ _0"></span>in Warsaw. <span class="_ _0"></span>Pursuant to <span class="_ _0"></span>the annex, <span class="_ _7"></span>the final <span class="_ _0"></span>repayment date <span class="_ _0"></span>of the <span class="_ _0"></span>loan w<span class="_ _0"></span>as set <span class="_ _0"></span>at<span class="_ _1"></span> <span class="ls4">27 <span class="_ _0"></span><span class="ls0">March 2024. </span></span></div><div class="t m0 x4 h4 y7c1 ff2 fs2 fc0 sc0 ls0 ws0">The <span class="_ _1"></span>remaining <span class="_ _1"></span>terms <span class="_ _8"></span>and <span class="_ _1"></span>con<span class="_ _1"></span>ditions <span class="_ _1"></span>of <span class="_ _1"></span>th<span class="_ _1"></span>e <span class="_ _1"></span>Agreement <span class="_ _1"></span>do <span class="_ _1"></span>n<span class="_ _1"></span>ot <span class="_ _1"></span>differ <span class="_ _1"></span>from <span class="_ _1"></span>the <span class="_ _8"></span>terms <span class="_ _1"></span>and <span class="_ _8"></span>conditions <span class="_ _8"></span>commonly <span class="_ _1"></span>used <span class="_ _8"></span>for </div><div class="t m0 x4 h4 y7c2 ff2 fs2 fc0 sc0 ls0 ws0">this type of agreements.<span class="_ _1"></span> </div><div class="t m0 x4 h4 y25d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y7c3 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y10d ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y7c4 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y7c5 ff2 fs2 fc0 sc0 ls0 ws0">Management Board o<span class="_ _1"></span>f Toya S.A<span class="_ _1"></span><span class="ls5">.:</span> </div><div class="t m0 x4 h4 y7c6 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7c7 wb7 hc"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Date </div></div><div class="c x120 y7c7 wb8 hc"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Name and <span class="_ _1"></span>surname </div></div><div class="c x121 y7c7 wb9 hc"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Position </div></div><div class="c x122 y7c7 wba hc"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Signature </div></div><div class="c x4 y7c8 wb7 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">28.03.2024 </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y7c8 wb8 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">Grzegorz Pinkosz<span class="_ _1"></span> </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y7c8 wb9 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">President of the </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x122 y7c8 wba h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y303 wb7 h91"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">28.03.2024 </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y303 wb8 h91"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">Maciej Lubnauer<span class="_ _1"></span> </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y303 wb9 h91"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls10 ws0">Vice<span class="ls0">-President of the </span></div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span>  </div></div><div class="c x122 y303 wba h91"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7cb wb7 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">28.03.2024 </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y7cb wb8 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls0 ws0">Robert Borys </div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y7cb wb9 h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y552 ff2 fs2 fc0 sc0 ls10 ws0">Vice<span class="ls0">-President of the </span></div><div class="t m0 xe3 h4 y7ca ff2 fs2 fc0 sc0 ls0 ws0">Management Board<span class="_ _1"></span> </div></div><div class="c x122 y7cb wba h90"><div class="t m0 xe3 h4 y7c9 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 h4 y5ff ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y600 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h4 y7cc ff2 fs2 fc0 sc0 ls0 ws0">Person respons<span class="_ _1"></span>ible for bookkeeping:<span class="_ _1"></span> </div><div class="t m0 x4 ha y723 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y7cd wb7 h3f"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Date </div></div><div class="c x120 y7cd wb8 h3f"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Name and su<span class="_ _1"></span>rname </div></div><div class="c x121 y7cd wb9 h3f"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Position </div></div><div class="c x122 y7cd wba h3f"><div class="t m0 xe3 h18 y3e ff3 fs2 fc0 sc0 ls0 ws0">Signature </div></div><div class="c x4 y7ce wb7 h92"><div class="t m0 xe3 h4 y7cf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y7d0 ff2 fs2 fc0 sc0 ls0 ws0">28.03.2024 </div><div class="t m0 xe3 h4 y226 ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x120 y7ce wb8 h92"><div class="t m0 xe3 h4 y7cf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y7d0 ff2 fs2 fc0 sc0 ls0 ws0">Iwona Banik </div><div class="t m0 xe3 h4 y226 ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y3e ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x121 y7ce wb9 h92"><div class="t m0 xe3 h4 y7cf ff2 fs2 fc0 sc0 ls0 ws0"> </div><div class="t m0 xe3 h4 y7d0 ff2 fs2 fc0 sc0 ls0 ws0">Chief Accountant<span class="_ _1"></span> </div></div><div class="c x122 y7ce wba h92"><div class="t m0 xe3 h4 y7cf ff2 fs2 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w2 h0"><div class="t m0 x4 ha y7d1 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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